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The objective of this research was to analyze the nutritional benefits of mango and its contribution to food security in students and families, through the use of didactic strategies relevant to the community training process, to enhance academic performance, in order to lead an active and healthy life. A qualitative methodology with phenomenological design was used, with the participation of 10 students and 10 parents. Consequently, the constant unit was used to organize the data obtained, then an open coding was carried out followed by an axial coding describing the experiences of those involved leading to the construction of analytical memos. Finally, a seminar-workshop was carried out to make known the nutritional benefits of mangoes. It is concluded that through the didactic teaching-learning strategies used, the nutritional benefits of mango and its contribution to food security were made known, generating healthy eating habits., El objetivo de esta investigación fue analizar los beneficios nutricionales del mango y su contribución a la seguridad alimentaria en estudiantes y familias, mediante el uso de estrategias didácticas pertinentes al proceso de capacitación comunitaria, para que potencien el rendimiento académico, en procura de llevar una vida activa y saludable. Se empleó la metodología cualitativa con diseño fenomenológico, con participación de 10 estudiantes y 10 padres de familia. En consecuencia, se utilizó la unidad constante organizando los datos obtenidos, posteriormente se realizó una codificación abierta seguida de una codificación axial describiendo las experiencias de los involucrados llevando a la construcción de memos analíticos. Finalmente se realiza un seminario-taller para dar a conocer los beneficios nutricionales del mango. Se concluye que mediante las estrategias didácticas de enseñanza - aprendizaje empleadas se dieron a conocer los beneficios nutricionales del mango y su contribución a la seguridad alimentaria generando hábitos alimenticios saludables.

The investment capacity of the island councils, together with their growing number of public employees and the fact that they are usually the Public Administration best valued by the people of the Canary Islands, has encouraged the majority of political leaders to expand their capacity to intervene mandate after mandate, becoming authentic island governments and abandoning their theoretical role as a local entity. This paper analyzes the generalized politicization of insular managerial positions, moving them away from public management to bring them closer to electoral objectives; at the same time that it shows the unanimous flight from the law of the parliamentary groups, to evade the limits imposed in this regard by the Administration of Justice., La capacidad inversora de los cabildos insulares, junto a su creciente número de empleados públicos y la condición de ser habitualmente la Administración pública mejor valorada por los canarios, ha alentado a la mayoría de los responsables políticos a expandir su capacidad de intervención mandato tras mandato, convirtiéndose en auténticos gobiernos insulares y abandonando su teórico rol de entidad local. Este trabajo analiza la generalizada politización de los puestos directivos insulares, alejándolos de la gestión pública para acercarlos a objetivos electorales; al tiempo que muestra la unánime huida del derecho de los grupos parlamentarios, para evadir los límites impuestos al respecto por la Administración de justicia.

We construct mixing solutions to the incompressible porous media equation starting from Muskat type data in the partially unstable regime. In particular, we consider bubble and turned type interfaces with Sobolev regularity. As a by-product, we prove the continuation of the evolution of IPM after the Rayleigh¿Taylor and smoothness breakdown exhibited in (Castro et al. in Arch Ration Mech Anal 208(3):805¿909, 2013, Castro et al. in Ann Math. (2) 175(2):909¿948, 2012). At each time slice the space is split into three evolving domains: two non-mixing zones and a mixing zone which is localized in a neighborhood of the unstable region. In this way, we show the compatibility between the classical Muskat problem and the convex integration method.