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
Empreinte numérique
Le texte ci-dessous est une représentation raccourcie et hachée de ce contenu. Il est utile de s'assurer que le contenu n'a pas été falsifié, car une seule modification entraînerait une valeur totalement différente.
Valeur:
53d8608eef8f97f999e69986ceb1b7c63d8aa3e9db5d26b1c805ff222fed53bd
Source:
{"body":"<p>Après s'être forgé son point de vue, la participante Veve 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>.\". </p><p>\r\n<img width=\"394\" 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\"></p><ul><li><strong>Les avantages : </strong>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).</li><li><strong>Les inconvénients </strong>:Des impacts sur les activités humaines, l’environnement et le paysage sont possibles et devront au maximum être évités ou compensés.\r\nConsultez plus en détails son point de vue dans la pièce jointe. \r\n\r\n(reçu le 15 juin 2020)</li></ul>","title":"Point de vue de Veve : \"Un dernier parc d'1GW\""}
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Après s'être forgé son point de vue, la participante Veve 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.".
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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 15 juin 2020)
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