Tada Emb3 Fix Coeffs
`
`Relative 
`distance 
`dr (Fd1)
`
`Gradient
`
`Linear 
`distributio
`Real Chief Ray 
`n dr(Fdc)
`Image Height
`alpha
`0
`0.000000
`0
`     0.00000000      0.00000000
`0.016 0.010000 ‐0.000640
`0.00936
`     0.58500000      0.01020953
`0.01872 0.016001 0.020000
`‐0.00128
`     1.17000000      0.02041938
`     1.75500000      0.03062985 0.028081 0.016002 0.030000
`‐0.00192
`     2.34000000      0.04084128 0.037442 0.016004 0.040000
`‐0.00256
`     2.92500000      0.05105397 0.046805 0.016006 0.050000
`‐0.0032
`     3.51000000      0.06126827 0.056169 0.016009 0.060000
`‐0.00383
`     4.09500000      0.07148451 0.065535 0.016012 0.070000
`‐0.00447
`     4.68000000      0.08170303 0.074903 0.016016 0.080000
`‐0.0051
`     5.26500000      0.09192419 0.084273
`0.01602 0.090000
`‐0.00573
`     5.85000000      0.10214837 0.093647 0.016025 0.100000
`‐0.00635
`     6.43500000      0.11237595 0.103023 0.016031 0.110000
`‐0.00698
`     7.02000000      0.12260732 0.112403 0.016037 0.120000
`‐0.0076
`     7.60500000      0.13284289 0.121787 0.016044 0.130000
`‐0.00821
`     8.19000000      0.14308311 0.131175 0.016052 0.140000
`‐0.00883
`     8.77500000      0.15332842 0.140567
`0.01606 0.150000
`‐0.00943
`     9.36000000      0.16357928 0.149965 0.016069 0.160000
`‐0.01004
`     9.94500000      0.17383620 0.159368 0.016079 0.170000
`‐0.01063
`    10.53000000      0.18409968 0.168777
`0.01609 0.180000
`‐0.01122
`    11.11500000      0.19437025 0.178193 0.016101 0.190000
`‐0.01181
`    11.70000000      0.20464848 0.187616 0.016114 0.200000
`‐0.01238
`    12.28500000      0.21493493 0.197046 0.016127 0.210000
`‐0.01295
`    12.87000000      0.22523022 0.206485 0.016141 0.220000
`‐0.01352
`    13.45500000      0.23553498 0.215932 0.016157 0.230000
`‐0.01407
`    14.04000000      0.24584986 0.225388 0.016173 0.240000
`‐0.01461
`    14.62500000      0.25617553 0.234854 0.016191 0.250000
`‐0.01515
`    15.21000000      0.26651269 0.244331 0.016209 0.260000
`‐0.01567
`    15.79500000      0.27686209 0.253819 0.016229 0.270000
`‐0.01618
`    16.38000000      0.28722446 0.263319
`0.01625 0.280000
`‐0.01668
`    16.96500000      0.29760057 0.272832 0.016272 0.290000
`‐0.01717
`
`Gap: 
`dr(Fd1)‐
`dr(Fdc)
`
`% DIV
`#DIV/0!
`‐6.40192225
`‐6.400455416
`‐6.398071809
`‐6.394679754
`‐6.390334256
`‐6.384977254
`‐6.378610057
`‐6.371221859
`‐6.362786287
`‐6.353269178
`‐6.342640456
`‐6.33089536
`‐6.317995324
`‐6.303893159
`‐6.288560371
`‐6.27196413
`‐6.254052366
`‐6.234789674
`‐6.214133629
`‐6.192031952
`‐6.168446691
`‐6.143321789
`‐6.116606953
`‐6.088252634
`‐6.058209873
`‐6.026426668
`‐5.992841743
`‐5.957409124
`‐5.920076533
`
`IMMERVISION Ex. 2010
`LG v. ImmerVision
`IPR2020-00179
`
`1/34
`
`

`

`Tada Emb3 Fix Coeffs
`
`    17.55000000      0.30799124 0.282358 0.016296 0.300000
`    18.13500000      0.31839726 0.291898
`0.01632 0.310000
`    18.72000000      0.32881949 0.301452 0.016346 0.320000
`    19.30500000      0.33925877 0.311023 0.016374 0.330000
`    19.89000000      0.34971598
`0.32061 0.016403 0.340000
`    20.47500000      0.36019200 0.330214 0.016433 0.350000
`    21.06000000      0.37068775 0.339836 0.016464 0.360000
`    21.64500000      0.38120412 0.349477 0.016497 0.370000
`    22.23000000      0.39174203 0.359138 0.016532 0.380000
`    22.81500000      0.40230240 0.368819 0.016568 0.390000
`    23.40000000      0.41288616 0.378522 0.016605 0.400000
`    23.98500000      0.42349421 0.388248 0.016644 0.410000
`    24.57000000      0.43412748 0.397996 0.016684 0.420000
`    25.15500000      0.44478684 0.407768 0.016726 0.430000
`    25.74000000      0.45547318 0.417565 0.016769 0.440000
`    26.32500000      0.46618736 0.427387 0.016813 0.450000
`    26.91000000      0.47693018 0.437236 0.016858 0.460000
`    27.49500000      0.48770245 0.447112 0.016905 0.470000
`    28.08000000      0.49850492 0.457015 0.016953 0.480000
`    28.66500000      0.50933827 0.466947 0.017002 0.490000
`    29.25000000      0.52020315 0.476908 0.017052 0.500000
`    29.83500000      0.53110015 0.486898 0.017103 0.510000
`    30.42000000      0.54202977 0.496918 0.017154 0.520000
`    31.00500000      0.55299246 0.506968 0.017206 0.530000
`    31.59000000      0.56398857 0.517049 0.017259 0.540000
`    32.17500000      0.57501836 0.527161 0.017312 0.550000
`    32.76000000      0.58608200 0.537303 0.017365 0.560000
`    33.34500000      0.59717956 0.547477 0.017418 0.570000
`    33.93000000      0.60831099 0.557682 0.017471 0.580000
`    34.51500000      0.61947613 0.567918 0.017523 0.590000
`    35.10000000      0.63067473 0.578185 0.017576 0.600000
`    35.68500000      0.64190639 0.588482 0.017627 0.610000
`    36.27000000      0.65317060 0.598808 0.017678 0.620000
`    36.85500000      0.66446674 0.609164 0.017727 0.630000
`    37.44000000      0.67579405 0.619549 0.017775 0.640000
`
`‐0.01764
`‐0.0181
`‐0.01855
`‐0.01898
`‐0.01939
`‐0.01979
`‐0.02016
`‐0.02052
`‐0.02086
`‐0.02118
`‐0.02148
`‐0.02175
`‐0.022
`‐0.02223
`‐0.02244
`‐0.02261
`‐0.02276
`‐0.02289
`‐0.02298
`‐0.02305
`‐0.02309
`‐0.0231
`‐0.02308
`‐0.02303
`‐0.02295
`‐0.02284
`‐0.0227
`‐0.02252
`‐0.02232
`‐0.02208
`‐0.02182
`‐0.02152
`‐0.02119
`‐0.02084
`‐0.02045
`
`‐5.880783383
`‐5.839485776
`‐5.796125248
`‐5.75065318
`‐5.703024031
`‐5.653189554
`‐5.601099242
`‐5.546715478
`‐5.489997369
`‐5.430908217
`‐5.3694127
`‐5.305485652
`‐5.239097752
`‐5.170235204
`‐5.098881293
`‐5.025026907
`‐4.948675681
`‐4.869828991
`‐4.788499558
`‐4.704712161
`‐4.618495098
`‐4.529885232
`‐4.438932459
`‐4.345691557
`‐4.250230223
`‐4.152624527
`‐4.052964866
`‐3.95134644
`‐3.847878467
`‐3.742679853
`‐3.63587533
`‐3.527603993
`‐3.418012228
`‐3.307253135
`‐3.1954903
`
`2/34
`
`

`

`Tada Emb3 Fix Coeffs
`
`    38.02500000      0.68715168 0.629961 0.017822 0.650000
`    38.61000000      0.69853865
`0.6404 0.017867 0.660000
`    39.19500000      0.70995389 0.650866
`0.01791 0.670000
`    39.78000000      0.72139621 0.661356 0.017952 0.680000
`    40.36500000      0.73286435 0.671869 0.017991 0.690000
`    40.95000000      0.74435696 0.682405 0.018028 0.700000
`    41.53500000      0.75587262 0.692963 0.018063 0.710000
`    42.12000000      0.76740986
`0.70354 0.018096 0.720000
`    42.70500000      0.77896715 0.714135 0.018126 0.730000
`    43.29000000      0.79054294 0.724747 0.018154 0.740000
`    43.87500000      0.80213564 0.735375 0.018179 0.750000
`    44.46000000      0.81374364 0.746017 0.018202 0.760000
`    45.04500000      0.82536533 0.756672 0.018222 0.770000
`    45.63000000      0.83699907 0.767337
`0.01824 0.780000
`    46.21500000      0.84864320 0.778012 0.018255 0.790000
`    46.80000000      0.86029607 0.788695 0.018267 0.800000
`    47.38500000      0.87195597 0.799385 0.018277 0.810000
`    47.97000000      0.88362114 0.810079 0.018284 0.820000
`    48.55500000      0.89528973 0.820776 0.018287 0.830000
`    49.14000000      0.90695978 0.831475 0.018288 0.840000
`    49.72500000      0.91862917 0.842173 0.018285 0.850000
`    50.31000000      0.93029556 0.852869 0.018278 0.860000
`    50.89500000      0.94195632 0.863559 0.018267 0.870000
`    51.48000000      0.95360846 0.874241 0.018251 0.880000
`    52.06500000      0.96524856 0.884913 0.018229 0.890000
`    52.65000000      0.97687265 0.895569
`0.0182 0.900000
`    53.23500000      0.98847614 0.906207 0.018164 0.910000
`    53.82000000      1.00005371 0.916821 0.018118 0.920000
`    54.40500000      1.01159917 0.927405 0.018063 0.930000
`    54.99000000      1.02310541 0.937954 0.017995 0.940000
`    55.57500000      1.03456428 0.948459 0.017913 0.950000
`    56.16000000      1.04596654 0.958913 0.017816 0.960000
`    56.74500000      1.05730179 0.969304 0.017702 0.970000
`    57.33000000      1.06855845 0.979624 0.017569 0.980000
`    57.91500000      1.07972382
`0.98986 0.017415 0.990000
`
`‐0.02004
`‐0.0196
`‐0.01913
`‐0.01864
`‐0.01813
`‐0.01759
`‐0.01704
`‐0.01646
`‐0.01586
`‐0.01525
`‐0.01462
`‐0.01398
`‐0.01333
`‐0.01266
`‐0.01199
`‐0.0113
`‐0.01062
`‐0.00992
`‐0.00922
`‐0.00852
`‐0.00783
`‐0.00713
`‐0.00644
`‐0.00576
`‐0.00509
`‐0.00443
`‐0.00379
`‐0.00318
`‐0.00259
`‐0.00205
`‐0.00154
`‐0.00109
`‐0.0007
`‐0.00038
`‐0.00014
`
`‐3.082889933
`‐2.969626232
`‐2.855875308
`‐2.741819091
`‐2.627638266
`‐2.513514977
`‐2.39963015
`‐2.286161021
`‐2.173282654
`‐2.061163124
`‐1.949966433
`‐1.8398491
`‐1.730963257
`‐1.623453063
`‐1.517458918
`‐1.413113053
`‐1.310547963
`‐1.209895266
`‐1.111290182
`‐1.014873494
`‐0.920796619
`‐0.829227382
`‐0.740356453
`‐0.654403337
`‐0.571621969
`‐0.492311022
`‐0.416818502
`‐0.345550029
`‐0.278979537
`‐0.217650523
`‐0.162183959
`‐0.113279037
`‐0.07171575
`‐0.038351641
`‐0.01411629
`
`3/34
`
`

`

`    58.50000000      1.09078410
`
`1
`
`1.000000
`
`0
`
`0
`
`Tada Emb3 Fix Coeffs
`
`4/34
`
`

`

`Tada Emb 3 Fix Coeffs 436
`
`Column1
`
`Column4
`
`alpha
`     0.00000000
`     0.58500000
`     1.17000000
`     1.75500000
`     2.34000000
`     2.92500000
`     3.51000000
`     4.09500000
`     4.68000000
`     5.26500000
`     5.85000000
`     6.43500000
`     7.02000000
`     7.60500000
`     8.19000000
`     8.77500000
`     9.36000000
`     9.94500000
`    10.53000000
`    11.11500000
`    11.70000000
`    12.28500000
`    12.87000000
`    13.45500000
`    14.04000000
`    14.62500000
`    15.21000000
`    15.79500000
`    16.38000000
`    16.96500000
`    17.55000000
`
`Real Chief Ray 
`Image Height
`     0.00000000
`     0.01016472
`     0.02032977
`     0.03049545
`     0.04066210
`     0.05083005
`     0.06099962
`     0.07117117
`     0.08134504
`     0.09152159
`     0.10170121
`     0.11188426
`     0.12207116
`     0.13226231
`     0.14245816
`     0.15265915
`     0.16286574
`     0.17307843
`     0.18329773
`     0.19352417
`     0.20375829
`     0.21400068
`     0.22425193
`     0.23451266
`     0.24478353
`     0.25506521
`     0.26535838
`     0.27566377
`     0.28598212
`     0.29631420
`     0.30666080
`
`Column43
`
`Column42
`Relative 
`distance dr 
`(Fd1)
`
`Gradient
`0 n/a
`0.009304934
`0.015906128
`0.018610169
`0.015906879
`0.027915982
`0.015908131
`0.037222682
`0.015909907
`0.046530573
`0.015912191
`0.055839946
`0.015915008
`0.065151132
`0.015918372
`0.074464442
`0.015922284
`0.083780205
`0.015926783
`0.093098779
`0.015931869
`0.102420492
`0.015937565
`0.111745729
`0.015943902
`0.121074858
`0.015950905
`0.130408288
`0.015958604
`0.139746424
`0.015967007
`0.149089686
`0.015976161
`0.158438532
`0.015986105
`0.167793429
`0.015996863
`0.177154862
`0.016008459
`0.186523326
`0.016020938
`0.19589936
`0.016034341
`0.205283504
`0.01604869
`0.214676327
`0.016064041
`0.224078432
`0.016080432
`0.233490433
`0.01609788
`0.242912951
`0.016116431
`0.252346656
`0.016136132
`0.261792225
`0.016157014
`0.271250363
`0.016179117
`0.280721792
`0.01620248
`
`Column6
`Linear 
`distribution 
`dr(Fdc)
`
`0
`0.01
`0.019999999
`0.029999999
`0.039999998
`0.049999998
`0.059999998
`0.069999997
`0.079999997
`0.089999996
`0.099999996
`0.109999996
`0.119999995
`0.130000005
`0.140000004
`0.150000004
`0.160000004
`0.170000003
`0.180000003
`0.190000002
`0.200000002
`0.210000002
`0.220000001
`0.230000001
`0.24
`0.25
`0.26
`0.269999999
`0.279999999
`0.289999998
`0.299999998
`
`Column7 Column8
`Gap: 
`dr(Fd1)‐
`dr(Fdc)
`
`% DIV
`0 #DIV/0!
`‐0.0007
`‐6.95066
`‐0.00139
`‐6.94915
`‐0.00208
`‐6.94672
`‐0.00278
`‐6.94329
`‐0.00347
`‐6.93885
`‐0.00416
`‐6.93342
`‐0.00485
`‐6.92695
`‐0.00554
`‐6.91944
`‐0.00622
`‐6.91088
`‐0.0069
`‐6.90122
`‐0.00758
`‐6.89046
`‐0.00825
`‐6.87856
`‐0.00893
`‐6.8655
`‐0.00959
`‐6.85123
`‐0.01025
`‐6.83572
`‐0.01091
`‐6.81895
`‐0.01156
`‐6.80087
`‐0.01221
`‐6.78143
`‐0.01285
`‐6.7606
`‐0.01348
`‐6.73834
`‐0.0141
`‐6.71459
`‐0.01472
`‐6.68932
`‐0.01532
`‐6.66247
`‐0.01592
`‐6.63399
`‐0.01651
`‐6.60383
`‐0.01709
`‐6.57194
`‐0.01765
`‐6.53828
`‐0.01821
`‐6.50278
`‐0.01875
`‐6.46539
`‐0.01928
`‐6.42607
`
`5/34
`
`

`

`    18.13500000
`    18.72000000
`    19.30500000
`    19.89000000
`    20.47500000
`    21.06000000
`    21.64500000
`    22.23000000
`    22.81500000
`    23.40000000
`    23.98500000
`    24.57000000
`    25.15500000
`    25.74000000
`    26.32500000
`    26.91000000
`    27.49500000
`    28.08000000
`    28.66500000
`    29.25000000
`    29.83500000
`    30.42000000
`    31.00500000
`    31.59000000
`    32.17500000
`    32.76000000
`    33.34500000
`    33.93000000
`    34.51500000
`    35.10000000
`    35.68500000
`    36.27000000
`    36.85500000
`    37.44000000
`    38.02500000
`
`Tada Emb 3 Fix Coeffs 436
`
`     0.31702274
`     0.32740084
`     0.33779596
`     0.34820897
`     0.35864076
`     0.36909223
`     0.37956431
`     0.39005791
`     0.40057398
`     0.41111345
`     0.42167727
`     0.43226637
`     0.44288167
`     0.45352412
`     0.46419460
`     0.47489400
`     0.48562319
`     0.49638298
`     0.50717417
`     0.51799750
`     0.52885367
`     0.53974332
`     0.55066702
`     0.56162529
`     0.57261854
`     0.58364712
`     0.59471131
`     0.60581125
`     0.61694701
`     0.62811856
`     0.63932574
`     0.65056830
`     0.66184586
`     0.67315795
`     0.68450397
`
`0.290207264
`0.299707529
`0.309223374
`0.318755596
`0.328305009
`0.337872438
`0.347458734
`0.357064729
`0.366691294
`0.376339279
`0.386009555
`0.395702972
`0.405420373
`0.415162628
`0.424930542
`0.43472493
`0.444546587
`0.454396257
`0.46427467
`0.474182505
`0.484120403
`0.494088948
`0.504088663
`0.514120024
`0.524183406
`0.53427913
`0.544407452
`0.5545685
`0.564762337
`0.574988938
`0.585248155
`0.595539759
`0.605863403
`0.616218656
`0.626604969
`
`0.016227125
`0.016253086
`0.016280399
`0.01630909
`0.016339182
`0.016370705
`0.016403667
`0.016438085
`0.016473974
`0.016511334
`0.016550165
`0.016590443
`0.016632185
`0.016675358
`0.016719916
`0.016765851
`0.0168131
`0.016861609
`0.016911323
`0.016962164
`0.017014053
`0.017066889
`0.017120578
`0.017174994
`0.017230005
`0.017285509
`0.017341341
`0.017397338
`0.017453366
`0.017509246
`0.017564804
`0.01761987
`0.017674271
`0.017727834
`0.017780365
`
`0.309999998
`0.319999997
`0.329999997
`0.339999996
`0.349999996
`0.359999996
`0.369999995
`0.379999995
`0.390000004
`0.400000004
`0.410000004
`0.420000003
`0.430000003
`0.440000002
`0.450000002
`0.460000002
`0.470000001
`0.480000001
`0.49
`0.5
`0.51
`0.519999999
`0.529999999
`0.539999998
`0.549999998
`0.559999998
`0.569999997
`0.579999997
`0.589999996
`0.599999996
`0.609999996
`0.619999995
`0.629999995
`0.640000004
`0.650000004
`
`‐0.01979
`‐0.02029
`‐0.02078
`‐0.02124
`‐0.02169
`‐0.02213
`‐0.02254
`‐0.02294
`‐0.02331
`‐0.02366
`‐0.02399
`‐0.0243
`‐0.02458
`‐0.02484
`‐0.02507
`‐0.02528
`‐0.02545
`‐0.0256
`‐0.02573
`‐0.02582
`‐0.02588
`‐0.02591
`‐0.02591
`‐0.02588
`‐0.02582
`‐0.02572
`‐0.02559
`‐0.02543
`‐0.02524
`‐0.02501
`‐0.02475
`‐0.02446
`‐0.02414
`‐0.02378
`‐0.0234
`
`‐6.38475
`‐6.3414
`‐6.29595
`‐6.24835
`‐6.19857
`‐6.14654
`‐6.09223
`‐6.0356
`‐5.97659
`‐5.91518
`‐5.85133
`‐5.78501
`‐5.71619
`‐5.64486
`‐5.57099
`‐5.49458
`‐5.41562
`‐5.33411
`‐5.25007
`‐5.1635
`‐5.07443
`‐4.98289
`‐4.88893
`‐4.79259
`‐4.69393
`‐4.59301
`‐4.48992
`‐4.38474
`‐4.27757
`‐4.16851
`‐4.05768
`‐3.9452
`‐3.83121
`‐3.71584
`‐3.59924
`
`6/34
`
`

`

`    38.61000000
`    39.19500000
`    39.78000000
`    40.36500000
`    40.95000000
`    41.53500000
`    42.12000000
`    42.70500000
`    43.29000000
`    43.87500000
`    44.46000000
`    45.04500000
`    45.63000000
`    46.21500000
`    46.80000000
`    47.38500000
`    47.97000000
`    48.55500000
`    49.14000000
`    49.72500000
`    50.31000000
`    50.89500000
`    51.48000000
`    52.06500000
`    52.65000000
`    53.23500000
`    53.82000000
`    54.40500000
`    54.99000000
`    55.57500000
`    56.16000000
`    56.74500000
`    57.33000000
`    57.91500000
`    58.50000000
`
`Tada Emb 3 Fix Coeffs 436
`
`     0.69588320
`     0.70729485
`     0.71873799
`     0.73021163
`     0.74171466
`     0.75324592
`     0.76480417
`     0.77638809
`     0.78799636
`     0.79962758
`     0.81128033
`     0.82295320
`     0.83464472
`     0.84635344
`     0.85807789
`     0.86981659
`     0.88156803
`     0.89333065
`     0.90510285
`     0.91688291
`     0.92866900
`     0.94045909
`     0.95225095
`     0.96404201
`     0.97582935
`     0.98760957
`     0.99937874
`     1.01113226
`     1.02286477
`     1.03457009
`     1.04624107
`     1.05786951
`     1.06944614
`     1.08096054
`     1.09240112
`
`0.017831714
`0.637021683
`0.017881718
`0.647468075
`0.017930219
`0.657943293
`0.017977077
`0.668446431
`0.01802216
`0.678976473
`0.018065364
`0.689532358
`0.018106566
`0.700112949
`0.018145701
`0.71071704
`0.018182709
`0.72134342
`0.018217511
`0.731990809
`0.018250098
`0.742657908
`0.018280432
`0.753343424
`0.018308481
`0.764046013
`0.018334246
`0.774764347
`0.018357702
`0.78549708
`0.018378819
`0.796242858
`0.018397534
`0.807000299
`0.018413777
`0.817767973
`0.018427422
`0.828544418
`0.01843829
`0.839328057
`0.018446137
`0.850117217
`0.018450652
`0.860910038
`0.018451411
`0.87170448
`0.018447874
`0.882498189
`0.018439393
`0.893288493
`0.018425177
`0.904072279
`0.018404287
`0.91484595
`0.018375604
`0.925605294
`0.018337892
`0.936345406
`0.01828975
`0.947060627
`0.018229599
`0.957744414
`0.018155779
`0.968389258
`0.018066553
`0.978986675
`0.017960107
`0.989527125
`1 n/a
`
`0.660000004
`0.670000003
`0.680000003
`0.690000002
`0.700000002
`0.710000002
`0.720000001
`0.730000001
`0.74
`0.75
`0.76
`0.769999999
`0.779999999
`0.789999998
`0.799999998
`0.809999998
`0.819999997
`0.829999997
`0.839999996
`0.849999996
`0.859999996
`0.869999995
`0.879999995
`0.890000004
`0.900000004
`0.910000004
`0.920000003
`0.930000003
`0.940000002
`0.950000002
`0.960000002
`0.970000001
`0.980000001
`0.99
`1
`
`‐0.02298
`‐0.02253
`‐0.02206
`‐0.02155
`‐0.02102
`‐0.02047
`‐0.01989
`‐0.01928
`‐0.01866
`‐0.01801
`‐0.01734
`‐0.01666
`‐0.01595
`‐0.01524
`‐0.0145
`‐0.01376
`‐0.013
`‐0.01223
`‐0.01146
`‐0.01067
`‐0.00988
`‐0.00909
`‐0.0083
`‐0.0075
`‐0.00671
`‐0.00593
`‐0.00515
`‐0.00439
`‐0.00365
`‐0.00294
`‐0.00226
`‐0.00161
`‐0.00101
`‐0.00047
`0
`
`‐3.48156
`‐3.36297
`‐3.24363
`‐3.12371
`‐3.00336
`‐2.88277
`‐2.76209
`‐2.6415
`‐2.52116
`‐2.40123
`‐2.28185
`‐2.16319
`‐2.04538
`‐1.92856
`‐1.81286
`‐1.69841
`‐1.58533
`‐1.47374
`‐1.36376
`‐1.25552
`‐1.14916
`‐1.04482
`‐0.94267
`‐0.8429
`‐0.74572
`‐0.6514
`‐0.56022
`‐0.47255
`‐0.38879
`‐0.30941
`‐0.23496
`‐0.16606
`‐0.1034
`‐0.04777
`0
`
`7/34
`
`

`

`Column1
`
`Column4
`
`  Y Angle (deg)
`     0.00000000
`     0.58500000
`     1.17000000
`     1.75500000
`     2.34000000
`     2.92500000
`     3.51000000
`     4.09500000
`     4.68000000
`     5.26500000
`     5.85000000
`     6.43500000
`     7.02000000
`     7.60500000
`     8.19000000
`     8.77500000
`     9.36000000
`     9.94500000
`    10.53000000
`    11.11500000
`    11.70000000
`    12.28500000
`    12.87000000
`    13.45500000
`    14.04000000
`    14.62500000
`    15.21000000
`    15.79500000
`    16.38000000
`    16.96500000
`    17.55000000
`
`    Real Height
`     0.00000000
`     0.01023623
`     0.02047278
`     0.03070995
`     0.04094807
`     0.05118747
`     0.06142847
`     0.07167141
`     0.08191663
`     0.09216451
`     0.10241540
`     0.11266969
`     0.12292778
`     0.13319008
`     0.14345704
`     0.15372909
`     0.16400672
`     0.17429042
`     0.18458069
`     0.19487808
`     0.20518314
`     0.21549646
`     0.22581865
`     0.23615034
`     0.24649219
`     0.25684487
`     0.26720910
`     0.27758560
`     0.28797513
`     0.29837847
`     0.30879641
`
`Tada Emb 3 Fix Coeffs 656
`
`Column43
`
`Column5
`
`Column53
`Linear 
`distribution 
`dr(Fdc)
`
`0
`0.010000002
`0.020000003
`0.030000005
`0.039999996
`0.049999998
`0.06
`0.070000001
`0.080000003
`0.090000004
`0.099999996
`0.109999998
`0.119999999
`0.130000001
`0.140000002
`0.150000004
`0.160000005
`0.169999997
`0.179999999
`0.19
`0.200000002
`0.210000004
`0.220000005
`0.229999997
`0.239999998
`0.25
`0.260000002
`0.270000003
`0.280000005
`0.289999996
`0.299999998
`
`Column52
`
`Column6
`
`Gap: dr(Fd1)‐
`dr(Fdc)
`
`% DIV
`0 #DIV/0!
`‐0.000628301
`‐6.28301
`‐0.001256309
`‐6.28155
`‐0.00188375
`‐6.27917
`‐0.002510311
`‐6.27578
`‐0.00313571
`‐6.27142
`‐0.003759644
`‐6.26607
`‐0.004381802
`‐6.25972
`‐0.005001872
`‐6.25234
`‐0.005619507
`‐6.2439
`‐0.006234377
`‐6.23438
`‐0.006846143
`‐6.22377
`‐0.007454431
`‐6.21203
`‐0.008058864
`‐6.19913
`‐0.00865903
`‐6.18502
`‐0.009254537
`‐6.16969
`‐0.009844935
`‐6.15308
`‐0.010429765
`‐6.13516
`‐0.01100859
`‐6.11588
`‐0.011580897
`‐6.09521
`‐0.012146182
`‐6.07309
`‐0.012703904
`‐6.04948
`‐0.013253505
`‐6.02432
`‐0.013794398
`‐5.99756
`‐0.014326
`‐5.96917
`‐0.014847686
`‐5.93907
`‐0.015358798
`‐5.90723
`‐0.015858676
`‐5.87358
`‐0.016346625
`‐5.83808
`‐0.01682192
`‐5.80066
`‐0.017283858
`‐5.76129
`
`Column42
`Relative 
`distance dr 
`(Fd1)
`
`Gradient
`    Ref. Height
`     0.00000000
`0 n/a
`0.0093717
`0.016020251      0.01023618
`0.018743694
`0.016020987      0.02047236
`0.028116255
`0.016022215      0.03070854
`0.037489686
`0.01602396      0.04094471
`0.046864288
`0.016026214      0.05118089
`0.056240356
`0.016028984      0.06141707
`0.065618199
`0.016032286      0.07165325
`0.07499813
`0.016036152      0.08188943
`0.084380497
`0.016040589      0.09212561
`0.093765619
`0.016045605      0.10236178
`0.103153854
`0.016051239      0.11259796
`0.112545568
`0.016057507      0.12283414
`0.121941137
`0.016064447      0.13307032
`0.131340972
`0.016072077      0.14330650
`0.140745467
`0.016080426      0.15354268
`0.150155071
`0.016089543      0.16377886
`0.159570232
`0.016099434      0.17401503
`0.168991408
`0.016110146      0.18425121
`0.178419103
`0.01612172      0.19448739
`0.18785382
`0.016134185      0.20472357
`0.1972961
`0.01614759      0.21495975
`0.2067465
`0.016161964      0.22519593
`0.216205598
`0.016177349      0.23543210
`0.225673998
`0.016193774      0.24566828
`0.235152314
`0.016211286      0.25590446
`0.244641203
`0.016229926      0.26614064
`0.254141327
`0.016249723      0.27637682
`0.26365338
`0.016270726      0.28661300
`0.273178077
`0.016292957      0.29684917
`0.28271614
`0.016316456      0.30708535
`
`8/34
`
`

`

`    18.13500000
`    18.72000000
`    19.30500000
`    19.89000000
`    20.47500000
`    21.06000000
`    21.64500000
`    22.23000000
`    22.81500000
`    23.40000000
`    23.98500000
`    24.57000000
`    25.15500000
`    25.74000000
`    26.32500000
`    26.91000000
`    27.49500000
`    28.08000000
`    28.66500000
`    29.25000000
`    29.83500000
`    30.42000000
`    31.00500000
`    31.59000000
`    32.17500000
`    32.76000000
`    33.34500000
`    33.93000000
`    34.51500000
`    35.10000000
`    35.68500000
`    36.27000000
`    36.85500000
`    37.44000000
`    38.02500000
`
`Tada Emb 3 Fix Coeffs 656
`
`0.29226833
`0.301835417
`0.311418186
`0.321017435
`0.330633988
`0.34026866
`0.349922292
`0.35959571
`0.369289773
`0.379005305
`0.388743158
`0.398504147
`0.408289086
`0.418098764
`0.427933967
`0.437795427
`0.44768385
`0.457599905
`0.467544222
`0.477517351
`0.487519823
`0.49755206
`0.507614436
`0.517707245
`0.527830697
`0.537984893
`0.54816986
`0.558385517
`0.568631661
`0.578907999
`0.58921412
`0.59954952
`0.609913549
`0.620305475
`0.630724446
`
`0.016341262      0.31732153
`0.016367398      0.32755771
`0.016394888      0.33779389
`0.016423763      0.34803007
`0.016454038      0.35826625
`0.01648573      0.36850242
`0.016518846      0.37873860
`0.016553402      0.38897478
`0.016589397      0.39921096
`0.016626825      0.40944714
`0.016665677      0.41968332
`0.016705922      0.42991949
`0.016747536      0.44015567
`0.016790496      0.45039185
`0.016834755      0.46062803
`0.016880243      0.47086421
`0.016926904      0.48110039
`0.016974676      0.49133657
`0.017023458      0.50157274
`0.017073164      0.51180892
`0.017123683      0.52204510
`0.017174883      0.53228128
`0.017226654      0.54251746
`0.017278856      0.55275364
`0.017331323      0.56298981
`0.0173839      0.57322599
`0.01743643      0.58346217
`0.017488718      0.59369835
`0.017540583      0.60393453
`0.017591846      0.61417071
`0.017642326      0.62440689
`0.01769182      0.63464306
`0.017740132      0.64487924
`0.017787091      0.65511542
`0.017832516      0.66535160
`
`0.31
`0.320000001
`0.330000003
`0.340000004
`0.350000006
`0.359999998
`0.369999999
`0.380000001
`0.390000002
`0.400000004
`0.410000005
`0.419999997
`0.429999999
`0.44
`0.450000002
`0.460000004
`0.470000005
`0.480000007
`0.489999998
`0.5
`0.510000002
`0.520000003
`0.530000005
`0.540000006
`0.549999998
`0.56
`0.570000001
`0.580000003
`0.590000004
`0.600000006
`0.610000007
`0.619999999
`0.630000001
`0.640000002
`0.650000004
`
`     0.31922978
`     0.32967942
`     0.34014619
`     0.35063096
`     0.36113463
`     0.37165809
`     0.38220226
`     0.39276804
`     0.40335637
`     0.41396815
`     0.42460431
`     0.43526574
`     0.44595333
`     0.45666794
`     0.46741043
`     0.47818160
`     0.48898222
`     0.49981302
`     0.51067469
`     0.52156783
`     0.53249302
`     0.54345072
`     0.55444134
`     0.56546520
`     0.57652253
`     0.58761344
`     0.59873796
`     0.60989600
`     0.62108734
`     0.63231166
`     0.64356851
`     0.65485734
`     0.66617744
`     0.67752801
`     0.68890812
`
`‐0.017731669
`‐0.018164584
`‐0.018581817
`‐0.018982569
`‐0.019366017
`‐0.019731338
`‐0.020077707
`‐0.020404291
`‐0.02071023
`‐0.020994699
`‐0.021256848
`‐0.02149585
`‐0.021710912
`‐0.021901237
`‐0.022066035
`‐0.022204576
`‐0.022316155
`‐0.022400102
`‐0.022455777
`‐0.022482649
`‐0.022480178
`‐0.022447943
`‐0.022385569
`‐0.022292761
`‐0.022169301
`‐0.022015106
`‐0.021830141
`‐0.021614486
`‐0.021368344
`‐0.021092007
`‐0.020785887
`‐0.020450479
`‐0.020086451
`‐0.019694527
`‐0.019275558
`
`‐5.71989
`‐5.67643
`‐5.63085
`‐5.58311
`‐5.53315
`‐5.48093
`‐5.42641
`‐5.36955
`‐5.31032
`‐5.24867
`‐5.1846
`‐5.11806
`‐5.04905
`‐4.97755
`‐4.90356
`‐4.82708
`‐4.74812
`‐4.66669
`‐4.58281
`‐4.49653
`‐4.40788
`‐4.31691
`‐4.22369
`‐4.12829
`‐4.03078
`‐3.93127
`‐3.82985
`‐3.72664
`‐3.62175
`‐3.51533
`‐3.40752
`‐3.29846
`‐3.18833
`‐3.07727
`‐2.96547
`
`9/34
`
`

`

`    38.61000000
`    39.19500000
`    39.78000000
`    40.36500000
`    40.95000000
`    41.53500000
`    42.12000000
`    42.70500000
`    43.29000000
`    43.87500000
`    44.46000000
`    45.04500000
`    45.63000000
`    46.21500000
`    46.80000000
`    47.38500000
`    47.97000000
`    48.55500000
`    49.14000000
`    49.72500000
`    50.31000000
`    50.89500000
`    51.48000000
`    52.06500000
`    52.65000000
`    53.23500000
`    53.82000000
`    54.40500000
`    54.99000000
`    55.57500000
`    56.16000000
`    56.74500000
`    57.33000000
`    57.91500000
`    58.50000000
`
`Tada Emb 3 Fix Coeffs 656
`
`0.017876227      0.67558778
`0.641169519
`0.017918076      0.68582396
`0.651639632
`0.01795793      0.69606013
`0.662133668
`0.017995631      0.70629631
`0.672650409
`0.018031087      0.71653249
`0.683188556
`0.018064195      0.72676867
`0.693746781
`0.01809487      0.73700485
`0.704323664
`0.018123064      0.74724103
`0.714917778
`0.018148722      0.75747720
`0.725527649
`0.018171822      0.76771338
`0.736151784
`0.018192324      0.77794956
`0.746788681
`0.018210212      0.78818574
`0.757436803
`0.018225471      0.79842192
`0.768094629
`0.018238062      0.80865810
`0.778760604
`0.018247922      0.81889428
`0.789433162
`0.018254972      0.82913045
`0.800110673
`0.018259104      0.83936663
`0.810791479
`0.018260121      0.84960281
`0.821473824
`0.018257766      0.85983899
`0.832155821
`0.018251709      0.87007517
`0.84283541
`0.018241521      0.88031135
`0.853510321
`0.018226637      0.89054752
`0.864177989
`0.018206386      0.90078370
`0.874835486
`0.018179945      0.91101988
`0.885479461
`0.018146304      0.92125606
`0.896106021
`0.01810433      0.93149224
`0.906710637
`0.018052731      0.94172842
`0.917288088
`0.017990021      0.95196460
`0.927832332
`0.017914594      0.96220077
`0.938336412
`0.017824722      0.97243695
`0.948792407
`0.017718613      0.98267313
`0.959191337
`0.017594428      0.99290931
`0.969523185
`0.017450375      1.00314549
`0.979776818
`0.017284771      1.01338167
`0.989940123
`1 n/a
`     1.02361784
`
`0.660000005
`0.670000007
`0.679999999
`0.69
`0.700000002
`0.710000004
`0.720000005
`0.730000007
`0.739999998
`0.75
`0.760000002
`0.770000003
`0.780000005
`0.790000006
`0.800000008
`0.81
`0.820000001
`0.830000003
`0.840000004
`0.850000006
`0.860000007
`0.869999999
`0.880000001
`0.890000002
`0.900000004
`0.910000005
`0.920000007
`0.930000009
`0.94
`0.950000002
`0.960000004
`0.970000005
`0.980000007
`0.990000008
`1
`
`     0.70031674
`     0.71175271
`     0.72321481
`     0.73470171
`     0.74621199
`     0.75774420
`     0.76929679
`     0.78086820
`     0.79245682
`     0.80406102
`     0.81567916
`     0.82730956
`     0.83895056
`     0.85060046
`     0.86225755
`     0.87392005
`     0.88558615
`     0.89725393
`     0.90892133
`     0.92058610
`     0.93224576
`     0.94389751
`     0.95553815
`     0.96716402
`     0.97877087
`     0.99035375
`     1.00190696
`     1.01342390
`     1.02489697
`     1.03631752
`     1.04767574
`     1.05896069
`     1.07016021
`     1.08126107
`     1.09224896
`
`‐0.018830487
`‐0.018360375
`‐0.017866331
`‐0.017349591
`‐0.016811446
`‐0.016253223
`‐0.015676341
`‐0.015082228
`‐0.01447235
`‐0.013848216
`‐0.013211321
`‐0.0125632
`‐0.011905375
`‐0.011239402
`‐0.010566846
`‐0.009889327
`‐0.009208522
`‐0.008526179
`‐0.007844183
`‐0.007164596
`‐0.006489687
`‐0.00582201
`‐0.005164515
`‐0.004520542
`‐0.003893982
`‐0.003289369
`‐0.002711919
`‐0.002167676
`‐0.001663589
`‐0.001207595
`‐0.000808667
`‐0.000476821
`‐0.000223189
`‐5.9885E‐05
`0
`
`‐2.8531
`‐2.74035
`‐2.6274
`‐2.51443
`‐2.40164
`‐2.28919
`‐2.17727
`‐2.06606
`‐1.95572
`‐1.84643
`‐1.73833
`‐1.63158
`‐1.52633
`‐1.42271
`‐1.32086
`‐1.2209
`‐1.12299
`‐1.02725
`‐0.93383
`‐0.84289
`‐0.75461
`‐0.6692
`‐0.58688
`‐0.50793
`‐0.43266
`‐0.36147
`‐0.29477
`‐0.23308
`‐0.17698
`‐0.12712
`‐0.08424
`‐0.04916
`‐0.02277
`‐0.00605
`0
`
`10/34
`
`

`

`Tada Emb 3 Fix Coeffs 380
`
`alpha
`     0.00000000
`     0.58500000
`     1.17000000
`     1.75500000
`     2.34000000
`     2.92500000
`     3.51000000
`     4.09500000
`     4.68000000
`     5.26500000
`     5.85000000
`     6.43500000
`     7.02000000
`     7.60500000
`     8.19000000
`     8.77500000
`     9.36000000
`     9.94500000
`    10.53000000
`    11.11500000
`    11.70000000
`    12.28500000
`    12.87000000
`    13.45500000
`    14.04000000
`    14.62500000
`    15.21000000
`    15.79500000
`    16.38000000
`    16.96500000
`    17.55000000
`
`Real Chief Ray 
`Image Height
`     0.00000000
`     0.01017685
`     0.02035403
`     0.03053187
`     0.04071069
`     0.05089084
`     0.06107267
`     0.07125651
`     0.08144272
`     0.09163168
`     0.10182377
`     0.11201937
`     0.12221890
`     0.13242276
`     0.14263141
`     0.15284528
`     0.16306487
`     0.17329065
`     0.18352313
`     0.19376286
`     0.20401039
`     0.21426628
`     0.22453115
`     0.23480562
`     0.24509033
`     0.25538595
`     0.26569319
`     0.27601276
`     0.28634540
`     0.29669188
`     0.30705300
`
`Relative 
`distance 
`dr (Fd1)
`
`Linear 
`distribution 
`dr(Fdc)
`Gradient
`0.0000000
`0 n/a
`0.009263 0.015835 0.0100000
`0.018527 0.015836 0.0200000
`0.027792 0.015837 0.0300000
`0.037057 0.015839 0.0400000
`0.046323 0.015841 0.0500000
`0.055591 0.015844 0.0600000
`0.064861 0.015848 0.0700000
`0.074133 0.015852 0.0800000
`0.083407 0.015856 0.0900000
`0.092685 0.015861 0.1000000
`0.101965 0.015867 0.1100000
`0.111249 0.015874 0.1200000
`0.120537 0.015881 0.1300000
`0.12983 0.015888 0.1400000
`0.139127 0.015897 0.1500000
`0.148429 0.015906 0.1600000
`0.157737 0.015916 0.1700000
`0.167051 0.015927 0.1800000
`0.176372 0.015939 0.1900000
`0.1857 0.015951 0.2000000
`0.195035 0.015965 0.2100000
`0.204379 0.015979 0.2200000
`0.213731 0.015995 0.2300000
`0.223092 0.016011 0.2400000
`0.232464 0.016029 0.2500000
`0.241846 0.016047 0.2600000
`0.251239 0.016067 0.2700000
`0.260645 0.016088 0.2800000
`0.270063
`0.01611 0.2900000
`0.279494 0.016134 0.3000000
`
`Gap: 
`dr(Fd1)‐
`dr(Fdc)
`
`% DIV
`0 #DIV/0!
`‐0.00074
`‐7.36569
`‐0.00147
`‐7.36414
`‐0.00221
`‐7.36165
`‐0.00294
`‐7.35818
`‐0.00368
`‐7.35366
`‐0.00441
`‐7.34811
`‐0.00514
`‐7.34152
`‐0.00587
`‐7.33389
`‐0.00659
`‐7.32517
`‐0.00732
`‐7.31534
`‐0.00803
`‐7.30441
`‐0.00875
`‐7.29231
`‐0.00946
`‐7.27903
`‐0.01017
`‐7.26455
`‐0.01087
`‐7.24882
`‐0.01157
`‐7.23181
`‐0.01226
`‐7.21349
`‐0.01295
`‐7.1938
`‐0.01363
`‐7.17273
`‐0.0143
`‐7.15021
`‐0.01497
`‐7.1262
`‐0.01562
`‐7.10067
`‐0.01627
`‐7.07356
`‐0.01691
`‐7.04482
`‐0.01754
`‐7.01441
`‐0.01815
`‐6.98227
`‐0.01876
`‐6.94836
`‐0.01936
`‐6.91261
`‐0.01994
`‐6.87499
`‐0.02051
`‐6.83544
`
`11/34
`
`

`

`    18.13500000
`    18.72000000
`    19.30500000
`    19.89000000
`    20.47500000
`    21.06000000
`    21.64500000
`    22.23000000
`    22.81500000
`    23.40000000
`    23.98500000
`    24.57000000
`    25.15500000
`    25.74000000
`    26.32500000
`    26.91000000
`    27.49500000
`    28.08000000
`    28.66500000
`    29.25000000
`    29.83500000
`    30.42000000
`    31.00500000
`    31.59000000
`    32.17500000
`    32.76000000
`    33.34500000
`    33.93000000
`    34.51500000
`    35.10000000
`    35.68500000
`    36.27000000
`    36.85500000
`    37.44000000
`    38.02500000
`
`     0.31742957
`     0.32782243
`     0.33823242
`     0.34866044
`     0.35910737
`     0.36957413
`     0.38006164
`     0.39057084
`     0.40110269
`     0.41165814
`     0.42223815
`     0.43284369
`     0.44347572
`     0.45413520
`     0.46482306
`     0.47554024
`     0.48628766
`     0.49706618
`     0.50787668
`     0.51871997
`     0.52959682
`     0.54050797
`     0.55145410
`     0.56243580
`     0.57345364
`     0.58450809
`     0.59559954
`     0.60672830
`     0.61789460
`     0.62909855
`     0.64034019
`     0.65161942
`     0.66293608
`     0.67428986
`     0.68568038
`
`Tada Emb 3 Fix Coeffs 380
`
`0.288939 0.016158 0.3100000
`0.298399 0.016184 0.3200000
`0.307875 0.016212 0.3300000
`0.317367
`0.01624 0.3400000
`0.326876 0.016271 0.3500000
`0.336403 0.016302 0.3600000
`0.345949 0.016335 0.3700000
`0.355515
`0.01637 0.3800000
`0.365102 0.016406 0.3900000
`0.37471 0.016443 0.4000000
`0.38434 0.016482 0.4100000
`0.393994 0.016523 0.4200000
`0.403672 0.016565 0.4300000
`0.413375 0.016608 0.4400000
`0.423103 0.016653 0.4500000
`0.432858 0.016699 0.4600000
`0.442641 0.016747 0.4700000
`0.452452 0.016796 0.4800000
`0.462293 0.016846 0.4900000
`0.472163 0.016898 0.5000000
`0.482063 0.016951 0.5100000
`0.491995 0.017005 0.5200000
`0.501959
`0.01706 0.5300000
`0.511955 0.017115 0.5400000
`0.521984 0.017172 0.5500000
`0.532046 0.017229 0.5600000
`0.542142 0.017287 0.5700000
`0.552272 0.017345 0.5800000
`0.562436 0.017404 0.5900000
`0.572634 0.017462 0.6000000
`0.582867 0.017521 0.6100000
`0.593134 0.017579 0.6200000
`0.603435 0.017637 0.6300000
`0.613769 0.017695 0.6400000
`0.624138 0.017752 0.6500000
`
`‐0.02106
`‐0.0216