**************************************************************
***  MERIS LUT-169: Fourier series terms (s0,..,s5)[TERM]] ***
***                 of polynomial coefficients (k0,..,k3)  ***
***                 for each of 81 aerosol models [IAER],  ***
***                 & for each of 78 geometries [SVZA]     ***
***  - - - - - - - - - - - - - - - - - - - - - - - - - - - ***
***  => useful for multiplicative aer.scat.fct. retrieval  ***
**************************************************************

12 Gaussian angles (deg): SZA/VZA
------------------------         

 2.84 17.64 28.77 36.19 43.61 51.03 58.46 65.88 69.59 73.30 77.01 80.72

Coefficients: [SVZA x (k0,k1,k2,k3)]
------------                        

 Aerosol model #32
 - - - - - - -  

Fourier series term #0
 1.00583 0.780607 0.360619 -0.0380723
 1.0077 0.900705 0.465994 -0.0545951
 1.01242 1.18759 0.730325 -0.100833
 1.02022 1.68489 1.1564 -0.184116
 1.02807 2.15188 1.55033 -0.291412
 1.0341 2.60746 1.81416 -0.411587
 1.03536 3.0858 1.83102 -0.516309
 1.02703 3.67826 1.4383 -0.54305
 1.01703 3.99372 0.970756 -0.47418
 1.00436 4.29856 0.263912 -0.309664
 0.9962 4.56482 -0.675767 -0.0270826
 1.01449 4.65251 -1.68509 0.342944
 1.01067 1.12571 0.654278 -0.0813455
 1.01644 1.50551 0.982097 -0.142955
 1.02087 1.79977 1.21681 -0.20383
 1.02531 2.17689 1.45295 -0.286242
 1.02886 2.67359 1.65101 -0.390145
 1.02773 3.18598 1.62671 -0.475857
 1.01706 3.75055 1.19917 -0.476472
 1.00649 4.08051 0.741458 -0.401893
 0.993376 4.43752 0.0528379 -0.237131
 0.984472 4.77046 -0.883552 0.0476966
 1.00203 4.88885 -1.90299 0.424593
 1.02168 1.78887 1.22599 -0.21522
 1.02542 2.05631 1.38523 -0.277373
 1.02844 2.35161 1.4985 -0.348841
 1.02985 2.70369 1.538 -0.424818
 1.0281 3.19933 1.46338 -0.497508
 1.01784 3.80309 1.05901 -0.498015
 1.00757 4.13889 0.626485 -0.425401
 0.994829 4.49619 -0.0287609 -0.265046
 0.986278 4.83094 -0.928568 0.0132082
 1.00374 4.96655 -1.9216 0.385048
 1.02943 2.26135 1.46001 -0.327438
 1.03162 2.53141 1.50563 -0.388952
 1.03216 2.83631 1.46669 -0.447034
 1.02946 3.24736 1.3043 -0.490852
 1.01916 3.81462 0.873405 -0.471372
 1.00939 4.1616 0.456369 -0.39669
 0.997489 4.51709 -0.173983 -0.236664
 0.990175 4.86253 -1.04079 0.0363949
 1.00907 5.02657 -2.00233 0.400166
 1.03172 2.74972 1.4613 -0.431384
 1.03042 3.05637 1.3631 -0.473522
 1.02537 3.41797 1.12415 -0.489604
 1.01298 3.89418 0.621618 -0.433606
 1.00282 4.2168 0.190017 -0.345271
 0.990884 4.58982 -0.42776 -0.18209
 0.983791 4.95444 -1.26578 0.0873677
 1.00315 5.14346 -2.19837 0.44462
 1.02704 3.30569 1.18367 -0.488167
 1.02015 3.66108 0.887343 -0.479394
 1.00629 4.0959 0.325334 -0.389935
 0.995949 4.37298 -0.126973 -0.283474
 0.984893 4.70188 -0.751876 -0.105734
 0.979735 5.03632 -1.56784 0.166887
 1.00148 5.22967 -2.45948 0.515256
 1.01142 3.94762 0.517458 -0.432835
 0.996593 4.40352 -0.101903 -0.309236
 0.986306 4.6815 -0.57627 -0.185279
 0.976635 4.96592 -1.21516 0.0119542
 0.974987 5.25246 -2.01422 0.293127
 1.00257 5.36607 -2.83663 0.629744
 0.981327 4.81669 -0.776365 -0.143666
 0.972755 5.09397 -1.28324 0.00452063
 0.966904 5.34698 -1.91917 0.217036
 0.970702 5.62005 -2.69268 0.501562
 1.00735 5.66524 -3.43476 0.822536
 0.96742 5.28892 -1.76666 0.158282
 0.96415 5.55935 -2.39282 0.372686
 0.973114 5.82604 -3.14742 0.657026
 1.01743 5.7914 -3.80033 0.954952
 0.96492 5.80612 -3.0006 0.589989
 0.981447 5.98114 -3.67287 0.857266
 1.03486 5.87236 -4.21183 1.11995
 1.00806 6.01138 -4.19209 1.08198
 1.07282 5.82066 -4.57874 1.2913
 1.14732 5.45262 -4.69731 1.40366

Fourier series term #1
 -0.000388084 -0.0464288 -0.0243747 0.00255966
 -0.00015749 -0.00231312 -0.00740285 0.000702427
 -0.00131358 -0.0912178 -0.0732929 0.0098794
 -0.00134212 -0.070656 -0.0665094 0.0104719
 -0.00125966 -0.0581116 -0.0509926 0.0100483
 -0.00105984 -0.0515763 -0.0283446 0.00799848
 -0.00065141 -0.038419 0.00521398 0.00190466
 -0.000319479 -0.023489 0.0384693 -0.00718894
 -0.000326279 -0.0146551 0.050514 -0.0118901
 -0.000556227 -0.000972988 0.0562047 -0.01566
 -0.00109002 0.0148954 0.0516502 -0.0165238
 -0.00182892 0.0252051 0.0381539 -0.0136005
 -0.00277476 -0.169072 -0.152797 0.0181137
 -0.00548952 -0.31642 -0.285698 0.0409532
 -0.00682102 -0.385363 -0.328221 0.0556691
 -0.00701455 -0.388342 -0.286111 0.0600555
 -0.00599405 -0.324027 -0.149007 0.0450261
 -0.00436292 -0.242998 0.0322759 0.011228
 -0.00326222 -0.142469 0.209285 -0.0379435
 -0.0037943 -0.0914615 0.273259 -0.0626287
 -0.00567445 -0.0236021 0.306824 -0.0826761
 -0.00943937 0.0734283 0.286638 -0.0885825
 -0.0145121 0.196324 0.189119 -0.067311
 -0.00818624 -0.438608 -0.379049 0.0672606
 -0.00932581 -0.49163 -0.379007 0.0792066
 -0.00975316 -0.537008 -0.325105 0.0838324
 -0.00888514 -0.517697 -0.181021 0.0668398
 -0.00705248 -0.419885 0.0520075 0.0174124
 -0.00570947 -0.267629 0.307653 -0.0601769
 -0.00647673 -0.16365 0.407964 -0.102051
 -0.00935229 -0.0342584 0.458043 -0.135183
 -0.0150703 0.124808 0.423922 -0.144399
 -0.0226441 0.312861 0.276319 -0.112147
 -0.0106492 -0.558264 -0.358417 0.0875334
 -0.0106312 -0.576002 -0.26671 0.0823957
 -0.0099778 -0.585268 -0.122906 0.062387
 -0.00844115 -0.532654 0.0914023 0.0141444
 -0.00699353 -0.356491 0.355466 -0.0712931
 -0.00785349 -0.216347 0.46673 -0.120263
 -0.0111113 -0.0514813 0.517405 -0.157288
 -0.0175323 0.140989 0.473519 -0.166246
 -0.0258875 0.381135 0.298175 -0.127476
 -0.0107669 -0.62047 -0.171652 0.073102
 -0.0101456 -0.607892 -0.0120994 0.0426285
 -0.00920324 -0.565068 0.183222 -0.00777125
 -0.00890301 -0.413658 0.40546 -0.0868741
 -0.0105107 -0.282687 0.497906 -0.131714
 -0.014697 -0.0787534 0.535369 -0.168242
 -0.0223158 0.175999 0.466989 -0.173459
 -0.0316779 0.464812 0.257494 -0.125195
 -0.00998442 -0.607958 0.130778 0.00831289
 -0.00977476 -0.530793 0.308568 -0.0472979
 -0.0108168 -0.376237 0.474781 -0.117354
 -0.0131618 -0.254014 0.528401 -0.151646
 -0.0179653 -0.0807974 0.53242 -0.175842
 -0.0260036 0.171119 0.43789 -0.171383
 -0.0353772 0.496012 0.197217 -0.113287
 -0.0108059 -0.447277 0.429745 -0.0942122
 -0.0135983 -0.265139 0.525476 -0.149948
 -0.0168591 -0.127259 0.533984 -0.172345
 -0.0221058 0.029851 0.487783 -0.178149
 -0.0300664 0.250039 0.357552 -0.156535
 -0.0377691 0.516888 0.112153 -0.0899351
 -0.0181566 -0.0733955 0.526341 -0.179687
 -0.0223065 0.0596615 0.478114 -0.181505
 -0.0279912 0.222411 0.375404 -0.165463
 -0.0350406 0.444445 0.189062 -0.120334
 -0.0399184 0.671854 -0.0743141 -0.0392992
 -0.0263578 0.178008 0.405788 -0.172672
 -0.0318832 0.354767 0.26924 -0.143535
 -0.0379013 0.556511 0.06693 -0.0880087
 -0.0403876 0.771597 -0.20671 0.00075577
 -0.0368494 0.500499 0.117479 -0.102926
 -0.0412258 0.690033 -0.102029 -0.0366935
 -0.04017 0.869117 -0.367349 0.0550705
 -0.0422218 0.825952 -0.307831 0.0324853
 -0.0367646 0.938656 -0.528996 0.115486
 -0.0260635 0.96578 -0.673704 0.177064

Fourier series term #2
 -4.66385e-05 -0.00627671 -0.00292964 0.000311854
 7.16722e-06 0.000780894 0.000507948 -6.33799e-05
 5.89919e-05 0.00365431 0.00325838 -0.000449507
 -0.000118358 -0.00901873 -0.00695643 0.00105509
 1.05905e-05 0.00339158 0.00113555 -0.000313351
 -2.94713e-05 0.00228644 -0.000426398 -5.67708e-05
 -0.00027331 -0.0155156 -0.0116688 0.00310272
 -2.07688e-05 0.0122116 0.00357814 -0.00150477
 -5.0775e-05 0.0158804 0.00272904 -0.00157425
 -0.000126302 0.000276274 -0.00126064 0.000375685
 -0.000123831 -0.0170035 0.00150242 0.000449735
 -0.000222756 -0.0161469 0.00548633 -0.00105413
 0.000656645 0.0486813 0.0363041 -0.00458559
 0.000443985 0.0195699 0.0105173 -0.00235651
 -0.000344836 -0.0459144 -0.0521787 0.00669955
 -0.0010539 -0.0903415 -0.10826 0.0175286
 -0.000937163 -0.0630203 -0.108767 0.0202754
 -0.000709127 -0.0575618 -0.10294 0.0235128
 -6.04958e-05 -0.060575 -0.0786536 0.0227727
 0.000459804 -0.0548019 -0.0580952 0.018983
 0.000952363 -0.0469367 -0.0346801 0.0131653
 0.00121999 -0.038779 -0.0110439 0.00595801
 0.000971101 -0.0318091 0.00844943 -0.00103877
 -0.000204067 -0.033254 -0.0571648 0.00683852
 -0.000830416 -0.0652369 -0.119458 0.0178642
 -0.00169011 -0.12137 -0.201539 0.0369115
 -0.00235196 -0.179739 -0.271148 0.060059
 -0.00168371 -0.170595 -0.26594 0.0697426
 0.000117997 -0.148852 -0.204303 0.0646908
 0.00131812 -0.148369 -0.156345 0.0559364
 0.00256531 -0.151479 -0.0965217 0.0412741
 0.00342549 -0.153448 -0.0294961 0.0208552
 0.00284743 -0.143647 0.0309617 -0.00150639
 -0.00172574 -0.109222 -0.199373 0.0345267
 -0.0026705 -0.161854 -0.286235 0.0582672
 -0.00297858 -0.212349 -0.354752 0.0845508
 -0.00228993 -0.259302 -0.380055 0.107188
 0.000191182 -0.276068 -0.312627 0.106637
 0.00212956 -0.269291 -0.240151 0.0920556
 0.00419775 -0.269852 -0.151618 0.0692516
 0.00565237 -0.27075 -0.0479709 0.0366674
 0.00475 -0.248277 0.0470295 0.000404453
 -0.00295764 -0.208825 -0.367718 0.0846111
 -0.00262086 -0.251104 -0.428565 0.112617
 -0.00134509 -0.345292 -0.460778 0.142408
 0.00230337 -0.429962 -0.396311 0.148637
 0.00512699 -0.456749 -0.310814 0.133002
 0.00808459 -0.461839 -0.188654 0.100007
 0.0100758 -0.457443 -0.0438527 0.0522719
 0.00864297 -0.418765 0.0879064 -0.000219791
 -0.00173792 -0.342699 -0.494857 0.147537
 0.000778753 -0.433661 -0.504983 0.173745
 0.00587126 -0.565331 -0.422373 0.177819
 0.00963707 -0.638856 -0.32285 0.16024
 0.0138189 -0.696643 -0.175763 0.121413
 0.0167488 -0.72282 0.00916856 0.0598299
 0.0146917 -0.674568 0.179555 -0.0106411
 0.00473684 -0.573313 -0.498194 0.198707
 0.0115556 -0.710537 -0.379451 0.190199
 0.0163539 -0.809851 -0.262252 0.166689
 0.0215012 -0.904072 -0.0880253 0.118504
 0.0250692 -0.96947 0.127343 0.0457286
 0.0226989 -0.99087 0.350366 -0.0427458
 0.0211177 -0.930844 -0.220929 0.169589
 0.0265746 -1.02363 -0.080884 0.134079
 0.0315803 -1.09509 0.101989 0.0763813
 0.0351805 -1.21386 0.347231 -0.00719896
 0.0308888 -1.25926 0.593782 -0.107171
 0.0312779 -1.11614 0.0641674 0.0940779
 0.0363142 -1.2266 0.260508 0.0324225
 0.0389413 -1.34927 0.512279 -0.055924
 0.0326064 -1.34369 0.723079 -0.148946
 0.0410111 -1.38329 0.481447 -0.0370642
 0.0415605 -1.45513 0.703296 -0.121449
 0.0324495 -1.43378 0.889409 -0.208003
 0.0388559 -1.5242 0.909091 -0.201877
 0.0260198 -1.49615 1.06486 -0.277725
 0.00890535 -1.46028 1.17648 -0.335604

Fourier series term #3
 2.25541e-05 0.00297841 0.00139169 -0.000146676
 2.24781e-05 0.00255953 0.00139042 -0.000163611
 -5.97746e-07 -1.06491e-05 -1.26924e-05 2.89892e-06
 1.0699e-05 0.000726773 0.000610944 -9.50909e-05
 0.0001008 0.00761244 0.00568046 -0.0010647
 -0.000185189 -0.0135263 -0.00974796 0.00220011
 5.42932e-05 0.00527971 0.00324687 -0.000920771
 8.74671e-05 0.0133667 0.00546663 -0.00204474
 -5.34034e-05 -0.00836527 -0.00226755 0.00105864
 -4.62359e-05 -0.0235459 -0.00193444 0.00184255
 -1.88035e-05 -0.0144191 0.00196016 0.000126318
 -2.49913e-05 0.0104176 -0.00339477 0.000607875
 -0.000100046 -0.00935384 -0.00544884 0.000716773
 0.000502093 0.0444239 0.0342208 -0.00473388
 0.000308576 0.0168742 0.0197847 -0.00295823
 -6.76405e-05 -0.0213751 -0.00901376 0.00177305
 -0.000157828 -0.0170423 -0.0135525 0.00264267
 -0.000128104 -0.00543826 -0.0117334 0.0021773
 -0.000130695 -0.00425194 -0.0144293 0.0032661
 -0.000116046 -0.0143925 -0.0157408 0.00449319
 -2.38424e-05 -0.0189539 -0.0119377 0.00402101
 3.57126e-05 -0.0115785 -0.00700338 0.00237898
 4.37553e-05 0.00350554 -0.00779762 0.00209064
 0.000685061 0.0417322 0.0444143 -0.00706188
 0.000655544 0.0359712 0.0408088 -0.00747219
 0.000200312 -0.00490227 0.00633386 -0.00160221
 -0.00026237 -0.039482 -0.035304 0.00730638
 -0.000584018 -0.0495459 -0.0602718 0.0147293
 -0.000458789 -0.0388877 -0.061312 0.0171831
 -0.000200529 -0.0290514 -0.0570478 0.0169039
 0.000152816 -0.020043 -0.0509096 0.0158862
 0.000584498 -0.0164409 -0.0420605 0.0139271
 0.000987734 -0.0163318 -0.0295513 0.0103468
 0.000500312 0.0155157 0.0271263 -0.00570535
 0.000402542 0.017167 0.0127868 -0.00446453
 -0.000479898 -0.0414395 -0.0479072 0.0100167
 -0.0010642 -0.0853582 -0.10007 0.026301
 -0.000700198 -0.065855 -0.112251 0.0329416
 -0.000234525 -0.053518 -0.108598 0.0337832
 0.000419907 -0.0562718 -0.0960065 0.0325707
 0.00120724 -0.0409866 -0.0773908 0.0273695
 0.00204428 -0.0296824 -0.0590325 0.0214055
 -7.22032e-05 -0.0129949 -0.0226534 0.00306928
 -0.00065734 -0.0432032 -0.0694497 0.0154291
 -0.000808193 -0.0698453 -0.123806 0.0328767
 -0.000271405 -0.118353 -0.1651 0.0530838
 0.000684184 -0.125072 -0.165091 0.0573867
 0.00196882 -0.115957 -0.146323 0.0545115
 0.0034534 -0.103753 -0.11514 0.0459083
 0.00472768 -0.090105 -0.077841 0.033103
 -0.000718923 -0.0517561 -0.111217 0.0277016
 -0.000565571 -0.0689016 -0.160564 0.0458532
 0.000720996 -0.12723 -0.202887 0.0691219
 0.00227733 -0.16274 -0.205366 0.0769386
 0.00453407 -0.194679 -0.182646 0.0762857
 0.0072336 -0.219284 -0.130792 0.0633187
 0.00895229 -0.205981 -0.0692784 0.0410693
 0.000336631 -0.107002 -0.207678 0.0668946
 0.002723 -0.134814 -0.233337 0.0850505
 0.0050745 -0.193448 -0.229184 0.0933001
 0.00800011 -0.231721 -0.192331 0.0882624
 0.0119442 -0.308187 -0.117762 0.0708068
 0.0144795 -0.3548 -0.0147232 0.0366957
 0.0070016 -0.227306 -0.237458 0.102726
 0.00988464 -0.247661 -0.21336 0.100619
 0.0135552 -0.283628 -0.163884 0.0898686
 0.0182152 -0.369199 -0.0701686 0.0650809
 0.0212449 -0.448708 0.0580754 0.0224822
 0.0129147 -0.289834 -0.179288 0.0964471
 0.0169455 -0.337475 -0.119856 0.0822769
 0.0214433 -0.402666 -0.0269224 0.0547864
 0.023669 -0.489324 0.114567 0.00643357
 0.0212358 -0.401487 -0.0453974 0.06255
 0.0251397 -0.477132 0.0655393 0.0276178
 0.0260108 -0.527475 0.189571 -0.0188299
 0.0274224 -0.547842 0.182269 -0.0118672
 0.0267323 -0.546555 0.265989 -0.048382
 0.023028 -0.550336 0.344069 -0.0826247

Fourier series term #4
 9.96296e-06 0.0013602 0.000609708 -6.43186e-05
 1.02179e-05 0.00119012 0.000630145 -7.43109e-05
 -1.08497e-06 -9.49623e-05 -7.56218e-05 1.00801e-05
 5.29003e-05 0.00420566 0.00298903 -0.000474838
 -5.87983e-05 -0.0045471 -0.0034027 0.000639303
 -2.27746e-05 -0.00237725 -0.00170253 0.000378898
 0.000143379 0.01087 0.00675765 -0.00188869
 -5.10205e-05 -0.010445 -0.00415984 0.00156974
 -2.39603e-05 -0.013686 -0.00360205 0.00170178
 4.44329e-05 -0.00215662 -0.000246159 0.000178823
 4.64231e-05 0.0125636 -0.00160573 -0.000170214
 0.000113073 0.0138046 -0.00459239 0.000873032
 -0.000258208 -0.0284063 -0.0168423 0.00210745
 0.000119729 0.0157972 0.00900675 -0.00132366
 0.000288444 0.0266126 0.0196947 -0.00315968
 -4.44034e-05 -0.00997962 -0.00301355 0.000794767
 9.26417e-06 -0.00398438 -0.000852376 0.000307054
 2.8626e-05 0.000537529 0.0011087 -0.000254012
 -1.55079e-06 -0.00151855 -0.000362155 0.000134204
 8.06656e-06 -0.00237532 -0.00168838 0.000516892
 3.14843e-05 -0.00321782 -0.00208118 0.000707753
 3.97565e-05 -0.00267564 -0.00103117 0.000405446
 -7.94971e-07 -0.00202287 0.000389091 -7.50738e-05
 0.000271069 0.0249937 0.0203702 -0.00328403
 0.000485926 0.0421671 0.0361154 -0.006507
 0.000459201 0.0289031 0.0318746 -0.00630802
 9.55437e-05 -0.0118454 0.00597836 -0.000593187
 1.78721e-05 -0.0171743 -0.00373837 0.00157575
 8.99469e-07 -0.0078898 -0.00424029 0.0013793
 -2.99201e-05 -0.0105271 -0.00488382 0.00183383
 -1.9914e-05 -0.0149004 -0.0037874 0.00189238
 3.85527e-05 -0.0187633 -0.00109768 0.00132055
 6.31254e-05 -0.0193625 0.00220034 0.000170059
 0.000673981 0.0430573 0.0449279 -0.00866265
 0.000695846 0.0417605 0.0494416 -0.0105153
 0.000490525 0.0152253 0.032595 -0.0075162
 0.000100766 -0.025231 0.00115691 0.000724544
 -0.000127916 -0.0431916 -0.0102712 0.00497038
 -0.000100883 -0.0476326 -0.0111664 0.00584483
 1.31491e-05 -0.0296802 -0.00834872 0.00412485
 5.53687e-05 -0.0156075 -0.00652381 0.00280526
 0.000119465 -0.030481 0.00205061 0.000790318
 0.000717217 0.0337759 0.0518826 -0.011992
 0.000684794 0.0355237 0.0507672 -0.0135332
 0.000112826 -0.0194265 0.0210309 -0.00478184
 -8.31412e-05 -0.0616122 -0.0062723 0.00490535
 2.39793e-06 -0.0870514 -0.0108925 0.00835955
 0.000190737 -0.0738683 -0.00753545 0.00686787
 0.000369476 -0.0584223 -0.00341653 0.00467435
 0.00039972 -0.0566351 0.00616246 0.00112151
 0.000326159 0.00360598 0.0432252 -0.0114601
 2.69723e-05 -0.004893 0.0348249 -0.010208
 -0.00023784 -0.0467665 0.0109963 -0.00129521
 -7.20065e-05 -0.0819408 0.00312531 0.0037056
 0.000225382 -0.113149 0.00592741 0.00556128
 0.000884029 -0.132307 0.0182454 0.00289271
 0.00093046 -0.111031 0.0264903 -0.00195257
 -0.000246279 -0.0182012 0.0323604 -0.0100064
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 -0.000516473 -0.0689317 0.0183883 -0.00257537
 -0.000304774 -0.0842315 0.0189534 -0.00137842
 0.000815673 -0.156175 0.0416429 -0.00337787
 0.000842524 -0.157309 0.0599361 -0.0105371
 -0.0010759 -0.0622665 0.0254631 -0.00573108
 -0.00117848 -0.0611109 0.0247562 -0.00563195
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 -0.00372762 -0.176196 0.13075 -0.0367375
 -0.00642364 -0.178968 0.147036 -0.0437443

Fourier series term #5
 1.11309e-06 0.000160615 6.75884e-05 -7.13605e-06
 -4.69242e-06 -0.000515609 -0.000286044 3.33308e-05
 9.25914e-06 0.000861541 0.000552518 -7.6221e-05
 -5.8286e-06 -0.000386752 -0.000313814 4.97613e-05
 -3.01575e-05 -0.00232044 -0.0017101 0.000319486
 5.54341e-05 0.0040811 0.00293347 -0.000663596
 -1.82034e-05 -0.00156021 -0.000894001 0.000260524
 -2.94197e-05 -0.00413523 -0.00180864 0.000657526
 1.35763e-05 0.00227023 0.000463035 -0.000250335
 1.268e-05 0.00710089 0.000555939 -0.000550022
 1.84778e-06 0.00464104 -0.000509111 -8.06938e-05
 1.81162e-06 -0.00295571 0.00108685 -0.000214809
 -7.2666e-05 -0.0111441 -0.00528231 0.000695026
 -9.67534e-05 -0.00731575 -0.00601031 0.000833125
 8.28922e-05 0.0115472 0.00671975 -0.00112129
 6.29509e-05 0.0032693 0.00345424 -0.000641417
 -2.23688e-05 -0.00326438 -0.00156013 0.000401147
 -1.11963e-05 -0.00136557 -5.77195e-05 9.8703e-05
 1.67686e-05 0.001593 0.000380551 -0.000172786
 1.24522e-05 -0.00018158 -0.000527644 0.000140133
 8.91957e-06 -0.00125133 -0.000206072 0.000118226
 -9.937e-06 -0.000125794 0.000451949 -0.00012856
 -1.61379e-05 0.00159273 -0.000190779 3.24493e-06
 -5.45505e-05 -0.00305449 -0.00304827 0.000484335
 0.000229468 0.0267224 0.0172454 -0.00337038
 0.000243108 0.025818 0.0203227 -0.00428219
 0.000150442 0.00806669 0.0103074 -0.00230995
 -3.26712e-06 -0.0110243 -0.00188872 0.00101762
 3.27277e-05 -0.00302849 0.00169037 -0.000249792
 4.56396e-05 0.00329495 0.00213967 -0.000785393
 4.23205e-05 0.00670892 0.000409468 -0.000510387
 7.98416e-05 0.00241227 -0.00129352 0.000307632
 0.00014354 -0.00738881 0.00138274 -2.59763e-05
 0.000192079 0.0195378 0.0159748 -0.00320188
 0.000381888 0.037074 0.0296695 -0.00675646
 0.000418503 0.032398 0.030923 -0.00779757
 0.000129492 -0.004962 0.0104024 -0.00215445
 0.00011452 -0.0109142 0.00145734 0.000256465
 0.00011773 -0.0109587 0.00042076 0.000585499
 8.19727e-05 -0.00256078 0.00271823 -0.000646109
 5.8387e-05 -0.00225066 0.0026195 -0.000658485
 0.000161907 -0.0130794 0.00442191 -0.000685162
 0.000404794 0.0332902 0.0333339 -0.00805231
 0.000481733 0.0437333 0.0434733 -0.0118236
 0.000411139 0.0341618 0.0358964 -0.0110035
 0.000152134 -0.0140842 0.0139411 -0.00311498
 0.000201778 -0.030327 0.00699824 -0.000135875
 0.000220563 -0.0290099 0.00784132 -0.000484855
 0.000213581 -0.0300992 0.0113306 -0.00167972
 0.000266049 -0.0292862 0.0123808 -0.00233783
 0.000534302 0.0464157 0.0485265 -0.0145469
 0.000407467 0.0501896 0.0503095 -0.0169091
 -1.84497e-05 0.0113965 0.0340314 -0.011184
 -1.15895e-05 -0.0139155 0.0272723 -0.00781219
 0.000182017 -0.0363462 0.0218571 -0.00472412
 0.000404431 -0.0652859 0.0274628 -0.00460249
 0.000300939 -0.0624929 0.033765 -0.0076305
 4.69337e-05 0.0427283 0.0546525 -0.0192707
 -0.000288997 0.035069 0.0428892 -0.0167745
 -0.000665958 0.032142 0.0403473 -0.0166152
 -0.000630928 -0.00991976 0.0370714 -0.0126458
 -0.000354702 -0.0512163 0.0429371 -0.0117156
 -0.000432455 -0.0624896 0.0477056 -0.0130401
 -0.00125371 0.0408964 0.0476367 -0.0206403
 -0.00153453 0.0294287 0.0431021 -0.0187648
 -0.00183784 0.0253145 0.0345955 -0.01589
 -0.00213035 0.0115408 0.0307092 -0.0135437
 -0.00212905 -0.0310075 0.0439602 -0.0148824
 -0.00187264 0.0182298 0.0421139 -0.0181204
 -0.00244268 0.0301569 0.0314914 -0.0158188
 -0.00298926 0.0309912 0.022842 -0.0129076
 -0.00285254 0.00986221 0.0214435 -0.0102795
 -0.00319825 0.0228288 0.031834 -0.0157878
 -0.00383914 0.0498543 0.00692209 -0.00892132
 -0.00371251 0.0331341 0.00430041 -0.00597908
 -0.00441523 0.0418334 0.00356721 -0.00690779
 -0.00417412 0.0312437 -0.000261141 -0.00400533
 -0.00476563 0.0117954 0.00873498 -0.00565109


