Fixed counts and timing isolate run length as the source factor for drift speed. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

Six-metre runs give one half metre per second drift

Hold counts at 5 forward and 3 backward runs. Run length 6 m gives net displacement 12 m. Total time stays 24 s.

12/24=1212/24=\frac{1}{2}
Drift run-length source scan rowVisible labels show the checked run length, net displacement, and total time.drift speedrun 6 mnet 12 mactive 16 stotal 24 s

Twelve-metre runs give one metre per second

Run length 12 m gives net displacement 24 m over 24 s, so drift is 1 m/s.

24/24=124/24=1
Drift run-length source scan rowVisible labels show the checked run length, net displacement, and total time.drift speedrun 12 mnet 24 mactive 16 stotal 24 s

Eighteen-metre runs give three halves metre per second

Run length 18 m gives net displacement 36 m and drift 3/2 m/s. This remains a deterministic count-and-time ledger.

36/24=3236/24=\frac{3}{2}
Drift run-length source scan rowVisible labels show the checked run length, net displacement, and total time.drift speedrun 18 mnet 36 mactive 16 stotal 24 s