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Thursday, March 19, 2015

We support INEC to use card reader -US....hehehe

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

Hehehe.....The United States government has thrown its weight behind the Independent National Electoral Commission to use the Permanent Voter Cards and the Smart Card Readers in the March 28 and April 11 elections.
The introduction of the PVC and the card reader for use in the general election has been a subject of hot debate and several litigation in Nigeria.

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The American government on Wednesday through its Vice President, Joe Biden, spoke with Nigerian President Goodluck Jonathan, of the Peoples Democratic Party and the presidential candidate of the All Progressives Congress, Maj. Gen. Muhammadu Buhari on the forthcoming presidential election.
On Thursday, in a statement issued by the US Embassy in Nigeria and made available to our correspondent, the US Vice President commended President Jonathan and General Buhari for signing the Abuja Accord in mid-January as a show of their commitment to non-violence throughout the election process.
The statement read in part, “The Vice President further expressed the United States’ support for the Nigerian Independent National Electoral Commission and its work to deliver free, fair, and credible elections, in part through its essential efforts to distribute Permanent Voter Cards and help ensure that electronic voter card readers are in place and fully operational.”
Biden also noted his concern about the violence during some recent election-related events and re-emphasised the need for both presidential candidates to make clear that such violence has no place in democratic elections.
The US vice president stated further that the American government would stand with the Nigerian people in support of credible and peaceful elections, and would continue to stand with the Nigerian people whatever the outcome of the presidential poll

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