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
P83 • Point de vue d'Yves Ruellan : "Pas de parc supplémentaire"
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:
56c28001d9050eb4eb9829f95a9d3541defcd9919d4c024b11c80277931c8f30
Source:
{"body":"<p>Après s'être forgé son point de vue, le participant Marc Ruellan choisit le scénario A \"<strong>Aucune éolienne ne devrait être installée en plus des 3 parcs déjà en construction en Normandie</strong>.\"\r\n</p><p><img src=\"data:image/png;base64,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\"></p><p>\r\n<strong>Les avantages</strong>\r\nLes activités maritimes humaines (pêche, commerce, sécurité, etc.) et les milieux marins sont préservés.\r\n\r\n<strong>Les inconvénients</strong>\r\nIl faudra trouver d’autres moyens de contribuer à la transition énergétique. La filière industrielle dédiée à l’éolien en mer se trouve fragilisée.\r\n\r\nConsultez plus en détails son point de vue dans la pièce jointe.\r\n\r\n(reçu le 20 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'Yves Ruellan : \"Pas de parc supplémentaire\""}
Cette empreinte numérique est calculée à l'aide d'un algorithme de hachage SHA256. Pour le reproduire vous-même, vous pouvez utiliser un calculateur de hash MD5 en ligne et copier-coller les données.
Lien de partage:
Veuillez coller ce code dans votre page:
<script src="https://participons.debatpublic.fr/processes/eolmernormandie/f/52/questions/2170/embed.js"></script>
<noscript><iframe src="https://participons.debatpublic.fr/processes/eolmernormandie/f/52/questions/2170/embed.html" frameborder="0" scrolling="vertical"></iframe></noscript>
Publiée
Après s'être forgé son point de vue, le participant Marc Ruellan choisit le scénario A "Aucune éolienne ne devrait être installée en plus des 3 parcs déjà en construction en Normandie."
Les avantages
Les activités maritimes humaines (pêche, commerce, sécurité, etc.) et les milieux marins sont préservés.
Les inconvénients
Il faudra trouver d’autres moyens de contribuer à la transition énergétique. La filière industrielle dédiée à l’éolien en mer se trouve fragilisée.
Consultez plus en détails son point de vue dans la pièce jointe.
(reçu le 20 juin 2020 via l'outil Mon point de vue en 9 étapes )
Documents à consulter
Signaler un problème
Ce contenu est-il inapproprié ?
Partager: