buffalo You got me thinking so I went back to the spec sheets and did the math
K1300 - 0.11 HP/cc of displacement and 0.26 HP/lb (wet)
N1K - 0.12 HP/cc of displacement and 0.25 HP/lb (wet)
Turned out to be really interesting digging into the numbers a bit, no wonder the acceleration figures are so close until triple digits (where ultimate HP matters more than HP/lb). Acceleration being expressed using F=ma or a=F/m where either increasing Force or decreasing mass derives "faster" acceleration. Velocity is trickier because it's a vector with lots of variables (drag, friction, losses, et), for purposes of fun discussion though it can be boiled down to forces of drag increasing exponentially such that the power needed to move an object increases as the velocity cubed, and drag increases with the square of velocity. For terminal speed we are looking for the lowest drag (and other loss forces such as friction) and highest power.
For all my dorky friends, check out this fun little spreadsheet:
https://docs.google.com/spreadsheet/ccc?key=0ApPRT4wdrO...