La Diputación de Almería, está poniendo en marcha un sistema de información sobre el estado de la circulación en las carreteras de la provincia de Almería en las que tiene competencia.
La información se actualizará en línea, con los partes de incidencias que realicen los respectivos Vigilantes de Zona.
Siendo el contenido de está página simplemente informativo.
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NIVEL DE INCIDENCIA SEGÚN EL COLOR (dgt)
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CIRCULACIÓN INTERRUMPIDA
CarreteraCortada
Para incidencias meteorológicas la carretera se encuentra intransitable para cualquier tipo de vehículo y existe un claro riesgo de quedar inmovilizado en la carretera por períodos prolongados de tiempo.
CIRCULACIÓN DIFÍCIL
Circulación muy lenta con paradas frecuentes y prolongadas
(congestión circulatoria).
Para incidencias meteorológicas indica que la calzada se encuentra completamente cubierta de nieve, siendo sólo posible la circulación haciendo uso de las cadenas o neumáticos especiales, a una velocidad máxima de 30 Km/h. |
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CIRCULACIÓN IRREGULAR
Circulación lenta con paradas esporádicas.
Para incidencias meteorológicas indica que la calzada comienza a cubrirse de nieve, prohibiéndose en este nivel la circulación de camiones y vehículos articulados y circulando los turismos y autobuses a una velocidad máxima de 60 Km/h.
CIRCULACIÓN CONDICIONADA
Circulación a velocidad moderada.
Para incidencias meteorológicas indica que la circulación no se ve afectada aunque conviene extremar la prudencia y se recomienda no sobrepasar la velocidad de 100 Km/h en autopistas y autovías y de 80 Km/h en el resto de carreteras. |
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![Acceso al servicio de información metereológica en rutas](data:image/png;base64,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)
También, pude acceder a la Página de la DGT para consultar el estado de la circulación de las carreteras nacionales y autonómicas en la provincia de Almería. Aquí:
![](/Servicios/cmsdipro/index.nsf/xsp/.ibmmodres/persistence/DominoDoc-14E7A-Informacion_Texto/_1_14253009282320-7F6A.gif)
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