Las Lobelias, una floraciòn hermosa

Al gènero Lobelia pertenecen m'as de 200 especies de plantas herbàceas ,anuales y perennes.
Tiene una floraciòn abundante, son flores pequeños, tubulares y bilabiadas.
Florece desde la primavera hasta fines del verano.

 http://img4.sunset.com/i/2001/04/basket-garden-m-m.jpg?300:300
Las hojas son son ovadas,lineadas, pequeñas y de color verde claro.
Pertenecen a la familia de las Campanulàceas, son originarias de Australia, Am'erica y Sudàfrica.


http://www.magicbymargo.com/images/lobelia_sm.jpg  

http://t2.gstatic.com/images?q=tbn:ANd9GcTNYgpInoj_yEHszfERhsfmTYVxc30lluPgLwbCYBJhvfeNdYSiaQ Lobelia chinensis

http://t0.gstatic.com/images?q=tbn:ANd9GcQU_7Nuoi6VI6h6Khk1Wv-St3vy3e6ygCOE9lqchiuSa2uET3pXqg Lobelia sihiliptica
http://images.meredith.com/bhg/images/2008/10/p_100178950.jpg Lobelia cardinalis
data:image/jpeg;base64,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lobelia erinus
 http://t1.gstatic.com/images?q=tbn:ANd9GcSbLGr5PYPZ-74ukOCpp842JglNu70w15UdAhjaDw9rHRN-OJaYJALa exposiciòn debe ser a semisombra aunque se adapta a pleno sol, los riegos deben ser abundantes,alcanzan una altura de o,10cm-0,90cm.
Se utilizan para jardineras,borduras y parretenes son de bonitos y llamativos colores, rojo,malva,azules,celeste,violeta y blancas.


La multiplicaciòn se realiza por medio de semillas , estas se siembran a final del invierno en una mezcla de tierra,turba y arena, el semillero debe cubrirse con un plàstico o vidrio hasta que germine.
Tambièn se puede trasplantar por divisiòn de matas a comienzo de primavera.
0