α
`
`380
`
`0
`1
`2
`3
`4
`5
`6
`7
`8
`9
`10
`11
`12
`13
`14
`15
`16
`17
`18
`19
`20
`21
`22
`23
`24
`25
`26
`27
`28
`29
`30
`31
`32
`33
`34
`35
`36
`37
`38
`39
`40
`41
`42
`43
`44
`45
`
`Real Chief
`Ray Image
`Height
`
`Linear
`Relative
`Distribution Gap
`Distance (dr) Gradient
`0 0.014691
`0
`0
`0
`0.0174825 0.014691547
`0.017094 -2.40247
`0.014693
`0.0349702 0.029387464
`0.034188 -4.80057
`0.0147
`0.0524685 0.044092288
`0.014711 0.0512821 -7.18976
`0.0699828 0.058810558
`0.014727 0.0683761 -9.56551
`0.07354698 0.014747 0.0854701 -11.9231
`0.0875187
`0.105082 0.088306428
`0.014772 0.1025641 -14.2577
`0.122678 0.103093355
`0.014802 0.1196581 -16.5648
`0.140313 0.117913057
`0.014838 0.1367521 -18.8391
`0.157994 0.132771414
`0.014879 0.1538462 -21.0747
`0.175727 0.147673471
`0.014926 0.1709402 -23.2667
`0.19352 0.162625949
`0.01498 0.1880342 -25.4082
`0.17763473 0.015039 0.2051282 -27.4935
`0.21138
`0.229314 0.192705698
`0.015105 0.2222222 -29.5165
`0.247331 0.207846416
`0.015178 0.2393162 -31.4698
`0.26544 0.223064447
`0.01526 0.2564103 -33.3458
`0.283651 0.238368194
`0.015349 0.2735043 -35.1361
`0.301972 0.253764381
`0.015446 0.2905983 -36.8339
`0.320415 0.269263091
`0.015553 0.3076923 -38.4292
`0.33899 0.284872728
`0.015669 0.3247863 -39.9136
`0.357709 0.300603377
`0.015794 0.3418803
`-41.277
`0.376583 0.316464281
`0.01593 0.3589744 -42.5101
`0.395625 0.332466365
`0.016076 0.3760684
`-43.602
`0.414847 0.348619713
`0.016233 0.3931624 -44.5427
`0.36493525
`0.434262
`0.0164 0.4102564 -45.3212
`0.453883 0.381423901
`0.016579 0.4273504 -45.9265
`0.473723 0.398096591
`0.016768 0.4444444 -46.3479
`0.493793 0.414962562
`0.016966 0.4615385 -46.5759
`0.43203274 0.017175 0.4786325 -46.5997
`0.514106
`0.534672 0.449315529
`0.017391 0.4957265
`-46.411
`0.555499 0.466817651
`0.017614 0.5128205 -46.0029
`0.576595 0.484545829
`0.017843 0.5299145 -45.3687
`0.597965 0.502504265
`0.018074 0.5470085 -44.5043
`0.619609 0.520692959
`0.018304 0.5641026 -43.4096
`0.53911107 0.018531 0.5811966 -42.0855
`0.641526
`0.66371 0.557753557
`0.018752 0.5982906
`-40.537
`0.686152 0.576612856
`0.018963 0.6153846 -38.7718
`0.708836 0.595675521
`0.01916 0.6324786 -36.8031
`0.731746 0.614928107
`0.019341 0.6495726 -34.6445
`0.754858 0.634350446
`0.0195 0.6666667 -32.3162
`0.778147 0.653921527
`0.019637 0.6837607 -29.8392
`0.801584 0.673616982
`0.019749 0.7008547 -27.2377
`0.825139 0.693411599
`0.019835 0.7179487 -24.5371
`0.848779 0.713277646
`0.019892 0.7350427 -21.7651
`0.87247 0.733186551
`0.01992 0.7521368 -18.9502
`0.896175 0.753107221
`0.019916 0.7692308 -16.1235
`
`Percent
`Divergence
`
`14.054451
`14.041669
`14.020038
`13.989559
`13.950033
`13.901233
`13.84341
`13.776077
`13.698581
`13.61102
`13.512564
`13.403069
`13.282436
`13.14989
`13.004866
`12.846629
`12.675198
`12.489496
`12.289186
`12.073512
`11.842093
`11.594171
`11.329334
`11.047033
`10.746807
`10.428267
`10.091445
`9.7360168
`9.3622123
`8.9705581
`8.5615129
`8.1359391
`7.6953391
`7.2411835
`6.7754769
`6.3004109
`5.8188703
`5.3334361
`4.8474331
`4.3639766
`3.8863575
`3.4176702
`2.9610645
`2.5195154
`2.0960612
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 1 of 30
`
`

`

`α
`
`380
`
`46
`47
`48
`49
`50
`51
`52
`53
`54
`55
`56
`57
`58
`58.5
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.919855 0.773006883
`0.019878 0.7863248 -13.3179
`0.79285108 0.019803 0.8034188 -10.5677
`0.943469
`0.966968 0.812598637
`0.019684 0.8205128 -7.91418
`0.990299 0.832205014
`0.019518 0.8376068 -5.40182
`1.0134 0.851618108
`0.019299 0.8547009 -3.08275
`1.03621 0.870786658
`0.019021 0.8717949 -1.00821
`1.05864 0.889635873
`0.01867 0.8888889
`0.74698
`1.08062 0.908106927
`0.018257 0.9059829
`2.12402
`1.10206 0.926124188
`0.017771 0.9230769
`3.04726
`1.12289 0.943628831
`0.017223 0.9401709
`3.45789
`1.14302 0.960545224
`0.016611
`0.957265
`3.28027
`1.16241 0.976839752
`0.015964
`0.974359
`2.48078
`1.18099 0.992453591
`0.015268
`0.991453
`1.0006
`1 0.014917
`1.18997
`1
`0
`
`Percent
`Divergence
`1.6936899
`1.3153443
`0.9645411
`0.6449116
`0.3606814
`0.115648
`0.0840357
`0.2344438
`0.3301204
`0.3677938
`0.3426707
`0.2546062
`0.1009226
`0
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 2 of 30
`
`

`

`α
`
`380
`
`22
`22.1
`22.2
`22.3
`22.4
`22.5
`22.6
`22.7
`22.8
`22.9
`23
`23.1
`23.2
`23.3
`23.4
`23.5
`23.6
`23.7
`23.8
`23.9
`24
`24.1
`24.2
`24.3
`24.4
`24.5
`24.6
`24.7
`24.8
`24.9
`25
`25.1
`25.2
`25.3
`25.4
`25.5
`25.6
`25.7
`25.8
`25.9
`26
`26.1
`26.2
`26.3
`26.4
`26.5
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.395625 0.332466365
`0.016076 0.3760684
`-0.0436
`0.397539 0.334074809
`0.016091 0.3777778
`-0.0437
`0.399454 0.335684093
`0.016106 0.3794872
`-0.0438
`0.401372 0.337295898
`0.016122 0.3811966
`-0.0439
`0.403291 0.338908544
`0.016137
`0.382906
`-0.044
`0.405213 0.340523711
`0.016153 0.3846154 -0.04409
`0.407136 0.342139718
`0.016169 0.3863248 -0.04419
`0.409061 0.343757406
`0.016185 0.3880342 -0.04428
`0.410988 0.345376774
`0.0162 0.3897436 -0.04437
`0.412916 0.346996983
`0.016217
`0.391453 -0.04446
`0.414847 0.348619713
`0.016233 0.3931624 -0.04454
`0.41678 0.350244124
`0.016249 0.3948718 -0.04463
`0.418714 0.351869375
`0.016265 0.3965812 -0.04471
`0.420651 0.353497147
`0.016282 0.3982906 -0.04479
`0.422589 0.355125759
`0.016298
`0.4 -0.04487
`0.42453 0.356756893
`0.016315 0.4017094 -0.04495
`0.426472 0.358388867
`0.016332 0.4034188 -0.04503
`0.428417 0.360023362
`0.016349 0.4051282
`-0.0451
`0.430363 0.361658697
`0.016366 0.4068376 -0.04518
`0.432312 0.363296554
`0.016383
`0.408547 -0.04525
`0.434262
`0.36493525
`0.0164 0.4102564 -0.04532
`0.436215 0.366576468
`0.016418 0.4119658 -0.04539
`0.43817 0.368219367
`0.016435 0.4136752 -0.04546
`0.440126 0.369863106
`0.016453 0.4153846 -0.04552
`0.442085 0.371509366
`0.01647
`0.417094 -0.04558
`0.444046 0.373157306
`0.016488 0.4188034 -0.04565
`0.446009 0.374806928
`0.016506 0.4205128 -0.04571
`0.447975
`0.37645907
`0.016524 0.4222222 -0.04576
`0.449942 0.378112053
`0.016542 0.4239316 -0.04582
`0.451912 0.379767557
`0.016561
`0.425641 -0.04587
`0.453883 0.381423901
`0.016579 0.4273504 -0.04593
`0.455857 0.383082767
`0.016598 0.4290598 -0.04598
`0.457833 0.384743313
`0.016616 0.4307692 -0.04603
`0.459812
`0.38640638
`0.016635 0.4324786 -0.04607
`0.461792 0.388070287
`0.016654
`0.434188 -0.04612
`0.463775 0.389736716
`0.016672 0.4358974 -0.04616
`0.46576 0.391404825
`0.016691 0.4376068
`-0.0462
`0.467747 0.393074615
`0.01671 0.4393162 -0.04624
`0.469737 0.394746926
`0.016729 0.4410256 -0.04628
`0.471729 0.396420918
`0.016749
`0.442735 -0.04631
`0.473723 0.398096591
`0.016768 0.4444444 -0.04635
`0.475719 0.399773944
`0.016787 0.4461538 -0.04638
`0.477718 0.401453818
`0.016806 0.4478632 -0.04641
`0.479719 0.403135373
`0.016826 0.4495726 -0.04644
`0.481723 0.404819449
`0.016846 0.4512821 -0.04646
`0.483729 0.406505206
`0.016866 0.4529915 -0.04649
`
`Percent
`Divergence
`11.594171
`11.568433
`11.542705
`11.516547
`11.490403
`11.463835
`11.437285
`11.410536
`11.383591
`11.356666
`11.329334
`11.301813
`11.274317
`11.246424
`11.21856
`11.190305
`11.162082
`11.133474
`11.1049
`11.075948
`11.047033
`11.017745
`10.988294
`10.958882
`10.929107
`10.899174
`10.869084
`10.838641
`10.808246
`10.777502
`10.746807
`10.715769
`10.684588
`10.65307
`10.621607
`10.589812
`10.557882
`10.525817
`10.493429
`10.460912
`10.428267
`10.395495
`10.362411
`10.329204
`10.29569
`10.262058
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 3 of 30
`
`

`

`α
`
`380
`
`26.6
`26.7
`26.8
`26.9
`27
`27.1
`27.2
`27.3
`27.4
`27.5
`27.6
`27.7
`27.8
`27.9
`28
`28.1
`28.2
`28.3
`28.4
`28.5
`28.6
`28.7
`28.8
`28.9
`29
`29.1
`29.2
`29.3
`29.4
`29.5
`29.6
`29.7
`29.8
`29.9
`30
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.485737 0.408192644
`0.016885 0.4547009 -0.04651
`0.487747 0.409881762
`0.016906 0.4564103 -0.04653
`0.48976 0.411573401
`0.016926 0.4581197 -0.04655
`0.491776 0.413267561
`0.016946 0.4598291 -0.04656
`0.493793 0.414962562
`0.016966 0.4615385 -0.04658
`0.495814 0.416660924
`0.016987 0.4632479 -0.04659
`0.497836 0.418360127
`0.017008 0.4649573
`-0.0466
`0.499861
`0.42006185
`0.017028 0.4666667
`-0.0466
`0.501889 0.421766095
`0.017049 0.4683761 -0.04661
`0.503919
`0.42347202
`0.01707 0.4700855 -0.04661
`0.505951 0.425179626
`0.017091 0.4717949 -0.04662
`0.507986 0.426889754
`0.017112 0.4735043 -0.04661
`0.510024 0.428602402
`0.017133 0.4752137 -0.04661
`0.512064 0.430316731
`0.017154 0.4769231 -0.04661
`0.514106
`0.43203274
`0.017175 0.4786325
`-0.0466
`0.516151 0.433751271
`0.017197 0.4803419 -0.04659
`0.518199 0.435472323
`0.017218 0.4820513 -0.04658
`0.520249 0.437195055
`0.017239 0.4837607 -0.04657
`0.522302 0.438920309
`0.017261 0.4854701 -0.04655
`0.524357 0.440647243
`0.017283 0.4871795 -0.04653
`0.526415 0.442376699
`0.017304 0.4888889 -0.04651
`0.528475 0.444107835
`0.017326 0.4905983 -0.04649
`0.530538 0.445841492
`0.017348 0.4923077 -0.04647
`0.532604
`0.44757767
`0.017369 0.4940171 -0.04644
`0.534672 0.449315529
`0.017391 0.4957265 -0.04641
`0.536743 0.451055909
`0.017413 0.4974359 -0.04638
`0.538816
`0.45279797
`0.017435 0.4991453 -0.04635
`0.540892 0.454542551
`0.017457 0.5008547 -0.04631
`0.542971 0.456289654
`0.01748 0.5025641 -0.04627
`0.545052 0.458038438
`0.017502 0.5042735 -0.04624
`0.547136 0.459789743
`0.017524 0.5059829 -0.04619
`0.549223 0.461543568
`0.017547 0.5076923 -0.04615
`0.551312 0.463299075
`0.017569 0.5094017
`-0.0461
`0.553404 0.465057102
`0.017592 0.5111111 -0.04605
`0.555499 0.466817651
`0.017614 0.5128205
`-0.046
`
`Percent
`Divergence
`10.22831
`10.194445
`10.160284
`10.125828
`10.091445
`10.05659
`10.021811
`9.9867464
`9.9513994
`9.915952
`9.8804053
`9.8445827
`9.8084874
`9.7722984
`9.7360168
`9.6994685
`9.6626564
`9.6257571
`9.5885983
`9.5513553
`9.5138571
`9.4762776
`9.438447
`9.4003678
`9.3622123
`9.3238121
`9.2853383
`9.2466237
`9.2076708
`9.1686487
`9.1293921
`9.0899032
`9.0503494
`9.0105669
`8.9705581
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 4 of 30
`
`

`

`α
`
`380
`
`52
`52.1
`52.2
`52.3
`52.4
`52.5
`52.6
`52.7
`52.8
`52.9
`53
`53.1
`53.2
`53.3
`53.4
`53.5
`53.6
`53.7
`53.8
`53.9
`54
`54.1
`54.2
`54.3
`54.4
`54.5
`54.6
`54.7
`54.8
`54.9
`55
`55.1
`55.2
`55.3
`55.4
`55.5
`55.6
`55.7
`55.8
`55.9
`56
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`1.05864 0.889635873
`0.01867 0.8888889
`0.00075
`1.06086 0.891501466
`0.018635 0.8905983
`0.0009
`1.06307 0.893358656
`0.018596 0.8923077
`0.00105
`1.06528 0.895215846
`0.018556 0.8940171
`0.0012
`1.06749 0.897073035
`0.018515 0.8957265
`0.00135
`1.06969 0.898921822
`0.018474 0.8974359
`0.00149
`1.07189 0.900770608
`0.018432 0.8991453
`0.00163
`1.07408
`0.90261099
`0.01839 0.9008547
`0.00176
`1.07626 0.904442969
`0.018346 0.9025641
`0.00188
`1.07844 0.906274948
`0.018302 0.9042735
`0.002
`1.08062 0.908106927
`0.018257 0.9059829
`0.00212
`1.08279 0.909930502
`0.018208 0.9076923
`0.00224
`1.08495 0.911745674
`0.018162 0.9094017
`0.00234
`1.08711 0.913560846
`0.018115 0.9111111
`0.00245
`1.08926 0.915367614
`0.018068 0.9128205
`0.00255
`1.09141 0.917174383
`0.01802 0.9145299
`0.00264
`1.09355 0.918972747
`0.017971 0.9162393
`0.00273
`1.09569 0.920771112
`0.017922 0.9179487
`0.00282
`1.09782 0.922561073
`0.017872 0.9196581
`0.0029
`1.09994
`0.92434263
`0.017822 0.9213675
`0.00298
`1.10206 0.926124188
`0.017771 0.9230769
`0.00305
`1.10417 0.927897342
`0.017722 0.9247863
`0.00311
`1.10628 0.929670496
`0.01767 0.9264957
`0.00317
`1.10838 0.931435246
`0.017616 0.9282051
`0.00323
`1.11047 0.933191593
`0.017563 0.9299145
`0.00328
`1.11256
`0.93494794
`0.017508 0.9316239
`0.00332
`1.11464 0.936695883
`0.017452 0.9333333
`0.00336
`1.11671 0.938435423
`0.017396 0.9350427
`0.00339
`1.11877 0.940166559
`0.017339 0.9367521
`0.00341
`1.12083 0.941897695
`0.017282 0.9384615
`0.00344
`1.12289 0.943628831
`0.017223 0.9401709
`0.00346
`1.12493
`0.94534316
`0.017157 0.9418803
`0.00346
`1.12697 0.947057489
`0.017098 0.9435897
`0.00347
`1.129 0.948763414
`0.017038 0.9452991
`0.00346
`1.13103
`0.95046934
`0.016978 0.9470085
`0.00346
`1.13305 0.952166861
`0.016918 0.9487179
`0.00345
`1.13506
`0.95385598
`0.016857 0.9504274
`0.00343
`1.13706 0.955536694
`0.016796 0.9521368
`0.0034
`1.13905 0.957209005
`0.016735 0.9538462
`0.00336
`1.14104 0.958881316
`0.016673 0.9555556
`0.00333
`1.14302 0.960545224
`0.016611
`0.957265
`0.00328
`
`Percent
`Divergence
`0.0840357
`0.1014123
`0.1177804
`0.134086
`0.1503293
`0.1655744
`0.1807615
`0.1949581
`0.2081699
`0.2213317
`0.2344438
`0.2465808
`0.257748
`0.2688733
`0.2790364
`0.2891615
`0.2983316
`0.3074675
`0.3156557
`0.3229015
`0.3301204
`0.3364039
`0.3426642
`0.3479961
`0.3524048
`0.3567972
`0.3602732
`0.3628377
`0.3644958
`0.3661478
`0.3677938
`0.3676495
`0.3675056
`0.3664733
`0.3654447
`0.363534
`0.3607461
`0.3570855
`0.352557
`0.3480447
`0.3426707
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 5 of 30
`
`

`

`α
`
`400
`
`0
`1
`2
`3
`4
`5
`6
`7
`8
`9
`10
`11
`12
`13
`14
`15
`16
`17
`18
`19
`20
`21
`22
`23
`24
`25
`26
`27
`28
`29
`30
`31
`32
`33
`34
`35
`36
`37
`38
`39
`40
`41
`42
`43
`44
`45
`
`Real Chief
`Ray Image
`Height
`
`Linear
`Relative
`Distribution Gap
`Distance (dr) Gradient
`0
`0
`0
`0.014756
`0
`-2.337
`0.017094
`0.0174273 0.014757018
`0.014759
`0.034188 -4.66951
`0.0348599 0.029518523
`0.014765
`0.052303
`0.04428892
`0.014776 0.0512821 -6.99313
`0.0697621 0.059072865
`0.014792 0.0683761
`-9.3032
`0.0872427 0.073875016
`0.014813 0.0854701 -11.5951
`0.10475 0.088699776
`0.014838 0.1025641 -13.8643
`0.122291 0.103553072
`0.014869 0.1196581
`-16.105
`0.139871 0.118439392
`0.014905 0.1367521 -18.3127
`0.157497 0.133364664
`0.014946 0.1538462 -20.4815
`0.175174 0.148333122
`0.014993 0.1709402
`-22.607
`0.192912 0.163353233
`0.015047 0.1880342
`-24.681
`0.210716 0.178429231
`0.015106 0.2051282
`-26.699
`0.228594
`0.19356789
`0.015173 0.2222222 -28.6543
`0.246556 0.208777679
`0.015247 0.2393162 -30.5386
`0.264609 0.224064524
`0.015329 0.2564103 -32.3457
`0.282764 0.239437741
`0.015419 0.2735043 -34.0665
`0.30103 0.254904949
`0.015517 0.2905983 -35.6933
`0.319417 0.270474618
`0.015624 0.3076923 -37.2177
`0.337936 0.286156061
`0.015741 0.3247863 -38.6303
`0.356599 0.301959439
`0.015868 0.3418803 -39.9209
`0.375418 0.317894915
`0.016005 0.3589744 -41.0794
`0.394404 0.333971802
`0.016151 0.3760684 -42.0966
`0.41357 0.350201109
`0.016309 0.3931624 -42.9613
`0.432928 0.366592997
`0.016477 0.4102564 -43.6634
`0.452493 0.383160168
`0.016658 0.4273504 -44.1903
`0.472275 0.399911089
`0.016846 0.4444444 -44.5334
`0.492286 0.416855921
`0.017046 0.4615385 -44.6825
`0.512539 0.434005673
`0.017255 0.4786325 -44.6268
`0.533043 0.451367966
`0.017471 0.4957265 -44.3585
`0.553806 0.468949574
`0.017693 0.5128205 -43.8709
`0.574834 0.486755578
`0.01792 0.5299145
`-43.159
`0.596132 0.504790211
`0.018149 0.5470085 -42.2183
`0.6177 0.523053474
`0.018377 0.5641026 -41.0491
`0.639535 0.541542826
`0.0186 0.5811966 -39.6538
`0.661629 0.560251492
`0.018816 0.5982906 -38.0391
`0.683972 0.579171006
`0.01902 0.6153846 -36.2136
`0.706548 0.598287819
`0.01921 0.6324786 -34.1908
`0.729338 0.617585842
`0.019382 0.6495726 -31.9868
`0.752319 0.637045599
`0.019532 0.6666667 -29.6211
`0.775462 0.656642534
`0.019658 0.6837607 -27.1182
`0.79874 0.676353783
`0.019759 0.7008547 -24.5009
`0.822119 0.696150557
`0.019831 0.7179487 -21.7982
`0.845568 0.716006605
`0.019876 0.7350427 -19.0361
`0.869051 0.735891443
`0.019888 0.7521368 -16.2453
`0.892529 0.755772048
`0.019868 0.7692308 -13.4587
`
`Percent
`Divergence
`
`13.671447
`13.65832
`13.636606
`13.605935
`13.566231
`13.517719
`13.459219
`13.391195
`13.312968
`13.225124
`13.125781
`13.01575
`12.894449
`12.760756
`12.614836
`12.455576
`12.282709
`12.095749
`11.894055
`11.676864
`11.443559
`11.193862
`10.927109
`10.642957
`10.340521
`10.020005
`9.6812171
`9.3238147
`8.9481861
`8.554833
`8.1445119
`7.7180395
`7.2768842
`6.8227785
`6.3579648
`5.8847115
`5.4058448
`4.9242849
`4.4431602
`3.9660295
`3.4958627
`3.0361725
`2.5897991
`2.1598876
`1.7496338
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 6 of 30
`
`

`

`α
`
`400
`
`46
`47
`48
`49
`50
`51
`52
`53
`54
`55
`56
`57
`58
`58.5
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.915965 0.775617088
`0.019815 0.7863248 -10.7077
`0.939314 0.795388458
`0.01972 0.8034188 -8.03034
`0.962526 0.815043821
`0.019582 0.8205128
`-5.469
`0.985548 0.834538295
`0.019394 0.8376068 -3.06854
`1.00831 0.853812608
`0.01915 0.8547009 -0.88825
`1.03076 0.872822727
`0.01885 0.8717949
`1.02786
`1.0528 0.891485668
`0.018467 0.8888889
`2.59678
`1.07435 0.909733689
`0.018024 0.9059829
`3.75078
`1.09535 0.927515983
`0.017521 0.9230769
`4.43906
`1.1157 0.944747872
`0.016937 0.9401709
`4.57693
`1.13533 0.961370083
`0.016306
`0.957265
`4.10513
`1.1542 0.977348745
`0.01564
`0.974359
`2.98977
`1.17225
`0.99263305
`0.014921
`0.991453
`1.18006
`1.18095
`1
`0.014545
`1
`0
`
`Percent
`Divergence
`1.3617399
`0.9995217
`0.6665344
`0.3663464
`0.1039248
`0.1179011
`0.2921377
`0.4140015
`0.4808981
`0.4868192
`0.4288391
`0.3068448
`0.1190231
`0
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 7 of 30
`
`

`

`α
`
`400
`
`22
`22.1
`22.2
`22.3
`22.4
`22.5
`22.6
`22.7
`22.8
`22.9
`23
`23.1
`23.2
`23.3
`23.4
`23.5
`23.6
`23.7
`23.8
`23.9
`24
`24.1
`24.2
`24.3
`24.4
`24.5
`24.6
`24.7
`24.8
`24.9
`25
`25.1
`25.2
`25.3
`25.4
`25.5
`25.6
`25.7
`25.8
`25.9
`26
`26.1
`26.2
`26.3
`26.4
`26.5
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.394404 0.333971802
`0.016151 0.3760684
`-0.0421
`0.396312 0.335587451
`0.016167 0.3777778 -0.04219
`0.398222 0.337204793
`0.016182 0.3794872 -0.04228
`0.400134 0.338823828
`0.016198 0.3811966 -0.04237
`0.402048 0.340444557
`0.016213
`0.382906 -0.04246
`0.403963 0.342066133
`0.016229 0.3846154 -0.04255
`0.405881 0.343690249
`0.016245 0.3863248 -0.04263
`0.4078 0.345315212
`0.016261 0.3880342 -0.04272
`0.409721 0.346941869
`0.016277 0.3897436
`-0.0428
`0.411645 0.348571066
`0.016293
`0.391453 -0.04288
`0.41357 0.350201109
`0.016309 0.3931624 -0.04296
`0.415497 0.351832846
`0.016325 0.3948718 -0.04304
`0.417426 0.353466277
`0.016341 0.3965812 -0.04311
`0.419357 0.355101401
`0.016358 0.3982906 -0.04319
`0.421289 0.356737372
`0.016375
`0.4 -0.04326
`0.423224 0.358375884
`0.016391 0.4017094 -0.04333
`0.425161 0.360016089
`0.016408 0.4034188
`-0.0434
`0.4271 0.361657987
`0.016425 0.4051282 -0.04347
`0.429041 0.363301579
`0.016443 0.4068376 -0.04354
`0.430984 0.364946865
`0.01646
`0.408547
`-0.0436
`0.432928 0.366592997
`0.016477 0.4102564 -0.04366
`0.434875
`0.36824167
`0.016496 0.4119658 -0.04372
`0.436824 0.369892036
`0.016513 0.4136752 -0.04378
`0.438776 0.371544943
`0.016531 0.4153846 -0.04384
`0.440729 0.373198696
`0.016549
`0.417094
`-0.0439
`0.442684 0.374854143
`0.016567 0.4188034 -0.04395
`0.444642
`0.37651213
`0.016585 0.4205128
`-0.044
`0.446601 0.378170964
`0.016603 0.4222222 -0.04405
`0.448563 0.379832338
`0.016621 0.4239316
`-0.0441
`0.450527 0.381495406
`0.016639
`0.425641 -0.04415
`0.452493 0.383160168
`0.016658 0.4273504 -0.04419
`0.454461 0.384826623
`0.016676 0.4290598 -0.04423
`0.456431 0.386494771
`0.016694 0.4307692 -0.04427
`0.458404
`0.38816546
`0.016713 0.4324786 -0.04431
`0.460379 0.389837842
`0.016732
`0.434188 -0.04435
`0.462356 0.391511918
`0.016751 0.4358974 -0.04439
`0.464335 0.393187688
`0.016769 0.4376068 -0.04442
`0.466316 0.394865151
`0.016789 0.4393162 -0.04445
`0.4683 0.396545154
`0.016808 0.4410256 -0.04448
`0.470286 0.398226851
`0.016827
`0.442735 -0.04451
`0.472275 0.399911089
`0.016846 0.4444444 -0.04453
`0.474265 0.401596173
`0.016866 0.4461538 -0.04456
`0.476258 0.403283797
`0.016885 0.4478632 -0.04458
`0.478253 0.404973115
`0.016905 0.4495726
`-0.0446
`0.480251 0.406664973
`0.016925 0.4512821 -0.04462
`0.482251 0.408358525
`0.016944 0.4529915 -0.04463
`
`Percent
`Divergence
`11.193862
`11.168028
`11.14198
`11.115722
`11.089256
`11.062805
`11.035931
`11.009075
`10.98202
`10.954553
`10.927109
`10.899474
`10.87165
`10.84364
`10.815657
`10.78728
`10.758724
`10.72999
`10.701082
`10.672002
`10.642957
`10.613537
`10.58395
`10.553995
`10.524083
`10.494011
`10.463579
`10.433193
`10.402452
`10.371561
`10.340521
`10.309333
`10.278
`10.246326
`10.214513
`10.18256
`10.15047
`10.118244
`10.085692
`10.053008
`10.020005
`9.9870648
`9.9538087
`9.9204288
`9.8867389
`9.8529294
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 8 of 30
`
`

`

`α
`
`400
`
`26.6
`26.7
`26.8
`26.9
`27
`27.1
`27.2
`27.3
`27.4
`27.5
`27.6
`27.7
`27.8
`27.9
`28
`28.1
`28.2
`28.3
`28.4
`28.5
`28.6
`28.7
`28.8
`28.9
`29
`29.1
`29.2
`29.3
`29.4
`29.5
`29.6
`29.7
`29.8
`29.9
`30
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.41005377
`0.016964 0.4547009 -0.04465
`0.484253
`0.486258 0.411751556
`0.016985 0.4564103 -0.04466
`0.488265 0.413451035
`0.017005 0.4581197 -0.04467
`0.490275 0.415153055
`0.017025 0.4598291 -0.04468
`0.492286 0.416855921
`0.017046 0.4615385 -0.04468
`0.494301 0.418562175
`0.017067 0.4632479 -0.04469
`0.496317 0.420269275
`0.017087 0.4649573 -0.04469
`0.498336 0.421978915
`0.017108 0.4666667 -0.04469
`0.500358 0.423691096
`0.017129 0.4683761 -0.04468
`0.502382 0.425404971
`0.017149 0.4700855 -0.04468
`0.504408 0.427120539
`0.01717 0.4717949 -0.04467
`0.506437 0.428838647
`0.017191 0.4735043 -0.04467
`0.508469 0.430559295
`0.017212 0.4752137 -0.04465
`0.510503 0.432281638
`0.017234 0.4769231 -0.04464
`0.512539 0.434005673
`0.017255 0.4786325 -0.04463
`0.514578 0.435732249
`0.017276 0.4803419 -0.04461
`0.516619 0.437460519
`0.017298 0.4820513 -0.04459
`0.518663 0.439191329
`0.017319 0.4837607 -0.04457
`0.52071 0.440924679
`0.017341 0.4854701 -0.04455
`0.522759 0.442659723
`0.017362 0.4871795 -0.04452
`0.524811 0.444397307
`0.017384 0.4888889 -0.04449
`0.526865 0.446136585
`0.017405 0.4905983 -0.04446
`0.528922 0.447878403
`0.017427 0.4923077 -0.04443
`0.530981 0.449621915
`0.017449 0.4940171
`-0.0444
`0.533043 0.451367966
`0.017471 0.4957265 -0.04436
`0.535107 0.453115712
`0.017493 0.4974359 -0.04432
`0.537174 0.454865998
`0.017515 0.4991453 -0.04428
`0.539244 0.456618824
`0.017537 0.5008547 -0.04424
`0.541316 0.458373343
`0.017559 0.5025641 -0.04419
`0.543391 0.460130403
`0.017581 0.5042735 -0.04414
`0.545469 0.461890004
`0.017604 0.5059829 -0.04409
`0.547549 0.463651298
`0.017626 0.5076923 -0.04404
`0.549632 0.465415132
`0.017648 0.5094017 -0.04399
`0.551718 0.467181506
`0.017671 0.5111111 -0.04393
`0.553806 0.468949574
`0.017693 0.5128205 -0.04387
`
`Percent
`Divergence
`9.8190017
`9.7847714
`9.750427
`9.7157855
`9.6812171
`9.6461727
`9.6112038
`9.5759467
`9.5404047
`9.5047608
`9.4690163
`9.4329934
`9.396695
`9.3603018
`9.3238147
`9.2870584
`9.2502115
`9.2130998
`9.1757263
`9.1382674
`9.1005508
`9.0627518
`9.0246994
`8.9865675
`8.9481861
`8.909728
`8.8710244
`8.8320778
`8.7930592
`8.7538013
`8.7143067
`8.6747444
`8.6349489
`8.5949227
`8.554833
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 9 of 30
`
`

`

`α
`
`400
`
`52
`52.1
`52.2
`52.3
`52.4
`52.5
`52.6
`52.7
`52.8
`52.9
`53
`53.1
`53.2
`53.3
`53.4
`53.5
`53.6
`53.7
`53.8
`53.9
`54
`54.1
`54.2
`54.3
`54.4
`54.5
`54.6
`54.7
`54.8
`54.9
`55
`55.1
`55.2
`55.3
`55.4
`55.5
`55.6
`55.7
`55.8
`55.9
`56
`
`Real Chief
`Ray Image
`Height
`
`Linear
`Relative
`Distribution Gap
`Distance (dr) Gradient
`1.0528 0.891485668
`0.018467 0.8888889
`0.0026
`1.05498
`0.89333164
`0.018422 0.8905983
`0.00273
`1.05715 0.895169143
`0.01838 0.8923077
`0.00286
`1.05932 0.897006647
`0.018337 0.8940171
`0.00299
`1.06148 0.898835683
`0.018294 0.8957265
`0.00311
`1.06364 0.900664719
`0.01825 0.8974359
`0.00323
`1.06579 0.902485287
`0.018206 0.8991453
`0.00334
`1.06794 0.904305855
`0.018161 0.9008547
`0.00345
`1.07009 0.906126424
`0.018116 0.9025641
`0.00356
`1.07222 0.907930056
`0.01807 0.9042735
`0.00366
`1.07435 0.909733689
`0.018024 0.9059829
`0.00375
`1.07648 0.911537322
`0.017982 0.9076923
`0.00385
`1.0786 0.913332487
`0.017934 0.9094017
`0.00393
`1.08072 0.915127651
`0.017886 0.9111111
`0.00402
`1.08282 0.916905881
`0.017836 0.9128205
`0.00409
`1.08493 0.918692578
`0.017786 0.9145299
`0.00416
`1.08702
`0.92046234
`0.017735 0.9162393
`0.00422
`1.08911 0.922232101
`0.017683 0.9179487
`0.00428
`1.0912 0.924001863
`0.01763 0.9196581
`0.00434
`1.09328 0.925763157
`0.017576 0.9213675
`0.0044
`1.09535 0.927515983
`0.017521 0.9230769
`0.00444
`1.09741 0.929260341
`0.017462 0.9247863
`0.00447
`1.09947
`0.9310047
`0.017406 0.9264957
`0.00451
`1.10152
`0.93274059
`0.017349 0.9282051
`0.00454
`1.10357 0.934476481
`0.017292 0.9299145
`0.00456
`1.10561 0.936203904
`0.017234 0.9316239
`0.00458
`1.10764 0.937922859
`0.017176 0.9333333
`0.00459
`1.10966 0.939633346
`0.017117 0.9350427
`0.00459
`1.11168 0.941343833
`0.017058 0.9367521
`0.00459
`1.11369 0.943045853
`0.016998 0.9384615
`0.00458
`1.1157 0.944747872
`0.016937 0.9401709
`0.00458
`1.11769 0.946432957
`0.016872 0.9418803
`0.00455
`1.11968 0.948118041
`0.01681 0.9435897
`0.00453
`1.12167 0.949803125
`0.016748 0.9452991
`0.0045
`1.12364 0.951471273
`0.016686 0.9470085
`0.00446
`1.12561 0.953139422
`0.016624 0.9487179
`0.00442
`1.12757 0.954799102
`0.016561 0.9504274
`0.00437
`1.12952 0.956450315
`0.016498 0.9521368
`0.00431
`1.13147 0.958101528
`0.016434 0.9538462
`0.00426
`1.1334 0.959735806
`0.01637 0.9555556
`0.00418
`1.13533 0.961370083
`0.016306
`0.957265
`0.00411
`
`Percent
`Divergence
`0.2921377
`0.3069116
`0.3206799
`0.3343955
`0.3471135
`0.359783
`0.3714626
`0.3830978
`0.394689
`0.4043635
`0.4140015
`0.4236032
`0.4322377
`0.4408398
`0.4475544
`0.4551697
`0.4609083
`0.4666256
`0.4723215
`0.4770773
`0.4808981
`0.4837892
`0.4866696
`0.4886271
`0.4905774
`0.4916117
`0.4917349
`0.490952
`0.490172
`0.4884925
`0.4868192
`0.4833538
`0.479901
`0.4764607
`0.4712445
`0.4660471
`0.4599775
`0.4530403
`0.446128
`0.4374681
`0.4288391
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 10 of 30
`
`

`

`α
`
`450
`
`0
`1
`2
`3
`4
`5
`6
`7
`8
`9
`10
`11
`12
`13
`14
`15
`16
`17
`18
`19
`20
`21
`22
`23
`24
`25
`26
`27
`28
`29
`30
`31
`32
`33
`34
`35
`36
`37
`38
`39
`40
`41
`42
`43
`44
`45
`
`Real Chief
`Ray Image
`Height
`
`Linear
`Relative
`Distribution Gap
`Distance (dr) Gradient
`0
`0
`0
`0.014873
`0
`0.017094 -2.22084
`0.017386 0.014873177
`0.014875
`0.034188 -4.43723
`0.0347772 0.029750802
`0.014881
`0.052179 0.044637495
`0.014893 0.0512821 -6.64456
`0.0695969 0.059537961
`0.014909 0.0683761 -8.83811
`0.0870363
`0.07445682
`0.01493 0.0854701 -11.0133
`0.104503 0.089399033
`0.014956 0.1025641 -13.1651
`0.122003 0.104369734
`0.014987 0.1196581 -15.2884
`0.139542 0.119373797
`0.015023 0.1367521 -17.3783
`0.157127 0.134417212
`0.015065 0.1538462 -19.4289
`0.174764 0.149505111
`0.015112 0.1709402 -21.4351
`0.192461 0.164644339
`0.015167 0.1880342 -23.3898
`0.210225 0.179840883
`0.015228 0.2051282 -25.2873
`0.228064 0.195101587
`0.015295 0.2222222 -27.1206
`0.245986 0.210433295
`0.01537 0.2393162 -28.8829
`0.264001 0.225844561
`0.015454 0.2564103 -30.5657
`0.282118 0.241343086
`0.015545 0.2735043 -32.1612
`0.300346 0.256936567
`0.015644 0.2905983 -33.6617
`0.318696 0.272634416
`0.015754 0.3076923 -35.0579
`0.33718 0.288446897
`0.015872 0.3247863 -36.3394
`0.355807
`0.30438171
`0.016 0.3418803 -37.4986
`0.374591 0.320450832
`0.016139 0.3589744 -38.5235
`0.393543 0.336663673
`0.016288 0.3760684 -39.4047
`0.412675 0.353030497
`0.016448 0.3931624 -40.1319
`0.432001 0.369563283
`0.016619 0.4102564 -40.6931
`0.451532
`0.38627144
`0.0168 0.4273504
`-41.079
`0.471281 0.403166089
`0.016991 0.4444444 -41.2784
`0.491259 0.420256641
`0.017192 0.4615385 -41.2818
`0.511477 0.437552504
`0.017401 0.4786325
`-41.08
`0.531943 0.455060524
`0.017616 0.4957265
`-40.666
`0.552665 0.472787544
`0.017838 0.5128205
`-40.033
`0.573648 0.490737842
`0.018063 0.5299145 -39.1767
`0.594894 0.508913127
`0.018288 0.5470085 -38.0954
`0.616402 0.527312545
`0.01851 0.5641026
`-36.79
`0.638166 0.545930964
`0.018726 0.5811966 -35.2656
`0.660178 0.564761538
`0.018933 0.5982906 -33.5291
`0.682424 0.583792292
`0.019125 0.6153846 -31.5923
`0.704885 0.603006972
`0.019301 0.6324786 -29.4717
`0.727541 0.622388468
`0.019457 0.6495726 -27.1842
`0.750365 0.641913683
`0.019589 0.6666667
`-24.753
`0.773328 0.661557808
`0.019695 0.6837607 -22.2029
`0.7964 0.681295179
`0.019774 0.7008547 -19.5595
`0.819547 0.701096711
`0.019824 0.7179487
`-16.852
`0.842735 0.720933316
`0.019843 0.7350427 -14.1094
`0.865926 0.740772488
`0.01983 0.7521368 -11.3643
`0.889083 0.760582574
`0.019783 0.7692308
`-8.6482
`
`Percent
`Divergence
`
`12.991916
`12.978904
`12.956884
`12.925731
`12.88552
`12.835943
`12.776723
`12.707911
`12.628812
`12.53951
`12.439147
`12.32757
`12.204286
`12.068945
`11.920621
`11.758934
`11.583593
`11.393815
`11.188719
`10.96835
`10.731554
`10.478069
`10.20746
`9.9189497
`9.612483
`9.2876299
`8.9443945
`8.5827803
`8.203308
`7.8064288
`7.3930202
`6.9643189
`6.5218669
`6.0677607
`5.6041429
`5.1337525
`4.6597085
`4.1849332
`3.7129475
`3.2471705
`2.7908098
`2.3472439
`1.9195372
`1.5109306
`1.1242654
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 11 of 30
`
`

`

`α
`
`450
`
`46
`47
`48
`49
`50
`51
`52
`53
`54
`55
`56
`57
`58
`58.5
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.912162 0.780325934
`0.019697 0.7863248 -5.99885
`0.935118
`0.79996407
`0.019571 0.8034188 -3.45473
`0.957899
`0.8194525
`0.019396 0.8205128 -1.06032
`0.980444 0.838739039
`0.019168 0.8376068
`1.1322
`1.00269 0.857769793
`0.018881 0.8547009
`3.06894
`1.02456 0.876478891
`0.018524 0.8717949
`4.68402
`1.04597 0.894794474
`0.018099 0.8888889
`5.90558
`1.06685 0.912656658
`0.01761 0.9059829
`6.67375
`1.08711 0.929988451
`0.017047 0.9230769
`6.91153
`1.10668 0.946729971
`0.016429 0.9401709
`6.55903
`1.1255
`0.96282989
`0.015765
`0.957265
`5.56493
`1.14352 0.978245434
`0.015059
`0.974359
`3.88646
`1.16069
`0.99293383
`0.014319
`0.991453
`1.48084
`1.16895
`1
`0.013945
`1
`0
`
`Percent
`Divergence
`0.7628976
`0.430004
`0.1292265
`0.135171
`0.3590658
`0.5372846
`0.6643783
`0.7366311
`0.7487489
`0.6976424
`0.5813367
`0.3988735
`0.1493604
`0
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 12 of 30
`
`

`

`α
`
`450
`
`22
`22.1
`22.2
`22.3
`22.4
`22.5
`22.6
`22.7
`22.8
`22.9
`23
`23.1
`23.2
`23.3
`23.4
`23.5
`23.6
`23.7
`23.8
`23.9
`24
`24.1
`24.2
`24.3
`24.4
`24.5
`24.6
`24.7
`24.8
`24.9
`25
`25.1
`25.2
`25.3
`25.4
`25.5
`25.6
`25.7
`25.8
`25.9
`26
`26.1
`26.2
`26.3
`26.4
`26.5
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.393543 0.336663673
`0.016288 0.3760684
`-0.0394
`0.395448
`0.33829334
`0.016303 0.3777778 -0.03948
`0.397354 0.339923863
`0.016319 0.3794872 -0.03956
`0.399263 0.341556953
`0.016335 0.3811966 -0.03964
`0.401173 0.343190898
`0.01635
`0.382906 -0.03972
`0.403086 0.344827409
`0.016366 0.3846154 -0.03979
`0.405 0.346464776
`0.016382 0.3863248 -0.03986
`0.406916 0.348103854
`0.016399 0.3880342 -0.03993
`0.408834 0.349744643
`0.016415 0.3897436
`-0.04
`0.410754 0.351387142
`0.016431
`0.391453 -0.04007
`0.412675 0.353030497
`0.016448 0.3931624 -0.04013
`0.414599 0.354676419
`0.016465 0.3948718
`-0.0402
`0.416525 0.356324051
`0.016482 0.3965812 -0.04026
`0.418452 0.357972539
`0.016498 0.3982906 -0.04032
`0.420382 0.359623594
`0.016515
`0.4 -0.04038
`0.422313 0.361275504
`0.016532 0.4017094 -0.04043
`0.424247
`0.36292998
`0.01655 0.4034188 -0.04049
`0.426182 0.364585312
`0.016567 0.4051282 -0.04054
`0.42812
`0.36624321
`0.016584 0.4068376 -0.04059
`0.430059 0.367901963
`0.016601
`0.408547 -0.04065
`0.432001 0.369563283
`0.016619 0.4102564 -0.04069
`0.433945 0.371226314
`0.016636 0.4119658 -0.04074
`0.435891 0.372891056
`0.016654 0.4136752 -0.04078
`0.437838 0.374556653
`0.016672 0.4153846 -0.04083
`0.439788 0.376224817
`0.01669
`0.417094 -0.04087
`0.44174 0.377894692
`0.016708 0.4188034 -0.04091
`0.443694 0.379566277
`0.016726 0.4205128 -0.04095
`0.445651 0.381240429
`0.016744 0.4222222 -0.04098
`0.447609 0.382915437
`0.016763 0.4239316 -0.04102
`0.44957 0.384593011
`0.016781
`0.425641 -0.04105
`0.451532
`0.38627144
`0.0168 0.4273504 -0.04108
`0.453497 0.387952436
`0.016819 0.4290598 -0.04111
`0.455464 0.389635143
`0.016837 0.4307692 -0.04113
`0.457434 0.391320416
`0.016856 0.4324786 -0.04116
`0.459405 0.393006544
`0.016875
`0.434188 -0.04118
`0.461379 0.394695239
`0.016894 0.4358974
`-0.0412
`0.463355 0.396385645
`0.016913 0.4376068 -0.04122
`0.465333 0.398077762
`0.016933 0.4393162 -0.04124
`0.467314 0.399772445
`0.016952 0.4410256 -0.04125
`0.469296 0.401467984
`0.016972
`0.442735 -0.04127
`0.471281 0.403166089
`0.016991 0.4444444 -0.04128
`0.473269 0.404866761
`0.017011 0.4461538 -0.04129
`0.475258 0.406568288
`0.01703 0.4478632 -0.04129
`0.47725 0.408272381
`0.01705 0.4495726
`-0.0413
`0.479244 0.409978186
`0.01707 0.4512821
`-0.0413
`0.481241 0.411686556
`0.01709 0.4529915
`-0.0413
`
`Percent
`Divergence
`10.478069
`10.451763
`10.425468
`10.398737
`10.37202
`10.344874
`10.317746
`10.290417
`10.262888
`10.235162
`10.20746
`10.179348
`10.151047
`10.122774
`10.094102
`10.06546
`10.036424
`10.007423
`9.9780346
`9.9486826
`9.9189497
`9.8890482
`9.8589802
`9.8289538
`9.7985582
`9.7680022
`9.7372877
`9.7062141
`9.6751893
`9.6438107
`9.612483
`9.5808068
`9.5489847
`9.5168209
`9.4847132
`9.4522686
`9.4196865
`9.3869686
`9.3539223
`9.320938
`9.2876299
`9.2540019
`9.2204396
`9.1865616
`9.1525612
`9.1182508
`
`LGE Exhibit 1013
`LGE v. ImmerVision
`Page 13 of 30
`
`

`

`α
`
`450
`
`26.6
`26.7
`26.8
`26.9
`27
`27.1
`27.2
`27.3
`27.4
`27.5
`27.6
`27.7
`27.8
`27.9
`28
`28.1
`28.2
`28.3
`28.4
`28.5
`28.6
`28.7
`28.8
`28.9
`29
`29.1
`29.2
`29.3
`29.4
`29.5
`29.6
`29.7
`29.8
`29.9
`30
`
`Real Chief
`Linear
`Relative
`Ray Image
`Distribution Gap
`Distance (dr) Gradient
`Height
`0.48324 0.413396638
`0.01711 0.4547009
`-0.0413
`0.485241 0.415108431
`0.017131 0.4564103
`-0.0413
`0.487245
`0.41682279
`0.017151 0.4581197
`-0.0413
`0.489251
`0.41853886
`0.017171 0.4598291 -0.04129
`0.491259 0.420256641
`0.017192 0.4615385 -0.04128
`0.49327 0.421976988
`0.017213 0.4632479 -0.04127
`0.495283 0.423699046
`0.017233 0.4649573 -0.04126
`0.497299 0.425423671
`0.017254 0.4666667 -0.04124
`0.499317 0.427150006
`0.017275 0.4683761 -0.04123
`0.501337 0.428878053
`0.017296 0.4700855 -0.04121
`0.50336 0.430608666
`0.017317 0.4717949 -0.04119
`0.505386 0.432341845
`0.017338 0.4735043 -0.04116
`0.507414 0.434076736
`0.017359 0.4752137 -0.04114
`0.509444 0.435813337
`0.01738 0.4769231 -0.04111
`0.511477 0.437552504
`0.017401 0.4786325 -0.04108
`0.513512 0.439293383
`0.017422 0.4803419 -0.04105
`0.51555 0.441036828
`0.017443 0.4820513 -0.04101
`0.51759 0.442781984
`0.017465 0.4837607 -0.04098
`0.519633 0.444529706
`0.017486 0.4854701 -0.04094
`0.521678 0.446279139
`0.017508 0.4871795
`-0.0409
`0.523726 0.448031139
`0.017529 0.4888889 -0.04086
`0.525776
`0.44978485
`0.017551 0.4905983 -0.04081
`0.527829 0.451541127
`0.017573 0.4923077 -0.04077
`0.529885
`0.45329997
`0.017595 0.4940171 -0.04072
`0.531943 0.455060524
`0.017616 0.4957265 -0.04067
`0.534004 0.456823645
`0.017639 0.4974359 -0.04061
`0.536067 0.458588477
`0.017661 0.4991453 -0.04056
`0.538132 0.460355019
`0.017683 0.5008547
`-0.