###################################################################### # spt_bl_2008_220ghz_dr1.txt # # This file contains a 1d azimuthally quadrature-averaged, # Fourier-domain beam function B(l) for the SPT-SZ 220 GHz frequency # band for the 2008 season. # The beam enters the temperature power spectrum as B(l)^2. # The beam profile is normalized to B(l)=1 at multipole moment l=800. # Estimates of 7 contributions to the beam uncertainty are # included in additional columns. # # This file was produced for the first SPT data release. # Reference: Schaffer et al. 2011, ApJ, 743, 90. # # Column 1: multipole moment l. # Column 2: azimuthally-averaged Fourier-domain beam function B(l). # Columns 2-8: estimates of 7 contributions to the beam # uncertainty, deltaB(l)/B(l). ###################################################################### 0.00000 1.19019 -0.00773961 -0.000832324 -0.00365677 0.00432329 0.000950403 -0.00958086 0.000231105 1.00000 1.19004 -0.00773432 -0.000830932 -0.00365454 0.00432024 0.000943662 -0.00957424 0.000231072 2.00000 1.18990 -0.00772904 -0.000829540 -0.00365232 0.00431719 0.000936910 -0.00956761 0.000231040 3.00000 1.18974 -0.00772376 -0.000828148 -0.00365009 0.00431414 0.000930169 -0.00956099 0.000231008 4.00000 1.18959 -0.00771848 -0.000826756 -0.00364786 0.00431109 0.000923428 -0.00955437 0.000230974 5.00000 1.18944 -0.00771320 -0.000825363 -0.00364563 0.00430805 0.000916687 -0.00954774 0.000230942 6.00000 1.18930 -0.00770792 -0.000823969 -0.00364339 0.00430500 0.000909945 -0.00954112 0.000230910 7.00000 1.18915 -0.00770263 -0.000822576 -0.00364116 0.00430196 0.000903204 -0.00953450 0.000230877 8.00000 1.18900 -0.00769736 -0.000821184 -0.00363893 0.00429890 0.000896463 -0.00952788 0.000230845 9.00000 1.18886 -0.00769208 -0.000819792 -0.00363670 0.00429586 0.000889722 -0.00952125 0.000230812 10.0000 1.18872 -0.00768679 -0.000818399 -0.00363447 0.00429281 0.000882981 -0.00951463 0.000230780 11.0000 1.18857 -0.00768152 -0.000817007 -0.00363225 0.00428977 0.000876240 -0.00950801 0.000230748 12.0000 1.18843 -0.00767623 -0.000815614 -0.00363002 0.00428672 0.000869499 -0.00950139 0.000230715 13.0000 1.18830 -0.00767095 -0.000814222 -0.00362778 0.00428367 0.000862757 -0.00949476 0.000230683 14.0000 1.18815 -0.00766567 -0.000812830 -0.00362555 0.00428062 0.000856016 -0.00948814 0.000230651 15.0000 1.18801 -0.00766039 -0.000811437 -0.00362332 0.00427758 0.000849275 -0.00948152 0.000230618 16.0000 1.18788 -0.00765512 -0.000810045 -0.00362109 0.00427453 0.000842523 -0.00947490 0.000230586 17.0000 1.18773 -0.00764983 -0.000808653 -0.00361886 0.00427149 0.000835782 -0.00946826 0.000230554 18.0000 1.18760 -0.00764455 -0.000807260 -0.00361663 0.00426843 0.000829041 -0.00946165 0.000230521 19.0000 1.18746 -0.00763927 -0.000805868 -0.00361441 0.00426539 0.000822299 -0.00945503 0.000230489 20.0000 1.18733 -0.00763399 -0.000804476 -0.00361218 0.00426234 0.000815558 -0.00944839 0.000230456 21.0000 1.18719 -0.00762870 -0.000803083 -0.00360994 0.00425929 0.000808817 -0.00944178 0.000230424 22.0000 1.18705 -0.00762343 -0.000801691 -0.00360771 0.00425625 0.000802076 -0.00943515 0.000230392 23.0000 1.18692 -0.00761814 -0.000800299 -0.00360548 0.00425319 0.000795335 -0.00942854 0.000230359 24.0000 1.18679 -0.00761286 -0.000798906 -0.00360325 0.00425015 0.000788594 -0.00942190 0.000230327 25.0000 1.18665 -0.00760758 -0.000797514 -0.00360102 0.00424710 0.000781852 -0.00941528 0.000230295 26.0000 1.18652 -0.00760230 -0.000796121 -0.00359879 0.00424406 0.000775111 -0.00940866 0.000230262 27.0000 1.18639 -0.00759703 -0.000794728 -0.00359657 0.00424101 0.000768370 -0.00940205 0.000230230 28.0000 1.18626 -0.00759174 -0.000793336 -0.00359433 0.00423797 0.000761629 -0.00939541 0.000230198 29.0000 1.18612 -0.00758646 -0.000791943 -0.00359210 0.00423491 0.000754888 -0.00938879 0.000230165 30.0000 1.18599 -0.00758118 -0.000790551 -0.00358987 0.00423187 0.000748136 -0.00938217 0.000230133 31.0000 1.18586 -0.00757590 -0.000789159 -0.00358764 0.00422882 0.000741394 -0.00937556 0.000230100 32.0000 1.18573 -0.00757061 -0.000787766 -0.00358541 0.00422578 0.000734653 -0.00936892 0.000230068 33.0000 1.18560 -0.00756534 -0.000786374 -0.00358318 0.00422273 0.000727912 -0.00936230 0.000230036 34.0000 1.18547 -0.00756006 -0.000784981 -0.00358095 0.00421968 0.000721171 -0.00935568 0.000230002 35.0000 1.18534 -0.00755477 -0.000783589 -0.00357871 0.00421663 0.000714430 -0.00934906 0.000229970 36.0000 1.18521 -0.00754950 -0.000782197 -0.00357649 0.00421359 0.000707689 -0.00934243 0.000229938 37.0000 1.18509 -0.00754421 -0.000780803 -0.00357426 0.00421054 0.000700948 -0.00933581 0.000229905 38.0000 1.18495 -0.00753894 -0.000779411 -0.00357203 0.00420750 0.000694206 -0.00932919 0.000229873 39.0000 1.18482 -0.00753365 -0.000778018 -0.00356980 0.00420444 0.000687465 -0.00932256 0.000229840 40.0000 1.18470 -0.00752837 -0.000776626 -0.00356757 0.00420139 0.000680724 -0.00931594 0.000229808 41.0000 1.18457 -0.00752309 -0.000775234 -0.00356534 0.00419835 0.000673983 -0.00930932 0.000229776 42.0000 1.18445 -0.00751781 -0.000773841 -0.00356311 0.00419530 0.000667242 -0.00930270 0.000229743 43.0000 1.18431 -0.00751252 -0.000772449 -0.00356087 0.00419226 0.000660490 -0.00929607 0.000229711 44.0000 1.18419 -0.00750725 -0.000771057 -0.00355865 0.00418920 0.000653749 -0.00928945 0.000229679 45.0000 1.18406 -0.00750197 -0.000769664 -0.00355642 0.00418616 0.000647007 -0.00928283 0.000229646 46.0000 1.18394 -0.00749668 -0.000768272 -0.00355419 0.00418311 0.000640266 -0.00927621 0.000229614 47.0000 1.18381 -0.00749141 -0.000766880 -0.00355196 0.00418007 0.000633525 -0.00926958 0.000229582 48.0000 1.18368 -0.00748612 -0.000765486 -0.00354973 0.00417702 0.000626784 -0.00926296 0.000229549 49.0000 1.18355 -0.00748085 -0.000764094 -0.00354750 0.00417398 0.000620043 -0.00925634 0.000229517 50.0000 1.18343 -0.00747556 -0.000762701 -0.00354526 0.00417092 0.000613302 -0.00924972 0.000229484 51.0000 1.18330 -0.00747028 -0.000761309 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