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¿Cuáles son las modalidades de activación y despliegue de los Equipos ARSAM?","displaytext":"1. ¿Cuáles son las modalidades de activación y despliegue de los Equipos ARSAM?","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5zYeTVm28UD","slidetitle":"2. Los Equipos de Apoyo a la Respuesta en Salud Mental (ARSAM), son equipos que lo conforman:","displaytext":"2. Los Equipos de Apoyo a la Respuesta en Salud Mental (ARSAM), son equipos que lo conforman:","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6KbbECVAYyo","slidetitle":"3. El Equipo ARSAM se basa en los siguientes principios:","displaytext":"3. El Equipo ARSAM se basa en los siguientes principios:","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6LylSIAkpke","slidetitle":"4. A qué concepto corresponde esta definición: “Se relaciona a que se utilicen los medios disponibles de manera eficiente, para que los recursos sean utilizados en situaciones de emergencias o desastres en la Comunidad afectada, por lo que en primera instancia utilizan todas las capacidades de respuestas que se encuentran disponibles en el territorio afectado y luego escalonando a niveles superiores”.","displaytext":"4. A qué concepto corresponde esta definición: “Se relaciona a que se utilicen los medios disponibles de manera eficiente, para que los recursos sean utilizados en situaciones de emergencias o desastres en la Comunidad afectada, por lo que en primera instancia utilizan todas las capacidades de respuestas que se encuentran disponibles en el territorio afectado y luego escalonando a niveles superiores”.","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6AgGO3fAYIc","slidetitle":"5. A qué concepto corresponde esta definición: “En esta dimensión se debe llenar a cabo las acciones de respuesta y recuperación en el ámbito de la Salud Mental y el apoyo psicosocial que se realiza, por lo que es primordial fortalecer los recursos del Equipo local, y enfatiza fomentar el sentido de eficacia personal y colectivo.“","displaytext":"5. A qué concepto corresponde esta definición: “En esta dimensión se debe llenar a cabo las acciones de respuesta y recuperación en el ámbito de la Salud Mental y el apoyo psicosocial que se realiza, por lo que es primordial fortalecer los recursos del Equipo local, y enfatiza fomentar el sentido de eficacia personal y colectivo.“","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5qjkrlL868e","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5nNht2Yy69r","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6VL5TbQOmvZ","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5s5dhRxzRu8","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6OdvisvpKDw","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6e7fpZ9ieYa","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6QKuhfkK9yF","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6dM615mdnRk","slidetitle":"Arrastrar y soltar","displaytext":"Arrastrar y soltar","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6LH13IykyCg","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5miqpQvggl5","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5cWp5PqMas5","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6Wz2C3uGllR","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6JOSFAxwWFd","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5kZ1pLcUZnH","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5mcBwu0J54O","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6H8IsAkwvLP","slidetitle":"1. Con respecto a la conformación de los integrantes del Equipo ARSAM, podemos decir:","displaytext":"1. Con respecto a la conformación de los integrantes del Equipo ARSAM, podemos decir:","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5fYW34Zj0T4","slidetitle":"2. ¿Cuál corresponde a las etapas en el proceso de actuación del equipo ARSAM?","displaytext":"2. ¿Cuál corresponde a las etapas en el proceso de actuación del equipo ARSAM?","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5gxqTsKHUFQ","slidetitle":"3. ¿A qué etapa corresponde la siguiente definición?: “Deben conformarse como equipo, a través de conocimiento de los miembros, sus capacidades, y roles a asumir, así como considerar y mantener el equipamiento necesario”.","displaytext":"3. ¿A qué etapa corresponde la siguiente definición?: “Deben conformarse como equipo, a través de conocimiento de los miembros, sus capacidades, y roles a asumir, así como considerar y mantener el equipamiento necesario”.","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.61FogarJo3c","slidetitle":"4. En la etapa de Activación, los integrantes del Equipo ARSAM deben realizar las acciones necesarias de preparación para que su trabajo en terreno sea eficaz y seguro ¿Qué actividades se recomiendan en esta etapa?","displaytext":"4. En la etapa de Activación, los integrantes del Equipo ARSAM deben realizar las acciones necesarias de preparación para que su trabajo en terreno sea eficaz y seguro ¿Qué actividades se recomiendan en esta etapa?","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6kjlgq8o3CX","slidetitle":"5. En cuanto al Procedimiento técnico administrativo para el despliegue del Equipo ARSAM, en el ámbito de Modalidad Intra Servicio de Salud. En el paso de la Solicitud. Correspondería lo siguiente:","displaytext":"5. En cuanto al Procedimiento técnico administrativo para el despliegue del Equipo ARSAM, en el ámbito de Modalidad Intra Servicio de Salud. En el paso de la Solicitud. Correspondería lo siguiente:","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5ZYSNWz8GIS","slidetitle":"6. En cuanto al Procedimiento técnico administrativo para el despliegue del Equipo ARSAM, en el ámbito de Modalidad Intra Servicio de Salud. En el paso de Registro y Rendición. Corresponde lo siguiente:","displaytext":"6. En cuanto al Procedimiento técnico administrativo para el despliegue del Equipo ARSAM, en el ámbito de Modalidad Intra Servicio de Salud. En el paso de Registro y Rendición. Corresponde lo siguiente:","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.6Ee4TQf5lcs","slidetitle":"7. En cuanto al Procedimiento técnico administrativo para el despliegue del Equipo ARSAM, en el ámbito de Modalidad Servicio de Salud. En el paso de Selección de los Integrantes, ¿Qué característica corresponde a ese paso?","displaytext":"7. En cuanto al Procedimiento técnico administrativo para el despliegue del Equipo ARSAM, en el ámbito de Modalidad Servicio de Salud. En el paso de Selección de los Integrantes, ¿Qué característica corresponde a ese paso?","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5ghCEWNPp1M","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.5wPfJ0RgchB.5pByNOLSlHK","slidetitle":"Base1","displaytext":"Base1","expand":false,"type":"slide"}]}]}},"resourceData":{"description":"<p align=\'left\'><font face=\'Open Sans\' style=\'font-size: 11px;\' size=\'11\' color=\'#444444\'>Estos son algunos vínculos y documentos útiles:</font></p>"}}');