Kara And Long Bridge to open today, as Lagos-Ibadan expressway enters final phase

As the reconstruction work on the Lagos-Ibadan Expressway enters its final phase, the Federal Government of Nigeria has appealed for the patience and understanding of motorists.

There was reports that the appeal came on account of the heavy traffic being experienced on the stretch from Toll Gate to Kara Bridge in Lagos State, Southwest Nigeria.

The Minister of Works and Housing, Babatunde Fashola (SAN), made this plea in a Press Release signed by his Special Adviser on Communications, Hakeem Bello, on Saturday.

Fashola said he empathizes with members of the public who have had to endure longer than usual traffic as the reconstruction work in the heavily built-up stretch progresses toward the finish line.

The Minister, in the Release, noted that “the intensity of work and the high volume of traffic which had to be accommodated at the same time have been complicated by impatience on the part of some motorists who drive against the planned

traffic flow and breakdown of vehicles.”

He, however, noted that the Federal Ministry of Works and Housing is working with the Lagos State Government, all traffic management and security agencies to minimize the discomfort of motorists.

Fashola further explained that the contractors are also being encouraged to ensure that the final challenging phase of the Lagos-Ibadan Expressway reconstruction work is concluded as soon as possible.

The statement read, “While noting that the earlier envisaged April 30 date for the conclusion of the final stretch could not be achieved due to a combination of factors, work within the OPIC area between Kara Bridge and the Long Bridge has been completed and would be opened to traffic tomorrow, Sunday (April 30). This means the main carriageway, both bounds, from Berger (New Garage) and Sagamu Inter-change on Section 1 of the Project has been completed.

“All attention, according to the Minister, would now be focused on the outstanding work between Otedola Bridge and Berger (both bounds).”

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