Logarithm Table for base 2018
This page shows the logarithm table for base 2018, in blocks of 100 values — each block covers one whole number N (its row lists N.0 through N.9, and each row's 10 columns walk the hundredths digit 0 through 9). Hover any cell to trace it back to its row and column, or print a block directly from its own header.
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Logarithm Table for base 2018 — N = 1.00–1.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 1.0 | 0.000000 | 0.001308 | 0.002602 | 0.003884 | 0.005154 | 0.006411 | 0.007657 | 0.008891 | 0.010113 | 0.011324 |
| 1.1 | 0.012525 | 0.013714 | 0.014892 | 0.016060 | 0.017218 | 0.018366 | 0.019504 | 0.020632 | 0.021750 | 0.022859 |
| 1.2 | 0.023959 | 0.025049 | 0.026131 | 0.027203 | 0.028267 | 0.029323 | 0.030370 | 0.031409 | 0.032439 | 0.033462 |
| 1.3 | 0.034477 | 0.035484 | 0.036483 | 0.037475 | 0.038459 | 0.039436 | 0.040406 | 0.041369 | 0.042324 | 0.043273 |
| 1.4 | 0.044215 | 0.045151 | 0.046079 | 0.047001 | 0.047917 | 0.048827 | 0.049730 | 0.050627 | 0.051518 | 0.052403 |
| 1.5 | 0.053282 | 0.054155 | 0.055022 | 0.055884 | 0.056740 | 0.057590 | 0.058435 | 0.059275 | 0.060109 | 0.060939 |
| 1.6 | 0.061762 | 0.062581 | 0.063395 | 0.064204 | 0.065007 | 0.065806 | 0.066600 | 0.067389 | 0.068174 | 0.068954 |
| 1.7 | 0.069729 | 0.070500 | 0.071266 | 0.072028 | 0.072785 | 0.073538 | 0.074287 | 0.075032 | 0.075772 | 0.076508 |
| 1.8 | 0.077240 | 0.077968 | 0.078692 | 0.079412 | 0.080128 | 0.080841 | 0.081549 | 0.082254 | 0.082954 | 0.083652 |
| 1.9 | 0.084345 | 0.085035 | 0.085721 | 0.086404 | 0.087083 | 0.087758 | 0.088431 | 0.089099 | 0.089765 | 0.090427 |
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Logarithm Table for base 2018 — N = 2.00–2.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 2.0 | 0.091085 | 0.091741 | 0.092393 | 0.093042 | 0.093688 | 0.094330 | 0.094970 | 0.095606 | 0.096239 | 0.096870 |
| 2.1 | 0.097497 | 0.098121 | 0.098742 | 0.099361 | 0.099976 | 0.100589 | 0.101199 | 0.101806 | 0.102410 | 0.103011 |
| 2.2 | 0.103610 | 0.104206 | 0.104799 | 0.105390 | 0.105978 | 0.106563 | 0.107146 | 0.107726 | 0.108304 | 0.108879 |
| 2.3 | 0.109451 | 0.110021 | 0.110589 | 0.111154 | 0.111717 | 0.112277 | 0.112835 | 0.113391 | 0.113944 | 0.114495 |
| 2.4 | 0.115044 | 0.115590 | 0.116134 | 0.116676 | 0.117216 | 0.117754 | 0.118289 | 0.118822 | 0.119353 | 0.119882 |
| 2.5 | 0.120408 | 0.120933 | 0.121455 | 0.121976 | 0.122494 | 0.123011 | 0.123525 | 0.124037 | 0.124548 | 0.125056 |
| 2.6 | 0.125562 | 0.126067 | 0.126569 | 0.127070 | 0.127569 | 0.128065 | 0.128560 | 0.129053 | 0.129545 | 0.130034 |
| 2.7 | 0.130522 | 0.131007 | 0.131491 | 0.131974 | 0.132454 | 0.132933 | 0.133410 | 0.133885 | 0.134359 | 0.134831 |
| 2.8 | 0.135301 | 0.135769 | 0.136236 | 0.136701 | 0.137165 | 0.137627 | 0.138087 | 0.138545 | 0.139003 | 0.139458 |
| 2.9 | 0.139912 | 0.140364 | 0.140815 | 0.141264 | 0.141712 | 0.142158 | 0.142603 | 0.143046 | 0.143488 | 0.143928 |
Logarithm Table for base 2018 — N = 3.00–3.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 3.0 | 0.144367 | 0.144804 | 0.145240 | 0.145674 | 0.146107 | 0.146539 | 0.146969 | 0.147398 | 0.147825 | 0.148251 |
| 3.1 | 0.148676 | 0.149099 | 0.149521 | 0.149941 | 0.150361 | 0.150778 | 0.151195 | 0.151610 | 0.152024 | 0.152437 |
| 3.2 | 0.152848 | 0.153258 | 0.153667 | 0.154074 | 0.154480 | 0.154885 | 0.155289 | 0.155691 | 0.156093 | 0.156493 |
| 3.3 | 0.156891 | 0.157289 | 0.157685 | 0.158081 | 0.158475 | 0.158868 | 0.159259 | 0.159650 | 0.160039 | 0.160427 |
| 3.4 | 0.160814 | 0.161200 | 0.161585 | 0.161969 | 0.162351 | 0.162733 | 0.163113 | 0.163492 | 0.163871 | 0.164248 |
| 3.5 | 0.164624 | 0.164999 | 0.165372 | 0.165745 | 0.166117 | 0.166488 | 0.166857 | 0.167226 | 0.167593 | 0.167960 |
| 3.6 | 0.168325 | 0.168690 | 0.169054 | 0.169416 | 0.169778 | 0.170138 | 0.170498 | 0.170856 | 0.171214 | 0.171570 |
| 3.7 | 0.171926 | 0.172281 | 0.172634 | 0.172987 | 0.173339 | 0.173690 | 0.174040 | 0.174389 | 0.174737 | 0.175084 |
| 3.8 | 0.175430 | 0.175776 | 0.176120 | 0.176464 | 0.176806 | 0.177148 | 0.177489 | 0.177829 | 0.178168 | 0.178506 |
| 3.9 | 0.178844 | 0.179180 | 0.179516 | 0.179851 | 0.180185 | 0.180518 | 0.180850 | 0.181181 | 0.181512 | 0.181842 |
Logarithm Table for base 2018 — N = 4.00–4.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 4.0 | 0.182171 | 0.182499 | 0.182826 | 0.183153 | 0.183478 | 0.183803 | 0.184127 | 0.184451 | 0.184773 | 0.185095 |
| 4.1 | 0.185416 | 0.185736 | 0.186055 | 0.186374 | 0.186691 | 0.187008 | 0.187325 | 0.187640 | 0.187955 | 0.188269 |
| 4.2 | 0.188582 | 0.188895 | 0.189206 | 0.189517 | 0.189828 | 0.190137 | 0.190446 | 0.190754 | 0.191062 | 0.191368 |
| 4.3 | 0.191674 | 0.191980 | 0.192284 | 0.192588 | 0.192891 | 0.193193 | 0.193495 | 0.193796 | 0.194097 | 0.194396 |
| 4.4 | 0.194695 | 0.194994 | 0.195291 | 0.195588 | 0.195885 | 0.196180 | 0.196475 | 0.196769 | 0.197063 | 0.197356 |
| 4.5 | 0.197648 | 0.197940 | 0.198231 | 0.198522 | 0.198811 | 0.199100 | 0.199389 | 0.199677 | 0.199964 | 0.200251 |
| 4.6 | 0.200537 | 0.200822 | 0.201107 | 0.201391 | 0.201674 | 0.201957 | 0.202240 | 0.202521 | 0.202802 | 0.203083 |
| 4.7 | 0.203363 | 0.203642 | 0.203921 | 0.204199 | 0.204476 | 0.204753 | 0.205030 | 0.205305 | 0.205581 | 0.205855 |
| 4.8 | 0.206129 | 0.206403 | 0.206676 | 0.206948 | 0.207220 | 0.207491 | 0.207762 | 0.208032 | 0.208301 | 0.208570 |
| 4.9 | 0.208839 | 0.209107 | 0.209374 | 0.209641 | 0.209907 | 0.210173 | 0.210438 | 0.210703 | 0.210967 | 0.211231 |
Logarithm Table for base 2018 — N = 5.00–5.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 5.0 | 0.211494 | 0.211756 | 0.212018 | 0.212280 | 0.212541 | 0.212801 | 0.213061 | 0.213321 | 0.213580 | 0.213838 |
| 5.1 | 0.214096 | 0.214353 | 0.214610 | 0.214867 | 0.215123 | 0.215378 | 0.215633 | 0.215887 | 0.216141 | 0.216395 |
| 5.2 | 0.216648 | 0.216900 | 0.217152 | 0.217404 | 0.217655 | 0.217905 | 0.218155 | 0.218405 | 0.218654 | 0.218903 |
| 5.3 | 0.219151 | 0.219398 | 0.219646 | 0.219892 | 0.220139 | 0.220385 | 0.220630 | 0.220875 | 0.221119 | 0.221363 |
| 5.4 | 0.221607 | 0.221850 | 0.222093 | 0.222335 | 0.222577 | 0.222818 | 0.223059 | 0.223300 | 0.223540 | 0.223779 |
| 5.5 | 0.224018 | 0.224257 | 0.224495 | 0.224733 | 0.224970 | 0.225207 | 0.225444 | 0.225680 | 0.225916 | 0.226151 |
| 5.6 | 0.226386 | 0.226620 | 0.226855 | 0.227088 | 0.227321 | 0.227554 | 0.227787 | 0.228018 | 0.228250 | 0.228481 |
| 5.7 | 0.228712 | 0.228942 | 0.229172 | 0.229402 | 0.229631 | 0.229860 | 0.230088 | 0.230316 | 0.230543 | 0.230771 |
| 5.8 | 0.230997 | 0.231224 | 0.231450 | 0.231675 | 0.231900 | 0.232125 | 0.232350 | 0.232574 | 0.232797 | 0.233021 |
| 5.9 | 0.233244 | 0.233466 | 0.233688 | 0.233910 | 0.234132 | 0.234353 | 0.234573 | 0.234794 | 0.235014 | 0.235233 |
Logarithm Table for base 2018 — N = 6.00–6.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 6.0 | 0.235452 | 0.235671 | 0.235890 | 0.236108 | 0.236325 | 0.236543 | 0.236760 | 0.236977 | 0.237193 | 0.237409 |
| 6.1 | 0.237624 | 0.237840 | 0.238055 | 0.238269 | 0.238483 | 0.238697 | 0.238911 | 0.239124 | 0.239337 | 0.239549 |
| 6.2 | 0.239761 | 0.239973 | 0.240184 | 0.240395 | 0.240606 | 0.240817 | 0.241027 | 0.241236 | 0.241446 | 0.241655 |
| 6.3 | 0.241864 | 0.242072 | 0.242280 | 0.242488 | 0.242695 | 0.242903 | 0.243109 | 0.243316 | 0.243522 | 0.243728 |
| 6.4 | 0.243933 | 0.244138 | 0.244343 | 0.244548 | 0.244752 | 0.244956 | 0.245159 | 0.245363 | 0.245566 | 0.245768 |
| 6.5 | 0.245971 | 0.246173 | 0.246374 | 0.246576 | 0.246777 | 0.246978 | 0.247178 | 0.247378 | 0.247578 | 0.247778 |
| 6.6 | 0.247977 | 0.248176 | 0.248374 | 0.248573 | 0.248771 | 0.248969 | 0.249166 | 0.249363 | 0.249560 | 0.249757 |
| 6.7 | 0.249953 | 0.250149 | 0.250345 | 0.250540 | 0.250735 | 0.250930 | 0.251125 | 0.251319 | 0.251513 | 0.251706 |
| 6.8 | 0.251900 | 0.252093 | 0.252286 | 0.252478 | 0.252671 | 0.252862 | 0.253054 | 0.253246 | 0.253437 | 0.253628 |
| 6.9 | 0.253818 | 0.254008 | 0.254199 | 0.254388 | 0.254578 | 0.254767 | 0.254956 | 0.255145 | 0.255333 | 0.255521 |
Logarithm Table for base 2018 — N = 7.00–7.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 7.0 | 0.255709 | 0.255897 | 0.256084 | 0.256271 | 0.256458 | 0.256644 | 0.256831 | 0.257017 | 0.257202 | 0.257388 |
| 7.1 | 0.257573 | 0.257758 | 0.257943 | 0.258127 | 0.258311 | 0.258495 | 0.258679 | 0.258862 | 0.259045 | 0.259228 |
| 7.2 | 0.259411 | 0.259593 | 0.259775 | 0.259957 | 0.260139 | 0.260320 | 0.260501 | 0.260682 | 0.260863 | 0.261043 |
| 7.3 | 0.261223 | 0.261403 | 0.261583 | 0.261762 | 0.261942 | 0.262120 | 0.262299 | 0.262478 | 0.262656 | 0.262834 |
| 7.4 | 0.263011 | 0.263189 | 0.263366 | 0.263543 | 0.263720 | 0.263896 | 0.264073 | 0.264249 | 0.264424 | 0.264600 |
| 7.5 | 0.264775 | 0.264950 | 0.265125 | 0.265300 | 0.265474 | 0.265648 | 0.265822 | 0.265996 | 0.266169 | 0.266343 |
| 7.6 | 0.266516 | 0.266689 | 0.266861 | 0.267033 | 0.267206 | 0.267377 | 0.267549 | 0.267721 | 0.267892 | 0.268063 |
| 7.7 | 0.268234 | 0.268404 | 0.268574 | 0.268745 | 0.268914 | 0.269084 | 0.269254 | 0.269423 | 0.269592 | 0.269761 |
| 7.8 | 0.269929 | 0.270098 | 0.270266 | 0.270434 | 0.270601 | 0.270769 | 0.270936 | 0.271103 | 0.271270 | 0.271437 |
| 7.9 | 0.271603 | 0.271769 | 0.271935 | 0.272101 | 0.272267 | 0.272432 | 0.272597 | 0.272762 | 0.272927 | 0.273092 |
Logarithm Table for base 2018 — N = 8.00–8.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 8.0 | 0.273256 | 0.273420 | 0.273584 | 0.273748 | 0.273912 | 0.274075 | 0.274238 | 0.274401 | 0.274564 | 0.274726 |
| 8.1 | 0.274889 | 0.275051 | 0.275213 | 0.275374 | 0.275536 | 0.275697 | 0.275858 | 0.276019 | 0.276180 | 0.276341 |
| 8.2 | 0.276501 | 0.276661 | 0.276821 | 0.276981 | 0.277140 | 0.277300 | 0.277459 | 0.277618 | 0.277777 | 0.277935 |
| 8.3 | 0.278094 | 0.278252 | 0.278410 | 0.278568 | 0.278726 | 0.278883 | 0.279040 | 0.279197 | 0.279354 | 0.279511 |
| 8.4 | 0.279668 | 0.279824 | 0.279980 | 0.280136 | 0.280292 | 0.280447 | 0.280603 | 0.280758 | 0.280913 | 0.281068 |
| 8.5 | 0.281223 | 0.281377 | 0.281532 | 0.281686 | 0.281840 | 0.281993 | 0.282147 | 0.282300 | 0.282454 | 0.282607 |
| 8.6 | 0.282760 | 0.282912 | 0.283065 | 0.283217 | 0.283369 | 0.283521 | 0.283673 | 0.283825 | 0.283976 | 0.284128 |
| 8.7 | 0.284279 | 0.284430 | 0.284581 | 0.284731 | 0.284882 | 0.285032 | 0.285182 | 0.285332 | 0.285482 | 0.285631 |
| 8.8 | 0.285781 | 0.285930 | 0.286079 | 0.286228 | 0.286377 | 0.286525 | 0.286674 | 0.286822 | 0.286970 | 0.287118 |
| 8.9 | 0.287266 | 0.287413 | 0.287561 | 0.287708 | 0.287855 | 0.288002 | 0.288148 | 0.288295 | 0.288441 | 0.288588 |
Logarithm Table for base 2018 — N = 9.00–9.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 9.0 | 0.288734 | 0.288880 | 0.289026 | 0.289171 | 0.289317 | 0.289462 | 0.289607 | 0.289752 | 0.289897 | 0.290041 |
| 9.1 | 0.290186 | 0.290330 | 0.290474 | 0.290618 | 0.290762 | 0.290906 | 0.291049 | 0.291193 | 0.291336 | 0.291479 |
| 9.2 | 0.291622 | 0.291765 | 0.291907 | 0.292050 | 0.292192 | 0.292334 | 0.292476 | 0.292618 | 0.292760 | 0.292901 |
| 9.3 | 0.293043 | 0.293184 | 0.293325 | 0.293466 | 0.293607 | 0.293747 | 0.293888 | 0.294028 | 0.294168 | 0.294308 |
| 9.4 | 0.294448 | 0.294588 | 0.294727 | 0.294867 | 0.295006 | 0.295145 | 0.295284 | 0.295423 | 0.295562 | 0.295700 |
| 9.5 | 0.295839 | 0.295977 | 0.296115 | 0.296253 | 0.296391 | 0.296529 | 0.296666 | 0.296803 | 0.296941 | 0.297078 |
| 9.6 | 0.297215 | 0.297352 | 0.297488 | 0.297625 | 0.297761 | 0.297897 | 0.298033 | 0.298169 | 0.298305 | 0.298441 |
| 9.7 | 0.298576 | 0.298712 | 0.298847 | 0.298982 | 0.299117 | 0.299252 | 0.299387 | 0.299521 | 0.299656 | 0.299790 |
| 9.8 | 0.299924 | 0.300058 | 0.300192 | 0.300326 | 0.300460 | 0.300593 | 0.300726 | 0.300860 | 0.300993 | 0.301126 |
| 9.9 | 0.301258 | 0.301391 | 0.301524 | 0.301656 | 0.301788 | 0.301920 | 0.302052 | 0.302184 | 0.302316 | 0.302448 |
Logarithm Table for base 2018 — N = 10.00–10.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 10.0 | 0.302579 | 0.302710 | 0.302842 | 0.302973 | 0.303104 | 0.303234 | 0.303365 | 0.303496 | 0.303626 | 0.303756 |
| 10.1 | 0.303887 | 0.304017 | 0.304147 | 0.304276 | 0.304406 | 0.304536 | 0.304665 | 0.304794 | 0.304923 | 0.305052 |
| 10.2 | 0.305181 | 0.305310 | 0.305439 | 0.305567 | 0.305696 | 0.305824 | 0.305952 | 0.306080 | 0.306208 | 0.306336 |
| 10.3 | 0.306463 | 0.306591 | 0.306718 | 0.306846 | 0.306973 | 0.307100 | 0.307227 | 0.307353 | 0.307480 | 0.307607 |
| 10.4 | 0.307733 | 0.307859 | 0.307985 | 0.308112 | 0.308237 | 0.308363 | 0.308489 | 0.308615 | 0.308740 | 0.308865 |
| 10.5 | 0.308991 | 0.309116 | 0.309241 | 0.309365 | 0.309490 | 0.309615 | 0.309739 | 0.309864 | 0.309988 | 0.310112 |
| 10.6 | 0.310236 | 0.310360 | 0.310484 | 0.310607 | 0.310731 | 0.310854 | 0.310978 | 0.311101 | 0.311224 | 0.311347 |
| 10.7 | 0.311470 | 0.311593 | 0.311715 | 0.311838 | 0.311960 | 0.312083 | 0.312205 | 0.312327 | 0.312449 | 0.312571 |
| 10.8 | 0.312692 | 0.312814 | 0.312936 | 0.313057 | 0.313178 | 0.313299 | 0.313420 | 0.313541 | 0.313662 | 0.313783 |
| 10.9 | 0.313904 | 0.314024 | 0.314144 | 0.314265 | 0.314385 | 0.314505 | 0.314625 | 0.314745 | 0.314864 | 0.314984 |
Logarithm Table for base 2018 — N = 11.00–11.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 11.0 | 0.315104 | 0.315223 | 0.315342 | 0.315462 | 0.315581 | 0.315700 | 0.315818 | 0.315937 | 0.316056 | 0.316174 |
| 11.1 | 0.316293 | 0.316411 | 0.316529 | 0.316648 | 0.316766 | 0.316883 | 0.317001 | 0.317119 | 0.317237 | 0.317354 |
| 11.2 | 0.317471 | 0.317589 | 0.317706 | 0.317823 | 0.317940 | 0.318057 | 0.318174 | 0.318290 | 0.318407 | 0.318523 |
| 11.3 | 0.318640 | 0.318756 | 0.318872 | 0.318988 | 0.319104 | 0.319220 | 0.319335 | 0.319451 | 0.319567 | 0.319682 |
| 11.4 | 0.319797 | 0.319913 | 0.320028 | 0.320143 | 0.320258 | 0.320372 | 0.320487 | 0.320602 | 0.320716 | 0.320831 |
| 11.5 | 0.320945 | 0.321059 | 0.321173 | 0.321287 | 0.321401 | 0.321515 | 0.321629 | 0.321742 | 0.321856 | 0.321969 |
| 11.6 | 0.322083 | 0.322196 | 0.322309 | 0.322422 | 0.322535 | 0.322648 | 0.322761 | 0.322873 | 0.322986 | 0.323098 |
| 11.7 | 0.323211 | 0.323323 | 0.323435 | 0.323547 | 0.323659 | 0.323771 | 0.323883 | 0.323995 | 0.324106 | 0.324218 |
| 11.8 | 0.324329 | 0.324440 | 0.324552 | 0.324663 | 0.324774 | 0.324885 | 0.324996 | 0.325106 | 0.325217 | 0.325328 |
| 11.9 | 0.325438 | 0.325548 | 0.325659 | 0.325769 | 0.325879 | 0.325989 | 0.326099 | 0.326209 | 0.326318 | 0.326428 |
Logarithm Table for base 2018 — N = 12.00–12.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 12.0 | 0.326538 | 0.326647 | 0.326756 | 0.326866 | 0.326975 | 0.327084 | 0.327193 | 0.327302 | 0.327411 | 0.327520 |
| 12.1 | 0.327628 | 0.327737 | 0.327845 | 0.327954 | 0.328062 | 0.328170 | 0.328278 | 0.328386 | 0.328494 | 0.328602 |
| 12.2 | 0.328710 | 0.328817 | 0.328925 | 0.329032 | 0.329140 | 0.329247 | 0.329354 | 0.329462 | 0.329569 | 0.329676 |
| 12.3 | 0.329782 | 0.329889 | 0.329996 | 0.330103 | 0.330209 | 0.330316 | 0.330422 | 0.330528 | 0.330634 | 0.330741 |
| 12.4 | 0.330847 | 0.330952 | 0.331058 | 0.331164 | 0.331270 | 0.331375 | 0.331481 | 0.331586 | 0.331692 | 0.331797 |
| 12.5 | 0.331902 | 0.332007 | 0.332112 | 0.332217 | 0.332322 | 0.332427 | 0.332531 | 0.332636 | 0.332740 | 0.332845 |
| 12.6 | 0.332949 | 0.333053 | 0.333158 | 0.333262 | 0.333366 | 0.333470 | 0.333573 | 0.333677 | 0.333781 | 0.333884 |
| 12.7 | 0.333988 | 0.334091 | 0.334195 | 0.334298 | 0.334401 | 0.334504 | 0.334607 | 0.334710 | 0.334813 | 0.334916 |
| 12.8 | 0.335019 | 0.335121 | 0.335224 | 0.335326 | 0.335429 | 0.335531 | 0.335633 | 0.335735 | 0.335837 | 0.335939 |
| 12.9 | 0.336041 | 0.336143 | 0.336245 | 0.336346 | 0.336448 | 0.336550 | 0.336651 | 0.336752 | 0.336854 | 0.336955 |
Logarithm Table for base 2018 — N = 13.00–13.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 13.0 | 0.337056 | 0.337157 | 0.337258 | 0.337359 | 0.337460 | 0.337560 | 0.337661 | 0.337762 | 0.337862 | 0.337963 |
| 13.1 | 0.338063 | 0.338163 | 0.338263 | 0.338364 | 0.338464 | 0.338564 | 0.338663 | 0.338763 | 0.338863 | 0.338963 |
| 13.2 | 0.339062 | 0.339162 | 0.339261 | 0.339361 | 0.339460 | 0.339559 | 0.339658 | 0.339757 | 0.339856 | 0.339955 |
| 13.3 | 0.340054 | 0.340153 | 0.340251 | 0.340350 | 0.340449 | 0.340547 | 0.340645 | 0.340744 | 0.340842 | 0.340940 |
| 13.4 | 0.341038 | 0.341136 | 0.341234 | 0.341332 | 0.341430 | 0.341528 | 0.341625 | 0.341723 | 0.341821 | 0.341918 |
| 13.5 | 0.342015 | 0.342113 | 0.342210 | 0.342307 | 0.342404 | 0.342501 | 0.342598 | 0.342695 | 0.342792 | 0.342888 |
| 13.6 | 0.342985 | 0.343082 | 0.343178 | 0.343275 | 0.343371 | 0.343467 | 0.343564 | 0.343660 | 0.343756 | 0.343852 |
| 13.7 | 0.343948 | 0.344044 | 0.344140 | 0.344235 | 0.344331 | 0.344427 | 0.344522 | 0.344618 | 0.344713 | 0.344808 |
| 13.8 | 0.344904 | 0.344999 | 0.345094 | 0.345189 | 0.345284 | 0.345379 | 0.345474 | 0.345568 | 0.345663 | 0.345758 |
| 13.9 | 0.345852 | 0.345947 | 0.346041 | 0.346136 | 0.346230 | 0.346324 | 0.346418 | 0.346512 | 0.346607 | 0.346700 |
Logarithm Table for base 2018 — N = 14.00–14.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 14.0 | 0.346794 | 0.346888 | 0.346982 | 0.347076 | 0.347169 | 0.347263 | 0.347356 | 0.347450 | 0.347543 | 0.347636 |
| 14.1 | 0.347730 | 0.347823 | 0.347916 | 0.348009 | 0.348102 | 0.348195 | 0.348288 | 0.348380 | 0.348473 | 0.348566 |
| 14.2 | 0.348658 | 0.348751 | 0.348843 | 0.348936 | 0.349028 | 0.349120 | 0.349212 | 0.349305 | 0.349397 | 0.349489 |
| 14.3 | 0.349581 | 0.349672 | 0.349764 | 0.349856 | 0.349948 | 0.350039 | 0.350131 | 0.350222 | 0.350314 | 0.350405 |
| 14.4 | 0.350496 | 0.350587 | 0.350679 | 0.350770 | 0.350861 | 0.350952 | 0.351043 | 0.351133 | 0.351224 | 0.351315 |
| 14.5 | 0.351406 | 0.351496 | 0.351587 | 0.351677 | 0.351768 | 0.351858 | 0.351948 | 0.352039 | 0.352129 | 0.352219 |
| 14.6 | 0.352309 | 0.352399 | 0.352489 | 0.352579 | 0.352668 | 0.352758 | 0.352848 | 0.352937 | 0.353027 | 0.353116 |
| 14.7 | 0.353206 | 0.353295 | 0.353384 | 0.353474 | 0.353563 | 0.353652 | 0.353741 | 0.353830 | 0.353919 | 0.354008 |
| 14.8 | 0.354097 | 0.354185 | 0.354274 | 0.354363 | 0.354451 | 0.354540 | 0.354628 | 0.354717 | 0.354805 | 0.354893 |
| 14.9 | 0.354982 | 0.355070 | 0.355158 | 0.355246 | 0.355334 | 0.355422 | 0.355510 | 0.355598 | 0.355685 | 0.355773 |
Logarithm Table for base 2018 — N = 15.00–15.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 15.0 | 0.355861 | 0.355948 | 0.356036 | 0.356123 | 0.356211 | 0.356298 | 0.356385 | 0.356472 | 0.356560 | 0.356647 |
| 15.1 | 0.356734 | 0.356821 | 0.356908 | 0.356995 | 0.357081 | 0.357168 | 0.357255 | 0.357342 | 0.357428 | 0.357515 |
| 15.2 | 0.357601 | 0.357688 | 0.357774 | 0.357860 | 0.357947 | 0.358033 | 0.358119 | 0.358205 | 0.358291 | 0.358377 |
| 15.3 | 0.358463 | 0.358549 | 0.358635 | 0.358720 | 0.358806 | 0.358892 | 0.358977 | 0.359063 | 0.359148 | 0.359234 |
| 15.4 | 0.359319 | 0.359404 | 0.359489 | 0.359575 | 0.359660 | 0.359745 | 0.359830 | 0.359915 | 0.360000 | 0.360085 |
| 15.5 | 0.360169 | 0.360254 | 0.360339 | 0.360424 | 0.360508 | 0.360593 | 0.360677 | 0.360762 | 0.360846 | 0.360930 |
| 15.6 | 0.361015 | 0.361099 | 0.361183 | 0.361267 | 0.361351 | 0.361435 | 0.361519 | 0.361603 | 0.361687 | 0.361770 |
| 15.7 | 0.361854 | 0.361938 | 0.362022 | 0.362105 | 0.362189 | 0.362272 | 0.362355 | 0.362439 | 0.362522 | 0.362605 |
| 15.8 | 0.362689 | 0.362772 | 0.362855 | 0.362938 | 0.363021 | 0.363104 | 0.363187 | 0.363269 | 0.363352 | 0.363435 |
| 15.9 | 0.363518 | 0.363600 | 0.363683 | 0.363765 | 0.363848 | 0.363930 | 0.364013 | 0.364095 | 0.364177 | 0.364259 |
Logarithm Table for base 2018 — N = 16.00–16.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 16.0 | 0.364342 | 0.364424 | 0.364506 | 0.364588 | 0.364670 | 0.364752 | 0.364833 | 0.364915 | 0.364997 | 0.365079 |
| 16.1 | 0.365160 | 0.365242 | 0.365323 | 0.365405 | 0.365486 | 0.365568 | 0.365649 | 0.365730 | 0.365812 | 0.365893 |
| 16.2 | 0.365974 | 0.366055 | 0.366136 | 0.366217 | 0.366298 | 0.366379 | 0.366460 | 0.366541 | 0.366621 | 0.366702 |
| 16.3 | 0.366783 | 0.366863 | 0.366944 | 0.367024 | 0.367105 | 0.367185 | 0.367265 | 0.367346 | 0.367426 | 0.367506 |
| 16.4 | 0.367586 | 0.367666 | 0.367746 | 0.367826 | 0.367906 | 0.367986 | 0.368066 | 0.368146 | 0.368226 | 0.368306 |
| 16.5 | 0.368385 | 0.368465 | 0.368544 | 0.368624 | 0.368703 | 0.368783 | 0.368862 | 0.368941 | 0.369021 | 0.369100 |
| 16.6 | 0.369179 | 0.369258 | 0.369337 | 0.369416 | 0.369495 | 0.369574 | 0.369653 | 0.369732 | 0.369811 | 0.369890 |
| 16.7 | 0.369968 | 0.370047 | 0.370126 | 0.370204 | 0.370283 | 0.370361 | 0.370440 | 0.370518 | 0.370596 | 0.370675 |
| 16.8 | 0.370753 | 0.370831 | 0.370909 | 0.370987 | 0.371065 | 0.371143 | 0.371221 | 0.371299 | 0.371377 | 0.371455 |
| 16.9 | 0.371533 | 0.371611 | 0.371688 | 0.371766 | 0.371843 | 0.371921 | 0.371999 | 0.372076 | 0.372153 | 0.372231 |
Logarithm Table for base 2018 — N = 17.00–17.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 17.0 | 0.372308 | 0.372385 | 0.372463 | 0.372540 | 0.372617 | 0.372694 | 0.372771 | 0.372848 | 0.372925 | 0.373002 |
| 17.1 | 0.373079 | 0.373156 | 0.373232 | 0.373309 | 0.373386 | 0.373463 | 0.373539 | 0.373616 | 0.373692 | 0.373769 |
| 17.2 | 0.373845 | 0.373921 | 0.373998 | 0.374074 | 0.374150 | 0.374227 | 0.374303 | 0.374379 | 0.374455 | 0.374531 |
| 17.3 | 0.374607 | 0.374683 | 0.374759 | 0.374835 | 0.374910 | 0.374986 | 0.375062 | 0.375137 | 0.375213 | 0.375289 |
| 17.4 | 0.375364 | 0.375440 | 0.375515 | 0.375591 | 0.375666 | 0.375741 | 0.375817 | 0.375892 | 0.375967 | 0.376042 |
| 17.5 | 0.376117 | 0.376192 | 0.376267 | 0.376342 | 0.376417 | 0.376492 | 0.376567 | 0.376642 | 0.376717 | 0.376791 |
| 17.6 | 0.376866 | 0.376941 | 0.377015 | 0.377090 | 0.377164 | 0.377239 | 0.377313 | 0.377388 | 0.377462 | 0.377536 |
| 17.7 | 0.377611 | 0.377685 | 0.377759 | 0.377833 | 0.377907 | 0.377981 | 0.378055 | 0.378129 | 0.378203 | 0.378277 |
| 17.8 | 0.378351 | 0.378425 | 0.378498 | 0.378572 | 0.378646 | 0.378720 | 0.378793 | 0.378867 | 0.378940 | 0.379014 |
| 17.9 | 0.379087 | 0.379161 | 0.379234 | 0.379307 | 0.379380 | 0.379454 | 0.379527 | 0.379600 | 0.379673 | 0.379746 |
Logarithm Table for base 2018 — N = 18.00–18.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 18.0 | 0.379819 | 0.379892 | 0.379965 | 0.380038 | 0.380111 | 0.380184 | 0.380256 | 0.380329 | 0.380402 | 0.380475 |
| 18.1 | 0.380547 | 0.380620 | 0.380692 | 0.380765 | 0.380837 | 0.380910 | 0.380982 | 0.381054 | 0.381127 | 0.381199 |
| 18.2 | 0.381271 | 0.381343 | 0.381416 | 0.381488 | 0.381560 | 0.381632 | 0.381704 | 0.381776 | 0.381848 | 0.381919 |
| 18.3 | 0.381991 | 0.382063 | 0.382135 | 0.382207 | 0.382278 | 0.382350 | 0.382421 | 0.382493 | 0.382564 | 0.382636 |
| 18.4 | 0.382707 | 0.382779 | 0.382850 | 0.382921 | 0.382993 | 0.383064 | 0.383135 | 0.383206 | 0.383278 | 0.383349 |
| 18.5 | 0.383420 | 0.383491 | 0.383562 | 0.383633 | 0.383703 | 0.383774 | 0.383845 | 0.383916 | 0.383987 | 0.384057 |
| 18.6 | 0.384128 | 0.384199 | 0.384269 | 0.384340 | 0.384410 | 0.384481 | 0.384551 | 0.384622 | 0.384692 | 0.384762 |
| 18.7 | 0.384833 | 0.384903 | 0.384973 | 0.385043 | 0.385113 | 0.385184 | 0.385254 | 0.385324 | 0.385394 | 0.385464 |
| 18.8 | 0.385534 | 0.385603 | 0.385673 | 0.385743 | 0.385813 | 0.385883 | 0.385952 | 0.386022 | 0.386092 | 0.386161 |
| 18.9 | 0.386231 | 0.386300 | 0.386370 | 0.386439 | 0.386508 | 0.386578 | 0.386647 | 0.386716 | 0.386786 | 0.386855 |
Logarithm Table for base 2018 — N = 19.00–19.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 19.0 | 0.386924 | 0.386993 | 0.387062 | 0.387131 | 0.387200 | 0.387269 | 0.387338 | 0.387407 | 0.387476 | 0.387545 |
| 19.1 | 0.387614 | 0.387683 | 0.387751 | 0.387820 | 0.387889 | 0.387957 | 0.388026 | 0.388095 | 0.388163 | 0.388232 |
| 19.2 | 0.388300 | 0.388369 | 0.388437 | 0.388505 | 0.388574 | 0.388642 | 0.388710 | 0.388778 | 0.388847 | 0.388915 |
| 19.3 | 0.388983 | 0.389051 | 0.389119 | 0.389187 | 0.389255 | 0.389323 | 0.389391 | 0.389458 | 0.389526 | 0.389594 |
| 19.4 | 0.389662 | 0.389730 | 0.389797 | 0.389865 | 0.389933 | 0.390000 | 0.390068 | 0.390135 | 0.390203 | 0.390270 |
| 19.5 | 0.390337 | 0.390405 | 0.390472 | 0.390539 | 0.390607 | 0.390674 | 0.390741 | 0.390808 | 0.390875 | 0.390943 |
| 19.6 | 0.391010 | 0.391077 | 0.391144 | 0.391211 | 0.391278 | 0.391344 | 0.391411 | 0.391478 | 0.391545 | 0.391612 |
| 19.7 | 0.391678 | 0.391745 | 0.391812 | 0.391878 | 0.391945 | 0.392011 | 0.392078 | 0.392145 | 0.392211 | 0.392277 |
| 19.8 | 0.392344 | 0.392410 | 0.392476 | 0.392543 | 0.392609 | 0.392675 | 0.392741 | 0.392808 | 0.392874 | 0.392940 |
| 19.9 | 0.393006 | 0.393072 | 0.393138 | 0.393204 | 0.393270 | 0.393336 | 0.393401 | 0.393467 | 0.393533 | 0.393599 |
Logarithm Table for base 2018 — N = 20.00–20.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 20.0 | 0.393664 | 0.393730 | 0.393796 | 0.393861 | 0.393927 | 0.393993 | 0.394058 | 0.394124 | 0.394189 | 0.394254 |
| 20.1 | 0.394320 | 0.394385 | 0.394451 | 0.394516 | 0.394581 | 0.394646 | 0.394712 | 0.394777 | 0.394842 | 0.394907 |
| 20.2 | 0.394972 | 0.395037 | 0.395102 | 0.395167 | 0.395232 | 0.395297 | 0.395362 | 0.395427 | 0.395491 | 0.395556 |
| 20.3 | 0.395621 | 0.395686 | 0.395750 | 0.395815 | 0.395880 | 0.395944 | 0.396009 | 0.396073 | 0.396138 | 0.396202 |
| 20.4 | 0.396267 | 0.396331 | 0.396395 | 0.396460 | 0.396524 | 0.396588 | 0.396653 | 0.396717 | 0.396781 | 0.396845 |
| 20.5 | 0.396909 | 0.396973 | 0.397037 | 0.397101 | 0.397165 | 0.397229 | 0.397293 | 0.397357 | 0.397421 | 0.397485 |
| 20.6 | 0.397549 | 0.397613 | 0.397676 | 0.397740 | 0.397804 | 0.397867 | 0.397931 | 0.397995 | 0.398058 | 0.398122 |
| 20.7 | 0.398185 | 0.398249 | 0.398312 | 0.398375 | 0.398439 | 0.398502 | 0.398565 | 0.398629 | 0.398692 | 0.398755 |
| 20.8 | 0.398818 | 0.398882 | 0.398945 | 0.399008 | 0.399071 | 0.399134 | 0.399197 | 0.399260 | 0.399323 | 0.399386 |
| 20.9 | 0.399449 | 0.399512 | 0.399574 | 0.399637 | 0.399700 | 0.399763 | 0.399825 | 0.399888 | 0.399951 | 0.400013 |
Logarithm Table for base 2018 — N = 21.00–21.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 21.0 | 0.400076 | 0.400138 | 0.400201 | 0.400263 | 0.400326 | 0.400388 | 0.400451 | 0.400513 | 0.400576 | 0.400638 |
| 21.1 | 0.400700 | 0.400762 | 0.400825 | 0.400887 | 0.400949 | 0.401011 | 0.401073 | 0.401135 | 0.401197 | 0.401259 |
| 21.2 | 0.401321 | 0.401383 | 0.401445 | 0.401507 | 0.401569 | 0.401631 | 0.401693 | 0.401755 | 0.401816 | 0.401878 |
| 21.3 | 0.401940 | 0.402002 | 0.402063 | 0.402125 | 0.402186 | 0.402248 | 0.402310 | 0.402371 | 0.402433 | 0.402494 |
| 21.4 | 0.402555 | 0.402617 | 0.402678 | 0.402739 | 0.402801 | 0.402862 | 0.402923 | 0.402985 | 0.403046 | 0.403107 |
| 21.5 | 0.403168 | 0.403229 | 0.403290 | 0.403351 | 0.403412 | 0.403473 | 0.403534 | 0.403595 | 0.403656 | 0.403717 |
| 21.6 | 0.403778 | 0.403839 | 0.403899 | 0.403960 | 0.404021 | 0.404082 | 0.404142 | 0.404203 | 0.404264 | 0.404324 |
| 21.7 | 0.404385 | 0.404445 | 0.404506 | 0.404566 | 0.404627 | 0.404687 | 0.404748 | 0.404808 | 0.404868 | 0.404929 |
| 21.8 | 0.404989 | 0.405049 | 0.405109 | 0.405170 | 0.405230 | 0.405290 | 0.405350 | 0.405410 | 0.405470 | 0.405530 |
| 21.9 | 0.405590 | 0.405650 | 0.405710 | 0.405770 | 0.405830 | 0.405890 | 0.405950 | 0.406010 | 0.406070 | 0.406129 |
Logarithm Table for base 2018 — N = 22.00–22.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 22.0 | 0.406189 | 0.406249 | 0.406308 | 0.406368 | 0.406428 | 0.406487 | 0.406547 | 0.406606 | 0.406666 | 0.406726 |
| 22.1 | 0.406785 | 0.406844 | 0.406904 | 0.406963 | 0.407023 | 0.407082 | 0.407141 | 0.407201 | 0.407260 | 0.407319 |
| 22.2 | 0.407378 | 0.407437 | 0.407497 | 0.407556 | 0.407615 | 0.407674 | 0.407733 | 0.407792 | 0.407851 | 0.407910 |
| 22.3 | 0.407969 | 0.408028 | 0.408087 | 0.408146 | 0.408204 | 0.408263 | 0.408322 | 0.408381 | 0.408439 | 0.408498 |
| 22.4 | 0.408557 | 0.408615 | 0.408674 | 0.408733 | 0.408791 | 0.408850 | 0.408908 | 0.408967 | 0.409025 | 0.409084 |
| 22.5 | 0.409142 | 0.409201 | 0.409259 | 0.409317 | 0.409376 | 0.409434 | 0.409492 | 0.409550 | 0.409609 | 0.409667 |
| 22.6 | 0.409725 | 0.409783 | 0.409841 | 0.409899 | 0.409957 | 0.410015 | 0.410073 | 0.410131 | 0.410189 | 0.410247 |
| 22.7 | 0.410305 | 0.410363 | 0.410421 | 0.410479 | 0.410536 | 0.410594 | 0.410652 | 0.410710 | 0.410767 | 0.410825 |
| 22.8 | 0.410883 | 0.410940 | 0.410998 | 0.411055 | 0.411113 | 0.411171 | 0.411228 | 0.411286 | 0.411343 | 0.411400 |
| 22.9 | 0.411458 | 0.411515 | 0.411572 | 0.411630 | 0.411687 | 0.411744 | 0.411802 | 0.411859 | 0.411916 | 0.411973 |
Logarithm Table for base 2018 — N = 23.00–23.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 23.0 | 0.412030 | 0.412087 | 0.412145 | 0.412202 | 0.412259 | 0.412316 | 0.412373 | 0.412430 | 0.412487 | 0.412544 |
| 23.1 | 0.412600 | 0.412657 | 0.412714 | 0.412771 | 0.412828 | 0.412885 | 0.412941 | 0.412998 | 0.413055 | 0.413111 |
| 23.2 | 0.413168 | 0.413225 | 0.413281 | 0.413338 | 0.413394 | 0.413451 | 0.413508 | 0.413564 | 0.413620 | 0.413677 |
| 23.3 | 0.413733 | 0.413790 | 0.413846 | 0.413902 | 0.413959 | 0.414015 | 0.414071 | 0.414127 | 0.414184 | 0.414240 |
| 23.4 | 0.414296 | 0.414352 | 0.414408 | 0.414464 | 0.414521 | 0.414577 | 0.414633 | 0.414689 | 0.414745 | 0.414801 |
| 23.5 | 0.414856 | 0.414912 | 0.414968 | 0.415024 | 0.415080 | 0.415136 | 0.415192 | 0.415247 | 0.415303 | 0.415359 |
| 23.6 | 0.415414 | 0.415470 | 0.415526 | 0.415581 | 0.415637 | 0.415693 | 0.415748 | 0.415804 | 0.415859 | 0.415915 |
| 23.7 | 0.415970 | 0.416026 | 0.416081 | 0.416136 | 0.416192 | 0.416247 | 0.416302 | 0.416358 | 0.416413 | 0.416468 |
| 23.8 | 0.416523 | 0.416579 | 0.416634 | 0.416689 | 0.416744 | 0.416799 | 0.416854 | 0.416909 | 0.416964 | 0.417019 |
| 23.9 | 0.417074 | 0.417129 | 0.417184 | 0.417239 | 0.417294 | 0.417349 | 0.417404 | 0.417459 | 0.417513 | 0.417568 |
Logarithm Table for base 2018 — N = 24.00–24.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 24.0 | 0.417623 | 0.417678 | 0.417733 | 0.417787 | 0.417842 | 0.417897 | 0.417951 | 0.418006 | 0.418060 | 0.418115 |
| 24.1 | 0.418169 | 0.418224 | 0.418278 | 0.418333 | 0.418387 | 0.418442 | 0.418496 | 0.418551 | 0.418605 | 0.418659 |
| 24.2 | 0.418714 | 0.418768 | 0.418822 | 0.418876 | 0.418931 | 0.418985 | 0.419039 | 0.419093 | 0.419147 | 0.419201 |
| 24.3 | 0.419255 | 0.419310 | 0.419364 | 0.419418 | 0.419472 | 0.419526 | 0.419580 | 0.419633 | 0.419687 | 0.419741 |
| 24.4 | 0.419795 | 0.419849 | 0.419903 | 0.419957 | 0.420010 | 0.420064 | 0.420118 | 0.420172 | 0.420225 | 0.420279 |
| 24.5 | 0.420333 | 0.420386 | 0.420440 | 0.420493 | 0.420547 | 0.420601 | 0.420654 | 0.420708 | 0.420761 | 0.420814 |
| 24.6 | 0.420868 | 0.420921 | 0.420975 | 0.421028 | 0.421081 | 0.421135 | 0.421188 | 0.421241 | 0.421295 | 0.421348 |
| 24.7 | 0.421401 | 0.421454 | 0.421507 | 0.421560 | 0.421614 | 0.421667 | 0.421720 | 0.421773 | 0.421826 | 0.421879 |
| 24.8 | 0.421932 | 0.421985 | 0.422038 | 0.422091 | 0.422144 | 0.422197 | 0.422249 | 0.422302 | 0.422355 | 0.422408 |
| 24.9 | 0.422461 | 0.422513 | 0.422566 | 0.422619 | 0.422672 | 0.422724 | 0.422777 | 0.422830 | 0.422882 | 0.422935 |
Logarithm Table for base 2018 — N = 25.00–25.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 25.0 | 0.422987 | 0.423040 | 0.423092 | 0.423145 | 0.423197 | 0.423250 | 0.423302 | 0.423355 | 0.423407 | 0.423460 |
| 25.1 | 0.423512 | 0.423564 | 0.423617 | 0.423669 | 0.423721 | 0.423773 | 0.423826 | 0.423878 | 0.423930 | 0.423982 |
| 25.2 | 0.424034 | 0.424087 | 0.424139 | 0.424191 | 0.424243 | 0.424295 | 0.424347 | 0.424399 | 0.424451 | 0.424503 |
| 25.3 | 0.424555 | 0.424607 | 0.424659 | 0.424711 | 0.424763 | 0.424814 | 0.424866 | 0.424918 | 0.424970 | 0.425022 |
| 25.4 | 0.425073 | 0.425125 | 0.425177 | 0.425228 | 0.425280 | 0.425332 | 0.425383 | 0.425435 | 0.425487 | 0.425538 |
| 25.5 | 0.425590 | 0.425641 | 0.425693 | 0.425744 | 0.425796 | 0.425847 | 0.425898 | 0.425950 | 0.426001 | 0.426053 |
| 25.6 | 0.426104 | 0.426155 | 0.426207 | 0.426258 | 0.426309 | 0.426360 | 0.426412 | 0.426463 | 0.426514 | 0.426565 |
| 25.7 | 0.426616 | 0.426667 | 0.426718 | 0.426770 | 0.426821 | 0.426872 | 0.426923 | 0.426974 | 0.427025 | 0.427076 |
| 25.8 | 0.427127 | 0.427178 | 0.427228 | 0.427279 | 0.427330 | 0.427381 | 0.427432 | 0.427483 | 0.427533 | 0.427584 |
| 25.9 | 0.427635 | 0.427686 | 0.427736 | 0.427787 | 0.427838 | 0.427888 | 0.427939 | 0.427990 | 0.428040 | 0.428091 |
Logarithm Table for base 2018 — N = 26.00–26.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 26.0 | 0.428141 | 0.428192 | 0.428242 | 0.428293 | 0.428343 | 0.428394 | 0.428444 | 0.428495 | 0.428545 | 0.428595 |
| 26.1 | 0.428646 | 0.428696 | 0.428746 | 0.428797 | 0.428847 | 0.428897 | 0.428948 | 0.428998 | 0.429048 | 0.429098 |
| 26.2 | 0.429148 | 0.429198 | 0.429249 | 0.429299 | 0.429349 | 0.429399 | 0.429449 | 0.429499 | 0.429549 | 0.429599 |
| 26.3 | 0.429649 | 0.429699 | 0.429749 | 0.429799 | 0.429849 | 0.429898 | 0.429948 | 0.429998 | 0.430048 | 0.430098 |
| 26.4 | 0.430148 | 0.430197 | 0.430247 | 0.430297 | 0.430347 | 0.430396 | 0.430446 | 0.430496 | 0.430545 | 0.430595 |
| 26.5 | 0.430644 | 0.430694 | 0.430744 | 0.430793 | 0.430843 | 0.430892 | 0.430942 | 0.430991 | 0.431041 | 0.431090 |
| 26.6 | 0.431139 | 0.431189 | 0.431238 | 0.431287 | 0.431337 | 0.431386 | 0.431435 | 0.431485 | 0.431534 | 0.431583 |
| 26.7 | 0.431632 | 0.431682 | 0.431731 | 0.431780 | 0.431829 | 0.431878 | 0.431927 | 0.431977 | 0.432026 | 0.432075 |
| 26.8 | 0.432124 | 0.432173 | 0.432222 | 0.432271 | 0.432320 | 0.432369 | 0.432418 | 0.432466 | 0.432515 | 0.432564 |
| 26.9 | 0.432613 | 0.432662 | 0.432711 | 0.432760 | 0.432808 | 0.432857 | 0.432906 | 0.432955 | 0.433003 | 0.433052 |
Logarithm Table for base 2018 — N = 27.00–27.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 27.0 | 0.433101 | 0.433149 | 0.433198 | 0.433247 | 0.433295 | 0.433344 | 0.433392 | 0.433441 | 0.433490 | 0.433538 |
| 27.1 | 0.433587 | 0.433635 | 0.433683 | 0.433732 | 0.433780 | 0.433829 | 0.433877 | 0.433926 | 0.433974 | 0.434022 |
| 27.2 | 0.434071 | 0.434119 | 0.434167 | 0.434215 | 0.434264 | 0.434312 | 0.434360 | 0.434408 | 0.434456 | 0.434505 |
| 27.3 | 0.434553 | 0.434601 | 0.434649 | 0.434697 | 0.434745 | 0.434793 | 0.434841 | 0.434889 | 0.434937 | 0.434985 |
| 27.4 | 0.435033 | 0.435081 | 0.435129 | 0.435177 | 0.435225 | 0.435273 | 0.435321 | 0.435369 | 0.435416 | 0.435464 |
| 27.5 | 0.435512 | 0.435560 | 0.435607 | 0.435655 | 0.435703 | 0.435751 | 0.435798 | 0.435846 | 0.435894 | 0.435941 |
| 27.6 | 0.435989 | 0.436037 | 0.436084 | 0.436132 | 0.436179 | 0.436227 | 0.436274 | 0.436322 | 0.436369 | 0.436417 |
| 27.7 | 0.436464 | 0.436512 | 0.436559 | 0.436606 | 0.436654 | 0.436701 | 0.436749 | 0.436796 | 0.436843 | 0.436890 |
| 27.8 | 0.436938 | 0.436985 | 0.437032 | 0.437079 | 0.437127 | 0.437174 | 0.437221 | 0.437268 | 0.437315 | 0.437362 |
| 27.9 | 0.437410 | 0.437457 | 0.437504 | 0.437551 | 0.437598 | 0.437645 | 0.437692 | 0.437739 | 0.437786 | 0.437833 |
Logarithm Table for base 2018 — N = 28.00–28.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 28.0 | 0.437880 | 0.437927 | 0.437974 | 0.438020 | 0.438067 | 0.438114 | 0.438161 | 0.438208 | 0.438255 | 0.438301 |
| 28.1 | 0.438348 | 0.438395 | 0.438442 | 0.438488 | 0.438535 | 0.438582 | 0.438629 | 0.438675 | 0.438722 | 0.438768 |
| 28.2 | 0.438815 | 0.438862 | 0.438908 | 0.438955 | 0.439001 | 0.439048 | 0.439094 | 0.439141 | 0.439187 | 0.439234 |
| 28.3 | 0.439280 | 0.439327 | 0.439373 | 0.439419 | 0.439466 | 0.439512 | 0.439559 | 0.439605 | 0.439651 | 0.439697 |
| 28.4 | 0.439744 | 0.439790 | 0.439836 | 0.439882 | 0.439929 | 0.439975 | 0.440021 | 0.440067 | 0.440113 | 0.440160 |
| 28.5 | 0.440206 | 0.440252 | 0.440298 | 0.440344 | 0.440390 | 0.440436 | 0.440482 | 0.440528 | 0.440574 | 0.440620 |
| 28.6 | 0.440666 | 0.440712 | 0.440758 | 0.440804 | 0.440850 | 0.440895 | 0.440941 | 0.440987 | 0.441033 | 0.441079 |
| 28.7 | 0.441125 | 0.441170 | 0.441216 | 0.441262 | 0.441308 | 0.441353 | 0.441399 | 0.441445 | 0.441490 | 0.441536 |
| 28.8 | 0.441582 | 0.441627 | 0.441673 | 0.441718 | 0.441764 | 0.441810 | 0.441855 | 0.441901 | 0.441946 | 0.441992 |
| 28.9 | 0.442037 | 0.442083 | 0.442128 | 0.442173 | 0.442219 | 0.442264 | 0.442310 | 0.442355 | 0.442400 | 0.442446 |
Logarithm Table for base 2018 — N = 29.00–29.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 29.0 | 0.442491 | 0.442536 | 0.442582 | 0.442627 | 0.442672 | 0.442717 | 0.442763 | 0.442808 | 0.442853 | 0.442898 |
| 29.1 | 0.442943 | 0.442989 | 0.443034 | 0.443079 | 0.443124 | 0.443169 | 0.443214 | 0.443259 | 0.443304 | 0.443349 |
| 29.2 | 0.443394 | 0.443439 | 0.443484 | 0.443529 | 0.443574 | 0.443619 | 0.443664 | 0.443709 | 0.443754 | 0.443799 |
| 29.3 | 0.443843 | 0.443888 | 0.443933 | 0.443978 | 0.444023 | 0.444068 | 0.444112 | 0.444157 | 0.444202 | 0.444246 |
| 29.4 | 0.444291 | 0.444336 | 0.444381 | 0.444425 | 0.444470 | 0.444514 | 0.444559 | 0.444604 | 0.444648 | 0.444693 |
| 29.5 | 0.444737 | 0.444782 | 0.444826 | 0.444871 | 0.444915 | 0.444960 | 0.445004 | 0.445049 | 0.445093 | 0.445138 |
| 29.6 | 0.445182 | 0.445226 | 0.445271 | 0.445315 | 0.445360 | 0.445404 | 0.445448 | 0.445492 | 0.445537 | 0.445581 |
| 29.7 | 0.445625 | 0.445670 | 0.445714 | 0.445758 | 0.445802 | 0.445846 | 0.445890 | 0.445935 | 0.445979 | 0.446023 |
| 29.8 | 0.446067 | 0.446111 | 0.446155 | 0.446199 | 0.446243 | 0.446287 | 0.446331 | 0.446375 | 0.446419 | 0.446463 |
| 29.9 | 0.446507 | 0.446551 | 0.446595 | 0.446639 | 0.446683 | 0.446727 | 0.446771 | 0.446815 | 0.446858 | 0.446902 |
Logarithm Table for base 2018 — N = 30.00–30.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 30.0 | 0.446946 | 0.446990 | 0.447034 | 0.447077 | 0.447121 | 0.447165 | 0.447209 | 0.447252 | 0.447296 | 0.447340 |
| 30.1 | 0.447383 | 0.447427 | 0.447471 | 0.447514 | 0.447558 | 0.447601 | 0.447645 | 0.447689 | 0.447732 | 0.447776 |
| 30.2 | 0.447819 | 0.447863 | 0.447906 | 0.447950 | 0.447993 | 0.448037 | 0.448080 | 0.448123 | 0.448167 | 0.448210 |
| 30.3 | 0.448254 | 0.448297 | 0.448340 | 0.448384 | 0.448427 | 0.448470 | 0.448514 | 0.448557 | 0.448600 | 0.448643 |
| 30.4 | 0.448687 | 0.448730 | 0.448773 | 0.448816 | 0.448859 | 0.448902 | 0.448946 | 0.448989 | 0.449032 | 0.449075 |
| 30.5 | 0.449118 | 0.449161 | 0.449204 | 0.449247 | 0.449290 | 0.449333 | 0.449376 | 0.449419 | 0.449462 | 0.449505 |
| 30.6 | 0.449548 | 0.449591 | 0.449634 | 0.449677 | 0.449720 | 0.449763 | 0.449806 | 0.449848 | 0.449891 | 0.449934 |
| 30.7 | 0.449977 | 0.450020 | 0.450063 | 0.450105 | 0.450148 | 0.450191 | 0.450234 | 0.450276 | 0.450319 | 0.450362 |
| 30.8 | 0.450404 | 0.450447 | 0.450490 | 0.450532 | 0.450575 | 0.450617 | 0.450660 | 0.450703 | 0.450745 | 0.450788 |
| 30.9 | 0.450830 | 0.450873 | 0.450915 | 0.450958 | 0.451000 | 0.451043 | 0.451085 | 0.451128 | 0.451170 | 0.451212 |
Logarithm Table for base 2018 — N = 31.00–31.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 31.0 | 0.451255 | 0.451297 | 0.451340 | 0.451382 | 0.451424 | 0.451467 | 0.451509 | 0.451551 | 0.451594 | 0.451636 |
| 31.1 | 0.451678 | 0.451720 | 0.451763 | 0.451805 | 0.451847 | 0.451889 | 0.451931 | 0.451974 | 0.452016 | 0.452058 |
| 31.2 | 0.452100 | 0.452142 | 0.452184 | 0.452226 | 0.452268 | 0.452310 | 0.452352 | 0.452394 | 0.452436 | 0.452478 |
| 31.3 | 0.452520 | 0.452562 | 0.452604 | 0.452646 | 0.452688 | 0.452730 | 0.452772 | 0.452814 | 0.452856 | 0.452898 |
| 31.4 | 0.452940 | 0.452981 | 0.453023 | 0.453065 | 0.453107 | 0.453149 | 0.453190 | 0.453232 | 0.453274 | 0.453316 |
| 31.5 | 0.453357 | 0.453399 | 0.453441 | 0.453483 | 0.453524 | 0.453566 | 0.453607 | 0.453649 | 0.453691 | 0.453732 |
| 31.6 | 0.453774 | 0.453816 | 0.453857 | 0.453899 | 0.453940 | 0.453982 | 0.454023 | 0.454065 | 0.454106 | 0.454148 |
| 31.7 | 0.454189 | 0.454231 | 0.454272 | 0.454313 | 0.454355 | 0.454396 | 0.454438 | 0.454479 | 0.454520 | 0.454562 |
| 31.8 | 0.454603 | 0.454644 | 0.454686 | 0.454727 | 0.454768 | 0.454809 | 0.454851 | 0.454892 | 0.454933 | 0.454974 |
| 31.9 | 0.455016 | 0.455057 | 0.455098 | 0.455139 | 0.455180 | 0.455221 | 0.455263 | 0.455304 | 0.455345 | 0.455386 |
Logarithm Table for base 2018 — N = 32.00–32.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 32.0 | 0.455427 | 0.455468 | 0.455509 | 0.455550 | 0.455591 | 0.455632 | 0.455673 | 0.455714 | 0.455755 | 0.455796 |
| 32.1 | 0.455837 | 0.455878 | 0.455919 | 0.455960 | 0.456001 | 0.456041 | 0.456082 | 0.456123 | 0.456164 | 0.456205 |
| 32.2 | 0.456246 | 0.456286 | 0.456327 | 0.456368 | 0.456409 | 0.456450 | 0.456490 | 0.456531 | 0.456572 | 0.456612 |
| 32.3 | 0.456653 | 0.456694 | 0.456734 | 0.456775 | 0.456816 | 0.456856 | 0.456897 | 0.456938 | 0.456978 | 0.457019 |
| 32.4 | 0.457059 | 0.457100 | 0.457140 | 0.457181 | 0.457221 | 0.457262 | 0.457302 | 0.457343 | 0.457383 | 0.457424 |
| 32.5 | 0.457464 | 0.457505 | 0.457545 | 0.457586 | 0.457626 | 0.457666 | 0.457707 | 0.457747 | 0.457787 | 0.457828 |
| 32.6 | 0.457868 | 0.457908 | 0.457949 | 0.457989 | 0.458029 | 0.458069 | 0.458110 | 0.458150 | 0.458190 | 0.458230 |
| 32.7 | 0.458270 | 0.458311 | 0.458351 | 0.458391 | 0.458431 | 0.458471 | 0.458511 | 0.458551 | 0.458592 | 0.458632 |
| 32.8 | 0.458672 | 0.458712 | 0.458752 | 0.458792 | 0.458832 | 0.458872 | 0.458912 | 0.458952 | 0.458992 | 0.459032 |
| 32.9 | 0.459072 | 0.459112 | 0.459152 | 0.459192 | 0.459231 | 0.459271 | 0.459311 | 0.459351 | 0.459391 | 0.459431 |
Logarithm Table for base 2018 — N = 33.00–33.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 33.0 | 0.459471 | 0.459510 | 0.459550 | 0.459590 | 0.459630 | 0.459670 | 0.459709 | 0.459749 | 0.459789 | 0.459828 |
| 33.1 | 0.459868 | 0.459908 | 0.459948 | 0.459987 | 0.460027 | 0.460067 | 0.460106 | 0.460146 | 0.460185 | 0.460225 |
| 33.2 | 0.460265 | 0.460304 | 0.460344 | 0.460383 | 0.460423 | 0.460462 | 0.460502 | 0.460541 | 0.460581 | 0.460620 |
| 33.3 | 0.460660 | 0.460699 | 0.460739 | 0.460778 | 0.460818 | 0.460857 | 0.460896 | 0.460936 | 0.460975 | 0.461014 |
| 33.4 | 0.461054 | 0.461093 | 0.461132 | 0.461172 | 0.461211 | 0.461250 | 0.461290 | 0.461329 | 0.461368 | 0.461407 |
| 33.5 | 0.461447 | 0.461486 | 0.461525 | 0.461564 | 0.461603 | 0.461643 | 0.461682 | 0.461721 | 0.461760 | 0.461799 |
| 33.6 | 0.461838 | 0.461877 | 0.461917 | 0.461956 | 0.461995 | 0.462034 | 0.462073 | 0.462112 | 0.462151 | 0.462190 |
| 33.7 | 0.462229 | 0.462268 | 0.462307 | 0.462346 | 0.462385 | 0.462424 | 0.462463 | 0.462502 | 0.462540 | 0.462579 |
| 33.8 | 0.462618 | 0.462657 | 0.462696 | 0.462735 | 0.462774 | 0.462812 | 0.462851 | 0.462890 | 0.462929 | 0.462968 |
| 33.9 | 0.463006 | 0.463045 | 0.463084 | 0.463123 | 0.463161 | 0.463200 | 0.463239 | 0.463277 | 0.463316 | 0.463355 |
Logarithm Table for base 2018 — N = 34.00–34.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 34.0 | 0.463393 | 0.463432 | 0.463471 | 0.463509 | 0.463548 | 0.463587 | 0.463625 | 0.463664 | 0.463702 | 0.463741 |
| 34.1 | 0.463779 | 0.463818 | 0.463856 | 0.463895 | 0.463933 | 0.463972 | 0.464010 | 0.464049 | 0.464087 | 0.464126 |
| 34.2 | 0.464164 | 0.464203 | 0.464241 | 0.464279 | 0.464318 | 0.464356 | 0.464395 | 0.464433 | 0.464471 | 0.464510 |
| 34.3 | 0.464548 | 0.464586 | 0.464624 | 0.464663 | 0.464701 | 0.464739 | 0.464778 | 0.464816 | 0.464854 | 0.464892 |
| 34.4 | 0.464930 | 0.464969 | 0.465007 | 0.465045 | 0.465083 | 0.465121 | 0.465159 | 0.465198 | 0.465236 | 0.465274 |
| 34.5 | 0.465312 | 0.465350 | 0.465388 | 0.465426 | 0.465464 | 0.465502 | 0.465540 | 0.465578 | 0.465616 | 0.465654 |
| 34.6 | 0.465692 | 0.465730 | 0.465768 | 0.465806 | 0.465844 | 0.465882 | 0.465920 | 0.465958 | 0.465996 | 0.466034 |
| 34.7 | 0.466071 | 0.466109 | 0.466147 | 0.466185 | 0.466223 | 0.466261 | 0.466298 | 0.466336 | 0.466374 | 0.466412 |
| 34.8 | 0.466450 | 0.466487 | 0.466525 | 0.466563 | 0.466601 | 0.466638 | 0.466676 | 0.466714 | 0.466751 | 0.466789 |
| 34.9 | 0.466827 | 0.466864 | 0.466902 | 0.466940 | 0.466977 | 0.467015 | 0.467052 | 0.467090 | 0.467128 | 0.467165 |
Logarithm Table for base 2018 — N = 35.00–35.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 35.0 | 0.467203 | 0.467240 | 0.467278 | 0.467315 | 0.467353 | 0.467390 | 0.467428 | 0.467465 | 0.467503 | 0.467540 |
| 35.1 | 0.467578 | 0.467615 | 0.467652 | 0.467690 | 0.467727 | 0.467765 | 0.467802 | 0.467839 | 0.467877 | 0.467914 |
| 35.2 | 0.467951 | 0.467989 | 0.468026 | 0.468063 | 0.468101 | 0.468138 | 0.468175 | 0.468213 | 0.468250 | 0.468287 |
| 35.3 | 0.468324 | 0.468361 | 0.468399 | 0.468436 | 0.468473 | 0.468510 | 0.468547 | 0.468585 | 0.468622 | 0.468659 |
| 35.4 | 0.468696 | 0.468733 | 0.468770 | 0.468807 | 0.468844 | 0.468881 | 0.468919 | 0.468956 | 0.468993 | 0.469030 |
| 35.5 | 0.469067 | 0.469104 | 0.469141 | 0.469178 | 0.469215 | 0.469252 | 0.469289 | 0.469326 | 0.469362 | 0.469399 |
| 35.6 | 0.469436 | 0.469473 | 0.469510 | 0.469547 | 0.469584 | 0.469621 | 0.469658 | 0.469694 | 0.469731 | 0.469768 |
| 35.7 | 0.469805 | 0.469842 | 0.469879 | 0.469915 | 0.469952 | 0.469989 | 0.470026 | 0.470062 | 0.470099 | 0.470136 |
| 35.8 | 0.470172 | 0.470209 | 0.470246 | 0.470283 | 0.470319 | 0.470356 | 0.470393 | 0.470429 | 0.470466 | 0.470502 |
| 35.9 | 0.470539 | 0.470576 | 0.470612 | 0.470649 | 0.470685 | 0.470722 | 0.470758 | 0.470795 | 0.470832 | 0.470868 |
Logarithm Table for base 2018 — N = 36.00–36.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 36.0 | 0.470905 | 0.470941 | 0.470978 | 0.471014 | 0.471051 | 0.471087 | 0.471123 | 0.471160 | 0.471196 | 0.471233 |
| 36.1 | 0.471269 | 0.471305 | 0.471342 | 0.471378 | 0.471415 | 0.471451 | 0.471487 | 0.471524 | 0.471560 | 0.471596 |
| 36.2 | 0.471633 | 0.471669 | 0.471705 | 0.471741 | 0.471778 | 0.471814 | 0.471850 | 0.471886 | 0.471923 | 0.471959 |
| 36.3 | 0.471995 | 0.472031 | 0.472067 | 0.472104 | 0.472140 | 0.472176 | 0.472212 | 0.472248 | 0.472284 | 0.472321 |
| 36.4 | 0.472357 | 0.472393 | 0.472429 | 0.472465 | 0.472501 | 0.472537 | 0.472573 | 0.472609 | 0.472645 | 0.472681 |
| 36.5 | 0.472717 | 0.472753 | 0.472789 | 0.472825 | 0.472861 | 0.472897 | 0.472933 | 0.472969 | 0.473005 | 0.473041 |
| 36.6 | 0.473077 | 0.473113 | 0.473148 | 0.473184 | 0.473220 | 0.473256 | 0.473292 | 0.473328 | 0.473364 | 0.473399 |
| 36.7 | 0.473435 | 0.473471 | 0.473507 | 0.473543 | 0.473578 | 0.473614 | 0.473650 | 0.473686 | 0.473721 | 0.473757 |
| 36.8 | 0.473793 | 0.473828 | 0.473864 | 0.473900 | 0.473936 | 0.473971 | 0.474007 | 0.474043 | 0.474078 | 0.474114 |
| 36.9 | 0.474149 | 0.474185 | 0.474221 | 0.474256 | 0.474292 | 0.474327 | 0.474363 | 0.474398 | 0.474434 | 0.474470 |
Logarithm Table for base 2018 — N = 37.00–37.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 37.0 | 0.474505 | 0.474541 | 0.474576 | 0.474612 | 0.474647 | 0.474682 | 0.474718 | 0.474753 | 0.474789 | 0.474824 |
| 37.1 | 0.474860 | 0.474895 | 0.474931 | 0.474966 | 0.475001 | 0.475037 | 0.475072 | 0.475107 | 0.475143 | 0.475178 |
| 37.2 | 0.475213 | 0.475249 | 0.475284 | 0.475319 | 0.475355 | 0.475390 | 0.475425 | 0.475460 | 0.475496 | 0.475531 |
| 37.3 | 0.475566 | 0.475601 | 0.475637 | 0.475672 | 0.475707 | 0.475742 | 0.475777 | 0.475813 | 0.475848 | 0.475883 |
| 37.4 | 0.475918 | 0.475953 | 0.475988 | 0.476023 | 0.476059 | 0.476094 | 0.476129 | 0.476164 | 0.476199 | 0.476234 |
| 37.5 | 0.476269 | 0.476304 | 0.476339 | 0.476374 | 0.476409 | 0.476444 | 0.476479 | 0.476514 | 0.476549 | 0.476584 |
| 37.6 | 0.476619 | 0.476654 | 0.476689 | 0.476724 | 0.476759 | 0.476794 | 0.476828 | 0.476863 | 0.476898 | 0.476933 |
| 37.7 | 0.476968 | 0.477003 | 0.477038 | 0.477072 | 0.477107 | 0.477142 | 0.477177 | 0.477212 | 0.477246 | 0.477281 |
| 37.8 | 0.477316 | 0.477351 | 0.477386 | 0.477420 | 0.477455 | 0.477490 | 0.477524 | 0.477559 | 0.477594 | 0.477629 |
| 37.9 | 0.477663 | 0.477698 | 0.477733 | 0.477767 | 0.477802 | 0.477836 | 0.477871 | 0.477906 | 0.477940 | 0.477975 |
Logarithm Table for base 2018 — N = 38.00–38.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 38.0 | 0.478009 | 0.478044 | 0.478079 | 0.478113 | 0.478148 | 0.478182 | 0.478217 | 0.478251 | 0.478286 | 0.478320 |
| 38.1 | 0.478355 | 0.478389 | 0.478424 | 0.478458 | 0.478493 | 0.478527 | 0.478562 | 0.478596 | 0.478630 | 0.478665 |
| 38.2 | 0.478699 | 0.478734 | 0.478768 | 0.478802 | 0.478837 | 0.478871 | 0.478906 | 0.478940 | 0.478974 | 0.479009 |
| 38.3 | 0.479043 | 0.479077 | 0.479111 | 0.479146 | 0.479180 | 0.479214 | 0.479249 | 0.479283 | 0.479317 | 0.479351 |
| 38.4 | 0.479385 | 0.479420 | 0.479454 | 0.479488 | 0.479522 | 0.479556 | 0.479591 | 0.479625 | 0.479659 | 0.479693 |
| 38.5 | 0.479727 | 0.479761 | 0.479795 | 0.479830 | 0.479864 | 0.479898 | 0.479932 | 0.479966 | 0.480000 | 0.480034 |
| 38.6 | 0.480068 | 0.480102 | 0.480136 | 0.480170 | 0.480204 | 0.480238 | 0.480272 | 0.480306 | 0.480340 | 0.480374 |
| 38.7 | 0.480408 | 0.480442 | 0.480476 | 0.480510 | 0.480544 | 0.480578 | 0.480612 | 0.480646 | 0.480679 | 0.480713 |
| 38.8 | 0.480747 | 0.480781 | 0.480815 | 0.480849 | 0.480883 | 0.480916 | 0.480950 | 0.480984 | 0.481018 | 0.481052 |
| 38.9 | 0.481085 | 0.481119 | 0.481153 | 0.481187 | 0.481221 | 0.481254 | 0.481288 | 0.481322 | 0.481355 | 0.481389 |
Logarithm Table for base 2018 — N = 39.00–39.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 39.0 | 0.481423 | 0.481457 | 0.481490 | 0.481524 | 0.481558 | 0.481591 | 0.481625 | 0.481659 | 0.481692 | 0.481726 |
| 39.1 | 0.481759 | 0.481793 | 0.481827 | 0.481860 | 0.481894 | 0.481927 | 0.481961 | 0.481994 | 0.482028 | 0.482062 |
| 39.2 | 0.482095 | 0.482129 | 0.482162 | 0.482196 | 0.482229 | 0.482263 | 0.482296 | 0.482329 | 0.482363 | 0.482396 |
| 39.3 | 0.482430 | 0.482463 | 0.482497 | 0.482530 | 0.482564 | 0.482597 | 0.482630 | 0.482664 | 0.482697 | 0.482730 |
| 39.4 | 0.482764 | 0.482797 | 0.482830 | 0.482864 | 0.482897 | 0.482930 | 0.482964 | 0.482997 | 0.483030 | 0.483064 |
| 39.5 | 0.483097 | 0.483130 | 0.483163 | 0.483197 | 0.483230 | 0.483263 | 0.483296 | 0.483330 | 0.483363 | 0.483396 |
| 39.6 | 0.483429 | 0.483462 | 0.483495 | 0.483529 | 0.483562 | 0.483595 | 0.483628 | 0.483661 | 0.483694 | 0.483727 |
| 39.7 | 0.483761 | 0.483794 | 0.483827 | 0.483860 | 0.483893 | 0.483926 | 0.483959 | 0.483992 | 0.484025 | 0.484058 |
| 39.8 | 0.484091 | 0.484124 | 0.484157 | 0.484190 | 0.484223 | 0.484256 | 0.484289 | 0.484322 | 0.484355 | 0.484388 |
| 39.9 | 0.484421 | 0.484454 | 0.484487 | 0.484520 | 0.484553 | 0.484585 | 0.484618 | 0.484651 | 0.484684 | 0.484717 |
Logarithm Table for base 2018 — N = 40.00–40.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 40.0 | 0.484750 | 0.484783 | 0.484816 | 0.484848 | 0.484881 | 0.484914 | 0.484947 | 0.484980 | 0.485012 | 0.485045 |
| 40.1 | 0.485078 | 0.485111 | 0.485143 | 0.485176 | 0.485209 | 0.485242 | 0.485274 | 0.485307 | 0.485340 | 0.485373 |
| 40.2 | 0.485405 | 0.485438 | 0.485471 | 0.485503 | 0.485536 | 0.485569 | 0.485601 | 0.485634 | 0.485666 | 0.485699 |
| 40.3 | 0.485732 | 0.485764 | 0.485797 | 0.485830 | 0.485862 | 0.485895 | 0.485927 | 0.485960 | 0.485992 | 0.486025 |
| 40.4 | 0.486057 | 0.486090 | 0.486122 | 0.486155 | 0.486187 | 0.486220 | 0.486252 | 0.486285 | 0.486317 | 0.486350 |
| 40.5 | 0.486382 | 0.486415 | 0.486447 | 0.486480 | 0.486512 | 0.486544 | 0.486577 | 0.486609 | 0.486642 | 0.486674 |
| 40.6 | 0.486706 | 0.486739 | 0.486771 | 0.486803 | 0.486836 | 0.486868 | 0.486900 | 0.486933 | 0.486965 | 0.486997 |
| 40.7 | 0.487030 | 0.487062 | 0.487094 | 0.487126 | 0.487159 | 0.487191 | 0.487223 | 0.487255 | 0.487288 | 0.487320 |
| 40.8 | 0.487352 | 0.487384 | 0.487416 | 0.487449 | 0.487481 | 0.487513 | 0.487545 | 0.487577 | 0.487609 | 0.487642 |
| 40.9 | 0.487674 | 0.487706 | 0.487738 | 0.487770 | 0.487802 | 0.487834 | 0.487866 | 0.487898 | 0.487931 | 0.487963 |
Logarithm Table for base 2018 — N = 41.00–41.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 41.0 | 0.487995 | 0.488027 | 0.488059 | 0.488091 | 0.488123 | 0.488155 | 0.488187 | 0.488219 | 0.488251 | 0.488283 |
| 41.1 | 0.488315 | 0.488347 | 0.488379 | 0.488411 | 0.488443 | 0.488475 | 0.488506 | 0.488538 | 0.488570 | 0.488602 |
| 41.2 | 0.488634 | 0.488666 | 0.488698 | 0.488730 | 0.488762 | 0.488793 | 0.488825 | 0.488857 | 0.488889 | 0.488921 |
| 41.3 | 0.488953 | 0.488984 | 0.489016 | 0.489048 | 0.489080 | 0.489112 | 0.489143 | 0.489175 | 0.489207 | 0.489239 |
| 41.4 | 0.489270 | 0.489302 | 0.489334 | 0.489366 | 0.489397 | 0.489429 | 0.489461 | 0.489492 | 0.489524 | 0.489556 |
| 41.5 | 0.489588 | 0.489619 | 0.489651 | 0.489682 | 0.489714 | 0.489746 | 0.489777 | 0.489809 | 0.489841 | 0.489872 |
| 41.6 | 0.489904 | 0.489935 | 0.489967 | 0.489998 | 0.490030 | 0.490062 | 0.490093 | 0.490125 | 0.490156 | 0.490188 |
| 41.7 | 0.490219 | 0.490251 | 0.490282 | 0.490314 | 0.490345 | 0.490377 | 0.490408 | 0.490440 | 0.490471 | 0.490503 |
| 41.8 | 0.490534 | 0.490565 | 0.490597 | 0.490628 | 0.490660 | 0.490691 | 0.490723 | 0.490754 | 0.490785 | 0.490817 |
| 41.9 | 0.490848 | 0.490879 | 0.490911 | 0.490942 | 0.490973 | 0.491005 | 0.491036 | 0.491067 | 0.491099 | 0.491130 |
Logarithm Table for base 2018 — N = 42.00–42.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 42.0 | 0.491161 | 0.491193 | 0.491224 | 0.491255 | 0.491286 | 0.491318 | 0.491349 | 0.491380 | 0.491411 | 0.491443 |
| 42.1 | 0.491474 | 0.491505 | 0.491536 | 0.491567 | 0.491599 | 0.491630 | 0.491661 | 0.491692 | 0.491723 | 0.491754 |
| 42.2 | 0.491786 | 0.491817 | 0.491848 | 0.491879 | 0.491910 | 0.491941 | 0.491972 | 0.492003 | 0.492034 | 0.492066 |
| 42.3 | 0.492097 | 0.492128 | 0.492159 | 0.492190 | 0.492221 | 0.492252 | 0.492283 | 0.492314 | 0.492345 | 0.492376 |
| 42.4 | 0.492407 | 0.492438 | 0.492469 | 0.492500 | 0.492531 | 0.492562 | 0.492593 | 0.492624 | 0.492655 | 0.492685 |
| 42.5 | 0.492716 | 0.492747 | 0.492778 | 0.492809 | 0.492840 | 0.492871 | 0.492902 | 0.492933 | 0.492964 | 0.492994 |
| 42.6 | 0.493025 | 0.493056 | 0.493087 | 0.493118 | 0.493149 | 0.493179 | 0.493210 | 0.493241 | 0.493272 | 0.493303 |
| 42.7 | 0.493333 | 0.493364 | 0.493395 | 0.493426 | 0.493456 | 0.493487 | 0.493518 | 0.493549 | 0.493579 | 0.493610 |
| 42.8 | 0.493641 | 0.493671 | 0.493702 | 0.493733 | 0.493764 | 0.493794 | 0.493825 | 0.493855 | 0.493886 | 0.493917 |
| 42.9 | 0.493947 | 0.493978 | 0.494009 | 0.494039 | 0.494070 | 0.494100 | 0.494131 | 0.494162 | 0.494192 | 0.494223 |
Logarithm Table for base 2018 — N = 43.00–43.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 43.0 | 0.494253 | 0.494284 | 0.494314 | 0.494345 | 0.494376 | 0.494406 | 0.494437 | 0.494467 | 0.494498 | 0.494528 |
| 43.1 | 0.494559 | 0.494589 | 0.494620 | 0.494650 | 0.494681 | 0.494711 | 0.494741 | 0.494772 | 0.494802 | 0.494833 |
| 43.2 | 0.494863 | 0.494894 | 0.494924 | 0.494954 | 0.494985 | 0.495015 | 0.495046 | 0.495076 | 0.495106 | 0.495137 |
| 43.3 | 0.495167 | 0.495197 | 0.495228 | 0.495258 | 0.495288 | 0.495319 | 0.495349 | 0.495379 | 0.495410 | 0.495440 |
| 43.4 | 0.495470 | 0.495500 | 0.495531 | 0.495561 | 0.495591 | 0.495621 | 0.495652 | 0.495682 | 0.495712 | 0.495742 |
| 43.5 | 0.495773 | 0.495803 | 0.495833 | 0.495863 | 0.495893 | 0.495924 | 0.495954 | 0.495984 | 0.496014 | 0.496044 |
| 43.6 | 0.496074 | 0.496104 | 0.496135 | 0.496165 | 0.496195 | 0.496225 | 0.496255 | 0.496285 | 0.496315 | 0.496345 |
| 43.7 | 0.496375 | 0.496405 | 0.496435 | 0.496466 | 0.496496 | 0.496526 | 0.496556 | 0.496586 | 0.496616 | 0.496646 |
| 43.8 | 0.496676 | 0.496706 | 0.496736 | 0.496766 | 0.496796 | 0.496826 | 0.496856 | 0.496886 | 0.496916 | 0.496945 |
| 43.9 | 0.496975 | 0.497005 | 0.497035 | 0.497065 | 0.497095 | 0.497125 | 0.497155 | 0.497185 | 0.497215 | 0.497245 |
Logarithm Table for base 2018 — N = 44.00–44.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 44.0 | 0.497274 | 0.497304 | 0.497334 | 0.497364 | 0.497394 | 0.497424 | 0.497453 | 0.497483 | 0.497513 | 0.497543 |
| 44.1 | 0.497573 | 0.497603 | 0.497632 | 0.497662 | 0.497692 | 0.497722 | 0.497751 | 0.497781 | 0.497811 | 0.497841 |
| 44.2 | 0.497870 | 0.497900 | 0.497930 | 0.497960 | 0.497989 | 0.498019 | 0.498049 | 0.498078 | 0.498108 | 0.498138 |
| 44.3 | 0.498167 | 0.498197 | 0.498227 | 0.498256 | 0.498286 | 0.498316 | 0.498345 | 0.498375 | 0.498404 | 0.498434 |
| 44.4 | 0.498464 | 0.498493 | 0.498523 | 0.498552 | 0.498582 | 0.498612 | 0.498641 | 0.498671 | 0.498700 | 0.498730 |
| 44.5 | 0.498759 | 0.498789 | 0.498818 | 0.498848 | 0.498877 | 0.498907 | 0.498936 | 0.498966 | 0.498995 | 0.499025 |
| 44.6 | 0.499054 | 0.499084 | 0.499113 | 0.499143 | 0.499172 | 0.499201 | 0.499231 | 0.499260 | 0.499290 | 0.499319 |
| 44.7 | 0.499349 | 0.499378 | 0.499407 | 0.499437 | 0.499466 | 0.499495 | 0.499525 | 0.499554 | 0.499584 | 0.499613 |
| 44.8 | 0.499642 | 0.499672 | 0.499701 | 0.499730 | 0.499759 | 0.499789 | 0.499818 | 0.499847 | 0.499877 | 0.499906 |
| 44.9 | 0.499935 | 0.499964 | 0.499994 | 0.500023 | 0.500052 | 0.500081 | 0.500111 | 0.500140 | 0.500169 | 0.500198 |
Logarithm Table for base 2018 — N = 45.00–45.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 45.0 | 0.500228 | 0.500257 | 0.500286 | 0.500315 | 0.500344 | 0.500373 | 0.500403 | 0.500432 | 0.500461 | 0.500490 |
| 45.1 | 0.500519 | 0.500548 | 0.500577 | 0.500607 | 0.500636 | 0.500665 | 0.500694 | 0.500723 | 0.500752 | 0.500781 |
| 45.2 | 0.500810 | 0.500839 | 0.500868 | 0.500897 | 0.500927 | 0.500956 | 0.500985 | 0.501014 | 0.501043 | 0.501072 |
| 45.3 | 0.501101 | 0.501130 | 0.501159 | 0.501188 | 0.501217 | 0.501246 | 0.501275 | 0.501304 | 0.501333 | 0.501361 |
| 45.4 | 0.501390 | 0.501419 | 0.501448 | 0.501477 | 0.501506 | 0.501535 | 0.501564 | 0.501593 | 0.501622 | 0.501651 |
| 45.5 | 0.501680 | 0.501708 | 0.501737 | 0.501766 | 0.501795 | 0.501824 | 0.501853 | 0.501882 | 0.501910 | 0.501939 |
| 45.6 | 0.501968 | 0.501997 | 0.502026 | 0.502054 | 0.502083 | 0.502112 | 0.502141 | 0.502170 | 0.502198 | 0.502227 |
| 45.7 | 0.502256 | 0.502285 | 0.502313 | 0.502342 | 0.502371 | 0.502400 | 0.502428 | 0.502457 | 0.502486 | 0.502514 |
| 45.8 | 0.502543 | 0.502572 | 0.502601 | 0.502629 | 0.502658 | 0.502687 | 0.502715 | 0.502744 | 0.502772 | 0.502801 |
| 45.9 | 0.502830 | 0.502858 | 0.502887 | 0.502916 | 0.502944 | 0.502973 | 0.503001 | 0.503030 | 0.503059 | 0.503087 |
Logarithm Table for base 2018 — N = 46.00–46.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 46.0 | 0.503116 | 0.503144 | 0.503173 | 0.503201 | 0.503230 | 0.503258 | 0.503287 | 0.503316 | 0.503344 | 0.503373 |
| 46.1 | 0.503401 | 0.503430 | 0.503458 | 0.503487 | 0.503515 | 0.503544 | 0.503572 | 0.503600 | 0.503629 | 0.503657 |
| 46.2 | 0.503686 | 0.503714 | 0.503743 | 0.503771 | 0.503800 | 0.503828 | 0.503856 | 0.503885 | 0.503913 | 0.503942 |
| 46.3 | 0.503970 | 0.503998 | 0.504027 | 0.504055 | 0.504083 | 0.504112 | 0.504140 | 0.504168 | 0.504197 | 0.504225 |
| 46.4 | 0.504253 | 0.504282 | 0.504310 | 0.504338 | 0.504367 | 0.504395 | 0.504423 | 0.504452 | 0.504480 | 0.504508 |
| 46.5 | 0.504536 | 0.504565 | 0.504593 | 0.504621 | 0.504649 | 0.504678 | 0.504706 | 0.504734 | 0.504762 | 0.504790 |
| 46.6 | 0.504819 | 0.504847 | 0.504875 | 0.504903 | 0.504931 | 0.504960 | 0.504988 | 0.505016 | 0.505044 | 0.505072 |
| 46.7 | 0.505100 | 0.505128 | 0.505157 | 0.505185 | 0.505213 | 0.505241 | 0.505269 | 0.505297 | 0.505325 | 0.505353 |
| 46.8 | 0.505381 | 0.505410 | 0.505438 | 0.505466 | 0.505494 | 0.505522 | 0.505550 | 0.505578 | 0.505606 | 0.505634 |
| 46.9 | 0.505662 | 0.505690 | 0.505718 | 0.505746 | 0.505774 | 0.505802 | 0.505830 | 0.505858 | 0.505886 | 0.505914 |
Logarithm Table for base 2018 — N = 47.00–47.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 47.0 | 0.505942 | 0.505970 | 0.505998 | 0.506026 | 0.506054 | 0.506082 | 0.506109 | 0.506137 | 0.506165 | 0.506193 |
| 47.1 | 0.506221 | 0.506249 | 0.506277 | 0.506305 | 0.506333 | 0.506361 | 0.506388 | 0.506416 | 0.506444 | 0.506472 |
| 47.2 | 0.506500 | 0.506528 | 0.506555 | 0.506583 | 0.506611 | 0.506639 | 0.506667 | 0.506695 | 0.506722 | 0.506750 |
| 47.3 | 0.506778 | 0.506806 | 0.506833 | 0.506861 | 0.506889 | 0.506917 | 0.506945 | 0.506972 | 0.507000 | 0.507028 |
| 47.4 | 0.507055 | 0.507083 | 0.507111 | 0.507139 | 0.507166 | 0.507194 | 0.507222 | 0.507249 | 0.507277 | 0.507305 |
| 47.5 | 0.507332 | 0.507360 | 0.507388 | 0.507415 | 0.507443 | 0.507471 | 0.507498 | 0.507526 | 0.507554 | 0.507581 |
| 47.6 | 0.507609 | 0.507636 | 0.507664 | 0.507692 | 0.507719 | 0.507747 | 0.507774 | 0.507802 | 0.507829 | 0.507857 |
| 47.7 | 0.507885 | 0.507912 | 0.507940 | 0.507967 | 0.507995 | 0.508022 | 0.508050 | 0.508077 | 0.508105 | 0.508132 |
| 47.8 | 0.508160 | 0.508187 | 0.508215 | 0.508242 | 0.508270 | 0.508297 | 0.508325 | 0.508352 | 0.508379 | 0.508407 |
| 47.9 | 0.508434 | 0.508462 | 0.508489 | 0.508517 | 0.508544 | 0.508571 | 0.508599 | 0.508626 | 0.508654 | 0.508681 |
Logarithm Table for base 2018 — N = 48.00–48.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 48.0 | 0.508708 | 0.508736 | 0.508763 | 0.508791 | 0.508818 | 0.508845 | 0.508873 | 0.508900 | 0.508927 | 0.508955 |
| 48.1 | 0.508982 | 0.509009 | 0.509037 | 0.509064 | 0.509091 | 0.509118 | 0.509146 | 0.509173 | 0.509200 | 0.509228 |
| 48.2 | 0.509255 | 0.509282 | 0.509309 | 0.509337 | 0.509364 | 0.509391 | 0.509418 | 0.509446 | 0.509473 | 0.509500 |
| 48.3 | 0.509527 | 0.509554 | 0.509582 | 0.509609 | 0.509636 | 0.509663 | 0.509690 | 0.509717 | 0.509745 | 0.509772 |
| 48.4 | 0.509799 | 0.509826 | 0.509853 | 0.509880 | 0.509908 | 0.509935 | 0.509962 | 0.509989 | 0.510016 | 0.510043 |
| 48.5 | 0.510070 | 0.510097 | 0.510124 | 0.510151 | 0.510179 | 0.510206 | 0.510233 | 0.510260 | 0.510287 | 0.510314 |
| 48.6 | 0.510341 | 0.510368 | 0.510395 | 0.510422 | 0.510449 | 0.510476 | 0.510503 | 0.510530 | 0.510557 | 0.510584 |
| 48.7 | 0.510611 | 0.510638 | 0.510665 | 0.510692 | 0.510719 | 0.510746 | 0.510773 | 0.510800 | 0.510827 | 0.510854 |
| 48.8 | 0.510881 | 0.510907 | 0.510934 | 0.510961 | 0.510988 | 0.511015 | 0.511042 | 0.511069 | 0.511096 | 0.511123 |
| 48.9 | 0.511150 | 0.511176 | 0.511203 | 0.511230 | 0.511257 | 0.511284 | 0.511311 | 0.511337 | 0.511364 | 0.511391 |
Logarithm Table for base 2018 — N = 49.00–49.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 49.0 | 0.511418 | 0.511445 | 0.511472 | 0.511498 | 0.511525 | 0.511552 | 0.511579 | 0.511606 | 0.511632 | 0.511659 |
| 49.1 | 0.511686 | 0.511713 | 0.511739 | 0.511766 | 0.511793 | 0.511820 | 0.511846 | 0.511873 | 0.511900 | 0.511927 |
| 49.2 | 0.511953 | 0.511980 | 0.512007 | 0.512033 | 0.512060 | 0.512087 | 0.512113 | 0.512140 | 0.512167 | 0.512193 |
| 49.3 | 0.512220 | 0.512247 | 0.512273 | 0.512300 | 0.512327 | 0.512353 | 0.512380 | 0.512407 | 0.512433 | 0.512460 |
| 49.4 | 0.512486 | 0.512513 | 0.512540 | 0.512566 | 0.512593 | 0.512619 | 0.512646 | 0.512672 | 0.512699 | 0.512726 |
| 49.5 | 0.512752 | 0.512779 | 0.512805 | 0.512832 | 0.512858 | 0.512885 | 0.512911 | 0.512938 | 0.512964 | 0.512991 |
| 49.6 | 0.513017 | 0.513044 | 0.513070 | 0.513097 | 0.513123 | 0.513150 | 0.513176 | 0.513203 | 0.513229 | 0.513256 |
| 49.7 | 0.513282 | 0.513308 | 0.513335 | 0.513361 | 0.513388 | 0.513414 | 0.513440 | 0.513467 | 0.513493 | 0.513520 |
| 49.8 | 0.513546 | 0.513572 | 0.513599 | 0.513625 | 0.513652 | 0.513678 | 0.513704 | 0.513731 | 0.513757 | 0.513783 |
| 49.9 | 0.513810 | 0.513836 | 0.513862 | 0.513889 | 0.513915 | 0.513941 | 0.513968 | 0.513994 | 0.514020 | 0.514046 |
Logarithm Table for base 2018 — N = 50.00–50.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 50.0 | 0.514073 | 0.514099 | 0.514125 | 0.514152 | 0.514178 | 0.514204 | 0.514230 | 0.514257 | 0.514283 | 0.514309 |
| 50.1 | 0.514335 | 0.514362 | 0.514388 | 0.514414 | 0.514440 | 0.514466 | 0.514493 | 0.514519 | 0.514545 | 0.514571 |
| 50.2 | 0.514597 | 0.514624 | 0.514650 | 0.514676 | 0.514702 | 0.514728 | 0.514754 | 0.514780 | 0.514807 | 0.514833 |
| 50.3 | 0.514859 | 0.514885 | 0.514911 | 0.514937 | 0.514963 | 0.514989 | 0.515016 | 0.515042 | 0.515068 | 0.515094 |
| 50.4 | 0.515120 | 0.515146 | 0.515172 | 0.515198 | 0.515224 | 0.515250 | 0.515276 | 0.515302 | 0.515328 | 0.515354 |
| 50.5 | 0.515380 | 0.515406 | 0.515432 | 0.515458 | 0.515484 | 0.515510 | 0.515536 | 0.515562 | 0.515588 | 0.515614 |
| 50.6 | 0.515640 | 0.515666 | 0.515692 | 0.515718 | 0.515744 | 0.515770 | 0.515796 | 0.515822 | 0.515848 | 0.515874 |
| 50.7 | 0.515900 | 0.515926 | 0.515952 | 0.515977 | 0.516003 | 0.516029 | 0.516055 | 0.516081 | 0.516107 | 0.516133 |
| 50.8 | 0.516159 | 0.516185 | 0.516210 | 0.516236 | 0.516262 | 0.516288 | 0.516314 | 0.516340 | 0.516365 | 0.516391 |
| 50.9 | 0.516417 | 0.516443 | 0.516469 | 0.516495 | 0.516520 | 0.516546 | 0.516572 | 0.516598 | 0.516623 | 0.516649 |
Logarithm Table for base 2018 — N = 51.00–51.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 51.0 | 0.516675 | 0.516701 | 0.516727 | 0.516752 | 0.516778 | 0.516804 | 0.516830 | 0.516855 | 0.516881 | 0.516907 |
| 51.1 | 0.516932 | 0.516958 | 0.516984 | 0.517010 | 0.517035 | 0.517061 | 0.517087 | 0.517112 | 0.517138 | 0.517164 |
| 51.2 | 0.517189 | 0.517215 | 0.517241 | 0.517266 | 0.517292 | 0.517318 | 0.517343 | 0.517369 | 0.517394 | 0.517420 |
| 51.3 | 0.517446 | 0.517471 | 0.517497 | 0.517523 | 0.517548 | 0.517574 | 0.517599 | 0.517625 | 0.517651 | 0.517676 |
| 51.4 | 0.517702 | 0.517727 | 0.517753 | 0.517778 | 0.517804 | 0.517829 | 0.517855 | 0.517880 | 0.517906 | 0.517932 |
| 51.5 | 0.517957 | 0.517983 | 0.518008 | 0.518034 | 0.518059 | 0.518085 | 0.518110 | 0.518136 | 0.518161 | 0.518186 |
| 51.6 | 0.518212 | 0.518237 | 0.518263 | 0.518288 | 0.518314 | 0.518339 | 0.518365 | 0.518390 | 0.518416 | 0.518441 |
| 51.7 | 0.518466 | 0.518492 | 0.518517 | 0.518543 | 0.518568 | 0.518593 | 0.518619 | 0.518644 | 0.518670 | 0.518695 |
| 51.8 | 0.518720 | 0.518746 | 0.518771 | 0.518796 | 0.518822 | 0.518847 | 0.518872 | 0.518898 | 0.518923 | 0.518948 |
| 51.9 | 0.518974 | 0.518999 | 0.519024 | 0.519050 | 0.519075 | 0.519100 | 0.519126 | 0.519151 | 0.519176 | 0.519201 |
Logarithm Table for base 2018 — N = 52.00–52.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 52.0 | 0.519227 | 0.519252 | 0.519277 | 0.519303 | 0.519328 | 0.519353 | 0.519378 | 0.519403 | 0.519429 | 0.519454 |
| 52.1 | 0.519479 | 0.519504 | 0.519530 | 0.519555 | 0.519580 | 0.519605 | 0.519630 | 0.519656 | 0.519681 | 0.519706 |
| 52.2 | 0.519731 | 0.519756 | 0.519781 | 0.519807 | 0.519832 | 0.519857 | 0.519882 | 0.519907 | 0.519932 | 0.519958 |
| 52.3 | 0.519983 | 0.520008 | 0.520033 | 0.520058 | 0.520083 | 0.520108 | 0.520133 | 0.520158 | 0.520184 | 0.520209 |
| 52.4 | 0.520234 | 0.520259 | 0.520284 | 0.520309 | 0.520334 | 0.520359 | 0.520384 | 0.520409 | 0.520434 | 0.520459 |
| 52.5 | 0.520484 | 0.520509 | 0.520534 | 0.520559 | 0.520584 | 0.520609 | 0.520634 | 0.520659 | 0.520684 | 0.520709 |
| 52.6 | 0.520734 | 0.520759 | 0.520784 | 0.520809 | 0.520834 | 0.520859 | 0.520884 | 0.520909 | 0.520934 | 0.520959 |
| 52.7 | 0.520984 | 0.521009 | 0.521034 | 0.521059 | 0.521084 | 0.521108 | 0.521133 | 0.521158 | 0.521183 | 0.521208 |
| 52.8 | 0.521233 | 0.521258 | 0.521283 | 0.521308 | 0.521332 | 0.521357 | 0.521382 | 0.521407 | 0.521432 | 0.521457 |
| 52.9 | 0.521482 | 0.521506 | 0.521531 | 0.521556 | 0.521581 | 0.521606 | 0.521631 | 0.521655 | 0.521680 | 0.521705 |
Logarithm Table for base 2018 — N = 53.00–53.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 53.0 | 0.521730 | 0.521755 | 0.521779 | 0.521804 | 0.521829 | 0.521854 | 0.521878 | 0.521903 | 0.521928 | 0.521953 |
| 53.1 | 0.521978 | 0.522002 | 0.522027 | 0.522052 | 0.522076 | 0.522101 | 0.522126 | 0.522151 | 0.522175 | 0.522200 |
| 53.2 | 0.522225 | 0.522249 | 0.522274 | 0.522299 | 0.522324 | 0.522348 | 0.522373 | 0.522398 | 0.522422 | 0.522447 |
| 53.3 | 0.522472 | 0.522496 | 0.522521 | 0.522545 | 0.522570 | 0.522595 | 0.522619 | 0.522644 | 0.522669 | 0.522693 |
| 53.4 | 0.522718 | 0.522742 | 0.522767 | 0.522792 | 0.522816 | 0.522841 | 0.522865 | 0.522890 | 0.522915 | 0.522939 |
| 53.5 | 0.522964 | 0.522988 | 0.523013 | 0.523037 | 0.523062 | 0.523086 | 0.523111 | 0.523136 | 0.523160 | 0.523185 |
| 53.6 | 0.523209 | 0.523234 | 0.523258 | 0.523283 | 0.523307 | 0.523332 | 0.523356 | 0.523381 | 0.523405 | 0.523430 |
| 53.7 | 0.523454 | 0.523478 | 0.523503 | 0.523527 | 0.523552 | 0.523576 | 0.523601 | 0.523625 | 0.523650 | 0.523674 |
| 53.8 | 0.523699 | 0.523723 | 0.523747 | 0.523772 | 0.523796 | 0.523821 | 0.523845 | 0.523869 | 0.523894 | 0.523918 |
| 53.9 | 0.523943 | 0.523967 | 0.523991 | 0.524016 | 0.524040 | 0.524064 | 0.524089 | 0.524113 | 0.524137 | 0.524162 |
Logarithm Table for base 2018 — N = 54.00–54.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 54.0 | 0.524186 | 0.524210 | 0.524235 | 0.524259 | 0.524283 | 0.524308 | 0.524332 | 0.524356 | 0.524381 | 0.524405 |
| 54.1 | 0.524429 | 0.524454 | 0.524478 | 0.524502 | 0.524526 | 0.524551 | 0.524575 | 0.524599 | 0.524623 | 0.524648 |
| 54.2 | 0.524672 | 0.524696 | 0.524720 | 0.524745 | 0.524769 | 0.524793 | 0.524817 | 0.524842 | 0.524866 | 0.524890 |
| 54.3 | 0.524914 | 0.524938 | 0.524963 | 0.524987 | 0.525011 | 0.525035 | 0.525059 | 0.525083 | 0.525108 | 0.525132 |
| 54.4 | 0.525156 | 0.525180 | 0.525204 | 0.525228 | 0.525253 | 0.525277 | 0.525301 | 0.525325 | 0.525349 | 0.525373 |
| 54.5 | 0.525397 | 0.525421 | 0.525445 | 0.525470 | 0.525494 | 0.525518 | 0.525542 | 0.525566 | 0.525590 | 0.525614 |
| 54.6 | 0.525638 | 0.525662 | 0.525686 | 0.525710 | 0.525734 | 0.525758 | 0.525782 | 0.525807 | 0.525831 | 0.525855 |
| 54.7 | 0.525879 | 0.525903 | 0.525927 | 0.525951 | 0.525975 | 0.525999 | 0.526023 | 0.526047 | 0.526071 | 0.526095 |
| 54.8 | 0.526119 | 0.526143 | 0.526167 | 0.526191 | 0.526215 | 0.526238 | 0.526262 | 0.526286 | 0.526310 | 0.526334 |
| 54.9 | 0.526358 | 0.526382 | 0.526406 | 0.526430 | 0.526454 | 0.526478 | 0.526502 | 0.526526 | 0.526550 | 0.526573 |
Logarithm Table for base 2018 — N = 55.00–55.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 55.0 | 0.526597 | 0.526621 | 0.526645 | 0.526669 | 0.526693 | 0.526717 | 0.526741 | 0.526764 | 0.526788 | 0.526812 |
| 55.1 | 0.526836 | 0.526860 | 0.526884 | 0.526908 | 0.526931 | 0.526955 | 0.526979 | 0.527003 | 0.527027 | 0.527051 |
| 55.2 | 0.527074 | 0.527098 | 0.527122 | 0.527146 | 0.527170 | 0.527193 | 0.527217 | 0.527241 | 0.527265 | 0.527288 |
| 55.3 | 0.527312 | 0.527336 | 0.527360 | 0.527383 | 0.527407 | 0.527431 | 0.527455 | 0.527478 | 0.527502 | 0.527526 |
| 55.4 | 0.527550 | 0.527573 | 0.527597 | 0.527621 | 0.527644 | 0.527668 | 0.527692 | 0.527716 | 0.527739 | 0.527763 |
| 55.5 | 0.527787 | 0.527810 | 0.527834 | 0.527858 | 0.527881 | 0.527905 | 0.527929 | 0.527952 | 0.527976 | 0.527999 |
| 55.6 | 0.528023 | 0.528047 | 0.528070 | 0.528094 | 0.528118 | 0.528141 | 0.528165 | 0.528188 | 0.528212 | 0.528236 |
| 55.7 | 0.528259 | 0.528283 | 0.528306 | 0.528330 | 0.528354 | 0.528377 | 0.528401 | 0.528424 | 0.528448 | 0.528471 |
| 55.8 | 0.528495 | 0.528519 | 0.528542 | 0.528566 | 0.528589 | 0.528613 | 0.528636 | 0.528660 | 0.528683 | 0.528707 |
| 55.9 | 0.528730 | 0.528754 | 0.528777 | 0.528801 | 0.528824 | 0.528848 | 0.528871 | 0.528895 | 0.528918 | 0.528942 |
Logarithm Table for base 2018 — N = 56.00–56.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 56.0 | 0.528965 | 0.528989 | 0.529012 | 0.529036 | 0.529059 | 0.529082 | 0.529106 | 0.529129 | 0.529153 | 0.529176 |
| 56.1 | 0.529200 | 0.529223 | 0.529246 | 0.529270 | 0.529293 | 0.529317 | 0.529340 | 0.529363 | 0.529387 | 0.529410 |
| 56.2 | 0.529434 | 0.529457 | 0.529480 | 0.529504 | 0.529527 | 0.529550 | 0.529574 | 0.529597 | 0.529621 | 0.529644 |
| 56.3 | 0.529667 | 0.529691 | 0.529714 | 0.529737 | 0.529761 | 0.529784 | 0.529807 | 0.529831 | 0.529854 | 0.529877 |
| 56.4 | 0.529900 | 0.529924 | 0.529947 | 0.529970 | 0.529994 | 0.530017 | 0.530040 | 0.530063 | 0.530087 | 0.530110 |
| 56.5 | 0.530133 | 0.530156 | 0.530180 | 0.530203 | 0.530226 | 0.530249 | 0.530273 | 0.530296 | 0.530319 | 0.530342 |
| 56.6 | 0.530366 | 0.530389 | 0.530412 | 0.530435 | 0.530458 | 0.530482 | 0.530505 | 0.530528 | 0.530551 | 0.530574 |
| 56.7 | 0.530598 | 0.530621 | 0.530644 | 0.530667 | 0.530690 | 0.530713 | 0.530737 | 0.530760 | 0.530783 | 0.530806 |
| 56.8 | 0.530829 | 0.530852 | 0.530875 | 0.530898 | 0.530922 | 0.530945 | 0.530968 | 0.530991 | 0.531014 | 0.531037 |
| 56.9 | 0.531060 | 0.531083 | 0.531106 | 0.531130 | 0.531153 | 0.531176 | 0.531199 | 0.531222 | 0.531245 | 0.531268 |
Logarithm Table for base 2018 — N = 57.00–57.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 57.0 | 0.531291 | 0.531314 | 0.531337 | 0.531360 | 0.531383 | 0.531406 | 0.531429 | 0.531452 | 0.531475 | 0.531498 |
| 57.1 | 0.531521 | 0.531544 | 0.531567 | 0.531590 | 0.531613 | 0.531636 | 0.531659 | 0.531682 | 0.531705 | 0.531728 |
| 57.2 | 0.531751 | 0.531774 | 0.531797 | 0.531820 | 0.531843 | 0.531866 | 0.531889 | 0.531912 | 0.531935 | 0.531958 |
| 57.3 | 0.531981 | 0.532004 | 0.532027 | 0.532050 | 0.532073 | 0.532095 | 0.532118 | 0.532141 | 0.532164 | 0.532187 |
| 57.4 | 0.532210 | 0.532233 | 0.532256 | 0.532279 | 0.532301 | 0.532324 | 0.532347 | 0.532370 | 0.532393 | 0.532416 |
| 57.5 | 0.532439 | 0.532462 | 0.532484 | 0.532507 | 0.532530 | 0.532553 | 0.532576 | 0.532599 | 0.532621 | 0.532644 |
| 57.6 | 0.532667 | 0.532690 | 0.532713 | 0.532735 | 0.532758 | 0.532781 | 0.532804 | 0.532827 | 0.532849 | 0.532872 |
| 57.7 | 0.532895 | 0.532918 | 0.532940 | 0.532963 | 0.532986 | 0.533009 | 0.533032 | 0.533054 | 0.533077 | 0.533100 |
| 57.8 | 0.533123 | 0.533145 | 0.533168 | 0.533191 | 0.533213 | 0.533236 | 0.533259 | 0.533282 | 0.533304 | 0.533327 |
| 57.9 | 0.533350 | 0.533372 | 0.533395 | 0.533418 | 0.533440 | 0.533463 | 0.533486 | 0.533508 | 0.533531 | 0.533554 |
Logarithm Table for base 2018 — N = 58.00–58.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 58.0 | 0.533576 | 0.533599 | 0.533622 | 0.533644 | 0.533667 | 0.533690 | 0.533712 | 0.533735 | 0.533758 | 0.533780 |
| 58.1 | 0.533803 | 0.533825 | 0.533848 | 0.533871 | 0.533893 | 0.533916 | 0.533938 | 0.533961 | 0.533984 | 0.534006 |
| 58.2 | 0.534029 | 0.534051 | 0.534074 | 0.534096 | 0.534119 | 0.534142 | 0.534164 | 0.534187 | 0.534209 | 0.534232 |
| 58.3 | 0.534254 | 0.534277 | 0.534299 | 0.534322 | 0.534344 | 0.534367 | 0.534390 | 0.534412 | 0.534435 | 0.534457 |
| 58.4 | 0.534480 | 0.534502 | 0.534525 | 0.534547 | 0.534570 | 0.534592 | 0.534615 | 0.534637 | 0.534659 | 0.534682 |
| 58.5 | 0.534704 | 0.534727 | 0.534749 | 0.534772 | 0.534794 | 0.534817 | 0.534839 | 0.534862 | 0.534884 | 0.534906 |
| 58.6 | 0.534929 | 0.534951 | 0.534974 | 0.534996 | 0.535018 | 0.535041 | 0.535063 | 0.535086 | 0.535108 | 0.535130 |
| 58.7 | 0.535153 | 0.535175 | 0.535198 | 0.535220 | 0.535242 | 0.535265 | 0.535287 | 0.535309 | 0.535332 | 0.535354 |
| 58.8 | 0.535377 | 0.535399 | 0.535421 | 0.535444 | 0.535466 | 0.535488 | 0.535511 | 0.535533 | 0.535555 | 0.535578 |
| 58.9 | 0.535600 | 0.535622 | 0.535644 | 0.535667 | 0.535689 | 0.535711 | 0.535734 | 0.535756 | 0.535778 | 0.535800 |
Logarithm Table for base 2018 — N = 59.00–59.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 59.0 | 0.535823 | 0.535845 | 0.535867 | 0.535890 | 0.535912 | 0.535934 | 0.535956 | 0.535979 | 0.536001 | 0.536023 |
| 59.1 | 0.536045 | 0.536068 | 0.536090 | 0.536112 | 0.536134 | 0.536156 | 0.536179 | 0.536201 | 0.536223 | 0.536245 |
| 59.2 | 0.536267 | 0.536290 | 0.536312 | 0.536334 | 0.536356 | 0.536378 | 0.536401 | 0.536423 | 0.536445 | 0.536467 |
| 59.3 | 0.536489 | 0.536511 | 0.536534 | 0.536556 | 0.536578 | 0.536600 | 0.536622 | 0.536644 | 0.536666 | 0.536689 |
| 59.4 | 0.536711 | 0.536733 | 0.536755 | 0.536777 | 0.536799 | 0.536821 | 0.536843 | 0.536865 | 0.536888 | 0.536910 |
| 59.5 | 0.536932 | 0.536954 | 0.536976 | 0.536998 | 0.537020 | 0.537042 | 0.537064 | 0.537086 | 0.537108 | 0.537130 |
| 59.6 | 0.537152 | 0.537174 | 0.537196 | 0.537219 | 0.537241 | 0.537263 | 0.537285 | 0.537307 | 0.537329 | 0.537351 |
| 59.7 | 0.537373 | 0.537395 | 0.537417 | 0.537439 | 0.537461 | 0.537483 | 0.537505 | 0.537527 | 0.537549 | 0.537571 |
| 59.8 | 0.537593 | 0.537615 | 0.537637 | 0.537659 | 0.537680 | 0.537702 | 0.537724 | 0.537746 | 0.537768 | 0.537790 |
| 59.9 | 0.537812 | 0.537834 | 0.537856 | 0.537878 | 0.537900 | 0.537922 | 0.537944 | 0.537966 | 0.537988 | 0.538009 |
Logarithm Table for base 2018 — N = 60.00–60.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 60.0 | 0.538031 | 0.538053 | 0.538075 | 0.538097 | 0.538119 | 0.538141 | 0.538163 | 0.538185 | 0.538206 | 0.538228 |
| 60.1 | 0.538250 | 0.538272 | 0.538294 | 0.538316 | 0.538338 | 0.538359 | 0.538381 | 0.538403 | 0.538425 | 0.538447 |
| 60.2 | 0.538469 | 0.538490 | 0.538512 | 0.538534 | 0.538556 | 0.538578 | 0.538600 | 0.538621 | 0.538643 | 0.538665 |
| 60.3 | 0.538687 | 0.538709 | 0.538730 | 0.538752 | 0.538774 | 0.538796 | 0.538817 | 0.538839 | 0.538861 | 0.538883 |
| 60.4 | 0.538905 | 0.538926 | 0.538948 | 0.538970 | 0.538992 | 0.539013 | 0.539035 | 0.539057 | 0.539078 | 0.539100 |
| 60.5 | 0.539122 | 0.539144 | 0.539165 | 0.539187 | 0.539209 | 0.539230 | 0.539252 | 0.539274 | 0.539296 | 0.539317 |
| 60.6 | 0.539339 | 0.539361 | 0.539382 | 0.539404 | 0.539426 | 0.539447 | 0.539469 | 0.539491 | 0.539512 | 0.539534 |
| 60.7 | 0.539556 | 0.539577 | 0.539599 | 0.539621 | 0.539642 | 0.539664 | 0.539685 | 0.539707 | 0.539729 | 0.539750 |
| 60.8 | 0.539772 | 0.539794 | 0.539815 | 0.539837 | 0.539858 | 0.539880 | 0.539902 | 0.539923 | 0.539945 | 0.539966 |
| 60.9 | 0.539988 | 0.540009 | 0.540031 | 0.540053 | 0.540074 | 0.540096 | 0.540117 | 0.540139 | 0.540160 | 0.540182 |
Logarithm Table for base 2018 — N = 61.00–61.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 61.0 | 0.540203 | 0.540225 | 0.540247 | 0.540268 | 0.540290 | 0.540311 | 0.540333 | 0.540354 | 0.540376 | 0.540397 |
| 61.1 | 0.540419 | 0.540440 | 0.540462 | 0.540483 | 0.540505 | 0.540526 | 0.540548 | 0.540569 | 0.540591 | 0.540612 |
| 61.2 | 0.540634 | 0.540655 | 0.540677 | 0.540698 | 0.540719 | 0.540741 | 0.540762 | 0.540784 | 0.540805 | 0.540827 |
| 61.3 | 0.540848 | 0.540870 | 0.540891 | 0.540912 | 0.540934 | 0.540955 | 0.540977 | 0.540998 | 0.541020 | 0.541041 |
| 61.4 | 0.541062 | 0.541084 | 0.541105 | 0.541127 | 0.541148 | 0.541169 | 0.541191 | 0.541212 | 0.541233 | 0.541255 |
| 61.5 | 0.541276 | 0.541298 | 0.541319 | 0.541340 | 0.541362 | 0.541383 | 0.541404 | 0.541426 | 0.541447 | 0.541468 |
| 61.6 | 0.541490 | 0.541511 | 0.541532 | 0.541554 | 0.541575 | 0.541596 | 0.541618 | 0.541639 | 0.541660 | 0.541682 |
| 61.7 | 0.541703 | 0.541724 | 0.541745 | 0.541767 | 0.541788 | 0.541809 | 0.541831 | 0.541852 | 0.541873 | 0.541894 |
| 61.8 | 0.541916 | 0.541937 | 0.541958 | 0.541979 | 0.542001 | 0.542022 | 0.542043 | 0.542064 | 0.542086 | 0.542107 |
| 61.9 | 0.542128 | 0.542149 | 0.542171 | 0.542192 | 0.542213 | 0.542234 | 0.542255 | 0.542277 | 0.542298 | 0.542319 |
Logarithm Table for base 2018 — N = 62.00–62.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 62.0 | 0.542340 | 0.542361 | 0.542383 | 0.542404 | 0.542425 | 0.542446 | 0.542467 | 0.542489 | 0.542510 | 0.542531 |
| 62.1 | 0.542552 | 0.542573 | 0.542594 | 0.542615 | 0.542637 | 0.542658 | 0.542679 | 0.542700 | 0.542721 | 0.542742 |
| 62.2 | 0.542763 | 0.542785 | 0.542806 | 0.542827 | 0.542848 | 0.542869 | 0.542890 | 0.542911 | 0.542932 | 0.542953 |
| 62.3 | 0.542975 | 0.542996 | 0.543017 | 0.543038 | 0.543059 | 0.543080 | 0.543101 | 0.543122 | 0.543143 | 0.543164 |
| 62.4 | 0.543185 | 0.543206 | 0.543227 | 0.543248 | 0.543270 | 0.543291 | 0.543312 | 0.543333 | 0.543354 | 0.543375 |
| 62.5 | 0.543396 | 0.543417 | 0.543438 | 0.543459 | 0.543480 | 0.543501 | 0.543522 | 0.543543 | 0.543564 | 0.543585 |
| 62.6 | 0.543606 | 0.543627 | 0.543648 | 0.543669 | 0.543690 | 0.543711 | 0.543732 | 0.543753 | 0.543774 | 0.543795 |
| 62.7 | 0.543816 | 0.543837 | 0.543857 | 0.543878 | 0.543899 | 0.543920 | 0.543941 | 0.543962 | 0.543983 | 0.544004 |
| 62.8 | 0.544025 | 0.544046 | 0.544067 | 0.544088 | 0.544109 | 0.544130 | 0.544150 | 0.544171 | 0.544192 | 0.544213 |
| 62.9 | 0.544234 | 0.544255 | 0.544276 | 0.544297 | 0.544318 | 0.544338 | 0.544359 | 0.544380 | 0.544401 | 0.544422 |
Logarithm Table for base 2018 — N = 63.00–63.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 63.0 | 0.544443 | 0.544464 | 0.544485 | 0.544505 | 0.544526 | 0.544547 | 0.544568 | 0.544589 | 0.544610 | 0.544630 |
| 63.1 | 0.544651 | 0.544672 | 0.544693 | 0.544714 | 0.544735 | 0.544755 | 0.544776 | 0.544797 | 0.544818 | 0.544839 |
| 63.2 | 0.544859 | 0.544880 | 0.544901 | 0.544922 | 0.544942 | 0.544963 | 0.544984 | 0.545005 | 0.545026 | 0.545046 |
| 63.3 | 0.545067 | 0.545088 | 0.545109 | 0.545129 | 0.545150 | 0.545171 | 0.545192 | 0.545212 | 0.545233 | 0.545254 |
| 63.4 | 0.545275 | 0.545295 | 0.545316 | 0.545337 | 0.545357 | 0.545378 | 0.545399 | 0.545420 | 0.545440 | 0.545461 |
| 63.5 | 0.545482 | 0.545502 | 0.545523 | 0.545544 | 0.545564 | 0.545585 | 0.545606 | 0.545626 | 0.545647 | 0.545668 |
| 63.6 | 0.545688 | 0.545709 | 0.545730 | 0.545750 | 0.545771 | 0.545792 | 0.545812 | 0.545833 | 0.545854 | 0.545874 |
| 63.7 | 0.545895 | 0.545915 | 0.545936 | 0.545957 | 0.545977 | 0.545998 | 0.546019 | 0.546039 | 0.546060 | 0.546080 |
| 63.8 | 0.546101 | 0.546122 | 0.546142 | 0.546163 | 0.546183 | 0.546204 | 0.546225 | 0.546245 | 0.546266 | 0.546286 |
| 63.9 | 0.546307 | 0.546327 | 0.546348 | 0.546368 | 0.546389 | 0.546410 | 0.546430 | 0.546451 | 0.546471 | 0.546492 |
Logarithm Table for base 2018 — N = 64.00–64.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 64.0 | 0.546512 | 0.546533 | 0.546553 | 0.546574 | 0.546594 | 0.546615 | 0.546635 | 0.546656 | 0.546676 | 0.546697 |
| 64.1 | 0.546717 | 0.546738 | 0.546758 | 0.546779 | 0.546799 | 0.546820 | 0.546840 | 0.546861 | 0.546881 | 0.546902 |
| 64.2 | 0.546922 | 0.546943 | 0.546963 | 0.546984 | 0.547004 | 0.547025 | 0.547045 | 0.547065 | 0.547086 | 0.547106 |
| 64.3 | 0.547127 | 0.547147 | 0.547168 | 0.547188 | 0.547209 | 0.547229 | 0.547249 | 0.547270 | 0.547290 | 0.547311 |
| 64.4 | 0.547331 | 0.547351 | 0.547372 | 0.547392 | 0.547413 | 0.547433 | 0.547453 | 0.547474 | 0.547494 | 0.547515 |
| 64.5 | 0.547535 | 0.547555 | 0.547576 | 0.547596 | 0.547616 | 0.547637 | 0.547657 | 0.547677 | 0.547698 | 0.547718 |
| 64.6 | 0.547738 | 0.547759 | 0.547779 | 0.547799 | 0.547820 | 0.547840 | 0.547860 | 0.547881 | 0.547901 | 0.547921 |
| 64.7 | 0.547942 | 0.547962 | 0.547982 | 0.548003 | 0.548023 | 0.548043 | 0.548064 | 0.548084 | 0.548104 | 0.548124 |
| 64.8 | 0.548145 | 0.548165 | 0.548185 | 0.548206 | 0.548226 | 0.548246 | 0.548266 | 0.548287 | 0.548307 | 0.548327 |
| 64.9 | 0.548347 | 0.548368 | 0.548388 | 0.548408 | 0.548428 | 0.548449 | 0.548469 | 0.548489 | 0.548509 | 0.548529 |
Logarithm Table for base 2018 — N = 65.00–65.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 65.0 | 0.548550 | 0.548570 | 0.548590 | 0.548610 | 0.548630 | 0.548651 | 0.548671 | 0.548691 | 0.548711 | 0.548731 |
| 65.1 | 0.548752 | 0.548772 | 0.548792 | 0.548812 | 0.548832 | 0.548853 | 0.548873 | 0.548893 | 0.548913 | 0.548933 |
| 65.2 | 0.548953 | 0.548974 | 0.548994 | 0.549014 | 0.549034 | 0.549054 | 0.549074 | 0.549094 | 0.549115 | 0.549135 |
| 65.3 | 0.549155 | 0.549175 | 0.549195 | 0.549215 | 0.549235 | 0.549255 | 0.549275 | 0.549296 | 0.549316 | 0.549336 |
| 65.4 | 0.549356 | 0.549376 | 0.549396 | 0.549416 | 0.549436 | 0.549456 | 0.549476 | 0.549496 | 0.549516 | 0.549537 |
| 65.5 | 0.549557 | 0.549577 | 0.549597 | 0.549617 | 0.549637 | 0.549657 | 0.549677 | 0.549697 | 0.549717 | 0.549737 |
| 65.6 | 0.549757 | 0.549777 | 0.549797 | 0.549817 | 0.549837 | 0.549857 | 0.549877 | 0.549897 | 0.549917 | 0.549937 |
| 65.7 | 0.549957 | 0.549977 | 0.549997 | 0.550017 | 0.550037 | 0.550057 | 0.550077 | 0.550097 | 0.550117 | 0.550137 |
| 65.8 | 0.550157 | 0.550177 | 0.550197 | 0.550217 | 0.550237 | 0.550257 | 0.550277 | 0.550297 | 0.550317 | 0.550337 |
| 65.9 | 0.550357 | 0.550377 | 0.550397 | 0.550416 | 0.550436 | 0.550456 | 0.550476 | 0.550496 | 0.550516 | 0.550536 |
Logarithm Table for base 2018 — N = 66.00–66.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 66.0 | 0.550556 | 0.550576 | 0.550596 | 0.550616 | 0.550636 | 0.550655 | 0.550675 | 0.550695 | 0.550715 | 0.550735 |
| 66.1 | 0.550755 | 0.550775 | 0.550795 | 0.550815 | 0.550834 | 0.550854 | 0.550874 | 0.550894 | 0.550914 | 0.550934 |
| 66.2 | 0.550954 | 0.550973 | 0.550993 | 0.551013 | 0.551033 | 0.551053 | 0.551073 | 0.551092 | 0.551112 | 0.551132 |
| 66.3 | 0.551152 | 0.551172 | 0.551192 | 0.551211 | 0.551231 | 0.551251 | 0.551271 | 0.551291 | 0.551310 | 0.551330 |
| 66.4 | 0.551350 | 0.551370 | 0.551390 | 0.551409 | 0.551429 | 0.551449 | 0.551469 | 0.551488 | 0.551508 | 0.551528 |
| 66.5 | 0.551548 | 0.551567 | 0.551587 | 0.551607 | 0.551627 | 0.551646 | 0.551666 | 0.551686 | 0.551706 | 0.551725 |
| 66.6 | 0.551745 | 0.551765 | 0.551785 | 0.551804 | 0.551824 | 0.551844 | 0.551863 | 0.551883 | 0.551903 | 0.551923 |
| 66.7 | 0.551942 | 0.551962 | 0.551982 | 0.552001 | 0.552021 | 0.552041 | 0.552060 | 0.552080 | 0.552100 | 0.552120 |
| 66.8 | 0.552139 | 0.552159 | 0.552179 | 0.552198 | 0.552218 | 0.552238 | 0.552257 | 0.552277 | 0.552296 | 0.552316 |
| 66.9 | 0.552336 | 0.552355 | 0.552375 | 0.552395 | 0.552414 | 0.552434 | 0.552454 | 0.552473 | 0.552493 | 0.552512 |
Logarithm Table for base 2018 — N = 67.00–67.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 67.0 | 0.552532 | 0.552552 | 0.552571 | 0.552591 | 0.552610 | 0.552630 | 0.552650 | 0.552669 | 0.552689 | 0.552708 |
| 67.1 | 0.552728 | 0.552748 | 0.552767 | 0.552787 | 0.552806 | 0.552826 | 0.552845 | 0.552865 | 0.552885 | 0.552904 |
| 67.2 | 0.552924 | 0.552943 | 0.552963 | 0.552982 | 0.553002 | 0.553021 | 0.553041 | 0.553061 | 0.553080 | 0.553100 |
| 67.3 | 0.553119 | 0.553139 | 0.553158 | 0.553178 | 0.553197 | 0.553217 | 0.553236 | 0.553256 | 0.553275 | 0.553295 |
| 67.4 | 0.553314 | 0.553334 | 0.553353 | 0.553373 | 0.553392 | 0.553412 | 0.553431 | 0.553451 | 0.553470 | 0.553490 |
| 67.5 | 0.553509 | 0.553529 | 0.553548 | 0.553567 | 0.553587 | 0.553606 | 0.553626 | 0.553645 | 0.553665 | 0.553684 |
| 67.6 | 0.553704 | 0.553723 | 0.553742 | 0.553762 | 0.553781 | 0.553801 | 0.553820 | 0.553840 | 0.553859 | 0.553878 |
| 67.7 | 0.553898 | 0.553917 | 0.553937 | 0.553956 | 0.553975 | 0.553995 | 0.554014 | 0.554034 | 0.554053 | 0.554072 |
| 67.8 | 0.554092 | 0.554111 | 0.554131 | 0.554150 | 0.554169 | 0.554189 | 0.554208 | 0.554227 | 0.554247 | 0.554266 |
| 67.9 | 0.554285 | 0.554305 | 0.554324 | 0.554344 | 0.554363 | 0.554382 | 0.554402 | 0.554421 | 0.554440 | 0.554460 |
Logarithm Table for base 2018 — N = 68.00–68.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 68.0 | 0.554479 | 0.554498 | 0.554518 | 0.554537 | 0.554556 | 0.554575 | 0.554595 | 0.554614 | 0.554633 | 0.554653 |
| 68.1 | 0.554672 | 0.554691 | 0.554711 | 0.554730 | 0.554749 | 0.554768 | 0.554788 | 0.554807 | 0.554826 | 0.554846 |
| 68.2 | 0.554865 | 0.554884 | 0.554903 | 0.554923 | 0.554942 | 0.554961 | 0.554980 | 0.555000 | 0.555019 | 0.555038 |
| 68.3 | 0.555057 | 0.555077 | 0.555096 | 0.555115 | 0.555134 | 0.555153 | 0.555173 | 0.555192 | 0.555211 | 0.555230 |
| 68.4 | 0.555250 | 0.555269 | 0.555288 | 0.555307 | 0.555326 | 0.555346 | 0.555365 | 0.555384 | 0.555403 | 0.555422 |
| 68.5 | 0.555442 | 0.555461 | 0.555480 | 0.555499 | 0.555518 | 0.555537 | 0.555557 | 0.555576 | 0.555595 | 0.555614 |
| 68.6 | 0.555633 | 0.555652 | 0.555672 | 0.555691 | 0.555710 | 0.555729 | 0.555748 | 0.555767 | 0.555786 | 0.555806 |
| 68.7 | 0.555825 | 0.555844 | 0.555863 | 0.555882 | 0.555901 | 0.555920 | 0.555939 | 0.555959 | 0.555978 | 0.555997 |
| 68.8 | 0.556016 | 0.556035 | 0.556054 | 0.556073 | 0.556092 | 0.556111 | 0.556130 | 0.556149 | 0.556169 | 0.556188 |
| 68.9 | 0.556207 | 0.556226 | 0.556245 | 0.556264 | 0.556283 | 0.556302 | 0.556321 | 0.556340 | 0.556359 | 0.556378 |
Logarithm Table for base 2018 — N = 69.00–69.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 69.0 | 0.556397 | 0.556416 | 0.556435 | 0.556454 | 0.556473 | 0.556492 | 0.556511 | 0.556531 | 0.556550 | 0.556569 |
| 69.1 | 0.556588 | 0.556607 | 0.556626 | 0.556645 | 0.556664 | 0.556683 | 0.556702 | 0.556721 | 0.556740 | 0.556759 |
| 69.2 | 0.556778 | 0.556797 | 0.556816 | 0.556835 | 0.556854 | 0.556873 | 0.556891 | 0.556910 | 0.556929 | 0.556948 |
| 69.3 | 0.556967 | 0.556986 | 0.557005 | 0.557024 | 0.557043 | 0.557062 | 0.557081 | 0.557100 | 0.557119 | 0.557138 |
| 69.4 | 0.557157 | 0.557176 | 0.557195 | 0.557214 | 0.557233 | 0.557251 | 0.557270 | 0.557289 | 0.557308 | 0.557327 |
| 69.5 | 0.557346 | 0.557365 | 0.557384 | 0.557403 | 0.557422 | 0.557441 | 0.557459 | 0.557478 | 0.557497 | 0.557516 |
| 69.6 | 0.557535 | 0.557554 | 0.557573 | 0.557592 | 0.557611 | 0.557629 | 0.557648 | 0.557667 | 0.557686 | 0.557705 |
| 69.7 | 0.557724 | 0.557743 | 0.557761 | 0.557780 | 0.557799 | 0.557818 | 0.557837 | 0.557856 | 0.557874 | 0.557893 |
| 69.8 | 0.557912 | 0.557931 | 0.557950 | 0.557969 | 0.557987 | 0.558006 | 0.558025 | 0.558044 | 0.558063 | 0.558081 |
| 69.9 | 0.558100 | 0.558119 | 0.558138 | 0.558157 | 0.558175 | 0.558194 | 0.558213 | 0.558232 | 0.558251 | 0.558269 |
Logarithm Table for base 2018 — N = 70.00–70.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 70.0 | 0.558288 | 0.558307 | 0.558326 | 0.558344 | 0.558363 | 0.558382 | 0.558401 | 0.558419 | 0.558438 | 0.558457 |
| 70.1 | 0.558476 | 0.558494 | 0.558513 | 0.558532 | 0.558551 | 0.558569 | 0.558588 | 0.558607 | 0.558626 | 0.558644 |
| 70.2 | 0.558663 | 0.558682 | 0.558700 | 0.558719 | 0.558738 | 0.558757 | 0.558775 | 0.558794 | 0.558813 | 0.558831 |
| 70.3 | 0.558850 | 0.558869 | 0.558887 | 0.558906 | 0.558925 | 0.558943 | 0.558962 | 0.558981 | 0.558999 | 0.559018 |
| 70.4 | 0.559037 | 0.559055 | 0.559074 | 0.559093 | 0.559111 | 0.559130 | 0.559149 | 0.559167 | 0.559186 | 0.559205 |
| 70.5 | 0.559223 | 0.559242 | 0.559261 | 0.559279 | 0.559298 | 0.559317 | 0.559335 | 0.559354 | 0.559372 | 0.559391 |
| 70.6 | 0.559410 | 0.559428 | 0.559447 | 0.559465 | 0.559484 | 0.559503 | 0.559521 | 0.559540 | 0.559558 | 0.559577 |
| 70.7 | 0.559596 | 0.559614 | 0.559633 | 0.559651 | 0.559670 | 0.559689 | 0.559707 | 0.559726 | 0.559744 | 0.559763 |
| 70.8 | 0.559781 | 0.559800 | 0.559818 | 0.559837 | 0.559856 | 0.559874 | 0.559893 | 0.559911 | 0.559930 | 0.559948 |
| 70.9 | 0.559967 | 0.559985 | 0.560004 | 0.560022 | 0.560041 | 0.560059 | 0.560078 | 0.560097 | 0.560115 | 0.560134 |
Logarithm Table for base 2018 — N = 71.00–71.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 71.0 | 0.560152 | 0.560171 | 0.560189 | 0.560208 | 0.560226 | 0.560245 | 0.560263 | 0.560282 | 0.560300 | 0.560319 |
| 71.1 | 0.560337 | 0.560355 | 0.560374 | 0.560392 | 0.560411 | 0.560429 | 0.560448 | 0.560466 | 0.560485 | 0.560503 |
| 71.2 | 0.560522 | 0.560540 | 0.560559 | 0.560577 | 0.560595 | 0.560614 | 0.560632 | 0.560651 | 0.560669 | 0.560688 |
| 71.3 | 0.560706 | 0.560725 | 0.560743 | 0.560761 | 0.560780 | 0.560798 | 0.560817 | 0.560835 | 0.560853 | 0.560872 |
| 71.4 | 0.560890 | 0.560909 | 0.560927 | 0.560945 | 0.560964 | 0.560982 | 0.561001 | 0.561019 | 0.561037 | 0.561056 |
| 71.5 | 0.561074 | 0.561093 | 0.561111 | 0.561129 | 0.561148 | 0.561166 | 0.561184 | 0.561203 | 0.561221 | 0.561240 |
| 71.6 | 0.561258 | 0.561276 | 0.561295 | 0.561313 | 0.561331 | 0.561350 | 0.561368 | 0.561386 | 0.561405 | 0.561423 |
| 71.7 | 0.561441 | 0.561460 | 0.561478 | 0.561496 | 0.561515 | 0.561533 | 0.561551 | 0.561570 | 0.561588 | 0.561606 |
| 71.8 | 0.561624 | 0.561643 | 0.561661 | 0.561679 | 0.561698 | 0.561716 | 0.561734 | 0.561752 | 0.561771 | 0.561789 |
| 71.9 | 0.561807 | 0.561826 | 0.561844 | 0.561862 | 0.561880 | 0.561899 | 0.561917 | 0.561935 | 0.561953 | 0.561972 |
Logarithm Table for base 2018 — N = 72.00–72.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 72.0 | 0.561990 | 0.562008 | 0.562026 | 0.562045 | 0.562063 | 0.562081 | 0.562099 | 0.562118 | 0.562136 | 0.562154 |
| 72.1 | 0.562172 | 0.562191 | 0.562209 | 0.562227 | 0.562245 | 0.562263 | 0.562282 | 0.562300 | 0.562318 | 0.562336 |
| 72.2 | 0.562354 | 0.562373 | 0.562391 | 0.562409 | 0.562427 | 0.562445 | 0.562464 | 0.562482 | 0.562500 | 0.562518 |
| 72.3 | 0.562536 | 0.562555 | 0.562573 | 0.562591 | 0.562609 | 0.562627 | 0.562645 | 0.562664 | 0.562682 | 0.562700 |
| 72.4 | 0.562718 | 0.562736 | 0.562754 | 0.562772 | 0.562791 | 0.562809 | 0.562827 | 0.562845 | 0.562863 | 0.562881 |
| 72.5 | 0.562899 | 0.562917 | 0.562936 | 0.562954 | 0.562972 | 0.562990 | 0.563008 | 0.563026 | 0.563044 | 0.563062 |
| 72.6 | 0.563080 | 0.563099 | 0.563117 | 0.563135 | 0.563153 | 0.563171 | 0.563189 | 0.563207 | 0.563225 | 0.563243 |
| 72.7 | 0.563261 | 0.563279 | 0.563298 | 0.563316 | 0.563334 | 0.563352 | 0.563370 | 0.563388 | 0.563406 | 0.563424 |
| 72.8 | 0.563442 | 0.563460 | 0.563478 | 0.563496 | 0.563514 | 0.563532 | 0.563550 | 0.563568 | 0.563586 | 0.563604 |
| 72.9 | 0.563622 | 0.563640 | 0.563658 | 0.563676 | 0.563694 | 0.563712 | 0.563730 | 0.563748 | 0.563767 | 0.563785 |
Logarithm Table for base 2018 — N = 73.00–73.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 73.0 | 0.563803 | 0.563821 | 0.563839 | 0.563857 | 0.563874 | 0.563892 | 0.563910 | 0.563928 | 0.563946 | 0.563964 |
| 73.1 | 0.563982 | 0.564000 | 0.564018 | 0.564036 | 0.564054 | 0.564072 | 0.564090 | 0.564108 | 0.564126 | 0.564144 |
| 73.2 | 0.564162 | 0.564180 | 0.564198 | 0.564216 | 0.564234 | 0.564252 | 0.564270 | 0.564288 | 0.564306 | 0.564324 |
| 73.3 | 0.564341 | 0.564359 | 0.564377 | 0.564395 | 0.564413 | 0.564431 | 0.564449 | 0.564467 | 0.564485 | 0.564503 |
| 73.4 | 0.564521 | 0.564538 | 0.564556 | 0.564574 | 0.564592 | 0.564610 | 0.564628 | 0.564646 | 0.564664 | 0.564682 |
| 73.5 | 0.564700 | 0.564717 | 0.564735 | 0.564753 | 0.564771 | 0.564789 | 0.564807 | 0.564825 | 0.564842 | 0.564860 |
| 73.6 | 0.564878 | 0.564896 | 0.564914 | 0.564932 | 0.564950 | 0.564967 | 0.564985 | 0.565003 | 0.565021 | 0.565039 |
| 73.7 | 0.565057 | 0.565074 | 0.565092 | 0.565110 | 0.565128 | 0.565146 | 0.565164 | 0.565181 | 0.565199 | 0.565217 |
| 73.8 | 0.565235 | 0.565253 | 0.565270 | 0.565288 | 0.565306 | 0.565324 | 0.565342 | 0.565359 | 0.565377 | 0.565395 |
| 73.9 | 0.565413 | 0.565430 | 0.565448 | 0.565466 | 0.565484 | 0.565502 | 0.565519 | 0.565537 | 0.565555 | 0.565573 |
Logarithm Table for base 2018 — N = 74.00–74.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 74.0 | 0.565590 | 0.565608 | 0.565626 | 0.565644 | 0.565661 | 0.565679 | 0.565697 | 0.565715 | 0.565732 | 0.565750 |
| 74.1 | 0.565768 | 0.565786 | 0.565803 | 0.565821 | 0.565839 | 0.565857 | 0.565874 | 0.565892 | 0.565910 | 0.565927 |
| 74.2 | 0.565945 | 0.565963 | 0.565981 | 0.565998 | 0.566016 | 0.566034 | 0.566051 | 0.566069 | 0.566087 | 0.566104 |
| 74.3 | 0.566122 | 0.566140 | 0.566157 | 0.566175 | 0.566193 | 0.566210 | 0.566228 | 0.566246 | 0.566263 | 0.566281 |
| 74.4 | 0.566299 | 0.566316 | 0.566334 | 0.566352 | 0.566369 | 0.566387 | 0.566405 | 0.566422 | 0.566440 | 0.566458 |
| 74.5 | 0.566475 | 0.566493 | 0.566511 | 0.566528 | 0.566546 | 0.566563 | 0.566581 | 0.566599 | 0.566616 | 0.566634 |
| 74.6 | 0.566652 | 0.566669 | 0.566687 | 0.566704 | 0.566722 | 0.566740 | 0.566757 | 0.566775 | 0.566792 | 0.566810 |
| 74.7 | 0.566828 | 0.566845 | 0.566863 | 0.566880 | 0.566898 | 0.566916 | 0.566933 | 0.566951 | 0.566968 | 0.566986 |
| 74.8 | 0.567003 | 0.567021 | 0.567039 | 0.567056 | 0.567074 | 0.567091 | 0.567109 | 0.567126 | 0.567144 | 0.567161 |
| 74.9 | 0.567179 | 0.567197 | 0.567214 | 0.567232 | 0.567249 | 0.567267 | 0.567284 | 0.567302 | 0.567319 | 0.567337 |
Logarithm Table for base 2018 — N = 75.00–75.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 75.0 | 0.567354 | 0.567372 | 0.567389 | 0.567407 | 0.567424 | 0.567442 | 0.567459 | 0.567477 | 0.567494 | 0.567512 |
| 75.1 | 0.567529 | 0.567547 | 0.567564 | 0.567582 | 0.567599 | 0.567617 | 0.567634 | 0.567652 | 0.567669 | 0.567687 |
| 75.2 | 0.567704 | 0.567722 | 0.567739 | 0.567757 | 0.567774 | 0.567792 | 0.567809 | 0.567827 | 0.567844 | 0.567861 |
| 75.3 | 0.567879 | 0.567896 | 0.567914 | 0.567931 | 0.567949 | 0.567966 | 0.567984 | 0.568001 | 0.568018 | 0.568036 |
| 75.4 | 0.568053 | 0.568071 | 0.568088 | 0.568106 | 0.568123 | 0.568140 | 0.568158 | 0.568175 | 0.568193 | 0.568210 |
| 75.5 | 0.568227 | 0.568245 | 0.568262 | 0.568280 | 0.568297 | 0.568314 | 0.568332 | 0.568349 | 0.568367 | 0.568384 |
| 75.6 | 0.568401 | 0.568419 | 0.568436 | 0.568454 | 0.568471 | 0.568488 | 0.568506 | 0.568523 | 0.568540 | 0.568558 |
| 75.7 | 0.568575 | 0.568592 | 0.568610 | 0.568627 | 0.568645 | 0.568662 | 0.568679 | 0.568697 | 0.568714 | 0.568731 |
| 75.8 | 0.568749 | 0.568766 | 0.568783 | 0.568801 | 0.568818 | 0.568835 | 0.568853 | 0.568870 | 0.568887 | 0.568905 |
| 75.9 | 0.568922 | 0.568939 | 0.568956 | 0.568974 | 0.568991 | 0.569008 | 0.569026 | 0.569043 | 0.569060 | 0.569078 |
Logarithm Table for base 2018 — N = 76.00–76.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 76.0 | 0.569095 | 0.569112 | 0.569129 | 0.569147 | 0.569164 | 0.569181 | 0.569199 | 0.569216 | 0.569233 | 0.569250 |
| 76.1 | 0.569268 | 0.569285 | 0.569302 | 0.569319 | 0.569337 | 0.569354 | 0.569371 | 0.569388 | 0.569406 | 0.569423 |
| 76.2 | 0.569440 | 0.569457 | 0.569475 | 0.569492 | 0.569509 | 0.569526 | 0.569544 | 0.569561 | 0.569578 | 0.569595 |
| 76.3 | 0.569613 | 0.569630 | 0.569647 | 0.569664 | 0.569681 | 0.569699 | 0.569716 | 0.569733 | 0.569750 | 0.569767 |
| 76.4 | 0.569785 | 0.569802 | 0.569819 | 0.569836 | 0.569853 | 0.569871 | 0.569888 | 0.569905 | 0.569922 | 0.569939 |
| 76.5 | 0.569957 | 0.569974 | 0.569991 | 0.570008 | 0.570025 | 0.570042 | 0.570060 | 0.570077 | 0.570094 | 0.570111 |
| 76.6 | 0.570128 | 0.570145 | 0.570163 | 0.570180 | 0.570197 | 0.570214 | 0.570231 | 0.570248 | 0.570265 | 0.570283 |
| 76.7 | 0.570300 | 0.570317 | 0.570334 | 0.570351 | 0.570368 | 0.570385 | 0.570402 | 0.570420 | 0.570437 | 0.570454 |
| 76.8 | 0.570471 | 0.570488 | 0.570505 | 0.570522 | 0.570539 | 0.570556 | 0.570573 | 0.570591 | 0.570608 | 0.570625 |
| 76.9 | 0.570642 | 0.570659 | 0.570676 | 0.570693 | 0.570710 | 0.570727 | 0.570744 | 0.570761 | 0.570778 | 0.570796 |
Logarithm Table for base 2018 — N = 77.00–77.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 77.0 | 0.570813 | 0.570830 | 0.570847 | 0.570864 | 0.570881 | 0.570898 | 0.570915 | 0.570932 | 0.570949 | 0.570966 |
| 77.1 | 0.570983 | 0.571000 | 0.571017 | 0.571034 | 0.571051 | 0.571068 | 0.571085 | 0.571102 | 0.571119 | 0.571136 |
| 77.2 | 0.571154 | 0.571171 | 0.571188 | 0.571205 | 0.571222 | 0.571239 | 0.571256 | 0.571273 | 0.571290 | 0.571307 |
| 77.3 | 0.571324 | 0.571341 | 0.571358 | 0.571375 | 0.571392 | 0.571409 | 0.571426 | 0.571443 | 0.571460 | 0.571477 |
| 77.4 | 0.571493 | 0.571510 | 0.571527 | 0.571544 | 0.571561 | 0.571578 | 0.571595 | 0.571612 | 0.571629 | 0.571646 |
| 77.5 | 0.571663 | 0.571680 | 0.571697 | 0.571714 | 0.571731 | 0.571748 | 0.571765 | 0.571782 | 0.571799 | 0.571816 |
| 77.6 | 0.571833 | 0.571850 | 0.571866 | 0.571883 | 0.571900 | 0.571917 | 0.571934 | 0.571951 | 0.571968 | 0.571985 |
| 77.7 | 0.572002 | 0.572019 | 0.572036 | 0.572053 | 0.572069 | 0.572086 | 0.572103 | 0.572120 | 0.572137 | 0.572154 |
| 77.8 | 0.572171 | 0.572188 | 0.572205 | 0.572222 | 0.572238 | 0.572255 | 0.572272 | 0.572289 | 0.572306 | 0.572323 |
| 77.9 | 0.572340 | 0.572357 | 0.572373 | 0.572390 | 0.572407 | 0.572424 | 0.572441 | 0.572458 | 0.572475 | 0.572491 |
Logarithm Table for base 2018 — N = 78.00–78.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 78.0 | 0.572508 | 0.572525 | 0.572542 | 0.572559 | 0.572576 | 0.572592 | 0.572609 | 0.572626 | 0.572643 | 0.572660 |
| 78.1 | 0.572677 | 0.572693 | 0.572710 | 0.572727 | 0.572744 | 0.572761 | 0.572778 | 0.572794 | 0.572811 | 0.572828 |
| 78.2 | 0.572845 | 0.572862 | 0.572878 | 0.572895 | 0.572912 | 0.572929 | 0.572946 | 0.572962 | 0.572979 | 0.572996 |
| 78.3 | 0.573013 | 0.573029 | 0.573046 | 0.573063 | 0.573080 | 0.573097 | 0.573113 | 0.573130 | 0.573147 | 0.573164 |
| 78.4 | 0.573180 | 0.573197 | 0.573214 | 0.573231 | 0.573247 | 0.573264 | 0.573281 | 0.573298 | 0.573314 | 0.573331 |
| 78.5 | 0.573348 | 0.573365 | 0.573381 | 0.573398 | 0.573415 | 0.573432 | 0.573448 | 0.573465 | 0.573482 | 0.573498 |
| 78.6 | 0.573515 | 0.573532 | 0.573549 | 0.573565 | 0.573582 | 0.573599 | 0.573615 | 0.573632 | 0.573649 | 0.573666 |
| 78.7 | 0.573682 | 0.573699 | 0.573716 | 0.573732 | 0.573749 | 0.573766 | 0.573782 | 0.573799 | 0.573816 | 0.573832 |
| 78.8 | 0.573849 | 0.573866 | 0.573883 | 0.573899 | 0.573916 | 0.573933 | 0.573949 | 0.573966 | 0.573982 | 0.573999 |
| 78.9 | 0.574016 | 0.574032 | 0.574049 | 0.574066 | 0.574082 | 0.574099 | 0.574116 | 0.574132 | 0.574149 | 0.574166 |
Logarithm Table for base 2018 — N = 79.00–79.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 79.0 | 0.574182 | 0.574199 | 0.574216 | 0.574232 | 0.574249 | 0.574265 | 0.574282 | 0.574299 | 0.574315 | 0.574332 |
| 79.1 | 0.574348 | 0.574365 | 0.574382 | 0.574398 | 0.574415 | 0.574432 | 0.574448 | 0.574465 | 0.574481 | 0.574498 |
| 79.2 | 0.574515 | 0.574531 | 0.574548 | 0.574564 | 0.574581 | 0.574597 | 0.574614 | 0.574631 | 0.574647 | 0.574664 |
| 79.3 | 0.574680 | 0.574697 | 0.574713 | 0.574730 | 0.574747 | 0.574763 | 0.574780 | 0.574796 | 0.574813 | 0.574829 |
| 79.4 | 0.574846 | 0.574862 | 0.574879 | 0.574896 | 0.574912 | 0.574929 | 0.574945 | 0.574962 | 0.574978 | 0.574995 |
| 79.5 | 0.575011 | 0.575028 | 0.575044 | 0.575061 | 0.575077 | 0.575094 | 0.575110 | 0.575127 | 0.575144 | 0.575160 |
| 79.6 | 0.575177 | 0.575193 | 0.575210 | 0.575226 | 0.575243 | 0.575259 | 0.575276 | 0.575292 | 0.575309 | 0.575325 |
| 79.7 | 0.575342 | 0.575358 | 0.575374 | 0.575391 | 0.575407 | 0.575424 | 0.575440 | 0.575457 | 0.575473 | 0.575490 |
| 79.8 | 0.575506 | 0.575523 | 0.575539 | 0.575556 | 0.575572 | 0.575589 | 0.575605 | 0.575622 | 0.575638 | 0.575654 |
| 79.9 | 0.575671 | 0.575687 | 0.575704 | 0.575720 | 0.575737 | 0.575753 | 0.575769 | 0.575786 | 0.575802 | 0.575819 |
Logarithm Table for base 2018 — N = 80.00–80.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 80.0 | 0.575835 | 0.575852 | 0.575868 | 0.575884 | 0.575901 | 0.575917 | 0.575934 | 0.575950 | 0.575967 | 0.575983 |
| 80.1 | 0.575999 | 0.576016 | 0.576032 | 0.576049 | 0.576065 | 0.576081 | 0.576098 | 0.576114 | 0.576131 | 0.576147 |
| 80.2 | 0.576163 | 0.576180 | 0.576196 | 0.576212 | 0.576229 | 0.576245 | 0.576262 | 0.576278 | 0.576294 | 0.576311 |
| 80.3 | 0.576327 | 0.576343 | 0.576360 | 0.576376 | 0.576393 | 0.576409 | 0.576425 | 0.576442 | 0.576458 | 0.576474 |
| 80.4 | 0.576491 | 0.576507 | 0.576523 | 0.576540 | 0.576556 | 0.576572 | 0.576589 | 0.576605 | 0.576621 | 0.576638 |
| 80.5 | 0.576654 | 0.576670 | 0.576687 | 0.576703 | 0.576719 | 0.576736 | 0.576752 | 0.576768 | 0.576784 | 0.576801 |
| 80.6 | 0.576817 | 0.576833 | 0.576850 | 0.576866 | 0.576882 | 0.576899 | 0.576915 | 0.576931 | 0.576947 | 0.576964 |
| 80.7 | 0.576980 | 0.576996 | 0.577013 | 0.577029 | 0.577045 | 0.577061 | 0.577078 | 0.577094 | 0.577110 | 0.577127 |
| 80.8 | 0.577143 | 0.577159 | 0.577175 | 0.577192 | 0.577208 | 0.577224 | 0.577240 | 0.577257 | 0.577273 | 0.577289 |
| 80.9 | 0.577305 | 0.577322 | 0.577338 | 0.577354 | 0.577370 | 0.577386 | 0.577403 | 0.577419 | 0.577435 | 0.577451 |
Logarithm Table for base 2018 — N = 81.00–81.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 81.0 | 0.577468 | 0.577484 | 0.577500 | 0.577516 | 0.577533 | 0.577549 | 0.577565 | 0.577581 | 0.577597 | 0.577614 |
| 81.1 | 0.577630 | 0.577646 | 0.577662 | 0.577678 | 0.577695 | 0.577711 | 0.577727 | 0.577743 | 0.577759 | 0.577776 |
| 81.2 | 0.577792 | 0.577808 | 0.577824 | 0.577840 | 0.577856 | 0.577873 | 0.577889 | 0.577905 | 0.577921 | 0.577937 |
| 81.3 | 0.577953 | 0.577970 | 0.577986 | 0.578002 | 0.578018 | 0.578034 | 0.578050 | 0.578067 | 0.578083 | 0.578099 |
| 81.4 | 0.578115 | 0.578131 | 0.578147 | 0.578163 | 0.578180 | 0.578196 | 0.578212 | 0.578228 | 0.578244 | 0.578260 |
| 81.5 | 0.578276 | 0.578292 | 0.578309 | 0.578325 | 0.578341 | 0.578357 | 0.578373 | 0.578389 | 0.578405 | 0.578421 |
| 81.6 | 0.578437 | 0.578454 | 0.578470 | 0.578486 | 0.578502 | 0.578518 | 0.578534 | 0.578550 | 0.578566 | 0.578582 |
| 81.7 | 0.578598 | 0.578614 | 0.578631 | 0.578647 | 0.578663 | 0.578679 | 0.578695 | 0.578711 | 0.578727 | 0.578743 |
| 81.8 | 0.578759 | 0.578775 | 0.578791 | 0.578807 | 0.578823 | 0.578839 | 0.578855 | 0.578872 | 0.578888 | 0.578904 |
| 81.9 | 0.578920 | 0.578936 | 0.578952 | 0.578968 | 0.578984 | 0.579000 | 0.579016 | 0.579032 | 0.579048 | 0.579064 |
Logarithm Table for base 2018 — N = 82.00–82.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 82.0 | 0.579080 | 0.579096 | 0.579112 | 0.579128 | 0.579144 | 0.579160 | 0.579176 | 0.579192 | 0.579208 | 0.579224 |
| 82.1 | 0.579240 | 0.579256 | 0.579272 | 0.579288 | 0.579304 | 0.579320 | 0.579336 | 0.579352 | 0.579368 | 0.579384 |
| 82.2 | 0.579400 | 0.579416 | 0.579432 | 0.579448 | 0.579464 | 0.579480 | 0.579496 | 0.579512 | 0.579528 | 0.579544 |
| 82.3 | 0.579560 | 0.579576 | 0.579592 | 0.579608 | 0.579624 | 0.579640 | 0.579656 | 0.579672 | 0.579688 | 0.579704 |
| 82.4 | 0.579719 | 0.579735 | 0.579751 | 0.579767 | 0.579783 | 0.579799 | 0.579815 | 0.579831 | 0.579847 | 0.579863 |
| 82.5 | 0.579879 | 0.579895 | 0.579911 | 0.579927 | 0.579943 | 0.579958 | 0.579974 | 0.579990 | 0.580006 | 0.580022 |
| 82.6 | 0.580038 | 0.580054 | 0.580070 | 0.580086 | 0.580102 | 0.580118 | 0.580133 | 0.580149 | 0.580165 | 0.580181 |
| 82.7 | 0.580197 | 0.580213 | 0.580229 | 0.580245 | 0.580261 | 0.580276 | 0.580292 | 0.580308 | 0.580324 | 0.580340 |
| 82.8 | 0.580356 | 0.580372 | 0.580388 | 0.580403 | 0.580419 | 0.580435 | 0.580451 | 0.580467 | 0.580483 | 0.580499 |
| 82.9 | 0.580514 | 0.580530 | 0.580546 | 0.580562 | 0.580578 | 0.580594 | 0.580610 | 0.580625 | 0.580641 | 0.580657 |
Logarithm Table for base 2018 — N = 83.00–83.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 83.0 | 0.580673 | 0.580689 | 0.580705 | 0.580720 | 0.580736 | 0.580752 | 0.580768 | 0.580784 | 0.580799 | 0.580815 |
| 83.1 | 0.580831 | 0.580847 | 0.580863 | 0.580879 | 0.580894 | 0.580910 | 0.580926 | 0.580942 | 0.580958 | 0.580973 |
| 83.2 | 0.580989 | 0.581005 | 0.581021 | 0.581037 | 0.581052 | 0.581068 | 0.581084 | 0.581100 | 0.581115 | 0.581131 |
| 83.3 | 0.581147 | 0.581163 | 0.581179 | 0.581194 | 0.581210 | 0.581226 | 0.581242 | 0.581257 | 0.581273 | 0.581289 |
| 83.4 | 0.581305 | 0.581320 | 0.581336 | 0.581352 | 0.581368 | 0.581383 | 0.581399 | 0.581415 | 0.581431 | 0.581446 |
| 83.5 | 0.581462 | 0.581478 | 0.581494 | 0.581509 | 0.581525 | 0.581541 | 0.581557 | 0.581572 | 0.581588 | 0.581604 |
| 83.6 | 0.581619 | 0.581635 | 0.581651 | 0.581667 | 0.581682 | 0.581698 | 0.581714 | 0.581729 | 0.581745 | 0.581761 |
| 83.7 | 0.581776 | 0.581792 | 0.581808 | 0.581824 | 0.581839 | 0.581855 | 0.581871 | 0.581886 | 0.581902 | 0.581918 |
| 83.8 | 0.581933 | 0.581949 | 0.581965 | 0.581980 | 0.581996 | 0.582012 | 0.582027 | 0.582043 | 0.582059 | 0.582074 |
| 83.9 | 0.582090 | 0.582106 | 0.582121 | 0.582137 | 0.582153 | 0.582168 | 0.582184 | 0.582200 | 0.582215 | 0.582231 |
Logarithm Table for base 2018 — N = 84.00–84.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 84.0 | 0.582247 | 0.582262 | 0.582278 | 0.582294 | 0.582309 | 0.582325 | 0.582340 | 0.582356 | 0.582372 | 0.582387 |
| 84.1 | 0.582403 | 0.582419 | 0.582434 | 0.582450 | 0.582465 | 0.582481 | 0.582497 | 0.582512 | 0.582528 | 0.582544 |
| 84.2 | 0.582559 | 0.582575 | 0.582590 | 0.582606 | 0.582622 | 0.582637 | 0.582653 | 0.582668 | 0.582684 | 0.582700 |
| 84.3 | 0.582715 | 0.582731 | 0.582746 | 0.582762 | 0.582777 | 0.582793 | 0.582809 | 0.582824 | 0.582840 | 0.582855 |
| 84.4 | 0.582871 | 0.582886 | 0.582902 | 0.582918 | 0.582933 | 0.582949 | 0.582964 | 0.582980 | 0.582995 | 0.583011 |
| 84.5 | 0.583027 | 0.583042 | 0.583058 | 0.583073 | 0.583089 | 0.583104 | 0.583120 | 0.583135 | 0.583151 | 0.583166 |
| 84.6 | 0.583182 | 0.583197 | 0.583213 | 0.583229 | 0.583244 | 0.583260 | 0.583275 | 0.583291 | 0.583306 | 0.583322 |
| 84.7 | 0.583337 | 0.583353 | 0.583368 | 0.583384 | 0.583399 | 0.583415 | 0.583430 | 0.583446 | 0.583461 | 0.583477 |
| 84.8 | 0.583492 | 0.583508 | 0.583523 | 0.583539 | 0.583554 | 0.583570 | 0.583585 | 0.583601 | 0.583616 | 0.583632 |
| 84.9 | 0.583647 | 0.583663 | 0.583678 | 0.583694 | 0.583709 | 0.583724 | 0.583740 | 0.583755 | 0.583771 | 0.583786 |
Logarithm Table for base 2018 — N = 85.00–85.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 85.0 | 0.583802 | 0.583817 | 0.583833 | 0.583848 | 0.583864 | 0.583879 | 0.583895 | 0.583910 | 0.583925 | 0.583941 |
| 85.1 | 0.583956 | 0.583972 | 0.583987 | 0.584003 | 0.584018 | 0.584033 | 0.584049 | 0.584064 | 0.584080 | 0.584095 |
| 85.2 | 0.584111 | 0.584126 | 0.584141 | 0.584157 | 0.584172 | 0.584188 | 0.584203 | 0.584219 | 0.584234 | 0.584249 |
| 85.3 | 0.584265 | 0.584280 | 0.584296 | 0.584311 | 0.584326 | 0.584342 | 0.584357 | 0.584373 | 0.584388 | 0.584403 |
| 85.4 | 0.584419 | 0.584434 | 0.584450 | 0.584465 | 0.584480 | 0.584496 | 0.584511 | 0.584526 | 0.584542 | 0.584557 |
| 85.5 | 0.584573 | 0.584588 | 0.584603 | 0.584619 | 0.584634 | 0.584649 | 0.584665 | 0.584680 | 0.584695 | 0.584711 |
| 85.6 | 0.584726 | 0.584741 | 0.584757 | 0.584772 | 0.584788 | 0.584803 | 0.584818 | 0.584834 | 0.584849 | 0.584864 |
| 85.7 | 0.584880 | 0.584895 | 0.584910 | 0.584926 | 0.584941 | 0.584956 | 0.584972 | 0.584987 | 0.585002 | 0.585017 |
| 85.8 | 0.585033 | 0.585048 | 0.585063 | 0.585079 | 0.585094 | 0.585109 | 0.585125 | 0.585140 | 0.585155 | 0.585171 |
| 85.9 | 0.585186 | 0.585201 | 0.585216 | 0.585232 | 0.585247 | 0.585262 | 0.585278 | 0.585293 | 0.585308 | 0.585323 |
Logarithm Table for base 2018 — N = 86.00–86.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 86.0 | 0.585339 | 0.585354 | 0.585369 | 0.585385 | 0.585400 | 0.585415 | 0.585430 | 0.585446 | 0.585461 | 0.585476 |
| 86.1 | 0.585491 | 0.585507 | 0.585522 | 0.585537 | 0.585553 | 0.585568 | 0.585583 | 0.585598 | 0.585614 | 0.585629 |
| 86.2 | 0.585644 | 0.585659 | 0.585674 | 0.585690 | 0.585705 | 0.585720 | 0.585735 | 0.585751 | 0.585766 | 0.585781 |
| 86.3 | 0.585796 | 0.585812 | 0.585827 | 0.585842 | 0.585857 | 0.585872 | 0.585888 | 0.585903 | 0.585918 | 0.585933 |
| 86.4 | 0.585949 | 0.585964 | 0.585979 | 0.585994 | 0.586009 | 0.586025 | 0.586040 | 0.586055 | 0.586070 | 0.586085 |
| 86.5 | 0.586101 | 0.586116 | 0.586131 | 0.586146 | 0.586161 | 0.586176 | 0.586192 | 0.586207 | 0.586222 | 0.586237 |
| 86.6 | 0.586252 | 0.586268 | 0.586283 | 0.586298 | 0.586313 | 0.586328 | 0.586343 | 0.586359 | 0.586374 | 0.586389 |
| 86.7 | 0.586404 | 0.586419 | 0.586434 | 0.586449 | 0.586465 | 0.586480 | 0.586495 | 0.586510 | 0.586525 | 0.586540 |
| 86.8 | 0.586556 | 0.586571 | 0.586586 | 0.586601 | 0.586616 | 0.586631 | 0.586646 | 0.586661 | 0.586677 | 0.586692 |
| 86.9 | 0.586707 | 0.586722 | 0.586737 | 0.586752 | 0.586767 | 0.586782 | 0.586798 | 0.586813 | 0.586828 | 0.586843 |
Logarithm Table for base 2018 — N = 87.00–87.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 87.0 | 0.586858 | 0.586873 | 0.586888 | 0.586903 | 0.586918 | 0.586933 | 0.586949 | 0.586964 | 0.586979 | 0.586994 |
| 87.1 | 0.587009 | 0.587024 | 0.587039 | 0.587054 | 0.587069 | 0.587084 | 0.587099 | 0.587114 | 0.587130 | 0.587145 |
| 87.2 | 0.587160 | 0.587175 | 0.587190 | 0.587205 | 0.587220 | 0.587235 | 0.587250 | 0.587265 | 0.587280 | 0.587295 |
| 87.3 | 0.587310 | 0.587325 | 0.587340 | 0.587355 | 0.587370 | 0.587386 | 0.587401 | 0.587416 | 0.587431 | 0.587446 |
| 87.4 | 0.587461 | 0.587476 | 0.587491 | 0.587506 | 0.587521 | 0.587536 | 0.587551 | 0.587566 | 0.587581 | 0.587596 |
| 87.5 | 0.587611 | 0.587626 | 0.587641 | 0.587656 | 0.587671 | 0.587686 | 0.587701 | 0.587716 | 0.587731 | 0.587746 |
| 87.6 | 0.587761 | 0.587776 | 0.587791 | 0.587806 | 0.587821 | 0.587836 | 0.587851 | 0.587866 | 0.587881 | 0.587896 |
| 87.7 | 0.587911 | 0.587926 | 0.587941 | 0.587956 | 0.587971 | 0.587986 | 0.588001 | 0.588016 | 0.588031 | 0.588046 |
| 87.8 | 0.588061 | 0.588076 | 0.588091 | 0.588106 | 0.588121 | 0.588136 | 0.588151 | 0.588166 | 0.588180 | 0.588195 |
| 87.9 | 0.588210 | 0.588225 | 0.588240 | 0.588255 | 0.588270 | 0.588285 | 0.588300 | 0.588315 | 0.588330 | 0.588345 |
Logarithm Table for base 2018 — N = 88.00–88.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 88.0 | 0.588360 | 0.588375 | 0.588390 | 0.588405 | 0.588419 | 0.588434 | 0.588449 | 0.588464 | 0.588479 | 0.588494 |
| 88.1 | 0.588509 | 0.588524 | 0.588539 | 0.588554 | 0.588569 | 0.588584 | 0.588598 | 0.588613 | 0.588628 | 0.588643 |
| 88.2 | 0.588658 | 0.588673 | 0.588688 | 0.588703 | 0.588718 | 0.588733 | 0.588747 | 0.588762 | 0.588777 | 0.588792 |
| 88.3 | 0.588807 | 0.588822 | 0.588837 | 0.588852 | 0.588867 | 0.588881 | 0.588896 | 0.588911 | 0.588926 | 0.588941 |
| 88.4 | 0.588956 | 0.588971 | 0.588985 | 0.589000 | 0.589015 | 0.589030 | 0.589045 | 0.589060 | 0.589075 | 0.589089 |
| 88.5 | 0.589104 | 0.589119 | 0.589134 | 0.589149 | 0.589164 | 0.589179 | 0.589193 | 0.589208 | 0.589223 | 0.589238 |
| 88.6 | 0.589253 | 0.589268 | 0.589282 | 0.589297 | 0.589312 | 0.589327 | 0.589342 | 0.589356 | 0.589371 | 0.589386 |
| 88.7 | 0.589401 | 0.589416 | 0.589431 | 0.589445 | 0.589460 | 0.589475 | 0.589490 | 0.589505 | 0.589519 | 0.589534 |
| 88.8 | 0.589549 | 0.589564 | 0.589579 | 0.589593 | 0.589608 | 0.589623 | 0.589638 | 0.589653 | 0.589667 | 0.589682 |
| 88.9 | 0.589697 | 0.589712 | 0.589726 | 0.589741 | 0.589756 | 0.589771 | 0.589786 | 0.589800 | 0.589815 | 0.589830 |
Logarithm Table for base 2018 — N = 89.00–89.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 89.0 | 0.589845 | 0.589859 | 0.589874 | 0.589889 | 0.589904 | 0.589918 | 0.589933 | 0.589948 | 0.589963 | 0.589977 |
| 89.1 | 0.589992 | 0.590007 | 0.590022 | 0.590036 | 0.590051 | 0.590066 | 0.590081 | 0.590095 | 0.590110 | 0.590125 |
| 89.2 | 0.590140 | 0.590154 | 0.590169 | 0.590184 | 0.590199 | 0.590213 | 0.590228 | 0.590243 | 0.590257 | 0.590272 |
| 89.3 | 0.590287 | 0.590302 | 0.590316 | 0.590331 | 0.590346 | 0.590360 | 0.590375 | 0.590390 | 0.590405 | 0.590419 |
| 89.4 | 0.590434 | 0.590449 | 0.590463 | 0.590478 | 0.590493 | 0.590507 | 0.590522 | 0.590537 | 0.590551 | 0.590566 |
| 89.5 | 0.590581 | 0.590595 | 0.590610 | 0.590625 | 0.590640 | 0.590654 | 0.590669 | 0.590684 | 0.590698 | 0.590713 |
| 89.6 | 0.590728 | 0.590742 | 0.590757 | 0.590772 | 0.590786 | 0.590801 | 0.590816 | 0.590830 | 0.590845 | 0.590859 |
| 89.7 | 0.590874 | 0.590889 | 0.590903 | 0.590918 | 0.590933 | 0.590947 | 0.590962 | 0.590977 | 0.590991 | 0.591006 |
| 89.8 | 0.591021 | 0.591035 | 0.591050 | 0.591064 | 0.591079 | 0.591094 | 0.591108 | 0.591123 | 0.591138 | 0.591152 |
| 89.9 | 0.591167 | 0.591181 | 0.591196 | 0.591211 | 0.591225 | 0.591240 | 0.591254 | 0.591269 | 0.591284 | 0.591298 |
Logarithm Table for base 2018 — N = 90.00–90.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 90.0 | 0.591313 | 0.591327 | 0.591342 | 0.591357 | 0.591371 | 0.591386 | 0.591400 | 0.591415 | 0.591430 | 0.591444 |
| 90.1 | 0.591459 | 0.591473 | 0.591488 | 0.591503 | 0.591517 | 0.591532 | 0.591546 | 0.591561 | 0.591575 | 0.591590 |
| 90.2 | 0.591605 | 0.591619 | 0.591634 | 0.591648 | 0.591663 | 0.591677 | 0.591692 | 0.591707 | 0.591721 | 0.591736 |
| 90.3 | 0.591750 | 0.591765 | 0.591779 | 0.591794 | 0.591808 | 0.591823 | 0.591837 | 0.591852 | 0.591867 | 0.591881 |
| 90.4 | 0.591896 | 0.591910 | 0.591925 | 0.591939 | 0.591954 | 0.591968 | 0.591983 | 0.591997 | 0.592012 | 0.592026 |
| 90.5 | 0.592041 | 0.592055 | 0.592070 | 0.592084 | 0.592099 | 0.592114 | 0.592128 | 0.592143 | 0.592157 | 0.592172 |
| 90.6 | 0.592186 | 0.592201 | 0.592215 | 0.592230 | 0.592244 | 0.592259 | 0.592273 | 0.592288 | 0.592302 | 0.592317 |
| 90.7 | 0.592331 | 0.592345 | 0.592360 | 0.592374 | 0.592389 | 0.592403 | 0.592418 | 0.592432 | 0.592447 | 0.592461 |
| 90.8 | 0.592476 | 0.592490 | 0.592505 | 0.592519 | 0.592534 | 0.592548 | 0.592563 | 0.592577 | 0.592592 | 0.592606 |
| 90.9 | 0.592620 | 0.592635 | 0.592649 | 0.592664 | 0.592678 | 0.592693 | 0.592707 | 0.592722 | 0.592736 | 0.592750 |
Logarithm Table for base 2018 — N = 91.00–91.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 91.0 | 0.592765 | 0.592779 | 0.592794 | 0.592808 | 0.592823 | 0.592837 | 0.592852 | 0.592866 | 0.592880 | 0.592895 |
| 91.1 | 0.592909 | 0.592924 | 0.592938 | 0.592953 | 0.592967 | 0.592981 | 0.592996 | 0.593010 | 0.593025 | 0.593039 |
| 91.2 | 0.593053 | 0.593068 | 0.593082 | 0.593097 | 0.593111 | 0.593125 | 0.593140 | 0.593154 | 0.593169 | 0.593183 |
| 91.3 | 0.593197 | 0.593212 | 0.593226 | 0.593241 | 0.593255 | 0.593269 | 0.593284 | 0.593298 | 0.593313 | 0.593327 |
| 91.4 | 0.593341 | 0.593356 | 0.593370 | 0.593384 | 0.593399 | 0.593413 | 0.593428 | 0.593442 | 0.593456 | 0.593471 |
| 91.5 | 0.593485 | 0.593499 | 0.593514 | 0.593528 | 0.593542 | 0.593557 | 0.593571 | 0.593585 | 0.593600 | 0.593614 |
| 91.6 | 0.593629 | 0.593643 | 0.593657 | 0.593672 | 0.593686 | 0.593700 | 0.593715 | 0.593729 | 0.593743 | 0.593758 |
| 91.7 | 0.593772 | 0.593786 | 0.593801 | 0.593815 | 0.593829 | 0.593844 | 0.593858 | 0.593872 | 0.593886 | 0.593901 |
| 91.8 | 0.593915 | 0.593929 | 0.593944 | 0.593958 | 0.593972 | 0.593987 | 0.594001 | 0.594015 | 0.594030 | 0.594044 |
| 91.9 | 0.594058 | 0.594072 | 0.594087 | 0.594101 | 0.594115 | 0.594130 | 0.594144 | 0.594158 | 0.594173 | 0.594187 |
Logarithm Table for base 2018 — N = 92.00–92.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 92.0 | 0.594201 | 0.594215 | 0.594230 | 0.594244 | 0.594258 | 0.594273 | 0.594287 | 0.594301 | 0.594315 | 0.594330 |
| 92.1 | 0.594344 | 0.594358 | 0.594372 | 0.594387 | 0.594401 | 0.594415 | 0.594429 | 0.594444 | 0.594458 | 0.594472 |
| 92.2 | 0.594486 | 0.594501 | 0.594515 | 0.594529 | 0.594543 | 0.594558 | 0.594572 | 0.594586 | 0.594600 | 0.594615 |
| 92.3 | 0.594629 | 0.594643 | 0.594657 | 0.594672 | 0.594686 | 0.594700 | 0.594714 | 0.594729 | 0.594743 | 0.594757 |
| 92.4 | 0.594771 | 0.594785 | 0.594800 | 0.594814 | 0.594828 | 0.594842 | 0.594857 | 0.594871 | 0.594885 | 0.594899 |
| 92.5 | 0.594913 | 0.594928 | 0.594942 | 0.594956 | 0.594970 | 0.594984 | 0.594999 | 0.595013 | 0.595027 | 0.595041 |
| 92.6 | 0.595055 | 0.595070 | 0.595084 | 0.595098 | 0.595112 | 0.595126 | 0.595140 | 0.595155 | 0.595169 | 0.595183 |
| 92.7 | 0.595197 | 0.595211 | 0.595226 | 0.595240 | 0.595254 | 0.595268 | 0.595282 | 0.595296 | 0.595311 | 0.595325 |
| 92.8 | 0.595339 | 0.595353 | 0.595367 | 0.595381 | 0.595395 | 0.595410 | 0.595424 | 0.595438 | 0.595452 | 0.595466 |
| 92.9 | 0.595480 | 0.595495 | 0.595509 | 0.595523 | 0.595537 | 0.595551 | 0.595565 | 0.595579 | 0.595593 | 0.595608 |
Logarithm Table for base 2018 — N = 93.00–93.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 93.0 | 0.595622 | 0.595636 | 0.595650 | 0.595664 | 0.595678 | 0.595692 | 0.595707 | 0.595721 | 0.595735 | 0.595749 |
| 93.1 | 0.595763 | 0.595777 | 0.595791 | 0.595805 | 0.595819 | 0.595834 | 0.595848 | 0.595862 | 0.595876 | 0.595890 |
| 93.2 | 0.595904 | 0.595918 | 0.595932 | 0.595946 | 0.595960 | 0.595975 | 0.595989 | 0.596003 | 0.596017 | 0.596031 |
| 93.3 | 0.596045 | 0.596059 | 0.596073 | 0.596087 | 0.596101 | 0.596115 | 0.596129 | 0.596144 | 0.596158 | 0.596172 |
| 93.4 | 0.596186 | 0.596200 | 0.596214 | 0.596228 | 0.596242 | 0.596256 | 0.596270 | 0.596284 | 0.596298 | 0.596312 |
| 93.5 | 0.596326 | 0.596340 | 0.596354 | 0.596369 | 0.596383 | 0.596397 | 0.596411 | 0.596425 | 0.596439 | 0.596453 |
| 93.6 | 0.596467 | 0.596481 | 0.596495 | 0.596509 | 0.596523 | 0.596537 | 0.596551 | 0.596565 | 0.596579 | 0.596593 |
| 93.7 | 0.596607 | 0.596621 | 0.596635 | 0.596649 | 0.596663 | 0.596677 | 0.596691 | 0.596705 | 0.596719 | 0.596733 |
| 93.8 | 0.596747 | 0.596761 | 0.596775 | 0.596789 | 0.596803 | 0.596817 | 0.596831 | 0.596845 | 0.596859 | 0.596873 |
| 93.9 | 0.596887 | 0.596901 | 0.596915 | 0.596929 | 0.596943 | 0.596957 | 0.596971 | 0.596985 | 0.596999 | 0.597013 |
Logarithm Table for base 2018 — N = 94.00–94.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 94.0 | 0.597027 | 0.597041 | 0.597055 | 0.597069 | 0.597083 | 0.597097 | 0.597111 | 0.597125 | 0.597139 | 0.597153 |
| 94.1 | 0.597167 | 0.597181 | 0.597195 | 0.597209 | 0.597223 | 0.597237 | 0.597251 | 0.597265 | 0.597279 | 0.597293 |
| 94.2 | 0.597307 | 0.597320 | 0.597334 | 0.597348 | 0.597362 | 0.597376 | 0.597390 | 0.597404 | 0.597418 | 0.597432 |
| 94.3 | 0.597446 | 0.597460 | 0.597474 | 0.597488 | 0.597502 | 0.597516 | 0.597530 | 0.597543 | 0.597557 | 0.597571 |
| 94.4 | 0.597585 | 0.597599 | 0.597613 | 0.597627 | 0.597641 | 0.597655 | 0.597669 | 0.597683 | 0.597697 | 0.597710 |
| 94.5 | 0.597724 | 0.597738 | 0.597752 | 0.597766 | 0.597780 | 0.597794 | 0.597808 | 0.597822 | 0.597836 | 0.597849 |
| 94.6 | 0.597863 | 0.597877 | 0.597891 | 0.597905 | 0.597919 | 0.597933 | 0.597947 | 0.597961 | 0.597974 | 0.597988 |
| 94.7 | 0.598002 | 0.598016 | 0.598030 | 0.598044 | 0.598058 | 0.598072 | 0.598085 | 0.598099 | 0.598113 | 0.598127 |
| 94.8 | 0.598141 | 0.598155 | 0.598169 | 0.598182 | 0.598196 | 0.598210 | 0.598224 | 0.598238 | 0.598252 | 0.598266 |
| 94.9 | 0.598279 | 0.598293 | 0.598307 | 0.598321 | 0.598335 | 0.598349 | 0.598362 | 0.598376 | 0.598390 | 0.598404 |
Logarithm Table for base 2018 — N = 95.00–95.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 95.0 | 0.598418 | 0.598432 | 0.598445 | 0.598459 | 0.598473 | 0.598487 | 0.598501 | 0.598515 | 0.598528 | 0.598542 |
| 95.1 | 0.598556 | 0.598570 | 0.598584 | 0.598597 | 0.598611 | 0.598625 | 0.598639 | 0.598653 | 0.598667 | 0.598680 |
| 95.2 | 0.598694 | 0.598708 | 0.598722 | 0.598736 | 0.598749 | 0.598763 | 0.598777 | 0.598791 | 0.598805 | 0.598818 |
| 95.3 | 0.598832 | 0.598846 | 0.598860 | 0.598873 | 0.598887 | 0.598901 | 0.598915 | 0.598929 | 0.598942 | 0.598956 |
| 95.4 | 0.598970 | 0.598984 | 0.598997 | 0.599011 | 0.599025 | 0.599039 | 0.599053 | 0.599066 | 0.599080 | 0.599094 |
| 95.5 | 0.599108 | 0.599121 | 0.599135 | 0.599149 | 0.599163 | 0.599176 | 0.599190 | 0.599204 | 0.599218 | 0.599231 |
| 95.6 | 0.599245 | 0.599259 | 0.599273 | 0.599286 | 0.599300 | 0.599314 | 0.599328 | 0.599341 | 0.599355 | 0.599369 |
| 95.7 | 0.599383 | 0.599396 | 0.599410 | 0.599424 | 0.599437 | 0.599451 | 0.599465 | 0.599479 | 0.599492 | 0.599506 |
| 95.8 | 0.599520 | 0.599533 | 0.599547 | 0.599561 | 0.599575 | 0.599588 | 0.599602 | 0.599616 | 0.599629 | 0.599643 |
| 95.9 | 0.599657 | 0.599671 | 0.599684 | 0.599698 | 0.599712 | 0.599725 | 0.599739 | 0.599753 | 0.599766 | 0.599780 |
Logarithm Table for base 2018 — N = 96.00–96.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 96.0 | 0.599794 | 0.599807 | 0.599821 | 0.599835 | 0.599849 | 0.599862 | 0.599876 | 0.599890 | 0.599903 | 0.599917 |
| 96.1 | 0.599931 | 0.599944 | 0.599958 | 0.599972 | 0.599985 | 0.599999 | 0.600013 | 0.600026 | 0.600040 | 0.600054 |
| 96.2 | 0.600067 | 0.600081 | 0.600095 | 0.600108 | 0.600122 | 0.600136 | 0.600149 | 0.600163 | 0.600177 | 0.600190 |
| 96.3 | 0.600204 | 0.600217 | 0.600231 | 0.600245 | 0.600258 | 0.600272 | 0.600286 | 0.600299 | 0.600313 | 0.600327 |
| 96.4 | 0.600340 | 0.600354 | 0.600367 | 0.600381 | 0.600395 | 0.600408 | 0.600422 | 0.600436 | 0.600449 | 0.600463 |
| 96.5 | 0.600476 | 0.600490 | 0.600504 | 0.600517 | 0.600531 | 0.600545 | 0.600558 | 0.600572 | 0.600585 | 0.600599 |
| 96.6 | 0.600613 | 0.600626 | 0.600640 | 0.600653 | 0.600667 | 0.600681 | 0.600694 | 0.600708 | 0.600721 | 0.600735 |
| 96.7 | 0.600749 | 0.600762 | 0.600776 | 0.600789 | 0.600803 | 0.600816 | 0.600830 | 0.600844 | 0.600857 | 0.600871 |
| 96.8 | 0.600884 | 0.600898 | 0.600911 | 0.600925 | 0.600939 | 0.600952 | 0.600966 | 0.600979 | 0.600993 | 0.601006 |
| 96.9 | 0.601020 | 0.601034 | 0.601047 | 0.601061 | 0.601074 | 0.601088 | 0.601101 | 0.601115 | 0.601128 | 0.601142 |
Logarithm Table for base 2018 — N = 97.00–97.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 97.0 | 0.601156 | 0.601169 | 0.601183 | 0.601196 | 0.601210 | 0.601223 | 0.601237 | 0.601250 | 0.601264 | 0.601277 |
| 97.1 | 0.601291 | 0.601304 | 0.601318 | 0.601332 | 0.601345 | 0.601359 | 0.601372 | 0.601386 | 0.601399 | 0.601413 |
| 97.2 | 0.601426 | 0.601440 | 0.601453 | 0.601467 | 0.601480 | 0.601494 | 0.601507 | 0.601521 | 0.601534 | 0.601548 |
| 97.3 | 0.601561 | 0.601575 | 0.601588 | 0.601602 | 0.601615 | 0.601629 | 0.601642 | 0.601656 | 0.601669 | 0.601683 |
| 97.4 | 0.601696 | 0.601710 | 0.601723 | 0.601737 | 0.601750 | 0.601764 | 0.601777 | 0.601791 | 0.601804 | 0.601818 |
| 97.5 | 0.601831 | 0.601845 | 0.601858 | 0.601872 | 0.601885 | 0.601899 | 0.601912 | 0.601925 | 0.601939 | 0.601952 |
| 97.6 | 0.601966 | 0.601979 | 0.601993 | 0.602006 | 0.602020 | 0.602033 | 0.602047 | 0.602060 | 0.602074 | 0.602087 |
| 97.7 | 0.602100 | 0.602114 | 0.602127 | 0.602141 | 0.602154 | 0.602168 | 0.602181 | 0.602195 | 0.602208 | 0.602221 |
| 97.8 | 0.602235 | 0.602248 | 0.602262 | 0.602275 | 0.602289 | 0.602302 | 0.602315 | 0.602329 | 0.602342 | 0.602356 |
| 97.9 | 0.602369 | 0.602383 | 0.602396 | 0.602409 | 0.602423 | 0.602436 | 0.602450 | 0.602463 | 0.602477 | 0.602490 |
Logarithm Table for base 2018 — N = 98.00–98.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 98.0 | 0.602503 | 0.602517 | 0.602530 | 0.602544 | 0.602557 | 0.602570 | 0.602584 | 0.602597 | 0.602611 | 0.602624 |
| 98.1 | 0.602637 | 0.602651 | 0.602664 | 0.602678 | 0.602691 | 0.602704 | 0.602718 | 0.602731 | 0.602744 | 0.602758 |
| 98.2 | 0.602771 | 0.602785 | 0.602798 | 0.602811 | 0.602825 | 0.602838 | 0.602852 | 0.602865 | 0.602878 | 0.602892 |
| 98.3 | 0.602905 | 0.602918 | 0.602932 | 0.602945 | 0.602958 | 0.602972 | 0.602985 | 0.602999 | 0.603012 | 0.603025 |
| 98.4 | 0.603039 | 0.603052 | 0.603065 | 0.603079 | 0.603092 | 0.603105 | 0.603119 | 0.603132 | 0.603145 | 0.603159 |
| 98.5 | 0.603172 | 0.603185 | 0.603199 | 0.603212 | 0.603225 | 0.603239 | 0.603252 | 0.603265 | 0.603279 | 0.603292 |
| 98.6 | 0.603305 | 0.603319 | 0.603332 | 0.603345 | 0.603359 | 0.603372 | 0.603385 | 0.603399 | 0.603412 | 0.603425 |
| 98.7 | 0.603439 | 0.603452 | 0.603465 | 0.603479 | 0.603492 | 0.603505 | 0.603519 | 0.603532 | 0.603545 | 0.603558 |
| 98.8 | 0.603572 | 0.603585 | 0.603598 | 0.603612 | 0.603625 | 0.603638 | 0.603651 | 0.603665 | 0.603678 | 0.603691 |
| 98.9 | 0.603705 | 0.603718 | 0.603731 | 0.603745 | 0.603758 | 0.603771 | 0.603784 | 0.603798 | 0.603811 | 0.603824 |
Logarithm Table for base 2018 — N = 99.00–99.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 99.0 | 0.603837 | 0.603851 | 0.603864 | 0.603877 | 0.603891 | 0.603904 | 0.603917 | 0.603930 | 0.603944 | 0.603957 |
| 99.1 | 0.603970 | 0.603983 | 0.603997 | 0.604010 | 0.604023 | 0.604036 | 0.604050 | 0.604063 | 0.604076 | 0.604089 |
| 99.2 | 0.604103 | 0.604116 | 0.604129 | 0.604142 | 0.604156 | 0.604169 | 0.604182 | 0.604195 | 0.604209 | 0.604222 |
| 99.3 | 0.604235 | 0.604248 | 0.604262 | 0.604275 | 0.604288 | 0.604301 | 0.604314 | 0.604328 | 0.604341 | 0.604354 |
| 99.4 | 0.604367 | 0.604381 | 0.604394 | 0.604407 | 0.604420 | 0.604433 | 0.604447 | 0.604460 | 0.604473 | 0.604486 |
| 99.5 | 0.604499 | 0.604513 | 0.604526 | 0.604539 | 0.604552 | 0.604565 | 0.604579 | 0.604592 | 0.604605 | 0.604618 |
| 99.6 | 0.604631 | 0.604645 | 0.604658 | 0.604671 | 0.604684 | 0.604697 | 0.604711 | 0.604724 | 0.604737 | 0.604750 |
| 99.7 | 0.604763 | 0.604777 | 0.604790 | 0.604803 | 0.604816 | 0.604829 | 0.604842 | 0.604856 | 0.604869 | 0.604882 |
| 99.8 | 0.604895 | 0.604908 | 0.604921 | 0.604935 | 0.604948 | 0.604961 | 0.604974 | 0.604987 | 0.605000 | 0.605014 |
| 99.9 | 0.605027 | 0.605040 | 0.605053 | 0.605066 | 0.605079 | 0.605092 | 0.605106 | 0.605119 | 0.605132 | 0.605145 |
Logarithm Table for base 2018 — N = 100.00–100.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 100.0 | 0.605158 | 0.605171 | 0.605184 | 0.605198 | 0.605211 | 0.605224 | 0.605237 | 0.605250 | 0.605263 | 0.605276 |
| 100.1 | 0.605289 | 0.605303 | 0.605316 | 0.605329 | 0.605342 | 0.605355 | 0.605368 | 0.605381 | 0.605394 | 0.605408 |
| 100.2 | 0.605421 | 0.605434 | 0.605447 | 0.605460 | 0.605473 | 0.605486 | 0.605499 | 0.605512 | 0.605526 | 0.605539 |
| 100.3 | 0.605552 | 0.605565 | 0.605578 | 0.605591 | 0.605604 | 0.605617 | 0.605630 | 0.605643 | 0.605657 | 0.605670 |
| 100.4 | 0.605683 | 0.605696 | 0.605709 | 0.605722 | 0.605735 | 0.605748 | 0.605761 | 0.605774 | 0.605787 | 0.605800 |
| 100.5 | 0.605814 | 0.605827 | 0.605840 | 0.605853 | 0.605866 | 0.605879 | 0.605892 | 0.605905 | 0.605918 | 0.605931 |
| 100.6 | 0.605944 | 0.605957 | 0.605970 | 0.605983 | 0.605996 | 0.606010 | 0.606023 | 0.606036 | 0.606049 | 0.606062 |
| 100.7 | 0.606075 | 0.606088 | 0.606101 | 0.606114 | 0.606127 | 0.606140 | 0.606153 | 0.606166 | 0.606179 | 0.606192 |
| 100.8 | 0.606205 | 0.606218 | 0.606231 | 0.606244 | 0.606257 | 0.606270 | 0.606283 | 0.606296 | 0.606309 | 0.606323 |
| 100.9 | 0.606336 | 0.606349 | 0.606362 | 0.606375 | 0.606388 | 0.606401 | 0.606414 | 0.606427 | 0.606440 | 0.606453 |
Other Bases
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