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
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4df822a14b0793b94c0f365c04dba60ad6c96f13b596919038133154df7fd516
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{"body":"<p>Après s'être forgé un point de vue, le participant Haiaume choisit le scénario B : <strong>\"Il ne faut pas forcément prévoir un seul grand parc produisant 1 GigaWatt mais un ou plusieurs parcs à des endroits qui minimisent les impacts sur les activités humaines et la biodiversité. \r\nOn pourrait compléter ce scénario en envisageant de renforcer les parcs déjà prévus, c'est-à-dire en acceptant des nuisances peut-être un peu plus importantes là où l'on sait qu'il y en aura de toute façon, mais en limitant ainsi fortement l'apparition de nouvelles \"zones de nuisance\".\r\nEn tout état de cause, il est essentiel de tout faire pour préserver les écosystèmes marins et ne pas dénaturer l'aspect visuel, ce qui aurait un impact fort en termes touristiques donc économiques. \r\nIl faut favoriser la construction des éléments des éoliennes en Normandie (ingénierie et assemblage), et que l'installation puis la maintenance soit assurée par des entreprises locales ou des filiales locales d'entreprises nationales ou internationales.</strong>\"\r\n</p><p><img 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\">\r\n<strong>Les avantages\r\n</strong>Les impacts sur les activités humaines et sur les milieux sont moindres et/ou très localisés.\r\n\r\n<strong>Les inconvénients\r\n</strong>Effet de saupoudrage, avec un impact paysager et sur la sécurité maritime plus diffus.\r\nLe coût de construction, de raccordement et de l’électricité produite est plus important.\r\n\r\nConsultez plus en détails son point de vue dans la pièce jointe.\r\n\r\n(reçu le 5 juillet 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 de Haiaume \"Un ou plusieurs petits parcs\""}
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Publiée
Après s'être forgé un point de vue, le participant Haiaume choisit le scénario B : "Il ne faut pas forcément prévoir un seul grand parc produisant 1 GigaWatt mais un ou plusieurs parcs à des endroits qui minimisent les impacts sur les activités humaines et la biodiversité.
On pourrait compléter ce scénario en envisageant de renforcer les parcs déjà prévus, c'est-à-dire en acceptant des nuisances peut-être un peu plus importantes là où l'on sait qu'il y en aura de toute façon, mais en limitant ainsi fortement l'apparition de nouvelles "zones de nuisance".
En tout état de cause, il est essentiel de tout faire pour préserver les écosystèmes marins et ne pas dénaturer l'aspect visuel, ce qui aurait un impact fort en termes touristiques donc économiques.
Il faut favoriser la construction des éléments des éoliennes en Normandie (ingénierie et assemblage), et que l'installation puis la maintenance soit assurée par des entreprises locales ou des filiales locales d'entreprises nationales ou internationales."
Les avantages
Les impacts sur les activités humaines et sur les milieux sont moindres et/ou très localisés.
Les inconvénients
Effet de saupoudrage, avec un impact paysager et sur la sécurité maritime plus diffus.
Le coût de construction, de raccordement et de l’électricité produite est plus important.
Consultez plus en détails son point de vue dans la pièce jointe.
(reçu le 5 juillet 2020 via l'outil Mon point de vue en 9 étapes )
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