tag:blogger.com,1999:blog-66724463748842036922024-03-18T03:59:30.412+01:00flora de la Sierra de GuadarramaEstudio y conservación de la flora vascular de la Sierra de Guadarrama y territorios serranos limítrofes.
Jorge Baonza Díaz, desde mayo de 2012Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.comBlogger86125tag:blogger.com,1999:blog-6672446374884203692.post-15996724482079401252024-03-07T18:29:00.015+01:002024-03-15T12:45:20.497+01:003ª edición revisada de la Guía de aŕboles de la Sierra de Guadarrama<p style="text-align: justify;">Ya ha salido la 3ª edición revisada de la Guía de árboles de la Sierra de Guadarrama (la 2ª edición fue realmente una reimpresión). A la reseña realizada a la primera edición <a href="https://florasierraguadarrama.blogspot.com/2016/06/nuevas-resenas-bibliograficas.html">aquí</a>, además de algunas erratas s.str. se puede añadir las principales correcciones realizadas:</p><p style="text-align: justify;">Pgs 64,66: añadir los nuevos nombres científicos de los mostajos, aunque particularmente me resulta poco apropiada la hiperdivisión en nuevos géneros (mejor sería unificar con <i>Pyrus. </i>Además falta por confirmar que las poblaciones de las especies ibéricas de origen híbrido tengan el mismo origen que las de otros lugares o sean resultado de varias hibridaciones, con lo que no se mantendría el monofiletismo) [pego como queda todo el antiguo género <i>Sorbus</i> en España]:</p><p style="text-align: center;"><i>Aria edulis</i> (Willd.) M. Roem. = <i>Sorbus aria</i> (L.) Crantz</p><p style="text-align: center;"><i>Sorbus aucuparia</i> L. subsp. <i>aucuparia</i> = <i>Sorbus aucuparia</i> L.</p><p style="text-align: center;"><i>Cormus domestica</i> (L.) Spach = <i>Sorbus domestica</i> L.</p><p style="text-align: center;"><i>Hedlundia hybrida</i> (L.) Sennikov & Kurtto = <i>Sorbus hybrida</i> L.</p><p style="text-align: center;"><b><i>Hedlundia mougeotii</i> (Soy.-Will. & Godr.) Sennikov & Kurtto=<i>Sorbus mougeotii</i> Soy.-Will. & Godr.</b></p><p style="text-align: center;"></p><p style="text-align: center;"></p><p style="text-align: center;"><i>Karpatiosorbus latifolia</i> (Lam.) Sennikov & Kurtto = <i>Sorbus latifolia</i> (Lam.) Pers.</p><p style="text-align: center;"><i>Torminalis glaberrima</i> (Gand.) Sennikov & Kurtto = <i>Sorbus torminalis</i> (L.) Crantz</p><p style="text-align: center;"><span style="font-size: x-small;">[En negrita nueva denominación no incluida en esta 3ª edición, queda para futuras...] Es probable la presencia además de <i>Hedlundia</i> ×<i>thuringiaca</i> (Nyman) Sennikov & </span><span style="font-size: x-small;">Kurtto</span><span style="font-size: x-small;">, híbrido estéril <i>Aria edulis</i> </span><span style="font-size: x-small;">×</span><br /><span style="font-size: x-small;"><i>Sorbus aucuparia</i>, como el ejemplar citado de Montejo como <i>Sorbus hybrida</i> (Baonza 2014).<br />,</span> <br /></p><p style="text-align: center;">Fuente: (<a href="https://www.researchgate.net/publication/317784825_A_phylogenetic_checklist_of_Sorbus_sl_Rosaceae_in_Europe">Sennikov & Kurtto 2017</a>). Según esta clasificación lo que en <i>Flora Iberica</i> eran sinónimos (<i>Sorbus intermedia</i> y <i>Sorbus mougeotii</i>) ya no lo serían y <i>Sorbus intermedia</i> (Ehrh.) Pers. pasaría a <i>Scandosorbus intermedia (Ehrh.)<br />Sennikov (= Borkhausenia intermedia</i> (Ehrh.) Sennikov & Kurtto) (<a href="https://helda.helsinki.fi/bitstreams/c88d44a3-b0ac-46ed-a983-3fceb45f6251/download">Sennikov 2018</a>), no citado formalmente de España. <i>Borkhausenia </i>sería un género de origen híbrido triple Aria × Sorbus × Torminalis, mientras <i>Hedlundia</i> procedería de <i>Aria × Sorbus</i> y <i>Karpatiosorbus</i> de Aria × Torminalis<span style="font-size: x-small;">)</span><span style="font-size: x-small;">.</span></p><p style="text-align: center;"><span style="font-size: x-small;"> </span></p><p>pg. 68 1er pf, 3ªl: sustituir “Horcajuelo (Madrid)” por “Los Horcajuelos (Rascafría)”</p><p>
</p><p style="line-height: 115%; margin-bottom: 0cm;">
Pg. 82, 3er punto, sustituir “Quercus ×
morissi nothosubsp. mixta (Villalobos ex Colmeiro) [autor
combinación]” por “Quercus × avellaniformis Colmeiro &
E. Boutelou =Quercus ×mixta Villalobos ex Colmeiro”</p>
<p style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p style="line-height: 115%; margin-bottom: 0cm;">pg. 83. primer
nombre; sustituir “welwitschii” por “numantina”</p><p style="line-height: 115%; margin-bottom: 0cm;"><span style="font-size: x-small;">[Lo de la denominación de los Quercus va a ser algo sin fin, ver reciente trabajo en Mediterranean Botany <a href="https://revistas.ucm.es/index.php/MBOT/article/view/79286/4564456561777">44</a>]</span><br /></p>
<p style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p style="line-height: 115%; margin-bottom: 0cm;">pg. 84. Se ha incluido el aliso ibérico <i>Alnus lusitanica</i> Vít, Douda & Mandák que corresponde con las poblaciones naturales en la zona. <i>Alnus glutinosa </i>introducido en plantaciones ornamentales (incluidas áreas recreativas, ver Baonza 2021. Bol. Soc.Micol. Madrid 45: 35–41, a propósito de las agallas).</p><p style="line-height: 115%; margin-bottom: 0cm;">pg. 125 Añadido el fresno americano <i>Fraxinus pennsylvanica</i> entre las especies alóctonas introducidas en medio natural.<br /></p><p style="line-height: 115%; margin-bottom: 0cm;">
</p><p style="line-height: 115%; margin-bottom: 0cm;">
pg 127 Faltaban referencias bibliográficas:</p>
<p style="line-height: 115%; margin-bottom: 0cm;">
</p>
<p style="line-height: 115%; margin-bottom: 0cm;">CANTÓ, P. & S.
RIVAS-MARTÍNEZ (2023). Syntaxonomical checklist and vegetation
series of Sierra de Guadarrama National Park (Spain). <i>Mediterranean
Botany</i> 44.</p>
<p style="line-height: 115%; margin-bottom: 0cm;">CUTANDA, V. (1861).
<i>Flora compendiada de Madrid y su provincia</i>. Imprenta Nacional.</p>
<p style="line-height: 115%; margin-bottom: 0cm;">DE PRADO, C. (1864).
<i>Descripción física y geológica de la pr</i><i>o</i><i>vincia de
Madrid</i>. Imprenta nacional.</p>
<p style="line-height: 115%; margin-bottom: 0cm;">Pg 128:</p>
<p style="line-height: 115%; margin-bottom: 0cm;">LÓPEZ ESTÉBANEZ,
N., GOMEZ MEDIAVILLA, G., GÓMEZ MENDOZA, J., DE LOMANA, G., &
SÁEZ POMBO, E. (2010). Forest dynamics in the Spanish central
mountain range. In I.D. Rotherham, C. Handley, & M. Agnoletti
(Eds.) <i>The end of tradition?</i>: 318-330.</p>
<p style="line-height: 115%; margin-bottom: 0cm;"><br />
</p><p style="line-height: 115%; margin-bottom: 0cm; text-align: justify;">Por cierto también cabe destacar el reciente volumen de Javier Grijalvo (2023) <a href="http://javiergrijalbo.blogspot.com/">Vegetación de Madrid</a>. Notable contribución (541 pp) a la vegetación de Madrid incorporando la clasificación fitosociológica. ¡Que corto se ha quedado el <i>Madrid Verde</i> de Jesús Izco (1984)!<br />
</p>
<p style="line-height: 115%; margin-bottom: 0cm;"><style type="text/css">p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }a:link { color: #000080; text-decoration: underline }</style></p>
<p><style type="text/css">p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }a:link { color: #000080; text-decoration: underline }</style> <br /></p><p><br /></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-66806574751115332522023-10-14T23:04:00.011+02:002023-10-14T23:50:39.271+02:00Filodias<p style="text-align: justify;">Siguiendo con las agallas y de vuelta a los fitoplasmas, a los que he dedicado varias entradas (respectivamente <a href="https://florasierraguadarrama.blogspot.com/2022/10/agallas.html">1</a>, <a href="https://florasierraguadarrama.blogspot.com/2020/05/fasciaciones.html">2</a> y <a href="https://florasierraguadarrama.blogspot.com/2021/02/mas-sobre-fasciaciones-escobas-de-bruja.html">3</a>), unas margaritas o chirivitas (<i>Bellis perennis</i>) recién vistas me han recordado otro efecto curioso de los fitoplasmas, las filodias: estructuras florales que se transforman en hojas. Curiosa transformación, que ya no parece teratológica o enfermiza y que nos puede inducir a pensar que nos encontramos con otra especie. Ya señalé que el primer caso lo ví en una zarza de Montejo de la Sierra profundamente transformada, con crecimiento atrofiado, flores solitarias con pétalos granate y gigantescos sépalos como hojas, foliáceos (Baonza 2021).<br /></p><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7HrG2S3PbuSN3t96ZfYxxLb8ZrV_W4YW4-O4wLsHvOTEImKrlcMMDfWlrsrskFL-ABZMNoJ3voxOmvQ_5FY8pfgn717B8GKnsWy8lIEb1SK87PP8ZjpdITBA4DnmrrRV_EN5jx5iIW1f5PHXnQCIjUU0HryeUU3sTGjNLPsgKaw_13WHXV3Gpx6Xn0RN-/s1417/IMG_20180829_181355.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1417" data-original-width="1215" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7HrG2S3PbuSN3t96ZfYxxLb8ZrV_W4YW4-O4wLsHvOTEImKrlcMMDfWlrsrskFL-ABZMNoJ3voxOmvQ_5FY8pfgn717B8GKnsWy8lIEb1SK87PP8ZjpdITBA4DnmrrRV_EN5jx5iIW1f5PHXnQCIjUU0HryeUU3sTGjNLPsgKaw_13WHXV3Gpx6Xn0RN-/s320/IMG_20180829_181355.jpg" width="274" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /><i> </i></div><div class="separator" style="clear: both; text-align: center;"><i>Zarza (Rubus castellarnaui</i>) con filodia (sépalos transformados en hojas). </div><div class="separator" style="clear: both; text-align: center;">Ejemplar detectado por M. Vega. Montejo de la Sierra, 29/8/2018.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: justify;">En el más reciente caso de las margaritas, vistas recientemente y en 2022 en flores otoñales, afecta a las brácteas del receptáculo. Este caso parece más frecuente, ambos años lo he visto en varias plantas. Casos semejantes sobre la misma especie (formas cultivadas) se ha confirmado también recientemente que son producidas por fitoplasmas, aunque en Sudamérica (<span>Fernández, et al. 2019), por lo que queda la duda si aquí también es por fitoplasmas, la misma o distinta especie. </span> <br /></div><div style="text-align: center;"> </div><br /><br /><table cellpadding="4" cellspacing="0" style="margin-left: auto; margin-right: auto; text-align: left; width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm; text-align: center;" width="50%"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuuxty2xn7oPjdWTDMCA8o0F_zK5x1_fxGp_yk5YF-ZDUHmJ_Dyp6-PDJD1auPZXpE7djgIxCdrRSfFkwDObJRCkVz4gMHrBxNeaXKDBY2tUR43wfD5OCbtTOh9Q2qfCvzaDjDVTAwkjSYAIe6x5WPzylV3uMZk8-dpKh_MF7DppO6e7_17AWYELZvCidY/s1136/IMG_20221117_222452.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="963" data-original-width="1136" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuuxty2xn7oPjdWTDMCA8o0F_zK5x1_fxGp_yk5YF-ZDUHmJ_Dyp6-PDJD1auPZXpE7djgIxCdrRSfFkwDObJRCkVz4gMHrBxNeaXKDBY2tUR43wfD5OCbtTOh9Q2qfCvzaDjDVTAwkjSYAIe6x5WPzylV3uMZk8-dpKh_MF7DppO6e7_17AWYELZvCidY/s320/IMG_20221117_222452.jpg" width="320" /></a></div></td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuVfq3_IIREk7BkIMCSqbvYDKdeIDm8rzznYz8NCPojkFBgThiNn4zMFb7bLw_sKTFVcrsl8Cbr-Tl6-b0Toqj3zs_SS5JYQD4dCtQfWmB5mnLvJMWB97FWrXPnm0v3HDF4iyb-wNb2cXDXN4E9SvRgcmlJTSkspluyw4U6lGFJsZYD25trrp_h9CorrRi/s1267/IMG_20221117_215208.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1144" data-original-width="1267" height="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuVfq3_IIREk7BkIMCSqbvYDKdeIDm8rzznYz8NCPojkFBgThiNn4zMFb7bLw_sKTFVcrsl8Cbr-Tl6-b0Toqj3zs_SS5JYQD4dCtQfWmB5mnLvJMWB97FWrXPnm0v3HDF4iyb-wNb2cXDXN4E9SvRgcmlJTSkspluyw4U6lGFJsZYD25trrp_h9CorrRi/s320/IMG_20221117_215208.jpg" width="320" /></a></div></td></tr></tbody></table><span style="font-size: small;">
</span><div style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;">Margaritas o chirivitas (</span><i>Bellis perennis</i>) con filodia.<div style="line-height: 100%; margin-bottom: 0cm; text-align: center;">Bustarviejo 17/11/2022.<p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"></span></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><b>Referencias</b> <br />Baonza Díaz, J. 2021. Fasciaciones, escobas de bruja y fitoplasmas. <i>Quercus</i> 420: 22-29.</p><p style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">Fernández, F. D., Galdeano, E., & Conci, L. R. (2019). ‘Candidatus
Phytoplasma platensis’, a novel taxon associated with daisy (Bellis
perennis) virescence and related diseases in South America. <i>bioRxiv</i>, 564807.<br /></p></div></div></div>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-35867019068878991912022-10-05T14:16:00.087+02:002024-02-21T13:16:24.038+01:00Agallas<p align="justify">
[Actualizada repetidamente]
</p>
<p align="justify">Una de las principales fuentes de la diversidad de
organismos existentes son las muy diversas formas de interaccionar
unos con otros. En el caso de las plantas pueden competir con otras
plantas por un mismo espacio (y esto realmente empobrece las comunidades por "exclusión competitiva") o beneficiarse del ambiente creado por otras "ingenieras" del ecosistema (piensese en las plantas
nemorales necesitadas de que otras formadores de bosque y, volviendo a la exclusión competitiva,como las plantas de medios abiertos desaparecen cuando se cierra un bosque), simbiosis con bacterias (por ejemplo las fijadoras
de nitrógeno en leguminosas) o las micorrizas con hongos; o las muy
diversas relaciones de parasitismo con diversos patógenos de las
plantas (virus, bacterias, hongos,...). Esta relaciones de
parasitismo son la versión interna de la herbivoría, una variante
de la relación depredador-presa cuando la presa es una planta, que
puede ser consumida parcialmente y seguir viviendo. Dadas los
diversos tipos de tejidos que producen las plantas, pueden tener
herbívoros especializados como defoliadores, seminívoros,
frugívoros, lignívoros, polinívoros etc. (atentos además que en
este alimentarse pueden proporcionar importantes servicios a las
plantas como la dispersión de semillas o polen) e incluso a veces
los papeles se invierten como en el caso de las plantas carnívoras.
Un caso peculiar de los herbívoros parásitos son los que son
capaces de inducir en la planta hospedante la formación de tejidos
nuevos, a veces muy distintos, que dan alimento y protección a los
huéspedes e incluso a una cohorte de inquilinos y superparásitos
(parásitos de los parásitos), constituyendo pequeños ecosistemas.
Una peculiaridad de las agallas es que cada forma suele ser
específica tanto de la planta hospedante como del organismo inductor
(bacterias, hongos, insectos....), con lo que estas formas, muchas
veces fácilmente reconocibles, son indicadoras de esta
biodiversidad. No se han incluido (pero si se mencionan) las plantas parásitas (muérdagos, jopos, etc.), que normalmente deforman el tejido de la planta huésped donde se fijan y absorben los nutrientes. Merecen una entrada específica.</p><p align="justify"><br />
En la Sierra de Guadarrama las agallas más
conspicuas y tal vez frecuentes sean las de los robles (género
<i>Quercus</i>) por un grupo de avispillas (himenópteros cynípedos),
particularmente las grandes (2-3 cm diámetro) y redondas y con una
corona de cuernecillos (un vernáculo para estas agallas es "vaca")
provocadas por la avispilla (apenas de unos milímetros de longitud)
<i>Andricus quercustozae</i> (específico aludiendo al primitivo
nombre del roble rebollo o melojo <i>Quercus toza</i>, hoy <i>Quercus
pyrenaica</i>). Pero hay muchísimas más, destacan otras especies de
cinípedos pero también dípteros (mosquitos) de la familia
cecidómidos (el nombre precisamente alude a formadores de cecidias,
sinónimo de agallas), ácaros (provocan erinosis, deformaciones de
las hojas frecuentemente con mucha pelosidad), hongos, etc., muchas
de estas especies están por citar para la Sierra de Guadarrama,
cualquiera de las provincias de Madrid o Segovia, o incluso de
ámbitos mayores. Valga de momento una muestra de las que llevo
identificadas o han sido citadas, que espero incrementar en el
futuro. Es de resaltar la gran diversidad de tipos de organismos inductores o altisisma diversidad taxonómica, reflejada en los distintos dominios, filos, órdenes o familias implicadas y no solo especies.<br /></p>
<br />
<p><b>Dominio BACTERIA</b></p>
<p>Filo A<strong><span style="font-weight: normal;">CTINOBACTERIOTA</span></strong></p>
<p><style type="text/css">p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }strong { font-weight: bold }</style></p><p>Orden Mycobacteriales <br /></p><p><span> </span>Frankia alni (Woronin, 1866) Von Tubeuf, 1895 <br /></p><p>Filo FIRMICUTES</p>
<p><b>Orden Mollicutes</b></p>
<p>Género <i>Phytoplasma</i>: Ver entradas sobre fitoplasmas <a href="https://florasierraguadarrama.blogspot.com/2020/05/fasciaciones.html">I</a>, <a href="https://florasierraguadarrama.blogspot.com/2021/02/mas-sobre-fasciaciones-escobas-de-bruja.html">II</a> y <a href="https://florasierraguadarrama.blogspot.com/2023/10/filodias.html">III</a>.<br /></p>
<p>Filo PROTEOBACTERIA</p>
<p><b>Orden Pseudomonadales</b></p>
<ul><li><p><i>Pseudomonas savastanoi</i> pv <i>retacarpa</i> García de
los Ríos, 1999: En retama de bolas (<i>Retama sphaerocarpa</i>) de
<a href="https://www.inaturalist.org/observations/141059090">Venturada</a>,</p>
</li></ul>
<p>
<br />
</p>
<p><b>Orden Rhizobiales</b></p>
<ul><li><p><a href="https://bladmineerders.nl/parasites/bacteria/proteobacteria/rhizobiales/agrobacterium/agrobacterium-tumefaciens/"><i>Agrobacterium
tumefaciens</i></a>: En rebollo (<i>Quercus pyrenaica</i>) de
Bustarviejo,</p><p> <i>Rhizobium</i></p>
</li></ul>
<p><br />
</p>
<p><b>Dominio EUCARIOTA</b></p>
<p>Reino PLANTAE</p><p>Phylum Tracheophyta <br /></p><p>Class Magnoliopsida <br /></p><p>Orden Ericales <br /></p><p>Familia Ericaceae</p><p><span> </span>Hypopitys monotropa Crantz (=Monotropa <br /></p><p>Orden Lamiales<br /></p><p>Familia Orobanchaceae</p><p><span><span> </span></span>Boulardia</p><p><span> </span>Orobanche<br /></p><p><span> Lathraea</span></p><p><span><span> </span>Pedicularis</span></p><p><span><span> </span>Phelipanche</span></p><p><span><span> </span>Rhinanthus </span><br /></p><p><span> </span>...</p><p>Orden Malvales <br /></p><p>Familia Cytinaceae</p><p><span> </span> <i>Cytinus hypocistis</i> (L.) L.<br /></p><p><span> Orden Santalales</span></p><p><span>Familia Viscaceae</span></p><p><span><span> Arceuthobium</span><br /></span></p><p><span> </span>Viscum</p><p>Orden Solanales <br /></p><p>Familia Convolvulaceae<br /></p><p><span> <i>Cuscuta </i>spp.<br /></span></p><p><span> </span><br /></p><p>Reino FUNGI</p>
<p>División Ascomycota</p>
<p>Clase Taphrinomycetes</p>
<p><b>Orden Taphrinales</b>
</p>
<ul><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/protomyces/protomyces-macrosporus/"><i>Protomyces
macrosporus</i></a> En <i>Oenanthe croccata</i> de <a href="https://www.biodiversidadvirtual.org/hongos/Protomyces-macrosporus-Unger-1833-img161189.html">Montejo</a>,
<a href="https://www.biodiversidadvirtual.org/hongos/Protomyces-macrosporus-Unger-1833-img161124.html">Bustarviejo</a>,
…</p>
<p>Familia <i>Taphrinae</i></p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-alni/"><i>Taphrina
alni</i></a>: En aliso ibérico (<i>Alnus lusitanica</i>) de
<a href="https://www.biodiversidadvirtual.org/hongos/Taphrina-alni-(Berk.-y-Broome)-Gjaerum-1966-img157636.html">Bustarviejo</a>,
<a href="https://natusfera.gbif.es/observations/293324">Navalafuente</a>,
y aliso atlántico (<i>Alnus glutinosa</i>), plantado, en
Bustarviejo, <br /></p><p><i>Taphrina betulina</i>: en abedul pendulo (<i>Betula pendula</i>) de <a href="https://spain.inaturalist.org/observations/175999746">Somosierra</a>, <br /></p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-caerulescens/"><i>Taphrina
caerulescens</i></a>: En rebollo (<i>Quercus pyrenaic</i>a) de
<a href="https://www.biodiversidadvirtual.org/hongos/Taphrina-caerulescens-(Desm.-y-Mont.)-Tul.-1866-img161188.html">Bustarviejo</a>,
</p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-crataegi/"><i>Taphrina
crataegi</i></a></p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-deformans/"><i>Taphrina
deformans</i></a>: En melocotonero (<i>Prunus persica</i>) de
Bustarviejo, almendro (<i>Prunus dulcis</i>) de Valdemanco, <br /></p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-johansonii/"><i>Taphrina
johansonii</i></a>: En pobo o álamo temblón (<i>Populus tremula</i>)
de Bustarviejo, <a href="https://www.biodiversidadvirtual.org/hongos/Taphrina-johansonii-Sadeb.-1891-img158423.html">Valdemanco</a>,
</p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-kruchii/"><i>Taphrina
kruchii</i></a>: En encina (<i>Quercus ilex</i> subsp. <i>ballota=Q. rotundifolia</i>) de
<a href="https://www.biodiversidadvirtual.org/hongos/Taphrina-kruchii-(Vuill.)-Sacc.-1892-img158824.html">Bustarviejo</a>,
Cabanillas de la Sierra,</p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-populina/"><i>Taphrina
populina</i></a>: En chopo (<i>Populus nigra</i>) de <a href="https://www.biodiversidadvirtual.org/hongos/Taphrina-populina-Fr.-1815-img161140.html">Bustarviejo,</a>
</p>
</li><li><p><a href="https://bladmineerders.nl/parasites/fungi/dikarya/ascomycota/taphrinomycotina/taphrinomycetes/taphrinomycetidae/taphrinales/taphrinaceae/taphrina/taphrina-pruni/"><i>Taphrina
pruni</i></a>: En endrino (<i>Prunus spinosa</i>) de <a href="https://www.biodiversidadvirtual.org/hongos/Taphrina-pruni-(Fuckel)-Tul.-1866-img165703.html">Bustarviejo</a>,
</p>
</li><li><p><i>Taphrina sadebeckii</i> Johanson, 1886: En aliso ibérico
(<i>Alnus lusitanica</i>) de <a href="https://www.inaturalist.org/observations/139103300">Valdemanco</a>,</p>
</li></ul>
<p>
<br />
</p>
<p>División Basidiomycota</p>
<p>Orden incierto</p>
<p>Familia <i>Pucciniaceae</i></p>
<ul><li><p style="margin-bottom: 0cm;"><i>Gymnosporangium </i>sp.: royas
con varias fases, una sobre enebros (<i>Juniperus</i> spp.) y otra
sobre majuelo (<i>Crataegus monogyna</i>), membrillo (<i>Cydonia
oblonga</i>), etc. Sobre los últimos visto en Bustarviejo,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Gymnosporangium sabinae</i>
(Dicks.) G. Winter: Sobre perales (<i>Pyrus communis, P. bourgeana</i>)
en <a href="https://www.inaturalist.org/observations/139239850">Bustarviejo</a>,
</p>
</li><li><p style="margin-bottom: 0cm;"><i>Gymnosporangium tremelloides </i>R.
Hartig: sobre enebros (<i>Juniperus oxycedrus</i>) en Bustarviejo,</p>
</li><li><p><i>Puccinia aristolochiae</i> (de Candolle) Winter, 1881: En
<i>Aristolochia paucinervis</i> de <a href="https://www.inaturalist.org/observations/154824133">Bustarviejo</a>,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Puccinia malvacearum</i>
Bertero ex Mont. 1852: Sobre malvas (<i>Malva sylvestris, M.
neglecta</i>) en <a href="https://www.inaturalist.org/observations/189831417">Bustarviejo</a>,</p>
</li><li><p><i>Puccinia urticae</i> Barclay 1889: Sobre ortiga (<i>Urtica
dioica</i>) en <a href="https://www.biodiversidadvirtual.org/hongos/Puccinia-urticae-Barclay-1889-img153168.html">Bustarviejo</a>,</p>
</li></ul>
<p><br />
</p>
<p>Reino ANIMALIA O METAZOOS</p><p>Phylum NEMATODA</p><p>Clase Cromadorea <br /></p>
<p>Orden Rhabditida</p>
<p>Familia Anguinidae</p>
<ul><li><p><i>Anguina agrostis</i> (Steinbuch, 1799): En vallico (<i>Agrostis castellana</i>) en
Rascafría; en <i>Dactylis glomerata</i> de Somosierra, <br /></p>
</li></ul>
<p><br /></p>
<p>Filo Arthropoda</p>
<p>Clase ARACHNIDA (arácnidos)</p>
<p>Infraclase Acari (ácaros)</p>
<p>Orden Actinedida (Prostigmata)</p>
<p>Familia <i>Eriophyidae</i></p>
<ul><li><p style="margin-bottom: 0cm;"><i>Aceria campestricola</i>
(Frauenfeld, 1865): En olmo o álamo [nombre local] (<i>Ulmus minor </i>var.<i> procera</i>)
de<a href="https://www.inaturalist.org/observations/139093255">
Bustarviejo</a>,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Aceria chondrillae</i>: En
<i>Chondrilla juncea</i> de Bustarviejo, Valdemanco,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Aceria erinea</i>: En nogal
(<i>Juglans regia</i>) de <a href="https://www.inaturalist.org/observations/139150232" target="_blank">Bustarviejo</a>,
</p>
</li><li><p style="margin-bottom: 0cm;"><i>Aceria fraxinivora</i>: En
fresno (<i>Fraxinus angustifolia</i>) de <a href="https://natusfera.gbif.es/observations/293323">Bustarviejo</a>,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Aceria galiobia</i> cf.: En
<i>Galium verum</i> de Bustarviejo,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Aceria genistae</i>: en retamas
negras (<i>Cytisus scoparius</i>) y escobas (<i>Genista cinerascens</i>)
de Bustarviejo,</p>
</li><li><p style="margin-bottom: 0cm;"><i>Aceria ilicis</i> (Canestrini,
1890): En encina (<i>Quercus ilex</i> subsp. <i>rotundifolia</i>) en
<a href="https://www.inaturalist.org/observations/139150235">Bustarviejo</a>,</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/acari/actinotrichida/prostigmata/eleutherengona/eriophyoidea/eriophyidae/eriophyinae/acerini/aceria/aceria-populi/"><i>Aceria
populi</i></a>: en pobo o álamo temblón (<i>Populus tremula</i>)
de <a href="https://www.biodiversidadvirtual.org/insectarium/Aceria-populi-img1243390.html">Bustarviejo</a>,
Rascafría,</p>
</li><li><p><i>Aceria tristriata</i> (Nalepa, 1890): En nogal (<i>Juglans
regia</i>) de <a href="https://www.inaturalist.org/observations/139093254">Bustarviejo</a>,</p>
</li></ul>
<ul><li><p style="margin-bottom: 0cm;"><i>Eriophyes tiliae</i>: en tilo
(<i>Tilia cordata</i>) de <a href="https://www.biodiversidadvirtual.org/insectarium/Eriophyes-tiliae-(Pagenstecher-1857)-img1277919.html">La
Granja de San Ildefonso</a>,</p>
</li><li><p><i>Phyllocoptes eupadi</i> (Newkirk, 1984): En cerezo de
racimo (<i>Prunus padus</i>) de <a href="https://www.inaturalist.org/observations/139106332">Alameda
del Valle</a>,</p></li></ul><p>Familia <i>Phytoptidae</i></p><ul><li><p><i>Trisetacus quadrisetus</i> (Thomas, 1889): En enebros (<i>Juniperus </i>)</p></li></ul><p><br /></p><p>Clase INSECTA</p>
<p><b>Orden Coleoptera</b></p>
<p>Familia <i>Curculionidae</i></p>
<ul><li><p style="margin-bottom: 0cm;"><i>Gymnetron villosulum </i>Gyllenhal,
1838: En <i>Veronica anagallis-aquatica</i> de <a href="https://www.biodiversidadvirtual.org/insectarium/Gymnetron-villosulum-img1253721.html">Montejo de la Sierra</a>,</p>
</li><li><p><i>Pericartiellus durieui </i>(Lucas, 1846): en <i>Umbilicus rupestri</i>s de <a href="https://spain.inaturalist.org/observations/139235813">Valdemanco</a>, Torrelaguna, </p>
</li></ul>
<br />
<p><b>Orden Diptera</b></p>
<p>Familia <i>Agromyzidae</i></p>
<ul><li><p align="left"><i>Hexomyza sarothamni</i> cf.: en retamas
(<i>Genista cinerascens, Cytisus scoparius</i>) de Bustarviejo, </p>
</li></ul>
<br />
<p>Familia <i>Cecidomyiidae</i></p>
<ul><li><p align="left" style="margin-bottom: 0cm;"><i>Asphondylia
cytisi</i>: en piorno (<i>Cytisus oromediterraneus</i>) de <a href="https://www.biodiversidadvirtual.org/insectarium/Asphondylia-cytisi-img1419753.html">Alameda del Valle</a> (primera cita del hospedante y para Madrid y Sierra de
Guadarrama), <a href="https://www.inaturalist.org/observations/138955065">Bustarviejo</a>,</p>
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Asphondylia sarothamni</i> </p>
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Asphondylia scrophulariae</i> </p>
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Asphondylia verbasci</i>: En <i>Verbascum pulverulentum</i> de Bustarviejo, <a href="https://spain.inaturalist.org/observations/179027479">Somosierra</a>, <br /></p>
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Bayeriola salicariae</i></p>
</li><li><p align="left"><i>Braueriella phillyreae</i></p>
</li></ul>
<ul><li><p align="left" style="margin-bottom: 0cm;"><i>Contarinia ilicis</i> Kieffer, 1898: En encina (<i>Quercus rotundifolia</i>) de <a href="https://www.inaturalist.org/observations/141063954">Pedrezuela</a>,
</p>
</li><li><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/diptera/nematocera/cecidomyiidae/cecidomyiinae/cecidomyiidi/cecidomyiini/contarinia/contarinia-pimpinellae/"><i>Contarinia
pimpinellae</i></a> Tavares, 1902: En <i>Pimpinella villosa</i> de Lozoyuela,
</li></ul>
<ul><li><i>Dasineura alyssi</i>: En <i>Alyssum granatense</i> de <a href="https://www.biodiversidadvirtual.org/insectarium/Dasineura-alyssi-img519812.html">Gargantilla del Lozoya</a>,
</li><li><i>Dasineura crataegi</i>:
</li><li><i>Dasineura galiicola</i> (Löw, 1881): En Galium verum de <a href="https://www.inaturalist.org/observations/174305279">Somosierra</a>
</li><li><i>Dasineura pteridis</i>
</li><li><<i>Dasineura rosae</i>: En<i> Rosa micrantha</i> de <a href="https://www.inaturalist.org/observations/190191522">Valdepeñas de la Sierra</a>
</li><li><i>Dasineura rosmarini</i>
</li><li><i>Dasineura serotina</i>
</li><li><i>Dasineura urticae</i>
</li><li><i>Dryomyia lichtensteinii</i> (F Löw, 1878): En encinas (<i>Quercus ilex</i>
subsp. <i>rotundifolia</i>) en <a href="https://www.inaturalist.org/observations/140631548">Bustarviejo</a>,
</li><li><i>Etsuhoa thuriferae</i> Skuhravá, 1995: En sabina albar o enebro (<i>Juniperus thurifera</i>) de <a href="https://www.inaturalist.org/observations/180659898">Somosierra</a>, <br />
</li><li><i>Gephyraulus raphanistri</i> (Kieffer, 1886): cf. En tamarilla (<i>Brassica
barrelieri</i>) en <a href="https://www.inaturalist.org/observations/139101667">Bustarviejo</a>
</li><li><i>Iteomyia capreae</i>
</li><li><i>Iteomyia major </i>(Kieffer, 1889): En saz
(<i>Salix atrocinerea</i>) de <a href="https://www.inaturalist.org/observations/139150243">Bustarviejo</a>,</li>
<li><i>Lasioptera carophila </i>Löw, 1874: En taraguillo (<i>Margotia gummifera)</i>
de <a href="https://www.biodiversidadvirtual.org/insectarium/Lasioptera-carophila-F.-Low-1874-(Diptera-Cecidomyiidae)-img1247450.html">Bustarviejo</a>, ...
</li><li><i>Lasioptera eryngii </i>(Vallot, 1829): En cardo corredor (<i>Eryngium campestre</i>) de...
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Lasioptera rubi</i></p>
</li><li><i>Mayetiola destructor </i>
</li><li><i>Oligotrophus juniperinus</i>: En enebro o jabino (<i>Juniperus communis</i>) de
Bustarviejo
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Oligotrophus
panteli</i>: En enebro (<i>Juniperus</i></p>
</li><li><p align="left" style="margin-bottom: 0cm;"><i>Oligotrophus
valerii</i>: En enebro (<i>Juniperus oxycedrus</i>) de <a href="https://www.biodiversidadvirtual.org/insectarium/Oligotrophus-valerii-img1277042.html">Valdemanco</a>, Bustarviejo, </p>
</li><li><i>Rabdophaga marginemtorquens</i>
</li><li><i>Rabdophaga salicis</i> (Schrank, 1803): En saz (<i>Salix atrocinerea</i>) de Bustarviejo,
</li><li><i>Rhopalomyia artemisiae </i>
</li><li><i>Rhopalomyia baccarum</i> : En <i>Artemisia campestris</i> en <a href="https://www.inaturalist.org/observations/139150240">Bustarviejo</a>,
</li><li><i>Rhopalomyia millefolii</i>
</li><li><i>Rhopalomyia navasi</i>
</li><li><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/diptera/nematocera/cecidomyiidae/cecidomyiinae/lasiopteridi/oligotrophini/rhopalomyia/rhopalomyia-santolinae/"><i>Rhopalomyia
santolinae</i></a>: En (<i>Santolina rosmarinifolia</i>) de
<a href="https://www.biodiversidadvirtual.org/insectarium/Rhopalomyia-santolinae-Tavares-1902-img1277836.html">Bustarviejo</a>,
</li><li><i>Rhopalomyia setubalensis</i>
</li><li><i>Rhopalomyia tubifex</i>
</li><li><i>Taxomyia taxi</i>: En tejo (<i>Taxus baccata</i>) de <a href="https://www.biodiversidadvirtual.org/insectarium/Taxomyia-taxi-(Inchbald-1861)-cat31698.html">Canencia</a>,
</li><li><i>Wachtliella ericina </i>(Löw, 1885): en brezo blanco (<i>Erica arborea</i>) de <a href="https://www.inaturalist.org/observations/139150238">Bustarviejo</a>,
</li><li><i>Wachtliella persicariae</i> (Linnaeus, 1767): en
<i>Persicaria amphibia</i> de <a href="https://www.inaturalist.org/observations/141059089">Pedrezuela</a>,
</li>
<b> </b></ul><ul><b>Orden Hemiptera</b>
</ul><ul>Familia <i>Adelgidae</i>
<li><i>Sacchiphantes abietis</i>: en pícea o abeto rojo (Picea
abies) de <a href="https://www.biodiversidadvirtual.org/insectarium/Sacchiphantes-abietis-(agalla)-img520113.html">Navafría</a>,
</li>
Familia <i>Aphididae</i>
<li><i>Aploneura lentisci</i>: En lentisco (<i>Pistacia lentiscus</i>) plantado en <a href="https://spain.inaturalist.org/observations/148136640">Torremocha del Jarama</a>, <br />
<ul><li><i>Baizongia pistaciae</i>: En cornicabra (<i>Pistacia terebinthus</i>) de Torrelaguna,
</li><li><i>Cryptosiphum artemisiae</i> Buckton, 1879: En <i>Artemisia vulgaris</i> de <a href="https://www.inaturalist.org/observations/172135926">Somosierra</a>,
</li><li><p style="margin-bottom: 0cm;"><i>Eriosoma lanuginosum</i>
(Hartig, 1839): En álamo u olmo (<i>Ulmus minor)</i> en
<a href="https://www.inaturalist.org/observations/139526313">Bustarviejo</a>,
</p>
</li><li><p><i>Tetraneura ulmi</i>: En olmo de montaña (<i>Ulmus glabra</i>)
en Bustarviejo,
</p>
</li></ul>
<p>Familia <i>Liviidae</i></p>
<ul><li><p><i>Livia junci von </i>Paula Schrank, 1789: en juncos (<i>Juncus
acutiflorus</i>) en Bustarviejo,
</p>
</li></ul>
<p>Familia <i>Tingidae</i></p>
<ul><li><p><i>Copium teucrii</i> (Host, 1788): En <i>Teucrium expassum</i>
de <a href="https://www.inaturalist.org/observations/139101666">Valdemanco</a>,
</p>
</li></ul>
<p>Familia <i>Triozidae</i></p>
<ul><li><p style="margin-bottom: 0cm;"><i>Trichochermes walkeri
</i>(Foerster, 1848): En espino cerval (<i>Rhamnus cathartica</i>)
de<a href="https://www.biodiversidadvirtual.org/insectarium/Trichochermes-walkeri-img1330063.html">
Lozoyuela</a>,</p>
</li><li><p><i>Trioza alacris</i> Flor, 1861(=<i>Lauritrioza alacris</i>)
: En laurel (<i>Laurus nobilis</i>) de <a href="https://www.inaturalist.org/observations/140633283" target="_blank">Bustarviejo</a>,
Valemanco,</p></li></ul><p>
<br />
</p>
<p><i><b>Orden Hymenoptera</b></i></p>
<p>Familia <i>Cynipidae</i></p>
<ul><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-burgundus/"><i>Andricus
burgundus</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-callidoma/"><i>Andricus
callidoma</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-caputmedusae/"><i>Andricus
caputmedusae</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-coriarius/"><i>Andricus
coriarius</i></a>: En rebollo (<i>Quercus pyrenaica</i>) de
<a href="https://www.inaturalist.org/observations/139737840">Bustarviejo</a>,
...</p>
</li><li><p style="margin-bottom: 0cm;"><i>Andricus
curvator</i>: En rebollo (<i>Quercus pyrenaica</i>) de
<a href="https://www.inaturalist.org/observations/180644026">Bustarviejo</a>,
...</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-foecundatrix/"><i>Andricus
foecundatrix</i></a>: En rebollo (<i>Quercus pyrenaica</i>) de
<a href="https://www.inaturalist.org/observations/139737830">Bustarviejo</a>,
...</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-glandulae/"><i>Andricus
glandulae</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-grossulariae/"><i>Andricus
grossulariae</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-hispanicus/"><i>Andricus
hispanicus</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><i>Andricus kollari</i> (Hartig,
1843): En rebollos (<i>Quercus pyrenaica</i>) de <a href="https://www.inaturalist.org/observations/138955068">Bustarviejo</a>,
</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-legitimus/"><i>Andricus
legitimus</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-malpighii/"><i>Andricus
malpighii</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-paradoxus/"><i>Andricus
paradoxus</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-pictus/"><i>Andricus
pictus</i></a>: En rebollos (Quercus pyrenaica) de <a href="https://www.inaturalist.org/observations/139737833">Bustarviejo</a>,
</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-pseudoinflator/"><i>Andricus
pseudoinflator</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-quadrilineatus/"><i>Andricus
quadrilineatus</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-quercuscorticis/"><i>Andricus
quercuscorticis</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-quercuspyramidalis/"><i>Andricus
quercuspyramidalis</i></a></p>
</li><li><p style="margin-bottom: 0cm;"><i><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-quercusradicis/">Andricus
quercusradicis</a> </i>
</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-quercusramuli/"><i>Andricus
quercusramuli</i></a>: En rebollos (<i>Quercus pyrenaica</i>) de
<a href="https://www.inaturalist.org/observations/180636775">Bustarviejo</a>,</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-quercustozae/"><i>Andricus
quercustozae</i>:</a> Sobre quejigo (<i>Quercus faginea</i>) de
<a href="https://www.inaturalist.org/observations/139104407">Guadalix</a>
de la Sierra, sobre rebollo (<i>Q. pyrenaica</i>) de <a href="https://www.inaturalist.org/observations/139737836">Bustarviejo</a>,
...</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-sieboldi/">Andricus
sieboldi</a></p>
</li><li><p style="margin-bottom: 0cm;"><i>Andricus subterraneus
(=Synergus subterraneus)</i></p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-solitarius/"><i>Andricus
solitarius</i></a>: En rebollos (<i>Quercus pyrenaica</i>) de
<a href="https://www.inaturalist.org/observations/138955053">Bustarviejo</a>,</p>
</li><li><p><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/andricus/andricus-testaceipes/"><i>Andricus
testaceipes</i></a>: En rebollos (<i>Quercus pyrenaica</i>) de
<a href="https://spain.inaturalist.org/observations/139239848">Bustarviejo</a>,
</p>
</li></ul>
<ul><li><p style="margin-bottom: 0cm;"><i>Aulacidae pilosellae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Aulacidae laurae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Aulacidae hieracii</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Aulacidea pilarae</i>: En
<i>Klasea (Serratula) nudicaulis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Aulacidae subterminalis</i></p>
</li><li><p><i>Aulacidae tragopogonis</i></p>
</li></ul>
<ul><li><p style="margin-bottom: 0cm;"><i>Ailax minor</i> Hartig, 1840</p>
</li><li><p><i>Ailax papaveris</i> (Perris, 1839): En amapola (<i>Papaver
dubium</i>) de Bustarviejo, ...</p>
</li></ul>
<ul><li><p><i>Biorhiza pallida</i> (Olivier, 1791): En rebollo (<i>Quercus
pyrenaica</i>) de <a href="https://www.inaturalist.org/observations/139737832">Bustarviejo</a>, <a href="https://www.inaturalist.org/observations/180643498">idem</a>,
...</p>
</li></ul>
<ul><li><i>Barbotinia oraniensis</i> (Barbotin, 1964): En amapola (<i>Papaver</i>
</li></ul>
<ul><li><i>Cecconia valerianellae</i> (Thomson, 1877): En <i>Valerianella</i>
</li></ul>
<ul><li><i>Ceroptres clavicornis</i>
</li><li><i>Ceroptres cerri</i>
</li></ul>
<ul><li><i>Cynips disticha</i>
</li><li><i>Cynips quercus</i> (Fourcroy, 1785): En rebollos (<i>Quercus pyrenaica</i>) de <a href="https://www.inaturalist.org/observations/138955068">Bustarviejo</a>,
</li><li><i>Cynips quercusfolii </i> Linnaeus, 1758: En roble híbrido albar y pedunculado (<i>Quercus </i><span class="SplitTaxon taxon hybrid Plantae has-com-name parens" title="Pedunculate Oak × Sessile Oak (Quercus × rosacea)"><i>× rosacea</i>) de <a href="https://www.inaturalist.org/observations/179941194">Somosierra</a>, </span>
</li></ul>
<ul><li><p style="margin-bottom: 0cm;"><i>Diplolepis eglanteriae: </i>En
rosal silvestre (<i>Rosa pouzinii</i>) de Bustarviejo</p>
</li><li><p style="margin-bottom: 0cm;"><i>Diplolepis mayri: </i>En rosal
silvestre (<i>Rosa</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Diplolepis nervosa: </i>En
rosal silvestre (<i>Rosa</i></p>
</li><li><p><i>Diplolepis rosae: </i>En rosal silvestre (<i>Rosa canina</i>)
de <a href="https://www.inaturalist.org/observations/138955034">Bustarviejo</a><i>,</i></p>
</li></ul>
<ul><li><p style="margin-bottom: 0cm;"><i>Dryocosmus kuriphilus</i>: en
castaño (<i>Castanea sativa</i>) de <a href="https://www.biodiversidadvirtual.org/insectarium/Dryocosmus-kuriphilus-(agalla)-img1231115.html">Bustarviejo</a>,
aparentemente adventicio (no visto en años posteriores).</p>
</li><li><p style="margin-bottom: 0cm;"><i>Iraella luteipes</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Isocolus leuzeae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Isocolus lichtensteinii</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Isocolus scabiosae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Isocolus serratulae: </i>En
<i>Serratula nudicaulis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Liposthenes kerneri</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neaylax verbenacus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neaylax versicolor</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus albipes</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus anthracinus</i>
(Curtis, 1838): En rebollo (<i>Quercus pyrenaica</i>) de
<a href="https://www.inaturalist.org/observations/139526312">Bustarviejo</a>,
...</p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus politus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus numismalis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus quercusbaccarum</i>:
En rebollos (<i>Quercus pyrenaica</i>) de <a href="https://www.inaturalist.org/observations/138955060">Bustarviejo
</a>I, <a href="https://www.inaturalist.org/observations/139150241">II</a> (generación ágama) y generación sexual en idéntica localidad y hospedante <a href="https://www.inaturalist.org/observations/180645426">III</a>, <br /></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus saliens</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Neuropterus tricolor: </i>En
rebollo (<i>Quercus pyrenaica</i>) de <a href="https://www.inaturalist.org/observations/139526309">Bustarviejo</a>,
...</p>
</li><li><p style="margin-bottom: 0cm;"><i>Periclistus brandtii</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Periclistus caninae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Phanacis centaureae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Phanacis hypochoeridis
</i>(Kieffer, 1887): en <i>Hypochoeris glabra</i> de...</p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus amenti</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus australis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus britaniae</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus burnayi</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus cardiguensis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus coriaceus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus gallaeramulorum
(=P. kiefferianus)</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus panteli</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus quercusilicis</i>
(Fabricius, 1798): En encina (<i>Quercus ilex</i> subsp. <i>ballota</i>)
de Bustarviejo, ...</p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus razeti</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Plagiotrochus yeusei</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Saphonecrus barbotini</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Saphonecrus connatus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Saphonecrus lusitanicus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus apicalis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus clandestinus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus crassicornis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus gallaepomiformis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus hayneanus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus ibericus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus ilicinus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus incrassatus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus pallicornis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus pallidipennis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus pallipes</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus physoceras</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus plagiotrochi</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus radiatus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus thaumacerus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus tibialis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synergus umbraculus</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Synophrus politus</i></p>
</li><li><p><i>Timaspis cichorii</i></p>
</li></ul>
<ul><li><p style="margin-bottom: 0cm;"><i><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/timaspis/timaspis-lampsanae/">Timaspis
lampsanae</a> </i>(=<i>Phanacis lampsanae</i>): En <i>Lapsana
communis </i>de <a href="https://www.biodiversidadvirtual.org/insectarium/Phanacis-lampsanae-img1252824.html">Alameda
del Valle</a>,
</p>
</li><li><p style="margin-bottom: 0cm;"><a href="https://bladmineerders.nl/parasites/animalia/arthropoda/insecta/hymenoptera/apocrita/cynipoidea/cynipidae/timaspis/timaspis-phoenixopodos/"><i>Timaspis
phoenixopodos</i></a>: En <i>Lactuca viminea</i> de <a href="https://www.biodiversidadvirtual.org/insectarium/Phanacis-phoenixopodos-img1252821.html">Bustarviejo</a>,
</p>
</li><li><p style="margin-bottom: 0cm;"><i>Trigonaspis brunneicornis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Trigonaspis mendesi</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Trigonaspis synaspis</i></p>
</li><li><p style="margin-bottom: 0cm;"><i>Xenophanes brevitarsis</i></p>
</li><li><p><i>Xenophanes potenentillae</i></p>
</li></ul>
<p>Familia Eurytomidae cf.</p>
<ul><li><p>En estudio, sobre esparto serrano o berceo (<i>Stipa
(Celtica) gigantea) </i>de Bustarviejo, el Berrueco,
</p>
</li></ul>
<p><br />
Familia <i>Nematinae</i></p>
<ul><li><p style="margin-bottom: 0cm;"><i>Euura proxima</i> cf.: En sauce
(<i>Salix fragilis s.l.) </i>de Bustarviejo</p>
</li><li><p></p>
<br /></li></ul><p>
<br />
</p>
<p>Causante desconocido:</p>
<p>Lupias o lobanillos (abultamientos) en ramas de encina (<i>Quercus
ilex</i> subsp. <i>rotundifolia</i>) de <a href="https://www.biodiversidadvirtual.org/insectarium/agalla-tipo-lupia-en-ramas-encina-img1240543.html">Valdemanco</a>,
Bustarviejo,
</p>
<p>
<br />
</p>
<p><b> Bibliografía</b></p>
<p>BAONZA-DÍAZ, J. (2021). Primera cita del hongo parásito <i>Taphrina
johansonii </i>Sadeb. (Ascomycota, <i>Taphrinaceae</i>) para la
Península Ibérica y otras especies raras del género en la Sierra
de Guadarrama (Madrid, España). Bol. Soc. Micol. Madrid 45: 35–41.
</p>
<p>DE FRUTOS BORREGUERO, M. (1986). Tumores vegetales de España.
Madrid. CSIC. 148 pp.</p>
<p>ELLIS, W.N. (online). Plant Parasites of Europe: leafminers, galls
and fungi. <a href="https://bladmineerders.nl/">https://bladmineerders.nl/</a></p>
<p>FERNÁNDEZ, J. L. (2018). Claves de identificación de
<i>Gymnosporangium</i> en España y Europa. <a href="https://www.researchgate.net/profile/Jose-Fernandez-108/publication/328791717_Claves_de_identificacion_de_Gymnosporangium_en_Espana_y_Europa/links/5be32ac24585150b2ba6be20/Claves-de-identificacion-de-Gymnosporangium-en-Espana-y-Europa.pdf">Bol.
Soc. Micol. Madrid 42: 79–90</a>.
</p>
<p>Medianero, E., Parra, L. A., Sánchez, I., & Nieves-Aldrey, J.
L. (2007). Agallas inducidas por insectos en especies de Artemisia
(Asteraceae) en España, con especial referencia a la Comunidad de
Madrid. <a href="https://core.ac.uk/download/pdf/36068019.pdf"><i>Boletín
Sociedad Entomológica Aragonesa</i>, <i>41</i>, 291-302</a>.
</p>
<p>Nieves-Aldrey, J. L. (2012). Dos nuevas especies de avispas de las
agallas en plantas herbáceas para España, incluyendo la descripción
de una especie nueva de Aulacidea Ashmead, 1897 (Hymenoptera,
Cynipidae, Aylacini), que inducen agallas en <i>Serratula nudicaulis</i>
L. DC (Asteraceae). <a href="https://graellsia.revistas.csic.es/index.php/graellsia/article/download/453/454">Graellsia,
68(2), 325-339</a>.</p>
<p>Nieves-Aldrey, J. L., Gómez, J. F., Nieves, M. H., & Lobo, J.
M. (2006). Los Cynipidae (Hymenoptera) de la Comunidad de Madrid:
lista anotada, mapas de distribución, riqueza y estatus de
conservación. <a href="https://graellsia.revistas.csic.es/index.php/graellsia/article/download/124/123">Graellsia,
62(Extra), 371-402</a>.
</p>
<p>REDFERN, M. (2011). Plant galls. Collins. London, 562 pp.</p>
<p>MARCELA SKUHRAVÁ, VÁCLAV S KUHRAVÝ, JAVIER BLASCO-ZUMETA y JULI
PUJADE -VILLAR 2006. Gall midges (Diptera: Cecidomyiidae) of the
Iberian Peninsula 2. Zoogeographical analysis of the gall midge
fauna. <a href="https://www.researchgate.net/profile/J-Pujade-Villar/publication/28217521_Gall_midges_Diptera_Cecidomyiidae_of_the_Iberian_Peninsula_2_Zoogeographical_analysis_of_the_gall_midge_fauna/links/02e7e53b6c369e2b23000000/Gall-midges-Diptera-Cecidomyiidae-of-the-Iberian-Peninsula-2-Zoogeographical-analysis-of-the-gall-midge-fauna.pdf">Boln.
Asoc. esp. Ent., 30 (1-2): 93-159</a>.</p>
<p><br />
<br />
</p>
<style type="text/css">p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }a:visited { color: #800000; text-decoration: underline }a:link { color: #000080; text-decoration: underline }</style><span></span><span></span></li></ul>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-48369770872761542822021-10-14T23:49:00.004+02:002024-03-11T12:32:30.434+01:00Fin de Flora Iberica (1986-2021)<p style="text-align: justify;">Ya ha salido el último tomo del enorme esfuerzo de clasificar y describir todas las plantas vasculares de la Península Ibérica e Islas Baleares, 6.120 especies, el segundo dedicado a las gramíneas. La culminación de un esfuerzo ingente, con cifras apabullantes como nos recuerda uno de los editores de este volumen, Carlos Aedo (El País <a href="https://elpais.com/clima-y-medio-ambiente/2021-10-10/el-inventariado-de-las-6120-plantas-ibericas-la-gesta-ignorada-de-dos-generaciones-de-botanicos.html" target="_blank">10/10/2021</a>). </p><p style="text-align: center;"><img alt="FLORA IBÉRICA. VOL. XIX (II), GRAMINEAE (PARTIM)" id="detportada" itemprop="image" src="https://www.unebook.es/es/imagenes/9788400/978840010817.JPG" title="FLORA IBÉRICA. VOL. XIX (II), GRAMINEAE (PARTIM)" /> <br /></p><p style="text-align: justify;">No se si era para tirar cohetes pero desde luego merece un reconocimiento importante. Sin embargo no es lo que nos trasmite el autor citado o la visita a la página web del proyecto, <a href="http://www.floraiberica.es">http://www.floraiberica.es</a>/, donde la última noticia destacada es la salida del tomo IX ¡en 2015! Da la impresión de que el fin es el fin. Y ciertamente se necesitan actualizaciones, no solo es que haya cambiado la clasificación de las plantas con el uso preponderante de las técnicas genéticas, lo que ha alterado los nombres y concepción de bastantes familias y géneros. También se han descrito bastantes especies nuevas, con algunas familias bastante desfasadas (por ejemplo las Orobancáceas en el sentido de esta obra, las clasificaciones más modernas incluyen varios géneros antes incluidos en Escrophulariáceas). Pero hay que subrayar que para encontrar una descripción de las especies y poder identificarlas no nos queda otra que consultar <i>Flora Iberica</i> o estudios muy parciales más recientes, las escasas floras regionales disponibles (que según los tomos pueden estar más o menos actualizados) o la más extensa (pero con descripciones más escuetas) <i>Flora Europaea</i>, en seis tomos (1964-1980) del que interesa particularmente el primer tomo, actualizado en 1993, suerte que no han tenido los siguientes.<br /></p><p style="text-align: justify;">Ya pasó con otros proyectos en cierto modo asociados como la pretensión de recopilar críticamente todas las citas científicas de esta flora en <a href="http://anthos.es">anthos.es</a>, para conocer en detalle la distribución de estas plantas. Ya ni siquiera se pueden corregir los errores de localización de citas, como también ocurre con <a href="http://sivim.info">sivim.info</a>, errores que se transladan a <a href="http://gbif.org">gbif.org</a>. A falta de financiación hoy nos quedan solo los proyectos de ciencia ciudadana, donde se realizan identificaciones altruísticamente pero con el importante sesgo que supone el que no todas las especies son identificables con una simple fotografía, la preponderancia de especies llamativas, o de sitios muy visitados (incluidos parque urbanos). Eso si, estos portales si actualizan la nomenclatura y muchas de los nombres recogidos en <i>Flora Iberica</i> quedan como sinónimos.<br /></p><p style="text-align: justify;">Esperemos que estas necesarias actualizaciones no tarden decenas o cientos de años como pasó con esta obra respecto de las antecedentes floras ibéricas.</p><p style="text-align: justify;">Respecto al volumen que acaba de salir, aunque no aporta grandes novedades, supone la confirmación de tratamientos bastante analíticos por ejemplo en las avenas; la segregación de <i>Neoschischkinia</i> (por ejemplo <i>N. truncatula, N. pourretii</i>) de <i>Agrostis</i>; la confirmación de la presencia de <i>Agrostis rupestris</i> en la Sierra de Guadarrama, algún <i>Bromus</i> y <i>Helictotrichon</i> (género próximo a <i>Avenula</i> y <i>Arrhenatherum</i>) a buscar por estos lares, etc.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Análisis global de la obra: Ramón MORALES VALVERDE 2024: <i>FLORA IBERICA (1986-2021). AUTORES DEL PROYECTO Y DATOS DIVERSOS</i>. Flora Montiberica 88: 163-201 (II-2024).<br /><br /><br /></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com2tag:blogger.com,1999:blog-6672446374884203692.post-9387528775909435332021-06-21T19:14:00.011+02:002021-09-13T12:38:42.952+02:00 Anthemis alpestris: una planta que pasa desapercibida<p style="text-align: justify;"><i>Anthemis alpestris</i> (Hoffmanns. & Link.) R. Fern. es una compuesta perenne, endémica de la península ibérica, principalmente de las montañas del centro (oeste y este) según <i>Flora Iberica</i> (Benedí 2019). Puede parecer como una margarita (particularmente del género <i>Leucanthemopsis</i>), cuando presenta las flores periféricas liguladas blancas (var. <i>ligulata</i> (Talavera) Benedí) o una santolina cuando no presenta lígulas (var. <i>alpestris</i>), caso más frecuente.</p><div style="text-align: justify;">Fue descrito inicialmente de Portugal en 1834 como <i>Chamaemelum alpestre </i><i>Hoffmanns. & Link. </i>y poco después precisamente de la Sierra de Guadarrama (del Valle del Paular) y Montes de Toledo se describió <i>Anthemis chrysocephala</i> Boiss. & Reut. en 1842, que han resultado ser sinónmos. Además fue recolectado sobre "Chozas" (Soto del Real) por Bourgeau en 1854 (Batarda Fernandes 1975*) y citado por aquellas fechas del Puerto del Reventón (Cutanda, 1861). Alguna de estas citas debe ser la causa de su inclusión en el catálogo de Rivas Martínez (1963, sin especificar localidades). Más recientemente encontrado en Rascafría-Morcuera a 1350 m (Fernández González, 1988), Arcones y Matamala (Romero Martín & Rico Hernández, 1989; García Adá, 1995). Citas cercanas a esta sierra son pliegos de Cadalso de los Vidrios (Madrid) y Cogolludo (Guadalajara) recopilados en gbif.es.</div><p style="text-align: justify;">Recientemente he podido verla en la localidad de Rascafría señalada por Federico Fernández González, gracias a Leopoldo Medina y, como novedad en la vertiente madrileña de Somosierra, en Horcajo y Horcajuelo, puntualmente abundante, en compañía de Ángel Quirós y Daniel Gaona. En ambos casos de la variedad sin lígulas, que recuerda a ejemplares pequeños de Santolina, con quien a veces convive. Las hojas rápidamente permiten distinguirla de la frecuente <i>Santolina rosmarinifolia</i>. Para los ejemplares con lígulas, le diferencian de <i>Leucanthemopsis</i> la presencia de brácteas o páleas entre las flores (hay que abrir el capítulo), aunque las hojas más divididas también le distinguen de las especies de este género presentes en la Sierra de Guadarrama (<i>L. boissieri, L. pallida, L. pulverulenta</i>).<br /></p><table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioHufUh6mWPm0xehbXSdgjvGlIhCXAutlIp1z6STcwoD-Lnp-9xlMOe4Po0ZF3ywjSupDJwfMsqs0w6ZjDkYPQS5tTc6EZBGSF4gLS3kQge_oicvHYLxb1t6N_1WlmtXsih6Voyy1TiC0r/s1294/IMG_20210617_174200_829.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="938" data-original-width="1294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioHufUh6mWPm0xehbXSdgjvGlIhCXAutlIp1z6STcwoD-Lnp-9xlMOe4Po0ZF3ywjSupDJwfMsqs0w6ZjDkYPQS5tTc6EZBGSF4gLS3kQge_oicvHYLxb1t6N_1WlmtXsih6Voyy1TiC0r/s320/IMG_20210617_174200_829.jpg" width="320" /></a></div><br /><br /><br /><div style="text-align: center;">Horcajuelo de la Sierra, 18/06/2021<br /></div>
</td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%">
<div style="text-align: center;"><i></i></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM31Gb8QAOT7BQmZjoefs0sG00jDI-g7GorXY_wjfL51Yb3XGUH7hRFphm6B_XdA0i0UiF1Mwl_NqQ8OE_1r7oxIij15dR_ypDmRoX9CjR2GshTo8rasvmzdr4VEXT1-UONwQ7KzAyRL8o/s1066/IMG_20210617_174225_272.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="668" data-original-width="1066" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM31Gb8QAOT7BQmZjoefs0sG00jDI-g7GorXY_wjfL51Yb3XGUH7hRFphm6B_XdA0i0UiF1Mwl_NqQ8OE_1r7oxIij15dR_ypDmRoX9CjR2GshTo8rasvmzdr4VEXT1-UONwQ7KzAyRL8o/s320/IMG_20210617_174225_272.jpg" width="320" /></a></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht2q8X3nQXqP4RY8m8f1UtYkEXM8iJdg3V80WTKxPyw0CrnE9QrvgB0mFc5v9OkVqsygsrIjT8qcuK9y9-wbDiRFo1tK6W0Erc5iyd0kH3mAhZJtNLYSwtu9pc_yDTMRV7I5prd33IWrK0/s1200/IMG_20210617_174342_239.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="798" data-original-width="1200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht2q8X3nQXqP4RY8m8f1UtYkEXM8iJdg3V80WTKxPyw0CrnE9QrvgB0mFc5v9OkVqsygsrIjT8qcuK9y9-wbDiRFo1tK6W0Erc5iyd0kH3mAhZJtNLYSwtu9pc_yDTMRV7I5prd33IWrK0/s320/IMG_20210617_174342_239.jpg" width="320" /></a></div></td></tr></tbody></table><p style="text-align: justify;">Parece preferir claros de matorral más o menos rocoso, particularmente cantuesares, entre 1300 y 1600 m. En la vertiente segoviana señalada de sustratos calizos. Seguro que quedan más localidades por descubrir... </p><p style="text-align: justify;"><span style="font-size: x-small;">*</span><span style="font-size: x-small;"><span class="titular_vol">Batarda Fernandes R. 1975. Identification, typification, affinités et distribution géographique de quelques taxa européens du genre <i>Anthemis</i> L.
</span> <i>Anal. Inst. Bot. Cavanilles</i> 32(2): 1409-148. </span></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-18600557382839263462021-04-01T00:15:00.026+02:002021-12-26T09:40:47.819+01:00Nuevas especies de flora vascular de la Sierra de Guadarrama<p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;">La descripción de nuevas especies entre las plantas vasculares no es un fenómeno excesivamente raro, lo que habla del conocimiento incompleto que se tiene. En 2020 los botánicos españoles han descrito 40 nuevas especies, 4 propias de la Península Ibérica (<a href="https://www.sebot.org/una-cuarentena-de-especies-nuevas-los-botanicos-espanoles-continuan-descubriendo-biodiversidad-durante-la-pandemia/" target="_blank">SEBOT.org</a>). En España, con los estudios exhaustivos realizados principalmente para <i>Flora Iberica,</i> es frecuente que todos los años se describa alguna especie nueva. Un ejemplo señalado en la relación anterior presente en la Sierra de Guadarrama es la pequeña gramínea <i>Aira hercynica</i> Romero Zarco, M.Á. Ortiz & L. Sáez, con la segregación además de otras especies antes incluidas en <i>A. caryophyllea</i> (Sáez <i>et al.</i> 2020). Aunque esta obra está cercana a su fin (ya solo falta el segundo tomo de las gramíneas), el proceso no se detiene y también se describen nuevas especies en grupos ya estudiados en dicha obra. Nuevas técnicas están disponibles, muestreos más completos del territorio con recolección de especímenes para los herbarios (sigue siendo básico el análisis de múltiples ejemplares para conocer las pautas de variación de las especies y las eventuales diferencias con otras nuevas) y, también, otros autores pueden tener otro criterio. Un ejemplo de la separación de lo que se tomaban como subespecies en distintas especies es el caso del grupo de <i>Lotus corniculatus</i>, donde muy recientemente se ha vuelto a dar rango de especie a <i>Lotus carpetanus</i></span></span> y <i>L. <span style="font-size: small;"><span style="font-family: verdana;">glareosus</span></span></i><span style="font-family: verdana;"><span style="font-size: small;">, basado en técnicas moleculares, citogenéticas y análisis morfológico clásico </span></span>(Kramina <i>et al</i>. 2020).<span style="font-family: verdana;"><span style="font-size: small;"> También nuevos análisis a veces deparan que lo que antes se consideraban especies distintas se reagrupen en la misma especie, al constatar que las diferencias encontradas solo son formas extremas de variaciones continuas de caracteres. Varios ejemplos se pueden encontrar en el volumen de <i>Flora iberica</i> mencionado, como la supresión de la subespecie </span></span><span style="font-family: verdana;"><span style="font-size: small;"><span style="font-family: verdana;"><span style="font-size: small;"><i>hispanica</i> </span></span>de <i>Dactylis glomerata</i>, la inclusión de lo que se ha venido llamando <i>Festuca rivasmartinezii</i> en <i>Festuca lambinonii</i>, etc.</span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="Dos nuevas especies de gramíneas delicadas y efímeras ..." src="https://s2.qwant.com/thumbr/0x380/e/7/b4a74d54be6ce7161032f7051d82cfe28d4903c8d378569841506c81add5c1/Fig2_Aira_hercynica_Saezal_1601376667.jpg?u=https%3A%2F%2Fidescubre.fundaciondescubre.es%2Fwp-content%2Fblogs.dir%2F19%2Ffiles%2F2020%2F09%2FFig2_Aira_hercynica_Saezal_1601376667.jpg&q=0&b=1&p=0&a=1" style="margin-left: auto; margin-right: auto; opacity: 1;" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><i>Aira hercynica</i>, nueva especie de gramínea descrita en el tomo XIX (I) de <i>Flora Iberica</i> (2020), presente en la Sierra de Guadarrama.</span></td></tr></tbody></table><p style="text-align: justify;"><br /><span style="font-family: verdana;"><span style="font-size: small;"></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;">Más específicas de la Sierra de Guadarrama son otras dos nuevas especies, endémicas de la misma, descritas recientemente: la zarza <i>Rubus carpetanus</i> (Vicente Orellana & Galán de Mera 2020) y <i>Ranunculus guadarramensis</i> (Dunkel 2021). Mientras la segunda es una microespecie del grupo de <i>R. auricomus</i> donde en la Sierra de Guadaramama sólo se conocía a <i>R. valdesii</i>, la primera es más controvertida. Parece ser la que ya fue denominada <i>R. patientis</i> por Elena Monasterio en su tesis doctoral (1992), pero que luego en el capítulo correspondiente al género en <i>Flora Iberica</i>, del que también es autora (1996), ni siquiera mencionó, como he señalado en algunas publicaciones (Baonza 2016). Ha sido citada como <i>Rubus brigantinus</i> (Grijalvo 2019). <br /></span></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Holotipo of <i>Ranunculus guadarramensis</i> (MA) a partir de Dunkel 2021</span><span dir="ltr" face="sans-serif" style="font-size: 9.6px; left: 321.818px; top: 851.469px; transform: scaleX(0.923717);">.<br /></span></td></tr></tbody></table><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;"> </span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;">Referencias de las nuevas especies <br /></span></span></p><p style="text-align: justify;"><span style="font-family: verdana;"><span style="font-size: small;">Franz G. Dunkel 2021. Contribution to the knowledge of the <i> Ranunculus auricomus</i> complex (Ranunculaceae) in Spain. <a href="https://www.researchgate.net/profile/Franz-Dunkel/publication/349870089_Contribution_to_the_knowledge_of_the_Ranunculus_auricomus_complex_Ranunculacea_in_Spain/links/6045292892851c077f2425c7/Contribution-to-the-knowledge-of-the-Ranunculus-auricomus-complex-Ranunculacea-in-Spain.pdf" target="_blank"><i>STAPFIA</i> 112 (2021): 5–59</a>. </span></span></p><br />Tatiana E. Kramina, Tahir H. Samigullin & Ilya G. Meschersky 2020. Two cryptic species of <i>Lotus</i> (Fabaceae) from the Iberian Peninsula. <a href="https://www.researchgate.net/profile/Tatyana-Kramina/publication/346495865_Two_cryptic_species_of_Lotus_Fabaceae_from_the_Iberian_Peninsula/links/5fe48d70299bf140883cb4d5/Two-cryptic-species-of-Lotus-Fabaceae-from-the-Iberian-Peninsula.pdf">Wulfenia 27 (2020): 21– 45</a>.<br /><br />Sáez, Ortiz & Romero Zarco 2020. Aira L. En Devesa <i>et al</i>. (eds.) <i>Flora Iberica</i> XIX(I): 473-489. <br /><br /><span style="font-family: verdana;"><span style="font-size: small;">José Alfredo Vicente Orellana & Antonio Galán de Mera 2020. <i>Rubus carpetanus</i> (Rosaceae), a new species from the Iberian Peninsula. <a href="https://www.researchgate.net/profile/Antonio-Galan-2/publication/346649086_Rubus_carpetanus_Rosaceae_a_new_species_from_the_Iberian_Peninsula/links/5fcfa0b745851568d14d54c8/Rubus-carpetanus-Rosaceae-a-new-species-from-the-Iberian-Peninsula.pdf">Plant Biosystems 7pp</a></span></span>
Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com4tag:blogger.com,1999:blog-6672446374884203692.post-48855740405640372502021-02-05T18:16:00.104+01:002023-10-14T23:17:33.332+02:00Más sobre fasciaciones, escobas de bruja, fitoplasmas y hongos<div style="text-align: center;"><span style="font-size: small;">[Actualizado en diciembre 2022] <br /></span></div><div style="text-align: left;"><div style="text-align: justify;"><span style="font-size: small;">Ha salido publicado un artículo sobre estas deformaciones en el número de febrero de la revista Quercus*, lo que me deja la oportunidad de colgar fotos que han quedado fuera, como continuación de la entrada del <a href="https://florasierraguadarrama.blogspot.com/2020/05/fasciaciones.html" target="_blank">13/5/2020</a>.
*Baonza Díaz, J. 2021. Fasciaciones, escobas de bruja y fitoplasmas. <a href="https://www.revistaquercus.es/noticia/7916/articulos/fasciaciones-escobas-de-bruja-y-fitoplasmas.html"><i>Quercus</i> 420: 22</a>-29. Por cierto, presenta dos erratas en pies de figura: </span></div><p><span style="font-size: small;">-La localidad del fresno fasciado es Gargantilla del Lozoya (o "Gargantilla del Lozoya y Pinilla de Buitrago" desde su fusión).</span></p>
<p><span style="font-size: small;">- La escoba de brujas en zarza no es en las flores, sino en los turiones o largos tallos vegetativos, en el segundo año en vez de las ramas floríferas.</span></p>
<p style="text-align: center;"><span style="font-size: small;"><b>Otros ejemplos de fasciaciones</b></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYb2WhttYWO8PhY2czR2K026D7tmSR4wyKKz9Ibbl2qBfzkeJYqrCj_ZseChvlgHcUlXwynjJe9a9cI_NDT-TmBgeWNYXrpTPgr65e4hPtumbn_d41LTA-09AoiTHX8Hn2QXjt_ntRQupATGCaWJeOhJJ0KJYhj_MYsxt3bpRGf6jYLIWwbjhudu3QfA/s1050/IMG_20220830_165602.jpg" style="margin-left: 1em; margin-right: 1em;"><br /></a></div></div><div style="text-align: left;"><table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: rgb(0, 0, 0) currentcolor; border-left-color: initial; border-right-color: initial; border-style: solid none none; border-top-color: rgb(0, 0, 0); border-width: 1px medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm; padding: 0.1cm 0cm 0.1cm 0.1cm;" width="50%"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYb2WhttYWO8PhY2czR2K026D7tmSR4wyKKz9Ibbl2qBfzkeJYqrCj_ZseChvlgHcUlXwynjJe9a9cI_NDT-TmBgeWNYXrpTPgr65e4hPtumbn_d41LTA-09AoiTHX8Hn2QXjt_ntRQupATGCaWJeOhJJ0KJYhj_MYsxt3bpRGf6jYLIWwbjhudu3QfA/s320/IMG_20220830_165602.jpg" /><i><span style="font-size: small;"> Asphodelus aestivus. Villavieja 30/8/2022</span>.</i></td><td style="border: 1px solid rgb(0, 0, 0); padding: 0.1cm;" width="50%">
<div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM21sxUh4BBmyMxslYWp5zqyWxUN4K4-VwUNODKQb8UDs3nOpkflfNsWBM78TwtFMMh9i9IhgTIXXL-xRgIkrmak4CKK5ZoMcbLoZ_F-TuGydoIx8RJBGexOZpHuEfBnknfVSWLFg1iv8WKOQEEPDLd_yLxvzHBGTesSaHQougMglLhMZ4Dj0lPRYzSg/s1417/IMG_20230323_192801.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1417" data-original-width="1063" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM21sxUh4BBmyMxslYWp5zqyWxUN4K4-VwUNODKQb8UDs3nOpkflfNsWBM78TwtFMMh9i9IhgTIXXL-xRgIkrmak4CKK5ZoMcbLoZ_F-TuGydoIx8RJBGexOZpHuEfBnknfVSWLFg1iv8WKOQEEPDLd_yLxvzHBGTesSaHQougMglLhMZ4Dj0lPRYzSg/s320/IMG_20230323_192801.jpg" width="240" /></a></div></i></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><i>Euonymus japonicus</i>, Bustarviejo, 23/3/2023</span> <br /></div></td></tr></tbody></table><p></p></div><div style="text-align: left;">
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<td style="border-bottom-color: rgb(0, 0, 0); border-color: rgb(0, 0, 0) currentcolor; border-left-color: initial; border-right-color: initial; border-style: solid none none; border-top-color: rgb(0, 0, 0); border-width: 1px medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm; padding: 0.1cm 0cm 0.1cm 0.1cm;" width="50%">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5RtVHXZ8hGDom4XH4j5P8A6E2q81Br-OULFgFAeqCbHe1FbOCfS6wP9pHcUW6b8SAYWz_3W92yMG1dboYjH5mDgV4NXsR1JZy9AIkdF66kE-H8a0E-3385z_hqIW8lXdjCEdLv7H__9eC/s1008/Santolina.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1008" data-original-width="756" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5RtVHXZ8hGDom4XH4j5P8A6E2q81Br-OULFgFAeqCbHe1FbOCfS6wP9pHcUW6b8SAYWz_3W92yMG1dboYjH5mDgV4NXsR1JZy9AIkdF66kE-H8a0E-3385z_hqIW8lXdjCEdLv7H__9eC/s320/Santolina.jpg" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><i>Santolina rosmarinifolia</i>, Valdemanco 28/06/2020</span><br /></td></tr></tbody></table>
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<div class="separator" style="clear: both; text-align: center;"><i><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWnxNlMAbyFlgRhJoToGAjjpT0NaWZ196C82mUMGnFqVrQG0Ocj50K6a3PQarxH2tRrvkmZtkRUw8S1es5Vv1dr9W8NCN5lNg8g_2XUgKMPlXtgbgEYh2FMprl5idm3ovARdNyQONE4MvT/s874/IMG_20200922_171149_743%257E2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="663" data-original-width="874" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWnxNlMAbyFlgRhJoToGAjjpT0NaWZ196C82mUMGnFqVrQG0Ocj50K6a3PQarxH2tRrvkmZtkRUw8S1es5Vv1dr9W8NCN5lNg8g_2XUgKMPlXtgbgEYh2FMprl5idm3ovARdNyQONE4MvT/s320/IMG_20200922_171149_743%257E2.jpg" width="320" /></a></div></i></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><i>Santolina rosmarinifolia</i>, Valdemanco 22/09/2020</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;">Otro ejemplo de Bustarviejo en <a href="https://natusfera.gbif.es/observations/293062" target="_blank">Natusfera</a></span> <br /></div></td>
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<td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div style="text-align: center;"><i> </i></div><div style="text-align: center;"><i> </i></div><div style="text-align: center;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj30BSfC8B9l2wj2cAlNLBTxW6K5oXgofa4f7ZZS8nYDODHIRuOxwSEpf3TFMenNn48lY-hdxACr3D3LV9yhm9gEUBjOO9EDykxUJyBb_jZ5UPTxIBynZwCoT_-kBFZay_2-35KaUZ3us5r/s640/IMG_20201023_114712_817.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj30BSfC8B9l2wj2cAlNLBTxW6K5oXgofa4f7ZZS8nYDODHIRuOxwSEpf3TFMenNn48lY-hdxACr3D3LV9yhm9gEUBjOO9EDykxUJyBb_jZ5UPTxIBynZwCoT_-kBFZay_2-35KaUZ3us5r/s320/IMG_20201023_114712_817.jpg" width="320" /></a></div></div><p style="text-align: center;"><span style="font-size: x-small;"><i>Dittrichia viscosa</i>, Piñuecar, 23/10/2020</span>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG1ixxG2c87n-7V5PucBEK54JbbnIgMCVlliFPcxVsmtvTOWzopOrhgchMwmMu9rGN2P1TvCrrVCyvIUlXcSCcoU5etS2vrScOj1HJOesaP2SIWTlJKo95YP3aEx9VksIMgvTUxFi22aum/s640/IMG_20200728_120207_597.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG1ixxG2c87n-7V5PucBEK54JbbnIgMCVlliFPcxVsmtvTOWzopOrhgchMwmMu9rGN2P1TvCrrVCyvIUlXcSCcoU5etS2vrScOj1HJOesaP2SIWTlJKo95YP3aEx9VksIMgvTUxFi22aum/s320/IMG_20200728_120207_597.jpg" /></a></div><div style="text-align: center;"><span style="font-size: x-small;"><i>Chondrilla juncea</i>, Bustarviejo, 28/7/2020 (con agallas foliosas de ácaro <i>Aceria chondrillae</i>)</span><br /></div>
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<style type="text/css">td p { margin-bottom: 0cm }p { margin-bottom: 0.25cm; line-height: 115% }</style> <br /><table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div style="text-align: center;"><i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEzy-bu2CjQPMkUDk6iitK263OWAy7AW-d-1TCMBDRGmUtkd9boTv9xt38KEjB2W1fXxU1W2hix8srPt_F8uJM0OfaJJ59jpnL2BPCkmd8en6mb_xuDycq9ziy9003KIemXXEakRKPcwKt/s696/IMG_.jpg" style="margin-left: 1em; margin-right: 1em;"><i></i></a><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2HfF5VKgmqkm_9OZLEhEq8fFDIkp_XSlsoeVRmF41ExkNSe9fsFZRQLTab1AkJcLq19c0JTPEgcpmP7bN8xrErpE2N1bDz8gngU7fzTG_nyIIHitPh9DrZIBR0Q4Ovw1NW_LNQg5mNM4/s1543/IMG_20201001_231654_050%257E6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1543" data-original-width="1073" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2HfF5VKgmqkm_9OZLEhEq8fFDIkp_XSlsoeVRmF41ExkNSe9fsFZRQLTab1AkJcLq19c0JTPEgcpmP7bN8xrErpE2N1bDz8gngU7fzTG_nyIIHitPh9DrZIBR0Q4Ovw1NW_LNQg5mNM4/s320/IMG_20201001_231654_050%257E6.jpg" /></a></i></div><br /></i></div><div style="text-align: center;"><div style="text-align: left;"><div style="text-align: center;"><span style="font-size: x-small;"><i>Berberis × ottawensis</i>, Valdemanco, 27/9/2020</span></div></div><div style="text-align: left;"><br /></div></div><div style="text-align: center;"> </div>
</td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%"><div style="text-align: center;"><i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjjtskeJn1xG2zdzaVUA05v_5rFLrRcljJeW8ij1aPwK0e1OuLSanZyJLKlr0UqNA1hf_alQALPQpZ7z7x4K7G7sXYswGv44iv58RUVvKB80S3OqxW2imLEbBJdIexaBzsORUBwJD_gB7zDs3DAVkHHx9gQehMHRt24eIzEjODc2DyM2bFhk7yQ9Il_pA=s3616" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3616" data-original-width="2607" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEjjtskeJn1xG2zdzaVUA05v_5rFLrRcljJeW8ij1aPwK0e1OuLSanZyJLKlr0UqNA1hf_alQALPQpZ7z7x4K7G7sXYswGv44iv58RUVvKB80S3OqxW2imLEbBJdIexaBzsORUBwJD_gB7zDs3DAVkHHx9gQehMHRt24eIzEjODc2DyM2bFhk7yQ9Il_pA=s320" width="231" /></a></div> <br /></i></div><div style="text-align: center;"><span style="font-size: x-small;"><i>Cytisus striatus</i>, Lozoyuela, 24/1/2022. Más frecuentemente con escobas de brujas. </span><br /></div>
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<table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div style="text-align: center;"><i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEzy-bu2CjQPMkUDk6iitK263OWAy7AW-d-1TCMBDRGmUtkd9boTv9xt38KEjB2W1fXxU1W2hix8srPt_F8uJM0OfaJJ59jpnL2BPCkmd8en6mb_xuDycq9ziy9003KIemXXEakRKPcwKt/s696/IMG_.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="534" data-original-width="696" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEzy-bu2CjQPMkUDk6iitK263OWAy7AW-d-1TCMBDRGmUtkd9boTv9xt38KEjB2W1fXxU1W2hix8srPt_F8uJM0OfaJJ59jpnL2BPCkmd8en6mb_xuDycq9ziy9003KIemXXEakRKPcwKt/w320-h246/IMG_.jpg" width="320" /></a></div><br /></i></div><div style="text-align: center;"><span style="font-size: x-small;"><i>Fraxinus angustifolia</i>, Guadalix de la Sierra, 19/2/2021</span></div><div style="text-align: center;"> </div>
</td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%"><div style="text-align: center;"><i></i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA4mPmJovyg2dSvqs0UNhkMdyAPxhuM8xaKaeczYQSVsDFjeS67yfOYrofTIYJJOyaYPueed1kfrLV5XwePG_lo_RVGxTa24zR-Gcpxor0bElwRMOk2N8C9_LxWZwmyKkCiNMBXVFqxtLw/s640/IMG_20200707_173017_390.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA4mPmJovyg2dSvqs0UNhkMdyAPxhuM8xaKaeczYQSVsDFjeS67yfOYrofTIYJJOyaYPueed1kfrLV5XwePG_lo_RVGxTa24zR-Gcpxor0bElwRMOk2N8C9_LxWZwmyKkCiNMBXVFqxtLw/s320/IMG_20200707_173017_390.jpg" width="320" /></a></div></div><div style="text-align: center;"><i> <br /></i></div><div style="text-align: center;"><span style="font-size: x-small;"><i>Fraxinus angustifolia</i>, Valdemanco, 7/7/20</span><br /></div>
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<table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: center;"><span style="font-size: x-small;"><i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0KRg-FK054MZoo84z1WsN38Z6EiCBtPP2yyV978iIFtRWEs1RMJlic5DL9ziH6rJzx-7Mc1m6zsEOrtUmJ4Wh0pHUpgGBlBDphsAx9d8v42c1TOsYT3g7K8NmGrww42JxX5J_tO8kzBRtDYvl3BFfPnzvsNiKvq4HW4c8eNziOXpzxV-H4s5bLmbFRw/s1417/IMG_20230308_173836.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1417" data-original-width="1083" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0KRg-FK054MZoo84z1WsN38Z6EiCBtPP2yyV978iIFtRWEs1RMJlic5DL9ziH6rJzx-7Mc1m6zsEOrtUmJ4Wh0pHUpgGBlBDphsAx9d8v42c1TOsYT3g7K8NmGrww42JxX5J_tO8kzBRtDYvl3BFfPnzvsNiKvq4HW4c8eNziOXpzxV-H4s5bLmbFRw/s320/IMG_20230308_173836.jpg" width="245" /></a></div></i></span><span style="font-size: x-small;"><i> </i></span><span style="font-size: x-small;"><i></i></span></div><div style="text-align: center;"><span style="font-size: x-small;"><i>Oxyris alba, </i>Torrelaguna, 8/3/2023</span></div><div style="text-align: center;"><span style="font-size: x-small;"> </span><br /></div>
</td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%"><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwcl5koSQZMZQLSw5r6meTQdBTRcLm6oXP3uh-Sk_dkrtoCyPodNU2eHA1Q3rxzAw_QmyVndYrW4ZYm0pk7PijiIzAZ0mis1UNKgsZus_Unabvl4EtmOXgYU3gnCq_vsDQm2Zvqr-KKqNh/s1600/IMG_20200823_200736_430.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="254" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwcl5koSQZMZQLSw5r6meTQdBTRcLm6oXP3uh-Sk_dkrtoCyPodNU2eHA1Q3rxzAw_QmyVndYrW4ZYm0pk7PijiIzAZ0mis1UNKgsZus_Unabvl4EtmOXgYU3gnCq_vsDQm2Zvqr-KKqNh/w335-h254/IMG_20200823_200736_430.jpg" width="335" /></a></div><div class="separator" style="clear: both; text-align: center;"></div>
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><i> Ligustrum ovalifolium</i>, Bustarviejo, 23/8/2020</span>
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</td></tr></tbody></table><table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFQwi4Asx3fgaZT4BOsYSEkX6_s0YDbf9h3s4_HUldnjpzL7G2DAZU1IpYZD0eh0Zqb-8wMspQz51FnYwl8JSRw5j5PPpgOTBRywEaB97aTTIOQj_1WRNttxRl5WfEZ6hOacDcbjroMC94/s640/IMG_20201130_164406_027.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFQwi4Asx3fgaZT4BOsYSEkX6_s0YDbf9h3s4_HUldnjpzL7G2DAZU1IpYZD0eh0Zqb-8wMspQz51FnYwl8JSRw5j5PPpgOTBRywEaB97aTTIOQj_1WRNttxRl5WfEZ6hOacDcbjroMC94/s320/IMG_20201130_164406_027.jpg" /></a><span style="font-size: x-small;"><i> <br /></i></span></div><div style="text-align: center;"><span style="font-size: x-small;"><i> Parietaria judaica</i>, Valdemanco,17/11/2020 <br /></span></div><div style="text-align: center;"><span style="font-size: x-small;"> </span>
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<div class="separator" style="clear: both; text-align: center;"><i> </i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwR5_V-uUsjNrCnKsJw4l41J-KXhv1PpQjbG2HxLSE9DBKqr9xe7PrbuZnBcFuSXcE8ZY_9t2MdtnbsIPNSGjFj3dlJUENrELJs9L-UNHFNqMPv3ei1VhjSMvFcSRnvaempbLQvjan6FLbpHPB9ewul6Ug2R8WUU-ocPvDrLllUurpmcgCuxx5GdBNmQ/s1417/IMG_20230206_110141.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1417" data-original-width="1063" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwR5_V-uUsjNrCnKsJw4l41J-KXhv1PpQjbG2HxLSE9DBKqr9xe7PrbuZnBcFuSXcE8ZY_9t2MdtnbsIPNSGjFj3dlJUENrELJs9L-UNHFNqMPv3ei1VhjSMvFcSRnvaempbLQvjan6FLbpHPB9ewul6Ug2R8WUU-ocPvDrLllUurpmcgCuxx5GdBNmQ/s320/IMG_20230206_110141.jpg" width="240" /></a></div><div style="text-align: center;"><i><span style="font-size: x-small;"> Sedum sediforme</span></i><span style="font-size: x-small;">, Torrelaguna, 6/2/2023 </span><br /></div>
</td></tr></tbody></table></div><div style="text-align: left;"></div><table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%">
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMF21Z99LFsYSk3Fnjt8JxJYLtYLw8VaRPT78mj3eKwrbFiByrNhD6y4JzTX4Bgs8zPHeJvHSvfIsr3rhGpGL8_U1TCNAveHnLYiUh3dKVmerZExQBzs66f_waCDmMYlcE80I_szKr6ubH/s640/IMG_20200722_203617_073.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMF21Z99LFsYSk3Fnjt8JxJYLtYLw8VaRPT78mj3eKwrbFiByrNhD6y4JzTX4Bgs8zPHeJvHSvfIsr3rhGpGL8_U1TCNAveHnLYiUh3dKVmerZExQBzs66f_waCDmMYlcE80I_szKr6ubH/s320/IMG_20200722_203617_073.jpg" /></a></div><div style="text-align: center;"><span style="font-size: x-small;"><i>Thapsia villosa</i>, La Cabrera, 22/7/2020.<span> E</span><span>l
radio de la umbela </span><span>más
</span><span>fasciado alcanza 9x4mm
de anchura en la base frente a los 3mm de los radios normales</span></span></div><div style="text-align: center;"><span style="font-size: x-small;"> </span>
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 115% }a:link { so-language: zxx }</style></div>
</td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%">
<div style="text-align: center;"><i> </i></div><div style="text-align: center;"><i><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-YgOVBDdFQs8U1hjXroExCb7LBv9lq_wSW0mCCPP4_bLrksxGEL3xydmVEpVyx7O2LNb2MvaJU1OnCVy_A6-tw5gLbfx0TQOBSqbZnwb-rllhfu_E10CrKH0i3l5FUaLJICqzzBMFnJ2z/s1384/IMG_20210620_201938_929.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1384" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-YgOVBDdFQs8U1hjXroExCb7LBv9lq_wSW0mCCPP4_bLrksxGEL3xydmVEpVyx7O2LNb2MvaJU1OnCVy_A6-tw5gLbfx0TQOBSqbZnwb-rllhfu_E10CrKH0i3l5FUaLJICqzzBMFnJ2z/s320/IMG_20210620_201938_929.jpg" /></a></div><br /><span style="font-size: x-small;">Thapsia villosa</span></i><span style="font-size: x-small;">, Valdemanco, 20/6/2021</span><br /></div>
</td></tr></tbody></table><div style="text-align: left;"><span style="font-size: small;">Al final de la entrada hay una tabla con todas las especies en las que se han visto fasciaciones en España.</span></div><div style="text-align: left;"><span style="font-size: small;"><br /></span></div><div style="text-align: center;"><span style="font-size: small;"><b>Escobas de bruja</b></span></div><div style="text-align: justify;"><span style="font-size: small;"> <br /></span></div><div style="text-align: justify;"><span style="font-size: small;">También he encontrado escobas de bruja en los pinos silvestres (<i>P. sylvestris</i>) de la Sierra de Guadarrama. Aunque en el artículo solo lo señalo de los pinares de Valsaín (además de en los resineros de Lozoyuela), me suena de haberlas visto en Rascafría, Bustarviejo, Valdemanco y Canencia, donde recientemente las he fotografiado (colgadas en Biodiversidad Virtual: <a href="https://www.biodiversidadvirtual.org/insectarium/Candidatus-Phytoplasma-pini-img1276309.html">1</a> y <a href="https://www.biodiversidadvirtual.org/insectarium/Candidatus-Phytoplasma-pini-img1276308.html">2</a>).</span></div><div style="text-align: justify;"><span style="font-size: small;"> </span></div><div style="text-align: justify;"> <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;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi-32EfIiRtpQFZTKxw96ARzrYsg0IbeoN08NKMY1nH7-seGJxBmfrYqC7mNIMMOALnwfX0ZZ8YfstPtteJFuewYcBblfr6t0APtLpkmA-gmL0F9ghBp1Wef_OFLqKJTnxNMoT7Ck2bIEJ/s900/b.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="675" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi-32EfIiRtpQFZTKxw96ARzrYsg0IbeoN08NKMY1nH7-seGJxBmfrYqC7mNIMMOALnwfX0ZZ8YfstPtteJFuewYcBblfr6t0APtLpkmA-gmL0F9ghBp1Wef_OFLqKJTnxNMoT7Ck2bIEJ/s320/b.jpg" width="240" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Pinar de la Umbría, Bustarviejo 3/10/2021</span><br /></td></tr></tbody></table><br /></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit9a_KQZfineGti10-Bgcxsjq0H43ztMcvpCa8nYRrK_lG2KNDoVOCm21-nkTIwYr-mZBt2a-MqMgGXq6bDiM1uJmRJWRMItR-ktzwwXcnW03lHcCuz1ohchX_fx9TwVCyyUBLPauBH7Zu/s2048/IMG_20211103_140434_912%257E3.jpg" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2048" data-original-width="1392" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit9a_KQZfineGti10-Bgcxsjq0H43ztMcvpCa8nYRrK_lG2KNDoVOCm21-nkTIwYr-mZBt2a-MqMgGXq6bDiM1uJmRJWRMItR-ktzwwXcnW03lHcCuz1ohchX_fx9TwVCyyUBLPauBH7Zu/s320/IMG_20211103_140434_912%257E3.jpg" width="218" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Sobre Pinus nigra subsp. nigra en Valdepeñas de la Sierra.</td></tr></tbody></table><br /><div style="text-align: justify;"> </div><div style="text-align: justify;"><span style="font-size: small;">Otra especie que también es afectada es el pino de Monterrey (<i>Pinus radiata</i>) en el País Vasco (por ejemplo en alto de Markuartu junto a la carretera en Okendo, Álava), según me han comentado a raíz del artículo (I. Martínez, 4/9/2021, com.pers.). Y en una curiosa interacción a tres bandas, parece que estas escobas de brujas pueden ser seleccionadas por rapaces para colocar sus nidos, por ejemplo el águila calzada en la Tierra de Pinares (<a href="https://aguilillacalzada.blogspot.com/2016/09/nidos-de-calzadas.html">Ignacio García Diós 2016</a>; El Águila Calzada. Tundra).</span></div><div style="text-align: justify;"><span style="font-size: small;"><br /></span></div><div style="text-align: justify;"><span style="font-size: small;"> </span></div><div style="text-align: justify;"><span style="font-size: small;">Otras especies con escobas de bruja vistas que también se achacan a fitoplasmas: el saúco (Filippin et al., 2008. First identification of a phytoplasma infecting <i>Cornus sanguinea</i> and <i>Sambucus nigra</i>. <i>Plant Pathology</i> 57: 1175) y la retama de escobas (Contaldo, et al. 2015. Identification and molecular characterization of multiple phytoplasma infection in <i>Spartium junceum</i> and <i>Cytisus scoparius</i>. Acta Hortic. 1072, 113-116). </span></div><div style="text-align: justify;"> </div><div style="text-align: justify;"><table cellpadding="4" cellspacing="0" style="width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm;" width="50%"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_enj7G2kjrdqyWRgN9wo-mgXKigPi7UAnhYcjeDixu0Fzk3qIopVuvt8ua6m7jBbXsTjY7x-rl-DJAUN08RHzqXUDNnJH_SmSTBmubkx0X9To-8FNzCbc4jpH471LMF_W2UDSyzV3BBGv/s806/IMG_20210213_131249_712.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="605" data-original-width="806" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_enj7G2kjrdqyWRgN9wo-mgXKigPi7UAnhYcjeDixu0Fzk3qIopVuvt8ua6m7jBbXsTjY7x-rl-DJAUN08RHzqXUDNnJH_SmSTBmubkx0X9To-8FNzCbc4jpH471LMF_W2UDSyzV3BBGv/w320-h240/IMG_20210213_131249_712.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Saúco (<i>Sambucus nigra</i>) con escobas de bruja. Bustarviejo 13/12/2020.</span><span style="font-size: x-small;"><span><a name='more'></a></span></span><div style="text-align: justify;"><span style="font-size: x-small;">Retama negra o escoba (<i>Cytisus scoparius</i>) con escoba de brujas. El Cabezuelo, Bustarviejo, 16/10/2021. Nótese
ligero engrosamiento de la rama afectada, que junto con la excesiva
ramificación provocan exceso de peso que dobla la misma.--></span></div></td><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"> </span></td><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"> </span></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table></td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%"><span></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJFAy-zo3fq72Zhi0XjUyXk4DDSb3fg7Bp7C2yipVAMpkrDNnCHuqFmTjYXfky2ciBHDI5BXr7z15Bxd3230grIt18jYWdIM8xkd2dCVs-WUWH-RsrDRgNUJ-rvMar5DX-YHXK0gtqXmsE/s900/a.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="690" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJFAy-zo3fq72Zhi0XjUyXk4DDSb3fg7Bp7C2yipVAMpkrDNnCHuqFmTjYXfky2ciBHDI5BXr7z15Bxd3230grIt18jYWdIM8xkd2dCVs-WUWH-RsrDRgNUJ-rvMar5DX-YHXK0gtqXmsE/s320/a.jpg" width="245" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><br /></span></td></tr></tbody></table></td></tr></tbody></table></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">En España se han señalado fitoplasmas como causantes de escobas de bruja en los sauces llorones cultivados (Alfaro-Fernández et al. 2011. Detection of stolbur phytoplasma in willow in Spain. Bulletin of Insectology 64 (Supplement): S111-S112), vistas también en la provincia de Madrid. Otro caso probablemente causado por fitoplasmas son las escobas de bruja vistas recientemente en cornicabras, dado que la misma causa se ha señalado en Italia (Marzachì et al. 1999. Detection and identification of phytoplasmas
infecting cultivated and wild plants in Liguria (Italian Riviera).
Journal of Plant Pathology 81(2): 127-136<style type="text/css">p { margin-bottom: 0.25cm; line-height: 115%; background: transparent</style>).</div><div style="text-align: justify;"> </div><div style="text-align: center;"> </div><div style="text-align: justify;"><table cellpadding="4" cellspacing="0" style="margin-left: auto; margin-right: auto; text-align: left; width: 100%px;"><tbody><tr valign="top"><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: initial; border-style: none none solid solid; border-top-color: initial; border-width: medium medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.1cm 0.1cm; text-align: center;" width="50%"><span style="font-size: small;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjoOBQiC8GzvNjUJHk3hHtG1aPeCkTRyLgzCZuF0CViUCUz5k-hJSetlNzBxZFRwQ1BXVILu268Kew_uaMI8MnCEpYN1xv9hHvWYPJV2hHXPe10z9PiLu5A2e-fxwnsB9PEmHTf4pmQCN1JdiOu7m_H-5Sqm83pbpviob_e3lxFiiFKf8W1OV9Jwx11uw=s4032" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjoOBQiC8GzvNjUJHk3hHtG1aPeCkTRyLgzCZuF0CViUCUz5k-hJSetlNzBxZFRwQ1BXVILu268Kew_uaMI8MnCEpYN1xv9hHvWYPJV2hHXPe10z9PiLu5A2e-fxwnsB9PEmHTf4pmQCN1JdiOu7m_H-5Sqm83pbpviob_e3lxFiiFKf8W1OV9Jwx11uw=s320" width="320" /></a></div><br />Escobas de bruja en sauce llorón (<i>Salix babylonica</i>). Getafe 3/8/2021.</span><br /></td><td style="border-bottom-color: rgb(0, 0, 0); border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left-color: rgb(0, 0, 0); border-right-color: rgb(0, 0, 0); border-style: none solid solid; border-top-color: initial; border-width: medium 1px 1px; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm; padding: 0cm 0.1cm 0.1cm;" width="50%"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi0AsVGfMtE7FaprQs8QldJYwrieb7c5wG1BPKup5iGrbxXRqwru2EbHQnkVfui5W2Yq9R8yfQfFfYdx5HbFOxIY9chvghcPVhQZRsvPBpQsEzBGZPzURFT-igEslU8DfZFMhWKlzkwoEU9Sq_Hjk2o6O8sEsvTNZgNsqmWVolS_NB7Jf7LnctdeFApDw=s2851" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2163" data-original-width="2851" height="243" src="https://blogger.googleusercontent.com/img/a/AVvXsEi0AsVGfMtE7FaprQs8QldJYwrieb7c5wG1BPKup5iGrbxXRqwru2EbHQnkVfui5W2Yq9R8yfQfFfYdx5HbFOxIY9chvghcPVhQZRsvPBpQsEzBGZPzURFT-igEslU8DfZFMhWKlzkwoEU9Sq_Hjk2o6O8sEsvTNZgNsqmWVolS_NB7Jf7LnctdeFApDw=s320" width="320" /></a></div><br /></div><div style="text-align: center;">Escobas de bruja en cornicabra (<i>Pistacia terebinthus</i>). El Vellón 19/12/2021).<br /></div></td></tr></tbody></table><div style="text-align: justify;"><br /><br /></div></div><div style="text-align: justify;"><span style="font-size: small;">Un caso dudoso es el visto en un abedul hace varios años (en 2014) que puede ser por fitoplasmas (Redfern 2011. <i>Plant Galls</i>.
Collins). Aunque podría ser por una especie de hongo <u>(</u><i>Taphrina betulina</i>, no encontrado en España aunque si en Portugal), la rareza del mismo, no la he
vuelto a ver ni en el ejemplar donde la vi ni en otros abedules de
Bustarviejo o Canencia, apunta a fitoplasmas. </span></div><div style="text-align: justify;"> </div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYpl7Z3ItQQCKVRQA3-flpbIXQvJIOFIlSDNWHEmTfQFmjNpP2KzJ-nPZNHZm5YmjKg4rWiuqmv2ed5aCtDccnUEbSExOnrV6WnG_Z9mcsLtaxUJApgCYxKk2eAzaY0016dLoiZQ8GGw6s/s780/020.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="576" data-original-width="780" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYpl7Z3ItQQCKVRQA3-flpbIXQvJIOFIlSDNWHEmTfQFmjNpP2KzJ-nPZNHZm5YmjKg4rWiuqmv2ed5aCtDccnUEbSExOnrV6WnG_Z9mcsLtaxUJApgCYxKk2eAzaY0016dLoiZQ8GGw6s/s320/020.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Escoba de bruja en abedul de Bustarviejo, 10/10/14.</span></td></tr></tbody></table><div style="text-align: center;"><i></i> <br /></div><div style="text-align: justify;"><span style="font-size: small;">Otras especies afectada por fitoplasmas causantes de escobas de bruja es el olivo (<span style="font-size: x-small;">Font I., Abad P., Dally E.L., Davis R.E., Jorda C., 1998. Nueva enfermedad en el olivar español. <i>Phytoma España</i> 102: 211-212</span>) y el olmo <i>Ulmus minor</i> (<span style="font-size: x-small;">p. ej: <span>Lee, I.-M.,<i> et al</i>. 1995. Detection and Characterization of Phytoplasmas
Associated with Disease in <i>Ulmus</i> and <i>Rubus</i> in Northern and Central
Italy. <i>Phytopathologia Mediterranea</i> 34(3): 174–183</span></span>), visto en el valle de Kuartango, Álava (I. Martínez, 14/04/2021, com. pers.).</span></div><span style="font-size: small;">
</span><div style="text-align: justify;"><span style="font-size: small;"> </span></div><div style="text-align: justify;"><span style="font-size: small;">Para comparar, se pueden ver las escobas de bruja por los hongos del género <i>Taphrina</i>: <i>T. kruchi</i> en encina.</span><br /></div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiUlRo3am4aJCyWx2FuI72TgNpozF4RvtCgTfSZvmMp-osg61NhGWQcPD7HCNMic3D4XW2gd0ZvmL2RVVpgNMUExatHi923xGp-1j4stdxvfu-t68paIzlTAuk9PSx5HBBMBgifYV7jEm9/s807/IMG_20210118_162046_944%257E3.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="620" data-original-width="807" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiUlRo3am4aJCyWx2FuI72TgNpozF4RvtCgTfSZvmMp-osg61NhGWQcPD7HCNMic3D4XW2gd0ZvmL2RVVpgNMUExatHi923xGp-1j4stdxvfu-t68paIzlTAuk9PSx5HBBMBgifYV7jEm9/s320/IMG_20210118_162046_944%257E3.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Escoba de bruja por <i>Taphrina</i> <i>kruchi</i>
en encina de Bustarviejo, 18/1/21. <span>Nótese la caída prematura de las hojas, que no llegaron a alcanzar un tamaño normal</span>.</span></td></tr></tbody></table><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"> <br /></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: small;">Redondeando la secuencia fitoplasmas y hongos, cabe mencionar que también los hongos pueden ser afectados por fitoplasmas, como se ha encontrado en el género <i>Ramaria</i>, en la Sierra de Guadarrama, donde también modifica la forma de ramificación (<span style="font-size: x-small;">MARTIN, M.P., P.P. DANIELS, E. TORRES & M.T. TELLERIA (2003). Detection and identification of phytoplasma DNA in symptomatic mushrooms of the genus <i>Ramaria</i> (O. Gomphales). <a href="https://digital.csic.es/bitstream/10261/2475/1/Detection.pdf">Anales Jard. Bot. Madrid 60( 1): 11 -18</a></span>).</span></p><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><span style="font-size: small;"><br /></span></p><div style="text-align: justify;"><span style="font-size: small;">A raíz del artículo, me han indicado otros trabajos sobre fitoplasmas en España, que hablan de un papel más problemático de los fitoplasmas del pino, como causante del decaimiento de las masas:</span></div><span style="font-size: small;">
</span><div style="text-align: justify;"><span style="font-size: small;"><br />- Luna Morcillo, Diego Gallego, Eudaldo González and Alberto Vilagrosa 2019. Forest decline triggered by phloem parasitism-related biotic factors in Aleppo Pine(Pinus halepensis). <a href="https://www.mdpi.com/1999-4907/10/8/608/pdf">Forests 10, 608; doi:10.3390/f10080608</a> [estudiado en la zona de Morata del Tajuña (Madrid)].</span></div><span style="font-size: small;">
</span><div style="text-align: justify;"><span style="font-size: small;">- Jesus Trujillo-Toro & Rafael M. Navarro-Cerrillo 2019. Analysis of site-dependent <i>Pinus halepensis</i> Mill. defoliation caused by ‘Candidatus Phytoplasma pini’ through Shape Selection in Landsat Time Series. <a data-saferedirecturl="https://www.google.com/url?q=https://www.mdpi.com/2072-4292/11/16/1868/pdf&source=gmail&ust=1612866436079000&usg=AFQjCNHMe6PygznBRiSH_R3gx7JrWQ3Wpw" href="https://www.mdpi.com/2072-4292/11/16/1868/pdf" target="_blank">Remote Sensing 11, 1868; doi:10.3390rs11161868</a></span></div><div class="yj6qo ajU"><div aria-expanded="false" aria-label="Mostrar contenido reducido" class="ajR" data-tooltip="Mostrar contenido reducido" id=":2km" role="button" tabindex="0"><span style="font-size: small;"><img class="ajT" src="https://ssl.gstatic.com/ui/v1/icons/mail/images/cleardot.gif" /></span></div></div><span style="font-size: small;">
</span><p style="line-height: 100%; margin-bottom: 0cm; text-align: center;"><b><span style="font-size: small;">Anexo: Plantas en las que se han visto fasciaciones en España</span><br /></b></p><p style="line-height: 100%; margin-bottom: 0cm;">
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<col width="259"></col>
</colgroup><tbody><tr>
<td height="21" style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: solid none solid solid; border-top: 1px solid #000000; border-width: 1px medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0.05cm; padding: 0.05cm 0cm 0.05cm 0.05cm;" width="137"><p align="center">
<b>Familia</b></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) currentcolor; border-left: none; border-right: none; border-style: solid none; border-top: 1px solid #000000; border-width: 1px medium; padding: 0.05cm 0cm;" width="232"><p align="center">
<b>Genero o especie fasciada</b></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: rgb(0, 0, 0) rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: solid solid solid none; border-top: 1px solid #000000; border-width: 1px 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0.05cm; padding: 0.05cm 0.05cm 0.05cm 0cm;" width="259"><p align="center">
<b>Provincia: municipio(s)</b></p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Berberidáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Agracejo rojo (<i>Berberis × ottawensis</i>) cultivado</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Valdemanco (Baonza <a href="https://www.blogger.com/#">2021</a>)</p>
</td>
</tr>
<tr>
<td height="100" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Boragináceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Taginaste o viboreras (<i>Echium</i> spp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Ávila (García 2018)</p>
<p align="justify">Canarias<br />
Granada: (Diez 1908)</p>
<p align="justify">Lérida <br />
Madrid: <a href="https://www.blogger.com/#">Moralzarzal</a>,
Bustarviejo<a href="https://www.blogger.com/#"> 1</a>, <a href="https://www.blogger.com/#">2</a>;
Navalafuente (Baonza 2021), Galapagar (V. Andrés 2018), San
Fernando de Henares (Baonza 2021).</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Casuarináceas
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
(<i>Casuarina</i> sp., cultivado)
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Las Palmas de Gran Canaria: (Baonza 2021)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Celastráceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Bonetero (<i>Euonymus [europaeus</i>])</p>
<p align="justify">Bonetero japonés (<i>E. japonicus</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Granada: (Diez 1908)</p>
<p align="justify">Madrid: Bustarviejo (Baonza 2023)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Compuestas (o Asteráceas)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Margaritas (Compuestas spp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Manzanilla loca (<i>Anacyclus</i> sp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Andriala (<i>Andryala integrifolia</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Valdemanco (Baonza <a href="https://www.blogger.com/#">2020</a>)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Cardo carpetano (<i>Carduus carpetanus</i>)
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Colmenar Viejo (Baonza 2021)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Ajonjera <i>(Chondrilla juncea</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Ciudad Real; <br />
Madrid: Bustarviejo (Baonza 2021), Valdemanco
(Baonza 2020 v.v.)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Achicoria silvestre (<i>Cichorium intybus</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona;
</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Giralda (<i>Coleostephus myconis</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Cáceres: <a href="https://www.blogger.com/#">1</a></p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Compuesta (probable <i>Crepis</i> sp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Huesca</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Altabaca (<i>Dittrichia viscosa</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona; <br />
Madrid: Piñuecar (Baonza <a href="https://www.blogger.com/#">2021</a>)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Cardo (<i>Galactites tomentosa</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Tomillo perruno (<i>Santolina rosmarinifolia</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Bustarviejo, Valdemanco (Baonza 2021; <a href="https://www.blogger.com/#">2021</a>)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Cardillo (<i>Scolymus hispanicus</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
No indicada</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Diente de león (<i>Taraxacum</i> sp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Crasuláceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Uña de gato (<i>Sedum sediforme</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona, Tarragona</p>
<p align="justify">Madrid: Torrelaguna (Baonza 2022)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Sedum arbustivo (<i>Sedum praealtum</i>, cultivado)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Tarragona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="left">
Ombligo de Venus (<i>Umbilicus rupestris</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="left">
Madrid: Valdemanco (Baonza 2020 <a href="https://www.blogger.com/#">a</a>
y <a href="https://www.blogger.com/#">b</a>)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Crucíferas
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="left">
Jaramago (<i>Diplotaxis erucoides</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="left">
Piques grandes (<i>Myagrum perfoliatum</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Cuenca: Campos del Paraiso (Baonza 2021)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Escrofulariáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Gordolobo (<i>Verbascum pulverulentum</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Cáceres (<a href="https://www.blogger.com/#">1</a>, <a href="https://www.blogger.com/#">2</a>)</p>
<p align="justify">Madrid: Guadalix de la Sierra (Baonza 2021;
Baonza <a href="https://www.blogger.com/#">2020</a>)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Linaria blanca (<i>Linaria nivea</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Lozoya: Baonza 2020</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Euforbiáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Lechetrezna macho (<i>Euphorbia characias</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Baleares</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Fagáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Coscoja (<i>Quercus coccifera)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Fitolacáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Ombú (<i>Phytolacca dioica,</i> cultivada)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Tarragona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Leguminosas o fabáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Escobón morisco (<i>Cytisus striatus</i>)
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: (Baonza 2022, aquí)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Retama blanca (<i>Genista florida</i>)
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Retama de bolas (<i>Retama sphaerocarpa</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Granada: (Diez 1908)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Retama de olor (<i>Spartium junceum</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona y Tarragona</p>
</td>
</tr>
<tr>
<td height="66" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Liliáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Gamón (<i>Asphodelus aestivus</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
<br />
Madrid: Villavieja (Baonza 2022, arriba)</p>
</td>
</tr>
<tr>
<td height="66" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><br /></td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Gamoncillo (<i>Asphodelus fistulosus</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Tarragona<br />
Valencia: Valencia (J.M. Azkárraga, com. per.
2021)<br />
Zaragoza: Torrecilla de Valmadrid (J. Puente, com.
per.)
</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Azucena (<i>Lilium candidum</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Granada: (Diez 1908)</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Malváceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Malva (<i>Malva neglecta</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: San Fernando de Henares (Baonza 2021).</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Meliáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Melia (<i>Melia azedarach</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Madrid (E. Martín, com. pr. 2021).</p>
</td>
</tr>
<tr>
<td height="44" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Oleáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Fresno de hoja estrecha (<i>Fraxinus angustifolius</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Gargantilla de Buitrago (Baonza 2021), Guadalix de la
Sierra (Baonza <a href="https://www.blogger.com/#">2021</a>);
Valdemanco (Baonza <a href="https://www.blogger.com/#">2021</a>).
Segovia: Martincano y Gallegos (Blanco 1998).</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Fresno mayor (<i>Fraxinus excelsior</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
León: Posada de Valdeón (M.A. Bermejo, com.per.)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Aligustre (<i>Ligustrum ovalifolium</i>, cultivado)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Bustarviejo (Baonza <a href="https://www.blogger.com/#">2021</a>)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Onagráceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Gaura (<i>Gaura lindheimeri,</i> cultivada)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Tarragona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Orobancáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Jopo de la hiedra (<i>Orobanche hederae</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Plantagináceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Llantén (<i>Plantago lanceolata, P. coronopus</i>****)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Quenopodiáceas
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Acelga (<i>Beta vulgaris</i> var. <i>cicla</i>, cultivada)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Ranunculáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Botón de oro (<i>Ranunculus bulbosus</i> subsp. <i>aleae</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Prádena del Rincón (Baonza 2021)</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Resedáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Reseda (<i>Reseda</i> sp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Tarragona</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Rosáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Almendro (<i>Prunus dulcis</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Cerezo japonés <i>(Prunus serrulata</i>, cultivado)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Álava: Vitoria (com. per.2021) </p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Peral <i>(Pyrus communis)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona (Pan 1942)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p>
<br />
</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Mora (<i>Rubus ulmifoliu</i>s, en frutos)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Rubiáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Galio (<i>Galium</i> sp.)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Rutáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Limonero <i>(Citrus × limon)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Granada: (Diez 1908)</p>
</td>
</tr>
<tr>
<td height="24" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Santaláceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Retama loca (<i>Osyris alba)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona</p>
<p align="justify">Madrid: Torrelaguna (Baonza 2023)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Saxifragáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Celinda (<i>Philadelphus coronarius)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Granada: (Diez 1908)</p>
</td>
</tr>
<tr>
<td height="44" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Simaroubáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Ailanto (<i>Ailanthus altissima)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: Bustarviejo (Baonza 2021, <a href="https://www.blogger.com/#">2020</a>),
Collado Mediano (2021 v.v.)</p>
</td>
</tr>
<tr>
<td height="44" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Solanáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Cambrón (<i>Lycium</i> <i>intricatum)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Las Palmas de Gran Canaria: Fuerteventura (C. Schuster, com. per.
2021)</p>
</td>
</tr>
<tr>
<td height="22" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Umbelíferas o apiáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
(<i>Thapsia villosa</i>)</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Madrid: La Cabrera (Baonza <a href="https://www.blogger.com/#">2021</a>)</p>
</td>
</tr>
<tr>
<td height="43" style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0) rgb(0, 0, 0); border-left: 1px solid #000000; border-right: none; border-style: none none solid solid; border-top: none; border-width: medium medium 1px 1px; padding-bottom: 0.05cm; padding-left: 0.05cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm 0.05cm;" width="137"><p align="justify">
Urticáceas</p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor currentcolor rgb(0, 0, 0); border-left: none; border-right: none; border-style: none none solid; border-top: none; border-width: medium medium 1px; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; padding: 0cm 0cm 0.05cm;" width="232"><p align="justify">
Parietaria (<i>Parietaria judaica)</i></p>
</td>
<td style="border-bottom: 1px solid #000000; border-color: currentcolor rgb(0, 0, 0) rgb(0, 0, 0) currentcolor; border-left: none; border-right: 1px solid #000000; border-style: none solid solid none; border-top: none; border-width: medium 1px 1px medium; padding-bottom: 0.05cm; padding-left: 0cm; padding-right: 0.05cm; padding-top: 0cm; padding: 0cm 0.05cm 0.05cm 0cm;" width="259"><p align="justify">
Barcelona (citada como <i>P. officinalis)</i>; <br />
Madrid:
Valdemanco (Baonza <a href="https://www.blogger.com/#">2021</a>)</p>
</td>
</tr>
</tbody></table>
<p style="line-height: 100%; margin-bottom: 0cm;"><style type="text/css">td p { orphans: 0; widows: 0; background: transparent }p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }a:link { color: #000080; text-decoration: underline }</style></p>Fasciaciones fotografiados en los portales de internet biodiversidadvirtual.org, flickr.com; el blog <a href="http://perfumesylucesdeextremadura.blogspot.com">http://perfumesylucesdeextremadura.blogspot.com</a> (consultados a 31 agosto de 2020) y algunas publicaciones. En flickr.com se pueden observar además casos del resto del mundo. Hay que señalar que gran parte de las citas son de un único usuario de flickr.com (n.º 11299883), lo que explica el sesgo geográfico. <br /><br />*D. García López 2018. Una viborera de otro planeta. Quercus 391:48. <br /><br />** J.L. Diez 1908. Comunicación. Bol. Real Soc. Española Historia Natural 8: 66. <br /><br />***I. del Pan 1942. Casos de monstruosidad y anomalía observados en algunas especies de animales y plantas. Bol. Real Soc. Española Historia Natural 40: 319-328. <br /><br />****Algunos ejemplares de llantén más que fasciados aparecen con las inflorescencias bifurcadas o más divididas. <br /><p align="justify" style="margin-bottom: 0cm;"><span style="font-size: x-small;"><br /></span></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com4tag:blogger.com,1999:blog-6672446374884203692.post-53868393290391813812020-09-17T12:03:00.007+02:002021-08-11T18:53:03.947+02:00Flora vascular de la Sierra del Rincón<p style="text-align: justify;">Acabado y registrado en 2019, pongo a libre disposición el texto de la publicación sobre la flora vascular de la Sierra del Rincón, editado por la Comunidad de Madrid y maquetado por Pablo Matamala, gracias al equipo que dirige la Reserva de la Biosfera:</p><p style="text-align: justify;">Jorge Baonza Díaz. 2019. <a href="https://drive.google.com/file/d/1_ejqAD11OL6W7G5WbzWWIDtqBc6oVx8j/view?usp=sharing" target="_blank">Flora Vascular de la Sierra del Rincón</a>. Serie Técnica de la Reserva de la Biosfera de la Sierra del Rincón Nº 1. Consejería de Medio Ambiente, Ordenación del Territorio y Sostenibilidad. Comunidad de Madrid. 204 pp.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPMyWWCAO8eVJaZmNOvsrstWhT1OaqD_uePfhlSb7skpe3q84yuIyZAnRSuak7O4HjqBQVSof7IVYdSWck9NC94V421wbOK7_amtrPT5rVHCuJBR83eNrjC4_R7ThT0YoFV7jP1qv6y158/s658/Captura+de+pantalla+de+2020-09-17+11-26-09.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="658" data-original-width="484" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPMyWWCAO8eVJaZmNOvsrstWhT1OaqD_uePfhlSb7skpe3q84yuIyZAnRSuak7O4HjqBQVSof7IVYdSWck9NC94V421wbOK7_amtrPT5rVHCuJBR83eNrjC4_R7ThT0YoFV7jP1qv6y158/s320/Captura+de+pantalla+de+2020-09-17+11-26-09.png" /></a></div><br /><p style="text-align: justify;">En papel no hay de momento ejemplares y no puedo confirmar que los vaya a haber. Un esfuerzo de divulgar los trabajos realizados sobre la reserva aunque todavía quedan cosas pendientes (principalmente la distribución de las observaciones) y donde mejoraría contar con más ilustraciones de las especies encontradas, para acercarlo a lo que se entiende por una guía. A pesar de ello ya son 204 páginas. Esto habla de la dificultad, no bien resuelta, de divulgar la enorme diversidad existente.</p><p>El contenido es el siguiente:</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBBKmt8OXcWHb-sPIbIqLoRUOb6_RQLLu8C5ZbF4fggEnV35l6Nt5CNoo6peQOfTfpZDChxQXQicyZ7dIMoTqvSM6lHXXKzFXBzZGQWeIIUENA4BLxwrFUUF8AL2Vzx1c1QRCFsYy0Mt0r/s672/Captura+de+pantalla+de+2020-09-17+11-39-14.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="672" data-original-width="481" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBBKmt8OXcWHb-sPIbIqLoRUOb6_RQLLu8C5ZbF4fggEnV35l6Nt5CNoo6peQOfTfpZDChxQXQicyZ7dIMoTqvSM6lHXXKzFXBzZGQWeIIUENA4BLxwrFUUF8AL2Vzx1c1QRCFsYy0Mt0r/s320/Captura+de+pantalla+de+2020-09-17+11-39-14.png" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZUrhj6mEUyKKjoO7Np-KL2Ki6pBo8byCiUWKahXj0K1Mk7fD9wfM6kQWqTkGGZKvFPQIZb07oPWHb60xZ-M0YYIInGrNT0oAe2HSfVGBIvQGtaX-ss0mkaFs5ShkjPh8BHXL6ioUIQoXs/s656/Captura+de+pantalla+de+2020-09-17+11-39-20.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="475" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZUrhj6mEUyKKjoO7Np-KL2Ki6pBo8byCiUWKahXj0K1Mk7fD9wfM6kQWqTkGGZKvFPQIZb07oPWHb60xZ-M0YYIInGrNT0oAe2HSfVGBIvQGtaX-ss0mkaFs5ShkjPh8BHXL6ioUIQoXs/s320/Captura+de+pantalla+de+2020-09-17+11-39-20.png" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuEwJsdCvXQEv3oVKm3G-sKApZOuFa3Xe_kkv7a3fALdZZFw78fU7-GJ-SPznp7Huwr6mlDhYgPj57xk9B8L6OY6Iq3uJFE4phHoJb8UyB8q_qt_nNzd4Q85UmUeqvuCoFOtAHfPKH3MEY/s670/Captura+de+pantalla+de+2020-09-17+11-39-34.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="670" data-original-width="478" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuEwJsdCvXQEv3oVKm3G-sKApZOuFa3Xe_kkv7a3fALdZZFw78fU7-GJ-SPznp7Huwr6mlDhYgPj57xk9B8L6OY6Iq3uJFE4phHoJb8UyB8q_qt_nNzd4Q85UmUeqvuCoFOtAHfPKH3MEY/s320/Captura+de+pantalla+de+2020-09-17+11-39-34.png" /></a></div><p></p><p style="text-align: justify;">Desde su recientísima edición, ya hay que añadir nuevas especies como <i>Lathyrus latifolius</i>, <i>Equisetum x moorei</i>, <a href="https://florasierraguadarrama.blogspot.com/2021/06/anthemis-alpestris-una-planta-que-pasa.html"><i>Anthemis alpestris</i></a>, confirmar la presencia de <i>Ranunculus nigrescens</i>, ... Seguramente habrá que añadir las especies encontradas en Madarcos, municipio que se espera se incorpore a la reserva próximamente. Ya cuenta con estudio de su flora vascular, de 2019.<br /> </p><p style="text-align: justify;"></p><p><br /></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com5tag:blogger.com,1999:blog-6672446374884203692.post-66896889254968923172020-08-28T10:20:00.010+02:002020-08-28T11:04:53.871+02:00Ayer falleció Salvador Rivas Martínez<p style="text-align: justify;">Ayer falleció a los 85 años de edad uno de los botánicos más importantes de España, Salvador Rivas Martínez. Estuvo particularmente vinculado a la Sierra de Guadarrama, sobre la que versó su tesis doctoral* y a la que siguió volviendo innumerables veces. De hecho, una de sus últimas publicaciones se refiere a su sectorización biogeográfica (Rivas-Martínez <i>et al.</i> 2017. Sierra de Guadarrama National Park: Biogeographic and bioclimatic maps. 26Th Congress of the European Vegetation Survey (EVS)), aunque solo dispongamos de un resumen de la misma. Valga las reseñas recogidas en la bibliografía** para ver las aportaciones a la flora y vegetación de este territorio en particular. El alcance de sus trabajos se extiende casi al mundo entero en este autor hiperprolífico en el campo de la <a href="http://www.editaefa.com/aefa/index.htm">fitosociología</a> (máxima figura española de esta escuela de la ecología vegetal), biogeografía y <a href="http://www.globalbioclimatics.org/">bioclimatología</a> fundamentalmente (una relación incompleta de sus trabajos en <a href="https://dialnet.unirioja.es/servlet/autor?codigo=276354">dialnet.es</a>). </p><p style="text-align: justify;">Por no caer en el panegírico, y sin ser yo capaz de valorar su ingente obra, también es autor de algunas controversias. Algunas ya superadas (como su minusvaloración del papel de los pinares en la vegetación ibérica), y con algunas propuestas en taxonomía o biogeografía no siempre bien justificadas, aunque siempre a tener en cuenta en autor con tan vastos conocimientos. Su obra y su escuela (importante formador de numeros@s botánic@s) le mantendrán vivo mucho tiempo.<br /></p><p></p><p><br /></p><p>* S. Rivas Martínez 1961. Estudio de la vegetación del tramo orófito de la Sierra de Guadarrama y Gredos. Universidad de Madrid [actual UCM]. Facultad de Farmacia. Con versión publicada en los Anales del Instituto Botánico A.J. Cabanilles (Anales del jardín Botánico de Madrid) en 1964 (ver pestaña de Bibliografía).</p><p>** Una reciente actualización de Blogger me ha borrado parte de la bibliografía, incluyendo las referencias de Salvador Rivas Martínez. Espero poder recuperarlo proximamente).<br /></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com1tag:blogger.com,1999:blog-6672446374884203692.post-78995677340463544522020-08-07T13:10:00.002+02:002020-08-21T18:54:41.313+02:00Se confirma la persistencia de Luroniun natans en la Sierra de Guadarrama<p> Se trata de la única población conocida en el Sistema Central: <a href="https://elguadarramista.com/2020/07/16/hallan-cerca-de-madrid-una-planta-en-peligro-de-extincion/">El Guadarramista</a><br /></p>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-39451143793763613922020-05-13T14:13:00.003+02:002021-02-05T10:30:13.604+01:00Fasciaciones<div style="text-align: justify;">
<span style="font-size: x-small;">[Actualizado 15/06/2020] </span><br />
El 18 de mayo se celebra el día internacional de la fascinación por las plantas, aunque parece ser cada dos años y éste no toca. De todas formas la fecha me sirve de escusa para hablar de fascinantes fasciaciones en las plantas. Estas son deformaciones del crecimiento de los tallos, que crecen como aplastados (del latín <i>fascia</i>, venda o faja) dando formas monstruosas o teratológicas. Son conocidas de antiguo (ya descritas por Limneo en el siglo XVIII*) y aparecen e multitud de especies, herbáceas o leñosas. En nuestros campos son relativamente frecuentes en las vivoreras o "chupabeles" del género <i>Echium</i> y me da la impresión que aparecen más en primaveras lluviosas. Normalmente afectan a plantas aisladas pero a veces se ven varias plantas cercanas afectadas. Por ejemplo, en 2018 fueron muy abundantes y además de algunos ejemplos abajo señalados los había frecuentes en descampados del norte de Madrid, prados de Colmenar Viejo, Bustarviejo o La Cabrera... </div>
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<span style="font-size: x-small;"><i>Echium plantagineum</i> Bustarviejo 14/6/2013<br />
Otros ejemplos del entorno de <a href="http://www.conocermoralzarzal.es/rarezas.htm#top">Moralzarzal</a> y <a href="https://alfagemeloeches.wordpress.com/2018/08/04/la-flora-de-la-sierra-de-la-cabrera-4-viboreras-crestadas/">La Cabrera</a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8kqsS6KomYN_ds9XOqQn-2JWpDD2ZvqoE3poEwONL17cjM7S1RjTZXja7lnZFuwZplhVv_NX7jzlzSgByq8scq_2ZV9tiIX95SF_HTh7Zzxx8xuMp0tW2iPsyjmC-WCswXX5xm-jrAPI/s1600/Ev.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8kqsS6KomYN_ds9XOqQn-2JWpDD2ZvqoE3poEwONL17cjM7S1RjTZXja7lnZFuwZplhVv_NX7jzlzSgByq8scq_2ZV9tiIX95SF_HTh7Zzxx8xuMp0tW2iPsyjmC-WCswXX5xm-jrAPI/s320/Ev.jpg" width="180" /></a></div>
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<span style="font-size: x-small;"><i>Echium vulgare</i> Navalafuente 24/5/2018</span></div>
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Lo tengo observado en diversas familias además de las Boragináceas (<i>Echium</i>) como Crucíferas (<i>Myagrum perfoliatum</i> en Campos del Paraíso de Cuenca**), Compuestas (<i>Carduus carpetanus, Andryala integrifolia, Santolina rosmarinifolia, Chondrilla juncea, </i>este último ejemplo es algo desviante, ver fotos abajo), Crasuláceas (<i>Umbilicus rupestris</i>), Escrofulariáceas (<i>Linaria nivea</i>, <i>Verbasccum pulveruletum</i> -observaciones no propias-), Ranunculáceas (<i>Ranunculus bulbosus</i> subsp. <i>aleae</i>), Oleáceas (<i>Fraxinus angustifolius</i>), Simaroubaceae (<i>Ailanthus altissima</i>), Casuarináceas (<i>Casuarina</i> sp. en ejemplar cultivado en Gran Canaria)... Dejo una foto de <i>Lapsana communis </i>aparentemente fasciada pero que resulta ser la agalla de una avispilla, como ejemplo del cuidado que hay que tener con la atribución de causas. </div>
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<span style="font-size: x-small;"><i>Andryala integrifolia </i>Valdemanco, 1/5/2020</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRXo_0geBcSdtFcfYxUV53XfAjw1u_bvTy2HPezCIahSC-QlLYMji5KwKBis0yw3fFGop1tQwJ29YXJvrOjPsp5iwOmbLah_R_C4z6-vKOm2J2yiKPW7I4OP7mAoA_Y_rLcDlDvJ3_rRU/s1600/Cardo2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="290" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRXo_0geBcSdtFcfYxUV53XfAjw1u_bvTy2HPezCIahSC-QlLYMji5KwKBis0yw3fFGop1tQwJ29YXJvrOjPsp5iwOmbLah_R_C4z6-vKOm2J2yiKPW7I4OP7mAoA_Y_rLcDlDvJ3_rRU/s320/Cardo2.jpg" width="206" /></a></div>
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<span style="font-size: x-small;"><i>Carduus carpetanus </i>Colmenar Viejo 18/5/2018</span></div>
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<span style="font-size: x-small;"><i>Lapsana communis </i>Alameda del Valle 10/07/2018.</span></div><div align="center"><span style="font-size: x-small;">Aunque parece fasciado, realmente es una agalla provocada por <i>Phanacis lampsanae</i> (Hymenoptera, <i>Cynipidae</i>).<br /></span></div>
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<span style="font-size: x-small;"><i>Chondrilla juncea</i> Bustarviejo 12/08/2012. Fasciación asociada a agallas producidas por un ácaro de la familia <i>Eriophyidae</i> (<i>Aceria chondrillae</i>).</span>
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<span style="font-size: x-small;"><i>Umbilicus rupestris</i>, Valdemanco 22/5/2020</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQphJTy39nHKmzTahG-hMSUx8ptojbq8gla8CHOfUsRBcW2zBHXBuVyDq837bghun5jxOVYa4dua6YgEpCR7FH3CZUZv8yedJvG3sfyrfZqXC9VpJcf3vmd6Nvfe5ImxssvzB4WEAz0O8M/s1600/100_1984.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQphJTy39nHKmzTahG-hMSUx8ptojbq8gla8CHOfUsRBcW2zBHXBuVyDq837bghun5jxOVYa4dua6YgEpCR7FH3CZUZv8yedJvG3sfyrfZqXC9VpJcf3vmd6Nvfe5ImxssvzB4WEAz0O8M/s320/100_1984.jpg" width="240" /></a></div>
<span style="font-size: x-small;"><i>Ranunculus bulbosus</i> subsp. <i>aleae </i>Prádena del Rincón 13/05/2016</span></td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhciq-z7J88kCipkFnvzOiW3VGbQauFDgcNF-CL_JONkbSxo9XXIEKMa9FF8Bjs8I75Bv37QDBnberwQuqo9UFV3EP1oC0OTySwoDEY6uOFARa0mEHq3EjiPS30MX_rV24z5X3ZwwZpO6xr/s1600/037.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1094" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhciq-z7J88kCipkFnvzOiW3VGbQauFDgcNF-CL_JONkbSxo9XXIEKMa9FF8Bjs8I75Bv37QDBnberwQuqo9UFV3EP1oC0OTySwoDEY6uOFARa0mEHq3EjiPS30MX_rV24z5X3ZwwZpO6xr/s320/037.jpg" width="218" /></a></div>
<span style="font-size: x-small;"><i>Linaria nivea </i>Lozoya 23/06/2014</span><i>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP_0iQt_0FdPOsUoEtb3js8T-hg03YZk4KWRbQxXv0IznOGBKStt6z6HYeCCLpf6MIitRxvaWIm_5r0stXLFow3MRaRav_yTd9f0-iaAIg6u-EDMp6191NcOfet7oqLzPpRVwpEq5GBDgM/s1600/WhatsApp+Image+2020-06-15+at+11.56.13.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="999" data-original-width="719" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP_0iQt_0FdPOsUoEtb3js8T-hg03YZk4KWRbQxXv0IznOGBKStt6z6HYeCCLpf6MIitRxvaWIm_5r0stXLFow3MRaRav_yTd9f0-iaAIg6u-EDMp6191NcOfet7oqLzPpRVwpEq5GBDgM/s320/WhatsApp+Image+2020-06-15+at+11.56.13.jpeg" width="230" /></a></div>
<span style="font-size: x-small;"><i>Verbascum pulverulentum</i>, Guadalix de la Sierra 14/06/2020, Foto<a href="https://alfagemeloeches.wordpress.com/"> Ángel Alfageme</a></span><span style="font-size: x-small;">. Otros ejemplos de Extremadura en comentarios).<a href="https://www.facebook.com/angel.alfagemeloeches"><br /></a></span></td></tr>
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En varios pueblos de Segovia se conocen por "varas de San Blas" las que aparecen en fresnos, a las que se atribuye propiedades mágico-religiosas, según nos cuenta Emilio Blanco (1998). Un caso similar (por las implicaciones mágico-religiosas), aunque muy espectacular (mirar la foto del artículo) se describe sobre ágaves en México (<a href="http://abm.ojs.inecol.mx/index.php/abm/article/viewFile/621/787" target="_blank">Madrigal & Díaz 1991</a>).<br />
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Las primeras noticias en España parecen ser las realizadas sobre <i>Quercus coccifera</i> en Aragón (<a href="https://bibdigital.rjb.csic.es/viewer/10436/?offset=#page=203&viewer=picture&o=bookmark&n=0&q=">Pardo 1902</a>), <i>Echium vulgare,
Lilium candidum, Euonymus [europaeus], Retama sphaerocarpa, Philadelphus
coronarius</i> y <i>Citrus limomum</i> en Granada (<a href="http://www.rsehn.es/cont/publis/boletines/328.pdf">Diez 1908</a>) y las descripciones en <i>Salvia verbenaca</i> en Baeza (<a href="https://bibdigital.rjb.csic.es/viewer/10554/?offset=#page=289&viewer=picture&o=search&n=0&q=dant%C3%ADn">Dantín 1910</a> y <a href="https://bibdigital.rjb.csic.es/viewer/10555/?offset=#page=200&viewer=picture&o=search&n=0&q=dantin">1911</a>) y en <i>Cytisus arboreus</i> subsp. <i>catalaunicus </i>en Valvidrera, Barcelona (<a href="https://bibdigital.rjb.csic.es/viewer/10807/?offset=#page=99&viewer=picture&o=bookmark&n=0&q=" target="_blank">Pujiula 1931</a>), siendo realmente difícil encontrar casos más recientes en publicaciones científicas.</div><div style="text-align: justify;">
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Hay algunas formas de plantas ornamentales donde se aprecian estas deformaciones crestadas como en cactus, euforbias suculentas o la llamada cresta de gallo (<i>Celosia argentea </i>fma. <i>cristata</i>). </div><div style="text-align: justify;">
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En algunos casos se ha señalado que síntomas parecidos son causados por la bacteria (Mycobacteria) <i>Rhodococcus fascians</i>, aunque ésta parece provocar principalmente "agallas foliosas" o formas parecidas a las escobas de brujas (<a href="https://www.annualreviews.org/doi/full/10.1146/annurev.phyto.39.1.27">Putnam and Miller 2007</a>), a veces también denominadas incorrectamente fasciaciones. Más recientemente parecen apuntarse otros microorganismos como los fitoplasmas (<a href="https://www.tandfonline.com/doi/abs/10.1080/11263504.2017.1330779?journalCode=tplb20">Spallino<i> et al.</i> 2017</a>).<br />
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<span style="font-size: x-small;"><i>Fraxinus angustifolius</i> Valdemanco 3/12/2017</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqKtrFpmSaddJQKWdhd_vux6mUqvklBbP2FhlZFA5YmQnHWZaayba52PeGuCnJnnDxzIOecsMDsXBwAu2A9M8HTrfwEnHmUaFerZ5ITbs4Yy7t4z5ERv9LiMdHa1xR7GoIZUDZxx2ltn4/s1600/005.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="972" data-original-width="794" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqKtrFpmSaddJQKWdhd_vux6mUqvklBbP2FhlZFA5YmQnHWZaayba52PeGuCnJnnDxzIOecsMDsXBwAu2A9M8HTrfwEnHmUaFerZ5ITbs4Yy7t4z5ERv9LiMdHa1xR7GoIZUDZxx2ltn4/s320/005.jpg" width="261" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Ailanthus altissima</i> Bustarviejo 24/2/2014</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Escoba de brujas en <i>Pinus pinaster.</i> Lozoyuela 3/03/2018. Crecimiento anómalo con proliferación de ramas cortas denominado a veces, impropiamente, fasciación. Estas escobas de brujas de los pinos también son producidas por fitoplasmas.<br /></td></tr>
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¿Conoces más casos, particularmente de la Sierra de Guadarrama? <br />
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<span style="font-size: x-small;">* Ver <i>Dicionario de Botánica</i> de Pio Font Quer 1953 o ediciones posteriores.</span><br />
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<span style="font-size: x-small;">** Con pliego depositado en el herbario del Real Jardín Botánico de Madrid (MA): </span><span style="font-size: x-small;">Baonza, Ferrero & Medina 27-06-2004 MA-737770.</span></div>
Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com6tag:blogger.com,1999:blog-6672446374884203692.post-56531414998681279312020-03-11T20:40:00.001+01:002020-05-08T17:47:22.086+02:00Trabajos de 2019Dentro de los trabajos florísticos publicados en 2019 cabe destacar dos autores: Rubén Bernal y Miguel del Corro.<br />
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El primero, incansable prospector de la sierra entera, particularmente de la comarca de Manzanares, ha sacado un listado de citas de interés donde se pueden destacar <i>Corydalis intermedia, Epipactis fageticola, Lathyrus clymenum, Lathyrus filiformis, Nymphaea alba, Orchis laxiflora, Potentilla pyrenaica, Ribes alpinum, Ribes petraeum, Stachys bizantina, Streptopus amplexifolius</i> entre otras (Bernal 2019).<br />
<br />
Miguel del Corro, centrado en la Sierra de Hoyo, ha sacado dos publicaciones, la detección del hidrófito invasor <i>Limnobium laevigatum</i> novedad para la Península (del Corro <i>et al</i>. 2019) y un listado de citas de interés entre las que se pueden destacar<i> Erodium brachycarpum, Iberis ciliata subsp. contracta, Iris lutescens, Isoetes durieui, Lathyrus clymenum, Orchis laxiflora, Ranunculus sceleratus, Scutellaria galericulata</i> o <i>Umbilicus heylandianus</i> (del Corro 2019). Puedo señalar que de la última especie, la cita que realicé en 2001 de un individuo aislado en Bustarviejo, ha muerto hace ya unos años y no he encontrado más individuos por la zona.<br />
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Un trabajo también ingente, centrado en la provincia de Segovia y su orquidoflora, es el realizado por Teófilo Martín-Gil y Jaime Gila-Marazuela (2019). Aportan algunas citas de interés para la Sierra de Guadarrama como <i>Coeloglossum viride</i> y <i>Orchis x gennarii.</i><br />
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Cabe mencionar también la aparición en 2019 de la addenda 2017 al libro Rojo de la flora vascular española (Moreno<i> et al</i>. 2019) que ha tratado algunas especies presentes en la Sierra de Guadarrama (con la categoría de amenaza): <a href="https://www.miteco.gob.es/es/biodiversidad/temas/inventarios-nacionales/apiumrepens_tcm30-505847.pdf"><i>Apium repens</i></a> (DD), <a href="https://www.miteco.gob.es/es/biodiversidad/temas/inventarios-nacionales/erodiumpaularense_tcm30-505870.pdf"><i>Erodium paularense</i></a> (EN), <a href="https://www.miteco.gob.es/es/biodiversidad/temas/inventarios-nacionales/euphorbianevadensis_tcm30-505872.pdf"><i>Euphorbia nevadensis</i> subsp. <i>nevadensis</i></a> (NT), <a href="https://www.miteco.gob.es/es/biodiversidad/temas/inventarios-nacionales/gentianalutea_tcm30-505876.pdf"><i>Gentiana lutea</i></a> (LC), <a href="https://www.miteco.gob.es/es/biodiversidad/temas/inventarios-nacionales/luroniumnatans_tcm30-505883.pdf"><i>Luronium natans</i></a> (EN) y <a href="https://www.miteco.gob.es/es/biodiversidad/temas/inventarios-nacionales/spiranthesaestivalis_tcm30-505921.pdf"><i>Spiranthes aestivalis</i></a> (NT).<br />
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Por mi parte he podido realizar un catálogo de flora vascular del pequeño municipio de Madarcos, a pesar de lo cual he encontrado 664 especies entre las que destacan <i>Rubus vestitus, Hieracium aragonense, Galium debile, Trifolium bocconei, Cota triumfetti, Thapsia nitida, Geranium divaricatum, Buglossoides incrassata </i>o<i> Potentilla supina</i> (Baonza 2019, ined.).<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXYIAsbT6izSjEuwgbb16t_2xcudn1c1RFcw7gY9IQyLhwk3Wqi2i8w_yTYCp5F6b6YtOUOKrV6jwpppTu4NE_R5Yrkg0U4ylNVARGAVc3QFZw7gmbwV8VtF-RSCJiwA4SFWFlKu_CxKT6/s1600/Buginc-m.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1286" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXYIAsbT6izSjEuwgbb16t_2xcudn1c1RFcw7gY9IQyLhwk3Wqi2i8w_yTYCp5F6b6YtOUOKrV6jwpppTu4NE_R5Yrkg0U4ylNVARGAVc3QFZw7gmbwV8VtF-RSCJiwA4SFWFlKu_CxKT6/s320/Buginc-m.jpg" width="257" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Buglossoides incrassata </i>Madarcos, 30/04/2019<br />
<i></i></td></tr>
</tbody></table>
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Unas pruebas más de la necesidad de prospección constante, incluso la Sierra de Guadarrama o la Comunidad de Madrid, y de la necesidad de actualizar el obsoleto catálogo de flora protegida madrileño.<br />
<br />
Además de otros estudios sobre especies exóticas o ecológicos, es de destacar el trabajo sobre las aguas subterráneas de la Sierra de Guadarrama (Yélamos <i>et al.</i> 2019), por explicar un hábitat de gran interés como son los manantiales de la zona.Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com2tag:blogger.com,1999:blog-6672446374884203692.post-62262845129214356252020-02-03T22:20:00.000+01:002020-02-04T10:46:02.731+01:00Humedales de la Sierra Norte de Madrid<i><span style="font-size: small;">En este día de los humedales de 2020, me permito colocar un informe sobre los humedales de la Sierra Norte madrileña que presenté durante la fase de información pública para la elaboración del Plan Integral de Recuperación y Conservación de los Ríos y Humedales de la Comunidad de Madrid. Este plan ha deparado dos documentos: el<span style="font-family: serif; left: 141.8px; top: 612.8px; transform: scalex(0.818363);"> Plan de actuación sobre humedales catalogados</span><span style="font-family: serif; left: 141.8px; top: 639.2px; transform: scalex(0.816667);"> de la Comunidad de Madrid (enero <a href="https://www.comunidad.madrid/sites/default/files/doc/medio-ambiente/plan_humedales_baja_borrador_prot.pdf">2018</a>, borrador) y </span><span style="font-family: serif; left: 154.6px; top: 894.4px; transform: scalex(0.789178);">la Estrategia</span><span style="font-family: serif; left: 244.4px; top: 894.4px; transform: scalex(0.80468);"> de Recuperación y Conservación de los R</span><span style="font-family: serif; left: 614.8px; top: 894.4px; transform: scalex(0.82953);">íos</span><span style="font-family: serif; left: 154.6px; top: 920.8px; transform: scalex(0.814539);"> de la Comunidad de </span><span style="font-family: serif; left: 338.4px; top: 920.8px; transform: scalex(0.825871);">Madrid (febrero <a href="https://www.comunidad.madrid/sites/default/files/doc/medio-ambiente/sintesis_diagnostico_rios_prot.pdf">2018</a>). Además p</span>arece que se está estudiando la ampliación del catálogo. Es de notar que muchos de estos humedales, tanto los ya catalogados como los propuestos a catalogar por diversas entidades, son humedales artificiales, donde prima su interés (ornito)faunístico, ignorando los más interesantes humedales naturales (lagunas temporales mediterráneas, turberas). Muy significativo es que en la ficha sobre la Laguna de Valdemanco, en el primero de los documentos, se resuelva que su estado ecológico es "malo", pues al muestrearse cuando estaba seca los indicadores usados para determinar el estado ecológico no se aplican. Obviamente mala es la metodología (o su aplicación obtusa) usada para caracterizar un humedal estacional.</span></i><br />
<br />
<i><span style="font-size: small;">En fin aquí va el texto que les adjunté y veremos si se tiene en cuenta para ampliar el catálogo [se ha omitido la localización exacta de los humedales destacados] :</span></i><br />
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SOBRE LOS HUMEDALES DE LA SIERRA NORTE DE MADRID<br />
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Jorge Baonza Díaz, 29 de abril de 2018<br />
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Uno de los problemas que enfrenta cualquier plan o estrategia de gestión o conservación en Madrid es la mala cartografía de los hábitats o de la vegetación disponible. El problema no se aborda convenientemente pues los estudios cartográficos generalistas se basan mucho en la fotointerpretación y poco en el trabajo de campo que realmente permite caracterizar los hábitats. Esto es particularmente señalado en dos importantes tipos de hábitats de humedales por su pequeño tamaño: las lagunas o humedales temporales mediterráneos y las turberas, que por sus pequeñas dimensiones han pasado desapercibidas o englobadas dentro de otros hábitats más extensos (generalmente pastizales). Incluso siendo hábitats de Interés Comunitario prioritario, ni siquiera se han considerado bien en los LICs, ahora ZECs, por la falta de estudios específicos, por lo que la representación de los mismos ha sido minusvalorada e incluso “tergiversada” cuando se consideran que son buenas manifestaciones del primero las orillas de los embalses artificiales, hábitats con pobres y peculiares comunidades vegetales, distinta de la característica del hábitat de interés comunitario y sin la fauna característica. En el caso de los ríos el problema afecta a los cauces menores (arroyos) peor estudiados que los ríos pero que pueden presentar comunidades bien conservadas frente a los ríos, generalmente más alterados.<br />
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Otro de los problemas para la valoración de los espacios es la ausencia de una normativa actualizada y específica. El catálogo regional de espacies amenazadas, establecido por Decreto 18/1992, está muy anticuado (para la flora vascular, véase por ejemplo Baonza 2016, Martínez et al. 2017) y no existe un catálogo de hábitats de interés regional que corrija la aplicación de la directiva 92/43/CEE a estas escalas. Así esta directiva y su transposición a escala nacional enfrenta graves inconsistencias como priorizar hábitats abundantísimos como los pastizales mediterráneos frente a los abedulares por ejemplo. <br />
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Algunos antecedentes importantes para el estudio de los humedales madrileños serranos son:<br />
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- La vegetación de ribera de los ríos carpetanos de la cuenca del Jarama (Lara & cols. 1996), aunque falta inventarios de la mayoría de arroyos.<br />
- Los humedales de la vertiente madrileña de la Sierra de Guadarrama (García 2008), donde se incluyen criptohumedales (sin lámina de agua libre) pero con poca atención a las lagunas más temporales por analizar sólo la vegetación perenne.<br />
- El inventario de los ecosistemas acuáticos leníticos del antiguo Parque Regional de la Cuenca Alta del Manzanares (García 1994), que aunque de una zona colindante a la Sierra Norte, revela como un proyecto específico permite detectar gran parte de estos hábitats, aunque es muy pobre la descripción de la vegetación y fauna.<br />
- La descripción de la vegetación de los pilancones pluviales (Baonza 2009), primer estudio de este peculiar tipo de laguna temporal mediterránea, sobre roquedos, en la región.<br />
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Por este motivo se apuntan aquí algunos humedales naturales de la Sierra Norte que han pasado desapercibidos y presentan algunos problemas de conservación a veces por sobrepastoreo (aunque cierto pastoreo parece necesario para su conservación) y, por ser ignoradas en PGOUs, en algún caso serios riesgos de amenaza de urbanización o instalación de infraestructuras. Hay que señalar que no es una relación exhaustiva a falta de estudios específicos. Apenas se señalan algunas charcas, temporales o permanentes, derivados de la extracción de áridos o rocas. Solo si son cercanos a humedales naturales. Desde el punto de vista de la flora y vegetación estos humedales artificiales suelen tener un interés muy limitado, por falta de madurez o por su mayor profundidad y orillas abruptas, carecen de las comunidades más características de los humedales temporales mediterráneos.<br />
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Lagunas estacionales mediterráneas<br />
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Laguna de Valdemanco: laguna ya incluida en el catálogo de humedales madrileños, destaca la presencia de <i>Juncus heterophyllus o Eleocharis quinqueflora</i> (Baonza et al. 2013), juncal de <i>Schoenoplectus lacustris</i> en la zona más profunda, orillas con comunidades de <i>Isoetes velatum</i>, etc. Cerca se haya una charca por extracción de áridos de interés para anfibios.<br />
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Laguna de Villavieja. Incluible en el hábitat 3160 lagos y estanques distróficos naturales, con la principal población conocida en la Sierra Norte de <i>Utricularia australis</i>, también con <i>Juncus heterophyllus</i> (Fernández 1988) su estado de conservación actual se desconoce, afectada por sobrepastoreo y urbanización (contigua a la urbanización del Tercio de la Laguna).<br />
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Las Lagunas de Navalafuente. Someras lagunas con comunidades de Isoetes y donde se ha destacado la presencia de <i>Eryngium galioides</i> e<i> Isoetes setaceum</i> (Baonza et al. 2013). Se hayan colindantes con zonas urbanizadas e incluso afectadas por la realización de instalaciones deportivas.<br />
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Laguna de El Enebral en El Vellón: una de las mejores praderas de<i> Isoetes (I. velatum, I. setaceum</i>) de la zona (Baonza et al. 2013).<br />
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Laguna de Navalmadero en Bustarviejo, laguna temporal con una importante población de <i>Eleocharis uniglumis</i>, única localidad confirmada para la especie en la región (Baonza et al. 2013).<br />
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Los pilancones pluviales, frecuentes en los principales afloramientos graníticos y a veces gneisicos, a veces con comunidades vegetales diversas según la dimensión del sedimento y la profundidad que alcanzan: desde comunidades de <i>Crassula vaillanti</i> a praderas de <i>Isoetes velatum</i> o comunidades enraizadas pero flotantes de <i>Callitriche brutia</i> y/o <i>C. stagnalis</i> (Baonza 2009). Las mejores manifestaciones de la Sierra Norte se hayan en Bustarviejo: Peña Ladrón (30TVL4120), entorno de Peña el Búho y del Cancho Bajero (30TVL4121), El Berrocal (30TVL4222) y Valdemanco (30TVL4426). También de interés en Guadalix (30TVL4110, 4210 y 4209), La Cabrera (30TVL4924), Lozoyuela (30TVL4526), Madarcos (30TVL5343) y Puentes Viejas (30TVL5241).<br />
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Laguna de la dehesa de Ana Gutiérrez en Prádena del Rincón: única laguna natural de la Sierra del Rincón, de carácter estacional, presenta comunidades de <i>Alopecurus aequalis</i>, etc.<br />
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Otras lagunas sin datos publicados pero que presentan comunidades vegetales de interés (como praderas de <i>Isoetes</i>) son: Lagunas de Matatorejo en la Dehesa de Roblellano (tres cubetas por lo menos) y lagunilla de la Dehesa Boyal (al N además algunas cubetas por extracción de arena) de La Cabrera; laguna de Navalengua en Bustarviejo; los Lagunazos de Cabanillas de la Sierra, muy amenazados por urbanización; lagunas en la nava entre Guadalix y Navalafuente (30TVL4316 y alrededores). Fuera de la Sierra Norte, en Colmenar Viejo y junto al casco urbano se ha encontrado un lagunazo con <i>Myosurus minimus</i>, especie rarísima en Madrid.<br />
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Turberas<br />
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Turbera de Los Trampales de Rascafría <br />
La mejor turbera de la región no esta incluida en ningún parque o reserva natural (si en el ZEC de la Sierra Norte) a pesar del gran valor que presenta, destacando <i>Epipactis palustris, Menyanthes trifoliata</i> o <i>Eriophorum latifolium</i> (Fernández 1988, Baonza <i>et al.</i> 2006, ver: <a href="https://florasierraguadarrama.blogspot.com.es/2012/09/turbera-de-los-trampales-de-rascafria.html">https://florasierraguadarrama.blogspot.com.es/2012/09/turbera-de-los-trampales-de-rascafria.html</a>). Se encuentra amenazado por la extracción de agua para el abastecimiento de la urbanización adyacente y drenajes laterales de caminos y prados.<br />
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Turbera de El Badén de Bustarviejo (30TVL3921), con interesantes poblaciones de <i>Eriophorum latifolium, Potamogetom polygonifolius </i>y<i> Utricularia minor</i> (Baonza 2007). En entorno hay algunos charcos temporales mediterráneos.<br />
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Turberas de Canencia entorno al Prado del Toril (30TVL3323), Collado Cerrado-Puerto de Canencia (30TVL3625 y menormente en 3624), Collado Abierto (30TVL3825) y laderas de Cabeza Cervunal en Canencia (30TVL4026) y Garganta de los Montes (30TVL4126) con interesantes poblaciones de <i>Potamogetom polygonifolius</i> y/o <i>Utricularia minor</i> entre otra flora turbosa (Baonza 2007 y datos inéditos).<br />
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Zona turbosa (“mire de transición”) de la cabecera del Arroyo Carretas en Valdemanco: Tenía una una importante población de <i>Menyanthes trifoliata</i> (Baonza et al. 2003, 2007), muy menguada en la actualidad y con fuerte colonización por sauces. <br />
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Turberas de las Tollas del Berrueco (30TVL4926), donde destaca la presencia de <i>Eleocharis multicaulis</i>, única localidad confirmada para la especie en la región (Baonza et al. 2013) y <i>Potamogetom polygonifolius</i> y<i> Utricularia minor</i> entre otra flora turbosa (Baonza 2007).<br />
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Turberas del entorno del puerto del Cardoso en Montejo de la Sierra (30TVL5849), con flora turbosa frecuente como <i>Drossera rotundifolia</i> o varios <i>Carex </i>spp.<br />
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Enclaves higroturbosos de La Puebla de la Sierra (30TVL6136, 30TVL6135, 30TVL6236 entre otras): pequeños enclaves dispersos entre jarales con especies como <i>Eleocharis quinqueflora, Lobelia urens, Drosera rotundifolia </i>y <i>Spirantes aestivalis</i>.<br />
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Arroyos de interés<br />
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En la Sierra Norte de Madrid se encuentran algunos arroyos de gran interés florístico, destacando los que tienen alisedas (hábitat de Interés Comunitario prioritario) como:<br />
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Arroyo del Valle y afluentes principales (Bustarviejo, Miraflores): único arroyo de la región que cuenta con alisedas en zonas bajas y medias y abedulares en tramos medio altos, además de numerosas especies amenazadas en la región como <i>Corylus avellana, Viburnum opulus, Geum rivale, Primula acaulis, Astrantia major</i> (Baonza et al. 2013) etc. Las alisedas se han visto afectadas aparentemente por vertidos sin depurar de instalaciones ganaderas en Bustarviejo y Miraflores.<br />
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Arroyo Gargüera (Bustarviejo Navalafuente): a pesar de recibir las aguas poco depuradas de Bustarviejo, presenta interesante aliseda aguas abajo de la depuradora mencionada, con viejos ejemplares.<br />
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Arroyo Albalá (Valdemanco, Navalafuente, Cabanillas de la Sierra): Muy interesante aliseda. Problemas con vertidos no depurados de Valdemanco y arrastre de sedimentos de canteras contiguas de la misma localidad.<br />
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Arroyo Jóbalo (Lozoyuela, Puentes Viejas, El Berrueco): Otra importante aliseda en su tramo bajo y fresnedas en el medio alto.<br />
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Referencias<br />
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Baonza Díaz, J. 2016. Flora vascular de interés conservacionista en la Sierra de Guadarrama. Algunas consideraciones previas. Conservación Vegetal 20: 13-16.<br />
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Baonza, J. 2009. Vegetación de las pilas o pilancones de La Sierra de Guadarrama y La Serena (España). Anales del Jardín Botánico de Madrid 66(1):109-129.<br />
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Baonza, J. 2007. Algunas plantas raras en la Comunidad de Madrid. Nuevas citas y revisión corológica. Botanica Complutensis 31: 87-95.<br />
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Baonza, J.; L. Medina y O. Montouto. 2006. Conservación de una planta medicinal y de turbera, Menyanthes trifoliata, en España y en la Comunidad de Madrid. Conservación Vegetal 10:11-13.<br />
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Baonza, J., L. Medina & O.M. Montouto González. 2003. Cartografía corológica ibérica. Aportación 125. [<i>Menyanthes trifoliata</i> L.]. Botanica Complutensis 27:165-215.<br />
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Fernández González, F. 1988. Estudio florístico y fitosociológico del Valle del Paular (Madrid). Tesis doctoral, Fac. Biología, Universidad Complutense de Madrid.<br />
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García Avilés , J. 1994. Ecosistemas acuáticos leníticos del Parque Regional de la Cuenca Alta del Manzanares. Inventario y tipificación. Serie Documentos nº 13. Centro de Investigaciones Ambientales de la Comunidad de Madrid. 111 pp. + anexos.<br />
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García Sánchez-Colomer, M. 2008. Medio abiótico, composición florística y diversidad en humedales montanos mediterráneos (Sierra de Guadarrama). CEDEX. Madrid. 275 pp. <br />
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Lara, F., Garilleti, R. & Ramírez, P. 1996. Estudio de la vegetación de los ríos carpetanos de la cuenca del Jarama. CEDEX. Centro de Estudios de Técnicas Aplicadas. 270 pp. Madrid.<br />
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Felipe Martínez García, Claudia Fuentes Fernández, Ignacio Ramos Gutiérrez y Juan Carlos Moreno Saiz. 2017. Revisión del catálogo de flora Protegida de la Comunidad Autónoma de Madrid. Conservación Vegetal 21: 18-19.<br />
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<br />Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com1tag:blogger.com,1999:blog-6672446374884203692.post-14282703404224592502019-06-03T17:41:00.000+02:002020-06-16T11:30:34.103+02:00Cursillo sobre flora amenazada del P. N. de la Sierra de Guadarrama<div class="separator" style="clear: both; text-align: center;">
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Cancelado. Probablemente se intente el año que viene.<br /><br />
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<img border="0" data-original-height="727" data-original-width="967" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrXqte7ithiQeWKIdXxHFRkIIypq3Qen-WjSQ8qXjfAspe-KSKcaSkQa3FwHvfW8CklO_hLvD1P3Gb0lza2eJVbzFc3FYoSGNxJO8g2QRz3kBQ0-DJoOQT6fIMT4Nv17Od7Dv28hUaGCJY/s400/Captura+de+pantalla+de+2019-06-03+17-37-20.png" width="400" /></div>
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Mas Información en <a href="http://sebicop.blogspot.com/">http://sebicop.blogspot.com/</a>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-69935613944599884552018-11-25T19:53:00.005+01:002019-02-07T17:09:56.109+01:00Concluye el proyecto de evaluación del cambio global en la flora de los robledales<div style="text-align: justify;">
Se ha terminado formalmente (queda pendiente análisis más completo y publicación de resultados) el proyecto "El cambio climático y la composición florística de los hábitats: ¿ha habido ya cambios en el Parque Nacional de la Sierra de Guadarrama" que se ha centrado en valorar el cambio en la composición florística de los robledales de <i>Quercus pyrenaica</i>, o rebollares, como se señaló en una <a href="https://florasierraguadarrama.blogspot.com/2018/05/jornada-rascafria-natural-2-de-junio.html">entrada anterior</a>. Se auna así el interés de evaluar la incidencia del cambio climático en zonas de montaña y en bosques, particularmente en estos bosques de carácter submediterráneo y cuyas principales masas mundiales se encuentran en España.</div>
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La propuesta propone detectar el cambio producido en estos bosques mediante el estudio de la variación en la composición florística del cortejo, aprovechando el valor indicador de las plantas vasculares de la variación climática (recordemos que los pisos de vegetación se definen por la variación de las comunidades vegetales) y tal vez de otros fenómenos asociados al cambio global como la creciente nitrificación de los ecosistemas. A tal fin se han repetido unos 30 años después los inventarios que realizó Federico Fernández González, dentro de su tesis sobre flora y vegetación del valle del Paular (Fernández 1988, parte publicada en 1991), el estudio más completo sobre estos bosques en la Sierra de Guadarrama. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVZuEu1QBsE_yNqpCOdAJB_QWHHn0WoVNPlsUxNzDicBRYciREtirJudptk1X9ePCC2lxVr24UrGINsedI1GF0FP2suM_xU4y01d3kK3uKdcFfeqLNJ-tRswt3bkV6j4F6iBakyQGJ33Wm/s1600/Figura+mapa+invrobledales-rr.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="468" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVZuEu1QBsE_yNqpCOdAJB_QWHHn0WoVNPlsUxNzDicBRYciREtirJudptk1X9ePCC2lxVr24UrGINsedI1GF0FP2suM_xU4y01d3kK3uKdcFfeqLNJ-tRswt3bkV6j4F6iBakyQGJ33Wm/s400/Figura+mapa+invrobledales-rr.png" width="373" /></a></div>
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El resultado principal encontrado, de momento, ha sido una reducción en algunas especies especialistas (nemorales) como las gramíneas <i>Melica uniflora</i> o <i>Brachypodium sylvaticum</i>, y el incremento en cobertura de algunas pratenses como los tréboles (<i>Trifolium pratense, T. repens</i>).</div>
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Un resultado colateral ha sido el hallazgo de nuevas especies para la flora madrileña (<i>Linaria repens, Verbascum lychnitis, Pisum sativum</i> subsp. <i>elatius</i>) y nuevas localidades para especies muy raras (<i>Pyrola minor, Ranunculus valdesii, Rosa coriifolia</i>, etc.), lo que habla de la necesidad de seguir estudiando la flora existente en el Parque Nacional y su zona periférica de protección.</div>
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Referencias<b><span id="transmark" style="display: none; height: 0px; width: 0px;"></span></b><br />
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Informe en <a href="http://conservacionvegetal.org/upload/proyectos/3/5/memoria-final-baja.pdf">SEBiCoP</a>.<br />
Baonza Díaz, J. 2018. El cambio climático y la composición florística de los robledales de Quercus pyrenaica de la Sierra de Guadarrama. Conservación Vegetal 22 [en prensa].<br />
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Reseña en la página del <a href="https://www.parquenacionalsierraguadarrama.es/es/blogs/blog-centro/item/437-cc-robledales">Parque Nacional</a>. <br />
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Este trabajo amparado por SEBiCoP se realizó con el apoyo del Ministerio de Transición Ecológica a través de la Fundación Biodiversidad, en su convocatoria sobre estudios relacionados con los impactos del cambio climático 2016, con la colaboración del Parque Nacional de la Sierra de Guadarrama de la Comunidad de Madrid.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcWu9eRTzWpz-bgDXeRl2toFkmcjGJjsWwdSAUXT3gk4saEuEe2TJndyXZuO86_sKvKAaFJjx2WUzYYXOmDZGvnBE0Yl49Ga9NikKk_oeundv3mhdQazPiFt-X93oRTQaLmgDiC3CEBwLm/s1600/MITECO%252BFB%252B20%252BPIMA%252BOECC_bandera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="110" data-original-width="1000" height="35" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcWu9eRTzWpz-bgDXeRl2toFkmcjGJjsWwdSAUXT3gk4saEuEe2TJndyXZuO86_sKvKAaFJjx2WUzYYXOmDZGvnBE0Yl49Ga9NikKk_oeundv3mhdQazPiFt-X93oRTQaLmgDiC3CEBwLm/s320/MITECO%252BFB%252B20%252BPIMA%252BOECC_bandera.jpg" width="320" /></a></div>
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<span id="easybtn_t" style="-moz-box-shadow: 1px 1px 1px rgba(0 , 0 , 0 , 0.3); background-color: #167ac6; border: 1px solid white; box-shadow: 1px 1px 1px rgba(0 , 0 , 0 , 0.3); color: white; cursor: pointer; display: inline-block; font-size: 12px; left: -45px; margin: 0px; padding: 0 4px; top: 127px; z-index: 999999999999;">T</span>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-29817278069140859272018-08-26T09:52:00.002+02:002018-09-03T23:54:15.502+02:00Chaetonychia cymosa (L.) Sweet<br />
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Para reparar un poco que tengo algo algo abandonado el blog, voy a dedicar la entrada a una minucia poco conocida de la que he encontrado nuevas poblaciones este verano:<i> Chaetonychia cymosa</i> (se lee "kaetonikia k<span id="transmark" style="display: none; height: 0px; width: 0px;"></span>imosa"). Por no aparecer, no aparece en las recientes guías de Madrid, Sistema Central ni Parque Nacional (Grijalbo 2016, Luceño <i>et al. </i>2016 y García & Allué 2016).</div>
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<i>Chaetonychia cymosa </i>es una pequeña planta (hasta 7 cm altura) de la familia de las cariofiláceas, propia de suelos silíceos descarnados con algo de encharcamiento invernal, aunque de desarrollo relativamente tardío para su diminuto porte, por lo que se la observa viva hasta entrado el verano. Otros pequeños terófitos (plantas anuales) con los que convive (<i>Juncus capitatus, Radiola linoides</i>, etc.) aparecen por esas fechas ya completamente secos.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" data-original-height="1417" data-original-width="1600" height="353" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJLzbC4tAuPKv9_gQXCRO7NCz5IXcR67qHaDYI2YUGYVLtOpKcNp1TXJiidd3rXMdT8o1auGhQUI26juInplNUHoMziD6TtNhQfpmC8Qz1drEE9D3nL4XCX_N6AqGgX6woz_Mhl0aq4-c9/s400/IMG_20180729_201857.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Chaetonychia cymosa. </i>Lozoyuela, 29/07/2018.</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Se trata del único representante del género, de ahí su original aspecto, aunque en obras antiguas se incluía en el género <i>Paronychia</i>. Es propio de la región Mediterránea occidental y en la Península Ibérica aparece dispersa igualmente por la zona oeste (Soriano 1990, en <i>Flora Iberica</i>). Está más citada en Madrid de lo que señalé en 2015: 29 citas recoge la tesis sobre flora de las bases de datos de Madrid (Martín 2016). Muchas más citas que las recogidas en las bases de datos en internet (anthos.es, gbif.org) a las que hay que sumar la propia de La Puebla (Baonza <i>et al. </i>2015). En Segovia anthos.es la señala en Becerril (Mayor 1975) y Cantalejo (Romero & Rico 1989). Aparece por zonas basales de la sierra, incluido el actual Parque Nacional en La Pedriza (Ruiz <i>et al. </i>1982), y en zona de arcosas de la campiña. No parece superar los 1250 m en la sierra de Guadarrama.</div>
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Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com2tag:blogger.com,1999:blog-6672446374884203692.post-21087732182957838332018-05-26T18:42:00.001+02:002018-09-18T22:21:43.531+02:00Los robledales de la Sierra de Guadarrama: ¿ha cambiado su composición florística con el cambio global?<div class="western" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">Se ha iniciado un proyecto de investigación para evaluar si el cambio climático ya ha afectado a los hábitats naturales, particularmente si ha habido un cambio en la composición florística de los robledales del Parque Nacional de la Sierra de Guadarrama y su entorno.Lo ha presentado <a href="http://conservacionvegetal.org/">SEBiCoP</a> con el apoyo de la <a href="https://fundacion-biodiversidad.es/">Fundación Biodiversidad</a>, del Ministerio para la Transición Ecológica, y del Centro de Investigación, Seguimiento y Evaluación del Parque Nacional de la Sierra de Guadarrama de la Comunidad de Madrid. El proyecto se enmarca en el tratamiento científico de los riesgos e impactos del cambio climático en las comunidades naturales, junto con su seguimiento, mejorando el conocimiento de los componentes y la evaluación de su estado de conservación. La propuesta propone detectar el cambio producido en los principales hábitats de la Sierra de Guadarrama mediante el estudio de la variación en la composición florística de las comunidades vegetales. A tal fin se están repitiendo los inventarios sobre los robledales del Valle del Paular (Fernández 1988) para detectar cambios en los cortejos de flora vascular acompañante. Se pretende aprovechar el valor indicador de las plantas vasculares de la variación climática (recordemos que los pisos de vegetación se definen por la variación de las comunidades vegetales) y tal vez de otros fenómenos asociados al cambio global como la creciente nitrificación de los ecosistemas. </div><br />
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<tr><td style="text-align: center;"><img border="0" data-original-height="618" data-original-width="1100" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcUrqZsTc4_h6Ti475QTeqllb5OrlH1pTatnZFV86Q6woob1_cDuQoel64eSPdM1Z5RUSan6V_nrK1DjyjDWTQHpZAZjZx-f4Rkx241hWpuQ8rdAqfgbcvtsKl0iipTlj4hkxrzNvmvOKS/s320/Pe%25C3%25B1alara.JPG" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pisos de vegetación del Valle del Paular:<br />
Peñalara desde Rascafría</td></tr>
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<div style="text-align: justify;">Esta aproximación al fenómeno del cambio global contaría con la ventaja de obtener resultados desde el primer año del proyecto, frente a otro tipo de propuestas, como la instalación de parcelas para su seguimiento futuro, que requiere de financiación a largo plazo y hace incierta su viabilidad. Por contra, se enfrenta a la mayor dificultad de interpretación de las posibles variaciones en la composición de las comunidades y a las limitaciones temporales del proyecto, a finalizar los trabajos de campo en junio de 2018.</div><div class="western" style="text-align: justify;"><br />
De la revisión efectuada desde el inicio del proyecto (diciembre de 2017) se ha seleccionado evaluar el cambio en la composición florística de los robledales de <i>Quercus pyrenaica</i>. Son estos los principales bosques de la Sierra de Guadarrama, propios del piso medio (suprasubmediterráneo), caducifolio, propio de las montañas silíceas del occidente del Mediterráneo y hábitat de interés comunitario. Otros autores ya han estudiado con una metodología semejante el cambio en los pastizales de cumbre (Jiménez <i>et al. </i>2014).<br />
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</div>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-77843305459387971122018-03-22T09:34:00.000+01:002018-03-29T11:13:51.478+02:00Sobre el debate de la ladera del Mosquito(Para ver anuncio y participantes ver la <a href="https://florasierraguadarrama.blogspot.com.es/2018/03/mas-alla-del-hayedo-de-montejo-la.html">entrada anterior</a>)<br />
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Realmente hubo poco debate, al principio incluso alguno se dedicó a
reventarlo, desde la propia mesa de ponentes, sin que fuera
justificación que desde los organizadores no se hubiera avisado a los
ponentes del sector forestal de que había hasta 10' para exponer sus
puntos de vista. Un fallo de los organizadores. </div>
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Uno pretendía tener una postura algo intermedia:
entiendo que sobran muchos pinos de Sierra Escalva, no todos, incluso de
las zonas con abundante regenerado de tejos, acebos y servales, y
entendería cierta pérdida de plántulas o pequeños brinzales (¿no podían
haberse trasplantado?) pero no comprendo que siendo especies catalogadas
no se tenga más cuidado con ellas y más cuando a mi el área de
Conservación Natural me prohibió herborizar estando contratado por el
área de Educación Ambiental para hacer el Catálogo florístico de la zona
(¿que idea de conservación natural tienen?, o de ¿como se hace un estudio
florístico?, y luego autorizan lo que autorizan). Era además una ocasión para llamar la atención sobre otras especies más amenazadas en la región de Madrid existentes (e incluso extintas) en la zona, hablar de la necesidad de los estudios florísticos, de la necesidad de corregir el catálogo de especies protegidas, etc. [<a href="https://www.researchgate.net/publication/323960773_Catalogo_de_la_Flora_vascular_de_la_Reserva_de_la_Biosfera_de_la_Sierra_del_Rincon_novedades_encontradas">presentación</a>].</div>
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A pesar de todo se
expusieron algunos argumentos razonables por parte de Gregorio Montero
(justificando la necesidad general de la explotación forestal y de las
claras) o de Juan Ignacio García (sobre los beneficios a medio plazo de
las mismas aunque afectara a brinzales, que el uso de la maquinaria
pesada usada era lo mejor en estas zonas aterrazadas, pues permite cortar
y sacar los pinos hasta 6 m de la vía de saca sin afectar a más suelo),
pero haciendo oídos sordos a los argumentos de Fernando Vasco y Jaime Braschi que la pista realizada había afectado a
ejemplares juveniles y adultos que ya habían escapado al diente del corzo, al
parecer (?) principal amenaza de la especie, o que puede haber zonas muy
concretas donde conviene incluso tener mucho más cuidado. Es curioso un argumento utilizado, el del símil del enfermo en quirófano que luego se recupera a medio plazo (en el caso, decenas de años), para justificar que no hay que valorar ahora la actuación. Pero se puede hacer mejor. Siguiendo el símil, hoy se usan en muchos casos técnicas de lamparoscopia, poco invasivas, donde la recuperación es inmediata. Sobre la pista realizada, todavía no
terminada, esperemos que no se complete: hay que seguir presionando para
conseguir la confirmación por la administración de su cancelación. </div>
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Siendo
zonas puntuales uno puede pensar que incluso no hace falta cortar los
pinos y desemboscarlos: se pueden anillar unos pocos ejemplares y que las
llamadas "plagas" (biodiversidad forestal) hagan el trabajo de favorecer
la naturalización de las masas, como hemos visto en muchas otras
plantaciones. En fin, uno tiene la impresión que hay cierto sector dentro
de la escuela de ingenieros de montes (varios docentes claramente) y de la
administración forestal/conservación madrileña donde lo de los catálogos
de especies amenazadas es una molestia para hacer la gestión que
quieren y lo mejor es ignorarlos. </div>
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Se comentó que se había pedido
un Life para "restaurar" dos de los espacios de mayor valor (junto con
otras dehesas) de la Sierra del Rincón: el Monte de la Solana y la
ribera del Jarama. Si en la Solana sorprende que no existan apenas
hayas, habiendo otra flora de gran valor y siendo contiguo al hayedo de Montejo, ¿que falta en la ribera del
Jarama?¿acaso los olmos blancos -que no negros- <i>Ulmus laevis</i>, claramente
<a href="https://florasierraguadarrama.blogspot.com.es/2013/08/ulmus-laevis.html">introducidos</a> en la zona central de la Península?. ¿No hay sitios
mejores para restaurar?, como todos estos pinares de plantación, aclarados
o no.</div>
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También fue interesante enterarse que ya había habido un estudio sobre estas tejedas para la Comunidad de Madrid y por la propia asociación de amigos de los Tejos y que debe yacer olvidado en algún cajón, sino perdido. Es necesario publicar/divulgar los estudios a riesgo de impactos mayores por ignorarlos.</div>
Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-21441373565532893462018-03-16T17:40:00.000+01:002018-03-23T13:34:20.595+01:00Conferencia-debate sobre gestión y conservación de la ladera del Mosquito (Sierra del Rincón)<div class="separator" style="clear: both; text-align: center;">
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Presentación: el Director de la E.T.S. de Ingeniería de Montes, Forestal y del Medio Natural, D. Germán Glaría Galcerán abrirá la jornada.</div>
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Ponencia: La Tejeda de la Ladera del Mosquito: primeros datos del censo efectuado por AATT entre abril de 2017 y febrero 2018. Por D. Fernando Vasco Encuentra. Presidente de <a href="https://www.facebook.com/Amigos-del-Tejo-y-las-Tejedas-170190593122053/">AATT</a>.</div>
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Ponencia: <a href="https://www.researchgate.net/publication/323960773_Catalogo_de_la_Flora_vascular_de_la_Reserva_de_la_Biosfera_de_la_Sierra_del_Rincon_novedades_encontradas">Catálogo de la Flora vascular de la Reserva de la Biosfera de la Sierra del Rincón, novedades encontradas</a>, por su autor D. Jorge Baonza, botánico. </div>
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Ponencia: no solamente tejos: la regeneración natural en el monte de la Solana. Por D. Jaime Braschi. Vicepresidente de AATT.</div>
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Ponencia: D. Luis Gil, Catedrático y director del G.I. Genética, Fisiología e Historia Forestal de la UPM.</div>
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Ponencia: D. Juan Ignacio García Viñas, Dr. Ingeniero de Montes y Profesor titular de Universiad del departamento de Sistemas y Recursos Naturales de la UPM.</div>
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Ponencia: D. Gregorio Montero. Exinvestigador del INIA y expresidente de la Sociedad Española de Gestión Forestal.</div>
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Ponencia: Proyectos de actuación de la Comunidad de Madrid en las Fuentes del Jarama orientadas a la mejora de la biodiversidad, por la Consejería de Medio Ambiente, Administración Local y Ordenación del Territorio. Comunidad de Madrid. (Se han cursado invitaciones a la CAM: áreas de Conservación de Montes, Flora y Fauna y Educación Ambiental. A día de hoy aún no hemos recibido respuesta).</div>
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DEBATE: ¿qué hacer con los pinares de repoblación en los espacios protegidos.</div>
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Moderador: D. Daniel Pablo de la Cruz Sánchez-Mata. Catedrático de Botánica, Facultad de Farmacia, UCM, Presidente de la Sociedad Española de Geobotánica.</div>
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Intervendrán en el debate, entre otras personas, D, Antonio López Lillo, D. Helios Sainz Ollero, D, Emilio Blanco Castro, D. Rodrigo Balaguer y personas que se encuentren en el acto, tanto de las tres áreas invitadas de la Consejería, como del público asistente.</div>
Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com1tag:blogger.com,1999:blog-6672446374884203692.post-29470906654829023882018-03-12T17:25:00.001+01:002018-06-24T22:18:35.791+02:00Estudio florístico de la Dehesa de Somosierra<div style="text-align: justify;">De las 32 publicaciones de 2017 sobre la Sierra de Guadarrama o conservación de flora recopiladas en la <a href="https://florasierraguadarrama.blogspot.com.es/p/bibliografia.html">Bibliografía</a>, un número ciertamente notable, voy a centrarme en la aproximación al catálogo de la Dehesa Bonita de Somosierra (Lazaro <i>et al.</i> 2017). No por que sea el trabajo más importante o interesante pero si por intentar un estudio florístico de un paraje. Estudios cada vez más escasos pero que siguen siendo muy necesarios incluso en Madrid, que pasa por ser una comunidad bien estudiada por la cantidad (miles) de referencias con datos florísticos (Martín Castro 2015). Realmente se ha confundido la cantidad con la calidad, pues escasean los estudios florísticos completos que nos informen, o intenten por lo menos, de todas las especies que existen en un lugar, sabiendo que raramente se puede dar por bien estudiada la flora de un paraje. Obviamente si tuvieramos tal tipo de estudios de todos los sectores de Madrid (un número muy inferior al de reseñas recopiladas), entonces la unión de todos ellos nos daría una buena imagen de la flora regional y su distribución. Tales estudios son básicos para conocer las especies amenazadas y su estado de conservación.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Así es de celebrar cualquier nuevos estudio que tenga estos objetivos, especialmente cuando afectan a espacios de gran interés como es la Dehesa Bonita de Somosierra, condición ya apuntada en este blog y por otros autores (por ejemplo Ruiz de la Torre 1984; Bermejo 2006).</div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Los resultados destacados de Adrian Lázaro y coautores son: "Un total de 192 especies y subespecies identificadas. Cabe destacar la determinación de dos especímenes de <i>Betula pendula</i> subsp. <i>fontqueri</i> previamente catalogados como <i>Betula alba</i> e inscritos como árboles singulares de la Comunidad de Madrid. Igualmente, hasta donde hemos podido averiguar, se presentan las primeras citas en la Comunidad de Madrid para las especies <i>Myosotis debilis</i>, <i>Ornithogalum bourgaeanum</i> y <i>Rubus vagabundus</i>".<br />
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Hay que señalar que las cifras son más bien modestas, por lo que hacen bien en hablar de aproximación: para un paraje similar como el hayedo de Montejo se señalaron, con un criterio ciertamente amplio, unas 458 especies. La presencia de <i>Betula fontqueri</i> en Somosierra, junto con otras especies y subespecies de abedul ya la señalaron Manuel Peinado y Gerardo Moreno (1984), con una aproximación taxonómica cambiada en <i>Flora Iberica</i> (1990) por los mismos autores, y sobre la que todavía no se ha dicho la última palabra. Está bien determinar a que taxón corresponden los individuos del catálogo de arboles singulares madrileño. <i>Rubus vagabundus</i> también ha sido citado previamente de Madrid, en la flora madrileña de Javier Grijalvo (2016) y en la tesis sobre etnobotánica de la Sierra Norte de Laura Aceituno (2010), aunque no contienen citas precisas.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Algunas otras citas merecen comentario, como señalar como novedad provincial a <i>Ornithogalum bourgaeanum</i> sin señalar que gran parte de las citas previas de <i>O. umbellatum</i>, citado del mismo paraje en el atlas de las bulbosas madrileñas (Cebolla y Rivas 1994), corresponden a <i>O. bourgeanum</i>. Similarmente necesitaría explicación la presencia de <i>Narcissus triandrus </i>subsp.<i> triandrus</i> o <i>Narcissus pseudonarcissus</i> subsp. <i>pseudonarcissus</i> cuando las subespecies citadas del mismo paraje o el entorno, por ejemplo en el mismo atlas señalado (Cebolla y Rivas 1994), son <i>pallidulus</i> y <i>confusus (=portensis</i>) respectivamente. La diferenciación entre ambos pares de subespecies ofrece cierto solape en caracteres cuantitativos y se basa en parte en la separación geográfica, por lo que no es raro que se encuentren individuos aparentemente de una en zonas propias de las otras, o eso o se cuestiona su validez. Más chocante es la cita de <i>Brassica repanda</i> subsp. <i>nudicaulis</i>, subespecie señalada propia de tomillares, claros de matorrales, en substratos calizos con mayor o menor proporción de yeso; entre 500-1000 m (Gómez Campo 1993 en <i>Flora Iberica</i>), condiciones ambientales inexistentes en dicha dehesa. De ser correcta la identificación, habría que pensar en ejemplares adventicios tal vez cercanos a la carretera. También es algo chocante la presencia de <i>Piptatherum miliaceum</i>, la gramínea de los descampados del centro y sur de la provincia...</div><div style="text-align: justify;"><br />
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</div><div style="text-align: justify;">Otras especies únicas en Madrid presentes en dicha dehesa son <i>Allium ursinum, Actaea spicata</i> o <i>Salix caprea</i>, citadas por Miguel Ángel Bermejo (2006) imprecisamente, aunque con estudio inédito detallando su presencia actual, o <i>Rosa dumalis s.l.</i>, señaladas por Juan Carlos Zamora y Pedro Jiménez (2013).</div><br />
Cita completa del trabajo reseñado:<br />
Lázaro-Lobo, A.; Rodríguez de Francisco, B.; Palá-Paúl, J. (2017). Approach to the floristic catalogue of the Dehesa of Somosierra and new records for the Community of Madrid (Spain). <a href="http://revistas.ucm.es/index.php/BOCM/article/view/56862">Bot. complut. 41: 29-38</a>.<br />
<span id="easybtn_t" style="-moz-box-shadow: 1px 1px 1px rgba(0,0,0,.3); background-color: #167ac6; border: 1px solid white; box-shadow: 1px 1px 1px rgba(0,0,0,.3); color: white; cursor: pointer; display: inline-block; font-size: 12px; left: 365px; margin: 0px; padding: 0 4px; position: fixed; top: 217px; z-index: 999999999999;">T</span>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com4tag:blogger.com,1999:blog-6672446374884203692.post-58548049465175846932018-02-19T18:57:00.014+01:002021-12-21T22:48:37.937+01:00Viscum album subsp. album<div style="text-align: justify;">[actualizada 20/05/2021] <br /></div><div style="text-align: justify;">En 1996 me publicaron en la revista Ecología* un artículo sobre la subespecie de muérdago propia de caducifolios (<i>Viscum album</i> L. subsp. <i>album</i>) en la Sierra de Guadarrama. Hasta entonces sólo se conocía de Rascafría, junto a la carretera del puerto de la Morcuera (Fernández González 1988) y del barranco del Aguilón (Revilla 1995), existiendo una cita muy antigua de Canencia (Quer en Gómez Ortega 1784).</div><div style="text-align: justify;"> </div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVq2HQbmHV_6AWPsI_opUrvXZZRbZ6R-jRtD2M8gBZATrGVkDAyenWspmt_7bFnhY3t93ikTjV-SdHBFBeaLmXj2kOSCCfkb1seM8ljU2qTZADJGD4QdFKrG22tPAKwemy2-GJ_rPNPclz/s800/040.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="593" data-original-width="800" height="379" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVq2HQbmHV_6AWPsI_opUrvXZZRbZ6R-jRtD2M8gBZATrGVkDAyenWspmt_7bFnhY3t93ikTjV-SdHBFBeaLmXj2kOSCCfkb1seM8ljU2qTZADJGD4QdFKrG22tPAKwemy2-GJ_rPNPclz/w512-h379/040.jpg" width="512" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Pequeñas plantas de muérdago sobre piorno (<i>Cytisus oromediterraneus</i>), un hospedador señalado por primera vez parar los muérdagos en el trabajo mencionado de 1996. Barranco de Santa Ana, 8/05/2009.</span></td></tr></tbody></table><div style="text-align: justify;"><br /> </div>
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Desde entonces he podido localizar algunas localidades (cuadrículas UTM de 1 km) más, pero muy próximas a los sitios ya vistos hasta 1996, que amplían ligeramente el área y aportan algunos hospedantes nuevos. Lo más interesante ha sido ver que no se limita a los barrancos del Aguilón, Santa Ana y valle de Canencia, sino que alcanza la vega del Lozoya, donde curiosamente parece estar restringido al chopo híbrido (<i>Populus</i> × <i>canadensis</i>), como he visto en Alameda del Valle (30TVL2829) recientemente, y en Rascafría (30TVL2728) en 2015. También curiosa es su presencia sobre un mostajo situado en la ribera del arroyo de Santa Ana, junto a un afloramiento calcáreo (foto adjunta), en una situación geográfica intermedia.</div>
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Esta especie es ideal para localizar en invierno, aunque no siempre es fácil identificar los hospedantes. ¿Alguien tiene más observaciones sobre el muérdago (sitio y hospedante) para completar el mapa y la relación de hospedantes?.</div><div style="text-align: justify;"> </div><div style="text-align: justify;"> </div><div style="text-align: justify;">En mayo de 2021 se ha dado a conocer su presencia en la vertiente segoviana, curiosamente solo sobre <i>Salix atrocinerea</i> y <i>Frangula alnus,</i> esta especie novedad como hospedante en la Península Ibérica (Martín 2021). Al final del año otra localidad en Rascafría contigua a las previas (Bernal 2021). <br /></div>
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<tr><td style="text-align: center;"></td></tr><tr><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><br /><div style="text-align: justify;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgE4leG4hOHfXzJL0bFyOl_FfIXp6x5sF-f1KdlIGd1a3cblVKMKdWUKUHSuhO9NUrownaGvTU4_VP5ccdw-_fQpHUjm9nc0k0S6WDOtML9AC0HTDo6Y2GhoHRiB-mIlZnf-kM5A6t9aXn9JtJJYYZxG_a-O8_VS0wYhaDeQkmtUFwzECYQorTiiWplkg=s489" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="460" data-original-width="489" height="301" src="https://blogger.googleusercontent.com/img/a/AVvXsEgE4leG4hOHfXzJL0bFyOl_FfIXp6x5sF-f1KdlIGd1a3cblVKMKdWUKUHSuhO9NUrownaGvTU4_VP5ccdw-_fQpHUjm9nc0k0S6WDOtML9AC0HTDo6Y2GhoHRiB-mIlZnf-kM5A6t9aXn9JtJJYYZxG_a-O8_VS0wYhaDeQkmtUFwzECYQorTiiWplkg=s320" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i>Viscum album</i> L. subsp. <i>album </i>en la Sierra de <br />
Guadarrama.</td></tr></tbody></table> </div><div style="text-align: justify;">Como curiosidad, puedo señalar que a raiz de localizar las poblaciones de muérdago, hice algún ensayo en Bustarviejo (no reflejado en el mapa), donde lo sembré exitosamente sobre algunos arbustos de jardín como <i>Pyracantha angustifolia</i> y <i>Ligustrum ovalifolium</i>, donde es capaz de crecer, mejor en el primero. Sobre este aligustre californiano crece mejor el <i>Viscum cruciatum</i> y, por completar los ensayos, también he sembrado con éxito el muérdago de los pinos (<i>Viscum album</i> L. subsp. <i>austriacum</i> (Wiesb.) Vollm.), en este caso sobre <i>Pinus radiata. </i>Esta subespecie tiene también una distribución algo peculiar, por estar casi restringida en nuestro ámbito a las vertientes segoviana, avileña y zonas limítrofes madrileñas, a pesar de la amplísima distribución de sus hospedantes.</div><p>
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Más datos en:</p><p style="text-align: left;">
Baonza, J. 1996. <i>Viscum album</i> subsp. <i>album</i> en Madrid. <a href="https://www.researchgate.net/publication/286929108_Viscum_album_subsp_album_en_Madrid"><i>Ecología</i> 10:317-319</a>. Madrid.</p><div style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><p>Martín Gil, T. 2021. <i>Viscum album</i> L.
subsp. <i>album</i> (<i>Viscaceae</i>), novedad para la flora de la provincia de
Segovia. <a href="http://www.floramontiberica.org/FM/080/Flora_Montib_080_029-035_2021.pdf"><i>Flora Montiberica</i> 80: 29-35</a>. </p></div>
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*Revista editada por el ministerio de Medio Ambiente, desaparecida con la crisis y no recopilada en anthos.es<br />
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</td></tr></tbody></table><br />Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com5tag:blogger.com,1999:blog-6672446374884203692.post-22414033609445243552017-09-27T13:55:00.002+02:002017-09-27T14:05:12.598+02:00Aula de Verano de ValojaAula de Verano sobre el proyecto de Parque Geológico de los Valles de Lozoya, Jarama (y Guadalix).<br />
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Programa: en <a href="https://asvaloja.wordpress.com/2017/09/13/aula-de-verano-2017/">https://asvaloja.wordpress.com/2017/09/13/aula-de-verano-2017/</a>Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-92189132461528377312017-08-16T20:59:00.000+02:002017-11-23T16:39:02.359+01:00Reencontrado Hordelymus europaeus en el hayedo de Montejo<div style="text-align: justify;">
Este verano he encontrado un pequeño rodal de la gramínea <i>Hordelymus europaeus </i>(L.) Harz en el hayedo de Montejo, única población conocida en la Comunidad de Madrid (Hernández <i>et al.</i> 1983) y bastante aislada (fig. 1). Esta especie la había considerado extinta en el paraje, al no encontrarla en 2011 ni 2016, durante los trabajos para elaborar el catálogo de flora vascular de la Reserva de la Biosfera de la Sierra del Rincón (<a href="https://www.researchgate.net/publication/321251481_LA_RESERVA_DE_LA_BIOSFERA_DE_LA_SIERRA_DEL_RINCON_INTERES_FLORISTICO">Baonza 2017</a>, ver las dos entradas anteriores de este blog). El anterior catálogo del hayedo la consideraba muy rara (Hernández et al. 1983).</div>
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<tr><td class="tr-caption" style="text-align: center;"><i>Hordelymus europaeus</i> en la Península Ibérica (<a href="http://www.anthos.es/">www.anthos.es</a>, consultado 16/06/2017). Las citas de Aranjuez (Cutanda 1861; Willkomm & Lange 1861-1862 ambos citando a Pourret) y más la de Sevilla (Barras de Aragón 1897) parecen poco creíbles. En <a href="http://gbif.org/">gbif.org</a> aparece recogido además un pliego de Guisando, Ávila (Gómez Manzaneque, Luceño & Vargas1987 MA687371).</td><td class="tr-caption" style="text-align: center;"></td></tr>
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<i>Hordelymus europaeus </i>es una gramínea alta, propia de bosques frescos, típicamente hayedos, cuyo nombre genérico es muy adecuado, por tener espiguillas semejantes a las de las cebadillas (<i>Hordeum</i>) y los<i> Elymus</i>. No hay que confundirlo con otras gramíneas semejantes presentes en el paraje o la Sierra de Guadarrama en hábitats similares como <i>Elymus caninus </i>(=<i><i>Roegneria canina</i></i>)<i> </i>o<i> Brachypodium sylvaticum,</i> especies más frecuentes. Cabe resaltar que es de un género monotípico (con esta única especie) endémico de Europa.<br />
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Fue propuesta a incluir en el Catalogo Regional de Especies Amenazadas de la Comunidad de Madrid como "Sensible a la Alteración de su Hábitat" (Blanco 1999), propuesta ignorada y que seguramente habría que subir a En Peligro de Extinción regional. La principal amenaza parece ser el sobrepastoreo por ganado vacuno que sufre el hayedo, especialmente en periodo estival.<br />
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Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0tag:blogger.com,1999:blog-6672446374884203692.post-6452297199522278372017-07-13T17:37:00.001+02:002017-11-23T16:38:22.288+01:008 Congreso de la Biología de la conservación de plantas<div style="text-align: justify;">
El reciente 8 Congreso de la Biología de la conservación de plantas, celebrado en Madrid del 4-7 de julio, ha servido para mirar por donde se dirige la investigación en este campo, con jornadas específicas dedicadas a la etnobotánica, especies invasoras, flora criptogámica, conservación genética, traslocaciones y conservación <i>in situ</i> <a href="http://sebicop.blogspot.com.es/2017/07/desarrollo-exitoso-del-8-congreso-de.html">(Sebicop)</a>. Dentro de todas las comunicaciones presentaddas (148, ver <a href="http://conservacionvegetal.org/upload/congresos/12/LIBRO%20RESUMENES%20(DL).Con%20cubierta.reducida.pdf">libro de resúmenes</a>) podemos destacar aquí las referidas o realizadas en la Sierra de Guadarrama y zonas limítrofes, tanto orales (O) como en poster (P):</div>
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O 23. Análisis espacial de la diversidad genética en poblaciones relictas de Ulmus glabra del Sistema Central. M. Martín del Puerto, F. Martínez García & J.P. Martín Clemente. </div>
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O 29. Hierarchical and sampling-optimized species distribution modelling for conservation plant ecology. R.G. Mateo, A. Gastón, M.J. Aroca, M.C. Mateo-Sánchez, G. Chamorro López, E. Gavela Coya, E. Gutiérrez Fernández, J.I. García-Viñas & S. Saura. [muestreos en Sierra del Rincón]. </div>
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O 31. La situación de la flora de Madrid después del tsunami transformador del territorio de las dos últimas décadas. Propuestas para salvar las especies más amenazadas. R. de Pablo Sanz, E. Luengo Nicolau, D. Meliá Vaca & J.M. Martínez Labarga. </div>
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P 18. <a href="https://www.researchgate.net/publication/321251481_LA_RESERVA_DE_LA_BIOSFERA_DE_LA_SIERRA_DEL_RINCON_INTERES_FLORISTICO">La Reserva de la Biosfera de la Sierra del Rincón: interés florístico</a>. J. Baonza Díaz.</div>
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P 20. Estado actual de la población de Narcissus pseudonarcissus subsp. portensis en el hayedo de Montejo (Madrid). B. Herrero Alcón, A. Gastón, M. Valbuena, J. Rodríguez-Calcerrada, E. Ballesteros Sánchez, M.J. Aroca-Fernández, I. Ramos Gutiérrez, L. Gil & J.I. García-Viñas.</div>
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P 21. Afloramientos calcáreos en zonas elevadas del Sistema Central. Una propuesta de zona de reserva en el Parque Nacional de la Sierra de Guadarrama. J.L. Izquierdo, R. Gavilán & A. Rubio.</div>
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P 31. Evaluación del estado de conservación de <i>Apium repens</i> en España. C. Capistrós Bitrián, C. Solano Udina & F. Martínez García.</div>
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P 37. Dinámica poblacional de <i>Gyrocaryum oppositifolium</i>, una planta anual sin banco de semillas permanente. M. Coca, V. Valcárcel & A. Otero.</div>
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P 39. Reproducción del <i>Ulmus glabra</i> en la región de procedencia 20. Sierra de Guadarrama-Ayllón. I. Colmenero Martín & F. Martínez García.</div>
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P 58. Ni están todas las que son... ni son todas las que están en el catálogo de flora madrileña. F. Martínez García, C. Fuentes Fernández, I. Ramos Gutiérrez & J.C. Moreno Saiz.</div>
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P 68. Barreras de aislamiento y éxito reproductivo en zonas de contacto entre dos especies del género <i>Cistus</i> (Cistaceae). E. Carrió, C. Ruiz & F. Pérez García. </div>
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Estado de las poblaciones de <i>Himantoglossum robertianum</i> en la Comunidad de Madrid. I. Ramos Gutiérrez, J.M. Martínez Labarga, J.C. Moreno Saiz & Agentes Forestales de la Comunidad de Madrid.</div>
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Diversidad y conservación de las comunidades vegetales con Rubus (Rosaceae) en el occidente de la península Ibérica. J.A. Vicente Orellana & A. Galán de Mera.</div>
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Además, la excursión del último día por el Parque Nacional de la Sierra de Guadarrama (zona de Peñalara) permitió conocer algunos problemas de conservación de flora en el parque incluida la contaminación atmosférica, labores de restauración realizadas en el antiguo Parque Natural de Peñalara y trabajos de investigación sobre flora de alta montaña como <i>Silene ciliata</i>.</div>
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Es de destacar que varias de estas comunicaciones han incidido en lo anticuado del catálogo madrileño de especies amenazadas (de Pablo <i>et al</i>.; Baonza; Martínez <i>et al</i>.; Ramos<i> et al</i>.), resaltando la necesidad urgente de actualizarlo si de verdad queremos proteger la flora de la región. Máxima repetida ya demasiadas veces a la que parece mostrar caso omiso el gobierno regional.</div>
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<br />Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com3tag:blogger.com,1999:blog-6672446374884203692.post-13722676470028485542017-07-13T11:36:00.003+02:002018-03-29T11:58:51.498+02:00Incluyen el hayedo de Montejo en el Patrimonio Mundial de la Humanidad, mientras denuncian graves daños en su entorno por trabajos forestales agresivos<div style="text-align: justify;">
La Unesco ha incluido en la lista del Patrimonio Mundial de la Humanidad al hayedo de Montejo, dentro del grupo de "Hayedos primarios de los Cárpatos y otras regiones de Europa" (<a href="http://whc.unesco.org/en/list/1133">12 de julio de 2017</a>).<br />
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Ciertamente este es uno de los principales valores de la reserva de la Biosfera de la Sierra del Rincón (pero no el único), por los rodales de hayas y robles, con importante número de pies singulares y flora nemoral (de sotobosque) de gran interés en la región. Así, en una comunicación presentada al 8 Congreso de la Biología de la Conservación de Plantas (Herrero et al. 2017) se ha presentado la evaluación de la población de <i>Narcissus pseudonarcissus</i> existente en el mismo, especie catalogada en peligro de extinción en Madrid, superando los 28.000 ejemplares.</div>
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<tr><td class="tr-caption" style="text-align: center;">Hayedos y robledales del "Hayedo de Montejo", 22/08/2016</td></tr>
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Este caso ilustra uno de los males (no el peor) del obsoleto catálogo madrileño: desviar la atención a especies no prioritarias. Este narciso cuenta con varias y nutridas poblaciones en la región, incluso dentro de la reserva las más abundantes seguramente son las existentes en La Puebla, pero al estar en la máxima categoría del catálogo regional ha merecido un esfuerzo cuantioso por el grupo de la escuela de Montes que investiga en el hayedo desde hace años. En otra comunicación propia al mismo congreso (Baonza 2017) presento un listado de la flora de interés presente en la Reserva, incluidas las especies catalogadas o señaladas por otros autores como a catalogar, incluyendo muchas más amenazadas que el narciso pero también varias de ellas que realmente no parecen amenazadas pero se deben estudiar para ver que categoría de amenaza regional tienen.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMV-6xHQX4sB6FJB0sbv8jPFT2WtY_zfkchBhBByPSjzaUn7c_-tM85T-XFqA6Rq26StbHiuS_kQjL5cE8JuEX6NVotDahf9WcJ0nAV6PVHo4rSwWEjttI5K3ni2UxtaPHTzkQFqlR97dh/s1600/Narpse.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMV-6xHQX4sB6FJB0sbv8jPFT2WtY_zfkchBhBByPSjzaUn7c_-tM85T-XFqA6Rq26StbHiuS_kQjL5cE8JuEX6NVotDahf9WcJ0nAV6PVHo4rSwWEjttI5K3ni2UxtaPHTzkQFqlR97dh/s320/Narpse.jpg" width="320" /></a></td></tr>
<tr align="center"><td class="tr-caption"><i>Narcissus pseudonarcissus </i>subsp. <i>portensis </i>de La Puebla, <br />
localidad con abundantes poblaciones del mismo.</td></tr>
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El hayedo de Montejo además de ser el único hayedo (varios rodales) de la Comunidad de Madrid, presenta como flora de <span style="font-family: inherit;">mayor </span>interés varias especies nemorales y/o higrófilas junto a los cauces y algunas zonas higroturbosas, destacando: <i>Fagus sylvatica, Quercus petraea, Betula pubescens, Betula pendula, Corylus avellana, Ilex aquifolium, Sorbus aucuparia, Sorbus aria, Taxus baccata, Lonicera xilosteum, Aconitum napellus, Paris quadrifolia, Lathraea squamaria</i> (única localidad madrileña), <i>Neottia nidus-avis, Epipactis fageticola, Epipactis microphylla, Equisetum hyemale, Hepatica nobilis, Lilium martagon, Ajuga pyramidalis, A. reptans, Scrophularia alpestris</i>, Stellaria nemorum, con muchas violetas algunas únicas en Madrid (<i>Viola parvula, V. reichenbachiana</i>) etc. Algunas especies citadas en el antiguo catálogo (Hernández et al. 1983) parecen extintas en este monte: Hordelymus europaeus, <i>Doronicum pardalianches, Botrychium lunaria, Quercus robur (con citas inciertas), Ulmus glabra, Fraxinus excelsior, Anagallis tenella</i>. Alguna de estas especies se han encontrado en zonas cercanas de la propia reserva, lo que demuestra que no solo el sitio del hayedo es importante para la reserva y la propia Comunidad de Madrid.<br />
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Sin embargo los trabajos forestales en su entorno no parecen tener el cuidado que debieran en una zona Reserva de la Biosfera y con gran importancia para la Comunidad de Madrid, dañando a especies amenazadas, según denuncia <a href="https://www.ecologistasenaccion.org/article34632.html">Ecologistas en Acción</a>. También en <a href="https://elguadarramista.com/2017/07/03/trabajos-forestales-junto-al-hayedo-de-montejo-eliminan-especies-botanicas-protegidas/">El Guadarramista</a>.<br />
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Jorge Baonza Díazhttp://www.blogger.com/profile/12766043942726888797noreply@blogger.com0