The Convergence for Peter Obi
In further mathematics in secondary school (may God bless my teacher, Mr Ukeni), they have this rule called the L'Hopital's Rule. You use it to find limits of sequences via a shortcut. You say that a sequence converges if its limit exists. In other words, if the limit of its terms equals a finite number. If that is not the case, you say the sequence is said to diverge. The applications are huge - and now, we can add Nigerian politics.
In Nigerian politics, that rule is working for Peter Obi. Magically, President Obasanjo endorsed him and opened a sequence. Now, venerable elder statesman Edwin Clark has come along. And Benue state governor Ortom has joined. You can see a sequence there. Simply, Obi has used a shortcut to build “structures” which are converging for him.
People, this is the most #open election if INEC keeps it clean.
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