areaGain_apa2z.fcl
Go to the documentation of this file.
1 tool_type: FclFloatArray
2 LogLevel: 1
3 DefaultValue: 0
4 Label: "AreaGain_nov19ext_apa2z_fixO0_fixP0_fixN1_fit-0p5-7p5"
5 Unit: "ke/(ADC-count)/tick"
6 Offset: 7200
7 Values: [
8  0.0227019, 0.0241861, 0.0218520, 0.0239779, 0.0233943, 0.0229792, 0.0224611, 0.0243151, 0.0222308, 0.0236304,
9  0.0221756, 0.0224226, 0.0224382, 0.0208401, 0.0220105, 0.0209669, 0.0238767, 0.0211864, 0.0221982, 0.0216311,
10  0.0226868, 0.0213276, 0.0215231, 0.0210507, 0.0222355, 0.0243082, 0.0215847, 0.0238425, 0.0226550, 0.0232811,
11  0.0213096, 0.0232744, 0.0213027, 0.0236124, 0.0207770, 0.0218141, 0.0241502, 0.0245808, 0.0235799, 0.0245715,
12  0.0223735, 0.0236755, 0.0230213, 0.0231160, 0.0230175, 0.0234249, 0.0222181, 0.0234135, 0.0217499, 0.0219978,
13  0.0216910, 0.0216013, 0.0215602, 0.0220018, 0.0214393, 0.0222438, 0.0212905, 0.0212698, 0.0204785, 0.0211692,
14  0.0201073, 0.0228910, 0.0202760, 0.0232023, 0.0206048, 0.0217553, 0.0198391, 0.0235021, 0.0196014, 0.0228777,
15  0.0177868, 0.0232094, 0.0229092, 0.0233356, 0.0229292, 0.0238087, 0.0230660, 0.0234474, 0.0229061, 0.0227450,
16  0.0224814, 0.0207770, 0.0216588, 0.0234516, 0.0221546, 0.0230702, 0.0227645, 0.0218756, 0.0227270, 0.0239482,
17  0.0221741, 0.0238375, 0.0227110, 0.0232747, 0.0206693, 0.0234617, 0.0221522, 0.0225444, 0.0222509, 0.0228931,
18  0.0219732, 0.0235320, 0.0212433, 0.0238774, 0.0209849, 0.0235774, 0.0204496, 0.0220921, 0.0235976, 0.0236415,
19  0.0236476, 0.0239571, 0.0235106, 0.0249748, 0.0230430, 0.0241741, 0.0223480, 0.0246641, 0.0214479, 0.0229951,
20  0.0235446, 0.0225056, 0.0226355, 0.0238778, 0.0225216, 0.0230010, 0.0216953, 0.0236582, 0.0217621, 0.0237150,
21  0.0210704, 0.0239556, 0.0236821, 0.0229468, 0.0230474, 0.0217553, 0.0236472, 0.0236203, 0.0222447, 0.0239004,
22  0.0221283, 0.0223375, 0.0219012, 0.0229740, 0.0234359, 0.0243518, 0.0235983, 0.0242244, 0.0223913, 0.0234948,
23  0.0225432, 0.0224504, 0.0231362, 0.0242737, 0.0210927, 0.0226824, 0.0240634, 0.0240949, 0.0218721, 0.0240790,
24  0.0242611, 0.0260493, 0.0232487, 0.0255412, 0.0224362, 0.0252734, 0.0224739, 0.0245848, 0.0230832, 0.0248821,
25  0.0234689, 0.0244266, 0.0237636, 0.0263492, 0.0236055, 0.0249830, 0.0229989, 0.0233599, 0.0211820, 0.0240594,
26  0.0243166, 0.0243800, 0.0237609, 0.0244053, 0.0237490, 0.0243834, 0.0224489, 0.0246679, 0.0228907, 0.0238525,
27  0.0219366, 0.0233371, 0.0234749, 0.0244584, 0.0239018, 0.0242760, 0.0236783, 0.0250050, 0.0234500, 0.0242427,
28  0.0230187, 0.0228860, 0.0221497, 0.0239616, 0.0240237, 0.0245017, 0.0237771, 0.0245358, 0.0240381, 0.0238305,
29  0.0245245, 0.0237578, 0.0234032, 0.0239453, 0.0220639, 0.0230504, 0.0238610, 0.0223292, 0.0238477, 0.0226430,
30  0.0230454, 0.0216429, 0.0232846, 0.0236842, 0.0219766, 0.0231131, 0.0220923, 0.0213821, 0.0241391, 0.0244034,
31  0.0236708, 0.0235468, 0.0235576, 0.0235423, 0.0220920, 0.0249452, 0.0234389, 0.0242027, 0.0206077, 0.0234546,
32  0.0232345, 0.0209574, 0.0209309, 0.0225052, 0.0224496, 0.0218607, 0.0225442, 0.0216634, 0.0231435, 0.0204489,
33  0.0221821, 0.0206834, 0.0220590, 0.0236087, 0.0229245, 0.0232332, 0.0221326, 0.0237402, 0.0216887, 0.0208928,
34  0.0212953, 0.0231356, 0.0220936, 0.0218865, 0.0228601, 0.0249694, 0.0237848, 0.0249759, 0.0235659, 0.0242104,
35  0.0220269, 0.0249666, 0.0222187, 0.0246146, 0.0211824, 0.0241523, 0.0232040, 0.0238712, 0.0233453, 0.0227266,
36  0.0231033, 0.0236230, 0.0231142, 0.0235003, 0.0227511, 0.0228246, 0.0214261, 0.0220868, 0.0218706, 0.0234628,
37  0.0232763, 0.0243407, 0.0232357, 0.0236781, 0.0242536, 0.0247999, 0.0219427, 0.0252689, 0.0215341, 0.0231276,
38  0.0241834, 0.0249323, 0.0242202, 0.0233718, 0.0248037, 0.0237487, 0.0224180, 0.0243963, 0.0227989, 0.0238706,
39  0.0211244, 0.0237397, 0.0251704, 0.0225890, 0.0244477, 0.0232047, 0.0244496, 0.0227053, 0.0231195, 0.0226139,
40  0.0234788, 0.0226921, 0.0209271, 0.0214991, 0.0229179, 0.0246263, 0.0231981, 0.0233479, 0.0246665, 0.0242039,
41  0.0223783, 0.0227742, 0.0234431, 0.0231688, 0.0223444, 0.0236428, 0.0255333, 0.0245827, 0.0253126, 0.0237469,
42  0.0251207, 0.0249733, 0.0244292, 0.0239792, 0.0246456, 0.0246426, 0.0230401, 0.0239646, 0.0227197, 0.0234138,
43  0.0223349, 0.1238200, 0.0226091, 0.0239013, 0.0212372, 0.0240691, 0.0215351, 0.0246968, 0.0211602, 0.0236875,
44  0.0248044, 0.0243747, 0.0243189, 0.0252428, 0.0225040, 0.0241763, 0.0241947, 0.0248916, 0.0235634, 0.0235565,
45  0.0229841, 0.0244492, 0.0249494, 0.0244393, 0.0254444, 0.0239611, 0.0242378, 0.0261192, 0.0250816, 0.0247620,
46  0.0229686, 0.0239096, 0.0225898, 0.0239358, 0.0234930, 0.0236424, 0.0239241, 0.0244822, 0.0232819, 0.0252649,
47  0.0226341, 0.0241219, 0.0225323, 0.0241141, 0.0218272, 0.0231237, 0.0220029, 0.0237324, 0.0226050, 0.0237656,
48  0.0233747, 0.0229942, 0.0230798, 0.0236089, 0.0223110, 0.0234005, 0.0215883, 0.0216872, 0.0219018, 0.0245609,
49  0.0231410, 0.0239283, 0.0233280, 0.0245736, 0.0230054, 0.0256543, 0.0218758, 0.0248291, 0.0211767, 0.0238052,
50  0.0237308, 0.0235608, 0.0230636, 0.0229788, 0.0234370, 0.0239591, 0.0228630, 0.0238276, 0.0231652, 0.0236361,
51  0.0216642, 0.0227947, 0.0239921, 0.0221800, 0.0237574, 0.0233013, 0.0224273, 0.0235041, 0.0231842, 0.0240442,
52  0.0220261, 0.0234923, 0.0218593, 0.0216780, 0.0225149, 0.0228784, 0.0215920, 0.0224497, 0.0217687, 0.0224481,
53  0.0214021, 0.0220901, 0.0210749, 0.0221854, 0.0213282, 0.0222214, 0.0236708, 0.0213011, 0.0245459, 0.0211342,
54  0.0247712, 0.0215798, 0.0241152, 0.0216193, 0.0231600, 0.0209011, 0.0219214, 0.0203614, 0.0253369, 0.0234353,
55  0.0251635, 0.0241129, 0.0232303, 0.0232166, 0.0229601, 0.0238507, 0.0237391, 0.0237523, 0.0234093, 0.0215404
56 ]