tag:blogger.com,1999:blog-25206031231272898892024-02-19T06:55:22.002+00:00Diario de un granjero de ciudadBlog de notas agropecuariasProssohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.comBlogger51125tag:blogger.com,1999:blog-2520603123127289889.post-92162077522692631042020-11-07T21:02:00.011+00:002020-11-07T22:33:15.819+00:00Nesidiocoris tenuis (Ficha personal)<p>FICHA Nº 001 07-11-2020 ÚLTIMA ACTUALIZACIÓN: 07-11-2020</p><p><span style="font-size: medium;"><b></b></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3q6up136t3DVxlq2Q9TybSv7A7OlD86WlfVJbxvmicoAS837C8nSDDZmooK89fP3D57sSXDI_rF6lPogIGcUEwKxxwubtDJgJsGNIy_BHBHZdJKXKMSih0fGuNcijf8btPam4akHcqSgm/s1399/20201023_194324+copia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1198" data-original-width="1399" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3q6up136t3DVxlq2Q9TybSv7A7OlD86WlfVJbxvmicoAS837C8nSDDZmooK89fP3D57sSXDI_rF6lPogIGcUEwKxxwubtDJgJsGNIy_BHBHZdJKXKMSih0fGuNcijf8btPam4akHcqSgm/s320/20201023_194324+copia.jpg" width="320" /></a></b></span></div><span style="font-size: medium;"><b><br />NESIDIOCORIS TENUIS</b></span><p></p><div style="text-align: left;"><i><span style="font-size: x-small;"><b>Nombre científico: </b>Cyrtopeltis o Nesidiocoris tenuis (Reuter 1895)<br /><b>Taxonomía (Clasificación):</b><br />Reino: Animalia<br />Filo: Arthropoda<br />Clase: Insecta<br />Orden: Hemíptera<br />Suborden: Heteroptera<br />Familia: Miridae</span></i></div><div style="text-align: left;"><a href="http://www.controlbiologico.info/index.php/es/organismos-de-control-biologico/ocb-comerciales-enemigos-naturales/nesidiocoris-tenuis#publicaciones" style="font-family: inherit; font-size: x-small;">http://www.controlbiologico.info/index.php/es/organismos-de-control-biologico/ocb-comerciales-enemigos-naturales/nesidiocoris-tenuis#publicaciones</a></div><p><br /></p><p><b><br /></b></p><p><b>Lugar de observación (fecha obs.): </b></p><p>- Buenavista del Norte, Tenerife, España (31-10-2020). (varios individuos, varios estadios larvarios)(Solanum lycopersicum)</p><p><b></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUMpfn2LN7OjU4rO8caOPiCBB7Hx6lcnZD1y9gNSCWIwS5wm-Oxac_9Z2JH5bqBgzh-hehhMxCwyuXfP0OB9NdUjp5IkI1xwnqdfe93u9ENevmlmIc7dCmBAoYA20S7FdEr09_8VKkYS44/s2048/CM201030-141623029+copia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1151" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUMpfn2LN7OjU4rO8caOPiCBB7Hx6lcnZD1y9gNSCWIwS5wm-Oxac_9Z2JH5bqBgzh-hehhMxCwyuXfP0OB9NdUjp5IkI1xwnqdfe93u9ENevmlmIc7dCmBAoYA20S7FdEr09_8VKkYS44/s320/CM201030-141623029+copia.jpg" /></a></b></div><b>Descripción: </b><p></p><p>Es un insecto de color verde que he visto en diversas especies como el tomate, el tabaco o la berenjena. También lo he visto en algunas especies silvestres como la altabaca (<a href="http://p-rosso.blogspot.com/2012/05/altabaca-dittrichia-viscosa-la-casa-del.html">Dittrichia viscosa</a>) y la hierba mora (<a href="https://es.wikipedia.org/wiki/Solanum_nigrum">Solanum nigrum</a>). El adulto tiene alas y los estadios larvarios no, aunque a medida que van creciendo les aparecen unas pequeñas protuberancias en la espalda. Las alas tienen forma alargada, sin elitros (tapa dura), transparentes y con un dibujo característico de puntos y lineas oscuras. </p><p>Aparato bucal tipo picador - chupador</p><p>Suelen encontrarse caminando por cualquier parte de la planta aunque es habitual verlos cerca del ápice (exploran bastante toda la planta, tallos y hojas) y también suelen verse diferentes estadios larvarios. Producen marcas en los tallos en forma de anillo que sirven para detectar su presencia en el cultivo. Cuando las ninfas son muy pequeñas su color es más bien amarillento, pero conforme pasan a siguientes <br />estadios toman su característico color verde.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxYSApfEWn2a0wMioArKC0vvczXwFdTIiQZjgy06v_9UL3e-OoX7ApS8fcGxS2pr4Q1ITUhUnzeJTPV2JbQnDyybnmAqtRCffgDKlqJxElrIw3a14-Nwz5VLVdpgbHDHGt20R5oCe-UL8A/s2048/CM201030-132934001+copia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="2048" data-original-width="1151" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxYSApfEWn2a0wMioArKC0vvczXwFdTIiQZjgy06v_9UL3e-OoX7ApS8fcGxS2pr4Q1ITUhUnzeJTPV2JbQnDyybnmAqtRCffgDKlqJxElrIw3a14-Nwz5VLVdpgbHDHGt20R5oCe-UL8A/s320/CM201030-132934001+copia.jpg" /></a></div>Se alimentan usando su estilete para insertarlo en huevos, larvas y adultos de diversos artrópodos que encuentran sobre la epidermis de cualquier parte de la planta. También, principalmente en periodos de falta de alimento o de falta de agua, suelen picar las plantas aunque es raro que produzcan un daño importante.<p></p><p><b>Especies hospedantes:</b> </p><p><br />Tomate (Solanum lycopersicum), berenjena (Solanum melongena), patata (solanum toberosum), pimiento (Capsicum annuum), Altabaca (<a href="http://p-rosso.blogspot.com/2012/05/altabaca-dittrichia-viscosa-la-casa-del.html">Dittrichia viscosa</a>), hierba mora (Solanum nigrum), geranio (diferentes especies del género geranium), tabaco (Nicotiana tabacum). </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY2UaYHDZSgE44kLt80uzalxvMRn00CL5q8zbGITY-kZsxBLXGWFOYgC0eFAzkA9BE6jHPVeK9v0PNFTuWRW-xDdNCEUup6HZDQ4a6iuUd_ndQ4MjmceCEWB-1TcKVMbCgulD0t6jKDtqu/s2048/CM201022-184930030+copia.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1151" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY2UaYHDZSgE44kLt80uzalxvMRn00CL5q8zbGITY-kZsxBLXGWFOYgC0eFAzkA9BE6jHPVeK9v0PNFTuWRW-xDdNCEUup6HZDQ4a6iuUd_ndQ4MjmceCEWB-1TcKVMbCgulD0t6jKDtqu/s320/CM201022-184930030+copia.jpg" width="320" /></a></div><b>Ciclo biológico:</b><p></p><p>Huevo, 5 estadios ninfales y adulto, total 7 estadios.</p><p>La temperatura, la disposición de alimento y la especie hospedante son determinantes en la velocidad del ciclo biológico, siendo de unos 29 días a 23ºC en tomate y con alimento suficiente hasta 38 días en condiciones más desfevorables (temperaturas bajas y/o poco alimento).</p><p>La hembra inserta los huevos en la epidermis de la planta hospedante, luego pasan entre 10 y 15 días hasta la eclosión de las ninfas. El primer estadio ninfal es de color amarillo y de 1,5 mm y el último es de color verde prácticamente igual que el adulto pero sin alas 3,5 mm. En total pasa por 5 estadios ninfales y tarda entre 17 y 30 días en llegar a adulto reproductivo. (5 mudas en total). El adulto tiene un periodo de vida de unas 2 semanas durante las cuales se reproducen e insertan nuevos huevos para iniciar el nuevo ciclo. Cada hembra pondrá cerca de 60 huevos durante su periodo de vida de los cuales aproximadamente la mitad serán hembras reproductivas, si es que todas sobreviven.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHrdsZ3GkzviaudglsFQ9ViDPuHtv2KnzywRiWPsOIQkYnoLtAzBnJV2vjyQypuACRCqQgBzEmzSBQdnWB8rEIBSjnvp3v8Avcq0U96Oh8UNGYdKs6keI7IW-0-l3VwskNa8Span2SK_tY/s2048/CM201022-185245045+copia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1151" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHrdsZ3GkzviaudglsFQ9ViDPuHtv2KnzywRiWPsOIQkYnoLtAzBnJV2vjyQypuACRCqQgBzEmzSBQdnWB8rEIBSjnvp3v8Avcq0U96Oh8UNGYdKs6keI7IW-0-l3VwskNa8Span2SK_tY/s320/CM201022-185245045+copia.jpg" width="320" /></a></div><br />En la duración del ciclo de vida son determinantes la temperatura (mayor temperatura más rápido), la disposición de alimento y su calidad y la especie de planta hospedante. <p></p><p><b>Influencia en el entorno (otras especies):</b></p><p>Tanto ninfas como adultos exploran constantemente la epidermis de la planta hospedante buscando presas para alimentarse. Pueden pasar caminando entre plantas sin ningún problema. Los adultos gracias a sus alas son capaces de buscar plantas para asentarse en zonas más lejanas.</p><p>Son absolutamente dependientes de las plantas, las necesitan para reproducirse, protegerse, buscar sus presas y alimentarse. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFMsvKADzk7P4paEX5x9X9QKM38hrJGAv7tOjQiNMyXKkIVaxlTH9Rwm4GwoXzwhi4_5sdlVGfvkW84u90U0xdyxghyMdcU85ANYydkMJ62aTQzcQ1sVp0Ny5eBfdIVxao4GJqCNQ5S9LI/s2048/CM201030-133622007+copia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1151" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFMsvKADzk7P4paEX5x9X9QKM38hrJGAv7tOjQiNMyXKkIVaxlTH9Rwm4GwoXzwhi4_5sdlVGfvkW84u90U0xdyxghyMdcU85ANYydkMJ62aTQzcQ1sVp0Ny5eBfdIVxao4GJqCNQ5S9LI/s320/CM201030-133622007+copia.jpg" /></a></div><br />Utilizan su estilete para picar y absorber los líquidos internos de cualquier presa siempre que esté sobre la epidermis de la planta (no dentro de esta como las larvas de minador y tuta absoluta), tenga el tamaño adecuado, no tenga un caparazón demasiado duro y no se mueva demasiado rápido. En días muy secos y en cultivos donde esté bien implantado algunos compañeros de trabajo en tomatera sufrieron pequeñas picaduras de estos chinches, lo cual demuestra que no son especialmente selectivos con sus presas.<p></p><p>En cultivo de tomate se ha convertido en una de las piezas imprescindibles para el control de plagas tan importantes como la mosca blanca y la tuta absoluta.</p><p>Pueden encontrarse en todos los puntos de costas y medianías de la isla de Tenerife tanto en flora silvestre como en cultivos de papas. Cuando las temperaturas se mantienen por debajo de 10ºC sus poblaciones pueden bajar de forma drástica. </p><p>Suelen estar asociados con las poblaciones de sus presas preferidas, que son pequeños insectos y ácaros, huevos de lepidópteros, larvas de moscas blancas o incluso pulgones. Por su forma de alimentarse inspeccionan continuamente toda la superficie de hojas y tallos limpiando la epidermis de las plantas huésped. Las poblaciones crecen más despacio que las poblaciones de la plaga cuando las temperaturas son altas pero a partir de cierto rango de temperaturas tienden a estabilizarse. </p><p><b>Artículos y enlaces interesantes:</b></p><p><a href="http://scielo.sld.cu/scielo.php?script=sci_arttext&pid=S1010-27522017000200003">http://scielo.sld.cu/scielo.php?script=sci_arttext&pid=S1010-27522017000200003</a></p><p><a href="http://repositori.uji.es/xmlui/bitstream/handle/10234/160971/71019.pdf?sequence=1&isAllowed=y">http://repositori.uji.es/xmlui/bitstream/handle/10234/160971/71019.pdf?sequence=1&isAllowed=y</a></p><p>FIN DE FICHA Nº 001 07-11-2020 ÚLTIMA ACTUALIZACIÓN: 07-11-2020</p><p><br /></p><p>Iré aportando fichas nuevas de insectos periódicamente que, espero, sirvan como guía práctica y accesible personal y para los lectores. </p><p>La idea es ir actualizando conforme vaya consiguiendo nueva información o fotografías. Ruego a quien quiera aportar información que escriba comentarios o que me escriba al email, de ésta forma igual la guía podría ser más completa y útil para más personas.</p><p>He decidido comenzar por este insecto puesto que, como contaré en futuros posts, ha sido clave en varios acontecimientos personales de los últimos años.</p>Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-24463722698744857712015-01-12T13:16:00.000+00:002015-01-12T13:16:49.385+00:00El Potasio en acuaponía<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYdBDKCw87ZbR1C1oe1XPE__pJvp_F4NVyKzUUA8Eo9zmMs3L5c8_AI8XeL1ZcnXFwav5W8pCodbqk-TssqMxhAX7sPESyEWlmHlTEibu3LNEBCVXfc7XsXwwUTucB5l0Q5p5mErthALM9/s1600/consuelda.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYdBDKCw87ZbR1C1oe1XPE__pJvp_F4NVyKzUUA8Eo9zmMs3L5c8_AI8XeL1ZcnXFwav5W8pCodbqk-TssqMxhAX7sPESyEWlmHlTEibu3LNEBCVXfc7XsXwwUTucB5l0Q5p5mErthALM9/s1600/consuelda.png" height="320" width="294" /></a></div>
El potasio es un elemento esencial para la nutrición de las plantas. Desempeña diversas funciones fundamentales en los vegetales, regula la fotosíntesis, estabiliza los procesos osmóticos y de absorción-transpiración de agua, es esencial en todos los procesos de síntesis de proteínas, actúa activando muchas enzimas, entre ellas las relacionadas con el crecimiento de las plantas, mejora la tolerancia a estrés hídrico, etc.<br />
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Por lo tanto los cultivos en general tienen grandes requerimientos de este elemento, siendo de hecho el más consumido por muchos, sobre todo los que producen fruto.<br />
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Los sistemas acuapónicos son deficientes en potasio, puesto que la única entrada de éste elemento al sistema viene como una pequeña fracción del alimento que se aporta a los peces. Este alimento, tiene por otro lado, un alto contenido en nitrógeno.<br />
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Este es el motivo por el que en estos sistemas es más factible desarrollar cultivos "de hoja" cuyo requerimiento en potasio es bajo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTfRcZ7BXDlBdhp8pvTKG0pCRsNyyEXdV013C7f7n_sQLwvaCH1Evo_YqZEX0aI8mWK9CjxTTvurPfQWBbkGGvj3QRGTiQ5_XykSNPfR0yPgCtQ14BjPsvcDrDMfmansrBK2bPrhYzqKNi/s1600/lechugas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTfRcZ7BXDlBdhp8pvTKG0pCRsNyyEXdV013C7f7n_sQLwvaCH1Evo_YqZEX0aI8mWK9CjxTTvurPfQWBbkGGvj3QRGTiQ5_XykSNPfR0yPgCtQ14BjPsvcDrDMfmansrBK2bPrhYzqKNi/s1600/lechugas.jpg" /></a></div>
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Sin embargo, aqui quisiera puntualizar lo siguiente:<br />
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Un cultivo de hoja que se desarrolla con falta de potasio y exceso de nitrógeno, es más "insano" que uno desarrollado con los valores adecuados, aunque todos los pasos y productos utilizados sean orgánicos. Esto se debe a que las verduras criadas en ambientes con alto contenido en nitrógeno, concretamente alto en nitratos y nitritos, acumulan altos valores de estos elementos en sus tejidos, los nitratos se convierten en nitritos en el estómago, los nitritos producen problemas intestinales y problemas en la sangre, además se combinan con otras sustancias produciendo nitrosaminas. que son cancerígenas.<br />
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Hay que tener en cuenta que como bién se suele enunciar en todos los ecritos sobre acuaponía, lo que pretendemos es desarrollar un sistema que sea capaz de imitar al ciclo natural, para que todos los organismos puedan crecer sanos. Para conseguir esto no basta con observar los ciclos de los elementos que son incorporados en forma de transformación de la materia orgánica del sistema, sino que hay que tener en cuenta los ciclos minerales y los requerimientos verdaderos de cada una de las especies que queremos criar, e intentar que el sistema sea capaz de "suministrarlos" de forma equilibrada.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK7FzUdvkyg0SZx7dO9Q5uCOa3WIV84SoCb1oQ_yKvgFpkvO6bMINGJelHm795nI7lWpvtodr1rAIlHHq4zI83Qaarub0SnlLuMPkTRxL-nPxDGQLheml1UDKLwEqeySZfJeWwVuYcO8y9/s1600/Tomateras+teno.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK7FzUdvkyg0SZx7dO9Q5uCOa3WIV84SoCb1oQ_yKvgFpkvO6bMINGJelHm795nI7lWpvtodr1rAIlHHq4zI83Qaarub0SnlLuMPkTRxL-nPxDGQLheml1UDKLwEqeySZfJeWwVuYcO8y9/s1600/Tomateras+teno.jpg" height="240" width="320" /></a>Para desarollar un cultivo agrícola sano, es por lo tanto muy importante, poder regular el equilibrio de cierto tipo de nutrientes, sobre todo del equilibrio entre potasio y nitrógeno. Como ya he comentado en artículos anteriores el contenido en nitrógeno del sistema depende de la cantidad y el tipo de alimento que damos a nuestros peces, pero hay otros nutrientes esenciales, como el potasio, que deben aportarse también de forma regular al sistema para que los cultivos agrícolas se desarrollen de forma sana y sean resistentes a plagas.<br />
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La observación, tanto del estado del cultivo agrícola, como del tipo de algas que proliferan en los tanques de peces, nos puede dar una idea de en que sentido está desequilibrado el sistema en lo referente a nutrientes. Por otro lado existen diversos kits y aparatos que miden cantidad de potasio, cantidad de sodio, cloro, nitratos, etc en el agua, y que pueden ser muy útiles para regular el sistema adecadamente. En esto son grandes especialistas los criadores de peces y de plantas acuáticas (acuariofilia), para conseguir los kits lo mejor es preguntar en tiendas enfocadas a este tipo de público.<br />
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Formas de aportar potasio al sistema:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh6po4ZZ4yTmOkUn6Eoj1HFg2GBtfVrX5BW9IQS2dtDq5sU3RHGRmZFD8F7uZ31q3gbJAoaKXAjRNI8k9pzYlqRK3PkRPd3SIBf18Ua4zx_rNhue8z7tpab2jtYXp_b9PProEmMQjtM5Lh/s1600/arena.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh6po4ZZ4yTmOkUn6Eoj1HFg2GBtfVrX5BW9IQS2dtDq5sU3RHGRmZFD8F7uZ31q3gbJAoaKXAjRNI8k9pzYlqRK3PkRPd3SIBf18Ua4zx_rNhue8z7tpab2jtYXp_b9PProEmMQjtM5Lh/s1600/arena.jpg" /></a>Es interesante añadir al sistema filtros lentos de arena o grava (mica,
feldespato, etc) y lechos de arena lo más fina posible puesto que estas
arenas son ricas en potasio y lo liberan de manera lenta según la
actividad microbiana y las condiciones del agua a su alrededor, además
estas arenas liberan silicio en pequeñan cantidades que como he apuntado
en otros artículos también es esencial para todos los seres vivos. De todas formas el uso de filtros lentos de arena, aunque pueden mejorar notablemente el funcionamiento del sistema, no suelen ser capaces de completar el aporte de potasio que requiere un cultivo agrícola equilibrado.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBNr9jI10TP8PteisgT9g8YtGAMqCF2pyzqcG2nPjP-CW8Y3PzXoH_S752S4on2AOunkd5vvS2AIe0ZwVY-1zzYqWigTwbGG84jGtiEgO-CkEq0XNEAgLEcJAueuDyS7xR_zwveM8fxWLQ/s1600/Lombriz+california.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBNr9jI10TP8PteisgT9g8YtGAMqCF2pyzqcG2nPjP-CW8Y3PzXoH_S752S4on2AOunkd5vvS2AIe0ZwVY-1zzYqWigTwbGG84jGtiEgO-CkEq0XNEAgLEcJAueuDyS7xR_zwveM8fxWLQ/s1600/Lombriz+california.jpg" height="240" width="320" /></a>Otra forma de añadir potasio y otros elementos es añadir de forma periódica lixiviado de lombriz, el problema de este tipo de productos es que su contenido en nutrientes es variable, para conseguir un lixiviado con alto contenido en potasio debemos preparar el compost con ciertos productos que nos asegurarán un alto contenido de este elemento.<br />
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Algunos productos que aportados al monton de compost aumentan el contenido en potasio:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Nt1aVBteFRKWl85UHqpL-o8_K32W0v7xeZLzvByBPe6FPHQHR7qxehJe0JmufkjU0tYzudGDDcy0PAFbhvFANaG-XG7seaBTQy3cGUpoi69rF0iaI2tiedf6cbG6thg_5WjmY_GAcOst/s1600/compost.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Nt1aVBteFRKWl85UHqpL-o8_K32W0v7xeZLzvByBPe6FPHQHR7qxehJe0JmufkjU0tYzudGDDcy0PAFbhvFANaG-XG7seaBTQy3cGUpoi69rF0iaI2tiedf6cbG6thg_5WjmY_GAcOst/s1600/compost.gif" height="194" width="320" /></a>- Ceniza de madera: Tiene princpalmente potasio y algo de fósforo, es neutralizante del PH y alcalinizante<br />
- Consuelda: Es una planta muy interesante para mantener en cualquier huerto ecológico, su principal cualidad es su alto contenido en potasio. <br />
- Cascara de naranja, kiwi, higos, platano, etc: La cascara de la mayoría de los frutos es rica en potasio.<br />
- Borras de cafe (alto en nitrógeno): Tienen mucho potasio, pero también mucho nitrógeno, mantienen y mejoran la actividad microbiana del compost.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-kzBnHeK8C3Q50soM4j6oNdcFw-N_oIx2p0jAQ6FoMLCDZ55vLd-QU4-TDxbRmp3zgFEDB5rniWXms9rI9WYEMQWhiCH4S58btJ_Pnm6sTysCtsXJ7DcjJPzngoUjZ75Ts6FQ5TWaB-bg/s1600/ascophyllum+nodosum.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-kzBnHeK8C3Q50soM4j6oNdcFw-N_oIx2p0jAQ6FoMLCDZ55vLd-QU4-TDxbRmp3zgFEDB5rniWXms9rI9WYEMQWhiCH4S58btJ_Pnm6sTysCtsXJ7DcjJPzngoUjZ75Ts6FQ5TWaB-bg/s1600/ascophyllum+nodosum.jpg" height="226" width="320" /></a>- Algas (marinas mejor): El agua marina tiene cierto contenido en potasio, la mayoría de las algas acumulan potasio en sus tejidos. Las más utilizadas de forma comercial son la especie Ascophyllum nodosum, muy abundante en el Atlantico Norte. <br />
- Lo ideal es usar estiercol de caballo u oveja puesto que son los más ricos en potasio.<br />
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Algunos productos que se pueden añadir en pequeñas dosis al sistema acuapónico para aportar el potasio necesario:<br />
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Orgánicos:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBCM4OJs6bh3keBufFtBI8goXI07vBDxC-07i27xr3GXLQ6JbxuSzsMsWr3HOEIJSyKprDNmfyFm6qJruKEE9STAQm7XTKTNl0TCa5N_Ss8OH9A1ia1GWZOxmsus_xFZ0PMhNKEVpZAj02/s1600/CONSUELDA.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBCM4OJs6bh3keBufFtBI8goXI07vBDxC-07i27xr3GXLQ6JbxuSzsMsWr3HOEIJSyKprDNmfyFm6qJruKEE9STAQm7XTKTNl0TCa5N_Ss8OH9A1ia1GWZOxmsus_xFZ0PMhNKEVpZAj02/s1600/CONSUELDA.jpg" height="320" width="298" /></a><br />
- Purín de consuelda: Tipico preparado ecológico para aportar potasio.<br />
- Lixiviado de lombrices: Criar las lombrices con compost con alto contenido en potasio para asegurarnos de su riqueza.<br />
- Productos a base de algas marinas (ascophyllum nodosum, etc): También aportan nitrógeno y materia orgánica.<br />
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Hay que tener en cuenta que el uso de cualquiera de estos productos aporta nitrógeno y carbono al sistema (materia orgánica), por lo que lo lógico sería reducir la cantidad de alimento que entra en el sistema. <br />
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De síntesis: <br />
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- Hidróxido de potasio <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipgzrrfX8CpBasltfKzpyOk-2bblW4jqD6RKDeW13I1Wt5STlg2pGNpcPpmdZm2cDkgnJ7Nm6irObG14HesEUFT5KjzrAXNIRoiwC0poZe3sty4ylNaomkEObI1gveEBk62hGQzlHuCurR/s1600/hidroxido+de+potasio.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipgzrrfX8CpBasltfKzpyOk-2bblW4jqD6RKDeW13I1Wt5STlg2pGNpcPpmdZm2cDkgnJ7Nm6irObG14HesEUFT5KjzrAXNIRoiwC0poZe3sty4ylNaomkEObI1gveEBk62hGQzlHuCurR/s1600/hidroxido+de+potasio.jpg" /></a></div>
- Sulfato potásico<br />
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Sólo nombro estos dos puesto que son los más adecuados en acuaponía. El nitrógeno sólo debe de entrar por medio del alimento de los peces.<br />
El azufre que se aporta con el sulfato potásico en bajas dosis puede ser beneficioso para el sistema, pero a partir de cierto valor es nocivo para los peces. Sería el más adecuado cuando el agua de entrada es muy basica (con carbonatos o bicarbonatos) puesto que acidifica.<br />
En general un sistema acuapónico bien equilibrado tiende a acidificarse, por lo que el hidróxido de potasio suele ser el producto más adecuado para aportar potasio sin bajar el PH ni aportar otros minerales. Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com2tag:blogger.com,1999:blog-2520603123127289889.post-13474696056280779802014-07-08T00:21:00.000+01:002014-07-18T21:26:54.723+01:00El Silicio en Agricultura<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZW6ynAbkiVJU1FWXwYKW70LV83sePeB0giwTFlHZ1TF5YAGAqSrRmmhcUt1vjfWdN6YgHsl3cYjBlHQaYdLAXBxyoVljXeyqHhwXQrKf9TWTHh6hd1G9QtYwNDkD1utr6LFG8GSEgQmSk/s1600/Desierto+de+arena+y+rocas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZW6ynAbkiVJU1FWXwYKW70LV83sePeB0giwTFlHZ1TF5YAGAqSrRmmhcUt1vjfWdN6YgHsl3cYjBlHQaYdLAXBxyoVljXeyqHhwXQrKf9TWTHh6hd1G9QtYwNDkD1utr6LFG8GSEgQmSk/s1600/Desierto+de+arena+y+rocas.jpg" height="180" width="320" /></a>El Silicio representa más de una cuarta parte del peso total de la corteza terrestre y es el segundo elemento mas abundante en la corteza por detrás del Oxígeno.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3q4ayMbCEMk3TgtyMbw3FtQkVeO5B1ncag5U3lNabzZGpAZCBwI7lF2cJF6fgSxDdzQlM8R4f_L-lWwpFi-pwu5xaoM4b7vnchNc-gtntuM_gmh0zmVOZukWN28halpXCjAyQWiKP-h9O/s1600/Terreno+preparado+para+la+siembra.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3q4ayMbCEMk3TgtyMbw3FtQkVeO5B1ncag5U3lNabzZGpAZCBwI7lF2cJF6fgSxDdzQlM8R4f_L-lWwpFi-pwu5xaoM4b7vnchNc-gtntuM_gmh0zmVOZukWN28halpXCjAyQWiKP-h9O/s1600/Terreno+preparado+para+la+siembra.jpg" height="188" width="320" /></a>Nunca se encuentra en estado libre sino formando parte de minerales como el Cuarzo, el Feldespato, la Amatista, el Pedernal, la Mica, el Jaspe o el Ópalo. Por lo tanto forma parte de rocas, granitos, arenas, arcillas y en general de la mayoría de los elementos minerales y también biológicos, que constituyen el suelo en el que se desarrollan los cultivos agrícolas.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigqiaWpxyCqPwe4mAnLc5Ng5Z6Z9b0coDqmYIMy0jOxcyGkTWp70yCuIx8RhREoKvELBqxXPtJ4yDHVGooKlAmCafTZUAgO_ZLdhOEhwrMN2g8bREC-QTI3onCIJunshLi5IwInQWX39k4/s1600/plantas+floraci%C3%B3n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigqiaWpxyCqPwe4mAnLc5Ng5Z6Z9b0coDqmYIMy0jOxcyGkTWp70yCuIx8RhREoKvELBqxXPtJ4yDHVGooKlAmCafTZUAgO_ZLdhOEhwrMN2g8bREC-QTI3onCIJunshLi5IwInQWX39k4/s1600/plantas+floraci%C3%B3n.jpg" height="320" width="240" /></a></div>
Es esencial en muchos procesos biológicos de todos los seres vivos desarrollando funciones estructurales, protectoras y reguladoras entre otras.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQV4cSOLlow_6-VcilmS3-eopWRt2D7c-OvTnP3oGoN2-AXFKe2MpKMmTEa0sWwuyHORvAXm88r5j1bLHgtj4hX1mIbQpYok4DRXk6bJGc_YWU3wZooyVwI40SdSQySXwOeDCgRhUDpcJr/s1600/sintesis+acido+silicico.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQV4cSOLlow_6-VcilmS3-eopWRt2D7c-OvTnP3oGoN2-AXFKe2MpKMmTEa0sWwuyHORvAXm88r5j1bLHgtj4hX1mIbQpYok4DRXk6bJGc_YWU3wZooyVwI40SdSQySXwOeDCgRhUDpcJr/s1600/sintesis+acido+silicico.jpg" height="69" width="320" /></a>Los seres vivos lo asimilan principalmente en forma de silicio orgánico o ácido monosilícico (H4SiO4).<br />
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En el suelo de los cultivos, se encuentra principalmente en <b>forma mineral</b> (polimero) formando parte de la propia estructura; rocas, arena y arcillas, sin embargo el silicio <b>no puede ser asimilado en forma mineral por las plantas</b>, sólo lo absorben en forma de ácido silícico (silicio orgánico).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNGuCLG-p0z7yq5ZtDgBv2fXKYSUIYvggPTI4UZ1HfjoGFFuKOy-nzPte8-MukCkKAzFWLFrp2C7Q_p9b2FSQgcXTZrbHJCGRYwtMLCGwukSOkmwhG_10SHiC-h03rA62oz9jTLrhYRbpU/s1600/materia+organica.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNGuCLG-p0z7yq5ZtDgBv2fXKYSUIYvggPTI4UZ1HfjoGFFuKOy-nzPte8-MukCkKAzFWLFrp2C7Q_p9b2FSQgcXTZrbHJCGRYwtMLCGwukSOkmwhG_10SHiC-h03rA62oz9jTLrhYRbpU/s1600/materia+organica.jpg" height="179" width="320" /></a></div>
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La presencia de ácido silícico en el suelo depende de la acción de enzimas y ácidos producidos por la actividad microbiológica que ocurre en la materia orgánica, por lo tanto, en cultivos ecológicos o con alto nivel de materia orgánica no tiene por que ser deficitario. Aunque sí es considerado como un elemento básico y de mucha importancia, formando parte por ejemplo del famoso preparado biodinámico 501 y 508 de Rudolf Steiner. <br />
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El Silicio es un elemento ignorado por la mayoría de agricultores, aunque según el tipo de cultivo, una hectárea de terreno productivo absorbe del suelo entre 40 y 300 kg de silicio (ácido silícico) al año.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsxrxv5l7uSpUnkcky8GNLWOCcSExcy01uDJ2pePNJrkOPwsnEFlAZCqIORqAOjwjpiYaGWWakliLw5ufQumjNjZsKougWh4XOotE6Wpg2HUIJ-NhBqiHnt7L_6VDGoutTT92_c0AqwvjR/s1600/circulo+esquema.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsxrxv5l7uSpUnkcky8GNLWOCcSExcy01uDJ2pePNJrkOPwsnEFlAZCqIORqAOjwjpiYaGWWakliLw5ufQumjNjZsKougWh4XOotE6Wpg2HUIJ-NhBqiHnt7L_6VDGoutTT92_c0AqwvjR/s1600/circulo+esquema.jpg" height="200" width="200" /></a></div>
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<span style="font-size: large;"><b>Formas de asimilación del silicio:</b></span><br />
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El silicio sólo puede ser absorbido por la raíz de la planta cuando
forma ácido silícico, nunca como polímero, el problema de los productos a
base de ácido silícico es que tienden a polimerizarse formando silicio
mineral o gel de sílice que no son asimilables por las plantas. Por lo
tanto en general, es muy importante seguir las recomendaciones de estos
productos con respecto a la forma de disolverlos. Lo habitual es
preparar la cantidad de agua necesaria para la correcta disolución del
producto antes de disolverlo, de modo que sea más difícil que las
concentraciones sean demasiado altas.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtorgZfgKYPn2e2rKP3x8zRwE2tJF4_lagtaNbaJ2o-BCjNVYa3iYBIYg1f71Q36rx69ZsEyxVy-9bxiJas7bHF1TD5Be1ld3cJQGojlOA59jjW8mA7gUK1RggW_qP_O2PXLH0Yz4pY3ct/s1600/Beneficios-del-trigo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtorgZfgKYPn2e2rKP3x8zRwE2tJF4_lagtaNbaJ2o-BCjNVYa3iYBIYg1f71Q36rx69ZsEyxVy-9bxiJas7bHF1TD5Be1ld3cJQGojlOA59jjW8mA7gUK1RggW_qP_O2PXLH0Yz4pY3ct/s1600/Beneficios-del-trigo.jpg" height="228" width="320" /></a><br />
Las gramíneas como el maíz la cebada o el trigo suelen absorber silicio del suelo de forma activa, consumiendo energía.<br />
Las cucurbitáceas, las leguminosas y las fresas suelen absorber silicio de forma pasiva, es decir que absorben silicio según su disponibilidad en el suelo.<br />
Las solanáceas como el tomate lo absorben de forma selectiva, consumiéndolo en mayor o menor medida según las necesidades (mayor consumo en floración, etc).<br />
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La baja cantidad de materia orgánica y por lo tanto de microorganismos en cultivos "convencionales" intensivos, disminuye la posibilidad de que en los suelos haya silicio orgánico (asimilable por las plantas) y por otro lado, al ser cultivos muy productivos, la absorción del mismo es muy alta cada año. Esto disminuye notablemente la posibilidad de que los cultivos obtengan el silicio necesario para el correcto desarrollo de sus funciones, con lo que se obtienen cultivos más débiles, propensos a ser atacados por plagas y con producciones de peor calidad (menos consistencia, peor sabor, menor periodo postcosecha, etc).<br />
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<span style="font-size: large;"><b>Cómo utilizar el silicio en la agricultura:</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJdVZ_v0ZKv1ABWEIJMUttLWcG0_pAMG7yKv8hK7D3elQNoplVsCy_frt4VtqX1wRRZZfWx4YG74MyspJFvdfBXNVNWu3H67pa4P2atVP97HAPKhNRkxyk4V7VFOP1T4bkAp48A_S6xP7U/s1600/Huerto+sembrado+de+gram%C3%ADneas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJdVZ_v0ZKv1ABWEIJMUttLWcG0_pAMG7yKv8hK7D3elQNoplVsCy_frt4VtqX1wRRZZfWx4YG74MyspJFvdfBXNVNWu3H67pa4P2atVP97HAPKhNRkxyk4V7VFOP1T4bkAp48A_S6xP7U/s1600/Huerto+sembrado+de+gram%C3%ADneas.jpg" height="240" width="320" /></a>Los productos a base de silicio que se utilizan habitualmente en agricultura se podrían diferenciar en dos grupos principalmente; los que contienen silicio mineral (sílice, gel de sílice, etc) y los que contienen silicio orgánico o directamente asimilable (ácido silícico), siendo sus propiedades y funciones para los cultivos muy diferentes.<br />
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<span style="font-size: large;"><b>SILICIO <span style="background-color: cyan;">MINERAL</span> EN AGRICULTURA:</b></span><br />
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El sílice o dióxido de silicio es una de las formas más habituales de encontrar el silicio en la naturaleza, siendo el componente principal de diversas rocas y de la arena, los desiertos de arena son por lo tanto inmensos yacimientos de sílice. En agricultura, se utilizan en ocasiones diversos áridos para incorporar en el terreno y mejorar sus condiciones físicas o ayudar en el control de la humedad (enarenados), sin embargo estos aportes, aun teniendo inmensas cantidades de sílice, no tienen por que aumentar los niveles de silicio asimilable por las plantas. <br />
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<b>Algunos ejemplos de silicio mineral útil en agricultura:</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjylPxPd4sUZ_6Nsw7DYpFgM6YdkY66NEgynW8eCtF3JbAiXF0e25eWvtpX-ZncYsRrvWERvUscC2S7lTf80zIyIN3gvd6C9FRsJe5XTmA6JKzLrcmQBmzLy37TSzJdHPL7kSgtI5pjimDK/s1600/Caparazones_de_diatomeas_2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjylPxPd4sUZ_6Nsw7DYpFgM6YdkY66NEgynW8eCtF3JbAiXF0e25eWvtpX-ZncYsRrvWERvUscC2S7lTf80zIyIN3gvd6C9FRsJe5XTmA6JKzLrcmQBmzLy37TSzJdHPL7kSgtI5pjimDK/s1600/Caparazones_de_diatomeas_2.jpg" height="320" width="316" /></a></div>
<span style="font-size: large;"><b>La Tierra de Diatomeas:</b></span> Está formada por microfósiles de diatomeas, algas marinas microscópicas, con esqueleto de dióxido de silicio (silicio biogénico), denominado frústula. Tiene diversos usos en la industria como agente filtrante desecante o abrasivo y en otros campos como la ingeniería genética. En agricultura se aplica de las siguientes formas:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGDyy4EbrcXpUgmoQKF50lJJ8XGBa7Ja-ozmiMVwuEy77541Dt5cXvw9dKvf5Pzov9PwsuR80_nVghaQAetB3Z1O91nrJsLDhfBsmQky30q52ozQLqsaprbzUmbLvsJ860IEdTelhcwaW/s1600/diatomeas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGDyy4EbrcXpUgmoQKF50lJJ8XGBa7Ja-ozmiMVwuEy77541Dt5cXvw9dKvf5Pzov9PwsuR80_nVghaQAetB3Z1O91nrJsLDhfBsmQky30q52ozQLqsaprbzUmbLvsJ860IEdTelhcwaW/s1600/diatomeas.jpg" /></a> <b>Aplicación foliar (disuelta en agua):</b> La tierra de diatomeas tiene efecto insecticida, puesto que las aristas de las frústulas de silicio, perforan la queratina provocando la muerte de diversos insectos. También refuerza la epidermis creando una fina capa de silicio bajo la superficie de las hojas y tallos, que regula la fotosíntesis y aumenta la resistencia ante hongos como botrytis, daños mecánicos y otros daños (activa la formación de lignina, etc). <br />
<b>Aplicaciones por espolvoreo:</b> Principalmente secante, también tiene efecto regulador de la fotosíntesis, activador de la lignina e insecticida pero es menos efectivo que diluido en agua. En espolvoreo se utiliza principalmente por el efecto secante.<br />
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<b> Aplicada en el terreno:</b> Mejora las condiciones físicas, aumenta la retención de humedad, desbloquea elementos nutritivos para las plantas, neutraliza en cierta medida elementos tóxicos (alto porcentaje de aluminio) y aporta oligoelementos.<br />
También es un producto muy útil para la conservación de granos o para mejorar la alimentación de los animales (desinfectante interno en rumiantes, mejora la asimilación de calcio en las gallinas, etc).<br />
<b>Composición:</b> En su composición, aparte de pequeñas cantidades de fósforo, potasio, magnesio y calcio, hay aproximadamente un 60 % de Sílice y un 20 % de Aluminio (Al2O3).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP3dvuXS3zzl-Oxh8lj_ZS8-Qce1uitiBaqmSRd_6r0MkuNVt6eMo4xvCiAtMDnFWLvj5PPvwbeXe9R0cr3HVM8x4BBVHnJenpjk6_cV0aLrSKGMJyfFfwUYAVsb2ZNUIUPZAIRyHQePtI/s1600/Dioxido+de+silicio.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP3dvuXS3zzl-Oxh8lj_ZS8-Qce1uitiBaqmSRd_6r0MkuNVt6eMo4xvCiAtMDnFWLvj5PPvwbeXe9R0cr3HVM8x4BBVHnJenpjk6_cV0aLrSKGMJyfFfwUYAVsb2ZNUIUPZAIRyHQePtI/s1600/Dioxido+de+silicio.jpg" /></a><span style="font-size: large;"><b>Productos sintéticos, a base de Sílica precipitada:</b></span> En el mercado se pueden encontrar diversos productos basados en lo que se denomina sílice precipitado amorfo, este producto se obtiene haciendo reaccionar soluciones de silicato de metal alcalino con un agente de acidificación. En agricultura, el uso principal de estos productos es muy parecido al de la tierra de diatomeas:<br />
<b>Aplicado vía foliar (disuelto en agua, existen productos preparados para aplicación foliar): </b>Refuerza la epidermis de las plantas (+lignina), regula la fotosíntesis, mejora la resistencia ante patógenos como la botrytis, hace que las plantas sean menos susceptibles al ataque de insectos chupadores, etc.<br />
<b>Espolvoreo:</b> Es uno de los principales usos agrícolas, tiene fuerte efecto secante (regulador de la humedad) y fluidificante (mezclado con el azufre mejora la dispersión del espolvoreo).<br />
<b> Aplicado en el terreno:</b> Al igual que la tierra de diatomeas actúa como agente humectante, desbloquea elementos esenciales como el fósforo o el hierro y neutraliza elementos tóxicos (no contiene aluminio).<br />
Secante efectivo para la conservación de semillas, etc<br />
<b>Composición:</b> Sílice precipitado amorfo (dióxido de silicio 98%) con diferente grado de partícula (7 - 17 micras en el caso de productos para espolvoreo).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF9EMd28ROwBex1qrKsiMmVMpO42wvElmeBXW4JgFJw_l7VxaBYrfS56AqFKHN56baitIyUlH6SVBVfsZP-2Vsm232GQXfJHB6K2XivYJQpxShsLRwdfdcgWrpVzp1PUBXKVaTfOJuSKVe/s1600/yacimiento+diatomea.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF9EMd28ROwBex1qrKsiMmVMpO42wvElmeBXW4JgFJw_l7VxaBYrfS56AqFKHN56baitIyUlH6SVBVfsZP-2Vsm232GQXfJHB6K2XivYJQpxShsLRwdfdcgWrpVzp1PUBXKVaTfOJuSKVe/s1600/yacimiento+diatomea.jpg" /></a></div>
Tanto la tierra de diatomeas como la Sílica precipitada, son productos basados en dióxido de silicio, es decir sílice mineral, por lo tanto no son asimilados biológicamente y tienen una movilidad muy limitada en el interior de las plantas, su efecto principal es el de reforzar la epidermis o actuar como reguladores de la humedad ambiente, también tienen algunos efectos isecticidas. La tierra de diatomeas es un producto más natural, sin procesos químicos, pero por este mismo motivo es menos puro y tiene altas cantidades de aluminio (la tierra de diatomeas lo asimila por su propia naturaleza química), el aluminio es tóxico en grandes cantidades para el suelo de los cultivos.<br />
Aplicados en los terrenos debido a su tamaño de partícula y a ser formas simples de silicio mineral (soluble en agua), mejoran las condiciones físicas y biológicas (mas nutrientes asimilables, menos productos tóxicos), creando un ambiente más adecuado para que actúen los microorganismos del suelo y por lo tanto pueden aumentar la cantidad de silicio asimilable por las plantas a lo largo del cultivo, por lo tanto son muy interesantes como enmiendas previas al cultivo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjutomQzpSYZ_t7-8hkPk31OhrUm96UMyiAiAAA78cT_YPfnduTRJDC8ORGu8hJSA-HqpWQnNgh6iZwGvk9eOTg6ub7jUbMFmqF7JYq5n-wT7fgNjk069A15aVgIdnP-fXaj5GMnEk-IR8/s1600/preparado+501.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjutomQzpSYZ_t7-8hkPk31OhrUm96UMyiAiAAA78cT_YPfnduTRJDC8ORGu8hJSA-HqpWQnNgh6iZwGvk9eOTg6ub7jUbMFmqF7JYq5n-wT7fgNjk069A15aVgIdnP-fXaj5GMnEk-IR8/s1600/preparado+501.jpg" /></a> <span style="font-size: large;"><b>El preparado 501 de Rudolf Steiner: </b><span style="font-size: small;">El preparado de sílice 501 se hace a base de cuarzo o cuarcita triturados finamente, es decir dióxido de silicio. Sin embargo durante el proceso de preparación, esta molienda se mete dentro de un cuerno de vaca y se entierra durante un periodo de tiempo determinado (varios meses).</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Existen diversos trabajos que hablan de las propiedades curativas de ciertas arenas, estas propiedades se deben principalmente a la formación de finas capas de ácido silícico en la superficie de los granos producidas por la actividad de ciertas bacterias.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Probablemente durante este tiempo bajo tierra las pequeñas partículas de dióxido de silicio pueden ser colonizadas por microorganismos propios del suelo, que en la superficie de estas partículas de dióxido de silicio pueden sintetizar ácido silícico.</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">Otras formas de sílice mineral son la Wallastonita, la Diatomita, el silicato de potasio, etc. </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIzLJnjEpK4e4ZPg5dKVkNreRwFuB1y9ZZ7n99gv2V3SHN9aOP2DvhybS1YybO6oc0QWhFmIwWNZ6JOduqFf_QaN1azWgauPA8yGV6QmbBjyuTxx8NhQGBKJIq6Jwby5pd9KaHDb2MOPyO/s1600/wallastonita.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIzLJnjEpK4e4ZPg5dKVkNreRwFuB1y9ZZ7n99gv2V3SHN9aOP2DvhybS1YybO6oc0QWhFmIwWNZ6JOduqFf_QaN1azWgauPA8yGV6QmbBjyuTxx8NhQGBKJIq6Jwby5pd9KaHDb2MOPyO/s1600/wallastonita.jpg" /></a></span></span></div>
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<a href="http://es.wikipedia.org/wiki/%C3%93xido_de_silicio_%28IV%29">http://es.wikipedia.org/wiki/%C3%93xido_de_silicio_%28IV%29</a><br />
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<span style="font-size: large;"><b>SILICIO <span style="background-color: lime;">ORGÁNICO</span> EN AGRICULTURA:</b></span><br />
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Como ya comente anteriormente, los terrenos de cultivo tienen gran abundancia de silicio mineral (28 % de la corteza terrestre es silicio), sin embargo, la cantidad de silicio asimilable (ácido silícico) por las plantas es limitada, sobre todo en cultivos intensivos, dependiendo esta de la actividad de los microorganismos del suelo.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8r8SKyLg7WZ_HEZn7AMOYzDY_H-Lg7m5HqkmlQ8-zH3RJuTeCYAoDHDpEEjA3IML8sHna44jC5wVphyKLaANOyxZJeh4gjC_Pt3HIy7rU8LBYXHFYzyOVjyBp9X05AGoxIVR75AYH2eVd/s1600/esquema+de+la+estructura+de+las+c%C3%A9lulas+en+una+hoja.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8r8SKyLg7WZ_HEZn7AMOYzDY_H-Lg7m5HqkmlQ8-zH3RJuTeCYAoDHDpEEjA3IML8sHna44jC5wVphyKLaANOyxZJeh4gjC_Pt3HIy7rU8LBYXHFYzyOVjyBp9X05AGoxIVR75AYH2eVd/s1600/esquema+de+la+estructura+de+las+c%C3%A9lulas+en+una+hoja.jpg" height="320" width="296" /></a>"Una vez que pasa la barrera de la raíz, el Si se mueve por el xilema a
través de transportadores y/o por transpiración hacia la endodermis de
la raíz, membranas celulares del vascular bundle y las células de la
hoja en la epidermis justo debajo de la cutícula. Una vez dentro de una
célula, ocurre un proceso natural de polimerización que convierte el
ácido silicio en silica insoluble (SiO2-nH2O; también conocido como gel
de silica o fitolítidos)"<a href="https://www.blogger.com/goog_2077154276"><br /></a>
<a href="http://www.redagricola.com/reportajes/nutricion/productos-de-silicio-ayudan-las-plantas-superar-estres-biotico-y-abiotico">http://www.redagricola.com/reportajes/nutricion/productos-de-silicio-ayudan-las-plantas-superar-estres-biotico-y-abiotico</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWNh8xqS0fEPkzvHkX01_bqFO2FDZQXOCrqkTHy5FsCdy24kHWTced7CuR993r434grB9UXaEIqwLa18DHV49jvOJA3H2_Pml1ZLTmd1WLPyGveIvnblMWzQn-Do9G1oBDn0pJbBGQbpsq/s1600/c+caballo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWNh8xqS0fEPkzvHkX01_bqFO2FDZQXOCrqkTHy5FsCdy24kHWTced7CuR993r434grB9UXaEIqwLa18DHV49jvOJA3H2_Pml1ZLTmd1WLPyGveIvnblMWzQn-Do9G1oBDn0pJbBGQbpsq/s1600/c+caballo.jpg" /></a><span style="font-size: large;"><b>Cola de caballo y extractos de otras plantas ricas en silicio orgánico:</b></span> La cola de caballo es una equisetácea (equiseto menor), que contiene saponinas, <b>ácido silícico</b>, flavonoides y otros ácidos beneficiosos para las plantas, tiene efecto activador y fungicida, y mejora la estructura de la planta gracias al contenido en ácido silícico. Es la base del preparado biodinámico 508.<br />
<b>Aplicación foliar:</b> Es el uso más habitual de la cola de caballo. Utilizada de este modo actúan principalmente las saponinas flavonoides y ácidos con efecto fungicida sobre oídios y hongos de la superficie de la epidermis.<br />
El contenido en ácido silícico de la cola de caballo es muy bajo, aunque muy importante, gracias al silicio asimilable el efecto fungicida de los demás elementos activos se intensifica. Por este motivo no suele usarse en tratamientos vía riego (aunque si se se suele tratar la superficie del terreno buscando combatir los hongos antes de que pasen al cultivo) <br />
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<span style="font-size: large;"><b>Productos a base de ácido monosilícico (Si(OH)4): </b><span style="font-size: small;">En el mercado ya pueden encontrarse diversos productos formulados a base de ácido silícico. En general su calidad depende de la estabilidad del ácido monosilícico ya que como comentamos anteriormente tienden a polimerizar formando geles de sílice (SiO2) y otros compuestos de sílice no asimilables.</span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5vP09PKPhq5MykT-8G8gcmYh43Z5ZkqPfEkVf56rg14kOYxB8JQwmx1KfR7P8e3rHPBpwhSsLNUFnyOnFVYX89Dg37XowMTzYDbKxeWvzF1RP1KbHjRmcT48wF86ILwItSZuJVaRzMPwT/s1600/220px-Pontederia_cordata_03_ies.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5vP09PKPhq5MykT-8G8gcmYh43Z5ZkqPfEkVf56rg14kOYxB8JQwmx1KfR7P8e3rHPBpwhSsLNUFnyOnFVYX89Dg37XowMTzYDbKxeWvzF1RP1KbHjRmcT48wF86ILwItSZuJVaRzMPwT/s1600/220px-Pontederia_cordata_03_ies.jpg" /></a><span style="font-size: large;"><span style="font-size: small;">Estos productos pueden dar importantes beneficios al cultivo, permitiendo al agricultor aportar silicio asimilable en los momentos más importantes del desarrollo de los cultivos o en momentos de climatología adversa.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">El ácido silícico tiene importantes funciones para los cultivos, dentro de la planta se transporta por el xilema hasta llegar a las células epiteliales, donde se polimeriza formando capas de gel de sílice que regulan la transpiración, mejoran el funcionamiento de la fotosíntesis y la resistencia de la planta ante patógenos como hongos o insectos chupadores. Por otro lado, esta capa en la zona radicular controla la entrada de sodio y de elementos tóxicos para la planta (Al).</span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivGLFD6Fz5uhN0EUj6UaaqoBLinORYAbZbuMqAyktYtWZRDcXAfbjAof7pAxwfBptf6fGPIzoXEBlsrnCP9N2PvPwxNWvFy8Z_DVYVCCd2W95FC8w_Ws8xL5vuFZHlVuZO7aREv8slKnNO/s1600/Imagen+esquema+silicio.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivGLFD6Fz5uhN0EUj6UaaqoBLinORYAbZbuMqAyktYtWZRDcXAfbjAof7pAxwfBptf6fGPIzoXEBlsrnCP9N2PvPwxNWvFy8Z_DVYVCCd2W95FC8w_Ws8xL5vuFZHlVuZO7aREv8slKnNO/s1600/Imagen+esquema+silicio.jpg" /></a><span style="font-size: large;"><span style="font-size: small;">En el suelo desempeña importantes funciones aumentando la capacidad de intercambio catiónico (<a href="http://es.wikipedia.org/wiki/Capacidad_de_intercambio_cati%C3%B3nico">http://es.wikipedia.org/wiki/Capacidad_de_intercambio_cati%C3%B3nico</a>), permite que muchos nutrientes pasen a ser asimilables para las plantas (Fe, Mg, Zn), desbloquea el fósforo, hace que el potasio sea más asimilable y más difícil de lixiviar, activa la micro vida del suelo regulando la asimilación de nitrógeno, mejora la estructura del suelo y la disponibilidad de agua, etc.</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;"><b>Aplicación vía riego:</b> Es el sistema más interesante para aportar ácido silícico, puesto que la planta lo utiliza en diversos órganos (como la raíz), no solo en la epidermis de la parte aérea. </span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Es muy importante seguir las indicaciones de disolución de estos productos ya que tienden a formar polímeros. </span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Las aplicaciones vía riego aumentan la cantidad de silicio asimilable en los suelos en el momento de la aplicación y después ya que activan la micro vida y mejoran la estructura edáfica.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;"> </span></span> <br />
<a href="http://es.wikipedia.org/wiki/%C3%81cido_sil%C3%ADcico">http://es.wikipedia.org/wiki/%C3%81cido_sil%C3%ADcico</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQQzzSJCKMo-v0kGaOlf9dwG-eNCKAfv049SxsaqVaru264IiVh4nulcWrfwuQhWxl3rRYWXANxNSh3c3itnqzQbJCwb9PvxRPtvRyqQ8yMvcqueAoon8JAK0pg6IKATtMsaFGRLcaFY5D/s1600/primeros+brotes.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQQzzSJCKMo-v0kGaOlf9dwG-eNCKAfv049SxsaqVaru264IiVh4nulcWrfwuQhWxl3rRYWXANxNSh3c3itnqzQbJCwb9PvxRPtvRyqQ8yMvcqueAoon8JAK0pg6IKATtMsaFGRLcaFY5D/s1600/primeros+brotes.jpg" height="240" width="320" /></a><b>Conclusiones:</b> La mejor forma de asegurar la disponibilidad de silicio para los cultivos en suelos pobres es el incremento de materia orgánica, sin embargo suele ser complicado aumentar en poco tiempo este factor de los suelos, de modo que hoy en día el agricultor dispone de ciertas técnicas que le pueden ayudar tanto a incrementar la calidad y productividad de sus cosechas como a mejorar el equilibrio de los suelos cargados de elementos tóxicos y con muy bajo nivel de materia orgánica producto de cultivos intensivos.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqVhW3Hbv_g8SzLw8v86YrOual66Es1lxyrmB9SBddAJhZeTFsz2ZteAQYHgwVQCf8j27iqI86Z1e0Zq3fZZa067RLlRlL_veLHk1v8RLkzUyHh7apZ5uz_PohWTvnCHyEPmK1FZDZZYv3/s1600/forma+de+almacenar+agua.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqVhW3Hbv_g8SzLw8v86YrOual66Es1lxyrmB9SBddAJhZeTFsz2ZteAQYHgwVQCf8j27iqI86Z1e0Zq3fZZa067RLlRlL_veLHk1v8RLkzUyHh7apZ5uz_PohWTvnCHyEPmK1FZDZZYv3/s1600/forma+de+almacenar+agua.jpg" height="145" width="320" /></a>Lo que tiene que quedar claro es que los primeros factores a tener en cuenta son la cantidad de materia orgánica, y el equilibrio del suelo (intercambio catiónico, etc) que aportan también otros importantes beneficios, por lo tanto la mejor forma de asegurar la calidad es practicar la rotación de cultivos (abonos verdes), disminuir o limitar el uso de abonos y productos salinos, mejorar y optimizar la entrada de materia orgánica en los cultivos (compost, etc) y en general practicar la agricultura respetuosa con el suelo. Los terrenos en los que se practica la agricultura ecológica son mejores año tras año, sin embargo en los que se practica la agricultura intensiva se empobrecen año tras año.<br />
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<div style="text-align: center;">
<span style="font-size: large;">"Los terrenos en los que se practica la agricultura ecológica son mejores
año tras año, sin embargo en los que se practica la agricultura
intensiva se empobrecen año tras año"</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWEkz3ZYoALlfNCcpdiMEQ_J5pK4izg3gb5Rav63-Lg2Lqp07uEGDcyIoipPp-zCnMCfPYQR7VgmKSWf7llr6GzADnelJAsirPu44FtlQf-hIaSmIRM1KsOjRd50TAXTatXiDwtNYzGYsg/s1600/Tabla+periodica+silicio.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWEkz3ZYoALlfNCcpdiMEQ_J5pK4izg3gb5Rav63-Lg2Lqp07uEGDcyIoipPp-zCnMCfPYQR7VgmKSWf7llr6GzADnelJAsirPu44FtlQf-hIaSmIRM1KsOjRd50TAXTatXiDwtNYzGYsg/s1600/Tabla+periodica+silicio.jpg" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKBpbKiRWLW5_kvPpxM23I2yW0079B_X4Ej7-qRuvBQtGFOdC0xKqoI2dRzfl80994jg2lR7Fqru_Dg-Or2oYpQD1A7C0czXDeuISW_iqjhvU5uPOqRJcnkuOsfQomwVGjJtWtmCgoJq_j/s1600/atomo+de+silicio.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKBpbKiRWLW5_kvPpxM23I2yW0079B_X4Ej7-qRuvBQtGFOdC0xKqoI2dRzfl80994jg2lR7Fqru_Dg-Or2oYpQD1A7C0czXDeuISW_iqjhvU5uPOqRJcnkuOsfQomwVGjJtWtmCgoJq_j/s1600/atomo+de+silicio.jpg" /></a><br />
<span style="font-size: large;"> <span style="font-size: small;">El uso de productos a base de silicio en agricultura es muy interesante, puesto que en general contribuyen a equilibrar los suelos y son productos respetuosos con el medio ambiente. Bien utilizados pueden ser muy efectivos, pero si no se utilizan correctamente pueden resultar completamente inocuos.</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;"><b>Ejemplo de protocolo de silicio:</b> Antes de iniciar el cultivo, además de las enmiendas de calcio y materia orgánica, es interesante <b>aportar alguna fuente de silicio mineral en partícula fina con bajo contenido en metales tóxicos, como los productos a base de sílica precipitada</b>. Estos productos tienen altos valores de absorción y por lo tanto actúan como humectantes mejorando la retención de agua, están formados por dióxido de silicio de gran pureza, por lo tanto son capaces de anular muchos productos tóxicos del suelo. La mejora en las condiciones físicas del suelo y la gran cantidad de silicio mineral facilmente disponible y de gran pureza contribuyen a mejorar la actividad micro biológica en el suelo, y con esto a la producción de ácidos húmicos y de ácido silícico. </span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Durante el inicio del cultivo son interesantes las <b>aplicaciones foliares con extractos de cola de caballo y purín de ortigas</b>, también en la superficie del terreno.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">En periodos de excesiva humedad o tras lluvias, el <b>espolvoreo con productos secantes a base de sílica precipitada</b> son un remedio efectivo, además mezclados con azufre micronizado mejoran el reparto y la fluidez del polvo. Estos tratamientos resultan efectivos contra oídios y para incomodar a plagas como ácaros, al reducir las condiciones de humedad dificultan el desarrollo de botrytis y otros hongos patógenos.</span></span><br />
<span style="font-size: small;"><b>Tratamientos periódicos vía riego con productos a base de ácido silícico</b> (monosilícico) que no sean de fácil polimerización. Aumentar la cantidad de tratamientos durante las épocas de mayor estrés (no exceder las recomendaciones del fabricante). De este modo nos aseguraremos de que la planta dispone del silicio disponible necesario en cada momento, aunque los suelos sean pobres. Durante el inicio del cultivo no tiene por que haber deficiencia de silicio asimilable puesto que el consumo del cultivo es muy bajo y los suelos se encuentran "descansados", por lo tanto lo recomendable es iniciar los tratamientos antes de periodos de estrés o de periodos muy productivos (lluvias, calor, entutorado, floración, fructificación, etc). </span><br />
<span style="font-size: small;">Los <b>tratamientos foliares con productos a base de sílica precipitada</b> forman una capa de silicio mineral directamente sobre la epidermis de las plantas, mejorando su resistencia ante hongos e insectos chupadores, también controlan la humedad y el efecto del rocío. Son muy efectivos en tratamientos foliares para control de botrytis.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimO4Xox3dKOk4r2Si8To9ziF1FxNUbAnWPIxFPUAUi6kxIO68PdBQRhuhCRNJqvpsPHny6DkCfu2Dr7U_nXdUtRDTFYev4jmtbH8VyCKlZqzq8rL0cYz4qnt8D1dVKSFUUWdd-CfKxCkfX/s1600/Huerto+sembrado+de+gram%C3%ADneas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimO4Xox3dKOk4r2Si8To9ziF1FxNUbAnWPIxFPUAUi6kxIO68PdBQRhuhCRNJqvpsPHny6DkCfu2Dr7U_nXdUtRDTFYev4jmtbH8VyCKlZqzq8rL0cYz4qnt8D1dVKSFUUWdd-CfKxCkfX/s1600/Huerto+sembrado+de+gram%C3%ADneas.jpg" height="240" width="320" /></a></div>
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<a href="http://www.redagricola.com/reportajes/nutricion/productos-de-silicio-ayudan-las-plantas-superar-estres-biotico-y-abiotico"></a>
Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com10tag:blogger.com,1999:blog-2520603123127289889.post-50774407971929038152014-04-22T19:58:00.000+01:002014-04-22T19:58:03.341+01:00Satélite Europa, clave de la vida en otros lugares del Universo<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx6YFzchUsl9Ozjkq-CeAjhTjtami-h7QKytYSow1tew4MI8Q445KDjsYBanbTGoL_T1C4swtHVhxNdH15G2lqHJ33g4SpFiMiS6deMGMuELsdLNOOTbFMYLQSQFD4X28K0uftulqIJNiB/s1600/a_jupiter_life_by_juliann108.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx6YFzchUsl9Ozjkq-CeAjhTjtami-h7QKytYSow1tew4MI8Q445KDjsYBanbTGoL_T1C4swtHVhxNdH15G2lqHJ33g4SpFiMiS6deMGMuELsdLNOOTbFMYLQSQFD4X28K0uftulqIJNiB/s1600/a_jupiter_life_by_juliann108.png" height="240" width="320" /></a>El Satélite Europa es una de las lunas de Júpiter, denominadas "galileanas" (descubiertas por Galileo).<br />
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La principal curiosidad del satélite es que está completamente cubierto por un océano de unos 100 Km de espesor.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_QOToWP-knti7_r9QkVAJnlIYoKC6cpQ5S4DU3YW6_OoDEmPgmXunHdhJX3U7czeQ3mDGOFAj6f-ZcqwfQdYrcVjNkoPgX8MTctqHhhdSjplk3yD-Vmy1iWHX-wrfUeEXEfyOGiirJj7t/s1600/G%C3%A9iseres+europa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_QOToWP-knti7_r9QkVAJnlIYoKC6cpQ5S4DU3YW6_OoDEmPgmXunHdhJX3U7czeQ3mDGOFAj6f-ZcqwfQdYrcVjNkoPgX8MTctqHhhdSjplk3yD-Vmy1iWHX-wrfUeEXEfyOGiirJj7t/s1600/G%C3%A9iseres+europa.jpg" /></a>La superficie del océano de Europa es de hielo <br />
(Júpiter está unas 5 veces más lejos del Sol que La Tierra), pero bajo la superficie helada, hay agua que se mantiene en estado líquido gracias al calor que transmite el manto rocoso del satélite.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6Gtd24pLJ4EiCeyf4cCSd0HdPuKfnEPeohHtX9wXgtQkIBIH96ofYgVqQ1pyx66zmHZVwX4BhBrDiUm3h568j6L6Rx9XZpA1REGD31ikwXLzhI8wWh_606qhNP5jiUBk_XalQn2gJ9RK/s1600/2500px-Europa_poster.svg.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6Gtd24pLJ4EiCeyf4cCSd0HdPuKfnEPeohHtX9wXgtQkIBIH96ofYgVqQ1pyx66zmHZVwX4BhBrDiUm3h568j6L6Rx9XZpA1REGD31ikwXLzhI8wWh_606qhNP5jiUBk_XalQn2gJ9RK/s1600/2500px-Europa_poster.svg.png" height="224" width="320" /></a></div>
Este océano de agua salada, está sometido a una serie de factores, que lo convierten en un caldo de cultivo ideal para albergar vida.<br />
1.- Las concentraciones de Oxígeno del agua de Europa, son superiores a las que se encuentran en la tierra.<br />
2.- Todo el fondo de este océano esta en contacto con rocas y minerales, con fumarolas y procesos <br />
eruptivos, por lo tanto hay muchos nutrientes y elementos que se pueden combinar. Los procesos eruptivos se producen principalmente por la deformación de la corteza en su rotación y la enorme fuerza gravitatoria de Júpiter.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM3qQgP0bmzQhM20dsZh3YsK63nERe4UVAcbek-bavuigW7V7ISOoKZ0kKgJ2Xvfz97LY1TPSDu1_fz41Is6URmTnO_z-HYF_HIXudCdoAp2k9HKdFk0u9XLKrEyIEi_94Mr8tuXBBQPgv/s1600/Jupitermoon-660x350.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM3qQgP0bmzQhM20dsZh3YsK63nERe4UVAcbek-bavuigW7V7ISOoKZ0kKgJ2Xvfz97LY1TPSDu1_fz41Is6URmTnO_z-HYF_HIXudCdoAp2k9HKdFk0u9XLKrEyIEi_94Mr8tuXBBQPgv/s1600/Jupitermoon-660x350.jpg" height="169" width="320" /></a>3.- Europa recibe una fuerte radiación por su cercanía con Júpiter y además hay muchas tormentas eléctricas, ambiente parecido al que había en la Tierra cuando debió aparecer la célula primigenia, alta radiación (atmósfera primitiva) y muchas tormentas eléctricas.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiehA5SYChA524XlNO1Szgqtt094HUMxLbFJq-SHYiM74qbmsFrlpAkV1J6vLv_gL10lNsKIsCZeo7o4e84v_Q24Yk1kq7aUd_KHPstBnKHAVPh035BF9A0I0KzDI2D51mCxfBp0HSXmOcU/s1600/Europa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiehA5SYChA524XlNO1Szgqtt094HUMxLbFJq-SHYiM74qbmsFrlpAkV1J6vLv_gL10lNsKIsCZeo7o4e84v_Q24Yk1kq7aUd_KHPstBnKHAVPh035BF9A0I0KzDI2D51mCxfBp0HSXmOcU/s1600/Europa.jpg" height="190" width="320" /></a>Ninguna expedición ha sido enviada por el ser humano para inspeccionar Europa, ni tripulada ni no tripulada, por lo tanto se sabe muy poco de lo que en realidad sucede en el fondo de su océano. Esto abre muchas posibilidades.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiJ61RunqASqyvavd9LHTpATxAZSELCO9RcXTr-wVab6nTQaxtawwlbOVS1sP2rKpptzD__mv_ksaQwYplT-B8tFxClQTx2vfDYy8oxPhvMiX1xHgZaZ728T_OWWLr7qKTr_VvcuZQVldT/s1600/755px-Cryobot.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiJ61RunqASqyvavd9LHTpATxAZSELCO9RcXTr-wVab6nTQaxtawwlbOVS1sP2rKpptzD__mv_ksaQwYplT-B8tFxClQTx2vfDYy8oxPhvMiX1xHgZaZ728T_OWWLr7qKTr_VvcuZQVldT/s1600/755px-Cryobot.jpg" height="254" width="320" /></a>El tamaño de este océano y su parecido con las condiciones en las <a href="http://es.wikipedia.org/wiki/Zona_b%C3%A9ntica">fumarolas abisales</a> de nuestros océanos, incluso más adecuadas para la vida, despiertan la imaginación de aficionados y científicos. Sin embargo si es que existe vida distinta de la terrestre se cree que probablemente serán microorganismos. <br />
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Este océano del sistema solar se ha convertido en la <b>pieza clave que demostraría que es posible la vida en otros lugares del Universo. </b><br />
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Dejo el link de un vídeo documental muy interesante que explica mejor las condiciones especiales de este satélite, (póngase cómodo, dura poco más de una hora):<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDCXNuCh62sxjRsf5m39QzhIZEKH0EUNJy_hZmMJ_XfeAlhhNRyJwYf5s8CyTgdOI194f2badSJP6cxp7_AePyPoLQx_RxkbsdaOo-7Coe6hTuF55JS36OPeYAf2ZjMt8uGq7jKVwg1m3V/s1600/N+Geographic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDCXNuCh62sxjRsf5m39QzhIZEKH0EUNJy_hZmMJ_XfeAlhhNRyJwYf5s8CyTgdOI194f2badSJP6cxp7_AePyPoLQx_RxkbsdaOo-7Coe6hTuF55JS36OPeYAf2ZjMt8uGq7jKVwg1m3V/s1600/N+Geographic.jpg" height="320" width="226" /></a><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="https://ytimg.googleusercontent.com/vi/YbH_c-vic4k/0.jpg" height="266" width="320"><param name="movie" value="https://youtube.googleapis.com/v/YbH_c-vic4k&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="https://youtube.googleapis.com/v/YbH_c-vic4k&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
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<a href="http://es.wikipedia.org/wiki/Europa_%28sat%C3%A9lite%29">http://es.wikipedia.org/wiki/Europa_%28sat%C3%A9lite%29</a><br />
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Cuando estaba en el colegio, recuerdo leerme un pequeño libro, llamado "El Océano Galáctico". <br />
Siempre me han encantado las historias de ciencia ficción, pero ésta concretamente es una de esas historias simples que despertaron mi imaginación. Sin duda, es lógico pensar que donde hay agua hay muchas posibilidades de que haya vida.<br />
Por eso me parece tan emocionante el hecho de que se sepa que en nuestro propio Sistema Solar, existe un astro que reune las condiciones ideales para albergar vida, que no ha sido explorado por el ser humano, y que está al alcance de la tecnología de que disponemos hoy en día.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisKaAA-UOTjW900wBmlFY3jTRl5zJxGKZuHNvZQ0A15nIzy1hhlSJ9caz0Ce0UWFtSU8rOzics755NCoS8lMtEZdkaWT1SbwqBbGAFj8J2jMAo9J5wCNoGa5KZGeIuyFLZ_O9ZVfTpWBx6/s1600/Europa-moon.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisKaAA-UOTjW900wBmlFY3jTRl5zJxGKZuHNvZQ0A15nIzy1hhlSJ9caz0Ce0UWFtSU8rOzics755NCoS8lMtEZdkaWT1SbwqBbGAFj8J2jMAo9J5wCNoGa5KZGeIuyFLZ_O9ZVfTpWBx6/s1600/Europa-moon.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYwSYKAEoX2QOSIRtqzDq9M-bKTtwbn3ZLwG7TTgVd_hCGy2k-PpP_Xe64cIwMHZbUT_vD0wUBKnhCXjcQYdSvFFG1G3OO25iWzM2hp_9zBX0BC9V4eep2EGKcgoE6KLbUzoj3ye9I40Ql/s1600/418OAmHNLcL._SY300_.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYwSYKAEoX2QOSIRtqzDq9M-bKTtwbn3ZLwG7TTgVd_hCGy2k-PpP_Xe64cIwMHZbUT_vD0wUBKnhCXjcQYdSvFFG1G3OO25iWzM2hp_9zBX0BC9V4eep2EGKcgoE6KLbUzoj3ye9I40Ql/s1600/418OAmHNLcL._SY300_.jpg" /></a>"Un joven científico español, su esposa y su hijo, al regresar de una
expedición a Saturno que ha durado quince años, se encuentran en el
espacio con un extraordinario planeta de agua… A partir de ese momento
los tres protagonistas se precipitan en una sucesión de sugestivas
peripecias y peligros, de los que escaparán gracias a su ingenio, su
valor y sus conocimientos como científicos."<br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-35062846873256808802014-04-05T13:42:00.000+01:002014-05-05T16:03:42.056+01:00BiofiltrosAlgunos apuntes del trabajo final del curso de capacitación.<br />
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<a href="https://files.acrobat.com/a/preview/73468d2c-0311-462d-887a-d25ea2b0d521">Planos del trabajo final capacitación: https://files.acrobat.com/a/preview/73468d2c-0311-462d-887a-d25ea2b0d521</a><br />
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En este archivo se pueden observar planos de un sistema hidrpónico (no acuapónico), para la producción de fresa.<br />
Planos de biofiltro: <br />
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Un biofiltro, es un dispositivo, capaz de limpiar y mejorar el agua, por medio de la acción de sistemas físicos y microorganismos. Esto se consigue haciendo pasar parte o todo el caudal del circuito cerrado del agua por estructuras capaces de albergar las colonias de microorganismos.</div>
En el caso del plano de biofiltro expuesto anteriormente, los derenajes del cultivo pasan primero por un filtro que evitaría la entrada de restos orgánicos grandes que a la larga acabarían obstruyendo el sistema de filtración. Luego los drenajes caen en un tanque con grava en el que se encuentran las colonias de microorganismos, el caudal tendra que pasar el grueso de la grava antes de salir hacia los estanques. Cuanto mayor sea el diametro del tanque del biodigestor mas lento sera el paso del agua y por lo tanto mas eficiente sera el biofiltro.<br />
La proporción plantas-peces-colonias de microorganismos, es básica en la acuaponia, de modo que cuanto mas eficiente y mayor sea la colonia de microorganismos mejor sera el funcionamiento del sistema completo.<br />
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Artículo del blog relacionado:<br />
<a href="http://p-rosso.blogspot.com.es/2013/06/equilibrio-y-proporcion-en-un-sistema.html">http://p-rosso.blogspot.com.es/2013/06/equilibrio-y-proporcion-en-un-sistema.html</a>Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-11927346996463985522013-12-07T15:02:00.000+00:002013-12-07T20:13:40.300+00:00Metano (CH4), el combustible natural<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilbYJcEUouTmaXo6iew-Rsb7GHFJ6SLqaQEVWAUKbqyxQTi4NauXJ22xR4Bts30BHxYy1P6qWlvOzveZhmTmbc_n5yzH2gRX5E7ZmXcxxHqRokmjrQbMsGO5Luiwuira5qXlV-IyAjC2rl/s1600/hielo-combustible.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilbYJcEUouTmaXo6iew-Rsb7GHFJ6SLqaQEVWAUKbqyxQTi4NauXJ22xR4Bts30BHxYy1P6qWlvOzveZhmTmbc_n5yzH2gRX5E7ZmXcxxHqRokmjrQbMsGO5Luiwuira5qXlV-IyAjC2rl/s320/hielo-combustible.jpg" width="271" /></a><br />
El gas metano es el más simple de los hidrocarburos, constituye hasta el 97% del gas natural, se produce en la naturaleza por la putrefacción anaeróbica de las plantas y de compuestos de carbono complejos, principalmente orgánicos (biomasa). Los rumiantes por ejemplo, producen grandes cantidades de metano en la digestión, pero la mayor parte del que se libera a la atmósfera de forma natural se produce en los suelos de grandes borques o selvas (actividad de bacterias). Cerca de la mitad de las emisiones mundiales son producidas por la actividad de los seres humanos, principalmente actividades agrícolas.<br />
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<a href="http://es.wikipedia.org/wiki/Metano">http://es.wikipedia.org/wiki/Metano</a><br />
<a href="http://www.unsa.edu.ar/matbib/micragri/micagricap5.pdf"> http://www.unsa.edu.ar/matbib/micragri/micagricap5.pdf</a><br />
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<span style="font-size: large;">Metano, Dióxido de carbono y efecto invernadero:</span><br />
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<span style="font-size: large;"><span style="font-size: small;">El metano es un gas que produce en la atmósfera un fuerte efecto invernadero, de hecho en proporción de masa, contribuye al calentamiento de la tierra 23 veces más que el dióxido de carbono, aunque en la atmósfera hay 220 veces más CO2 que metano.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Existen informes de Naciones Unidas que
apuntan a las explotaciones ganaderas como más emisoras de gases de
efecto invernadero que el transporte. Los rumiantes producen metano durante sus procesos digestivos. (<a href="http://www.libertaddigital.com/sociedad/la-onu-recuerda-que-las-vacas-emiten-mas-gases-de-efecto-invernadero-que-el-transporte-1276318512/">http://www.libertaddigital.com/sociedad/la-onu-recuerda-que-las-vacas-emiten-mas-gases-de-efecto-invernadero-que-el-transporte-1276318512/</a>). </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">Un kg de metano calienta la tierra durante 100 años 23 veces más que la misma masa de CO2, pero durante 20 años la calienta 63 veces más, esto se debe a que el metano se degrada y deja de tener efecto más rápido, alrrededor de 10 años, mientras que el dióxido de carbono actúa durante unos 100. </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">La forma principal de degradación del metano de forma natural es en la atmósfera sobre todo reaccionando con el radical hidróxilo, que se forma por el bombardeo de moléculas de agua por <a href="http://es.wikipedia.org/wiki/Rayos_c%C3%B3smicos">rayos cósmicos</a>, también se degrada en menor medida en el suelo y en la troposfera por ciertas reacciones químicas (8,4 años netos).</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">El dióxido de carbono es metabolizado principalmente mediante la fotosíntesis (aproximadamente 100 años en la atmósfera).</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSOCMw0tSI81Tx7xPe58jLgaizYmNFtlX9U0EV_Ypws3CVxQz9We3UQRtu6KjbN0TtDhKh89xNe9ktuCgMqJtVPOrUfjuZLzXR-iRdRf6CgULgealD6qiDwHb2AIpntVXORD0RU_iOV0tj/s1600/images.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSOCMw0tSI81Tx7xPe58jLgaizYmNFtlX9U0EV_Ypws3CVxQz9We3UQRtu6KjbN0TtDhKh89xNe9ktuCgMqJtVPOrUfjuZLzXR-iRdRf6CgULgealD6qiDwHb2AIpntVXORD0RU_iOV0tj/s320/images.jpg" width="320" /></a>Nota de interés: Ver hipótesis del Fusil de clatratos: <a href="http://es.wikipedia.org/wiki/Hip%C3%B3tesis_del_fusil_de_clatratos"> http://es.wikipedia.org/wiki/Hip%C3%B3tesis_del_fusil_de_clatratos</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8WgZ81q38uOpPT63QPgnvFbr7PUqx2VEgc9cEM_IRETj_5UfP7WWt93SoW4ECkRld_httSAlLUh7qXEh1_cxOMQqocjIsjtw0y3gsKF1YUOumvD57XcYQpHs6j5_mAIc44hURQQXSyShH/s1600/1_arcticsky1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-size: large;"><span style="font-size: small;"> </span></span><br />
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Segón esta hipótesis, la subida de pocos grados en las temperatras globales, ocasionarían la descongelación de hielos del Artico, lo que liberaría importantes yacimientos de metano sepultado bajo el hielo (clatratos: Hielo + metano), esto aumentaría drásticamente el efecto invernadero de la atmósfera disparando el calentamiento global en pocos años.<br />
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<span style="font-size: large;">Combustible ecológico?</span><br />
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<span style="font-size: large;"><span style="font-size: small;">Los motores que funcionan con gas metano tienen un funcionamiento muy similar a los motores de gasolina, de hecho, sólo es necesario modificar el sistema de alimentación y los depósitos de combustible para que cualquier motor de gasolina pueda funcionar con metano o hidrógeno.</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">Modificar un vehículo para que funcione con metano o gas natural comprimido (<a href="http://www.ehowenespanol.com/modificar-motor-gasolina-funcionar-gas-natural-como_116715/">GNC</a>) es muy sencillo. El principal problema es el peso de estos equipos (180 a 250 kg), que hacen que las prestaciones del vehículo en cuestión disminuyan, esto se compensa con el precio del combustible.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Hoy en día hay muchas marcas de coches que ofrecen al consumidor vehículos que funcionan a gas, en España no son tan conocidos porque aún no lo ha permitido la legislación, pero en Holanda, Francia o Italia se usan desde hace tiempo. </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">El metano para usar como combustible se obtiene de dos formas principalmente:</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">1.- Depósitos fósiles, como gas natural de minas de carbón o petróleo. </span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhurW9KjUcYHzPDUgQ3-1VJV3STc6qgc2PLEupp9L6wZegaZN2WuW970iQXygF_CstSVYAkHxJARIjGiypP2jtiFqzm5CENyg5e4YT-_45UwVeavSwgactxXMDPRPP2XmS-qcbJl2Rr2Dln/s1600/Biodigestor-horizontal-esquema.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhurW9KjUcYHzPDUgQ3-1VJV3STc6qgc2PLEupp9L6wZegaZN2WuW970iQXygF_CstSVYAkHxJARIjGiypP2jtiFqzm5CENyg5e4YT-_45UwVeavSwgactxXMDPRPP2XmS-qcbJl2Rr2Dln/s320/Biodigestor-horizontal-esquema.jpg" width="320" /></a><span style="font-size: large;"><span style="font-size: small;">2.- Biogás, que es el gas que se genera por la degradación natural de la materia orgánica, se obtiene principalmente en vertederos de basura (PIRS en Tenerife )o en dispositivos apropiados como los <b><a href="http://p-rosso.blogspot.com.es/2011/07/captacion-y-aprovechamiento-de-biogas.html">biodigestores.</a> </b> </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">¿Ecológico?. </span></span><br />
<span style="font-size: large;"><span style="font-size: small;">El metano que se obtiene de depósitos fósiles o gas natural, es tan contaminante como el petróleo, son hidrocarburos que se encuentran sepultados bajo tierra y se liberan a la atmósfera, por lo tanto producen un desequilibrio en la cantidad de carbono atmosférico (CO2).</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOMKHdHRZybPiujupzTBWsfUHN46dhOeT0w9NTUjzvKj7Qbmt7Lx3gza0oWGe8zyLt961rw2dU8dUL-m-OIQDme_B2Roq_5W0Kbs772MKBxH-Yy3BGF8ExcoPe8umQnpoDAPinjYULYZUd/s1600/gasnatural.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOMKHdHRZybPiujupzTBWsfUHN46dhOeT0w9NTUjzvKj7Qbmt7Lx3gza0oWGe8zyLt961rw2dU8dUL-m-OIQDme_B2Roq_5W0Kbs772MKBxH-Yy3BGF8ExcoPe8umQnpoDAPinjYULYZUd/s320/gasnatural.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtu3ixRQbckN0fkX4fS63U1CLvBznRZWZMryAodIB9AKRXmtxCL6heCz9cD7OYXF47Rf2yx2gMBqalSdO9sJ3mSJHZ1LmtKPEyDkbS2lz_VwvpT_qJorTs12UNxJb6nDNq3ZbAQDu60n7y/s1600/Deposito_controlado_multibarrera.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtu3ixRQbckN0fkX4fS63U1CLvBznRZWZMryAodIB9AKRXmtxCL6heCz9cD7OYXF47Rf2yx2gMBqalSdO9sJ3mSJHZ1LmtKPEyDkbS2lz_VwvpT_qJorTs12UNxJb6nDNq3ZbAQDu60n7y/s320/Deposito_controlado_multibarrera.jpg" width="320" /></a><span style="font-size: large;"><span style="font-size: small;">Cuando se obtiene como biogas de vertederos de basura, se convierte en una actividad mas racional, porque aprovecha un residuo gaseoso de esta actividad que de otra forma se liberaría a la atmósfera directamente como metano, que como comentamos anteriormente tiene un potencial de calentamiento muy superior al del CO2. Lo que es absurdo en este caso es la propia actividad de los vertederos, o mas bien de los ciudadanos que aún no son capaces de separar correctamente la basura, o de las administraciones que no son capaces de promover adecuadamente esta costumbre...</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">En la agricultura ecológica se consume mucha materia orgánica para enriquecer los suelos, la fotosíntesis es el principal mecanismo de captura de carbono atmosférico. </span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitNJZdt6kzWHzoGGes27AB9ZURChKdM96vB00g8RanLNJPRVCsEkaXuYDR1RBCHFR5EpB56bGgU6Q4QxSssbb8kdFeFjRAg2MF74sWvJY7datRi1euc-FlAOnjP61Q7XmqVp7ZCCCHt6Jl/s1600/fotosintesis1-d4487.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitNJZdt6kzWHzoGGes27AB9ZURChKdM96vB00g8RanLNJPRVCsEkaXuYDR1RBCHFR5EpB56bGgU6Q4QxSssbb8kdFeFjRAg2MF74sWvJY7datRi1euc-FlAOnjP61Q7XmqVp7ZCCCHt6Jl/s320/fotosintesis1-d4487.gif" width="156" /></a><span style="font-size: large;"><span style="font-size: small;">Cuando los agricultores racionales compostan los restos de sus cosechas, podas, etc y los incorporan al terreno contribuyen a disminuir la cantidad de carbono atmosférico.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Por otro lado, el ganado, las pilas de estiercol y compost poco descompuesto y los procesos de fermentación generan metano, que habitualmente se libera a la atmósfera.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Con esto, se puede entender que los sistemas agroecológicos bién gestionados actúan como sumideros de carbono, pero a su vez liberan una porción de CO2 y metano a la atmósfera. </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">Teniendo en cuenta que las plantas consumen principalmente CO2 y lo comentado anteriormente sobre que el metano es mucho más dañino a corto plazo que el dióxido de carbono para la biosfera,<b> el aprovechamiento de al menos parte de este gas para su uso en motores de combustión que liberan CO2 menos nocivo, se convierte en una actividad ecológica</b>, que contribuye a disminuir los efectos del calentamiento global. </span></span><br />
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<span style="font-size: large;">Gestión del carbono en sistemas agrícolas:</span><br />
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<span style="font-size: large;"><span style="font-size: small;">En los sistemas agrícolas, el carbono es obtenido desde los ciclos biogeoquímicos naturales, mediante la fotosíntesis, es decir, el carbono consumido se capta directamente de la atmósfera, con lo que el impacto en el calentamiento global se atenúa. La agricultura es tan negativa como positiva para la naturaleza, sobre todo cuando está bién gestionada. Sin embargo cuando se extrae el carbono de yacimientos fósiles se están aportando concentraciones de carbono sin precedentes en los ciclos biogeoquímicos naturales. Las petrolíferas sólo restan al equilibrio natural.</span></span><br />
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<span style="font-size: large;">Conclusiones:</span><br />
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La Agricultura es responsable de contribuir en gran medida al calentamiento global, pero es una actividad esencial para la vida de los seres humanos. El gas metano que se libera en la atmósfera por la actividad agraria produce un fuerte efecto invernadero (63 veces más potencial de calentamiento que el CO2 en 20 años) y tarda en degradarse muy poco tiempo (8,4 años netos comparados con los 100 del CO2).<br />
Por lo tanto, si se gestionara adecuadamente el carbono sólido que produce la ganadería y la agricultura para poder captar biogás se contribuiría en gran medida en la disminución de los efectos del calentamiento global.<br />
Pero además se obtendría un combustible ecológico (el metano o biogás), que <b>sirve para alimentar motores de gasolina con la misma o mejor eficiencia</b>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhl7fg2Ek6EAZalmGphtn9vhKr5D-SSdDDs2_palVAvBnYVQclrBuErS8nhz6q8IQwJ_erYVQpOyJ-Wn4pSA0YQ08WOgu8F_TBxi2_IIz1G88d77ie6Jw2pW8DBN3K3s09ZF0TacHDBGpk/s1600/pextra.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhl7fg2Ek6EAZalmGphtn9vhKr5D-SSdDDs2_palVAvBnYVQclrBuErS8nhz6q8IQwJ_erYVQpOyJ-Wn4pSA0YQ08WOgu8F_TBxi2_IIz1G88d77ie6Jw2pW8DBN3K3s09ZF0TacHDBGpk/s1600/pextra.png" /></a>Sin embargo, la captación de metano a partir de depósitos fósiles, es una actividad que aumenta el contenido de carbono en la atmósfera, sin contribuir a su disminución. De hecho, al sacar carbono sepultado desde hace millones de años, producen un aumento de este elemento en los ciclos biogeoquímicos que es nocivo para el equilibrio biológico y climático en mucha mayor medida que cualquier actividad agraria.<br />
Dicho de otra forma, las multinacionales petrolíferas, tanto cuando obtienen petróleo, como cuando obtienen gas natural, están condenando a nuestro planeta a sufrir graves efectos climáticos y biológicos que afectarán a la supervivencia de todos los seres humanos.<br />
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<span style="font-size: large;">Una idea:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge5jzTRb_Eu9QET0Giz_fvBNO9IrH71GAEhkPOws9X-0qRzKN0IvmQ5nWzwY837jKKLlkqxcOgyFeXvtu_yvSmt2dYdEONoQnrGQOsenR3yn8WPj7YzMN31FobvFR7HV6BrVCM1b5kr8AW/s1600/Biodigestores+grandes.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge5jzTRb_Eu9QET0Giz_fvBNO9IrH71GAEhkPOws9X-0qRzKN0IvmQ5nWzwY837jKKLlkqxcOgyFeXvtu_yvSmt2dYdEONoQnrGQOsenR3yn8WPj7YzMN31FobvFR7HV6BrVCM1b5kr8AW/s1600/Biodigestores+grandes.jpg" /></a>Si las propias multinacionales petrolíferas, invirtieran en la producción de sistemas para gestionar el carbono producido por la actividad agrícola humana (restos de cultivos, podas, repudios, residuos industriales, etc), construyendo inmensos biodigestores (que en realidad tienen un bajo costo) para captar el biogás, contribuirían en gran medida, y en un corto periodo de tiempo (el metano se degrada en 8,4 años netos) en la <b>disminución de los efectos del cambio climático</b> y además conseguirían un sistema eficaz de obtener un combustible <b>renovable</b>, que funciona con la misma tecnología que lleva mejorando la industria automovilística desde sus orígenes, los motores de gasolina. <br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-85912366087885527222013-06-28T19:43:00.000+01:002013-06-28T20:01:37.542+01:00Salicornia, acuaponia en agua salada.<div dir="ltr">
¿Es posible crear sistemas acuapónicos de agua salada?.<br />
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La mayoría de las especies interesantes de piscifactoría son de agua salada (como la Almeja Canaria), para poder llevar a cabo un sistema acuapónico marino es necesario contar con especies vegetales que vivan con agua salada, es decir haliófitas, y si se pueden usar de forma comercial pues más interesantes aún.<br />
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Una planta que reúne estos requisitos es la Salicornia.<br />
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La Salicornia es un genero de plantas suculentas (almacenan agua) que crecen en playas y zonas de costa con agua salada.<br />
<a href="http://es.wikipedia.org/wiki/Salicornia">http://es.wikipedia.org/wiki/Salicornia</a><br />
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Tiene un alto contenido en proteinas, lo que la hace muy interesante tanto para su uso en alimentación animal (ganado), como para consumo humano.<br />
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En el siguiente video se muestran viveros en Africa Eritrea de salicornia y otras especies haliófitas como mangles. Es muy interesante además el sistema de "riego" que aprovecha la subida de la marea para hacer correr el agua a través del cultivo.<br />
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<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://img.youtube.com/vi/OzaD_BtFS0Y/0.jpg" height="266" width="320"><param name="movie" value="http://youtube.googleapis.com/v/OzaD_BtFS0Y&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://youtube.googleapis.com/v/OzaD_BtFS0Y&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
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Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-87888851358492513982013-06-16T21:20:00.000+01:002013-06-20T10:30:05.328+01:00Equilibrio y proporción en un sistema acuapónico<!--[if gte mso 9]><xml>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgukmgJB1ZSoNpVs1UGevDq0_bbrBqS_jooReVg8wlFhlerJjOGdwTlvZUNROl67s5MvPwIFFWq8SGrLtLLP_AoXhkuivKHBGtZDs0TYxGMN31SU1XXjBT0zBhESYn_FC98ssrx5nMAHNhP/s1600/taller_linaeres_acuaponia_febrero_2013.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgukmgJB1ZSoNpVs1UGevDq0_bbrBqS_jooReVg8wlFhlerJjOGdwTlvZUNROl67s5MvPwIFFWq8SGrLtLLP_AoXhkuivKHBGtZDs0TYxGMN31SU1XXjBT0zBhESYn_FC98ssrx5nMAHNhP/s320/taller_linaeres_acuaponia_febrero_2013.jpg" width="320" /></a><span lang="ES-TRAD">En
general, en la red no es fácil encontrar artículos o experiencias que
puedan aportar datos o estudios claros sobre como calcular la proporción de peces con respecto al
tamaño del cultivo hidropónico. Ésta suele depender de muchos factores. Clima, especies utilizadas, diseño del sistema, etc.</span><br />
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<span lang="ES-TRAD">El dato más relevante para poder hacerse una idea de la actividad de los peces es la <b>cantidad de alimento consumido</b>. Suele representar un porcentaje del peso de los peces que varía dependiendo de la <b>calidad del agua</b>, la cantidad de oxígeno, temperatura media y en general la salud de los peces y los factores que afectan a su apetito, crecimiento y supervivencia.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3uSw6FzMy0x_iyfUKaaRR2dWfMjy7iE8uObePKOuJ8DvgQTinPPVgwR_qZWHUxXqD51urDcEYYsT_lFukGquXMT9E45Qq6kvusghVa84DHh051zjrog9wp04bb-cUNqhTzMJAu1Wd1ipT/s1600/tilapia1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3uSw6FzMy0x_iyfUKaaRR2dWfMjy7iE8uObePKOuJ8DvgQTinPPVgwR_qZWHUxXqD51urDcEYYsT_lFukGquXMT9E45Qq6kvusghVa84DHh051zjrog9wp04bb-cUNqhTzMJAu1Wd1ipT/s320/tilapia1.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitpkCMjw_V9oKkVdddg57eXAfIKrhxNKyEvVVNHsPOE_OdmEgVWzCEbwq_7DQkE73gg9I2iuD13z50fC15i8LPc9WgaQBfw7BiUuK1XFQyUpwSqjCu-sx3jRmRME9hZoPFNK4XsvWYEv_C/s1600/BACTERIASNITRIFICANTES.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitpkCMjw_V9oKkVdddg57eXAfIKrhxNKyEvVVNHsPOE_OdmEgVWzCEbwq_7DQkE73gg9I2iuD13z50fC15i8LPc9WgaQBfw7BiUuK1XFQyUpwSqjCu-sx3jRmRME9hZoPFNK4XsvWYEv_C/s320/BACTERIASNITRIFICANTES.jpg" width="320" /></a><span lang="ES-TRAD">La segunda parte del sistema corresponde a los microorganismos, se supone que cuanto mayor sea la superficie colonizada y oscura más eficiente es la transformación de moleculas complejas orgánicas a nutrientes asimilables por las plantas. Esta parte es el amortiguador del sistema, y cuanto mayor sea mejor funcionara el conjunto. </span><br />
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Con respecto a la parte hidropónica se suele usar como medida el metro cuadrado de cultivo, aunque en realidad la actividad de las plantas varía mucho dependiendo de las especies, las condiciones ambientales, luz, viento, etc. y el estado de desarrollo. En el fondo la capacidad de absorción de nutrientes depende sólamente de la cantidad de tejidos orgánicos que sean capaces de fabricar las plantas, es decir, de su producción.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS3s2Y22rwWGg_u5jnWK8CaGzvO2paFa-m1EHFNWB_nCCibsdajlnj8pbXDzBUYWHScp1Uyc2wjNhHZE9XqB33qbLgDxpSMViZGR1S4GMRuNuOQKHiUshbQttMWg7bqyQFDQw3BixxGzvl/s1600/dsc01008.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS3s2Y22rwWGg_u5jnWK8CaGzvO2paFa-m1EHFNWB_nCCibsdajlnj8pbXDzBUYWHScp1Uyc2wjNhHZE9XqB33qbLgDxpSMViZGR1S4GMRuNuOQKHiUshbQttMWg7bqyQFDQw3BixxGzvl/s320/dsc01008.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglHXFHcp2dhMI1hj3R6cfyNmt-TbOsk-ib9aKspgm57A6n8HgYNmtBDzR9xguLCugklWWidT9yfaPbF7epICpsPoFf9TmZGkeXRCEdF626apYfzXydfaYlAuMFgdcLt6s0I9kuIdqs9TFl/s1600/cria+tilapia+acuaponia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglHXFHcp2dhMI1hj3R6cfyNmt-TbOsk-ib9aKspgm57A6n8HgYNmtBDzR9xguLCugklWWidT9yfaPbF7epICpsPoFf9TmZGkeXRCEdF626apYfzXydfaYlAuMFgdcLt6s0I9kuIdqs9TFl/s320/cria+tilapia+acuaponia.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGFOQOkdHm1YUKrq0nChkV2HRoptvXi3aIjJdx3MOPyZNXLIKrq4o-h-eX0zO4v9tVBhqVLhk26u9M4c7NuoMx76BSDlTrHs43Jm7k30Qzb7XOiGx2gsSCePu8lsXu-TCF8YesCCBJfBGK/s1600/Tomatelandia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>El dato más relevante a la hora de calcular la proporción entre la parte acuícola (alimento consumido) y la hidropónica será entonces el peso de la producción bruta de vegetales, aunque se suele usar la cantidad de alimento consumido por metro cuadrado de cultivo.<br />
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En la siguiente página se habla de un ejemplo de sistema acuapónico en el que según comentan consumen una media de entre 60 a 100 g de alimento por metro cuadrado de cultivo.<br />
<span lang="ES-TRAD"><a href="http://www.tratamientodeaguas.org.mx/ACUAPONIA/">http://www.tratamientodeaguas.org.mx/ACUAPONIA/</a></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWkg940NMa6fAo2x8cJVWOedpD6gNspEOOB-ruvH7vnXw1UtShVR4QOVdYfvIyDW5-PG4-QSTMBQgUP0ucQAkYNJsXlH135hZ5YTuy1gzO1-wmpPwoiI3GJvopb61TVjH4Kcb_3TVyn6SI/s1600/26007184-aquaponic-half.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWkg940NMa6fAo2x8cJVWOedpD6gNspEOOB-ruvH7vnXw1UtShVR4QOVdYfvIyDW5-PG4-QSTMBQgUP0ucQAkYNJsXlH135hZ5YTuy1gzO1-wmpPwoiI3GJvopb61TVjH4Kcb_3TVyn6SI/s320/26007184-aquaponic-half.jpg" width="320" /></a></div>
<span lang="ES-TRAD" style="font-size: x-large;">Equilibrio:</span><br />
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<br />
EL NITRÓGENO COMO REGULADOR DEL EQUILIBRIO EN EL SISTEMA ACUAPÓNICO:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYxSmhIyH8wWeqIPSMDzTY8l4yOTLGv-fcybksgzOT1eMiqFBG2iBg-UdZp7ouU7d4PQZE0ecGEXrbIizvW7TcykTyj4hCwpIzGHnJnIvI_q4U0GFoGW0n9W3ugnbc2ArrFHJDHKJkdRKQ/s1600/Nitrosp_360px.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYxSmhIyH8wWeqIPSMDzTY8l4yOTLGv-fcybksgzOT1eMiqFBG2iBg-UdZp7ouU7d4PQZE0ecGEXrbIizvW7TcykTyj4hCwpIzGHnJnIvI_q4U0GFoGW0n9W3ugnbc2ArrFHJDHKJkdRKQ/s320/Nitrosp_360px.png" width="320" /></a></div>
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<span lang="ES-TRAD">En la naturaleza pueden encontrarse diferentes sistemas que regulan el equilibrio entre los ciclos <span style="font-size: x-large;"><span style="font-size: small;">biológicos, químicos y geológicos, es decir entre los ciclos biogeoquímicos. Un ejemplo de esto es el modo en que el "ciclo del nitrógeno" interviene en la actividad de las diferentes especies de un ecosistema.</span></span></span><br />
<a href="http://es.wikipedia.org/wiki/Ciclo_biogeoqu%C3%ADmico">Ciclo biogeoquímico: http://es.wikipedia.org/wiki/Ciclo_biogeoqu%C3%ADmico</a><br />
<a href="http://es.wikipedia.org/wiki/Ciclo_del_nitr%C3%B3geno">Ciclo del nitrógeno: http://es.wikipedia.org/wiki/Ciclo_del_nitr%C3%B3geno</a><br />
<br />
<span lang="ES-TRAD"><span style="font-size: x-large;"><span style="font-size: small;">Los sistemas acuapónicos tratan de imitar a pequeños ecosistemas en los que interactúan</span></span></span><span lang="ES-TRAD"><span style="font-size: x-large;"><span style="font-size: small;"> diferentes especies, esta simbiosis se consigue usando como base el caudal de agua en circulación, que actúa como cinta transportadora. La variación en el contenido de nitrógeno en sus diferentes formas a lo largo del ciclo del agua del sistema influye en la actividad de todas sus especies creando conexiones simbióticas entre ellas. </span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiYY4lP0Wvyf6Mgp1mlRzWRC1DBKcLW-LCiQgnk3nAAUWWgHn25tz4YE33-jdtfI4Uvo0Uyw8ujvqDKJ9uy4YMDuGkf6KmAYp7DY3iTTDMBIj33mIjWceOqotObAKC2jjd9238BWdV-j43/s1600/acuaponia+ejemplos+y+ciclo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiYY4lP0Wvyf6Mgp1mlRzWRC1DBKcLW-LCiQgnk3nAAUWWgHn25tz4YE33-jdtfI4Uvo0Uyw8ujvqDKJ9uy4YMDuGkf6KmAYp7DY3iTTDMBIj33mIjWceOqotObAKC2jjd9238BWdV-j43/s320/acuaponia+ejemplos+y+ciclo.png" width="320" /></a></div>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNq6XEXYGo_ST5rh25AbUD0XjbiNis-IKqU5nMyU2eEZJVaP6K71oZTqRKKDCS3waarWAX9_VUi2gpgTuqYcLMeTn2X9npcRaxdhBGvk7fR24XzcLGsu5NRymAgt86dpiV_0qPvKS_AXlk/s1600/08_3erCongreso-153963_481x230.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNq6XEXYGo_ST5rh25AbUD0XjbiNis-IKqU5nMyU2eEZJVaP6K71oZTqRKKDCS3waarWAX9_VUi2gpgTuqYcLMeTn2X9npcRaxdhBGvk7fR24XzcLGsu5NRymAgt86dpiV_0qPvKS_AXlk/s320/08_3erCongreso-153963_481x230.jpg" width="320" /></a><span lang="ES-TRAD">Las concentraciones de nitrógeno (amonio, nitratos y nitritos) en la solución recirculante regulan el consumo y la transformación del alimento, si estos valores suben en el sistema la
actividad de los peces disminuirá, y por el contrario si la concentración es
baja, la actividad de los peces y su peso aumentara y con ello la producción
de amonio, es decir, la entrada de nitrógeno.</span></div>
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<span lang="ES-TRAD">Por el otro lado del sistema, las concentraciones de nitratos, nitritos y amonio son determinates en el crecimiento de las plantas disminuyendo su actividad
cuando las concentraciones son bajas y creciendo con más vigorosidad cuando la disponibilidad de este tipo de moléculas es alta, sobre todo la de nitratos.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdW5TYhX2l35_NZOnpxps7ZTJ0ESCA6SDjBL7_ErthP9W_fkI_JUXP4g-nNhNMi85OjgnllU2Ou4YJETlusnVE4X2G-LVPKNM2Xucs8eHMZ1FvZX-vUJnwTyYKG1xwsDYI8QxDWGerIlG/s1600/Produccion-Acuaponia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdW5TYhX2l35_NZOnpxps7ZTJ0ESCA6SDjBL7_ErthP9W_fkI_JUXP4g-nNhNMi85OjgnllU2Ou4YJETlusnVE4X2G-LVPKNM2Xucs8eHMZ1FvZX-vUJnwTyYKG1xwsDYI8QxDWGerIlG/s320/Produccion-Acuaponia.jpg" width="320" /></a></div>
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBVONlnBpZdCSjfg3paqSXJcsfgTdqnJwLk_TlrpAQQ9JNdII0PpQbJf1C8Bhlt7sdi1vbtzQ77EDLCZDWyq9AlICOBRDtVn1AM2117B-rc2o0lkUMwf2hCQwuMCiWYr8nXq19Y8F_EEDc/s1600/Acuaponia+lechuga+tilapia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBVONlnBpZdCSjfg3paqSXJcsfgTdqnJwLk_TlrpAQQ9JNdII0PpQbJf1C8Bhlt7sdi1vbtzQ77EDLCZDWyq9AlICOBRDtVn1AM2117B-rc2o0lkUMwf2hCQwuMCiWYr8nXq19Y8F_EEDc/s320/Acuaponia+lechuga+tilapia.jpg" width="320" /></a><span lang="ES-TRAD"><span style="mso-spacerun: yes;"></span><span style="mso-spacerun: yes;"></span>Así, a groso modo se entiende que cuanto
mejor sea la calidad del agua mayor será la actividad de los peces, y por tanto
la cantidad de nitrógeno en el sistema. Mientras que cuanto mayor sea la
concentración de nitratos en el sistema más vigoroso será el desarrollo de las
plantas aumentando su capacidad de remoción de minerales y mejorando la calidad del agua.</span></div>
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<br />
CONTROL DEL EQUILIBRIO:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ButVUXAujlQMbMStWxWdZjGwWuoRSvHje7WF9-aRbEZBqlPZXkuXU7IQsk4LkwLi3eLS6hUh8wCOsERJrlGHWRolIgGMNGsRXprJrqTU-Er7o2zPnDNLC5AwGmlbprpRCvpwG53QDxk9/s1600/Cycle1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ButVUXAujlQMbMStWxWdZjGwWuoRSvHje7WF9-aRbEZBqlPZXkuXU7IQsk4LkwLi3eLS6hUh8wCOsERJrlGHWRolIgGMNGsRXprJrqTU-Er7o2zPnDNLC5AwGmlbprpRCvpwG53QDxk9/s320/Cycle1.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuuQ2wAxCXi9rIAqe-GwdrZhyphenhyphenHQGcn06pRfwwkQrx1NXjTpRFeoGe0_UI6tHnmK8EOibUFK7HxHZktO2JFguYY1afsZMEsHPYtWXcGDWR1i32qKTusgTCYwEe7D3cUfb4GdkF8gTQoNPaS/s1600/acuaponia-1.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span lang="ES-TRAD">Si las concentraciones de nitratos y nitritos son
demasiado altas la actividad de las bacterias de nitrificación disminuye de la
misma forma que ocurre en el suelo, es decir, si se pasa de una concentración
crítica de nitratos en el sistema la primera barrera tampón en actuar es la que representa el descenso en las poblaciones bacterianas del
biofiltro que automáticamente dejará de producir nitratos y de consumir
amonio. Como se comentó al principio las altas concentraciones de amonio
disminuyen el factor de conversión de alimentos y la actividad de los peces y
por tanto frenan la entrada de alimento en el sistema (sobre todo de amonio). </span><br />
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<span lang="ES-TRAD"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjErLoir2WXL74kcDW-Lp6Fa_tUvqsmK7pMhvYSIBR8Ps_skVrZD89oWXCrmm9kdnWpAMDnOaP0RlJuwMMbZ3tzx55dQIK0KWwRPwEFXMrXRC5T10Xrc374JAdOPv8TQDvGJzN7QaTVtdcr/s1600/farmfountain.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjErLoir2WXL74kcDW-Lp6Fa_tUvqsmK7pMhvYSIBR8Ps_skVrZD89oWXCrmm9kdnWpAMDnOaP0RlJuwMMbZ3tzx55dQIK0KWwRPwEFXMrXRC5T10Xrc374JAdOPv8TQDvGJzN7QaTVtdcr/s320/farmfountain.jpg" width="239" /></a></span></div>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCRYCE5G8F-QQMtNxsXzqs-mvwKaH83wK4cnO6i6NCYeCLUgOJE2VgjT8UXYRPPek1p_QkLqqLibCu___RSEaQ-4i1Hpd105HYROcI_urLr6hHT5Wj8pGVJuGNjgJIQQKZdDRzQ1mk2UPl/s1600/Tomatelandia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCRYCE5G8F-QQMtNxsXzqs-mvwKaH83wK4cnO6i6NCYeCLUgOJE2VgjT8UXYRPPek1p_QkLqqLibCu___RSEaQ-4i1Hpd105HYROcI_urLr6hHT5Wj8pGVJuGNjgJIQQKZdDRzQ1mk2UPl/s320/Tomatelandia.jpg" width="320" /></a><span lang="ES-TRAD">Así las plantas nunca llegarán a mostrar excesos de nitrógeno como pasa en los
sistemas hidropónicos convencionales, antes de pasar esto las bacterias y los
peces pararán su actividad, del mismo modo que pasa en la naturaleza. De todos modos es importante controlar las concentraciones de amonio y nitritos en el sistema para observar su repercusión en las producciones. </span><br />
<br />
<span lang="ES-TRAD">Existen formas fáciles para regular estas concentraciones como aumentar la proporción de agua que se lixivia del sistema o controlar la cantidad o el tipo de alimento que se les da a los peces. </span><br />
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<span lang="ES-TRAD"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKj64UfJPlF9R-fR5knVwpXlDfG-PFAo-ZfA8CvK9wFPEaYEeRX2A6f4Ovo_2fnQD4i-GleH8d74mJyqHeOzeHoJNmEzruuG2hC0ee7RrPf8YMNaaGiLSSah_JTEcsuA1cCJawlFIhFYNU/s1600/nitrobacter_1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKj64UfJPlF9R-fR5knVwpXlDfG-PFAo-ZfA8CvK9wFPEaYEeRX2A6f4Ovo_2fnQD4i-GleH8d74mJyqHeOzeHoJNmEzruuG2hC0ee7RrPf8YMNaaGiLSSah_JTEcsuA1cCJawlFIhFYNU/s320/nitrobacter_1.gif" width="320" /></a></span></div>
<span lang="ES-TRAD"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ0xaMarM9W9LQsNO4OJbCzuWwrUo_LPIXGAkXJBYweEgcTC3mrm2NC_q89dj3K65Mz_m2j-LYN2T6X0ot4zZYnL4nGMbuLmo3gOVB3jxa38kARIWFMxHsA7GtI__cL2k-rPK_ytJa5hy_/s1600/Nitrogen+Cycle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ0xaMarM9W9LQsNO4OJbCzuWwrUo_LPIXGAkXJBYweEgcTC3mrm2NC_q89dj3K65Mz_m2j-LYN2T6X0ot4zZYnL4nGMbuLmo3gOVB3jxa38kARIWFMxHsA7GtI__cL2k-rPK_ytJa5hy_/s320/Nitrogen+Cycle.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrdbwAhkNETl4a6wRJ7bLlMgkkBh2APV1aGDSXnZwxF6vxrVSa__uDHAyb_a1KJP2ptRfuQBI4a5KxvAhJcMJH4iYx20KF6QD5Ass7wyCZ9oIluzGK1YFdJ4yl1jeK-NbcMLOB1ukCR9MQ/s1600/Acuaponia.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrdbwAhkNETl4a6wRJ7bLlMgkkBh2APV1aGDSXnZwxF6vxrVSa__uDHAyb_a1KJP2ptRfuQBI4a5KxvAhJcMJH4iYx20KF6QD5Ass7wyCZ9oIluzGK1YFdJ4yl1jeK-NbcMLOB1ukCR9MQ/s320/Acuaponia.JPG" width="247" /></a><span lang="ES-TRAD">Otras de las especies que influyen en el efecto tampón del
microecosistema artificial son las algas de los tanques de peces, si las
concentraciones de amonio, nitratos y nitritos aumentan las algas proliferaran
rápidamente y estas actuaran como biofiltros, consumiendo nitratos hasta que el sistema se regule,
en ese momento los peces se las comerán dejando otra vez todo el estiercol, en forma de amonio principalmente,
para el cultivo. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtWfDRbEs2NrzD3iJmDJHENMeacOmOJnncgLhann4zKsAwJrEvHfkKhsnqRPT5ZLPQY5TAOD8qSpStjiOgbdhPPJ70dpKB6tTJMfJ_LJYUWigigXikn3LAw-4vDHHMciLqR0tJSK3n2DXB/s1600/foodprobe6.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtWfDRbEs2NrzD3iJmDJHENMeacOmOJnncgLhann4zKsAwJrEvHfkKhsnqRPT5ZLPQY5TAOD8qSpStjiOgbdhPPJ70dpKB6tTJMfJ_LJYUWigigXikn3LAw-4vDHHMciLqR0tJSK3n2DXB/s320/foodprobe6.jpg" width="320" /></a><br />
<br /></div>
Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com2tag:blogger.com,1999:blog-2520603123127289889.post-40605232299304796362013-03-30T14:51:00.000+00:002013-06-17T17:17:33.368+01:00Lucha integrada, Control Fitosanitario Eficiente (CFE).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUeh5L8RB2uHVokEDDM7CNJ8XvlVQA_MPUjKx83HfWoC2ZXkCJHvjD3oiFDKJBX6JYT8jVkFSXT6pwknVaGdnEqIq4vdEonfZe6Cs-bCjnN1YxHWPgeGidHLrXt05GqHo7NfUm2oJuZEkI/s1600/mariquita.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUeh5L8RB2uHVokEDDM7CNJ8XvlVQA_MPUjKx83HfWoC2ZXkCJHvjD3oiFDKJBX6JYT8jVkFSXT6pwknVaGdnEqIq4vdEonfZe6Cs-bCjnN1YxHWPgeGidHLrXt05GqHo7NfUm2oJuZEkI/s1600/mariquita.jpg" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVf_zzFHjVM7W6p8TIfaRKSVSBBEOILPTMvUMO6Y9klZeFKo4qll-BVGdSRWfGr8H2483KU2TxX1k38VewKzsvjAIjK63BHWoU5935vAVKSxcIFb3dRZHLxOZP1_60tpLTFq7SfqgLuQzB/s1600/cultivo+de+tomates+teno+bajo+septiembre+2012+2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVf_zzFHjVM7W6p8TIfaRKSVSBBEOILPTMvUMO6Y9klZeFKo4qll-BVGdSRWfGr8H2483KU2TxX1k38VewKzsvjAIjK63BHWoU5935vAVKSxcIFb3dRZHLxOZP1_60tpLTFq7SfqgLuQzB/s320/cultivo+de+tomates+teno+bajo+septiembre+2012+2.jpg" width="240" /></a>Bueno, va siendo hora de ir pasando algunos apuntes y alguna de<br />
las experiencias de campo que he podido acumular en estos últimos meses.<br />
<br />
El control de fitosanitario en la agricultura moderna está experimentando en los últimos años muchos cambios.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Mbufle22JTvRn38iDSJXGgkYmP4LTOEKkfjT1GJ6k_n5EHMj4dKpYhxzThNR6kbV-WdOy645pjJSKkfFnCdFEsXYbGpie2h14oCSy0Mo9mxeGGTh1hnraioq-3NUCUoq9FHfbL3EraVx/s1600/plagas-agricolas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Mbufle22JTvRn38iDSJXGgkYmP4LTOEKkfjT1GJ6k_n5EHMj4dKpYhxzThNR6kbV-WdOy645pjJSKkfFnCdFEsXYbGpie2h14oCSy0Mo9mxeGGTh1hnraioq-3NUCUoq9FHfbL3EraVx/s1600/plagas-agricolas.jpg" /></a><br />
En éste blog he hablado varias veces sobre cómo algo tan importante como la producción primaria de alimentos, es decir la agricultura y la ganadería, han entrado en sólo unos 150 años en una vorágine destructora, creando un grán impacto en todos los ecosistemas terrestres. Pero curiósamente, lejos de perder la batalla, la naturaleza ha sido capaz de encajar uno a uno todos los golpes, respondiendo una y otra vez no para defenderse, sino simplemente para ocupar el lugar que le pertenece.<br />
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En verdad, para mantener un <b>control fitosanitario eficiente</b> (CFE) (<a href="http://es.wikipedia.org/wiki/Eficiencia">http://es.wikipedia.org/wiki/Eficiencia</a>), tengo que pensar no sólo si podré controlar las plagas este año,
sino más bién si seré capaz de controlarlas el año que viene, es decir,
si el producto, o el sistema fitosanitario que estoy utilizando será
<b>efectivo </b> <b>a largo plazo</b> (<a href="http://es.wikipedia.org/wiki/Efectividad">http://es.wikipedia.org/wiki/Efectividad</a>).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinWFvAxSuRUSOt2uaqfH8JrBnxvo_S3Xtp-3OIJLilKIP1dd3W-55nxZEMVvRMD6si_qnIuqFDwDx5c4B2EiDdfGg4K9nEa2Lra0BLWp_RdWeNqJh6NTZLBG1ihCd2hqvrCvEqRbPXi21f/s1600/Ara%C3%B1a+roja.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinWFvAxSuRUSOt2uaqfH8JrBnxvo_S3Xtp-3OIJLilKIP1dd3W-55nxZEMVvRMD6si_qnIuqFDwDx5c4B2EiDdfGg4K9nEa2Lra0BLWp_RdWeNqJh6NTZLBG1ihCd2hqvrCvEqRbPXi21f/s320/Ara%C3%B1a+roja.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl6r2BB6r6ohlRrivyxKBcYpQdx_6vF4t62pBxK-M49tQvubiEa8ISTrmw2E_rztiOGQgaY7eU3bwPwWjEvjklyJmvPL2A2eKZXKD7DxXj6mrhOE92IeG2Ors3-bVgfZ7bSoSRxum5H0NN/s1600/mosca+blanca+(Bemisia+tabaci).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl6r2BB6r6ohlRrivyxKBcYpQdx_6vF4t62pBxK-M49tQvubiEa8ISTrmw2E_rztiOGQgaY7eU3bwPwWjEvjklyJmvPL2A2eKZXKD7DxXj6mrhOE92IeG2Ors3-bVgfZ7bSoSRxum5H0NN/s320/mosca+blanca+(Bemisia+tabaci).jpg" width="320" /></a>Por ejemplo, si utilizo un insecticida para controlar la mosca blanca y en sólo tres tratamientos observo que la plaga comienza a crear resistencias, ¿cómo voy a controlar la mosca blanca dentro de 10 años?. Seguro que con ese insecticida no vas a poder hacer nada puesto que en poco tiempo la mosca blanca, es decir la naturaleza, será inmune al tratamiento.<br />
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De esta forma, las plagas que antes eran débiles y "fáciles de controlar", ahora son resistentes a casi todos los sistemas fitosanitarios que la industria química se ha podido inventar. Existe un tope en el que no será posible inventar o crear nada que pueda controlar la plaga mientras que las plagas siempre se mantendrán en continua evolución.<br />
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<b>Si sólo utilizo sistemas para controlar las plagas que sean efectivos
a largo plazo, mi actividad tendrá todas las posibilidades de perdurar en el futuro. </b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOJrmjkg9jsqpxV_ZXsDNGMu6NK3SGIlSY3d1L6SjBliFdpgKnu59g1B9JKVOV5YM_DkjX1WSFBoWPxgnsPBmqTDlEflWDR70IQezyxBljtsbcJQnCDcRPse4cnzFnWGyvaykVvYnA99wu/s1600/agricultura-moderna-thumb17124426.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOJrmjkg9jsqpxV_ZXsDNGMu6NK3SGIlSY3d1L6SjBliFdpgKnu59g1B9JKVOV5YM_DkjX1WSFBoWPxgnsPBmqTDlEflWDR70IQezyxBljtsbcJQnCDcRPse4cnzFnWGyvaykVvYnA99wu/s320/agricultura-moderna-thumb17124426.jpg" width="320" /></a>Los sistemas de control fitosanitario eficientes (CFE) se dividen básicamente en dos grupos principalmente; los sistemas físicos (telas negras antihierba, rotaciones, planificación, manejo, aportes de mat. orgánica, hidroponía, climatización, etc) y los biológicos, es decir, el uso de organismos que parasitan a los a los fitoparásitos (<a href="http://es.wikipedia.org/wiki/Control_biol%C3%B3gico">http://es.wikipedia.org/wiki/Control_biol%C3%B3gico</a>).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWkMl-HB-aLwVp_aMVW-U7R2Aq2sFnVuaI0-qTQKy1pQHjHgr4kl4u9xa0l7F1ZZwA672JuLzIQbkyGia4aOjMWLUuUTZTFnKluMfoljxQ9fweAS9wKQW0CE9zX0tw93i0vNBX8SxpDBHI/s1600/nesidiocoris+tenuis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWkMl-HB-aLwVp_aMVW-U7R2Aq2sFnVuaI0-qTQKy1pQHjHgr4kl4u9xa0l7F1ZZwA672JuLzIQbkyGia4aOjMWLUuUTZTFnKluMfoljxQ9fweAS9wKQW0CE9zX0tw93i0vNBX8SxpDBHI/s640/nesidiocoris+tenuis.jpg" width="640" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinTv2lNE0ec74d1FcsQWw9k45q00LxlsDIFEba5ex0TA3aeM7siqhQ3qbGYP_EiFKBkEwWyworV9qFVg08YTrId0s3hRE0CU8mXg-hDeVszsiOa14XZtaqD76QGDt0ZUfUMz3Ap3tAYmt3/s1600/Larva+nesidiocoris+tenuis+4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinTv2lNE0ec74d1FcsQWw9k45q00LxlsDIFEba5ex0TA3aeM7siqhQ3qbGYP_EiFKBkEwWyworV9qFVg08YTrId0s3hRE0CU8mXg-hDeVszsiOa14XZtaqD76QGDt0ZUfUMz3Ap3tAYmt3/s320/Larva+nesidiocoris+tenuis+4.jpg" width="320" /></a>Esto no significa que todos los organismos utilizados en control biológico sean eficientes, pero está claro que la clave para controlar de forma eficiente las plagas agrícolas es contar con organismos capaces de evolucionar con estas.<br />
Un organismo de control biológico, por ejemplo, será más eficiente si permanece en la zona de cultivo que si se tiene que importar cada año desde otra zona.<br />
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En mi trabajo en Agrícola Luz Teno, estoy teniendo la oportunidad de estudiar las fluctuaciones en poblaciones de plagas como la tuta absoluta, la mosca blanca (Bemisia tabaci) o el minador (Lyriomiza trifolii) y sus depredadores como el Nesidiocoris tenuis o Digliphus isaea.<br />
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Quisiera compartir en este blog algunas conclusiones que he podido ir sacando de estas experiencias.<br />
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<span style="font-size: large;">Nesidiocoris tenuis Vs Tuta absoluta, mosca blanca y otras plagas agrícolas:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc7JTZ-BSjNFldKtN2Szu_5WEJLcovN7miiyYZMs3n0qotIvu4PtEqaTfr0E38nrjTNhgQRypZek9jG_Mkblw8lFdDbnoPZx8Yt2jiJcNImVD-E0cnI49WPkTH-uFZb6WMY8-IhxIvMsm4/s1600/da%C3%B1o+tuta.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc7JTZ-BSjNFldKtN2Szu_5WEJLcovN7miiyYZMs3n0qotIvu4PtEqaTfr0E38nrjTNhgQRypZek9jG_Mkblw8lFdDbnoPZx8Yt2jiJcNImVD-E0cnI49WPkTH-uFZb6WMY8-IhxIvMsm4/s1600/da%C3%B1o+tuta.jpg" /></a></div>
La <span style="font-size: large;">tuta absoluta</span> se ha convertido en los últimos 4 años en una de las plagas más importantes en el cultivo de tomates. Este lepidóptero de hábitos nocturnos pone sus huevos en la superficie de los tallos y hojas, de estos huevos salen larvas que directamente comienzan a alimentarse del interior de las hojas, tallos o frutos, dejando la piel. Al principio, cuando la larva comienza a alimentarse aparecen marcas en las hojas parecidas a pequeñas "estrellas", luego, conforme la larva se sigue alimentando forman una especie de bolsas, dejando sólo la piel seca, cuando la larva completa su desarrollo cae al suelo y pupa, para emerger al cabo de entre unos 10 y 15 días. Es una plaga muy agresiva y prácticamente imposible de controlar con medios químicos, ocasiona daños directos muy graves al cultivo, sobre todo por alimentarse de los frutos, que directamente dejan de ser comerciales.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidZBW4fT4WDf2p935X1v61g-dAgMUzRqd769SgqsEftKBbNgXbYHmH172fJw5nlagz7POsIH6W-t3utDXlED_QhCt3H6l-1-luCVutl5Z-dthwSirpEeKH1JhrMuDDuIubEL1fo4AiQWxF/s1600/estados+de+desarrollo+de+mosca+blanca.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidZBW4fT4WDf2p935X1v61g-dAgMUzRqd769SgqsEftKBbNgXbYHmH172fJw5nlagz7POsIH6W-t3utDXlED_QhCt3H6l-1-luCVutl5Z-dthwSirpEeKH1JhrMuDDuIubEL1fo4AiQWxF/s320/estados+de+desarrollo+de+mosca+blanca.jpg" width="320" /></a>La <span style="font-size: large;">mosca blanca</span> (Bemisia tabaci principalmente), ha sido desde hace décadas una de las plagas que más afectan al cultivo de tomates, también es muy resistente a la mayoría de productos fitosanitarios, pone sus huevos en la superficie del envés de las hojas de los que salen las larvas que se alimentan de savia, pero siempre desde fuera, completan su desarrollo en el envés de las hojas. Los daños directos no son muy graves mientras la población es baja, pero cuando es alta llenan el cultivo de una especie de melaza pegajosa en la que se desarrolla la negrilla, aunque el principal peligro de esta plaga son los daños indirectos, al ser transmisora de virus que afectan al desarrollo vegetativo y sobre todo a la coloración del tomate, produciendo el llamado "abanderado del tomate".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzaj4_bzAfo99SDH-1MWP7iDLUS5BfVdUBNCjmWirgOdZjJL88df0g6VQ5yyJ5hWS8HuVMADlYjJAcmqG5SjIbzr6idfXYdnwOUxg1xO8PH4HoZM-KPUh2ckl2YF2GDpYUGepUJf5dWVsM/s1600/larva+nesidiocoris+tenuis+3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzaj4_bzAfo99SDH-1MWP7iDLUS5BfVdUBNCjmWirgOdZjJL88df0g6VQ5yyJ5hWS8HuVMADlYjJAcmqG5SjIbzr6idfXYdnwOUxg1xO8PH4HoZM-KPUh2ckl2YF2GDpYUGepUJf5dWVsM/s320/larva+nesidiocoris+tenuis+3.jpg" width="192" /></a>El <span style="font-size: large;">Nesidiocoris tenuis</span> es depredador de mosca blanca principalmente, pero también es efectivo en el control de tuta absoluta, araña roja y trips. Inserta sus huevos en la superficie de los tallos, de estos salen las larvas que comienzan directamente a alimentarse de todo lo que tenga proteinas y esté en la superficie de la hoja, huevos, larvas, incluidos a si mismos (la araña microscópica es demasiado pequeña), mientras hay huevos y larvas a su disposición no afecta a la planta, pero cuando se le acaba la comida comienza a alimentarse de la savia de la planta, momento en el cual es necesario controlarlo como una plaga, aunque ni transmite virus ni hace daño a los frutos.<br />
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<span style="font-size: large;">Forma de utilizar al Nesidiocoris en lucha integrada</span>: La finca tiene unas 18 hectáreas de cultivo de tomate bajo invernadero. Se suele plantar entre Agosto y Octubre para comenzar a producir desde principios de Noviembre hasta Mayo (o hasta que el mercado lo permita).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijW5EYNxf_08rB7HXjGcaQhHGruH81e05a_vtyXIdACP8bVXvPJHze7y_uo5d0f0mj7ULgLHeLGv1_obs9Oa_Of-FxATQHzcRg2riJBgPwuK7rCFAsKZQC1ijslFJCoarcxJ5QEIQoEqF5/s1600/trampa+de+feromonas+antes+de+la+siembra.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijW5EYNxf_08rB7HXjGcaQhHGruH81e05a_vtyXIdACP8bVXvPJHze7y_uo5d0f0mj7ULgLHeLGv1_obs9Oa_Of-FxATQHzcRg2riJBgPwuK7rCFAsKZQC1ijslFJCoarcxJ5QEIQoEqF5/s320/trampa+de+feromonas+antes+de+la+siembra.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH4YinS8JoNyszMPf3mTv-CJqSDg48uJA4mL-KFcrVh0roAIS2JXBKmBPMZcvz_0ZJIMrQ_RF5KnqtfzSl0wI2R4ccplYjcd6OEi_eAZEqCUjzup5kQHyuhdxdRHoEl0fWYeQppDwZYSbP/s1600/adulto+de+nesidiocoris+tenuis.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Comencé mi trabajo en la finca en Agosto, todos los terrenos estaban ya removidos, sin prácticamente ninguna hierba. Se hizo una exhaustiva revisión y reparación de todos los agujeros en los invernaderos, y se dividieron todos los terrenos bajo malla en 15 partes mediante muros de malla para no permitir que las plagas pasaran de una a otra. Se colocó una trampa de feromonas en cada una de las partes y se comenzó a monitorear la población de tuta semanalmente en las 15 trampas. <br />
En un principio se observaron capturas de entre 5 y 6 individuos en 24 horas, debidas probablemente a las pupas que estaban enterradas desde el anterior cultivo, pero el caso es que en ningún momento dejaron de observarse capturas.<br />
La germinación de la planta se hizo en un vivero ecológico para poder introducir al nesidiocoris desde el semillero sin riesgo de recibir ningún tratamiento agresivo.<br />
Compramos nesidiocoris a una empresa proveedora que los importa desde Holanda (donde se encuentran las principales empresas productoras de organismos beneficiosos). <br />
De este modo, al recibir la planta en la finca no contenía adultos de nesidiocoris, sino huevos que nacerían una vez el cultivo estuviese instalado.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMqQRegJi4QS7Il63b2OLj_lGpz6ObkWyrxBFxlY-KpHhiVGiJv-2F9O5ATkCJiqbTBTjG515JiCs5RswvX0gXJExj_IXkkahQFhsNOJx7fFNTAf0IhxhIpIHO2pPnou2IC1M5vYW8Qodu/s1600/siembra+agosto+2012+planta+con+huevos+de+nesidiocoris.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMqQRegJi4QS7Il63b2OLj_lGpz6ObkWyrxBFxlY-KpHhiVGiJv-2F9O5ATkCJiqbTBTjG515JiCs5RswvX0gXJExj_IXkkahQFhsNOJx7fFNTAf0IhxhIpIHO2pPnou2IC1M5vYW8Qodu/s320/siembra+agosto+2012+planta+con+huevos+de+nesidiocoris.jpg" width="240" /></a>También se observaron algunas larvas de tuta en las nuevas plantas, lo que se explica por proceder de un vivero ecológico, desde que se instaló el cultivo en las distintas zonas aumentaron considerablemente las capturas, lo que indica que la nueva planta estaba infectada ya por tuta.<br />
Tras estas primeras observaciones llegamos a la conclusión de que la tuta es un insecto con el que hay que "saber convivir", porque realmente es tal su capacidad de resistencia y exploración, que más bién se trata de procurar mantener las poblaciones bajas.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglnYqwWrypjaJcL1qJpcHIt0NV0duE3J_9Gav1Rl-eqFgjHxb-4qtwOBV2Y5wBYKHj9naZHJ6zyM7o6heznz9SfGmUNJe5yae0pQLj85LKNlpftp-xyrvRt2BMmRt02mmELVjyauyG_pJM/s1600/adulto+de+nesidiocoris+tenuis.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglnYqwWrypjaJcL1qJpcHIt0NV0duE3J_9Gav1Rl-eqFgjHxb-4qtwOBV2Y5wBYKHj9naZHJ6zyM7o6heznz9SfGmUNJe5yae0pQLj85LKNlpftp-xyrvRt2BMmRt02mmELVjyauyG_pJM/s320/adulto+de+nesidiocoris+tenuis.jpg" width="192" /></a>El nesidiocoris es también capaz de controlar a la mosca blanca los trips y la araña roja. El secreto para poder mantener un control en lucha integrada de los insectos en tomatera pasa por una buena gestión de los espolvoreos con azufre, las sulfatadas con diferentes cepas de bacillus thurigiensis cada 8 días, un buén manejo de la planta de tomate, es decir no permitir zonas oscuras, que son las que más les gusta a la tuta, realizar un monitoreo exhaustivo de las poblaciones de nesidiocoris, tuta absoluta y mosca blanca y revisar continuamente el cultivo para detectar a tiempo posibles focos de acaros, sobre todo de araña microscópica, que no es controlada por el nesidiocoris.<br />
Otra plaga que no es controlada por el nesidiocoris (aparte de los hongos), es el minador (Lyriomiza trifolii); este díptero clava sus huevos bajo la epidermis de las hojas, donde nace la larva, que se alimenta siempre en el interior, dejando unas<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpX2__-Gwyd5LnTLftxlbAu3ZqsO9sK6ykje9aAuMepvjMmK00SdKeBgtRYxYON63VCTV4VRBx7gyvtNkOlN4nB-CEVnylPnnv-viuf9-KZMOdkv2HXJZJtN_7S5mWi5i-F0u0noF9O3pY/s1600/minador+comiendo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpX2__-Gwyd5LnTLftxlbAu3ZqsO9sK6ykje9aAuMepvjMmK00SdKeBgtRYxYON63VCTV4VRBx7gyvtNkOlN4nB-CEVnylPnnv-viuf9-KZMOdkv2HXJZJtN_7S5mWi5i-F0u0noF9O3pY/s320/minador+comiendo.jpg" width="320" /></a></div>
galerías en forma de laberintos que en algunos casos pueden llegar a confundirse con las de tuta (la tuta hace mas bien bolsas), a diferencia de la tuta, los huevos nunca se encuentran en el exterior de la epidermis, por lo que es un insecto totalmente inmune al nesidiocoris. Existe un depredador muy agresivo que controla al minador, la avispa parásita <b>Digliphus isaea.</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUSzF_w0yzZsxRwEYBfJm5Zyx3Xjbvw-X_F6BRhmiQNlDWJOMiuvmh8kX-UyCeyoFQoHon6trFud7nUz3c9kzraL-_gc27WYo0ANKSZUW4jZ_SJJzb_nvSMWH3dw5x0aYl0ehggN5-2cvd/s1600/minador+parasitado+por+digliphus+isaea.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUSzF_w0yzZsxRwEYBfJm5Zyx3Xjbvw-X_F6BRhmiQNlDWJOMiuvmh8kX-UyCeyoFQoHon6trFud7nUz3c9kzraL-_gc27WYo0ANKSZUW4jZ_SJJzb_nvSMWH3dw5x0aYl0ehggN5-2cvd/s320/minador+parasitado+por+digliphus+isaea.jpg" width="320" /></a><span style="font-size: large;">Digliphus isaea</span> es una avispa que se alimenta de larvas de minador, para reproducirse inyecta sus huevos (1, 2 o 3) en las larvas de minador, cuando emergen las larvas se alimentan del minador y depositan unos característicos montoncitos de heces que, con lupa y al trasluz de la hoja parecen de 4 a 8 puntos negros alrrededor del esqueleto de la larva de minador, con estos montoncitos forman una recámara dentro de la galería en la que pupan para emerger como avispas adultas.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrTWqKmNrQixZ8Gf0h4RsmrJ6faFlGCCvJmLnSbznddbBgnpJjOFjtdyFCllX0kZbeLkEr2GQ4_7sLNfwqp2UqK4yLlfj_-YgXejS4OzpyP9UaB9bCKpnLPUxH87ZdB2RSDr6ZOTHFD-7W/s1600/Larva+digliphus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrTWqKmNrQixZ8Gf0h4RsmrJ6faFlGCCvJmLnSbznddbBgnpJjOFjtdyFCllX0kZbeLkEr2GQ4_7sLNfwqp2UqK4yLlfj_-YgXejS4OzpyP9UaB9bCKpnLPUxH87ZdB2RSDr6ZOTHFD-7W/s320/Larva+digliphus.jpg" width="320" /></a>Al depender del huesped, es complicada la introducción de Digliphus en el cultivo. En nuestro caso no tuvimos que comprar avispas, ellas penetraron en el cultivo desde el mismo lugar del que vinieron los minadores, al usar tratamientos poco agresivos para conservar las poblaciones de nesidiocoris se permitió la entrada y proliferación de organismos beneficiosos espontáneos, de hecho el minador ha permanecido en el cultivo durante toda la zafra, parasitado por Digliphus, y no ha llegado a producir ningún daño importante.<br />
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La <span style="font-size: large;">producción integrada</span> permite el uso de productos químicos en los casos necesarios, siempre que el principal pilar del control fitosanitario sean los organismos beneficiosos; por ejemplo, en los invernaderos de Teno, la base del control de plagas es la población de Nesidiocoris tenuis y de otros organismos beneficiosos como la avispa parásita en combinación con un correcto manejo, tratamientos con bacillus thurigiensis y el uso de insecticidas específicos sólo en los momentos en que sea necesario. (<a href="http://es.wikipedia.org/wiki/Producci%C3%B3n_Integrada">http://es.wikipedia.org/wiki/Producci%C3%B3n_Integrada</a>).<br />
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La agricultura integrada abre el camino para que, por un lado, el consumidor pueda estar más seguro de cómo se producen los alimentos, y por otro lado los agricultores puedan observar la importancia de realizar una labor mas racional. <br />
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En el fondo yo creo que sirve para que cultivadores que han sido educados en la "agricultura intensiva" decidan bajarse del burro de la absoluta dependencia de proveedores en la que estaban metidos, para estrujarse algo mas la cabeza y trabajar mas en la dirección de una agicultura eficiente a largo plazo, que sea capaz de mejorar su entorno y la calidad de sus productos.<br />
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La agricultura y la ganadería son básicas en el desarrollo de poblaciones humanas, es decir, sin estas actividades no sería posible sustentar nungún sistema, ni capitalista, ni comunista, ni socialista ni de ningún tipo. La base es siempre la alimentación, y sin ella no hay vida ni desarrollo social. De hecho sólo cuando los humanos empezaron a domesticar especies hace unos 10.000 años pudieron surgir las primeras civilizaciones (Sumerios 1ªcivilicación hace unos 6.000 años) (<a href="http://p-rosso.blogspot.com.es/2012/06/historia-de-la-tierra-la-vida-y-el-ser.html">http://p-rosso.blogspot.com.es/2012/06/historia-de-la-tierra-la-vida-y-el-ser.html</a>). <br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-8018230323481587072012-11-10T14:40:00.001+00:002016-06-08T19:22:57.419+01:00Razas autóctonas de Canarias, un patrimonio de valor incalculable<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVTGl9ZpG-IkNXIwsFqdnTFe00vrtW6tK1neVUu6dN-Zxc-5wfJf7T2D5RKGUHL1Ss2KxMufsBbiR0xn_crLvVtcyMrxW4mNVVdnvEhOyeuJ2BcFd1iP6Wr6ArtOD-Fcf_sicUiwEdi0AH/s1600/pozo+colon.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVTGl9ZpG-IkNXIwsFqdnTFe00vrtW6tK1neVUu6dN-Zxc-5wfJf7T2D5RKGUHL1Ss2KxMufsBbiR0xn_crLvVtcyMrxW4mNVVdnvEhOyeuJ2BcFd1iP6Wr6ArtOD-Fcf_sicUiwEdi0AH/s320/pozo+colon.jpg" width="320" /></a>Canarias ha sido históricamente la parada obligada para todas las expediciones que viajaban a América, por ejemplo Colón paró en La Gomera para abastecerse de agua y provisiones antes de iniciar su viaje pionero.<br />
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Cuando los colonos comenzaron a establecerse en las islas tras su conquista, encontraron algunas razas ganaderas que criaban los aborígenes canarios, como las cabras, ovejas de pelo y cochinos negros. De hecho, la oveja de pelo, apreciada por su rusticidad (resistencia) y calidad de carne, se exportó y crió de forma masiva convirtiéndose en una pieza clave para la conquista del nuevo mundo. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9vvWurlt-FHlhi557a4BsdawZIP5OMkDpdp3nzuI9nwF_TCXS4kT_hnCvy_eHb3Qoxe-kCFH5x7pknKm2xEn5In4mWF8v6lDhpTpxIGyCFRBC0j_6pvy5duiosKnMOq4T5zhBh022pQ-G/s1600/paisaje+rural.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9vvWurlt-FHlhi557a4BsdawZIP5OMkDpdp3nzuI9nwF_TCXS4kT_hnCvy_eHb3Qoxe-kCFH5x7pknKm2xEn5In4mWF8v6lDhpTpxIGyCFRBC0j_6pvy5duiosKnMOq4T5zhBh022pQ-G/s320/paisaje+rural.JPG" width="320" /></a>Los colonos de las islas también trajeron sus propias razas ganaderas, como las ovejas de lana, las vacas, gallinas, conejos y burros, además se trajeron dromedarios desde África durante la época de trasiego de esclavos africanos. La Abeja Canaria es un endemismo que se separó de la raza africana (de la que procede), hace más de 200.000 años.<br />
Desde Canarias se han exportado al mundo y también importado numerosas razas, pero con el tiempo se han adaptado un cierto número convirtiéndose en autóctonas de las islas, y por lo tanto en un importante patrimonio que se debería conservar enérgicamente.<br />
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Las razas ganaderas autóctonas tienen algunas cualidades productivas muy interesantes como veremos en este post, pero la principal es su gran adaptación a nuestro clima y entorno, que les confieren unas cualidades de resistencia a enfermedades y manejo inigualables. Además, como se pueden considerar propias de nuestras islas se convierten en productos únicos, con denominación de origen y que nos permiten por tanto ofrecer al consumidor parte de la importante herencia rural y culinaria que ha dejado el paso de la historia en las islas.<br />
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Podríamos formar tres grupos diferenciados por el momento histórico en que fueron introducidos en las islas de la siguiente manera:<br />
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Razas ganaderas endémicas, que estaban ya en las islas antes de que llegara a ellas ningún ser humano:<br />
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<span style="font-size: large;">Abeja negra Canaria: <span style="font-size: small;">En Canarias hay unas 23000 colmenas en 970 explotaciones, concentradas en su mayorí<span style="font-size: small;">a en <span style="font-size: small;">Tenerife. Cada colmena produce aproximadamente unos 15 kg de miel al año que hacen un total de 116000 kg<span style="font-size: small;">/año. Aproximadamente un 22 % del autoabastecimiento. Como ya comenté la abeja canaria <span style="font-size: small;"><span style="font-size: small;">se diferenció del tronco africano hace unos <span style="font-size: small;">200000 años, y está totalmente adaptada a la flora de nuestras is<span style="font-size: small;">las. Productos:<span style="font-size: small;"> miel<span style="font-size: small;">, cera y polinización.</span></span></span></span></span></span></span></span></span></span></span> <br />
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Razas ganaderas anteriores a la conquista, es decir, las que trajeron los aborígenes canarios:<br />
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<span style="font-size: large;">Cabra (majorera, Tenerife norte y sur y palmera): <span style="font-size: small;">El queso de cabra <span style="font-size: small;">es el producto ganadero estrella de canarias. </span>L<span style="font-size: small;">as razas da <span style="font-size: small;">Cabra Canaria son todas descendientes de <span style="font-size: small;">razas africanas, fueron traidas por los aborígenes hace <span style="font-size: small;">unos 2500<span style="font-size: small;"> años junto con los cochinos negros (negro canario)<span style="font-size: small;">, las ovejas de pelo (pelibuey<span style="font-size: small;">) </span>y los perros. Dentro del archipiélago se han diferenciado <span style="font-size: small;">4 razas principales con sus subrazas<span style="font-size: small;">, la majore<span style="font-size: small;">ra, <span style="font-size: small;">que es la más productiva y se encuentra principalmente en fuerteventura, Lanzarote y Gran Canaria (también en Tenerife)<span style="font-size: small;">. <span style="font-size: small;">Tenerife norte, con pelo oscuro y largo. Tenerife <span style="font-size: small;">sur, de pelo más corto y colores claros. Y la palmera, de color anaranjado con los cuernos en <span style="font-size: small;">espiral y <span style="font-size: small;">astados, ojos vivos y patas cortas. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Las principales características de las cabras canarias <span style="font-size: small;">son</span> su grán producción de leche, sobre los 260 Kg<span style="font-size: small;">/año <span style="font-size: small;">su buena adaptación a nuestro clima y características geográficas y el hecho de que solo tengan que ser ordeñadas una vez al día. Además los niveles de caseina y grasa son <span style="font-size: small;">muy altos. Productos: leche, <span style="font-size: small;">C</span>arne<span style="font-size: small;"> y</span> estiercol.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span> <br />
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<span style="font-size: large;">Oveja de pelo o pelibuey: <span style="font-size: small;">La oveja de pelo,<span style="font-size: small;"> <span style="font-size: small;">llegó</span> a las islas también con los aborígenes, <span style="font-size: small;">desciende de ovejas africanas<span style="font-size: small;">.</span> <span style="font-size: small;">A</span>l no tener lana no necesita ser esquilada<span style="font-size: small;">, cada hembr<span style="font-size: small;">a es capaz<span style="font-size: small;">, de forma natural, de parir 2 veces al año (<span style="font-size: small;">5 meses gestación + 1 de <span style="font-size: small;">preparación del útero y lactancia)<span style="font-size: small;">, suele tener partos dobles o <span style="font-size: small;">incluso triples, es decir,<span style="font-size: small;"> cada hembra es capaz de tener unos 4 corderos al año. Su carne es muy apreciada por sus buenas cualidades dietéticas. Es un animal m<span style="font-size: small;">uy rústico<span style="font-size: small;">.</span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-size: small;">Producto: carne y estiercol</span> <br />
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<span style="font-size: large;">Cochino negro canario: <span style="font-size: small;">El cochino negro Canario es un animal muy docil y rústico, las orejas largas hasta el ocico y los plinsamientos en la piel son características propias de la raza<span style="font-size: small;">. Tiene una prolificidad media de 8 lechones po<span style="font-size: small;">r</span> camada, y un tiempo de gestación cercano a los 4 meses (3m, 3<span style="font-size: small;">s<span style="font-size: small;">, 3d). La mayo<span style="font-size: small;">r parte de los e<span style="font-size: small;">jemplares se encuentran en Tenerife (c<span style="font-size: small;">ensados 190 + los no censados).</span></span></span> Producto: Carne y estiercol.</span></span></span></span></span> <br />
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Razas ganaderas posteriores a la conquista, introducidas desde Europa y África por colonos, pero que han sido adaptadas al medio rural hasta convertirse en autóctonas:<br />
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<span style="font-size: large;">Oveja canaria de lana y <span style="font-size: large;">O</span>v<span style="font-size: large;">e</span>ja palmera(descendientes de la churra y <span style="font-size: large;">ejemplares prehispánicos)<span style="font-size: large;">: <span style="font-size: small;">La oveja canaria <span style="font-size: small;">forma parte de la historia rural de los últimos siglos en <span style="font-size: small;">Canarias, de ella se utilizó principalmente su leche y su lana. La leche de oveja tiene mayor contenido en grasa q<span style="font-size: small;">ue la de cabra, por lo tanto se suele tener <span style="font-size: small;">alguna oveja en el rebaño para mejorar la calidad del queso. Hoy en día la producción de lana no es rentable, por lo que la oveja canaria se cria principalmente para la pr<span style="font-size: small;">oducción de quesos (el queso de flor, por ejemplo, se hace con leche de oveja).</span></span></span></span></span></span></span></span></span><br />
<span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Productos: <span style="font-size: small;">leche, carne, estiercol y lana</span> </span></span></span></span></span></span></span></span></span><br />
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<span style="font-size: large;">Vaca canaria basta y Vaca palmera: <span style="font-size: small;">Son vacas muy rústicas, y <span style="font-size: small;">que forman una pieza importante en el paisaje rural de Canarias. Las vacas fueron apreciadas por su <span style="font-size: small;">"triple aptitu<span style="font-size: small;">d", leche, carn<span style="font-size: small;">e y trabajo. <span style="font-size: small;">La fuerza mecánica en el campo era desempeñada principalmente por vacas, arados, trillas, eras, carros, etc<span style="font-size: small;">. Todo funcionó durante un tiempo gracias a las vacas y los toros <span style="font-size: small;">canarios. Desciende de ejemplares de la península ibérica<span style="font-size: small;">.<span style="font-size: small;"> Tiene una producción de leche <span style="font-size: small;">muy baja en comparación con la de cu<span style="font-size: small;">alquier vaca<span style="font-size: small;">. <span style="font-size: small;">El peso de las hembras puede llegar a los 600 kg y el de los machos a los 1000 kg. La vaca palmera <span style="font-size: small;">tiene la capa de un color más claro. </span></span>Productos: <span style="font-size: small;">trabajo, carne, leche<span style="font-size: small;"> y</span> estiercol.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-size: large;">Gallina jabada: <span style="font-size: small;">Es producto d<span style="font-size: small;">el cruce entre gallin<span style="font-size: small;">as hispánicas y gallinas inglesas, ti<span style="font-size: small;">ene pocas necesidades alimenticias, <span style="font-size: small;">gran tamaño, carne de buena calidad, <span style="font-size: small;">pone menos huevos que las holandesas<span style="font-size: small;">. Productos: <span style="font-size: small;">huevos, carne<span style="font-size: small;"> y</span> estiercol</span></span></span></span></span></span></span></span></span>.<br />
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<span style="font-size: large;">Burro majorero: <span style="font-size: small;">En la actualidad hay menos de 200 ejemplares, sólo hay auténticos burros majoreros en fuerteventura, es el único équido autóctono de las islas<span style="font-size: small;">. Descie de de animales del norte de <span style="font-size: small;">Á</span>frica, fueron introducidos por conquistadores que viajaban entre Canarias y el norte de <span style="font-size: small;">África<span style="font-size: small;">. Pesa entre 125 y 175 kg, es muy rústico y<span style="font-size: small;"> puede ser muy longevo.</span></span></span></span></span></span><br />
<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Productos: Trabajo y estierco<span style="font-size: small;">l</span>. </span></span></span></span></span></span><br />
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<span style="font-size: large;">Camello canario (dromedario): <span style="font-size: small;">Durante la época de trasiego de esclavos en<span style="font-size: small;">tre África y América, <span style="font-size: small;">se trajeron dromedarios a las islas, apreciados por sus aptitudes de trabajo, se adaptaron pronto al paisaje <span style="font-size: small;">canario, hasta convertirse en animales<span style="font-size: small;"> autóctonos, de hecho <span style="font-size: small;">está reconocído como el único camélido autóctono de Europa. Productos: trabajo y estiercol.</span></span></span></span></span></span></span><br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com1tag:blogger.com,1999:blog-2520603123127289889.post-9086626801955005902012-07-26T15:31:00.001+01:002013-06-17T17:24:18.024+01:00Hormigas cortadoras de hojas (Atta y Acromyrmex), una lección sobre lucha integradaEl ser humano lleva unos 10000 años domesticando especies para producir alimentos, en un principio sólo se cultivaban varias clases de trigo, cebada, guisantes, lentejas, garbanzos, yeros y lino, es decir los conocidos como cultivos fundador del Neolítico (creciente fértil).<br />
Poco a poco, a medida que íbamos mejorando nuestras técnicas de cultivo y aumentábamos nuestra capacidad de producir alimentos crecíamos en número.<br />
El control de plagas nunca se llevó a cabo hasta hace <b>menos de dos siglos</b>. Las antiguas poblaciones entendían que los recursos para producir alimentos provenían de la naturaleza, y probablemente ya intuían que los organismos que atacaban sus cosechas eran controlados de alguna forma natural.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipWuqY4DV_M82hCFxdLNYPWLchyjTrkismOD8JO6a2fsa5FVrCS2UK5qGzKVuh0PhrdWgsitsQKxJugsw-82XkhQWcp8hj65E3-bQwmHSt3a1xgEi6FslnuwDhcfGBvllG0eqCr6o-zTKb/s1600/atta+cultivando+hongos.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipWuqY4DV_M82hCFxdLNYPWLchyjTrkismOD8JO6a2fsa5FVrCS2UK5qGzKVuh0PhrdWgsitsQKxJugsw-82XkhQWcp8hj65E3-bQwmHSt3a1xgEi6FslnuwDhcfGBvllG0eqCr6o-zTKb/s320/atta+cultivando+hongos.jpg" width="320" /></a>La naturaleza es sin duda el lugar ideal en el que encontrar ejemplos del buen uso de los recursos, no en vano existe vida en nuestro planeta desde hace más de 3500 millones de años.<br />
En sudamerica pueden encontrarse hormigas del género Atta o Acromyrmex, estos insectos llevan mas de 65 millones de años cultivando dentro de sus hormigueros el hongo del que se alimentan (basidiomiceto). Para producir el hongo recogen diariamente ingentes cantidades de hojas de arboles, de las que este se alimenta y que por lo tanto serán la base de su sistema agrario. <br />
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Curiosamente, se ha descubierto que este hongo ha sido reproducido por las hormigas de forma asexual durante millones de años, es decir, no ha variado genéticamente, y por lo tanto no ha podido desarrollar ninguna resistencia a posibles patógenos (que si han seguido evolucionando). Por lo tanto depende de las hormigas para su superviviencia, o dicho de otro modo, ha sido domesticado por las hormigas hasta el punto en que no puede vivir si no es con estas.<br />
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Pero, <span style="font-size: large;">¿Cómo han conseguido las hormigas cortadoras de hojas mantener este cultivo libre de patógenos durante 60 millones de años?. </span><br />
<span style="font-size: large;"><span style="font-size: small;">Al principio, los investigadores pensaron que simplemente no había plagas que atacaran sistema de las hormigas, y por eso habían podido sobrevivir tanto tiempo. Pero, al aislar una parte del hongo en laboratorio se observó como en poco tiempo era consumido por un <b>moho muy agresivo</b>, lo que indicaba que sí hay presencia de patógenos, y además muy agresivos dentro del cultivo de las hormigas. Y además que <b>el control de estos patógenos depende de la asociación entre el hongo y la hormiga.</b></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw3nmZQUr-HBwJxxJjX243Ofx3Z-LcNuMM4kA15dEnHNtEZXrlsfp4G7FIPSjkj7s36e_wiEVpABhgrLxiQ4zU-cfQJMtKHnIL0WXdagHzP5-XCmtpewk_xwPj227rH23pMo8q7C-Np2wI/s1600/ant-worker-fungal-garden-101123-02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw3nmZQUr-HBwJxxJjX243Ofx3Z-LcNuMM4kA15dEnHNtEZXrlsfp4G7FIPSjkj7s36e_wiEVpABhgrLxiQ4zU-cfQJMtKHnIL0WXdagHzP5-XCmtpewk_xwPj227rH23pMo8q7C-Np2wI/s320/ant-worker-fungal-garden-101123-02.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIStkMpMtqReG76sXJ3h3Y2WEfYn7qkymzsZI6puQL93oxe4gbyQhuYb5z-3C3x2-D2PeubbQhKlb2eNkBe362GGDRfSjIZcgFYGKnqmdMffXnsBSauAEXQiGjeSqidNo2CbEKy-7KqfKd/s1600/Fungus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIStkMpMtqReG76sXJ3h3Y2WEfYn7qkymzsZI6puQL93oxe4gbyQhuYb5z-3C3x2-D2PeubbQhKlb2eNkBe362GGDRfSjIZcgFYGKnqmdMffXnsBSauAEXQiGjeSqidNo2CbEKy-7KqfKd/s1600/Fungus.jpg" /></a><span style="font-size: large;"><span style="font-size: small;">Tras muchas investigaciones, se observó que las hormigas estan cubiertas por un polvillo blanco, en el que vive una especie de bacteria (pseudonocardia), esta bacteria produce antibióticos que combaten al moho patógeno (escovopsis).</span></span> <a href="http://espiroquetos.wordpress.com/2009/05/13/symbiont-recognition-of-mutualistic-bacteria-by-acromyrmex-leaf-cutting-ants/">http://espiroquetos.wordpress.com/2009/05/13/symbiont-recognition-of-mutualistic-bacteria-by-acromyrmex-leaf-cutting-ants/</a><br />
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<blockquote class="tr_bq">
"Numerosos investigadores habían observado que los jardines fúngicos en presencia de hormigas jardineras permanecían limpios pero cuando las hormigas eran removidas se contaminan rápidamente, sin embargo Currie et al. (1999) fueron los primeros en observar hormigas cubiertas de una bacteria filamentosa que posteriormente se identificó en el género Pseudonocardia. Estas bacterias que se hospedan en estructuras especializadas del exoesqueleto de las hormigas, además de promover el crecimiento de los jardines fúngicos, producen metabolitos secundarios, entre ellos antibióticos con potentes propiedades específicas inhibitorias del crecimiento de microorganismos que pueden contaminar el jardín y que las jardineras utilizan para mantener los cultivos del hongo simbiótico libres de contaminantes (Currie et al. 1999)".</blockquote>
El hongo escovopsis y demás patógenos se reproducen a menor velocidad que la bacteria pseudonocardia, de modo que evolucionan a menor velocidad. Esto hace que antes de que las plagas puedan hacer daño al sistema por crear resistencias, las bacterias evocucionen y acaben con ellas. Esta es la explicación de porqué este sistema mutualista ha sobrevivido durante 65 millones de años.<br />
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Comparando este sistema con un sistema agrario de los humanos, nosotros seríamos las hormigas, el hongo basidiomiceto el cultivo, el forraje serían nuestros abonos, tierra y agua, el hongo escovopsis nuestras plagas y las bacterias pseudonocardia nuestra lucha fotosanitaria.<br />
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<span style="font-size: large;">Conclusión:</span> La única forma de luchar contra las plagas de los cultivos a largo plazo, además de la mejora de los sistemas, será lo que hoy en día se conoce como lucha bilógica, es decir, atacar a las plagas de los cultivos con patógenos de estas, puesto que estos, al ser organismos vivos son capaces de adaptarse a las resistencias.<br />
Pero además habrá que tener en cuenta la capacidad evolutiva de los organismos beneficiosos, hasta el punto de que <b>si no evolucionan o lo hacen muy lentamente no sirven a largo plazo. </b><br />
Por ejemplo; si hay mosca blanca (bemisia tabaci) y nessidiocoris tenuis (depredador de larvas y huevos de mosca blanca) en un cultivo de tomates, la mosca blanca tras sucesivas generaciones puede mutar haciendo que sus larvas contengan una sustancia repelente para el nessi, de modo que incrementará sus poblaciones creando daños al cultivo. Al aumentar la cantidad de comida para el nessi, este, tras sucesivas generaciones, también mutará y empezará a comerse las larvas de mosca blanca evolucionadas. Del tiempo que transcurra entre la mutación de la mosca blanca y la del nessi dependerán los daños en el cultivo, de modo que si el nessi tarda demasiado en evolucionar, la mosca blanca acabará con el cultivo.<br />
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<br />
Algunos enlaces relacionados: <br />
<br />
<a href="http://orton.catie.ac.cr/repdoc/A3765e/A3765e.pdf">http://orton.catie.ac.cr/repdoc/A3765e/A3765e.pdf</a><br />
<a href="http://es.wikipedia.org/wiki/Hormigas_cortadoras_de_hojas">http://es.wikipedia.org/wiki/Hormigas_cortadoras_de_hojas</a><br />
<a href="http://espiroquetos.wordpress.com/2009/05/13/symbiont-recognition-of-mutualistic-bacteria-by-acromyrmex-leaf-cutting-ants/">http://espiroquetos.wordpress.com/2009/05/13/symbiont-recognition-of-mutualistic-bacteria-by-acromyrmex-leaf-cutting-ants/</a><br />
<a href="http://www.szu.org.uy/node/38">http://www.szu.org.uy/node/38</a>Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-1812068213604945262012-07-09T14:30:00.000+01:002013-06-17T17:25:02.964+01:00¡¡¡Final de curso!!!Si señores, el día 28 de Junio recogí las notas finales, con lo que doy mi etapa de estudiante en la Escuela de Capacitación por terminada, o al menos esta (igual vuelvo a hacer otro curso...).<br />
<br />
<br />
Han sido dos años muy especiales, en los que he adquirido importantes conocimientos. Pienso que todo el mundo debería comenzar por hacer una formación profesional antes de lanzarse a estudiar una carrera. En nuestro país hay muchísima gente con importantes títulos que no saben cómo utilizar de forma profesional.<br />
<br />
Si los jóvenes supieran cómo aplicar los conocimientos que adquieren en la universidad seríamos mucho más competitivos, es evidente que falta mejorar la conexión entre el sector productivo de nuestro país y el científico.<br />
<br />
<b>Buenos momentos:</b> Lo mejor, sin duda, los compañeros del curso, un grupo con ideales y con claras perspectivas, que afrontó todas las vicisitudes con talante, buscando el bien general (incluido el de los profesores).<br />
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En poco tiempo nos convertimos en grandes compañeros, conseguimos que prevaleciera el respeto y la igualdad, y nos ayudamos, nos ayudamos mucho en todo momento, lo cual nos hizo grandes y dificiles de quebrar; Héctor, Iván Rodriguez, Antonio, Amanda, Amya, Itcíar, Aroe, Nahum, Vicente, Moisés, Iván León, Til, Sara, Yeray, Jacob, Adrian y Danilo <span style="font-size: large;">¡¡¡Enhorabuena compañeros!!!.</span><br />
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<a name='more'></a>Otra de las cosas buenas del curso fueron los profesores, la mayoría grandes profesionales, que tienen grandes conocimientos sobre las materias que enseñan. Nos aportaron importantes conocimientos que utilizaremos en la mayoría de nuestras profesiones y de hecho probablemente sigan siendo puntos de referencia la hora de encontrar el camino correcto hacia el éxito.<br />
<b>Los profesores: </b><br />
<b>Urbano;</b> nuestro tutor, el comandante, maestro en producción de plantas.<br />
<b>Santos,</b> maestro en agroecología y trabajos agrícolas.<br />
<b>Marrero,</b> maestro de las instalaciones.<br />
<b>Pacheco,</b> maestro de la mecánica.<br />
<b>Hector,</b> maestro del medio rural.<br />
<b>Baldomero,</b> maestro en veterinaria y ganadería.<br />
<b>Ana,</b> maestra en veterinaria y ganadería.<br />
<b>Mayte,</b> un ejemplo en método, maestra en fitopatologías, administración, etc.<br />
<b>Merche,</b> otro ejemplo en método, maestra en veterinaria y ganadería.<br />
<b>Anselmo,</b> maestro en instalaciones y lucha integrada.<br />
<b>Alfonso,</b> maestro en relaciones en el entrorno de trabajo y sociología.<br />
<b>Millán,</b> maestro en fruticultura y agricultura en general.<br />
<b>Norely,</b> maestra en formación laboral y temas jurídicos.<br />
<b>Lucía, </b>ejemplo en método, maestra en inglés.<br />
<b>Dionisio,</b> grandes conocimientos <br />
<b>Andrés,</b> muy buena intención y grandes conocimientos de agricultura<br />
<b>Luisa,</b> muy buena intención y grandes conocimientos.<br />
<b>Elena</b><br />
<b>Benigno, </b>Llegó al final, para ayudarnos con los proyectos de integración, nos ayudaron sus buenos consejos sobre agricultura.<br />
<span style="font-size: large;">Gracias por todo.</span> <br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com2Escuela de capacitación de Tacoronte, Camino Casas del Marqués, 38358 Tacoronte, España28.495133859193565 -16.4188206195831328.481178859193566 -16.43856161958313 28.509088859193565 -16.39907961958313tag:blogger.com,1999:blog-2520603123127289889.post-74284664151757260702012-06-20T13:56:00.000+01:002013-11-01T13:10:35.921+00:00Historia de la Tierra, la vida y el ser humano.<span style="font-size: large;"><span style="font-size: small;">A menudo oigo hablar de que si la tierra se formó hace no se cuantos millones de años, que si la vida en la tierra apareció hace tantos millones de años o si las placas tectónicas se separaron hace tantos millones de años, pero siempre he echado en falta poder ubicar temporalmente esos sucesos. </span></span><br />
<span style="font-size: large;"><span style="font-size: small;">Asi que he decidido formarme una especie de cadena temporal en la que se puedan ver sucesos que me han parecido de relevancia. De este modo espero poder entender mejor la historia de nuestro planeta, de la vida o del impacto del ser humano. </span> </span><br />
<span style="font-size: small;">De modo que empezaré desde el principio del Universo, para luego hablar de la formacion del planeta, la aparición de la vida, del ser humano, el desarrollo de los conocimientos y su impacto.</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: large;">- Hace unos 13.700.000.000 años (13.700 Ma), <span style="font-size: small;">Una gran explosión (<a href="http://es.wikipedia.org/wiki/Teor%C3%ADa_del_Big_Bang">Big Bang</a>), da origen al Universo. </span></span><br />
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<a name='more'></a><span style="font-size: large;">- Hace unos 4.600.000.000 años (4.600 Ma),</span> se forma el sistema solar a partir de la <a href="http://es.wikipedia.org/wiki/Nebulosa_protosolar" title="Nebulosa protosolar">nebulosa protosolar</a>. Es decir, se forman los planetas (nace la Tierra) y el Sol.<br />
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<span style="font-size: large;">- Hace unos 4.500.000.000 años (4500 Ma), <span style="font-size: small;">se cree que se formó la Luna a partir de un gran impacto entre dos planetas que se formaron a la misma distancia del Sol, la Tierra y Theia (un planeta algo más pequeño que Marte (<a href="http://es.wikipedia.org/wiki/Luna">http://es.wikipedia.org/wiki/Luna</a>)</span></span><br />
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<span style="font-size: large;">- Hace unos 4.000.000.000 años (4.000 Ma), <span style="font-size: small;">el agua expulsada por la actividad magmática y eruptiva de la Tierra en forma de vapor, se condensa y forma los primeros océanos.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDfrk_VOrKWO4L1nSMPHuHPk7Vg4UYu8_XIg1gOI1jPhFKKarOH4nhrOm3tEG8Jk7GdlH54aAl66LE7rgnnOptikfkUn7yyZULVw9kWE21XndHvgbBhPjiXomshIKOfAzcGKyA5z7NnXD5/s1600/Joven+tierra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDfrk_VOrKWO4L1nSMPHuHPk7Vg4UYu8_XIg1gOI1jPhFKKarOH4nhrOm3tEG8Jk7GdlH54aAl66LE7rgnnOptikfkUn7yyZULVw9kWE21XndHvgbBhPjiXomshIKOfAzcGKyA5z7NnXD5/s200/Joven+tierra.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0RRUV0soo3wtMRBB91_Kx-LZlP1gTialRn5MZh8nbZM22qGH3-BZm4qBg2r7U0jUTlvg6vjgzhAcbmEyNkfzhOFVEtsvYeQX5f6FqsMDUijDvPknU0927ave39KIafPKaHL1ckIuGtdfo/s1600/tierra+primitiva.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0RRUV0soo3wtMRBB91_Kx-LZlP1gTialRn5MZh8nbZM22qGH3-BZm4qBg2r7U0jUTlvg6vjgzhAcbmEyNkfzhOFVEtsvYeQX5f6FqsMDUijDvPknU0927ave39KIafPKaHL1ckIuGtdfo/s200/tierra+primitiva.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 4.000.000.000 años (4.000 Ma), <span style="font-size: small;">g</span></span>enerada por la energía química de la joven Tierra, surgió, bajo el agua, una molécula
(o varias) que poseía la capacidad de hacer copias similares a ella
misma –el «primer <a href="http://es.wikipedia.org/wiki/Replicaci%C3%B3n_de_ADN" title="Replicación de ADN">replicador</a>»-, es decir, surge la vida en la Tierra.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTvnDq_Ai3qXwQx2lJDJVaRZ6Ay0hGDv3nyKfsgv_FcgfKlQFYqAPSETDp3_ZRhZ4q2FTPmr6HzfpVc40AWoNrOv2q5yTgEtM0o5jGUimp8iTCTg2dVlCbPWoY7WUq7rnuuu5KMMw82iSh/s1600/fumarola-volcanica-submarina-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTvnDq_Ai3qXwQx2lJDJVaRZ6Ay0hGDv3nyKfsgv_FcgfKlQFYqAPSETDp3_ZRhZ4q2FTPmr6HzfpVc40AWoNrOv2q5yTgEtM0o5jGUimp8iTCTg2dVlCbPWoY7WUq7rnuuu5KMMw82iSh/s200/fumarola-volcanica-submarina-2.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 3.500.000.000 años (3.500 mA), <span style="font-size: small;">aparece "LUCA", el antecesor común de todas las células, es decir, la primera célula.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfTRAx2IsC8yO6Ul54FoHosSLSQ2Av0iI5AfRvCNr_itxeLz-a8oufqplF85Ei1v-4SzTXRiB76yajkGQ5ko9_mJlsL_9tcLzuZRJyseYuorLPBKp29A9JPthpWKiJ_eDemkq8DOlz3c4f/s1600/LUCA.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfTRAx2IsC8yO6Ul54FoHosSLSQ2Av0iI5AfRvCNr_itxeLz-a8oufqplF85Ei1v-4SzTXRiB76yajkGQ5ko9_mJlsL_9tcLzuZRJyseYuorLPBKp29A9JPthpWKiJ_eDemkq8DOlz3c4f/s200/LUCA.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiebGLm3BB6Ex9Mofa_sCmJ6UJSgt6mAieTrxL31ZhBthu_Ee8CSUpNA5wHcnEzXvPXFQQT0l7kQtynYZPWuIFqX6KuYPs5hXCAEq5zEg40aUwCRK3nYiGtgSouBk4m4Cblgkr4F3Tw61FD/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiebGLm3BB6Ex9Mofa_sCmJ6UJSgt6mAieTrxL31ZhBthu_Ee8CSUpNA5wHcnEzXvPXFQQT0l7kQtynYZPWuIFqX6KuYPs5hXCAEq5zEg40aUwCRK3nYiGtgSouBk4m4Cblgkr4F3Tw61FD/s200/images.jpg" width="180" /></a></div>
<span style="font-size: large;">- Hace unos 3.000.000.000 años (3.000 mA),</span> aparecen las primeras bacterias capaces de aprovechar la luz solar (fotosíntesis). La fotosíntesis consume bastante <a href="http://es.wikipedia.org/wiki/Di%C3%B3xido_de_carbono" title="Dióxido de carbono">CO<sub>2</sub></a> y <a href="http://es.wikipedia.org/wiki/Agua" title="Agua">agua</a> como materia prima y, con la energía de la luz solar, produce moléculas ricas en energía (los <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Carbohidratos" title="Carbohidratos">carbohidratos</a>) y oxígeno. El oxígeno producido (tras reaccionar con el hierro y la caliza), transforma la atmósfera hasta el estado actual, los rayos ultravioleta excitan parte del oxígeno y lo transforman en ozono, formando la capa de ozono.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBzAZ9Wf-KLtDss0bMMgW9HOWzZG1HRsEr4U5YHugNIgNnEKiEGjoWjiY2r_r5sFJfAZ9fXJ4ylao4842rWAd6C9nZ_pxyQGRI6nwKMdEiIDb7m0DWDKqT4WTQp0bbPnlugaIbZne3k8f2/s1600/FOTOSINTESIS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBzAZ9Wf-KLtDss0bMMgW9HOWzZG1HRsEr4U5YHugNIgNnEKiEGjoWjiY2r_r5sFJfAZ9fXJ4ylao4842rWAd6C9nZ_pxyQGRI6nwKMdEiIDb7m0DWDKqT4WTQp0bbPnlugaIbZne3k8f2/s200/FOTOSINTESIS.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 2.000.000.000 años (2.000 Ma),</span> la deformación compresiva de placas de la corteza (<a href="http://es.wikipedia.org/wiki/Orog%C3%A9nesis" title="Orogénesis">orogenias</a>) forma varios continentes que se unen hasta formar el primer <a href="http://es.wikipedia.org/wiki/Supercontinente" title="Supercontinente">supercontinente</a> llamado <a href="http://es.wikipedia.org/wiki/Columbia_%28supercontinente%29" title="Columbia (supercontinente)">Columbia</a>. Comienza a fragmentarse hace unos 1600 millones de años.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiitlhkZzmXBQwR1EJn2jCPtFMouwikdFCr4_hZp6u-R1Elni0o0oXxpJYJmj535xdCV7XUxhpP0KViU2rUvL9aO2TLmy742H1BHSsIMLfJ9u7OmCWGnQNUU5bun_AELnCska8rLf6YMS6r/s1600/siupercontinente-columbia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="86" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiitlhkZzmXBQwR1EJn2jCPtFMouwikdFCr4_hZp6u-R1Elni0o0oXxpJYJmj535xdCV7XUxhpP0KViU2rUvL9aO2TLmy742H1BHSsIMLfJ9u7OmCWGnQNUU5bun_AELnCska8rLf6YMS6r/s200/siupercontinente-columbia.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 1.300.000.000 años (1.300 Ma),</span> se forma el supercontinente <a href="http://es.wikipedia.org/wiki/Rodinia">Rodinia</a>, a
partir de tres o cuatro continentes preexistentes, un acontecimiento
conocido como la <a class="new" href="http://es.wikipedia.org/w/index.php?title=Orogenia_Grenville&action=edit&redlink=1" title="Orogenia Grenville (aún no redactado)">Orogenia Grenville</a>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_HaLGF6Iyi4freWy9ho2EeOHKN0L7AJuGlefYxwlL7nOeMoRvfMzd2kTa6IHYeeQgCOKa-5iOY4FOXq3VAYk-Klwe35D_keeG2ggrZFhyHzuwjZr3MTzdYJj9Y_Hsc6N_CMC3GOSd-28l/s1600/1300+ma.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_HaLGF6Iyi4freWy9ho2EeOHKN0L7AJuGlefYxwlL7nOeMoRvfMzd2kTa6IHYeeQgCOKa-5iOY4FOXq3VAYk-Klwe35D_keeG2ggrZFhyHzuwjZr3MTzdYJj9Y_Hsc6N_CMC3GOSd-28l/s200/1300+ma.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 1.000.000.000 años (1.000 Ma),</span> los hongos salen del agua y comienzan a colonizar la tierra. Se convierten así en la primera forma de vida no submarina.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidRiW0cgHsJ6ZjoTi7DhGQASI2ZFILewfNfQjy8VKj2Q8PkTA1rvcUoC6-A7nyIiBu6G61uXh9V69tDd2giba3nYlwiLUQybEHkh-Lv_FBhI9IfYndrwa1gEUErvjnclGsiP0fV-SGVUV9/s1600/hongo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidRiW0cgHsJ6ZjoTi7DhGQASI2ZFILewfNfQjy8VKj2Q8PkTA1rvcUoC6-A7nyIiBu6G61uXh9V69tDd2giba3nYlwiLUQybEHkh-Lv_FBhI9IfYndrwa1gEUErvjnclGsiP0fV-SGVUV9/s1600/hongo.jpg" /></a></div>
<span style="font-size: large;">- Hace unos 750.000.000 años (750 Ma),</span> tras una glaciación que duró más de 20 mA y cubrió todos los océanos de hielo, el dióxido de carbono liberado por los volcanes provoca efecto invernadero y aumenta la temperatura global del planeta. Rodinia comienza a fracturarse.<br />
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<span style="font-size: large;">- Hace unos 700.000.000 años (700 Ma),</span> las plantas comienzan a colonizar la tierra.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPqTZJMpujSdhue1B_LDOA2B-NdT9dw0dAmSkhKmSIZYWAdqe3mEB64tpxnxE85MeQd1mDnjxWx-9gO4wYsvE2SN184xCO5bUp1pIk46QQRvfybyDBOj3X_2y-LPUM74FqSkgMiocsJth0/s1600/plantas+tierra+agua.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPqTZJMpujSdhue1B_LDOA2B-NdT9dw0dAmSkhKmSIZYWAdqe3mEB64tpxnxE85MeQd1mDnjxWx-9gO4wYsvE2SN184xCO5bUp1pIk46QQRvfybyDBOj3X_2y-LPUM74FqSkgMiocsJth0/s200/plantas+tierra+agua.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 600.000.000 años (600 Ma),</span> los continentes vuelven a unirse y forman el supercontinente <a href="http://es.wikipedia.org/wiki/Pannotia">Pannotia</a>. Este supercontinente comienza a fragmentarse 60 millones de años después.<br />
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<span style="font-size: large;">- Hace unos 450.000.000 años (450 Ma),</span> los artrópodos salen del agua y prosperan alimentándose de las plantas terrestres.<br />
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<span style="font-size: large;">- Hace unos 360.000.000 años (360 Ma),</span> las plantas desarrollan semillas y se propagan por toda la tierra.<br />
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<span style="font-size: large;">- Hace unos 310.000.000 años (310 Ma), </span>aparecen los primeros mamíferos junto con los saurópsidos.<br />
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<span style="font-size: large;">- Hace unos 300.000.000 años (300 Ma),</span> los continentes vuelven a unirse para formar <a href="http://es.wikipedia.org/wiki/Pangea">Pangea</a>, el último supercontinente (hasta la fecha), este continente comienza a fragmentarse hace unos 200 millones de años.<br />
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<span style="font-size: large;">- Hace unos 60.000.000 años (60 mA),</span> aparecen las primeras hormigas agricultoras, una de las primeras sociedades que utiliza la lucha integrada para cultivar su alimento.<br />
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<span style="font-size: large;">- Hace unos 2.000.000 años (2 mA),</span> aparecen los primeros animales clasificados en el género homo. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP10jN7-VTBzhvECf_QXoMpXt0kX8KZweab8g85QcFY4QI8cP8gaOMvhcsmSrlev8508iTQOs86OdML4lg63RljCmdt1yDHahFdzsuPPPME23DrlTyUHW-8LQR3ytO2oqS_6a9gWokxw1Q/s1600/Homo_erectus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP10jN7-VTBzhvECf_QXoMpXt0kX8KZweab8g85QcFY4QI8cP8gaOMvhcsmSrlev8508iTQOs86OdML4lg63RljCmdt1yDHahFdzsuPPPME23DrlTyUHW-8LQR3ytO2oqS_6a9gWokxw1Q/s200/Homo_erectus.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 790.000 años,</span> el homo erectus conoce el fuego.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4F3HaN2cApKlA30cdF6YaViH_4nTQ3oWHpbYqJpQLSF5QQKiGv_deBBi5UPuY523NOw3c-kcEB4yIVHhh_Bx2cgFb6-M82-2UDI3bDmEvG8jeD37brnnFeDktFL2IJctD9thqiY3ItYbQ/s1600/homo_erectus_fuego_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4F3HaN2cApKlA30cdF6YaViH_4nTQ3oWHpbYqJpQLSF5QQKiGv_deBBi5UPuY523NOw3c-kcEB4yIVHhh_Bx2cgFb6-M82-2UDI3bDmEvG8jeD37brnnFeDktFL2IJctD9thqiY3ItYbQ/s200/homo_erectus_fuego_2.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 10.000 años (8.000 a.c),</span>
los seres humanos que vivían en el llamado creciente fértil, actual
Oriente Medio, comenzaron, de manera sistemática, la cría de animales y
plantas: la agricultura.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ4ixqF78grlGJzrPVvDNnjaz9VMK0cXNImytaYT7KXisxifXCt4I5I_QT_D5yJV3QzT1sgiK7ToUhHv9OkmmBXdn2b_h_XITyi5blNbxqmFpoEvAe6bvIa-zJ6pzC_r3aOZyUPhrQpoBJ/s1600/creciente-fertil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ4ixqF78grlGJzrPVvDNnjaz9VMK0cXNImytaYT7KXisxifXCt4I5I_QT_D5yJV3QzT1sgiK7ToUhHv9OkmmBXdn2b_h_XITyi5blNbxqmFpoEvAe6bvIa-zJ6pzC_r3aOZyUPhrQpoBJ/s200/creciente-fertil.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 6.000 años (4.000 a.c),</span> aparece la primera <a href="http://es.wikipedia.org/wiki/Civilizaci%C3%B3n" title="Civilización">civilización</a> de la tierra, la <a href="http://es.wikipedia.org/wiki/Sumeria" title="Sumeria">Sumeria</a> en el Oriente Medio.<sup> </sup>Otras civilizaciones surgieron rápidamente en <a href="http://es.wikipedia.org/wiki/Antiguo_Egipto" title="Antiguo Egipto">Egipto</a> y en el valle del río <a href="http://es.wikipedia.org/wiki/Cultura_del_valle_del_Indo" title="Cultura del valle del Indo">Indo</a>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEircvEJS7imsm4j6wRh0NJcp-dNE3QLpIfnMLH1snwytGedUBAl8fj8kuj7sB4ohZv-QJw09lmf_U-OOLMIx7iXNYX-C-rruK7SZc-rSMsNttiM3VdzN-NdR3Y-WgBNvgqdcoz5F5txEGBa/s1600/sumerios.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEircvEJS7imsm4j6wRh0NJcp-dNE3QLpIfnMLH1snwytGedUBAl8fj8kuj7sB4ohZv-QJw09lmf_U-OOLMIx7iXNYX-C-rruK7SZc-rSMsNttiM3VdzN-NdR3Y-WgBNvgqdcoz5F5txEGBa/s320/sumerios.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR63BifbkFs55WO_ZkEUTRoRi78joRxk3IuYoWSe7vT53O6mbVJ9HBwtDEDfLC_HQz8c5oKkM3jd8IfoTY4X5h2b0RgeaZJUgGlQ-xqMm0ddgHIYTfTEGCLpG_5fyJAqUL1MlwpYBe-kVL/s1600/390px-Evoluci%C3%B3n_de_las_civilizaciones_antiguas.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR63BifbkFs55WO_ZkEUTRoRi78joRxk3IuYoWSe7vT53O6mbVJ9HBwtDEDfLC_HQz8c5oKkM3jd8IfoTY4X5h2b0RgeaZJUgGlQ-xqMm0ddgHIYTfTEGCLpG_5fyJAqUL1MlwpYBe-kVL/s200/390px-Evoluci%C3%B3n_de_las_civilizaciones_antiguas.JPG" width="130" /></a></div>
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<span style="font-size: large;">- Hace unos 5.000 años (3.000 ac),</span> comienza a tomar forma el Hinduismo, una de las religiones más antiguas.<br />
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<span style="font-size: large;">- Hace unos 500 años,</span> comienza el Renacimiento en Italia. A comienzos del 1500, la civilización europea comenzó a experimentar los cambios que conducían a la <a href="http://es.wikipedia.org/wiki/Revoluci%C3%B3n_de_Cop%C3%A9rnico" title="Revolución de Copérnico">revolución científica</a> e <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Revoluci%C3%B3n_industrial" title="Revolución industrial">industrial</a>: ese continente comenzó a ejercer una dominación política y cultural sobre las sociedades humanas de todo el planeta.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyXQ2iwqpFxi65dKZ74R0YDiaTQzHesRoykbpTntgvqS6WWsnW1jTc91_EWEnQqpf9ElWAu5-G_9aW9uwv5T3Z9fAmJR7HUL1Q-4fit5wRRKbXrTlTai3TjMahsNdhTugLPShpMePppcXx/s1600/telescopio+1500+dc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyXQ2iwqpFxi65dKZ74R0YDiaTQzHesRoykbpTntgvqS6WWsnW1jTc91_EWEnQqpf9ElWAu5-G_9aW9uwv5T3Z9fAmJR7HUL1Q-4fit5wRRKbXrTlTai3TjMahsNdhTugLPShpMePppcXx/s200/telescopio+1500+dc.jpg" width="149" /></a></div>
<span style="font-size: large;">- Hace unos 250 años,</span> mediados del siglo XVIII, comienza la revolución industrial, con lo que se disparan los niveles de emisión del carbono mineral (sepultado en la tierra en forma de carbón, petróleo, etc) hacia la atmósfera. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaXLC16184HbioqE_o5H8AVXEXZOG9vENlro52yx0Dtfef4aQsKqElIsulECZau1oyraqsT55jBBxkomNSgiy1w7-pSDdY11Sjj7WBy7Kmyj5wRmO7izxCpL3_3u3dLSwoDmWHS59E42TF/s1600/revolucion+industrial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="99" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaXLC16184HbioqE_o5H8AVXEXZOG9vENlro52yx0Dtfef4aQsKqElIsulECZau1oyraqsT55jBBxkomNSgiy1w7-pSDdY11Sjj7WBy7Kmyj5wRmO7izxCpL3_3u3dLSwoDmWHS59E42TF/s200/revolucion+industrial.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace unos 200 años,</span> en el siglo XIX se logran obtener aceites fluidos que empezaran pronto a
usarse para el alumbrado. En 1846 (hace 166 años) el canadiense A. Gesnerse obtuvo <a href="http://es.wikipedia.org/wiki/Queroseno" title="Queroseno">queroseno</a>, lo que incrementó la importancia del petróleo aplicado al alumbrado. En <a href="http://es.wikipedia.org/wiki/1859" title="1859">1859</a> <a href="http://es.wikipedia.org/wiki/Edwin_Drake" title="Edwin Drake">Edwin Drake</a> perforó el primer pozo de petróleo en <a href="http://es.wikipedia.org/wiki/Pensilvania" title="Pensilvania">Pensilvania</a>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB1dZHMXwCPUwz1W3N5JUPCtQVV4CPFKvX3qinuB58aja2ENcaFxVL_4o8YDoaAilrU6c29bRd7GuvAZch7SXU_WXtu7J4VtKmn-XE6axo8TxO4RG_4f3soYVPvogsASdcFUQ_k3LRfMHu/s1600/Edwin+drake.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB1dZHMXwCPUwz1W3N5JUPCtQVV4CPFKvX3qinuB58aja2ENcaFxVL_4o8YDoaAilrU6c29bRd7GuvAZch7SXU_WXtu7J4VtKmn-XE6axo8TxO4RG_4f3soYVPvogsASdcFUQ_k3LRfMHu/s200/Edwin+drake.jpg" width="200" /></a></div>
<span style="font-size: large;">- Hace 120 años, <span style="font-size: small;">en 1892,</span></span> Bayer patenta el primer insecticida sintético Antinonnin, comienza así la lucha química contra las plagas.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhemaFFOhdMfFl2yEX6Cq7FdVWQXKY-vcYGC_P_sQdVf4na0XP-wKGhk8A-1POCfOetu-ZIV85eQJB8dQAJW9IUWOaF6QPMw3Pibht9nXwvTegpHSp7gS7LcpnkNiQHvTWKY5eM6ygpBX1c/s1600/antinonnin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhemaFFOhdMfFl2yEX6Cq7FdVWQXKY-vcYGC_P_sQdVf4na0XP-wKGhk8A-1POCfOetu-ZIV85eQJB8dQAJW9IUWOaF6QPMw3Pibht9nXwvTegpHSp7gS7LcpnkNiQHvTWKY5eM6ygpBX1c/s200/antinonnin.png" width="151" /></a></div>
<span style="font-size: large;">- Hace unos 55 años,</span> la "revolución verde" incrementa las producciones agrícolas mundiales y promueve un consumo de abonos químicos, plaguicidas y agua sin precedentes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXLRsv6nQ0sU9Qwxf51Atar4HeRbZO6RLhi6Cnk9NXK1M5uygouDMYIwxWOSXtFfhj49XfvI58koBsd_1S7uzV-sD6Le5O6GP1nvvJ2z_HeJ15enAmU3WUp6zsFCKe3d1aEzUZc3k5LOfa/s1600/revolucion+verde.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXLRsv6nQ0sU9Qwxf51Atar4HeRbZO6RLhi6Cnk9NXK1M5uygouDMYIwxWOSXtFfhj49XfvI58koBsd_1S7uzV-sD6Le5O6GP1nvvJ2z_HeJ15enAmU3WUp6zsFCKe3d1aEzUZc3k5LOfa/s200/revolucion+verde.jpg" width="135" /></a></div>
<span style="font-size: large;">- Hace 52 años</span>, el <a href="http://es.wikipedia.org/wiki/14_de_septiembre" title="14 de septiembre">14 de septiembre</a> de <a href="http://es.wikipedia.org/wiki/1960" title="1960">1960</a> en <a href="http://es.wikipedia.org/wiki/Bagdad" title="Bagdad">Bagdad</a>, (<a href="http://es.wikipedia.org/wiki/Irak" title="Irak">Irak</a>) se constituye la <a href="http://es.wikipedia.org/wiki/Organizaci%C3%B3n_de_Pa%C3%ADses_Exportadores_de_Petr%C3%B3leo" title="Organización de Países Exportadores de Petróleo">Organización de Países Exportadores de Petróleo</a> (OPEP), fundada por el Ministro de Energías venezolano Juan Pablo Pérez Alfonso, junto con un grupo de ministros árabes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs5V2yiFfUl3QgFcteFFLlDa-nIbuokZUt8GlpxC_FG3FjA287-FmKr7u90jM_O902557QgZdQ7_RPZYhHmELMECPJNaodaLgBXW0SnblT4nZmCfS6aI1alWrzVhCos-8zJS9o9hpAIeFS/s1600/opep1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs5V2yiFfUl3QgFcteFFLlDa-nIbuokZUt8GlpxC_FG3FjA287-FmKr7u90jM_O902557QgZdQ7_RPZYhHmELMECPJNaodaLgBXW0SnblT4nZmCfS6aI1alWrzVhCos-8zJS9o9hpAIeFS/s1600/opep1.jpg" /></a></div>
<span style="font-size: large;">Notas:</span><br />
- Si la extracción continúa al mismo ritmo que en el 2002, salvo que se
encontrasen nuevos yacimientos, las reservas mundiales durarían
aproximadamente 32 años. Se calcula que quedan unas 143.000 millones de
toneladas. Sin embargo se espera que el consume vaya en aumento, con lo que probablemente durará menos.<br />
- La población humana mundial ha tenido un crecimiento exponencial durante los últimos 200 años, pasando desde unos 3500 millones de habitantes en 1967 a 7000 millones en 2011. Es decir, se ha duplicado en menos de 45 años.<br />
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<span style="font-size: large;">Opinión:</span> Es evidente que la extracción del carbono sepultado bajo tierra en forma de carbón y petróleo (que se lleva realizando desde hace menos de 300 años), están provocando y provocarán un grán impacto geológico, y que este influirá en la vida de nuestro planeta de un modo desconocido hasta el momento. Viendo la linea temporal queda patente la necesidad de cambiar nuestra forma de "avanzar", y en este sentido creo que debemos ver la vida de nuestro planeta como una gran aliada. De nada ayudan todas esas voces ignorantes que aún hoy en día siguen hablando de que el cambio no es posible. El cambio es posible porque es necesario.<br />
Otra parte que me parece de gran interés es haberme dado cuenta de la corta historia de los insecticidas, que llevan utilizándose en nuestro planeta desde hace menos de 150 años. Creo que aunque pueda parecer que estos sistemas de lucha contra las plagas nos han ayudado en cierto momento, cada día es mas evidente que están perdiendo su efectividad. No se puede luchar contra individuos con una capacidad evolutiva tan fuerte (insectos, hongos, bacterias, virus, etc) con medios químicos, es como tirar piedras a un campo de hierba, aunque de entrada parezca que acabamos con ella volverá a crecer una y otra vez y cada vez con mas fuerza. En este sentido, por ejemplo, las hormigas agricultoras, llevan mas de 60 millones de años cultivando y luchando contra plagas, asi que creo que se podría aprender algo de sus sistemas "fitosanitarios". Hablaré en breve de estos animales, de los que se pueden sacar interesantes conclusiones con respecto a la lucha integrada.Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-48455278307037575842012-06-08T23:59:00.000+01:002013-06-17T17:26:24.168+01:00Lana de oveja en construcción y otros usos<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjZAevOhhndRT64ciMJW2SVJNhyphenhyphentTmlS6EK0wSa-YPELxvcDrAZ3kPXFywndpEErRf9lZUmLOP_uQdIy-Qg1LXrmYbqUUMe7FcBRDlFk0XEcbCsAaOiVRuJLwTEFbiqIWuls7eNHiWfU9q/s1600/oveja+canaria+escuela.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjZAevOhhndRT64ciMJW2SVJNhyphenhyphentTmlS6EK0wSa-YPELxvcDrAZ3kPXFywndpEErRf9lZUmLOP_uQdIy-Qg1LXrmYbqUUMe7FcBRDlFk0XEcbCsAaOiVRuJLwTEFbiqIWuls7eNHiWfU9q/s320/oveja+canaria+escuela.jpg" width="320" /></a></div>
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En la cria de ovejas para producción de leche o carne se suele generar grán cantidad de lana, puesto que las ovejas se esquilan como mínimo una vez al año.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnwdYg-6TuKyLS38qc7UfFLry_1EoxRtNjNpm2r3q5tWAjZIoKYqIUlUfpFMyVHSpEaZYX2v0psIuSMXIzPBF7llukylySkmqo_xcgwFpxgI38mIfxJL9C1dRhyGZNd_A-mIWQfBOuaDMr/s1600/ovillos+color+natural.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnwdYg-6TuKyLS38qc7UfFLry_1EoxRtNjNpm2r3q5tWAjZIoKYqIUlUfpFMyVHSpEaZYX2v0psIuSMXIzPBF7llukylySkmqo_xcgwFpxgI38mIfxJL9C1dRhyGZNd_A-mIWQfBOuaDMr/s1600/ovillos+color+natural.jpg" /></a>Este subproducto de la cria de ovejas se suele usar en la industria textil, pero como en Canarias, por ejemplo, esta industria es escasa, la lana se suele considerar un residuo.<br />
Por lo tanto en las islas es necesario plantearse otros posibles usos para esta fibra natural.<br />
La lana se puede usar como aislante natural en construcciones bioclimáticas, como absorvente de hidrocarburos, como abono, etc. En el siguiente artículo hablaré de algunos de los usos que podría tener en nuestras islas.<br />
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Información sobre la lana de oveja: <a href="http://www.cdrtcampos.es/lanatural/info_lana.htm">http://www.cdrtcampos.es/lanatural/info_lana.htm</a> y <a href="http://es.wikipedia.org/wiki/Lana">http://es.wikipedia.org/wiki/Lana</a><br />
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<span style="font-size: large;">Lana en construcción: </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKn2AcUevjG3n0A0UmwRGyD11ztULfbjsBntQCYPEC9UUwQdHjYCYngZMCxce7YxVirwBNI1O3-M36u0lsbj08EfNmWr6L__7vsujI5U7n9EXzhFzSoesplPDOI2Pr7oF0vzDW-GSfQXPM/s1600/aislamiento-natural-lana-300x200.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKn2AcUevjG3n0A0UmwRGyD11ztULfbjsBntQCYPEC9UUwQdHjYCYngZMCxce7YxVirwBNI1O3-M36u0lsbj08EfNmWr6L__7vsujI5U7n9EXzhFzSoesplPDOI2Pr7oF0vzDW-GSfQXPM/s1600/aislamiento-natural-lana-300x200.jpg" /></a></div>
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La lana se está usando en construcción desde hace tiempo, sobre todo en Inglaterra y Alemania, funciona como un excelente aislante, amortiguando los cambios de temperatura, con lo que su aplicación en construcciones bioclimáticas es de grán interés. La lana es un subproducto orgánico y ecológico, formado principalmente por queratina, es un aislante barato, resistente a patógenos y con algunas propiedades físicas muy interesantes para el uso en viviendas bioclimáticas.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinLcizNM6F2wxXXWXwmm8ewBh_NXkZYCG1R594Vsfk0AyOt4b4BNWjSVB89iowbB6YZ35xtP4OZL6ga8w5ZfyPclc2okYtx8Lnmox6F2OJ3ReMKVDQqHTb9s9P2jTxi4S8YWl2oX-jW6gQ/s1600/1297174291-viviendas-ecol--gicas-de-josep-bunyesc-528x390.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinLcizNM6F2wxXXWXwmm8ewBh_NXkZYCG1R594Vsfk0AyOt4b4BNWjSVB89iowbB6YZ35xtP4OZL6ga8w5ZfyPclc2okYtx8Lnmox6F2OJ3ReMKVDQqHTb9s9P2jTxi4S8YWl2oX-jW6gQ/s320/1297174291-viviendas-ecol--gicas-de-josep-bunyesc-528x390.jpg" width="320" /></a></div>
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El aislamiento de viviendas es útil tanto para evitar la incidencia de las bajas temperaturas como la del calor excesivo (más típico en nuestra latitud), existen numerosos trabajos que calculan el ahorro energético tanto en calefacción como en aire acondicionado para viviendas que cuentan con "barreras de calor". En éste sentido la lana de oveja cuenta con algunos atributos especiales, como su capacidad de retener la humedad del aire o su resistencia a enfermedades fúngicas.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOq5ZSpuVzX9vu9TRlgFq2tPFW4-RyCpaWyke2YQbAnDTy2tCmxEoIUwQzG0OUtelBWj-TPtTO_UfJVzbsTx7kKd9MHzTxbSoIhqyggnAA6GFtzrj662Z5_UxeyqmQqVIP_dBBTTNg2VER/s1600/panel.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOq5ZSpuVzX9vu9TRlgFq2tPFW4-RyCpaWyke2YQbAnDTy2tCmxEoIUwQzG0OUtelBWj-TPtTO_UfJVzbsTx7kKd9MHzTxbSoIhqyggnAA6GFtzrj662Z5_UxeyqmQqVIP_dBBTTNg2VER/s1600/panel.jpg" /></a>El formato utilizado habitualmente es el de paneles de lana impregnados con ácido bórico o insecticidas y productos ignífugos, de modo que se consigue una calidad de aislamiento acústico, térmico y ante el fuego óptimas. <a href="http://www.bioklimanature.com/pdf/DiarioNavarra.PDF">http://www.bioklimanature.com/pdf/DiarioNavarra.PDF</a></div>
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En otros sitios de internet he podido encontrar información incluso sobre ladrillos fabricados con lana de oveja, de hecho este uso está despertando grán interés en zonas del mundo en las que hay una incidencia rural alta (ovejas) y sin embargo se consideran socialmente subdesarrollados, como es el caso de algunos países de sudamérica.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkGAabVo29eN0dbjrKa7so4pzG89m7ivovb6rQiapzc2ddfh3ZnwPv568M4OF9QEngEjc9legZPg3p2Em4ryrY7rE2OH9waQP8dWBXH2X3URb35H9l6XaaBBLNlXn0jx_yzI70ubj_lXOa/s1600/ladrillo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkGAabVo29eN0dbjrKa7so4pzG89m7ivovb6rQiapzc2ddfh3ZnwPv568M4OF9QEngEjc9legZPg3p2Em4ryrY7rE2OH9waQP8dWBXH2X3URb35H9l6XaaBBLNlXn0jx_yzI70ubj_lXOa/s320/ladrillo.jpg" width="320" /></a>La construcción de ladrillos con lana de oveja requiere de bajo aporte térmico (mucho menor que el necesario para cocer ladrillos de barro), y el resultado son ladrillos muy resistentes, buenos aislantes y más ecológicos debido al menor gasto energético en su fabricación. Por lo tanto pueden ser interesantes si se tiene en cuenta la huella de carbono que produce la construcción de viviendas. Con materiales de éste tipo mejora la sostenibilidad en construcción. De hecho se han realizado trabajos en nuestro país que muestran las cualidades de la lana de oveja como parte de los componentes de los ladrillos para construcción:<a href="http://www.tendencias21.net/Fabrican-ladrillos-con-lana_a4916.html"> http://www.tendencias21.net/Fabrican-ladrillos-con-lana_a4916.html</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFP8zTnBHtSlGm9-sJdUXTZQ_FhATkS-GH7g5hp9dK9ivmrREltVvLJwca4auuvy-gcnkEsP1SzSJTHFFoFNTcvP5Ycmq5XOrCwXxqhd7gj9K1u0CuS4OdFcJIiqwix_qD_XovAX9F7FyL/s1600/Ladrillos+de+lana+de+oveja+casa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFP8zTnBHtSlGm9-sJdUXTZQ_FhATkS-GH7g5hp9dK9ivmrREltVvLJwca4auuvy-gcnkEsP1SzSJTHFFoFNTcvP5Ycmq5XOrCwXxqhd7gj9K1u0CuS4OdFcJIiqwix_qD_XovAX9F7FyL/s1600/Ladrillos+de+lana+de+oveja+casa.jpg" /></a></div>
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<span style="font-size: large;">Abono a partir de lana de oveja:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhieFAumw_7XJ81xSbeyTfJJlnqc2_lcF4H6cLVU0PszaXiqAl2kuTxlZkhyphenhyphenSZ1mpXFtoRURVV3DB4qKA6ZwepEuziy7_sVMAwLulcr0WnVQoSogEw0wscogrsxNL7gR7mLuBC72v1FSJUD/s1600/compost+lana+oveja.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhieFAumw_7XJ81xSbeyTfJJlnqc2_lcF4H6cLVU0PszaXiqAl2kuTxlZkhyphenhyphenSZ1mpXFtoRURVV3DB4qKA6ZwepEuziy7_sVMAwLulcr0WnVQoSogEw0wscogrsxNL7gR7mLuBC72v1FSJUD/s320/compost+lana+oveja.jpg" width="320" /></a>Otro de los usos interesantes para la lana es el de abono orgánico. Al ser una fibra natural, la lana se puede usar en compostaje, aunque hay que tener en cuenta que la queratina es más dificil de degragar que otros materiales. Sin embargo, procurando mantener la microflora adecuada produce un abono orgánico con alto contenido en nitrógeno (degradación de proteínas como la queratina).</div>
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El uso en compostaje podría considerarse como el último para este material, puesto que existen muchas otras fuentes de subproductos para conseguir materia orgánica compostable.</div>
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Usando la lana como abono no se aprovechan sus cualidades como fibra natural, aunque se hace posible su reciclaje.<a href="http://www.dicyt.com/noticias/el-itagra-trabaja-para-conseguir-abono-organico-a-partir-de-lana-de-oveja"> Abono a partir de lana de oveja: http://www.dicyt.com/noticias/el-itagra-trabaja-para-conseguir-abono-organico-a-partir-de-lana-de-oveja</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnjq3FOj_X6NZH9rB3rotKnlktRATEZbqTkTWXGMobTmS9lEv80bIKVXVBX5Zt7V-mJP43Mt50fCPXq8YtCm_1kRDtJb4TETkn5p7THgC-1zhLPkSBq_JepkRF5LNoZnQQfospYkSjN4lF/s1600/Ladrillos+de+lana+de+oveja+casa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com3tag:blogger.com,1999:blog-2520603123127289889.post-7540432784481061072012-05-30T15:20:00.000+01:002013-06-17T17:26:58.099+01:00Cheirolophus canariensis o cabezón, resguardo y alimento para el Orius<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQhnJx2nA25A9CJ86TYjP_6_kBKoQtWnyftTEecMoYN0bvGRuUs0XkNgY1t47uwU_NVY3SVPijlPXOpOXt6m2ugYybV5xrjrRHl-Fm50K0gHRZcC1x7Wi7RK6wamaSKhOZ6ft42E4KbIVm/s1600/Cheirolophus+canariensis.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQhnJx2nA25A9CJ86TYjP_6_kBKoQtWnyftTEecMoYN0bvGRuUs0XkNgY1t47uwU_NVY3SVPijlPXOpOXt6m2ugYybV5xrjrRHl-Fm50K0gHRZcC1x7Wi7RK6wamaSKhOZ6ft42E4KbIVm/s320/Cheirolophus+canariensis.jpg" width="218" /></a></div>
El hemíptero heteróptero Orius leavignatus (<a href="http://es.wikipedia.org/wiki/Orius_laevigatus">http://es.wikipedia.org/wiki/Orius_laevigatus</a>), ha sido habitualmente utilizado en agricultura como depredador en la lucha integrada, combatiendo plagas tan importantes como la mosca blanca (bemisia tabaci) y los trips (frankinella occidentalis). Sus cualidades como aliado en la lucha contra las plagas han sido demostradas en diversos trabajos.<a href="http://www.horticom.com/revistasonline/horticultura/rh194/42_43.pdf"> http://www.horticom.com/revistasonline/horticultura/rh194/42_43.pdf</a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Jy5AHpKD-14H69wcv8BBYMPHWQ9zzsvr7o1vTC8J26Tf_aOEtFDZxUux19eAk3kE8lX5nyjzwM6HIbbCiVLy0t2Z0KEA24ju4HmKIg0J7pMnQdg9V_5famZ_3NzTVPs-OJFWPXtLNqJ/s1600/ORIUS.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-Jy5AHpKD-14H69wcv8BBYMPHWQ9zzsvr7o1vTC8J26Tf_aOEtFDZxUux19eAk3kE8lX5nyjzwM6HIbbCiVLy0t2Z0KEA24ju4HmKIg0J7pMnQdg9V_5famZ_3NzTVPs-OJFWPXtLNqJ/s320/ORIUS.JPG" width="320" /></a>El Orius se alimenta principalmente de trips, en cuya ausencia también come otros insectos como ácaros, moscas blancas, pulgones y huevos de lepidópteros. Además de todos estos insectos, también es capaz de alimentarse de<b> polen</b>, con lo que para su resguardo se suelen utilizar plantas que florezcan de forma abundante y durante muchas temporadas al año. De hecho, en la flora Canaria se pueden encontrar ejemplos de plantas que suelen ser el hospedaje del Orius, como el balo (plocama pendula, <a href="http://es.wikipedia.org/wiki/Plocama_pendula">http://es.wikipedia.org/wiki/Plocama_pendula</a>), o el <b>Cheirolophus canariensis</b>, al que va dedicado este artículo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-l-Csy1UL5VKuT3Sz0olNb19fxJ67aFBr1yOT1knwB_bCa4F4tOvaeVt7737XpvWoJDV17jW_ChpZDdFdERTQTnF7rdyF7h67q0d4_paY79uwl7TFDNsSiC6kGp5d60PbSATl6PmcCSBM/s1600/canariensis.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-l-Csy1UL5VKuT3Sz0olNb19fxJ67aFBr1yOT1knwB_bCa4F4tOvaeVt7737XpvWoJDV17jW_ChpZDdFdERTQTnF7rdyF7h67q0d4_paY79uwl7TFDNsSiC6kGp5d60PbSATl6PmcCSBM/s320/canariensis.JPG" width="320" /></a></div>
Una mañana de Mayo, en la Escuela de Capacitación (Tacoronte, a 300 m sobre el nivel del mar), cuando íbamos a la huerta para realizar prácticas de floricultura con el profesor Urbano (nuestro tutor), nos dijo que miráramos unas flores málvas que se encontraban al borde del camino; algunos compañeros comenzamos entonces a registrar entre los pétalos y cual fué nuestra sorpresa cuando vimos aparecer decenas de pequeños insectos oscuros. Los conocíamos perféctamente, durante varias clases se habló de la eficacia del Orius en la lucha contra trips y diversas plagas en los cultivos, de hecho en la propia escuela se estaba desarrollando por el profesor Anselmo un estudio para su reproducción en cautiverio.<br />
De modo que fue algo revelador para nosotros ver como en estado salvaje era tan fácil encontrarlo y, sobre todo, encontrar esa magnífica planta típica del paisaje del norte de Tenerife que era capaz de resguardar al depredador.<br />
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El cabezón, cheirolophus canariensis o cheirolophus burchardii (Oscar Burchard
(1863-1949), botánico alemán residente en Tenerife), es una planta endémica de las Islas Canarias de la familia astaraceae, es de tipo arbustivo, llegando a alcanzar el metro y medio de altura, florece desde la primavera, pero a medida que va pasando el verano, con la sequía, la base de las flores se va engrosando y se merchitan hasta dejar las semillas. Las flores tienen forma de alfiletero, con los pétalos alargados de color malva y concéntricos, lo que le dá aspecto de bola (de ahí la denominación de cabezón).<br />
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Estas bolas, gracias a la acumulación de pétalos, forman un refugio ideal para diversos insectos que se alimentan del polen, y atraen a muchos polinizadores como abejas o abejorros.<br />
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El Orius encuentra en sus flores un lugar ideal para resistir en las épocas en las que no hay presas que atrapar.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOYJ7WU7z-CqsSMDKcXsaKwS-_cBmHaM1CexDjc7YD-qvFeZd6IW9vnuqVR3eJpoJEeFtovs3ZhLUhxbJBLeCBPO72V7TvU2C5f2gbLogk7f633qsmO2ULJ7FZjDZFXP9rkCRjnvIxkyTx/s1600/Cabez%C3%B3n+2+%28C.+canariensis%29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOYJ7WU7z-CqsSMDKcXsaKwS-_cBmHaM1CexDjc7YD-qvFeZd6IW9vnuqVR3eJpoJEeFtovs3ZhLUhxbJBLeCBPO72V7TvU2C5f2gbLogk7f633qsmO2ULJ7FZjDZFXP9rkCRjnvIxkyTx/s320/Cabez%C3%B3n+2+%28C.+canariensis%29.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBotyRyIDBJtlTlSUMZ0fzwGZNjYRIuSeK6EBySM2NiWE_LMq3nRXfXBfJ0KXQC3KxwLCoymTwzy4rTn99eT3oZKeT02AlsWfeY7gxO-oCrINIG4b3cpRlaVlv217-cCF4-ZI6tuvpy0wU/s1600/Cheirolophus_canariensis_LC0212.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBotyRyIDBJtlTlSUMZ0fzwGZNjYRIuSeK6EBySM2NiWE_LMq3nRXfXBfJ0KXQC3KxwLCoymTwzy4rTn99eT3oZKeT02AlsWfeY7gxO-oCrINIG4b3cpRlaVlv217-cCF4-ZI6tuvpy0wU/s320/Cheirolophus_canariensis_LC0212.jpg" width="238" /></a>Pienso que es interesante estudiar la forma de reproducirla eficientemente, e incluso de mantener su floración durante el verano para tener lista la remesa de Orius en el inicio de los cultivos de tomate en Agosto, por ejemplo.<br />
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Otra de las plantas que de forma subjetiva han ayudado a los agricultores de las islas durante siglos.<br />
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Se pueden observar ejemplares en toda la zona norte de la isla de Tenerife, y según algunos apuntes está distribuida por todas las islas Canarias, incluso en Madeira. <br />
<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-48245529457596013072012-05-30T02:30:00.001+01:002013-06-17T17:27:54.160+01:00Altabaca (Dittrichia viscosa). La casa del Nesi<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRw9NInIdkvHHzpSGnPV3eKDRmLLaSNuVY55_KG11b-ro-wTbaf84lkiZIldHvu3nyUcm4z2VF-Vh5MvOhEArR14WjeNCE0lQPws0dUbL5JKKXsoKjqqerBbYKYztjbCkaf31tkJnBBAGN/s1600/barcelona-ott07-471.jpg_2007111005148_barcelona-ott07-471.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRw9NInIdkvHHzpSGnPV3eKDRmLLaSNuVY55_KG11b-ro-wTbaf84lkiZIldHvu3nyUcm4z2VF-Vh5MvOhEArR14WjeNCE0lQPws0dUbL5JKKXsoKjqqerBbYKYztjbCkaf31tkJnBBAGN/s320/barcelona-ott07-471.jpg_2007111005148_barcelona-ott07-471.jpg" width="320" /></a><a href="http://es.wikipedia.org/wiki/Dittrichia_viscosa">Dittrichia Viscosa: http://es.wikipedia.org/wiki/Dittrichia_viscosa</a><br />
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Según la zona rural, es conocida con una denominación distinta, Altabaca, Olivarda, Mosquera, Tárraga, Julivarda, Bufarrel o Pulguera son algunas de sus numerosas denominaciones, lo que da una idea de la importancia que tenía para las poblaciones tradicionales españolas, sobre todo las ibéricas.<br />
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Se trata de una planta fanerógama, perennifolia, de la familia de las astaráceas (como las margaritas).<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghwOpM6GxozTVzXfr5RRPe1m-iRJd6W8MilfLp1iQihrwqsy7gyPytKRvniRJ9kMIMlST7rt3t7O_Xf7jRIV6dXMD_4TyOgo-_UPwV42sXVSq9ihl_aUx-veMCoFRkXbCK-jHEAb2jMqml/s1600/med-inule-visqueuse-visoflora-6884.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghwOpM6GxozTVzXfr5RRPe1m-iRJd6W8MilfLp1iQihrwqsy7gyPytKRvniRJ9kMIMlST7rt3t7O_Xf7jRIV6dXMD_4TyOgo-_UPwV42sXVSq9ihl_aUx-veMCoFRkXbCK-jHEAb2jMqml/s320/med-inule-visqueuse-visoflora-6884.jpg" width="320" /></a> Su aspecto en la parte vegetativa es de tallos erectos, leñosos en la base, recubierta de pilosidad glandular viscosa, las hojas son alargadas, estrechas y con el borde aserrado, envuelven el tallo y están muy pegadas unas a otras con lo que forman, junto con las nuevas yemas, un cúmulo vegetal alrrededor del tallo de la planta. Desprende un olor muy fuerte y característico. Florece desde principios de la estación estival hasta comienzos del Otoño, las flores son amarillas y aparecen en la parte superior del tallo.<br />
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Crece en terrenos baldíos, removidos, generalmente bordes de caminos o campos de cultivo roturados. Originalmente es una planta que crece en terrenios húmedos, con gravas o arenas, en los fondos de barrancos, bordes de ríos y en general terrenos inestables y cambiantes. Sin embargo, por ser similares a estos también se desarrollan bién en superficies yermas, recien removidas y desprovistas de vegetación con incluso mayor predilección que sus lugares de origen, lo que ha propiciado su expansión a las zonas rurales.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGQhHsAj3xiE4RlY5CXdOcnpDyt0MKdAh3nrzz-sUyFbNktMoJ-AqWU-_VTPyeKHcNlIA2Ea_Cw2Tn_HVZ8msgzVgP0t2hRDNkeenIuamX_EcMLxObngF1H5bYKuduMQrkhXLMPi8IdBmt/s1600/Ftoto+doble.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="247" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGQhHsAj3xiE4RlY5CXdOcnpDyt0MKdAh3nrzz-sUyFbNktMoJ-AqWU-_VTPyeKHcNlIA2Ea_Cw2Tn_HVZ8msgzVgP0t2hRDNkeenIuamX_EcMLxObngF1H5bYKuduMQrkhXLMPi8IdBmt/s320/Ftoto+doble.jpg" width="320" /></a>Su principal uso tradicional en el litoral andaluz ha sido como <b>atrapamoscas</b> (mosquera), colocándose los arbustos colgados en el interior de las casas, las moscas y mosquitos quedan atrapados en la sustancia viscosa que recubre la planta. Otro de los usos importantes es como<b> parte de las camas del ganado actuando como atrapapulgas</b> (Pulguera). Esta información no se si es del todo cierta, en otros sitios de internet se habla más bién de que la altabaca colgada en el interior de las casas se quemaba produciendo un gas insecticida para combatir los dípteros, del mismo modo se quemaba en los corrales para desinfectar y acabar con las pulgas, como cama se utiliza en corrales de gallinas, esta vez si, atrapando en la sustancia viscosa a los piojuelos. <br />
En algunas zonas almerienses donde se cultiva la uva de tipo Ohares se emplea para la operación localmente llamada engarpe, es decir, la fecundación artificial de las parras.<br />
Sus ramas pegajosas son ideales para limpiar los higos picos, los pinchos se quedan adheridos a las hojas de la altabaca. <br />
Algunos jóvenes utilizaban sus hojas como tabaco para fumar (altabaca).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBluQbuBzG0WCKJuBdxm3d0JHhCKpVSbd8SzbNi8pbsYJQGLxONV8U23YDTuYPuyx4iYwwXdzLp_YV8ORanBbO6IU-1wTsvtrVZsHeb9Wh9hpvsDV_tvm9hZ55rqiz0fPzSkAfruEaRm7r/s1600/250px-Inula_viscosa_flowers.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBluQbuBzG0WCKJuBdxm3d0JHhCKpVSbd8SzbNi8pbsYJQGLxONV8U23YDTuYPuyx4iYwwXdzLp_YV8ORanBbO6IU-1wTsvtrVZsHeb9Wh9hpvsDV_tvm9hZ55rqiz0fPzSkAfruEaRm7r/s320/250px-Inula_viscosa_flowers.jpg" width="240" /></a><span style="font-size: large;">Usos medicinales:</span> Su esencia contiene cineol, azuleno, lactonas sesquiterpénicas e inulina.<br />
Tiene propiedades diuréticas, analgésicas, vulnerarias, antirreumáticas, cicatrizantes, etc.<br />
En Argelia se ha utilizado para combatir el paludismo y para combatir las enfermedades de las vías urinarias. En Málaga se ha utilizado su infusión como astringente, aunque parece que puede ser peligrosa por lo que se recomienda su uso sólo externo. También se usa su cocimiento para lavar heridas y contusiones.<br />
<blockquote class="tr_bq">
Una planta silvestre mediterránea denominada Dittrichia viscosa, mejor
conocida como olivarda, puede ser una fuente natural para la obtención
de inhibidores de la vasodilatación neurogénica. Este descubrimiento
realizado por un grupo de científicos de la Universidad de Granada,
pertenecientes al Departamento de Química Orgánica y al Instituto de
Biotecnología, supondría un gran avance en el tratamiento contra la
migraña y el cáncer.</blockquote>
<blockquote class="tr_bq">
De la olivarda obtienen un producto natural
conocido con el nombre de ácido ilícico que utilizan como precursor de
los productos farmacológicamente activos &-eudesmol (agente contra
la migraña) y ß-eudesmol, que inhibe “in vivo” selectivamente la
proliferación de células endoteliales constituyendo un prometedor
antiangiogénico.</blockquote>
<blockquote class="tr_bq">
Las investigaciones con esta planta llegaron a
determinar los efectos inhibitorios incluso contra el mismísimo virus
del SIDA, llegándose a patentar una composición con propiedades
antivirales particularmente frente a infecciones con los virus hepatitis
B y C. Dicha composición presenta en su fórmula extracto de olivarda
junto con extractos de otras especies.</blockquote>
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<span style="font-size: large;">Uso para agricultura:</span> Es atrayente de numerosos insectos polinizadores y depredadores (lucha integrada). Es capaz de absorver metales pesados del suelo como plomo y mercurio, asimilándolos en la parte aerea de la planta.<br />
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La estructura de su parte vegetativa constituye un resguardo ideal para miridos como Nesidiocoris Tenuis, una de las especies autóctonas en Canarias que se ha mostrado como la mejor alternativa ecológica para combatir ciertos lepidópteros como la tuta absoluta o la polilla guatemanteca, además de combatir la mosca blanca y los trips. También atrae a los chinches Macrolophus y Dicyphus, que se alimentan de araña roja. Por lo tanto su asociación con cultivos de Cucurbitáceas y Solanáceas es muy beneficiosa.<br />
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<blockquote class="tr_bq">
Observaciones hechas en Grecia muestran que en olivares “renovados” el
exterminio de la altabaca a sido seguido de un ataque de la mosca del
olivo sin precedentes. Después de la reintroducción de la altabaca, hay
que contar de 4 a 5 años para que el ciclo de la planta vuelva a estar
en simbiosis con el olivo. </blockquote>
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En catalán es conocida como olivarda, lo que indica que ya los antiguos intuían la relación entre esta planta con los olivos. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBMEEUKmHqhxL3fBTRpz_Dus8xt_FCxmmbxnzPS8GXe5wXljME0OznMkkGEJD2HUsRQdPY-g0z1s1F9dRwuxAaQ29X0AWHIfMRLnWgH011Gpj_G4p5ACi91rwycFMV38R2rd4B-K7l8wQq/s1600/Eupelmus+urozonus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9zhsg3WPh_motGKM6Z_JPuwi3Vm7MeY9jgvsBXiP0QfxQVvfTt65qa2C0WBGvgVeTvyYzE53pZG5XjE7CgL5G6auuBpYKOEoChqjLQTUSmF2vOfwlLnAbeIVzGwG0EeORUtXuvd4Drwgs/s1600/Aceitunas.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9zhsg3WPh_motGKM6Z_JPuwi3Vm7MeY9jgvsBXiP0QfxQVvfTt65qa2C0WBGvgVeTvyYzE53pZG5XjE7CgL5G6auuBpYKOEoChqjLQTUSmF2vOfwlLnAbeIVzGwG0EeORUtXuvd4Drwgs/s320/Aceitunas.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBMEEUKmHqhxL3fBTRpz_Dus8xt_FCxmmbxnzPS8GXe5wXljME0OznMkkGEJD2HUsRQdPY-g0z1s1F9dRwuxAaQ29X0AWHIfMRLnWgH011Gpj_G4p5ACi91rwycFMV38R2rd4B-K7l8wQq/s1600/Eupelmus+urozonus.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBMEEUKmHqhxL3fBTRpz_Dus8xt_FCxmmbxnzPS8GXe5wXljME0OznMkkGEJD2HUsRQdPY-g0z1s1F9dRwuxAaQ29X0AWHIfMRLnWgH011Gpj_G4p5ACi91rwycFMV38R2rd4B-K7l8wQq/s320/Eupelmus+urozonus.jpg" width="320" /></a>En ella se reproduce y inverna el Eupelmus urozonus, depredador de la mosca del olivo (Bactrocera oleae).<br />
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Es buena para asociar con cítricos (contra Phyllocnistis citrella), con encinas (contra ischeria ekebladella), y en general, es una parte importante de los ecosistemas de microfauna que mantienen un control en las plagas típicas de muchos cultivos.<br />
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Tuve la oportunidad de ver setos de esta planta en las instalaciones de la escuela de capacitación de Arucas, y estaban plagados de Nesi y de otros insectos beneficiosos para los cultivos próximos.<br />
También he podido observar algunos ejemplares en el Monte del Agua (El Palmar), en estado salvaje, y tras observarlos minuciosamente pude ver una grán cantidad de Nesidiocoris, lo que indica que sin duda, si hay algún sitio donde Nesi pueda establecer sus poblaciones, esa es la altabaca, lo que supongo que será un interesante apunte para muchos cultivadores de tomates en las islas.<br />
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Noticia relacionada: <a href="http://www.ideal.es/almeria/v/20100910/agricultura/investigadores-afanan-encontrar-nuevas-20100910.html">http://www.ideal.es/almeria/v/20100910/agricultura/investigadores-afanan-encontrar-nuevas-20100910.html</a><br />
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En Canarias ha sido considerada desde siempreProssohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com11tag:blogger.com,1999:blog-2520603123127289889.post-67862016838140092562012-05-27T20:14:00.000+01:002013-06-17T18:09:03.393+01:00Polinización en fruticultura<h3 class="post-title entry-title" itemprop="name">
La polinización en fruticultura </h3>
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<h3 class="post-title entry-title" itemprop="name">
<span style="font-size: large;"><span style="line-height: 115%;">La polinización en fruticultura.</span></span></h3>
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<span style="font-size: small;">Evolución de las interacciones entre plantas y polinizadores.</span></h2>
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Evolución de las especies vegetales.</span></h2>
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La polinización.</span></h2>
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La polinización en la agricultura.</span></h2>
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Polinización zoófila.</span></h2>
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Importancia de la polinización en los árboles frutales.</span></h2>
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" 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La importancia de las abejas en la polinización de los árboles frutales.</span></h2>
<h2 style="margin-left: 35.4pt;">
<span style="font-size: small;">
Arboles polinizadores.</span></h2>
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<span style="font-size: large;">Evolución de las interacciones entre plantas y polinizadores.
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<span style="font-size: 10pt; line-height: 115%;">Los fósiles más
antiguos que evidencian la presencia de polinización vegetal, datan del
periodo carbonífero. ( 359, 2 +- 2,5 millones de años). Provienen de
especies llamadas <i>progimnospermas</i> o “helechos con semilla”. Los
metódicos análisis de Servert y Rothwell en 1992, han revelado que las
primeras semillas se hallaban situadas en “cúpulas “y cubiertas por una
cámara especializada para recibir el polen, “la cámara polínica”, que se
ayudaba de una secreción pegajosa para capturar los granos de polen. La
forma de polinización era por tanto, anemófila, la falta de dirección
en el transporte de los gametos masculinos hacia los estigmas femeninos
se supera gracias a la producción de grandes cantidades de polen y a su
gran flotabilidad debida a su tamaño diminuto y ligereza.</span><br />
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<span style="font-size: large;">Evolución de las especies vegetales</span>.</div>
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<span style="font-size: 10pt; line-height: 115%;">-<b>Gimnospermas</b>:
significa semilla desnuda. Se llama así porque estas plantas no se
forman en un ovario cerrado, sino que están desnudas en las escamas del
cono,(pistilo y carpelos evolucionan a fruto como en las angiospermas).</span></div>
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<b><span style="font-size: 10pt; line-height: 115%;">-Angiospermas</span></b><span style="font-size: 10pt; line-height: 115%;">:
significa semillas envasadas, porque sus óvulos, y posteriormente sus
semillas, se encuentran encerradas por la hoja fértil, portadora de
óvulos o carpelo. De esta forma, el grano de polen para fecundar el
óvulo debe contactar en el estigma, en lugar de caer directamente sobre
el óvulo. Estas plantas son una evolución de las primitivas
gimnospermas, que si bien, en los primeros estados evolutivos se
encontraban en pequeñas zonas de sombra y humedad, debido al desarrollo
de estrategias continuo, en simbiosis con insectos (néctar…) a finales
de periodo cretácico, crecieron de manera exponencial superando en
número a las demás especies productoras de semillas.</span></div>
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<span style="font-size: 10pt; line-height: 115%;"> </span><span style="font-size: 10pt; line-height: 115%;"> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgny0fJ7vmCtOp3xehRInh_pwcH6lPT741W_Y87fPXSVSswMvzhVhwtgk_e72iocs7gGovvnkBKWNQesvbM8wMkouzcx99jmnH2e3Jl4hXJGCA9s4BNtH4THpHr8t85Gbw6D8184-3fWCed/s1600/cicloangiosp.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgny0fJ7vmCtOp3xehRInh_pwcH6lPT741W_Y87fPXSVSswMvzhVhwtgk_e72iocs7gGovvnkBKWNQesvbM8wMkouzcx99jmnH2e3Jl4hXJGCA9s4BNtH4THpHr8t85Gbw6D8184-3fWCed/s320/cicloangiosp.gif" width="254" /></a></div>
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<span style="font-size: large;">La polinización.</span></div>
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<span style="font-size: 10pt; line-height: 115%;">La polinización es el
proceso de transferencia del polen desde estambres hasta el estigma o
parte receptiva de las flores en las angiospermas, donde germina y
fecunda los óvulos de la flor, haciendo posible la producción de
semillas y frutos.</span></div>
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<span style="font-size: 10pt; line-height: 115%;">El transporte del
polen lo pueden realizar agentes físicos como el viento(plantas
anemófilas), el agua (especies hidrófilas), o un polinizador animal
(plantas zoófilas). Las características físicas y fenológicas de las
flores anemófilas, hidrófilas y zoófilas, así como las de su polen,
suelen ser marcadamente diferentes. Las plantas zoófilas deben llamar la
atención de sus vectores con colores y olores atrayentes, así como
recompensarlos con alimento o refugio. Diferentes tipos de polinizadores
requieren diferentes tipos de atractivos, así las flores zoófilas han
evolucionado y se han diversificado en una gran variedad de tipos los
cuales pueden agruparse en síndromes florales. La belleza visual
característicamente asociada a las flores es el efecto de su coevolución
con insectos u otros animales polinizadores.</span></div>
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<span style="font-size: 10pt; line-height: 115%;">Algunas gimnospermas
del período Triásico ya presentan señales de polinización biótica, o sea
por animales, los granos fosilizados tienen algunas de las
características de granos de polen que son llevados por agentes
polinizadores en el presente. Además el contenido intestinal, las piezas
bucales y estructura de las alas de ciertos escarabajos y moscas
sugiere que deben haber actuado como polinizadores. Los primeros
síndromes florales de polinización surgieron entonces.</span></div>
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<span style="font-size: 10pt; line-height: 115%;">La asociación entre
escarabajos y angiospermas en el Cretácico temprano llevó a radiaciones
evolutivas tanto de unos como de otros en el Cretácico tardío. La
evolución de los nectarios u órganos productores de néctar señalan el
comienzo de un mutualismo entre insectos himenópteros y angiospermas.</span></div>
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<h3>
La polinización en la agricultura</h3>
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<span style="font-size: 10pt; line-height: 115%;">En la agricultura, el
deseo de obtener fruto o semilla en abundancia ha llevado la mayoría de
las veces a emplear plantas que no dependan ya de vectores externos para
la polinización, o al menos que empleen un vector superabundante como
el viento. Por ejemplo, la mayoría de cereales son anemógamos o
directamente autógamos. Con todo, muchos otros los cultivos agrícolas
del mundo (por ejemplo, muchos frutos y hortalizas) dependen de la
polinización realizada por insectos y otros animales.</span></div>
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<span style="font-size: 10pt; line-height: 115%;">Una polinización
efectiva necesita algunos recursos, por ejemplo refugios de vegetación
natural prístina y hábitats adecuados para los polinizadores. Cuando
estos se reducen o se pierden, se limita la actividad de los
polinizadores y se necesitan prácticas de gestión adaptable para
mantener los medios de subsistencia.</span></div>
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Hoy
en día, debido sobre todo al uso de productos químicos, fragmentación
de hábitats, nuevas enfermedades, introducción de especies exóticas… La
población de polinizadores está disminuyendo drásticamente amenazando
así a la diversidad agrícola y los ecosistemas.</span></div>
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Polinización zoófila:</h3>
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Dependiendo del taxón al que pertenezcan los vectores se distinguen casos especiales:</div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><a href="http://es.wikipedia.org/wiki/Entomofilia" title="Entomofilia"><b><span style="font-size: 10pt;">Entomofilia</span></b></a><span style="font-size: 10pt;">. Cuando los vectores son insectos. Es el caso más común, lo que hace a veces que el término se confunda con zoofilia. </span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-size: 10pt;">Polinización por </span></b><a href="http://es.wikipedia.org/wiki/Hymenoptera" title="Hymenoptera"><b><span style="font-size: 10pt;">himenópteros</span></b></a><b><span style="font-size: 10pt;">.</span></b><span style="font-size: 10pt;"> Más comunmente llamada </span><a href="http://es.wikipedia.org/wiki/Melitofilia" title="Melitofilia"><span style="font-size: 10pt;">melitofilia</span></a><span style="font-size: 10pt;">, es decir polinización por </span><a href="http://es.wikipedia.org/wiki/Anthophila" title="Anthophila"><span style="font-size: 10pt;">abejas</span></a><span style="font-size: 10pt;">. Las flores melitófilas suelen ser </span><a href="http://es.wikipedia.org/wiki/Actinomorfa" title="Actinomorfa"><span style="font-size: 10pt;">actinomorfas</span></a><span style="font-size: 10pt;">
(de simetría radial), con "señales de miel" en la uña del pétalo,
amarillas o azules, que son los colores que las abejas pueden ver bien,
con abundante néctar. Otras, en cambio, son </span><a href="http://es.wikipedia.org/wiki/Zigomorfa" title="Zigomorfa"><span style="font-size: 10pt;">zigomorfas</span></a><span style="font-size: 10pt;"> (simetría bilateral) como las legumbres (<a href="http://es.wikipedia.org/wiki/Fabaceae" title="Fabaceae">Fabaceae</a>) y las mentas (<a href="http://es.wikipedia.org/wiki/Lamiaceae" title="Lamiaceae">Lamiaceae</a>). A veces agrupadas en racimos que se prestan bien al trabajo metódico de las abejas. </span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-size: 10pt;">En otros tipos de polinización por himenópteros algunas </span><a href="http://es.wikipedia.org/wiki/Orqu%C3%ADdea" title="Orquídea"><span style="font-size: 10pt;">orquídeas</span></a><span style="font-size: 10pt;"> </span><a href="http://es.wikipedia.org/wiki/Mimetismo" title="Mimetismo"><span style="font-size: 10pt;">mimetizan</span></a><span style="font-size: 10pt;"> a una hembra abejorro o avispa en aspecto y olor y son polinizadas cuando consiguen <i>engañar</i>
a un macho de la respectiva especie y éste trata de aparearse con
ellas. Éste es uno de los casos de polinización en el que el vector no
obtiene ningún beneficio a cambio de su acción.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-size: 10pt;">Miofilia y sapromiofilia</span></b><span style="font-size: 10pt;">.
Flores que emiten olores a podrido o fecales y atraen a moscas de la
carne u otras similares buscando depositar sus huevos. Es también un
caso de engaño.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-size: 10pt;">Polinización por </span></b><a href="http://es.wikipedia.org/wiki/Lepidoptera" title="Lepidoptera"><b><span style="font-size: 10pt;">lepidópteros</span></b></a><span style="font-size: 10pt;"> (mariposas y polillas). </span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-size: 10pt;">Psicofilia</span></b><span style="font-size: 10pt;">. Los vectores son ropalóceros (</span><a href="http://es.wikipedia.org/wiki/Mariposa" title="Mariposa"><span style="font-size: 10pt;">mariposas</span></a><span style="font-size: 10pt;">
diurnas); las flores son pequeñas y agrupadas en umbelas o corimbos, o
bien son grandes y con un largo tubo a cuyo fondo sólo las mariposas,
con su espiritrompa, pueden acceder.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-size: 10pt;">Falenofilia</span></b><span style="font-size: 10pt;">.
La polinización por mariposas nocturnas. Flores frecuentemente de color
crema o amarillo pálido intensamente olorosas, que se abren por la
noche, como jazmines, madreselvas y dondiegos.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-size: 10pt;">Coleopterofilia</span></b><span style="font-size: 10pt;"> o <b>cantarofilia</b>.
Los vectores son coleópteros y las plantas producen flores actinoformas
(de simetría radial) con polen abundante y pétalos de color normalmente
blanco, crema, amarillo o rojo. Se trata del tipo de zoofilia más
antiguo y puede encontrarse fuera de las </span><a href="http://es.wikipedia.org/wiki/Angiosperma" title="Angiosperma"><span style="font-size: 10pt;">angiospermas</span></a><span style="font-size: 10pt;">, ya que aparece también en algunas </span><a href="http://es.wikipedia.org/wiki/Gimnosperma" title="Gimnosperma"><span style="font-size: 10pt;">gimnospermas</span></a><span style="font-size: 10pt;"> del grupo de las </span><a href="http://es.wikipedia.org/wiki/Cycadophyta" title="Cycadophyta"><span style="font-size: 10pt;">cicadales</span></a><span style="font-size: 10pt;"> que son polinizadas por pequeños </span><a href="http://es.wikipedia.org/wiki/Gorgojo" title="Gorgojo"><span style="font-size: 10pt;">gorgojos</span></a><span style="font-size: 10pt;">. Las magnolias y amapolas son ejemplos de polinización por escarabajos.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><a href="http://es.wikipedia.org/wiki/Ornitofilia" title="Ornitofilia"><b><span style="font-size: 10pt;">Ornitofilia</span></b></a><span style="font-size: 10pt;">. Polinización por aves, como los </span><a href="http://es.wikipedia.org/wiki/Colibr%C3%AD" title="Colibrí"><span style="font-size: 10pt;">colibríes</span></a><span style="font-size: 10pt;"> o los </span><a href="http://es.wikipedia.org/wiki/Nectariniidae" title="Nectariniidae"><span style="font-size: 10pt;">nectarínidos</span></a><span style="font-size: 10pt;">. Flores rojas, el color más atractivo para las aves, y de tubo estrecho son típicamente ornitófilas. En el Viejo Mundo las </span><a href="http://es.wikipedia.org/wiki/Proteales" title="Proteales"><span style="font-size: 10pt;">Proteáceas</span></a><span style="font-size: 10pt;"> son frecuentemente ornitófilas.</span></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><a href="http://es.wikipedia.org/wiki/Quiropterofilia" title="Quiropterofilia"><b><span style="font-size: 10pt;">Quiropterofilia</span></b></a><span style="font-size: 10pt;">. Los </span><a href="http://es.wikipedia.org/wiki/Megachiroptera" title="Megachiroptera"><span style="font-size: 10pt;">megaquirópteros</span></a><span style="font-size: 10pt;">,
a menudo llamados zorros voladores, son casi siempre fitófagos que
consumen fruta o polen, que suele presentarse en flores grandes de
numerosos </span><a href="http://es.wikipedia.org/wiki/Estambre" title="Estambre"><span style="font-size: 10pt;">estambres</span></a><span style="font-size: 10pt;"> con aire de cepillo. En el </span><a href="http://es.wikipedia.org/wiki/Nuevo_Mundo" title="Nuevo Mundo"><span style="font-size: 10pt;">Nuevo Mundo</span></a><span style="font-size: 10pt;"> son frecuentes las </span><a href="http://es.wikipedia.org/wiki/Cact%C3%A1cea" title="Cactácea"><span style="font-size: 10pt;">cactáceas</span></a><span style="font-size: 10pt;"> polinizadas por murciélagos o </span><a href="http://es.wikipedia.org/wiki/Microchiroptera" title="Microchiroptera"><span style="font-size: 10pt;">microquirópteros</span></a><span style="font-size: 10pt;">.
En ambos casos, las flores se caracterizan por su gran producción de
néctar y polen y su robustez, necesaria para soportar el peso del
murciélago mientras se alimenta.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Existen ejemplos menos frecuentes de coadaptación con animales de otros grupos, como la relación entre los </span><a href="http://es.wikipedia.org/wiki/Lemuridae" title="Lemuridae"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">lémures variegados</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"> y </span><a href="http://es.wikipedia.org/wiki/Ravenala_madagascariensis" title="Ravenala madagascariensis"><i><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Ravenala madagascariensis</span></i></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">,
el "árbol del viajero". El hombre también se puede considerar un vector
en las ocasiones en las que poliniza las flores de sus </span><a href="http://es.wikipedia.org/wiki/Agricultura" title="Agricultura"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">cultivos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, allí donde no existen sus vectores naturales. Éste es el caso de la </span><a href="http://es.wikipedia.org/wiki/Vainilla" title="Vainilla"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">vainilla</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, planta autóctona de </span><a href="http://es.wikipedia.org/wiki/Am%C3%A9rica" title="América"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">América</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"> pero muy cultivada hoy en día en el </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Sureste Asiático</span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"> y del chirimollo.</span></div>
<h3 style="text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "Verdana","sans-serif"; font-weight: normal; letter-spacing: 0.25pt; line-height: 115%;">Importancia de la polinización en los árboles frutales </span></b></span></h3>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Existen
variedades de frutales que pueden producir frutos sin que los óvulos
estén fecundados. Este tipo de desarrollo se conoce como partenocarpia y
produce frutos que carecen de semillas. Algunas variedades de naranjas,
pomelos o caquis, se producen de esta manera. La partenocarpia puede
producirse como resultado de una mutación genética o mediante diferentes
técnicas de cultivo. Además de árboles frutales tenemos otras plantas
que pueden producir frutos sin semillas como </span><a href="http://www.botanical-online.com/pepinos.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">pepinos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">,</span><a href="http://www.botanical-online.com/tomates.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"> tomates</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, </span><a href="http://www.botanical-online.com/melones.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">melones</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, plátanos o </span><a href="http://www.botanical-online.com/pina.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">piñas</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Excepto
estos casos particulares, para que un árbol frutal produzca frutos las
flores de este árbol necesitan ser polinizadas . La polinización es el
paso del polen de la parte masculina de la flor a la parte femenina. La
polinización permitirá que el polen entre en contacto con el óvulo
femenino y los fertilice. La fertilización conlleva el aumento de las
paredes del carpelo y la transformación de los óvulos en semillas. El
engrosamiento del carpelo es el que origina los frutos. </span></div>
<div align="center">
<table border="0" cellpadding="0" class="MsoNormalTable" style="width: 99%;"><tbody>
<tr> <td style="padding: 0.75pt; width: 97.8%;" width="97%"><div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">La
polinización en los árboles frutales es mayoritariamente entomófila,
es decir la realizan los animales, especialmente los insectos y, entre
estos, destacan las abejas. Unos pocos son polinizados por el viento,
por lo que disponen de lo que se llama una polinización anemófila.
Además del agente polinizador también se consideran árboles
polinizadores aquellos variedades de árboles que suministran el polen
adecuado para que otras variedades de la misma especie puedan ser
polinizadas.</span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm4w32lmg-Q96x7uaLFX6AWGBn4K9MglLxtyFDXMCvZBLNig6XFKW_Zo2b7Q4MH8u_x-jXZlFwlcsO8o3rXz_YkGzrYxoLYg9pme9pQn_qaORGwMqbvoh3EnVt-uqQNzGLDQU4ZdRY0CH6/s1600/Polinizaci%C3%B3n-en-%C3%A1rboles-frutales.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm4w32lmg-Q96x7uaLFX6AWGBn4K9MglLxtyFDXMCvZBLNig6XFKW_Zo2b7Q4MH8u_x-jXZlFwlcsO8o3rXz_YkGzrYxoLYg9pme9pQn_qaORGwMqbvoh3EnVt-uqQNzGLDQU4ZdRY0CH6/s320/Polinizaci%C3%B3n-en-%C3%A1rboles-frutales.jpg" width="320" /></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Algunos
árboles frutales pueden autopolinizarse, es decir el polen de una
flor es capaz de polinizar otra flor del mismo árbol o una flor puede
ser polinizada por su mismo polen . En el primer caso, necesitarán la
existencia de un agente polinizador. En el segundo caso, pueden
necesitar o no necesitar un agente que transporte el polen desde la
antera al estigma. En este último caso, aunque el agente polinizador
no sea estrictamente necesario, su presencia puede incrementar la
producción.</span></div>
</td> <td style="padding: 0.75pt; width: 1.14%;" valign="top" width="1%"><br /></td> </tr>
</tbody></table>
</div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Sin
embargo, en muchos casos los árboles tienen recursos para evitar la
autopolinización y necesitan de una polinización cruzada, es decir el
polen debe proceder de la flor de otro árbol. En este caso precisarán de
un agente polinizador ( insecto o viento) y de un árbol polinizador. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Se
calcula que la adición artificial de insectos polinizadores puede
aumentar la producción de los árboles frutales en un 20 %. Por ejemplo,
disponer de un patrimonio rico en abejas es una buena manera de asegurar
la cosecha de muchos árboles frutales.</span></div>
<div style="text-align: justify;">
</div>
<h3 style="text-align: justify;">
<b><span style="font-family: "Verdana","sans-serif"; font-size: 10pt; letter-spacing: 0.25pt; line-height: 115%;"></span></b><span style="font-size: large;"><b><span style="font-family: "Verdana","sans-serif"; font-weight: normal; letter-spacing: 0.25pt; line-height: 115%;">La importancia de las abejas en la polinización de los árboles frutales </span></b></span></h3>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDeASJmlofE0MxZOuB2LSSdmm-PCDunyrxCPHm4m3iaTFN-1LdRHTPUfEdshAJPNseTf3MzjhHIdDLVcL79rbGXLfrn_AP55_Bib674dFQAQKQ38heNcSl3RXfYHPjg2U87FYZnKvo-Yv_/s1600/1336281109_370146531_4-Servicios-de-Polinizacion-Frutales-y-Semilleros-Servicios.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDeASJmlofE0MxZOuB2LSSdmm-PCDunyrxCPHm4m3iaTFN-1LdRHTPUfEdshAJPNseTf3MzjhHIdDLVcL79rbGXLfrn_AP55_Bib674dFQAQKQ38heNcSl3RXfYHPjg2U87FYZnKvo-Yv_/s320/1336281109_370146531_4-Servicios-de-Polinizacion-Frutales-y-Semilleros-Servicios.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Los
árboles frutales se benefician de la apicultura, al mismo tiempo que
los apicultores se benefician de la horticultura. Uno de los casos más
destacados del control de la polinización de los principales huertos en
USA. Cerca de un millón de colmenas son repartidas cada año entre los
huertos de almendros. Todo ello genera un movimiento de transporte
enorme mediante camiones que mueven prácticamente la mitad de las
colmenas del país. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Hay
que tener en cuenta que la capacidad de polinización de las abejas
depende también de las condiciones ambientales. Las abejas polinizan
menos en periodos de lluvia y viento o en temperaturas por debajo de los
12 o 13ºC. La moderna horticultura esta cada vez más ligada a la
necesidad de suministrar polinizadores adicional debido a la mayor
presencia de monocultivos y a la disminución de polinizadores natural.
En el primer caso se precisa una cantidad muy elevada durante una época
de abejas para cubrir la polinización de tantas flores que maduran a la
vez. Posteriormente, las abejas deben transportarse a otro lugar, ya que
en la zona de monocultivo extensivo no existen otras plantas que
produzcan flores. La disminución del número de abejas en estado natural
se debe a una gran cantidad de razones: enfermedades de las abejas, uso
de pesticidas e insecticidas, limpieza de las cunetas o los bordes de
los bosques, concentración parcelaria con la subsecuente eliminación de
los setos, alteración de los espacios naturales, expansión de las zonas
urbanas, etc. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
</div>
<div class="WordSection2">
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: medium none; margin-left: 4.8pt; margin-right: 4.8pt; width: 100%;"><tbody>
<tr style="height: 3.4pt;"> <td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; height: 3.4pt; padding: 0cm 5.4pt; width: 30%;" valign="top" width="30%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
</div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="color: white; font-size: 9pt;">Nombre del árbol </span></b><b><span style="font-size: 9pt;"></span></b></div>
</td> <td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; height: 3.4pt; padding: 0cm 5.4pt; width: 47.04%;" valign="top" width="47%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="color: white; font-size: 9pt;">Nombre y especie del polinizador </span></b><b><span style="font-size: 9pt;"></span></b></div>
</td> <td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; height: 3.4pt; padding: 0cm 5.4pt; width: 22.96%;" valign="top" width="22%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="color: white; font-size: 9pt;">Importancia del polinizador </span></b><b><span style="font-size: 9pt;"></span></b></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Papaya ( <i>Carica papaya</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) polillas y mariposas </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Imprescindible</span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Cacao ( <i>Teobroma cacao</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Mosquitos </span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Imprescindible</span></div>
</td> </tr>
<tr style="height: 4.05pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 4.05pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Macadamia <i>( Macadamia ternifolia</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 4.05pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejas sin aguijón.</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 4.05pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Imprescindible</span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Almendro (<i> Prunus dulcis</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejorros y moscas </span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante</span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Peral ( <i>Pyrus comunis</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejorros y moscas</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.65pt;"> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Melocotonero ( <i>Prunus persica</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejorros y moscas</span></div>
</td> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.65pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Aguacate (<i> Persea americana</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejas sin aguijón</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Mango ( <i>Mangifera indica</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejas sin aguijón, moscas y avispas </span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Rambután <i>Nephelium lappaceum) </i></span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejas sin aguijón, moscas y avispas </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Ciruelo ( <i>Prunus armeniaca</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), moscas y abejorros</span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Cerezo ( <i>Prunus avium</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), moscas y abejorros</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Cerezo ácido (<i> Prunus cerasus</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), moscas y abejorros</span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Albaricoque ( <i>Prunus armeniaca</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), moscas y abejorros</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Manzano ( <i>Malus ssp.</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) , abejorros, sírfidos</span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Durian (<i>Durio zibethinus</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Pájaros, murciélagos </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Muy importante </span></div>
</td> </tr>
<tr style="height: 3.65pt;"> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Mandarino <i>( Citrus reticulata)</i></span></b></div>
</td> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) y abejorros</span></div>
</td> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Nogal ( <i>Juglans regia</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.)</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Kiwi ( <i>Actidinia chinensis</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) y abejorros </span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante</span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Higuera ( <i>Ficus carica</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Avispas ( <i>Blastophaga psenes</i>) </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Granado ( <i>Punica granatum) </i></span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) y abejorros</span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Serbal <i>doméstico( Sorbus domestica</i></span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), y moscas </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Tamarindo (<i>Tamarindus indica</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) </span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Lichí (<i>Litchi chinensis</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) y moscas </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Yuyuba ( <i>Zizypus jujuba</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), moscas, escarabajos y avispas </span></div>
</td> <td style="border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importante </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Longan (<i>Dimocarpus longan</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.), abejas sin aguijón.</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importantes </span></div>
</td> </tr>
<tr style="height: 3.65pt;"> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Cocotero (<i>Cocos nucifera</i>) </span></b></div>
</td> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) y abejorros</span></div>
</td> <td style="border: medium none; height: 3.65pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importantes </span></div>
</td> </tr>
<tr style="height: 3.4pt;"> <td style="background: none repeat scroll 0% 0% silver; border-color: -moz-use-text-color -moz-use-text-color black; border-style: none none solid; border-width: medium medium 1pt; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 9pt;">Caquí (<i>Diospyros kaki</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border-color: -moz-use-text-color -moz-use-text-color black; border-style: none none solid; border-width: medium medium 1pt; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 9pt;">Abejas ( Apis sp.) y abejorros</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border-color: -moz-use-text-color -moz-use-text-color black; border-style: none none solid; border-width: medium medium 1pt; height: 3.4pt; padding: 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 9pt;">Poco importantes </span></div>
</td> </tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-size: 10pt;">.lista de árboles polinizados por las aejas u otros insectos.</span></div>
<div class="MsoNormal" style="line-height: normal;">
</div>
</div>
<b><span style="color: #339933; font-family: "Verdana","sans-serif"; font-size: 10pt; font-weight: normal; line-height: 115%;"><br clear="all" style="page-break-before: auto;" /> </span></b>
<span style="font-size: large;"><b><span style="font-family: "Verdana","sans-serif"; font-weight: normal; line-height: 115%;">Árboles polinizadores </span></b></span><br />
<br />
<div class="WordSection3">
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">A
la hora de escoger las especies y variedades debemos saber que hay
ciertas variedades que necesitan de un polinizador. Aquí no se entiende
como polinizador el agente capaz de transferir el polen de una planta a
la otra, sino una variedad de árbol cuyo polen sea válido para polinizar
los árboles de su misma especie . Esto implica que el árbol polinizador
produzca polen en la misma época que el árbol polinizado lo necesite.
Es decir que su floración sea pareja. Además, el polen producido por el
polinizador deberá ser compatible con el polinizado, lo cual significa
que deberá ser capaz de fecundar los óvulos. </span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHBoTWYsaYrmVra16ZaNgVUAgsRnct7fY7YupWr7G_t19kRKbXOjIpqj4VnyG6Va1bQxLhzO9EY9L2VX_ka-zQMhYr1Z4vYFJHzQbzCBJtNmKMaaq4Dq8YFwBjPCcFXbn6ukNFf1rMlZD7/s1600/cerezo-1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHBoTWYsaYrmVra16ZaNgVUAgsRnct7fY7YupWr7G_t19kRKbXOjIpqj4VnyG6Va1bQxLhzO9EY9L2VX_ka-zQMhYr1Z4vYFJHzQbzCBJtNmKMaaq4Dq8YFwBjPCcFXbn6ukNFf1rMlZD7/s320/cerezo-1.jpg" width="320" /></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">A
veces los horticultores aficionados plantan diferentes variedades de
una misma especie para asegurar la polinización. Esto puede producir
resultados adecuados en plantaciones pequeñas. En plantaciones
extensivas, para asegurar la productividad y la inversión económica, es
mejor asegurarse de que variedades deberemos plantar consultando a un
especialista . Las variedades que requieren polinizadores son: </span><a href="http://www.botanical-online.com/flormalusdomestica.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">manzanos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, </span><a href="http://www.botanical-online.com/fotosprunusdulcis.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">almendros</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"> , </span><a href="http://www.botanical-online.com/ciruelas.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">ciruelos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, aguacates, y perales. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">Las variedades que no requieren polinizadores porque se autopolinizan son: </span><a href="http://www.botanical-online.com/floralbaricoquero.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">albaricoqueros</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, </span><a href="http://www.botanical-online.com/medicinalstarongercastella.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">naranjos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, </span><a href="http://www.botanical-online.com/florcitruslimonum.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">limoneros</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">, </span><a href="http://www.botanical-online.com/pomelo.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">pomelos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"> , limeros ( u otros </span><a href="http://www.botanical-online.com/citricos.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">cítricos)</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">,
melocotoneros, membrillos, lúcumas, nísperos, etc. La capacidad de
autopolinización asegura la producción de frutos en ejemplares
individuales. Esta es la razón por la cual se suelen plantar este tipo
de árboles en huertos pequeños donde solamente se puede disponer de un
solo ejemplar. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">En las variedades anemófilas la polinización esta realizada por el viento. Algunos ejemplares , como el </span><a href="http://www.botanical-online.com/florjuglansregia.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">nogal</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">,
poseen amentos masculinos y femeninos en el mismo árbol pero que
maduran en épocas diferentes. ( dicogamia) Las inflorescencias
masculinas maduran en las ramas de la anterior temporada, mientras que
las inflorescencias femeninas lo hacen al final de las ramas jóvenes
primaverales. La fertilización de los ejemplares de nuestro huerto o
jardín se verá asegurada siempre que existan árboles en la proximidad
que florezcan en el tiempo adecuado. En plantaciones extensivas el uso
de polinizadores asegura la producción. </span></div>
<div style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">En los </span><a href="http://www.botanical-online.com/florolivo.htm"><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">olivos</span></a><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;">
la polinización es realizada por insectos y por el viento. Si se
introducen polinizadores mejora la producción, aunque normalmente la
mayoría de plantaciones suelen ser de la misma variedad. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: 10pt;">La lista siguiente les ofrece una selección de árboles polinizadores. </span></div>
</div>
<span style="color: white; font-family: "Verdana","sans-serif"; font-size: 10pt; line-height: 115%;"><br clear="all" style="page-break-before: auto;" /> </span> <br />
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: medium none; margin-left: 4.8pt; margin-right: 4.8pt; width: 121.54%;"><tbody>
<tr style="height: 2.95pt;"> <td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="color: white; font-size: 10pt;">Tabla de árboles polinizadores</span><b><span style="font-size: 10pt;"> </span></b></div>
</td> <td colspan="2" style="border: medium none; padding: 0cm;" width="71%"><div class="MsoNormal">
</div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="color: black; font-size: 10pt;">Nombre del árbol polinizado </span><b><span style="font-size: 10pt;"></span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="color: black; font-size: 10pt;">Nombre de la variedad polinizadora </span></b><span style="font-size: 10pt;"></span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="color: black; font-size: 10pt;">Variedades de árbol </span></b><span style="font-size: 10pt;"></span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Peral ( <i>Pyrus comunis</i>) </span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">D'Anjou, Comice y Bosc </span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Barlett </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Peral ( <i>Pyrus comunis</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">D ’Anjou, Bartlett, Seckel, Bosc, </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Comice </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Peral ( <i>Pyrus comunis</i>) </span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">D ’Anjou,Bartlett, Seckel, Bosc, Comice, </span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la D'anjou </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Peral ( <i>Pyrus comunis</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Comice y Bosc. </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Seckel</span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Peral ( <i>Pyrus comunis</i>) </span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">D’Anjou, Bartlett , Comice , Seckel</span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Bosc </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo ( <i>Prunus armeniaca</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">( Autofertiles) Stanley, Damson, Earliblue, Italiana</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Reina Claudia </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo ( <i>Prunus armeniaca</i>)</span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Reina Claudia, Stanley, Italiana </span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Earliblue</span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo ( <i>Prunus armeniaca</i>)</span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">( Autofertiles) Reina Claudia, Stanley</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Damson</span></div>
</td> </tr>
<tr style="height: 17.2pt;"> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo ( <i>Prunus armeniaca</i>)</span></b></div>
</td> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">( Autofertiles) Reina Claudia Stanley, Damson, Earliblue</span></div>
</td> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Italiana </span></div>
</td> </tr>
<tr style="height: 17.2pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo ( <i>Prunus armeniaca</i>)</span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">( Autofertiles) Reina Claudia , Damson, Earliblue, Italiana </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Stanley</span></div>
</td> </tr>
<tr style="height: 17.2pt;"> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo japones (<i>Prunus cerasifera</i>)</span></b></div>
</td> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">(Autofertiles) Burbank, Satsuma, Shiro, </span></div>
</td> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Santa Rosa </span></div>
</td> </tr>
<tr style="height: 17.2pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo japones (<i>Prunus cerasifera</i>)</span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Santa Rosa, Satsuma, Shiro, </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Burbank </span></div>
</td> </tr>
<tr style="height: 17.2pt;"> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Ciruelo japones (<i>Prunus cerasifera</i>)</span></b></div>
</td> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Burbank, Santa Rosa , Shiro, </span></div>
</td> <td style="border: medium none; height: 17.2pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Satsuma </span></div>
</td> </tr>
<tr style="height: 10.1pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Fuji, Gala, Red Delicious, Empire, Spartan, Braeburn</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Golden Delicious </span></div>
</td> </tr>
<tr style="height: 10.1pt;"> <td style="border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>) </span></b></div>
</td> <td style="border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Fuji, Gala, Red Delicious, Empire, Spartan</span></div>
</td> <td style="border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Braeburn</span></div>
</td> </tr>
<tr style="height: 10.1pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Fuji, Gala, Red Delicious, Empire, Golden Delicious Braeburn</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Spartan</span></div>
</td> </tr>
<tr style="height: 10.1pt;"> <td style="border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>) </span></b></div>
</td> <td style="border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Fuji, Gala, Red Delicious, Golden Delicious, Spartan, Braeburn</span></div>
</td> <td style="border: medium none; height: 10.1pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Empire</span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>) </span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Fuji, Gala, Empire, Golden Delicious, Spartan, Braeburn</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Red Delicious</span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>)</span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Fuji, Red Delicious, Empire, Spartan, Braeburn</span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Gala </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Manzano ( <i>Malus ssp.</i>)</span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Gala, Red Delicious, Empire, Spartan, Braeburn</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Fuji </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i></span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Sam, Rainer, Garden Bing, Stella, Compact Stella, Van, Montmorency, </span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Lambert </span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i></span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Sam, Garden Bing, Stella, Compact Stella, Van, Montmorency, Lambert</span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Rainer</span></div>
</td> </tr>
<tr style="height: 2.95pt;"> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i></span></b></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Sam, Garden Bing, Bing , Stella, Compact Stella, Montmorency, </span></div>
</td> <td style="border: medium none; height: 2.95pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Van</span></div>
</td> </tr>
<tr style="height: 28.3pt;"> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 28.3pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i></span></b></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 28.3pt; padding: 0cm 5.4pt; width: 42.38%;" valign="top" width="42%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: 10pt;">Sam, Garden Bing, Stella, Compact Stella, Montmorency, Rainer, </span></div>
</td> <td style="background: none repeat scroll 0% 0% silver; border: medium none; height: 28.3pt; padding: 0cm 5.4pt; width: 29.26%;" valign="top" width="29%"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-size: 10pt;">Para polinizar la Bing </span></div>
</td> </tr>
<tr style="height: 28.3pt;"> <td style="border: medium none; height: 28.3pt; padding: 0cm 5.4pt; width: 28.36%;" valign="top" width="28%"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i>Stella </span></b></div>
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<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i>Compact Stella </span></b></div>
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<b><span style="font-size: 10pt;">Cerezo <i>( Prunus avium) </i>Garden Bing </span></b></div>
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<b><span style="font-size: 10pt;">Cerezo <i>( Prunus cerasus) </i>Montmorency</span></b></div>
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Opinión personal.</h1>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNOJx1Y5tysBuxXqxwFUWUtRvcjzkQjSvbeewgUFa3awbXBGK-fUvJHsizHBcCs_Hc7uXObr1eEpTXSMD1SyUX-afVjkR4TV8cNBuwwBMIX3cimY95_19hd8XCgljz7gdH2UH04X0UB38-/s1600/POLEN+6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNOJx1Y5tysBuxXqxwFUWUtRvcjzkQjSvbeewgUFa3awbXBGK-fUvJHsizHBcCs_Hc7uXObr1eEpTXSMD1SyUX-afVjkR4TV8cNBuwwBMIX3cimY95_19hd8XCgljz7gdH2UH04X0UB38-/s320/POLEN+6.jpg" width="320" /></a></div>
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<span style="font-size: 10pt;">Como se puede observar a lo largo del
trabajo, se ha intentado hablar de la polinización vegetal, comenzando
por intentar comprender cómo la evolución ha llevado a las plantas de
semilla, a desarrollar las complejas estrategias de polinización que hoy
en día se pueden observar en el reino vegetal. Lo cual, creo que puede
ser un buen comienzo para comprender la importancia que puede tener hoy
en día el entendimiento, para los agricultores, de prácticas “naturales”
necesarias para el correcto desarrollo de los cultivos, que
naturalmente se traduce en mayor y/o mejor producción.</span></div>
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<span style="font-size: 10pt;">De los procesos de polinización procuro
extenderme algo en la “p. zoófila”, puesto que, además de ser la más
común en frutales, es la más compleja, puesto que conlleva el estudio de
las especies animales que, en simbiosis con las plantas, han
evolucionado hasta lo que hoy en día son la mayoría de las formas de
flores (órganos reproductivos) e insectos “polinizadores”. Pienso que,
hoy en día, si se pretende entender el desarrollo natural de una planta
(para luego aplicar las técnicas específicas), es necesario entender
también algo sobre los vectores, que, por otra parte, son los que han
hecho que los frutos sean hoy lo que son. Si no hubiera insectos o
animales a los que les gusta la fruta, los árboles no la producirían…</span></div>
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<span style="font-size: 10pt;">Acabo el trabajo poniendo algunas
tablas-ejemplo que le podrían servir de guía a un agricultor para
cultivar algunos frutales, teniendo en cuenta la polinización, puesto
que pienso que estos trabajos son el resultado de la experiencia de
otros agricultores. Existen especies (aguacate…) que requieren de un
estudio previo de las variedades, que difícilmente un agricultor podría
cultivar y observar durante su vida. Así pues, éstos estudios de otros
agricultores, creo que podrían ser una herramienta básica, como guía
para los agricultores y para un desarrollo de la cultura agrícola que
lleva a mayores y mejores producciones (la eterna búsqueda). </span></div>
Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-37705024793544481372012-05-25T22:26:00.000+01:002013-06-17T17:29:26.563+01:00InocentesEl siguiente mensaje me lo envió una amiga hace pocos días, y ha causado un impacto bastante fuerte en mi. Ojalá cause el mismo impacto en las demás personas, se supone que somos seres racionales, pero tenemos que curar nuestra indiferencia.<br />
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<span style="color: black; font-family: Calibri; font-size: small;"><span style="font-family: Calibri; font-size: 12pt;">Por
eso el cambio es individual, como dice el filosofo Aleman Haberman,
"nuestra función en la vida es contribuir en la formación de ciudadanos
responsables, frente al ambiente y a la vida misma".</span></span></div>
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<b><span style="color: #006600; font-family: Arial; font-size: medium;"><span style="color: #006600; font-family: Arial; font-size: 13.5pt; font-weight: bold;">El
corto vídeo que van a ver (3:55) trata de una isla que se encuentra en
pleno Océano Pacífico, a 2,000 km . de todas las costas. </span></span></b></div>
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<b><span style="color: #006600; font-family: Arial; font-size: medium;"><span style="color: #006600; font-family: Arial; font-size: 13.5pt; font-weight: bold;">En esa Isla nadie vive, hay solo pájaros, y sin embargo...</span></span></b></div>
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<b><span style="color: #006600; font-family: Arial; font-size: medium;"><span style="color: #006600; font-family: Arial; font-size: 13.5pt; font-weight: bold;">¡Miren lo que allí ocurre!</span></span></b><br />
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<span style="color: #006600; font-family: Arial; font-size: medium;"><span style="color: #006600; font-family: Arial; font-size: 13.5pt;">Abran este link:</span></span><span style="color: black; font-family: Calibri;"><span style="font-family: Calibri;"><a href="http://www.midwayfilm.com/" rel="nofollow" target="_blank"><b><span style="font-family: Arial; font-size: large;"><span style="font-family: Arial; font-size: 18pt; font-weight: bold;"><span title="http://www.midwayfilm.com/
CTRL + Click to follow link">http://www.midwayfilm.com</span></span></span></b></a></span></span></div>
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<b><span style="color: #006600; font-family: Arial; font-size: medium;"><span style="color: #006600; font-family: Arial; font-size: 13.5pt; font-weight: bold;">Es
una pequeña película que todo el mundo debería ver y sacar sus
conclusiones... por lo menos los que no están todavía afectados por el
mal endémico de nuestra sociedad: la indiferencia... </span></span></b><br />
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<b><u>Sobre las Midway:</u></b> Las islas Midway son un Atolón de 6,2 Km2 situado en el pacífico norte; <a href="http://es.wikipedia.org/wiki/Islas_Midway">http://es.wikipedia.org/wiki/Islas_Midway</a><br />
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Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-71390613549710173782012-05-20T14:30:00.000+01:002013-06-17T21:38:46.736+01:00Movile, una isla de la vida basada en el sulfhídrico.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3LjGTFcLw_RGtzfB_GwoRzmCWcHgT1tzAnyWiB6u9nzcJtZI1wmiB5gypsG8O6pPFerS3br7TNKU6d6qkXnL-_-ng6ttZcz4osVN9AV9gI-uoMh-0BfvscnjpX3lWYIDmc1d1NpG6Mlcf/s1600/C0094851-Cave_arthropods-SPL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3LjGTFcLw_RGtzfB_GwoRzmCWcHgT1tzAnyWiB6u9nzcJtZI1wmiB5gypsG8O6pPFerS3br7TNKU6d6qkXnL-_-ng6ttZcz4osVN9AV9gI-uoMh-0BfvscnjpX3lWYIDmc1d1NpG6Mlcf/s320/C0094851-Cave_arthropods-SPL.jpg" width="320" /></a></div>
Los seres vivos que pueblan nuestro planeta tienen una capacidad extraordinaria de adaptación, tan extraordinaria que muchas veces aparecen casos que pueden sorprender hasta a los científicos más entendidos en el tema.<br />
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En 1977 la comunidad científica quedó conmocionada cuando se descubrieron cerca de las Galápagos y a miles de metros de profundidad (2600 metros) comunidades bacterianas que sobrevivían en aguas termales y sulfurosas, creando una cadena trófica en la que especies micrófagas se alimentaban de las bacterias y a su vez eran presa de otros predadores marinos adaptados al medio (crustáceos, gusanos, peces, etc). Sin duda resultaba sorprendente descubrir un ecosistema autónomo organizado alrededor de las fumarolas, resistiendo presiones 250 veces superiores a las de la superficie y condiciones consideradas imposibles para la vida .<br />
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En 1992 se descubrió, esta vez en tierra, otro ecosistema insólito, también relacionado con las emanaciones sulfurosas, concretamente en la cueva de Movile, al sureste de Rumanía (Dobrudja).<br />
La cueva fue destapada en 1986, cuando se iban a realizar unas prospecciones para instalar una central térmica. A sólo 20 metros de profundidad en la roca caliza, se toparon con un sistema subterráneo de unos 240 metros de longitud, parcialmente anegado y que contenía una curiosa población de invertebrados adaptados al medio.<br />
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<a name='more'></a>La cueva llevaba cerrada de cualquier conexión con el exterior desde finales del miocenio (hace 5,2 millones de años) y en su interior se desarrollaba una cadena trófica única, al margen de la luz solar.<br />
El descubridor fue Cristian Lascu, que junto con sus colaboradores se ha dedicado posteriormente a estudiar y dar explicación a la curiosa fauna de la cueva.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1uR4dQHvPTmSUaIdS_y0NWlOJZExUQOjGH9srHRsmZUIiR3Kji_cGnBaCbZk4xiu2h64vQwn4g2aeDfhO4Y4OLnaIcRxkI6W_RLl6IcsikKSHJCL-AuUot8f-AlaEMiAeHQhSmlOTRyqI/s1600/movile_cave_interactions.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1uR4dQHvPTmSUaIdS_y0NWlOJZExUQOjGH9srHRsmZUIiR3Kji_cGnBaCbZk4xiu2h64vQwn4g2aeDfhO4Y4OLnaIcRxkI6W_RLl6IcsikKSHJCL-AuUot8f-AlaEMiAeHQhSmlOTRyqI/s320/movile_cave_interactions.jpg" width="320" /></a>La atmósfera del interior contiene entre un 7 y 10% de oxígeno (una tercera parte del normal en la atmósfera), 1 a 2% de metano, y 2 a 3,5% de dióxido de carbono (importante cantidad). El agua es sulfurosa, y tiene una temperatura de 20ºC; al contacto de este agua con el oxígeno del aire, se combina y produce el ácido sulfúrico que impregna las paredes. Tras diversos experimentos se ha determinado que la cueva es estanca.<br />
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Hay censadas 48 especies de invertebrados acuáticos y terrestres, de las cuales 33 son endémicas.<br />
La mayoría de las especies han desarrollado caracteres especiales, despigmentación, carecen de ojos, apéndices alargados (tactismo), etc.<br />
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Al carecer de luz y de entradas de ningún tipo a la cueva, surgen los interrogantes, ¿cuál es la base energétca de este miniecosistena?, ¿de qué se han alimentado durante los últimos 5,2 millones de años si han estado aislados de toda fuente externa?.<br />
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Al parecer, tras diversas investigaciones se descubrió que todo se inicia en una especie de biofilm, que se encuentra en la superficie y las paredes próximas al agua del lago subterráneo. Este velo, está formado por hongos, en los que se alojan colonias de bacterias, que consiguen su energía a partir de la oxidación del hidrógeno sulfurado, formando así el primer eslabón de la cadena trófica de la cueva (como la hierba en la sabana).<br />
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Este caldo bacteriano, sirve como alimento para el siguiente eslabón, que está formado, en la parte acuática, por ricas poblaciones de flagelados, nemátodos, anélidos oligoquetos, crustáceos copépodos o rotíferos. También hay poblaciones de gasteróppodos, isópodos acuáticos y anfípodos que son detritívoros. El vértice de la cadena está formado por la sanguijuela Haemopis (el animal más grande de la cueva alcanzando los 25 cm), el gusano plano Dendrocoelum sp. y el escorpión de agua Nepa sp.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK8rAgFrWYFXa_JdhuTF2i3o09CVAzfVYoNjLeArWha5slsUnVWW9e8GubNWO4zPIqklQRXbmTEOhd1-g-k86lj2eO7lmWbdUGb2dFfPvYrFWK7XSZn-pgCvrIT9D48DI89iPeGnFUV6a1/s1600/C0094893-Cave_spider-SPL.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK8rAgFrWYFXa_JdhuTF2i3o09CVAzfVYoNjLeArWha5slsUnVWW9e8GubNWO4zPIqklQRXbmTEOhd1-g-k86lj2eO7lmWbdUGb2dFfPvYrFWK7XSZn-pgCvrIT9D48DI89iPeGnFUV6a1/s320/C0094893-Cave_spider-SPL.jpg" width="320" /></a> Por la parte aérea se repite el esquema, los consumidores primarios, colémbolos, isópodos y diplópodos se alimentan del biofilm, y sirven a su vez como alimento para arañas, pseudoescorpiones, ciempiés y coleópteros. <br />
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La extraordinaria fauna de la gruta de Movile, ha servido como inspiración para algunas histórias en Holliwood, y tiene fama anivel mundial, aportando datos sobre la evolución de las especies muy importantes. El espeleólogo rumano Cristian Lascu imparte conferencias en diversas partes del mundo. <br />
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Sin duda la historia y las formas de vida que pueblan esta gruta son propias de una novela de ciencia ficción, aunque solo son uno de los tantos ejemplos con los que el mundo natural puede sorprendernos. Hoy en día se sabe que existen poblaciones de bacterias que viven en la estratosfera, a más de 50 Km de altitud, o organismos que proliferan en ambientes ácidos y llenos de metales pesados como el caso del Rio Tinto en España. La vida es capaz de abrirse camino en los lugares más insospechados, pero es verdaderamente curioso encontrar ecosistemas basados sólo en la síntesis química de ciertos elementos y no en la fotosíntesis como es habitual en nuestro planeta.<br />
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Tras investigaciones en charcos y pequeños lagos externos situados en las cercanías de la cueva se ha llegado a la hipótesis más probable sobre la existencia de vida en el interior de la gruta. Sin duda se trata de ciertas especies que fueron capaces de adaptarse a las condiciones del interior antes de quedar aisladas, porque son evoluciones de los que se encuentran habitualmente en el exterior.<br />
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La selección natural, una vez más ha sido la clave del éxito de este pequeño ecosistema, la adaptación de las especies por lo tanto será siempre el mejor sistema de defensa contra adversidades tanto de tipo bilógico como físicas. Un dato importante a tener en cuenta en el desarrollo de sistemas de cultivo respetuosos en nuestros sistemas rurales.<br />
Es importante que entendamos las leyes que rigen el desarrollo de organismos en nuestro planeta para poder aprovecharlas en nuestro favor. <br />
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La cueva de Movile, es un ejemplo de aprovechamiento de recursos, los seres que allí viven son autónomos y basan su alimentación simplemente en el azufre, pero para aprovecharlo necesitan el agua y el aire del interior de la cueva.<br />
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Un ejemplo más de como si nos paramos a observar, en vez de arrasar sin sentido como es nuestra costumbre, podemos aprender muchísimas cosas.<br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com1tag:blogger.com,1999:blog-2520603123127289889.post-81562824125248288812012-05-14T15:04:00.000+01:002013-06-17T17:31:14.798+01:00Pithaya o fruta del dragón, una "nueva" especie agrícola para Canarias.La pitaya (pithaya o fruta del dragón), es una planta de tipo suculento, originaria de México, Colombia y las zonas de la vertiente pacífica en América Central.<br />
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<a name='more'></a>La estructura de la planta es de tallos carnosos de tres caras, en cuyas aristas aparecen nódulos con espinas y de los cuales surgen las nuevas ramificaciones, las flores y los frutos.<br />
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Para su cultivo es necesario instalar algún tipo de entutorado que la mantenga separada del suelo, como postes de madera, o celosía, o algún tipo de parral. Se trata de una planta de hábitos hemiepífitos, es decir, que en la naturaleza se da tanto en el suelo como asociada con arboles.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisJeGehgdpicQ2hKl4LBsL80vEwznQR5pTWrX41fFzvrOVIEgE1hK8RC_mJnm4-u_lwThoV7dIpgTdHpmHVoAWfCGuTa1sor39eCZByecsBke_K9Nk1SlMFsHTthUbhPi73ISxV_BoGpLC/s1600/hylocereus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisJeGehgdpicQ2hKl4LBsL80vEwznQR5pTWrX41fFzvrOVIEgE1hK8RC_mJnm4-u_lwThoV7dIpgTdHpmHVoAWfCGuTa1sor39eCZByecsBke_K9Nk1SlMFsHTthUbhPi73ISxV_BoGpLC/s320/hylocereus.jpg" width="320" /></a></div>
Requiere muy poca agua (16 a 8 L/planta/semana). <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ6S0XZBi1T90xyTU2GY4UMeLEfULaKYw5hf91uswnp9lIO1jq2KSUFwQIZ-wYsqZkSYz4eS5_hoYaEwRScAXum0e2iqykzVLRXf_13YXCqiTldmtShZXnZnsE_CzbGtFMsFo3ua0_0Vl0/s1600/polilla+que+poliniza+pitaya.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ6S0XZBi1T90xyTU2GY4UMeLEfULaKYw5hf91uswnp9lIO1jq2KSUFwQIZ-wYsqZkSYz4eS5_hoYaEwRScAXum0e2iqykzVLRXf_13YXCqiTldmtShZXnZnsE_CzbGtFMsFo3ua0_0Vl0/s320/polilla+que+poliniza+pitaya.jpg" width="320" /></a>Su cultivo es relativamente sencillo, excepto en el tema de la polinización, porque en Canarias no se encuentra el murciélago que la poliniza de forma natural y es necesario realizarla de forma manual, sin embargo en el cultivo de la granja experimental en Grancanaria nos dijeron que ellos no realizaban polinización manual, sólo procuraban mantener distintas variedades en la misma huerta (es decir, que si que debe haber alguna polilla que transfiera el polen durante la noche de una flor a otra). En su estado natural las plantas se encuentran en semisombra, por lo que es recomendable colocar un sombreo mínimo en las zonas de mucha radiación, porque esta puede quemar la superficie de los tallos.<br />
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La flor solo se abre entre las 20 y las 10 de la mañana (durante la noche). A partir de la polinización, el fruto tarda en formarse y madurar de 32 a 50 días.</div>
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Existen cientos de variedades, con colores y sabores distintos, aunque las más conocidas en las islas son las rojas con pulpa banca y las amarillas.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWQiiNbiWvylPaSWHS_ojtlsEdleydzT2OY-v8_glBE6E1jeVAcSdARTyX2_3fIubPWa-m-kn7Ycv_KL8TM8-ETEuvPPFlni2oCI7LJcPchuuvMYlbRhNeZ-r4rScrmdicSkv_cbN0dx5H/s1600/Pithaya+amarilla.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWQiiNbiWvylPaSWHS_ojtlsEdleydzT2OY-v8_glBE6E1jeVAcSdARTyX2_3fIubPWa-m-kn7Ycv_KL8TM8-ETEuvPPFlni2oCI7LJcPchuuvMYlbRhNeZ-r4rScrmdicSkv_cbN0dx5H/s1600/Pithaya+amarilla.jpg" /></a></div>
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Según algunos agricultores de Tenerife (ASAGA), es posible obtener
cosechas superiores a los 40000 Kg/ha/año, con una densidad de 0,22
plantones/m2 (2200 plantas/ha)</div>
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Su valor en el mercado puede ser muy alto, superando los 4 euros por fruto, pero es necesario realizar buenas campañas de márquetin para darlo a conocer. </div>
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Su sabor es delicioso, entre el higo pico y el Kiwi, muy fresco, dulce y con un ligero toque de acidez. </div>
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El fruto es de unos 15 cm de largo y 10 de diámetro, según la variedad (mucho más grande que un kiwi). Las rojas pueden llegar a pesar 500 o 600 gramos y la amarilla unos 250. Tiene unas buenas cualidades de conservación poscasecha y resistencia al transporte (se mantiene en perfecto estado durante semanas).</div>
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Requiere de altas temperaturas para su correcto desarrollo, por lo que en zonas frescas será necesaria la instalación de invernaderos (aunque según algunos manuales de cultivo de colombia existen variedades adaptadas a la altitud).</div>
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La diversidad de variedades le da una presencia muy vistosa, lo que unido a su delicioso sabor la hacen una buena aliada para los que quieren cultivar frutos de calidad que pueden alcanzar un alto precio en los mercados.</div>
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La única pega que le veo para su cultivo en las islas, es que, las buenas cualidades de transporte pueden hacer que, si aumenta el valor y la fama del producto, pujen por entrar en los mercados productores de sudamérica, Asia o África, con lo que en el futuro se hará necesario cambiar nuevamente de tipo de cultivo. Sin embargo hasta que ese momento llegue podría convertirse en una buena fuente de riqueza para las islas.</div>
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Tiene pocas calorías, y es buena para el corazón y para la digestión, tiene la mitad de vitamina C que la naranja.<br />
Algunas variedades ya se estudian desde el 2005 en Tenerife, traidas por el doctor Víctor Gavilán Sauco, investigador del ICIA (instituto canario de investigaciones agrarias) desde las Islas Reunión.<br />
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Dejo el enlace para ver lo que dicen sobre esta planta en la Wikipedia (<a href="http://es.wikipedia.org/wiki/Pitahaya">http://es.wikipedia.org/wiki/Pitahaya</a>) y un video en el que se pueden ver distintos cultivos de Pithaya en Asia, donde también está adquiriendo grán fama:<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Y4WvYiQ5p3g?feature=player_embedded' frameborder='0'></iframe></div>
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com4tag:blogger.com,1999:blog-2520603123127289889.post-72731875714837136852012-04-02T21:20:00.000+01:002013-12-12T15:00:56.153+00:00La tecnología en agricultura, mejoras y problemas.La agricultura ha sufrido muchos cambios en los últimos siglos, la mayoría de ellos enfocados en aumentar y/o abaratar las producciones y mejorar la resistencia ante enfermedades y patógenos. Se ha conseguido una mayor eficiencia en los campos, pero en la misma medida que el rendimiento ha ido creciendo, ha aumentado su repercusión en el medio ambiente.<br />
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Mientras este crecimiento desmesurado y sin control se producía, también se ha ido investigando mucho en los principios agronómicos que hacen posible la producción de los campos. De modo que podría decirse que no todo está perdido.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiglkt3xsVnqZz-LMeMsOLqz89-hVoKa4_6LXWt3h3jeoJtjxBUsCGSuuhblxXXna9o8Xdgq1g61NmAF5aEIKTcGBth5dJa6Jy7iHU8bAm0XNgnGL4WAY42gClepYvQMiuABNirmpsQxL2R/s1600/lixiviaci%C3%B3n+de+NO3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiglkt3xsVnqZz-LMeMsOLqz89-hVoKa4_6LXWt3h3jeoJtjxBUsCGSuuhblxXXna9o8Xdgq1g61NmAF5aEIKTcGBth5dJa6Jy7iHU8bAm0XNgnGL4WAY42gClepYvQMiuABNirmpsQxL2R/s320/lixiviaci%C3%B3n+de+NO3.jpg" width="320" /></a>La agricultura intensiva ha provocado una vorágine devastadora, que consume ingentes cantidades de petróleo, mina los suelos con nitratos, pesticidas y contaminantes, utilizando transgénicos y acabando radicalmente con el equilibrio biológico del que dependemos todos. Se trata de un tipo de agricultura que no tiene en cuenta el futuro de nuestras civilizaciones, desarrollada por gente que sólo quiere obtener un beneficio en el presente, esquilmando los terrenos y deformando los ecosistemas.<br />
<br />
<br />
<span style="color: #6f846c; font-family: Verdana;"><b><span style="font-family: Arial;">"Los oncólogos
estadounidenses Slage y Shearer, del Centro de
Investigación Hutchinson, en Seattle
(Washington), precisaron en marzo de 1976, que
el 80 por ciento de las enfermedades cancerosas
en el ser humano, son causadas por los productos
químicos en el ambiente y el 20 por ciento por
productos químicos en los alimentos. Revolución
verde, agroquímicos, biotecnología moderna,
transgénicos..., ¿un mismo camino que nos lleva
a la decadencia?"</span></b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWiFs5AupjDQX2iu49XSXpWQ9vsU-5GEz8bMh9ttqqSSHTTVREzN5O0AdxRwjcmhjc_vl2XImI87iiQDpZqFmGDzTcoCQ7Zj57KNKemR8XZaarbo_YwBsahy4820TcmpZKqVTXGwA-3zNQ/s1600/fruta.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWiFs5AupjDQX2iu49XSXpWQ9vsU-5GEz8bMh9ttqqSSHTTVREzN5O0AdxRwjcmhjc_vl2XImI87iiQDpZqFmGDzTcoCQ7Zj57KNKemR8XZaarbo_YwBsahy4820TcmpZKqVTXGwA-3zNQ/s320/fruta.jpg" width="320" /></a>Para muchos agricultores ha llegado la hora del cambio, cada vez se ha impuesto más la idea de que debemos cuidar nuestro entorno, puesto que es el que nos proporciona los alimentos de los que vivimos entre otras cosas.<br />
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Últimamente he escuchado algunas frases muy curiosas, que me llaman la atención por que no se lo que se quiere conseguir con tales ideas; las frases son las siguientes:<br />
- <span style="color: red;">"Si toda la agricultura y ganadería mundial fuera ecológica no se podría producir lo suficiente como para alimentar a todos los seres humanos"</span>.<br />
Ni tampoco con la agricultura y ganadería convencional por lo que se ve...<br />
La verdad es que yo no se si esto es verdad o no, lo que si se es que al paso que vamos no se lo que podremos comer, porque no hay duda de que las plagas cada vez son más resistentes ("la vida se abre camino", como decían en la famosa película de ciencia ficción Jurasic park), y aunque pretendamos poner remedios químicos, o genéticos (transgénicos), las plagas siempre encontrarán la forma de abrirse camino, siempre sobrevivirán los más fuertes y estos tendrán descendencia resistente. Insectos, Nemátodos, Ácaros, Hongos, Bacterias, Virus, etc. Existen miles de patógenos con los que convivimos y junto a los que, nos guste o no, nos hemos desarrollado como lo que somos. Cuanto más juguemos con el equilibrio natural más difícil será volver a estabilizarlo. Así que no comprendo a quién le importa este dato hoy en día, en el que por cierto hay miles de personas muriendo de hambre, cuando de lo que se está hablando y el motivo por el que la agricultura y la ganadería tienen que ser lógicas con los ecosistemas naturales, es que son actividades que dependen del medio ambiente, y por lo tanto al desequilibrar los ecosistemas se provocan a si mismas dificultades que si que traerán verdadera hambre a todos los continentes; de hecho ya se ve como el precio de los productos (junto con el del petróleo) sube paulatinamente a mucha mayor velocidad que los sueldos de las personas que los consumen; ¿hasta donde estamos dispuestos a llegar para decidir que necesitamos pensar distinto?. ¿Cuantas frases inútiles seguiremos escuchando hasta que nos pongamos todos de acuerdo en que no es cuestión de inventar excusas?.<br />
En Canarias, por poner un ejemplo, existen miles de hectáreas de terreno que no están actualmente en uso y que antiguamente se utilizaban para cultivar alimentos, el autoabastecimiento en las islas es muy bajo y continúa bajando cada año, en la misma medida que se van abandonando terrenos. Es evidente que las cosas no se están haciendo adecuadamente, y esto no es debido solo al tipo de agricultura que se realiza, sino sobre todo a una planificación desastrosa en el sector, si se pusieran en uso todos los factores de producción (terrenos, tecnología, investigaciones, etc.), probablemente, aún utilizando sólo métodos respetuosos, subiríamos notáblemente ese porcentaje de autoabastecimiento.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge4G5uxNNOMFDh7k6qoQsHseWRSX3et3rrpmUuEENO_Kxu3lPDPO2nxmVcM89bwKRVSGt_eO-t2FpslPhzy8Vs0nSvjuMQzCzng60cmAYsr8sIwTD6O9IR1Nq9oV6xxov-KOLIKfT5ucCn/s1600/terrenos+agricultura.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge4G5uxNNOMFDh7k6qoQsHseWRSX3et3rrpmUuEENO_Kxu3lPDPO2nxmVcM89bwKRVSGt_eO-t2FpslPhzy8Vs0nSvjuMQzCzng60cmAYsr8sIwTD6O9IR1Nq9oV6xxov-KOLIKfT5ucCn/s1600/terrenos+agricultura.jpg" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitYAEMEV4OcrtWYDR8YVQ4kgoZqSBP109yVWX2gSSSuK8iSxZNktHFwnusy0JMcQ4INyWvTr6m2Y_88PYz3gMG6YEXeCo4NwG4IuWjW3Gv2nAjZNanfW9n08PCRnzfNCytrFx1hi3cs1ys/s1600/o_MAIZsupervitaminado+transgenico.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitYAEMEV4OcrtWYDR8YVQ4kgoZqSBP109yVWX2gSSSuK8iSxZNktHFwnusy0JMcQ4INyWvTr6m2Y_88PYz3gMG6YEXeCo4NwG4IuWjW3Gv2nAjZNanfW9n08PCRnzfNCytrFx1hi3cs1ys/s320/o_MAIZsupervitaminado+transgenico.jpg" width="320" /></a>La otra frase, también muy curiosa y en la que ya gastaré un artículo completo, porque me parece un tema preocupante, es la siguiente:<br />
- <span style="color: red;">"Mediante el uso de transgénicos se podría acabar con el hambre en el mundo".</span><br />
Me parece curioso que se utilice siempre la excusa del hambre, aunque también es normal, ¡hablamos de alimentos!. Los transgénicos son especies agrícolas obtenidas mediante manipulación de sus cadenas genéticas en laboratorios, con lo que se consiguen obtener ciertos beneficios, como aumentar las producciones, mejorar la resistencia a enfermedades o a químicos (herbicidas), o crear especies "insólitas". Para obtener estos organismos genéticamente modificados, es necesario invertir grandes cantidades de dinero e investigación, que sólo están dispuestas a pagar las compañías privadas de productores de semilla. A corto plazo parece que los beneficios, sobre todo para algunas entidades privadas, son grandes, pero ¿que ocurrirá cuando pasen los años?. Entre otras cosas habrá contaminación genética de las especies tradicionales, aumentará la diferencia entre ricos y pobres, aparecerán plagas más resistentes, etc., pero además aún no están comprobadas las repercusiones de éstos alimentos en el organismo a largo plazo (cánceres, alergias, etc.), con lo que la gravedad que tiene el que se contaminen lineas genéticas tradicionales puede ser aún mayor (si cabe).<br />
<span style="font-size: large;">Diferencia entre <b>organismos genéticamente modificados</b> y <b>selección genética</b>:</span> Parece una tontería, pero hay muchísima gente que no entiende la diferencia entre estos dos sistemas de mejora genética. Esto es especialmente grave, porque de este modo los transgénicos están entrando poco a poco en nuestros mercados sin que haya prácticamente ningún control.<br />
<span style="font-size: large;">La selección genética (híbridos):</span> es un sistema utilizado por los agricultores y ganaderos desde que se convirtieron en lo que son, es decir, el día que un ser humano decidió que cierta especie era adecuada para domesticarla y obtener beneficios de ella comenzó a seleccionar los rasgos que eran más adecuados para su cultivo. De hecho, la mayoría de las variedades de las que provienen los alimentos que consumimos provienen de ésta selección que se ha dado a lo largo de los siglos. Por ejemplo, hace unos 20 millones de años surgieron los cítricos en el sudeste asiático, siendo originalmente una especie parecida al limonero que conocemos hoy en día, gracias a la selección natural y a la mano del hombre han ido apareciendo las especies que conocemos hoy en día como la naranja, la mandarina o el pomelo.<br />
Es decir, si no fuera por la selección genética hoy en día no existirían las naranjas ni mucho menos las mandarinas.<br />
Pero además por medio de la selección, los agricultores han conseguido obtener variedades resistentes a enfermedades, más productivas, o con colores o sabores especiales, etc., por ejemplo, en lo referente al tomate se han conseguido variedades como el "larga vida" (muy resistente al transporte), el tomate pera, el cherry, tomates amarillos, verdes, e incluso morados (Kumato), el "pata negra", etc. De modo que para muchos consumidores puede resultar imposible reconocer lo que es y lo que no es transgénico.<br />
Lo que quiero que quede claro, es que mediante la selección genética es posible obtener también variedades (que no especies) insólitas, simplemente siguiendo una serie de reglas fundamentales (leyes de Mendel, etc.), y que gracias a estos híbridos, el ser humano ha conseguido mejorar la calidad de los frutos y la resistencia a enfermedades en agricultura y ganadería durante toda la historia, y sin necesitar contar con grandes laboratorios como se pretende con los transgénicos. <br />
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<span style="font-size: large;">Transgénicos:</span> Como su nombre indica, un transgénico es un organismo a cuya cadena genética se le ha introducido uno o varios genes ajenos. Ésto se consigue sustituyendo partes de su cadena genética por la de otro organismo mediante el uso de elementos especiales de laboratorio, bacterias, virus, y más microorganismos que sirven como herramientas para el trabajo de corta y pega.<br />
Los organismos producidos son especies nuevas, con rasgos de las dos especies utilizadas, con lo que se rompe la secuencia que la naturaleza ha seguido a lo largo de los siglos (selección o descarte) y que ha generado todos los sistemas de vida que existen en nuestro planeta a partir de un simple caldo de cultivo (bacteria primigenia). Es decir, si se siguieran las líneas genéticas de las especies existentes hoy en día se podría observar que todas las líneas provienen de un sólo punto, que sería la bacteria primigenia, desde éste punto las lineas se han ido dividiendo, pero jamás en la historia de los seres vivos dos especies ya diferenciadas se han vuelto a unir.<br />
Por lo tanto estos sistemas de mejora repercuten en la vida como nunca antes se había hecho, produciendo consecuencias impredecibles, pero que seguro se notarán a largo plazo. <br />
<b>Pero además, como comenté en el apartado anterior (selección genética), </b><b>durante toda la historia, los agricultores han tenido que ir mejorando la resistencia de las especies agrícolas a medida que las plagas iban evolucionando, y está claro que esta tónica será la que se siga manteniendo durante el futuro a modo de cadena de consecuencias, con lo que si se permite que la</b><b> lucha contra los patógenos quede en manos de multinacionales, como ya está pasando con los productos fitosanitarios, acabaremos dependiendo de ellos más aún, y por lo tanto </b><b>estaremos complicandole la vida a las futuras generaciones para las que será mucho más dificil, o imposible autosustentarse. </b><br />
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<span style="font-size: large;">Las nuevas tecnologías en agricultura:</span><br />
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Además de las relacionadas con la evolución genética de las especies agrícolas (selección o transgénicos), las nuevas tecnologías unidas a la investigación en agricultura han mejorado sustancialmente las posibilidades productivas de este sector primario.<br />
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Hoy en día se sabe exactamente lo que come una planta según su desarrollo fisiológico, cómo funcionan sus estomas, la circulación de la savia en su interior, la función de las hormonas, la repercusión de patógenos que antes pasaban desapercibidos, la influencia del clima, el "funcionamiento" del suelo, etc.<br />
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Se ha investigado mucho, y gracias a esto hoy en día contamos con sistemas de riego más eficientes como los tubos de polietileno, goteo, microaspersión, programadores, fertirriego, etc., sistemas de control de clima como los invernaderos, la domótica o el fogg system, nuevos sistemas de cultivo como la hidroponía, y sobre todo se ha avanzado mucho en los cultivos <b>biológicos.</b><br />
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<span style="font-size: large;">Los invernaderos agrícolas del futuro:</span> o del presente (como se quiera ver), serán mucho más limpios, cómodos para los trabajadores y eficientes, gracias, entre otras cosas a la hidroponía. <br />
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La implantación de estas tecnologías suele ser cara, pero habrá que ver cómo se van desarrollando en el futuro, de momento existen, y han demostrado su eficiencia con creces.<br />
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Para muchos puede parecer que esto no es agricultura por no ver tierra, ni a un tipo desrriñonado con la azada, ni a los tractores tan vinculados "históricamente" con los campos de cultivo. Pero el caso es que hoy en día sabemos más que antes y debemos aplicar nuestros conocimientos para mejorar.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs_drjAy0Hh9Chvwp0cIZt35jo_m6v7FbsKVHfcqstfkhvfM4p_xtF63P6-ow3s6OYfRa9BwppLvEYaDHq0_1KBXMUXVewoncD_z7lG9cIElR0f49QdgprlTpPPOJ4YRP9WcfxQiwUlalF/s1600/cultivos-horticolas-hidroponia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs_drjAy0Hh9Chvwp0cIZt35jo_m6v7FbsKVHfcqstfkhvfM4p_xtF63P6-ow3s6OYfRa9BwppLvEYaDHq0_1KBXMUXVewoncD_z7lG9cIElR0f49QdgprlTpPPOJ4YRP9WcfxQiwUlalF/s320/cultivos-horticolas-hidroponia.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-lXu5Zmuhcnr5fe0SOJbozEo0FRWarq9_xOPljZoVYJng6dKu8_VOYSzMh7piUsobuSYEnGcnRO85NHqx7cvj2_2PZ3J1EbbZPBNMMLv1WlrmuAa1jttjFw-LO9orzAmXvpEDaRaOSfrG/s1600/hidro.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-lXu5Zmuhcnr5fe0SOJbozEo0FRWarq9_xOPljZoVYJng6dKu8_VOYSzMh7piUsobuSYEnGcnRO85NHqx7cvj2_2PZ3J1EbbZPBNMMLv1WlrmuAa1jttjFw-LO9orzAmXvpEDaRaOSfrG/s320/hidro.JPG" width="320" /></a>Las nuevas tecnologías como la hidroponía, pueden reportar muchos beneficios, tanto para los consumidores, como para los trabajadores, empresas, medio ambiente, etc., pero deben de ser tratadas con responsabilidad (recirculación de lixiviados, etc.). La agricultura de este tipo es distinta, pero se basa en los mismos principios, requiere de un control más exaustivo (un fallo puede acabar con toda la producción), por lo que se suelen utilizar sistemas de seguridad como instalaciones de riego dobles o generadores autónomos de electricidad para los posibles cortes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWycHzdimR3EYx6ma8U3VLKTAQGxAwOvMRxhjDbP0lRYYVLEU84jyUAfltv_WjkVKkGMJOU7OLGe406ogNFuT12noVWZsNgGnQ3T8xCwhFqumxJPlifV6JtS34I8FBlm0fXDRsF8aoXAu2/s1600/hidroponia-0.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWycHzdimR3EYx6ma8U3VLKTAQGxAwOvMRxhjDbP0lRYYVLEU84jyUAfltv_WjkVKkGMJOU7OLGe406ogNFuT12noVWZsNgGnQ3T8xCwhFqumxJPlifV6JtS34I8FBlm0fXDRsF8aoXAu2/s1600/hidroponia-0.jpg" /></a>Cada día se realizan nuevos avances en los sistemas de cultivo, y cria, que podrían ayudar al sector primario a situarse en una posición menos vulnerable, sobre todo en zonas como las islas Canarias, en las que se dispone de poco espacio para el cultivo. Algunos de los nuevos sistemas como el NGS, la aeroponía, los forrajes hidropónicos o la domótica se experimentan hoy en día en las islas, y podrían convertirse en un importante recurso económico, teniendo posibilidades tanto para el autoabastecimiento como para la exportación.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYeSRacYe5k1ph3U2VyXIrmihtAVZFQZuGSm2vws7koe82k2J_5r9ql-rUHmkeRurmyAOdjAYjUxYVC6IDSwGz7xpEklqqFWJL0vltiBaf1GS_9efbjkoDK2m8VhWqrsvl06iuo96XjIW4/s1600/fresas+hidroponia+r%C3%BAstica.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYeSRacYe5k1ph3U2VyXIrmihtAVZFQZuGSm2vws7koe82k2J_5r9ql-rUHmkeRurmyAOdjAYjUxYVC6IDSwGz7xpEklqqFWJL0vltiBaf1GS_9efbjkoDK2m8VhWqrsvl06iuo96XjIW4/s320/fresas+hidroponia+r%C3%BAstica.jpg" width="320" /></a><br />
El cultivo de fresas, por ejemplo se beneficia con la hidroponía aumentando las producciones y la calidad, y mejorando notablemente las condiciones de trabajo por la posición elevada de las plantas y la facilidad en el control de plagas. En las fotografías se puede apreciar un cultivo hidropónico-rústico al aire libre (lateral), y el sistema NGS oscilante, en el que es posible poner 40 plantas por metro cuadrado obteniendo producciones cercanas a los 20 Kg/m2 (debajo).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKeEPrn_CIRdqXY7ffN7r-9sqrZRfJz0WVlH0uuE-6Y7ecw7dt8rFDFQUjET5Ia1y8WUAcaoJBUuIJasTZuk8pajYJsDni0J-qU1S6Yz-Pf2LKQJ6cdBNI0l8EdJtNVzq7I9Kh3llR_D1b/s1600/NGS+fresa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKeEPrn_CIRdqXY7ffN7r-9sqrZRfJz0WVlH0uuE-6Y7ecw7dt8rFDFQUjET5Ia1y8WUAcaoJBUuIJasTZuk8pajYJsDni0J-qU1S6Yz-Pf2LKQJ6cdBNI0l8EdJtNVzq7I9Kh3llR_D1b/s320/NGS+fresa.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVgvlUkd6gp4GuVAH9o0lGbiLCehTCZyWPubDSMLvJzzKojzdKzVkNx8TlWNmYeAM6jFDbU-ODsYQgidmAMwnkLzIwsAxk41M5gxTJRK5OaatR9ZorJpzjAw7pE50RMqjvAmG9JGid0Plr/s1600/Howard-Resh-orangepeppers.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVgvlUkd6gp4GuVAH9o0lGbiLCehTCZyWPubDSMLvJzzKojzdKzVkNx8TlWNmYeAM6jFDbU-ODsYQgidmAMwnkLzIwsAxk41M5gxTJRK5OaatR9ZorJpzjAw7pE50RMqjvAmG9JGid0Plr/s1600/Howard-Resh-orangepeppers.jpg" /></a>La limpieza de los cultivos puede ser extraordinaria como se ve en la foto. Además hoy en día se están realizando grandes avances en lo que se refiere al tipo de fertilizantes utilizados. Ya existen sistemas hidropónicos "orgánicos" en el mundo, lo que hasta hace poco era impensable, esto abre aún más el abanico de posibilidades (ver entradas <a href="http://p-rosso.blogspot.com.es/2011/04/hidroponia-respetuosa-con-el-medio.html">"hidroponía respetuosa con el medio"</a>, <a href="http://p-rosso.blogspot.com.es/2012/03/hidroponia-organica-lixiviado-de.html">"hidroponía respetuosa (lixiviado de lombriz"</a> o<a href="http://p-rosso.blogspot.com.es/p/proyecto-acuaponia.html"> "acuaponía y bioponía"</a>).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN_nTyC92X1EfefrMvou6KP2AEHrgWtVX-1mCPkT9UBgJFTAQOG7YYCkrjjJlgnR8UKR8XRnhEhOM719rV2hKPgxmKYrk7wqUVlVNiIy33iceJDrISe8JPBWlHnFyjypos3s-pryiVaeuE/s1600/productos-hidroponia04%5B1%5D.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN_nTyC92X1EfefrMvou6KP2AEHrgWtVX-1mCPkT9UBgJFTAQOG7YYCkrjjJlgnR8UKR8XRnhEhOM719rV2hKPgxmKYrk7wqUVlVNiIy33iceJDrISe8JPBWlHnFyjypos3s-pryiVaeuE/s320/productos-hidroponia04%5B1%5D.jpg" width="320" /></a>Según la variedad, es posible obtener una lechuga por alveolo al més. La hidroponía reduce drásticamente la incidencia de enfermedades fúngicas como la botrytis.<br />
Fotos de sistemas NFT y abajo raíz flotante. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXQQ_kcD9xgZAUwE6m0X5MEr5hWbR_KiY8EGY9x2F1nQPngLmi2q7AyU5DWehee1yu2Cm_nFNzxtrSLvAQH70bs-DRz8dbNYPhTLkh0tErph4wWzfonmECynE0eCGbeL7eBSAver_P4Dn0/s1600/lechuga+invernadero.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXQQ_kcD9xgZAUwE6m0X5MEr5hWbR_KiY8EGY9x2F1nQPngLmi2q7AyU5DWehee1yu2Cm_nFNzxtrSLvAQH70bs-DRz8dbNYPhTLkh0tErph4wWzfonmECynE0eCGbeL7eBSAver_P4Dn0/s320/lechuga+invernadero.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhACSpziKPZupc5rBKblThZTO73k8qufr1dFxTjZyVYdA8wxc4YKvK0sm1SbA030GgsgX6nmL9ckO0xDxuGgf3LGCtD_s9g-vgiIG_vwKSf0AahKAI4oIWYzUFImkVRHpxt3AD2iscDBqIO/s1600/5699702-cultivo-hidroponico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhACSpziKPZupc5rBKblThZTO73k8qufr1dFxTjZyVYdA8wxc4YKvK0sm1SbA030GgsgX6nmL9ckO0xDxuGgf3LGCtD_s9g-vgiIG_vwKSf0AahKAI4oIWYzUFImkVRHpxt3AD2iscDBqIO/s320/5699702-cultivo-hidroponico.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEYi4aLzO3RAYBP4k1URcK2HWr2GbDxD3WYVdLBz6u1BOYJ6yF1XVoYRYE22wyv-OdD5urWC_xDaWz4iu9c0kKMHddhS5NnF0LM2oeZlIrDfKK4e08DBFy95DoIvMNdhyHfL7P6-l_IDZx/s1600/lechuga+raiz+flotante.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEYi4aLzO3RAYBP4k1URcK2HWr2GbDxD3WYVdLBz6u1BOYJ6yF1XVoYRYE22wyv-OdD5urWC_xDaWz4iu9c0kKMHddhS5NnF0LM2oeZlIrDfKK4e08DBFy95DoIvMNdhyHfL7P6-l_IDZx/s320/lechuga+raiz+flotante.jpg" width="320" /></a></div>
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<span style="font-size: large;"> Otras fotografías de sistemas hidropónicos:</span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsEs94yZUk8qFrP_SpvlxjQpix54g5fNQO7nd1tytcPTxqpCrVn2H6bLOC6I7Z_Z9OFAbceBU40GUGMhFTec2gqDctHqA0VtsfNWmEJOB8O-tfVpHkL6CHdISMmCnGZ8J8GZ6cYp-OymZ8/s1600/hydroponia+dise%C3%B1o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsEs94yZUk8qFrP_SpvlxjQpix54g5fNQO7nd1tytcPTxqpCrVn2H6bLOC6I7Z_Z9OFAbceBU40GUGMhFTec2gqDctHqA0VtsfNWmEJOB8O-tfVpHkL6CHdISMmCnGZ8J8GZ6cYp-OymZ8/s320/hydroponia+dise%C3%B1o.jpg" width="320" /></a><a href="http://p-rosso.blogspot.com.es/2011/06/acuaponia-y-diseno-de-interiores-otros.html">Hidroponía y diseño, nuevos sistemas de construcción</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDiiC6rOlrMJ3w6d23DdHzBPKBhoS_03WNx6b8XssYyLqKH7gC1nqtmJdXnYki-BZh6lPGtTIHp7dRvYG6SA_4TK6K1nGSrFUlQKyoDZY13jUidSdpkdfxCwUdR37vLiIGEkGFyFR0aw5t/s1600/VertiCrop_FrontPage_000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDiiC6rOlrMJ3w6d23DdHzBPKBhoS_03WNx6b8XssYyLqKH7gC1nqtmJdXnYki-BZh6lPGtTIHp7dRvYG6SA_4TK6K1nGSrFUlQKyoDZY13jUidSdpkdfxCwUdR37vLiIGEkGFyFR0aw5t/s1600/VertiCrop_FrontPage_000.jpg" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9YHee0MZT0oVorzXX3UKLpT4m60fj5n-4Vr91U7SYHX2K6fWB7NMcvXxRA6Vnkdhs3ZxVclZWHdIsTPBbBfASTYWjjpzsjvKZEmYSyQhSt-02OEosNTLCa7JpPN4wjI936YsFg9KRSVdK/s1600/invernaderos-cultivo-horticolas-hidroponico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9YHee0MZT0oVorzXX3UKLpT4m60fj5n-4Vr91U7SYHX2K6fWB7NMcvXxRA6Vnkdhs3ZxVclZWHdIsTPBbBfASTYWjjpzsjvKZEmYSyQhSt-02OEosNTLCa7JpPN4wjI936YsFg9KRSVdK/s320/invernaderos-cultivo-horticolas-hidroponico.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPAlMMypBjnmTYzhJwT25oYsklA5NWw0o70Q9VnXBoLttAhBMItjNd58l7wqwD7VoN82op32YYgzpFhc-ieudi9YeHzvivw_8bhpF5gmXEOl_LKV0pZ_Ln-40G2z9iLK6vEDzhWEkGEzjc/s1600/tomate+hidroponico+montaje.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPAlMMypBjnmTYzhJwT25oYsklA5NWw0o70Q9VnXBoLttAhBMItjNd58l7wqwD7VoN82op32YYgzpFhc-ieudi9YeHzvivw_8bhpF5gmXEOl_LKV0pZ_Ln-40G2z9iLK6vEDzhWEkGEzjc/s320/tomate+hidroponico+montaje.jpg" width="320" /></a>Tomate en hidroponía: Ver entrada<a href="http://p-rosso.blogspot.com.es/2011/09/hidroponia-nuevos-disenos-tomate.html"> "hidroponía, nuevos diseños, tomate"</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPp-PuWZKJhqMiAW24hiPY0Bl1pR1FmWLzDtD6RCU9fcF3wfoJ7-xATaof8nqYskNhs8jcnrZbZW4PLhWleATaMUltPtmARygwHnxRCc38ublPbRDkf6s7kj08n-xK9eeZzh6OxcJFRzZC/s1600/dutchpot-288x300.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPp-PuWZKJhqMiAW24hiPY0Bl1pR1FmWLzDtD6RCU9fcF3wfoJ7-xATaof8nqYskNhs8jcnrZbZW4PLhWleATaMUltPtmARygwHnxRCc38ublPbRDkf6s7kj08n-xK9eeZzh6OxcJFRzZC/s1600/dutchpot-288x300.jpg" /></a><br />
También se abren posibilidades a los cultivos urbanos, en terrazas, balcones o incluso en interior. Ver apartado "<a href="http://p-rosso.blogspot.com.es/search/label/huerto%20urbano">huerto urbano</a>"<br />
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Conclusión; personalmente pienso que para desarrollar una agricultura sostenible y de futuro se deben contar con muchos datos, nunca se puede llegar a saber todo, por lo tanto la forma de cultivar tiene que respaldarse con los conocimientos adquiridos y con la investigación. El agricultor debe de buscar siempre la forma de mejorar, sobre una base, pero en crecimiento, porque en el fondo todo va evolucionando. Sin embargo hay que ir con cuidado, y siempre tener en cuenta que todo lo que se haga tendrá una repercusión en el futuro.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmbFdLDeR_q2F-pDDaSxGJ7QjyfT-qRSH4_RDwWb7sCvRabgmKstbeEMd5h4vd_bau9B1Pniu7xZHBvNCkjEAubnUiMm5hxwcxsb3kYc0ujSSpk341BmOYLRDSbqJUWs2RE5l5UTYgTAH3/s1600/cultivo+tomates+hidroponico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmbFdLDeR_q2F-pDDaSxGJ7QjyfT-qRSH4_RDwWb7sCvRabgmKstbeEMd5h4vd_bau9B1Pniu7xZHBvNCkjEAubnUiMm5hxwcxsb3kYc0ujSSpk341BmOYLRDSbqJUWs2RE5l5UTYgTAH3/s640/cultivo+tomates+hidroponico.jpg" width="640" /></a></div>
Video FVH: ver apartado <a href="http://p-rosso.blogspot.com.es/2011/07/pastos-germinados.html">"pastos germinados"</a><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/qTYp4rO62dE?feature=player_embedded' frameborder='0'></iframe><br />
<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-31199120307096518142012-03-07T18:38:00.000+00:002013-06-17T17:35:48.424+01:00Hidroponía respetuosa (lixiviado de lombriz)El jueves pasado hicimos con la escuela una visita a la provincia vecina, de
la cual saqué mucha información interesante. Visitamos, entre otras, las
instalaciones de la escuela de capacitación de Arucas en la que nos enseñaron
algunos de sus cultivos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr_oQt8KamTu6b5fjQ28yyhO0cCI_1rl1FG6fwRJAD5OduY5z2RpJwLEamFxeyycHg0vhguN1DyEHMyn58Hwq9xx6K8yBc4GM5OFZbofh2C_7IXObav1sFonyHevI9fS9lK-Q7rxK5rpRj/s1600/Escuela+de+Arucas,+Gran+Canaria+huerta.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr_oQt8KamTu6b5fjQ28yyhO0cCI_1rl1FG6fwRJAD5OduY5z2RpJwLEamFxeyycHg0vhguN1DyEHMyn58Hwq9xx6K8yBc4GM5OFZbofh2C_7IXObav1sFonyHevI9fS9lK-Q7rxK5rpRj/s320/Escuela+de+Arucas,+Gran+Canaria+huerta.jpg" width="320" /></a></div>
La escuela es bastante más pequeña que la nuestra, sin embargo la apuesta
por los cultivos ecológicos es notable nada más llegar, ofreciendo una
espectacular vista de una huerta al aire libre basada en la rotación de cultivos.<br />
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El viernes 2 de Marzo por la mañana, nos acompañó un amable y simpático guía
llamado Miguel, para mostrarnos las instalaciones de la escuela, en la que se
desarrollan interesantes investigaciones basadas todas en la agricultura
ecológica.<br />
Una de las cosas que más me llamó la atención, aunque hubo muchas más, fue
una instalación hidropónica, en la que según Miguel sólo se han usado abonos orgánicos
(Lixiviado de lombriz, preparado de consuelda, té de compost, etc.). Las
plantas se sostienen en bloques de fibra de coco a distintas alturas (según la
especie) y se cultivan fresas, tomates, lechugas, etc. El drenaje de los
bloques es recogido para mezclarse en el estanque con agua nueva y el aporte
necesario de lixiviado de lombriz.<br />
Como se puede observar en la foto el estado del cultivo es bastante
saludable, y los tomates maduran de forma óptima.<br />
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Para mí fue una muy grata sorpresa encontrar a gente de las islas, interesada
en éste tipo de cultivos, que engloban las cualidades de un cultivo tecnológico
como es la hidroponía, con las necesidades de sostenibilidad y calidad que
requiere una instalación agrícola de futuro. Obteniendo productos ecológicos con
un mínimo consumo de agua y de óptima calidad comercial.<br />
Poco a poco, parece que se van sentando los precedentes para el desarrollo
de la “hidroponía ecológica” en nuestras islas, en las que como he comentado en
anteriores artículos, no disponemos de muchos terrenos ni agua, pero sí de un
clima extraordinario que facilita el cultivo de productos de alta calidad y
genuinos, que por otro lado deberían volcarse en el consumo local (en la
actualidad ronda el 15% de autoabastecimiento en alimentos).<br />
En los depósitos de fertirriego tenían 4 preparados orgánicos (té de compost, lixiviado de lombriz, preparado de consuelda y una mezcla de ácidos húmicos y fúlvicos), aunque Miguel nos comentó que para el cultivo hidropónico únicamente utilizaban lixiviado de lombriz.<br />
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CONSUELDA: Esta planta tiene un alto contenido en potasio, motivo por el cual es utilizada para realizar preparados que sirven como abono para las plantas.<br />
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Por otro lado, en los cultivos hidropónicos asociados con la acuicultura
(acuaponía), el potasio y el hierro suelen ser deficitarios, motivo por el cual
la mayoría de cultivos suelen ser de tipo vegetativo (mayoritariamente
consumidores de nitrógeno), como lechuga, rúcula, perejil, etc. <br />
El uso de de abonos orgánicos de otro tipo como la consuelda (+potasio) y el lixiviado de lombriz (+microelementos y macroelementos), podrían reportar producciones de fruta o de plantas más exigentes en nutrientes.<br />
En posteriores artículos expondré algunos datos obtenidos en Arucas sobre el contenido de potasio en la consuelda y algunas caractarísticas subre su cultivo.<br />
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En ésta última foto se puede ver un cultivo de espárragos trigueros, también en la escuela de capacitación de Gran Canaria. Fue extraordinario poder probar los espárragos directamente cortándolos de la huerta, un sabor muy especial, exquisitos.<br />
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Aprovecho para agradecer el trato que nos dieron en ésta escuela (nos quedamos una noche), se portaron muy bién con nosotros, tanto los profesores como los alumnos. Comidas fantásticas en el comedor y interesantes conversaciones. Sin duda se trata de un magnífico centro en el que se pueden aprender tanto técnicas de cultivo tradicional, como los últinos avances de las islas en cultivos ecológicos y sostenibles.Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com4tag:blogger.com,1999:blog-2520603123127289889.post-52779414294485532412011-12-06T21:31:00.001+00:002013-06-17T17:37:26.570+01:00Guppie, Poecilia reticulata, como pez en acuaponía urbana o casera.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkJAm37hx-dNRyn3L_hibw2ms8sqk6ah7-svsVqhmQrun54Q5J2dC562-8utVYxrx4-vuWhFiCKuTJeBPhoGipx7nqXr3X015od6d872zIm8bDzz3ya_gXnhlGhXE4Q1fFeibIBF_XBcgM/s1600/600px-Guppy_breeds.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkJAm37hx-dNRyn3L_hibw2ms8sqk6ah7-svsVqhmQrun54Q5J2dC562-8utVYxrx4-vuWhFiCKuTJeBPhoGipx7nqXr3X015od6d872zIm8bDzz3ya_gXnhlGhXE4Q1fFeibIBF_XBcgM/s320/600px-Guppy_breeds.jpg" width="320" /></a></div>
Para realizar el experimento he decidido probar a criar además del goldfish, del que hablaré en otro artículo, a estos fantásticos pececillos tan coloridos y que según parece son bastante resistentes.<br />
Uno de los motivos principales por el que decidí criar también esta especie es que tengo entendido que tienen una capacidad de reproducción muy alta, y las crías tienen muchas posibilidades de sobrevivir.<br />
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Teniendo en cuenta que el sistema acuapónico puede variar en lo que se refiere a la carga de cultivo, es decir nº de plantas, estado de desarrollo, cosechas, renovación del plantel, etc, también deberá variar en lo que se refiere a biomasa en los tanques de peces. Para conseguir ésta variación se me han ocurrido dos formas: el aumento en tamaño de los peces (goldfish) y el aumento en población (guppies). <br />
Además será genial poder realizar otros experimentos de este tipo en otras zonas de la casa, más sombreadas, sistemas reducidos, etc. Asi que esta especie me parece idónea para mis necesidades.<br />
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Quería hacer una especial mención al espectacular colorido que muestran los machos de ésta especie, me gustaría mantener alguna línea, será genial buscar a los sementales idóneos para poder sacar un acuario con guppies de un determinado color o algo así.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHFW6gZZwyanmes87m0WLyXxL1CYM8ve9u1h8qVwN4yaj-tkK72UlKnFu3QU2sKUeLdwDt4krvZtK4d35RPe_l0EQ-PVoKIfg8Kiy_164cG3RI1fcIxjGeZkyyCqqAIMg98DWArUeZMRgs/s1600/macho+rojo+anaranjaro+con+puntos+oscuros.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHFW6gZZwyanmes87m0WLyXxL1CYM8ve9u1h8qVwN4yaj-tkK72UlKnFu3QU2sKUeLdwDt4krvZtK4d35RPe_l0EQ-PVoKIfg8Kiy_164cG3RI1fcIxjGeZkyyCqqAIMg98DWArUeZMRgs/s320/macho+rojo+anaranjaro+con+puntos+oscuros.jpg" width="320" /></a></div>
Ya iré investigando sobre las posibilidades, por lo pronto he adquirido dos hembras que creo que están embarazadas y un semental de colores rojizos y azulados, cuando seque las primeras camadas ya iré seleccionando a los futuros reproductores, según tengo entendido empiezan a ser fértiles a partir de los 3 meses más o menos, asi que como espero que empiecen a parir en breve, dentro de 4-5 meses más o menos comenzaré la búsqueda de la línea genética.<br />
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<b>Algunos apuntes sobre la reproducción de los Guppies:</b><br />
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- Las crias nacen ya nadando puesto que es un pez ovovivíparo (los huevos se desarrollan dentro de la madre).<br />
- Es recomendable poner mayor densidad de hembras que de machos; más del doble de hembras según algunos manuales.<br />
- La temperatura óptima de cría oscila entre 22 y 28ºC, aunque son capaces de sobrevivir a temperaturas más bajas. <br />
- La hembra preñada engorda visiblemente, en estados avanzados comienza a aparecerle una mancha oscura en la parte posterior, cuanto más oscura es ésta mancha más próximo está el parto.<br />
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- Una vez que nacen los alevines no se pueden mover muy activamente, asi que buscan un escondite entre alguna planta o en zonas escondidas del acuario hasta que pueden moverse para escapar de los otros peces grandes, deben mantenerse separados de los adultos del acuario hasta que su tamaño sea superior al de la boca de éstos.<br />
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<b>Algunas imágenes de machos:</b><br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com2tag:blogger.com,1999:blog-2520603123127289889.post-23479406995803177192011-11-13T20:15:00.001+00:002013-06-17T17:37:51.353+01:00Cultivo de fresas en hidroponíaLa fresa es una planta que se adapta muy bién a los sistemas hidropónicos, lo compacto de la planta permite densidades de plantación muy altas y ayuda a que la producción siempre se de a la misma altura, de modo que hace muy comodo su manejo.<br />
Este post es principalmente para dejar algunos videos ejemplo de cultivos hidropónicos de fresas, más adelante profundizaré en este tipo de cultivo.<br />
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<br />Prossohttp://www.blogger.com/profile/08227656770165798317noreply@blogger.com0tag:blogger.com,1999:blog-2520603123127289889.post-2443387089419756972011-11-13T10:01:00.001+00:002013-06-17T17:38:28.836+01:00Lombriz como alimento para los peces en acuaponía<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv_Dudc8HilFvXEQEnhF6O9q-97nJgPg8DxySksTBs9avb7ZBL3H0J8z2lBrfJQaDMSbtXwxuHjBjaKVKzak0BbC72RVYf1TREiXtU5TQM8MUUnUVHEwgenRDwVaoTZwPYmQzK5pMEqB0X/s1600/lombriz-de-tierra-morfologia-fuente-rodriguezgalvezlorena.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv_Dudc8HilFvXEQEnhF6O9q-97nJgPg8DxySksTBs9avb7ZBL3H0J8z2lBrfJQaDMSbtXwxuHjBjaKVKzak0BbC72RVYf1TREiXtU5TQM8MUUnUVHEwgenRDwVaoTZwPYmQzK5pMEqB0X/s320/lombriz-de-tierra-morfologia-fuente-rodriguezgalvezlorena.png" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0TsxeJf8NiqAYA_ciZyqyqK4pr3D2o046rgRSweV7WSHo9NQ7Qh9OEElCtEc0fD26QQFMGfPs7XpjS7YSASt8xj45_M8GeUiPBAxHb6-DcAJkS0N43l3kDemo4u6a9bE_TtOjqxG3EJZ5/s1600/humus+de+lombriz.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0TsxeJf8NiqAYA_ciZyqyqK4pr3D2o046rgRSweV7WSHo9NQ7Qh9OEElCtEc0fD26QQFMGfPs7XpjS7YSASt8xj45_M8GeUiPBAxHb6-DcAJkS0N43l3kDemo4u6a9bE_TtOjqxG3EJZ5/s320/humus+de+lombriz.jpg" width="320" /></a>La cria intensiva de lombrices con fines comerciales o lombricultura es una actividad acorde con las producciones ecológicas, que no conlleva una mano de obra excesiva y puede aportar unos beneficios considerables teniendo en cuenta que el kg de humus de lombriz puede llegar a alcanzar un alto precio.<br />
Enlace de la lombriz en la Wikipedia: <a href="http://es.wikipedia.org/wiki/Lumbricidae">http://es.wikipedia.org/wiki/Lumbricidae</a><br />
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<a name='more'></a>La cria de lombrices necesita del aporte de alimento en forma de materia orgánica, celulosa, restos vegetales de agricultura, restos de alimentos, estiercol... En la escuela de Tacoronte preparan una cama con compost previamente fermentado y la alimentan casi totalmente con los tomates de desecho de un cultivo cercano, utilizan lombriz de california y la actividad es notable viendose como solo poner los tomates en la superficie de la cama emergen cientos de lombrices para devorarlos dejando el producto de su digestión en la cama de cultivo que posteriormente 1-2 veces al año se tamizará para recolectar el preciado humus.<br />
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En españa existen ya muchos productores comerciales de humus de lombriz, sin embargo en Tenerife aunque hay algunos que desarrollan una pequeña actividad no hay ninguna empresa comercial dedicada al tema ni a la producción de humus ni a la de carne o harina de lombriz.<br />
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El diseño de una granaja para la producción de lombrices es muy simple, hay que cubrir el terreno con algún tipo de acolchado como la tipica tela de polietileno no impermeable para evitar que entren depredadores o malas hierbas y separar los lechos de la tierra, colocar los lechos en batería o en la disposición deseada, se le pueden o deben poner laterales para contener los lechos y mejorar la humedad, y por último pensar en un sistema para aporlar riegos periódicos (manual o aspersión) y alimento (restos de cosechas hortícolas, restos de alimentos vegetales, celulosa, pastos...). También hay que pensar en la forma de tamizar las camas para recolectar el humus y/ o las lombrices una vez terminado el cultivo.<br />
Aqui muestro algunos ejemplos de granjas de vermicultura:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZnieOME_2CqRx8wRrv29HZdK5fsNh1YrYRiotDIUimAbPld6qUW-EwAGBudoHQE_vZ7EuK-_MLBYroWoQaCOsEEHryuWFTWMPOxIuOaqa3Tocx7xOxJ8WNiQnOYmg7uOdjerWcaQ9bUsZ/s1600/cunas-de-lombriz-roja-californiana-fertilombriz-guatemala-6.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZnieOME_2CqRx8wRrv29HZdK5fsNh1YrYRiotDIUimAbPld6qUW-EwAGBudoHQE_vZ7EuK-_MLBYroWoQaCOsEEHryuWFTWMPOxIuOaqa3Tocx7xOxJ8WNiQnOYmg7uOdjerWcaQ9bUsZ/s320/cunas-de-lombriz-roja-californiana-fertilombriz-guatemala-6.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjuHHodUJzK2Rz_9WDWkM4B275WiGiv6d_Xaj0DL9f8SC5aaazsUhxKl0c_wSCeGrAf38bp4LCnByuiwa5qYtluy0Ngrdia6-X7v5uiOEDW8uh5bqahYvm-sa_5_Torz6ni7uMX4ViNk9Z/s1600/Cultivo+de+lombriz+humus+y+lombrices.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjuHHodUJzK2Rz_9WDWkM4B275WiGiv6d_Xaj0DL9f8SC5aaazsUhxKl0c_wSCeGrAf38bp4LCnByuiwa5qYtluy0Ngrdia6-X7v5uiOEDW8uh5bqahYvm-sa_5_Torz6ni7uMX4ViNk9Z/s320/Cultivo+de+lombriz+humus+y+lombrices.jpg" width="320" /></a></div>
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<span style="font-size: large;"><u><b>Lombriz como alimento para acuicultura: </b></u></span><br />
La lombriz es un alimento extraordinario para los peces con un alto contenido en <b>proteínas</b>, minerales y acidos esenciales para la dieta de los peces. Después de haber visto algunos estudios sobre el tema creo que como complemento para la dieta de los peces que se usen para <b>acuaponía</b> es ideal porque aporta <b>altos valores de hierro</b> (que suele ser deficitario en el sistema acuapónico) y al tener tanta proteína puede aportarse sola o como <b>complemento de alimento vegetales más ricos en fibra</b>. De éste modo se podría conseguir que el sistema sea más orgánico y ecológico al evitar piensos. además como complemento a la cria de lombriz para carne tenemos la producción de humus que se podría usar en los cultivos del pasto para los peces o los animales (estiercol) o para su venta ampliando los beneficios del sistema.<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">HARINA DE LOMBRIZ<span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;"></span><br />
</span></b>Composición bioquímica de la<span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;"></span> Lombriz Roja de California <br />
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1.- Métodos de Determinación<br />
Humedad : (materia seca) : determinada en estufa a 100-105ºC durante 24 horas<br />
Proteínas : Se determinó la cantidad de Nitrógeno por el método Kjeldhal. Para <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;"></span>la conversión de éste en proteína se
utilizó el factor 6.25<br />
Cenizas : Estas se determinaron por incineración en un horno mufla a 550ºC durante 24 horas.<br />
Grasas : Determinadas mediante el método de Bligh, E.G. and Dyer, W.J (1959)<br />
Carbohidratos : Determinados mediante el método de Antrona de Klegg<br />
Aminoácidos : Determinados por cromotografía de capa fina bidimensional<br />
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2.- RESULTADOS<br />
Resultados Humedad : 88.07 (%)<br />
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Proteínas (Peso Húmedo %) : 7,025<br />
Proteínas (Peso Seco %) : 58,875<br />
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Cenizas (Peso Húmedo %) : 1,616<br />
Cenizas (Peso seco %) : 13,53<br />
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Grasas (Peso Húmedo %) : 0,94<br />
Grasas (Peso Seco %) : 7,94<br />
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Carbohidratos (Peso Húmedo %) : 2,34<br />
Carbohidratos (Peso Seco %) : 19,635<br />
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Aminoácidos esenciales (los más importantes en la alimentación artificial de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>) : <br />
Valina: 5 , Lisina: 6.6 , Metionina: 1.6 , Arginina: 6.1<br />
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(Valores en % <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span> 100 g¯¹ de proteina)<br />
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3.- ANÁLISIS DE RESULTADOS<br />
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Cabe destacar en estos resultados, que el contenido en materia seca de
proteínas (58,87%) coincide totalmente con las necesidades requeridas por los <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>, <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span>
los cuales puede ser destinada esta harina a base de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">lombriz</span>. Los <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>
precisan niveles elevados de proteina entre un 35% y un 60%; con ella deben
cubrir sus requerimientos en aminoácidos esenciales.<br />
Shanks en al. (1962) establecieron los diez aminoácidos indispensables <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span> los <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>,
así <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">como</span> su nivel mínimo en la dieta,
entre estos, se analizaron los cuatro más esenciales, cuyos valores se
encuentran también englobados dentro de los normales, y son: <br />
Lisina: 3.6 , Metionina: 1.4 , Arginina: 3.5 , Valina: 2.9<br />
Los resultados obtenidos demuestran que ésta fuente de proteína es de alta
calidad en cuanto a aminoácidos esenciales. <br />
En cuanto a las grasas, el nivel general en los piensos varía entre un 8 y un
13 %, por lo que el nivel de esta harina de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">lombriz</span>
(7,94%) es adecuado <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span> las
necesidades de los <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>, ya que al no
ser demasiado elevada, se evita el problema de su oxidación. La misión de las
grasas es actuar <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">como</span> fuente de energía
y que, si escasean, pasan a utilizarse las proteinas <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span> esta función.<br />
Con referencia a las cenizas, el porcentaje es adecuado (13,53%) <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span> una correcta alimentación de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>, los cuales requieren entre un 10 y 22
% en su dieta alimenticia.<br />
Por último en cuanto a los hidratos de carbono, cuyo porcentaje en los piensos
varía entre el 2 y el 40 %, el valor obtenido (19,63%) en la harina de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">lombriz</span> se encuentra dentro de los
requerimientos y límites normales en la alimentación artificial de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>.<br />
Los hidratos de carbono no son indispensables, ya que constituyen una fuente
secundaria de energía; sin embargo, tienen efectos beneficiosos ya que al
facilitar la digestión, aseguran una mejor utilización de las proteínas.
También sirven <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">como</span> agente aglutinante
del pienso, dándole estabilidad. <br />
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4.- CONCLUSIONES<br />
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En base a los resultados señalados, es posible concluir que una harina a base
de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Lombriz</span> Roja de California, posee un
gran valor nutritivo en cuanto a proteínas (aminoácidos esenciales), grasas,
cenizas e hidratos de carbono, <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">para</span> una
buena alimentación de <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">peces</span>. <br />
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Análisis realizados por:<br />
Tecnología de productos pesqueros – Facultad de Biología – Universidad de
Santiago de Compostela – </div>
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Coruña – España.</div>
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