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)
Revista de Ciencias de Seguridad y Defensa
13
II. Materiales y Métodos
2.1. La Reducción de Riesgos y Desastres
Del 18 a 22 de enero del año 2005, la Organización de las Naciones Unidas llevó a cabo la Confe-
rencia Mundial sobre la Reducción de los Desastres, en Japón, cuya nalidad fue la de consolidar
estrategias internacionales para la reducción de Desastres bajo la denominación del Marco de Acción
de Hyogo
1
, con expectativas por alcanzar hasta el 2015. En esta conferencia se plantearon además tres
objetivos estratégicos y cinco prioridades para aumentar la resiliencia de las naciones y las comuni-
dades ante los desastres, que buscan como resultado nal, reducir de una manera considerable toda
clase de pérdidas, manteniendo como preferencia la vida del ser humano.
Así mismo, el 18 de marzo del 2015, a petición de la Asamblea General del Ecuador, se rea-
lizó la tercera conferencia mundial de las Naciones Unidas para la reducción de riesgos y desastres.
Aquí se aprobaron las prioridades de acción dentro del Marco de Senday
2
que, en su parte medular,
plantean las acciones para reducir las amenazas y vulnerabilidades, raticando el aumento de la resi-
liencia, fortaleciendo de esta forma el Marco de Acción de Hyogo. En sí, el propósito de este es el de
colocar como actor principal y responsable directo a cada uno de los estados, lo que permite de esta
manera la actuación de todas las sociedades e instituciones que lo conforman. Esto se enmarca en 4
prioridades, que han sido operacionalizadas con las gestiones de cada país. Esto, a su vez, también
ha permitido que del apoyo en situaciones de desastres surjan actores con responsabilidades y tareas
institucionalizadas dentro de la gestión para un desastre.
En concordancia con esto, han aparecido normativas y legalidades para la participación del
personal uniformado como institución, para que se pueda actuar de manera organizada y en apoyo
coordinado, lo cual permite que su misión vaya más allá de la protección de la frontera y los límites
territoriales. En denitiva, el tema del salvamento, prevención y actuación inmediata (a nivel local,
regional y mundial) ha demostrado en estos mismos momentos que, en base a experiencias pasadas,
se trata de una preocupación con aspiraciones excepcionales, con expectativas para enfrentar la fu-
ria de la naturaleza cuando esta se anuncie. Esta preocupación conlleva a que desde varias aristas y
actores se propongan estrategias dentro de un marco de la legalidad, para hacer efectivo el accionar
expedito de las Fuerzas de Seguridad en momentos de mucha conmoción, que es la diferencia entre
salvar vidas o recuperar cadáveres.
2.2. Actuación de grupos de acción inmediata en desastres
Mantener una reacción de forma apropiada y de manera ágil en eventos de daños naturales o socio
naturales es la inquietud de todos los países a nivel internacional. Especialmente en aquellos que han
enfrentado varias devastaciones de tipo económico y social, que dentro de un proceso de resiliencia
han creado cifras incalculables que llevan a deliberar las acciones que deben realizarse desde la pre-
vención.
España, con la intención de ponerse a la vanguardia en prevención y seguridad en el contorno
de desastres, ha proyectado la creación de un grupo especializado que entra en acción de forma in-
mediata en la intervención de desastres, conformado por miembros de sus Fuerzas Armadas, bajo la
denominación de Unidad Militar de Emergencia (UME), que a través del Acuerdo de Ministros del
Consejo del 7 de Octubre del 2005
3
crea una legislatura con todos sus protocolos, para que, a través
de un mando unicado, su organización pueda actuar de manera ecaz en todo tipo de eventos. Estas
1 EIRD, Naciones Unidas. Conferencia Mundial sobre la Reducción de Desastres. Marco de Acción de Hyogo del 2005-2015. Japón: s.n., 2005.
2 ONU, Naciones Unidas. Marco de Senday para la Reducción del Riesgo de Desastres 2015-2030. Japón: s.n., 2015.
3 JAUREGUI A. Boletín Ocial del Estado. Madrid, España: s.n., julio de 2011. 178.
Actuación Resiliente durante un Desastre