Table 3.

Definition of step functions for the relative stride length $d_{stride,rel}\left[t_{stride}\right]$ for (a) male and (b) female runners for the Stride time algorithm.

(a) Male			(b) Female
${\mathbf{t}}_{\mathbf{stride}}$ (s)	${\mathbf{d}}_{\mathbf{stride},\mathbf{rel}}$	Reference	${\mathbf{t}}_{\mathbf{stride}}$ (s)	${\mathbf{d}}_{\mathbf{stride},\mathbf{rel}}$	Reference
$0.800<t_{stride}$	0.830	[5,27]	$0.800<t_{stride}$	0.826	[27,28]
$0.748<t_{stride}\le 0.800$	1.080	[27,29]	$0.735<t_{stride}\le 0.800$	1.110	[5,27,29]
$0.720<t_{stride}\le 0.748$	1.260	[5]	$0.720<t_{stride}\le 0.735$	1.260	[5]
$0.713<t_{stride}\le 0.720$	1.330	[5]	$0.704<t_{stride}\le 0.720$	1.400	[5]
$0.706<t_{stride}\le 0.713$	1.410	[5]	$0.667<t_{stride}\le 0.704$	1.500	[5]
$0.698<t_{stride}\le 0.706$	1.490	[5]	$0.607<t_{stride}\le 0.667$	1.720	[5]
$0.694<t_{stride}\le 0.698$	1.590	[5]	$0.578<t_{stride}\le 0.607$	1.920	[5]
$0.687<t_{stride}\le 0.694$	1.740	[5]	$0.500<t_{stride}\le 0.578$	2.080	[5]
$0.678<t_{stride}\le 0.687$	1.880	[5]	$t_{stride}\le 0.500$	2.170	[30]
$0.664<t_{stride}\le 0.678$	1.960	[5]
$0.649<t_{stride}\le 0.664$	2.015	[5]
$0.500<t_{stride}\le 0.649$	2.060	[5]
$t_{stride}\le 0.500$	2.170	[30]