Here's Luck
Whenever I have a fifty/fifty chance of getting something right, I get it wrong ninety percent of the time.
(possibly) someone famous
Does luck have a universal constant, like pi, from which you could - if given enough data - derive a formula to calculate, according to your own variables, your own luck quotient (L.Q.)?
The traffic lights on the intersection of Belair and Princes St are green for longer in favour of Belair Rd. I know this because I've timed them. Yet they turn red almost invariably upon my approach along Belair. Similarly Transport SA maintains a train permanently around the bend from the Wattlebury crossing, lurking in case I venture forth.
That is the only possible explanation as, statistically, in off-peak only four trains an hour pass the crossing. Each passing takes around two minutes; so asuming the north/south trains don't cross at the same time (thus increasing the odds in your favour) you have a two in fifteen chance of having to wait for a train if you use that crossing in off-peak time. Yet I seem to catch them all the time. Unless I'm actually trying to catch one of course. People that know me will confirm this statistical anomaly. I don't make this stuff up. Mostly.
So if statistics can't explain it, does that mean that there is some luck factor, and I don't have it? Certainly as far as transportation goes anyway, I'm very grateful for my luck in other respects.
Let's just assume that there is. Can you change it? Does the whole universe have a fridge like setting (but this one goes up to eleven) that we could just crank and suddenly everyone wins the lottery and no-one has to work every again and Dr Phil falls into a burning sack of rabid weasels?
Say it was recalibrated for 10% luck across the board, would that mean bank robbers would be 10% more likely to get away with it, or the coppers 10% more likely to catch them? I suppose it would come back to the original L.Q.
Until scientists et al stop wasting time on the whole cancer thing and actually solve this great luck swindle; I propose a trading scheme. I'm willing to offer a percentage of my coin toss winning and not bumping into old annoying class mates luck, for an equal share of someones no red light or trains luck.
Labels: Dodgy Facts, Dr Phil