X axis (cm^-1)	Modeled Emissivity
200	0.9495
204	0.9494
208	0.9492
212	0.9491
216	0.9489
220	0.9487
224	0.9486
228	0.9484
232	0.9482
236	0.948
240	0.9478
244	0.9476
248	0.9474
252	0.9472
256	0.947
260	0.9468
264	0.9465
268	0.9463
272	0.946
276	0.9458
280	0.9455
284	0.9452
288	0.945
292	0.9447
296	0.9444
300	0.9441
304	0.9437
308	0.9434
312	0.9431
316	0.9427
320	0.9423
324	0.9419
328	0.9415
332	0.9411
336	0.9407
340	0.9402
344	0.9397
348	0.9392
352	0.9386
356	0.938
360	0.9374
364	0.9367
368	0.936
372	0.9353
376	0.9344
380	0.9335
384	0.9326
388	0.9315
392	0.9304
396	0.9291
400	0.9277
404	0.9262
408	0.9244
412	0.9225
416	0.9202
420	0.9177
424	0.9148
428	0.9115
432	0.9076
436	0.903
440	0.8976
444	0.8912
448	0.8835
452	0.8744
456	0.8635
460	0.8511
464	0.8379
468	0.8256
472	0.8175
476	0.8169
480	0.8256
484	0.8428
488	0.8654
492	0.8898
496	0.9124
500	0.9312
504	0.9458
508	0.9564
512	0.964
516	0.9693
520	0.9731
524	0.9757
528	0.9775
532	0.9788
536	0.9797
540	0.9804
544	0.9808
548	0.9811
552	0.9814
556	0.9815
560	0.9816
564	0.9817
568	0.9817
572	0.9817
576	0.9817
580	0.9816
584	0.9816
588	0.9816
592	0.9815
596	0.9814
600	0.9814
604	0.9813
608	0.9812
612	0.9811
616	0.981
620	0.9809
624	0.9808
628	0.9806
632	0.9805
636	0.9803
640	0.9802
644	0.98
648	0.9799
652	0.9797
656	0.9795
660	0.9793
664	0.9791
668	0.9789
672	0.9786
676	0.9784
680	0.9781
684	0.9779
688	0.9776
692	0.9773
696	0.977
700	0.9767
704	0.9764
708	0.976
712	0.9757
716	0.9753
720	0.9749
724	0.9745
728	0.9741
732	0.9736
736	0.9732
740	0.9727
744	0.9722
748	0.9716
752	0.9711
756	0.9705
760	0.97
764	0.9694
768	0.9689
772	0.9684
776	0.9679
780	0.9676
784	0.9675
788	0.9675
792	0.9678
796	0.9684
800	0.9693
804	0.9703
808	0.9715
812	0.9726
816	0.9735
820	0.9742
824	0.9748
828	0.9751
832	0.9752
836	0.9752
840	0.975
844	0.9747
848	0.9744
852	0.974
856	0.9735
860	0.973
864	0.9725
868	0.972
872	0.9714
876	0.9708
880	0.9702
884	0.9696
888	0.969
892	0.9684
896	0.9677
900	0.967
904	0.9663
908	0.9656
912	0.9649
916	0.9642
920	0.9634
924	0.9626
928	0.9618
932	0.9609
936	0.9601
940	0.9592
944	0.9582
948	0.9572
952	0.9562
956	0.9552
960	0.9541
964	0.9529
968	0.9517
972	0.9504
976	0.9491
980	0.9477
984	0.9462
988	0.9446
992	0.943
996	0.9412
1000	0.9393
1004	0.9373
1008	0.9352
1012	0.9329
1016	0.9305
1020	0.9279
1024	0.9251
1028	0.922
1032	0.9187
1036	0.9151
1040	0.9112
1044	0.9069
1048	0.9023
1052	0.8971
1056	0.8915
1060	0.8852
1064	0.8783
1068	0.8707
1072	0.8624
1076	0.8532
1080	0.8432
1084	0.8325
1088	0.8213
1092	0.81
1096	0.799
1100	0.7892
1104	0.7812
1108	0.7759
1112	0.7737
1116	0.775
1120	0.7799
1124	0.7881
1128	0.799
1132	0.8117
1136	0.8253
1140	0.8385
1144	0.8504
1148	0.8602
1152	0.8677
1156	0.8732
1160	0.8772
1164	0.8804
1168	0.8836
1172	0.8872
1176	0.8914
1180	0.896
1184	0.9003
1188	0.9037
1192	0.9056
1196	0.906
1200	0.9053
1204	0.9041
1208	0.9037
1212	0.9046
1216	0.9068
1220	0.9096
1224	0.9115
1228	0.9112
1232	0.9083
1236	0.9042
1240	0.9014
1244	0.9022
1248	0.9072
1252	0.9158
1256	0.9261
1260	0.9367
1264	0.9465
1268	0.9552
1272	0.9625
1276	0.9686
1280	0.9737
1284	0.9779
1288	0.9814
1292	0.9843
1296	0.9868
1300	0.9888
1304	0.9905
1308	0.992
1312	0.9932
1316	0.9942
1320	0.9951
1324	0.9958
1328	0.9965
1332	0.997
1336	0.9975
1340	0.9979
1344	0.9982
1348	0.9985
1352	0.9987
1356	0.9989
1360	0.9991
1364	0.9992
1368	0.9994
1372	0.9994
1376	0.9995
1380	0.9995
1384	0.9996
1388	0.9996
1392	0.9996
1396	0.9996
1400	0.9996
1404	0.9996
1408	0.9995
1412	0.9995
1416	0.9994
1420	0.9994
1424	0.9993
1428	0.9993
1432	0.9992
1436	0.9992
1440	0.9991
1444	0.999
1448	0.9989
1452	0.9989
1456	0.9988
1460	0.9987
1464	0.9986
1468	0.9986
1472	0.9985
1476	0.9984
1480	0.9983
1484	0.9982
1488	0.9982
1492	0.9981
1496	0.998
1500	0.9979
1504	0.9978
1508	0.9978
1512	0.9977
1516	0.9976
1520	0.9975
1524	0.9974
1528	0.9974
1532	0.9973
1536	0.9972
1540	0.9971
1544	0.9971
1548	0.997
1552	0.9969
1556	0.9968
1560	0.9967
1564	0.9967
1568	0.9966
1572	0.9965
1576	0.9965
1580	0.9964
1584	0.9963
1588	0.9962
1592	0.9962
1596	0.9961
1600	0.996
1604	0.996
1608	0.9959
1612	0.9958
1616	0.9958
1620	0.9957
1624	0.9956
1628	0.9956
1632	0.9955
1636	0.9954
1640	0.9954
1644	0.9953
1648	0.9953
1652	0.9952
1656	0.9951
1660	0.9951
1664	0.995
1668	0.995
1672	0.9949
1676	0.9948
1680	0.9948
1684	0.9947
1688	0.9947
1692	0.9946
1696	0.9946
1700	0.9945
1704	0.9945
1708	0.9944
1712	0.9944
1716	0.9943
1720	0.9942
1724	0.9942
1728	0.9941
1732	0.9941
1736	0.994
1740	0.994
1744	0.994
1748	0.9939
1752	0.9939
1756	0.9938
1760	0.9938
1764	0.9937
1768	0.9937
1772	0.9936
1776	0.9936
1780	0.9935
1784	0.9935
1788	0.9934
1792	0.9934
1796	0.9934
1800	0.9933
1804	0.9933
1808	0.9932
1812	0.9932
1816	0.9932
1820	0.9931
1824	0.9931
1828	0.993
1832	0.993
1836	0.993
1840	0.9929
1844	0.9929
1848	0.9928
1852	0.9928
1856	0.9928
1860	0.9927
1864	0.9927
1868	0.9927
1872	0.9926
1876	0.9926
1880	0.9926
1884	0.9925
1888	0.9925
1892	0.9924
1896	0.9924
1900	0.9924
1904	0.9923
1908	0.9923
1912	0.9923
1916	0.9922
1920	0.9922
1924	0.9922
1928	0.9922
1932	0.9921
1936	0.9921
1940	0.9921
1944	0.992
1948	0.992
1952	0.992
1956	0.9919
1960	0.9919
1964	0.9919
1968	0.9918
1972	0.9918
1976	0.9918
1980	0.9918
1984	0.9917
1988	0.9917
1992	0.9917
1996	0.9916
2000	0.9916