Débat public - En mer, en Normandie : de nouvelles éoliennes ?
Débat public sur les futurs appels d'offres d'éoliennes en mer au large de la Normandie
P70 • Point de vue d'Armand Dubois "Installer un dernier parc d'1 GW"
Empreinte numérique
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Valeur:
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Source:
{"body":"<p>Après s'être forgé un point de vue, le participant Armand Dubois choisit le scénario C <strong>\"Il faut installer un parc d’1GW à un endroit où les impacts sont les plus limités. La Normandie aura quatre parcs et cela sera suffisant.\"</strong>\r\n<img 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\">\r\n</p><p>\r\n<strong>Les avantages</strong>\r\nCe parc contribue à atteindre les objectifs que la France s’est fixée en matière d’énergies renouvelables, dans sa Programmation Pluriannuelle de l’Energie (PPE).\r\n\r\n<strong>Les inconvénients</strong>\r\nDes impacts sur les activités humaines, l’environnement et le paysage sont possibles et devront au maximum être évités ou compensés.\r\n\r\n\r\nConsultez plus en détails son point de vue dans la pièce jointe.\r\n\r\n(reçu le 19 juin 2020 via l'outil <a href=\"https://www.armadiyo.com/debat-public-eolmernormandie/monpointdevue/\" target=\"_blank\">Mon point de vue en 9 étapes </a>)</p>","title":"Point de vue d'Armand Dubois \"Installer un dernier parc d'1 GW\""}
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Après s'être forgé un point de vue, le participant Armand Dubois choisit le scénario C "Il faut installer un parc d’1GW à un endroit où les impacts sont les plus limités. La Normandie aura quatre parcs et cela sera suffisant."
Les avantages
Ce parc contribue à atteindre les objectifs que la France s’est fixée en matière d’énergies renouvelables, dans sa Programmation Pluriannuelle de l’Energie (PPE).
Les inconvénients
Des impacts sur les activités humaines, l’environnement et le paysage sont possibles et devront au maximum être évités ou compensés.
Consultez plus en détails son point de vue dans la pièce jointe.
(reçu le 19 juin 2020 via l'outil Mon point de vue en 9 étapes )
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