Table 4:

Summary of the KMM algorithm results for the 16 parameters.

Parameter	Break			of CC	of NCC
	Value	CC	NCC	clusters	clusters
		Centroid	Centroid
(1)	(2)	(3)	(4)	(5)	(6)
(10-6 photons cm-2 s-1 arcsec-2)	0.80	3.88	0.32	37	27
/r500 (10-2)	1.3	0.35	4.31	30	34
n0 (10-2 h711/2 cm-3)	1.5	4.02	0.46	37	27
K0 ( h71-1/3 keV cm2)	150 (22)	11 (59)	257	46 (22)	18
( h71-1/3 keV cm2)	40	11	131	29	35
Cooling Radius (% r500)	4.3	8.1	1.2	37	27
/M500 (h71 10-14 yr-1)	0.23	1.3	0.045	43	21
/M500 ( h71-1 10-14 yr-1)	0.5	20.5	0.0106	43	21
	0.7	1.07	0.41	35	29
/[ ] (1030 h711/2 erg s-1 keV-1 )	0.4	0.72	0.33	49	15
T0/	0.7	0.97	0.44	24	40
Slope of Central Temperature Profile	-0.23	-0.24	-0.08	15	49
[T0 (0.5-2.0 keV)]/[T0 (2.0-7.0 keV)]	0.86	0.72	0.87	50	14
/M500 ( h71-3/2 10-3)	0.45	0.87	0.28	38	26
/M500 (h71 10-14 yr-1)	1.5	11.7	0.39	44	20
Central Cooling Time ( h71-1/2 Gyr)	7.7(1)	0.45 (1.91)	11.2	46 (18)	18

Notes. Columns: (1) the parameter, (2) the value of the parameter that separates CC and NCC clusters, (3) the KMM determined centroid value for the CC clusters, (4) the KMM determined centroid value for the NCC clusters, (5) the number of CC clusters determined by the KMM algorithm and (6) the number of NCC clusters determined by the KMM algorithm.
The number in parenthesis, if any, is the cut between SCC and WCC (or transition) clusters.
The number in parenthesis, if any, is the centroid value for the WCC clusters. In these cases the other number is the centroid value of the SCC clusters.
This number includes SCC and WCC clusters where appropriate. The number in parenthesis, if any, is the number of WCC (or transition) clusters.
Using the cuts suggested by Vikhlinin et al. (2007) of = 1 (WCC and SCC) and = 0.5 (CC and NCC), gives 35 SCC clusters, 10 WCC clusters and 19 NCC clusters.