# Wilkinson Microwave Anisotropy Probe (WMAP) 9-year data release. # WMAP 9-Year Combined Power Spectrum, version 5.0 (December 2012) # # References: - WMAP Explanatory Supplement: http://lambda.gsfc.nasa.gov/ # - Bennett, et al. (2012) # - Hinshaw, et al. (2012) # # Column 1 = mean multipole moment l for the bin # Column 2 = smallest l contributing to the bin # Column 3 = largest l contributing to the bin # Column 4 = mean value of TE power spectrum (l+1)/2pi * C_l in the bin, # not l(l+1)/2pi * C_l, # units = uK^2. The mean is unweighted. # Column 5 = 'Error' for binned value, as computed from diagonal terms of the # Fisher matrix, units = uK^2. # Included only as an estimate of their magnitude. The # multipole moments are slightly coupled, so a correct # treatment of errors requires use of the entire Fisher matrix. # Column 6 = portion of column 5 error attributed to measurement errors, # in "2SN + NN" form, units = uK^2. # Column 7 = portion of column 5 error attributed to cosmic variance, # assuming the best-fit LCDM # # The first bin has been modified using the pixel likelihood code directly. Mean # and error bar for this bin are based on the conditional distribution, with the # other multipoles held fixed at the best fit (7-year, WMAP likelihood version 4.0) # LCDM theory spectrum. Only the full error is computed for this bin, not the # cosmic variance and noise terms separately. The maximum likelihood conditional # value is 0.59 as quoted. The lower end of the 1-sigma error bar extends down to # 0.327, and the upper end of the 1-sigma error bar extends up to 0.817. This # asymmetry is approximated by the symmetric error bar of size 0.25 given below. 4.5 2 7 0.59 0.25 0.0 0.0 10.5 8 13 0.029797 0.147906 0.140562 0.046023 17.0 14 20 0.123284 0.100691 0.099731 0.013863 22.5 21 24 -0.186595 0.117765 0.116838 0.014750 27.5 25 30 0.175194 0.089988 0.089115 0.012501 33.5 31 36 -0.002881 0.085252 0.084221 0.013215 40.5 37 44 0.063336 0.070966 0.069924 0.012114 48.5 45 52 -0.072480 0.069116 0.067888 0.012969 56.5 53 60 0.005807 0.068267 0.066840 0.013887 65.5 61 70 -0.038643 0.060942 0.059452 0.013392 76.0 71 81 -0.123779 0.058615 0.056960 0.013831 87.0 82 92 -0.178618 0.059681 0.057812 0.014820 98.5 93 104 -0.202967 0.058541 0.056608 0.014917 111.0 105 117 -0.287944 0.057924 0.056028 0.014701 125.0 118 132 -0.332846 0.055748 0.054081 0.013531 140.0 133 147 -0.356604 0.057615 0.056195 0.012712 155.5 148 163 -0.230851 0.057444 0.056408 0.010861 172.5 164 181 -0.320896 0.055625 0.055003 0.008296 191.0 182 200 -0.202492 0.055347 0.055017 0.006032 210.5 201 220 0.005030 0.054747 0.054525 0.004924 231.0 221 241 0.089477 0.053674 0.053359 0.005806 253.5 242 265 0.232668 0.049663 0.049132 0.007245 278.0 266 290 0.355178 0.047056 0.046280 0.008509 304.0 291 317 0.340788 0.042640 0.041773 0.008555 332.5 318 347 0.335023 0.037154 0.036409 0.007402 363.5 348 379 0.185937 0.033106 0.032596 0.005788 397.5 380 415 0.005304 0.030755 0.030458 0.004262 436.0 416 456 -0.184541 0.032237 0.032059 0.003383 479.5 457 502 -0.117595 0.037170 0.037083 0.002534 529.0 503 555 -0.104929 0.043794 0.043758 0.001762 587.5 556 619 0.071273 0.047803 0.047767 0.001864 659.0 620 698 -0.156677 0.056225 0.056195 0.001851 749.5 699 800 -0.174660 0.079401 0.079388 0.001448 850.5 801 900 0.100789 0.133806 0.133803 0.000856 950.5 901 1000 0.093099 0.217063 0.217062 0.000844