areaGain_apa1z.fcl
Go to the documentation of this file.
1 tool_type: FclFloatArray
2 LogLevel: 1
3 DefaultValue: 0
4 Label: "AreaGain_dec18extv4_apa1z_fixO0_fixP0_fixN1_fit-0p5-7p5"
5 Unit: "ke/(ADC-count)/tick"
6 Offset: 12320
7 Values: [
8  0.0253768, 0.0250964, 0.0245614, 0.0246824, 0.0461154, 0.0252457, 0.0245951, 0.0244611, 0.0239037, 0.0248917,
9  0.0235311, 0.0247809, 0.0250845, 0.2171583, 0.0258465, 0.0254224, 0.0260724, 0.0274372, 0.0265166, 0.0254984,
10  0.0243030, 0.0259735, 0.0239651, 0.0252174, 0.0258323, 0.0263536, 0.0248815, 0.0253514, 0.0254057, 0.0263225,
11  0.0246728, 0.0249968, 0.0236025, 0.0260057, 0.0227959, 0.0247540, 0.0260400, 0.0258776, 0.0260611, 0.0265940,
12  0.0248296, 0.0262833, 0.0244506, 0.0257164, 0.0241114, 0.0249949, 0.0212417, 0.0265566, 0.0259961, 0.0249956,
13  0.0248478, 0.0249346, 0.0247948, 0.0251866, 0.0239573, 0.0263767, 0.0253354, 0.0257374, 0.0238359, 0.0257615,
14  0.0252078, 0.0250499, 0.0229736, 0.0246824, 0.0247875, 0.0250283, 0.0235721, 0.0252009, 0.0234896, 0.0249568,
15  0.0234242, 0.0246920, 0.0252318, 0.0249865, 0.0250640, 0.0263859, 0.0254136, 0.0246506, 0.0256039, 0.0256483,
16  0.0255213, 0.0251667, 0.0234818, 0.0250304, 0.0239941, 0.0258878, 0.0242909, 0.0267461, 0.0249855, 0.0261145,
17  0.0242607, 0.0264164, 0.0230955, 0.0248593, 0.0230123, 0.0246081, 0.0226641, 0.0233608, 0.0237238, 0.0234682,
18  0.0235296, 0.0238346, 0.0232020, 0.0217365, 0.0227861, 0.0228803, 0.0215045, 0.0217586, 0.0227980, 0.0220492,
19  0.0243100, 0.0210366, 0.0228324, 0.0217518, 0.0229863, 0.0222689, 0.0225586, 0.0212963, 0.0224061, 0.0209258,
20  0.0238032, 0.0254574, 0.0230380, 0.0252465, 0.0235330, 0.0252035, 0.0231854, 0.0251413, 0.0235876, 0.0241680,
21  0.0213704, 0.0243901, 0.0235169, 0.0234697, 0.0223348, 0.0223852, 0.0237936, 0.0229379, 0.0232813, 0.0236152,
22  0.0213809, 0.0224124, 0.0218553, 0.0226515, 0.0257257, 0.0243743, 0.0244408, 0.0246570, 0.0243147, 0.0243354,
23  0.0241028, 0.0252995, 0.0243494, 0.0249700, 0.0225361, 0.0243717, 0.0239461, 0.0250396, 0.0248302, 0.0267063,
24  0.0240862, 0.0253438, 0.0244809, 0.0250715, 0.0230231, 0.0245852, 0.0223026, 0.0257233, 0.0230970, 0.0233915,
25  0.0238496, 0.0242816, 0.0231968, 0.0252252, 0.0235428, 0.0244541, 0.0237312, 0.0233991, 0.0226303, 0.0254441,
26  0.0242733, 0.0251136, 0.0247251, 0.0252813, 0.0247696, 0.0257768, 0.0235346, 0.0249559, 0.0239021, 0.0250980,
27  0.0220944, 0.0245232, 0.0253542, 0.0247716, 0.0266730, 0.0249816, 0.0261205, 0.0256400, 0.0266030, 0.0266159,
28  0.0265221, 0.0251971, 0.0260771, 0.0249996, 0.0250657, 0.0264417, 0.0254226, 0.0260550, 0.0247455, 0.0267922,
29  0.0239408, 0.0259328, 0.0238663, 0.0261583, 0.0238448, 0.0254782, 0.0247720, 0.0253707, 0.0246978, 0.0259068,
30  0.0237866, 0.0261515, 0.0236461, 0.0264705, 0.0237082, 0.0243378, 0.0214158, 0.0250023, 0.0245617, 0.0256886,
31  0.0246140, 0.0267762, 0.0254231, 0.0265853, 0.0243714, 0.0261684, 0.0241824, 0.0258370, 0.0227803, 0.0255647,
32  0.0250099, 0.0264372, 0.0246904, 0.0253606, 0.0250039, 0.0259934, 0.0246850, 0.0266146, 0.0240854, 0.0247366,
33  0.0232660, 0.0251143, 0.0236628, 0.0259420, 0.0243534, 0.0262363, 0.0238958, 0.0246785, 0.0226816, 0.0264910,
34  0.0234855, 0.0242898, 0.0221473, 0.0253109, 0.0237365, 0.0237292, 0.0258005, 0.0252925, 0.0242125, 0.0253634,
35  0.0233302, 0.0263957, 0.0231173, 0.0270554, 0.0228180, 0.0251943, 0.0259307, 0.0267046, 0.0241184, 0.0261503,
36  0.0244347, 0.0260176, 0.0240052, 0.0265798, 0.0252993, 0.0259103, 0.0232986, 0.0255499, 0.0237941, 0.0258247,
37  0.0237843, 0.0261698, 0.0252551, 0.0253759, 0.0232275, 0.0267190, 0.0242192, 0.0246168, 0.0223603, 0.0250338,
38  0.0252474, 0.0253229, 0.0254590, 0.0253240, 0.0242597, 0.0248336, 0.0237486, 0.0240656, 0.0248136, 0.0253797,
39  0.0228710, 0.0241961, 0.0245351, 0.0254313, 0.0247122, 0.0246532, 0.0243439, 0.0258280, 0.0228801, 0.0260576,
40  0.0232306, 0.0259958, 0.0224302, 0.0249884, 0.0243708, 0.0273577, 0.0248160, 0.0264914, 0.0244338, 0.0281036,
41  0.0242153, 0.0283263, 0.0234729, 0.0258988, 0.0232443, 0.0266472, 0.0239677, 0.0252566, 0.0232360, 0.0253468,
42  0.0236966, 0.0240911, 0.0233589, 0.0234378, 0.0240845, 0.0243066, 0.0226332, 0.0253734, 0.0234981, 0.0257539,
43  0.0248827, 0.0247482, 0.0238062, 0.0248172, 0.0240832, 0.0246601, 0.0237264, 0.0251935, 0.0221778, 0.0239916,
44  0.0250570, 0.0249828, 0.0246761, 0.0252891, 0.0251540, 0.0248021, 0.0238731, 0.0266308, 0.0242634, 0.0261675,
45  0.0242278, 0.0249785, 0.0227161, 0.0254375, 0.0235400, 0.0254012, 0.0234151, 0.0260347, 0.0229142, 0.0243118,
46  0.0233744, 0.0243170, 0.0217814, 0.0241430, 0.0256418, 0.0255791, 0.0260889, 0.0246099, 0.0249259, 0.0253343,
47  0.0245270, 0.0258956, 0.0253360, 0.0234930, 0.0234362, 0.0245049, 0.0257845, 0.0259568, 0.0239904, 0.0265329,
48  0.0243967, 0.0262209, 0.0244063, 0.0243903, 0.0245249, 0.0251737, 0.0237570, 0.0244616, 0.0265740, 0.0242314,
49  0.0251021, 0.0262987, 0.0261679, 0.0270980, 0.0256061, 0.0250234, 0.0241902, 0.0246561, 0.0236857, 0.0249125,
50  0.0258711, 0.0243321, 0.0241745, 0.0249814, 0.1038716, 0.0238633, 0.0242070, 0.0253720, 0.0234801, 0.0256020,
51  0.0239699, 0.0247349, 0.0243858, 0.0246570, 0.0247295, 0.0241987, 0.0249865, 0.0240866, 0.0245695, 0.0242756,
52  0.0242091, 0.0245174, 0.0227263, 0.0244946, 0.0253248, 0.0262833, 0.0244080, 0.0257814, 0.0251733, 0.0258317,
53  0.0243858, 0.0267252, 0.0237919, 0.0261670, 0.0237961, 0.0240777, 0.0243720, 0.0259816, 0.0247968, 0.0264296,
54  0.0257137, 0.0251987, 0.0235696, 0.0247187, 0.0252649, 0.0245978, 0.0240190, 0.0258984, 0.0249321, 0.0266372,
55  0.0237001, 0.0261078, 0.0249247, 0.0270884, 0.0242252, 0.0264536, 0.0244053, 0.0269724, 0.0230104, 0.0264751
56 ]