Let \(a_1, a_2, a_3, \ldots\) be an arithmetic progression with first term \(A\) and a non-zero common difference \(D\).

Is the series \(a_1 + a_2+a_3+ \cdots\) Cesaro summable? If yes, find the value of this divergent sum in terms of \(A\) and/or \(D\).

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