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
P69 • Point de vue de Guillaume Strub " Pas de aprc 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:
93b7a3e9a8afc44b8fd5b827312bbd085329d462f1ceceab617e0c7ff6e9a69c
Source:
{"body":"<p>Après s'être forgé son point de vue, le participant Guillaume Strub choisit le scénario A \"<strong>Aucune éolienne ne devrait être installée en plus des 3 parcs déjà en construction en Normandie.\"</strong></p><p><br></p><p><img src=\"data:image/png;base64,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\">\r\n\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 19 juin 2020 via l'outil <a href=\"https://www.armadiyo.com/debat-public-eolmernormandie/monpointdevue/\" target=\"_blank\">Mon point de vue en 9 étape</a>s )</p>","title":"Point de vue de Guillaume Strub \" Pas de aprc 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/2156/embed.js"></script>
<noscript><iframe src="https://participons.debatpublic.fr/processes/eolmernormandie/f/52/questions/2156/embed.html" frameborder="0" scrolling="vertical"></iframe></noscript>
Publiée
Après s'être forgé son point de vue, le participant Guillaume Strub 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 19 juin 2020 via l'outil Mon point de vue en 9 étapes )
Documents à consulter
Signaler un problème
Ce contenu est-il inapproprié ?
Partager: