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)
Zwei Dinge machen die Antworten des Senates zur OU Malchow bzw. zur Sanierung der Malchower Dorfstraße und der damit im Zusammenhang stehenden Straßenplanungen deutlich:
1. Die OU Malchow wird im Bundesverkehrswegeplan vollkommen anders bewertet (Trasse liegt in naturschutzrechtlich unbedenklicher Lage) als sie in Wirklichkeit liegt, denn die Trasse liegt auf bzw. unmittelbar neben einem Niedermoor und bedroht weitere landschaftlich und für die Erholung wichtige Flächen. Dies traf ggf. auch auf eine Behelfsstraße (Baustraße) als Umleitung bei der Sanierung der Dorfstraße zu, die aber nun nicht bebaut wird.
2. Werden die Straßenplanungen der Ortsumfahrung Malchow, Verbindungsstraße zwischen Alt Karow und der B2 sowie die Tangentialverbindung Nord (TVN, Verlängerung der Egon Erwin Kisch Straße) nicht aufeinander abgestimmt und nach Alternativen zum Straßenneubau wird nicht gesucht.
Die Antworten des Senates auf meine schriftlichen Anfragen finden Sie hier:
“Sanierung der Malchower Dorfstraße: Will der Senat ein wertvolles Naturreservat zerstören?”
“Ortsumfahrung Malchow im Bundesverkehrswegeplan: Wie ist der Stand des Projektes?”
“Verbindungsstraße Karow – B2”
Anfragen
Hier finden Sie meine Parlamentarische Anfragen an den Senat. Jede/r Abgeordnete kann über bestimmte Vorgänge, im Rahmen seines Fragerechts mit einer schriftlichen Anfrage, vom Senat Auskunft verlangen. Der Senat beantwortet die Anfrage schriftlich. Die Antwort soll innerhalb von drei Wochen erfolgen.
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)
Zwei Dinge machen die Antworten des Senates zur OU Malchow bzw. zur Sanierung der Malchower Dorfstraße und der damit im Zusammenhang stehenden Straßenplanungen deutlich:
1. Die OU Malchow wird im Bundesverkehrswegeplan vollkommen anders bewertet (Trasse liegt in naturschutzrechtlich unbedenklicher Lage) als sie in Wirklichkeit liegt, denn die Trasse liegt auf bzw. unmittelbar neben einem Niedermoor und bedroht weitere landschaftlich und für die Erholung wichtige Flächen. Dies traf ggf. auch auf eine Behelfsstraße (Baustraße) als Umleitung bei der Sanierung der Dorfstraße zu, die aber nun nicht bebaut wird.
2. Werden die Straßenplanungen der Ortsumfahrung Malchow, Verbindungsstraße zwischen Alt Karow und der B2 sowie die Tangentialverbindung Nord (TVN, Verlängerung der Egon Erwin Kisch Straße) nicht aufeinander abgestimmt und nach Alternativen zum Straßenneubau wird nicht gesucht.
Die Antworten des Senates auf meine schriftlichen Anfragen finden Sie hier:
“Sanierung der Malchower Dorfstraße: Will der Senat ein wertvolles Naturreservat zerstören?”
“Ortsumfahrung Malchow im Bundesverkehrswegeplan: Wie ist der Stand des Projektes?”
“Verbindungsstraße Karow – B2”