Friday, October 12, 2012

Free food, in math.

The "goodness" or lets say "efficacy" of free food can be related to several variables in mathematical terms, including Quantity "Q", Proximity "P" (where a high value indicates that it is very far away), Prior experience during day "D" (where a high value indicates a really, really shitty day), Ease of access "E" (where a high value indicates that the food is very easy to get to), and Taste, "T".

Let us imagine that Efficacy = (QxTxDxE)/P.

This suggests that free food is most effective when there are large quantites, when it tastes good, or when the user is having a terrible day. Free food is most effective when it is not far away (eg. closer).




This explains why I just ate several snack cracker-cheese-turkey bites (and by "mild cheddar," I believe they mean "no flavor cheddar", and really I am just assuming that was turkey based on usual color characteristics of prepackaged turkey slices) that have been sitting out on a counter all day long, but are positioned by the doorway in clear view in a lunchroom that is about 30' from my office.


This also explains why I'll eat week-old pizza in our fridge from a pizza joint that just doesn't re-heat well at all. Proximity score? 8' from my desk. I don't even have to exit my office.




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