[f7f33af] | 1 | add EfficiencyFormula {0} {(pt <= 20.0) * (0.000) + \
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| 2 | (pt > 20.0) * (abs(eta) <= 3.4) * (0.1) + \
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| 3 | (abs(eta) > 3.4) * (0.000)
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| 4 | }
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| 5 |
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| 6 |
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| 7 | add EfficiencyFormula {4} { (pt <= 20.0) * (0.000) + \
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| 8 | (abs(eta) <= 1.8) * (pt > 20.0 && pt <= 30) * (0.341) + \
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| 9 | (abs(eta) <= 1.8) * (pt > 30.0 && pt <= 40) * (0.389) + \
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| 10 | (abs(eta) <= 1.8) * (pt > 40.0 && pt <= 50) * (0.416) + \
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| 11 | (abs(eta) <= 1.8) * (pt > 50.0 && pt <= 60) * (0.432) + \
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| 12 | (abs(eta) <= 1.8) * (pt > 60.0 && pt <= 70) * (0.447) + \
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| 13 | (abs(eta) <= 1.8) * (pt > 70.0 && pt <= 80) * (0.451) + \
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| 14 | (abs(eta) <= 1.8) * (pt > 80.0 && pt <= 90) * (0.451) + \
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| 15 | (abs(eta) <= 1.8) * (pt > 90.0 && pt <= 100) * (0.447) + \
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| 16 | (abs(eta) <= 1.8) * (pt > 100.0 && pt <= 120) * (0.447) + \
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| 17 | (abs(eta) <= 1.8) * (pt > 120.0 && pt <= 140) * (0.444) + \
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| 18 | (abs(eta) <= 1.8) * (pt > 140.0 && pt <= 160) * (0.430) + \
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| 19 | (abs(eta) <= 1.8) * (pt > 160.0 && pt <= 180) * (0.424) + \
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| 20 | (abs(eta) <= 1.8) * (pt > 180.0 && pt <= 200) * (0.419) + \
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| 21 | (abs(eta) <= 1.8) * (pt > 200.0 && pt <= 250) * (0.407) + \
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| 22 | (abs(eta) <= 1.8) * (pt > 250.0 && pt <= 300) * (0.384) + \
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| 23 | (abs(eta) <= 1.8) * (pt > 300.0 && pt <= 350) * (0.364) + \
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| 24 | (abs(eta) <= 1.8) * (pt > 350.0 && pt <= 400) * (0.353) + \
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| 25 | (abs(eta) <= 1.8) * (pt > 400.0 && pt <= 500) * (0.303) + \
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| 26 | (abs(eta) <= 1.8) * (pt > 500.0 && pt <= 600) * (0.273) + \
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| 27 | (abs(eta) <= 1.8) * (pt > 600.0 && pt <= 700) * (0.249) + \
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| 28 | (abs(eta) <= 1.8) * (pt > 700.0 && pt <= 800) * (0.233) + \
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| 29 | (abs(eta) <= 1.8) * (pt > 800.0 && pt <= 1000) * (0.209) + \
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| 30 | (abs(eta) <= 1.8) * (pt > 1000.0 && pt <= 1400) * (0.194) + \
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| 31 | (abs(eta) <= 1.8) * (pt > 1400.0 && pt <= 2000) * (0.227) + \
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| 32 | (abs(eta) <= 1.8) * (pt > 2000.0) * (0.000) + \
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| 33 |
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| 34 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt <= 20.0) * (0.000) + \
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| 35 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 20.0 && pt <= 30) * (0.236) + \
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| 36 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 30.0 && pt <= 40) * (0.276) + \
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| 37 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 40.0 && pt <= 50) * (0.302) + \
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| 38 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 50.0 && pt <= 60) * (0.330) + \
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| 39 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 60.0 && pt <= 70) * (0.338) + \
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| 40 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 70.0 && pt <= 80) * (0.355) + \
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| 41 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 80.0 && pt <= 90) * (0.353) + \
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| 42 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 90.0 && pt <= 100) * (0.358) + \
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| 43 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 100.0 && pt <= 120) * (0.350) + \
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| 44 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 120.0 && pt <= 140) * (0.327) + \
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| 45 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 140.0 && pt <= 160) * (0.313) + \
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| 46 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 160.0 && pt <= 180) * (0.307) + \
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| 47 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 180.0 && pt <= 200) * (0.322) + \
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| 48 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 200.0 && pt <= 250) * (0.299) + \
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| 49 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 250.0 && pt <= 300) * (0.274) + \
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| 50 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 300.0 && pt <= 350) * (0.240) + \
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| 51 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 350.0 && pt <= 400) * (0.203) + \
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| 52 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 400.0 && pt <= 500) * (0.218) + \
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| 53 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 500.0 && pt <= 600) * (0.203) + \
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| 54 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 600.0 && pt <= 3000) * (0.178) + \
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| 55 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 3000.0) * (0.000) + \
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| 56 |
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| 57 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt <= 20.0) * (0.000) + \
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| 58 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 20.0 && pt <= 30) * (0.179) + \
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| 59 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 30.0 && pt <= 40) * (0.198) + \
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| 60 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 40.0 && pt <= 50) * (0.219) + \
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| 61 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 50.0 && pt <= 60) * (0.225) + \
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| 62 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 60.0 && pt <= 70) * (0.232) + \
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| 63 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 70.0 && pt <= 80) * (0.251) + \
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| 64 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 80.0 && pt <= 90) * (0.267) + \
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| 65 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 90.0 && pt <= 100) * (0.252) + \
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| 66 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 100.0 && pt <= 120) * (0.243) + \
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| 67 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 120.0 && pt <= 140) * (0.244) + \
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| 68 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 140.0 && pt <= 160) * (0.242) + \
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| 69 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 160.0 && pt <= 180) * (0.246) + \
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| 70 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 180.0 && pt <= 200) * (0.217) + \
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| 71 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 200.0 && pt <= 250) * (0.223)+ \
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| 72 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 250.0 && pt <= 350) * (0.194) + \
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| 73 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 350.0 && pt <= 3000) * (0.187) + \
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| 74 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 3000.0) * (0.000) + \
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| 75 |
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| 76 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt <= 20.0) * (0.000) + \
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| 77 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 20.0 && pt <= 30) * (0.09) + \
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| 78 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 30.0 && pt <= 40) * (0.10) + \
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| 79 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 40.0 && pt <= 50) * (0.11) + \
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| 80 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 50.0 && pt <= 60) * (0.11) + \
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| 81 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 60.0 && pt <= 70) * (0.12) + \
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| 82 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 70.0 && pt <= 80) * (0.13) + \
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| 83 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 80.0 && pt <= 90) * (0.13) + \
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| 84 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 90.0 && pt <= 100) * (0.13) + \
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| 85 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 100.0 && pt <= 120) * (0.12) + \
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| 86 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 120.0 && pt <= 140) * (0.12) + \
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| 87 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 140.0 && pt <= 160) * (0.12) + \
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| 88 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 160.0 && pt <= 180) * (0.12) + \
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| 89 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 180.0 && pt <= 200) * (0.11) + \
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| 90 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 200.0 && pt <= 250) * (0.11) + \
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| 91 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 250.0 && pt <= 350) * (0.10) + \
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| 92 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 350.0 && pt <= 3000) * (0.09) + \
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| 93 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 3000.0) * (0.000) + \
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| 94 | (abs(eta) > 3.4) * (0.000)
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| 95 | }
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| 96 |
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| 97 | add EfficiencyFormula {5} { (pt <= 20.0) * (0.000) + \
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| 98 | (abs(eta) <= 1.8) * (pt > 20.0 && pt <= 30) * (0.712) + \
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| 99 | (abs(eta) <= 1.8) * (pt > 30.0 && pt <= 40) * (0.788) + \
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| 100 | (abs(eta) <= 1.8) * (pt > 40.0 && pt <= 50) * (0.837) + \
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| 101 | (abs(eta) <= 1.8) * (pt > 50.0 && pt <= 60) * (0.856) + \
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| 102 | (abs(eta) <= 1.8) * (pt > 60.0 && pt <= 70) * (0.873) + \
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| 103 | (abs(eta) <= 1.8) * (pt > 70.0 && pt <= 80) * (0.886) + \
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| 104 | (abs(eta) <= 1.8) * (pt > 80.0 && pt <= 90) * (0.883) + \
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| 105 | (abs(eta) <= 1.8) * (pt > 90.0 && pt <= 100) * (0.882) + \
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| 106 | (abs(eta) <= 1.8) * (pt > 100.0 && pt <= 120) * (0.883) + \
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| 107 | (abs(eta) <= 1.8) * (pt > 120.0 && pt <= 140) * (0.883) + \
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| 108 | (abs(eta) <= 1.8) * (pt > 140.0 && pt <= 160) * (0.876) + \
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| 109 | (abs(eta) <= 1.8) * (pt > 160.0 && pt <= 180) * (0.872) + \
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| 110 | (abs(eta) <= 1.8) * (pt > 180.0 && pt <= 200) * (0.867) + \
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| 111 | (abs(eta) <= 1.8) * (pt > 200.0 && pt <= 250) * (0.853) + \
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| 112 | (abs(eta) <= 1.8) * (pt > 250.0 && pt <= 300) * (0.831) + \
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| 113 | (abs(eta) <= 1.8) * (pt > 300.0 && pt <= 350) * (0.819) + \
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| 114 | (abs(eta) <= 1.8) * (pt > 350.0 && pt <= 400) * (0.791) + \
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| 115 | (abs(eta) <= 1.8) * (pt > 400.0 && pt <= 500) * (0.740) + \
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| 116 | (abs(eta) <= 1.8) * (pt > 500.0 && pt <= 600) * (0.699) + \
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| 117 | (abs(eta) <= 1.8) * (pt > 600.0 && pt <= 700) * (0.631) + \
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| 118 | (abs(eta) <= 1.8) * (pt > 700.0 && pt <= 800) * (0.600) + \
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| 119 | (abs(eta) <= 1.8) * (pt > 800.0 && pt <= 1000) * (0.567) + \
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| 120 | (abs(eta) <= 1.8) * (pt > 1000.0 && pt <= 1400) * (0.478) + \
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| 121 | (abs(eta) <= 1.8) * (pt > 1400.0 && pt <= 2000) * (0.470) + \
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| 122 | (abs(eta) <= 1.8) * (pt > 2000.0) * (0.000) + \
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| 123 |
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| 124 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt <= 20.0) * (0.000) + \
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| 125 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 20.0 && pt <= 30) * (0.543) + \
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| 126 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 30.0 && pt <= 40) * (0.627) + \
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| 127 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 40.0 && pt <= 50) * (0.701) + \
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| 128 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 50.0 && pt <= 60) * (0.741) + \
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| 129 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 60.0 && pt <= 70) * (0.754) + \
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| 130 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 70.0 && pt <= 80) * (0.796) + \
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| 131 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 80.0 && pt <= 90) * (0.778) + \
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| 132 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 90.0 && pt <= 100) * (0.798) + \
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| 133 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 100.0 && pt <= 120) * (0.788) + \
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| 134 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 120.0 && pt <= 140) * (0.775) + \
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| 135 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 140.0 && pt <= 160) * (0.765) + \
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| 136 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 160.0 && pt <= 180) * (0.752) + \
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| 137 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 180.0 && pt <= 200) * (0.740) + \
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| 138 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 200.0 && pt <= 250) * (0.716) + \
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| 139 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 250.0 && pt <= 300) * (0.671) + \
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| 140 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 300.0 && pt <= 350) * (0.637) + \
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| 141 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 350.0 && pt <= 400) * (0.577) + \
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| 142 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 400.0 && pt <= 500) * (0.572) + \
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| 143 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 500.0 && pt <= 600) * (0.514) + \
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| 144 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 600.0 && pt <= 3000) * (0.516) + \
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| 145 | (abs(eta) > 1.8 && abs(eta) <= 2.4) * (pt > 3000.0) * (0.000) + \
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| 146 |
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| 147 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt <= 20.0) * (0.000) + \
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| 148 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 20.0 && pt <= 30) * (0.407) + \
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| 149 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 30.0 && pt <= 40) * (0.479) + \
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| 150 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 40.0 && pt <= 50) * (0.529) + \
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| 151 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 50.0 && pt <= 60) * (0.578) + \
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| 152 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 60.0 && pt <= 70) * (0.612) + \
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| 153 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 70.0 && pt <= 80) * (0.673) + \
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| 154 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 80.0 && pt <= 90) * (0.656) + \
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| 155 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 90.0 && pt <= 100) * (0.658) + \
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| 156 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 100.0 && pt <= 120) * (0.647) + \
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| 157 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 120.0 && pt <= 140) * (0.629) + \
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| 158 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 140.0 && pt <= 160) * (0.630) + \
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| 159 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 160.0 && pt <= 180) * (0.615) + \
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| 160 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 180.0 && pt <= 200) * (0.604) + \
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| 161 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 200.0 && pt <= 250) * (0.532)+ \
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| 162 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 250.0 && pt <= 350) * (0.532) + \
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| 163 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 350.0 && pt <= 3000) * (0.503) + \
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| 164 | (abs(eta) > 2.4 && abs(eta) <= 3.0) * (pt > 3000.0) * (0.000) + \
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| 165 |
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| 166 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt <= 20.0) * (0.000) + \
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| 167 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 20.0 && pt <= 30) * (0.20) + \
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| 168 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 30.0 && pt <= 40) * (0.235) + \
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| 169 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 40.0 && pt <= 50) * (0.26) + \
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| 170 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 50.0 && pt <= 60) * (0.28) + \
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| 171 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 60.0 && pt <= 70) * (0.31) + \
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| 172 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 70.0 && pt <= 80) * (0.33) + \
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| 173 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 80.0 && pt <= 90) * (0.32) + \
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| 174 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 90.0 && pt <= 100) * (0.32) + \
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| 175 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 100.0 && pt <= 120) * (0.33) + \
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| 176 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 120.0 && pt <= 140) * (0.31) + \
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| 177 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 140.0 && pt <= 160) * (0.32) + \
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| 178 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 160.0 && pt <= 180) * (0.31) + \
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| 179 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 180.0 && pt <= 200) * (0.30) + \
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| 180 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 200.0 && pt <= 250) * (0.26) + \
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| 181 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 250.0 && pt <= 350) * (0.27) + \
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| 182 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 350.0 && pt <= 3000) * (0.25) + \
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| 183 | (abs(eta) > 3.0 && abs(eta) <= 3.4) * (pt > 3000.0) * (0.000) + \
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| 184 | (abs(eta) > 3.4) * (0.000)
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| 185 | }
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| 186 |
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