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<xml><title>Wykonanie ekspertyzy technicznej dotyczącej estakady drogowej w ciągu ul. Katowickiej (DK79) w Chorzowie, o numerach JNI: 30001611 oraz 30001612, obejmującej przekroczenie linii kolejowej nr 131 oraz terenów przyległych do Rynku.</title><content>&lt;p align="center" style="text-align:center; margin:0cm 0cm 8pt"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="line-height:107%"&gt;"Wykonanie ekspertyzy technicznej dotyczącej estakady drogowej w ciągu ul. Katowickiej (DK79) w Chorzowie, o numerach JNI: 30001611 oraz 30001612, obejmującej przekroczenie linii kolejowej nr 131 oraz terenów przyległych do Rynku. "&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
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&lt;p style="margin:0cm 0cm 8pt"&gt; &lt;/p&gt;&#13;
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&lt;p style="text-align:justify; margin:0cm 0cm 8pt"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="line-height:150%"&gt;Miejski Zarząd Ulic i Mostów w dniu 05.05.2026r. odebrał ekspertyzę techniczną dotyczącą estakady drogowej w ciągu ul. Katowickiej (DK79) w Chorzowie, o numerach JNI: 30001611 oraz 30001612, obejmującej przekroczenie linii kolejowej nr 131 oraz terenów przyległych do Rynku, która miała na celu określenie stanu technicznego obiektu oraz&lt;br /&gt;&#13;
w przypadku stwierdzenia nieprawidłowości, wskazanie zakresu robót budowlanych, niezbędnych do doprowadzenia obiektu do właściwego stanu technicznego. Ponadto dokument swoim zakresem obejmuje określenie wymaganego kształtu i skuteczności rozwiązania tymczasowego podparcia wszystkich przęseł w odległości ~ 6,0 m od osi podpór wraz z wynikami badań i obliczeń.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
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&lt;p style="text-align:justify; margin:0cm 0cm 8pt"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="line-height:150%"&gt;Całkowity koszt wykonania ekspertyzy wyniósł &lt;b&gt;648 210,00 zł&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
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&lt;p style="text-align:justify; margin:0cm 0cm 8pt"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span style="line-height:150%"&gt;Projekt pn. &lt;b&gt;"Wykonanie ekspertyzy technicznej dotyczącej estakady drogowej w ciągu ul. Katowickiej (DK79) w Chorzowie, o numerach JNI: 30001611 oraz 30001612, obejmującej przekroczenie linii kolejowej nr 131 oraz terenów przyległych do Rynku. " &lt;/b&gt;zrealizowano przy pomocy dotacji celowej z budżetu Górnośląsko-Zagłębiowskiej Metropoli w ramach Funduszu Odporności w 2026 roku. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
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&lt;p align="center" style="text-align:center; margin:0cm 0cm 8pt"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:150%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="" 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" 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