COSTA CUNIT - Procés participatiu per al Pla de Millora Urbana

PMU Costa Cunit

Fase 3 de 4

Retorn 18/06/2022 - 29/07/2022

Fases del procés

Canvis a "ITINERARI GUIAT "

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Descripció (Castellano)

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El itinerario guiado realizará un recorrido por los puntos y espacios más significativos en cuanto a deficiencias urbanísticas que permitan definir los mínimos para la redacción del avance de planeamiento del PMU.

Las personas interesadas en participar se tendrán que inscribir previamente. El itinerario se realizará en un grupo limitado a un máximo de 20-25 personas.

El itinerario seguirá el siguiente recorrido:

A lo largo del recorrido se recogerán las dudas, sugerencias y aportaciones de los asistentes.
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El itinerario guiado realizará un recorrido por 6 puntos y espacios significativos en cuanto a deficiencias y oportunidades urbanísticas que permitan intercambiar visiones y argumentos para definir los mínimos a incorporar en la redacción del avance de planeamiento del PMU.

Las personas interesadas en participar se tendrán que inscribir previamente. El itinerario se realizará en un grupo limitado a un máximo de 20-25 personas.

El itinerario seguirá el siguiente recorrido:

A lo largo del recorrido se recogerán las dudas, sugerencias y aportaciones de los asistentes.

-El itinerario guiado realizará un recorrido por los puntos y espacios más significativos en cuanto a deficiencias urbanísticas que permitan definir los mínimos para la redacción del avance de planeamiento del PMU. Las personas interesadas en participar se tendrán que inscribir previamente. El itinerario se realizará en un grupo limitado a un máximo de 20-25 personas. El itinerario seguirá el siguiente recorrido:<img src="data:image/jpeg;base64,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
+ El itinerario guiado realizará un recorrido por 6 puntos y espacios significativos en cuanto a deficiencias y oportunidades urbanísticas que permitan intercambiar visiones y argumentos para definir los mínimos a incorporar en la redacción del avance de planeamiento del PMU. Las personas interesadas en participar se tendrán que inscribir previamente. El itinerario se realizará en un grupo limitado a un máximo de 20-25 personas. El itinerario seguirá el siguiente recorrido:<img src="data:image/jpeg;base64,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

Esborrats

-El itinerario guiado realizará un recorrido por los puntos y espacios más significativos en cuanto a deficiencias urbanísticas que permitan definir los mínimos para la redacción del avance de planeamiento del PMU. Las personas interesadas en participar se tendrán que inscribir previamente. El itinerario se realizará en un grupo limitado a un máximo de 20-25 personas. El itinerario seguirá el siguiente recorrido:<img src="data:image/jpeg;base64,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

Addicions

+ El itinerario guiado realizará un recorrido por 6 puntos y espacios significativos en cuanto a deficiencias y oportunidades urbanísticas que permitan intercambiar visiones y argumentos para definir los mínimos a incorporar en la redacción del avance de planeamiento del PMU. Las personas interesadas en participar se tendrán que inscribir previamente. El itinerario se realizará en un grupo limitado a un máximo de 20-25 personas. El itinerario seguirá el siguiente recorrido:<img src="data:image/jpeg;base64,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Autoria de la versió

Aurora Català Raluy

Versió creada el 20/05/2022 14:47