**************************************************************
***  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 #15
 - - - - - - -  

Fourier series term #0
 1.01587 1.28092 0.709152 -0.0827231
 1.01767 1.35947 0.790504 -0.103058
 1.02112 1.52166 0.942616 -0.145727
 1.02431 1.67877 1.07494 -0.191648
 1.02871 1.93588 1.24339 -0.260178
 1.0331 2.2735 1.37559 -0.344015
 1.03536 2.68687 1.35484 -0.417794
 1.03257 3.20248 1.00913 -0.422358
 1.02843 3.49317 0.630715 -0.360505
 1.02355 3.78541 0.0693614 -0.225518
 1.02326 4.02423 -0.668326 -0.000228068
 1.04355 4.04969 -1.42738 0.283166
 1.01826 1.46092 0.862865 -0.119991
 1.0212 1.6466 1.01091 -0.164768
 1.0239 1.84322 1.13996 -0.212756
 1.02664 2.09743 1.25784 -0.274173
 1.02874 2.42676 1.31643 -0.342639
 1.02865 2.85066 1.22544 -0.396403
 1.02361 3.36537 0.818012 -0.376426
 1.01862 3.64866 0.420613 -0.303374
 1.01322 3.93149 -0.146077 -0.160764
 1.01274 4.15986 -0.87415 0.0667289
 1.03294 4.17644 -1.61255 0.346711
 1.02461 1.85339 1.14913 -0.214709
 1.02728 2.05612 1.2517 -0.266056
 1.02983 2.3103 1.32427 -0.326664
 1.03164 2.63226 1.32339 -0.388306
 1.03122 3.0212 1.16363 -0.426745
 1.02646 3.48655 0.713621 -0.390156
 1.02205 3.74597 0.316269 -0.312527
 1.01757 4.00495 -0.234559 -0.16954
 1.01821 4.21037 -0.932825 0.0534981
 1.03923 4.21216 -1.63648 0.325995
 1.02533 2.28677 1.26241 -0.29409
 1.02596 2.55628 1.27447 -0.342696
 1.02517 2.87588 1.19327 -0.383075
 1.02171 3.26521 0.953242 -0.393751
 1.01352 3.718 0.42721 -0.322735
 1.00743 3.96911 -0.000783292 -0.227363
 1.00146 4.22128 -0.572854 -0.0685748
 1.00103 4.42761 -1.28152 0.166239
 1.02162 4.43446 -1.98515 0.445339
 1.03148 2.76041 1.29236 -0.403938
 1.0306 3.06457 1.1662 -0.433284
 1.02686 3.41879 0.880418 -0.426889
 1.01862 3.84354 0.327024 -0.33841
 1.01278 4.07808 -0.10688 -0.234791
 1.00751 4.30918 -0.675101 -0.0700319
 1.00851 4.48909 -1.36462 0.165519
 1.03148 4.46889 -2.03259 0.437968
 1.02832 3.34028 0.976741 -0.44057
 1.02322 3.68412 0.642407 -0.411665
 1.01382 4.08506 0.0478444 -0.297218
 1.00779 4.31212 -0.397498 -0.182048
 1.00289 4.53642 -0.969594 -0.00777223
 1.00518 4.7014 -1.65015 0.233095
 1.03052 4.65453 -2.28988 0.503226
 1.01672 3.99763 0.256589 -0.353906
 1.00654 4.39818 -0.371929 -0.213242
 1.00074 4.6107 -0.828483 -0.0842782
 0.996928 4.82316 -1.40108 0.100404
 1.00173 4.97215 -2.06513 0.345316
 1.03135 4.89646 -2.66373 0.609364
 0.996465 4.77171 -1.03029 -0.0416966
 0.991813 4.99148 -1.49467 0.100416
 0.991038 5.17948 -2.05404 0.293433
 1.00046 5.29099 -2.67874 0.537121
 1.03694 5.16689 -3.20329 0.784513
 0.988967 5.17707 -1.94742 0.246771
 0.99005 5.36844 -2.4985 0.442701
 1.0038 5.45875 -3.08757 0.679969
 1.04622 5.27868 -3.53459 0.90528
 0.995268 5.51169 -3.00553 0.632065
 1.01457 5.56976 -3.53425 0.853054
 1.06416 5.33847 -3.88607 1.04714
 1.0412 5.54089 -3.94909 1.03993
 1.09903 5.25199 -4.17533 1.18901
 1.16455 4.8466 -4.19626 1.2609

Fourier series term #1
 -0.000354379 -0.0275262 -0.0159366 0.00186168
 -0.000241678 -0.0126427 -0.0111189 0.00149818
 -0.000306464 -0.0133417 -0.0134259 0.00226505
 -0.000453429 -0.0218533 -0.0186054 0.00370219
 -0.000651566 -0.0353903 -0.0241632 0.00579319
 -0.000610068 -0.0369334 -0.0161108 0.00539974
 -0.000508641 -0.0386275 -0.00100948 0.00292052
 -0.000401036 -0.0374194 0.0208705 -0.00273646
 -0.000411319 -0.0338007 0.0325049 -0.00669194
 -0.000547823 -0.0264383 0.0418274 -0.0107231
 -0.000904075 -0.0139734 0.044984 -0.0134536
 -0.0014915 0.00397367 0.0374531 -0.0127897
 -0.00116008 -0.0565594 -0.0543851 0.00816514
 -0.00213085 -0.111632 -0.0945529 0.0171561
 -0.00274495 -0.152122 -0.112322 0.0241731
 -0.00318405 -0.193446 -0.110086 0.0295854
 -0.0033084 -0.22984 -0.0733414 0.0287485
 -0.00299919 -0.241374 0.0137454 0.0134527
 -0.00280627 -0.217231 0.137317 -0.0201918
 -0.003221 -0.186606 0.197586 -0.0418398
 -0.00444172 -0.135693 0.24109 -0.0624249
 -0.00693058 -0.0578041 0.247458 -0.0743453
 -0.0106178 0.0487282 0.193654 -0.0665774
 -0.00360105 -0.194741 -0.142781 0.0310482
 -0.00437628 -0.250942 -0.151012 0.0393081
 -0.00487655 -0.307157 -0.126361 0.0428777
 -0.00489351 -0.347774 -0.0504806 0.0343554
 -0.00458019 -0.363855 0.0796775 0.00674443
 -0.00452731 -0.321892 0.249362 -0.0451832
 -0.00520439 -0.265151 0.328589 -0.0772548
 -0.0070266 -0.178778 0.379461 -0.105957
 -0.0105685 -0.0582699 0.374251 -0.120119
 -0.0155287 0.0975725 0.284337 -0.105133
 -0.00480633 -0.320366 -0.139187 0.044028
 -0.00522227 -0.37687 -0.089251 0.0421956
 -0.00541047 -0.415552 0.0094876 0.02671
 -0.00565386 -0.410521 0.158171 -0.00934903
 -0.00702717 -0.341864 0.323178 -0.0647706
 -0.00885543 -0.268412 0.388807 -0.0950485
 -0.012133 -0.159172 0.417478 -0.118783
 -0.0173654 -0.00733009 0.379719 -0.12384
 -0.0238355 0.184898 0.246331 -0.0947497
 -0.00586175 -0.430015 -0.0171982 0.0336402
 -0.00591434 -0.453843 0.106959 0.00701766
 -0.00622785 -0.433895 0.266562 -0.0389567
 -0.00796646 -0.337149 0.426113 -0.100986
 -0.0101507 -0.252022 0.478613 -0.130757
 -0.0138038 -0.131589 0.487457 -0.150825
 -0.0192144 0.0314469 0.425023 -0.149228
 -0.0251755 0.232007 0.267395 -0.112026
 -0.00650744 -0.459078 0.23624 -0.0274033
 -0.00764609 -0.40886 0.386176 -0.0789028
 -0.0108228 -0.283588 0.508133 -0.137148
 -0.0138845 -0.17884 0.531831 -0.160856
 -0.0184134 -0.0403151 0.505359 -0.171156
 -0.024355 0.135938 0.40367 -0.156338
 -0.0298463 0.339065 0.21203 -0.105407
 -0.00994333 -0.333652 0.500987 -0.127902
 -0.0149506 -0.172779 0.563275 -0.174225
 -0.0189533 -0.0555302 0.546576 -0.186273
 -0.0242544 0.0972884 0.475316 -0.181773
 -0.0302916 0.283273 0.329408 -0.150103
 -0.0344078 0.482709 0.105295 -0.084115
 -0.0218775 0.0123542 0.542316 -0.196622
 -0.026835 0.148147 0.474481 -0.191475
 -0.0323632 0.305214 0.352388 -0.166765
 -0.0375994 0.486078 0.16323 -0.115068
 -0.0392094 0.665455 -0.0837762 -0.034589
 -0.0316917 0.27853 0.381995 -0.175795
 -0.0372306 0.444084 0.230099 -0.138576
 -0.0415147 0.615023 0.0240952 -0.0770736
 -0.0406021 0.767714 -0.217915 0.0062419
 -0.041867 0.589246 0.0651014 -0.0921535
 -0.0442371 0.750185 -0.151046 -0.0231053
 -0.0402361 0.872279 -0.380675 0.060684
 -0.0436764 0.868136 -0.350344 0.0460971
 -0.0357518 0.951305 -0.550373 0.123959
 -0.0231182 0.960719 -0.677975 0.180549

Fourier series term #2
 -9.66743e-05 -0.00780228 -0.00432247 0.000504209
 -8.67858e-06 -0.000683606 -0.000407513 4.89106e-05
 3.68948e-06 0.00031255 8.42575e-05 -2.64455e-05
 1.96047e-06 0.000256795 -8.68186e-05 -9.80292e-06
 -1.14495e-06 0.000204508 -0.000416861 4.05785e-05
 -8.87591e-06 -6.61324e-05 -0.00102963 0.00018192
 -2.72586e-05 -0.0014057 -0.0020814 0.000522099
 4.34266e-06 0.000620351 -0.00128249 0.000317045
 1.11087e-05 0.000745165 -0.00126627 0.000336067
 8.22001e-06 -0.000917654 -0.00121839 0.000438977
 4.49677e-06 -0.00303238 -0.000366452 0.000299231
 -1.24885e-05 -0.00332622 0.000692652 -5.8408e-05
 -4.76688e-06 -0.00105896 -0.00175722 6.34566e-05
 0.000107282 0.00723654 -0.000528123 -0.000501918
 0.000141719 0.0110758 -0.00471737 -0.000179174
 3.1863e-05 0.00421893 -0.019826 0.00254101
 -8.78386e-05 -0.00783632 -0.0405417 0.0076391
 2.52608e-06 -0.0170407 -0.0557425 0.0132453
 0.000408759 -0.0286709 -0.0579386 0.017107
 0.000749983 -0.0383009 -0.0513827 0.0171675
 0.00116302 -0.0493487 -0.037274 0.0146443
 0.00149494 -0.0596487 -0.0156084 0.00880654
 0.00131316 -0.0644253 0.00865607 0.000603772
 0.000150017 0.0121319 -0.0120546 0.000460896
 7.90221e-05 0.0102919 -0.0324164 0.00375465
 -6.64054e-05 0.000774466 -0.0651126 0.0108862
 -0.000130754 -0.0151678 -0.103652 0.0220691
 6.27955e-05 -0.046976 -0.138626 0.036535
 0.000968001 -0.0908148 -0.142564 0.0465338
 0.00179684 -0.114246 -0.122768 0.0454486
 0.00277947 -0.13809 -0.0856199 0.0378988
 0.00354182 -0.159825 -0.0326784 0.0228765
 0.0030799 -0.168775 0.0248166 0.00269006
 0.000124017 0.00297271 -0.0645245 0.00967486
 0.000178538 -0.0114435 -0.108305 0.020442
 0.000469456 -0.0414709 -0.157054 0.0362207
 0.00134467 -0.0879831 -0.190953 0.0533772
 0.00320791 -0.160501 -0.182289 0.063375
 0.00462115 -0.201203 -0.148754 0.0598319
 0.00619422 -0.240801 -0.0910705 0.0469865
 0.00731523 -0.272058 -0.0118391 0.023422
 0.00645085 -0.280933 0.0706511 -0.00657321
 -4.04206e-05 -0.0336444 -0.169966 0.0386508
 0.000432929 -0.0747067 -0.225789 0.0599688
 0.00168951 -0.143643 -0.259129 0.08137
 0.00434199 -0.232631 -0.231864 0.0893803
 0.00624858 -0.286197 -0.183166 0.082431
 0.00831251 -0.342069 -0.10462 0.0637126
 0.00971805 -0.389419 0.00137852 0.0311889
 0.00836401 -0.405471 0.111225 -0.00973044
 0.00135511 -0.139186 -0.280526 0.0852293
 0.0034889 -0.225345 -0.297749 0.105589
 0.00720374 -0.341486 -0.244003 0.108214
 0.00967134 -0.405861 -0.175847 0.0954513
 0.0121861 -0.471504 -0.0749788 0.0690061
 0.0136994 -0.529291 0.0554194 0.0271175
 0.0115724 -0.552988 0.188869 -0.0239747
 0.00678888 -0.340737 -0.290382 0.121433
 0.0116802 -0.47671 -0.201211 0.113337
 0.0146051 -0.557721 -0.112693 0.0936387
 0.0174276 -0.634926 0.0109082 0.0582528
 0.018628 -0.69768 0.161971 0.00690614
 0.0151651 -0.720209 0.310847 -0.0527251
 0.0175592 -0.647254 -0.0721016 0.0912452
 0.0206776 -0.732213 0.0366442 0.0621165
 0.0230093 -0.816368 0.175868 0.0188873
 0.0232739 -0.890155 0.343036 -0.0406276
 0.017588 -0.905988 0.494965 -0.105205
 0.0237518 -0.828 0.153472 0.0297003
 0.0255787 -0.912302 0.298211 -0.0174235
 0.0243963 -0.98347 0.464662 -0.0786316
 0.0170838 -0.99068 0.606972 -0.141469
 0.0262519 -1.00765 0.447418 -0.0670192
 0.0238941 -1.06166 0.600285 -0.126003
 0.0144308 -1.05624 0.72447 -0.183787
 0.0197424 -1.11852 0.745737 -0.183016
 0.0076446 -1.08835 0.834877 -0.229561
 -0.00727321 -1.04832 0.889493 -0.261968

Fourier series term #3
 1.58361e-06 0.000122792 7.05326e-05 -8.23735e-06
 8.48542e-06 0.000645199 0.000381964 -4.97778e-05
 -9.24232e-06 -0.000658359 -0.00041005 6.34968e-05
 3.87082e-08 6.91421e-06 1.06344e-05 -1.50206e-06
 1.1503e-05 0.000776079 0.000516593 -0.00010768
 -1.70682e-05 -0.00113906 -0.000685681 0.000170967
 4.92304e-06 0.0004428 0.000229552 -7.18913e-05
 9.92618e-06 0.00114008 0.000355286 -0.000151022
 -8.05974e-06 -0.00071817 -0.000151762 7.87772e-05
 -1.56784e-05 -0.00209756 -7.3858e-05 0.000133913
 -1.02623e-05 -0.00128996 0.000182156 8.13912e-06
 7.71923e-06 0.000988274 -0.000363571 7.16818e-05
 3.17182e-06 0.000121466 0.000287001 -3.29432e-05
 -6.07676e-05 -0.00484278 -0.00226631 0.000400311
 4.09512e-05 0.00291339 0.00339411 -0.000576055
 9.40742e-05 0.0074068 0.00689929 -0.00144324
 4.69968e-06 0.00193887 0.00320987 -0.000870193
 -6.02409e-05 -0.00054025 -0.000216946 -0.000211411
 -5.67378e-05 0.00346955 -0.0024509 0.000169407
 -5.00867e-05 0.00395103 -0.00460797 0.000814125
 -1.51787e-05 0.0035769 -0.0066038 0.00156421
 6.93202e-05 0.00280068 -0.00772707 0.00214494
 0.000209938 0.00136606 -0.00734529 0.00226881
 5.92617e-05 0.00359149 0.00565404 -0.000951613
 0.000126024 0.00886742 0.0113528 -0.00227052
 0.000100147 0.00935148 0.0129451 -0.00313425
 5.28496e-05 0.0132527 0.0122193 -0.00386597
 -0.000117189 0.0118046 0.00181495 -0.00204387
 -0.000243513 0.00986199 -0.0141868 0.00233384
 -0.00019785 0.0113139 -0.0216403 0.00483152
 -4.00127e-05 0.0121091 -0.0278796 0.0073398
 0.00027647 0.00908477 -0.0309569 0.00926823
 0.000760555 0.00195842 -0.0278902 0.00929276
 8.60342e-05 0.0110176 0.0150555 -0.00341081
 5.92124e-05 0.0175906 0.01838 -0.00511782
 -7.84443e-05 0.0202944 0.0126459 -0.00509574
 -0.000215168 0.0267739 -0.00133854 -0.00281922
 -0.00021744 0.0254262 -0.0264263 0.00418414
 -2.94647e-05 0.0203294 -0.0389571 0.00881911
 0.000387782 0.0121164 -0.0469795 0.0128092
 0.00109092 0.00486435 -0.0481665 0.0147595
 0.00205094 -0.00510975 -0.0404409 0.0135919
 5.64861e-07 0.0232223 0.017993 -0.00651029
 -0.000176041 0.033322 0.0083795 -0.00586397
 -0.000383341 0.0418808 -0.0159841 -0.000584151
 -0.000345421 0.0435077 -0.0503994 0.010085
 -4.54365e-05 0.0375628 -0.067487 0.0168981
 0.000599173 0.0247669 -0.0785543 0.0229014
 0.00167999 0.00712426 -0.0782764 0.0256658
 0.00306571 -0.0131305 -0.0634822 0.0230521
 -0.000387549 0.0459866 -0.0101298 -0.00274998
 -0.000525643 0.0575227 -0.0423239 0.00560591
 -0.00020183 0.0543449 -0.0840501 0.0202877
 0.000395215 0.0483211 -0.101656 0.0281167
 0.00145299 0.0347607 -0.111636 0.034557
 0.0030674 0.0116992 -0.107324 0.0368519
 0.00503408 -0.0189382 -0.0836821 0.0320308
 -0.000410929 0.0630736 -0.0826425 0.0183174
 0.000469962 0.0620592 -0.123713 0.0345603
 0.00137599 0.0478308 -0.138605 0.0429027
 0.0031518 0.0328288 -0.14331 0.0482598
 0.00529129 0.00653266 -0.130956 0.0481999
 0.0077155 -0.0260267 -0.0990392 0.0404275
 0.00222633 0.0470244 -0.158245 0.0514413
 0.00384675 0.0397146 -0.165761 0.0571196
 0.00603514 0.0191781 -0.160981 0.0597212
 0.00884864 -0.0136689 -0.136738 0.0556287
 0.0117759 -0.0469161 -0.0942529 0.0432149
 0.00584882 0.0194383 -0.166215 0.0615278
 0.00836209 0.00258548 -0.15583 0.0614259
 0.0112433 -0.0261443 -0.127684 0.0550669
 0.0140714 -0.0626406 -0.0794088 0.0402997
 0.010704 -0.0219318 -0.139194 0.0594752
 0.0138079 -0.0457736 -0.107386 0.0507059
 0.0165403 -0.0764561 -0.0578721 0.0342074
 0.0168702 -0.0775356 -0.065857 0.0380962
 0.0190731 -0.0913934 -0.0256397 0.0229303
 0.0200279 -0.107766 0.015312 0.00714886

Fourier series term #4
 5.82924e-06 0.000470171 0.000259983 -3.03417e-05
 4.24854e-06 0.000328245 0.00019056 -2.48097e-05
 -3.04673e-06 -0.000223834 -0.000137882 2.12518e-05
 7.40144e-06 0.000501208 0.000323696 -5.76534e-05
 -5.24684e-06 -0.000367999 -0.00023867 5.01142e-05
 -2.2338e-06 -0.00020231 -0.000122829 3.02162e-05
 1.32075e-05 0.000886076 0.000458509 -0.000140559
 -6.44577e-06 -0.000902682 -0.000276362 0.000117032
 -5.96926e-06 -0.00118961 -0.000217935 0.000123228
 3.9442e-06 -0.000172226 -7.96428e-06 1.0934e-05
 1.33132e-05 0.00118527 -0.000187742 -3.73817e-06
 2.18642e-05 0.00130758 -0.000438208 8.34386e-05
 4.12204e-06 0.000231009 0.000207524 -2.88014e-05
 -2.5388e-05 -0.00207805 -0.00126953 0.000203679
 -3.96759e-05 -0.00304563 -0.00196751 0.000372195
 2.63952e-05 0.00199745 0.0014312 -0.00026892
 3.69837e-05 0.00266916 0.00212628 -0.000480964
 -5.09044e-06 -0.00102377 0.000349548 -2.7861e-05
 -1.25093e-05 -0.001178 0.000768183 -0.000145355
 -1.59063e-05 -0.000715975 0.000912176 -0.000230563
 -2.09395e-05 9.65373e-05 0.000785859 -0.000258623
 -2.6884e-05 0.000910976 0.000345125 -0.000175346
 -2.45625e-05 0.00116629 -0.000167932 -1.27059e-05
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Fourier series term #5
 1.23423e-06 0.000100016 5.50617e-05 -6.40992e-06
 -1.70163e-06 -0.000128809 -7.61678e-05 9.94971e-06
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 -0.000319047 0.0401158 -0.0254196 0.00632366


