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) 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) ![](http://t0.gstatic.com/images?q=tbn:ANd9GcQ62n8riIcb_2PtARsDGit0MopMJHBi4RTjkA6DF8UWpwZjgBWFzA) ![](http://t3.gstatic.com/images?q=tbn:ANd9GcSuIOGtzBgai9_ue-NmGW2DmkODI9a07mRYgB-k2fF2FQ8nvyk0mA) ![](http://t1.gstatic.com/images?q=tbn:ANd9GcTGFw2-SGuFfQgLIIaHJeXL58GBcNfGxQ9WxcrKgggKY1901KhR7g) ![](http://t1.gstatic.com/images?q=tbn:ANd9GcTE0xkKtYZ8UNLzE8Er1qQG8i0mq-J_5Sx9PVDjXC7VsGTN-CYh) ![](http://t1.gstatic.com/images?q=tbn:ANd9GcTVIxAI19l1Oj2uSYJLJCYhmQqyPL4jDpW1N-Nj9zxNFWLjO_tw) ![](http://www.lomasdelmundo.com/wp-content/uploads/2010/10/Dicopomorpha-echmepterygis.jpg) ![](http://t2.gstatic.com/images?q=tbn:ANd9GcSeTZ0rSrxnFiUVHjTzvSwj2tlJ37rlcgYet4MqSYAtQW0XwgrdnQ) ![](http://t2.gstatic.com/images?q=tbn:ANd9GcSCHTCxTWKmmHWY56sFQjuKewdgW3vuv_QVJFT4IuK7W6Tj_LDgPQ) ![](http://t2.gstatic.com/images?q=tbn:ANd9GcTW1kXQ6Pdo-Y4IYekzZ0j1VKRW6j-j9ykpg3LOG65rGPlzbZGPnQ) ![](http://t0.gstatic.com/images?q=tbn:ANd9GcT5H4RW71pQbFdk9kBS3PL_dm4As_fS00uGrF3KTotFW6Jqz2JUxw) 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La foto arriba muestra algunos huevos de insectos, cada huevo no más grande de 1 mm. Encontré los huevos a la izquierda en la cáscara de un pino en Mississippi. Mire como son atados uno al otro así que forman una cadena. Las larvas ya han salidos de los cascarones de la mayor parte de los huevos, dejando en los cascarones huecos redondos y negros donde las larvas emergieron. Los huevos a la derecha, que parecen un grupo de tazitas blancas de plástico, encontré en las escalas de una piña de un pino, también en Mississippi. A la derecha se ve los huevos de un insecto que daña mucho las plantas de calabazas, Anasa tristis. Los encontré en la superficie inferior de una hoja de una planta calabaza. Las manchas blancas son huecos por donde emergieron las ninfas. Una cosa interesante acerca de esta foto es que un poco a la izquierda del centro se ven dos cáscaras o exoesqueletos de ninfas. Las ninfas salieron de sus huevos, permanecieron cerca un tiempo comiendo y creciendo, y cuando crecieron bastante, abandonaron sus exoesqueletos, y producieron exoesqueletos nuevos y más grandes. Algunos huevos de insectos son muy bonitos. A la derecha se ven los huevos del insecto arlequín, Murgantia histrionica, puestos en la superficie inferior de una hoja de mostaza. Es típico que los huevos de los arlequines están puestos en dos filas paralelas, pero puede ver en la foto que aquí dos huevos están fueras de sus lugares. Esto muestra que la Madre Naturaleza no siempre hace las cosas como dicen en los libros. Si querría yo producir plantas de mostaza perfectas, buscaría estos huevos y los aplastaría con mi pulgar. Aunque cada huevo tiene un ancho de solo 0.8 mm, los agregados de huevos son fáciles a descubrir, y despachurrarlos con mi pulgar cuesta poco empeño y tiempo. Además, usar mi pulgar es mucho mejor para la Naturaleza que usar las químicas. Realmente ¡no sé porqué la gente que tienen huertas usan químicas tan venemosas! A la izquierda se ve la funda de huevos de una cucaracha. La funda es solo 13 mm de longitud y contiene 16 huevos. Es duro y brillante como hecho de una hoja de plástico. Cada especie de cucaracha tiene una funda de una forma distinta. Cuando las ninfas salen de sus huevos adentro de la funda, emergen de la funda por la orilla dentado arriba. Primero solo uno o dos salen pero no falta mucho hasta que salen una verdadera masa de criaturas pequeñitas y meneando, hasta que la funda está vacía. Encontré esta funda tarde en el invierno, así que probablamente después de unos pocos días cálidos de la primavera, saldrán la generación primera de cucarachas del verano. A la derecha se ve la funda de huevos de un campanero. Es 32 mm de largo y cada uno de las muchas capas, que parecen costillas en la foto, es asociado con un huevo adentro de la funda. Cuando la madre puso la funda en un tallo de una maleza, al principio la material que compone la funda fue espumosa, pero pronto endureció, así que ahora protege bién los huevos frágiles adentro. Cuando llega la primavera, las ninfas emergerán de la funda. Muchas veces emergen más o menos al mismo tiempo, así que, si tiene suerte, el visitante puede ver muchas, muchas ninfas campaneros. Desde que campaneros rapiñan muchos clases de insectos que son dañosos en la huerta, ciertas compañías venden fundas de campaneros paracidas a la en la foto. ¡Cuelgue la funda en la huerta y cuando llega el verano sus campaneros trabajarán consigo guardando su huerta! Entonces, las fotos en esta página muestra al menos dos cosas importantes acerca de los huevos de insectos: Los huevos de insectos suelen ser pequeños y encontrados en lugares ocultados Cuando los encuentra, ¡muchas veces son muy interesantes!
![funda de una cucaracha](http://www.backyardnature.net/pix/cockeggc.jpg)
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