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    <post>
        <title>Marszałkowie do premiera: chcemy równego podziału środków</title>
        <author>magdalena-urbanskagis-support-pl</author>
        <date>2022-02-04 20:17:43</date>
        <url>https://investinlubuskie.pl/2022/02/04/marszalkowie-do-premiera-chcemy-rownego-podzialu-srodkow/</url>
        <content><![CDATA[<div class="article__lead">Marszałkowie sześciu województw, w tym Lubuskiego, apelują do premiera o wyrównanie poziomu udzielonych dofinansowań w ramach Rządowego Funduszu Rozwoju Dróg.</div>
<div class="article__description">

- Nasi mieszkańcy nie zasługują na segregację według klucza politycznego – piszą marszałkowie województw: lubuskiego, zachodniopomorskiego, wielkopolskiego, kujawsko-pomorskiego, pomorskiego, mazowieckiego i opolskiego w liście do premiera. Pod listem podpisała się także marszałek Elżbieta Anna Polak. Chodzi o różnice w podziale środków na zadania drogowe. Jak wskazują włodarze regionów, województwa: lubelskie, podkarpackie, bogate – małopolskie, śląskie i dolnośląskie otrzymały dofinansowanie na poziomie 70 proc. – Nasze regiony otrzymały znacznie skromniejsze wsparcie. Uważamy to za nierówne traktowanie obywateli województw – czytamy w apelu. Marszałkowie proszą o wyjaśnienie sprawy oraz apelują o równy podział środków.

Przypomnijmy, województwo lubuskie otrzymało wsparcie do budowy dwóch obwodnic: Drezdenka i Nowej Soli w wysokości 50 proc. W związku z tak niskim dofinansowaniem i wysokimi kosztami samorząd województwa wraz z samorządami obu miast musieli stworzyć nowy montaż finansowy dla inwestycji.

W przypadku obwodnicy Drezdenka zarząd województwa postanowił zawnioskować do Polskiego Ładu o 65 mln zł, które uzupełnią montaż finansowy budowy dwóch etapów obwodnicy miasta. Montaż ten wygląda obecnie następująco: koszt całkowity budowy III i IV etapu obwodnicy to 172,2 mln zł, finansowanie w ramach rządowego programu budowy obwodnic wynosi 86,1 mln zł, zadeklarowany wkład Drezdenka to 8 mln zł i wkład samorządu województwa to 13,1 mln zł w ramach dochodów własnych. Plus wnioskowane z Polskiego Ładu 65 mln zł.

Jeżeli chodzi o obwodnicę Nowej Soli koszt całkowity to 46,1 mln zł. W ramach rządowego programu projekt uzyskał dofinansowanie na poziomie 50 proc., co daje kwotę 23 mln zł, prezydent Nowej Soli złożył deklarację współfinansowania zadania kwotą 8 mln zł. Warto podkreślić, że miasto już wcześniej partycypowało w przygotowaniu dokumentacji i zakupie gruntów pod inwestycję. Wkład własny województwa do tego zadania to 15 mln zł.

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