Budget participatif de Haren
Page du budget participatif de Haren
Changements sur "Aménagement du Bruel Parc "
Description (Nederlands)
-
-
STATUS?
HET PROJECT?
Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.
NIEUWS?
Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.
-
+
STATUS?
HET PROJECT?
Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontmoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.
NIEUWS?
Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.
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"></p><p><strong>HET PROJECT? </strong></p><p>Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.</p><p><strong>NIEUWS?</strong></p><p>Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.</p>- 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"></p><p><strong>HET PROJECT? </strong></p><p>Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontmoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.</p><p><strong>NIEUWS?</strong></p><p>Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.</p>
-
-
STATUS?
HET PROJECT?
Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.
NIEUWS?
Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.
-
+
STATUS?
HET PROJECT?
Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontmoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.
NIEUWS?
Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.
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"></p><p><strong>HET PROJECT? </strong></p><p>Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.</p><p><strong>NIEUWS?</strong></p><p>Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.</p>
- 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"></p><p><strong>HET PROJECT? </strong></p><p>Het braakliggend terrein aan de Bruulstraat zou voor de kinderen een veilig speelplein kunnen worden en voor de buurt een gezellige ontmoetingsplek. Om dat te realiseren moet de grond eerst geanalyseerd en behandeld worden.</p><p><strong>NIEUWS?</strong></p><p>Naar aanleiding van de 1e resultaten, die een bepaalde mate van bodemverontreiniging aantonen, moet een aanvullende analyse (risicostudie) worden uitgevoerd.</p>
Description (Français)
-
-
STATUT ?
LE PROJET ?
Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.
DES NOUVELLES ?
Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol.
-
+
STATUT ?
LE PROJET ?
Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.
DES NOUVELLES ?
Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol.
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"></p><p><strong>LE PROJET ?</strong></p><p>Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.</p><p><strong>DES NOUVELLES ?</strong></p><p>Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol. </p>- 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"></p><p><strong>LE PROJET ?</strong></p><p>Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.</p><p><strong>DES NOUVELLES ?</strong></p><p>Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol.</p>
-
-
STATUT ?
LE PROJET ?
Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.
DES NOUVELLES ?
Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol.
-
+
STATUT ?
LE PROJET ?
Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.
DES NOUVELLES ?
Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol.
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"></p><p><strong>LE PROJET ?</strong></p><p>Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.</p><p><strong>DES NOUVELLES ?</strong></p><p>Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol. </p>
- 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"></p><p><strong>LE PROJET ?</strong></p><p>Le terrain Rue du Bruel, actuellement laissé en friche, pourrait devenir une plaine de jeu sécurisée pour les enfants et conviviale pour les voisins. Pour pouvoir y arriver, le terrain nécessite d'abord une analyse et un traitement du sol.</p><p><strong>DES NOUVELLES ?</strong></p><p>Une analyse complémentaire (étude de risque) doit être réalisée à la suite des 1° résultats qui montrent un certain dégrée de pollution du sol.</p>