Logarithm Table for base 8503
This page shows the logarithm table for base 8503, 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.
Advertisement
Logarithm Table for base 8503 — N = 1.00–1.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 1.0 | 0.000000 | 0.001100 | 0.002189 | 0.003267 | 0.004335 | 0.005392 | 0.006440 | 0.007478 | 0.008506 | 0.009524 |
| 1.1 | 0.010534 | 0.011534 | 0.012525 | 0.013507 | 0.014481 | 0.015446 | 0.016403 | 0.017352 | 0.018293 | 0.019225 |
| 1.2 | 0.020150 | 0.021067 | 0.021977 | 0.022879 | 0.023774 | 0.024662 | 0.025542 | 0.026416 | 0.027283 | 0.028143 |
| 1.3 | 0.028996 | 0.029843 | 0.030684 | 0.031518 | 0.032346 | 0.033167 | 0.033983 | 0.034793 | 0.035597 | 0.036394 |
| 1.4 | 0.037187 | 0.037973 | 0.038754 | 0.039530 | 0.040300 | 0.041065 | 0.041825 | 0.042579 | 0.043328 | 0.044073 |
| 1.5 | 0.044812 | 0.045546 | 0.046276 | 0.047000 | 0.047720 | 0.048436 | 0.049146 | 0.049853 | 0.050554 | 0.051252 |
| 1.6 | 0.051945 | 0.052633 | 0.053318 | 0.053998 | 0.054674 | 0.055345 | 0.056013 | 0.056677 | 0.057337 | 0.057993 |
| 1.7 | 0.058645 | 0.059293 | 0.059937 | 0.060578 | 0.061215 | 0.061848 | 0.062478 | 0.063104 | 0.063727 | 0.064346 |
| 1.8 | 0.064962 | 0.065574 | 0.066183 | 0.066789 | 0.067391 | 0.067990 | 0.068586 | 0.069178 | 0.069768 | 0.070354 |
| 1.9 | 0.070937 | 0.071518 | 0.072095 | 0.072669 | 0.073240 | 0.073808 | 0.074374 | 0.074936 | 0.075496 | 0.076052 |
Advertisement
Logarithm Table for base 8503 — N = 2.00–2.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 2.0 | 0.076606 | 0.077158 | 0.077706 | 0.078252 | 0.078795 | 0.079335 | 0.079873 | 0.080408 | 0.080941 | 0.081471 |
| 2.1 | 0.081999 | 0.082524 | 0.083046 | 0.083566 | 0.084084 | 0.084599 | 0.085112 | 0.085622 | 0.086131 | 0.086636 |
| 2.2 | 0.087140 | 0.087641 | 0.088140 | 0.088637 | 0.089131 | 0.089624 | 0.090114 | 0.090602 | 0.091087 | 0.091571 |
| 2.3 | 0.092053 | 0.092532 | 0.093010 | 0.093485 | 0.093958 | 0.094430 | 0.094899 | 0.095366 | 0.095832 | 0.096295 |
| 2.4 | 0.096756 | 0.097216 | 0.097674 | 0.098129 | 0.098583 | 0.099035 | 0.099485 | 0.099934 | 0.100380 | 0.100825 |
| 2.5 | 0.101268 | 0.101709 | 0.102149 | 0.102586 | 0.103022 | 0.103457 | 0.103889 | 0.104320 | 0.104749 | 0.105177 |
| 2.6 | 0.105603 | 0.106027 | 0.106450 | 0.106871 | 0.107290 | 0.107708 | 0.108124 | 0.108539 | 0.108952 | 0.109364 |
| 2.7 | 0.109774 | 0.110182 | 0.110589 | 0.110995 | 0.111399 | 0.111802 | 0.112203 | 0.112603 | 0.113001 | 0.113398 |
| 2.8 | 0.113793 | 0.114187 | 0.114580 | 0.114971 | 0.115361 | 0.115749 | 0.116136 | 0.116522 | 0.116906 | 0.117290 |
| 2.9 | 0.117671 | 0.118052 | 0.118431 | 0.118809 | 0.119185 | 0.119561 | 0.119935 | 0.120307 | 0.120679 | 0.121049 |
Logarithm Table for base 8503 — N = 3.00–3.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 3.0 | 0.121418 | 0.121786 | 0.122152 | 0.122518 | 0.122882 | 0.123245 | 0.123607 | 0.123967 | 0.124327 | 0.124685 |
| 3.1 | 0.125042 | 0.125398 | 0.125753 | 0.126106 | 0.126459 | 0.126810 | 0.127161 | 0.127510 | 0.127858 | 0.128205 |
| 3.2 | 0.128551 | 0.128896 | 0.129239 | 0.129582 | 0.129924 | 0.130264 | 0.130604 | 0.130942 | 0.131280 | 0.131616 |
| 3.3 | 0.131952 | 0.132286 | 0.132620 | 0.132952 | 0.133283 | 0.133614 | 0.133943 | 0.134272 | 0.134599 | 0.134926 |
| 3.4 | 0.135251 | 0.135576 | 0.135899 | 0.136222 | 0.136544 | 0.136865 | 0.137184 | 0.137503 | 0.137821 | 0.138139 |
| 3.5 | 0.138455 | 0.138770 | 0.139085 | 0.139398 | 0.139711 | 0.140022 | 0.140333 | 0.140643 | 0.140953 | 0.141261 |
| 3.6 | 0.141568 | 0.141875 | 0.142181 | 0.142485 | 0.142789 | 0.143093 | 0.143395 | 0.143697 | 0.143997 | 0.144297 |
| 3.7 | 0.144596 | 0.144895 | 0.145192 | 0.145489 | 0.145785 | 0.146080 | 0.146374 | 0.146668 | 0.146960 | 0.147252 |
| 3.8 | 0.147544 | 0.147834 | 0.148124 | 0.148413 | 0.148701 | 0.148988 | 0.149275 | 0.149561 | 0.149846 | 0.150131 |
| 3.9 | 0.150414 | 0.150698 | 0.150980 | 0.151261 | 0.151542 | 0.151822 | 0.152102 | 0.152381 | 0.152659 | 0.152936 |
Logarithm Table for base 8503 — N = 4.00–4.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 4.0 | 0.153213 | 0.153489 | 0.153764 | 0.154038 | 0.154312 | 0.154586 | 0.154858 | 0.155130 | 0.155401 | 0.155672 |
| 4.1 | 0.155942 | 0.156211 | 0.156479 | 0.156747 | 0.157015 | 0.157281 | 0.157547 | 0.157813 | 0.158077 | 0.158341 |
| 4.2 | 0.158605 | 0.158868 | 0.159130 | 0.159391 | 0.159652 | 0.159913 | 0.160173 | 0.160432 | 0.160690 | 0.160948 |
| 4.3 | 0.161205 | 0.161462 | 0.161718 | 0.161974 | 0.162229 | 0.162483 | 0.162737 | 0.162990 | 0.163243 | 0.163495 |
| 4.4 | 0.163746 | 0.163997 | 0.164247 | 0.164497 | 0.164746 | 0.164995 | 0.165243 | 0.165491 | 0.165738 | 0.165984 |
| 4.5 | 0.166230 | 0.166475 | 0.166720 | 0.166964 | 0.167208 | 0.167451 | 0.167694 | 0.167936 | 0.168177 | 0.168419 |
| 4.6 | 0.168659 | 0.168899 | 0.169139 | 0.169377 | 0.169616 | 0.169854 | 0.170091 | 0.170328 | 0.170565 | 0.170800 |
| 4.7 | 0.171036 | 0.171271 | 0.171505 | 0.171739 | 0.171972 | 0.172205 | 0.172438 | 0.172670 | 0.172901 | 0.173132 |
| 4.8 | 0.173363 | 0.173593 | 0.173822 | 0.174051 | 0.174280 | 0.174508 | 0.174736 | 0.174963 | 0.175190 | 0.175416 |
| 4.9 | 0.175642 | 0.175867 | 0.176092 | 0.176316 | 0.176540 | 0.176764 | 0.176987 | 0.177209 | 0.177431 | 0.177653 |
Logarithm Table for base 8503 — N = 5.00–5.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 5.0 | 0.177874 | 0.178095 | 0.178316 | 0.178535 | 0.178755 | 0.178974 | 0.179193 | 0.179411 | 0.179629 | 0.179846 |
| 5.1 | 0.180063 | 0.180279 | 0.180495 | 0.180711 | 0.180926 | 0.181141 | 0.181356 | 0.181570 | 0.181783 | 0.181996 |
| 5.2 | 0.182209 | 0.182421 | 0.182633 | 0.182845 | 0.183056 | 0.183267 | 0.183477 | 0.183687 | 0.183896 | 0.184105 |
| 5.3 | 0.184314 | 0.184523 | 0.184730 | 0.184938 | 0.185145 | 0.185352 | 0.185558 | 0.185764 | 0.185970 | 0.186175 |
| 5.4 | 0.186380 | 0.186585 | 0.186789 | 0.186992 | 0.187196 | 0.187399 | 0.187601 | 0.187803 | 0.188005 | 0.188207 |
| 5.5 | 0.188408 | 0.188609 | 0.188809 | 0.189009 | 0.189209 | 0.189408 | 0.189607 | 0.189806 | 0.190004 | 0.190202 |
| 5.6 | 0.190399 | 0.190597 | 0.190793 | 0.190990 | 0.191186 | 0.191382 | 0.191577 | 0.191772 | 0.191967 | 0.192161 |
| 5.7 | 0.192356 | 0.192549 | 0.192743 | 0.192936 | 0.193128 | 0.193321 | 0.193513 | 0.193704 | 0.193896 | 0.194087 |
| 5.8 | 0.194278 | 0.194468 | 0.194658 | 0.194848 | 0.195037 | 0.195226 | 0.195415 | 0.195604 | 0.195792 | 0.195979 |
| 5.9 | 0.196167 | 0.196354 | 0.196541 | 0.196727 | 0.196914 | 0.197100 | 0.197285 | 0.197470 | 0.197655 | 0.197840 |
Logarithm Table for base 8503 — N = 6.00–6.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 6.0 | 0.198024 | 0.198208 | 0.198392 | 0.198576 | 0.198759 | 0.198942 | 0.199124 | 0.199306 | 0.199488 | 0.199670 |
| 6.1 | 0.199851 | 0.200032 | 0.200213 | 0.200393 | 0.200574 | 0.200753 | 0.200933 | 0.201112 | 0.201291 | 0.201470 |
| 6.2 | 0.201648 | 0.201826 | 0.202004 | 0.202182 | 0.202359 | 0.202536 | 0.202713 | 0.202889 | 0.203065 | 0.203241 |
| 6.3 | 0.203417 | 0.203592 | 0.203767 | 0.203942 | 0.204116 | 0.204290 | 0.204464 | 0.204638 | 0.204811 | 0.204984 |
| 6.4 | 0.205157 | 0.205330 | 0.205502 | 0.205674 | 0.205846 | 0.206017 | 0.206188 | 0.206359 | 0.206530 | 0.206701 |
| 6.5 | 0.206871 | 0.207041 | 0.207210 | 0.207380 | 0.207549 | 0.207718 | 0.207886 | 0.208055 | 0.208223 | 0.208390 |
| 6.6 | 0.208558 | 0.208725 | 0.208892 | 0.209059 | 0.209226 | 0.209392 | 0.209558 | 0.209724 | 0.209890 | 0.210055 |
| 6.7 | 0.210220 | 0.210385 | 0.210549 | 0.210714 | 0.210878 | 0.211042 | 0.211205 | 0.211369 | 0.211532 | 0.211695 |
| 6.8 | 0.211857 | 0.212020 | 0.212182 | 0.212344 | 0.212506 | 0.212667 | 0.212828 | 0.212989 | 0.213150 | 0.213311 |
| 6.9 | 0.213471 | 0.213631 | 0.213791 | 0.213950 | 0.214110 | 0.214269 | 0.214428 | 0.214586 | 0.214745 | 0.214903 |
Logarithm Table for base 8503 — N = 7.00–7.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 7.0 | 0.215061 | 0.215219 | 0.215376 | 0.215534 | 0.215691 | 0.215848 | 0.216004 | 0.216161 | 0.216317 | 0.216473 |
| 7.1 | 0.216629 | 0.216784 | 0.216940 | 0.217095 | 0.217250 | 0.217404 | 0.217559 | 0.217713 | 0.217867 | 0.218021 |
| 7.2 | 0.218175 | 0.218328 | 0.218481 | 0.218634 | 0.218787 | 0.218939 | 0.219092 | 0.219244 | 0.219396 | 0.219547 |
| 7.3 | 0.219699 | 0.219850 | 0.220001 | 0.220152 | 0.220303 | 0.220453 | 0.220604 | 0.220754 | 0.220904 | 0.221053 |
| 7.4 | 0.221203 | 0.221352 | 0.221501 | 0.221650 | 0.221798 | 0.221947 | 0.222095 | 0.222243 | 0.222391 | 0.222539 |
| 7.5 | 0.222686 | 0.222833 | 0.222980 | 0.223127 | 0.223274 | 0.223420 | 0.223567 | 0.223713 | 0.223859 | 0.224004 |
| 7.6 | 0.224150 | 0.224295 | 0.224440 | 0.224585 | 0.224730 | 0.224875 | 0.225019 | 0.225163 | 0.225307 | 0.225451 |
| 7.7 | 0.225595 | 0.225738 | 0.225881 | 0.226024 | 0.226167 | 0.226310 | 0.226453 | 0.226595 | 0.226737 | 0.226879 |
| 7.8 | 0.227021 | 0.227162 | 0.227304 | 0.227445 | 0.227586 | 0.227727 | 0.227868 | 0.228008 | 0.228149 | 0.228289 |
| 7.9 | 0.228429 | 0.228569 | 0.228708 | 0.228848 | 0.228987 | 0.229126 | 0.229265 | 0.229404 | 0.229542 | 0.229681 |
Logarithm Table for base 8503 — N = 8.00–8.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 8.0 | 0.229819 | 0.229957 | 0.230095 | 0.230233 | 0.230370 | 0.230508 | 0.230645 | 0.230782 | 0.230919 | 0.231055 |
| 8.1 | 0.231192 | 0.231328 | 0.231464 | 0.231600 | 0.231736 | 0.231872 | 0.232007 | 0.232143 | 0.232278 | 0.232413 |
| 8.2 | 0.232548 | 0.232683 | 0.232817 | 0.232952 | 0.233086 | 0.233220 | 0.233354 | 0.233487 | 0.233621 | 0.233754 |
| 8.3 | 0.233888 | 0.234021 | 0.234154 | 0.234286 | 0.234419 | 0.234551 | 0.234684 | 0.234816 | 0.234948 | 0.235080 |
| 8.4 | 0.235211 | 0.235343 | 0.235474 | 0.235605 | 0.235736 | 0.235867 | 0.235998 | 0.236128 | 0.236259 | 0.236389 |
| 8.5 | 0.236519 | 0.236649 | 0.236779 | 0.236908 | 0.237038 | 0.237167 | 0.237297 | 0.237426 | 0.237554 | 0.237683 |
| 8.6 | 0.237812 | 0.237940 | 0.238068 | 0.238197 | 0.238325 | 0.238452 | 0.238580 | 0.238708 | 0.238835 | 0.238962 |
| 8.7 | 0.239089 | 0.239216 | 0.239343 | 0.239470 | 0.239596 | 0.239723 | 0.239849 | 0.239975 | 0.240101 | 0.240227 |
| 8.8 | 0.240353 | 0.240478 | 0.240603 | 0.240729 | 0.240854 | 0.240979 | 0.241104 | 0.241228 | 0.241353 | 0.241477 |
| 8.9 | 0.241601 | 0.241725 | 0.241849 | 0.241973 | 0.242097 | 0.242221 | 0.242344 | 0.242467 | 0.242590 | 0.242713 |
Logarithm Table for base 8503 — N = 9.00–9.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 9.0 | 0.242836 | 0.242959 | 0.243082 | 0.243204 | 0.243326 | 0.243449 | 0.243571 | 0.243693 | 0.243814 | 0.243936 |
| 9.1 | 0.244057 | 0.244179 | 0.244300 | 0.244421 | 0.244542 | 0.244663 | 0.244784 | 0.244904 | 0.245025 | 0.245145 |
| 9.2 | 0.245265 | 0.245385 | 0.245505 | 0.245625 | 0.245745 | 0.245864 | 0.245984 | 0.246103 | 0.246222 | 0.246341 |
| 9.3 | 0.246460 | 0.246579 | 0.246698 | 0.246816 | 0.246934 | 0.247053 | 0.247171 | 0.247289 | 0.247407 | 0.247525 |
| 9.4 | 0.247642 | 0.247760 | 0.247877 | 0.247994 | 0.248111 | 0.248229 | 0.248345 | 0.248462 | 0.248579 | 0.248695 |
| 9.5 | 0.248812 | 0.248928 | 0.249044 | 0.249160 | 0.249276 | 0.249392 | 0.249508 | 0.249623 | 0.249739 | 0.249854 |
| 9.6 | 0.249969 | 0.250084 | 0.250199 | 0.250314 | 0.250429 | 0.250543 | 0.250658 | 0.250772 | 0.250886 | 0.251000 |
| 9.7 | 0.251114 | 0.251228 | 0.251342 | 0.251456 | 0.251569 | 0.251683 | 0.251796 | 0.251909 | 0.252022 | 0.252135 |
| 9.8 | 0.252248 | 0.252361 | 0.252473 | 0.252586 | 0.252698 | 0.252810 | 0.252922 | 0.253034 | 0.253146 | 0.253258 |
| 9.9 | 0.253370 | 0.253481 | 0.253593 | 0.253704 | 0.253816 | 0.253927 | 0.254038 | 0.254149 | 0.254259 | 0.254370 |
Logarithm Table for base 8503 — N = 10.00–10.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 10.0 | 0.254481 | 0.254591 | 0.254701 | 0.254812 | 0.254922 | 0.255032 | 0.255142 | 0.255252 | 0.255361 | 0.255471 |
| 10.1 | 0.255580 | 0.255690 | 0.255799 | 0.255908 | 0.256017 | 0.256126 | 0.256235 | 0.256344 | 0.256452 | 0.256561 |
| 10.2 | 0.256669 | 0.256778 | 0.256886 | 0.256994 | 0.257102 | 0.257210 | 0.257317 | 0.257425 | 0.257533 | 0.257640 |
| 10.3 | 0.257747 | 0.257855 | 0.257962 | 0.258069 | 0.258176 | 0.258283 | 0.258389 | 0.258496 | 0.258603 | 0.258709 |
| 10.4 | 0.258815 | 0.258922 | 0.259028 | 0.259134 | 0.259240 | 0.259345 | 0.259451 | 0.259557 | 0.259662 | 0.259768 |
| 10.5 | 0.259873 | 0.259978 | 0.260083 | 0.260188 | 0.260293 | 0.260398 | 0.260503 | 0.260607 | 0.260712 | 0.260816 |
| 10.6 | 0.260920 | 0.261025 | 0.261129 | 0.261233 | 0.261337 | 0.261441 | 0.261544 | 0.261648 | 0.261751 | 0.261855 |
| 10.7 | 0.261958 | 0.262061 | 0.262165 | 0.262268 | 0.262371 | 0.262473 | 0.262576 | 0.262679 | 0.262781 | 0.262884 |
| 10.8 | 0.262986 | 0.263089 | 0.263191 | 0.263293 | 0.263395 | 0.263497 | 0.263599 | 0.263700 | 0.263802 | 0.263904 |
| 10.9 | 0.264005 | 0.264106 | 0.264208 | 0.264309 | 0.264410 | 0.264511 | 0.264612 | 0.264712 | 0.264813 | 0.264914 |
Logarithm Table for base 8503 — N = 11.00–11.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 11.0 | 0.265014 | 0.265115 | 0.265215 | 0.265315 | 0.265415 | 0.265515 | 0.265615 | 0.265715 | 0.265815 | 0.265915 |
| 11.1 | 0.266014 | 0.266114 | 0.266213 | 0.266313 | 0.266412 | 0.266511 | 0.266610 | 0.266709 | 0.266808 | 0.266907 |
| 11.2 | 0.267006 | 0.267104 | 0.267203 | 0.267301 | 0.267400 | 0.267498 | 0.267596 | 0.267694 | 0.267792 | 0.267890 |
| 11.3 | 0.267988 | 0.268086 | 0.268184 | 0.268281 | 0.268379 | 0.268476 | 0.268573 | 0.268671 | 0.268768 | 0.268865 |
| 11.4 | 0.268962 | 0.269059 | 0.269156 | 0.269252 | 0.269349 | 0.269445 | 0.269542 | 0.269638 | 0.269735 | 0.269831 |
| 11.5 | 0.269927 | 0.270023 | 0.270119 | 0.270215 | 0.270311 | 0.270407 | 0.270502 | 0.270598 | 0.270693 | 0.270789 |
| 11.6 | 0.270884 | 0.270979 | 0.271074 | 0.271169 | 0.271264 | 0.271359 | 0.271454 | 0.271549 | 0.271644 | 0.271738 |
| 11.7 | 0.271833 | 0.271927 | 0.272021 | 0.272116 | 0.272210 | 0.272304 | 0.272398 | 0.272492 | 0.272586 | 0.272680 |
| 11.8 | 0.272773 | 0.272867 | 0.272960 | 0.273054 | 0.273147 | 0.273241 | 0.273334 | 0.273427 | 0.273520 | 0.273613 |
| 11.9 | 0.273706 | 0.273799 | 0.273891 | 0.273984 | 0.274077 | 0.274169 | 0.274262 | 0.274354 | 0.274446 | 0.274539 |
Logarithm Table for base 8503 — N = 12.00–12.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 12.0 | 0.274631 | 0.274723 | 0.274815 | 0.274907 | 0.274999 | 0.275090 | 0.275182 | 0.275274 | 0.275365 | 0.275457 |
| 12.1 | 0.275548 | 0.275639 | 0.275730 | 0.275822 | 0.275913 | 0.276004 | 0.276095 | 0.276185 | 0.276276 | 0.276367 |
| 12.2 | 0.276458 | 0.276548 | 0.276639 | 0.276729 | 0.276819 | 0.276910 | 0.277000 | 0.277090 | 0.277180 | 0.277270 |
| 12.3 | 0.277360 | 0.277450 | 0.277539 | 0.277629 | 0.277719 | 0.277808 | 0.277898 | 0.277987 | 0.278076 | 0.278165 |
| 12.4 | 0.278255 | 0.278344 | 0.278433 | 0.278522 | 0.278611 | 0.278699 | 0.278788 | 0.278877 | 0.278965 | 0.279054 |
| 12.5 | 0.279142 | 0.279231 | 0.279319 | 0.279407 | 0.279495 | 0.279584 | 0.279672 | 0.279760 | 0.279847 | 0.279935 |
| 12.6 | 0.280023 | 0.280111 | 0.280198 | 0.280286 | 0.280373 | 0.280461 | 0.280548 | 0.280635 | 0.280722 | 0.280810 |
| 12.7 | 0.280897 | 0.280984 | 0.281071 | 0.281157 | 0.281244 | 0.281331 | 0.281418 | 0.281504 | 0.281591 | 0.281677 |
| 12.8 | 0.281763 | 0.281850 | 0.281936 | 0.282022 | 0.282108 | 0.282194 | 0.282280 | 0.282366 | 0.282452 | 0.282538 |
| 12.9 | 0.282624 | 0.282709 | 0.282795 | 0.282880 | 0.282966 | 0.283051 | 0.283136 | 0.283222 | 0.283307 | 0.283392 |
Logarithm Table for base 8503 — N = 13.00–13.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 13.0 | 0.283477 | 0.283562 | 0.283647 | 0.283732 | 0.283817 | 0.283901 | 0.283986 | 0.284071 | 0.284155 | 0.284240 |
| 13.1 | 0.284324 | 0.284408 | 0.284493 | 0.284577 | 0.284661 | 0.284745 | 0.284829 | 0.284913 | 0.284997 | 0.285081 |
| 13.2 | 0.285164 | 0.285248 | 0.285332 | 0.285415 | 0.285499 | 0.285582 | 0.285666 | 0.285749 | 0.285832 | 0.285915 |
| 13.3 | 0.285998 | 0.286082 | 0.286165 | 0.286247 | 0.286330 | 0.286413 | 0.286496 | 0.286579 | 0.286661 | 0.286744 |
| 13.4 | 0.286826 | 0.286909 | 0.286991 | 0.287073 | 0.287156 | 0.287238 | 0.287320 | 0.287402 | 0.287484 | 0.287566 |
| 13.5 | 0.287648 | 0.287730 | 0.287812 | 0.287893 | 0.287975 | 0.288057 | 0.288138 | 0.288220 | 0.288301 | 0.288382 |
| 13.6 | 0.288464 | 0.288545 | 0.288626 | 0.288707 | 0.288788 | 0.288869 | 0.288950 | 0.289031 | 0.289112 | 0.289193 |
| 13.7 | 0.289273 | 0.289354 | 0.289435 | 0.289515 | 0.289596 | 0.289676 | 0.289756 | 0.289837 | 0.289917 | 0.289997 |
| 13.8 | 0.290077 | 0.290157 | 0.290237 | 0.290317 | 0.290397 | 0.290477 | 0.290557 | 0.290636 | 0.290716 | 0.290796 |
| 13.9 | 0.290875 | 0.290955 | 0.291034 | 0.291113 | 0.291193 | 0.291272 | 0.291351 | 0.291430 | 0.291509 | 0.291588 |
Logarithm Table for base 8503 — N = 14.00–14.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 14.0 | 0.291667 | 0.291746 | 0.291825 | 0.291904 | 0.291983 | 0.292061 | 0.292140 | 0.292219 | 0.292297 | 0.292376 |
| 14.1 | 0.292454 | 0.292532 | 0.292611 | 0.292689 | 0.292767 | 0.292845 | 0.292923 | 0.293001 | 0.293079 | 0.293157 |
| 14.2 | 0.293235 | 0.293313 | 0.293391 | 0.293468 | 0.293546 | 0.293624 | 0.293701 | 0.293779 | 0.293856 | 0.293933 |
| 14.3 | 0.294011 | 0.294088 | 0.294165 | 0.294242 | 0.294319 | 0.294396 | 0.294473 | 0.294550 | 0.294627 | 0.294704 |
| 14.4 | 0.294781 | 0.294858 | 0.294934 | 0.295011 | 0.295087 | 0.295164 | 0.295240 | 0.295317 | 0.295393 | 0.295469 |
| 14.5 | 0.295546 | 0.295622 | 0.295698 | 0.295774 | 0.295850 | 0.295926 | 0.296002 | 0.296078 | 0.296154 | 0.296230 |
| 14.6 | 0.296305 | 0.296381 | 0.296457 | 0.296532 | 0.296608 | 0.296683 | 0.296759 | 0.296834 | 0.296909 | 0.296984 |
| 14.7 | 0.297060 | 0.297135 | 0.297210 | 0.297285 | 0.297360 | 0.297435 | 0.297510 | 0.297585 | 0.297659 | 0.297734 |
| 14.8 | 0.297809 | 0.297884 | 0.297958 | 0.298033 | 0.298107 | 0.298182 | 0.298256 | 0.298330 | 0.298405 | 0.298479 |
| 14.9 | 0.298553 | 0.298627 | 0.298701 | 0.298775 | 0.298849 | 0.298923 | 0.298997 | 0.299071 | 0.299145 | 0.299219 |
Logarithm Table for base 8503 — N = 15.00–15.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 15.0 | 0.299292 | 0.299366 | 0.299440 | 0.299513 | 0.299587 | 0.299660 | 0.299734 | 0.299807 | 0.299880 | 0.299954 |
| 15.1 | 0.300027 | 0.300100 | 0.300173 | 0.300246 | 0.300319 | 0.300392 | 0.300465 | 0.300538 | 0.300611 | 0.300684 |
| 15.2 | 0.300756 | 0.300829 | 0.300902 | 0.300974 | 0.301047 | 0.301119 | 0.301192 | 0.301264 | 0.301336 | 0.301409 |
| 15.3 | 0.301481 | 0.301553 | 0.301625 | 0.301698 | 0.301770 | 0.301842 | 0.301914 | 0.301986 | 0.302057 | 0.302129 |
| 15.4 | 0.302201 | 0.302273 | 0.302344 | 0.302416 | 0.302488 | 0.302559 | 0.302631 | 0.302702 | 0.302774 | 0.302845 |
| 15.5 | 0.302916 | 0.302988 | 0.303059 | 0.303130 | 0.303201 | 0.303272 | 0.303343 | 0.303414 | 0.303485 | 0.303556 |
| 15.6 | 0.303627 | 0.303698 | 0.303769 | 0.303839 | 0.303910 | 0.303981 | 0.304051 | 0.304122 | 0.304192 | 0.304263 |
| 15.7 | 0.304333 | 0.304404 | 0.304474 | 0.304544 | 0.304615 | 0.304685 | 0.304755 | 0.304825 | 0.304895 | 0.304965 |
| 15.8 | 0.305035 | 0.305105 | 0.305175 | 0.305245 | 0.305314 | 0.305384 | 0.305454 | 0.305524 | 0.305593 | 0.305663 |
| 15.9 | 0.305732 | 0.305802 | 0.305871 | 0.305941 | 0.306010 | 0.306079 | 0.306149 | 0.306218 | 0.306287 | 0.306356 |
Logarithm Table for base 8503 — N = 16.00–16.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 16.0 | 0.306425 | 0.306494 | 0.306563 | 0.306632 | 0.306701 | 0.306770 | 0.306839 | 0.306908 | 0.306976 | 0.307045 |
| 16.1 | 0.307114 | 0.307182 | 0.307251 | 0.307320 | 0.307388 | 0.307457 | 0.307525 | 0.307593 | 0.307662 | 0.307730 |
| 16.2 | 0.307798 | 0.307866 | 0.307935 | 0.308003 | 0.308071 | 0.308139 | 0.308207 | 0.308275 | 0.308343 | 0.308410 |
| 16.3 | 0.308478 | 0.308546 | 0.308614 | 0.308681 | 0.308749 | 0.308817 | 0.308884 | 0.308952 | 0.309019 | 0.309087 |
| 16.4 | 0.309154 | 0.309222 | 0.309289 | 0.309356 | 0.309423 | 0.309491 | 0.309558 | 0.309625 | 0.309692 | 0.309759 |
| 16.5 | 0.309826 | 0.309893 | 0.309960 | 0.310027 | 0.310094 | 0.310160 | 0.310227 | 0.310294 | 0.310361 | 0.310427 |
| 16.6 | 0.310494 | 0.310560 | 0.310627 | 0.310693 | 0.310760 | 0.310826 | 0.310893 | 0.310959 | 0.311025 | 0.311091 |
| 16.7 | 0.311158 | 0.311224 | 0.311290 | 0.311356 | 0.311422 | 0.311488 | 0.311554 | 0.311620 | 0.311686 | 0.311752 |
| 16.8 | 0.311817 | 0.311883 | 0.311949 | 0.312015 | 0.312080 | 0.312146 | 0.312211 | 0.312277 | 0.312343 | 0.312408 |
| 16.9 | 0.312473 | 0.312539 | 0.312604 | 0.312669 | 0.312735 | 0.312800 | 0.312865 | 0.312930 | 0.312995 | 0.313060 |
Logarithm Table for base 8503 — N = 17.00–17.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 17.0 | 0.313125 | 0.313190 | 0.313255 | 0.313320 | 0.313385 | 0.313450 | 0.313515 | 0.313580 | 0.313644 | 0.313709 |
| 17.1 | 0.313774 | 0.313838 | 0.313903 | 0.313967 | 0.314032 | 0.314096 | 0.314161 | 0.314225 | 0.314289 | 0.314354 |
| 17.2 | 0.314418 | 0.314482 | 0.314546 | 0.314611 | 0.314675 | 0.314739 | 0.314803 | 0.314867 | 0.314931 | 0.314995 |
| 17.3 | 0.315059 | 0.315123 | 0.315186 | 0.315250 | 0.315314 | 0.315378 | 0.315441 | 0.315505 | 0.315569 | 0.315632 |
| 17.4 | 0.315696 | 0.315759 | 0.315823 | 0.315886 | 0.315950 | 0.316013 | 0.316076 | 0.316139 | 0.316203 | 0.316266 |
| 17.5 | 0.316329 | 0.316392 | 0.316455 | 0.316518 | 0.316581 | 0.316644 | 0.316707 | 0.316770 | 0.316833 | 0.316896 |
| 17.6 | 0.316959 | 0.317022 | 0.317084 | 0.317147 | 0.317210 | 0.317272 | 0.317335 | 0.317398 | 0.317460 | 0.317523 |
| 17.7 | 0.317585 | 0.317647 | 0.317710 | 0.317772 | 0.317835 | 0.317897 | 0.317959 | 0.318021 | 0.318083 | 0.318146 |
| 17.8 | 0.318208 | 0.318270 | 0.318332 | 0.318394 | 0.318456 | 0.318518 | 0.318580 | 0.318641 | 0.318703 | 0.318765 |
| 17.9 | 0.318827 | 0.318889 | 0.318950 | 0.319012 | 0.319074 | 0.319135 | 0.319197 | 0.319258 | 0.319320 | 0.319381 |
Logarithm Table for base 8503 — N = 18.00–18.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 18.0 | 0.319443 | 0.319504 | 0.319565 | 0.319627 | 0.319688 | 0.319749 | 0.319810 | 0.319872 | 0.319933 | 0.319994 |
| 18.1 | 0.320055 | 0.320116 | 0.320177 | 0.320238 | 0.320299 | 0.320360 | 0.320421 | 0.320481 | 0.320542 | 0.320603 |
| 18.2 | 0.320664 | 0.320724 | 0.320785 | 0.320846 | 0.320906 | 0.320967 | 0.321028 | 0.321088 | 0.321148 | 0.321209 |
| 18.3 | 0.321269 | 0.321330 | 0.321390 | 0.321450 | 0.321511 | 0.321571 | 0.321631 | 0.321691 | 0.321751 | 0.321812 |
| 18.4 | 0.321872 | 0.321932 | 0.321992 | 0.322052 | 0.322112 | 0.322172 | 0.322231 | 0.322291 | 0.322351 | 0.322411 |
| 18.5 | 0.322471 | 0.322530 | 0.322590 | 0.322650 | 0.322709 | 0.322769 | 0.322829 | 0.322888 | 0.322948 | 0.323007 |
| 18.6 | 0.323066 | 0.323126 | 0.323185 | 0.323245 | 0.323304 | 0.323363 | 0.323422 | 0.323482 | 0.323541 | 0.323600 |
| 18.7 | 0.323659 | 0.323718 | 0.323777 | 0.323836 | 0.323895 | 0.323954 | 0.324013 | 0.324072 | 0.324131 | 0.324190 |
| 18.8 | 0.324248 | 0.324307 | 0.324366 | 0.324425 | 0.324483 | 0.324542 | 0.324601 | 0.324659 | 0.324718 | 0.324776 |
| 18.9 | 0.324835 | 0.324893 | 0.324952 | 0.325010 | 0.325068 | 0.325127 | 0.325185 | 0.325243 | 0.325302 | 0.325360 |
Logarithm Table for base 8503 — N = 19.00–19.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 19.0 | 0.325418 | 0.325476 | 0.325534 | 0.325592 | 0.325650 | 0.325708 | 0.325766 | 0.325824 | 0.325882 | 0.325940 |
| 19.1 | 0.325998 | 0.326056 | 0.326114 | 0.326172 | 0.326229 | 0.326287 | 0.326345 | 0.326402 | 0.326460 | 0.326518 |
| 19.2 | 0.326575 | 0.326633 | 0.326690 | 0.326748 | 0.326805 | 0.326863 | 0.326920 | 0.326978 | 0.327035 | 0.327092 |
| 19.3 | 0.327149 | 0.327207 | 0.327264 | 0.327321 | 0.327378 | 0.327435 | 0.327492 | 0.327550 | 0.327607 | 0.327664 |
| 19.4 | 0.327721 | 0.327778 | 0.327834 | 0.327891 | 0.327948 | 0.328005 | 0.328062 | 0.328119 | 0.328175 | 0.328232 |
| 19.5 | 0.328289 | 0.328345 | 0.328402 | 0.328459 | 0.328515 | 0.328572 | 0.328628 | 0.328685 | 0.328741 | 0.328798 |
| 19.6 | 0.328854 | 0.328911 | 0.328967 | 0.329023 | 0.329079 | 0.329136 | 0.329192 | 0.329248 | 0.329304 | 0.329360 |
| 19.7 | 0.329417 | 0.329473 | 0.329529 | 0.329585 | 0.329641 | 0.329697 | 0.329753 | 0.329809 | 0.329864 | 0.329920 |
| 19.8 | 0.329976 | 0.330032 | 0.330088 | 0.330144 | 0.330199 | 0.330255 | 0.330311 | 0.330366 | 0.330422 | 0.330477 |
| 19.9 | 0.330533 | 0.330588 | 0.330644 | 0.330699 | 0.330755 | 0.330810 | 0.330866 | 0.330921 | 0.330976 | 0.331032 |
Logarithm Table for base 8503 — N = 20.00–20.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 20.0 | 0.331087 | 0.331142 | 0.331197 | 0.331253 | 0.331308 | 0.331363 | 0.331418 | 0.331473 | 0.331528 | 0.331583 |
| 20.1 | 0.331638 | 0.331693 | 0.331748 | 0.331803 | 0.331858 | 0.331913 | 0.331968 | 0.332022 | 0.332077 | 0.332132 |
| 20.2 | 0.332187 | 0.332241 | 0.332296 | 0.332351 | 0.332405 | 0.332460 | 0.332514 | 0.332569 | 0.332623 | 0.332678 |
| 20.3 | 0.332732 | 0.332787 | 0.332841 | 0.332896 | 0.332950 | 0.333004 | 0.333059 | 0.333113 | 0.333167 | 0.333221 |
| 20.4 | 0.333276 | 0.333330 | 0.333384 | 0.333438 | 0.333492 | 0.333546 | 0.333600 | 0.333654 | 0.333708 | 0.333762 |
| 20.5 | 0.333816 | 0.333870 | 0.333924 | 0.333978 | 0.334031 | 0.334085 | 0.334139 | 0.334193 | 0.334246 | 0.334300 |
| 20.6 | 0.334354 | 0.334407 | 0.334461 | 0.334515 | 0.334568 | 0.334622 | 0.334675 | 0.334729 | 0.334782 | 0.334836 |
| 20.7 | 0.334889 | 0.334942 | 0.334996 | 0.335049 | 0.335102 | 0.335156 | 0.335209 | 0.335262 | 0.335315 | 0.335368 |
| 20.8 | 0.335422 | 0.335475 | 0.335528 | 0.335581 | 0.335634 | 0.335687 | 0.335740 | 0.335793 | 0.335846 | 0.335899 |
| 20.9 | 0.335952 | 0.336005 | 0.336057 | 0.336110 | 0.336163 | 0.336216 | 0.336268 | 0.336321 | 0.336374 | 0.336427 |
Logarithm Table for base 8503 — N = 21.00–21.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 21.0 | 0.336479 | 0.336532 | 0.336584 | 0.336637 | 0.336690 | 0.336742 | 0.336795 | 0.336847 | 0.336899 | 0.336952 |
| 21.1 | 0.337004 | 0.337057 | 0.337109 | 0.337161 | 0.337214 | 0.337266 | 0.337318 | 0.337370 | 0.337422 | 0.337475 |
| 21.2 | 0.337527 | 0.337579 | 0.337631 | 0.337683 | 0.337735 | 0.337787 | 0.337839 | 0.337891 | 0.337943 | 0.337995 |
| 21.3 | 0.338047 | 0.338099 | 0.338151 | 0.338202 | 0.338254 | 0.338306 | 0.338358 | 0.338409 | 0.338461 | 0.338513 |
| 21.4 | 0.338565 | 0.338616 | 0.338668 | 0.338719 | 0.338771 | 0.338822 | 0.338874 | 0.338925 | 0.338977 | 0.339028 |
| 21.5 | 0.339080 | 0.339131 | 0.339183 | 0.339234 | 0.339285 | 0.339337 | 0.339388 | 0.339439 | 0.339490 | 0.339541 |
| 21.6 | 0.339593 | 0.339644 | 0.339695 | 0.339746 | 0.339797 | 0.339848 | 0.339899 | 0.339950 | 0.340001 | 0.340052 |
| 21.7 | 0.340103 | 0.340154 | 0.340205 | 0.340256 | 0.340307 | 0.340357 | 0.340408 | 0.340459 | 0.340510 | 0.340561 |
| 21.8 | 0.340611 | 0.340662 | 0.340713 | 0.340763 | 0.340814 | 0.340864 | 0.340915 | 0.340966 | 0.341016 | 0.341067 |
| 21.9 | 0.341117 | 0.341168 | 0.341218 | 0.341268 | 0.341319 | 0.341369 | 0.341419 | 0.341470 | 0.341520 | 0.341570 |
Logarithm Table for base 8503 — N = 22.00–22.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 22.0 | 0.341621 | 0.341671 | 0.341721 | 0.341771 | 0.341821 | 0.341871 | 0.341922 | 0.341972 | 0.342022 | 0.342072 |
| 22.1 | 0.342122 | 0.342172 | 0.342222 | 0.342272 | 0.342322 | 0.342372 | 0.342421 | 0.342471 | 0.342521 | 0.342571 |
| 22.2 | 0.342621 | 0.342671 | 0.342720 | 0.342770 | 0.342820 | 0.342869 | 0.342919 | 0.342969 | 0.343018 | 0.343068 |
| 22.3 | 0.343117 | 0.343167 | 0.343217 | 0.343266 | 0.343316 | 0.343365 | 0.343414 | 0.343464 | 0.343513 | 0.343563 |
| 22.4 | 0.343612 | 0.343661 | 0.343711 | 0.343760 | 0.343809 | 0.343858 | 0.343908 | 0.343957 | 0.344006 | 0.344055 |
| 22.5 | 0.344104 | 0.344153 | 0.344202 | 0.344252 | 0.344301 | 0.344350 | 0.344399 | 0.344448 | 0.344497 | 0.344545 |
| 22.6 | 0.344594 | 0.344643 | 0.344692 | 0.344741 | 0.344790 | 0.344839 | 0.344887 | 0.344936 | 0.344985 | 0.345034 |
| 22.7 | 0.345082 | 0.345131 | 0.345180 | 0.345228 | 0.345277 | 0.345325 | 0.345374 | 0.345423 | 0.345471 | 0.345520 |
| 22.8 | 0.345568 | 0.345617 | 0.345665 | 0.345713 | 0.345762 | 0.345810 | 0.345859 | 0.345907 | 0.345955 | 0.346004 |
| 22.9 | 0.346052 | 0.346100 | 0.346148 | 0.346196 | 0.346245 | 0.346293 | 0.346341 | 0.346389 | 0.346437 | 0.346485 |
Logarithm Table for base 8503 — N = 23.00–23.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 23.0 | 0.346533 | 0.346581 | 0.346629 | 0.346677 | 0.346725 | 0.346773 | 0.346821 | 0.346869 | 0.346917 | 0.346965 |
| 23.1 | 0.347013 | 0.347061 | 0.347108 | 0.347156 | 0.347204 | 0.347252 | 0.347300 | 0.347347 | 0.347395 | 0.347443 |
| 23.2 | 0.347490 | 0.347538 | 0.347585 | 0.347633 | 0.347681 | 0.347728 | 0.347776 | 0.347823 | 0.347871 | 0.347918 |
| 23.3 | 0.347966 | 0.348013 | 0.348060 | 0.348108 | 0.348155 | 0.348203 | 0.348250 | 0.348297 | 0.348344 | 0.348392 |
| 23.4 | 0.348439 | 0.348486 | 0.348533 | 0.348581 | 0.348628 | 0.348675 | 0.348722 | 0.348769 | 0.348816 | 0.348863 |
| 23.5 | 0.348910 | 0.348957 | 0.349004 | 0.349051 | 0.349098 | 0.349145 | 0.349192 | 0.349239 | 0.349286 | 0.349333 |
| 23.6 | 0.349380 | 0.349426 | 0.349473 | 0.349520 | 0.349567 | 0.349613 | 0.349660 | 0.349707 | 0.349754 | 0.349800 |
| 23.7 | 0.349847 | 0.349893 | 0.349940 | 0.349987 | 0.350033 | 0.350080 | 0.350126 | 0.350173 | 0.350219 | 0.350266 |
| 23.8 | 0.350312 | 0.350359 | 0.350405 | 0.350451 | 0.350498 | 0.350544 | 0.350590 | 0.350637 | 0.350683 | 0.350729 |
| 23.9 | 0.350776 | 0.350822 | 0.350868 | 0.350914 | 0.350960 | 0.351007 | 0.351053 | 0.351099 | 0.351145 | 0.351191 |
Logarithm Table for base 8503 — N = 24.00–24.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 24.0 | 0.351237 | 0.351283 | 0.351329 | 0.351375 | 0.351421 | 0.351467 | 0.351513 | 0.351559 | 0.351605 | 0.351651 |
| 24.1 | 0.351697 | 0.351742 | 0.351788 | 0.351834 | 0.351880 | 0.351926 | 0.351971 | 0.352017 | 0.352063 | 0.352109 |
| 24.2 | 0.352154 | 0.352200 | 0.352246 | 0.352291 | 0.352337 | 0.352382 | 0.352428 | 0.352473 | 0.352519 | 0.352564 |
| 24.3 | 0.352610 | 0.352655 | 0.352701 | 0.352746 | 0.352792 | 0.352837 | 0.352883 | 0.352928 | 0.352973 | 0.353019 |
| 24.4 | 0.353064 | 0.353109 | 0.353154 | 0.353200 | 0.353245 | 0.353290 | 0.353335 | 0.353380 | 0.353426 | 0.353471 |
| 24.5 | 0.353516 | 0.353561 | 0.353606 | 0.353651 | 0.353696 | 0.353741 | 0.353786 | 0.353831 | 0.353876 | 0.353921 |
| 24.6 | 0.353966 | 0.354011 | 0.354056 | 0.354101 | 0.354146 | 0.354190 | 0.354235 | 0.354280 | 0.354325 | 0.354370 |
| 24.7 | 0.354414 | 0.354459 | 0.354504 | 0.354549 | 0.354593 | 0.354638 | 0.354683 | 0.354727 | 0.354772 | 0.354816 |
| 24.8 | 0.354861 | 0.354905 | 0.354950 | 0.354995 | 0.355039 | 0.355084 | 0.355128 | 0.355172 | 0.355217 | 0.355261 |
| 24.9 | 0.355306 | 0.355350 | 0.355394 | 0.355439 | 0.355483 | 0.355527 | 0.355572 | 0.355616 | 0.355660 | 0.355704 |
Logarithm Table for base 8503 — N = 25.00–25.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 25.0 | 0.355749 | 0.355793 | 0.355837 | 0.355881 | 0.355925 | 0.355969 | 0.356014 | 0.356058 | 0.356102 | 0.356146 |
| 25.1 | 0.356190 | 0.356234 | 0.356278 | 0.356322 | 0.356366 | 0.356410 | 0.356454 | 0.356498 | 0.356542 | 0.356585 |
| 25.2 | 0.356629 | 0.356673 | 0.356717 | 0.356761 | 0.356805 | 0.356848 | 0.356892 | 0.356936 | 0.356980 | 0.357023 |
| 25.3 | 0.357067 | 0.357111 | 0.357154 | 0.357198 | 0.357242 | 0.357285 | 0.357329 | 0.357372 | 0.357416 | 0.357459 |
| 25.4 | 0.357503 | 0.357546 | 0.357590 | 0.357633 | 0.357677 | 0.357720 | 0.357764 | 0.357807 | 0.357851 | 0.357894 |
| 25.5 | 0.357937 | 0.357981 | 0.358024 | 0.358067 | 0.358110 | 0.358154 | 0.358197 | 0.358240 | 0.358283 | 0.358327 |
| 25.6 | 0.358370 | 0.358413 | 0.358456 | 0.358499 | 0.358542 | 0.358585 | 0.358629 | 0.358672 | 0.358715 | 0.358758 |
| 25.7 | 0.358801 | 0.358844 | 0.358887 | 0.358930 | 0.358973 | 0.359015 | 0.359058 | 0.359101 | 0.359144 | 0.359187 |
| 25.8 | 0.359230 | 0.359273 | 0.359316 | 0.359358 | 0.359401 | 0.359444 | 0.359487 | 0.359529 | 0.359572 | 0.359615 |
| 25.9 | 0.359657 | 0.359700 | 0.359743 | 0.359785 | 0.359828 | 0.359871 | 0.359913 | 0.359956 | 0.359998 | 0.360041 |
Logarithm Table for base 8503 — N = 26.00–26.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 26.0 | 0.360083 | 0.360126 | 0.360168 | 0.360211 | 0.360253 | 0.360296 | 0.360338 | 0.360380 | 0.360423 | 0.360465 |
| 26.1 | 0.360508 | 0.360550 | 0.360592 | 0.360635 | 0.360677 | 0.360719 | 0.360761 | 0.360804 | 0.360846 | 0.360888 |
| 26.2 | 0.360930 | 0.360972 | 0.361015 | 0.361057 | 0.361099 | 0.361141 | 0.361183 | 0.361225 | 0.361267 | 0.361309 |
| 26.3 | 0.361351 | 0.361393 | 0.361435 | 0.361477 | 0.361519 | 0.361561 | 0.361603 | 0.361645 | 0.361687 | 0.361729 |
| 26.4 | 0.361771 | 0.361813 | 0.361854 | 0.361896 | 0.361938 | 0.361980 | 0.362022 | 0.362063 | 0.362105 | 0.362147 |
| 26.5 | 0.362189 | 0.362230 | 0.362272 | 0.362314 | 0.362355 | 0.362397 | 0.362438 | 0.362480 | 0.362522 | 0.362563 |
| 26.6 | 0.362605 | 0.362646 | 0.362688 | 0.362729 | 0.362771 | 0.362812 | 0.362854 | 0.362895 | 0.362937 | 0.362978 |
| 26.7 | 0.363019 | 0.363061 | 0.363102 | 0.363144 | 0.363185 | 0.363226 | 0.363268 | 0.363309 | 0.363350 | 0.363391 |
| 26.8 | 0.363433 | 0.363474 | 0.363515 | 0.363556 | 0.363597 | 0.363639 | 0.363680 | 0.363721 | 0.363762 | 0.363803 |
| 26.9 | 0.363844 | 0.363885 | 0.363926 | 0.363967 | 0.364008 | 0.364049 | 0.364090 | 0.364131 | 0.364172 | 0.364213 |
Logarithm Table for base 8503 — N = 27.00–27.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 27.0 | 0.364254 | 0.364295 | 0.364336 | 0.364377 | 0.364418 | 0.364459 | 0.364500 | 0.364541 | 0.364581 | 0.364622 |
| 27.1 | 0.364663 | 0.364704 | 0.364744 | 0.364785 | 0.364826 | 0.364867 | 0.364907 | 0.364948 | 0.364989 | 0.365029 |
| 27.2 | 0.365070 | 0.365111 | 0.365151 | 0.365192 | 0.365232 | 0.365273 | 0.365314 | 0.365354 | 0.365395 | 0.365435 |
| 27.3 | 0.365476 | 0.365516 | 0.365557 | 0.365597 | 0.365637 | 0.365678 | 0.365718 | 0.365759 | 0.365799 | 0.365839 |
| 27.4 | 0.365880 | 0.365920 | 0.365960 | 0.366001 | 0.366041 | 0.366081 | 0.366121 | 0.366162 | 0.366202 | 0.366242 |
| 27.5 | 0.366282 | 0.366322 | 0.366363 | 0.366403 | 0.366443 | 0.366483 | 0.366523 | 0.366563 | 0.366603 | 0.366643 |
| 27.6 | 0.366683 | 0.366723 | 0.366764 | 0.366804 | 0.366844 | 0.366883 | 0.366923 | 0.366963 | 0.367003 | 0.367043 |
| 27.7 | 0.367083 | 0.367123 | 0.367163 | 0.367203 | 0.367243 | 0.367282 | 0.367322 | 0.367362 | 0.367402 | 0.367442 |
| 27.8 | 0.367481 | 0.367521 | 0.367561 | 0.367601 | 0.367640 | 0.367680 | 0.367720 | 0.367759 | 0.367799 | 0.367839 |
| 27.9 | 0.367878 | 0.367918 | 0.367957 | 0.367997 | 0.368037 | 0.368076 | 0.368116 | 0.368155 | 0.368195 | 0.368234 |
Logarithm Table for base 8503 — N = 28.00–28.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 28.0 | 0.368274 | 0.368313 | 0.368353 | 0.368392 | 0.368431 | 0.368471 | 0.368510 | 0.368550 | 0.368589 | 0.368628 |
| 28.1 | 0.368668 | 0.368707 | 0.368746 | 0.368786 | 0.368825 | 0.368864 | 0.368903 | 0.368943 | 0.368982 | 0.369021 |
| 28.2 | 0.369060 | 0.369099 | 0.369139 | 0.369178 | 0.369217 | 0.369256 | 0.369295 | 0.369334 | 0.369373 | 0.369412 |
| 28.3 | 0.369452 | 0.369491 | 0.369530 | 0.369569 | 0.369608 | 0.369647 | 0.369686 | 0.369725 | 0.369764 | 0.369802 |
| 28.4 | 0.369841 | 0.369880 | 0.369919 | 0.369958 | 0.369997 | 0.370036 | 0.370075 | 0.370113 | 0.370152 | 0.370191 |
| 28.5 | 0.370230 | 0.370269 | 0.370307 | 0.370346 | 0.370385 | 0.370424 | 0.370462 | 0.370501 | 0.370540 | 0.370578 |
| 28.6 | 0.370617 | 0.370656 | 0.370694 | 0.370733 | 0.370771 | 0.370810 | 0.370849 | 0.370887 | 0.370926 | 0.370964 |
| 28.7 | 0.371003 | 0.371041 | 0.371080 | 0.371118 | 0.371157 | 0.371195 | 0.371234 | 0.371272 | 0.371310 | 0.371349 |
| 28.8 | 0.371387 | 0.371425 | 0.371464 | 0.371502 | 0.371541 | 0.371579 | 0.371617 | 0.371655 | 0.371694 | 0.371732 |
| 28.9 | 0.371770 | 0.371808 | 0.371847 | 0.371885 | 0.371923 | 0.371961 | 0.371999 | 0.372038 | 0.372076 | 0.372114 |
Logarithm Table for base 8503 — N = 29.00–29.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 29.0 | 0.372152 | 0.372190 | 0.372228 | 0.372266 | 0.372304 | 0.372342 | 0.372380 | 0.372418 | 0.372456 | 0.372494 |
| 29.1 | 0.372532 | 0.372570 | 0.372608 | 0.372646 | 0.372684 | 0.372722 | 0.372760 | 0.372798 | 0.372836 | 0.372874 |
| 29.2 | 0.372912 | 0.372949 | 0.372987 | 0.373025 | 0.373063 | 0.373101 | 0.373138 | 0.373176 | 0.373214 | 0.373252 |
| 29.3 | 0.373289 | 0.373327 | 0.373365 | 0.373402 | 0.373440 | 0.373478 | 0.373515 | 0.373553 | 0.373591 | 0.373628 |
| 29.4 | 0.373666 | 0.373704 | 0.373741 | 0.373779 | 0.373816 | 0.373854 | 0.373891 | 0.373929 | 0.373966 | 0.374004 |
| 29.5 | 0.374041 | 0.374079 | 0.374116 | 0.374154 | 0.374191 | 0.374228 | 0.374266 | 0.374303 | 0.374341 | 0.374378 |
| 29.6 | 0.374415 | 0.374453 | 0.374490 | 0.374527 | 0.374564 | 0.374602 | 0.374639 | 0.374676 | 0.374714 | 0.374751 |
| 29.7 | 0.374788 | 0.374825 | 0.374862 | 0.374900 | 0.374937 | 0.374974 | 0.375011 | 0.375048 | 0.375085 | 0.375122 |
| 29.8 | 0.375159 | 0.375197 | 0.375234 | 0.375271 | 0.375308 | 0.375345 | 0.375382 | 0.375419 | 0.375456 | 0.375493 |
| 29.9 | 0.375530 | 0.375567 | 0.375604 | 0.375641 | 0.375677 | 0.375714 | 0.375751 | 0.375788 | 0.375825 | 0.375862 |
Logarithm Table for base 8503 — N = 30.00–30.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 30.0 | 0.375899 | 0.375936 | 0.375972 | 0.376009 | 0.376046 | 0.376083 | 0.376120 | 0.376156 | 0.376193 | 0.376230 |
| 30.1 | 0.376267 | 0.376303 | 0.376340 | 0.376377 | 0.376413 | 0.376450 | 0.376487 | 0.376523 | 0.376560 | 0.376596 |
| 30.2 | 0.376633 | 0.376670 | 0.376706 | 0.376743 | 0.376779 | 0.376816 | 0.376852 | 0.376889 | 0.376925 | 0.376962 |
| 30.3 | 0.376998 | 0.377035 | 0.377071 | 0.377108 | 0.377144 | 0.377181 | 0.377217 | 0.377253 | 0.377290 | 0.377326 |
| 30.4 | 0.377363 | 0.377399 | 0.377435 | 0.377472 | 0.377508 | 0.377544 | 0.377581 | 0.377617 | 0.377653 | 0.377689 |
| 30.5 | 0.377726 | 0.377762 | 0.377798 | 0.377834 | 0.377870 | 0.377907 | 0.377943 | 0.377979 | 0.378015 | 0.378051 |
| 30.6 | 0.378087 | 0.378123 | 0.378160 | 0.378196 | 0.378232 | 0.378268 | 0.378304 | 0.378340 | 0.378376 | 0.378412 |
| 30.7 | 0.378448 | 0.378484 | 0.378520 | 0.378556 | 0.378592 | 0.378628 | 0.378664 | 0.378700 | 0.378736 | 0.378771 |
| 30.8 | 0.378807 | 0.378843 | 0.378879 | 0.378915 | 0.378951 | 0.378987 | 0.379022 | 0.379058 | 0.379094 | 0.379130 |
| 30.9 | 0.379166 | 0.379201 | 0.379237 | 0.379273 | 0.379309 | 0.379344 | 0.379380 | 0.379416 | 0.379451 | 0.379487 |
Logarithm Table for base 8503 — N = 31.00–31.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 31.0 | 0.379523 | 0.379558 | 0.379594 | 0.379630 | 0.379665 | 0.379701 | 0.379736 | 0.379772 | 0.379808 | 0.379843 |
| 31.1 | 0.379879 | 0.379914 | 0.379950 | 0.379985 | 0.380021 | 0.380056 | 0.380092 | 0.380127 | 0.380163 | 0.380198 |
| 31.2 | 0.380233 | 0.380269 | 0.380304 | 0.380340 | 0.380375 | 0.380410 | 0.380446 | 0.380481 | 0.380516 | 0.380552 |
| 31.3 | 0.380587 | 0.380622 | 0.380658 | 0.380693 | 0.380728 | 0.380763 | 0.380799 | 0.380834 | 0.380869 | 0.380904 |
| 31.4 | 0.380940 | 0.380975 | 0.381010 | 0.381045 | 0.381080 | 0.381115 | 0.381151 | 0.381186 | 0.381221 | 0.381256 |
| 31.5 | 0.381291 | 0.381326 | 0.381361 | 0.381396 | 0.381431 | 0.381466 | 0.381501 | 0.381536 | 0.381571 | 0.381606 |
| 31.6 | 0.381641 | 0.381676 | 0.381711 | 0.381746 | 0.381781 | 0.381816 | 0.381851 | 0.381886 | 0.381921 | 0.381956 |
| 31.7 | 0.381991 | 0.382025 | 0.382060 | 0.382095 | 0.382130 | 0.382165 | 0.382199 | 0.382234 | 0.382269 | 0.382304 |
| 31.8 | 0.382339 | 0.382373 | 0.382408 | 0.382443 | 0.382478 | 0.382512 | 0.382547 | 0.382582 | 0.382616 | 0.382651 |
| 31.9 | 0.382686 | 0.382720 | 0.382755 | 0.382789 | 0.382824 | 0.382859 | 0.382893 | 0.382928 | 0.382962 | 0.382997 |
Logarithm Table for base 8503 — N = 32.00–32.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 32.0 | 0.383032 | 0.383066 | 0.383101 | 0.383135 | 0.383170 | 0.383204 | 0.383239 | 0.383273 | 0.383307 | 0.383342 |
| 32.1 | 0.383376 | 0.383411 | 0.383445 | 0.383480 | 0.383514 | 0.383548 | 0.383583 | 0.383617 | 0.383651 | 0.383686 |
| 32.2 | 0.383720 | 0.383754 | 0.383789 | 0.383823 | 0.383857 | 0.383892 | 0.383926 | 0.383960 | 0.383994 | 0.384029 |
| 32.3 | 0.384063 | 0.384097 | 0.384131 | 0.384165 | 0.384200 | 0.384234 | 0.384268 | 0.384302 | 0.384336 | 0.384370 |
| 32.4 | 0.384404 | 0.384439 | 0.384473 | 0.384507 | 0.384541 | 0.384575 | 0.384609 | 0.384643 | 0.384677 | 0.384711 |
| 32.5 | 0.384745 | 0.384779 | 0.384813 | 0.384847 | 0.384881 | 0.384915 | 0.384949 | 0.384983 | 0.385017 | 0.385051 |
| 32.6 | 0.385085 | 0.385118 | 0.385152 | 0.385186 | 0.385220 | 0.385254 | 0.385288 | 0.385322 | 0.385355 | 0.385389 |
| 32.7 | 0.385423 | 0.385457 | 0.385491 | 0.385524 | 0.385558 | 0.385592 | 0.385626 | 0.385659 | 0.385693 | 0.385727 |
| 32.8 | 0.385761 | 0.385794 | 0.385828 | 0.385862 | 0.385895 | 0.385929 | 0.385963 | 0.385996 | 0.386030 | 0.386063 |
| 32.9 | 0.386097 | 0.386131 | 0.386164 | 0.386198 | 0.386231 | 0.386265 | 0.386298 | 0.386332 | 0.386365 | 0.386399 |
Logarithm Table for base 8503 — N = 33.00–33.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 33.0 | 0.386432 | 0.386466 | 0.386499 | 0.386533 | 0.386566 | 0.386600 | 0.386633 | 0.386667 | 0.386700 | 0.386733 |
| 33.1 | 0.386767 | 0.386800 | 0.386834 | 0.386867 | 0.386900 | 0.386934 | 0.386967 | 0.387000 | 0.387034 | 0.387067 |
| 33.2 | 0.387100 | 0.387133 | 0.387167 | 0.387200 | 0.387233 | 0.387266 | 0.387300 | 0.387333 | 0.387366 | 0.387399 |
| 33.3 | 0.387433 | 0.387466 | 0.387499 | 0.387532 | 0.387565 | 0.387598 | 0.387632 | 0.387665 | 0.387698 | 0.387731 |
| 33.4 | 0.387764 | 0.387797 | 0.387830 | 0.387863 | 0.387896 | 0.387929 | 0.387962 | 0.387995 | 0.388028 | 0.388061 |
| 33.5 | 0.388094 | 0.388127 | 0.388160 | 0.388193 | 0.388226 | 0.388259 | 0.388292 | 0.388325 | 0.388358 | 0.388391 |
| 33.6 | 0.388424 | 0.388457 | 0.388490 | 0.388522 | 0.388555 | 0.388588 | 0.388621 | 0.388654 | 0.388687 | 0.388719 |
| 33.7 | 0.388752 | 0.388785 | 0.388818 | 0.388851 | 0.388883 | 0.388916 | 0.388949 | 0.388982 | 0.389014 | 0.389047 |
| 33.8 | 0.389080 | 0.389112 | 0.389145 | 0.389178 | 0.389210 | 0.389243 | 0.389276 | 0.389308 | 0.389341 | 0.389374 |
| 33.9 | 0.389406 | 0.389439 | 0.389471 | 0.389504 | 0.389537 | 0.389569 | 0.389602 | 0.389634 | 0.389667 | 0.389699 |
Logarithm Table for base 8503 — N = 34.00–34.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 34.0 | 0.389732 | 0.389764 | 0.389797 | 0.389829 | 0.389862 | 0.389894 | 0.389927 | 0.389959 | 0.389991 | 0.390024 |
| 34.1 | 0.390056 | 0.390089 | 0.390121 | 0.390153 | 0.390186 | 0.390218 | 0.390251 | 0.390283 | 0.390315 | 0.390348 |
| 34.2 | 0.390380 | 0.390412 | 0.390445 | 0.390477 | 0.390509 | 0.390541 | 0.390574 | 0.390606 | 0.390638 | 0.390670 |
| 34.3 | 0.390703 | 0.390735 | 0.390767 | 0.390799 | 0.390831 | 0.390864 | 0.390896 | 0.390928 | 0.390960 | 0.390992 |
| 34.4 | 0.391024 | 0.391056 | 0.391089 | 0.391121 | 0.391153 | 0.391185 | 0.391217 | 0.391249 | 0.391281 | 0.391313 |
| 34.5 | 0.391345 | 0.391377 | 0.391409 | 0.391441 | 0.391473 | 0.391505 | 0.391537 | 0.391569 | 0.391601 | 0.391633 |
| 34.6 | 0.391665 | 0.391697 | 0.391729 | 0.391761 | 0.391793 | 0.391825 | 0.391857 | 0.391888 | 0.391920 | 0.391952 |
| 34.7 | 0.391984 | 0.392016 | 0.392048 | 0.392080 | 0.392111 | 0.392143 | 0.392175 | 0.392207 | 0.392239 | 0.392270 |
| 34.8 | 0.392302 | 0.392334 | 0.392366 | 0.392397 | 0.392429 | 0.392461 | 0.392492 | 0.392524 | 0.392556 | 0.392588 |
| 34.9 | 0.392619 | 0.392651 | 0.392683 | 0.392714 | 0.392746 | 0.392777 | 0.392809 | 0.392841 | 0.392872 | 0.392904 |
Logarithm Table for base 8503 — N = 35.00–35.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 35.0 | 0.392935 | 0.392967 | 0.392999 | 0.393030 | 0.393062 | 0.393093 | 0.393125 | 0.393156 | 0.393188 | 0.393219 |
| 35.1 | 0.393251 | 0.393282 | 0.393314 | 0.393345 | 0.393377 | 0.393408 | 0.393439 | 0.393471 | 0.393502 | 0.393534 |
| 35.2 | 0.393565 | 0.393597 | 0.393628 | 0.393659 | 0.393691 | 0.393722 | 0.393753 | 0.393785 | 0.393816 | 0.393847 |
| 35.3 | 0.393879 | 0.393910 | 0.393941 | 0.393973 | 0.394004 | 0.394035 | 0.394066 | 0.394098 | 0.394129 | 0.394160 |
| 35.4 | 0.394191 | 0.394223 | 0.394254 | 0.394285 | 0.394316 | 0.394347 | 0.394378 | 0.394410 | 0.394441 | 0.394472 |
| 35.5 | 0.394503 | 0.394534 | 0.394565 | 0.394596 | 0.394628 | 0.394659 | 0.394690 | 0.394721 | 0.394752 | 0.394783 |
| 35.6 | 0.394814 | 0.394845 | 0.394876 | 0.394907 | 0.394938 | 0.394969 | 0.395000 | 0.395031 | 0.395062 | 0.395093 |
| 35.7 | 0.395124 | 0.395155 | 0.395186 | 0.395217 | 0.395248 | 0.395279 | 0.395310 | 0.395340 | 0.395371 | 0.395402 |
| 35.8 | 0.395433 | 0.395464 | 0.395495 | 0.395526 | 0.395557 | 0.395587 | 0.395618 | 0.395649 | 0.395680 | 0.395711 |
| 35.9 | 0.395741 | 0.395772 | 0.395803 | 0.395834 | 0.395864 | 0.395895 | 0.395926 | 0.395957 | 0.395987 | 0.396018 |
Logarithm Table for base 8503 — N = 36.00–36.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 36.0 | 0.396049 | 0.396080 | 0.396110 | 0.396141 | 0.396172 | 0.396202 | 0.396233 | 0.396264 | 0.396294 | 0.396325 |
| 36.1 | 0.396355 | 0.396386 | 0.396417 | 0.396447 | 0.396478 | 0.396508 | 0.396539 | 0.396570 | 0.396600 | 0.396631 |
| 36.2 | 0.396661 | 0.396692 | 0.396722 | 0.396753 | 0.396783 | 0.396814 | 0.396844 | 0.396875 | 0.396905 | 0.396936 |
| 36.3 | 0.396966 | 0.396996 | 0.397027 | 0.397057 | 0.397088 | 0.397118 | 0.397149 | 0.397179 | 0.397209 | 0.397240 |
| 36.4 | 0.397270 | 0.397300 | 0.397331 | 0.397361 | 0.397391 | 0.397422 | 0.397452 | 0.397482 | 0.397513 | 0.397543 |
| 36.5 | 0.397573 | 0.397604 | 0.397634 | 0.397664 | 0.397694 | 0.397725 | 0.397755 | 0.397785 | 0.397815 | 0.397845 |
| 36.6 | 0.397876 | 0.397906 | 0.397936 | 0.397966 | 0.397996 | 0.398027 | 0.398057 | 0.398087 | 0.398117 | 0.398147 |
| 36.7 | 0.398177 | 0.398207 | 0.398237 | 0.398268 | 0.398298 | 0.398328 | 0.398358 | 0.398388 | 0.398418 | 0.398448 |
| 36.8 | 0.398478 | 0.398508 | 0.398538 | 0.398568 | 0.398598 | 0.398628 | 0.398658 | 0.398688 | 0.398718 | 0.398748 |
| 36.9 | 0.398778 | 0.398808 | 0.398838 | 0.398868 | 0.398898 | 0.398928 | 0.398957 | 0.398987 | 0.399017 | 0.399047 |
Logarithm Table for base 8503 — N = 37.00–37.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 37.0 | 0.399077 | 0.399107 | 0.399137 | 0.399167 | 0.399196 | 0.399226 | 0.399256 | 0.399286 | 0.399316 | 0.399345 |
| 37.1 | 0.399375 | 0.399405 | 0.399435 | 0.399465 | 0.399494 | 0.399524 | 0.399554 | 0.399584 | 0.399613 | 0.399643 |
| 37.2 | 0.399673 | 0.399702 | 0.399732 | 0.399762 | 0.399792 | 0.399821 | 0.399851 | 0.399881 | 0.399910 | 0.399940 |
| 37.3 | 0.399969 | 0.399999 | 0.400029 | 0.400058 | 0.400088 | 0.400118 | 0.400147 | 0.400177 | 0.400206 | 0.400236 |
| 37.4 | 0.400265 | 0.400295 | 0.400324 | 0.400354 | 0.400383 | 0.400413 | 0.400443 | 0.400472 | 0.400502 | 0.400531 |
| 37.5 | 0.400560 | 0.400590 | 0.400619 | 0.400649 | 0.400678 | 0.400708 | 0.400737 | 0.400767 | 0.400796 | 0.400825 |
| 37.6 | 0.400855 | 0.400884 | 0.400914 | 0.400943 | 0.400972 | 0.401002 | 0.401031 | 0.401060 | 0.401090 | 0.401119 |
| 37.7 | 0.401148 | 0.401178 | 0.401207 | 0.401236 | 0.401266 | 0.401295 | 0.401324 | 0.401353 | 0.401383 | 0.401412 |
| 37.8 | 0.401441 | 0.401470 | 0.401500 | 0.401529 | 0.401558 | 0.401587 | 0.401616 | 0.401646 | 0.401675 | 0.401704 |
| 37.9 | 0.401733 | 0.401762 | 0.401791 | 0.401821 | 0.401850 | 0.401879 | 0.401908 | 0.401937 | 0.401966 | 0.401995 |
Logarithm Table for base 8503 — N = 38.00–38.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 38.0 | 0.402024 | 0.402053 | 0.402082 | 0.402112 | 0.402141 | 0.402170 | 0.402199 | 0.402228 | 0.402257 | 0.402286 |
| 38.1 | 0.402315 | 0.402344 | 0.402373 | 0.402402 | 0.402431 | 0.402460 | 0.402489 | 0.402518 | 0.402547 | 0.402576 |
| 38.2 | 0.402604 | 0.402633 | 0.402662 | 0.402691 | 0.402720 | 0.402749 | 0.402778 | 0.402807 | 0.402836 | 0.402865 |
| 38.3 | 0.402893 | 0.402922 | 0.402951 | 0.402980 | 0.403009 | 0.403038 | 0.403066 | 0.403095 | 0.403124 | 0.403153 |
| 38.4 | 0.403182 | 0.403210 | 0.403239 | 0.403268 | 0.403297 | 0.403325 | 0.403354 | 0.403383 | 0.403412 | 0.403440 |
| 38.5 | 0.403469 | 0.403498 | 0.403526 | 0.403555 | 0.403584 | 0.403612 | 0.403641 | 0.403670 | 0.403698 | 0.403727 |
| 38.6 | 0.403756 | 0.403784 | 0.403813 | 0.403842 | 0.403870 | 0.403899 | 0.403927 | 0.403956 | 0.403985 | 0.404013 |
| 38.7 | 0.404042 | 0.404070 | 0.404099 | 0.404127 | 0.404156 | 0.404184 | 0.404213 | 0.404241 | 0.404270 | 0.404298 |
| 38.8 | 0.404327 | 0.404355 | 0.404384 | 0.404412 | 0.404441 | 0.404469 | 0.404498 | 0.404526 | 0.404555 | 0.404583 |
| 38.9 | 0.404611 | 0.404640 | 0.404668 | 0.404697 | 0.404725 | 0.404753 | 0.404782 | 0.404810 | 0.404838 | 0.404867 |
Logarithm Table for base 8503 — N = 39.00–39.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 39.0 | 0.404895 | 0.404923 | 0.404952 | 0.404980 | 0.405008 | 0.405037 | 0.405065 | 0.405093 | 0.405122 | 0.405150 |
| 39.1 | 0.405178 | 0.405206 | 0.405235 | 0.405263 | 0.405291 | 0.405319 | 0.405348 | 0.405376 | 0.405404 | 0.405432 |
| 39.2 | 0.405460 | 0.405489 | 0.405517 | 0.405545 | 0.405573 | 0.405601 | 0.405629 | 0.405658 | 0.405686 | 0.405714 |
| 39.3 | 0.405742 | 0.405770 | 0.405798 | 0.405826 | 0.405854 | 0.405883 | 0.405911 | 0.405939 | 0.405967 | 0.405995 |
| 39.4 | 0.406023 | 0.406051 | 0.406079 | 0.406107 | 0.406135 | 0.406163 | 0.406191 | 0.406219 | 0.406247 | 0.406275 |
| 39.5 | 0.406303 | 0.406331 | 0.406359 | 0.406387 | 0.406415 | 0.406443 | 0.406471 | 0.406499 | 0.406527 | 0.406555 |
| 39.6 | 0.406582 | 0.406610 | 0.406638 | 0.406666 | 0.406694 | 0.406722 | 0.406750 | 0.406778 | 0.406806 | 0.406833 |
| 39.7 | 0.406861 | 0.406889 | 0.406917 | 0.406945 | 0.406973 | 0.407000 | 0.407028 | 0.407056 | 0.407084 | 0.407111 |
| 39.8 | 0.407139 | 0.407167 | 0.407195 | 0.407223 | 0.407250 | 0.407278 | 0.407306 | 0.407333 | 0.407361 | 0.407389 |
| 39.9 | 0.407417 | 0.407444 | 0.407472 | 0.407500 | 0.407527 | 0.407555 | 0.407583 | 0.407610 | 0.407638 | 0.407666 |
Logarithm Table for base 8503 — N = 40.00–40.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 40.0 | 0.407693 | 0.407721 | 0.407748 | 0.407776 | 0.407804 | 0.407831 | 0.407859 | 0.407886 | 0.407914 | 0.407942 |
| 40.1 | 0.407969 | 0.407997 | 0.408024 | 0.408052 | 0.408079 | 0.408107 | 0.408134 | 0.408162 | 0.408189 | 0.408217 |
| 40.2 | 0.408244 | 0.408272 | 0.408299 | 0.408327 | 0.408354 | 0.408382 | 0.408409 | 0.408437 | 0.408464 | 0.408492 |
| 40.3 | 0.408519 | 0.408546 | 0.408574 | 0.408601 | 0.408629 | 0.408656 | 0.408683 | 0.408711 | 0.408738 | 0.408766 |
| 40.4 | 0.408793 | 0.408820 | 0.408848 | 0.408875 | 0.408902 | 0.408930 | 0.408957 | 0.408984 | 0.409012 | 0.409039 |
| 40.5 | 0.409066 | 0.409093 | 0.409121 | 0.409148 | 0.409175 | 0.409203 | 0.409230 | 0.409257 | 0.409284 | 0.409311 |
| 40.6 | 0.409339 | 0.409366 | 0.409393 | 0.409420 | 0.409448 | 0.409475 | 0.409502 | 0.409529 | 0.409556 | 0.409583 |
| 40.7 | 0.409611 | 0.409638 | 0.409665 | 0.409692 | 0.409719 | 0.409746 | 0.409773 | 0.409801 | 0.409828 | 0.409855 |
| 40.8 | 0.409882 | 0.409909 | 0.409936 | 0.409963 | 0.409990 | 0.410017 | 0.410044 | 0.410071 | 0.410098 | 0.410125 |
| 40.9 | 0.410152 | 0.410179 | 0.410206 | 0.410233 | 0.410260 | 0.410287 | 0.410314 | 0.410341 | 0.410368 | 0.410395 |
Logarithm Table for base 8503 — N = 41.00–41.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 41.0 | 0.410422 | 0.410449 | 0.410476 | 0.410503 | 0.410530 | 0.410557 | 0.410584 | 0.410611 | 0.410638 | 0.410665 |
| 41.1 | 0.410691 | 0.410718 | 0.410745 | 0.410772 | 0.410799 | 0.410826 | 0.410853 | 0.410880 | 0.410906 | 0.410933 |
| 41.2 | 0.410960 | 0.410987 | 0.411014 | 0.411041 | 0.411067 | 0.411094 | 0.411121 | 0.411148 | 0.411174 | 0.411201 |
| 41.3 | 0.411228 | 0.411255 | 0.411281 | 0.411308 | 0.411335 | 0.411362 | 0.411388 | 0.411415 | 0.411442 | 0.411469 |
| 41.4 | 0.411495 | 0.411522 | 0.411549 | 0.411575 | 0.411602 | 0.411629 | 0.411655 | 0.411682 | 0.411709 | 0.411735 |
| 41.5 | 0.411762 | 0.411789 | 0.411815 | 0.411842 | 0.411868 | 0.411895 | 0.411922 | 0.411948 | 0.411975 | 0.412001 |
| 41.6 | 0.412028 | 0.412054 | 0.412081 | 0.412108 | 0.412134 | 0.412161 | 0.412187 | 0.412214 | 0.412240 | 0.412267 |
| 41.7 | 0.412293 | 0.412320 | 0.412346 | 0.412373 | 0.412399 | 0.412426 | 0.412452 | 0.412479 | 0.412505 | 0.412532 |
| 41.8 | 0.412558 | 0.412584 | 0.412611 | 0.412637 | 0.412664 | 0.412690 | 0.412716 | 0.412743 | 0.412769 | 0.412796 |
| 41.9 | 0.412822 | 0.412848 | 0.412875 | 0.412901 | 0.412928 | 0.412954 | 0.412980 | 0.413007 | 0.413033 | 0.413059 |
Logarithm Table for base 8503 — N = 42.00–42.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 42.0 | 0.413086 | 0.413112 | 0.413138 | 0.413164 | 0.413191 | 0.413217 | 0.413243 | 0.413270 | 0.413296 | 0.413322 |
| 42.1 | 0.413348 | 0.413375 | 0.413401 | 0.413427 | 0.413453 | 0.413480 | 0.413506 | 0.413532 | 0.413558 | 0.413584 |
| 42.2 | 0.413611 | 0.413637 | 0.413663 | 0.413689 | 0.413715 | 0.413741 | 0.413768 | 0.413794 | 0.413820 | 0.413846 |
| 42.3 | 0.413872 | 0.413898 | 0.413924 | 0.413950 | 0.413977 | 0.414003 | 0.414029 | 0.414055 | 0.414081 | 0.414107 |
| 42.4 | 0.414133 | 0.414159 | 0.414185 | 0.414211 | 0.414237 | 0.414263 | 0.414289 | 0.414315 | 0.414341 | 0.414367 |
| 42.5 | 0.414393 | 0.414419 | 0.414445 | 0.414471 | 0.414497 | 0.414523 | 0.414549 | 0.414575 | 0.414601 | 0.414627 |
| 42.6 | 0.414653 | 0.414679 | 0.414705 | 0.414731 | 0.414757 | 0.414783 | 0.414809 | 0.414835 | 0.414861 | 0.414886 |
| 42.7 | 0.414912 | 0.414938 | 0.414964 | 0.414990 | 0.415016 | 0.415042 | 0.415067 | 0.415093 | 0.415119 | 0.415145 |
| 42.8 | 0.415171 | 0.415197 | 0.415222 | 0.415248 | 0.415274 | 0.415300 | 0.415326 | 0.415351 | 0.415377 | 0.415403 |
| 42.9 | 0.415429 | 0.415455 | 0.415480 | 0.415506 | 0.415532 | 0.415557 | 0.415583 | 0.415609 | 0.415635 | 0.415660 |
Logarithm Table for base 8503 — N = 43.00–43.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 43.0 | 0.415686 | 0.415712 | 0.415737 | 0.415763 | 0.415789 | 0.415815 | 0.415840 | 0.415866 | 0.415892 | 0.415917 |
| 43.1 | 0.415943 | 0.415968 | 0.415994 | 0.416020 | 0.416045 | 0.416071 | 0.416097 | 0.416122 | 0.416148 | 0.416173 |
| 43.2 | 0.416199 | 0.416225 | 0.416250 | 0.416276 | 0.416301 | 0.416327 | 0.416352 | 0.416378 | 0.416403 | 0.416429 |
| 43.3 | 0.416454 | 0.416480 | 0.416506 | 0.416531 | 0.416557 | 0.416582 | 0.416608 | 0.416633 | 0.416658 | 0.416684 |
| 43.4 | 0.416709 | 0.416735 | 0.416760 | 0.416786 | 0.416811 | 0.416837 | 0.416862 | 0.416888 | 0.416913 | 0.416938 |
| 43.5 | 0.416964 | 0.416989 | 0.417015 | 0.417040 | 0.417065 | 0.417091 | 0.417116 | 0.417141 | 0.417167 | 0.417192 |
| 43.6 | 0.417218 | 0.417243 | 0.417268 | 0.417294 | 0.417319 | 0.417344 | 0.417370 | 0.417395 | 0.417420 | 0.417445 |
| 43.7 | 0.417471 | 0.417496 | 0.417521 | 0.417547 | 0.417572 | 0.417597 | 0.417622 | 0.417648 | 0.417673 | 0.417698 |
| 43.8 | 0.417723 | 0.417749 | 0.417774 | 0.417799 | 0.417824 | 0.417849 | 0.417875 | 0.417900 | 0.417925 | 0.417950 |
| 43.9 | 0.417975 | 0.418001 | 0.418026 | 0.418051 | 0.418076 | 0.418101 | 0.418126 | 0.418151 | 0.418177 | 0.418202 |
Logarithm Table for base 8503 — N = 44.00–44.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 44.0 | 0.418227 | 0.418252 | 0.418277 | 0.418302 | 0.418327 | 0.418352 | 0.418377 | 0.418403 | 0.418428 | 0.418453 |
| 44.1 | 0.418478 | 0.418503 | 0.418528 | 0.418553 | 0.418578 | 0.418603 | 0.418628 | 0.418653 | 0.418678 | 0.418703 |
| 44.2 | 0.418728 | 0.418753 | 0.418778 | 0.418803 | 0.418828 | 0.418853 | 0.418878 | 0.418903 | 0.418928 | 0.418953 |
| 44.3 | 0.418978 | 0.419003 | 0.419028 | 0.419053 | 0.419078 | 0.419103 | 0.419127 | 0.419152 | 0.419177 | 0.419202 |
| 44.4 | 0.419227 | 0.419252 | 0.419277 | 0.419302 | 0.419327 | 0.419351 | 0.419376 | 0.419401 | 0.419426 | 0.419451 |
| 44.5 | 0.419476 | 0.419501 | 0.419525 | 0.419550 | 0.419575 | 0.419600 | 0.419625 | 0.419649 | 0.419674 | 0.419699 |
| 44.6 | 0.419724 | 0.419749 | 0.419773 | 0.419798 | 0.419823 | 0.419848 | 0.419872 | 0.419897 | 0.419922 | 0.419947 |
| 44.7 | 0.419971 | 0.419996 | 0.420021 | 0.420045 | 0.420070 | 0.420095 | 0.420120 | 0.420144 | 0.420169 | 0.420194 |
| 44.8 | 0.420218 | 0.420243 | 0.420268 | 0.420292 | 0.420317 | 0.420342 | 0.420366 | 0.420391 | 0.420415 | 0.420440 |
| 44.9 | 0.420465 | 0.420489 | 0.420514 | 0.420539 | 0.420563 | 0.420588 | 0.420612 | 0.420637 | 0.420661 | 0.420686 |
Logarithm Table for base 8503 — N = 45.00–45.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 45.0 | 0.420711 | 0.420735 | 0.420760 | 0.420784 | 0.420809 | 0.420833 | 0.420858 | 0.420882 | 0.420907 | 0.420931 |
| 45.1 | 0.420956 | 0.420980 | 0.421005 | 0.421029 | 0.421054 | 0.421078 | 0.421103 | 0.421127 | 0.421152 | 0.421176 |
| 45.2 | 0.421201 | 0.421225 | 0.421250 | 0.421274 | 0.421298 | 0.421323 | 0.421347 | 0.421372 | 0.421396 | 0.421421 |
| 45.3 | 0.421445 | 0.421469 | 0.421494 | 0.421518 | 0.421542 | 0.421567 | 0.421591 | 0.421616 | 0.421640 | 0.421664 |
| 45.4 | 0.421689 | 0.421713 | 0.421737 | 0.421762 | 0.421786 | 0.421810 | 0.421835 | 0.421859 | 0.421883 | 0.421907 |
| 45.5 | 0.421932 | 0.421956 | 0.421980 | 0.422005 | 0.422029 | 0.422053 | 0.422077 | 0.422102 | 0.422126 | 0.422150 |
| 45.6 | 0.422174 | 0.422199 | 0.422223 | 0.422247 | 0.422271 | 0.422296 | 0.422320 | 0.422344 | 0.422368 | 0.422392 |
| 45.7 | 0.422417 | 0.422441 | 0.422465 | 0.422489 | 0.422513 | 0.422537 | 0.422562 | 0.422586 | 0.422610 | 0.422634 |
| 45.8 | 0.422658 | 0.422682 | 0.422706 | 0.422730 | 0.422755 | 0.422779 | 0.422803 | 0.422827 | 0.422851 | 0.422875 |
| 45.9 | 0.422899 | 0.422923 | 0.422947 | 0.422971 | 0.422995 | 0.423019 | 0.423044 | 0.423068 | 0.423092 | 0.423116 |
Logarithm Table for base 8503 — N = 46.00–46.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 46.0 | 0.423140 | 0.423164 | 0.423188 | 0.423212 | 0.423236 | 0.423260 | 0.423284 | 0.423308 | 0.423332 | 0.423356 |
| 46.1 | 0.423380 | 0.423404 | 0.423428 | 0.423452 | 0.423476 | 0.423499 | 0.423523 | 0.423547 | 0.423571 | 0.423595 |
| 46.2 | 0.423619 | 0.423643 | 0.423667 | 0.423691 | 0.423715 | 0.423739 | 0.423763 | 0.423786 | 0.423810 | 0.423834 |
| 46.3 | 0.423858 | 0.423882 | 0.423906 | 0.423930 | 0.423954 | 0.423977 | 0.424001 | 0.424025 | 0.424049 | 0.424073 |
| 46.4 | 0.424097 | 0.424120 | 0.424144 | 0.424168 | 0.424192 | 0.424216 | 0.424239 | 0.424263 | 0.424287 | 0.424311 |
| 46.5 | 0.424334 | 0.424358 | 0.424382 | 0.424406 | 0.424430 | 0.424453 | 0.424477 | 0.424501 | 0.424524 | 0.424548 |
| 46.6 | 0.424572 | 0.424596 | 0.424619 | 0.424643 | 0.424667 | 0.424690 | 0.424714 | 0.424738 | 0.424761 | 0.424785 |
| 46.7 | 0.424809 | 0.424832 | 0.424856 | 0.424880 | 0.424903 | 0.424927 | 0.424951 | 0.424974 | 0.424998 | 0.425022 |
| 46.8 | 0.425045 | 0.425069 | 0.425092 | 0.425116 | 0.425140 | 0.425163 | 0.425187 | 0.425210 | 0.425234 | 0.425258 |
| 46.9 | 0.425281 | 0.425305 | 0.425328 | 0.425352 | 0.425375 | 0.425399 | 0.425422 | 0.425446 | 0.425469 | 0.425493 |
Logarithm Table for base 8503 — N = 47.00–47.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 47.0 | 0.425517 | 0.425540 | 0.425564 | 0.425587 | 0.425611 | 0.425634 | 0.425658 | 0.425681 | 0.425704 | 0.425728 |
| 47.1 | 0.425751 | 0.425775 | 0.425798 | 0.425822 | 0.425845 | 0.425869 | 0.425892 | 0.425916 | 0.425939 | 0.425962 |
| 47.2 | 0.425986 | 0.426009 | 0.426033 | 0.426056 | 0.426079 | 0.426103 | 0.426126 | 0.426150 | 0.426173 | 0.426196 |
| 47.3 | 0.426220 | 0.426243 | 0.426266 | 0.426290 | 0.426313 | 0.426336 | 0.426360 | 0.426383 | 0.426406 | 0.426430 |
| 47.4 | 0.426453 | 0.426476 | 0.426500 | 0.426523 | 0.426546 | 0.426570 | 0.426593 | 0.426616 | 0.426640 | 0.426663 |
| 47.5 | 0.426686 | 0.426709 | 0.426733 | 0.426756 | 0.426779 | 0.426802 | 0.426826 | 0.426849 | 0.426872 | 0.426895 |
| 47.6 | 0.426918 | 0.426942 | 0.426965 | 0.426988 | 0.427011 | 0.427035 | 0.427058 | 0.427081 | 0.427104 | 0.427127 |
| 47.7 | 0.427150 | 0.427174 | 0.427197 | 0.427220 | 0.427243 | 0.427266 | 0.427289 | 0.427312 | 0.427336 | 0.427359 |
| 47.8 | 0.427382 | 0.427405 | 0.427428 | 0.427451 | 0.427474 | 0.427497 | 0.427521 | 0.427544 | 0.427567 | 0.427590 |
| 47.9 | 0.427613 | 0.427636 | 0.427659 | 0.427682 | 0.427705 | 0.427728 | 0.427751 | 0.427774 | 0.427797 | 0.427820 |
Logarithm Table for base 8503 — N = 48.00–48.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 48.0 | 0.427843 | 0.427866 | 0.427889 | 0.427912 | 0.427935 | 0.427958 | 0.427981 | 0.428004 | 0.428027 | 0.428050 |
| 48.1 | 0.428073 | 0.428096 | 0.428119 | 0.428142 | 0.428165 | 0.428188 | 0.428211 | 0.428234 | 0.428257 | 0.428280 |
| 48.2 | 0.428303 | 0.428326 | 0.428349 | 0.428372 | 0.428395 | 0.428417 | 0.428440 | 0.428463 | 0.428486 | 0.428509 |
| 48.3 | 0.428532 | 0.428555 | 0.428578 | 0.428601 | 0.428623 | 0.428646 | 0.428669 | 0.428692 | 0.428715 | 0.428738 |
| 48.4 | 0.428761 | 0.428783 | 0.428806 | 0.428829 | 0.428852 | 0.428875 | 0.428897 | 0.428920 | 0.428943 | 0.428966 |
| 48.5 | 0.428989 | 0.429011 | 0.429034 | 0.429057 | 0.429080 | 0.429102 | 0.429125 | 0.429148 | 0.429171 | 0.429194 |
| 48.6 | 0.429216 | 0.429239 | 0.429262 | 0.429284 | 0.429307 | 0.429330 | 0.429353 | 0.429375 | 0.429398 | 0.429421 |
| 48.7 | 0.429443 | 0.429466 | 0.429489 | 0.429511 | 0.429534 | 0.429557 | 0.429580 | 0.429602 | 0.429625 | 0.429647 |
| 48.8 | 0.429670 | 0.429693 | 0.429715 | 0.429738 | 0.429761 | 0.429783 | 0.429806 | 0.429829 | 0.429851 | 0.429874 |
| 48.9 | 0.429896 | 0.429919 | 0.429942 | 0.429964 | 0.429987 | 0.430009 | 0.430032 | 0.430054 | 0.430077 | 0.430100 |
Logarithm Table for base 8503 — N = 49.00–49.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 49.0 | 0.430122 | 0.430145 | 0.430167 | 0.430190 | 0.430212 | 0.430235 | 0.430257 | 0.430280 | 0.430302 | 0.430325 |
| 49.1 | 0.430347 | 0.430370 | 0.430392 | 0.430415 | 0.430437 | 0.430460 | 0.430482 | 0.430505 | 0.430527 | 0.430550 |
| 49.2 | 0.430572 | 0.430595 | 0.430617 | 0.430640 | 0.430662 | 0.430685 | 0.430707 | 0.430729 | 0.430752 | 0.430774 |
| 49.3 | 0.430797 | 0.430819 | 0.430842 | 0.430864 | 0.430886 | 0.430909 | 0.430931 | 0.430954 | 0.430976 | 0.430998 |
| 49.4 | 0.431021 | 0.431043 | 0.431065 | 0.431088 | 0.431110 | 0.431133 | 0.431155 | 0.431177 | 0.431200 | 0.431222 |
| 49.5 | 0.431244 | 0.431267 | 0.431289 | 0.431311 | 0.431333 | 0.431356 | 0.431378 | 0.431400 | 0.431423 | 0.431445 |
| 49.6 | 0.431467 | 0.431490 | 0.431512 | 0.431534 | 0.431556 | 0.431579 | 0.431601 | 0.431623 | 0.431645 | 0.431668 |
| 49.7 | 0.431690 | 0.431712 | 0.431734 | 0.431757 | 0.431779 | 0.431801 | 0.431823 | 0.431845 | 0.431868 | 0.431890 |
| 49.8 | 0.431912 | 0.431934 | 0.431956 | 0.431979 | 0.432001 | 0.432023 | 0.432045 | 0.432067 | 0.432089 | 0.432112 |
| 49.9 | 0.432134 | 0.432156 | 0.432178 | 0.432200 | 0.432222 | 0.432244 | 0.432267 | 0.432289 | 0.432311 | 0.432333 |
Logarithm Table for base 8503 — N = 50.00–50.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 50.0 | 0.432355 | 0.432377 | 0.432399 | 0.432421 | 0.432443 | 0.432465 | 0.432487 | 0.432510 | 0.432532 | 0.432554 |
| 50.1 | 0.432576 | 0.432598 | 0.432620 | 0.432642 | 0.432664 | 0.432686 | 0.432708 | 0.432730 | 0.432752 | 0.432774 |
| 50.2 | 0.432796 | 0.432818 | 0.432840 | 0.432862 | 0.432884 | 0.432906 | 0.432928 | 0.432950 | 0.432972 | 0.432994 |
| 50.3 | 0.433016 | 0.433038 | 0.433060 | 0.433082 | 0.433104 | 0.433126 | 0.433148 | 0.433170 | 0.433192 | 0.433214 |
| 50.4 | 0.433236 | 0.433258 | 0.433279 | 0.433301 | 0.433323 | 0.433345 | 0.433367 | 0.433389 | 0.433411 | 0.433433 |
| 50.5 | 0.433455 | 0.433477 | 0.433498 | 0.433520 | 0.433542 | 0.433564 | 0.433586 | 0.433608 | 0.433630 | 0.433651 |
| 50.6 | 0.433673 | 0.433695 | 0.433717 | 0.433739 | 0.433761 | 0.433782 | 0.433804 | 0.433826 | 0.433848 | 0.433870 |
| 50.7 | 0.433891 | 0.433913 | 0.433935 | 0.433957 | 0.433979 | 0.434000 | 0.434022 | 0.434044 | 0.434066 | 0.434088 |
| 50.8 | 0.434109 | 0.434131 | 0.434153 | 0.434175 | 0.434196 | 0.434218 | 0.434240 | 0.434261 | 0.434283 | 0.434305 |
| 50.9 | 0.434327 | 0.434348 | 0.434370 | 0.434392 | 0.434413 | 0.434435 | 0.434457 | 0.434479 | 0.434500 | 0.434522 |
Logarithm Table for base 8503 — N = 51.00–51.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 51.0 | 0.434544 | 0.434565 | 0.434587 | 0.434609 | 0.434630 | 0.434652 | 0.434673 | 0.434695 | 0.434717 | 0.434738 |
| 51.1 | 0.434760 | 0.434782 | 0.434803 | 0.434825 | 0.434847 | 0.434868 | 0.434890 | 0.434911 | 0.434933 | 0.434955 |
| 51.2 | 0.434976 | 0.434998 | 0.435019 | 0.435041 | 0.435062 | 0.435084 | 0.435106 | 0.435127 | 0.435149 | 0.435170 |
| 51.3 | 0.435192 | 0.435213 | 0.435235 | 0.435256 | 0.435278 | 0.435299 | 0.435321 | 0.435342 | 0.435364 | 0.435385 |
| 51.4 | 0.435407 | 0.435428 | 0.435450 | 0.435471 | 0.435493 | 0.435514 | 0.435536 | 0.435557 | 0.435579 | 0.435600 |
| 51.5 | 0.435622 | 0.435643 | 0.435665 | 0.435686 | 0.435708 | 0.435729 | 0.435750 | 0.435772 | 0.435793 | 0.435815 |
| 51.6 | 0.435836 | 0.435858 | 0.435879 | 0.435900 | 0.435922 | 0.435943 | 0.435965 | 0.435986 | 0.436007 | 0.436029 |
| 51.7 | 0.436050 | 0.436072 | 0.436093 | 0.436114 | 0.436136 | 0.436157 | 0.436178 | 0.436200 | 0.436221 | 0.436242 |
| 51.8 | 0.436264 | 0.436285 | 0.436306 | 0.436328 | 0.436349 | 0.436370 | 0.436392 | 0.436413 | 0.436434 | 0.436456 |
| 51.9 | 0.436477 | 0.436498 | 0.436519 | 0.436541 | 0.436562 | 0.436583 | 0.436605 | 0.436626 | 0.436647 | 0.436668 |
Logarithm Table for base 8503 — N = 52.00–52.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 52.0 | 0.436690 | 0.436711 | 0.436732 | 0.436753 | 0.436775 | 0.436796 | 0.436817 | 0.436838 | 0.436860 | 0.436881 |
| 52.1 | 0.436902 | 0.436923 | 0.436944 | 0.436966 | 0.436987 | 0.437008 | 0.437029 | 0.437050 | 0.437072 | 0.437093 |
| 52.2 | 0.437114 | 0.437135 | 0.437156 | 0.437177 | 0.437199 | 0.437220 | 0.437241 | 0.437262 | 0.437283 | 0.437304 |
| 52.3 | 0.437325 | 0.437347 | 0.437368 | 0.437389 | 0.437410 | 0.437431 | 0.437452 | 0.437473 | 0.437494 | 0.437515 |
| 52.4 | 0.437537 | 0.437558 | 0.437579 | 0.437600 | 0.437621 | 0.437642 | 0.437663 | 0.437684 | 0.437705 | 0.437726 |
| 52.5 | 0.437747 | 0.437768 | 0.437789 | 0.437810 | 0.437831 | 0.437852 | 0.437873 | 0.437894 | 0.437916 | 0.437937 |
| 52.6 | 0.437958 | 0.437979 | 0.438000 | 0.438021 | 0.438042 | 0.438063 | 0.438084 | 0.438105 | 0.438125 | 0.438146 |
| 52.7 | 0.438167 | 0.438188 | 0.438209 | 0.438230 | 0.438251 | 0.438272 | 0.438293 | 0.438314 | 0.438335 | 0.438356 |
| 52.8 | 0.438377 | 0.438398 | 0.438419 | 0.438440 | 0.438461 | 0.438482 | 0.438502 | 0.438523 | 0.438544 | 0.438565 |
| 52.9 | 0.438586 | 0.438607 | 0.438628 | 0.438649 | 0.438670 | 0.438690 | 0.438711 | 0.438732 | 0.438753 | 0.438774 |
Logarithm Table for base 8503 — N = 53.00–53.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 53.0 | 0.438795 | 0.438816 | 0.438837 | 0.438857 | 0.438878 | 0.438899 | 0.438920 | 0.438941 | 0.438962 | 0.438982 |
| 53.1 | 0.439003 | 0.439024 | 0.439045 | 0.439066 | 0.439086 | 0.439107 | 0.439128 | 0.439149 | 0.439170 | 0.439190 |
| 53.2 | 0.439211 | 0.439232 | 0.439253 | 0.439273 | 0.439294 | 0.439315 | 0.439336 | 0.439356 | 0.439377 | 0.439398 |
| 53.3 | 0.439419 | 0.439439 | 0.439460 | 0.439481 | 0.439502 | 0.439522 | 0.439543 | 0.439564 | 0.439584 | 0.439605 |
| 53.4 | 0.439626 | 0.439646 | 0.439667 | 0.439688 | 0.439709 | 0.439729 | 0.439750 | 0.439771 | 0.439791 | 0.439812 |
| 53.5 | 0.439833 | 0.439853 | 0.439874 | 0.439895 | 0.439915 | 0.439936 | 0.439956 | 0.439977 | 0.439998 | 0.440018 |
| 53.6 | 0.440039 | 0.440060 | 0.440080 | 0.440101 | 0.440121 | 0.440142 | 0.440163 | 0.440183 | 0.440204 | 0.440224 |
| 53.7 | 0.440245 | 0.440266 | 0.440286 | 0.440307 | 0.440327 | 0.440348 | 0.440368 | 0.440389 | 0.440409 | 0.440430 |
| 53.8 | 0.440451 | 0.440471 | 0.440492 | 0.440512 | 0.440533 | 0.440553 | 0.440574 | 0.440594 | 0.440615 | 0.440635 |
| 53.9 | 0.440656 | 0.440676 | 0.440697 | 0.440717 | 0.440738 | 0.440758 | 0.440779 | 0.440799 | 0.440820 | 0.440840 |
Logarithm Table for base 8503 — N = 54.00–54.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 54.0 | 0.440861 | 0.440881 | 0.440902 | 0.440922 | 0.440942 | 0.440963 | 0.440983 | 0.441004 | 0.441024 | 0.441045 |
| 54.1 | 0.441065 | 0.441086 | 0.441106 | 0.441126 | 0.441147 | 0.441167 | 0.441188 | 0.441208 | 0.441228 | 0.441249 |
| 54.2 | 0.441269 | 0.441290 | 0.441310 | 0.441330 | 0.441351 | 0.441371 | 0.441392 | 0.441412 | 0.441432 | 0.441453 |
| 54.3 | 0.441473 | 0.441493 | 0.441514 | 0.441534 | 0.441554 | 0.441575 | 0.441595 | 0.441615 | 0.441636 | 0.441656 |
| 54.4 | 0.441676 | 0.441697 | 0.441717 | 0.441737 | 0.441758 | 0.441778 | 0.441798 | 0.441818 | 0.441839 | 0.441859 |
| 54.5 | 0.441879 | 0.441900 | 0.441920 | 0.441940 | 0.441960 | 0.441981 | 0.442001 | 0.442021 | 0.442041 | 0.442062 |
| 54.6 | 0.442082 | 0.442102 | 0.442122 | 0.442143 | 0.442163 | 0.442183 | 0.442203 | 0.442223 | 0.442244 | 0.442264 |
| 54.7 | 0.442284 | 0.442304 | 0.442325 | 0.442345 | 0.442365 | 0.442385 | 0.442405 | 0.442425 | 0.442446 | 0.442466 |
| 54.8 | 0.442486 | 0.442506 | 0.442526 | 0.442546 | 0.442567 | 0.442587 | 0.442607 | 0.442627 | 0.442647 | 0.442667 |
| 54.9 | 0.442687 | 0.442708 | 0.442728 | 0.442748 | 0.442768 | 0.442788 | 0.442808 | 0.442828 | 0.442848 | 0.442868 |
Logarithm Table for base 8503 — N = 55.00–55.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 55.0 | 0.442889 | 0.442909 | 0.442929 | 0.442949 | 0.442969 | 0.442989 | 0.443009 | 0.443029 | 0.443049 | 0.443069 |
| 55.1 | 0.443089 | 0.443109 | 0.443129 | 0.443150 | 0.443170 | 0.443190 | 0.443210 | 0.443230 | 0.443250 | 0.443270 |
| 55.2 | 0.443290 | 0.443310 | 0.443330 | 0.443350 | 0.443370 | 0.443390 | 0.443410 | 0.443430 | 0.443450 | 0.443470 |
| 55.3 | 0.443490 | 0.443510 | 0.443530 | 0.443550 | 0.443570 | 0.443590 | 0.443610 | 0.443630 | 0.443650 | 0.443670 |
| 55.4 | 0.443689 | 0.443709 | 0.443729 | 0.443749 | 0.443769 | 0.443789 | 0.443809 | 0.443829 | 0.443849 | 0.443869 |
| 55.5 | 0.443889 | 0.443909 | 0.443929 | 0.443948 | 0.443968 | 0.443988 | 0.444008 | 0.444028 | 0.444048 | 0.444068 |
| 55.6 | 0.444088 | 0.444108 | 0.444127 | 0.444147 | 0.444167 | 0.444187 | 0.444207 | 0.444227 | 0.444247 | 0.444266 |
| 55.7 | 0.444286 | 0.444306 | 0.444326 | 0.444346 | 0.444366 | 0.444385 | 0.444405 | 0.444425 | 0.444445 | 0.444465 |
| 55.8 | 0.444485 | 0.444504 | 0.444524 | 0.444544 | 0.444564 | 0.444584 | 0.444603 | 0.444623 | 0.444643 | 0.444663 |
| 55.9 | 0.444682 | 0.444702 | 0.444722 | 0.444742 | 0.444762 | 0.444781 | 0.444801 | 0.444821 | 0.444841 | 0.444860 |
Logarithm Table for base 8503 — N = 56.00–56.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 56.0 | 0.444880 | 0.444900 | 0.444919 | 0.444939 | 0.444959 | 0.444979 | 0.444998 | 0.445018 | 0.445038 | 0.445057 |
| 56.1 | 0.445077 | 0.445097 | 0.445117 | 0.445136 | 0.445156 | 0.445176 | 0.445195 | 0.445215 | 0.445235 | 0.445254 |
| 56.2 | 0.445274 | 0.445294 | 0.445313 | 0.445333 | 0.445353 | 0.445372 | 0.445392 | 0.445412 | 0.445431 | 0.445451 |
| 56.3 | 0.445470 | 0.445490 | 0.445510 | 0.445529 | 0.445549 | 0.445569 | 0.445588 | 0.445608 | 0.445627 | 0.445647 |
| 56.4 | 0.445667 | 0.445686 | 0.445706 | 0.445725 | 0.445745 | 0.445765 | 0.445784 | 0.445804 | 0.445823 | 0.445843 |
| 56.5 | 0.445862 | 0.445882 | 0.445902 | 0.445921 | 0.445941 | 0.445960 | 0.445980 | 0.445999 | 0.446019 | 0.446038 |
| 56.6 | 0.446058 | 0.446077 | 0.446097 | 0.446116 | 0.446136 | 0.446155 | 0.446175 | 0.446194 | 0.446214 | 0.446233 |
| 56.7 | 0.446253 | 0.446272 | 0.446292 | 0.446311 | 0.446331 | 0.446350 | 0.446370 | 0.446389 | 0.446409 | 0.446428 |
| 56.8 | 0.446448 | 0.446467 | 0.446487 | 0.446506 | 0.446525 | 0.446545 | 0.446564 | 0.446584 | 0.446603 | 0.446623 |
| 56.9 | 0.446642 | 0.446661 | 0.446681 | 0.446700 | 0.446720 | 0.446739 | 0.446759 | 0.446778 | 0.446797 | 0.446817 |
Logarithm Table for base 8503 — N = 57.00–57.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 57.0 | 0.446836 | 0.446856 | 0.446875 | 0.446894 | 0.446914 | 0.446933 | 0.446952 | 0.446972 | 0.446991 | 0.447011 |
| 57.1 | 0.447030 | 0.447049 | 0.447069 | 0.447088 | 0.447107 | 0.447127 | 0.447146 | 0.447165 | 0.447185 | 0.447204 |
| 57.2 | 0.447223 | 0.447243 | 0.447262 | 0.447281 | 0.447301 | 0.447320 | 0.447339 | 0.447358 | 0.447378 | 0.447397 |
| 57.3 | 0.447416 | 0.447436 | 0.447455 | 0.447474 | 0.447493 | 0.447513 | 0.447532 | 0.447551 | 0.447570 | 0.447590 |
| 57.4 | 0.447609 | 0.447628 | 0.447648 | 0.447667 | 0.447686 | 0.447705 | 0.447724 | 0.447744 | 0.447763 | 0.447782 |
| 57.5 | 0.447801 | 0.447821 | 0.447840 | 0.447859 | 0.447878 | 0.447897 | 0.447917 | 0.447936 | 0.447955 | 0.447974 |
| 57.6 | 0.447993 | 0.448013 | 0.448032 | 0.448051 | 0.448070 | 0.448089 | 0.448108 | 0.448128 | 0.448147 | 0.448166 |
| 57.7 | 0.448185 | 0.448204 | 0.448223 | 0.448243 | 0.448262 | 0.448281 | 0.448300 | 0.448319 | 0.448338 | 0.448357 |
| 57.8 | 0.448377 | 0.448396 | 0.448415 | 0.448434 | 0.448453 | 0.448472 | 0.448491 | 0.448510 | 0.448529 | 0.448548 |
| 57.9 | 0.448568 | 0.448587 | 0.448606 | 0.448625 | 0.448644 | 0.448663 | 0.448682 | 0.448701 | 0.448720 | 0.448739 |
Logarithm Table for base 8503 — N = 58.00–58.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 58.0 | 0.448758 | 0.448777 | 0.448796 | 0.448815 | 0.448834 | 0.448853 | 0.448873 | 0.448892 | 0.448911 | 0.448930 |
| 58.1 | 0.448949 | 0.448968 | 0.448987 | 0.449006 | 0.449025 | 0.449044 | 0.449063 | 0.449082 | 0.449101 | 0.449120 |
| 58.2 | 0.449139 | 0.449158 | 0.449177 | 0.449196 | 0.449215 | 0.449234 | 0.449253 | 0.449272 | 0.449291 | 0.449309 |
| 58.3 | 0.449328 | 0.449347 | 0.449366 | 0.449385 | 0.449404 | 0.449423 | 0.449442 | 0.449461 | 0.449480 | 0.449499 |
| 58.4 | 0.449518 | 0.449537 | 0.449556 | 0.449575 | 0.449594 | 0.449612 | 0.449631 | 0.449650 | 0.449669 | 0.449688 |
| 58.5 | 0.449707 | 0.449726 | 0.449745 | 0.449764 | 0.449782 | 0.449801 | 0.449820 | 0.449839 | 0.449858 | 0.449877 |
| 58.6 | 0.449896 | 0.449915 | 0.449933 | 0.449952 | 0.449971 | 0.449990 | 0.450009 | 0.450028 | 0.450046 | 0.450065 |
| 58.7 | 0.450084 | 0.450103 | 0.450122 | 0.450141 | 0.450159 | 0.450178 | 0.450197 | 0.450216 | 0.450235 | 0.450253 |
| 58.8 | 0.450272 | 0.450291 | 0.450310 | 0.450329 | 0.450347 | 0.450366 | 0.450385 | 0.450404 | 0.450423 | 0.450441 |
| 58.9 | 0.450460 | 0.450479 | 0.450498 | 0.450516 | 0.450535 | 0.450554 | 0.450573 | 0.450591 | 0.450610 | 0.450629 |
Logarithm Table for base 8503 — N = 59.00–59.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 59.0 | 0.450648 | 0.450666 | 0.450685 | 0.450704 | 0.450722 | 0.450741 | 0.450760 | 0.450779 | 0.450797 | 0.450816 |
| 59.1 | 0.450835 | 0.450853 | 0.450872 | 0.450891 | 0.450909 | 0.450928 | 0.450947 | 0.450966 | 0.450984 | 0.451003 |
| 59.2 | 0.451022 | 0.451040 | 0.451059 | 0.451078 | 0.451096 | 0.451115 | 0.451133 | 0.451152 | 0.451171 | 0.451189 |
| 59.3 | 0.451208 | 0.451227 | 0.451245 | 0.451264 | 0.451283 | 0.451301 | 0.451320 | 0.451338 | 0.451357 | 0.451376 |
| 59.4 | 0.451394 | 0.451413 | 0.451431 | 0.451450 | 0.451469 | 0.451487 | 0.451506 | 0.451524 | 0.451543 | 0.451562 |
| 59.5 | 0.451580 | 0.451599 | 0.451617 | 0.451636 | 0.451654 | 0.451673 | 0.451692 | 0.451710 | 0.451729 | 0.451747 |
| 59.6 | 0.451766 | 0.451784 | 0.451803 | 0.451821 | 0.451840 | 0.451858 | 0.451877 | 0.451896 | 0.451914 | 0.451933 |
| 59.7 | 0.451951 | 0.451970 | 0.451988 | 0.452007 | 0.452025 | 0.452044 | 0.452062 | 0.452081 | 0.452099 | 0.452118 |
| 59.8 | 0.452136 | 0.452155 | 0.452173 | 0.452191 | 0.452210 | 0.452228 | 0.452247 | 0.452265 | 0.452284 | 0.452302 |
| 59.9 | 0.452321 | 0.452339 | 0.452358 | 0.452376 | 0.452394 | 0.452413 | 0.452431 | 0.452450 | 0.452468 | 0.452487 |
Logarithm Table for base 8503 — N = 60.00–60.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 60.0 | 0.452505 | 0.452523 | 0.452542 | 0.452560 | 0.452579 | 0.452597 | 0.452616 | 0.452634 | 0.452652 | 0.452671 |
| 60.1 | 0.452689 | 0.452707 | 0.452726 | 0.452744 | 0.452763 | 0.452781 | 0.452799 | 0.452818 | 0.452836 | 0.452854 |
| 60.2 | 0.452873 | 0.452891 | 0.452910 | 0.452928 | 0.452946 | 0.452965 | 0.452983 | 0.453001 | 0.453020 | 0.453038 |
| 60.3 | 0.453056 | 0.453075 | 0.453093 | 0.453111 | 0.453130 | 0.453148 | 0.453166 | 0.453184 | 0.453203 | 0.453221 |
| 60.4 | 0.453239 | 0.453258 | 0.453276 | 0.453294 | 0.453313 | 0.453331 | 0.453349 | 0.453367 | 0.453386 | 0.453404 |
| 60.5 | 0.453422 | 0.453440 | 0.453459 | 0.453477 | 0.453495 | 0.453514 | 0.453532 | 0.453550 | 0.453568 | 0.453587 |
| 60.6 | 0.453605 | 0.453623 | 0.453641 | 0.453659 | 0.453678 | 0.453696 | 0.453714 | 0.453732 | 0.453751 | 0.453769 |
| 60.7 | 0.453787 | 0.453805 | 0.453823 | 0.453842 | 0.453860 | 0.453878 | 0.453896 | 0.453914 | 0.453933 | 0.453951 |
| 60.8 | 0.453969 | 0.453987 | 0.454005 | 0.454023 | 0.454042 | 0.454060 | 0.454078 | 0.454096 | 0.454114 | 0.454132 |
| 60.9 | 0.454151 | 0.454169 | 0.454187 | 0.454205 | 0.454223 | 0.454241 | 0.454259 | 0.454277 | 0.454296 | 0.454314 |
Logarithm Table for base 8503 — N = 61.00–61.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 61.0 | 0.454332 | 0.454350 | 0.454368 | 0.454386 | 0.454404 | 0.454422 | 0.454441 | 0.454459 | 0.454477 | 0.454495 |
| 61.1 | 0.454513 | 0.454531 | 0.454549 | 0.454567 | 0.454585 | 0.454603 | 0.454621 | 0.454639 | 0.454658 | 0.454676 |
| 61.2 | 0.454694 | 0.454712 | 0.454730 | 0.454748 | 0.454766 | 0.454784 | 0.454802 | 0.454820 | 0.454838 | 0.454856 |
| 61.3 | 0.454874 | 0.454892 | 0.454910 | 0.454928 | 0.454946 | 0.454964 | 0.454982 | 0.455000 | 0.455018 | 0.455036 |
| 61.4 | 0.455054 | 0.455072 | 0.455090 | 0.455108 | 0.455126 | 0.455144 | 0.455162 | 0.455180 | 0.455198 | 0.455216 |
| 61.5 | 0.455234 | 0.455252 | 0.455270 | 0.455288 | 0.455306 | 0.455324 | 0.455342 | 0.455360 | 0.455378 | 0.455396 |
| 61.6 | 0.455414 | 0.455432 | 0.455450 | 0.455467 | 0.455485 | 0.455503 | 0.455521 | 0.455539 | 0.455557 | 0.455575 |
| 61.7 | 0.455593 | 0.455611 | 0.455629 | 0.455647 | 0.455665 | 0.455682 | 0.455700 | 0.455718 | 0.455736 | 0.455754 |
| 61.8 | 0.455772 | 0.455790 | 0.455808 | 0.455826 | 0.455843 | 0.455861 | 0.455879 | 0.455897 | 0.455915 | 0.455933 |
| 61.9 | 0.455951 | 0.455968 | 0.455986 | 0.456004 | 0.456022 | 0.456040 | 0.456058 | 0.456075 | 0.456093 | 0.456111 |
Logarithm Table for base 8503 — N = 62.00–62.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 62.0 | 0.456129 | 0.456147 | 0.456165 | 0.456182 | 0.456200 | 0.456218 | 0.456236 | 0.456254 | 0.456271 | 0.456289 |
| 62.1 | 0.456307 | 0.456325 | 0.456343 | 0.456360 | 0.456378 | 0.456396 | 0.456414 | 0.456432 | 0.456449 | 0.456467 |
| 62.2 | 0.456485 | 0.456503 | 0.456520 | 0.456538 | 0.456556 | 0.456574 | 0.456591 | 0.456609 | 0.456627 | 0.456645 |
| 62.3 | 0.456662 | 0.456680 | 0.456698 | 0.456716 | 0.456733 | 0.456751 | 0.456769 | 0.456787 | 0.456804 | 0.456822 |
| 62.4 | 0.456840 | 0.456857 | 0.456875 | 0.456893 | 0.456911 | 0.456928 | 0.456946 | 0.456964 | 0.456981 | 0.456999 |
| 62.5 | 0.457017 | 0.457034 | 0.457052 | 0.457070 | 0.457087 | 0.457105 | 0.457123 | 0.457140 | 0.457158 | 0.457176 |
| 62.6 | 0.457193 | 0.457211 | 0.457229 | 0.457246 | 0.457264 | 0.457282 | 0.457299 | 0.457317 | 0.457335 | 0.457352 |
| 62.7 | 0.457370 | 0.457387 | 0.457405 | 0.457423 | 0.457440 | 0.457458 | 0.457475 | 0.457493 | 0.457511 | 0.457528 |
| 62.8 | 0.457546 | 0.457563 | 0.457581 | 0.457599 | 0.457616 | 0.457634 | 0.457651 | 0.457669 | 0.457687 | 0.457704 |
| 62.9 | 0.457722 | 0.457739 | 0.457757 | 0.457774 | 0.457792 | 0.457810 | 0.457827 | 0.457845 | 0.457862 | 0.457880 |
Logarithm Table for base 8503 — N = 63.00–63.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 63.0 | 0.457897 | 0.457915 | 0.457932 | 0.457950 | 0.457967 | 0.457985 | 0.458003 | 0.458020 | 0.458038 | 0.458055 |
| 63.1 | 0.458073 | 0.458090 | 0.458108 | 0.458125 | 0.458143 | 0.458160 | 0.458178 | 0.458195 | 0.458213 | 0.458230 |
| 63.2 | 0.458248 | 0.458265 | 0.458283 | 0.458300 | 0.458318 | 0.458335 | 0.458352 | 0.458370 | 0.458387 | 0.458405 |
| 63.3 | 0.458422 | 0.458440 | 0.458457 | 0.458475 | 0.458492 | 0.458510 | 0.458527 | 0.458544 | 0.458562 | 0.458579 |
| 63.4 | 0.458597 | 0.458614 | 0.458632 | 0.458649 | 0.458667 | 0.458684 | 0.458701 | 0.458719 | 0.458736 | 0.458754 |
| 63.5 | 0.458771 | 0.458788 | 0.458806 | 0.458823 | 0.458841 | 0.458858 | 0.458875 | 0.458893 | 0.458910 | 0.458928 |
| 63.6 | 0.458945 | 0.458962 | 0.458980 | 0.458997 | 0.459014 | 0.459032 | 0.459049 | 0.459066 | 0.459084 | 0.459101 |
| 63.7 | 0.459119 | 0.459136 | 0.459153 | 0.459171 | 0.459188 | 0.459205 | 0.459223 | 0.459240 | 0.459257 | 0.459275 |
| 63.8 | 0.459292 | 0.459309 | 0.459327 | 0.459344 | 0.459361 | 0.459378 | 0.459396 | 0.459413 | 0.459430 | 0.459448 |
| 63.9 | 0.459465 | 0.459482 | 0.459500 | 0.459517 | 0.459534 | 0.459551 | 0.459569 | 0.459586 | 0.459603 | 0.459621 |
Logarithm Table for base 8503 — N = 64.00–64.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 64.0 | 0.459638 | 0.459655 | 0.459672 | 0.459690 | 0.459707 | 0.459724 | 0.459741 | 0.459759 | 0.459776 | 0.459793 |
| 64.1 | 0.459810 | 0.459828 | 0.459845 | 0.459862 | 0.459879 | 0.459897 | 0.459914 | 0.459931 | 0.459948 | 0.459965 |
| 64.2 | 0.459983 | 0.460000 | 0.460017 | 0.460034 | 0.460051 | 0.460069 | 0.460086 | 0.460103 | 0.460120 | 0.460137 |
| 64.3 | 0.460155 | 0.460172 | 0.460189 | 0.460206 | 0.460223 | 0.460241 | 0.460258 | 0.460275 | 0.460292 | 0.460309 |
| 64.4 | 0.460326 | 0.460344 | 0.460361 | 0.460378 | 0.460395 | 0.460412 | 0.460429 | 0.460446 | 0.460464 | 0.460481 |
| 64.5 | 0.460498 | 0.460515 | 0.460532 | 0.460549 | 0.460566 | 0.460584 | 0.460601 | 0.460618 | 0.460635 | 0.460652 |
| 64.6 | 0.460669 | 0.460686 | 0.460703 | 0.460720 | 0.460738 | 0.460755 | 0.460772 | 0.460789 | 0.460806 | 0.460823 |
| 64.7 | 0.460840 | 0.460857 | 0.460874 | 0.460891 | 0.460908 | 0.460925 | 0.460943 | 0.460960 | 0.460977 | 0.460994 |
| 64.8 | 0.461011 | 0.461028 | 0.461045 | 0.461062 | 0.461079 | 0.461096 | 0.461113 | 0.461130 | 0.461147 | 0.461164 |
| 64.9 | 0.461181 | 0.461198 | 0.461215 | 0.461232 | 0.461249 | 0.461266 | 0.461283 | 0.461300 | 0.461317 | 0.461334 |
Logarithm Table for base 8503 — N = 65.00–65.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 65.0 | 0.461351 | 0.461368 | 0.461385 | 0.461402 | 0.461419 | 0.461436 | 0.461453 | 0.461470 | 0.461487 | 0.461504 |
| 65.1 | 0.461521 | 0.461538 | 0.461555 | 0.461572 | 0.461589 | 0.461606 | 0.461623 | 0.461640 | 0.461657 | 0.461674 |
| 65.2 | 0.461691 | 0.461708 | 0.461725 | 0.461742 | 0.461759 | 0.461776 | 0.461793 | 0.461809 | 0.461826 | 0.461843 |
| 65.3 | 0.461860 | 0.461877 | 0.461894 | 0.461911 | 0.461928 | 0.461945 | 0.461962 | 0.461979 | 0.461996 | 0.462012 |
| 65.4 | 0.462029 | 0.462046 | 0.462063 | 0.462080 | 0.462097 | 0.462114 | 0.462131 | 0.462148 | 0.462164 | 0.462181 |
| 65.5 | 0.462198 | 0.462215 | 0.462232 | 0.462249 | 0.462266 | 0.462283 | 0.462299 | 0.462316 | 0.462333 | 0.462350 |
| 65.6 | 0.462367 | 0.462384 | 0.462401 | 0.462417 | 0.462434 | 0.462451 | 0.462468 | 0.462485 | 0.462502 | 0.462518 |
| 65.7 | 0.462535 | 0.462552 | 0.462569 | 0.462586 | 0.462602 | 0.462619 | 0.462636 | 0.462653 | 0.462670 | 0.462686 |
| 65.8 | 0.462703 | 0.462720 | 0.462737 | 0.462754 | 0.462770 | 0.462787 | 0.462804 | 0.462821 | 0.462838 | 0.462854 |
| 65.9 | 0.462871 | 0.462888 | 0.462905 | 0.462921 | 0.462938 | 0.462955 | 0.462972 | 0.462988 | 0.463005 | 0.463022 |
Logarithm Table for base 8503 — N = 66.00–66.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 66.0 | 0.463039 | 0.463055 | 0.463072 | 0.463089 | 0.463106 | 0.463122 | 0.463139 | 0.463156 | 0.463173 | 0.463189 |
| 66.1 | 0.463206 | 0.463223 | 0.463239 | 0.463256 | 0.463273 | 0.463290 | 0.463306 | 0.463323 | 0.463340 | 0.463356 |
| 66.2 | 0.463373 | 0.463390 | 0.463406 | 0.463423 | 0.463440 | 0.463457 | 0.463473 | 0.463490 | 0.463507 | 0.463523 |
| 66.3 | 0.463540 | 0.463557 | 0.463573 | 0.463590 | 0.463607 | 0.463623 | 0.463640 | 0.463657 | 0.463673 | 0.463690 |
| 66.4 | 0.463706 | 0.463723 | 0.463740 | 0.463756 | 0.463773 | 0.463790 | 0.463806 | 0.463823 | 0.463840 | 0.463856 |
| 66.5 | 0.463873 | 0.463889 | 0.463906 | 0.463923 | 0.463939 | 0.463956 | 0.463972 | 0.463989 | 0.464006 | 0.464022 |
| 66.6 | 0.464039 | 0.464055 | 0.464072 | 0.464089 | 0.464105 | 0.464122 | 0.464138 | 0.464155 | 0.464172 | 0.464188 |
| 66.7 | 0.464205 | 0.464221 | 0.464238 | 0.464254 | 0.464271 | 0.464288 | 0.464304 | 0.464321 | 0.464337 | 0.464354 |
| 66.8 | 0.464370 | 0.464387 | 0.464403 | 0.464420 | 0.464436 | 0.464453 | 0.464469 | 0.464486 | 0.464503 | 0.464519 |
| 66.9 | 0.464536 | 0.464552 | 0.464569 | 0.464585 | 0.464602 | 0.464618 | 0.464635 | 0.464651 | 0.464668 | 0.464684 |
Logarithm Table for base 8503 — N = 67.00–67.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 67.0 | 0.464701 | 0.464717 | 0.464734 | 0.464750 | 0.464767 | 0.464783 | 0.464800 | 0.464816 | 0.464833 | 0.464849 |
| 67.1 | 0.464865 | 0.464882 | 0.464898 | 0.464915 | 0.464931 | 0.464948 | 0.464964 | 0.464981 | 0.464997 | 0.465014 |
| 67.2 | 0.465030 | 0.465047 | 0.465063 | 0.465079 | 0.465096 | 0.465112 | 0.465129 | 0.465145 | 0.465162 | 0.465178 |
| 67.3 | 0.465194 | 0.465211 | 0.465227 | 0.465244 | 0.465260 | 0.465277 | 0.465293 | 0.465309 | 0.465326 | 0.465342 |
| 67.4 | 0.465359 | 0.465375 | 0.465391 | 0.465408 | 0.465424 | 0.465440 | 0.465457 | 0.465473 | 0.465490 | 0.465506 |
| 67.5 | 0.465522 | 0.465539 | 0.465555 | 0.465571 | 0.465588 | 0.465604 | 0.465621 | 0.465637 | 0.465653 | 0.465670 |
| 67.6 | 0.465686 | 0.465702 | 0.465719 | 0.465735 | 0.465751 | 0.465768 | 0.465784 | 0.465800 | 0.465817 | 0.465833 |
| 67.7 | 0.465849 | 0.465866 | 0.465882 | 0.465898 | 0.465915 | 0.465931 | 0.465947 | 0.465964 | 0.465980 | 0.465996 |
| 67.8 | 0.466012 | 0.466029 | 0.466045 | 0.466061 | 0.466078 | 0.466094 | 0.466110 | 0.466127 | 0.466143 | 0.466159 |
| 67.9 | 0.466175 | 0.466192 | 0.466208 | 0.466224 | 0.466240 | 0.466257 | 0.466273 | 0.466289 | 0.466306 | 0.466322 |
Logarithm Table for base 8503 — N = 68.00–68.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 68.0 | 0.466338 | 0.466354 | 0.466371 | 0.466387 | 0.466403 | 0.466419 | 0.466435 | 0.466452 | 0.466468 | 0.466484 |
| 68.1 | 0.466500 | 0.466517 | 0.466533 | 0.466549 | 0.466565 | 0.466582 | 0.466598 | 0.466614 | 0.466630 | 0.466646 |
| 68.2 | 0.466663 | 0.466679 | 0.466695 | 0.466711 | 0.466727 | 0.466744 | 0.466760 | 0.466776 | 0.466792 | 0.466808 |
| 68.3 | 0.466825 | 0.466841 | 0.466857 | 0.466873 | 0.466889 | 0.466905 | 0.466922 | 0.466938 | 0.466954 | 0.466970 |
| 68.4 | 0.466986 | 0.467002 | 0.467019 | 0.467035 | 0.467051 | 0.467067 | 0.467083 | 0.467099 | 0.467115 | 0.467132 |
| 68.5 | 0.467148 | 0.467164 | 0.467180 | 0.467196 | 0.467212 | 0.467228 | 0.467244 | 0.467261 | 0.467277 | 0.467293 |
| 68.6 | 0.467309 | 0.467325 | 0.467341 | 0.467357 | 0.467373 | 0.467389 | 0.467406 | 0.467422 | 0.467438 | 0.467454 |
| 68.7 | 0.467470 | 0.467486 | 0.467502 | 0.467518 | 0.467534 | 0.467550 | 0.467566 | 0.467582 | 0.467599 | 0.467615 |
| 68.8 | 0.467631 | 0.467647 | 0.467663 | 0.467679 | 0.467695 | 0.467711 | 0.467727 | 0.467743 | 0.467759 | 0.467775 |
| 68.9 | 0.467791 | 0.467807 | 0.467823 | 0.467839 | 0.467855 | 0.467871 | 0.467887 | 0.467903 | 0.467919 | 0.467935 |
Logarithm Table for base 8503 — N = 69.00–69.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 69.0 | 0.467951 | 0.467967 | 0.467984 | 0.468000 | 0.468016 | 0.468032 | 0.468048 | 0.468064 | 0.468080 | 0.468096 |
| 69.1 | 0.468112 | 0.468128 | 0.468144 | 0.468160 | 0.468175 | 0.468191 | 0.468207 | 0.468223 | 0.468239 | 0.468255 |
| 69.2 | 0.468271 | 0.468287 | 0.468303 | 0.468319 | 0.468335 | 0.468351 | 0.468367 | 0.468383 | 0.468399 | 0.468415 |
| 69.3 | 0.468431 | 0.468447 | 0.468463 | 0.468479 | 0.468495 | 0.468511 | 0.468527 | 0.468543 | 0.468558 | 0.468574 |
| 69.4 | 0.468590 | 0.468606 | 0.468622 | 0.468638 | 0.468654 | 0.468670 | 0.468686 | 0.468702 | 0.468718 | 0.468734 |
| 69.5 | 0.468749 | 0.468765 | 0.468781 | 0.468797 | 0.468813 | 0.468829 | 0.468845 | 0.468861 | 0.468877 | 0.468892 |
| 69.6 | 0.468908 | 0.468924 | 0.468940 | 0.468956 | 0.468972 | 0.468988 | 0.469004 | 0.469019 | 0.469035 | 0.469051 |
| 69.7 | 0.469067 | 0.469083 | 0.469099 | 0.469115 | 0.469130 | 0.469146 | 0.469162 | 0.469178 | 0.469194 | 0.469210 |
| 69.8 | 0.469225 | 0.469241 | 0.469257 | 0.469273 | 0.469289 | 0.469305 | 0.469320 | 0.469336 | 0.469352 | 0.469368 |
| 69.9 | 0.469384 | 0.469400 | 0.469415 | 0.469431 | 0.469447 | 0.469463 | 0.469479 | 0.469494 | 0.469510 | 0.469526 |
Logarithm Table for base 8503 — N = 70.00–70.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 70.0 | 0.469542 | 0.469557 | 0.469573 | 0.469589 | 0.469605 | 0.469621 | 0.469636 | 0.469652 | 0.469668 | 0.469684 |
| 70.1 | 0.469699 | 0.469715 | 0.469731 | 0.469747 | 0.469763 | 0.469778 | 0.469794 | 0.469810 | 0.469826 | 0.469841 |
| 70.2 | 0.469857 | 0.469873 | 0.469889 | 0.469904 | 0.469920 | 0.469936 | 0.469951 | 0.469967 | 0.469983 | 0.469999 |
| 70.3 | 0.470014 | 0.470030 | 0.470046 | 0.470062 | 0.470077 | 0.470093 | 0.470109 | 0.470124 | 0.470140 | 0.470156 |
| 70.4 | 0.470171 | 0.470187 | 0.470203 | 0.470219 | 0.470234 | 0.470250 | 0.470266 | 0.470281 | 0.470297 | 0.470313 |
| 70.5 | 0.470328 | 0.470344 | 0.470360 | 0.470375 | 0.470391 | 0.470407 | 0.470422 | 0.470438 | 0.470454 | 0.470469 |
| 70.6 | 0.470485 | 0.470501 | 0.470516 | 0.470532 | 0.470548 | 0.470563 | 0.470579 | 0.470595 | 0.470610 | 0.470626 |
| 70.7 | 0.470641 | 0.470657 | 0.470673 | 0.470688 | 0.470704 | 0.470720 | 0.470735 | 0.470751 | 0.470766 | 0.470782 |
| 70.8 | 0.470798 | 0.470813 | 0.470829 | 0.470844 | 0.470860 | 0.470876 | 0.470891 | 0.470907 | 0.470922 | 0.470938 |
| 70.9 | 0.470954 | 0.470969 | 0.470985 | 0.471000 | 0.471016 | 0.471032 | 0.471047 | 0.471063 | 0.471078 | 0.471094 |
Logarithm Table for base 8503 — N = 71.00–71.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 71.0 | 0.471109 | 0.471125 | 0.471141 | 0.471156 | 0.471172 | 0.471187 | 0.471203 | 0.471218 | 0.471234 | 0.471249 |
| 71.1 | 0.471265 | 0.471280 | 0.471296 | 0.471312 | 0.471327 | 0.471343 | 0.471358 | 0.471374 | 0.471389 | 0.471405 |
| 71.2 | 0.471420 | 0.471436 | 0.471451 | 0.471467 | 0.471482 | 0.471498 | 0.471513 | 0.471529 | 0.471544 | 0.471560 |
| 71.3 | 0.471575 | 0.471591 | 0.471606 | 0.471622 | 0.471637 | 0.471653 | 0.471668 | 0.471684 | 0.471699 | 0.471715 |
| 71.4 | 0.471730 | 0.471746 | 0.471761 | 0.471777 | 0.471792 | 0.471808 | 0.471823 | 0.471839 | 0.471854 | 0.471870 |
| 71.5 | 0.471885 | 0.471900 | 0.471916 | 0.471931 | 0.471947 | 0.471962 | 0.471978 | 0.471993 | 0.472009 | 0.472024 |
| 71.6 | 0.472039 | 0.472055 | 0.472070 | 0.472086 | 0.472101 | 0.472117 | 0.472132 | 0.472147 | 0.472163 | 0.472178 |
| 71.7 | 0.472194 | 0.472209 | 0.472225 | 0.472240 | 0.472255 | 0.472271 | 0.472286 | 0.472302 | 0.472317 | 0.472332 |
| 71.8 | 0.472348 | 0.472363 | 0.472378 | 0.472394 | 0.472409 | 0.472425 | 0.472440 | 0.472455 | 0.472471 | 0.472486 |
| 71.9 | 0.472502 | 0.472517 | 0.472532 | 0.472548 | 0.472563 | 0.472578 | 0.472594 | 0.472609 | 0.472624 | 0.472640 |
Logarithm Table for base 8503 — N = 72.00–72.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 72.0 | 0.472655 | 0.472670 | 0.472686 | 0.472701 | 0.472717 | 0.472732 | 0.472747 | 0.472763 | 0.472778 | 0.472793 |
| 72.1 | 0.472809 | 0.472824 | 0.472839 | 0.472855 | 0.472870 | 0.472885 | 0.472900 | 0.472916 | 0.472931 | 0.472946 |
| 72.2 | 0.472962 | 0.472977 | 0.472992 | 0.473008 | 0.473023 | 0.473038 | 0.473054 | 0.473069 | 0.473084 | 0.473099 |
| 72.3 | 0.473115 | 0.473130 | 0.473145 | 0.473161 | 0.473176 | 0.473191 | 0.473206 | 0.473222 | 0.473237 | 0.473252 |
| 72.4 | 0.473267 | 0.473283 | 0.473298 | 0.473313 | 0.473328 | 0.473344 | 0.473359 | 0.473374 | 0.473389 | 0.473405 |
| 72.5 | 0.473420 | 0.473435 | 0.473450 | 0.473466 | 0.473481 | 0.473496 | 0.473511 | 0.473527 | 0.473542 | 0.473557 |
| 72.6 | 0.473572 | 0.473588 | 0.473603 | 0.473618 | 0.473633 | 0.473648 | 0.473664 | 0.473679 | 0.473694 | 0.473709 |
| 72.7 | 0.473724 | 0.473740 | 0.473755 | 0.473770 | 0.473785 | 0.473800 | 0.473816 | 0.473831 | 0.473846 | 0.473861 |
| 72.8 | 0.473876 | 0.473892 | 0.473907 | 0.473922 | 0.473937 | 0.473952 | 0.473967 | 0.473983 | 0.473998 | 0.474013 |
| 72.9 | 0.474028 | 0.474043 | 0.474058 | 0.474074 | 0.474089 | 0.474104 | 0.474119 | 0.474134 | 0.474149 | 0.474164 |
Logarithm Table for base 8503 — N = 73.00–73.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 73.0 | 0.474180 | 0.474195 | 0.474210 | 0.474225 | 0.474240 | 0.474255 | 0.474270 | 0.474286 | 0.474301 | 0.474316 |
| 73.1 | 0.474331 | 0.474346 | 0.474361 | 0.474376 | 0.474391 | 0.474406 | 0.474422 | 0.474437 | 0.474452 | 0.474467 |
| 73.2 | 0.474482 | 0.474497 | 0.474512 | 0.474527 | 0.474542 | 0.474557 | 0.474573 | 0.474588 | 0.474603 | 0.474618 |
| 73.3 | 0.474633 | 0.474648 | 0.474663 | 0.474678 | 0.474693 | 0.474708 | 0.474723 | 0.474738 | 0.474753 | 0.474768 |
| 73.4 | 0.474784 | 0.474799 | 0.474814 | 0.474829 | 0.474844 | 0.474859 | 0.474874 | 0.474889 | 0.474904 | 0.474919 |
| 73.5 | 0.474934 | 0.474949 | 0.474964 | 0.474979 | 0.474994 | 0.475009 | 0.475024 | 0.475039 | 0.475054 | 0.475069 |
| 73.6 | 0.475084 | 0.475099 | 0.475114 | 0.475129 | 0.475144 | 0.475159 | 0.475174 | 0.475189 | 0.475204 | 0.475219 |
| 73.7 | 0.475234 | 0.475249 | 0.475264 | 0.475279 | 0.475294 | 0.475309 | 0.475324 | 0.475339 | 0.475354 | 0.475369 |
| 73.8 | 0.475384 | 0.475399 | 0.475414 | 0.475429 | 0.475444 | 0.475459 | 0.475474 | 0.475489 | 0.475504 | 0.475519 |
| 73.9 | 0.475534 | 0.475549 | 0.475564 | 0.475579 | 0.475594 | 0.475609 | 0.475624 | 0.475638 | 0.475653 | 0.475668 |
Logarithm Table for base 8503 — N = 74.00–74.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 74.0 | 0.475683 | 0.475698 | 0.475713 | 0.475728 | 0.475743 | 0.475758 | 0.475773 | 0.475788 | 0.475803 | 0.475818 |
| 74.1 | 0.475833 | 0.475847 | 0.475862 | 0.475877 | 0.475892 | 0.475907 | 0.475922 | 0.475937 | 0.475952 | 0.475967 |
| 74.2 | 0.475982 | 0.475996 | 0.476011 | 0.476026 | 0.476041 | 0.476056 | 0.476071 | 0.476086 | 0.476101 | 0.476116 |
| 74.3 | 0.476130 | 0.476145 | 0.476160 | 0.476175 | 0.476190 | 0.476205 | 0.476220 | 0.476234 | 0.476249 | 0.476264 |
| 74.4 | 0.476279 | 0.476294 | 0.476309 | 0.476324 | 0.476338 | 0.476353 | 0.476368 | 0.476383 | 0.476398 | 0.476413 |
| 74.5 | 0.476428 | 0.476442 | 0.476457 | 0.476472 | 0.476487 | 0.476502 | 0.476516 | 0.476531 | 0.476546 | 0.476561 |
| 74.6 | 0.476576 | 0.476591 | 0.476605 | 0.476620 | 0.476635 | 0.476650 | 0.476665 | 0.476679 | 0.476694 | 0.476709 |
| 74.7 | 0.476724 | 0.476739 | 0.476753 | 0.476768 | 0.476783 | 0.476798 | 0.476813 | 0.476827 | 0.476842 | 0.476857 |
| 74.8 | 0.476872 | 0.476886 | 0.476901 | 0.476916 | 0.476931 | 0.476946 | 0.476960 | 0.476975 | 0.476990 | 0.477005 |
| 74.9 | 0.477019 | 0.477034 | 0.477049 | 0.477064 | 0.477078 | 0.477093 | 0.477108 | 0.477123 | 0.477137 | 0.477152 |
Logarithm Table for base 8503 — N = 75.00–75.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 75.0 | 0.477167 | 0.477182 | 0.477196 | 0.477211 | 0.477226 | 0.477240 | 0.477255 | 0.477270 | 0.477285 | 0.477299 |
| 75.1 | 0.477314 | 0.477329 | 0.477343 | 0.477358 | 0.477373 | 0.477388 | 0.477402 | 0.477417 | 0.477432 | 0.477446 |
| 75.2 | 0.477461 | 0.477476 | 0.477490 | 0.477505 | 0.477520 | 0.477535 | 0.477549 | 0.477564 | 0.477579 | 0.477593 |
| 75.3 | 0.477608 | 0.477623 | 0.477637 | 0.477652 | 0.477667 | 0.477681 | 0.477696 | 0.477711 | 0.477725 | 0.477740 |
| 75.4 | 0.477755 | 0.477769 | 0.477784 | 0.477799 | 0.477813 | 0.477828 | 0.477843 | 0.477857 | 0.477872 | 0.477886 |
| 75.5 | 0.477901 | 0.477916 | 0.477930 | 0.477945 | 0.477960 | 0.477974 | 0.477989 | 0.478004 | 0.478018 | 0.478033 |
| 75.6 | 0.478047 | 0.478062 | 0.478077 | 0.478091 | 0.478106 | 0.478120 | 0.478135 | 0.478150 | 0.478164 | 0.478179 |
| 75.7 | 0.478194 | 0.478208 | 0.478223 | 0.478237 | 0.478252 | 0.478266 | 0.478281 | 0.478296 | 0.478310 | 0.478325 |
| 75.8 | 0.478339 | 0.478354 | 0.478369 | 0.478383 | 0.478398 | 0.478412 | 0.478427 | 0.478441 | 0.478456 | 0.478471 |
| 75.9 | 0.478485 | 0.478500 | 0.478514 | 0.478529 | 0.478543 | 0.478558 | 0.478572 | 0.478587 | 0.478602 | 0.478616 |
Logarithm Table for base 8503 — N = 76.00–76.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 76.0 | 0.478631 | 0.478645 | 0.478660 | 0.478674 | 0.478689 | 0.478703 | 0.478718 | 0.478732 | 0.478747 | 0.478761 |
| 76.1 | 0.478776 | 0.478790 | 0.478805 | 0.478820 | 0.478834 | 0.478849 | 0.478863 | 0.478878 | 0.478892 | 0.478907 |
| 76.2 | 0.478921 | 0.478936 | 0.478950 | 0.478965 | 0.478979 | 0.478994 | 0.479008 | 0.479023 | 0.479037 | 0.479052 |
| 76.3 | 0.479066 | 0.479081 | 0.479095 | 0.479109 | 0.479124 | 0.479138 | 0.479153 | 0.479167 | 0.479182 | 0.479196 |
| 76.4 | 0.479211 | 0.479225 | 0.479240 | 0.479254 | 0.479269 | 0.479283 | 0.479298 | 0.479312 | 0.479326 | 0.479341 |
| 76.5 | 0.479355 | 0.479370 | 0.479384 | 0.479399 | 0.479413 | 0.479428 | 0.479442 | 0.479456 | 0.479471 | 0.479485 |
| 76.6 | 0.479500 | 0.479514 | 0.479529 | 0.479543 | 0.479557 | 0.479572 | 0.479586 | 0.479601 | 0.479615 | 0.479629 |
| 76.7 | 0.479644 | 0.479658 | 0.479673 | 0.479687 | 0.479702 | 0.479716 | 0.479730 | 0.479745 | 0.479759 | 0.479774 |
| 76.8 | 0.479788 | 0.479802 | 0.479817 | 0.479831 | 0.479845 | 0.479860 | 0.479874 | 0.479889 | 0.479903 | 0.479917 |
| 76.9 | 0.479932 | 0.479946 | 0.479960 | 0.479975 | 0.479989 | 0.480004 | 0.480018 | 0.480032 | 0.480047 | 0.480061 |
Logarithm Table for base 8503 — N = 77.00–77.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 77.0 | 0.480075 | 0.480090 | 0.480104 | 0.480118 | 0.480133 | 0.480147 | 0.480161 | 0.480176 | 0.480190 | 0.480204 |
| 77.1 | 0.480219 | 0.480233 | 0.480247 | 0.480262 | 0.480276 | 0.480290 | 0.480305 | 0.480319 | 0.480333 | 0.480348 |
| 77.2 | 0.480362 | 0.480376 | 0.480391 | 0.480405 | 0.480419 | 0.480434 | 0.480448 | 0.480462 | 0.480477 | 0.480491 |
| 77.3 | 0.480505 | 0.480519 | 0.480534 | 0.480548 | 0.480562 | 0.480577 | 0.480591 | 0.480605 | 0.480619 | 0.480634 |
| 77.4 | 0.480648 | 0.480662 | 0.480677 | 0.480691 | 0.480705 | 0.480719 | 0.480734 | 0.480748 | 0.480762 | 0.480776 |
| 77.5 | 0.480791 | 0.480805 | 0.480819 | 0.480833 | 0.480848 | 0.480862 | 0.480876 | 0.480890 | 0.480905 | 0.480919 |
| 77.6 | 0.480933 | 0.480947 | 0.480962 | 0.480976 | 0.480990 | 0.481004 | 0.481019 | 0.481033 | 0.481047 | 0.481061 |
| 77.7 | 0.481076 | 0.481090 | 0.481104 | 0.481118 | 0.481132 | 0.481147 | 0.481161 | 0.481175 | 0.481189 | 0.481203 |
| 77.8 | 0.481218 | 0.481232 | 0.481246 | 0.481260 | 0.481274 | 0.481289 | 0.481303 | 0.481317 | 0.481331 | 0.481345 |
| 77.9 | 0.481360 | 0.481374 | 0.481388 | 0.481402 | 0.481416 | 0.481431 | 0.481445 | 0.481459 | 0.481473 | 0.481487 |
Logarithm Table for base 8503 — N = 78.00–78.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 78.0 | 0.481501 | 0.481516 | 0.481530 | 0.481544 | 0.481558 | 0.481572 | 0.481586 | 0.481601 | 0.481615 | 0.481629 |
| 78.1 | 0.481643 | 0.481657 | 0.481671 | 0.481685 | 0.481700 | 0.481714 | 0.481728 | 0.481742 | 0.481756 | 0.481770 |
| 78.2 | 0.481784 | 0.481799 | 0.481813 | 0.481827 | 0.481841 | 0.481855 | 0.481869 | 0.481883 | 0.481897 | 0.481912 |
| 78.3 | 0.481926 | 0.481940 | 0.481954 | 0.481968 | 0.481982 | 0.481996 | 0.482010 | 0.482024 | 0.482039 | 0.482053 |
| 78.4 | 0.482067 | 0.482081 | 0.482095 | 0.482109 | 0.482123 | 0.482137 | 0.482151 | 0.482165 | 0.482179 | 0.482194 |
| 78.5 | 0.482208 | 0.482222 | 0.482236 | 0.482250 | 0.482264 | 0.482278 | 0.482292 | 0.482306 | 0.482320 | 0.482334 |
| 78.6 | 0.482348 | 0.482362 | 0.482376 | 0.482390 | 0.482405 | 0.482419 | 0.482433 | 0.482447 | 0.482461 | 0.482475 |
| 78.7 | 0.482489 | 0.482503 | 0.482517 | 0.482531 | 0.482545 | 0.482559 | 0.482573 | 0.482587 | 0.482601 | 0.482615 |
| 78.8 | 0.482629 | 0.482643 | 0.482657 | 0.482671 | 0.482685 | 0.482699 | 0.482713 | 0.482727 | 0.482741 | 0.482755 |
| 78.9 | 0.482769 | 0.482783 | 0.482797 | 0.482811 | 0.482825 | 0.482839 | 0.482853 | 0.482867 | 0.482881 | 0.482895 |
Logarithm Table for base 8503 — N = 79.00–79.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 79.0 | 0.482909 | 0.482923 | 0.482937 | 0.482951 | 0.482965 | 0.482979 | 0.482993 | 0.483007 | 0.483021 | 0.483035 |
| 79.1 | 0.483049 | 0.483063 | 0.483077 | 0.483091 | 0.483105 | 0.483119 | 0.483133 | 0.483147 | 0.483161 | 0.483175 |
| 79.2 | 0.483189 | 0.483203 | 0.483217 | 0.483231 | 0.483245 | 0.483259 | 0.483272 | 0.483286 | 0.483300 | 0.483314 |
| 79.3 | 0.483328 | 0.483342 | 0.483356 | 0.483370 | 0.483384 | 0.483398 | 0.483412 | 0.483426 | 0.483440 | 0.483454 |
| 79.4 | 0.483468 | 0.483481 | 0.483495 | 0.483509 | 0.483523 | 0.483537 | 0.483551 | 0.483565 | 0.483579 | 0.483593 |
| 79.5 | 0.483607 | 0.483621 | 0.483634 | 0.483648 | 0.483662 | 0.483676 | 0.483690 | 0.483704 | 0.483718 | 0.483732 |
| 79.6 | 0.483746 | 0.483759 | 0.483773 | 0.483787 | 0.483801 | 0.483815 | 0.483829 | 0.483843 | 0.483857 | 0.483870 |
| 79.7 | 0.483884 | 0.483898 | 0.483912 | 0.483926 | 0.483940 | 0.483954 | 0.483967 | 0.483981 | 0.483995 | 0.484009 |
| 79.8 | 0.484023 | 0.484037 | 0.484051 | 0.484064 | 0.484078 | 0.484092 | 0.484106 | 0.484120 | 0.484134 | 0.484147 |
| 79.9 | 0.484161 | 0.484175 | 0.484189 | 0.484203 | 0.484217 | 0.484230 | 0.484244 | 0.484258 | 0.484272 | 0.484286 |
Logarithm Table for base 8503 — N = 80.00–80.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 80.0 | 0.484300 | 0.484313 | 0.484327 | 0.484341 | 0.484355 | 0.484369 | 0.484382 | 0.484396 | 0.484410 | 0.484424 |
| 80.1 | 0.484438 | 0.484451 | 0.484465 | 0.484479 | 0.484493 | 0.484507 | 0.484520 | 0.484534 | 0.484548 | 0.484562 |
| 80.2 | 0.484575 | 0.484589 | 0.484603 | 0.484617 | 0.484631 | 0.484644 | 0.484658 | 0.484672 | 0.484686 | 0.484699 |
| 80.3 | 0.484713 | 0.484727 | 0.484741 | 0.484754 | 0.484768 | 0.484782 | 0.484796 | 0.484810 | 0.484823 | 0.484837 |
| 80.4 | 0.484851 | 0.484865 | 0.484878 | 0.484892 | 0.484906 | 0.484919 | 0.484933 | 0.484947 | 0.484961 | 0.484974 |
| 80.5 | 0.484988 | 0.485002 | 0.485016 | 0.485029 | 0.485043 | 0.485057 | 0.485070 | 0.485084 | 0.485098 | 0.485112 |
| 80.6 | 0.485125 | 0.485139 | 0.485153 | 0.485166 | 0.485180 | 0.485194 | 0.485208 | 0.485221 | 0.485235 | 0.485249 |
| 80.7 | 0.485262 | 0.485276 | 0.485290 | 0.485303 | 0.485317 | 0.485331 | 0.485345 | 0.485358 | 0.485372 | 0.485386 |
| 80.8 | 0.485399 | 0.485413 | 0.485427 | 0.485440 | 0.485454 | 0.485468 | 0.485481 | 0.485495 | 0.485509 | 0.485522 |
| 80.9 | 0.485536 | 0.485550 | 0.485563 | 0.485577 | 0.485591 | 0.485604 | 0.485618 | 0.485632 | 0.485645 | 0.485659 |
Logarithm Table for base 8503 — N = 81.00–81.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 81.0 | 0.485672 | 0.485686 | 0.485700 | 0.485713 | 0.485727 | 0.485741 | 0.485754 | 0.485768 | 0.485782 | 0.485795 |
| 81.1 | 0.485809 | 0.485822 | 0.485836 | 0.485850 | 0.485863 | 0.485877 | 0.485891 | 0.485904 | 0.485918 | 0.485931 |
| 81.2 | 0.485945 | 0.485959 | 0.485972 | 0.485986 | 0.485999 | 0.486013 | 0.486027 | 0.486040 | 0.486054 | 0.486067 |
| 81.3 | 0.486081 | 0.486095 | 0.486108 | 0.486122 | 0.486135 | 0.486149 | 0.486163 | 0.486176 | 0.486190 | 0.486203 |
| 81.4 | 0.486217 | 0.486230 | 0.486244 | 0.486258 | 0.486271 | 0.486285 | 0.486298 | 0.486312 | 0.486325 | 0.486339 |
| 81.5 | 0.486353 | 0.486366 | 0.486380 | 0.486393 | 0.486407 | 0.486420 | 0.486434 | 0.486447 | 0.486461 | 0.486475 |
| 81.6 | 0.486488 | 0.486502 | 0.486515 | 0.486529 | 0.486542 | 0.486556 | 0.486569 | 0.486583 | 0.486596 | 0.486610 |
| 81.7 | 0.486623 | 0.486637 | 0.486651 | 0.486664 | 0.486678 | 0.486691 | 0.486705 | 0.486718 | 0.486732 | 0.486745 |
| 81.8 | 0.486759 | 0.486772 | 0.486786 | 0.486799 | 0.486813 | 0.486826 | 0.486840 | 0.486853 | 0.486867 | 0.486880 |
| 81.9 | 0.486894 | 0.486907 | 0.486921 | 0.486934 | 0.486948 | 0.486961 | 0.486975 | 0.486988 | 0.487002 | 0.487015 |
Logarithm Table for base 8503 — N = 82.00–82.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 82.0 | 0.487029 | 0.487042 | 0.487056 | 0.487069 | 0.487082 | 0.487096 | 0.487109 | 0.487123 | 0.487136 | 0.487150 |
| 82.1 | 0.487163 | 0.487177 | 0.487190 | 0.487204 | 0.487217 | 0.487231 | 0.487244 | 0.487257 | 0.487271 | 0.487284 |
| 82.2 | 0.487298 | 0.487311 | 0.487325 | 0.487338 | 0.487352 | 0.487365 | 0.487378 | 0.487392 | 0.487405 | 0.487419 |
| 82.3 | 0.487432 | 0.487446 | 0.487459 | 0.487472 | 0.487486 | 0.487499 | 0.487513 | 0.487526 | 0.487540 | 0.487553 |
| 82.4 | 0.487566 | 0.487580 | 0.487593 | 0.487607 | 0.487620 | 0.487633 | 0.487647 | 0.487660 | 0.487674 | 0.487687 |
| 82.5 | 0.487700 | 0.487714 | 0.487727 | 0.487741 | 0.487754 | 0.487767 | 0.487781 | 0.487794 | 0.487808 | 0.487821 |
| 82.6 | 0.487834 | 0.487848 | 0.487861 | 0.487874 | 0.487888 | 0.487901 | 0.487915 | 0.487928 | 0.487941 | 0.487955 |
| 82.7 | 0.487968 | 0.487981 | 0.487995 | 0.488008 | 0.488021 | 0.488035 | 0.488048 | 0.488062 | 0.488075 | 0.488088 |
| 82.8 | 0.488102 | 0.488115 | 0.488128 | 0.488142 | 0.488155 | 0.488168 | 0.488182 | 0.488195 | 0.488208 | 0.488222 |
| 82.9 | 0.488235 | 0.488248 | 0.488262 | 0.488275 | 0.488288 | 0.488302 | 0.488315 | 0.488328 | 0.488342 | 0.488355 |
Logarithm Table for base 8503 — N = 83.00–83.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 83.0 | 0.488368 | 0.488382 | 0.488395 | 0.488408 | 0.488421 | 0.488435 | 0.488448 | 0.488461 | 0.488475 | 0.488488 |
| 83.1 | 0.488501 | 0.488515 | 0.488528 | 0.488541 | 0.488554 | 0.488568 | 0.488581 | 0.488594 | 0.488608 | 0.488621 |
| 83.2 | 0.488634 | 0.488647 | 0.488661 | 0.488674 | 0.488687 | 0.488701 | 0.488714 | 0.488727 | 0.488740 | 0.488754 |
| 83.3 | 0.488767 | 0.488780 | 0.488793 | 0.488807 | 0.488820 | 0.488833 | 0.488847 | 0.488860 | 0.488873 | 0.488886 |
| 83.4 | 0.488900 | 0.488913 | 0.488926 | 0.488939 | 0.488953 | 0.488966 | 0.488979 | 0.488992 | 0.489006 | 0.489019 |
| 83.5 | 0.489032 | 0.489045 | 0.489058 | 0.489072 | 0.489085 | 0.489098 | 0.489111 | 0.489125 | 0.489138 | 0.489151 |
| 83.6 | 0.489164 | 0.489177 | 0.489191 | 0.489204 | 0.489217 | 0.489230 | 0.489244 | 0.489257 | 0.489270 | 0.489283 |
| 83.7 | 0.489296 | 0.489310 | 0.489323 | 0.489336 | 0.489349 | 0.489362 | 0.489376 | 0.489389 | 0.489402 | 0.489415 |
| 83.8 | 0.489428 | 0.489442 | 0.489455 | 0.489468 | 0.489481 | 0.489494 | 0.489507 | 0.489521 | 0.489534 | 0.489547 |
| 83.9 | 0.489560 | 0.489573 | 0.489586 | 0.489600 | 0.489613 | 0.489626 | 0.489639 | 0.489652 | 0.489665 | 0.489679 |
Logarithm Table for base 8503 — N = 84.00–84.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 84.0 | 0.489692 | 0.489705 | 0.489718 | 0.489731 | 0.489744 | 0.489758 | 0.489771 | 0.489784 | 0.489797 | 0.489810 |
| 84.1 | 0.489823 | 0.489836 | 0.489850 | 0.489863 | 0.489876 | 0.489889 | 0.489902 | 0.489915 | 0.489928 | 0.489942 |
| 84.2 | 0.489955 | 0.489968 | 0.489981 | 0.489994 | 0.490007 | 0.490020 | 0.490033 | 0.490046 | 0.490060 | 0.490073 |
| 84.3 | 0.490086 | 0.490099 | 0.490112 | 0.490125 | 0.490138 | 0.490151 | 0.490164 | 0.490178 | 0.490191 | 0.490204 |
| 84.4 | 0.490217 | 0.490230 | 0.490243 | 0.490256 | 0.490269 | 0.490282 | 0.490295 | 0.490308 | 0.490322 | 0.490335 |
| 84.5 | 0.490348 | 0.490361 | 0.490374 | 0.490387 | 0.490400 | 0.490413 | 0.490426 | 0.490439 | 0.490452 | 0.490465 |
| 84.6 | 0.490478 | 0.490491 | 0.490505 | 0.490518 | 0.490531 | 0.490544 | 0.490557 | 0.490570 | 0.490583 | 0.490596 |
| 84.7 | 0.490609 | 0.490622 | 0.490635 | 0.490648 | 0.490661 | 0.490674 | 0.490687 | 0.490700 | 0.490713 | 0.490726 |
| 84.8 | 0.490739 | 0.490752 | 0.490765 | 0.490778 | 0.490792 | 0.490805 | 0.490818 | 0.490831 | 0.490844 | 0.490857 |
| 84.9 | 0.490870 | 0.490883 | 0.490896 | 0.490909 | 0.490922 | 0.490935 | 0.490948 | 0.490961 | 0.490974 | 0.490987 |
Logarithm Table for base 8503 — N = 85.00–85.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 85.0 | 0.491000 | 0.491013 | 0.491026 | 0.491039 | 0.491052 | 0.491065 | 0.491078 | 0.491091 | 0.491104 | 0.491117 |
| 85.1 | 0.491130 | 0.491143 | 0.491156 | 0.491169 | 0.491182 | 0.491195 | 0.491208 | 0.491221 | 0.491234 | 0.491247 |
| 85.2 | 0.491259 | 0.491272 | 0.491285 | 0.491298 | 0.491311 | 0.491324 | 0.491337 | 0.491350 | 0.491363 | 0.491376 |
| 85.3 | 0.491389 | 0.491402 | 0.491415 | 0.491428 | 0.491441 | 0.491454 | 0.491467 | 0.491480 | 0.491493 | 0.491506 |
| 85.4 | 0.491519 | 0.491532 | 0.491544 | 0.491557 | 0.491570 | 0.491583 | 0.491596 | 0.491609 | 0.491622 | 0.491635 |
| 85.5 | 0.491648 | 0.491661 | 0.491674 | 0.491687 | 0.491700 | 0.491713 | 0.491725 | 0.491738 | 0.491751 | 0.491764 |
| 85.6 | 0.491777 | 0.491790 | 0.491803 | 0.491816 | 0.491829 | 0.491842 | 0.491855 | 0.491867 | 0.491880 | 0.491893 |
| 85.7 | 0.491906 | 0.491919 | 0.491932 | 0.491945 | 0.491958 | 0.491971 | 0.491984 | 0.491996 | 0.492009 | 0.492022 |
| 85.8 | 0.492035 | 0.492048 | 0.492061 | 0.492074 | 0.492087 | 0.492099 | 0.492112 | 0.492125 | 0.492138 | 0.492151 |
| 85.9 | 0.492164 | 0.492177 | 0.492190 | 0.492202 | 0.492215 | 0.492228 | 0.492241 | 0.492254 | 0.492267 | 0.492280 |
Logarithm Table for base 8503 — N = 86.00–86.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 86.0 | 0.492292 | 0.492305 | 0.492318 | 0.492331 | 0.492344 | 0.492357 | 0.492369 | 0.492382 | 0.492395 | 0.492408 |
| 86.1 | 0.492421 | 0.492434 | 0.492446 | 0.492459 | 0.492472 | 0.492485 | 0.492498 | 0.492511 | 0.492523 | 0.492536 |
| 86.2 | 0.492549 | 0.492562 | 0.492575 | 0.492588 | 0.492600 | 0.492613 | 0.492626 | 0.492639 | 0.492652 | 0.492664 |
| 86.3 | 0.492677 | 0.492690 | 0.492703 | 0.492716 | 0.492728 | 0.492741 | 0.492754 | 0.492767 | 0.492780 | 0.492792 |
| 86.4 | 0.492805 | 0.492818 | 0.492831 | 0.492844 | 0.492856 | 0.492869 | 0.492882 | 0.492895 | 0.492908 | 0.492920 |
| 86.5 | 0.492933 | 0.492946 | 0.492959 | 0.492971 | 0.492984 | 0.492997 | 0.493010 | 0.493022 | 0.493035 | 0.493048 |
| 86.6 | 0.493061 | 0.493074 | 0.493086 | 0.493099 | 0.493112 | 0.493125 | 0.493137 | 0.493150 | 0.493163 | 0.493176 |
| 86.7 | 0.493188 | 0.493201 | 0.493214 | 0.493227 | 0.493239 | 0.493252 | 0.493265 | 0.493278 | 0.493290 | 0.493303 |
| 86.8 | 0.493316 | 0.493328 | 0.493341 | 0.493354 | 0.493367 | 0.493379 | 0.493392 | 0.493405 | 0.493418 | 0.493430 |
| 86.9 | 0.493443 | 0.493456 | 0.493468 | 0.493481 | 0.493494 | 0.493507 | 0.493519 | 0.493532 | 0.493545 | 0.493557 |
Logarithm Table for base 8503 — N = 87.00–87.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 87.0 | 0.493570 | 0.493583 | 0.493595 | 0.493608 | 0.493621 | 0.493634 | 0.493646 | 0.493659 | 0.493672 | 0.493684 |
| 87.1 | 0.493697 | 0.493710 | 0.493722 | 0.493735 | 0.493748 | 0.493760 | 0.493773 | 0.493786 | 0.493799 | 0.493811 |
| 87.2 | 0.493824 | 0.493837 | 0.493849 | 0.493862 | 0.493875 | 0.493887 | 0.493900 | 0.493913 | 0.493925 | 0.493938 |
| 87.3 | 0.493951 | 0.493963 | 0.493976 | 0.493988 | 0.494001 | 0.494014 | 0.494026 | 0.494039 | 0.494052 | 0.494064 |
| 87.4 | 0.494077 | 0.494090 | 0.494102 | 0.494115 | 0.494128 | 0.494140 | 0.494153 | 0.494166 | 0.494178 | 0.494191 |
| 87.5 | 0.494203 | 0.494216 | 0.494229 | 0.494241 | 0.494254 | 0.494267 | 0.494279 | 0.494292 | 0.494304 | 0.494317 |
| 87.6 | 0.494330 | 0.494342 | 0.494355 | 0.494368 | 0.494380 | 0.494393 | 0.494405 | 0.494418 | 0.494431 | 0.494443 |
| 87.7 | 0.494456 | 0.494468 | 0.494481 | 0.494494 | 0.494506 | 0.494519 | 0.494531 | 0.494544 | 0.494557 | 0.494569 |
| 87.8 | 0.494582 | 0.494594 | 0.494607 | 0.494619 | 0.494632 | 0.494645 | 0.494657 | 0.494670 | 0.494682 | 0.494695 |
| 87.9 | 0.494708 | 0.494720 | 0.494733 | 0.494745 | 0.494758 | 0.494770 | 0.494783 | 0.494795 | 0.494808 | 0.494821 |
Logarithm Table for base 8503 — N = 88.00–88.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 88.0 | 0.494833 | 0.494846 | 0.494858 | 0.494871 | 0.494883 | 0.494896 | 0.494909 | 0.494921 | 0.494934 | 0.494946 |
| 88.1 | 0.494959 | 0.494971 | 0.494984 | 0.494996 | 0.495009 | 0.495021 | 0.495034 | 0.495046 | 0.495059 | 0.495072 |
| 88.2 | 0.495084 | 0.495097 | 0.495109 | 0.495122 | 0.495134 | 0.495147 | 0.495159 | 0.495172 | 0.495184 | 0.495197 |
| 88.3 | 0.495209 | 0.495222 | 0.495234 | 0.495247 | 0.495259 | 0.495272 | 0.495284 | 0.495297 | 0.495309 | 0.495322 |
| 88.4 | 0.495334 | 0.495347 | 0.495359 | 0.495372 | 0.495384 | 0.495397 | 0.495409 | 0.495422 | 0.495434 | 0.495447 |
| 88.5 | 0.495459 | 0.495472 | 0.495484 | 0.495497 | 0.495509 | 0.495522 | 0.495534 | 0.495547 | 0.495559 | 0.495572 |
| 88.6 | 0.495584 | 0.495597 | 0.495609 | 0.495622 | 0.495634 | 0.495647 | 0.495659 | 0.495671 | 0.495684 | 0.495696 |
| 88.7 | 0.495709 | 0.495721 | 0.495734 | 0.495746 | 0.495759 | 0.495771 | 0.495784 | 0.495796 | 0.495808 | 0.495821 |
| 88.8 | 0.495833 | 0.495846 | 0.495858 | 0.495871 | 0.495883 | 0.495896 | 0.495908 | 0.495920 | 0.495933 | 0.495945 |
| 88.9 | 0.495958 | 0.495970 | 0.495983 | 0.495995 | 0.496007 | 0.496020 | 0.496032 | 0.496045 | 0.496057 | 0.496070 |
Logarithm Table for base 8503 — N = 89.00–89.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 89.0 | 0.496082 | 0.496094 | 0.496107 | 0.496119 | 0.496132 | 0.496144 | 0.496156 | 0.496169 | 0.496181 | 0.496194 |
| 89.1 | 0.496206 | 0.496219 | 0.496231 | 0.496243 | 0.496256 | 0.496268 | 0.496281 | 0.496293 | 0.496305 | 0.496318 |
| 89.2 | 0.496330 | 0.496342 | 0.496355 | 0.496367 | 0.496380 | 0.496392 | 0.496404 | 0.496417 | 0.496429 | 0.496442 |
| 89.3 | 0.496454 | 0.496466 | 0.496479 | 0.496491 | 0.496503 | 0.496516 | 0.496528 | 0.496541 | 0.496553 | 0.496565 |
| 89.4 | 0.496578 | 0.496590 | 0.496602 | 0.496615 | 0.496627 | 0.496639 | 0.496652 | 0.496664 | 0.496676 | 0.496689 |
| 89.5 | 0.496701 | 0.496714 | 0.496726 | 0.496738 | 0.496751 | 0.496763 | 0.496775 | 0.496788 | 0.496800 | 0.496812 |
| 89.6 | 0.496825 | 0.496837 | 0.496849 | 0.496862 | 0.496874 | 0.496886 | 0.496899 | 0.496911 | 0.496923 | 0.496936 |
| 89.7 | 0.496948 | 0.496960 | 0.496972 | 0.496985 | 0.496997 | 0.497009 | 0.497022 | 0.497034 | 0.497046 | 0.497059 |
| 89.8 | 0.497071 | 0.497083 | 0.497096 | 0.497108 | 0.497120 | 0.497133 | 0.497145 | 0.497157 | 0.497169 | 0.497182 |
| 89.9 | 0.497194 | 0.497206 | 0.497219 | 0.497231 | 0.497243 | 0.497255 | 0.497268 | 0.497280 | 0.497292 | 0.497305 |
Logarithm Table for base 8503 — N = 90.00–90.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 90.0 | 0.497317 | 0.497329 | 0.497341 | 0.497354 | 0.497366 | 0.497378 | 0.497391 | 0.497403 | 0.497415 | 0.497427 |
| 90.1 | 0.497440 | 0.497452 | 0.497464 | 0.497476 | 0.497489 | 0.497501 | 0.497513 | 0.497525 | 0.497538 | 0.497550 |
| 90.2 | 0.497562 | 0.497574 | 0.497587 | 0.497599 | 0.497611 | 0.497623 | 0.497636 | 0.497648 | 0.497660 | 0.497672 |
| 90.3 | 0.497685 | 0.497697 | 0.497709 | 0.497721 | 0.497734 | 0.497746 | 0.497758 | 0.497770 | 0.497783 | 0.497795 |
| 90.4 | 0.497807 | 0.497819 | 0.497831 | 0.497844 | 0.497856 | 0.497868 | 0.497880 | 0.497893 | 0.497905 | 0.497917 |
| 90.5 | 0.497929 | 0.497941 | 0.497954 | 0.497966 | 0.497978 | 0.497990 | 0.498002 | 0.498015 | 0.498027 | 0.498039 |
| 90.6 | 0.498051 | 0.498063 | 0.498076 | 0.498088 | 0.498100 | 0.498112 | 0.498124 | 0.498137 | 0.498149 | 0.498161 |
| 90.7 | 0.498173 | 0.498185 | 0.498198 | 0.498210 | 0.498222 | 0.498234 | 0.498246 | 0.498258 | 0.498271 | 0.498283 |
| 90.8 | 0.498295 | 0.498307 | 0.498319 | 0.498331 | 0.498344 | 0.498356 | 0.498368 | 0.498380 | 0.498392 | 0.498404 |
| 90.9 | 0.498417 | 0.498429 | 0.498441 | 0.498453 | 0.498465 | 0.498477 | 0.498489 | 0.498502 | 0.498514 | 0.498526 |
Logarithm Table for base 8503 — N = 91.00–91.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 91.0 | 0.498538 | 0.498550 | 0.498562 | 0.498575 | 0.498587 | 0.498599 | 0.498611 | 0.498623 | 0.498635 | 0.498647 |
| 91.1 | 0.498659 | 0.498672 | 0.498684 | 0.498696 | 0.498708 | 0.498720 | 0.498732 | 0.498744 | 0.498756 | 0.498769 |
| 91.2 | 0.498781 | 0.498793 | 0.498805 | 0.498817 | 0.498829 | 0.498841 | 0.498853 | 0.498866 | 0.498878 | 0.498890 |
| 91.3 | 0.498902 | 0.498914 | 0.498926 | 0.498938 | 0.498950 | 0.498962 | 0.498974 | 0.498987 | 0.498999 | 0.499011 |
| 91.4 | 0.499023 | 0.499035 | 0.499047 | 0.499059 | 0.499071 | 0.499083 | 0.499095 | 0.499107 | 0.499120 | 0.499132 |
| 91.5 | 0.499144 | 0.499156 | 0.499168 | 0.499180 | 0.499192 | 0.499204 | 0.499216 | 0.499228 | 0.499240 | 0.499252 |
| 91.6 | 0.499264 | 0.499276 | 0.499289 | 0.499301 | 0.499313 | 0.499325 | 0.499337 | 0.499349 | 0.499361 | 0.499373 |
| 91.7 | 0.499385 | 0.499397 | 0.499409 | 0.499421 | 0.499433 | 0.499445 | 0.499457 | 0.499469 | 0.499481 | 0.499493 |
| 91.8 | 0.499505 | 0.499517 | 0.499530 | 0.499542 | 0.499554 | 0.499566 | 0.499578 | 0.499590 | 0.499602 | 0.499614 |
| 91.9 | 0.499626 | 0.499638 | 0.499650 | 0.499662 | 0.499674 | 0.499686 | 0.499698 | 0.499710 | 0.499722 | 0.499734 |
Logarithm Table for base 8503 — N = 92.00–92.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 92.0 | 0.499746 | 0.499758 | 0.499770 | 0.499782 | 0.499794 | 0.499806 | 0.499818 | 0.499830 | 0.499842 | 0.499854 |
| 92.1 | 0.499866 | 0.499878 | 0.499890 | 0.499902 | 0.499914 | 0.499926 | 0.499938 | 0.499950 | 0.499962 | 0.499974 |
| 92.2 | 0.499986 | 0.499998 | 0.500010 | 0.500022 | 0.500034 | 0.500046 | 0.500058 | 0.500070 | 0.500082 | 0.500094 |
| 92.3 | 0.500106 | 0.500118 | 0.500130 | 0.500142 | 0.500154 | 0.500166 | 0.500178 | 0.500190 | 0.500202 | 0.500213 |
| 92.4 | 0.500225 | 0.500237 | 0.500249 | 0.500261 | 0.500273 | 0.500285 | 0.500297 | 0.500309 | 0.500321 | 0.500333 |
| 92.5 | 0.500345 | 0.500357 | 0.500369 | 0.500381 | 0.500393 | 0.500405 | 0.500417 | 0.500429 | 0.500441 | 0.500452 |
| 92.6 | 0.500464 | 0.500476 | 0.500488 | 0.500500 | 0.500512 | 0.500524 | 0.500536 | 0.500548 | 0.500560 | 0.500572 |
| 92.7 | 0.500584 | 0.500596 | 0.500608 | 0.500619 | 0.500631 | 0.500643 | 0.500655 | 0.500667 | 0.500679 | 0.500691 |
| 92.8 | 0.500703 | 0.500715 | 0.500727 | 0.500739 | 0.500750 | 0.500762 | 0.500774 | 0.500786 | 0.500798 | 0.500810 |
| 92.9 | 0.500822 | 0.500834 | 0.500846 | 0.500858 | 0.500869 | 0.500881 | 0.500893 | 0.500905 | 0.500917 | 0.500929 |
Logarithm Table for base 8503 — N = 93.00–93.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 93.0 | 0.500941 | 0.500953 | 0.500965 | 0.500976 | 0.500988 | 0.501000 | 0.501012 | 0.501024 | 0.501036 | 0.501048 |
| 93.1 | 0.501060 | 0.501071 | 0.501083 | 0.501095 | 0.501107 | 0.501119 | 0.501131 | 0.501143 | 0.501154 | 0.501166 |
| 93.2 | 0.501178 | 0.501190 | 0.501202 | 0.501214 | 0.501226 | 0.501237 | 0.501249 | 0.501261 | 0.501273 | 0.501285 |
| 93.3 | 0.501297 | 0.501309 | 0.501320 | 0.501332 | 0.501344 | 0.501356 | 0.501368 | 0.501380 | 0.501391 | 0.501403 |
| 93.4 | 0.501415 | 0.501427 | 0.501439 | 0.501451 | 0.501462 | 0.501474 | 0.501486 | 0.501498 | 0.501510 | 0.501522 |
| 93.5 | 0.501533 | 0.501545 | 0.501557 | 0.501569 | 0.501581 | 0.501592 | 0.501604 | 0.501616 | 0.501628 | 0.501640 |
| 93.6 | 0.501652 | 0.501663 | 0.501675 | 0.501687 | 0.501699 | 0.501711 | 0.501722 | 0.501734 | 0.501746 | 0.501758 |
| 93.7 | 0.501770 | 0.501781 | 0.501793 | 0.501805 | 0.501817 | 0.501828 | 0.501840 | 0.501852 | 0.501864 | 0.501876 |
| 93.8 | 0.501887 | 0.501899 | 0.501911 | 0.501923 | 0.501935 | 0.501946 | 0.501958 | 0.501970 | 0.501982 | 0.501993 |
| 93.9 | 0.502005 | 0.502017 | 0.502029 | 0.502040 | 0.502052 | 0.502064 | 0.502076 | 0.502088 | 0.502099 | 0.502111 |
Logarithm Table for base 8503 — N = 94.00–94.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 94.0 | 0.502123 | 0.502135 | 0.502146 | 0.502158 | 0.502170 | 0.502182 | 0.502193 | 0.502205 | 0.502217 | 0.502229 |
| 94.1 | 0.502240 | 0.502252 | 0.502264 | 0.502276 | 0.502287 | 0.502299 | 0.502311 | 0.502323 | 0.502334 | 0.502346 |
| 94.2 | 0.502358 | 0.502369 | 0.502381 | 0.502393 | 0.502405 | 0.502416 | 0.502428 | 0.502440 | 0.502452 | 0.502463 |
| 94.3 | 0.502475 | 0.502487 | 0.502498 | 0.502510 | 0.502522 | 0.502534 | 0.502545 | 0.502557 | 0.502569 | 0.502580 |
| 94.4 | 0.502592 | 0.502604 | 0.502616 | 0.502627 | 0.502639 | 0.502651 | 0.502662 | 0.502674 | 0.502686 | 0.502697 |
| 94.5 | 0.502709 | 0.502721 | 0.502733 | 0.502744 | 0.502756 | 0.502768 | 0.502779 | 0.502791 | 0.502803 | 0.502814 |
| 94.6 | 0.502826 | 0.502838 | 0.502849 | 0.502861 | 0.502873 | 0.502884 | 0.502896 | 0.502908 | 0.502919 | 0.502931 |
| 94.7 | 0.502943 | 0.502954 | 0.502966 | 0.502978 | 0.502989 | 0.503001 | 0.503013 | 0.503024 | 0.503036 | 0.503048 |
| 94.8 | 0.503059 | 0.503071 | 0.503083 | 0.503094 | 0.503106 | 0.503118 | 0.503129 | 0.503141 | 0.503153 | 0.503164 |
| 94.9 | 0.503176 | 0.503188 | 0.503199 | 0.503211 | 0.503223 | 0.503234 | 0.503246 | 0.503257 | 0.503269 | 0.503281 |
Logarithm Table for base 8503 — N = 95.00–95.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 95.0 | 0.503292 | 0.503304 | 0.503316 | 0.503327 | 0.503339 | 0.503351 | 0.503362 | 0.503374 | 0.503385 | 0.503397 |
| 95.1 | 0.503409 | 0.503420 | 0.503432 | 0.503443 | 0.503455 | 0.503467 | 0.503478 | 0.503490 | 0.503502 | 0.503513 |
| 95.2 | 0.503525 | 0.503536 | 0.503548 | 0.503560 | 0.503571 | 0.503583 | 0.503594 | 0.503606 | 0.503618 | 0.503629 |
| 95.3 | 0.503641 | 0.503652 | 0.503664 | 0.503676 | 0.503687 | 0.503699 | 0.503710 | 0.503722 | 0.503734 | 0.503745 |
| 95.4 | 0.503757 | 0.503768 | 0.503780 | 0.503791 | 0.503803 | 0.503815 | 0.503826 | 0.503838 | 0.503849 | 0.503861 |
| 95.5 | 0.503873 | 0.503884 | 0.503896 | 0.503907 | 0.503919 | 0.503930 | 0.503942 | 0.503953 | 0.503965 | 0.503977 |
| 95.6 | 0.503988 | 0.504000 | 0.504011 | 0.504023 | 0.504034 | 0.504046 | 0.504058 | 0.504069 | 0.504081 | 0.504092 |
| 95.7 | 0.504104 | 0.504115 | 0.504127 | 0.504138 | 0.504150 | 0.504161 | 0.504173 | 0.504185 | 0.504196 | 0.504208 |
| 95.8 | 0.504219 | 0.504231 | 0.504242 | 0.504254 | 0.504265 | 0.504277 | 0.504288 | 0.504300 | 0.504311 | 0.504323 |
| 95.9 | 0.504334 | 0.504346 | 0.504357 | 0.504369 | 0.504381 | 0.504392 | 0.504404 | 0.504415 | 0.504427 | 0.504438 |
Logarithm Table for base 8503 — N = 96.00–96.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 96.0 | 0.504450 | 0.504461 | 0.504473 | 0.504484 | 0.504496 | 0.504507 | 0.504519 | 0.504530 | 0.504542 | 0.504553 |
| 96.1 | 0.504565 | 0.504576 | 0.504588 | 0.504599 | 0.504611 | 0.504622 | 0.504634 | 0.504645 | 0.504657 | 0.504668 |
| 96.2 | 0.504680 | 0.504691 | 0.504703 | 0.504714 | 0.504726 | 0.504737 | 0.504749 | 0.504760 | 0.504772 | 0.504783 |
| 96.3 | 0.504794 | 0.504806 | 0.504817 | 0.504829 | 0.504840 | 0.504852 | 0.504863 | 0.504875 | 0.504886 | 0.504898 |
| 96.4 | 0.504909 | 0.504921 | 0.504932 | 0.504944 | 0.504955 | 0.504966 | 0.504978 | 0.504989 | 0.505001 | 0.505012 |
| 96.5 | 0.505024 | 0.505035 | 0.505047 | 0.505058 | 0.505070 | 0.505081 | 0.505092 | 0.505104 | 0.505115 | 0.505127 |
| 96.6 | 0.505138 | 0.505150 | 0.505161 | 0.505173 | 0.505184 | 0.505195 | 0.505207 | 0.505218 | 0.505230 | 0.505241 |
| 96.7 | 0.505253 | 0.505264 | 0.505275 | 0.505287 | 0.505298 | 0.505310 | 0.505321 | 0.505333 | 0.505344 | 0.505355 |
| 96.8 | 0.505367 | 0.505378 | 0.505390 | 0.505401 | 0.505412 | 0.505424 | 0.505435 | 0.505447 | 0.505458 | 0.505470 |
| 96.9 | 0.505481 | 0.505492 | 0.505504 | 0.505515 | 0.505527 | 0.505538 | 0.505549 | 0.505561 | 0.505572 | 0.505584 |
Logarithm Table for base 8503 — N = 97.00–97.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 97.0 | 0.505595 | 0.505606 | 0.505618 | 0.505629 | 0.505640 | 0.505652 | 0.505663 | 0.505675 | 0.505686 | 0.505697 |
| 97.1 | 0.505709 | 0.505720 | 0.505732 | 0.505743 | 0.505754 | 0.505766 | 0.505777 | 0.505788 | 0.505800 | 0.505811 |
| 97.2 | 0.505823 | 0.505834 | 0.505845 | 0.505857 | 0.505868 | 0.505879 | 0.505891 | 0.505902 | 0.505913 | 0.505925 |
| 97.3 | 0.505936 | 0.505948 | 0.505959 | 0.505970 | 0.505982 | 0.505993 | 0.506004 | 0.506016 | 0.506027 | 0.506038 |
| 97.4 | 0.506050 | 0.506061 | 0.506072 | 0.506084 | 0.506095 | 0.506106 | 0.506118 | 0.506129 | 0.506140 | 0.506152 |
| 97.5 | 0.506163 | 0.506174 | 0.506186 | 0.506197 | 0.506208 | 0.506220 | 0.506231 | 0.506242 | 0.506254 | 0.506265 |
| 97.6 | 0.506276 | 0.506288 | 0.506299 | 0.506310 | 0.506322 | 0.506333 | 0.506344 | 0.506356 | 0.506367 | 0.506378 |
| 97.7 | 0.506390 | 0.506401 | 0.506412 | 0.506424 | 0.506435 | 0.506446 | 0.506457 | 0.506469 | 0.506480 | 0.506491 |
| 97.8 | 0.506503 | 0.506514 | 0.506525 | 0.506537 | 0.506548 | 0.506559 | 0.506570 | 0.506582 | 0.506593 | 0.506604 |
| 97.9 | 0.506616 | 0.506627 | 0.506638 | 0.506649 | 0.506661 | 0.506672 | 0.506683 | 0.506695 | 0.506706 | 0.506717 |
Logarithm Table for base 8503 — N = 98.00–98.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 98.0 | 0.506728 | 0.506740 | 0.506751 | 0.506762 | 0.506774 | 0.506785 | 0.506796 | 0.506807 | 0.506819 | 0.506830 |
| 98.1 | 0.506841 | 0.506852 | 0.506864 | 0.506875 | 0.506886 | 0.506897 | 0.506909 | 0.506920 | 0.506931 | 0.506943 |
| 98.2 | 0.506954 | 0.506965 | 0.506976 | 0.506988 | 0.506999 | 0.507010 | 0.507021 | 0.507033 | 0.507044 | 0.507055 |
| 98.3 | 0.507066 | 0.507078 | 0.507089 | 0.507100 | 0.507111 | 0.507122 | 0.507134 | 0.507145 | 0.507156 | 0.507167 |
| 98.4 | 0.507179 | 0.507190 | 0.507201 | 0.507212 | 0.507224 | 0.507235 | 0.507246 | 0.507257 | 0.507268 | 0.507280 |
| 98.5 | 0.507291 | 0.507302 | 0.507313 | 0.507325 | 0.507336 | 0.507347 | 0.507358 | 0.507369 | 0.507381 | 0.507392 |
| 98.6 | 0.507403 | 0.507414 | 0.507425 | 0.507437 | 0.507448 | 0.507459 | 0.507470 | 0.507481 | 0.507493 | 0.507504 |
| 98.7 | 0.507515 | 0.507526 | 0.507537 | 0.507549 | 0.507560 | 0.507571 | 0.507582 | 0.507593 | 0.507605 | 0.507616 |
| 98.8 | 0.507627 | 0.507638 | 0.507649 | 0.507661 | 0.507672 | 0.507683 | 0.507694 | 0.507705 | 0.507716 | 0.507728 |
| 98.9 | 0.507739 | 0.507750 | 0.507761 | 0.507772 | 0.507783 | 0.507795 | 0.507806 | 0.507817 | 0.507828 | 0.507839 |
Logarithm Table for base 8503 — N = 99.00–99.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 99.0 | 0.507850 | 0.507862 | 0.507873 | 0.507884 | 0.507895 | 0.507906 | 0.507917 | 0.507929 | 0.507940 | 0.507951 |
| 99.1 | 0.507962 | 0.507973 | 0.507984 | 0.507996 | 0.508007 | 0.508018 | 0.508029 | 0.508040 | 0.508051 | 0.508062 |
| 99.2 | 0.508074 | 0.508085 | 0.508096 | 0.508107 | 0.508118 | 0.508129 | 0.508140 | 0.508152 | 0.508163 | 0.508174 |
| 99.3 | 0.508185 | 0.508196 | 0.508207 | 0.508218 | 0.508229 | 0.508241 | 0.508252 | 0.508263 | 0.508274 | 0.508285 |
| 99.4 | 0.508296 | 0.508307 | 0.508318 | 0.508329 | 0.508341 | 0.508352 | 0.508363 | 0.508374 | 0.508385 | 0.508396 |
| 99.5 | 0.508407 | 0.508418 | 0.508429 | 0.508441 | 0.508452 | 0.508463 | 0.508474 | 0.508485 | 0.508496 | 0.508507 |
| 99.6 | 0.508518 | 0.508529 | 0.508540 | 0.508552 | 0.508563 | 0.508574 | 0.508585 | 0.508596 | 0.508607 | 0.508618 |
| 99.7 | 0.508629 | 0.508640 | 0.508651 | 0.508662 | 0.508674 | 0.508685 | 0.508696 | 0.508707 | 0.508718 | 0.508729 |
| 99.8 | 0.508740 | 0.508751 | 0.508762 | 0.508773 | 0.508784 | 0.508795 | 0.508806 | 0.508817 | 0.508829 | 0.508840 |
| 99.9 | 0.508851 | 0.508862 | 0.508873 | 0.508884 | 0.508895 | 0.508906 | 0.508917 | 0.508928 | 0.508939 | 0.508950 |
Logarithm Table for base 8503 — N = 100.00–100.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 100.0 | 0.508961 | 0.508972 | 0.508983 | 0.508994 | 0.509005 | 0.509017 | 0.509028 | 0.509039 | 0.509050 | 0.509061 |
| 100.1 | 0.509072 | 0.509083 | 0.509094 | 0.509105 | 0.509116 | 0.509127 | 0.509138 | 0.509149 | 0.509160 | 0.509171 |
| 100.2 | 0.509182 | 0.509193 | 0.509204 | 0.509215 | 0.509226 | 0.509237 | 0.509248 | 0.509259 | 0.509270 | 0.509281 |
| 100.3 | 0.509292 | 0.509303 | 0.509314 | 0.509325 | 0.509336 | 0.509347 | 0.509358 | 0.509369 | 0.509380 | 0.509391 |
| 100.4 | 0.509402 | 0.509413 | 0.509424 | 0.509435 | 0.509446 | 0.509457 | 0.509468 | 0.509479 | 0.509490 | 0.509501 |
| 100.5 | 0.509512 | 0.509523 | 0.509534 | 0.509545 | 0.509556 | 0.509567 | 0.509578 | 0.509589 | 0.509600 | 0.509611 |
| 100.6 | 0.509622 | 0.509633 | 0.509644 | 0.509655 | 0.509666 | 0.509677 | 0.509688 | 0.509699 | 0.509710 | 0.509721 |
| 100.7 | 0.509732 | 0.509743 | 0.509754 | 0.509765 | 0.509776 | 0.509787 | 0.509798 | 0.509809 | 0.509820 | 0.509831 |
| 100.8 | 0.509842 | 0.509853 | 0.509864 | 0.509875 | 0.509886 | 0.509897 | 0.509908 | 0.509919 | 0.509930 | 0.509941 |
| 100.9 | 0.509951 | 0.509962 | 0.509973 | 0.509984 | 0.509995 | 0.510006 | 0.510017 | 0.510028 | 0.510039 | 0.510050 |
Logarithm Table for base 8503 — N = 101.00–101.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 101.0 | 0.510061 | 0.510072 | 0.510083 | 0.510094 | 0.510105 | 0.510116 | 0.510127 | 0.510138 | 0.510148 | 0.510159 |
| 101.1 | 0.510170 | 0.510181 | 0.510192 | 0.510203 | 0.510214 | 0.510225 | 0.510236 | 0.510247 | 0.510258 | 0.510269 |
| 101.2 | 0.510280 | 0.510291 | 0.510301 | 0.510312 | 0.510323 | 0.510334 | 0.510345 | 0.510356 | 0.510367 | 0.510378 |
| 101.3 | 0.510389 | 0.510400 | 0.510411 | 0.510421 | 0.510432 | 0.510443 | 0.510454 | 0.510465 | 0.510476 | 0.510487 |
| 101.4 | 0.510498 | 0.510509 | 0.510520 | 0.510530 | 0.510541 | 0.510552 | 0.510563 | 0.510574 | 0.510585 | 0.510596 |
| 101.5 | 0.510607 | 0.510618 | 0.510629 | 0.510639 | 0.510650 | 0.510661 | 0.510672 | 0.510683 | 0.510694 | 0.510705 |
| 101.6 | 0.510716 | 0.510726 | 0.510737 | 0.510748 | 0.510759 | 0.510770 | 0.510781 | 0.510792 | 0.510803 | 0.510813 |
| 101.7 | 0.510824 | 0.510835 | 0.510846 | 0.510857 | 0.510868 | 0.510879 | 0.510889 | 0.510900 | 0.510911 | 0.510922 |
| 101.8 | 0.510933 | 0.510944 | 0.510955 | 0.510965 | 0.510976 | 0.510987 | 0.510998 | 0.511009 | 0.511020 | 0.511031 |
| 101.9 | 0.511041 | 0.511052 | 0.511063 | 0.511074 | 0.511085 | 0.511096 | 0.511106 | 0.511117 | 0.511128 | 0.511139 |
Logarithm Table for base 8503 — N = 102.00–102.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 102.0 | 0.511150 | 0.511161 | 0.511172 | 0.511182 | 0.511193 | 0.511204 | 0.511215 | 0.511226 | 0.511236 | 0.511247 |
| 102.1 | 0.511258 | 0.511269 | 0.511280 | 0.511291 | 0.511301 | 0.511312 | 0.511323 | 0.511334 | 0.511345 | 0.511356 |
| 102.2 | 0.511366 | 0.511377 | 0.511388 | 0.511399 | 0.511410 | 0.511420 | 0.511431 | 0.511442 | 0.511453 | 0.511464 |
| 102.3 | 0.511474 | 0.511485 | 0.511496 | 0.511507 | 0.511518 | 0.511528 | 0.511539 | 0.511550 | 0.511561 | 0.511572 |
| 102.4 | 0.511582 | 0.511593 | 0.511604 | 0.511615 | 0.511626 | 0.511636 | 0.511647 | 0.511658 | 0.511669 | 0.511679 |
| 102.5 | 0.511690 | 0.511701 | 0.511712 | 0.511723 | 0.511733 | 0.511744 | 0.511755 | 0.511766 | 0.511776 | 0.511787 |
| 102.6 | 0.511798 | 0.511809 | 0.511820 | 0.511830 | 0.511841 | 0.511852 | 0.511863 | 0.511873 | 0.511884 | 0.511895 |
| 102.7 | 0.511906 | 0.511916 | 0.511927 | 0.511938 | 0.511949 | 0.511960 | 0.511970 | 0.511981 | 0.511992 | 0.512003 |
| 102.8 | 0.512013 | 0.512024 | 0.512035 | 0.512046 | 0.512056 | 0.512067 | 0.512078 | 0.512089 | 0.512099 | 0.512110 |
| 102.9 | 0.512121 | 0.512131 | 0.512142 | 0.512153 | 0.512164 | 0.512174 | 0.512185 | 0.512196 | 0.512207 | 0.512217 |
Logarithm Table for base 8503 — N = 103.00–103.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 103.0 | 0.512228 | 0.512239 | 0.512250 | 0.512260 | 0.512271 | 0.512282 | 0.512292 | 0.512303 | 0.512314 | 0.512325 |
| 103.1 | 0.512335 | 0.512346 | 0.512357 | 0.512367 | 0.512378 | 0.512389 | 0.512400 | 0.512410 | 0.512421 | 0.512432 |
| 103.2 | 0.512442 | 0.512453 | 0.512464 | 0.512475 | 0.512485 | 0.512496 | 0.512507 | 0.512517 | 0.512528 | 0.512539 |
| 103.3 | 0.512550 | 0.512560 | 0.512571 | 0.512582 | 0.512592 | 0.512603 | 0.512614 | 0.512624 | 0.512635 | 0.512646 |
| 103.4 | 0.512656 | 0.512667 | 0.512678 | 0.512689 | 0.512699 | 0.512710 | 0.512721 | 0.512731 | 0.512742 | 0.512753 |
| 103.5 | 0.512763 | 0.512774 | 0.512785 | 0.512795 | 0.512806 | 0.512817 | 0.512827 | 0.512838 | 0.512849 | 0.512859 |
| 103.6 | 0.512870 | 0.512881 | 0.512891 | 0.512902 | 0.512913 | 0.512923 | 0.512934 | 0.512945 | 0.512955 | 0.512966 |
| 103.7 | 0.512977 | 0.512987 | 0.512998 | 0.513009 | 0.513019 | 0.513030 | 0.513041 | 0.513051 | 0.513062 | 0.513073 |
| 103.8 | 0.513083 | 0.513094 | 0.513104 | 0.513115 | 0.513126 | 0.513136 | 0.513147 | 0.513158 | 0.513168 | 0.513179 |
| 103.9 | 0.513190 | 0.513200 | 0.513211 | 0.513221 | 0.513232 | 0.513243 | 0.513253 | 0.513264 | 0.513275 | 0.513285 |
Logarithm Table for base 8503 — N = 104.00–104.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 104.0 | 0.513296 | 0.513307 | 0.513317 | 0.513328 | 0.513338 | 0.513349 | 0.513360 | 0.513370 | 0.513381 | 0.513392 |
| 104.1 | 0.513402 | 0.513413 | 0.513423 | 0.513434 | 0.513445 | 0.513455 | 0.513466 | 0.513476 | 0.513487 | 0.513498 |
| 104.2 | 0.513508 | 0.513519 | 0.513529 | 0.513540 | 0.513551 | 0.513561 | 0.513572 | 0.513582 | 0.513593 | 0.513604 |
| 104.3 | 0.513614 | 0.513625 | 0.513635 | 0.513646 | 0.513657 | 0.513667 | 0.513678 | 0.513688 | 0.513699 | 0.513710 |
| 104.4 | 0.513720 | 0.513731 | 0.513741 | 0.513752 | 0.513763 | 0.513773 | 0.513784 | 0.513794 | 0.513805 | 0.513815 |
| 104.5 | 0.513826 | 0.513837 | 0.513847 | 0.513858 | 0.513868 | 0.513879 | 0.513889 | 0.513900 | 0.513911 | 0.513921 |
| 104.6 | 0.513932 | 0.513942 | 0.513953 | 0.513963 | 0.513974 | 0.513985 | 0.513995 | 0.514006 | 0.514016 | 0.514027 |
| 104.7 | 0.514037 | 0.514048 | 0.514058 | 0.514069 | 0.514080 | 0.514090 | 0.514101 | 0.514111 | 0.514122 | 0.514132 |
| 104.8 | 0.514143 | 0.514153 | 0.514164 | 0.514174 | 0.514185 | 0.514196 | 0.514206 | 0.514217 | 0.514227 | 0.514238 |
| 104.9 | 0.514248 | 0.514259 | 0.514269 | 0.514280 | 0.514290 | 0.514301 | 0.514311 | 0.514322 | 0.514332 | 0.514343 |
Logarithm Table for base 8503 — N = 105.00–105.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 105.0 | 0.514354 | 0.514364 | 0.514375 | 0.514385 | 0.514396 | 0.514406 | 0.514417 | 0.514427 | 0.514438 | 0.514448 |
| 105.1 | 0.514459 | 0.514469 | 0.514480 | 0.514490 | 0.514501 | 0.514511 | 0.514522 | 0.514532 | 0.514543 | 0.514553 |
| 105.2 | 0.514564 | 0.514574 | 0.514585 | 0.514595 | 0.514606 | 0.514616 | 0.514627 | 0.514637 | 0.514648 | 0.514658 |
| 105.3 | 0.514669 | 0.514679 | 0.514690 | 0.514700 | 0.514711 | 0.514721 | 0.514732 | 0.514742 | 0.514753 | 0.514763 |
| 105.4 | 0.514774 | 0.514784 | 0.514795 | 0.514805 | 0.514816 | 0.514826 | 0.514837 | 0.514847 | 0.514858 | 0.514868 |
| 105.5 | 0.514879 | 0.514889 | 0.514900 | 0.514910 | 0.514920 | 0.514931 | 0.514941 | 0.514952 | 0.514962 | 0.514973 |
| 105.6 | 0.514983 | 0.514994 | 0.515004 | 0.515015 | 0.515025 | 0.515036 | 0.515046 | 0.515057 | 0.515067 | 0.515077 |
| 105.7 | 0.515088 | 0.515098 | 0.515109 | 0.515119 | 0.515130 | 0.515140 | 0.515151 | 0.515161 | 0.515171 | 0.515182 |
| 105.8 | 0.515192 | 0.515203 | 0.515213 | 0.515224 | 0.515234 | 0.515245 | 0.515255 | 0.515265 | 0.515276 | 0.515286 |
| 105.9 | 0.515297 | 0.515307 | 0.515318 | 0.515328 | 0.515339 | 0.515349 | 0.515359 | 0.515370 | 0.515380 | 0.515391 |
Logarithm Table for base 8503 — N = 106.00–106.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 106.0 | 0.515401 | 0.515412 | 0.515422 | 0.515432 | 0.515443 | 0.515453 | 0.515464 | 0.515474 | 0.515484 | 0.515495 |
| 106.1 | 0.515505 | 0.515516 | 0.515526 | 0.515537 | 0.515547 | 0.515557 | 0.515568 | 0.515578 | 0.515589 | 0.515599 |
| 106.2 | 0.515609 | 0.515620 | 0.515630 | 0.515641 | 0.515651 | 0.515661 | 0.515672 | 0.515682 | 0.515693 | 0.515703 |
| 106.3 | 0.515713 | 0.515724 | 0.515734 | 0.515745 | 0.515755 | 0.515765 | 0.515776 | 0.515786 | 0.515797 | 0.515807 |
| 106.4 | 0.515817 | 0.515828 | 0.515838 | 0.515849 | 0.515859 | 0.515869 | 0.515880 | 0.515890 | 0.515900 | 0.515911 |
| 106.5 | 0.515921 | 0.515932 | 0.515942 | 0.515952 | 0.515963 | 0.515973 | 0.515983 | 0.515994 | 0.516004 | 0.516015 |
| 106.6 | 0.516025 | 0.516035 | 0.516046 | 0.516056 | 0.516066 | 0.516077 | 0.516087 | 0.516097 | 0.516108 | 0.516118 |
| 106.7 | 0.516129 | 0.516139 | 0.516149 | 0.516160 | 0.516170 | 0.516180 | 0.516191 | 0.516201 | 0.516211 | 0.516222 |
| 106.8 | 0.516232 | 0.516242 | 0.516253 | 0.516263 | 0.516273 | 0.516284 | 0.516294 | 0.516305 | 0.516315 | 0.516325 |
| 106.9 | 0.516336 | 0.516346 | 0.516356 | 0.516367 | 0.516377 | 0.516387 | 0.516398 | 0.516408 | 0.516418 | 0.516429 |
Logarithm Table for base 8503 — N = 107.00–107.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 107.0 | 0.516439 | 0.516449 | 0.516460 | 0.516470 | 0.516480 | 0.516490 | 0.516501 | 0.516511 | 0.516521 | 0.516532 |
| 107.1 | 0.516542 | 0.516552 | 0.516563 | 0.516573 | 0.516583 | 0.516594 | 0.516604 | 0.516614 | 0.516625 | 0.516635 |
| 107.2 | 0.516645 | 0.516656 | 0.516666 | 0.516676 | 0.516686 | 0.516697 | 0.516707 | 0.516717 | 0.516728 | 0.516738 |
| 107.3 | 0.516748 | 0.516759 | 0.516769 | 0.516779 | 0.516789 | 0.516800 | 0.516810 | 0.516820 | 0.516831 | 0.516841 |
| 107.4 | 0.516851 | 0.516862 | 0.516872 | 0.516882 | 0.516892 | 0.516903 | 0.516913 | 0.516923 | 0.516934 | 0.516944 |
| 107.5 | 0.516954 | 0.516964 | 0.516975 | 0.516985 | 0.516995 | 0.517005 | 0.517016 | 0.517026 | 0.517036 | 0.517047 |
| 107.6 | 0.517057 | 0.517067 | 0.517077 | 0.517088 | 0.517098 | 0.517108 | 0.517118 | 0.517129 | 0.517139 | 0.517149 |
| 107.7 | 0.517160 | 0.517170 | 0.517180 | 0.517190 | 0.517201 | 0.517211 | 0.517221 | 0.517231 | 0.517242 | 0.517252 |
| 107.8 | 0.517262 | 0.517272 | 0.517283 | 0.517293 | 0.517303 | 0.517313 | 0.517324 | 0.517334 | 0.517344 | 0.517354 |
| 107.9 | 0.517365 | 0.517375 | 0.517385 | 0.517395 | 0.517406 | 0.517416 | 0.517426 | 0.517436 | 0.517446 | 0.517457 |
Logarithm Table for base 8503 — N = 108.00–108.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 108.0 | 0.517467 | 0.517477 | 0.517487 | 0.517498 | 0.517508 | 0.517518 | 0.517528 | 0.517539 | 0.517549 | 0.517559 |
| 108.1 | 0.517569 | 0.517579 | 0.517590 | 0.517600 | 0.517610 | 0.517620 | 0.517631 | 0.517641 | 0.517651 | 0.517661 |
| 108.2 | 0.517671 | 0.517682 | 0.517692 | 0.517702 | 0.517712 | 0.517722 | 0.517733 | 0.517743 | 0.517753 | 0.517763 |
| 108.3 | 0.517774 | 0.517784 | 0.517794 | 0.517804 | 0.517814 | 0.517825 | 0.517835 | 0.517845 | 0.517855 | 0.517865 |
| 108.4 | 0.517876 | 0.517886 | 0.517896 | 0.517906 | 0.517916 | 0.517926 | 0.517937 | 0.517947 | 0.517957 | 0.517967 |
| 108.5 | 0.517977 | 0.517988 | 0.517998 | 0.518008 | 0.518018 | 0.518028 | 0.518039 | 0.518049 | 0.518059 | 0.518069 |
| 108.6 | 0.518079 | 0.518089 | 0.518100 | 0.518110 | 0.518120 | 0.518130 | 0.518140 | 0.518150 | 0.518161 | 0.518171 |
| 108.7 | 0.518181 | 0.518191 | 0.518201 | 0.518211 | 0.518222 | 0.518232 | 0.518242 | 0.518252 | 0.518262 | 0.518272 |
| 108.8 | 0.518283 | 0.518293 | 0.518303 | 0.518313 | 0.518323 | 0.518333 | 0.518344 | 0.518354 | 0.518364 | 0.518374 |
| 108.9 | 0.518384 | 0.518394 | 0.518404 | 0.518415 | 0.518425 | 0.518435 | 0.518445 | 0.518455 | 0.518465 | 0.518475 |
Logarithm Table for base 8503 — N = 109.00–109.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 109.0 | 0.518486 | 0.518496 | 0.518506 | 0.518516 | 0.518526 | 0.518536 | 0.518546 | 0.518557 | 0.518567 | 0.518577 |
| 109.1 | 0.518587 | 0.518597 | 0.518607 | 0.518617 | 0.518627 | 0.518638 | 0.518648 | 0.518658 | 0.518668 | 0.518678 |
| 109.2 | 0.518688 | 0.518698 | 0.518708 | 0.518719 | 0.518729 | 0.518739 | 0.518749 | 0.518759 | 0.518769 | 0.518779 |
| 109.3 | 0.518789 | 0.518799 | 0.518810 | 0.518820 | 0.518830 | 0.518840 | 0.518850 | 0.518860 | 0.518870 | 0.518880 |
| 109.4 | 0.518890 | 0.518901 | 0.518911 | 0.518921 | 0.518931 | 0.518941 | 0.518951 | 0.518961 | 0.518971 | 0.518981 |
| 109.5 | 0.518991 | 0.519001 | 0.519012 | 0.519022 | 0.519032 | 0.519042 | 0.519052 | 0.519062 | 0.519072 | 0.519082 |
| 109.6 | 0.519092 | 0.519102 | 0.519112 | 0.519123 | 0.519133 | 0.519143 | 0.519153 | 0.519163 | 0.519173 | 0.519183 |
| 109.7 | 0.519193 | 0.519203 | 0.519213 | 0.519223 | 0.519233 | 0.519243 | 0.519253 | 0.519264 | 0.519274 | 0.519284 |
| 109.8 | 0.519294 | 0.519304 | 0.519314 | 0.519324 | 0.519334 | 0.519344 | 0.519354 | 0.519364 | 0.519374 | 0.519384 |
| 109.9 | 0.519394 | 0.519404 | 0.519414 | 0.519425 | 0.519435 | 0.519445 | 0.519455 | 0.519465 | 0.519475 | 0.519485 |
Logarithm Table for base 8503 — N = 110.00–110.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 110.0 | 0.519495 | 0.519505 | 0.519515 | 0.519525 | 0.519535 | 0.519545 | 0.519555 | 0.519565 | 0.519575 | 0.519585 |
| 110.1 | 0.519595 | 0.519605 | 0.519615 | 0.519625 | 0.519635 | 0.519646 | 0.519656 | 0.519666 | 0.519676 | 0.519686 |
| 110.2 | 0.519696 | 0.519706 | 0.519716 | 0.519726 | 0.519736 | 0.519746 | 0.519756 | 0.519766 | 0.519776 | 0.519786 |
| 110.3 | 0.519796 | 0.519806 | 0.519816 | 0.519826 | 0.519836 | 0.519846 | 0.519856 | 0.519866 | 0.519876 | 0.519886 |
| 110.4 | 0.519896 | 0.519906 | 0.519916 | 0.519926 | 0.519936 | 0.519946 | 0.519956 | 0.519966 | 0.519976 | 0.519986 |
| 110.5 | 0.519996 | 0.520006 | 0.520016 | 0.520026 | 0.520036 | 0.520046 | 0.520056 | 0.520066 | 0.520076 | 0.520086 |
| 110.6 | 0.520096 | 0.520106 | 0.520116 | 0.520126 | 0.520136 | 0.520146 | 0.520156 | 0.520166 | 0.520176 | 0.520186 |
| 110.7 | 0.520196 | 0.520206 | 0.520216 | 0.520226 | 0.520236 | 0.520246 | 0.520256 | 0.520266 | 0.520276 | 0.520286 |
| 110.8 | 0.520296 | 0.520306 | 0.520316 | 0.520326 | 0.520336 | 0.520346 | 0.520356 | 0.520366 | 0.520376 | 0.520386 |
| 110.9 | 0.520395 | 0.520405 | 0.520415 | 0.520425 | 0.520435 | 0.520445 | 0.520455 | 0.520465 | 0.520475 | 0.520485 |
Logarithm Table for base 8503 — N = 111.00–111.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 111.0 | 0.520495 | 0.520505 | 0.520515 | 0.520525 | 0.520535 | 0.520545 | 0.520555 | 0.520565 | 0.520575 | 0.520585 |
| 111.1 | 0.520595 | 0.520605 | 0.520614 | 0.520624 | 0.520634 | 0.520644 | 0.520654 | 0.520664 | 0.520674 | 0.520684 |
| 111.2 | 0.520694 | 0.520704 | 0.520714 | 0.520724 | 0.520734 | 0.520744 | 0.520754 | 0.520764 | 0.520774 | 0.520783 |
| 111.3 | 0.520793 | 0.520803 | 0.520813 | 0.520823 | 0.520833 | 0.520843 | 0.520853 | 0.520863 | 0.520873 | 0.520883 |
| 111.4 | 0.520893 | 0.520903 | 0.520912 | 0.520922 | 0.520932 | 0.520942 | 0.520952 | 0.520962 | 0.520972 | 0.520982 |
| 111.5 | 0.520992 | 0.521002 | 0.521012 | 0.521022 | 0.521031 | 0.521041 | 0.521051 | 0.521061 | 0.521071 | 0.521081 |
| 111.6 | 0.521091 | 0.521101 | 0.521111 | 0.521121 | 0.521130 | 0.521140 | 0.521150 | 0.521160 | 0.521170 | 0.521180 |
| 111.7 | 0.521190 | 0.521200 | 0.521210 | 0.521220 | 0.521229 | 0.521239 | 0.521249 | 0.521259 | 0.521269 | 0.521279 |
| 111.8 | 0.521289 | 0.521299 | 0.521309 | 0.521318 | 0.521328 | 0.521338 | 0.521348 | 0.521358 | 0.521368 | 0.521378 |
| 111.9 | 0.521388 | 0.521397 | 0.521407 | 0.521417 | 0.521427 | 0.521437 | 0.521447 | 0.521457 | 0.521467 | 0.521476 |
Logarithm Table for base 8503 — N = 112.00–112.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 112.0 | 0.521486 | 0.521496 | 0.521506 | 0.521516 | 0.521526 | 0.521536 | 0.521545 | 0.521555 | 0.521565 | 0.521575 |
| 112.1 | 0.521585 | 0.521595 | 0.521605 | 0.521614 | 0.521624 | 0.521634 | 0.521644 | 0.521654 | 0.521664 | 0.521674 |
| 112.2 | 0.521683 | 0.521693 | 0.521703 | 0.521713 | 0.521723 | 0.521733 | 0.521743 | 0.521752 | 0.521762 | 0.521772 |
| 112.3 | 0.521782 | 0.521792 | 0.521802 | 0.521811 | 0.521821 | 0.521831 | 0.521841 | 0.521851 | 0.521861 | 0.521870 |
| 112.4 | 0.521880 | 0.521890 | 0.521900 | 0.521910 | 0.521920 | 0.521929 | 0.521939 | 0.521949 | 0.521959 | 0.521969 |
| 112.5 | 0.521979 | 0.521988 | 0.521998 | 0.522008 | 0.522018 | 0.522028 | 0.522038 | 0.522047 | 0.522057 | 0.522067 |
| 112.6 | 0.522077 | 0.522087 | 0.522096 | 0.522106 | 0.522116 | 0.522126 | 0.522136 | 0.522145 | 0.522155 | 0.522165 |
| 112.7 | 0.522175 | 0.522185 | 0.522195 | 0.522204 | 0.522214 | 0.522224 | 0.522234 | 0.522244 | 0.522253 | 0.522263 |
| 112.8 | 0.522273 | 0.522283 | 0.522293 | 0.522302 | 0.522312 | 0.522322 | 0.522332 | 0.522341 | 0.522351 | 0.522361 |
| 112.9 | 0.522371 | 0.522381 | 0.522390 | 0.522400 | 0.522410 | 0.522420 | 0.522430 | 0.522439 | 0.522449 | 0.522459 |
Logarithm Table for base 8503 — N = 113.00–113.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 113.0 | 0.522469 | 0.522478 | 0.522488 | 0.522498 | 0.522508 | 0.522518 | 0.522527 | 0.522537 | 0.522547 | 0.522557 |
| 113.1 | 0.522566 | 0.522576 | 0.522586 | 0.522596 | 0.522606 | 0.522615 | 0.522625 | 0.522635 | 0.522645 | 0.522654 |
| 113.2 | 0.522664 | 0.522674 | 0.522684 | 0.522693 | 0.522703 | 0.522713 | 0.522723 | 0.522732 | 0.522742 | 0.522752 |
| 113.3 | 0.522762 | 0.522771 | 0.522781 | 0.522791 | 0.522801 | 0.522810 | 0.522820 | 0.522830 | 0.522840 | 0.522849 |
| 113.4 | 0.522859 | 0.522869 | 0.522879 | 0.522888 | 0.522898 | 0.522908 | 0.522918 | 0.522927 | 0.522937 | 0.522947 |
| 113.5 | 0.522957 | 0.522966 | 0.522976 | 0.522986 | 0.522996 | 0.523005 | 0.523015 | 0.523025 | 0.523035 | 0.523044 |
| 113.6 | 0.523054 | 0.523064 | 0.523073 | 0.523083 | 0.523093 | 0.523103 | 0.523112 | 0.523122 | 0.523132 | 0.523141 |
| 113.7 | 0.523151 | 0.523161 | 0.523171 | 0.523180 | 0.523190 | 0.523200 | 0.523210 | 0.523219 | 0.523229 | 0.523239 |
| 113.8 | 0.523248 | 0.523258 | 0.523268 | 0.523278 | 0.523287 | 0.523297 | 0.523307 | 0.523316 | 0.523326 | 0.523336 |
| 113.9 | 0.523345 | 0.523355 | 0.523365 | 0.523375 | 0.523384 | 0.523394 | 0.523404 | 0.523413 | 0.523423 | 0.523433 |
Logarithm Table for base 8503 — N = 114.00–114.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 114.0 | 0.523442 | 0.523452 | 0.523462 | 0.523472 | 0.523481 | 0.523491 | 0.523501 | 0.523510 | 0.523520 | 0.523530 |
| 114.1 | 0.523539 | 0.523549 | 0.523559 | 0.523568 | 0.523578 | 0.523588 | 0.523597 | 0.523607 | 0.523617 | 0.523626 |
| 114.2 | 0.523636 | 0.523646 | 0.523656 | 0.523665 | 0.523675 | 0.523685 | 0.523694 | 0.523704 | 0.523714 | 0.523723 |
| 114.3 | 0.523733 | 0.523743 | 0.523752 | 0.523762 | 0.523772 | 0.523781 | 0.523791 | 0.523801 | 0.523810 | 0.523820 |
| 114.4 | 0.523830 | 0.523839 | 0.523849 | 0.523859 | 0.523868 | 0.523878 | 0.523887 | 0.523897 | 0.523907 | 0.523916 |
| 114.5 | 0.523926 | 0.523936 | 0.523945 | 0.523955 | 0.523965 | 0.523974 | 0.523984 | 0.523994 | 0.524003 | 0.524013 |
| 114.6 | 0.524023 | 0.524032 | 0.524042 | 0.524052 | 0.524061 | 0.524071 | 0.524080 | 0.524090 | 0.524100 | 0.524109 |
| 114.7 | 0.524119 | 0.524129 | 0.524138 | 0.524148 | 0.524158 | 0.524167 | 0.524177 | 0.524186 | 0.524196 | 0.524206 |
| 114.8 | 0.524215 | 0.524225 | 0.524235 | 0.524244 | 0.524254 | 0.524263 | 0.524273 | 0.524283 | 0.524292 | 0.524302 |
| 114.9 | 0.524312 | 0.524321 | 0.524331 | 0.524340 | 0.524350 | 0.524360 | 0.524369 | 0.524379 | 0.524388 | 0.524398 |
Logarithm Table for base 8503 — N = 115.00–115.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 115.0 | 0.524408 | 0.524417 | 0.524427 | 0.524437 | 0.524446 | 0.524456 | 0.524465 | 0.524475 | 0.524485 | 0.524494 |
| 115.1 | 0.524504 | 0.524513 | 0.524523 | 0.524533 | 0.524542 | 0.524552 | 0.524561 | 0.524571 | 0.524581 | 0.524590 |
| 115.2 | 0.524600 | 0.524609 | 0.524619 | 0.524629 | 0.524638 | 0.524648 | 0.524657 | 0.524667 | 0.524676 | 0.524686 |
| 115.3 | 0.524696 | 0.524705 | 0.524715 | 0.524724 | 0.524734 | 0.524744 | 0.524753 | 0.524763 | 0.524772 | 0.524782 |
| 115.4 | 0.524791 | 0.524801 | 0.524811 | 0.524820 | 0.524830 | 0.524839 | 0.524849 | 0.524858 | 0.524868 | 0.524878 |
| 115.5 | 0.524887 | 0.524897 | 0.524906 | 0.524916 | 0.524925 | 0.524935 | 0.524945 | 0.524954 | 0.524964 | 0.524973 |
| 115.6 | 0.524983 | 0.524992 | 0.525002 | 0.525011 | 0.525021 | 0.525031 | 0.525040 | 0.525050 | 0.525059 | 0.525069 |
| 115.7 | 0.525078 | 0.525088 | 0.525097 | 0.525107 | 0.525117 | 0.525126 | 0.525136 | 0.525145 | 0.525155 | 0.525164 |
| 115.8 | 0.525174 | 0.525183 | 0.525193 | 0.525202 | 0.525212 | 0.525222 | 0.525231 | 0.525241 | 0.525250 | 0.525260 |
| 115.9 | 0.525269 | 0.525279 | 0.525288 | 0.525298 | 0.525307 | 0.525317 | 0.525326 | 0.525336 | 0.525346 | 0.525355 |
Logarithm Table for base 8503 — N = 116.00–116.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 116.0 | 0.525365 | 0.525374 | 0.525384 | 0.525393 | 0.525403 | 0.525412 | 0.525422 | 0.525431 | 0.525441 | 0.525450 |
| 116.1 | 0.525460 | 0.525469 | 0.525479 | 0.525488 | 0.525498 | 0.525507 | 0.525517 | 0.525526 | 0.525536 | 0.525545 |
| 116.2 | 0.525555 | 0.525564 | 0.525574 | 0.525583 | 0.525593 | 0.525603 | 0.525612 | 0.525622 | 0.525631 | 0.525641 |
| 116.3 | 0.525650 | 0.525660 | 0.525669 | 0.525679 | 0.525688 | 0.525698 | 0.525707 | 0.525717 | 0.525726 | 0.525736 |
| 116.4 | 0.525745 | 0.525755 | 0.525764 | 0.525773 | 0.525783 | 0.525792 | 0.525802 | 0.525811 | 0.525821 | 0.525830 |
| 116.5 | 0.525840 | 0.525849 | 0.525859 | 0.525868 | 0.525878 | 0.525887 | 0.525897 | 0.525906 | 0.525916 | 0.525925 |
| 116.6 | 0.525935 | 0.525944 | 0.525954 | 0.525963 | 0.525973 | 0.525982 | 0.525992 | 0.526001 | 0.526011 | 0.526020 |
| 116.7 | 0.526029 | 0.526039 | 0.526048 | 0.526058 | 0.526067 | 0.526077 | 0.526086 | 0.526096 | 0.526105 | 0.526115 |
| 116.8 | 0.526124 | 0.526134 | 0.526143 | 0.526153 | 0.526162 | 0.526171 | 0.526181 | 0.526190 | 0.526200 | 0.526209 |
| 116.9 | 0.526219 | 0.526228 | 0.526238 | 0.526247 | 0.526257 | 0.526266 | 0.526275 | 0.526285 | 0.526294 | 0.526304 |
Logarithm Table for base 8503 — N = 117.00–117.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 117.0 | 0.526313 | 0.526323 | 0.526332 | 0.526342 | 0.526351 | 0.526360 | 0.526370 | 0.526379 | 0.526389 | 0.526398 |
| 117.1 | 0.526408 | 0.526417 | 0.526427 | 0.526436 | 0.526445 | 0.526455 | 0.526464 | 0.526474 | 0.526483 | 0.526493 |
| 117.2 | 0.526502 | 0.526511 | 0.526521 | 0.526530 | 0.526540 | 0.526549 | 0.526559 | 0.526568 | 0.526577 | 0.526587 |
| 117.3 | 0.526596 | 0.526606 | 0.526615 | 0.526625 | 0.526634 | 0.526643 | 0.526653 | 0.526662 | 0.526672 | 0.526681 |
| 117.4 | 0.526690 | 0.526700 | 0.526709 | 0.526719 | 0.526728 | 0.526737 | 0.526747 | 0.526756 | 0.526766 | 0.526775 |
| 117.5 | 0.526785 | 0.526794 | 0.526803 | 0.526813 | 0.526822 | 0.526832 | 0.526841 | 0.526850 | 0.526860 | 0.526869 |
| 117.6 | 0.526879 | 0.526888 | 0.526897 | 0.526907 | 0.526916 | 0.526926 | 0.526935 | 0.526944 | 0.526954 | 0.526963 |
| 117.7 | 0.526972 | 0.526982 | 0.526991 | 0.527001 | 0.527010 | 0.527019 | 0.527029 | 0.527038 | 0.527048 | 0.527057 |
| 117.8 | 0.527066 | 0.527076 | 0.527085 | 0.527094 | 0.527104 | 0.527113 | 0.527123 | 0.527132 | 0.527141 | 0.527151 |
| 117.9 | 0.527160 | 0.527170 | 0.527179 | 0.527188 | 0.527198 | 0.527207 | 0.527216 | 0.527226 | 0.527235 | 0.527244 |
Logarithm Table for base 8503 — N = 118.00–118.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 118.0 | 0.527254 | 0.527263 | 0.527273 | 0.527282 | 0.527291 | 0.527301 | 0.527310 | 0.527319 | 0.527329 | 0.527338 |
| 118.1 | 0.527347 | 0.527357 | 0.527366 | 0.527376 | 0.527385 | 0.527394 | 0.527404 | 0.527413 | 0.527422 | 0.527432 |
| 118.2 | 0.527441 | 0.527450 | 0.527460 | 0.527469 | 0.527478 | 0.527488 | 0.527497 | 0.527506 | 0.527516 | 0.527525 |
| 118.3 | 0.527534 | 0.527544 | 0.527553 | 0.527562 | 0.527572 | 0.527581 | 0.527591 | 0.527600 | 0.527609 | 0.527619 |
| 118.4 | 0.527628 | 0.527637 | 0.527647 | 0.527656 | 0.527665 | 0.527675 | 0.527684 | 0.527693 | 0.527702 | 0.527712 |
| 118.5 | 0.527721 | 0.527730 | 0.527740 | 0.527749 | 0.527758 | 0.527768 | 0.527777 | 0.527786 | 0.527796 | 0.527805 |
| 118.6 | 0.527814 | 0.527824 | 0.527833 | 0.527842 | 0.527852 | 0.527861 | 0.527870 | 0.527880 | 0.527889 | 0.527898 |
| 118.7 | 0.527908 | 0.527917 | 0.527926 | 0.527935 | 0.527945 | 0.527954 | 0.527963 | 0.527973 | 0.527982 | 0.527991 |
| 118.8 | 0.528001 | 0.528010 | 0.528019 | 0.528028 | 0.528038 | 0.528047 | 0.528056 | 0.528066 | 0.528075 | 0.528084 |
| 118.9 | 0.528094 | 0.528103 | 0.528112 | 0.528121 | 0.528131 | 0.528140 | 0.528149 | 0.528159 | 0.528168 | 0.528177 |
Logarithm Table for base 8503 — N = 119.00–119.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 119.0 | 0.528186 | 0.528196 | 0.528205 | 0.528214 | 0.528224 | 0.528233 | 0.528242 | 0.528251 | 0.528261 | 0.528270 |
| 119.1 | 0.528279 | 0.528289 | 0.528298 | 0.528307 | 0.528316 | 0.528326 | 0.528335 | 0.528344 | 0.528354 | 0.528363 |
| 119.2 | 0.528372 | 0.528381 | 0.528391 | 0.528400 | 0.528409 | 0.528418 | 0.528428 | 0.528437 | 0.528446 | 0.528456 |
| 119.3 | 0.528465 | 0.528474 | 0.528483 | 0.528493 | 0.528502 | 0.528511 | 0.528520 | 0.528530 | 0.528539 | 0.528548 |
| 119.4 | 0.528557 | 0.528567 | 0.528576 | 0.528585 | 0.528594 | 0.528604 | 0.528613 | 0.528622 | 0.528631 | 0.528641 |
| 119.5 | 0.528650 | 0.528659 | 0.528668 | 0.528678 | 0.528687 | 0.528696 | 0.528705 | 0.528715 | 0.528724 | 0.528733 |
| 119.6 | 0.528742 | 0.528752 | 0.528761 | 0.528770 | 0.528779 | 0.528789 | 0.528798 | 0.528807 | 0.528816 | 0.528825 |
| 119.7 | 0.528835 | 0.528844 | 0.528853 | 0.528862 | 0.528872 | 0.528881 | 0.528890 | 0.528899 | 0.528909 | 0.528918 |
| 119.8 | 0.528927 | 0.528936 | 0.528945 | 0.528955 | 0.528964 | 0.528973 | 0.528982 | 0.528992 | 0.529001 | 0.529010 |
| 119.9 | 0.529019 | 0.529028 | 0.529038 | 0.529047 | 0.529056 | 0.529065 | 0.529075 | 0.529084 | 0.529093 | 0.529102 |
Logarithm Table for base 8503 — N = 120.00–120.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 120.0 | 0.529111 | 0.529121 | 0.529130 | 0.529139 | 0.529148 | 0.529157 | 0.529167 | 0.529176 | 0.529185 | 0.529194 |
| 120.1 | 0.529203 | 0.529213 | 0.529222 | 0.529231 | 0.529240 | 0.529249 | 0.529259 | 0.529268 | 0.529277 | 0.529286 |
| 120.2 | 0.529295 | 0.529305 | 0.529314 | 0.529323 | 0.529332 | 0.529341 | 0.529351 | 0.529360 | 0.529369 | 0.529378 |
| 120.3 | 0.529387 | 0.529396 | 0.529406 | 0.529415 | 0.529424 | 0.529433 | 0.529442 | 0.529452 | 0.529461 | 0.529470 |
| 120.4 | 0.529479 | 0.529488 | 0.529497 | 0.529507 | 0.529516 | 0.529525 | 0.529534 | 0.529543 | 0.529553 | 0.529562 |
| 120.5 | 0.529571 | 0.529580 | 0.529589 | 0.529598 | 0.529608 | 0.529617 | 0.529626 | 0.529635 | 0.529644 | 0.529653 |
| 120.6 | 0.529663 | 0.529672 | 0.529681 | 0.529690 | 0.529699 | 0.529708 | 0.529718 | 0.529727 | 0.529736 | 0.529745 |
| 120.7 | 0.529754 | 0.529763 | 0.529772 | 0.529782 | 0.529791 | 0.529800 | 0.529809 | 0.529818 | 0.529827 | 0.529837 |
| 120.8 | 0.529846 | 0.529855 | 0.529864 | 0.529873 | 0.529882 | 0.529891 | 0.529901 | 0.529910 | 0.529919 | 0.529928 |
| 120.9 | 0.529937 | 0.529946 | 0.529955 | 0.529965 | 0.529974 | 0.529983 | 0.529992 | 0.530001 | 0.530010 | 0.530019 |
Logarithm Table for base 8503 — N = 121.00–121.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 121.0 | 0.530029 | 0.530038 | 0.530047 | 0.530056 | 0.530065 | 0.530074 | 0.530083 | 0.530092 | 0.530102 | 0.530111 |
| 121.1 | 0.530120 | 0.530129 | 0.530138 | 0.530147 | 0.530156 | 0.530165 | 0.530175 | 0.530184 | 0.530193 | 0.530202 |
| 121.2 | 0.530211 | 0.530220 | 0.530229 | 0.530238 | 0.530248 | 0.530257 | 0.530266 | 0.530275 | 0.530284 | 0.530293 |
| 121.3 | 0.530302 | 0.530311 | 0.530320 | 0.530330 | 0.530339 | 0.530348 | 0.530357 | 0.530366 | 0.530375 | 0.530384 |
| 121.4 | 0.530393 | 0.530402 | 0.530411 | 0.530421 | 0.530430 | 0.530439 | 0.530448 | 0.530457 | 0.530466 | 0.530475 |
| 121.5 | 0.530484 | 0.530493 | 0.530502 | 0.530512 | 0.530521 | 0.530530 | 0.530539 | 0.530548 | 0.530557 | 0.530566 |
| 121.6 | 0.530575 | 0.530584 | 0.530593 | 0.530602 | 0.530612 | 0.530621 | 0.530630 | 0.530639 | 0.530648 | 0.530657 |
| 121.7 | 0.530666 | 0.530675 | 0.530684 | 0.530693 | 0.530702 | 0.530711 | 0.530721 | 0.530730 | 0.530739 | 0.530748 |
| 121.8 | 0.530757 | 0.530766 | 0.530775 | 0.530784 | 0.530793 | 0.530802 | 0.530811 | 0.530820 | 0.530829 | 0.530838 |
| 121.9 | 0.530848 | 0.530857 | 0.530866 | 0.530875 | 0.530884 | 0.530893 | 0.530902 | 0.530911 | 0.530920 | 0.530929 |
Logarithm Table for base 8503 — N = 122.00–122.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 122.0 | 0.530938 | 0.530947 | 0.530956 | 0.530965 | 0.530974 | 0.530983 | 0.530993 | 0.531002 | 0.531011 | 0.531020 |
| 122.1 | 0.531029 | 0.531038 | 0.531047 | 0.531056 | 0.531065 | 0.531074 | 0.531083 | 0.531092 | 0.531101 | 0.531110 |
| 122.2 | 0.531119 | 0.531128 | 0.531137 | 0.531146 | 0.531155 | 0.531164 | 0.531173 | 0.531182 | 0.531192 | 0.531201 |
| 122.3 | 0.531210 | 0.531219 | 0.531228 | 0.531237 | 0.531246 | 0.531255 | 0.531264 | 0.531273 | 0.531282 | 0.531291 |
| 122.4 | 0.531300 | 0.531309 | 0.531318 | 0.531327 | 0.531336 | 0.531345 | 0.531354 | 0.531363 | 0.531372 | 0.531381 |
| 122.5 | 0.531390 | 0.531399 | 0.531408 | 0.531417 | 0.531426 | 0.531435 | 0.531444 | 0.531453 | 0.531462 | 0.531471 |
| 122.6 | 0.531480 | 0.531489 | 0.531498 | 0.531507 | 0.531516 | 0.531525 | 0.531534 | 0.531543 | 0.531552 | 0.531561 |
| 122.7 | 0.531570 | 0.531579 | 0.531588 | 0.531597 | 0.531607 | 0.531616 | 0.531625 | 0.531634 | 0.531643 | 0.531652 |
| 122.8 | 0.531661 | 0.531670 | 0.531679 | 0.531688 | 0.531697 | 0.531706 | 0.531715 | 0.531723 | 0.531732 | 0.531741 |
| 122.9 | 0.531750 | 0.531759 | 0.531768 | 0.531777 | 0.531786 | 0.531795 | 0.531804 | 0.531813 | 0.531822 | 0.531831 |
Logarithm Table for base 8503 — N = 123.00–123.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 123.0 | 0.531840 | 0.531849 | 0.531858 | 0.531867 | 0.531876 | 0.531885 | 0.531894 | 0.531903 | 0.531912 | 0.531921 |
| 123.1 | 0.531930 | 0.531939 | 0.531948 | 0.531957 | 0.531966 | 0.531975 | 0.531984 | 0.531993 | 0.532002 | 0.532011 |
| 123.2 | 0.532020 | 0.532029 | 0.532038 | 0.532047 | 0.532056 | 0.532065 | 0.532074 | 0.532083 | 0.532092 | 0.532101 |
| 123.3 | 0.532110 | 0.532119 | 0.532128 | 0.532136 | 0.532145 | 0.532154 | 0.532163 | 0.532172 | 0.532181 | 0.532190 |
| 123.4 | 0.532199 | 0.532208 | 0.532217 | 0.532226 | 0.532235 | 0.532244 | 0.532253 | 0.532262 | 0.532271 | 0.532280 |
| 123.5 | 0.532289 | 0.532298 | 0.532307 | 0.532316 | 0.532325 | 0.532333 | 0.532342 | 0.532351 | 0.532360 | 0.532369 |
| 123.6 | 0.532378 | 0.532387 | 0.532396 | 0.532405 | 0.532414 | 0.532423 | 0.532432 | 0.532441 | 0.532450 | 0.532459 |
| 123.7 | 0.532468 | 0.532476 | 0.532485 | 0.532494 | 0.532503 | 0.532512 | 0.532521 | 0.532530 | 0.532539 | 0.532548 |
| 123.8 | 0.532557 | 0.532566 | 0.532575 | 0.532584 | 0.532593 | 0.532601 | 0.532610 | 0.532619 | 0.532628 | 0.532637 |
| 123.9 | 0.532646 | 0.532655 | 0.532664 | 0.532673 | 0.532682 | 0.532691 | 0.532700 | 0.532709 | 0.532717 | 0.532726 |
Logarithm Table for base 8503 — N = 124.00–124.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 124.0 | 0.532735 | 0.532744 | 0.532753 | 0.532762 | 0.532771 | 0.532780 | 0.532789 | 0.532798 | 0.532807 | 0.532815 |
| 124.1 | 0.532824 | 0.532833 | 0.532842 | 0.532851 | 0.532860 | 0.532869 | 0.532878 | 0.532887 | 0.532896 | 0.532904 |
| 124.2 | 0.532913 | 0.532922 | 0.532931 | 0.532940 | 0.532949 | 0.532958 | 0.532967 | 0.532976 | 0.532985 | 0.532993 |
| 124.3 | 0.533002 | 0.533011 | 0.533020 | 0.533029 | 0.533038 | 0.533047 | 0.533056 | 0.533065 | 0.533073 | 0.533082 |
| 124.4 | 0.533091 | 0.533100 | 0.533109 | 0.533118 | 0.533127 | 0.533136 | 0.533145 | 0.533153 | 0.533162 | 0.533171 |
| 124.5 | 0.533180 | 0.533189 | 0.533198 | 0.533207 | 0.533216 | 0.533224 | 0.533233 | 0.533242 | 0.533251 | 0.533260 |
| 124.6 | 0.533269 | 0.533278 | 0.533286 | 0.533295 | 0.533304 | 0.533313 | 0.533322 | 0.533331 | 0.533340 | 0.533349 |
| 124.7 | 0.533357 | 0.533366 | 0.533375 | 0.533384 | 0.533393 | 0.533402 | 0.533411 | 0.533419 | 0.533428 | 0.533437 |
| 124.8 | 0.533446 | 0.533455 | 0.533464 | 0.533473 | 0.533481 | 0.533490 | 0.533499 | 0.533508 | 0.533517 | 0.533526 |
| 124.9 | 0.533535 | 0.533543 | 0.533552 | 0.533561 | 0.533570 | 0.533579 | 0.533588 | 0.533596 | 0.533605 | 0.533614 |
Logarithm Table for base 8503 — N = 125.00–125.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 125.0 | 0.533623 | 0.533632 | 0.533641 | 0.533650 | 0.533658 | 0.533667 | 0.533676 | 0.533685 | 0.533694 | 0.533703 |
| 125.1 | 0.533711 | 0.533720 | 0.533729 | 0.533738 | 0.533747 | 0.533756 | 0.533764 | 0.533773 | 0.533782 | 0.533791 |
| 125.2 | 0.533800 | 0.533808 | 0.533817 | 0.533826 | 0.533835 | 0.533844 | 0.533853 | 0.533861 | 0.533870 | 0.533879 |
| 125.3 | 0.533888 | 0.533897 | 0.533906 | 0.533914 | 0.533923 | 0.533932 | 0.533941 | 0.533950 | 0.533958 | 0.533967 |
| 125.4 | 0.533976 | 0.533985 | 0.533994 | 0.534003 | 0.534011 | 0.534020 | 0.534029 | 0.534038 | 0.534047 | 0.534055 |
| 125.5 | 0.534064 | 0.534073 | 0.534082 | 0.534091 | 0.534099 | 0.534108 | 0.534117 | 0.534126 | 0.534135 | 0.534143 |
| 125.6 | 0.534152 | 0.534161 | 0.534170 | 0.534179 | 0.534187 | 0.534196 | 0.534205 | 0.534214 | 0.534223 | 0.534231 |
| 125.7 | 0.534240 | 0.534249 | 0.534258 | 0.534267 | 0.534275 | 0.534284 | 0.534293 | 0.534302 | 0.534310 | 0.534319 |
| 125.8 | 0.534328 | 0.534337 | 0.534346 | 0.534354 | 0.534363 | 0.534372 | 0.534381 | 0.534390 | 0.534398 | 0.534407 |
| 125.9 | 0.534416 | 0.534425 | 0.534433 | 0.534442 | 0.534451 | 0.534460 | 0.534469 | 0.534477 | 0.534486 | 0.534495 |
Logarithm Table for base 8503 — N = 126.00–126.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 126.0 | 0.534504 | 0.534512 | 0.534521 | 0.534530 | 0.534539 | 0.534547 | 0.534556 | 0.534565 | 0.534574 | 0.534583 |
| 126.1 | 0.534591 | 0.534600 | 0.534609 | 0.534618 | 0.534626 | 0.534635 | 0.534644 | 0.534653 | 0.534661 | 0.534670 |
| 126.2 | 0.534679 | 0.534688 | 0.534696 | 0.534705 | 0.534714 | 0.534723 | 0.534731 | 0.534740 | 0.534749 | 0.534758 |
| 126.3 | 0.534766 | 0.534775 | 0.534784 | 0.534793 | 0.534801 | 0.534810 | 0.534819 | 0.534828 | 0.534836 | 0.534845 |
| 126.4 | 0.534854 | 0.534863 | 0.534871 | 0.534880 | 0.534889 | 0.534898 | 0.534906 | 0.534915 | 0.534924 | 0.534933 |
| 126.5 | 0.534941 | 0.534950 | 0.534959 | 0.534968 | 0.534976 | 0.534985 | 0.534994 | 0.535002 | 0.535011 | 0.535020 |
| 126.6 | 0.535029 | 0.535037 | 0.535046 | 0.535055 | 0.535064 | 0.535072 | 0.535081 | 0.535090 | 0.535098 | 0.535107 |
| 126.7 | 0.535116 | 0.535125 | 0.535133 | 0.535142 | 0.535151 | 0.535160 | 0.535168 | 0.535177 | 0.535186 | 0.535194 |
| 126.8 | 0.535203 | 0.535212 | 0.535221 | 0.535229 | 0.535238 | 0.535247 | 0.535255 | 0.535264 | 0.535273 | 0.535282 |
| 126.9 | 0.535290 | 0.535299 | 0.535308 | 0.535316 | 0.535325 | 0.535334 | 0.535342 | 0.535351 | 0.535360 | 0.535369 |
Logarithm Table for base 8503 — N = 127.00–127.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 127.0 | 0.535377 | 0.535386 | 0.535395 | 0.535403 | 0.535412 | 0.535421 | 0.535429 | 0.535438 | 0.535447 | 0.535456 |
| 127.1 | 0.535464 | 0.535473 | 0.535482 | 0.535490 | 0.535499 | 0.535508 | 0.535516 | 0.535525 | 0.535534 | 0.535543 |
| 127.2 | 0.535551 | 0.535560 | 0.535569 | 0.535577 | 0.535586 | 0.535595 | 0.535603 | 0.535612 | 0.535621 | 0.535629 |
| 127.3 | 0.535638 | 0.535647 | 0.535655 | 0.535664 | 0.535673 | 0.535681 | 0.535690 | 0.535699 | 0.535707 | 0.535716 |
| 127.4 | 0.535725 | 0.535734 | 0.535742 | 0.535751 | 0.535760 | 0.535768 | 0.535777 | 0.535786 | 0.535794 | 0.535803 |
| 127.5 | 0.535812 | 0.535820 | 0.535829 | 0.535838 | 0.535846 | 0.535855 | 0.535864 | 0.535872 | 0.535881 | 0.535890 |
| 127.6 | 0.535898 | 0.535907 | 0.535916 | 0.535924 | 0.535933 | 0.535942 | 0.535950 | 0.535959 | 0.535967 | 0.535976 |
| 127.7 | 0.535985 | 0.535993 | 0.536002 | 0.536011 | 0.536019 | 0.536028 | 0.536037 | 0.536045 | 0.536054 | 0.536063 |
| 127.8 | 0.536071 | 0.536080 | 0.536089 | 0.536097 | 0.536106 | 0.536115 | 0.536123 | 0.536132 | 0.536140 | 0.536149 |
| 127.9 | 0.536158 | 0.536166 | 0.536175 | 0.536184 | 0.536192 | 0.536201 | 0.536210 | 0.536218 | 0.536227 | 0.536235 |
Logarithm Table for base 8503 — N = 128.00–128.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 128.0 | 0.536244 | 0.536253 | 0.536261 | 0.536270 | 0.536279 | 0.536287 | 0.536296 | 0.536305 | 0.536313 | 0.536322 |
| 128.1 | 0.536330 | 0.536339 | 0.536348 | 0.536356 | 0.536365 | 0.536374 | 0.536382 | 0.536391 | 0.536399 | 0.536408 |
| 128.2 | 0.536417 | 0.536425 | 0.536434 | 0.536443 | 0.536451 | 0.536460 | 0.536468 | 0.536477 | 0.536486 | 0.536494 |
| 128.3 | 0.536503 | 0.536511 | 0.536520 | 0.536529 | 0.536537 | 0.536546 | 0.536555 | 0.536563 | 0.536572 | 0.536580 |
| 128.4 | 0.536589 | 0.536598 | 0.536606 | 0.536615 | 0.536623 | 0.536632 | 0.536641 | 0.536649 | 0.536658 | 0.536666 |
| 128.5 | 0.536675 | 0.536684 | 0.536692 | 0.536701 | 0.536709 | 0.536718 | 0.536727 | 0.536735 | 0.536744 | 0.536752 |
| 128.6 | 0.536761 | 0.536770 | 0.536778 | 0.536787 | 0.536795 | 0.536804 | 0.536813 | 0.536821 | 0.536830 | 0.536838 |
| 128.7 | 0.536847 | 0.536855 | 0.536864 | 0.536873 | 0.536881 | 0.536890 | 0.536898 | 0.536907 | 0.536916 | 0.536924 |
| 128.8 | 0.536933 | 0.536941 | 0.536950 | 0.536958 | 0.536967 | 0.536976 | 0.536984 | 0.536993 | 0.537001 | 0.537010 |
| 128.9 | 0.537018 | 0.537027 | 0.537036 | 0.537044 | 0.537053 | 0.537061 | 0.537070 | 0.537078 | 0.537087 | 0.537096 |
Logarithm Table for base 8503 — N = 129.00–129.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 129.0 | 0.537104 | 0.537113 | 0.537121 | 0.537130 | 0.537138 | 0.537147 | 0.537156 | 0.537164 | 0.537173 | 0.537181 |
| 129.1 | 0.537190 | 0.537198 | 0.537207 | 0.537216 | 0.537224 | 0.537233 | 0.537241 | 0.537250 | 0.537258 | 0.537267 |
| 129.2 | 0.537275 | 0.537284 | 0.537293 | 0.537301 | 0.537310 | 0.537318 | 0.537327 | 0.537335 | 0.537344 | 0.537352 |
| 129.3 | 0.537361 | 0.537369 | 0.537378 | 0.537387 | 0.537395 | 0.537404 | 0.537412 | 0.537421 | 0.537429 | 0.537438 |
| 129.4 | 0.537446 | 0.537455 | 0.537463 | 0.537472 | 0.537481 | 0.537489 | 0.537498 | 0.537506 | 0.537515 | 0.537523 |
| 129.5 | 0.537532 | 0.537540 | 0.537549 | 0.537557 | 0.537566 | 0.537574 | 0.537583 | 0.537591 | 0.537600 | 0.537609 |
| 129.6 | 0.537617 | 0.537626 | 0.537634 | 0.537643 | 0.537651 | 0.537660 | 0.537668 | 0.537677 | 0.537685 | 0.537694 |
| 129.7 | 0.537702 | 0.537711 | 0.537719 | 0.537728 | 0.537736 | 0.537745 | 0.537753 | 0.537762 | 0.537770 | 0.537779 |
| 129.8 | 0.537787 | 0.537796 | 0.537805 | 0.537813 | 0.537822 | 0.537830 | 0.537839 | 0.537847 | 0.537856 | 0.537864 |
| 129.9 | 0.537873 | 0.537881 | 0.537890 | 0.537898 | 0.537907 | 0.537915 | 0.537924 | 0.537932 | 0.537941 | 0.537949 |
Logarithm Table for base 8503 — N = 130.00–130.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 130.0 | 0.537958 | 0.537966 | 0.537975 | 0.537983 | 0.537992 | 0.538000 | 0.538009 | 0.538017 | 0.538026 | 0.538034 |
| 130.1 | 0.538043 | 0.538051 | 0.538060 | 0.538068 | 0.538077 | 0.538085 | 0.538094 | 0.538102 | 0.538111 | 0.538119 |
| 130.2 | 0.538128 | 0.538136 | 0.538145 | 0.538153 | 0.538161 | 0.538170 | 0.538178 | 0.538187 | 0.538195 | 0.538204 |
| 130.3 | 0.538212 | 0.538221 | 0.538229 | 0.538238 | 0.538246 | 0.538255 | 0.538263 | 0.538272 | 0.538280 | 0.538289 |
| 130.4 | 0.538297 | 0.538306 | 0.538314 | 0.538323 | 0.538331 | 0.538340 | 0.538348 | 0.538356 | 0.538365 | 0.538373 |
| 130.5 | 0.538382 | 0.538390 | 0.538399 | 0.538407 | 0.538416 | 0.538424 | 0.538433 | 0.538441 | 0.538450 | 0.538458 |
| 130.6 | 0.538467 | 0.538475 | 0.538483 | 0.538492 | 0.538500 | 0.538509 | 0.538517 | 0.538526 | 0.538534 | 0.538543 |
| 130.7 | 0.538551 | 0.538560 | 0.538568 | 0.538577 | 0.538585 | 0.538593 | 0.538602 | 0.538610 | 0.538619 | 0.538627 |
| 130.8 | 0.538636 | 0.538644 | 0.538653 | 0.538661 | 0.538669 | 0.538678 | 0.538686 | 0.538695 | 0.538703 | 0.538712 |
| 130.9 | 0.538720 | 0.538729 | 0.538737 | 0.538745 | 0.538754 | 0.538762 | 0.538771 | 0.538779 | 0.538788 | 0.538796 |
Logarithm Table for base 8503 — N = 131.00–131.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 131.0 | 0.538805 | 0.538813 | 0.538821 | 0.538830 | 0.538838 | 0.538847 | 0.538855 | 0.538864 | 0.538872 | 0.538880 |
| 131.1 | 0.538889 | 0.538897 | 0.538906 | 0.538914 | 0.538923 | 0.538931 | 0.538939 | 0.538948 | 0.538956 | 0.538965 |
| 131.2 | 0.538973 | 0.538982 | 0.538990 | 0.538998 | 0.539007 | 0.539015 | 0.539024 | 0.539032 | 0.539041 | 0.539049 |
| 131.3 | 0.539057 | 0.539066 | 0.539074 | 0.539083 | 0.539091 | 0.539099 | 0.539108 | 0.539116 | 0.539125 | 0.539133 |
| 131.4 | 0.539141 | 0.539150 | 0.539158 | 0.539167 | 0.539175 | 0.539184 | 0.539192 | 0.539200 | 0.539209 | 0.539217 |
| 131.5 | 0.539226 | 0.539234 | 0.539242 | 0.539251 | 0.539259 | 0.539268 | 0.539276 | 0.539284 | 0.539293 | 0.539301 |
| 131.6 | 0.539310 | 0.539318 | 0.539326 | 0.539335 | 0.539343 | 0.539352 | 0.539360 | 0.539368 | 0.539377 | 0.539385 |
| 131.7 | 0.539394 | 0.539402 | 0.539410 | 0.539419 | 0.539427 | 0.539435 | 0.539444 | 0.539452 | 0.539461 | 0.539469 |
| 131.8 | 0.539477 | 0.539486 | 0.539494 | 0.539503 | 0.539511 | 0.539519 | 0.539528 | 0.539536 | 0.539544 | 0.539553 |
| 131.9 | 0.539561 | 0.539570 | 0.539578 | 0.539586 | 0.539595 | 0.539603 | 0.539611 | 0.539620 | 0.539628 | 0.539637 |
Logarithm Table for base 8503 — N = 132.00–132.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 132.0 | 0.539645 | 0.539653 | 0.539662 | 0.539670 | 0.539678 | 0.539687 | 0.539695 | 0.539704 | 0.539712 | 0.539720 |
| 132.1 | 0.539729 | 0.539737 | 0.539745 | 0.539754 | 0.539762 | 0.539771 | 0.539779 | 0.539787 | 0.539796 | 0.539804 |
| 132.2 | 0.539812 | 0.539821 | 0.539829 | 0.539837 | 0.539846 | 0.539854 | 0.539862 | 0.539871 | 0.539879 | 0.539888 |
| 132.3 | 0.539896 | 0.539904 | 0.539913 | 0.539921 | 0.539929 | 0.539938 | 0.539946 | 0.539954 | 0.539963 | 0.539971 |
| 132.4 | 0.539979 | 0.539988 | 0.539996 | 0.540004 | 0.540013 | 0.540021 | 0.540029 | 0.540038 | 0.540046 | 0.540054 |
| 132.5 | 0.540063 | 0.540071 | 0.540080 | 0.540088 | 0.540096 | 0.540105 | 0.540113 | 0.540121 | 0.540130 | 0.540138 |
| 132.6 | 0.540146 | 0.540155 | 0.540163 | 0.540171 | 0.540180 | 0.540188 | 0.540196 | 0.540205 | 0.540213 | 0.540221 |
| 132.7 | 0.540230 | 0.540238 | 0.540246 | 0.540255 | 0.540263 | 0.540271 | 0.540279 | 0.540288 | 0.540296 | 0.540304 |
| 132.8 | 0.540313 | 0.540321 | 0.540329 | 0.540338 | 0.540346 | 0.540354 | 0.540363 | 0.540371 | 0.540379 | 0.540388 |
| 132.9 | 0.540396 | 0.540404 | 0.540413 | 0.540421 | 0.540429 | 0.540438 | 0.540446 | 0.540454 | 0.540462 | 0.540471 |
Logarithm Table for base 8503 — N = 133.00–133.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 133.0 | 0.540479 | 0.540487 | 0.540496 | 0.540504 | 0.540512 | 0.540521 | 0.540529 | 0.540537 | 0.540546 | 0.540554 |
| 133.1 | 0.540562 | 0.540570 | 0.540579 | 0.540587 | 0.540595 | 0.540604 | 0.540612 | 0.540620 | 0.540629 | 0.540637 |
| 133.2 | 0.540645 | 0.540653 | 0.540662 | 0.540670 | 0.540678 | 0.540687 | 0.540695 | 0.540703 | 0.540712 | 0.540720 |
| 133.3 | 0.540728 | 0.540736 | 0.540745 | 0.540753 | 0.540761 | 0.540770 | 0.540778 | 0.540786 | 0.540794 | 0.540803 |
| 133.4 | 0.540811 | 0.540819 | 0.540828 | 0.540836 | 0.540844 | 0.540852 | 0.540861 | 0.540869 | 0.540877 | 0.540886 |
| 133.5 | 0.540894 | 0.540902 | 0.540910 | 0.540919 | 0.540927 | 0.540935 | 0.540943 | 0.540952 | 0.540960 | 0.540968 |
| 133.6 | 0.540977 | 0.540985 | 0.540993 | 0.541001 | 0.541010 | 0.541018 | 0.541026 | 0.541034 | 0.541043 | 0.541051 |
| 133.7 | 0.541059 | 0.541068 | 0.541076 | 0.541084 | 0.541092 | 0.541101 | 0.541109 | 0.541117 | 0.541125 | 0.541134 |
| 133.8 | 0.541142 | 0.541150 | 0.541158 | 0.541167 | 0.541175 | 0.541183 | 0.541191 | 0.541200 | 0.541208 | 0.541216 |
| 133.9 | 0.541224 | 0.541233 | 0.541241 | 0.541249 | 0.541257 | 0.541266 | 0.541274 | 0.541282 | 0.541290 | 0.541299 |
Logarithm Table for base 8503 — N = 134.00–134.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 134.0 | 0.541307 | 0.541315 | 0.541323 | 0.541332 | 0.541340 | 0.541348 | 0.541356 | 0.541365 | 0.541373 | 0.541381 |
| 134.1 | 0.541389 | 0.541398 | 0.541406 | 0.541414 | 0.541422 | 0.541431 | 0.541439 | 0.541447 | 0.541455 | 0.541464 |
| 134.2 | 0.541472 | 0.541480 | 0.541488 | 0.541497 | 0.541505 | 0.541513 | 0.541521 | 0.541529 | 0.541538 | 0.541546 |
| 134.3 | 0.541554 | 0.541562 | 0.541571 | 0.541579 | 0.541587 | 0.541595 | 0.541603 | 0.541612 | 0.541620 | 0.541628 |
| 134.4 | 0.541636 | 0.541645 | 0.541653 | 0.541661 | 0.541669 | 0.541677 | 0.541686 | 0.541694 | 0.541702 | 0.541710 |
| 134.5 | 0.541719 | 0.541727 | 0.541735 | 0.541743 | 0.541751 | 0.541760 | 0.541768 | 0.541776 | 0.541784 | 0.541793 |
| 134.6 | 0.541801 | 0.541809 | 0.541817 | 0.541825 | 0.541834 | 0.541842 | 0.541850 | 0.541858 | 0.541866 | 0.541875 |
| 134.7 | 0.541883 | 0.541891 | 0.541899 | 0.541907 | 0.541916 | 0.541924 | 0.541932 | 0.541940 | 0.541948 | 0.541957 |
| 134.8 | 0.541965 | 0.541973 | 0.541981 | 0.541989 | 0.541998 | 0.542006 | 0.542014 | 0.542022 | 0.542030 | 0.542039 |
| 134.9 | 0.542047 | 0.542055 | 0.542063 | 0.542071 | 0.542080 | 0.542088 | 0.542096 | 0.542104 | 0.542112 | 0.542120 |
Logarithm Table for base 8503 — N = 135.00–135.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 135.0 | 0.542129 | 0.542137 | 0.542145 | 0.542153 | 0.542161 | 0.542170 | 0.542178 | 0.542186 | 0.542194 | 0.542202 |
| 135.1 | 0.542211 | 0.542219 | 0.542227 | 0.542235 | 0.542243 | 0.542251 | 0.542260 | 0.542268 | 0.542276 | 0.542284 |
| 135.2 | 0.542292 | 0.542300 | 0.542309 | 0.542317 | 0.542325 | 0.542333 | 0.542341 | 0.542349 | 0.542358 | 0.542366 |
| 135.3 | 0.542374 | 0.542382 | 0.542390 | 0.542399 | 0.542407 | 0.542415 | 0.542423 | 0.542431 | 0.542439 | 0.542447 |
| 135.4 | 0.542456 | 0.542464 | 0.542472 | 0.542480 | 0.542488 | 0.542496 | 0.542505 | 0.542513 | 0.542521 | 0.542529 |
| 135.5 | 0.542537 | 0.542545 | 0.542554 | 0.542562 | 0.542570 | 0.542578 | 0.542586 | 0.542594 | 0.542602 | 0.542611 |
| 135.6 | 0.542619 | 0.542627 | 0.542635 | 0.542643 | 0.542651 | 0.542660 | 0.542668 | 0.542676 | 0.542684 | 0.542692 |
| 135.7 | 0.542700 | 0.542708 | 0.542717 | 0.542725 | 0.542733 | 0.542741 | 0.542749 | 0.542757 | 0.542765 | 0.542774 |
| 135.8 | 0.542782 | 0.542790 | 0.542798 | 0.542806 | 0.542814 | 0.542822 | 0.542830 | 0.542839 | 0.542847 | 0.542855 |
| 135.9 | 0.542863 | 0.542871 | 0.542879 | 0.542887 | 0.542896 | 0.542904 | 0.542912 | 0.542920 | 0.542928 | 0.542936 |
Logarithm Table for base 8503 — N = 136.00–136.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 136.0 | 0.542944 | 0.542952 | 0.542961 | 0.542969 | 0.542977 | 0.542985 | 0.542993 | 0.543001 | 0.543009 | 0.543017 |
| 136.1 | 0.543026 | 0.543034 | 0.543042 | 0.543050 | 0.543058 | 0.543066 | 0.543074 | 0.543082 | 0.543091 | 0.543099 |
| 136.2 | 0.543107 | 0.543115 | 0.543123 | 0.543131 | 0.543139 | 0.543147 | 0.543155 | 0.543164 | 0.543172 | 0.543180 |
| 136.3 | 0.543188 | 0.543196 | 0.543204 | 0.543212 | 0.543220 | 0.543228 | 0.543236 | 0.543245 | 0.543253 | 0.543261 |
| 136.4 | 0.543269 | 0.543277 | 0.543285 | 0.543293 | 0.543301 | 0.543309 | 0.543318 | 0.543326 | 0.543334 | 0.543342 |
| 136.5 | 0.543350 | 0.543358 | 0.543366 | 0.543374 | 0.543382 | 0.543390 | 0.543398 | 0.543407 | 0.543415 | 0.543423 |
| 136.6 | 0.543431 | 0.543439 | 0.543447 | 0.543455 | 0.543463 | 0.543471 | 0.543479 | 0.543487 | 0.543496 | 0.543504 |
| 136.7 | 0.543512 | 0.543520 | 0.543528 | 0.543536 | 0.543544 | 0.543552 | 0.543560 | 0.543568 | 0.543576 | 0.543584 |
| 136.8 | 0.543593 | 0.543601 | 0.543609 | 0.543617 | 0.543625 | 0.543633 | 0.543641 | 0.543649 | 0.543657 | 0.543665 |
| 136.9 | 0.543673 | 0.543681 | 0.543689 | 0.543698 | 0.543706 | 0.543714 | 0.543722 | 0.543730 | 0.543738 | 0.543746 |
Logarithm Table for base 8503 — N = 137.00–137.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 137.0 | 0.543754 | 0.543762 | 0.543770 | 0.543778 | 0.543786 | 0.543794 | 0.543802 | 0.543810 | 0.543819 | 0.543827 |
| 137.1 | 0.543835 | 0.543843 | 0.543851 | 0.543859 | 0.543867 | 0.543875 | 0.543883 | 0.543891 | 0.543899 | 0.543907 |
| 137.2 | 0.543915 | 0.543923 | 0.543931 | 0.543939 | 0.543947 | 0.543955 | 0.543964 | 0.543972 | 0.543980 | 0.543988 |
| 137.3 | 0.543996 | 0.544004 | 0.544012 | 0.544020 | 0.544028 | 0.544036 | 0.544044 | 0.544052 | 0.544060 | 0.544068 |
| 137.4 | 0.544076 | 0.544084 | 0.544092 | 0.544100 | 0.544108 | 0.544116 | 0.544124 | 0.544132 | 0.544141 | 0.544149 |
| 137.5 | 0.544157 | 0.544165 | 0.544173 | 0.544181 | 0.544189 | 0.544197 | 0.544205 | 0.544213 | 0.544221 | 0.544229 |
| 137.6 | 0.544237 | 0.544245 | 0.544253 | 0.544261 | 0.544269 | 0.544277 | 0.544285 | 0.544293 | 0.544301 | 0.544309 |
| 137.7 | 0.544317 | 0.544325 | 0.544333 | 0.544341 | 0.544349 | 0.544357 | 0.544365 | 0.544373 | 0.544381 | 0.544389 |
| 137.8 | 0.544397 | 0.544406 | 0.544414 | 0.544422 | 0.544430 | 0.544438 | 0.544446 | 0.544454 | 0.544462 | 0.544470 |
| 137.9 | 0.544478 | 0.544486 | 0.544494 | 0.544502 | 0.544510 | 0.544518 | 0.544526 | 0.544534 | 0.544542 | 0.544550 |
Logarithm Table for base 8503 — N = 138.00–138.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 138.0 | 0.544558 | 0.544566 | 0.544574 | 0.544582 | 0.544590 | 0.544598 | 0.544606 | 0.544614 | 0.544622 | 0.544630 |
| 138.1 | 0.544638 | 0.544646 | 0.544654 | 0.544662 | 0.544670 | 0.544678 | 0.544686 | 0.544694 | 0.544702 | 0.544710 |
| 138.2 | 0.544718 | 0.544726 | 0.544734 | 0.544742 | 0.544750 | 0.544758 | 0.544766 | 0.544774 | 0.544782 | 0.544790 |
| 138.3 | 0.544798 | 0.544806 | 0.544814 | 0.544822 | 0.544830 | 0.544838 | 0.544846 | 0.544854 | 0.544862 | 0.544870 |
| 138.4 | 0.544878 | 0.544886 | 0.544894 | 0.544902 | 0.544910 | 0.544918 | 0.544926 | 0.544934 | 0.544942 | 0.544950 |
| 138.5 | 0.544957 | 0.544965 | 0.544973 | 0.544981 | 0.544989 | 0.544997 | 0.545005 | 0.545013 | 0.545021 | 0.545029 |
| 138.6 | 0.545037 | 0.545045 | 0.545053 | 0.545061 | 0.545069 | 0.545077 | 0.545085 | 0.545093 | 0.545101 | 0.545109 |
| 138.7 | 0.545117 | 0.545125 | 0.545133 | 0.545141 | 0.545149 | 0.545157 | 0.545165 | 0.545173 | 0.545181 | 0.545189 |
| 138.8 | 0.545197 | 0.545205 | 0.545213 | 0.545221 | 0.545228 | 0.545236 | 0.545244 | 0.545252 | 0.545260 | 0.545268 |
| 138.9 | 0.545276 | 0.545284 | 0.545292 | 0.545300 | 0.545308 | 0.545316 | 0.545324 | 0.545332 | 0.545340 | 0.545348 |
Logarithm Table for base 8503 — N = 139.00–139.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 139.0 | 0.545356 | 0.545364 | 0.545372 | 0.545380 | 0.545388 | 0.545396 | 0.545403 | 0.545411 | 0.545419 | 0.545427 |
| 139.1 | 0.545435 | 0.545443 | 0.545451 | 0.545459 | 0.545467 | 0.545475 | 0.545483 | 0.545491 | 0.545499 | 0.545507 |
| 139.2 | 0.545515 | 0.545523 | 0.545531 | 0.545538 | 0.545546 | 0.545554 | 0.545562 | 0.545570 | 0.545578 | 0.545586 |
| 139.3 | 0.545594 | 0.545602 | 0.545610 | 0.545618 | 0.545626 | 0.545634 | 0.545642 | 0.545650 | 0.545657 | 0.545665 |
| 139.4 | 0.545673 | 0.545681 | 0.545689 | 0.545697 | 0.545705 | 0.545713 | 0.545721 | 0.545729 | 0.545737 | 0.545745 |
| 139.5 | 0.545753 | 0.545761 | 0.545768 | 0.545776 | 0.545784 | 0.545792 | 0.545800 | 0.545808 | 0.545816 | 0.545824 |
| 139.6 | 0.545832 | 0.545840 | 0.545848 | 0.545856 | 0.545863 | 0.545871 | 0.545879 | 0.545887 | 0.545895 | 0.545903 |
| 139.7 | 0.545911 | 0.545919 | 0.545927 | 0.545935 | 0.545943 | 0.545950 | 0.545958 | 0.545966 | 0.545974 | 0.545982 |
| 139.8 | 0.545990 | 0.545998 | 0.546006 | 0.546014 | 0.546022 | 0.546030 | 0.546037 | 0.546045 | 0.546053 | 0.546061 |
| 139.9 | 0.546069 | 0.546077 | 0.546085 | 0.546093 | 0.546101 | 0.546109 | 0.546116 | 0.546124 | 0.546132 | 0.546140 |
Logarithm Table for base 8503 — N = 140.00–140.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 140.0 | 0.546148 | 0.546156 | 0.546164 | 0.546172 | 0.546180 | 0.546187 | 0.546195 | 0.546203 | 0.546211 | 0.546219 |
| 140.1 | 0.546227 | 0.546235 | 0.546243 | 0.546251 | 0.546258 | 0.546266 | 0.546274 | 0.546282 | 0.546290 | 0.546298 |
| 140.2 | 0.546306 | 0.546314 | 0.546322 | 0.546329 | 0.546337 | 0.546345 | 0.546353 | 0.546361 | 0.546369 | 0.546377 |
| 140.3 | 0.546385 | 0.546392 | 0.546400 | 0.546408 | 0.546416 | 0.546424 | 0.546432 | 0.546440 | 0.546448 | 0.546455 |
| 140.4 | 0.546463 | 0.546471 | 0.546479 | 0.546487 | 0.546495 | 0.546503 | 0.546511 | 0.546518 | 0.546526 | 0.546534 |
| 140.5 | 0.546542 | 0.546550 | 0.546558 | 0.546566 | 0.546573 | 0.546581 | 0.546589 | 0.546597 | 0.546605 | 0.546613 |
| 140.6 | 0.546621 | 0.546629 | 0.546636 | 0.546644 | 0.546652 | 0.546660 | 0.546668 | 0.546676 | 0.546684 | 0.546691 |
| 140.7 | 0.546699 | 0.546707 | 0.546715 | 0.546723 | 0.546731 | 0.546739 | 0.546746 | 0.546754 | 0.546762 | 0.546770 |
| 140.8 | 0.546778 | 0.546786 | 0.546793 | 0.546801 | 0.546809 | 0.546817 | 0.546825 | 0.546833 | 0.546841 | 0.546848 |
| 140.9 | 0.546856 | 0.546864 | 0.546872 | 0.546880 | 0.546888 | 0.546895 | 0.546903 | 0.546911 | 0.546919 | 0.546927 |
Logarithm Table for base 8503 — N = 141.00–141.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 141.0 | 0.546935 | 0.546942 | 0.546950 | 0.546958 | 0.546966 | 0.546974 | 0.546982 | 0.546989 | 0.546997 | 0.547005 |
| 141.1 | 0.547013 | 0.547021 | 0.547029 | 0.547036 | 0.547044 | 0.547052 | 0.547060 | 0.547068 | 0.547076 | 0.547083 |
| 141.2 | 0.547091 | 0.547099 | 0.547107 | 0.547115 | 0.547123 | 0.547130 | 0.547138 | 0.547146 | 0.547154 | 0.547162 |
| 141.3 | 0.547170 | 0.547177 | 0.547185 | 0.547193 | 0.547201 | 0.547209 | 0.547216 | 0.547224 | 0.547232 | 0.547240 |
| 141.4 | 0.547248 | 0.547256 | 0.547263 | 0.547271 | 0.547279 | 0.547287 | 0.547295 | 0.547302 | 0.547310 | 0.547318 |
| 141.5 | 0.547326 | 0.547334 | 0.547341 | 0.547349 | 0.547357 | 0.547365 | 0.547373 | 0.547381 | 0.547388 | 0.547396 |
| 141.6 | 0.547404 | 0.547412 | 0.547420 | 0.547427 | 0.547435 | 0.547443 | 0.547451 | 0.547459 | 0.547466 | 0.547474 |
| 141.7 | 0.547482 | 0.547490 | 0.547498 | 0.547505 | 0.547513 | 0.547521 | 0.547529 | 0.547537 | 0.547544 | 0.547552 |
| 141.8 | 0.547560 | 0.547568 | 0.547576 | 0.547583 | 0.547591 | 0.547599 | 0.547607 | 0.547614 | 0.547622 | 0.547630 |
| 141.9 | 0.547638 | 0.547646 | 0.547653 | 0.547661 | 0.547669 | 0.547677 | 0.547685 | 0.547692 | 0.547700 | 0.547708 |
Logarithm Table for base 8503 — N = 142.00–142.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 142.0 | 0.547716 | 0.547723 | 0.547731 | 0.547739 | 0.547747 | 0.547755 | 0.547762 | 0.547770 | 0.547778 | 0.547786 |
| 142.1 | 0.547793 | 0.547801 | 0.547809 | 0.547817 | 0.547825 | 0.547832 | 0.547840 | 0.547848 | 0.547856 | 0.547863 |
| 142.2 | 0.547871 | 0.547879 | 0.547887 | 0.547895 | 0.547902 | 0.547910 | 0.547918 | 0.547926 | 0.547933 | 0.547941 |
| 142.3 | 0.547949 | 0.547957 | 0.547964 | 0.547972 | 0.547980 | 0.547988 | 0.547996 | 0.548003 | 0.548011 | 0.548019 |
| 142.4 | 0.548027 | 0.548034 | 0.548042 | 0.548050 | 0.548058 | 0.548065 | 0.548073 | 0.548081 | 0.548089 | 0.548096 |
| 142.5 | 0.548104 | 0.548112 | 0.548120 | 0.548127 | 0.548135 | 0.548143 | 0.548151 | 0.548158 | 0.548166 | 0.548174 |
| 142.6 | 0.548182 | 0.548189 | 0.548197 | 0.548205 | 0.548213 | 0.548220 | 0.548228 | 0.548236 | 0.548244 | 0.548251 |
| 142.7 | 0.548259 | 0.548267 | 0.548275 | 0.548282 | 0.548290 | 0.548298 | 0.548306 | 0.548313 | 0.548321 | 0.548329 |
| 142.8 | 0.548337 | 0.548344 | 0.548352 | 0.548360 | 0.548368 | 0.548375 | 0.548383 | 0.548391 | 0.548398 | 0.548406 |
| 142.9 | 0.548414 | 0.548422 | 0.548429 | 0.548437 | 0.548445 | 0.548453 | 0.548460 | 0.548468 | 0.548476 | 0.548484 |
Logarithm Table for base 8503 — N = 143.00–143.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 143.0 | 0.548491 | 0.548499 | 0.548507 | 0.548514 | 0.548522 | 0.548530 | 0.548538 | 0.548545 | 0.548553 | 0.548561 |
| 143.1 | 0.548569 | 0.548576 | 0.548584 | 0.548592 | 0.548599 | 0.548607 | 0.548615 | 0.548623 | 0.548630 | 0.548638 |
| 143.2 | 0.548646 | 0.548653 | 0.548661 | 0.548669 | 0.548677 | 0.548684 | 0.548692 | 0.548700 | 0.548707 | 0.548715 |
| 143.3 | 0.548723 | 0.548731 | 0.548738 | 0.548746 | 0.548754 | 0.548761 | 0.548769 | 0.548777 | 0.548785 | 0.548792 |
| 143.4 | 0.548800 | 0.548808 | 0.548815 | 0.548823 | 0.548831 | 0.548839 | 0.548846 | 0.548854 | 0.548862 | 0.548869 |
| 143.5 | 0.548877 | 0.548885 | 0.548892 | 0.548900 | 0.548908 | 0.548916 | 0.548923 | 0.548931 | 0.548939 | 0.548946 |
| 143.6 | 0.548954 | 0.548962 | 0.548969 | 0.548977 | 0.548985 | 0.548992 | 0.549000 | 0.549008 | 0.549016 | 0.549023 |
| 143.7 | 0.549031 | 0.549039 | 0.549046 | 0.549054 | 0.549062 | 0.549069 | 0.549077 | 0.549085 | 0.549092 | 0.549100 |
| 143.8 | 0.549108 | 0.549116 | 0.549123 | 0.549131 | 0.549139 | 0.549146 | 0.549154 | 0.549162 | 0.549169 | 0.549177 |
| 143.9 | 0.549185 | 0.549192 | 0.549200 | 0.549208 | 0.549215 | 0.549223 | 0.549231 | 0.549238 | 0.549246 | 0.549254 |
Logarithm Table for base 8503 — N = 144.00–144.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 144.0 | 0.549261 | 0.549269 | 0.549277 | 0.549284 | 0.549292 | 0.549300 | 0.549307 | 0.549315 | 0.549323 | 0.549330 |
| 144.1 | 0.549338 | 0.549346 | 0.549354 | 0.549361 | 0.549369 | 0.549377 | 0.549384 | 0.549392 | 0.549400 | 0.549407 |
| 144.2 | 0.549415 | 0.549423 | 0.549430 | 0.549438 | 0.549445 | 0.549453 | 0.549461 | 0.549468 | 0.549476 | 0.549484 |
| 144.3 | 0.549491 | 0.549499 | 0.549507 | 0.549514 | 0.549522 | 0.549530 | 0.549537 | 0.549545 | 0.549553 | 0.549560 |
| 144.4 | 0.549568 | 0.549576 | 0.549583 | 0.549591 | 0.549599 | 0.549606 | 0.549614 | 0.549622 | 0.549629 | 0.549637 |
| 144.5 | 0.549645 | 0.549652 | 0.549660 | 0.549667 | 0.549675 | 0.549683 | 0.549690 | 0.549698 | 0.549706 | 0.549713 |
| 144.6 | 0.549721 | 0.549729 | 0.549736 | 0.549744 | 0.549752 | 0.549759 | 0.549767 | 0.549774 | 0.549782 | 0.549790 |
| 144.7 | 0.549797 | 0.549805 | 0.549813 | 0.549820 | 0.549828 | 0.549836 | 0.549843 | 0.549851 | 0.549858 | 0.549866 |
| 144.8 | 0.549874 | 0.549881 | 0.549889 | 0.549897 | 0.549904 | 0.549912 | 0.549920 | 0.549927 | 0.549935 | 0.549942 |
| 144.9 | 0.549950 | 0.549958 | 0.549965 | 0.549973 | 0.549981 | 0.549988 | 0.549996 | 0.550003 | 0.550011 | 0.550019 |
Logarithm Table for base 8503 — N = 145.00–145.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 145.0 | 0.550026 | 0.550034 | 0.550042 | 0.550049 | 0.550057 | 0.550064 | 0.550072 | 0.550080 | 0.550087 | 0.550095 |
| 145.1 | 0.550102 | 0.550110 | 0.550118 | 0.550125 | 0.550133 | 0.550141 | 0.550148 | 0.550156 | 0.550163 | 0.550171 |
| 145.2 | 0.550179 | 0.550186 | 0.550194 | 0.550201 | 0.550209 | 0.550217 | 0.550224 | 0.550232 | 0.550240 | 0.550247 |
| 145.3 | 0.550255 | 0.550262 | 0.550270 | 0.550278 | 0.550285 | 0.550293 | 0.550300 | 0.550308 | 0.550316 | 0.550323 |
| 145.4 | 0.550331 | 0.550338 | 0.550346 | 0.550354 | 0.550361 | 0.550369 | 0.550376 | 0.550384 | 0.550392 | 0.550399 |
| 145.5 | 0.550407 | 0.550414 | 0.550422 | 0.550430 | 0.550437 | 0.550445 | 0.550452 | 0.550460 | 0.550467 | 0.550475 |
| 145.6 | 0.550483 | 0.550490 | 0.550498 | 0.550505 | 0.550513 | 0.550521 | 0.550528 | 0.550536 | 0.550543 | 0.550551 |
| 145.7 | 0.550559 | 0.550566 | 0.550574 | 0.550581 | 0.550589 | 0.550596 | 0.550604 | 0.550612 | 0.550619 | 0.550627 |
| 145.8 | 0.550634 | 0.550642 | 0.550650 | 0.550657 | 0.550665 | 0.550672 | 0.550680 | 0.550687 | 0.550695 | 0.550703 |
| 145.9 | 0.550710 | 0.550718 | 0.550725 | 0.550733 | 0.550740 | 0.550748 | 0.550756 | 0.550763 | 0.550771 | 0.550778 |
Logarithm Table for base 8503 — N = 146.00–146.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 146.0 | 0.550786 | 0.550793 | 0.550801 | 0.550809 | 0.550816 | 0.550824 | 0.550831 | 0.550839 | 0.550846 | 0.550854 |
| 146.1 | 0.550862 | 0.550869 | 0.550877 | 0.550884 | 0.550892 | 0.550899 | 0.550907 | 0.550914 | 0.550922 | 0.550930 |
| 146.2 | 0.550937 | 0.550945 | 0.550952 | 0.550960 | 0.550967 | 0.550975 | 0.550983 | 0.550990 | 0.550998 | 0.551005 |
| 146.3 | 0.551013 | 0.551020 | 0.551028 | 0.551035 | 0.551043 | 0.551051 | 0.551058 | 0.551066 | 0.551073 | 0.551081 |
| 146.4 | 0.551088 | 0.551096 | 0.551103 | 0.551111 | 0.551118 | 0.551126 | 0.551134 | 0.551141 | 0.551149 | 0.551156 |
| 146.5 | 0.551164 | 0.551171 | 0.551179 | 0.551186 | 0.551194 | 0.551201 | 0.551209 | 0.551217 | 0.551224 | 0.551232 |
| 146.6 | 0.551239 | 0.551247 | 0.551254 | 0.551262 | 0.551269 | 0.551277 | 0.551284 | 0.551292 | 0.551299 | 0.551307 |
| 146.7 | 0.551314 | 0.551322 | 0.551330 | 0.551337 | 0.551345 | 0.551352 | 0.551360 | 0.551367 | 0.551375 | 0.551382 |
| 146.8 | 0.551390 | 0.551397 | 0.551405 | 0.551412 | 0.551420 | 0.551427 | 0.551435 | 0.551442 | 0.551450 | 0.551458 |
| 146.9 | 0.551465 | 0.551473 | 0.551480 | 0.551488 | 0.551495 | 0.551503 | 0.551510 | 0.551518 | 0.551525 | 0.551533 |
Logarithm Table for base 8503 — N = 147.00–147.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 147.0 | 0.551540 | 0.551548 | 0.551555 | 0.551563 | 0.551570 | 0.551578 | 0.551585 | 0.551593 | 0.551600 | 0.551608 |
| 147.1 | 0.551615 | 0.551623 | 0.551630 | 0.551638 | 0.551645 | 0.551653 | 0.551661 | 0.551668 | 0.551676 | 0.551683 |
| 147.2 | 0.551691 | 0.551698 | 0.551706 | 0.551713 | 0.551721 | 0.551728 | 0.551736 | 0.551743 | 0.551751 | 0.551758 |
| 147.3 | 0.551766 | 0.551773 | 0.551781 | 0.551788 | 0.551796 | 0.551803 | 0.551811 | 0.551818 | 0.551826 | 0.551833 |
| 147.4 | 0.551841 | 0.551848 | 0.551856 | 0.551863 | 0.551871 | 0.551878 | 0.551886 | 0.551893 | 0.551901 | 0.551908 |
| 147.5 | 0.551916 | 0.551923 | 0.551931 | 0.551938 | 0.551946 | 0.551953 | 0.551961 | 0.551968 | 0.551975 | 0.551983 |
| 147.6 | 0.551990 | 0.551998 | 0.552005 | 0.552013 | 0.552020 | 0.552028 | 0.552035 | 0.552043 | 0.552050 | 0.552058 |
| 147.7 | 0.552065 | 0.552073 | 0.552080 | 0.552088 | 0.552095 | 0.552103 | 0.552110 | 0.552118 | 0.552125 | 0.552133 |
| 147.8 | 0.552140 | 0.552148 | 0.552155 | 0.552163 | 0.552170 | 0.552177 | 0.552185 | 0.552192 | 0.552200 | 0.552207 |
| 147.9 | 0.552215 | 0.552222 | 0.552230 | 0.552237 | 0.552245 | 0.552252 | 0.552260 | 0.552267 | 0.552275 | 0.552282 |
Logarithm Table for base 8503 — N = 148.00–148.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 148.0 | 0.552290 | 0.552297 | 0.552305 | 0.552312 | 0.552319 | 0.552327 | 0.552334 | 0.552342 | 0.552349 | 0.552357 |
| 148.1 | 0.552364 | 0.552372 | 0.552379 | 0.552387 | 0.552394 | 0.552402 | 0.552409 | 0.552416 | 0.552424 | 0.552431 |
| 148.2 | 0.552439 | 0.552446 | 0.552454 | 0.552461 | 0.552469 | 0.552476 | 0.552484 | 0.552491 | 0.552498 | 0.552506 |
| 148.3 | 0.552513 | 0.552521 | 0.552528 | 0.552536 | 0.552543 | 0.552551 | 0.552558 | 0.552566 | 0.552573 | 0.552580 |
| 148.4 | 0.552588 | 0.552595 | 0.552603 | 0.552610 | 0.552618 | 0.552625 | 0.552633 | 0.552640 | 0.552647 | 0.552655 |
| 148.5 | 0.552662 | 0.552670 | 0.552677 | 0.552685 | 0.552692 | 0.552700 | 0.552707 | 0.552714 | 0.552722 | 0.552729 |
| 148.6 | 0.552737 | 0.552744 | 0.552752 | 0.552759 | 0.552766 | 0.552774 | 0.552781 | 0.552789 | 0.552796 | 0.552804 |
| 148.7 | 0.552811 | 0.552818 | 0.552826 | 0.552833 | 0.552841 | 0.552848 | 0.552856 | 0.552863 | 0.552871 | 0.552878 |
| 148.8 | 0.552885 | 0.552893 | 0.552900 | 0.552908 | 0.552915 | 0.552922 | 0.552930 | 0.552937 | 0.552945 | 0.552952 |
| 148.9 | 0.552960 | 0.552967 | 0.552974 | 0.552982 | 0.552989 | 0.552997 | 0.553004 | 0.553012 | 0.553019 | 0.553026 |
Logarithm Table for base 8503 — N = 149.00–149.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 149.0 | 0.553034 | 0.553041 | 0.553049 | 0.553056 | 0.553063 | 0.553071 | 0.553078 | 0.553086 | 0.553093 | 0.553101 |
| 149.1 | 0.553108 | 0.553115 | 0.553123 | 0.553130 | 0.553138 | 0.553145 | 0.553152 | 0.553160 | 0.553167 | 0.553175 |
| 149.2 | 0.553182 | 0.553189 | 0.553197 | 0.553204 | 0.553212 | 0.553219 | 0.553226 | 0.553234 | 0.553241 | 0.553249 |
| 149.3 | 0.553256 | 0.553264 | 0.553271 | 0.553278 | 0.553286 | 0.553293 | 0.553301 | 0.553308 | 0.553315 | 0.553323 |
| 149.4 | 0.553330 | 0.553338 | 0.553345 | 0.553352 | 0.553360 | 0.553367 | 0.553374 | 0.553382 | 0.553389 | 0.553397 |
| 149.5 | 0.553404 | 0.553411 | 0.553419 | 0.553426 | 0.553434 | 0.553441 | 0.553448 | 0.553456 | 0.553463 | 0.553471 |
| 149.6 | 0.553478 | 0.553485 | 0.553493 | 0.553500 | 0.553508 | 0.553515 | 0.553522 | 0.553530 | 0.553537 | 0.553544 |
| 149.7 | 0.553552 | 0.553559 | 0.553567 | 0.553574 | 0.553581 | 0.553589 | 0.553596 | 0.553603 | 0.553611 | 0.553618 |
| 149.8 | 0.553626 | 0.553633 | 0.553640 | 0.553648 | 0.553655 | 0.553662 | 0.553670 | 0.553677 | 0.553685 | 0.553692 |
| 149.9 | 0.553699 | 0.553707 | 0.553714 | 0.553721 | 0.553729 | 0.553736 | 0.553744 | 0.553751 | 0.553758 | 0.553766 |
Logarithm Table for base 8503 — N = 150.00–150.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 150.0 | 0.553773 | 0.553780 | 0.553788 | 0.553795 | 0.553803 | 0.553810 | 0.553817 | 0.553825 | 0.553832 | 0.553839 |
| 150.1 | 0.553847 | 0.553854 | 0.553861 | 0.553869 | 0.553876 | 0.553884 | 0.553891 | 0.553898 | 0.553906 | 0.553913 |
| 150.2 | 0.553920 | 0.553928 | 0.553935 | 0.553942 | 0.553950 | 0.553957 | 0.553964 | 0.553972 | 0.553979 | 0.553987 |
| 150.3 | 0.553994 | 0.554001 | 0.554009 | 0.554016 | 0.554023 | 0.554031 | 0.554038 | 0.554045 | 0.554053 | 0.554060 |
| 150.4 | 0.554067 | 0.554075 | 0.554082 | 0.554089 | 0.554097 | 0.554104 | 0.554111 | 0.554119 | 0.554126 | 0.554134 |
| 150.5 | 0.554141 | 0.554148 | 0.554156 | 0.554163 | 0.554170 | 0.554178 | 0.554185 | 0.554192 | 0.554200 | 0.554207 |
| 150.6 | 0.554214 | 0.554222 | 0.554229 | 0.554236 | 0.554244 | 0.554251 | 0.554258 | 0.554266 | 0.554273 | 0.554280 |
| 150.7 | 0.554288 | 0.554295 | 0.554302 | 0.554310 | 0.554317 | 0.554324 | 0.554332 | 0.554339 | 0.554346 | 0.554354 |
| 150.8 | 0.554361 | 0.554368 | 0.554376 | 0.554383 | 0.554390 | 0.554398 | 0.554405 | 0.554412 | 0.554420 | 0.554427 |
| 150.9 | 0.554434 | 0.554442 | 0.554449 | 0.554456 | 0.554464 | 0.554471 | 0.554478 | 0.554485 | 0.554493 | 0.554500 |
Logarithm Table for base 8503 — N = 151.00–151.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 151.0 | 0.554507 | 0.554515 | 0.554522 | 0.554529 | 0.554537 | 0.554544 | 0.554551 | 0.554559 | 0.554566 | 0.554573 |
| 151.1 | 0.554581 | 0.554588 | 0.554595 | 0.554603 | 0.554610 | 0.554617 | 0.554624 | 0.554632 | 0.554639 | 0.554646 |
| 151.2 | 0.554654 | 0.554661 | 0.554668 | 0.554676 | 0.554683 | 0.554690 | 0.554698 | 0.554705 | 0.554712 | 0.554719 |
| 151.3 | 0.554727 | 0.554734 | 0.554741 | 0.554749 | 0.554756 | 0.554763 | 0.554771 | 0.554778 | 0.554785 | 0.554793 |
| 151.4 | 0.554800 | 0.554807 | 0.554814 | 0.554822 | 0.554829 | 0.554836 | 0.554844 | 0.554851 | 0.554858 | 0.554865 |
| 151.5 | 0.554873 | 0.554880 | 0.554887 | 0.554895 | 0.554902 | 0.554909 | 0.554917 | 0.554924 | 0.554931 | 0.554938 |
| 151.6 | 0.554946 | 0.554953 | 0.554960 | 0.554968 | 0.554975 | 0.554982 | 0.554989 | 0.554997 | 0.555004 | 0.555011 |
| 151.7 | 0.555019 | 0.555026 | 0.555033 | 0.555040 | 0.555048 | 0.555055 | 0.555062 | 0.555070 | 0.555077 | 0.555084 |
| 151.8 | 0.555091 | 0.555099 | 0.555106 | 0.555113 | 0.555121 | 0.555128 | 0.555135 | 0.555142 | 0.555150 | 0.555157 |
| 151.9 | 0.555164 | 0.555171 | 0.555179 | 0.555186 | 0.555193 | 0.555201 | 0.555208 | 0.555215 | 0.555222 | 0.555230 |
Logarithm Table for base 8503 — N = 152.00–152.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 152.0 | 0.555237 | 0.555244 | 0.555251 | 0.555259 | 0.555266 | 0.555273 | 0.555281 | 0.555288 | 0.555295 | 0.555302 |
| 152.1 | 0.555310 | 0.555317 | 0.555324 | 0.555331 | 0.555339 | 0.555346 | 0.555353 | 0.555360 | 0.555368 | 0.555375 |
| 152.2 | 0.555382 | 0.555390 | 0.555397 | 0.555404 | 0.555411 | 0.555419 | 0.555426 | 0.555433 | 0.555440 | 0.555448 |
| 152.3 | 0.555455 | 0.555462 | 0.555469 | 0.555477 | 0.555484 | 0.555491 | 0.555498 | 0.555506 | 0.555513 | 0.555520 |
| 152.4 | 0.555527 | 0.555535 | 0.555542 | 0.555549 | 0.555556 | 0.555564 | 0.555571 | 0.555578 | 0.555585 | 0.555593 |
| 152.5 | 0.555600 | 0.555607 | 0.555614 | 0.555622 | 0.555629 | 0.555636 | 0.555643 | 0.555651 | 0.555658 | 0.555665 |
| 152.6 | 0.555672 | 0.555680 | 0.555687 | 0.555694 | 0.555701 | 0.555709 | 0.555716 | 0.555723 | 0.555730 | 0.555737 |
| 152.7 | 0.555745 | 0.555752 | 0.555759 | 0.555766 | 0.555774 | 0.555781 | 0.555788 | 0.555795 | 0.555803 | 0.555810 |
| 152.8 | 0.555817 | 0.555824 | 0.555832 | 0.555839 | 0.555846 | 0.555853 | 0.555860 | 0.555868 | 0.555875 | 0.555882 |
| 152.9 | 0.555889 | 0.555897 | 0.555904 | 0.555911 | 0.555918 | 0.555926 | 0.555933 | 0.555940 | 0.555947 | 0.555954 |
Logarithm Table for base 8503 — N = 153.00–153.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 153.0 | 0.555962 | 0.555969 | 0.555976 | 0.555983 | 0.555991 | 0.555998 | 0.556005 | 0.556012 | 0.556019 | 0.556027 |
| 153.1 | 0.556034 | 0.556041 | 0.556048 | 0.556056 | 0.556063 | 0.556070 | 0.556077 | 0.556084 | 0.556092 | 0.556099 |
| 153.2 | 0.556106 | 0.556113 | 0.556120 | 0.556128 | 0.556135 | 0.556142 | 0.556149 | 0.556157 | 0.556164 | 0.556171 |
| 153.3 | 0.556178 | 0.556185 | 0.556193 | 0.556200 | 0.556207 | 0.556214 | 0.556221 | 0.556229 | 0.556236 | 0.556243 |
| 153.4 | 0.556250 | 0.556257 | 0.556265 | 0.556272 | 0.556279 | 0.556286 | 0.556293 | 0.556301 | 0.556308 | 0.556315 |
| 153.5 | 0.556322 | 0.556329 | 0.556337 | 0.556344 | 0.556351 | 0.556358 | 0.556365 | 0.556373 | 0.556380 | 0.556387 |
| 153.6 | 0.556394 | 0.556401 | 0.556409 | 0.556416 | 0.556423 | 0.556430 | 0.556437 | 0.556445 | 0.556452 | 0.556459 |
| 153.7 | 0.556466 | 0.556473 | 0.556481 | 0.556488 | 0.556495 | 0.556502 | 0.556509 | 0.556516 | 0.556524 | 0.556531 |
| 153.8 | 0.556538 | 0.556545 | 0.556552 | 0.556560 | 0.556567 | 0.556574 | 0.556581 | 0.556588 | 0.556595 | 0.556603 |
| 153.9 | 0.556610 | 0.556617 | 0.556624 | 0.556631 | 0.556639 | 0.556646 | 0.556653 | 0.556660 | 0.556667 | 0.556674 |
Logarithm Table for base 8503 — N = 154.00–154.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 154.0 | 0.556682 | 0.556689 | 0.556696 | 0.556703 | 0.556710 | 0.556718 | 0.556725 | 0.556732 | 0.556739 | 0.556746 |
| 154.1 | 0.556753 | 0.556761 | 0.556768 | 0.556775 | 0.556782 | 0.556789 | 0.556796 | 0.556804 | 0.556811 | 0.556818 |
| 154.2 | 0.556825 | 0.556832 | 0.556839 | 0.556847 | 0.556854 | 0.556861 | 0.556868 | 0.556875 | 0.556882 | 0.556890 |
| 154.3 | 0.556897 | 0.556904 | 0.556911 | 0.556918 | 0.556925 | 0.556933 | 0.556940 | 0.556947 | 0.556954 | 0.556961 |
| 154.4 | 0.556968 | 0.556975 | 0.556983 | 0.556990 | 0.556997 | 0.557004 | 0.557011 | 0.557018 | 0.557026 | 0.557033 |
| 154.5 | 0.557040 | 0.557047 | 0.557054 | 0.557061 | 0.557069 | 0.557076 | 0.557083 | 0.557090 | 0.557097 | 0.557104 |
| 154.6 | 0.557111 | 0.557119 | 0.557126 | 0.557133 | 0.557140 | 0.557147 | 0.557154 | 0.557161 | 0.557169 | 0.557176 |
| 154.7 | 0.557183 | 0.557190 | 0.557197 | 0.557204 | 0.557211 | 0.557219 | 0.557226 | 0.557233 | 0.557240 | 0.557247 |
| 154.8 | 0.557254 | 0.557261 | 0.557269 | 0.557276 | 0.557283 | 0.557290 | 0.557297 | 0.557304 | 0.557311 | 0.557319 |
| 154.9 | 0.557326 | 0.557333 | 0.557340 | 0.557347 | 0.557354 | 0.557361 | 0.557368 | 0.557376 | 0.557383 | 0.557390 |
Logarithm Table for base 8503 — N = 155.00–155.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 155.0 | 0.557397 | 0.557404 | 0.557411 | 0.557418 | 0.557426 | 0.557433 | 0.557440 | 0.557447 | 0.557454 | 0.557461 |
| 155.1 | 0.557468 | 0.557475 | 0.557483 | 0.557490 | 0.557497 | 0.557504 | 0.557511 | 0.557518 | 0.557525 | 0.557532 |
| 155.2 | 0.557540 | 0.557547 | 0.557554 | 0.557561 | 0.557568 | 0.557575 | 0.557582 | 0.557589 | 0.557596 | 0.557604 |
| 155.3 | 0.557611 | 0.557618 | 0.557625 | 0.557632 | 0.557639 | 0.557646 | 0.557653 | 0.557660 | 0.557668 | 0.557675 |
| 155.4 | 0.557682 | 0.557689 | 0.557696 | 0.557703 | 0.557710 | 0.557717 | 0.557724 | 0.557732 | 0.557739 | 0.557746 |
| 155.5 | 0.557753 | 0.557760 | 0.557767 | 0.557774 | 0.557781 | 0.557788 | 0.557796 | 0.557803 | 0.557810 | 0.557817 |
| 155.6 | 0.557824 | 0.557831 | 0.557838 | 0.557845 | 0.557852 | 0.557859 | 0.557867 | 0.557874 | 0.557881 | 0.557888 |
| 155.7 | 0.557895 | 0.557902 | 0.557909 | 0.557916 | 0.557923 | 0.557930 | 0.557938 | 0.557945 | 0.557952 | 0.557959 |
| 155.8 | 0.557966 | 0.557973 | 0.557980 | 0.557987 | 0.557994 | 0.558001 | 0.558008 | 0.558016 | 0.558023 | 0.558030 |
| 155.9 | 0.558037 | 0.558044 | 0.558051 | 0.558058 | 0.558065 | 0.558072 | 0.558079 | 0.558086 | 0.558094 | 0.558101 |
Logarithm Table for base 8503 — N = 156.00–156.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 156.0 | 0.558108 | 0.558115 | 0.558122 | 0.558129 | 0.558136 | 0.558143 | 0.558150 | 0.558157 | 0.558164 | 0.558171 |
| 156.1 | 0.558179 | 0.558186 | 0.558193 | 0.558200 | 0.558207 | 0.558214 | 0.558221 | 0.558228 | 0.558235 | 0.558242 |
| 156.2 | 0.558249 | 0.558256 | 0.558263 | 0.558271 | 0.558278 | 0.558285 | 0.558292 | 0.558299 | 0.558306 | 0.558313 |
| 156.3 | 0.558320 | 0.558327 | 0.558334 | 0.558341 | 0.558348 | 0.558355 | 0.558362 | 0.558370 | 0.558377 | 0.558384 |
| 156.4 | 0.558391 | 0.558398 | 0.558405 | 0.558412 | 0.558419 | 0.558426 | 0.558433 | 0.558440 | 0.558447 | 0.558454 |
| 156.5 | 0.558461 | 0.558468 | 0.558476 | 0.558483 | 0.558490 | 0.558497 | 0.558504 | 0.558511 | 0.558518 | 0.558525 |
| 156.6 | 0.558532 | 0.558539 | 0.558546 | 0.558553 | 0.558560 | 0.558567 | 0.558574 | 0.558581 | 0.558588 | 0.558595 |
| 156.7 | 0.558603 | 0.558610 | 0.558617 | 0.558624 | 0.558631 | 0.558638 | 0.558645 | 0.558652 | 0.558659 | 0.558666 |
| 156.8 | 0.558673 | 0.558680 | 0.558687 | 0.558694 | 0.558701 | 0.558708 | 0.558715 | 0.558722 | 0.558729 | 0.558736 |
| 156.9 | 0.558744 | 0.558751 | 0.558758 | 0.558765 | 0.558772 | 0.558779 | 0.558786 | 0.558793 | 0.558800 | 0.558807 |
Logarithm Table for base 8503 — N = 157.00–157.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 157.0 | 0.558814 | 0.558821 | 0.558828 | 0.558835 | 0.558842 | 0.558849 | 0.558856 | 0.558863 | 0.558870 | 0.558877 |
| 157.1 | 0.558884 | 0.558891 | 0.558898 | 0.558905 | 0.558912 | 0.558919 | 0.558926 | 0.558934 | 0.558941 | 0.558948 |
| 157.2 | 0.558955 | 0.558962 | 0.558969 | 0.558976 | 0.558983 | 0.558990 | 0.558997 | 0.559004 | 0.559011 | 0.559018 |
| 157.3 | 0.559025 | 0.559032 | 0.559039 | 0.559046 | 0.559053 | 0.559060 | 0.559067 | 0.559074 | 0.559081 | 0.559088 |
| 157.4 | 0.559095 | 0.559102 | 0.559109 | 0.559116 | 0.559123 | 0.559130 | 0.559137 | 0.559144 | 0.559151 | 0.559158 |
| 157.5 | 0.559165 | 0.559172 | 0.559179 | 0.559186 | 0.559193 | 0.559200 | 0.559207 | 0.559214 | 0.559221 | 0.559228 |
| 157.6 | 0.559235 | 0.559242 | 0.559250 | 0.559257 | 0.559264 | 0.559271 | 0.559278 | 0.559285 | 0.559292 | 0.559299 |
| 157.7 | 0.559306 | 0.559313 | 0.559320 | 0.559327 | 0.559334 | 0.559341 | 0.559348 | 0.559355 | 0.559362 | 0.559369 |
| 157.8 | 0.559376 | 0.559383 | 0.559390 | 0.559397 | 0.559404 | 0.559411 | 0.559418 | 0.559425 | 0.559432 | 0.559439 |
| 157.9 | 0.559446 | 0.559453 | 0.559460 | 0.559467 | 0.559474 | 0.559481 | 0.559488 | 0.559495 | 0.559502 | 0.559509 |
Logarithm Table for base 8503 — N = 158.00–158.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 158.0 | 0.559516 | 0.559523 | 0.559530 | 0.559537 | 0.559544 | 0.559551 | 0.559558 | 0.559565 | 0.559572 | 0.559579 |
| 158.1 | 0.559586 | 0.559593 | 0.559600 | 0.559607 | 0.559614 | 0.559621 | 0.559628 | 0.559634 | 0.559641 | 0.559648 |
| 158.2 | 0.559655 | 0.559662 | 0.559669 | 0.559676 | 0.559683 | 0.559690 | 0.559697 | 0.559704 | 0.559711 | 0.559718 |
| 158.3 | 0.559725 | 0.559732 | 0.559739 | 0.559746 | 0.559753 | 0.559760 | 0.559767 | 0.559774 | 0.559781 | 0.559788 |
| 158.4 | 0.559795 | 0.559802 | 0.559809 | 0.559816 | 0.559823 | 0.559830 | 0.559837 | 0.559844 | 0.559851 | 0.559858 |
| 158.5 | 0.559865 | 0.559872 | 0.559879 | 0.559886 | 0.559893 | 0.559900 | 0.559907 | 0.559914 | 0.559921 | 0.559928 |
| 158.6 | 0.559935 | 0.559942 | 0.559948 | 0.559955 | 0.559962 | 0.559969 | 0.559976 | 0.559983 | 0.559990 | 0.559997 |
| 158.7 | 0.560004 | 0.560011 | 0.560018 | 0.560025 | 0.560032 | 0.560039 | 0.560046 | 0.560053 | 0.560060 | 0.560067 |
| 158.8 | 0.560074 | 0.560081 | 0.560088 | 0.560095 | 0.560102 | 0.560109 | 0.560116 | 0.560123 | 0.560129 | 0.560136 |
| 158.9 | 0.560143 | 0.560150 | 0.560157 | 0.560164 | 0.560171 | 0.560178 | 0.560185 | 0.560192 | 0.560199 | 0.560206 |
Logarithm Table for base 8503 — N = 159.00–159.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 159.0 | 0.560213 | 0.560220 | 0.560227 | 0.560234 | 0.560241 | 0.560248 | 0.560255 | 0.560262 | 0.560269 | 0.560275 |
| 159.1 | 0.560282 | 0.560289 | 0.560296 | 0.560303 | 0.560310 | 0.560317 | 0.560324 | 0.560331 | 0.560338 | 0.560345 |
| 159.2 | 0.560352 | 0.560359 | 0.560366 | 0.560373 | 0.560380 | 0.560387 | 0.560394 | 0.560400 | 0.560407 | 0.560414 |
| 159.3 | 0.560421 | 0.560428 | 0.560435 | 0.560442 | 0.560449 | 0.560456 | 0.560463 | 0.560470 | 0.560477 | 0.560484 |
| 159.4 | 0.560491 | 0.560498 | 0.560504 | 0.560511 | 0.560518 | 0.560525 | 0.560532 | 0.560539 | 0.560546 | 0.560553 |
| 159.5 | 0.560560 | 0.560567 | 0.560574 | 0.560581 | 0.560588 | 0.560595 | 0.560601 | 0.560608 | 0.560615 | 0.560622 |
| 159.6 | 0.560629 | 0.560636 | 0.560643 | 0.560650 | 0.560657 | 0.560664 | 0.560671 | 0.560678 | 0.560685 | 0.560692 |
| 159.7 | 0.560698 | 0.560705 | 0.560712 | 0.560719 | 0.560726 | 0.560733 | 0.560740 | 0.560747 | 0.560754 | 0.560761 |
| 159.8 | 0.560768 | 0.560775 | 0.560781 | 0.560788 | 0.560795 | 0.560802 | 0.560809 | 0.560816 | 0.560823 | 0.560830 |
| 159.9 | 0.560837 | 0.560844 | 0.560851 | 0.560857 | 0.560864 | 0.560871 | 0.560878 | 0.560885 | 0.560892 | 0.560899 |
Logarithm Table for base 8503 — N = 160.00–160.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 160.0 | 0.560906 | 0.560913 | 0.560920 | 0.560927 | 0.560933 | 0.560940 | 0.560947 | 0.560954 | 0.560961 | 0.560968 |
| 160.1 | 0.560975 | 0.560982 | 0.560989 | 0.560996 | 0.561003 | 0.561009 | 0.561016 | 0.561023 | 0.561030 | 0.561037 |
| 160.2 | 0.561044 | 0.561051 | 0.561058 | 0.561065 | 0.561071 | 0.561078 | 0.561085 | 0.561092 | 0.561099 | 0.561106 |
| 160.3 | 0.561113 | 0.561120 | 0.561127 | 0.561134 | 0.561140 | 0.561147 | 0.561154 | 0.561161 | 0.561168 | 0.561175 |
| 160.4 | 0.561182 | 0.561189 | 0.561196 | 0.561202 | 0.561209 | 0.561216 | 0.561223 | 0.561230 | 0.561237 | 0.561244 |
| 160.5 | 0.561251 | 0.561258 | 0.561264 | 0.561271 | 0.561278 | 0.561285 | 0.561292 | 0.561299 | 0.561306 | 0.561313 |
| 160.6 | 0.561320 | 0.561326 | 0.561333 | 0.561340 | 0.561347 | 0.561354 | 0.561361 | 0.561368 | 0.561375 | 0.561381 |
| 160.7 | 0.561388 | 0.561395 | 0.561402 | 0.561409 | 0.561416 | 0.561423 | 0.561430 | 0.561436 | 0.561443 | 0.561450 |
| 160.8 | 0.561457 | 0.561464 | 0.561471 | 0.561478 | 0.561485 | 0.561491 | 0.561498 | 0.561505 | 0.561512 | 0.561519 |
| 160.9 | 0.561526 | 0.561533 | 0.561540 | 0.561546 | 0.561553 | 0.561560 | 0.561567 | 0.561574 | 0.561581 | 0.561588 |
Logarithm Table for base 8503 — N = 161.00–161.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 161.0 | 0.561594 | 0.561601 | 0.561608 | 0.561615 | 0.561622 | 0.561629 | 0.561636 | 0.561642 | 0.561649 | 0.561656 |
| 161.1 | 0.561663 | 0.561670 | 0.561677 | 0.561684 | 0.561690 | 0.561697 | 0.561704 | 0.561711 | 0.561718 | 0.561725 |
| 161.2 | 0.561732 | 0.561738 | 0.561745 | 0.561752 | 0.561759 | 0.561766 | 0.561773 | 0.561780 | 0.561786 | 0.561793 |
| 161.3 | 0.561800 | 0.561807 | 0.561814 | 0.561821 | 0.561828 | 0.561834 | 0.561841 | 0.561848 | 0.561855 | 0.561862 |
| 161.4 | 0.561869 | 0.561876 | 0.561882 | 0.561889 | 0.561896 | 0.561903 | 0.561910 | 0.561917 | 0.561923 | 0.561930 |
| 161.5 | 0.561937 | 0.561944 | 0.561951 | 0.561958 | 0.561965 | 0.561971 | 0.561978 | 0.561985 | 0.561992 | 0.561999 |
| 161.6 | 0.562006 | 0.562012 | 0.562019 | 0.562026 | 0.562033 | 0.562040 | 0.562047 | 0.562053 | 0.562060 | 0.562067 |
| 161.7 | 0.562074 | 0.562081 | 0.562088 | 0.562094 | 0.562101 | 0.562108 | 0.562115 | 0.562122 | 0.562129 | 0.562135 |
| 161.8 | 0.562142 | 0.562149 | 0.562156 | 0.562163 | 0.562170 | 0.562176 | 0.562183 | 0.562190 | 0.562197 | 0.562204 |
| 161.9 | 0.562211 | 0.562217 | 0.562224 | 0.562231 | 0.562238 | 0.562245 | 0.562251 | 0.562258 | 0.562265 | 0.562272 |
Logarithm Table for base 8503 — N = 162.00–162.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 162.0 | 0.562279 | 0.562286 | 0.562292 | 0.562299 | 0.562306 | 0.562313 | 0.562320 | 0.562327 | 0.562333 | 0.562340 |
| 162.1 | 0.562347 | 0.562354 | 0.562361 | 0.562367 | 0.562374 | 0.562381 | 0.562388 | 0.562395 | 0.562402 | 0.562408 |
| 162.2 | 0.562415 | 0.562422 | 0.562429 | 0.562436 | 0.562442 | 0.562449 | 0.562456 | 0.562463 | 0.562470 | 0.562476 |
| 162.3 | 0.562483 | 0.562490 | 0.562497 | 0.562504 | 0.562510 | 0.562517 | 0.562524 | 0.562531 | 0.562538 | 0.562545 |
| 162.4 | 0.562551 | 0.562558 | 0.562565 | 0.562572 | 0.562579 | 0.562585 | 0.562592 | 0.562599 | 0.562606 | 0.562613 |
| 162.5 | 0.562619 | 0.562626 | 0.562633 | 0.562640 | 0.562647 | 0.562653 | 0.562660 | 0.562667 | 0.562674 | 0.562681 |
| 162.6 | 0.562687 | 0.562694 | 0.562701 | 0.562708 | 0.562715 | 0.562721 | 0.562728 | 0.562735 | 0.562742 | 0.562749 |
| 162.7 | 0.562755 | 0.562762 | 0.562769 | 0.562776 | 0.562782 | 0.562789 | 0.562796 | 0.562803 | 0.562810 | 0.562816 |
| 162.8 | 0.562823 | 0.562830 | 0.562837 | 0.562844 | 0.562850 | 0.562857 | 0.562864 | 0.562871 | 0.562877 | 0.562884 |
| 162.9 | 0.562891 | 0.562898 | 0.562905 | 0.562911 | 0.562918 | 0.562925 | 0.562932 | 0.562939 | 0.562945 | 0.562952 |
Logarithm Table for base 8503 — N = 163.00–163.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 163.0 | 0.562959 | 0.562966 | 0.562972 | 0.562979 | 0.562986 | 0.562993 | 0.563000 | 0.563006 | 0.563013 | 0.563020 |
| 163.1 | 0.563027 | 0.563033 | 0.563040 | 0.563047 | 0.563054 | 0.563061 | 0.563067 | 0.563074 | 0.563081 | 0.563088 |
| 163.2 | 0.563094 | 0.563101 | 0.563108 | 0.563115 | 0.563122 | 0.563128 | 0.563135 | 0.563142 | 0.563149 | 0.563155 |
| 163.3 | 0.563162 | 0.563169 | 0.563176 | 0.563182 | 0.563189 | 0.563196 | 0.563203 | 0.563209 | 0.563216 | 0.563223 |
| 163.4 | 0.563230 | 0.563237 | 0.563243 | 0.563250 | 0.563257 | 0.563264 | 0.563270 | 0.563277 | 0.563284 | 0.563291 |
| 163.5 | 0.563297 | 0.563304 | 0.563311 | 0.563318 | 0.563324 | 0.563331 | 0.563338 | 0.563345 | 0.563351 | 0.563358 |
| 163.6 | 0.563365 | 0.563372 | 0.563378 | 0.563385 | 0.563392 | 0.563399 | 0.563405 | 0.563412 | 0.563419 | 0.563426 |
| 163.7 | 0.563433 | 0.563439 | 0.563446 | 0.563453 | 0.563460 | 0.563466 | 0.563473 | 0.563480 | 0.563486 | 0.563493 |
| 163.8 | 0.563500 | 0.563507 | 0.563513 | 0.563520 | 0.563527 | 0.563534 | 0.563540 | 0.563547 | 0.563554 | 0.563561 |
| 163.9 | 0.563567 | 0.563574 | 0.563581 | 0.563588 | 0.563594 | 0.563601 | 0.563608 | 0.563615 | 0.563621 | 0.563628 |
Logarithm Table for base 8503 — N = 164.00–164.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 164.0 | 0.563635 | 0.563642 | 0.563648 | 0.563655 | 0.563662 | 0.563669 | 0.563675 | 0.563682 | 0.563689 | 0.563695 |
| 164.1 | 0.563702 | 0.563709 | 0.563716 | 0.563722 | 0.563729 | 0.563736 | 0.563743 | 0.563749 | 0.563756 | 0.563763 |
| 164.2 | 0.563770 | 0.563776 | 0.563783 | 0.563790 | 0.563796 | 0.563803 | 0.563810 | 0.563817 | 0.563823 | 0.563830 |
| 164.3 | 0.563837 | 0.563844 | 0.563850 | 0.563857 | 0.563864 | 0.563870 | 0.563877 | 0.563884 | 0.563891 | 0.563897 |
| 164.4 | 0.563904 | 0.563911 | 0.563918 | 0.563924 | 0.563931 | 0.563938 | 0.563944 | 0.563951 | 0.563958 | 0.563965 |
| 164.5 | 0.563971 | 0.563978 | 0.563985 | 0.563991 | 0.563998 | 0.564005 | 0.564012 | 0.564018 | 0.564025 | 0.564032 |
| 164.6 | 0.564038 | 0.564045 | 0.564052 | 0.564059 | 0.564065 | 0.564072 | 0.564079 | 0.564085 | 0.564092 | 0.564099 |
| 164.7 | 0.564106 | 0.564112 | 0.564119 | 0.564126 | 0.564132 | 0.564139 | 0.564146 | 0.564153 | 0.564159 | 0.564166 |
| 164.8 | 0.564173 | 0.564179 | 0.564186 | 0.564193 | 0.564199 | 0.564206 | 0.564213 | 0.564220 | 0.564226 | 0.564233 |
| 164.9 | 0.564240 | 0.564246 | 0.564253 | 0.564260 | 0.564267 | 0.564273 | 0.564280 | 0.564287 | 0.564293 | 0.564300 |
Logarithm Table for base 8503 — N = 165.00–165.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 165.0 | 0.564307 | 0.564313 | 0.564320 | 0.564327 | 0.564333 | 0.564340 | 0.564347 | 0.564354 | 0.564360 | 0.564367 |
| 165.1 | 0.564374 | 0.564380 | 0.564387 | 0.564394 | 0.564400 | 0.564407 | 0.564414 | 0.564421 | 0.564427 | 0.564434 |
| 165.2 | 0.564441 | 0.564447 | 0.564454 | 0.564461 | 0.564467 | 0.564474 | 0.564481 | 0.564487 | 0.564494 | 0.564501 |
| 165.3 | 0.564507 | 0.564514 | 0.564521 | 0.564528 | 0.564534 | 0.564541 | 0.564548 | 0.564554 | 0.564561 | 0.564568 |
| 165.4 | 0.564574 | 0.564581 | 0.564588 | 0.564594 | 0.564601 | 0.564608 | 0.564614 | 0.564621 | 0.564628 | 0.564634 |
| 165.5 | 0.564641 | 0.564648 | 0.564654 | 0.564661 | 0.564668 | 0.564674 | 0.564681 | 0.564688 | 0.564695 | 0.564701 |
| 165.6 | 0.564708 | 0.564715 | 0.564721 | 0.564728 | 0.564735 | 0.564741 | 0.564748 | 0.564755 | 0.564761 | 0.564768 |
| 165.7 | 0.564775 | 0.564781 | 0.564788 | 0.564795 | 0.564801 | 0.564808 | 0.564815 | 0.564821 | 0.564828 | 0.564835 |
| 165.8 | 0.564841 | 0.564848 | 0.564855 | 0.564861 | 0.564868 | 0.564875 | 0.564881 | 0.564888 | 0.564895 | 0.564901 |
| 165.9 | 0.564908 | 0.564915 | 0.564921 | 0.564928 | 0.564935 | 0.564941 | 0.564948 | 0.564955 | 0.564961 | 0.564968 |
Logarithm Table for base 8503 — N = 166.00–166.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 166.0 | 0.564975 | 0.564981 | 0.564988 | 0.564994 | 0.565001 | 0.565008 | 0.565014 | 0.565021 | 0.565028 | 0.565034 |
| 166.1 | 0.565041 | 0.565048 | 0.565054 | 0.565061 | 0.565068 | 0.565074 | 0.565081 | 0.565088 | 0.565094 | 0.565101 |
| 166.2 | 0.565108 | 0.565114 | 0.565121 | 0.565128 | 0.565134 | 0.565141 | 0.565147 | 0.565154 | 0.565161 | 0.565167 |
| 166.3 | 0.565174 | 0.565181 | 0.565187 | 0.565194 | 0.565201 | 0.565207 | 0.565214 | 0.565221 | 0.565227 | 0.565234 |
| 166.4 | 0.565240 | 0.565247 | 0.565254 | 0.565260 | 0.565267 | 0.565274 | 0.565280 | 0.565287 | 0.565294 | 0.565300 |
| 166.5 | 0.565307 | 0.565314 | 0.565320 | 0.565327 | 0.565333 | 0.565340 | 0.565347 | 0.565353 | 0.565360 | 0.565367 |
| 166.6 | 0.565373 | 0.565380 | 0.565387 | 0.565393 | 0.565400 | 0.565406 | 0.565413 | 0.565420 | 0.565426 | 0.565433 |
| 166.7 | 0.565440 | 0.565446 | 0.565453 | 0.565459 | 0.565466 | 0.565473 | 0.565479 | 0.565486 | 0.565493 | 0.565499 |
| 166.8 | 0.565506 | 0.565512 | 0.565519 | 0.565526 | 0.565532 | 0.565539 | 0.565546 | 0.565552 | 0.565559 | 0.565565 |
| 166.9 | 0.565572 | 0.565579 | 0.565585 | 0.565592 | 0.565599 | 0.565605 | 0.565612 | 0.565618 | 0.565625 | 0.565632 |
Logarithm Table for base 8503 — N = 167.00–167.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 167.0 | 0.565638 | 0.565645 | 0.565652 | 0.565658 | 0.565665 | 0.565671 | 0.565678 | 0.565685 | 0.565691 | 0.565698 |
| 167.1 | 0.565704 | 0.565711 | 0.565718 | 0.565724 | 0.565731 | 0.565738 | 0.565744 | 0.565751 | 0.565757 | 0.565764 |
| 167.2 | 0.565771 | 0.565777 | 0.565784 | 0.565790 | 0.565797 | 0.565804 | 0.565810 | 0.565817 | 0.565823 | 0.565830 |
| 167.3 | 0.565837 | 0.565843 | 0.565850 | 0.565856 | 0.565863 | 0.565870 | 0.565876 | 0.565883 | 0.565889 | 0.565896 |
| 167.4 | 0.565903 | 0.565909 | 0.565916 | 0.565922 | 0.565929 | 0.565936 | 0.565942 | 0.565949 | 0.565955 | 0.565962 |
| 167.5 | 0.565969 | 0.565975 | 0.565982 | 0.565988 | 0.565995 | 0.566002 | 0.566008 | 0.566015 | 0.566021 | 0.566028 |
| 167.6 | 0.566035 | 0.566041 | 0.566048 | 0.566054 | 0.566061 | 0.566068 | 0.566074 | 0.566081 | 0.566087 | 0.566094 |
| 167.7 | 0.566101 | 0.566107 | 0.566114 | 0.566120 | 0.566127 | 0.566134 | 0.566140 | 0.566147 | 0.566153 | 0.566160 |
| 167.8 | 0.566166 | 0.566173 | 0.566180 | 0.566186 | 0.566193 | 0.566199 | 0.566206 | 0.566213 | 0.566219 | 0.566226 |
| 167.9 | 0.566232 | 0.566239 | 0.566245 | 0.566252 | 0.566259 | 0.566265 | 0.566272 | 0.566278 | 0.566285 | 0.566292 |
Logarithm Table for base 8503 — N = 168.00–168.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 168.0 | 0.566298 | 0.566305 | 0.566311 | 0.566318 | 0.566324 | 0.566331 | 0.566338 | 0.566344 | 0.566351 | 0.566357 |
| 168.1 | 0.566364 | 0.566370 | 0.566377 | 0.566384 | 0.566390 | 0.566397 | 0.566403 | 0.566410 | 0.566416 | 0.566423 |
| 168.2 | 0.566430 | 0.566436 | 0.566443 | 0.566449 | 0.566456 | 0.566462 | 0.566469 | 0.566476 | 0.566482 | 0.566489 |
| 168.3 | 0.566495 | 0.566502 | 0.566508 | 0.566515 | 0.566522 | 0.566528 | 0.566535 | 0.566541 | 0.566548 | 0.566554 |
| 168.4 | 0.566561 | 0.566567 | 0.566574 | 0.566581 | 0.566587 | 0.566594 | 0.566600 | 0.566607 | 0.566613 | 0.566620 |
| 168.5 | 0.566627 | 0.566633 | 0.566640 | 0.566646 | 0.566653 | 0.566659 | 0.566666 | 0.566672 | 0.566679 | 0.566686 |
| 168.6 | 0.566692 | 0.566699 | 0.566705 | 0.566712 | 0.566718 | 0.566725 | 0.566731 | 0.566738 | 0.566745 | 0.566751 |
| 168.7 | 0.566758 | 0.566764 | 0.566771 | 0.566777 | 0.566784 | 0.566790 | 0.566797 | 0.566803 | 0.566810 | 0.566817 |
| 168.8 | 0.566823 | 0.566830 | 0.566836 | 0.566843 | 0.566849 | 0.566856 | 0.566862 | 0.566869 | 0.566876 | 0.566882 |
| 168.9 | 0.566889 | 0.566895 | 0.566902 | 0.566908 | 0.566915 | 0.566921 | 0.566928 | 0.566934 | 0.566941 | 0.566947 |
Logarithm Table for base 8503 — N = 169.00–169.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 169.0 | 0.566954 | 0.566961 | 0.566967 | 0.566974 | 0.566980 | 0.566987 | 0.566993 | 0.567000 | 0.567006 | 0.567013 |
| 169.1 | 0.567019 | 0.567026 | 0.567032 | 0.567039 | 0.567046 | 0.567052 | 0.567059 | 0.567065 | 0.567072 | 0.567078 |
| 169.2 | 0.567085 | 0.567091 | 0.567098 | 0.567104 | 0.567111 | 0.567117 | 0.567124 | 0.567130 | 0.567137 | 0.567143 |
| 169.3 | 0.567150 | 0.567157 | 0.567163 | 0.567170 | 0.567176 | 0.567183 | 0.567189 | 0.567196 | 0.567202 | 0.567209 |
| 169.4 | 0.567215 | 0.567222 | 0.567228 | 0.567235 | 0.567241 | 0.567248 | 0.567254 | 0.567261 | 0.567267 | 0.567274 |
| 169.5 | 0.567281 | 0.567287 | 0.567294 | 0.567300 | 0.567307 | 0.567313 | 0.567320 | 0.567326 | 0.567333 | 0.567339 |
| 169.6 | 0.567346 | 0.567352 | 0.567359 | 0.567365 | 0.567372 | 0.567378 | 0.567385 | 0.567391 | 0.567398 | 0.567404 |
| 169.7 | 0.567411 | 0.567417 | 0.567424 | 0.567430 | 0.567437 | 0.567443 | 0.567450 | 0.567456 | 0.567463 | 0.567469 |
| 169.8 | 0.567476 | 0.567482 | 0.567489 | 0.567495 | 0.567502 | 0.567508 | 0.567515 | 0.567521 | 0.567528 | 0.567535 |
| 169.9 | 0.567541 | 0.567548 | 0.567554 | 0.567561 | 0.567567 | 0.567574 | 0.567580 | 0.567587 | 0.567593 | 0.567600 |
Logarithm Table for base 8503 — N = 170.00–170.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 170.0 | 0.567606 | 0.567613 | 0.567619 | 0.567626 | 0.567632 | 0.567639 | 0.567645 | 0.567652 | 0.567658 | 0.567665 |
| 170.1 | 0.567671 | 0.567678 | 0.567684 | 0.567691 | 0.567697 | 0.567704 | 0.567710 | 0.567717 | 0.567723 | 0.567729 |
| 170.2 | 0.567736 | 0.567742 | 0.567749 | 0.567755 | 0.567762 | 0.567768 | 0.567775 | 0.567781 | 0.567788 | 0.567794 |
| 170.3 | 0.567801 | 0.567807 | 0.567814 | 0.567820 | 0.567827 | 0.567833 | 0.567840 | 0.567846 | 0.567853 | 0.567859 |
| 170.4 | 0.567866 | 0.567872 | 0.567879 | 0.567885 | 0.567892 | 0.567898 | 0.567905 | 0.567911 | 0.567918 | 0.567924 |
| 170.5 | 0.567931 | 0.567937 | 0.567944 | 0.567950 | 0.567957 | 0.567963 | 0.567970 | 0.567976 | 0.567982 | 0.567989 |
| 170.6 | 0.567995 | 0.568002 | 0.568008 | 0.568015 | 0.568021 | 0.568028 | 0.568034 | 0.568041 | 0.568047 | 0.568054 |
| 170.7 | 0.568060 | 0.568067 | 0.568073 | 0.568080 | 0.568086 | 0.568093 | 0.568099 | 0.568106 | 0.568112 | 0.568118 |
| 170.8 | 0.568125 | 0.568131 | 0.568138 | 0.568144 | 0.568151 | 0.568157 | 0.568164 | 0.568170 | 0.568177 | 0.568183 |
| 170.9 | 0.568190 | 0.568196 | 0.568203 | 0.568209 | 0.568215 | 0.568222 | 0.568228 | 0.568235 | 0.568241 | 0.568248 |
Logarithm Table for base 8503 — N = 171.00–171.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 171.0 | 0.568254 | 0.568261 | 0.568267 | 0.568274 | 0.568280 | 0.568287 | 0.568293 | 0.568299 | 0.568306 | 0.568312 |
| 171.1 | 0.568319 | 0.568325 | 0.568332 | 0.568338 | 0.568345 | 0.568351 | 0.568358 | 0.568364 | 0.568371 | 0.568377 |
| 171.2 | 0.568383 | 0.568390 | 0.568396 | 0.568403 | 0.568409 | 0.568416 | 0.568422 | 0.568429 | 0.568435 | 0.568442 |
| 171.3 | 0.568448 | 0.568454 | 0.568461 | 0.568467 | 0.568474 | 0.568480 | 0.568487 | 0.568493 | 0.568500 | 0.568506 |
| 171.4 | 0.568512 | 0.568519 | 0.568525 | 0.568532 | 0.568538 | 0.568545 | 0.568551 | 0.568558 | 0.568564 | 0.568570 |
| 171.5 | 0.568577 | 0.568583 | 0.568590 | 0.568596 | 0.568603 | 0.568609 | 0.568616 | 0.568622 | 0.568628 | 0.568635 |
| 171.6 | 0.568641 | 0.568648 | 0.568654 | 0.568661 | 0.568667 | 0.568674 | 0.568680 | 0.568686 | 0.568693 | 0.568699 |
| 171.7 | 0.568706 | 0.568712 | 0.568719 | 0.568725 | 0.568731 | 0.568738 | 0.568744 | 0.568751 | 0.568757 | 0.568764 |
| 171.8 | 0.568770 | 0.568777 | 0.568783 | 0.568789 | 0.568796 | 0.568802 | 0.568809 | 0.568815 | 0.568822 | 0.568828 |
| 171.9 | 0.568834 | 0.568841 | 0.568847 | 0.568854 | 0.568860 | 0.568867 | 0.568873 | 0.568879 | 0.568886 | 0.568892 |
Logarithm Table for base 8503 — N = 172.00–172.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 172.0 | 0.568899 | 0.568905 | 0.568912 | 0.568918 | 0.568924 | 0.568931 | 0.568937 | 0.568944 | 0.568950 | 0.568957 |
| 172.1 | 0.568963 | 0.568969 | 0.568976 | 0.568982 | 0.568989 | 0.568995 | 0.569001 | 0.569008 | 0.569014 | 0.569021 |
| 172.2 | 0.569027 | 0.569034 | 0.569040 | 0.569046 | 0.569053 | 0.569059 | 0.569066 | 0.569072 | 0.569078 | 0.569085 |
| 172.3 | 0.569091 | 0.569098 | 0.569104 | 0.569111 | 0.569117 | 0.569123 | 0.569130 | 0.569136 | 0.569143 | 0.569149 |
| 172.4 | 0.569155 | 0.569162 | 0.569168 | 0.569175 | 0.569181 | 0.569187 | 0.569194 | 0.569200 | 0.569207 | 0.569213 |
| 172.5 | 0.569219 | 0.569226 | 0.569232 | 0.569239 | 0.569245 | 0.569252 | 0.569258 | 0.569264 | 0.569271 | 0.569277 |
| 172.6 | 0.569284 | 0.569290 | 0.569296 | 0.569303 | 0.569309 | 0.569316 | 0.569322 | 0.569328 | 0.569335 | 0.569341 |
| 172.7 | 0.569348 | 0.569354 | 0.569360 | 0.569367 | 0.569373 | 0.569380 | 0.569386 | 0.569392 | 0.569399 | 0.569405 |
| 172.8 | 0.569412 | 0.569418 | 0.569424 | 0.569431 | 0.569437 | 0.569444 | 0.569450 | 0.569456 | 0.569463 | 0.569469 |
| 172.9 | 0.569475 | 0.569482 | 0.569488 | 0.569495 | 0.569501 | 0.569507 | 0.569514 | 0.569520 | 0.569527 | 0.569533 |
Logarithm Table for base 8503 — N = 173.00–173.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 173.0 | 0.569539 | 0.569546 | 0.569552 | 0.569559 | 0.569565 | 0.569571 | 0.569578 | 0.569584 | 0.569590 | 0.569597 |
| 173.1 | 0.569603 | 0.569610 | 0.569616 | 0.569622 | 0.569629 | 0.569635 | 0.569642 | 0.569648 | 0.569654 | 0.569661 |
| 173.2 | 0.569667 | 0.569673 | 0.569680 | 0.569686 | 0.569693 | 0.569699 | 0.569705 | 0.569712 | 0.569718 | 0.569724 |
| 173.3 | 0.569731 | 0.569737 | 0.569744 | 0.569750 | 0.569756 | 0.569763 | 0.569769 | 0.569775 | 0.569782 | 0.569788 |
| 173.4 | 0.569795 | 0.569801 | 0.569807 | 0.569814 | 0.569820 | 0.569826 | 0.569833 | 0.569839 | 0.569846 | 0.569852 |
| 173.5 | 0.569858 | 0.569865 | 0.569871 | 0.569877 | 0.569884 | 0.569890 | 0.569897 | 0.569903 | 0.569909 | 0.569916 |
| 173.6 | 0.569922 | 0.569928 | 0.569935 | 0.569941 | 0.569947 | 0.569954 | 0.569960 | 0.569967 | 0.569973 | 0.569979 |
| 173.7 | 0.569986 | 0.569992 | 0.569998 | 0.570005 | 0.570011 | 0.570017 | 0.570024 | 0.570030 | 0.570037 | 0.570043 |
| 173.8 | 0.570049 | 0.570056 | 0.570062 | 0.570068 | 0.570075 | 0.570081 | 0.570087 | 0.570094 | 0.570100 | 0.570106 |
| 173.9 | 0.570113 | 0.570119 | 0.570126 | 0.570132 | 0.570138 | 0.570145 | 0.570151 | 0.570157 | 0.570164 | 0.570170 |
Logarithm Table for base 8503 — N = 174.00–174.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 174.0 | 0.570176 | 0.570183 | 0.570189 | 0.570195 | 0.570202 | 0.570208 | 0.570214 | 0.570221 | 0.570227 | 0.570234 |
| 174.1 | 0.570240 | 0.570246 | 0.570253 | 0.570259 | 0.570265 | 0.570272 | 0.570278 | 0.570284 | 0.570291 | 0.570297 |
| 174.2 | 0.570303 | 0.570310 | 0.570316 | 0.570322 | 0.570329 | 0.570335 | 0.570341 | 0.570348 | 0.570354 | 0.570360 |
| 174.3 | 0.570367 | 0.570373 | 0.570379 | 0.570386 | 0.570392 | 0.570398 | 0.570405 | 0.570411 | 0.570417 | 0.570424 |
| 174.4 | 0.570430 | 0.570436 | 0.570443 | 0.570449 | 0.570456 | 0.570462 | 0.570468 | 0.570475 | 0.570481 | 0.570487 |
| 174.5 | 0.570494 | 0.570500 | 0.570506 | 0.570513 | 0.570519 | 0.570525 | 0.570532 | 0.570538 | 0.570544 | 0.570550 |
| 174.6 | 0.570557 | 0.570563 | 0.570569 | 0.570576 | 0.570582 | 0.570588 | 0.570595 | 0.570601 | 0.570607 | 0.570614 |
| 174.7 | 0.570620 | 0.570626 | 0.570633 | 0.570639 | 0.570645 | 0.570652 | 0.570658 | 0.570664 | 0.570671 | 0.570677 |
| 174.8 | 0.570683 | 0.570690 | 0.570696 | 0.570702 | 0.570709 | 0.570715 | 0.570721 | 0.570728 | 0.570734 | 0.570740 |
| 174.9 | 0.570747 | 0.570753 | 0.570759 | 0.570766 | 0.570772 | 0.570778 | 0.570784 | 0.570791 | 0.570797 | 0.570803 |
Logarithm Table for base 8503 — N = 175.00–175.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 175.0 | 0.570810 | 0.570816 | 0.570822 | 0.570829 | 0.570835 | 0.570841 | 0.570848 | 0.570854 | 0.570860 | 0.570867 |
| 175.1 | 0.570873 | 0.570879 | 0.570885 | 0.570892 | 0.570898 | 0.570904 | 0.570911 | 0.570917 | 0.570923 | 0.570930 |
| 175.2 | 0.570936 | 0.570942 | 0.570949 | 0.570955 | 0.570961 | 0.570968 | 0.570974 | 0.570980 | 0.570986 | 0.570993 |
| 175.3 | 0.570999 | 0.571005 | 0.571012 | 0.571018 | 0.571024 | 0.571031 | 0.571037 | 0.571043 | 0.571049 | 0.571056 |
| 175.4 | 0.571062 | 0.571068 | 0.571075 | 0.571081 | 0.571087 | 0.571094 | 0.571100 | 0.571106 | 0.571112 | 0.571119 |
| 175.5 | 0.571125 | 0.571131 | 0.571138 | 0.571144 | 0.571150 | 0.571157 | 0.571163 | 0.571169 | 0.571175 | 0.571182 |
| 175.6 | 0.571188 | 0.571194 | 0.571201 | 0.571207 | 0.571213 | 0.571219 | 0.571226 | 0.571232 | 0.571238 | 0.571245 |
| 175.7 | 0.571251 | 0.571257 | 0.571264 | 0.571270 | 0.571276 | 0.571282 | 0.571289 | 0.571295 | 0.571301 | 0.571308 |
| 175.8 | 0.571314 | 0.571320 | 0.571326 | 0.571333 | 0.571339 | 0.571345 | 0.571352 | 0.571358 | 0.571364 | 0.571370 |
| 175.9 | 0.571377 | 0.571383 | 0.571389 | 0.571396 | 0.571402 | 0.571408 | 0.571414 | 0.571421 | 0.571427 | 0.571433 |
Logarithm Table for base 8503 — N = 176.00–176.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 176.0 | 0.571439 | 0.571446 | 0.571452 | 0.571458 | 0.571465 | 0.571471 | 0.571477 | 0.571483 | 0.571490 | 0.571496 |
| 176.1 | 0.571502 | 0.571509 | 0.571515 | 0.571521 | 0.571527 | 0.571534 | 0.571540 | 0.571546 | 0.571552 | 0.571559 |
| 176.2 | 0.571565 | 0.571571 | 0.571578 | 0.571584 | 0.571590 | 0.571596 | 0.571603 | 0.571609 | 0.571615 | 0.571621 |
| 176.3 | 0.571628 | 0.571634 | 0.571640 | 0.571647 | 0.571653 | 0.571659 | 0.571665 | 0.571672 | 0.571678 | 0.571684 |
| 176.4 | 0.571690 | 0.571697 | 0.571703 | 0.571709 | 0.571715 | 0.571722 | 0.571728 | 0.571734 | 0.571740 | 0.571747 |
| 176.5 | 0.571753 | 0.571759 | 0.571766 | 0.571772 | 0.571778 | 0.571784 | 0.571791 | 0.571797 | 0.571803 | 0.571809 |
| 176.6 | 0.571816 | 0.571822 | 0.571828 | 0.571834 | 0.571841 | 0.571847 | 0.571853 | 0.571859 | 0.571866 | 0.571872 |
| 176.7 | 0.571878 | 0.571884 | 0.571891 | 0.571897 | 0.571903 | 0.571909 | 0.571916 | 0.571922 | 0.571928 | 0.571934 |
| 176.8 | 0.571941 | 0.571947 | 0.571953 | 0.571959 | 0.571966 | 0.571972 | 0.571978 | 0.571984 | 0.571991 | 0.571997 |
| 176.9 | 0.572003 | 0.572009 | 0.572016 | 0.572022 | 0.572028 | 0.572034 | 0.572041 | 0.572047 | 0.572053 | 0.572059 |
Logarithm Table for base 8503 — N = 177.00–177.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 177.0 | 0.572066 | 0.572072 | 0.572078 | 0.572084 | 0.572091 | 0.572097 | 0.572103 | 0.572109 | 0.572116 | 0.572122 |
| 177.1 | 0.572128 | 0.572134 | 0.572141 | 0.572147 | 0.572153 | 0.572159 | 0.572166 | 0.572172 | 0.572178 | 0.572184 |
| 177.2 | 0.572190 | 0.572197 | 0.572203 | 0.572209 | 0.572215 | 0.572222 | 0.572228 | 0.572234 | 0.572240 | 0.572247 |
| 177.3 | 0.572253 | 0.572259 | 0.572265 | 0.572272 | 0.572278 | 0.572284 | 0.572290 | 0.572296 | 0.572303 | 0.572309 |
| 177.4 | 0.572315 | 0.572321 | 0.572328 | 0.572334 | 0.572340 | 0.572346 | 0.572353 | 0.572359 | 0.572365 | 0.572371 |
| 177.5 | 0.572377 | 0.572384 | 0.572390 | 0.572396 | 0.572402 | 0.572409 | 0.572415 | 0.572421 | 0.572427 | 0.572433 |
| 177.6 | 0.572440 | 0.572446 | 0.572452 | 0.572458 | 0.572465 | 0.572471 | 0.572477 | 0.572483 | 0.572489 | 0.572496 |
| 177.7 | 0.572502 | 0.572508 | 0.572514 | 0.572521 | 0.572527 | 0.572533 | 0.572539 | 0.572545 | 0.572552 | 0.572558 |
| 177.8 | 0.572564 | 0.572570 | 0.572576 | 0.572583 | 0.572589 | 0.572595 | 0.572601 | 0.572608 | 0.572614 | 0.572620 |
| 177.9 | 0.572626 | 0.572632 | 0.572639 | 0.572645 | 0.572651 | 0.572657 | 0.572663 | 0.572670 | 0.572676 | 0.572682 |
Logarithm Table for base 8503 — N = 178.00–178.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 178.0 | 0.572688 | 0.572695 | 0.572701 | 0.572707 | 0.572713 | 0.572719 | 0.572726 | 0.572732 | 0.572738 | 0.572744 |
| 178.1 | 0.572750 | 0.572757 | 0.572763 | 0.572769 | 0.572775 | 0.572781 | 0.572788 | 0.572794 | 0.572800 | 0.572806 |
| 178.2 | 0.572812 | 0.572819 | 0.572825 | 0.572831 | 0.572837 | 0.572843 | 0.572850 | 0.572856 | 0.572862 | 0.572868 |
| 178.3 | 0.572874 | 0.572881 | 0.572887 | 0.572893 | 0.572899 | 0.572905 | 0.572912 | 0.572918 | 0.572924 | 0.572930 |
| 178.4 | 0.572936 | 0.572943 | 0.572949 | 0.572955 | 0.572961 | 0.572967 | 0.572974 | 0.572980 | 0.572986 | 0.572992 |
| 178.5 | 0.572998 | 0.573005 | 0.573011 | 0.573017 | 0.573023 | 0.573029 | 0.573035 | 0.573042 | 0.573048 | 0.573054 |
| 178.6 | 0.573060 | 0.573066 | 0.573073 | 0.573079 | 0.573085 | 0.573091 | 0.573097 | 0.573104 | 0.573110 | 0.573116 |
| 178.7 | 0.573122 | 0.573128 | 0.573134 | 0.573141 | 0.573147 | 0.573153 | 0.573159 | 0.573165 | 0.573172 | 0.573178 |
| 178.8 | 0.573184 | 0.573190 | 0.573196 | 0.573202 | 0.573209 | 0.573215 | 0.573221 | 0.573227 | 0.573233 | 0.573240 |
| 178.9 | 0.573246 | 0.573252 | 0.573258 | 0.573264 | 0.573270 | 0.573277 | 0.573283 | 0.573289 | 0.573295 | 0.573301 |
Logarithm Table for base 8503 — N = 179.00–179.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 179.0 | 0.573307 | 0.573314 | 0.573320 | 0.573326 | 0.573332 | 0.573338 | 0.573344 | 0.573351 | 0.573357 | 0.573363 |
| 179.1 | 0.573369 | 0.573375 | 0.573382 | 0.573388 | 0.573394 | 0.573400 | 0.573406 | 0.573412 | 0.573419 | 0.573425 |
| 179.2 | 0.573431 | 0.573437 | 0.573443 | 0.573449 | 0.573456 | 0.573462 | 0.573468 | 0.573474 | 0.573480 | 0.573486 |
| 179.3 | 0.573493 | 0.573499 | 0.573505 | 0.573511 | 0.573517 | 0.573523 | 0.573530 | 0.573536 | 0.573542 | 0.573548 |
| 179.4 | 0.573554 | 0.573560 | 0.573566 | 0.573573 | 0.573579 | 0.573585 | 0.573591 | 0.573597 | 0.573603 | 0.573610 |
| 179.5 | 0.573616 | 0.573622 | 0.573628 | 0.573634 | 0.573640 | 0.573647 | 0.573653 | 0.573659 | 0.573665 | 0.573671 |
| 179.6 | 0.573677 | 0.573683 | 0.573690 | 0.573696 | 0.573702 | 0.573708 | 0.573714 | 0.573720 | 0.573727 | 0.573733 |
| 179.7 | 0.573739 | 0.573745 | 0.573751 | 0.573757 | 0.573763 | 0.573770 | 0.573776 | 0.573782 | 0.573788 | 0.573794 |
| 179.8 | 0.573800 | 0.573806 | 0.573813 | 0.573819 | 0.573825 | 0.573831 | 0.573837 | 0.573843 | 0.573849 | 0.573856 |
| 179.9 | 0.573862 | 0.573868 | 0.573874 | 0.573880 | 0.573886 | 0.573892 | 0.573899 | 0.573905 | 0.573911 | 0.573917 |
Logarithm Table for base 8503 — N = 180.00–180.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 180.0 | 0.573923 | 0.573929 | 0.573935 | 0.573942 | 0.573948 | 0.573954 | 0.573960 | 0.573966 | 0.573972 | 0.573978 |
| 180.1 | 0.573985 | 0.573991 | 0.573997 | 0.574003 | 0.574009 | 0.574015 | 0.574021 | 0.574027 | 0.574034 | 0.574040 |
| 180.2 | 0.574046 | 0.574052 | 0.574058 | 0.574064 | 0.574070 | 0.574077 | 0.574083 | 0.574089 | 0.574095 | 0.574101 |
| 180.3 | 0.574107 | 0.574113 | 0.574119 | 0.574126 | 0.574132 | 0.574138 | 0.574144 | 0.574150 | 0.574156 | 0.574162 |
| 180.4 | 0.574168 | 0.574175 | 0.574181 | 0.574187 | 0.574193 | 0.574199 | 0.574205 | 0.574211 | 0.574217 | 0.574224 |
| 180.5 | 0.574230 | 0.574236 | 0.574242 | 0.574248 | 0.574254 | 0.574260 | 0.574266 | 0.574273 | 0.574279 | 0.574285 |
| 180.6 | 0.574291 | 0.574297 | 0.574303 | 0.574309 | 0.574315 | 0.574322 | 0.574328 | 0.574334 | 0.574340 | 0.574346 |
| 180.7 | 0.574352 | 0.574358 | 0.574364 | 0.574370 | 0.574377 | 0.574383 | 0.574389 | 0.574395 | 0.574401 | 0.574407 |
| 180.8 | 0.574413 | 0.574419 | 0.574426 | 0.574432 | 0.574438 | 0.574444 | 0.574450 | 0.574456 | 0.574462 | 0.574468 |
| 180.9 | 0.574474 | 0.574480 | 0.574487 | 0.574493 | 0.574499 | 0.574505 | 0.574511 | 0.574517 | 0.574523 | 0.574529 |
Logarithm Table for base 8503 — N = 181.00–181.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 181.0 | 0.574535 | 0.574542 | 0.574548 | 0.574554 | 0.574560 | 0.574566 | 0.574572 | 0.574578 | 0.574584 | 0.574590 |
| 181.1 | 0.574597 | 0.574603 | 0.574609 | 0.574615 | 0.574621 | 0.574627 | 0.574633 | 0.574639 | 0.574645 | 0.574651 |
| 181.2 | 0.574658 | 0.574664 | 0.574670 | 0.574676 | 0.574682 | 0.574688 | 0.574694 | 0.574700 | 0.574706 | 0.574712 |
| 181.3 | 0.574718 | 0.574725 | 0.574731 | 0.574737 | 0.574743 | 0.574749 | 0.574755 | 0.574761 | 0.574767 | 0.574773 |
| 181.4 | 0.574779 | 0.574786 | 0.574792 | 0.574798 | 0.574804 | 0.574810 | 0.574816 | 0.574822 | 0.574828 | 0.574834 |
| 181.5 | 0.574840 | 0.574846 | 0.574853 | 0.574859 | 0.574865 | 0.574871 | 0.574877 | 0.574883 | 0.574889 | 0.574895 |
| 181.6 | 0.574901 | 0.574907 | 0.574913 | 0.574919 | 0.574926 | 0.574932 | 0.574938 | 0.574944 | 0.574950 | 0.574956 |
| 181.7 | 0.574962 | 0.574968 | 0.574974 | 0.574980 | 0.574986 | 0.574992 | 0.574999 | 0.575005 | 0.575011 | 0.575017 |
| 181.8 | 0.575023 | 0.575029 | 0.575035 | 0.575041 | 0.575047 | 0.575053 | 0.575059 | 0.575065 | 0.575071 | 0.575078 |
| 181.9 | 0.575084 | 0.575090 | 0.575096 | 0.575102 | 0.575108 | 0.575114 | 0.575120 | 0.575126 | 0.575132 | 0.575138 |
Logarithm Table for base 8503 — N = 182.00–182.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 182.0 | 0.575144 | 0.575150 | 0.575157 | 0.575163 | 0.575169 | 0.575175 | 0.575181 | 0.575187 | 0.575193 | 0.575199 |
| 182.1 | 0.575205 | 0.575211 | 0.575217 | 0.575223 | 0.575229 | 0.575235 | 0.575242 | 0.575248 | 0.575254 | 0.575260 |
| 182.2 | 0.575266 | 0.575272 | 0.575278 | 0.575284 | 0.575290 | 0.575296 | 0.575302 | 0.575308 | 0.575314 | 0.575320 |
| 182.3 | 0.575326 | 0.575332 | 0.575339 | 0.575345 | 0.575351 | 0.575357 | 0.575363 | 0.575369 | 0.575375 | 0.575381 |
| 182.4 | 0.575387 | 0.575393 | 0.575399 | 0.575405 | 0.575411 | 0.575417 | 0.575423 | 0.575429 | 0.575435 | 0.575442 |
| 182.5 | 0.575448 | 0.575454 | 0.575460 | 0.575466 | 0.575472 | 0.575478 | 0.575484 | 0.575490 | 0.575496 | 0.575502 |
| 182.6 | 0.575508 | 0.575514 | 0.575520 | 0.575526 | 0.575532 | 0.575538 | 0.575544 | 0.575550 | 0.575557 | 0.575563 |
| 182.7 | 0.575569 | 0.575575 | 0.575581 | 0.575587 | 0.575593 | 0.575599 | 0.575605 | 0.575611 | 0.575617 | 0.575623 |
| 182.8 | 0.575629 | 0.575635 | 0.575641 | 0.575647 | 0.575653 | 0.575659 | 0.575665 | 0.575671 | 0.575677 | 0.575684 |
| 182.9 | 0.575690 | 0.575696 | 0.575702 | 0.575708 | 0.575714 | 0.575720 | 0.575726 | 0.575732 | 0.575738 | 0.575744 |
Logarithm Table for base 8503 — N = 183.00–183.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 183.0 | 0.575750 | 0.575756 | 0.575762 | 0.575768 | 0.575774 | 0.575780 | 0.575786 | 0.575792 | 0.575798 | 0.575804 |
| 183.1 | 0.575810 | 0.575816 | 0.575822 | 0.575828 | 0.575834 | 0.575841 | 0.575847 | 0.575853 | 0.575859 | 0.575865 |
| 183.2 | 0.575871 | 0.575877 | 0.575883 | 0.575889 | 0.575895 | 0.575901 | 0.575907 | 0.575913 | 0.575919 | 0.575925 |
| 183.3 | 0.575931 | 0.575937 | 0.575943 | 0.575949 | 0.575955 | 0.575961 | 0.575967 | 0.575973 | 0.575979 | 0.575985 |
| 183.4 | 0.575991 | 0.575997 | 0.576003 | 0.576009 | 0.576015 | 0.576021 | 0.576027 | 0.576033 | 0.576039 | 0.576046 |
| 183.5 | 0.576052 | 0.576058 | 0.576064 | 0.576070 | 0.576076 | 0.576082 | 0.576088 | 0.576094 | 0.576100 | 0.576106 |
| 183.6 | 0.576112 | 0.576118 | 0.576124 | 0.576130 | 0.576136 | 0.576142 | 0.576148 | 0.576154 | 0.576160 | 0.576166 |
| 183.7 | 0.576172 | 0.576178 | 0.576184 | 0.576190 | 0.576196 | 0.576202 | 0.576208 | 0.576214 | 0.576220 | 0.576226 |
| 183.8 | 0.576232 | 0.576238 | 0.576244 | 0.576250 | 0.576256 | 0.576262 | 0.576268 | 0.576274 | 0.576280 | 0.576286 |
| 183.9 | 0.576292 | 0.576298 | 0.576304 | 0.576310 | 0.576316 | 0.576322 | 0.576328 | 0.576334 | 0.576340 | 0.576346 |
Logarithm Table for base 8503 — N = 184.00–184.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 184.0 | 0.576352 | 0.576358 | 0.576364 | 0.576370 | 0.576376 | 0.576382 | 0.576388 | 0.576394 | 0.576400 | 0.576406 |
| 184.1 | 0.576412 | 0.576418 | 0.576424 | 0.576430 | 0.576436 | 0.576442 | 0.576448 | 0.576454 | 0.576460 | 0.576466 |
| 184.2 | 0.576472 | 0.576478 | 0.576484 | 0.576490 | 0.576496 | 0.576502 | 0.576508 | 0.576514 | 0.576520 | 0.576526 |
| 184.3 | 0.576532 | 0.576538 | 0.576544 | 0.576550 | 0.576556 | 0.576562 | 0.576568 | 0.576574 | 0.576580 | 0.576586 |
| 184.4 | 0.576592 | 0.576598 | 0.576604 | 0.576610 | 0.576616 | 0.576622 | 0.576628 | 0.576634 | 0.576640 | 0.576646 |
| 184.5 | 0.576652 | 0.576658 | 0.576664 | 0.576670 | 0.576676 | 0.576682 | 0.576688 | 0.576694 | 0.576700 | 0.576706 |
| 184.6 | 0.576712 | 0.576718 | 0.576724 | 0.576730 | 0.576736 | 0.576742 | 0.576748 | 0.576754 | 0.576760 | 0.576766 |
| 184.7 | 0.576772 | 0.576778 | 0.576784 | 0.576790 | 0.576796 | 0.576802 | 0.576808 | 0.576814 | 0.576820 | 0.576826 |
| 184.8 | 0.576832 | 0.576838 | 0.576844 | 0.576850 | 0.576856 | 0.576862 | 0.576868 | 0.576874 | 0.576880 | 0.576886 |
| 184.9 | 0.576892 | 0.576898 | 0.576903 | 0.576909 | 0.576915 | 0.576921 | 0.576927 | 0.576933 | 0.576939 | 0.576945 |
Logarithm Table for base 8503 — N = 185.00–185.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 185.0 | 0.576951 | 0.576957 | 0.576963 | 0.576969 | 0.576975 | 0.576981 | 0.576987 | 0.576993 | 0.576999 | 0.577005 |
| 185.1 | 0.577011 | 0.577017 | 0.577023 | 0.577029 | 0.577035 | 0.577041 | 0.577047 | 0.577053 | 0.577059 | 0.577065 |
| 185.2 | 0.577071 | 0.577077 | 0.577083 | 0.577089 | 0.577095 | 0.577101 | 0.577107 | 0.577112 | 0.577118 | 0.577124 |
| 185.3 | 0.577130 | 0.577136 | 0.577142 | 0.577148 | 0.577154 | 0.577160 | 0.577166 | 0.577172 | 0.577178 | 0.577184 |
| 185.4 | 0.577190 | 0.577196 | 0.577202 | 0.577208 | 0.577214 | 0.577220 | 0.577226 | 0.577232 | 0.577238 | 0.577244 |
| 185.5 | 0.577250 | 0.577256 | 0.577262 | 0.577267 | 0.577273 | 0.577279 | 0.577285 | 0.577291 | 0.577297 | 0.577303 |
| 185.6 | 0.577309 | 0.577315 | 0.577321 | 0.577327 | 0.577333 | 0.577339 | 0.577345 | 0.577351 | 0.577357 | 0.577363 |
| 185.7 | 0.577369 | 0.577375 | 0.577381 | 0.577387 | 0.577392 | 0.577398 | 0.577404 | 0.577410 | 0.577416 | 0.577422 |
| 185.8 | 0.577428 | 0.577434 | 0.577440 | 0.577446 | 0.577452 | 0.577458 | 0.577464 | 0.577470 | 0.577476 | 0.577482 |
| 185.9 | 0.577488 | 0.577494 | 0.577500 | 0.577505 | 0.577511 | 0.577517 | 0.577523 | 0.577529 | 0.577535 | 0.577541 |
Logarithm Table for base 8503 — N = 186.00–186.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 186.0 | 0.577547 | 0.577553 | 0.577559 | 0.577565 | 0.577571 | 0.577577 | 0.577583 | 0.577589 | 0.577595 | 0.577601 |
| 186.1 | 0.577606 | 0.577612 | 0.577618 | 0.577624 | 0.577630 | 0.577636 | 0.577642 | 0.577648 | 0.577654 | 0.577660 |
| 186.2 | 0.577666 | 0.577672 | 0.577678 | 0.577684 | 0.577690 | 0.577696 | 0.577701 | 0.577707 | 0.577713 | 0.577719 |
| 186.3 | 0.577725 | 0.577731 | 0.577737 | 0.577743 | 0.577749 | 0.577755 | 0.577761 | 0.577767 | 0.577773 | 0.577779 |
| 186.4 | 0.577785 | 0.577790 | 0.577796 | 0.577802 | 0.577808 | 0.577814 | 0.577820 | 0.577826 | 0.577832 | 0.577838 |
| 186.5 | 0.577844 | 0.577850 | 0.577856 | 0.577862 | 0.577867 | 0.577873 | 0.577879 | 0.577885 | 0.577891 | 0.577897 |
| 186.6 | 0.577903 | 0.577909 | 0.577915 | 0.577921 | 0.577927 | 0.577933 | 0.577939 | 0.577944 | 0.577950 | 0.577956 |
| 186.7 | 0.577962 | 0.577968 | 0.577974 | 0.577980 | 0.577986 | 0.577992 | 0.577998 | 0.578004 | 0.578010 | 0.578015 |
| 186.8 | 0.578021 | 0.578027 | 0.578033 | 0.578039 | 0.578045 | 0.578051 | 0.578057 | 0.578063 | 0.578069 | 0.578075 |
| 186.9 | 0.578081 | 0.578086 | 0.578092 | 0.578098 | 0.578104 | 0.578110 | 0.578116 | 0.578122 | 0.578128 | 0.578134 |
Logarithm Table for base 8503 — N = 187.00–187.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 187.0 | 0.578140 | 0.578146 | 0.578152 | 0.578157 | 0.578163 | 0.578169 | 0.578175 | 0.578181 | 0.578187 | 0.578193 |
| 187.1 | 0.578199 | 0.578205 | 0.578211 | 0.578216 | 0.578222 | 0.578228 | 0.578234 | 0.578240 | 0.578246 | 0.578252 |
| 187.2 | 0.578258 | 0.578264 | 0.578270 | 0.578276 | 0.578281 | 0.578287 | 0.578293 | 0.578299 | 0.578305 | 0.578311 |
| 187.3 | 0.578317 | 0.578323 | 0.578329 | 0.578335 | 0.578340 | 0.578346 | 0.578352 | 0.578358 | 0.578364 | 0.578370 |
| 187.4 | 0.578376 | 0.578382 | 0.578388 | 0.578394 | 0.578399 | 0.578405 | 0.578411 | 0.578417 | 0.578423 | 0.578429 |
| 187.5 | 0.578435 | 0.578441 | 0.578447 | 0.578452 | 0.578458 | 0.578464 | 0.578470 | 0.578476 | 0.578482 | 0.578488 |
| 187.6 | 0.578494 | 0.578500 | 0.578506 | 0.578511 | 0.578517 | 0.578523 | 0.578529 | 0.578535 | 0.578541 | 0.578547 |
| 187.7 | 0.578553 | 0.578559 | 0.578564 | 0.578570 | 0.578576 | 0.578582 | 0.578588 | 0.578594 | 0.578600 | 0.578606 |
| 187.8 | 0.578611 | 0.578617 | 0.578623 | 0.578629 | 0.578635 | 0.578641 | 0.578647 | 0.578653 | 0.578659 | 0.578664 |
| 187.9 | 0.578670 | 0.578676 | 0.578682 | 0.578688 | 0.578694 | 0.578700 | 0.578706 | 0.578711 | 0.578717 | 0.578723 |
Logarithm Table for base 8503 — N = 188.00–188.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 188.0 | 0.578729 | 0.578735 | 0.578741 | 0.578747 | 0.578753 | 0.578759 | 0.578764 | 0.578770 | 0.578776 | 0.578782 |
| 188.1 | 0.578788 | 0.578794 | 0.578800 | 0.578806 | 0.578811 | 0.578817 | 0.578823 | 0.578829 | 0.578835 | 0.578841 |
| 188.2 | 0.578847 | 0.578853 | 0.578858 | 0.578864 | 0.578870 | 0.578876 | 0.578882 | 0.578888 | 0.578894 | 0.578899 |
| 188.3 | 0.578905 | 0.578911 | 0.578917 | 0.578923 | 0.578929 | 0.578935 | 0.578941 | 0.578946 | 0.578952 | 0.578958 |
| 188.4 | 0.578964 | 0.578970 | 0.578976 | 0.578982 | 0.578987 | 0.578993 | 0.578999 | 0.579005 | 0.579011 | 0.579017 |
| 188.5 | 0.579023 | 0.579029 | 0.579034 | 0.579040 | 0.579046 | 0.579052 | 0.579058 | 0.579064 | 0.579070 | 0.579075 |
| 188.6 | 0.579081 | 0.579087 | 0.579093 | 0.579099 | 0.579105 | 0.579111 | 0.579116 | 0.579122 | 0.579128 | 0.579134 |
| 188.7 | 0.579140 | 0.579146 | 0.579152 | 0.579157 | 0.579163 | 0.579169 | 0.579175 | 0.579181 | 0.579187 | 0.579193 |
| 188.8 | 0.579198 | 0.579204 | 0.579210 | 0.579216 | 0.579222 | 0.579228 | 0.579234 | 0.579239 | 0.579245 | 0.579251 |
| 188.9 | 0.579257 | 0.579263 | 0.579269 | 0.579274 | 0.579280 | 0.579286 | 0.579292 | 0.579298 | 0.579304 | 0.579310 |
Logarithm Table for base 8503 — N = 189.00–189.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 189.0 | 0.579315 | 0.579321 | 0.579327 | 0.579333 | 0.579339 | 0.579345 | 0.579351 | 0.579356 | 0.579362 | 0.579368 |
| 189.1 | 0.579374 | 0.579380 | 0.579386 | 0.579391 | 0.579397 | 0.579403 | 0.579409 | 0.579415 | 0.579421 | 0.579426 |
| 189.2 | 0.579432 | 0.579438 | 0.579444 | 0.579450 | 0.579456 | 0.579462 | 0.579467 | 0.579473 | 0.579479 | 0.579485 |
| 189.3 | 0.579491 | 0.579497 | 0.579502 | 0.579508 | 0.579514 | 0.579520 | 0.579526 | 0.579532 | 0.579537 | 0.579543 |
| 189.4 | 0.579549 | 0.579555 | 0.579561 | 0.579567 | 0.579572 | 0.579578 | 0.579584 | 0.579590 | 0.579596 | 0.579602 |
| 189.5 | 0.579607 | 0.579613 | 0.579619 | 0.579625 | 0.579631 | 0.579637 | 0.579642 | 0.579648 | 0.579654 | 0.579660 |
| 189.6 | 0.579666 | 0.579672 | 0.579677 | 0.579683 | 0.579689 | 0.579695 | 0.579701 | 0.579707 | 0.579712 | 0.579718 |
| 189.7 | 0.579724 | 0.579730 | 0.579736 | 0.579741 | 0.579747 | 0.579753 | 0.579759 | 0.579765 | 0.579771 | 0.579776 |
| 189.8 | 0.579782 | 0.579788 | 0.579794 | 0.579800 | 0.579806 | 0.579811 | 0.579817 | 0.579823 | 0.579829 | 0.579835 |
| 189.9 | 0.579840 | 0.579846 | 0.579852 | 0.579858 | 0.579864 | 0.579870 | 0.579875 | 0.579881 | 0.579887 | 0.579893 |
Logarithm Table for base 8503 — N = 190.00–190.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 190.0 | 0.579899 | 0.579904 | 0.579910 | 0.579916 | 0.579922 | 0.579928 | 0.579934 | 0.579939 | 0.579945 | 0.579951 |
| 190.1 | 0.579957 | 0.579963 | 0.579968 | 0.579974 | 0.579980 | 0.579986 | 0.579992 | 0.579997 | 0.580003 | 0.580009 |
| 190.2 | 0.580015 | 0.580021 | 0.580027 | 0.580032 | 0.580038 | 0.580044 | 0.580050 | 0.580056 | 0.580061 | 0.580067 |
| 190.3 | 0.580073 | 0.580079 | 0.580085 | 0.580090 | 0.580096 | 0.580102 | 0.580108 | 0.580114 | 0.580119 | 0.580125 |
| 190.4 | 0.580131 | 0.580137 | 0.580143 | 0.580148 | 0.580154 | 0.580160 | 0.580166 | 0.580172 | 0.580178 | 0.580183 |
| 190.5 | 0.580189 | 0.580195 | 0.580201 | 0.580207 | 0.580212 | 0.580218 | 0.580224 | 0.580230 | 0.580236 | 0.580241 |
| 190.6 | 0.580247 | 0.580253 | 0.580259 | 0.580265 | 0.580270 | 0.580276 | 0.580282 | 0.580288 | 0.580293 | 0.580299 |
| 190.7 | 0.580305 | 0.580311 | 0.580317 | 0.580322 | 0.580328 | 0.580334 | 0.580340 | 0.580346 | 0.580351 | 0.580357 |
| 190.8 | 0.580363 | 0.580369 | 0.580375 | 0.580380 | 0.580386 | 0.580392 | 0.580398 | 0.580404 | 0.580409 | 0.580415 |
| 190.9 | 0.580421 | 0.580427 | 0.580433 | 0.580438 | 0.580444 | 0.580450 | 0.580456 | 0.580461 | 0.580467 | 0.580473 |
Logarithm Table for base 8503 — N = 191.00–191.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 191.0 | 0.580479 | 0.580485 | 0.580490 | 0.580496 | 0.580502 | 0.580508 | 0.580514 | 0.580519 | 0.580525 | 0.580531 |
| 191.1 | 0.580537 | 0.580542 | 0.580548 | 0.580554 | 0.580560 | 0.580566 | 0.580571 | 0.580577 | 0.580583 | 0.580589 |
| 191.2 | 0.580594 | 0.580600 | 0.580606 | 0.580612 | 0.580618 | 0.580623 | 0.580629 | 0.580635 | 0.580641 | 0.580646 |
| 191.3 | 0.580652 | 0.580658 | 0.580664 | 0.580670 | 0.580675 | 0.580681 | 0.580687 | 0.580693 | 0.580698 | 0.580704 |
| 191.4 | 0.580710 | 0.580716 | 0.580722 | 0.580727 | 0.580733 | 0.580739 | 0.580745 | 0.580750 | 0.580756 | 0.580762 |
| 191.5 | 0.580768 | 0.580774 | 0.580779 | 0.580785 | 0.580791 | 0.580797 | 0.580802 | 0.580808 | 0.580814 | 0.580820 |
| 191.6 | 0.580825 | 0.580831 | 0.580837 | 0.580843 | 0.580849 | 0.580854 | 0.580860 | 0.580866 | 0.580872 | 0.580877 |
| 191.7 | 0.580883 | 0.580889 | 0.580895 | 0.580900 | 0.580906 | 0.580912 | 0.580918 | 0.580923 | 0.580929 | 0.580935 |
| 191.8 | 0.580941 | 0.580947 | 0.580952 | 0.580958 | 0.580964 | 0.580970 | 0.580975 | 0.580981 | 0.580987 | 0.580993 |
| 191.9 | 0.580998 | 0.581004 | 0.581010 | 0.581016 | 0.581021 | 0.581027 | 0.581033 | 0.581039 | 0.581044 | 0.581050 |
Logarithm Table for base 8503 — N = 192.00–192.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 192.0 | 0.581056 | 0.581062 | 0.581067 | 0.581073 | 0.581079 | 0.581085 | 0.581090 | 0.581096 | 0.581102 | 0.581108 |
| 192.1 | 0.581113 | 0.581119 | 0.581125 | 0.581131 | 0.581136 | 0.581142 | 0.581148 | 0.581154 | 0.581159 | 0.581165 |
| 192.2 | 0.581171 | 0.581177 | 0.581182 | 0.581188 | 0.581194 | 0.581200 | 0.581205 | 0.581211 | 0.581217 | 0.581223 |
| 192.3 | 0.581228 | 0.581234 | 0.581240 | 0.581246 | 0.581251 | 0.581257 | 0.581263 | 0.581269 | 0.581274 | 0.581280 |
| 192.4 | 0.581286 | 0.581292 | 0.581297 | 0.581303 | 0.581309 | 0.581315 | 0.581320 | 0.581326 | 0.581332 | 0.581338 |
| 192.5 | 0.581343 | 0.581349 | 0.581355 | 0.581361 | 0.581366 | 0.581372 | 0.581378 | 0.581384 | 0.581389 | 0.581395 |
| 192.6 | 0.581401 | 0.581407 | 0.581412 | 0.581418 | 0.581424 | 0.581429 | 0.581435 | 0.581441 | 0.581447 | 0.581452 |
| 192.7 | 0.581458 | 0.581464 | 0.581470 | 0.581475 | 0.581481 | 0.581487 | 0.581493 | 0.581498 | 0.581504 | 0.581510 |
| 192.8 | 0.581515 | 0.581521 | 0.581527 | 0.581533 | 0.581538 | 0.581544 | 0.581550 | 0.581556 | 0.581561 | 0.581567 |
| 192.9 | 0.581573 | 0.581579 | 0.581584 | 0.581590 | 0.581596 | 0.581601 | 0.581607 | 0.581613 | 0.581619 | 0.581624 |
Logarithm Table for base 8503 — N = 193.00–193.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 193.0 | 0.581630 | 0.581636 | 0.581642 | 0.581647 | 0.581653 | 0.581659 | 0.581664 | 0.581670 | 0.581676 | 0.581682 |
| 193.1 | 0.581687 | 0.581693 | 0.581699 | 0.581704 | 0.581710 | 0.581716 | 0.581722 | 0.581727 | 0.581733 | 0.581739 |
| 193.2 | 0.581745 | 0.581750 | 0.581756 | 0.581762 | 0.581767 | 0.581773 | 0.581779 | 0.581785 | 0.581790 | 0.581796 |
| 193.3 | 0.581802 | 0.581807 | 0.581813 | 0.581819 | 0.581825 | 0.581830 | 0.581836 | 0.581842 | 0.581847 | 0.581853 |
| 193.4 | 0.581859 | 0.581865 | 0.581870 | 0.581876 | 0.581882 | 0.581887 | 0.581893 | 0.581899 | 0.581905 | 0.581910 |
| 193.5 | 0.581916 | 0.581922 | 0.581927 | 0.581933 | 0.581939 | 0.581945 | 0.581950 | 0.581956 | 0.581962 | 0.581967 |
| 193.6 | 0.581973 | 0.581979 | 0.581985 | 0.581990 | 0.581996 | 0.582002 | 0.582007 | 0.582013 | 0.582019 | 0.582024 |
| 193.7 | 0.582030 | 0.582036 | 0.582042 | 0.582047 | 0.582053 | 0.582059 | 0.582064 | 0.582070 | 0.582076 | 0.582082 |
| 193.8 | 0.582087 | 0.582093 | 0.582099 | 0.582104 | 0.582110 | 0.582116 | 0.582121 | 0.582127 | 0.582133 | 0.582139 |
| 193.9 | 0.582144 | 0.582150 | 0.582156 | 0.582161 | 0.582167 | 0.582173 | 0.582178 | 0.582184 | 0.582190 | 0.582196 |
Logarithm Table for base 8503 — N = 194.00–194.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 194.0 | 0.582201 | 0.582207 | 0.582213 | 0.582218 | 0.582224 | 0.582230 | 0.582235 | 0.582241 | 0.582247 | 0.582252 |
| 194.1 | 0.582258 | 0.582264 | 0.582270 | 0.582275 | 0.582281 | 0.582287 | 0.582292 | 0.582298 | 0.582304 | 0.582309 |
| 194.2 | 0.582315 | 0.582321 | 0.582326 | 0.582332 | 0.582338 | 0.582344 | 0.582349 | 0.582355 | 0.582361 | 0.582366 |
| 194.3 | 0.582372 | 0.582378 | 0.582383 | 0.582389 | 0.582395 | 0.582400 | 0.582406 | 0.582412 | 0.582417 | 0.582423 |
| 194.4 | 0.582429 | 0.582435 | 0.582440 | 0.582446 | 0.582452 | 0.582457 | 0.582463 | 0.582469 | 0.582474 | 0.582480 |
| 194.5 | 0.582486 | 0.582491 | 0.582497 | 0.582503 | 0.582508 | 0.582514 | 0.582520 | 0.582525 | 0.582531 | 0.582537 |
| 194.6 | 0.582543 | 0.582548 | 0.582554 | 0.582560 | 0.582565 | 0.582571 | 0.582577 | 0.582582 | 0.582588 | 0.582594 |
| 194.7 | 0.582599 | 0.582605 | 0.582611 | 0.582616 | 0.582622 | 0.582628 | 0.582633 | 0.582639 | 0.582645 | 0.582650 |
| 194.8 | 0.582656 | 0.582662 | 0.582667 | 0.582673 | 0.582679 | 0.582684 | 0.582690 | 0.582696 | 0.582701 | 0.582707 |
| 194.9 | 0.582713 | 0.582718 | 0.582724 | 0.582730 | 0.582735 | 0.582741 | 0.582747 | 0.582752 | 0.582758 | 0.582764 |
Logarithm Table for base 8503 — N = 195.00–195.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 195.0 | 0.582769 | 0.582775 | 0.582781 | 0.582786 | 0.582792 | 0.582798 | 0.582803 | 0.582809 | 0.582815 | 0.582820 |
| 195.1 | 0.582826 | 0.582832 | 0.582837 | 0.582843 | 0.582849 | 0.582854 | 0.582860 | 0.582866 | 0.582871 | 0.582877 |
| 195.2 | 0.582883 | 0.582888 | 0.582894 | 0.582900 | 0.582905 | 0.582911 | 0.582917 | 0.582922 | 0.582928 | 0.582934 |
| 195.3 | 0.582939 | 0.582945 | 0.582951 | 0.582956 | 0.582962 | 0.582968 | 0.582973 | 0.582979 | 0.582985 | 0.582990 |
| 195.4 | 0.582996 | 0.583002 | 0.583007 | 0.583013 | 0.583019 | 0.583024 | 0.583030 | 0.583036 | 0.583041 | 0.583047 |
| 195.5 | 0.583052 | 0.583058 | 0.583064 | 0.583069 | 0.583075 | 0.583081 | 0.583086 | 0.583092 | 0.583098 | 0.583103 |
| 195.6 | 0.583109 | 0.583115 | 0.583120 | 0.583126 | 0.583132 | 0.583137 | 0.583143 | 0.583149 | 0.583154 | 0.583160 |
| 195.7 | 0.583165 | 0.583171 | 0.583177 | 0.583182 | 0.583188 | 0.583194 | 0.583199 | 0.583205 | 0.583211 | 0.583216 |
| 195.8 | 0.583222 | 0.583228 | 0.583233 | 0.583239 | 0.583245 | 0.583250 | 0.583256 | 0.583261 | 0.583267 | 0.583273 |
| 195.9 | 0.583278 | 0.583284 | 0.583290 | 0.583295 | 0.583301 | 0.583307 | 0.583312 | 0.583318 | 0.583323 | 0.583329 |
Logarithm Table for base 8503 — N = 196.00–196.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 196.0 | 0.583335 | 0.583340 | 0.583346 | 0.583352 | 0.583357 | 0.583363 | 0.583369 | 0.583374 | 0.583380 | 0.583386 |
| 196.1 | 0.583391 | 0.583397 | 0.583402 | 0.583408 | 0.583414 | 0.583419 | 0.583425 | 0.583431 | 0.583436 | 0.583442 |
| 196.2 | 0.583447 | 0.583453 | 0.583459 | 0.583464 | 0.583470 | 0.583476 | 0.583481 | 0.583487 | 0.583493 | 0.583498 |
| 196.3 | 0.583504 | 0.583509 | 0.583515 | 0.583521 | 0.583526 | 0.583532 | 0.583538 | 0.583543 | 0.583549 | 0.583554 |
| 196.4 | 0.583560 | 0.583566 | 0.583571 | 0.583577 | 0.583583 | 0.583588 | 0.583594 | 0.583599 | 0.583605 | 0.583611 |
| 196.5 | 0.583616 | 0.583622 | 0.583628 | 0.583633 | 0.583639 | 0.583644 | 0.583650 | 0.583656 | 0.583661 | 0.583667 |
| 196.6 | 0.583673 | 0.583678 | 0.583684 | 0.583689 | 0.583695 | 0.583701 | 0.583706 | 0.583712 | 0.583718 | 0.583723 |
| 196.7 | 0.583729 | 0.583734 | 0.583740 | 0.583746 | 0.583751 | 0.583757 | 0.583762 | 0.583768 | 0.583774 | 0.583779 |
| 196.8 | 0.583785 | 0.583791 | 0.583796 | 0.583802 | 0.583807 | 0.583813 | 0.583819 | 0.583824 | 0.583830 | 0.583835 |
| 196.9 | 0.583841 | 0.583847 | 0.583852 | 0.583858 | 0.583864 | 0.583869 | 0.583875 | 0.583880 | 0.583886 | 0.583892 |
Logarithm Table for base 8503 — N = 197.00–197.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 197.0 | 0.583897 | 0.583903 | 0.583908 | 0.583914 | 0.583920 | 0.583925 | 0.583931 | 0.583936 | 0.583942 | 0.583948 |
| 197.1 | 0.583953 | 0.583959 | 0.583965 | 0.583970 | 0.583976 | 0.583981 | 0.583987 | 0.583993 | 0.583998 | 0.584004 |
| 197.2 | 0.584009 | 0.584015 | 0.584021 | 0.584026 | 0.584032 | 0.584037 | 0.584043 | 0.584049 | 0.584054 | 0.584060 |
| 197.3 | 0.584065 | 0.584071 | 0.584077 | 0.584082 | 0.584088 | 0.584093 | 0.584099 | 0.584105 | 0.584110 | 0.584116 |
| 197.4 | 0.584121 | 0.584127 | 0.584133 | 0.584138 | 0.584144 | 0.584149 | 0.584155 | 0.584161 | 0.584166 | 0.584172 |
| 197.5 | 0.584177 | 0.584183 | 0.584189 | 0.584194 | 0.584200 | 0.584205 | 0.584211 | 0.584217 | 0.584222 | 0.584228 |
| 197.6 | 0.584233 | 0.584239 | 0.584244 | 0.584250 | 0.584256 | 0.584261 | 0.584267 | 0.584272 | 0.584278 | 0.584284 |
| 197.7 | 0.584289 | 0.584295 | 0.584300 | 0.584306 | 0.584312 | 0.584317 | 0.584323 | 0.584328 | 0.584334 | 0.584340 |
| 197.8 | 0.584345 | 0.584351 | 0.584356 | 0.584362 | 0.584367 | 0.584373 | 0.584379 | 0.584384 | 0.584390 | 0.584395 |
| 197.9 | 0.584401 | 0.584407 | 0.584412 | 0.584418 | 0.584423 | 0.584429 | 0.584434 | 0.584440 | 0.584446 | 0.584451 |
Logarithm Table for base 8503 — N = 198.00–198.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 198.0 | 0.584457 | 0.584462 | 0.584468 | 0.584474 | 0.584479 | 0.584485 | 0.584490 | 0.584496 | 0.584501 | 0.584507 |
| 198.1 | 0.584513 | 0.584518 | 0.584524 | 0.584529 | 0.584535 | 0.584540 | 0.584546 | 0.584552 | 0.584557 | 0.584563 |
| 198.2 | 0.584568 | 0.584574 | 0.584580 | 0.584585 | 0.584591 | 0.584596 | 0.584602 | 0.584607 | 0.584613 | 0.584619 |
| 198.3 | 0.584624 | 0.584630 | 0.584635 | 0.584641 | 0.584646 | 0.584652 | 0.584658 | 0.584663 | 0.584669 | 0.584674 |
| 198.4 | 0.584680 | 0.584685 | 0.584691 | 0.584697 | 0.584702 | 0.584708 | 0.584713 | 0.584719 | 0.584724 | 0.584730 |
| 198.5 | 0.584736 | 0.584741 | 0.584747 | 0.584752 | 0.584758 | 0.584763 | 0.584769 | 0.584775 | 0.584780 | 0.584786 |
| 198.6 | 0.584791 | 0.584797 | 0.584802 | 0.584808 | 0.584813 | 0.584819 | 0.584825 | 0.584830 | 0.584836 | 0.584841 |
| 198.7 | 0.584847 | 0.584852 | 0.584858 | 0.584864 | 0.584869 | 0.584875 | 0.584880 | 0.584886 | 0.584891 | 0.584897 |
| 198.8 | 0.584902 | 0.584908 | 0.584914 | 0.584919 | 0.584925 | 0.584930 | 0.584936 | 0.584941 | 0.584947 | 0.584952 |
| 198.9 | 0.584958 | 0.584964 | 0.584969 | 0.584975 | 0.584980 | 0.584986 | 0.584991 | 0.584997 | 0.585002 | 0.585008 |
Logarithm Table for base 8503 — N = 199.00–199.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 199.0 | 0.585014 | 0.585019 | 0.585025 | 0.585030 | 0.585036 | 0.585041 | 0.585047 | 0.585052 | 0.585058 | 0.585064 |
| 199.1 | 0.585069 | 0.585075 | 0.585080 | 0.585086 | 0.585091 | 0.585097 | 0.585102 | 0.585108 | 0.585113 | 0.585119 |
| 199.2 | 0.585125 | 0.585130 | 0.585136 | 0.585141 | 0.585147 | 0.585152 | 0.585158 | 0.585163 | 0.585169 | 0.585175 |
| 199.3 | 0.585180 | 0.585186 | 0.585191 | 0.585197 | 0.585202 | 0.585208 | 0.585213 | 0.585219 | 0.585224 | 0.585230 |
| 199.4 | 0.585236 | 0.585241 | 0.585247 | 0.585252 | 0.585258 | 0.585263 | 0.585269 | 0.585274 | 0.585280 | 0.585285 |
| 199.5 | 0.585291 | 0.585296 | 0.585302 | 0.585308 | 0.585313 | 0.585319 | 0.585324 | 0.585330 | 0.585335 | 0.585341 |
| 199.6 | 0.585346 | 0.585352 | 0.585357 | 0.585363 | 0.585368 | 0.585374 | 0.585380 | 0.585385 | 0.585391 | 0.585396 |
| 199.7 | 0.585402 | 0.585407 | 0.585413 | 0.585418 | 0.585424 | 0.585429 | 0.585435 | 0.585440 | 0.585446 | 0.585451 |
| 199.8 | 0.585457 | 0.585463 | 0.585468 | 0.585474 | 0.585479 | 0.585485 | 0.585490 | 0.585496 | 0.585501 | 0.585507 |
| 199.9 | 0.585512 | 0.585518 | 0.585523 | 0.585529 | 0.585534 | 0.585540 | 0.585545 | 0.585551 | 0.585557 | 0.585562 |
Logarithm Table for base 8503 — N = 200.00–200.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 200.0 | 0.585568 | 0.585573 | 0.585579 | 0.585584 | 0.585590 | 0.585595 | 0.585601 | 0.585606 | 0.585612 | 0.585617 |
| 200.1 | 0.585623 | 0.585628 | 0.585634 | 0.585639 | 0.585645 | 0.585650 | 0.585656 | 0.585661 | 0.585667 | 0.585673 |
| 200.2 | 0.585678 | 0.585684 | 0.585689 | 0.585695 | 0.585700 | 0.585706 | 0.585711 | 0.585717 | 0.585722 | 0.585728 |
| 200.3 | 0.585733 | 0.585739 | 0.585744 | 0.585750 | 0.585755 | 0.585761 | 0.585766 | 0.585772 | 0.585777 | 0.585783 |
| 200.4 | 0.585788 | 0.585794 | 0.585799 | 0.585805 | 0.585810 | 0.585816 | 0.585821 | 0.585827 | 0.585832 | 0.585838 |
| 200.5 | 0.585844 | 0.585849 | 0.585855 | 0.585860 | 0.585866 | 0.585871 | 0.585877 | 0.585882 | 0.585888 | 0.585893 |
| 200.6 | 0.585899 | 0.585904 | 0.585910 | 0.585915 | 0.585921 | 0.585926 | 0.585932 | 0.585937 | 0.585943 | 0.585948 |
| 200.7 | 0.585954 | 0.585959 | 0.585965 | 0.585970 | 0.585976 | 0.585981 | 0.585987 | 0.585992 | 0.585998 | 0.586003 |
| 200.8 | 0.586009 | 0.586014 | 0.586020 | 0.586025 | 0.586031 | 0.586036 | 0.586042 | 0.586047 | 0.586053 | 0.586058 |
| 200.9 | 0.586064 | 0.586069 | 0.586075 | 0.586080 | 0.586086 | 0.586091 | 0.586097 | 0.586102 | 0.586108 | 0.586113 |
Other Bases
Advertisement