martin clark
pinko bodger
not to mention the cars providing the slipstream as well
I am nerd enough this thought piqued my interest ... so on the back of an envelope making gross assumptions about human surface area (1sq.m), speed (13,25mph converted to metres per second), the density of the air etc calculating power lost to drag (proportional to rho*A*v^3) I think shows the effect of 'no drag' is rather less than half a watt in terms of effort saved. After looking up how much energy it takes to run a marathon at an amateur pace - let alone the pace achieved which is extraordinary - the drag contribution is down below the 10^-3 range. <<0.1%, less than 3s if energy expended where to be held constant. It's actually not worth bothering with, let alone a decider.
The vehicle provided pacing - which is the key.
Sub 2-hours is an amazing achievement by an amazing athlete!