# Wilkinson Microwave Anisotropy Probe (WMAP) 9 year data release, version 5.1 # Beam Transfer Function (amplitude) for differencing assembly Ka1, # normalized to 1.0 at l=1. The window function is the square of the # beam transfer function. # Reference = WMAP Explanatory Supplement: http://lambda.gsfc.nasa.gov/ # Column 1 = multipole moment l # Column 2 = beam transfer function (amplitude), dimensionless units. # Column 3 = 1-sigma frectional error, delta_b_l / b_l. See # Hill et al. 2009 ApJ 180,246 for a detailed discussion of # error computation. # 0 1.00003659 0.00000775 1 1.00000000 0.00000000 2 0.99992687 0.00001546 3 0.99981723 0.00003859 4 0.99967113 0.00006928 5 0.99948871 0.00010743 6 0.99927005 0.00015289 7 0.99901531 0.00020550 8 0.99872463 0.00026506 9 0.99839821 0.00033133 10 0.99803623 0.00040409 11 0.99763894 0.00048306 12 0.99720655 0.00056794 13 0.99673932 0.00065844 14 0.99623755 0.00075420 15 0.99570149 0.00085490 16 0.99513146 0.00096017 17 0.99452778 0.00106962 18 0.99389075 0.00118287 19 0.99322072 0.00129952 20 0.99251805 0.00141916 21 0.99178306 0.00154137 22 0.99101610 0.00166574 23 0.99021758 0.00179185 24 0.98938783 0.00191927 25 0.98852723 0.00204758 26 0.98763614 0.00217636 27 0.98671493 0.00230520 28 0.98576396 0.00243369 29 0.98478363 0.00256144 30 0.98377428 0.00268806 31 0.98273626 0.00281318 32 0.98166994 0.00293642 33 0.98057567 0.00305746 34 0.97945378 0.00317595 35 0.97830462 0.00329159 36 0.97712850 0.00340409 37 0.97592575 0.00351317 38 0.97469670 0.00361859 39 0.97344163 0.00372011 40 0.97216085 0.00381753 41 0.97085465 0.00391067 42 0.96952330 0.00399937 43 0.96816707 0.00408349 44 0.96678622 0.00416292 45 0.96538103 0.00423758 46 0.96395173 0.00430740 47 0.96249854 0.00437235 48 0.96102172 0.00443240 49 0.95952150 0.00448756 50 0.95799810 0.00453787 51 0.95645171 0.00458337 52 0.95488258 0.00462413 53 0.95329091 0.00466024 54 0.95167691 0.00469180 55 0.95004077 0.00471895 56 0.94838271 0.00474182 57 0.94670292 0.00476057 58 0.94500162 0.00477535 59 0.94327901 0.00478637 60 0.94153528 0.00479379 61 0.93977067 0.00479782 62 0.93798539 0.00479867 63 0.93617963 0.00479654 64 0.93435365 0.00479166 65 0.93250765 0.00478424 66 0.93064187 0.00477449 67 0.92875656 0.00476265 68 0.92685195 0.00474893 69 0.92492830 0.00473354 70 0.92298586 0.00471671 71 0.92102493 0.00469864 72 0.91904573 0.00467953 73 0.91704859 0.00465958 74 0.91503377 0.00463898 75 0.91300157 0.00461792 76 0.91095229 0.00459657 77 0.90888626 0.00457509 78 0.90680377 0.00455364 79 0.90470515 0.00453238 80 0.90259072 0.00451143 81 0.90046082 0.00449093 82 0.89831578 0.00447099 83 0.89615593 0.00445171 84 0.89398163 0.00443321 85 0.89179321 0.00441555 86 0.88959103 0.00439883 87 0.88737541 0.00438310 88 0.88514674 0.00436842 89 0.88290531 0.00435485 90 0.88065149 0.00434241 91 0.87838563 0.00433114 92 0.87610805 0.00432106 93 0.87381910 0.00431218 94 0.87151909 0.00430449 95 0.86920835 0.00429799 96 0.86688720 0.00429267 97 0.86455594 0.00428851 98 0.86221487 0.00428546 99 0.85986429 0.00428350 100 0.85750446 0.00428257 101 0.85513569 0.00428264 102 0.85275819 0.00428363 103 0.85037227 0.00428550 104 0.84797813 0.00428816 105 0.84557600 0.00429155 106 0.84316612 0.00429560 107 0.84074868 0.00430022 108 0.83832389 0.00430534 109 0.83589192 0.00431087 110 0.83345295 0.00431672 111 0.83100713 0.00432282 112 0.82855462 0.00432908 113 0.82609555 0.00433542 114 0.82363006 0.00434175 115 0.82115826 0.00434800 116 0.81868025 0.00435408 117 0.81619615 0.00435993 118 0.81370603 0.00436547 119 0.81120999 0.00437065 120 0.80870810 0.00437539 121 0.80620042 0.00437965 122 0.80368703 0.00438337 123 0.80116797 0.00438650 124 0.79864330 0.00438901 125 0.79611308 0.00439087 126 0.79357734 0.00439204 127 0.79103614 0.00439250 128 0.78848951 0.00439225 129 0.78593751 0.00439127 130 0.78338016 0.00438956 131 0.78081752 0.00438713 132 0.77824965 0.00438397 133 0.77567656 0.00438011 134 0.77309832 0.00437557 135 0.77051497 0.00437037 136 0.76792659 0.00436454 137 0.76533322 0.00435813 138 0.76273494 0.00435115 139 0.76013180 0.00434367 140 0.75752388 0.00433572 141 0.75491128 0.00432735 142 0.75229406 0.00431862 143 0.74967232 0.00430957 144 0.74704617 0.00430027 145 0.74441569 0.00429076 146 0.74178099 0.00428111 147 0.73914220 0.00427136 148 0.73649943 0.00426158 149 0.73385278 0.00425182 150 0.73120242 0.00424213 151 0.72854845 0.00423257 152 0.72589101 0.00422318 153 0.72323025 0.00421400 154 0.72056631 0.00420509 155 0.71789932 0.00419648 156 0.71522944 0.00418821 157 0.71255681 0.00418031 158 0.70988160 0.00417281 159 0.70720395 0.00416573 160 0.70452398 0.00415909 161 0.70184187 0.00415291 162 0.69915776 0.00414721 163 0.69647180 0.00414197 164 0.69378412 0.00413722 165 0.69109486 0.00413295 166 0.68840419 0.00412915 167 0.68571219 0.00412582 168 0.68301904 0.00412295 169 0.68032484 0.00412051 170 0.67762970 0.00411850 171 0.67493374 0.00411690 172 0.67223710 0.00411568 173 0.66953985 0.00411483 174 0.66684210 0.00411431 175 0.66414393 0.00411412 176 0.66144544 0.00411422 177 0.65874671 0.00411458 178 0.65604781 0.00411520 179 0.65334880 0.00411603 180 0.65064975 0.00411706 181 0.64795072 0.00411826 182 0.64525177 0.00411962 183 0.64255293 0.00412111 184 0.63985425 0.00412271 185 0.63715578 0.00412441 186 0.63445755 0.00412619 187 0.63175959 0.00412803 188 0.62906193 0.00412991 189 0.62636459 0.00413183 190 0.62366760 0.00413378 191 0.62097100 0.00413573 192 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