vendredi 16 novembre 2018
Par Délégués Locaux La Rochelle le vendredi 16 novembre 2018, 14:13
ITRF Catégorie A :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
- Taux de participation : 38.46%
- Ratio des exprimés sur les votants : 84.00%
- Ratio des exprimés sur les inscrits : 32.31%
ITRF Catégorie B :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
- Taux de participation : 58.70%
- Ratio des exprimés sur les votants : 77.78%
- Ratio des exprimés sur les inscrits : 45.65%
ITRF Catégorie C :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
- Taux de participation : 41.18%
- Ratio des exprimés sur les votants : 82.14%
- Ratio des exprimés sur les inscrits : 33.82%
AENES Catégorie B :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
- Taux de participation : 76.92%
- Ratio des exprimés sur les votants : 80.00%
- Ratio des exprimés sur les inscrits : 61.54%
AENES Catégorie C :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
- Taux de participation : 58.06%
- Ratio des exprimés sur les votants : 100.00%
- Ratio des exprimés sur les inscrits : 33.82%
vendredi 19 octobre 2018
Par Délégués Locaux La Rochelle le vendredi 19 octobre 2018, 12:23
Par Délégués Locaux La Rochelle le vendredi 19 octobre 2018, 12:05