D Had Plots - Double Tag - Data - Gamma 22.5 Me V

—- Mode 0 —-

0,0: Kpi,Kpi

Name	Value	Error
N	628.8627814079	25.2893792917
Nbkgd1	0.0001605027	1.8029875625
Nbkgd2	0.0000830803	1.7048633898
Nbkgd3	21.2113563407	5.5873148128
NbkgdFlat	1.9032427985	2.0305811859

0,1 :Kpi,Kpipi0

Name	Value	Error
N	1371.9784974156	38.0903825126
Nbkgd1	5.1216994660	3.1471094570
Nbkgd2	24.7195262174	7.8487307634
Nbkgd3	38.1997623406	8.7143863108
NbkgdFlat	0.0000006182	1.8420215061

0,3 :Kpi,Kpipipi

Name	Value	Error
N	999.4912727956	32.0110514036
Nbkgd1	1.6796508871	2.7698775472
Nbkgd2	0.0001052424	1.6643254809
Nbkgd3	34.9251775645	7.4185673819
NbkgdFlat	0.0000039718	0.8011858843

—- Mode 1 —-

1,0 : Kpipi0, Kpi

Name	Value	Error
N	1380.0074579740	37.6282300284
Nbkgd1	6.1155416384	4.3627412401
Nbkgd2	1.7371089009	1.8278283900
Nbkgd3	19.2281724219	6.3683394966
NbkgdFlat	0.0000299605	0.9388412233

1,1: Kpipi0,Kpipi0

Name	Value	Error
N	2660.9347878284	53.5217465350
Nbkgd1	8.7982327345	8.3515610379
Nbkgd2	15.1715792765	8.5132327289
Nbkgd3	144.7509501913	16.7880314897
NbkgdFlat	58.4944539747	11.8622384432

1,3 : Kpipi0, Kpipipi

Name	Value	Error
N	1953.8423892768	45.5896191992
Nbkgd1	43.4385667140	10.0355221578
Nbkgd2	2.3317371928	3.9973719285
Nbkgd3	134.8014297787	14.6959794934
NbkgdFlat	14.4231166494	6.7037248706

—- Mode 3 —-

3,0 : Kpipipi, Kpi

Name	Value	Error
N	947.9849589139	31.2150026404
Nbkgd1	1.4349335673	1.5110011345
Nbkgd2	0.0000060655	0.8405831437
Nbkgd3	31.6886950665	7.5676593628
NbkgdFlat	0.0001048639	0.8571711546

3,1 : Kpipipi, Kpipi0

Name	Value	Error
N	1987.1688774076	45.9973732594
Nbkgd1	2.7654068163	3.6732829303
Nbkgd2	29.0810458804	9.0364523711
Nbkgd3	136.5026563594	14.6848161243
NbkgdFlat	9.4767173702	5.1767296667

3,3: Kpipipi, Kpipipi

Name	Value	Error
N	1586.2202798273	40.7687999513
Nbkgd1	4.2076950551	2.9699282439
Nbkgd2	0.0007466402	3.1162315358
Nbkgd3	172.4455516642	15.6458193891
NbkgdFlat	2.2348343212	2.0832763907

—- Mode 200 —-

200,200: Kpipi, Kpipi

Name	Value	Error
N	1995.7346317932	44.9989900288
Nbkgd1	0.0000000376	0.7065474213
Nbkgd2	0.0000000115	0.6779256682
Nbkgd3	65.3193706011	9.7203369721
NbkgdFlat	0.0000000711	0.6427233034

200,201: Kpipi, Kpipipi0

Name	Value	Error
N	681.9570311596	27.0505525498
Nbkgd1	3.6428491071	2.7101459045
Nbkgd2	6.4405444518	5.0714442231
Nbkgd3	82.4543116478	10.8114646750
NbkgdFlat	7.5827252315	3.8431959028

200,202: Kpipi, Kspi

Name	Value	Error
N	271.7035337699	16.7594308211
Nbkgd1	0.0054338775	1.6223697947
Nbkgd2	1.8208537676	1.8139311045
Nbkgd3	18.2237515459	5.0092797781
NbkgdFlat	1.1530795049	1.8138841766

200,203: Kpipi, Kspipi0

Name	Value	Error
N	748.5988227450	27.9898975238
Nbkgd1	2.7449127936	2.7028116563
Nbkgd2	17.0250528133	5.9692127562
Nbkgd3	27.9906254154	6.4652465477
NbkgdFlat	0.6645586448	2.2445450541

200,204: Kpipi, Kspipipi

Name	Value	Error
N	402.8323381696	20.3313257835
Nbkgd1	0.0000019330	0.6264062814
Nbkgd2	1.2574239808	2.0639818939
Nbkgd3	19.3908916130	5.2879662575
NbkgdFlat	2.5163507244	1.8441087028

200,205: Kpipi, KKpi

Name	Value	Error
N	166.4364578407	13.0467236318
Nbkgd1	0.0000000058	0.7543514124
Nbkgd2	10.7148911665	4.0092034264
Nbkgd3	1.9516829881	2.0628322359
NbkgdFlat	0.8857596419	2.2603476484

—- Mode 201 —-

201,200: Kpipipi0, Kpipi

Name	Value	Error
N	651.1175776082	26.3346701622
Nbkgd1	9.6219595581	4.6385768000
Nbkgd2	0.1806858397	5.2895015141
Nbkgd3	86.9911707510	10.8055706624
NbkgdFlat	6.2235964424	3.4295657878

201,201: Kpipipi0,Kpipipi0

Name	Value	Error
N	210.4460982841	16.7091660411
Nbkgd1	0.0000000677	2.3236804546
Nbkgd2	10.1155817808	5.8732587594
Nbkgd3	234.7928481521	17.6294424159
NbkgdFlat	73.6630768737	10.7779111612

201,202: Kpipipi0, Kspi

Name	Value	Error
N	101.2252845175	10.2462167832
Nbkgd1	0.0000204575	0.9215838535
Nbkgd2	0.0000003043	1.1131961572
Nbkgd3	7.7849672036	3.3970244365
NbkgdFlat	0.0000000524	0.6125358456

201,203: Kpipipi0, Kspipi0

Name	Value	Error
N	210.0815661745	15.6353608018
Nbkgd1	4.3884966450	3.7672795336
Nbkgd2	4.9184523452	3.7577498772
Nbkgd3	66.1573817326	9.5650881874
NbkgdFlat	12.4421818614	4.9307256015

201,204: Kpipipi0, Kspipipi

Name	Value	Error
N	124.3088877329	12.1698644833
Nbkgd1	6.4323409465	4.1148227866
Nbkgd2	5.6651939333	3.4692528814
Nbkgd3	74.0360183325	9.6934022901
NbkgdFlat	15.6008776806	5.4925751342

201,205: Kpipipi0, KKpi

Name	Value	Error
N	54.0825731892	7.8546817726
Nbkgd1	6.6125836583	3.4817547012
Nbkgd2	4.3782196652	2.3871371105
Nbkgd3	2.9267548068	2.0168833390
NbkgdFlat	0.0000006075	3.5931534087

—- Mode 202 —-

202,200: Kspi, Kpipi

Name	Value	Error
N	271.3278786835	16.6080352607
Nbkgd1	0.0000000677	0.5680687495
Nbkgd2	0.0000001276	0.5844599514
Nbkgd3	8.6859596367	3.6300448480
NbkgdFlat	0.0000000023	0.5756468915

202,201: Kspi, Kpipipi0

Name	Value	Error
N	101.9223903447	10.2442045613
Nbkgd1	0.0000009107	0.5987360337
Nbkgd2	0.0000083076	0.6747191338
Nbkgd3	8.0752375444	3.3318585071
NbkgdFlat	0.0000009178	0.6195790531

202,202: Kspi, Kspi

Name	Value	Error
N	36.3922347172	6.1921762745
Nbkgd1	0.9339306177	1.5099929837
Nbkgd2	0.0000000006	0.6063793606
Nbkgd3	1.6819370143	1.6237277552
NbkgdFlat	0.0000004955	0.6211793998

202,203: Kspi, Kspipi0

Name	Value	Error
N	92.1340013518	9.8902044669
Nbkgd1	0.0000002415	0.5936846823
Nbkgd2	2.6472410897	2.1478039922
Nbkgd3	7.2398015794	3.4818827440
NbkgdFlat	1.9846413505	1.7427458568

202,204: Kspi, Kspipipi

Name	Value	Error
N	65.7095936252	8.2453140604
Nbkgd1	0.0000002014	0.5546093047
Nbkgd2	0.0002581510	1.8996595718
Nbkgd3	6.2864761438	2.9265703781
NbkgdFlat	0.0000018540	0.6039366029

202,205: Kspi, KKpi

Name	Value	Error
N	22.8730309873	5.0576930751
Nbkgd1	0.0000000284	1.6167818540
Nbkgd2	3.4295178459	2.0045343383
Nbkgd3	4.6789976156	2.6244131363
NbkgdFlat	0.0000256868	0.6466624397

—- Mode 203 —-

203,200: Kspipi0, Kpipi

Name	Value	Error
N	660.0753749536	26.2300892754
Nbkgd1	16.6660355846	5.8759419851
Nbkgd2	0.0000957331	0.8460646325
Nbkgd3	33.6752936066	7.0462373225
NbkgdFlat	7.5709669961	3.7321098052

203,201: Kspipi0, Kpipipi0

Name	Value	Error
N	235.4388059161	16.1731002660
Nbkgd1	3.2999566616	3.6422112705
Nbkgd2	0.0000166237	1.4022726987
Nbkgd3	47.8513258918	8.4865251184
NbkgdFlat	18.3742260152	5.5246435653

203,202: Kspipi0, Kspi

Name	Value	Error
N	94.4898209735	9.8749726760
Nbkgd1	2.4314654839	2.1656157857
Nbkgd2	0.0000003940	2.8064516061
Nbkgd3	2.4972594301	2.1588042283
NbkgdFlat	3.5689780002	2.2554661756

203,203: Kspipi0,Kspipi0

Name	Value	Error
N	231.0011496661	15.8009552133
Nbkgd1	0.0000047632	0.9573560946
Nbkgd2	0.0000004879	1.2243450011
Nbkgd3	54.0635861710	8.5841888355
NbkgdFlat	8.9038937587	3.7148775390

203,204: Kspipi0, Kspipipi

Name	Value	Error
N	136.7518519354	12.5219908222
Nbkgd1	7.5007232627	3.8842646219
Nbkgd2	0.0000001071	1.0832432307
Nbkgd3	57.3781623174	8.7163002858
NbkgdFlat	10.3814018742	4.2523207028

203,205: Kspipi0, KKpi

Name	Value	Error
N	47.6686022119	7.1046799827
Nbkgd1	0.0000035475	0.7604525816
Nbkgd2	4.5842656559	2.4345526121
Nbkgd3	10.4792478603	3.6749342292
NbkgdFlat	2.2880024910	2.0326098083

—- Mode 204 —-

204,200: Kspipipi, Kpipi

Name	Value	Error
N	411.8361238289	20.6975589610
Nbkgd1	6.2712523807	3.4410176623
Nbkgd2	0.0000001848	0.6095462102
Nbkgd3	26.9495434913	6.1730997985
NbkgdFlat	0.0000068079	0.7904023880

204,201: Kspipipi, Kpipipi0

Name	Value	Error
N	121.0360116218	12.2343454325
Nbkgd1	0.0000360164	1.5554563904
Nbkgd2	1.8454114435	3.2654864300
Nbkgd3	109.4110606781	11.8821193484
NbkgdFlat	21.6831759496	5.8284730226

204,202: Kspipipi, Kspi

Name	Value	Error
N	60.6419162070	7.9414931897
Nbkgd1	3.3079915683	2.1349252507
Nbkgd2	0.0000004311	0.5578804427
Nbkgd3	7.0824146319	2.9065633213
NbkgdFlat	0.0000010665	0.6389130616

204,203: Kspipipi, Kspipi0

Name	Value	Error
N	133.5566296999	12.2966826253
Nbkgd1	0.0000000509	0.6272597573
Nbkgd2	1.8626424054	1.9117428205
Nbkgd3	62.7064017884	8.9476149870
NbkgdFlat	1.9142954771	1.9063865833

204,204: Kspipipi, Kspipipi

Name	Value	Error
N	86.2039300361	10.2155188411
Nbkgd1	0.2865483498	2.7357731116
Nbkgd2	0.5429111519	1.7973923066
Nbkgd3	108.0883031404	11.4012841633
NbkgdFlat	14.8666184517	4.9150722677

204,205: Kspipipi, KKpi

Name	Value	Error
N	32.0999073929	6.2498949212
Nbkgd1	0.0000003144	0.7387187927
Nbkgd2	2.2645438125	1.9315568997
Nbkgd3	47.0200867625	7.4316001874
NbkgdFlat	3.5830514292	2.4215058010

—- Mode 205 —-

205,200: KKpi,Kpipi

Name	Value	Error
N	168.1955493003	13.2870868683
Nbkgd1	21.0259572712	5.4800362057
Nbkgd2	0.0002232950	1.3942050942
Nbkgd3	0.7242192695	2.4527755500
NbkgdFlat	0.0000085581	1.2788681015

205,201: KKpi,Kpipipi0

Name	Value	Error
N	63.6356896985	8.0859697125
Nbkgd1	1.9043353049	1.7359689989
Nbkgd2	1.3408145953	1.8740827314
Nbkgd3	2.1853285413	1.9346291258
NbkgdFlat	4.8864878511	2.8587341826

205,202: KKpi,Kspi

Name	Value	Error
N	19.6999252942	4.6554861810
Nbkgd1	3.0089835014	1.9432982506
Nbkgd2	0.0000000132	0.6295330798
Nbkgd3	6.2855210956	2.7808630108
NbkgdFlat	0.0000000038	0.6370462164

205,203: KKpi,Kspipi0

Name	Value	Error
N	75.4173644251	9.2128938132
Nbkgd1	4.6731031524	2.7954605015
Nbkgd2	0.5248779239	4.3415474715
Nbkgd3	15.8702993486	4.8636489255
NbkgdFlat	4.5151754208	4.1583810508

205,204: KKpi,Kspipipi

Name	Value	Error
N	38.5118249952	6.7534912895
Nbkgd1	5.8963220799	2.6207146903
Nbkgd2	0.0000000001	0.5708694535
Nbkgd3	36.5934690967	6.5609037987
NbkgdFlat	0.0000068018	0.7102947147

205,205: KKpi, KKpi

Name	Value	Error
N	12.0086230569	4.1453620957
Nbkgd1	0.0000000404	0.6035159154
Nbkgd2	0.0000000430	0.5559969867
Nbkgd3	39.9825694081	6.7172637734
NbkgdFlat	0.0000099273	0.5799082672

DHad.py fit Gamma 0.0225 -t d --tag d  --qsub

Log