From 16 June 2026 to 18 June 2026, Harburger Straße in Stade will be closed due to construction work involving a crane on the bridge. Services 1824, 2025 and 2721 will therefore be diverted via the B73 and Harsefelder Straße. Services 1824, 2025 and 2721 will then continue via Sachsenstraße. There are special timetables for the construction site – you can find them here. Route 2021 After the „Stade, Thuner Straße“ stop, the route first goes to Ottenbeck, follows the regular route there, and then takes a diversion via the B73, Harsefelder Straße, Am Exerzierplatz, Timm-Kröger-Straße, Holtermannstraße and Im Neuwerk. ❌ The stops „Stade, Goebenstraße“, „Stade, Wilhelm-Sietas-Straße“, „Stade, Sandersweg“, „Stade, Athenaeum“, „Stade, Sachsenstraße (Mitte)“,„Stade, Frankenweg“, „Stade, Sachsenstraße (KVG)“, „Stade, Schwabensee“, „Stade, Hügelweg“, „Stade, Berliner Platz“ and „Stade, Bahnhof (Hansebrücke)“ cannot be served. ✅ In addition, the stops „Stade, Thuner Straße“, „Stade, Timm-Kröger-Straße“ and the alternative stop on Im Neuwerk will be served. Route 2721 ❌ The stops „Stade, Schwalbenweg“ and „Stade, Hügelweg“ cannot be served. Route 2007 The route will be split into two sections during the closure. ➡️ The regular route 2007 travelling from Ottenbeck will, after the „Stade, Hügelweg“ stop, take Streuheidenweg, serve the temporary stop for „Stade, Schwalbensee“ and then continue via the A26, Buxtehuder Straße, Altländer Straße and Salztorscontrescarpe to „Stade, Bf. Stade“. The reverse route applies in the opposite direction. ❌ The stops „Stade, Harburger Straße (KVG)“, „Stade, Berliner Platz“, „Stade, Bahnhof (Harsefelder Straße)“ and „Stade, Salztorswall“ cannot be served by the regular route 2007. ✅ A shuttle bus to Stade station will be provided for these stops. ➡️ Services 1011, 1201, 1211, 1213, 1287, 1013, 1015, 1012, 1014, 1048, 1060, 1208, 1200, 1016 and 1204 will run as normal to „Stade, Harburger Straße (KVG)“ and then via Sachsenstraße, Harsefelder Straße, Bundesstraße 73 and Streuheidenweg. The route in the opposite direction will be the reverse of this.