All tracks							True tracks							Fake tracks							Duplicate tracks
	A	B	C	D	E	F		A	B	C	D	E	F		A	B	C	D	E	F		A	B	C	D	E	F
BPix1+BPix2+BPix3	75537	79810	80206	80163	80243	80255		58779	62778	62973	62930	62992	63012		16758	17032	17233	17233	17251	17243		16	15	15	15	15	15
BPix2+BPix3+BPix4	19180	18566	18596	18606	18605	18621		16283	15773	15785	15796	15792	15810		2897	2793	2811	2810	2813	2811		1	1	1	1	1	1
BPix1+BPix3+BPix4	22469	21924	22148	22156	22204	22209		17334	17144	17238	17247	17281	17274		5135	4780	4910	4909	4923	4935		3	4	4	4	4	4
BPix1+BPix2+BPix4	26063	25281	25517	25538	25559	25589		20081	19758	19865	19873	19888	19905		5982	5523	5652	5665	5671	5684		7	7	7	7	7	7
BPix2+BPix3+FPix1_pos	1022	1027	1016	1027	1018	1023		805	808	798	803	799	807		217	219	218	224	219	216		0	0	0	0	0	0
BPix2+BPix3+FPix1_neg	930	945	936	936	935	933		706	719	709	710	706	705		224	226	227	226	229	228		0	0	0	0	0	0
BPix1+BPix2+FPix1_pos	6069	6095	6063	6069	6076	6084		4104	4155	4160	4161	4158	4166		1965	1940	1903	1908	1918	1918		1	0	0	0	0	0
BPix1+BPix2+FPix1_neg	7064	7125	7154	7153	7158	7155		4803	4908	4939	4940	4943	4939		2261	2217	2215	2213	2215	2216		1	1	0	0	0	1
BPix1+BPix3+FPix1_pos	1802	1825	1803	1821	1812	1817		1187	1219	1199	1206	1199	1211		615	606	604	615	613	606		0	0	0	0	0	0
BPix1+BPix3+FPix1_neg	2444	2442	2442	2441	2441	2437		1690	1720	1706	1710	1712	1707		754	722	736	731	729	730		0	0	0	0	0	0
BPix2+FPix1_pos+FPix2_pos	2443	2361	2380	2380	2370	2366		1996	1914	1940	1937	1924	1921		447	447	440	443	446	445		0	0	0	0	0	0
BPix2+FPix1_neg+FPix2_neg	2415	2350	2341	2336	2347	2342		1933	1884	1890	1886	1890	1886		482	466	451	450	457	456		0	0	0	0	0	0
BPix1+FPix1_pos+FPix2_pos	13473	14196	14227	14261	14235	14224		9957	10641	10615	10652	10644	10629		3516	3555	3612	3609	3591	3595		11	12	11	12	12	11
BPix1+FPix1_neg+FPix2_neg	14396	15531	15564	15552	15532	15555		10318	11297	11334	11332	11325	11331		4078	4234	4230	4220	4207	4224		18	14	14	14	14	14
BPix1+BPix2+FPix2_pos	1717	1702	1698	1690	1683	1702		1136	1128	1131	1127	1128	1134		581	574	567	563	555	568		2	2	2	2	2	2
BPix1+BPix2+FPix2_neg	1279	1251	1264	1262	1264	1273		743	740	742	742	745	746		536	511	522	520	519	527		0	0	0	0	0	0
FPix1_pos+FPix2_pos+FPix3_pos	3983	3976	3960	3992	3979	3970		3103	3079	3069	3085	3080	3076		880	897	891	907	899	894		4	2	2	2	2	2
FPix1_neg+FPix2_neg+FPix3_neg	4355	4308	4293	4300	4299	4300		3374	3312	3308	3312	3311	3311		981	996	985	988	988	989		10	8	8	10	10	10
BPix1+FPix2_pos+FPix3_pos	20269	20303	20314	20311	20292	20314		16556	16615	16637	16640	16632	16627		3713	3688	3677	3671	3660	3687		21	21	20	21	21	20
BPix1+FPix2_neg+FPix3_neg	17583	17638	17676	17687	17673	17666		13964	14026	14025	14029	14032	14028		3619	3612	3651	3658	3641	3638		48	49	48	48	48	49
BPix1+FPix1_pos+FPix3_pos	3628	3640	3679	3676	3673	3660		2151	2146	2149	2137	2140	2141		1477	1494	1530	1539	1533	1519		0	0	0	0	0	0
BPix1+FPix1_neg+FPix3_neg	1969	1988	1986	1989	1988	1992		946	929	931	933	932	928		1023	1059	1055	1056	1056	1064		2	2	2	2	2	2
Other/Unknown	1834	1791	1794	1796	1809	1792		1295	1264	1267	1266	1277	1264		539	527	527	530	532	528		1	0	0	0	0	0

A: DQM_original_step2_ttbar-phase1-newgeom
B: DQM_pixelCPETemplate_step2_ttbar-phase1-newgeom
C: DQM_pixelCPETemplateCutChiSquareNew_step2_ttbar-phase1-newgeom
D: DQM_pixelCPETemplateCutChiSquareNew2_step2_ttbar-phase1-newgeom
E: DQM_pixelCPETemplateCutChiSquareNew3_step2_ttbar-phase1-newgeom
F: DQM_pixelCPETemplateCutChiSquareNew4_step2_ttbar-phase1-newgeom