The integral-dekapetaseptemdecile is \(\frac{10^{16}-1}{17} = 588,235,294,117,647\). The name was coined by Andre Joyce.[1]


"integral" floors "dekapetaseptemdecile" where "dekapeta" = \(10^{16}\) and septemdecile = \(\frac{1}{17}\).

Sources Edit


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