replacing put 60 * 60 * 24 * 365 into secsPerYear with put (60 * 60 * 24 * 365) + (60 * 60 * 6) into secsPerYear
ie. adding a quarter of a days seconds to sescPerYear seems to fix it, at least for age < 30ish. Best, Mark On 8 Sep 2006, at 14:36, Mark Smith wrote:
Actually, the other way it is likely to be wrong is when today's date is very close to the persons birthday - eg if a persons age is really 16 yrs 11 months, and their birthday is a couple of days from now, it may give 17 yrs 0 months.
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