Peter Obi Changes Attire As He Visits Ooni of Ife (Video)

The presidential candidate of the Labour Party (LP), Peter Obi on Tuesday visited the Ooni of Ife, Oba Enitan Ogunwusi.

Obi visited Ooni at his residence in Ile-Ife, Osun State alongside some stakeholders of the party, Omadaily reports.

The LP candidate who is usually dressed in a black senator wear, dumped the attire to rock the traditional native Yoruba clothing to identify with the culture.

Obi was cheered as he entered the palace with the Ooni in the video.

The visit is understood to be part of consultations for his 2023 presidential ambition.

Watch the video below;

Peter Obi Advises Nigerian Youths

Labour Party, Peter Obi, has advised Nigerian youths to vote for qualified, competent, and trustworthy candidates at the federal and state levels during the 2023 general elections.

Omadaily reports that the former Governor of Anambra State gave the advice on Saturday while addressing a press conference in Abakaliki, the Ebonyi State capital.

He asked Nigerians, especially the youths, to see the 2023 elections as an opportunity to take back their country and more importantly shun every form of primordial sentiments.

The LP Presidential candidate noted that the new administration taking office in 2023 would face a lot of challenges provoked by cumulative leadership failures over the years.

Obi said that these challenges have threatened national unity, social cohesion, and citizens’ trust in the government and impeded the country’s economic outcomes.

He said: “It is imperative that, as this conference draws closer to the most critical period ahead of the 2023 elections, all young people of voting age obtain their PVCs and make sure they cast their ballots for qualified, competent, and trustworthy candidates at the local/state and national levels.

“Our country is currently one of the most miserable in terms of poverty rate, number of out-of-school children, infant and under-5 mortality rate, life expectancy, and a host of others. All these problems, though difficult, are not unsolvable.”

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