Anybody done some math to get an estimated start time for Lance? I haven't even been able to find the start time for the first rider (which would go a long ways to calculating LA's start time)In a related thread there's been discussion of the intervals: two minutes for most riders, but three minutes for the 'last' ones. How many will get the three-minute interval? ... not that this will have a tremendous impact on the estimate ...
Anybody done some math to get an estimated start time for Lance? I haven't even been able to find the start time for the first rider (which would go a long ways to calculating LA's start time)In a related thread there's been discussion of the intervals: two minutes for most riders, but three minutes for the 'last' ones. How many will get the three-minute interval? ... not that this will have a tremendous impact on the estimate ...
It'll be interesting to find out how the math challenged and oh-so-tightly-wound anonymous "Dave" lashes out again. How do stupid and penniless people get Internet access anyway?
It'll be interesting to find out how the math challenged and oh-so-tightly-wound anonymous "Dave" lashes out again. How do stupid and penniless people get Internet access anyway?
Can't speak to the stupid part, but for the penniless, there's a special program created by the city council that creates wireless internet hotspots under various overpasses and above certain steel sidewalk grates where some of us like to set up our cardboard boxes. They let us borrow laptops overnight to take to those locations if we can post one pair of clean underwear as collateral. As for math challenged, you're right, I got the equation wrong. It should have been the following for x corresponding to the number of posts made by either of you two jackasses:
lim(value of k.papai's contribution to rbr + value of John Rees' contribution to rbr)(x) as x grows without bound = 0