Below are the final 143 da/a values with 1-sigma error bars derived in Murphy, Flambaum, Webb, Lect. Notes Phys., 648, 131, 2004. Note that, as per the discussion in that paper, the error bars for some absorbers at high-z (z>1.8) have had added to them an additional error component derived from the observed scatter in the da/a values for that subset of absorbers. Otherwise, the error bars derive only from the photon statistics of the absorption spectra. z_abs da/a e(da/a) [10^{-5}] [10^{-5}] 0.22909 2.549 5.395 0.5194 -3.365 3.256 0.5533 -1.837 1.716 0.58596 -1.977 4.530 0.59137 -3.105 2.433 0.61256 0.372 1.191 0.6330 4.282 4.088 0.65741 7.123 4.608 0.6596 0.444 1.505 0.6681 0.075 1.475 0.69404 -1.920 3.916 0.72508 -2.634 3.523 0.729 0.041 1.297 0.73117 -1.211 0.976 0.74550 -2.056 0.745 0.7730 2.228 1.179 0.79026 0.088 0.590 0.80757 1.215 1.221 0.84142 0.579 0.804 0.8431 0.102 0.846 0.85048 -6.900 7.023 0.85118 0.475 1.022 0.8514 -0.340 1.284 0.8545 -0.021 1.270 0.859 0.578 1.205 0.86182 -2.024 1.636 0.9029 -0.999 1.783 0.9108 -0.391 0.609 0.92741 -0.280 0.777 0.9277 -0.218 1.390 0.9341 1.877 1.796 0.94398 0.758 2.337 0.948 -3.664 1.857 0.99010 -2.202 1.293 0.9902 1.156 2.399 1.0092 -0.193 1.009 1.0158 -2.098 0.937 1.017 -0.318 0.734 1.0172 1.044 0.865 1.0465 -0.750 1.514 1.0479 -0.202 2.199 1.0598 -0.751 1.643 1.0981 -3.570 1.220 1.1117 -5.459 2.508 1.1161 0.005 1.964 1.1314 0.561 0.789 1.1425 -0.092 0.663 1.1534 -0.743 1.787 1.1726 -3.204 1.546 1.1745 -3.033 1.093 1.2128 1.326 1.490 1.2189 -0.521 0.542 1.2259 0.280 1.433 1.2294 -1.472 0.818 1.2324 0.981 2.757 1.2667 -1.268 1.462 1.2679 2.057 2.521 1.2938 -1.393 0.624 1.3192 -2.587 2.410 1.3196 -0.725 0.761 1.325 0.703 0.804 1.3422 -0.853 1.169 1.3428 -1.290 0.949 1.3650 -0.222 0.523 1.4162 -0.904 0.560 1.4342 -1.253 1.167 1.476 -0.658 1.216 1.5337 -1.345 1.156 1.5541 -1.870 0.878 1.5899 0.449 1.163 1.6111 -2.489 2.022 1.6112 -1.298 1.727 1.7385 -0.194 1.861 1.7549 -1.465 2.178 1.7680 0.046 1.235 1.794 -1.295 1.050 1.7954 0.648 1.415 1.8024 -2.001 1.267 1.858 -5.480 2.110 1.864 -1.012 1.821 1.8918 -0.445 1.972 1.920 1.399 1.889 1.956 1.992 2.043 1.9746 0.286 2.326 1.9900 -1.562 1.971 1.999 5.498 3.630 2.0653 1.717 2.153 2.066 -2.614 2.027 2.0762 1.526 3.722 2.095 0.034 1.898 2.0994 -0.813 2.621 2.1053 4.361 3.976 2.1102 -0.164 1.168 2.140 -5.418 2.782 2.1406 -0.865 1.956 2.154 3.605 3.954 2.1711 -0.944 1.204 2.279 1.366 4.161 2.309 -3.949 2.225 2.3103 -2.245 6.439 2.325 0.017 1.640 2.3742 1.411 2.105 2.375 2.265 4.210 2.4264 -4.879 3.485 2.4300 -1.322 1.794 2.4389 -0.939 1.712 2.457 -5.853 2.597 2.462 0.576 2.463 2.4653 -1.306 2.412 2.4653 1.654 1.908 2.4673 6.973 4.395 2.476 -4.664 2.640 2.5378 -3.856 2.277 2.5480 1.015 6.186 2.5548 -1.851 6.572 2.5577 -0.253 3.503 2.5577 0.419 1.198 2.6021 -1.629 2.272 2.6147 -0.697 4.186 2.6238 2.141 7.358 2.625 -0.591 2.494 2.625 -0.751 2.236 2.6532 -3.310 2.614 2.7504 2.485 4.788 2.7698 -0.688 1.866 2.7955 4.109 9.498 2.8114 0.919 1.954 2.8268 0.319 0.929 2.8433 -4.959 1.334 2.8677 -1.878 3.977 2.9587 1.861 2.621 3.0173 0.822 2.196 3.0173 1.226 3.289 3.025 -2.835 3.422 3.1513 -4.111 3.441 3.2351 0.855 1.824 3.2534 -2.494 3.532 3.3172 2.747 6.067 3.3897 -7.843 3.548 3.439 0.937 3.912 3.6061 -0.420 4.402 3.6663 -0.599 3.503 4.1798 1.237 3.933