User talk:Harsh1870

We shall call a positive integer A an "Alexandrian integer", if there exist integers p, q, r such that: A = p · q · r   and 1 A	= 1 p	+ 1 q	+ 1 r

For example, 630 is an Alexandrian integer (p = 5, q = −7, r = −18). In fact, 630 is the 6th Alexandrian integer, the first 6 Alexandrian integers being: 6, 42, 120, 156, 420 and 630.

Find the 150000th Alexandrian integer.

Speedy deletion nomination of Alexanderian integer


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