areaGain_apa6c.fcl
Go to the documentation of this file.
1 tool_type: FclFloatArray
2 LogLevel: 1
3 DefaultValue: 0
4 Label: "AreaGain_nov19ext_apa6c_fixO0_fixP0_fixN1_fit-0p5-7p5"
5 Unit: "ke/(ADC-count)/tick"
6 Offset: 9760
7 Values: [
8  0.0239821, 0.0251094, 0.0244958, 0.0235272, 0.0248554, 0.0237579, 0.0242554, 0.0231030, 0.0235457, 0.0233399,
9  0.0227922, 0.0238790, 0.0274612, 0.0238353, 0.0258252, 0.0238518, 0.0256302, 0.0244937, 0.1418335, 0.0235633,
10  0.0295379, 0.0237284, 0.0218147, 0.0237717, 0.0232917, 0.0249591, 0.0228884, 0.0244508, 0.0225969, 0.0236237,
11  0.0211833, 0.0246460, 0.0212539, 0.0248090, 0.0221726, 0.0218559, 0.0250782, 0.0242022, 0.0250560, 0.0251199,
12  0.0247127, 0.0238537, 0.0247773, 0.0245418, 0.0242745, 0.0250899, 0.0215088, 0.0238855, 0.0214493, 0.0252457,
13  0.0227642, 0.0243775, 0.0217237, 0.0245415, 0.0217059, 0.0245779, 0.0199414, 0.0243903, 0.0197088, 0.0249777,
14  0.0224779, 0.0230567, 0.0228674, 0.0237334, 0.0228843, 0.0230155, 0.0232211, 0.0242252, 0.0212815, 0.0217395,
15  0.0217792, 0.0216103, 0.0233239, 0.0245669, 0.0241280, 0.0231890, 0.0236861, 0.0249646, 0.0234446, 0.0246871,
16  0.0226252, 0.0251992, 0.0218941, 0.0229744, 0.0232457, 0.0253939, 0.0227602, 0.0242346, 0.0241622, 0.0242395,
17  0.0229878, 0.0248764, 0.0223948, 0.0234470, 0.0218288, 0.0236222, 0.0233378, 0.0222287, 0.0240096, 0.0234720,
18  0.0246417, 0.0232668, 0.0225950, 0.0244902, 0.0238704, 0.0234612, 0.0226382, 0.0227648, 0.0227872, 0.0224543,
19  0.0206465, 0.0222494, 0.0230195, 0.0231911, 0.0225921, 0.0235139, 0.0226550, 0.0227471, 0.0206368, 0.0221715,
20  0.0234417, 0.0248478, 0.0229044, 0.0245382, 0.0233866, 0.0246413, 0.0232448, 0.0239382, 0.0230625, 0.0243649,
21  0.0218220, 0.0219491, 0.0237261, 0.0242873, 0.0242008, 0.0236554, 0.0236827, 0.0242522, 0.0231446, 0.0235581,
22  0.0232124, 0.0239597, 0.0218291, 0.0238435, 0.0237732, 0.0242875, 0.0231737, 0.0237144, 0.0223355, 0.0251967,
23  0.0237288, 0.0238116, 0.0232672, 0.0239416, 0.0220244, 0.0226708, 0.0226950, 0.0258112, 0.0227303, 0.0236517,
24  0.0249391, 0.0260468, 0.0227060, 0.0248260, 0.0222341, 0.0256977, 0.0218362, 0.0244508, 0.0237288, 0.0218357,
25  0.0234436, 0.0233879, 0.0224261, 0.0218730, 0.0241094, 0.0233291, 0.0227492, 0.0223288, 0.0225563, 0.0228691,
26  0.0231032, 0.0244244, 0.0232874, 0.0245783, 0.0211764, 0.0244459, 0.0222851, 0.0240154, 0.0228198, 0.0255125,
27  0.0214913, 0.0224622, 0.0238172, 0.0230030, 0.0236565, 0.0226662, 0.0238371, 0.0233801, 0.0224963, 0.0241280,
28  0.0222277, 0.0243003, 0.0222168, 0.0230037, 0.0241780, 0.0238708, 0.0239968, 0.0238122, 0.0250715, 0.0229173,
29  0.0240486, 0.0236365, 0.0235055, 0.0232703, 0.0214514, 0.0231422, 0.0239969, 0.0234345, 0.0235619, 0.0228114,
30  0.0245948, 0.0225278, 0.0242686, 0.0218954, 0.0236070, 0.0226936, 0.0220719, 0.0228237, 0.0232838, 0.0228128,
31  0.0000000, 0.0222324, 0.0232652, 0.0242826, 0.0228800, 0.0239882, 0.0229157, 0.0236528, 0.0218764, 0.0233876,
32  0.0239403, 0.0237500, 0.0241136, 0.0243612, 0.0227293, 0.0236613, 0.0220216, 0.0240787, 0.0219476, 0.0236379,
33  0.0211989, 0.0239590, 0.0234951, 0.0231739, 0.0242436, 0.0230991, 0.0224186, 0.0234319, 0.0235493, 0.0244294,
34  0.0229305, 0.0226279, 0.0216534, 0.0221932, 0.0236309, 0.0234210, 0.0232789, 0.0229085, 0.0217032, 0.0227933,
35  0.0221713, 0.0236938, 0.0213911, 0.0000000, 0.0228277, 0.0235491, 0.0247143, 0.0243839, 0.0239840, 0.0233673,
36  0.0244541, 0.0238199, 0.0222554, 0.0239907, 0.0237616, 0.0229946, 0.0231046, 0.0228006, 0.0252371, 0.0256093,
37  0.0248742, 0.0260159, 0.0246490, 0.0256186, 0.0246129, 0.0251676, 0.0237734, 0.0257787, 0.0221193, 0.0253724,
38  0.0238181, 0.0257756, 0.0241404, 0.0259601, 0.0239925, 0.0257380, 0.0247088, 0.0247567, 0.0238426, 0.0245959,
39  0.0219363, 0.0250603, 0.0236578, 0.0257692, 0.0233929, 0.0254610, 0.0234146, 0.0246622, 0.0234712, 0.0251259,
40  0.0229613, 0.0264020, 0.0208193, 0.0253170, 0.0243932, 0.0238596, 0.0249798, 0.0235097, 0.0239742, 0.0233629,
41  0.0245444, 0.0239901, 0.0248500, 0.0233676, 0.0223254, 0.0228710, 0.0229219, 0.0265750, 0.0228502, 0.0253087,
42  0.0227843, 0.0254325, 0.0338866, 0.0268081, 0.0215785, 0.0254270, 0.0213060, 0.0263047, 0.0245996, 0.0231027,
43  0.0244563, 0.0219126, 0.0247687, 0.0230194, 0.0242693, 0.0235372, 0.0231031, 0.0229551, 0.0235181, 0.0228801,
44  0.0247308, 0.0242809, 0.0253222, 0.0251834, 0.0244209, 0.0247913, 0.0246303, 0.0257126, 0.0230273, 0.0244045,
45  0.0222474, 0.0227356, 0.0250827, 0.0247153, 0.0246726, 0.0248092, 0.0234103, 0.0243880, 0.0234979, 0.0245996,
46  0.0242137, 0.0236522, 0.0233587, 0.0238560, 0.0254431, 0.0248604, 0.0240200, 0.0256435, 0.0245186, 0.0245417,
47  0.0241019, 0.0252434, 0.0245204, 0.0245567, 0.0229040, 0.0231497, 0.0232094, 0.0237300, 0.0247536, 0.0235563,
48  0.0230486, 0.0241766, 0.0231859, 0.0242438, 0.0222905, 0.0241418, 0.0217758, 0.0230372, 0.0234793, 0.0255608,
49  0.0230871, 0.0246456, 0.0238630, 0.0243898, 0.0232328, 0.0247907, 0.0219333, 0.0248223, 0.0225848, 0.0228551,
50  0.0235688, 0.0229530, 0.0237009, 0.0233333, 0.0235075, 0.0244451, 0.0217963, 0.0234087, 0.0219129, 0.0225104,
51  0.0219051, 0.0234597, 0.0240256, 0.0239652, 0.0249002, 0.0240747, 0.0233881, 0.0233425, 0.0240608, 0.0227950,
52  0.0235517, 0.0232277, 0.0222929, 0.0228428, 0.0228196, 0.0246478, 0.0231016, 0.0241503, 0.0228935, 0.0242154,
53  0.0231051, 0.0231417, 0.0220026, 0.0226157, 0.0214440, 0.0229574, 0.0241145, 0.0234533, 0.0243304, 0.0239386,
54  0.0240155, 0.0251464, 0.0237113, 0.0233572, 0.0236838, 0.0241921, 0.0227622, 0.0230753, 0.0245521, 0.0246966,
55  0.0239646, 0.0255106, 0.0244767, 0.0254094, 0.0245438, 0.0252798, 0.0237208, 0.0249314, 0.0237203, 0.0232436
56 ]