tag:blogger.com,1999:blog-20298088329799384382024-03-14T11:00:02.905+01:00Ortiga AmigaVenta de purines. Somos fabricantes.
Blog informativo de www.ortigaamiga.com
jordihttp://www.blogger.com/profile/13821797124368850951noreply@blogger.comBlogger21125tag:blogger.com,1999:blog-2029808832979938438.post-62552237284099838212014-06-16T10:27:00.001+02:002014-06-16T10:54:46.071+02:003 Purines para hacer frente a la sequía:Preparar las plantas para los calores del verano no es tarea fácil ni algo que se solucione sólo a base de purines. <b>El mantenimiento y el diseño de las plantaciones importan lo suyo.</b> Ahora bien, si no podemos visitar el huerto con tanta frecuencia como sería de menester; o simplemente tenemos ganas de pasar unos días fuera, pues ahí si que los purines ayudan. Os propongo tres:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEX53trhj04img7fVGrBKcEvkeh1pQ_5M5VmLYWbaWYJRkWWO9Kat_2QzcdzneuU23eaYQYNKjM6E4xeo0LCTCbTD7SPC44bWG7sfsHKRjGbc4UfI76DvgY-ChZR0ImU3nF1ikCe2k5N7r/s1600/Taraxacum_plant.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEX53trhj04img7fVGrBKcEvkeh1pQ_5M5VmLYWbaWYJRkWWO9Kat_2QzcdzneuU23eaYQYNKjM6E4xeo0LCTCbTD7SPC44bWG7sfsHKRjGbc4UfI76DvgY-ChZR0ImU3nF1ikCe2k5N7r/s1600/Taraxacum_plant.jpg" height="320" width="240" /></a></div>
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<b>1.- El principal: el purín de Diente de León</b> estimula el funcionamiento de los estomas. Por los estomas es por donde la planta transpira, y se abren o se cierran a voluntad, según la disponibilidad de agua o la humedad ambiental. Si nos ocurre que aparece un episodio inesperado de sequía, el hecho de que la planta pueda blindarse y no perder humedad en las primeras horas de esta situación es de vital importancia; le puede ir la vida con ello. Por eso aconsejo aplicaciones preventivas con este purín, porque la planta es más rápida reaccionando: se afecta mas tarde por la sequía; y se recupera antes. Hay que aplicarlo al 10% cada 15 días.<br />
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<b>2- El infalible: el Purín de Ortigas, un todoterreno.</b> Entre sus muchos efectos está lo que hemos comentado del Diente de León, aun que con menos intensidad, y también un refuerzo general de las estructuras de las células de las plantas, incluida la capacidad de almacenar reservas y aumentar la concentración de sales para evitar pérdidas de agua. También, al 10% cada 15 días.<br />
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<b>3- En menor medida, pero también muy efectivo tenemos el Purín de Cola de Caballo,</b> que por su contenido en sílice fortifica muy eficazmente la pared de las células vegetales, por lo que dificulta y retrasa el enmustiamento. Aplicar al 20% cada 15 días, así también protejerá de hongos asociados a las condiciones de sequía y calor.<br />
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Sobra comentar que una mezcla de los tres tiene un efecto contundente en este sentido. Si además le añadiésemos Purín de Consuelda, aseguraríamos el cuajado del fruto.<br />
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Te los puedes hacer tu mismo: mira nuestro <a href="https://ortigaamiga.com/content/kit-pur%C3%ADn">Kit Purín</a>.<br />
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De todas formas, una cosa: no nos olvidemos de regar, que lo mejor para evitar los efectos de la sequía es el agua.jordihttp://www.blogger.com/profile/13821797124368850951noreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-56458094263288137162014-06-11T09:42:00.000+02:002014-06-11T13:35:17.442+02:00Tip: 4 (o 5) purines imprescindibles para un huerto sano:<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuBnJtNx5pZaGMKAN2p4kCzKZMJKL4_WIzacXYW0iIdu91MYbOvAD5XhPEJVgQjPCFJ8J_Whaso_NCtWjiMCMAdxa3FrpJiq7ykw8a5hpb3ccvPJWJFEqvOrBjyY2b7rKJn6GZ53WDXFjc/s1600/1873130u2qub8iqno.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuBnJtNx5pZaGMKAN2p4kCzKZMJKL4_WIzacXYW0iIdu91MYbOvAD5XhPEJVgQjPCFJ8J_Whaso_NCtWjiMCMAdxa3FrpJiq7ykw8a5hpb3ccvPJWJFEqvOrBjyY2b7rKJn6GZ53WDXFjc/s1600/1873130u2qub8iqno.jpg" /></a></div>
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<b>Purines hay muchos, y escollos en el huerto, más.</b> Sin embargo, uno se puede fabricar en casa 4 purines diferentes para mantener el común de los vergeles en un óptimo estado de salud. Y ojo, no hay que olvidar los otros menesteres del huerto!<br />
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<b>Para que las plantas estén sanas deben: </b></div>
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<b>1-</b> Saber responder adecuadamente a los avatares que se les presenten: granizo, insectos, hongos, etc. </div>
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<b>2-</b> Tener reservas suficientes de macro y microelementos, en formas químicas orgánicas para poder elaborar los metabolitos secundarios necesarios para sus defensas. </div>
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<b>3-</b> Ayuda exterior: A veces la planta no sabe defenderse de un problema sencillamente porque no lo lleva escrito en sus genes. Esto es lo que ocurre con las plantas deslocalizadas. Una planta deslocalizada es la que siendo originaria de un lugar, se ve obligada a crecer en un entorno que le es extraño. En huertos y jardines esto es lo más común. La pobreza genética debido a la selección artificial también tiene que ver. </div>
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<b>4-</b> También exigimos que nuestras plantas florezcan y fructifiquen sanamente y en abundancia: ¡qué faena les pedimos!</div>
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<b>1- A la primera cuestión responden los purines con efecto elicitor:</b> los que indican a la planta como actuar y las ponen en estado de alerta. Sin duda, el purín de ortiga es el indicado.<br />
<b>2- Purines ricos en microelementos?</b> Pues, otra vez el purín de ortiga, por su riqueza sin igual, seguido de cerca por el de diente de león y el de cola de caballo.<br />
<b>3- Purines insecticidas y fungicidas:</b> el de hiedra y cola de caballo respectivamente. Con permiso de la ortiga, como no.<br />
<b>4- Que ayuden en la fructificación? </b>Sin duda, el purín de consuelda. Porque estimula la división celular (y por ende, la inducción de la flor y el fruto), y porque aumenta la concentración de azúcares en la fruta, mejorando así el sabor y la conservación de la misma.<br />
<b>Ortiga, Diente de León, Cola de Caballo, Hiedra, y Consuelda,</b> he aquí 4 purines de gran utilidad. Hay más, pero mejor no nos compliquemos.Te recomiendo que los tengas en almacén y los vayas usando, juntos o por separado, según necesidad.<br />
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<a href="https://ortigaamiga.com/content/kit-pur%C3%ADn"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXdQA2DNUHAYdwq6loe6REg-yOyjnGs2lf9PgBtHTkephpCglwv7cPhagl1lMnukfCCbBGSbQb74mMRVtPIPun4AA30_M7PkcNArNgaxcEyIExu3eWjd1EGmJD8X-oZ9sda8kgnPLBqWn7/s1600/IMG-20140427-01372_0.jpg" height="320" width="240" /></a></div>
<br />jordihttp://www.blogger.com/profile/13821797124368850951noreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-52014247665399311342013-07-18T18:29:00.001+02:002013-07-18T18:29:16.305+02:00El Sílice no es sólo un fungicida!
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Su presencia impide el desarrollo de los hongos y los hace desaparecer. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbnb5rmxFaEHDvfbxHF0EkCz4SWEdRMLx3_mg3gN8vP2gRzxos4acazcWaV1O-RAp_WWFdU6McCIuwGWMPPGKxd2Bhmp5yyJhBczlyrAZgFsuMWgnjEb-ThCXVAILmNe6oqfDpm1ZpNKk/s1600/945424_468606259900910_1425946971_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbnb5rmxFaEHDvfbxHF0EkCz4SWEdRMLx3_mg3gN8vP2gRzxos4acazcWaV1O-RAp_WWFdU6McCIuwGWMPPGKxd2Bhmp5yyJhBczlyrAZgFsuMWgnjEb-ThCXVAILmNe6oqfDpm1ZpNKk/s400/945424_468606259900910_1425946971_n.jpg" width="400" /></a></div>
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></span><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">El Sílice, uno de los elementos más abundantes de la tierra, que cuando está en forma de ácido es asimilable por las plantas y cuyas cualidades quisiera comentar:</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Se asocia con el Calcio en la pared celular, endureciéndola. Su presencia asegura la elasticidad de la planta. Esto provoca una protección extra contra ataques de hervíboros. Se acumula en concentraciones más elevadas en los tejidos vulnerables: corteza, yemas, flor...</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">En situaciones de poca luz, que provoca crecimientos estirados, la dureza de la pared celular es imprescindible porque mantiene la turgencia del tallo y las hojas. Asimismo, el sílice puede contrarrestar los efectos negativos del exceso de Nitrógeno, que también provoca estos brotes tan descompensados y enfermizos que todos conocemos.</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Está muy involucrado en mecanismos que afectan a la resistencia de las plantas ante avatares como la sequía o el frío. Muy indicado en asociación con el Calcio, es decir, que si mezclamos purín de Cola de Caballo con purín de Diente de León (muy rico en Calcio) actuarán com buena sinergia.</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Coagula a su alrededor metales pesados fruto de la contaminación que de otra forma serían tóxicos para la planta: el sílice es necesario para la supervivecia de plantas que viven en estas situaciones (normales en ambientes urbanos). </span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Acumulado en la epidermis impide el progreso de hongos patógenos.</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">El sílice sólo es aprovechable por las plantas cuando está en forma de ácido, fruto básicamente de la respiración de los microorganismos del suelo. Pocas plantas son capaces de acumularlo: Gimnospermas y plantas antiguas como algas, helechos y musgos (que por cierto sobrevivieron a situaciones de toxicidad provocadas por diversos fenómenos naturales).</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">De las plantas superiores sólo algunas gramíneas, las urticáceas y las cucurbitáceas lo acumulan en sus tejidos.</span><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: Tahoma; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: Tahoma; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Así pues, si queremos obtener sílice mediante un purín o una decocción, escogeremos plantas de alguna de estas familias, como por ejemplo la Cola de Caballo, la Ortiga, el Arroz, la Caña vulgar...</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-81141317380919109192012-10-19T12:42:00.001+02:002012-10-19T12:44:18.055+02:00Calendario de aplicación de purines con efecto estimulante<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Anna Beta;">Preparados
estimulantes; calendario de aplicación:</span></div>
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<td style="border-color: rgb(0, 0, 0) -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: solid none solid solid; border-width: 1px medium 1px 1px; padding: 0.1cm 0cm 0.1cm 0.1cm;" width="121"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Preparados
que favorecen el desarrollo de la raíz y la buena maduración del
suelo: <b>Purín de Ortiga y Purín de Valeriana</b>.</span></td>
<td style="border-color: rgb(0, 0, 0) -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: solid none solid solid; border-width: 1px medium 1px 1px; padding: 0.1cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Riego:</b></span><br />
<span style="font-family: Arial Narrow, sans-serif; font-size: small;">1
aplicación mensual a razón de 1/4 de litro por cada 10m2 en la
zona radicular.</span><br />
<span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Fumigación:</b></span><br />
<span style="font-family: Arial Narrow, sans-serif; font-size: small;">1
aplicación mensual de purín de ortiga al 8%.</span></td>
<td style="border: 1px solid rgb(0, 0, 0); padding: 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Luna
descendiente, mejor días raiz..</span></td>
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<tr valign="TOP">
<td rowspan="2" style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="119"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>INVIERNO</b></span></td>
<td rowspan="2" style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="121"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Preparados
para proteger del frío y estimulantes de la brotación: <b>Purín
deValeriana y Purín de Ortiga. </b></span>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Valeriana:</b>
mediante fumigación al 10% antes de las heladas.</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Inmediatamente
antes de la helada.</span></td>
</tr>
<tr valign="TOP">
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Ortiga</b>:
mediante riego, 1 aplicación al despertar vegetativo. </span>
</td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Con
luna creciente.</span></td>
</tr>
<tr valign="TOP">
<td rowspan="2" style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="119"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>PRIMAVERA</b></span></td>
<td rowspan="2" style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="121"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Preparados
para estimular la vegetación en general; preventivos de plagas y
enfermedades</span><br />
<span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Purín
de Ortiga, Purín de Consuelda.</b></span></td>
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Ortiga:
</b>1 aplicación cada 20 días, al 10% como estimulante y
preventivo.</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Con
luna creciente.</span></td>
</tr>
<tr valign="TOP">
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Consuelda:</b>
1 aplicación cada 20 días al 10% como estimulante y inductor de
la floración.</span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Días
flor/fruto.</span></td>
</tr>
<tr valign="TOP">
<td rowspan="4" style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="119"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>VERANO</b></span></td>
<td rowspan="4" style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="121"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Preparados
para estimular la vegetación en general, para activar las
defensas de las plantas y para favorecer la fructificación.</span><br />
<span style="font-family: Arial Narrow, sans-serif; font-size: small;">Preventivos
contra los efectos de la sequía o el calor.</span><br />
<b><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Ortiga</span></b><br />
<b><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><span style="font-size: small;">Cola de Caballo</span></span></b><br />
<b><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><span style="font-size: small;">Consuelda</span></span></b><br />
<span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b><span style="font-size: small;">D<span style="font-size: small;">iente de León</span> </span></b> </span></td>
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Ortiga:</b>
1 aplicación cada 20 días al 10% como fortificante, elicitador
contra plagas y preventivo criptográmico.</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Días
hoja.</span></td>
</tr>
<tr valign="TOP">
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Cola
de caballo:</b> preventivo criptográmico de ámplio espectro. 1
aplicación quincenal al 20% sobre plantas sensibles.</span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Escoger
el día en función de la parte que más interesa protejer.</span></td>
</tr>
<tr valign="TOP">
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Consuelda:</b>
1 aplicación cada 20 días para asegurar la maduración.</span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Días
flor y días fruto.</span></td>
</tr>
<tr valign="TOP">
<td style="border-color: -moz-use-text-color -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none none solid solid; border-width: medium medium 1px 1px; padding: 0cm 0cm 0.1cm 0.1cm;" width="185"><span style="font-family: Arial Narrow, sans-serif; font-size: small;"><b>Diente
de León:</b> 4 aplicaciones para prevenir la sequía. No esperar
a que ésta se presente</span></td>
<td style="border-color: -moz-use-text-color rgb(0, 0, 0) rgb(0, 0, 0); border-style: none solid solid; border-width: medium 1px 1px; padding: 0cm 0.1cm 0.1cm;" width="186"><span style="font-family: Arial Narrow, sans-serif; font-size: small;">Dìas
hoja.</span></td>
</tr>
</tbody></table>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<i>Contacto: </i><i> </i><i><a href="http://www.ortigaamiga.com/">www.ortigaamiga.com</a>
/ mail: info@ortigaamiga.com</i></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-1912018991005454712012-10-16T16:35:00.000+02:002012-10-16T16:35:43.888+02:00Listas de plantas aptas para preparados:A petición del alumnado de Manresa he elaborado las siguientes listas de plantas buenas para elaborar preparados vegetales.<br />
Quisiera hacer notar que para escoger una planta u otra es importante el sentido común: es útil relacionar el efecto buscado con la facilidad de cultivo o recolección de la planta escogida.<br />
Podéis encontrar las listas <a href="http://www.slideshare.net/fullscreen/Ortigaamiga/listas-de-plantas-para-preparados-vegetales/1" target="_blank">aqui</a>.<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-49804242086742675822012-08-16T11:46:00.000+02:002012-12-13T18:38:37.300+01:00Por qué no debemos abonar con químicos las plantas que destinamos a uso medicinal y/o fitomedicinal:<div style="margin-bottom: 0cm;">
Tiene que ver con la calidad balsámica de las plantas.</div>
<div style="margin-bottom: 0cm;">
Esta es sólo una de las razones, pero nos parece muy importante. </div>
<div style="margin-bottom: 0cm;">
El principio es sencillo: las plantas recogen los alimentos y toda la información de su entorno inmediato. En un entorno biológicamente rico la variedad de influencias es altísima, con lo que las plantas pueden desarrollar ámpliamente las moléculas que necesiten para su buen desarrollo particular. </div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4_IIN8dr7QFgFb8ZXZC-XjO6WqV7THEgeHf_AOz_lXz5kqbmmznlL18y7AmFbiH5IYUgN5eQcXBSOkVDeHO8ekF-e_qqCuGMdVen747OeYjUCazOgiAXbkB3P8hO4evqoY8fb_KRLwk/s1600/Estructura_celula_vegetal.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4_IIN8dr7QFgFb8ZXZC-XjO6WqV7THEgeHf_AOz_lXz5kqbmmznlL18y7AmFbiH5IYUgN5eQcXBSOkVDeHO8ekF-e_qqCuGMdVen747OeYjUCazOgiAXbkB3P8hO4evqoY8fb_KRLwk/s320/Estructura_celula_vegetal.png" width="320" /></a></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Algunas de éstas moléculas son usadas de inmediato, otras son almacenadas en las vacuolas para usos posteriores. Entre éstos usos está la defensa química ante problemas que pueden ser graves como los avatares del clima, las carencias, plagas... <b>el líquido contenido en las vacuolas, el jugo celular, si está completo almacena todo lo necesario para que las plantas puedan responder adecuadamente a sus necesidades.</b></div>
<div style="margin-bottom: 0cm;">
El problema viene cuando abonamos químicamente: éstos abonos están compuestos de moléculas muy simples (tipo fast food) que por acumulación tienden a ocupar todo el espacio de la vacuola, <b>por lo que muchos de los otros principios se quedan sin la posibilidad de ser almacenados y no son absorbidos por la planta</b>, que pierde calidad.</div>
<div style="margin-bottom: 0cm;">
En un cultivo vulgar esto se arregla a base de tratamientos exteriores (plaguicidas, correctores, etc), pero si lo que nos interesa es aprovechar la calidad balsámica lo que ocurre es que nos encontramos con plantas pobres que no son capaces de sintetizar bien los principios que deseamos aprovechar.</div>
<div style="margin-bottom: 0cm;">
Por eso insistimos siempre: en cultivos medicinales el tamaño y la forma de la planta es irrelevante, lo que nos interesa es su calidad balsámica, su vitalidad biológica.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-74845871574381483212012-08-15T14:13:00.001+02:002012-08-15T14:13:09.564+02:00La combinación de los extractos con la fauna auxiliar.<br />
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">La
gestión auxiliar del cultivo es el resultado de la gestión de las
plagas y carencias de las plantas con extractos vegetales, de una
parte, y con fauna auxiliar de la otra. Así fitofortificamos la
planta por un lado, y por el otro impedimos la evolución de la
plaga.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><b>La
lucha biológica en los espacios urbanos es necesaria por motivos
evidentes.</b></span></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">La
alternativa que proponemos a la lucha química tradicional consiste
en la combinacion de las técnicas de tratamientos con extractos
vegetales con la suelta de animales beneficiosos. De esta forma no
sólo preservamos la salud de la vecindad de forma económica, sino
que también preservamos -o fomentamos- la biodiversidad en los
ámbitos urbanos, pues una consecuencia indirecta de este sistema es
la más gran presencia de pájaros y animales insectívoros en
nuestros parques. La simple ausencia de venenos que contaminen una
cadena trófica lo permite.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">La
cuestión está en que no pretendemos eliminar completamente una
plaga, ni tan siquiera “luchar con ella”, sino más bien queremos
establecer un diálogo en ecológico: lo que queremos es que se
mantenga estable dentro de los límites que más nos convengan a
nosotros y que respeten el equilibrio natural.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">Por
eso lo que hacemos es fortalecer la planta con extractos vegetales,
dificultar la presencia de los insectos con estos mismos extractos, y
fomentar la presencia de depredadores cuando es necesario.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">Pocas
veces el efecto de un extracto no tóxico elimina totalmente una
población que parasita una planta. Lo más común es que quede un
pequeño porcentaje como población estable. Esta pequeña población
se mantendrá dentro de los límites adecuados con la ayuda de la
fauna auxiliar. Esta misma fauna necesita una población permanente
de fuente de alimento. En caso contrario emigraría.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm; text-decoration: none;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><b>¿COMO
TRABAJAN LOS EXTRACTOS? </b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><span style="text-decoration: none;"><span style="font-weight: normal;">Las</span></span></span><span style="color: black;">
moléculas que componen los extractos son bastante complejas
complejas.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><b>Por
el que respeta en la planta receptora le aportan:</b></span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><u>.
Información hormonal.</u></span><span style="color: black;"> sobre todo en
citoquininas, auxinas y gilberelinas, que son el conjunto de hormonas
que regulan los procesos de enraizamiento, crecimiento y
fructificación. En las cadenas metabólicas de la planta receptora
quedan registrados comportamientos concretos frente posibles
problemas: sequía, podas, heladas, alimentos de mala calidad...</span></span></span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><u>.
Microelementos.</u></span><span style="color: black;"> Los extractos en
general son de una gran riqueza en este sentido, y los traen en
formas químicas perfectamente asimilables por las plantas. De esta
forma los extractos son un gran preventivo de carencias y a la vez
son buenos correctores. El resultado es que la composición de las
celulas de nuestras plantas eserá completa, y por tanto será ucho
más invulnerable al ataque de patógenos, que preferirán ir a
buscar plantas huésped más débiles.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><b>Y
por lo que respecta a la plaga:</b></span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">Los
extractos pueden tener, según la planta que hemos utilizado,
principios insecticidas, acaricidas, repelentes o camufladores.
También pueden tener marcados efectos fungicidas y biocidas. La
causa es que las propias plantas han ido elaborando sus propios
mecanismos de defensa a lo largo de su evolución. Lo que nosotros
hacemos es extraer estos principios mediante una fermentación y
estabilizarlos para ser utilizados cuando nos convenga.</span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><u><span style="font-weight: normal;">.
Principios insecticidas y acaricidas:</span></u></span><span style="color: black;"><span style="font-weight: normal;">
Se trata de moléculas sintetizadas por las propias plantas como
defensa mediante el us de venenos. Hay que señalar que los
principios venenosos de las plantas que nosotros utilizamos son muy
leves y sólo afectan a insectos pequeños y arañas herbívoras.</span></span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><u><span style="font-weight: normal;">.
Principios repelentes:</span></u></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-weight: normal;">
Es</span></span></span><span style="color: black;"><span style="font-weight: normal;">
lo mismo: moléculas que generan aromas a que desagradan a los
insectos, evitando así que estos se acerquen. Este es el caso de
muchas labiadas como la menta o el espliego.</span></span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><u><span style="font-weight: normal;">.
Principios camufladores:</span></u></span><span style="color: black;"><span style="font-weight: normal;">
Se trata de enzimas diseñados expresamente por las plantas con el
objeto de confundir a los insectos, alterandoles el sentido del
olfato.</span></span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><span style="color: black;"><u><span style="font-weight: normal;">.
Los efectos fungicidas</span></u></span><span style="color: black;"><span style="font-weight: normal;">
normalmente se basan en la presencia del silicio en la constitución
molecular. Este elemento dificulta enormemente la evolución de la
mayoría de los hongos que atacan nuestras plantas.</span></span></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><b>En
el suelo:</b></span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">La
rica composición microbiana de los extractos, junto a la abundancia
de microelementos que aportan repercuten en subsuelo dinamizando
todos los procesos de maduración que por naturaleza se deben
producir. De esta manera el suelo se estructura y se enriquece.</span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;"><b>Y
COMO TRABAJA LA FAUNA AUXILIAR?</b></span></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">Todos
hemos oído decir que las mariquitas son eficaces depredadoras de
pulgón. Ciertamente. En los últimos 10 años se ha investigado
mucho alrededor de las posibilidades de los efectos de depredadores
concretos para presas concretas; y su efectividad es tal que cada vez
más empresas se atreven a iniciar y mantener una granja de animales
de este tipo. Para nosotros ésto significa que cada vez nos es más
fácil encontrar los depredadores que necesitamos.</span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">El
principio se sencillo: Debido a una causa concreta en una plantación
hay un exceso de parásitos. Si no podemos eliminar ésta causa lo
que si podemos liberar allá mismo su depredador natural, que no
marchará hasta que no haya devorado la totalidad de su alimento.
Normalmente presa y depredador se equilibran en unos límites que a
nosotros como usuarios del jardín no nos causan ningún molestia, y
que a la planta tampoco le dificultan su evolución.</span></span></span></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">Trabajamos
con dos tipo de auxiliares: los depredadores, normalmente insectos, y
los parásitos, que pueden ser bacterias o nematodos que parasitan la
plaga. En cualquier caso, la no eliminación directa de las plagas y
sobre todo la no utilización de pesticidas convencionales permite
que la propia biodiversidad se vaya recuperando con la presencia de
pájaros insectívoros (hoy muy escasos incluso en nuestros campos),
pequeños reptiles etc, que en tanto que forman parte del jardín su
presencia es agradecida. </span></span></span>
</div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Arial,sans-serif;"><span style="font-size: small;">La
combinación de estas dos técnicas de gestión de las plagas y
enfermedades de nuestros parques permite que en muchos casos sea
suficiente una sola liberación de auxiliares y una aplicación
seriada de extractos. Si el mantenimiento del jardín es el adecuado
sus efectos pueden perdurar durante unos años. </span></span></span>
</div>
<div style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-5453957010263416162012-05-10T15:26:00.000+02:002012-05-10T15:40:47.304+02:00Sobre el poder estimulante del purín de ortiga en el suelo y el compost:La ortiga es especialmente rica en dos microelementos: el Vandamio y el Mobildeno.<br />
Por cuestiones químicas, estos dos elementos son imprescindibles para que las bacterias fijadoras del Nitrogeno tipo azotobacter puedan sobrevivir. Así, cuando liberamos estos elementos mediante el proceso de fermentación estamos provocando una fuente de alimento que es rápidamente aprovechada por estas bacterias, que se mutiplican sin parar hasta agotar existencias.<br />
El resultado es que al final de la fermentación disponemos de un caldo muy rico en bacterias fijadores del Nitrógeno, y si lo aplicamos al suelo dinamizamos todos los procesos en que el Nitrogeno interviene, que son muchos, sin caer en el común error de sobrecargar los sustratos con este elemento, que es lo que da pié a la mayoría de las enfermedades que afectan a nuestros cultivos.<br />
Esta característica del Extracto de Ortigas también lo es de otras dos plantas que nos gustan mucho: la Consuelda <i>(Simphytum officinale)</i> y el Diente de León <i>(Taraxacum officinale).</i><br />
<br />
Por otra parte la presencia y actividad de estas bacterias fijadoras de Nitrógeno, hace que en los estadios medios de la elaboración del Extracto, éste pueda ser utilizado como abono, o al menos como complemento nitrogenado.<br />
A partir de un momento en el proceso de fermentación la presencia de bacterias es tan alta que las reservas de Mobildenio y Vandamio se agotan y la cantidad de Nitrógeno presente en el caldo ya no aumenta más. Luego, conforme va pasando el tiempo el Nitrógeno dsaparece, quedando, eso si, las bacterias que tanto nos interesan.<i><br /></i><br />
<span style="background-color: white; color: black; display: inline ! important; float: none; font-family: Arial,Helvetica,Verdana,'Bitstream Vera Sans',sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 13px; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-19999138389163501422012-05-08T13:48:00.002+02:002012-05-08T15:10:35.539+02:00TABLA DE EXTRACTOS Y SUS PROPORCIONES PARA ACTUAR COMO PREVENTIVOS:<br />
<table border="1" cellpadding="4" cellspacing="0" style="width: 602px;">
<colgroup><col width="89"></col>
<col width="101"></col>
<col width="126"></col>
<col width="109"></col>
<col width="135"></col>
</colgroup><tbody>
<tr valign="TOP">
<td width="89">PATOLOGIA</td>
<td width="101">PRODUCTO</td>
<td width="126">DOSIFICACION</td>
<td width="109">FRECUENCIA
</td>
<td width="135">EFECTO</td>
</tr>
<tr valign="TOP">
<td width="89"><span style="font-size: x-small;">Pequeños insectos, ácaros</span></td>
<td width="101"><span style="font-size: x-small;">Ortiga,</span><br />
<span style="font-size: x-small;">Cola de caballo.</span></td>
<td width="126"><span style="font-size: x-small;">5-10%</span><br />
<span style="font-size: x-small;">10-20%</span></td>
<td width="109"><span style="font-size: x-small;">Cada 20 días.</span></td>
<td width="135"><span style="font-size: x-small;">Fortalecimiento de la pared celular, funciones
defensivas estimuladas, repelente.</span></td>
</tr>
<tr valign="TOP">
<td width="89"><span style="font-size: x-small;">Hongos</span></td>
<td width="101"><span style="font-size: x-small;">Ortiga,</span><br />
<span style="font-size: x-small;">Cola de caballo, Bardana.</span></td>
<td width="126"><span style="font-size: x-small;">10%</span></td>
<td width="109"><span style="font-size: x-small;">Cada 20 días,</span><br />
<span style="font-size: x-small;">más fecuente en tiempo de riesgo.</span></td>
<td width="135"><span style="font-size: x-small;">Fortalecimiento de la pared celular,</span><br />
<span style="font-size: x-small;">contienen elementos estables que dificultan la
mutiplicación de los hongos.</span></td>
</tr>
<tr valign="TOP">
<td width="89"><span style="font-size: x-small;">Carencias</span></td>
<td width="101"><span style="font-size: x-small;">Ortiga, </span>
<br />
<span style="font-size: x-small;">Consuelda,</span><br />
<span style="font-size: x-small;">Diente de león, </span>
</td>
<td width="126"><span style="font-size: x-small;">5%</span></td>
<td width="109"><span style="font-size: x-small;">Mensual.</span></td>
<td width="135"><span style="font-size: x-small;">Emplear un extracto u otro según la carencia.</span><br />
<span style="font-size: x-small;">Los extractos traen los microelementos en formas
organicas, asimilables.</span></td>
</tr>
<tr valign="TOP">
<td width="89"><span style="font-size: x-small;">Sequía, Calor</span></td>
<td width="101"><span style="font-size: x-small;">Diente de león.</span></td>
<td width="126"><span style="font-size: x-small;">10%</span></td>
<td width="109"><span style="font-size: x-small;">Cada 20 días.</span></td>
<td width="135"><span style="font-size: x-small;">Estimula el funcionamiento de los estomas,
permitiendo que se abran o cierren con celeridad.</span></td>
</tr>
<tr valign="TOP">
<td width="89"><span style="font-size: x-small;">Frío</span></td>
<td width="101"><span style="font-size: x-small;">Valeriana.</span></td>
<td width="126"><span style="font-size: x-small;">50%</span></td>
<td width="109"><span style="font-size: x-small;">Antes de la helada.</span></td>
<td width="135"><span style="font-size: x-small;">Estimula la formación de compuestos en la saba
que dificultan la congelación.</span></td>
</tr>
<tr valign="TOP">
<td width="89"><span style="font-size: x-small;">Heridas</span></td>
<td width="101"><span style="font-size: x-small;">Consuelda.</span></td>
<td width="126"><span style="font-size: x-small;">10%</span></td>
<td width="109"><span style="font-size: x-small;">Inmediatamente después de la herida.</span></td>
<td width="135"><span style="font-size: x-small;">Fomenta la división celular, estimulando
eficazmente la compartimentación y la regeneración posterior. </span></td>
</tr>
</tbody></table>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2029808832979938438.post-38715605339923318772012-04-27T08:51:00.001+02:002013-06-07T17:19:03.164+02:00TABLA DE EXTRACTOS Y SUS PROPORCIONES PARA ACTUAR SOBRE LAS PRINCIPALES PLAGAS DE INSECTOS Y ÁCAROS:<br />
<ul>
<li><span style="font-size: small;"><b>La
calidad del agua es muy importante para garantizar los efectos de la
aplicación. La mejor es el agua de lluvia, la peor, el agua clorada
del grifo. </b></span></li>
</ul>
<span style="font-size: small;"><b>COMO PREVENTIVO RECOMENDAMOS EL USO DE EXTRACTO DE ORTIGA DILUIDO AL 10% APLICADO SOBRE LA PLANTA ENTERA CADA 20 DÍAS.</b></span><br />
<br />
<table border="1" cellpadding="4" cellspacing="0">
<colgroup><col width="37*"></col>
<col width="37*"></col>
<col width="37*"></col>
<col width="37*"></col>
<col width="37*"></col>
<col width="37*"></col>
<col width="37*"></col>
</colgroup><tbody>
<tr valign="TOP">
<td width="14%"><b>Patología</b></td>
<td width="14%"><b>Producto</b></td>
<td width="14%"><b>Proporción</b></td>
<td width="14%"><b>Frecuencia</b></td>
<td width="14%"><b>Condiciones idóneas para tratar</b></td>
<td width="14%"><b>Fauna auxiliar</b></td>
<td width="14%"><b>Incidencia</b><br />
<b>del extracto sobre la plaga.</b></td>
</tr>
<tr valign="TOP">
<td width="14%"><span style="font-size: x-small;"><b>PULGÓN</b></span></td>
<td width="14%"><span style="font-size: x-small;">Ortiga +</span><br />
<span style="font-size: x-small;">Cola de caballo +</span><br />
<span style="font-size: x-small;">Saponaria</span></td>
<td width="14%"><span style="font-size: x-small;">15%/50%</span></td>
<td width="14%"><span style="font-size: x-small;">2-3 días seguidos.</span><br />
<span style="font-size: x-small;">Repetir el tratamiento
pasada 1 semana.</span></td>
<td width="14%"><span style="font-size: x-small;">Con la planta hidratada,
cuando empieza a dar el sol.</span></td>
<td width="14%"><span style="font-size: x-small;">Adalia bipunctata,</span><br />
<span style="font-size: x-small;">Aphidus colemani,</span></td>
<td width="14%"><span style="font-size: x-small;">70/80%</span></td>
</tr>
<tr valign="TOP">
<td width="14%"><span style="font-size: x-small;"><b>ARAÑA ROJA</b></span></td>
<td width="14%"><span style="font-size: x-small;">Ortiga </span><br />
<span style="font-size: x-small;">(purín fermentado maduro)</span></td>
<td width="14%"><span style="font-size: x-small;">10%</span></td>
<td width="14%"><span style="font-size: x-small;">Semanal</span></td>
<td width="14%"><span style="font-size: x-small;">Con la planta hidratada,
cuando empieza a dar el sol.</span></td>
<td width="14%"><span style="font-size: x-small;">Ambiseyus andersonii.</span></td>
<td width="14%"><span style="font-size: x-small;">80/90%</span></td>
</tr>
<tr valign="TOP">
<td width="14%"><span style="font-size: x-small;"><b>MOSCA BLANCA</b></span></td>
<td width="14%"><span style="font-size: x-small;">Ortiga + Saponaria</span></td>
<td width="14%"><span style="font-size: x-small;">30%</span></td>
<td width="14%"><span style="font-size: x-small;">2-3 días seguidos.</span><br />
<span style="font-size: x-small;">Repetir el tratamiento
pasada 1 semana.</span></td>
<td width="14%"><span style="font-size: x-small;">A primera hora.</span></td>
<td width="14%"><span style="font-size: x-small;">Ambyseius swirskii.</span></td>
<td width="14%"><span style="font-size: x-small;">60/70%</span></td>
</tr>
<tr valign="TOP">
<td width="14%"><span style="font-size: x-small;"><b>TRIPS</b></span></td>
<td width="14%"><span style="font-size: x-small;">Ortiga + </span>
<br />
<span style="font-size: x-small;">Cola de caballo +
Saponaria</span></td>
<td width="14%"><span style="font-size: x-small;">30%</span></td>
<td width="14%"><span style="font-size: x-small;">2-3 días seguidos.</span><br />
<span style="font-size: x-small;">Repetir el tratamiento
pasada 1 semana.</span></td>
<td width="14%"><span style="font-size: x-small;">Con la planta hidratada,
cuando empieza a dar el sol. Buscar las larvas</span></td>
<td width="14%"><span style="font-size: x-small;">Orius, sp.</span></td>
<td width="14%"><span style="font-size: x-small;">50%</span></td>
</tr>
<tr valign="TOP">
<td width="14%"><span style="font-size: x-small;"><b>PIOJO DE CALIFORNIA</b></span><br />
<br />
<br /></td>
<td width="14%"><span style="font-size: x-small;">Ortiga</span></td>
<td width="14%"><span style="font-size: x-small;">10%</span></td>
<td width="14%"><span style="font-size: x-small;">Semanal</span></td>
<td width="14%"><span style="font-size: x-small;">Por la mañana, sobre las
larvas.</span></td>
<td width="14%"><br />
<br /></td>
<td width="14%"><span style="font-size: x-small;">80% </span><br />
<br /></td>
</tr>
</tbody></table>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-35555316001425347622012-04-04T13:37:00.001+02:002012-04-04T13:37:57.577+02:00PLANTAS CON EFECTO FITOESTIMULANTE<br />
La acción fitoestimulante o fitofortificante de algunos extractos viene dada por el aporte mineral en forma orgánica fácilmente asimilable por las plantas. Además llevan presentes hormonas (auxinas, citoquininas y gibelerinas) que actuan regulando el crecimiento de la planta.<br />
La riqueza biodinámica de un fermentado de estas plantas se almacena y transforma en las vacuolas a la espera de que sean utilizados. En las vacuolas de una planta cultivada de forma natural se acumula información bioquímica que la planta misma elabora y transforma en complejos adecuados para las necesidades del momento. <br />
La planta, así informada, equilibrada y bien alimentada es capaz de responder muy bien ante los avatares comunes que sufren nuestras zonas verdes o cultivos agrícolas, por que conserva los elementos necesarios para elaborar sus propias respuestas: abrir y cerrar estomas, compartimentar heridas, desarrollar brotación de urgencia, sistemas defensivos, etc.<br />
Los extractos fermentados de consuelda y de ortiga tienen efectos muy parecidos por cuanto estimulan el desarrollo general de la planta y el suelo. La ortiga tiene efectos particularmente reconocidos en el sistema radicular y la consuelda destaca en todos los procesos que implican proceso de división celular alta, como la germinació, y el desarrollo de la flor y el fruto.<br />
El extracto de diente de león estimula la función clorofílica por efecto del ácido salicílico que contiene, y -como la consuelda- su gran riqueza en potasio le permite cubrir multitud de funciones biológicas.<br />
<br />
Otras plantas con reconocidos efectos fitoestimulante: Valeriana y Bardana.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-18183994352229441202012-03-17T19:57:00.004+01:002012-10-26T16:23:11.715+02:00Listado de plantas acompañantes<div style="margin-top: 0.42cm; page-break-after: avoid;">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: medium;"><b>Lista
de plantas con flores para acompañar el huerto.</b></span></span></div>
<br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Para que la
siembra de éstas plantas sea efectiva se deben sembrar en cantidad
suficiente, abundantemente. También recomendamos la variedad, porque
así nos aseguramos su efecto a lo largo del año y un abanico ámplio
de efectividad. En un huerto florido debería haber unas cuantas
especies de ésta selección, atendiendo a su acción específica
(Por ejemplo. Caléndula, Valeriana, Manzanilla, Alhabaca y Tagetes).</span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Muchas de éstas
plantas se pueden utilizar en purín o infusión para acentuar sus
efectos.</span></span><br />
<br />
<br />
<br /><br />
<br />
<table cellpadding="4" cellspacing="0" style="width: 100%px;">
<colgroup><col width="64*"></col>
<col width="192*"></col>
</colgroup><tbody>
<tr valign="TOP">
<td height="210" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp2rJnO5n7FNioxRxV25oPCaB7ziJ3gNXadfWNM4BQx_-I15r7p0PymILElqXRDCNNjpGF2iMgE-sVeK0r-_dyX6JYfEtrGG_g-fg49XW8MVTv2sSaOrH9VSPkpIl6LgRQoxwRNSamNsA/s1600/borago-officinalis.jpg"><img border="0" height="195" name="gráficos1" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp2rJnO5n7FNioxRxV25oPCaB7ziJ3gNXadfWNM4BQx_-I15r7p0PymILElqXRDCNNjpGF2iMgE-sVeK0r-_dyX6JYfEtrGG_g-fg49XW8MVTv2sSaOrH9VSPkpIl6LgRQoxwRNSamNsA/s200/borago-officinalis.jpg" width="126" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp2rJnO5n7FNioxRxV25oPCaB7ziJ3gNXadfWNM4BQx_-I15r7p0PymILElqXRDCNNjpGF2iMgE-sVeK0r-_dyX6JYfEtrGG_g-fg49XW8MVTv2sSaOrH9VSPkpIl6LgRQoxwRNSamNsA/s1600/borago-officinalis.jpg">
</a></td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><b>Borrago
officinalis (Borraja)</b></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Se trata de
un estimulante general, que sale con facilidad en suelos ricos y
no secos. Atrae polinizadores, es un buen abono en verde y
posiblemente su purín sea un buen fitoestimulante. </span></span>
<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFnvWcGSlxFvwnIRz0NFKG4TBjCvtWHSK8opT7WCIAaE9I6q9wY-uZ7s-JTYQlUzhJTntI1AS5JEbb82vEy_NZdvFIxJ2MMkG0ffeJuSnbOZWDRCkivOKT-yKI3WEbic-cOhsApOHkZM/s1600/1,+estiu-tardor+2010+072.jpg"><img align="BOTTOM" border="0" height="150" name="gráficos2" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFnvWcGSlxFvwnIRz0NFKG4TBjCvtWHSK8opT7WCIAaE9I6q9wY-uZ7s-JTYQlUzhJTntI1AS5JEbb82vEy_NZdvFIxJ2MMkG0ffeJuSnbOZWDRCkivOKT-yKI3WEbic-cOhsApOHkZM/s200/1,+estiu-tardor+2010+072.jpg" width="150" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFnvWcGSlxFvwnIRz0NFKG4TBjCvtWHSK8opT7WCIAaE9I6q9wY-uZ7s-JTYQlUzhJTntI1AS5JEbb82vEy_NZdvFIxJ2MMkG0ffeJuSnbOZWDRCkivOKT-yKI3WEbic-cOhsApOHkZM/s1600/1,+estiu-tardor+2010+072.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Calendula
officinalis (Caléndula)</b></i></span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Exhala
humores fungicidas, por lo que es un buen preventivo en este
sentido. También tiene algún efecto nematicida. Repelente
Sembarla a voleo entre líneas, especialmente de tomateras.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgerTlZzl381OI_l_fMp9yGJWIoH4-eK4bAtgcUGFeEXwnM4Ttbxij45WcT1Mj38a05Sbz0dCCymq3vIkRegI0Lksr68HfgZHqVfqmE6cJ2Fsov3IXRklrnZDwD5dD2oIY9Y0bh-HQpzQM/s1600/1matricaria_chamomilla5.jpg"><img align="BOTTOM" border="0" height="153" name="gráficos3" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgerTlZzl381OI_l_fMp9yGJWIoH4-eK4bAtgcUGFeEXwnM4Ttbxij45WcT1Mj38a05Sbz0dCCymq3vIkRegI0Lksr68HfgZHqVfqmE6cJ2Fsov3IXRklrnZDwD5dD2oIY9Y0bh-HQpzQM/s200/1matricaria_chamomilla5.jpg" width="153" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgerTlZzl381OI_l_fMp9yGJWIoH4-eK4bAtgcUGFeEXwnM4Ttbxij45WcT1Mj38a05Sbz0dCCymq3vIkRegI0Lksr68HfgZHqVfqmE6cJ2Fsov3IXRklrnZDwD5dD2oIY9Y0bh-HQpzQM/s1600/1matricaria_chamomilla5.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Matricaria
camomilla (Manzanilla)</b></i></span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Planta
propia de terenos secos o de alternancia húmedo-seco. Tiene
efecos fungicidas y repelente de insectos. Sembrar a voleo.
Cruciferas, melones, cebollas y ajos.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijwnjgKEyoITds4Wl4Q_vsqA-k7aAuMNHpkLJNzWCjGonxQeCfteF0JhsI8yMRn9GGnZmtasqneEOVqLcnSTI_aahqSiRPHN7dVeK4WqWlCEQJi5v2nyHNLhD6hNdc4YhsQgfPZf8zrtk/s1600/menta00.jpg"><img align="BOTTOM" border="0" height="200" name="gráficos4" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijwnjgKEyoITds4Wl4Q_vsqA-k7aAuMNHpkLJNzWCjGonxQeCfteF0JhsI8yMRn9GGnZmtasqneEOVqLcnSTI_aahqSiRPHN7dVeK4WqWlCEQJi5v2nyHNLhD6hNdc4YhsQgfPZf8zrtk/s200/menta00.jpg" width="135" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijwnjgKEyoITds4Wl4Q_vsqA-k7aAuMNHpkLJNzWCjGonxQeCfteF0JhsI8yMRn9GGnZmtasqneEOVqLcnSTI_aahqSiRPHN7dVeK4WqWlCEQJi5v2nyHNLhD6hNdc4YhsQgfPZf8zrtk/s1600/menta00.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Mentha
ssp. (Menta)</b></i></span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Repulsiva
general contra insectos. Su infusión es un buen insecticida.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
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" width="200" />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Ocimum
basilicum (Alhabaca)</b></i></span></span><br />
<br />
<br />
<div style="font-style: normal; font-weight: normal;">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Gran
repelente de insectos. Especialmente indicada para sembrar entre
lineas de cualquier cultivo de regadío.</span></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBpM6_M0O_LYU5qBJtByDOvDN65vV8Cj6wUExj8kSwv4yOiU70Wjp5C1fsefK0qQHpvg4zjHhhhV8iyqZNXt-RSAyn8DzI3IprU6OBbvL0OTBYaEYiyyjMHw7Q6wPqkKqXd3kJzJi2erI/s1600/oregano.jpg"><img border="0" height="200" name="gráficos5" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBpM6_M0O_LYU5qBJtByDOvDN65vV8Cj6wUExj8kSwv4yOiU70Wjp5C1fsefK0qQHpvg4zjHhhhV8iyqZNXt-RSAyn8DzI3IprU6OBbvL0OTBYaEYiyyjMHw7Q6wPqkKqXd3kJzJi2erI/s200/oregano.jpg" width="152" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBpM6_M0O_LYU5qBJtByDOvDN65vV8Cj6wUExj8kSwv4yOiU70Wjp5C1fsefK0qQHpvg4zjHhhhV8iyqZNXt-RSAyn8DzI3IprU6OBbvL0OTBYaEYiyyjMHw7Q6wPqkKqXd3kJzJi2erI/s1600/oregano.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Origanum
Vulgare (Orégano)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Beneficiosa
para todos, repelente general de insectos. Especialmente indicado
en cultivos de secano como la vid. Atrae polinizadores. Mejor
sembrarla en los márgenes del huerto, para no estropear la mata
durante el laboreo. De efectos parecidos al romero, es más
efectivo en huerta de montaña.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiECRZZIUm_S6TIR2prwq7VRYQrR9H01NbmY33IYxweD5zDBPx1iAOFshEwj2lx-LuEsiLJaiG7oPbl87yqoBhJ4v4ndu7vFFlnDWeHTOgCt0BsA-2xw_9ANFs2EE6gyQhxr-albrplFgU/s1600/Romero.jpg"><img align="BOTTOM" border="0" height="150" name="gráficos6" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiECRZZIUm_S6TIR2prwq7VRYQrR9H01NbmY33IYxweD5zDBPx1iAOFshEwj2lx-LuEsiLJaiG7oPbl87yqoBhJ4v4ndu7vFFlnDWeHTOgCt0BsA-2xw_9ANFs2EE6gyQhxr-albrplFgU/s200/Romero.jpg" width="149" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiECRZZIUm_S6TIR2prwq7VRYQrR9H01NbmY33IYxweD5zDBPx1iAOFshEwj2lx-LuEsiLJaiG7oPbl87yqoBhJ4v4ndu7vFFlnDWeHTOgCt0BsA-2xw_9ANFs2EE6gyQhxr-albrplFgU/s1600/Romero.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Rosmarinus
officinalis (Romero)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Efectos e
indicaciones idénticas al orégano, pero es más indicado para
la huerta de tierra baja, donde puede sintetizar mejor sus
moléculas.</span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Muy
melífero, el romero, con sus dos períodos de floración atrae
muchos polinizadores.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
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" width="199" />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Ruta
graveolens (Ruda)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Ayuda
a la tomatera en su desarrollo. Repelente general de varios
insectos</span></span><i><b>. </b></i></span></span>
<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinH9eA2CLQ_OQyVM8LBQnEQf3z3WLpUKf8KBLMAoAhIANEh2DU9XIxkOsA0TDApQMRYewxweubLjyivWWzw1MxuPDiqAh7DzC-EX0uod9C-36ePC-1QfnC418iJrr-RFccvWadIHXjetc/s1600/salvia_officinalis_jac_sm.jpg"><img align="BOTTOM" border="0" height="200" name="gráficos7" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinH9eA2CLQ_OQyVM8LBQnEQf3z3WLpUKf8KBLMAoAhIANEh2DU9XIxkOsA0TDApQMRYewxweubLjyivWWzw1MxuPDiqAh7DzC-EX0uod9C-36ePC-1QfnC418iJrr-RFccvWadIHXjetc/s200/salvia_officinalis_jac_sm.jpg" width="155" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinH9eA2CLQ_OQyVM8LBQnEQf3z3WLpUKf8KBLMAoAhIANEh2DU9XIxkOsA0TDApQMRYewxweubLjyivWWzw1MxuPDiqAh7DzC-EX0uod9C-36ePC-1QfnC418iJrr-RFccvWadIHXjetc/s1600/salvia_officinalis_jac_sm.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Salvia
officinalis (Salvia)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Estimulante
general, repelente de insectos. Sembrar en los márgenes. Atrae
polinizadores. Especialmente efectiva cerca de las coles y
zanahorias, a quien mantiene libres de la mariposa y la mosca
respectivamente. </span></span>
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Requiere una
cierta humedad para su cultivo. En veranos calurosos y húmedos
puede ser victima de algunos hongos.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIYCzF1zTPPJYtt_y6L_l1cSOLB4NHUO7LpemYBScAi_WMa2tjjFYMfbEWK6C-YnLouptLFGNGCz18wvkskhVi9ao1gd10zKtEOShmpDHpPzy5dg8TnyM4kZQR-CiVDIeAdAOlQ3CLmCM/s1600/Saturejamontanaillyrica.JPG"><img align="BOTTOM" border="0" height="132" name="gráficos8" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIYCzF1zTPPJYtt_y6L_l1cSOLB4NHUO7LpemYBScAi_WMa2tjjFYMfbEWK6C-YnLouptLFGNGCz18wvkskhVi9ao1gd10zKtEOShmpDHpPzy5dg8TnyM4kZQR-CiVDIeAdAOlQ3CLmCM/s200/Saturejamontanaillyrica.JPG" width="153" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIYCzF1zTPPJYtt_y6L_l1cSOLB4NHUO7LpemYBScAi_WMa2tjjFYMfbEWK6C-YnLouptLFGNGCz18wvkskhVi9ao1gd10zKtEOShmpDHpPzy5dg8TnyM4kZQR-CiVDIeAdAOlQ3CLmCM/s1600/Saturejamontanaillyrica.JPG">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Saturjera
montana (Ajedrea)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Mejora el
sabor en los frutos de la huerta, como el melón. Repelente de
insectos. Sembrar un poco por todas partes. Gusta de terrenos
propicios al secano.</span></span><br />
<br />
<br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
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" width="200" /></a></div>
<br />
<br />
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Thymus
vulgaris (Tomillo)</b></i></span></span><br />
<br />
<br />
<div style="font-style: normal; font-weight: normal;">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Repelente
de insecos en general, preventivo biocida (bacterias). No le gusta
la humedad.</span></span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8vU6hcUAA9pOG7ZiFtZSM96bYuGa3hZgh7RN0UgeqG2SWWKQUVF-Admg3-w2BvVbddAha3jBWHqlKQV8nLuyJ9ncostIvR3HhUkcp0UdQev8DzWs54mBIyQ-Nxit4EfO6DWzQQ-MgZ5s/s1600/2764_d2619462d8f5bd18817c9413995835b6_1.jpg"><img align="BOTTOM" border="0" height="160" name="gráficos9" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8vU6hcUAA9pOG7ZiFtZSM96bYuGa3hZgh7RN0UgeqG2SWWKQUVF-Admg3-w2BvVbddAha3jBWHqlKQV8nLuyJ9ncostIvR3HhUkcp0UdQev8DzWs54mBIyQ-Nxit4EfO6DWzQQ-MgZ5s/s1600/2764_d2619462d8f5bd18817c9413995835b6_1.jpg" width="120" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8vU6hcUAA9pOG7ZiFtZSM96bYuGa3hZgh7RN0UgeqG2SWWKQUVF-Admg3-w2BvVbddAha3jBWHqlKQV8nLuyJ9ncostIvR3HhUkcp0UdQev8DzWs54mBIyQ-Nxit4EfO6DWzQQ-MgZ5s/s1600/2764_d2619462d8f5bd18817c9413995835b6_1.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Tanacetum
vulgare (Tanaceto)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Repelente de
muchos insectos. Sembrar en los márgenes del cultivo (es una
planta alta, de hasta 1,5m)</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpOeKikjv8Zz2sJGL-4nnGmnoYQEyTwk_UUZh4KFEZQr_EYxRB5rFeJITSZyGuxsXJB-dV26PKxiS82JYHRyitia4NpIi9UxGtbBPbT0bq3He2N7phFFdrpxoNIynBhRNv_K5hFOtFgfA/s1600/viu1294603903k.JPG"><img align="BOTTOM" border="0" height="137" name="gráficos10" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpOeKikjv8Zz2sJGL-4nnGmnoYQEyTwk_UUZh4KFEZQr_EYxRB5rFeJITSZyGuxsXJB-dV26PKxiS82JYHRyitia4NpIi9UxGtbBPbT0bq3He2N7phFFdrpxoNIynBhRNv_K5hFOtFgfA/s200/viu1294603903k.JPG" width="153" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpOeKikjv8Zz2sJGL-4nnGmnoYQEyTwk_UUZh4KFEZQr_EYxRB5rFeJITSZyGuxsXJB-dV26PKxiS82JYHRyitia4NpIi9UxGtbBPbT0bq3He2N7phFFdrpxoNIynBhRNv_K5hFOtFgfA/s1600/viu1294603903k.JPG">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Tagetes,
ssp</b></i>. <b>(Clavelina)</b></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Hay diversas
especies en este género, y comparten cualidades. Repelentes de
nemátodos en general. Sembrar a voleo, a discreción por todo el
huero, en especial en las cercanías de judías y tomates, de
quienes mejora el rendimiento.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie0s30fd4pEX6X6GwMARHdGILyReo9rCPSPFGWv34gmCveLAyXpd9L-UzVppnknPKL2dUnX6IXlPhk0D7x8EwB5oXYFFBsIQE8Uh01QevYVKK027NdbgndYWisdsDWXwMWgTgpjeTozEE/s1600/5202362056_71cc119cbe_o.jpg"><img align="BOTTOM" border="0" height="200" name="gráficos11" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie0s30fd4pEX6X6GwMARHdGILyReo9rCPSPFGWv34gmCveLAyXpd9L-UzVppnknPKL2dUnX6IXlPhk0D7x8EwB5oXYFFBsIQE8Uh01QevYVKK027NdbgndYWisdsDWXwMWgTgpjeTozEE/s200/5202362056_71cc119cbe_o.jpg" width="150" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie0s30fd4pEX6X6GwMARHdGILyReo9rCPSPFGWv34gmCveLAyXpd9L-UzVppnknPKL2dUnX6IXlPhk0D7x8EwB5oXYFFBsIQE8Uh01QevYVKK027NdbgndYWisdsDWXwMWgTgpjeTozEE/s1600/5202362056_71cc119cbe_o.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><b>Trapaeolum
majus (Capuchina)</b></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Repelente de
algunos pulgones, es también una victima fácil de la mosca
blabca, que la prefiere a otros cultivos. Sembrar en márgenes,
gusta de la humedad en la tierra, y de las temperaturas suaves.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkUwe5CmizPPyWM3LKBCylFtT6h-H0WC-dKmaupVWjZxCZGAb6aaVIFZiTC1SdHIy5Lbh9M_hGP71UnF3h6a9w1hjt4cqqm4Y69-Zr7mpJPu_QzUTpykOZpExQ3HOm_PLqBWJCKeBZDLI/s1600/1101-jpg.jpg"><img align="BOTTOM" border="0" height="200" name="gráficos12" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkUwe5CmizPPyWM3LKBCylFtT6h-H0WC-dKmaupVWjZxCZGAb6aaVIFZiTC1SdHIy5Lbh9M_hGP71UnF3h6a9w1hjt4cqqm4Y69-Zr7mpJPu_QzUTpykOZpExQ3HOm_PLqBWJCKeBZDLI/s200/1101-jpg.jpg" width="136" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkUwe5CmizPPyWM3LKBCylFtT6h-H0WC-dKmaupVWjZxCZGAb6aaVIFZiTC1SdHIy5Lbh9M_hGP71UnF3h6a9w1hjt4cqqm4Y69-Zr7mpJPu_QzUTpykOZpExQ3HOm_PLqBWJCKeBZDLI/s1600/1101-jpg.jpg">
</a></td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Urtica
dioica (Ortiga)</b></i></span></span><br />
<br />
<br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Planta muy
beneficiosa, en desuso por sus pelos urticantes. Estimulante
general del crecimiento. Mejora el sabor y la conservación de los
frutos.</span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Quizás es
más comodo usar su famoso purín, de mejores efectos y no
urticante.</span></span><br />
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Sembrar en
un rincón húmedo y sombreado.</span></span><br />
</td>
</tr>
<tr valign="TOP">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="25%">
<img alt="" height="200" src="data:image/jpeg;base64,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" width="146" />
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</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="75%">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;"><i><b>Valeriana
officinalis (Valeriana)</b></i></span></span><br />
<br />
<br />
<div style="font-style: normal; font-weight: normal;">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: small;">Bonita
y elegante, la valeriana puede sembrarse en los márgenes del
cultivo, donde perdurará unos años. Agradece la humedad. Gran
estimulante del crecimiento, la valeriana es singular porque atrae
las lombrices cerca de si.</span></span></div>
</td>
</tr>
</tbody></table>
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</div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial Narrow, sans-serif;"><span style="font-size: x-small;"><b><span style="font-size: small;">Ortiga
Amiga, 2012</span></b></span></span></div>
<br /><br />
<br />
<div style="margin-bottom: 0cm;">
<i>Fuente: Escola Agrària de Manresa/ experiencia personal. </i></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2029808832979938438.post-36280212234057183802012-02-17T15:59:00.000+01:002012-02-17T16:46:24.308+01:00BASES PARA EL CULTIVO DE MARIQUITAS<br />
<div style="font-family: Georgia,"Times New Roman",serif; margin-bottom: 0.5cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Py9k2OL0-N_djP5POcjWg5ZV0iOvHI9cY_bZuAM1yQGXQsYo6BustP1GFXXpWjM7p6hSHopNaPX7MWVgP_nqwgMzcvnWQ1at5NEYQs6wg5jhLQ1aN-BWpa_oVNdsM6U4akXQPASFtec/s1600/800px-Ladybird.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Py9k2OL0-N_djP5POcjWg5ZV0iOvHI9cY_bZuAM1yQGXQsYo6BustP1GFXXpWjM7p6hSHopNaPX7MWVgP_nqwgMzcvnWQ1at5NEYQs6wg5jhLQ1aN-BWpa_oVNdsM6U4akXQPASFtec/s320/800px-Ladybird.jpg" width="320" /></a></div>
<div style="font-family: Georgia,"Times New Roman",serif; margin-bottom: 0.5cm;">
<span style="font-size: small;"><b><br /></b><br /><br /><b><u>Nombre común:</u>
Mariquita, Catarina, Chinita o Vaquita de San Antón </b><br /><br /><br /><b><u>Hábitat:</u></b>
Las mariquitas habitan todas las praderas, donde las lluvias son
abundantes, y las plantas tienen abundante pulgón. Es posible
encontrarlas en todo el mundo con más de 4.000 especies diferentes.
También son abundantes en selvas o bosques, o también en flores
cercanas a ríos que son los lugares donde podemos encontrárnoslas.
<br /><br /><b><u>Tamaño Máximo:</u></b> Generalmente, no pasan de los 8 - 10
milímetros. Siendo los ejemplares más grandes de 12 milímetros.
<br /><br /><b><u>Diformismo sexual:</u> </b>Sin datos. La única forma de
diferenciarnos es fijarnos en el acto de la cópula, siempre estará
el macho encima de la hembra. Otra forma, muy difícil de usar, es
mirar el tamaño, viendo a las hembras más grandes que los machos.
<br /><br /><b><u>Descripción:</u></b> Las mariquitas cuentan con numerosas
especies. Todas las especies, cuentan con colores vivos, como rojos,
naranjas o amarillos, sobre los que se ve estampado lunares negros,
desde 2 lunares hasta 14 lunares, siendo la variedad más común la
de 7 puntos y la de 8. La de 8 puntos, posee unos vivos colores
blancos en la cabeza, dos antes y 6 patas. <br /><br />Cuando son larvas
son muy diferentes del espécimen joven, y cuando salen del capullo,
no tiene los colores definidos. <br /><br /><b><u>Recinto:</u></b> Un recinto de
cristal, tipo una pecera que cumpla varias características: <br /><br />-
Sustrato de arena para poder plantar plantas <br />- Plantar una planta
con raíz, en la que haya pulgón para que se alimenten <br />- Poner
unos tubos de papel higiénico en sentido diagonal, para que se
oculten <br />- Tamaño de una pecera de 20 Litros aproximadamente. <br />-
Poseer, en el sustrato hierba para que se suban a ella, y la
mordisqueen. <br />- Una tapa de un frasco de cristal para
suministrarle agua. <br />- Ramas pegadas a las paredes del cristal
para que se apoyen. ¿Cómo hacerlo? Para pegar las ramas, basta
cortar unas de un árbol, o cogerlas del suelo, y ponemos un poco de
Pegamento rápido, y lo fijamos al cristal con dos o tres bastará.
<br />- Agujeros para que respiren. <br />- Cartón de una huevera, que
proporcionen escondites y zonas para las puestas de las mariquitas. </span>
</div>
<div align="CENTER" style="font-family: Georgia,"Times New Roman",serif;">
<b><span style="font-size: small;">¿Cómo
preparamos el habitáculo?</span></b></div>
<div style="font-family: Georgia,"Times New Roman",serif; margin-bottom: 0.5cm;">
<span style="font-size: small;"><br /><br />Primero
ponemos como 4 - 5 Cm de arena, y cogemos plantas con pulgón y las
plantamos, en torno a las 2 - 3 plantas. Ponemos algo de hierba, para
que los adultos trepen para coger impulso al volar. Colocamos un par
de tubos en sentido diagonal apoyados en la pared, de papel
higiénico. Colocamos una tapa para cuando tengamos que poner agua
con miel. Colocamos las ramas a la pared y unos cartones de huevo que
servirán para: Ocultarse los adultos, poner huevos, evolucionar las
larvas para convertirse en capullo. </span>
</div>
<div align="CENTER" style="font-family: Georgia,"Times New Roman",serif;">
<b><span style="font-size: small;">¿Cómo
lo cuidamos?</span></b></div>
<div style="margin-bottom: 0.5cm;">
<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: small;"><br /><br />Quitamos
las mariquitas muertas, rociando las paredes del acuario con agua,
dejando algo de ventilación, y dándoles nuevos brotes de pulgón
cuando ya los hayan comido todos. </span><span style="font-size: small;"><u>Sustrato:</u></span><span style="font-size: small;">
De arena, para poder plantar una planta con pulgón y algo de hierba.
La arena debe ser de aproximadamente 5 Cm, para que así echen raíces
las plantas. </span><span style="font-size: small;"><u>Iluminación:</u></span><span style="font-size: small;">
Una iluminación solar, dándoles 12 horas de luz y 12 horas de
oscuridad. Ir incrementando progresivamente las horas de luz, o
disminuyéndolas al mismo tiempo, para cuando llega el verano o el
invierno. </span><span style="font-size: small;"><u>Ventilación:</u></span><span style="font-size: small;">
Es recomendable poner pequeños agujeros en la parte de arriba de la
tapa, para que entre aire, y las mariquitas no se asfixien.
</span><span style="font-size: small;"><u>Humedad:</u></span><span style="font-size: small;">
Rociar las paredes del terrario, con agua 2 o 3 veces a la semana,
para que estén húmedas, ya que les gustan bastante la humedad.
</span><span style="font-size: small;"><u>Temperatura:</u></span><span style="font-size: small;">
La temperatura ambiente de casa valdría, siempre y cuando no baje de
los 15º porque puede ser letal para las mariquitas, ya que no
soportan en gran medida el calor. </span><span style="font-size: small;"><u>Alimentación:</u></span><span style="font-size: small;">
La alimentación de las mariquitas se procede principalmente de
pulgón, por lo que es recomendable plantar 2 o 3 plantas con pulgón
que hayamos recogido en el sustrato de arena, para que así estas se
alimenten de él. <br />Si se acabase, podríamos darle agua con miel
entre 1 - 2 días nada más hasta que hayamos cogido nuevas plantas
de pulgón. <br /><br />El agua de miel, se prepara, disolviendo miel en
agua, y depositándolo sobre la tapa del frasco que debe haber en
todo recipiente de cuidado de mariquitas, como se ha mencionado
anteriormente. </span><span style="font-size: small;"><u>Dificultad:</u></span><span style="font-size: small;">
Baja, es muy fácil de cuidar y de reproducir. </span><span style="font-size: small;"><u>Manejo:</u></span><span style="font-size: small;">
Para cogerlas, y transportarlas si las cazamos, solo usar los dedos
índice y pulgar y no apretar demasiado para no mancarlas. También
se pueden usar unas pinzas. </span><span style="font-size: small;"><u>Venenoso/a:</u></span><span style="font-size: small;">
No. Inofensivo. </span><span style="font-size: small;"><u>Reproducción:</u></span><span style="font-size: small;">
Tras proporcionarle el pulgón adecuado, la hembra pondrá los huevos
en la parte de abajo del cartón de huevos. Pondrá muchos huevos de
1 - 2 milímetros de un color amarillento. Los huevos los ponen entre
la época de abril - octubre. Cerca de mayo, nacerán los huevos, en
caso de pasar de mayo podrían tardar más de un mes, y los huevos
tendrán aspecto de larva, con manchas amarillas. <br /><br />Tras poner
los huevos tarda 1 mes en nacer. Estas larvas se alimentarán de
pulgón hasta convertirse en pupas o capullos, que se abrirán
saliendo la mariquita real. </span><span style="font-size: small;"><u>Comportamiento:</u></span><span style="font-size: small;">
Pacífico y muy curioso que desprende gran atracción a la hora de
empezar con su cría y cuidado </span><span style="font-size: small;"><u>Observaciones:</u></span><span style="font-size: small;">
Fácil de cuidar, y recomendada para quien le guste los insectos. </span></div>
<br />
<br />
<br />
<i>Fuente anónima.</i></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-11873249824248951612012-01-27T15:44:00.000+01:002013-05-09T08:25:46.601+02:00HAZTE TU PURÍN<b>Es una práctica sana y barata que forma parte de nuestra tradición agrícola desde hace miles de años.</b><br />
<br />
Necesitas un cubo más alto que ancho, de unos 30 lt. como mínimo, para que la fermentación se haga bien. El agua a utilizar debe ser de calidad: con poca cal, y sobre todo sin cloro. Para rebajar la cal basta con un poco de vinagre (1 litro/100lt. de purín baja el ph en un punto). Para rebajar el cloro, basta con permitir que se evapore durante 24 horas.<br />
<br />
<b>Proporciones:</b><br />
<ul>
<li>Planta fresca: 40% del volumen del cubo, sin apretarla.</li>
<li>Planta seca: 1 kg./cada 100 litros de agua </li>
</ul>
Se añade al agua y se deja reposar. Luego hay que oxigenar la mezcla diariamente, agitando con un palo o con cualquier sistema quepermita creación de espuma abundante, se trata de oxigenar el caldo, puesto que buscamos una fermentación aeróbica.<br />
El proceso dura según temperatura entre 9 y 15 dias. En invierno puede durar meses. Las bajas temperaturas NO afectan a la calidad del purín, en cambio con el calor el proceso de fermentación se puede acelerar demasiado.<br />
Se nota que la fermentación ha acabado porque al agitar ya no se crea espuma. También se crea una película en la superficie del líquido.<br />
Cuando esto pasa hay que ir rápido: filtrar como más fino mejor. Yo uso tamices del 54 que se usan para harina. El objetivo es que no queden restos de planta en el extracto, esto podría provocar una segunda fermentación que no deseamos.<br />
Luego se envasa y se guarda en las mismas condiciones que el vino: oscuro, fresco y estable. Hecho así el extracto se puede guardar más de un año.<br />
En estas condiciones una vez abierto el bote se conserva unos tres meses. <br />
<br />
<br />
<b>Y como respuesta a preguntas corrientes...</b><br />
<br /><ul>
<li>La degeneración de los purines a causa del calor se debe a una segunda fermentación, que no es tóxica en absoluto, aún que si hace perder cualidades al producto.</li>
<li>El exceso en las proporciones, tanto en la elaboración como en su posterior aplicación, no crea ningún tipo de fitotoxicidad.</li>
<li>La calidad del agua es importante, pero no es imprescindible. Sea bienvenida cualquier medida que la mejore. </li>
<li>Se pueden hacer al aire libre o en interior. ¡Ojo a los olores!</li>
</ul>
<br />
<b>Servimos planta seca y triturada recogida en el Pirineo, también semillas y esquejes: Diente de león, Cola de caballo, Ortiga, Bardana, Milenrama, Caléndula... <a href="http://www.ortigaamiga.com/catalog/4" target="_blank">¡visita la tienda!</a> </b><br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-35069470808601323322012-01-16T11:36:00.000+01:002012-03-25T11:59:29.484+02:00CLAVES PARA LA DETERMINACIÓN DE LAS CARENCIAS EN LA NUTRICIÓN VEGETAL<b>SÍNTOMAS</b>:<br /><br /><b><u><br /></u></b><br /><b><u>A) Las hojas viejas de la planta son las más afectadas. Efectos localizados o generales.</u></b><br /><div style="color: blue;"><br /></div><div style="color: blue;"> <b> B)</b> Efectos casi siempre generales; desecamiento más o menos marcado de las hojas inferiores; planta de color verde claro u oscuro.</div><br /> <b style="color: #274e13;">C)</b><span style="color: #274e13;"> Planta de color verde claro; hojas inferiores amarillas que pasan, al secarse, al color pardo claro; si el elemento escasea en las fases avanzadas del crecimiento los tallos son cortos y finos..............</span><b style="color: red;">NITRÓGENO</b>.<br /> <span style="color: purple;"> <span style="color: #274e13;"> </span></span><b style="color: #274e13;">CC)</b><span style="color: purple;"><span style="color: #274e13;"> Planta de color verde oscuro, con frecuencia aparecen coloraciones rojas o purpúreas; hojas inferiores amarillas a veces pasando, al secarse, a un color pardo verdoso o negro; tallos cortos y finos si el elemento escasea en fases avanzadas del creimiento..........</span>.</span><span style="color: red;"> </span><b style="color: red;">FÓSFORO</b>.<br /><div style="color: blue;"><br /></div><div style="color: blue;"> <b> BB)</b> Efectos casi siempre localizados, moteado o clorosis en las hojas bajas, con o sin síntomas de tejido muerto; escaso o nulo desecamiento de estas hojas.</div> <b style="color: #274e13;"> C)</b><span style="color: #274e13;"> Las hojas moteadas o cloróticas pueden enrojecer típicamente; a veces aparecen zonas muertas; ápice y bordes foliares retorcidos con la concavidad hacia arriba, tallos finos......</span><b style="color: red;">MAGNESIO</b>.<br /> <b> <span style="color: #274e13;">CC) </span></b><span style="color: #274e13;">Hojas cloróticas o moteadas con áreas grandes o pequeñas de tejido muerto.</span><br /> <span style="color: #783f04;"> </span><b style="color: #783f04;">D)</b><span style="color: #783f04;"> Áreas de tejido muerto pequeñas, generalmente en el ápice y entrenervios, y más señaladas en el borde de las hojas; tallos finos............</span><b style="color: red;">POTASIO</b>.<br /> <b> <span style="color: #783f04;">DD)</span></b><span style="color: #783f04;"> Manchas generalizadas de crecimiento rápido, generalmente ocupando los entrenervios y eventualmente invadiendo los nervios secundarios y aún los principales; hojas gruesas; tallos con acortamiento de los entrenudos.............</span>.<b style="color: red;">CINC</b>.<br /><br /><b><u>AA) Las hojas más jovenes, incluso las de las yemas, se hallan afectadas, síntomas localizados.</u></b><br /><br /> <b style="color: blue;">B)</b><span style="color: blue;"> La yema terminal muere y aparecen distorsiones en el ápice o en la base de las hojas jóvenes.</span><br /><span style="color: blue;"> <span style="color: #274e13;"> </span></span><b style="color: #274e13;">C)</b><span style="color: #274e13;"> Las hojas jóvenes de la yema terminal, típicamente encorvados al principio, mueren</span> <span style="color: #274e13;">finalmente por el ápice y bordes, por lo cual el crecimiento ulterior se caracteriza por su aspecto discontínuo en estos puntos; el tallo muere por la yema terminal..............</span>.<b style="color: red;">CALCIO</b>.<br /> <b> <span style="color: #274e13;">CC) </span></b><span style="color: #274e13;">Las hojas jóvenes de la yema terminal se vuelven de color verde claro en la base, desprendiéndose finalmente por esta zona; el crecimiento ulterior origina hojas retorcidas; por último, el tallo muere junto a la hoja terminal............</span>.<b style="color: red;">BORO</b>.<br /><div style="color: blue;"><br /></div><div style="color: blue;"> <b> BB)</b> La yema terminal permanece viva por lo general; clorósis o blanqueamiento de las hojas más jóvenes, o gemulares; con o sin zonas de tejido muerto; nervios de color verde claro u oscuro.</div> <br /><span style="color: #274e13;"> </span><b style="color: #274e13;"> C)</b><span style="color: #274e13;"> Las hojas jóvenes blanqueadas de modo permanente (blanqueo apical) sin manchas ni clorósis marcada; el brote terminal, así como las ramas y el tallo (en la zona inmediatamente situada bajo el ápice) son con frecuencia incapaces de permanecer erguidos en las fases avanzadas en las que se agudiza la escasez del elemento.................</span><span style="color: black;">.</span><b style="color: red;">COBRE</b>.<br /> <b style="color: #274e13;">CC)</b><span style="color: #274e13;"> Las hojas jóvenes no blanquean, clorósis con o sin manchas de tejido muerto esparcidas por las hojas.</span><br /><span style="color: #783f04;"> </span><b style="color: #783f04;">D)</b><span style="color: #783f04;"> Zonas de tejido muerto esparcidas por las hojas; los nervios más finos tienden a permanecer verdes, dándo lugar a una especie de cuadrícula o retícula.............</span>.<b style="color: red;">MANGANESO</b>.<br /> <b style="color: #783f04;">DD)</b><span style="color: #783f04;"> Sin zonas muertas en general; la clorosis puede atacar los nervios, o no.</span><br /> <span style="color: #990000;"> </span><b style="color: #990000;"> E)</b><span style="color: #990000;"> Hojas jovenes con los nervios y el tejido interneural color verde claro..........</span><b style="color: red;">AZUFRE</b>.<br /> <b style="color: #990000;">EE)</b><span style="color: #990000;"> Hojas jóvenes cloróticas; nervios principales típicamente verdes; tallos cortos y delgados...............</span><b style="color: red;">HIERRO</b>.<br /><br /><br /><i><br /></i><br /><i><br /></i><br /><div style="color: #444444;"><i>Fuente: Diagnostic tecniques for soils and crop. Mc. Murttey. American Potash Inst. 1950</i></div><a name='more'></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-48017237384770152742011-12-16T11:52:00.000+01:002012-03-25T11:59:29.487+02:00PLANTAS PARA SOLUCIONAR CARENCIAS:<div style="margin-bottom: 0cm;"><b>CLORÓSIS FÉRRICA:</b></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;">La carencia más común en nuestros jardines. Se debe muchas veces a la baja calidad del agua de riego, que bloquea el hierro orgánico en la tierra, y muchas plantas tienen dificultades para asimilarlo.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Síntomas:</b> Follaje amarillento o verde pálido, conservando la nervadura oscura. </div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Planta correctora:</b> Ortiga (Urtica dioica). Soluciona carencias de hierro, magnesio y nitrógeno mediante empaste, riego o pulverización. </div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Base a utilizar:</b> Extracto fermentado.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Aplicación: </b>Mediante pulverización al inicio de la manifestación. Cuando la carencia es más grave se puede elaborar un empaste de extracto de ortiga con humus de lombriz y aplicarlo en el tronco del árbol o arbusto. Si no es posible, aplicar diluido en el riego cada quince días durante dos meses.<br /><br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU0KBWFsKRoYRCsviMII9983f2d9JyD2JglJ1833spHdfRF_BHE4VHFGgDy9NY5L55DfgAMlTs_GGeNfrNDZ3ivH7yM7_t7k0aInC8jvwjl2vG2ZB4zo32J1ApB-DpRK-hGTSghE6mvvWs/s1600/clorosis+hortensia.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU0KBWFsKRoYRCsviMII9983f2d9JyD2JglJ1833spHdfRF_BHE4VHFGgDy9NY5L55DfgAMlTs_GGeNfrNDZ3ivH7yM7_t7k0aInC8jvwjl2vG2ZB4zo32J1ApB-DpRK-hGTSghE6mvvWs/s200/clorosis+hortensia.jpg" width="200" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Hortensia, fase inicial</td></tr></tbody></table></div><div style="margin-bottom: 0cm;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIreqGTBKc5-vxH6OBwNuU1KKfMHrvbxUQybvooMx29JfKguzYabNU4EwOTuMLZxaMZTRQYGn-bwlTYVhD2DQu_-NcSnEZGqOR_XHhx_gYtkPZLZFT_iDcHK4LqpB9uCiLtc-zoVViuU-R/s1600/vinyaestiu2009%252B026.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIreqGTBKc5-vxH6OBwNuU1KKfMHrvbxUQybvooMx29JfKguzYabNU4EwOTuMLZxaMZTRQYGn-bwlTYVhD2DQu_-NcSnEZGqOR_XHhx_gYtkPZLZFT_iDcHK4LqpB9uCiLtc-zoVViuU-R/s200/vinyaestiu2009%252B026.jpg" width="200" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Viña, fase media</td></tr></tbody></table><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F4UqzipX78MlvDY60-JpzdWlUkRgdWMvMfBQQB9wrsbv-kOZa19OkmjamNPBLqz-kYkcUUrwqIE3yQ-0rCZ8sqGS29yQmNX1tJ4NzqJ2ejGDTdUDmGczLXAe4IF2DdiDAIdOVaBd6Ab1/s1600/9228_139606867832_57985137832_2491456_5789076_n.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4F4UqzipX78MlvDY60-JpzdWlUkRgdWMvMfBQQB9wrsbv-kOZa19OkmjamNPBLqz-kYkcUUrwqIE3yQ-0rCZ8sqGS29yQmNX1tJ4NzqJ2ejGDTdUDmGczLXAe4IF2DdiDAIdOVaBd6Ab1/s200/9228_139606867832_57985137832_2491456_5789076_n.jpg" width="200" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Viña, la mata del centro está en una situación delicada.</td></tr></tbody></table><br /></div><div style="margin-bottom: 0cm;"><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><b><br /></b><br /><b>CARENCIA DE FÓSFORO</b><br /><br />Por el bloqueo en la función clorofílica, las partes verdes de la planta tienden a tomar colores rojos o violáceos.<br />Plantas que aportan fósforo son la <b>milenrama</b> (Achillea millefolium) y la<b> camamilla</b> (Matricaria chamomilla). También está presente en la piel de muchos frutos, especialmente en las cáscaras de cereales y frutos secos.<br />Modo de empleo: con material tierno, en infusión. Con material seco se debe compostar.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV1p-D8cSbMDI_uCXyjQu1-iL5DgGvZfH2Zm_sE7QKH0VvqrJRdR9Y4didm4d4FIkbOKmTC6PDRXjocqhbkACK-2S2bweL_ass5GWhNue9Fecr8Rz7NJVEr2sfZ_zbe9-2BqnW9S6DRz6-/s1600/jdv1244893594v.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV1p-D8cSbMDI_uCXyjQu1-iL5DgGvZfH2Zm_sE7QKH0VvqrJRdR9Y4didm4d4FIkbOKmTC6PDRXjocqhbkACK-2S2bweL_ass5GWhNue9Fecr8Rz7NJVEr2sfZ_zbe9-2BqnW9S6DRz6-/s1600/jdv1244893594v.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"></div><br /><br /><br /><br /><b><br /></b><br /><b>CARENCIA DE POTASIO</b><br /><br /><br />Aparte de efectos significativos en lasíntesis de la clorofila, la falta de potasio incide muy directamente en la resistencia de la planta en situaciones de sequía, puesto que este elemento juega un importante papel en el funcionamiento de los estomas.<br />Normalmente el potasio es un elemento muy abundante, por lo que en principio do deberían existir carencias. Acostumbra a faltar por desequilibrios (mala salud) del suelo, donde se puede encontrar bloqueado.<br />La <b>Consuelda</b> (Simphytium officinale) es la planta que mayor cantidad de Potasio nos puede aportar, puesto que es especialmente rica en éste elemento. Le siguen la <b>Bardana</b> (Arctium lappa) y el<b> Diente de León </b>(Taraxacum officinale).<br /><b>Modo de aplicación:</b> mediante extracto fermentado.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8HFXa1oO-HhY-NHEBUa5QvjruA04HfVyNUaVbrAVRDhs6G7_f8Ldlw3bCO9mYE8OVdqnRl9wxbM9b3gERL0PoPbc5kW1wvMYfo_xphCvMrw9q48O2WgsPRM4QRp3UIKNAteh05aZEQOkw/s1600/PotasDed.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8HFXa1oO-HhY-NHEBUa5QvjruA04HfVyNUaVbrAVRDhs6G7_f8Ldlw3bCO9mYE8OVdqnRl9wxbM9b3gERL0PoPbc5kW1wvMYfo_xphCvMrw9q48O2WgsPRM4QRp3UIKNAteh05aZEQOkw/s1600/PotasDed.jpg" /></a></div><br /><br /><br /><br /><i><br /></i><br /><i>Fuentes: Experiencia personal, i libros: "les herbes remeieres" de Ramón Gausachs, "El dioscórides renovado", de Pius Font i Quer, i "El cuidado natural de los árboles", de Éric Petiot.</i> </div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><br /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /><br /><br /><br /><br /></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDupN5H2UHHcpCFR9nUVZ3SqMWzaN6_2MKVcgsbqJ0y1i1MEd4TEhHyJuqR5VW0zgxdcNkiUdQfPevWhjr1gqKv3Y-Lh7tQGYAvfXTKJaYzcYHgZ09s0ImmBsiMhGSwXAwdEIJErkJk9pN/s1600/vinyaestiu2009%252B026.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-80395513389256422532011-12-15T11:13:00.000+01:002014-07-13T13:53:47.165+02:00PLANTAS PARA INFUSIONES CON EFECTOS FUNGICIDAS:<div style="margin-bottom: 0cm;">
</div>
<div style="margin-bottom: 0cm;">
Muchas plantas elaboran sus propias sustancias inhibidoras del crecimiento de los hongos. Algunas activan estos ácidos como respuesta en el momento de la infestación, otras disponen de sustancias preventivas de forma permanente.</div>
<div style="margin-bottom: 0cm;">
La selección de plantas que hemos recogido aquí responde a los siguientes criterios: Efectividad de su uso, inocuidad de la planta para las personas, y adaptabilidad de cultivo en el jardín.</div>
<div style="margin-bottom: 0cm;">
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<div style="margin-bottom: 0cm;">
<b><br /></b> </div>
<div style="margin-bottom: 0cm;">
<b>La dosificación media es de 250 grs. de planta seca por cada 10 litros de agua ¡sin cloro!.</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV-qPprHK-Rv3ZxcwOS0TK9_OiDQudm1MevEA1yySjHm1BLX5X9W0UjHYuXlnW_-SC4-DmJNi9tIc_3_KFbLipjorL-SloUOIIhtkCxrBVM1tEkikzSWM8brQ0o2K2fYeMV5Kqvvq6u27B/s1600/papallona_sobre_la_sajolida91231.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/AVvXsEjV-qPprHK-Rv3ZxcwOS0TK9_OiDQudm1MevEA1yySjHm1BLX5X9W0UjHYuXlnW_-SC4-DmJNi9tIc_3_KFbLipjorL-SloUOIIhtkCxrBVM1tEkikzSWM8brQ0o2K2fYeMV5Kqvvq6u27B/s200/papallona_sobre_la_sajolida91231.jpg" height="151" width="200" /></a></div>
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<b>Ajedrea (Satureja montana)</b></div>
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Aromática apta para lugares secos y al sol.</div>
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Parte a recolectar: hojas y flores.</div>
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Accion reconocida frente a roya, mildiu y oidio.</div>
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Modo de preparación: infusión.</div>
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<b>Ajo (Allium sativum)</b></div>
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Parte a recolectar: los bulbos.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuQrSFRSEZ6o7fgJtVHKTjuEkTI57tWIsUrxoh-f0AIVsyhNMxnHApv1iy8uuQ7pUMHyXPyiYW_Vtdpr8idJr7EnOnXJa-e5cowvhADZS5WYiu9rrDFLpnvEBbgEP9Vj8hiLClDP-2AnHy/s1600/ajo-xl-668x400x80xX.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/AVvXsEiuQrSFRSEZ6o7fgJtVHKTjuEkTI57tWIsUrxoh-f0AIVsyhNMxnHApv1iy8uuQ7pUMHyXPyiYW_Vtdpr8idJr7EnOnXJa-e5cowvhADZS5WYiu9rrDFLpnvEBbgEP9Vj8hiLClDP-2AnHy/s200/ajo-xl-668x400x80xX.jpg" height="119" width="200" /></a>Efectivo por su gran aporte en compuestos de azufre (acido amino azufrado y trisulfuros de alillo, sobre todo). Aumenta su concentración en azufres si ha crecido en un terreno rico en compost.</div>
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Actividad: especialmente efectivo contra roya, lepra del melocotonero y phityum.</div>
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Modo de empleo: Ebullición de 100 grs. de bulbos triturados en 5 lts. de agua. Dejar reposar una hora. Aplicar sin diluir.</div>
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<b>Caléndula. (Calendula officinalis)</b></div>
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Planta anual o bianual, apta para terrenos rústicos con humedad media.</div>
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Contiene principios activos que inhiben el desarrollo de hongos en tomateras.</div>
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La planta sembrada entre líneas también es efectiva.</div>
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Modo de empleo: infusión.</div>
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Partes a utilizar: toda la planta.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyKLaK8XaCK3_7dldAoLwefiWX1ywcgK5m-HDPB7l__bcq_ZpxR9Ck3I7C4utBbILR-gdeGQZD95zQIQ-upDE6ZA-8YhqSmqBLgf70J9tHLudt0gyge6sBy_5xnnCl9dKInmrBmzdKmmPT/s1600/pic000474.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/AVvXsEhyKLaK8XaCK3_7dldAoLwefiWX1ywcgK5m-HDPB7l__bcq_ZpxR9Ck3I7C4utBbILR-gdeGQZD95zQIQ-upDE6ZA-8YhqSmqBLgf70J9tHLudt0gyge6sBy_5xnnCl9dKInmrBmzdKmmPT/s200/pic000474.jpg" height="170" width="200" /></a></div>
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<b>Capuchina (Tropaeolum majus)</b></div>
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Planta tapizante, rústica que requiere no demasiados cuidados. </div>
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Partes a utilizar: las hojas.</div>
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Actividad: antibiótica y fungicida para chancros en frutales.</div>
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Modo de empleo: infusión a baja temperatura. (60º)</div>
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<b>Cola de Caballo (Equisetum ssp)</b></div>
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Se multiplica sólo por esporas.</div>
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Partes a utilizar: la parte aérea.</div>
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Principios activos: el sílice.</div>
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Actividad: preventiva contra muchos hongos, curativa contra moniliosis, royas, gnomosis y lepra del melocotonero.</div>
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Modo de empleo: decocción de al menos media hora, para liberar el sílice.</div>
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<b>Ortiga (Urtica dioica)</b></div>
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No especialmente bonita y aveces molesta, pero su presencia cerca del jardinero es necesaria.</div>
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Partes a utilizar: Toda la planta, por sus efectos fitofortificantes actúa como preventiva de muchos hongos, pero la raíz es especialmente eficaz.</div>
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Actividad: Preventiva general.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ_m5jlQ1v8Kz1qbhTZOWf8G45CZnc0d9ETDIjnDvfugRejo_UKnI4KKS2FhhQdKaggNYLXqHJvGUm3zxiSabQe_kHRx2c8RTrp2ka3FJhCxOLt0BDG49BoOkb5GhyphenhyphenToOs9_w6pr9UZYbP/s1600/Sambucus+nigra_0517.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/AVvXsEjQ_m5jlQ1v8Kz1qbhTZOWf8G45CZnc0d9ETDIjnDvfugRejo_UKnI4KKS2FhhQdKaggNYLXqHJvGUm3zxiSabQe_kHRx2c8RTrp2ka3FJhCxOLt0BDG49BoOkb5GhyphenhyphenToOs9_w6pr9UZYbP/s200/Sambucus+nigra_0517.jpg" height="150" width="200" /></a><b>Saúco (Sambucus nigra)</b></div>
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Arbusto de grandes dimensiones apto para rincones nitrificados y apartados.</div>
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Partes a utilizar: las hojas adultas.</div>
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Actividad: moteado y royas</div>
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Modo de empleo: infusión.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpGM4miakvJ4I9O49pQoGTr8RyO98szr1ecpOK3MCnEgYNkVnoUGKPD9sbuqwdcqlP8iqjXv_-YXB9Lw8kC0hcTj7ytV0749bZQ0Vp19t2Mz0QrIcw2zj6IvtefcToYjW4-SVshDGVDpq_/s1600/salvia-officinalis.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/AVvXsEjpGM4miakvJ4I9O49pQoGTr8RyO98szr1ecpOK3MCnEgYNkVnoUGKPD9sbuqwdcqlP8iqjXv_-YXB9Lw8kC0hcTj7ytV0749bZQ0Vp19t2Mz0QrIcw2zj6IvtefcToYjW4-SVshDGVDpq_/s200/salvia-officinalis.jpg" height="148" width="200" /></a></div>
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<b>Salvia (Salvia officinalis)</b></div>
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Partes a recolectar: las hojas.</div>
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Principios activos: thuyona, alcanfor.</div>
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Actividad: Curativa sobre mildiu.</div>
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Modo de empleo: infusión.</div>
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<i>Fuentes:experiencia personal y: Los cuidados naturales de los árboles, de Éric Petiot, El Dioscórides renovado, de Pius Font i Quer. Guia de plantas medicinales, de Roberto Chiej (Ed. Grijalbo)</i></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-66131197902600048522011-12-14T12:48:00.000+01:002012-03-25T11:59:29.490+02:00PLANTAS PARA INFUSIONES INSECTICIDAS:<div style="margin-bottom: 0cm;"><br /></div><div style="font-weight: normal; margin-bottom: 0cm;">Esta selección de plantas se ha efectuado en atención a su posible cultivo en el huerto o jardín, y al hecho de que son inocuas para nosotros.</div><div style="font-weight: normal; margin-bottom: 0cm;"><br /></div><div style="font-weight: normal; margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Dosificación general: 250 gr. de hojas y/o flores secas por 10 lts. de agua.</b></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEgyejD8QXgbcEz3uFg3TFURb3Ty9QHa56iZsDRyw0SEt2auc0CgZOdStA4Ru_QQEU5RWGxIQ8T4eEvTpoeqDm_khncRWJ4uN1pMvgNUkUm2K_PIrJ4W2M8Xqw9eMTIer2iAWbHgKK1Y8m/s1600/tanacet.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/AVvXsEgEgyejD8QXgbcEz3uFg3TFURb3Ty9QHa56iZsDRyw0SEt2auc0CgZOdStA4Ru_QQEU5RWGxIQ8T4eEvTpoeqDm_khncRWJ4uN1pMvgNUkUm2K_PIrJ4W2M8Xqw9eMTIer2iAWbHgKK1Y8m/s200/tanacet.jpg" width="150" /></a></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Tanaceto (Tanacetum vulgare).</b></div><div style="margin-bottom: 0cm;">Se puede cultivar como ornamental.</div><div style="margin-bottom: 0cm;">Principios activos: Thuiona</div><div style="margin-bottom: 0cm;">Insecticida y lento general, acaricida.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpidetwVcdthGzYQkmMlUtLdXpqrYvuRLqqirXQLVHlcvgsacz4-ECQNiaxwPHrn9DbJeTyD7NDA3jEapW0_mynkww_aR614in0GBV1kxdvY-6ahdOrj7dUk1Pogc56K3Uk9y-bem1uczb/s1600/salvia-officinalis.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpidetwVcdthGzYQkmMlUtLdXpqrYvuRLqqirXQLVHlcvgsacz4-ECQNiaxwPHrn9DbJeTyD7NDA3jEapW0_mynkww_aR614in0GBV1kxdvY-6ahdOrj7dUk1Pogc56K3Uk9y-bem1uczb/s200/salvia-officinalis.jpg" width="200" /></a></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Salvia (Salvia officinalis)</b></div><div style="margin-bottom: 0cm;">Se puede cultivar como ornamental.</div><div style="margin-bottom: 0cm;">Parte a utilizar: las hojas en primavera.</div><div style="margin-bottom: 0cm;">Principios activos: Thuiona, alcanfor.</div><div style="margin-bottom: 0cm;">Insecticida contra orugas, ácaros, gusanos en general.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Gmlt74ZqRmMRPNs4KqD4cUQhACPOcGG41s-WE-cZaUB33Xb1W6c9fjZFr3lLrA29rRWHxzTlW3O24XSu5TUtLIn7-BHZweejDJ29uD0upWdqJaVxdjcCqueeQ-HBFRZovuimpF4QSxDJ/s1600/Saponaria+ocymoides.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Gmlt74ZqRmMRPNs4KqD4cUQhACPOcGG41s-WE-cZaUB33Xb1W6c9fjZFr3lLrA29rRWHxzTlW3O24XSu5TUtLIn7-BHZweejDJ29uD0upWdqJaVxdjcCqueeQ-HBFRZovuimpF4QSxDJ/s200/Saponaria+ocymoides.jpg" width="200" /></a></div><div style="margin-bottom: 0cm;"><b>Saponaria (Saponaria officinalis): </b> </div><div style="margin-bottom: 0cm;">Se puede cultivar como ornamental.</div><div style="margin-bottom: 0cm;">Parte a utilizar: las hojas y las flores.</div><div style="margin-bottom: 0cm;">Principios activos: Saponinas.</div><div style="margin-bottom: 0cm;">Insecticida general</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8Bn3kzSllD6IMaRc56NxxriDDARRm1H5fKpSgn2xOP_06SStkPQ-Te0HJDIt4_HeimDoCAGyXQofSDjdOnDCt4FB2Hfw-qrtwmWk1MGIh83M2Y6E5y81DFc3CaDKoLcLMrbgMUOasieUX/s1600/mentha-piperita.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8Bn3kzSllD6IMaRc56NxxriDDARRm1H5fKpSgn2xOP_06SStkPQ-Te0HJDIt4_HeimDoCAGyXQofSDjdOnDCt4FB2Hfw-qrtwmWk1MGIh83M2Y6E5y81DFc3CaDKoLcLMrbgMUOasieUX/s200/mentha-piperita.jpg" width="200" /></a></div><div style="margin-bottom: 0cm;"><b>Menta (Menta piperitta)</b></div><div style="margin-bottom: 0cm;">Se puede cultivar como ornamental.</div><div style="margin-bottom: 0cm;">Partes a utilizar: toda la parte aérea.</div><div style="margin-bottom: 0cm;">Principios activos: Mentol. </div><div style="margin-bottom: 0cm;">Actúa sobre insectos pequeños y orugas.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8eOYO-AbpYPBRfnJwPEJKNz0mO6FFJ8DAXXV2-82xSv__whOnktoVnVwjzl1Aa4v-RSaMmqiG5dBpRzKl3BJk0wxB37kVE5VnybMkXmpleozlaBaFgKCvcQTntqwtB2ZiIyGbh4XIb7yO/s1600/SantolinaChamaecyparissusSq%257E0.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/AVvXsEi8eOYO-AbpYPBRfnJwPEJKNz0mO6FFJ8DAXXV2-82xSv__whOnktoVnVwjzl1Aa4v-RSaMmqiG5dBpRzKl3BJk0wxB37kVE5VnybMkXmpleozlaBaFgKCvcQTntqwtB2ZiIyGbh4XIb7yO/s200/SantolinaChamaecyparissusSq%257E0.jpg" width="150" /></a></div><div style="margin-bottom: 0cm;"><b>Santolina (Santholina chamaecyparyssus)</b></div><div style="margin-bottom: 0cm;">Se puede cultivar como ornamental</div><div style="margin-bottom: 0cm;">Parte a recolectar: hojas y flores</div><div style="margin-bottom: 0cm;">Principios activos: Thuiones.</div><div style="margin-bottom: 0cm;">Insecticida para pulgones, orugas y ácaros.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"></div><div style="margin-bottom: 0cm;"></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSuDxRfYtr7Fu-SowQkniqlc2V5_opXVeFNATltgU4jAjforyJAbrRiLuhCpyfbrKI1hapvxOdeb8qfxvg-j5SLDajZstGC3ZWRFZh58dITl9OQzqVKtIwCPb5b4Fe_ClAQRNgm2rqtJHZ/s1600/images.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/AVvXsEiSuDxRfYtr7Fu-SowQkniqlc2V5_opXVeFNATltgU4jAjforyJAbrRiLuhCpyfbrKI1hapvxOdeb8qfxvg-j5SLDajZstGC3ZWRFZh58dITl9OQzqVKtIwCPb5b4Fe_ClAQRNgm2rqtJHZ/s200/images.jpg" width="149" /></a></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Tagetes (Tagetes ssp)</b></div><div style="margin-bottom: 0cm;">Se puede cultivar como ornamental.</div><div style="margin-bottom: 0cm;">Se utiliza la planta entera.</div><div style="margin-bottom: 0cm;">Ació insecticida y sobre todo nematicida.</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj97QEBhQpyw7TBnl7KAtZyqgj-PpzHCQOK3hTFVmafauycI9Ga7Gcw69l2iLVmPsfeL0x2CdFtqA_tHfqE2x3j7eubdMNHER0LEg3I0MpQ3W6pvZzlLv9s__avO_R5qcYiXIJOApGM0Zui/s1600/1101-jpg.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/AVvXsEj97QEBhQpyw7TBnl7KAtZyqgj-PpzHCQOK3hTFVmafauycI9Ga7Gcw69l2iLVmPsfeL0x2CdFtqA_tHfqE2x3j7eubdMNHER0LEg3I0MpQ3W6pvZzlLv9s__avO_R5qcYiXIJOApGM0Zui/s200/1101-jpg.jpg" width="136" /></a></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Ortiga (Urtica dioica)</b></div><div style="margin-bottom: 0cm;">Se utilizan las hojas.</div><div style="margin-bottom: 0cm;">Principios activos: Fenol, histamina, ácido fórmico.</div><div style="margin-bottom: 0cm;">Acción insecticida y acaricida</div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><b>Otros plantas que también se pueden utilizar: </b> </div><div style="margin-bottom: 0cm;">Poleo (Mentha pulcherrimum), Romero (Rosmarinus officinale), Cola de Caballo (Equisetum ssp),</div><div style="margin-bottom: 0cm;">Lavandas y Espliegos (Lavandula ssp), Orégano (Origanum vulgare), Cenicienta (Cineraria marítima)<br /><br /><br /><div style="margin-bottom: 0cm;"><br /></div><div style="margin-bottom: 0cm;"><i>Fuentes: Los cuidados naturales de los árboles, de Éric Petiot, El Dioscórides renovado, de Pius Font i Quer. Guia de plantas medicinales, de Roberto Chiej (Ed. Grijalbo)</i></div></div><div style="margin-bottom: 0cm;"><br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-57911818269972937132011-11-17T18:00:00.000+01:002012-01-24T22:47:22.061+01:00Primeros resultados de experimentación en cítricos<div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><strong> A tenor de los experimentos efectuados sobre cultivos ecológicos de cítricos en Valencia (</strong><a href="http://www.econaranjas.com/" style="color: #ff6600; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><strong>www.econaranjas.com</strong></a><strong>), podemos afirmar los siguientes resultados:</strong></div><div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><strong>Mosca blanca:</strong><span class="Apple-converted-space"> </span>El extracto de ortiga se mostró muy efectivo, tanto en larvas como en adultos, aún que la corta persistencia del producto obliga a repetir los tratamientos cada 10 días; de hecho esto es una característica común en todos los productos utilizables en agricultura ecológica.</div><div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><strong>Piojo de California:</strong><span class="Apple-converted-space"> </span>(<em>Aonidiella aurantii</em>). Plaga de difícil control por la ausencia de depredadores específicos. El extracto eliminó un 80% de la población larvaria aplicado a una dosis de 1:9, por lo que se sospechan resultados diferentes aumentando la dosis o añadiendo extractos de otras plantas. </div><div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><strong>Piojo gris:</strong><span class="Apple-converted-space"> </span> (<em>Parlatoria pergadei</em>): Plaga parecida a la anterior, con menor incidencia pero más resistencia. El porcentaje de mortalidad de larvas fué inferior (60-70%).</div><div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><strong>Los experimentos se realizaron sobre un reducido número de pies rodeados de una plantación sana cultivada en ecológico.</strong></div><div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Los experimentos siguen sobre podredumbre del cuello, bacteriosis y clorosis, aún que deberemos esperar a la próxima temporada para ver los resultados.</div><div style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: Arial, Helvetica, Verdana, 'Bitstream Vera Sans', sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 1em; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">En todos los tratamientos la dosis empleada fué de 1 parte de extracto de ortiga por 9 de agua.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-89242541201406171742011-10-04T10:44:00.000+02:002012-03-25T11:59:29.494+02:00Listado de plantas para fomentar la biodiversidad en el jardín meridional<div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Ésta es una lista de plantas que van a atraer básicamente mariposas autóctonas. Hay que prestar atención a la pequeña lista inferios de plantas que sirven de alimento a las orugas, y que son malas hierbas que podemos conservar por los rincones, o en un lugar especialmente indicado. Hay más hierbas, la ortiga misma es una planta específica para el desarrollo de dos tipos de mariposa.</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">La sola presencia de orugas a quien no molestemos favorecerá la presencia de pájaros insectívoros y demás fauna auxiliar que nos pueden prestar un buen servicio en el resto del huerto.</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><br /></div><div style="font-family: Georgia,"Times New Roman",serif;"><br /></div><div style="font-family: Georgia,"Times New Roman",serif;"><br /></div><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span><table border="0" cellspacing="0" cols="10" frame="VOID" rules="NONE" style="font-family: Georgia,"Times New Roman",serif;"><colgroup><col width="147"></col><col width="111"></col><col width="49"></col><col width="90"></col><col width="71"></col><col width="52"></col><col width="38"></col><col width="39"></col><col width="82"></col><col width="82"></col></colgroup> <tbody><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;" width="147"><span style="font-size: small;"><b> nom cientificismo</b></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;" width="111"><span style="font-size: small;"><b>nom comú</b></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;" width="49"><span style="font-size: small;"><b>floració</b></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;" width="90"><span style="font-size: small;"><b>color flor</b></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;" width="71"><span style="font-size: small;"><b>alçada</b></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;" width="52"><span style="font-size: small;"><b>aliment </b></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);" width="38"><span style="font-size: small;"><b>altres</b></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);" width="39"><span style="font-size: small;"><br /></span></td> <td align="LEFT" width="82"><span style="font-size: small;"><br /></span></td> <td align="LEFT" width="82"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Helichrysum italicum</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Siempreviva </span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"> 50 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Helichrysum stoechas</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Siempreviva </span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">40 cm </span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Lavandula stoechas</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Burrito</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">morado</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"> 60-80 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Matricaria recutita</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Camamilla</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E/T</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">blanca</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">20-50 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Nepeta sp.</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">...</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">azul</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">20-40 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Origanum vulgare</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Orégano</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">malva</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">30-80 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Rosmarinus officinalis</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Romero</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">T/E/P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">azul -violeta</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">50-150 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Ruta chalepensis</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Ruda</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">50 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Salvia officinalis</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Sàlvia</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">blau</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">40 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Satureja calamintha </i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Rementerola</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">E/T</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">blau-violeta</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">50 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Thymus vulgaris</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Tomillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">rosa</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">20 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Alyssum maritimum</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">...</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E/T/H</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">blanco</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">10 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Aster sedifolius</i></span></td> <td align="LEFT"><span style="font-size: small;">Indiana</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">T</span></td> <td align="LEFT"><span style="font-size: small;">azul</span></td> <td align="LEFT"><span style="font-size: small;">40 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Asteriscus maritimus</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Estrella de mar</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"> 20 cm </span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Centhrantus ruber</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Hierba de San Jorge</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E/T</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">púrpura-rojo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">80 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Eryngium maritimum</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Panical </span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">azul</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">1-1,25 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Hypericum balearicum</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Estepa joana</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">0,6-1 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Lathyrus latifolius</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Guisante campestre</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">E/T</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">púrpura-rosado</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">1-3 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Lonicera implexa</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;">Madreselva</td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">rosa-blanco</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">1-4 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Phlomis herba-venti</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Ventolera</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">rosa</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">50 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Sedum acre</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">...</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">5-15 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;">AU</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Agastache rupestris</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">...</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">naranja</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">50-70 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">AR</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Buddleja davidii</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Budleya</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">E/T</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">púrpura, violeta</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">5 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Centaurea orientalis</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">...</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">amarillo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">1m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Chrysanthemum sp.</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Crisantemo</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">T</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">div. colores</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">1 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Euryops acraeus</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">...</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;">amarillo</td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">30 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-top: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Lantana camara</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Lantana</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;">amarillo-rojo</td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Spiraea sp.</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Espirea</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">blanco, rosa</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">2,5 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Syringa vulgaris</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Lila</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">lila, blanco</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">2-7 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Tropaeolum majus</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Capuchina</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">naranja</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">30-60 cm</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="20" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><i>Verbena bonariensis</i></span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">Verbena</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">P/E</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">morado</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;">1 m</span></td> <td align="LEFT" style="border-color: rgb(0, 0, 0); border-style: solid; border-width: 1px;"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT" style="border-bottom: 1px solid rgb(0, 0, 0); border-left: 1px solid rgb(0, 0, 0); border-right: 1px solid rgb(0, 0, 0);"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="13"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="CENTER" colspan="14" height="27"><span style="font-size: small;">Altres plantes que són aliment per a les erugues: aladerno, encinas, arándanos, madroño, are blanco, estepas, prado de margen, hinojo, tojo, retama, hiedra, tilo, zanaoria campestre y muchas más, hay que fijarse.</span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="13"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="CENTER" colspan="14" height="27"><span style="font-size: small;">Leyenda: P (primavera) E (estiu, verano) T (tardor, otoño) H (hivern, invierno) AR (aromàtica) AU (autòctona de la Península Ibèrica i Balears) </span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr><tr> <td align="LEFT" height="17"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"> </span></td> <td align="LEFT"><span style="font-size: small;"> </span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> <td align="LEFT"><span style="font-size: small;"><br /></span></td> </tr></tbody> </table><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2029808832979938438.post-72767246162664167862011-10-03T08:37:00.000+02:002012-01-24T22:47:22.130+01:00La reina se llama Ortiga<div style="line-height: 140%; orphans: 2; widows: 2;"><span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;">Es curioso que una planta tan humilde pueda ser tan rica, tan generosa: estimula la tierra, estimula los vegetales y estimula los animales (a nosotros también), y sin embargo no muestra ningún signo externo de poder hacerlo.</span><br /><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"><br /></span><br />Cuentan<span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"> los indios de América que el Gran Manitú, satisfecho con la creación quiso ofrecer un regalo al mundo, algo completo, y fué una planta bella y aprovechable lo que nos dió, lo más cumpleto en virtudes que se le ocurrió. Pero el efecto fué otro a lo que esperaba: Hombres y animales nos empezámos a pelear por su posesión, y estuvimos a punto de exterminarla. Así que el Manitú decidió afearla, hacerla invisible prácticamente, y conservar sus virtudes. He aquí la Ortiga. Quien la vea, que la aproveche. </span> <span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"><br /></span></span><br /><span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"><b><br /></b></span><br /><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; font-family: Georgia, 'Times New Roman', serif;"><b>"Las personas deberíamos ir siempre con un ramo de ortigas a cerca del corazón"</b></span><br /><span class="Apple-style-span" style="font-family: Georgia, 'Times New Roman', serif;"><b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"> </span><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;">Rudolf Steiner.</span></b></span></div><div align="JUSTIFY" style="border: none; line-height: 0.37cm; margin-bottom: 0cm; orphans: 2; padding: 0cm; widows: 2;"></div>Unknownnoreply@blogger.com0