Logarithm Table for base 8501
This page shows the logarithm table for base 8501, in blocks of 100 values — each block covers one whole number N (its row lists N.0 through N.9, and each row's 10 columns walk the hundredths digit 0 through 9). Hover any cell to trace it back to its row and column, or print a block directly from its own header.
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Logarithm Table for base 8501 — 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 | 0.009525 |
| 1.1 | 0.010534 | 0.011534 | 0.012525 | 0.013508 | 0.014482 | 0.015447 | 0.016404 | 0.017352 | 0.018293 | 0.019226 |
| 1.2 | 0.020151 | 0.021068 | 0.021977 | 0.022880 | 0.023775 | 0.024662 | 0.025543 | 0.026417 | 0.027284 | 0.028144 |
| 1.3 | 0.028997 | 0.029844 | 0.030685 | 0.031519 | 0.032347 | 0.033168 | 0.033984 | 0.034794 | 0.035597 | 0.036395 |
| 1.4 | 0.037188 | 0.037974 | 0.038755 | 0.039531 | 0.040301 | 0.041066 | 0.041826 | 0.042580 | 0.043329 | 0.044074 |
| 1.5 | 0.044813 | 0.045547 | 0.046277 | 0.047002 | 0.047722 | 0.048437 | 0.049148 | 0.049854 | 0.050556 | 0.051253 |
| 1.6 | 0.051946 | 0.052635 | 0.053319 | 0.053999 | 0.054675 | 0.055347 | 0.056015 | 0.056679 | 0.057338 | 0.057994 |
| 1.7 | 0.058646 | 0.059295 | 0.059939 | 0.060580 | 0.061217 | 0.061850 | 0.062480 | 0.063106 | 0.063729 | 0.064348 |
| 1.8 | 0.064964 | 0.065576 | 0.066185 | 0.066790 | 0.067393 | 0.067992 | 0.068588 | 0.069180 | 0.069770 | 0.070356 |
| 1.9 | 0.070939 | 0.071519 | 0.072097 | 0.072671 | 0.073242 | 0.073810 | 0.074375 | 0.074938 | 0.075498 | 0.076054 |
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Logarithm Table for base 8501 — N = 2.00–2.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 2.0 | 0.076608 | 0.077160 | 0.077708 | 0.078254 | 0.078797 | 0.079337 | 0.079875 | 0.080410 | 0.080943 | 0.081473 |
| 2.1 | 0.082001 | 0.082526 | 0.083048 | 0.083568 | 0.084086 | 0.084601 | 0.085114 | 0.085625 | 0.086133 | 0.086639 |
| 2.2 | 0.087142 | 0.087643 | 0.088142 | 0.088639 | 0.089134 | 0.089626 | 0.090116 | 0.090604 | 0.091090 | 0.091574 |
| 2.3 | 0.092055 | 0.092535 | 0.093012 | 0.093487 | 0.093961 | 0.094432 | 0.094901 | 0.095369 | 0.095834 | 0.096297 |
| 2.4 | 0.096759 | 0.097218 | 0.097676 | 0.098132 | 0.098586 | 0.099038 | 0.099488 | 0.099936 | 0.100383 | 0.100828 |
| 2.5 | 0.101271 | 0.101712 | 0.102151 | 0.102589 | 0.103025 | 0.103459 | 0.103892 | 0.104323 | 0.104752 | 0.105180 |
| 2.6 | 0.105605 | 0.106030 | 0.106452 | 0.106873 | 0.107293 | 0.107711 | 0.108127 | 0.108542 | 0.108955 | 0.109366 |
| 2.7 | 0.109777 | 0.110185 | 0.110592 | 0.110998 | 0.111402 | 0.111805 | 0.112206 | 0.112605 | 0.113004 | 0.113401 |
| 2.8 | 0.113796 | 0.114190 | 0.114583 | 0.114974 | 0.115364 | 0.115752 | 0.116139 | 0.116525 | 0.116910 | 0.117293 |
| 2.9 | 0.117674 | 0.118055 | 0.118434 | 0.118812 | 0.119188 | 0.119564 | 0.119938 | 0.120310 | 0.120682 | 0.121052 |
Logarithm Table for base 8501 — N = 3.00–3.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 3.0 | 0.121421 | 0.121789 | 0.122156 | 0.122521 | 0.122885 | 0.123248 | 0.123610 | 0.123971 | 0.124330 | 0.124688 |
| 3.1 | 0.125045 | 0.125401 | 0.125756 | 0.126110 | 0.126462 | 0.126814 | 0.127164 | 0.127513 | 0.127861 | 0.128208 |
| 3.2 | 0.128554 | 0.128899 | 0.129243 | 0.129586 | 0.129927 | 0.130268 | 0.130607 | 0.130946 | 0.131283 | 0.131620 |
| 3.3 | 0.131955 | 0.132290 | 0.132623 | 0.132955 | 0.133287 | 0.133617 | 0.133947 | 0.134275 | 0.134603 | 0.134929 |
| 3.4 | 0.135255 | 0.135579 | 0.135903 | 0.136226 | 0.136547 | 0.136868 | 0.137188 | 0.137507 | 0.137825 | 0.138142 |
| 3.5 | 0.138458 | 0.138774 | 0.139088 | 0.139402 | 0.139714 | 0.140026 | 0.140337 | 0.140647 | 0.140956 | 0.141264 |
| 3.6 | 0.141572 | 0.141878 | 0.142184 | 0.142489 | 0.142793 | 0.143096 | 0.143399 | 0.143700 | 0.144001 | 0.144301 |
| 3.7 | 0.144600 | 0.144898 | 0.145196 | 0.145493 | 0.145789 | 0.146084 | 0.146378 | 0.146672 | 0.146964 | 0.147256 |
| 3.8 | 0.147548 | 0.147838 | 0.148128 | 0.148417 | 0.148705 | 0.148992 | 0.149279 | 0.149565 | 0.149850 | 0.150135 |
| 3.9 | 0.150418 | 0.150701 | 0.150984 | 0.151265 | 0.151546 | 0.151826 | 0.152106 | 0.152385 | 0.152663 | 0.152940 |
Logarithm Table for base 8501 — N = 4.00–4.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 4.0 | 0.153217 | 0.153493 | 0.153768 | 0.154042 | 0.154316 | 0.154590 | 0.154862 | 0.155134 | 0.155405 | 0.155676 |
| 4.1 | 0.155946 | 0.156215 | 0.156483 | 0.156751 | 0.157019 | 0.157285 | 0.157551 | 0.157817 | 0.158081 | 0.158346 |
| 4.2 | 0.158609 | 0.158872 | 0.159134 | 0.159396 | 0.159657 | 0.159917 | 0.160177 | 0.160436 | 0.160694 | 0.160952 |
| 4.3 | 0.161210 | 0.161466 | 0.161723 | 0.161978 | 0.162233 | 0.162487 | 0.162741 | 0.162994 | 0.163247 | 0.163499 |
| 4.4 | 0.163750 | 0.164001 | 0.164252 | 0.164502 | 0.164751 | 0.164999 | 0.165247 | 0.165495 | 0.165742 | 0.165988 |
| 4.5 | 0.166234 | 0.166480 | 0.166724 | 0.166969 | 0.167212 | 0.167456 | 0.167698 | 0.167940 | 0.168182 | 0.168423 |
| 4.6 | 0.168663 | 0.168903 | 0.169143 | 0.169382 | 0.169620 | 0.169858 | 0.170096 | 0.170333 | 0.170569 | 0.170805 |
| 4.7 | 0.171040 | 0.171275 | 0.171510 | 0.171744 | 0.171977 | 0.172210 | 0.172442 | 0.172674 | 0.172906 | 0.173137 |
| 4.8 | 0.173367 | 0.173597 | 0.173827 | 0.174056 | 0.174284 | 0.174513 | 0.174740 | 0.174967 | 0.175194 | 0.175420 |
| 4.9 | 0.175646 | 0.175871 | 0.176096 | 0.176321 | 0.176545 | 0.176768 | 0.176991 | 0.177214 | 0.177436 | 0.177658 |
Logarithm Table for base 8501 — N = 5.00–5.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 5.0 | 0.177879 | 0.178100 | 0.178320 | 0.178540 | 0.178760 | 0.178979 | 0.179197 | 0.179416 | 0.179633 | 0.179851 |
| 5.1 | 0.180068 | 0.180284 | 0.180500 | 0.180716 | 0.180931 | 0.181146 | 0.181360 | 0.181574 | 0.181788 | 0.182001 |
| 5.2 | 0.182214 | 0.182426 | 0.182638 | 0.182850 | 0.183061 | 0.183271 | 0.183482 | 0.183692 | 0.183901 | 0.184110 |
| 5.3 | 0.184319 | 0.184527 | 0.184735 | 0.184943 | 0.185150 | 0.185357 | 0.185563 | 0.185769 | 0.185975 | 0.186180 |
| 5.4 | 0.186385 | 0.186589 | 0.186793 | 0.186997 | 0.187201 | 0.187404 | 0.187606 | 0.187808 | 0.188010 | 0.188212 |
| 5.5 | 0.188413 | 0.188614 | 0.188814 | 0.189014 | 0.189214 | 0.189413 | 0.189612 | 0.189811 | 0.190009 | 0.190207 |
| 5.6 | 0.190404 | 0.190601 | 0.190798 | 0.190995 | 0.191191 | 0.191387 | 0.191582 | 0.191777 | 0.191972 | 0.192166 |
| 5.7 | 0.192361 | 0.192554 | 0.192748 | 0.192941 | 0.193133 | 0.193326 | 0.193518 | 0.193710 | 0.193901 | 0.194092 |
| 5.8 | 0.194283 | 0.194473 | 0.194663 | 0.194853 | 0.195042 | 0.195231 | 0.195420 | 0.195609 | 0.195797 | 0.195985 |
| 5.9 | 0.196172 | 0.196359 | 0.196546 | 0.196733 | 0.196919 | 0.197105 | 0.197290 | 0.197476 | 0.197661 | 0.197845 |
Logarithm Table for base 8501 — N = 6.00–6.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 6.0 | 0.198030 | 0.198214 | 0.198397 | 0.198581 | 0.198764 | 0.198947 | 0.199129 | 0.199312 | 0.199493 | 0.199675 |
| 6.1 | 0.199856 | 0.200037 | 0.200218 | 0.200399 | 0.200579 | 0.200759 | 0.200938 | 0.201117 | 0.201296 | 0.201475 |
| 6.2 | 0.201654 | 0.201832 | 0.202010 | 0.202187 | 0.202364 | 0.202541 | 0.202718 | 0.202894 | 0.203071 | 0.203246 |
| 6.3 | 0.203422 | 0.203597 | 0.203772 | 0.203947 | 0.204121 | 0.204296 | 0.204470 | 0.204643 | 0.204817 | 0.204990 |
| 6.4 | 0.205163 | 0.205335 | 0.205507 | 0.205679 | 0.205851 | 0.206023 | 0.206194 | 0.206365 | 0.206535 | 0.206706 |
| 6.5 | 0.206876 | 0.207046 | 0.207216 | 0.207385 | 0.207554 | 0.207723 | 0.207892 | 0.208060 | 0.208228 | 0.208396 |
| 6.6 | 0.208563 | 0.208731 | 0.208898 | 0.209065 | 0.209231 | 0.209398 | 0.209564 | 0.209730 | 0.209895 | 0.210060 |
| 6.7 | 0.210226 | 0.210390 | 0.210555 | 0.210719 | 0.210883 | 0.211047 | 0.211211 | 0.211374 | 0.211537 | 0.211700 |
| 6.8 | 0.211863 | 0.212025 | 0.212187 | 0.212349 | 0.212511 | 0.212673 | 0.212834 | 0.212995 | 0.213156 | 0.213316 |
| 6.9 | 0.213476 | 0.213636 | 0.213796 | 0.213956 | 0.214115 | 0.214274 | 0.214433 | 0.214592 | 0.214750 | 0.214909 |
Logarithm Table for base 8501 — N = 7.00–7.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 7.0 | 0.215067 | 0.215224 | 0.215382 | 0.215539 | 0.215696 | 0.215853 | 0.216010 | 0.216166 | 0.216323 | 0.216479 |
| 7.1 | 0.216634 | 0.216790 | 0.216945 | 0.217100 | 0.217255 | 0.217410 | 0.217564 | 0.217719 | 0.217873 | 0.218027 |
| 7.2 | 0.218180 | 0.218334 | 0.218487 | 0.218640 | 0.218792 | 0.218945 | 0.219097 | 0.219250 | 0.219401 | 0.219553 |
| 7.3 | 0.219705 | 0.219856 | 0.220007 | 0.220158 | 0.220309 | 0.220459 | 0.220609 | 0.220759 | 0.220909 | 0.221059 |
| 7.4 | 0.221208 | 0.221358 | 0.221507 | 0.221656 | 0.221804 | 0.221953 | 0.222101 | 0.222249 | 0.222397 | 0.222544 |
| 7.5 | 0.222692 | 0.222839 | 0.222986 | 0.223133 | 0.223280 | 0.223426 | 0.223573 | 0.223719 | 0.223865 | 0.224010 |
| 7.6 | 0.224156 | 0.224301 | 0.224446 | 0.224591 | 0.224736 | 0.224881 | 0.225025 | 0.225169 | 0.225313 | 0.225457 |
| 7.7 | 0.225601 | 0.225744 | 0.225887 | 0.226030 | 0.226173 | 0.226316 | 0.226458 | 0.226601 | 0.226743 | 0.226885 |
| 7.8 | 0.227027 | 0.227168 | 0.227310 | 0.227451 | 0.227592 | 0.227733 | 0.227874 | 0.228014 | 0.228154 | 0.228295 |
| 7.9 | 0.228435 | 0.228574 | 0.228714 | 0.228854 | 0.228993 | 0.229132 | 0.229271 | 0.229410 | 0.229548 | 0.229687 |
Logarithm Table for base 8501 — N = 8.00–8.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 8.0 | 0.229825 | 0.229963 | 0.230101 | 0.230239 | 0.230376 | 0.230513 | 0.230651 | 0.230788 | 0.230925 | 0.231061 |
| 8.1 | 0.231198 | 0.231334 | 0.231470 | 0.231606 | 0.231742 | 0.231878 | 0.232014 | 0.232149 | 0.232284 | 0.232419 |
| 8.2 | 0.232554 | 0.232689 | 0.232823 | 0.232958 | 0.233092 | 0.233226 | 0.233360 | 0.233493 | 0.233627 | 0.233760 |
| 8.3 | 0.233894 | 0.234027 | 0.234160 | 0.234292 | 0.234425 | 0.234557 | 0.234690 | 0.234822 | 0.234954 | 0.235086 |
| 8.4 | 0.235217 | 0.235349 | 0.235480 | 0.235611 | 0.235742 | 0.235873 | 0.236004 | 0.236134 | 0.236265 | 0.236395 |
| 8.5 | 0.236525 | 0.236655 | 0.236785 | 0.236915 | 0.237044 | 0.237173 | 0.237303 | 0.237432 | 0.237561 | 0.237689 |
| 8.6 | 0.237818 | 0.237946 | 0.238075 | 0.238203 | 0.238331 | 0.238459 | 0.238586 | 0.238714 | 0.238841 | 0.238969 |
| 8.7 | 0.239096 | 0.239223 | 0.239349 | 0.239476 | 0.239603 | 0.239729 | 0.239855 | 0.239981 | 0.240107 | 0.240233 |
| 8.8 | 0.240359 | 0.240484 | 0.240610 | 0.240735 | 0.240860 | 0.240985 | 0.241110 | 0.241234 | 0.241359 | 0.241483 |
| 8.9 | 0.241608 | 0.241732 | 0.241856 | 0.241980 | 0.242103 | 0.242227 | 0.242350 | 0.242474 | 0.242597 | 0.242720 |
Logarithm Table for base 8501 — N = 9.00–9.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 9.0 | 0.242843 | 0.242965 | 0.243088 | 0.243210 | 0.243333 | 0.243455 | 0.243577 | 0.243699 | 0.243821 | 0.243942 |
| 9.1 | 0.244064 | 0.244185 | 0.244306 | 0.244428 | 0.244549 | 0.244669 | 0.244790 | 0.244911 | 0.245031 | 0.245152 |
| 9.2 | 0.245272 | 0.245392 | 0.245512 | 0.245632 | 0.245751 | 0.245871 | 0.245990 | 0.246109 | 0.246229 | 0.246348 |
| 9.3 | 0.246467 | 0.246585 | 0.246704 | 0.246823 | 0.246941 | 0.247059 | 0.247177 | 0.247295 | 0.247413 | 0.247531 |
| 9.4 | 0.247649 | 0.247766 | 0.247884 | 0.248001 | 0.248118 | 0.248235 | 0.248352 | 0.248469 | 0.248585 | 0.248702 |
| 9.5 | 0.248818 | 0.248934 | 0.249051 | 0.249167 | 0.249283 | 0.249398 | 0.249514 | 0.249630 | 0.249745 | 0.249860 |
| 9.6 | 0.249976 | 0.250091 | 0.250206 | 0.250320 | 0.250435 | 0.250550 | 0.250664 | 0.250778 | 0.250893 | 0.251007 |
| 9.7 | 0.251121 | 0.251235 | 0.251348 | 0.251462 | 0.251576 | 0.251689 | 0.251802 | 0.251916 | 0.252029 | 0.252142 |
| 9.8 | 0.252254 | 0.252367 | 0.252480 | 0.252592 | 0.252705 | 0.252817 | 0.252929 | 0.253041 | 0.253153 | 0.253265 |
| 9.9 | 0.253376 | 0.253488 | 0.253600 | 0.253711 | 0.253822 | 0.253933 | 0.254044 | 0.254155 | 0.254266 | 0.254377 |
Logarithm Table for base 8501 — N = 10.00–10.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 10.0 | 0.254487 | 0.254598 | 0.254708 | 0.254818 | 0.254928 | 0.255038 | 0.255148 | 0.255258 | 0.255368 | 0.255477 |
| 10.1 | 0.255587 | 0.255696 | 0.255806 | 0.255915 | 0.256024 | 0.256133 | 0.256242 | 0.256350 | 0.256459 | 0.256567 |
| 10.2 | 0.256676 | 0.256784 | 0.256892 | 0.257000 | 0.257108 | 0.257216 | 0.257324 | 0.257432 | 0.257539 | 0.257647 |
| 10.3 | 0.257754 | 0.257861 | 0.257969 | 0.258076 | 0.258183 | 0.258289 | 0.258396 | 0.258503 | 0.258609 | 0.258716 |
| 10.4 | 0.258822 | 0.258928 | 0.259034 | 0.259140 | 0.259246 | 0.259352 | 0.259458 | 0.259563 | 0.259669 | 0.259774 |
| 10.5 | 0.259880 | 0.259985 | 0.260090 | 0.260195 | 0.260300 | 0.260405 | 0.260509 | 0.260614 | 0.260719 | 0.260823 |
| 10.6 | 0.260927 | 0.261031 | 0.261136 | 0.261240 | 0.261344 | 0.261447 | 0.261551 | 0.261655 | 0.261758 | 0.261862 |
| 10.7 | 0.261965 | 0.262068 | 0.262171 | 0.262274 | 0.262377 | 0.262480 | 0.262583 | 0.262686 | 0.262788 | 0.262891 |
| 10.8 | 0.262993 | 0.263095 | 0.263198 | 0.263300 | 0.263402 | 0.263504 | 0.263605 | 0.263707 | 0.263809 | 0.263910 |
| 10.9 | 0.264012 | 0.264113 | 0.264214 | 0.264316 | 0.264417 | 0.264518 | 0.264619 | 0.264719 | 0.264820 | 0.264921 |
Logarithm Table for base 8501 — N = 11.00–11.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 11.0 | 0.265021 | 0.265122 | 0.265222 | 0.265322 | 0.265422 | 0.265522 | 0.265622 | 0.265722 | 0.265822 | 0.265922 |
| 11.1 | 0.266021 | 0.266121 | 0.266220 | 0.266320 | 0.266419 | 0.266518 | 0.266617 | 0.266716 | 0.266815 | 0.266914 |
| 11.2 | 0.267013 | 0.267111 | 0.267210 | 0.267308 | 0.267407 | 0.267505 | 0.267603 | 0.267701 | 0.267799 | 0.267897 |
| 11.3 | 0.267995 | 0.268093 | 0.268190 | 0.268288 | 0.268386 | 0.268483 | 0.268580 | 0.268678 | 0.268775 | 0.268872 |
| 11.4 | 0.268969 | 0.269066 | 0.269163 | 0.269259 | 0.269356 | 0.269452 | 0.269549 | 0.269645 | 0.269742 | 0.269838 |
| 11.5 | 0.269934 | 0.270030 | 0.270126 | 0.270222 | 0.270318 | 0.270414 | 0.270509 | 0.270605 | 0.270700 | 0.270796 |
| 11.6 | 0.270891 | 0.270986 | 0.271081 | 0.271176 | 0.271271 | 0.271366 | 0.271461 | 0.271556 | 0.271651 | 0.271745 |
| 11.7 | 0.271840 | 0.271934 | 0.272028 | 0.272123 | 0.272217 | 0.272311 | 0.272405 | 0.272499 | 0.272593 | 0.272687 |
| 11.8 | 0.272780 | 0.272874 | 0.272967 | 0.273061 | 0.273154 | 0.273248 | 0.273341 | 0.273434 | 0.273527 | 0.273620 |
| 11.9 | 0.273713 | 0.273806 | 0.273899 | 0.273991 | 0.274084 | 0.274176 | 0.274269 | 0.274361 | 0.274454 | 0.274546 |
Logarithm Table for base 8501 — N = 12.00–12.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 12.0 | 0.274638 | 0.274730 | 0.274822 | 0.274914 | 0.275006 | 0.275097 | 0.275189 | 0.275281 | 0.275372 | 0.275464 |
| 12.1 | 0.275555 | 0.275646 | 0.275738 | 0.275829 | 0.275920 | 0.276011 | 0.276102 | 0.276193 | 0.276283 | 0.276374 |
| 12.2 | 0.276465 | 0.276555 | 0.276646 | 0.276736 | 0.276826 | 0.276917 | 0.277007 | 0.277097 | 0.277187 | 0.277277 |
| 12.3 | 0.277367 | 0.277457 | 0.277547 | 0.277636 | 0.277726 | 0.277815 | 0.277905 | 0.277994 | 0.278083 | 0.278173 |
| 12.4 | 0.278262 | 0.278351 | 0.278440 | 0.278529 | 0.278618 | 0.278707 | 0.278795 | 0.278884 | 0.278973 | 0.279061 |
| 12.5 | 0.279150 | 0.279238 | 0.279326 | 0.279415 | 0.279503 | 0.279591 | 0.279679 | 0.279767 | 0.279855 | 0.279943 |
| 12.6 | 0.280030 | 0.280118 | 0.280206 | 0.280293 | 0.280381 | 0.280468 | 0.280555 | 0.280643 | 0.280730 | 0.280817 |
| 12.7 | 0.280904 | 0.280991 | 0.281078 | 0.281165 | 0.281252 | 0.281338 | 0.281425 | 0.281511 | 0.281598 | 0.281684 |
| 12.8 | 0.281771 | 0.281857 | 0.281943 | 0.282030 | 0.282116 | 0.282202 | 0.282288 | 0.282374 | 0.282459 | 0.282545 |
| 12.9 | 0.282631 | 0.282717 | 0.282802 | 0.282888 | 0.282973 | 0.283058 | 0.283144 | 0.283229 | 0.283314 | 0.283399 |
Logarithm Table for base 8501 — N = 13.00–13.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 13.0 | 0.283484 | 0.283569 | 0.283654 | 0.283739 | 0.283824 | 0.283909 | 0.283993 | 0.284078 | 0.284162 | 0.284247 |
| 13.1 | 0.284331 | 0.284416 | 0.284500 | 0.284584 | 0.284668 | 0.284752 | 0.284836 | 0.284920 | 0.285004 | 0.285088 |
| 13.2 | 0.285172 | 0.285255 | 0.285339 | 0.285423 | 0.285506 | 0.285590 | 0.285673 | 0.285756 | 0.285840 | 0.285923 |
| 13.3 | 0.286006 | 0.286089 | 0.286172 | 0.286255 | 0.286338 | 0.286421 | 0.286503 | 0.286586 | 0.286669 | 0.286751 |
| 13.4 | 0.286834 | 0.286916 | 0.286999 | 0.287081 | 0.287163 | 0.287245 | 0.287328 | 0.287410 | 0.287492 | 0.287574 |
| 13.5 | 0.287656 | 0.287737 | 0.287819 | 0.287901 | 0.287983 | 0.288064 | 0.288146 | 0.288227 | 0.288309 | 0.288390 |
| 13.6 | 0.288471 | 0.288552 | 0.288634 | 0.288715 | 0.288796 | 0.288877 | 0.288958 | 0.289039 | 0.289119 | 0.289200 |
| 13.7 | 0.289281 | 0.289362 | 0.289442 | 0.289523 | 0.289603 | 0.289684 | 0.289764 | 0.289844 | 0.289924 | 0.290005 |
| 13.8 | 0.290085 | 0.290165 | 0.290245 | 0.290325 | 0.290405 | 0.290484 | 0.290564 | 0.290644 | 0.290724 | 0.290803 |
| 13.9 | 0.290883 | 0.290962 | 0.291042 | 0.291121 | 0.291200 | 0.291280 | 0.291359 | 0.291438 | 0.291517 | 0.291596 |
Logarithm Table for base 8501 — N = 14.00–14.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 14.0 | 0.291675 | 0.291754 | 0.291833 | 0.291912 | 0.291990 | 0.292069 | 0.292148 | 0.292226 | 0.292305 | 0.292383 |
| 14.1 | 0.292462 | 0.292540 | 0.292618 | 0.292697 | 0.292775 | 0.292853 | 0.292931 | 0.293009 | 0.293087 | 0.293165 |
| 14.2 | 0.293243 | 0.293320 | 0.293398 | 0.293476 | 0.293554 | 0.293631 | 0.293709 | 0.293786 | 0.293864 | 0.293941 |
| 14.3 | 0.294018 | 0.294096 | 0.294173 | 0.294250 | 0.294327 | 0.294404 | 0.294481 | 0.294558 | 0.294635 | 0.294712 |
| 14.4 | 0.294788 | 0.294865 | 0.294942 | 0.295018 | 0.295095 | 0.295172 | 0.295248 | 0.295324 | 0.295401 | 0.295477 |
| 14.5 | 0.295553 | 0.295630 | 0.295706 | 0.295782 | 0.295858 | 0.295934 | 0.296010 | 0.296086 | 0.296161 | 0.296237 |
| 14.6 | 0.296313 | 0.296389 | 0.296464 | 0.296540 | 0.296615 | 0.296691 | 0.296766 | 0.296842 | 0.296917 | 0.296992 |
| 14.7 | 0.297067 | 0.297143 | 0.297218 | 0.297293 | 0.297368 | 0.297443 | 0.297518 | 0.297592 | 0.297667 | 0.297742 |
| 14.8 | 0.297817 | 0.297891 | 0.297966 | 0.298040 | 0.298115 | 0.298189 | 0.298264 | 0.298338 | 0.298412 | 0.298487 |
| 14.9 | 0.298561 | 0.298635 | 0.298709 | 0.298783 | 0.298857 | 0.298931 | 0.299005 | 0.299079 | 0.299153 | 0.299227 |
Logarithm Table for base 8501 — N = 15.00–15.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 15.0 | 0.299300 | 0.299374 | 0.299447 | 0.299521 | 0.299595 | 0.299668 | 0.299741 | 0.299815 | 0.299888 | 0.299961 |
| 15.1 | 0.300035 | 0.300108 | 0.300181 | 0.300254 | 0.300327 | 0.300400 | 0.300473 | 0.300546 | 0.300619 | 0.300691 |
| 15.2 | 0.300764 | 0.300837 | 0.300909 | 0.300982 | 0.301055 | 0.301127 | 0.301200 | 0.301272 | 0.301344 | 0.301417 |
| 15.3 | 0.301489 | 0.301561 | 0.301633 | 0.301705 | 0.301777 | 0.301849 | 0.301921 | 0.301993 | 0.302065 | 0.302137 |
| 15.4 | 0.302209 | 0.302281 | 0.302352 | 0.302424 | 0.302496 | 0.302567 | 0.302639 | 0.302710 | 0.302782 | 0.302853 |
| 15.5 | 0.302924 | 0.302996 | 0.303067 | 0.303138 | 0.303209 | 0.303280 | 0.303351 | 0.303422 | 0.303493 | 0.303564 |
| 15.6 | 0.303635 | 0.303706 | 0.303777 | 0.303847 | 0.303918 | 0.303989 | 0.304059 | 0.304130 | 0.304200 | 0.304271 |
| 15.7 | 0.304341 | 0.304412 | 0.304482 | 0.304552 | 0.304622 | 0.304693 | 0.304763 | 0.304833 | 0.304903 | 0.304973 |
| 15.8 | 0.305043 | 0.305113 | 0.305183 | 0.305253 | 0.305322 | 0.305392 | 0.305462 | 0.305532 | 0.305601 | 0.305671 |
| 15.9 | 0.305740 | 0.305810 | 0.305879 | 0.305949 | 0.306018 | 0.306087 | 0.306157 | 0.306226 | 0.306295 | 0.306364 |
Logarithm Table for base 8501 — N = 16.00–16.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 16.0 | 0.306433 | 0.306502 | 0.306571 | 0.306640 | 0.306709 | 0.306778 | 0.306847 | 0.306916 | 0.306984 | 0.307053 |
| 16.1 | 0.307122 | 0.307190 | 0.307259 | 0.307328 | 0.307396 | 0.307464 | 0.307533 | 0.307601 | 0.307670 | 0.307738 |
| 16.2 | 0.307806 | 0.307874 | 0.307943 | 0.308011 | 0.308079 | 0.308147 | 0.308215 | 0.308283 | 0.308351 | 0.308418 |
| 16.3 | 0.308486 | 0.308554 | 0.308622 | 0.308690 | 0.308757 | 0.308825 | 0.308892 | 0.308960 | 0.309027 | 0.309095 |
| 16.4 | 0.309162 | 0.309230 | 0.309297 | 0.309364 | 0.309432 | 0.309499 | 0.309566 | 0.309633 | 0.309700 | 0.309767 |
| 16.5 | 0.309834 | 0.309901 | 0.309968 | 0.310035 | 0.310102 | 0.310169 | 0.310235 | 0.310302 | 0.310369 | 0.310435 |
| 16.6 | 0.310502 | 0.310569 | 0.310635 | 0.310702 | 0.310768 | 0.310834 | 0.310901 | 0.310967 | 0.311033 | 0.311100 |
| 16.7 | 0.311166 | 0.311232 | 0.311298 | 0.311364 | 0.311430 | 0.311496 | 0.311562 | 0.311628 | 0.311694 | 0.311760 |
| 16.8 | 0.311826 | 0.311891 | 0.311957 | 0.312023 | 0.312088 | 0.312154 | 0.312220 | 0.312285 | 0.312351 | 0.312416 |
| 16.9 | 0.312482 | 0.312547 | 0.312612 | 0.312678 | 0.312743 | 0.312808 | 0.312873 | 0.312938 | 0.313003 | 0.313069 |
Logarithm Table for base 8501 — N = 17.00–17.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 17.0 | 0.313134 | 0.313199 | 0.313264 | 0.313328 | 0.313393 | 0.313458 | 0.313523 | 0.313588 | 0.313652 | 0.313717 |
| 17.1 | 0.313782 | 0.313846 | 0.313911 | 0.313976 | 0.314040 | 0.314104 | 0.314169 | 0.314233 | 0.314298 | 0.314362 |
| 17.2 | 0.314426 | 0.314490 | 0.314555 | 0.314619 | 0.314683 | 0.314747 | 0.314811 | 0.314875 | 0.314939 | 0.315003 |
| 17.3 | 0.315067 | 0.315131 | 0.315195 | 0.315258 | 0.315322 | 0.315386 | 0.315450 | 0.315513 | 0.315577 | 0.315640 |
| 17.4 | 0.315704 | 0.315767 | 0.315831 | 0.315894 | 0.315958 | 0.316021 | 0.316084 | 0.316148 | 0.316211 | 0.316274 |
| 17.5 | 0.316337 | 0.316400 | 0.316464 | 0.316527 | 0.316590 | 0.316653 | 0.316716 | 0.316779 | 0.316841 | 0.316904 |
| 17.6 | 0.316967 | 0.317030 | 0.317093 | 0.317155 | 0.317218 | 0.317281 | 0.317343 | 0.317406 | 0.317468 | 0.317531 |
| 17.7 | 0.317593 | 0.317656 | 0.317718 | 0.317780 | 0.317843 | 0.317905 | 0.317967 | 0.318030 | 0.318092 | 0.318154 |
| 17.8 | 0.318216 | 0.318278 | 0.318340 | 0.318402 | 0.318464 | 0.318526 | 0.318588 | 0.318650 | 0.318712 | 0.318773 |
| 17.9 | 0.318835 | 0.318897 | 0.318959 | 0.319020 | 0.319082 | 0.319143 | 0.319205 | 0.319266 | 0.319328 | 0.319389 |
Logarithm Table for base 8501 — N = 18.00–18.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 18.0 | 0.319451 | 0.319512 | 0.319574 | 0.319635 | 0.319696 | 0.319757 | 0.319819 | 0.319880 | 0.319941 | 0.320002 |
| 18.1 | 0.320063 | 0.320124 | 0.320185 | 0.320246 | 0.320307 | 0.320368 | 0.320429 | 0.320490 | 0.320551 | 0.320611 |
| 18.2 | 0.320672 | 0.320733 | 0.320793 | 0.320854 | 0.320915 | 0.320975 | 0.321036 | 0.321096 | 0.321157 | 0.321217 |
| 18.3 | 0.321278 | 0.321338 | 0.321398 | 0.321459 | 0.321519 | 0.321579 | 0.321639 | 0.321700 | 0.321760 | 0.321820 |
| 18.4 | 0.321880 | 0.321940 | 0.322000 | 0.322060 | 0.322120 | 0.322180 | 0.322240 | 0.322300 | 0.322359 | 0.322419 |
| 18.5 | 0.322479 | 0.322539 | 0.322598 | 0.322658 | 0.322718 | 0.322777 | 0.322837 | 0.322896 | 0.322956 | 0.323015 |
| 18.6 | 0.323075 | 0.323134 | 0.323194 | 0.323253 | 0.323312 | 0.323372 | 0.323431 | 0.323490 | 0.323549 | 0.323608 |
| 18.7 | 0.323667 | 0.323727 | 0.323786 | 0.323845 | 0.323904 | 0.323963 | 0.324022 | 0.324080 | 0.324139 | 0.324198 |
| 18.8 | 0.324257 | 0.324316 | 0.324374 | 0.324433 | 0.324492 | 0.324550 | 0.324609 | 0.324668 | 0.324726 | 0.324785 |
| 18.9 | 0.324843 | 0.324902 | 0.324960 | 0.325019 | 0.325077 | 0.325135 | 0.325194 | 0.325252 | 0.325310 | 0.325368 |
Logarithm Table for base 8501 — N = 19.00–19.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 19.0 | 0.325426 | 0.325485 | 0.325543 | 0.325601 | 0.325659 | 0.325717 | 0.325775 | 0.325833 | 0.325891 | 0.325949 |
| 19.1 | 0.326007 | 0.326065 | 0.326122 | 0.326180 | 0.326238 | 0.326296 | 0.326353 | 0.326411 | 0.326469 | 0.326526 |
| 19.2 | 0.326584 | 0.326641 | 0.326699 | 0.326756 | 0.326814 | 0.326871 | 0.326929 | 0.326986 | 0.327043 | 0.327101 |
| 19.3 | 0.327158 | 0.327215 | 0.327272 | 0.327330 | 0.327387 | 0.327444 | 0.327501 | 0.327558 | 0.327615 | 0.327672 |
| 19.4 | 0.327729 | 0.327786 | 0.327843 | 0.327900 | 0.327957 | 0.328014 | 0.328070 | 0.328127 | 0.328184 | 0.328241 |
| 19.5 | 0.328297 | 0.328354 | 0.328411 | 0.328467 | 0.328524 | 0.328580 | 0.328637 | 0.328693 | 0.328750 | 0.328806 |
| 19.6 | 0.328863 | 0.328919 | 0.328975 | 0.329032 | 0.329088 | 0.329144 | 0.329201 | 0.329257 | 0.329313 | 0.329369 |
| 19.7 | 0.329425 | 0.329481 | 0.329537 | 0.329593 | 0.329649 | 0.329705 | 0.329761 | 0.329817 | 0.329873 | 0.329929 |
| 19.8 | 0.329985 | 0.330041 | 0.330096 | 0.330152 | 0.330208 | 0.330263 | 0.330319 | 0.330375 | 0.330430 | 0.330486 |
| 19.9 | 0.330542 | 0.330597 | 0.330653 | 0.330708 | 0.330763 | 0.330819 | 0.330874 | 0.330930 | 0.330985 | 0.331040 |
Logarithm Table for base 8501 — N = 20.00–20.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 20.0 | 0.331096 | 0.331151 | 0.331206 | 0.331261 | 0.331316 | 0.331372 | 0.331427 | 0.331482 | 0.331537 | 0.331592 |
| 20.1 | 0.331647 | 0.331702 | 0.331757 | 0.331812 | 0.331867 | 0.331921 | 0.331976 | 0.332031 | 0.332086 | 0.332141 |
| 20.2 | 0.332195 | 0.332250 | 0.332305 | 0.332359 | 0.332414 | 0.332469 | 0.332523 | 0.332578 | 0.332632 | 0.332687 |
| 20.3 | 0.332741 | 0.332795 | 0.332850 | 0.332904 | 0.332959 | 0.333013 | 0.333067 | 0.333122 | 0.333176 | 0.333230 |
| 20.4 | 0.333284 | 0.333338 | 0.333392 | 0.333447 | 0.333501 | 0.333555 | 0.333609 | 0.333663 | 0.333717 | 0.333771 |
| 20.5 | 0.333825 | 0.333879 | 0.333932 | 0.333986 | 0.334040 | 0.334094 | 0.334148 | 0.334201 | 0.334255 | 0.334309 |
| 20.6 | 0.334362 | 0.334416 | 0.334470 | 0.334523 | 0.334577 | 0.334630 | 0.334684 | 0.334737 | 0.334791 | 0.334844 |
| 20.7 | 0.334898 | 0.334951 | 0.335004 | 0.335058 | 0.335111 | 0.335164 | 0.335218 | 0.335271 | 0.335324 | 0.335377 |
| 20.8 | 0.335430 | 0.335483 | 0.335537 | 0.335590 | 0.335643 | 0.335696 | 0.335749 | 0.335802 | 0.335855 | 0.335907 |
| 20.9 | 0.335960 | 0.336013 | 0.336066 | 0.336119 | 0.336172 | 0.336224 | 0.336277 | 0.336330 | 0.336383 | 0.336435 |
Logarithm Table for base 8501 — N = 21.00–21.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 21.0 | 0.336488 | 0.336541 | 0.336593 | 0.336646 | 0.336698 | 0.336751 | 0.336803 | 0.336856 | 0.336908 | 0.336961 |
| 21.1 | 0.337013 | 0.337065 | 0.337118 | 0.337170 | 0.337222 | 0.337275 | 0.337327 | 0.337379 | 0.337431 | 0.337483 |
| 21.2 | 0.337536 | 0.337588 | 0.337640 | 0.337692 | 0.337744 | 0.337796 | 0.337848 | 0.337900 | 0.337952 | 0.338004 |
| 21.3 | 0.338056 | 0.338108 | 0.338159 | 0.338211 | 0.338263 | 0.338315 | 0.338367 | 0.338418 | 0.338470 | 0.338522 |
| 21.4 | 0.338573 | 0.338625 | 0.338677 | 0.338728 | 0.338780 | 0.338831 | 0.338883 | 0.338934 | 0.338986 | 0.339037 |
| 21.5 | 0.339089 | 0.339140 | 0.339191 | 0.339243 | 0.339294 | 0.339345 | 0.339397 | 0.339448 | 0.339499 | 0.339550 |
| 21.6 | 0.339601 | 0.339653 | 0.339704 | 0.339755 | 0.339806 | 0.339857 | 0.339908 | 0.339959 | 0.340010 | 0.340061 |
| 21.7 | 0.340112 | 0.340163 | 0.340214 | 0.340265 | 0.340315 | 0.340366 | 0.340417 | 0.340468 | 0.340519 | 0.340569 |
| 21.8 | 0.340620 | 0.340671 | 0.340721 | 0.340772 | 0.340823 | 0.340873 | 0.340924 | 0.340974 | 0.341025 | 0.341075 |
| 21.9 | 0.341126 | 0.341176 | 0.341227 | 0.341277 | 0.341328 | 0.341378 | 0.341428 | 0.341479 | 0.341529 | 0.341579 |
Logarithm Table for base 8501 — N = 22.00–22.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 22.0 | 0.341629 | 0.341680 | 0.341730 | 0.341780 | 0.341830 | 0.341880 | 0.341930 | 0.341981 | 0.342031 | 0.342081 |
| 22.1 | 0.342131 | 0.342181 | 0.342231 | 0.342281 | 0.342331 | 0.342380 | 0.342430 | 0.342480 | 0.342530 | 0.342580 |
| 22.2 | 0.342630 | 0.342679 | 0.342729 | 0.342779 | 0.342829 | 0.342878 | 0.342928 | 0.342978 | 0.343027 | 0.343077 |
| 22.3 | 0.343126 | 0.343176 | 0.343225 | 0.343275 | 0.343324 | 0.343374 | 0.343423 | 0.343473 | 0.343522 | 0.343572 |
| 22.4 | 0.343621 | 0.343670 | 0.343720 | 0.343769 | 0.343818 | 0.343867 | 0.343917 | 0.343966 | 0.344015 | 0.344064 |
| 22.5 | 0.344113 | 0.344162 | 0.344211 | 0.344260 | 0.344310 | 0.344359 | 0.344408 | 0.344457 | 0.344505 | 0.344554 |
| 22.6 | 0.344603 | 0.344652 | 0.344701 | 0.344750 | 0.344799 | 0.344848 | 0.344896 | 0.344945 | 0.344994 | 0.345043 |
| 22.7 | 0.345091 | 0.345140 | 0.345189 | 0.345237 | 0.345286 | 0.345334 | 0.345383 | 0.345432 | 0.345480 | 0.345529 |
| 22.8 | 0.345577 | 0.345626 | 0.345674 | 0.345722 | 0.345771 | 0.345819 | 0.345868 | 0.345916 | 0.345964 | 0.346013 |
| 22.9 | 0.346061 | 0.346109 | 0.346157 | 0.346205 | 0.346254 | 0.346302 | 0.346350 | 0.346398 | 0.346446 | 0.346494 |
Logarithm Table for base 8501 — N = 23.00–23.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 23.0 | 0.346542 | 0.346590 | 0.346638 | 0.346686 | 0.346734 | 0.346782 | 0.346830 | 0.346878 | 0.346926 | 0.346974 |
| 23.1 | 0.347022 | 0.347070 | 0.347118 | 0.347165 | 0.347213 | 0.347261 | 0.347309 | 0.347356 | 0.347404 | 0.347452 |
| 23.2 | 0.347499 | 0.347547 | 0.347595 | 0.347642 | 0.347690 | 0.347737 | 0.347785 | 0.347832 | 0.347880 | 0.347927 |
| 23.3 | 0.347975 | 0.348022 | 0.348069 | 0.348117 | 0.348164 | 0.348212 | 0.348259 | 0.348306 | 0.348353 | 0.348401 |
| 23.4 | 0.348448 | 0.348495 | 0.348542 | 0.348590 | 0.348637 | 0.348684 | 0.348731 | 0.348778 | 0.348825 | 0.348872 |
| 23.5 | 0.348919 | 0.348966 | 0.349013 | 0.349060 | 0.349107 | 0.349154 | 0.349201 | 0.349248 | 0.349295 | 0.349342 |
| 23.6 | 0.349389 | 0.349435 | 0.349482 | 0.349529 | 0.349576 | 0.349623 | 0.349669 | 0.349716 | 0.349763 | 0.349809 |
| 23.7 | 0.349856 | 0.349903 | 0.349949 | 0.349996 | 0.350042 | 0.350089 | 0.350135 | 0.350182 | 0.350228 | 0.350275 |
| 23.8 | 0.350321 | 0.350368 | 0.350414 | 0.350461 | 0.350507 | 0.350553 | 0.350600 | 0.350646 | 0.350692 | 0.350738 |
| 23.9 | 0.350785 | 0.350831 | 0.350877 | 0.350923 | 0.350970 | 0.351016 | 0.351062 | 0.351108 | 0.351154 | 0.351200 |
Logarithm Table for base 8501 — N = 24.00–24.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 24.0 | 0.351246 | 0.351292 | 0.351338 | 0.351384 | 0.351430 | 0.351476 | 0.351522 | 0.351568 | 0.351614 | 0.351660 |
| 24.1 | 0.351706 | 0.351752 | 0.351797 | 0.351843 | 0.351889 | 0.351935 | 0.351981 | 0.352026 | 0.352072 | 0.352118 |
| 24.2 | 0.352163 | 0.352209 | 0.352255 | 0.352300 | 0.352346 | 0.352391 | 0.352437 | 0.352483 | 0.352528 | 0.352574 |
| 24.3 | 0.352619 | 0.352665 | 0.352710 | 0.352755 | 0.352801 | 0.352846 | 0.352892 | 0.352937 | 0.352982 | 0.353028 |
| 24.4 | 0.353073 | 0.353118 | 0.353164 | 0.353209 | 0.353254 | 0.353299 | 0.353344 | 0.353390 | 0.353435 | 0.353480 |
| 24.5 | 0.353525 | 0.353570 | 0.353615 | 0.353660 | 0.353705 | 0.353750 | 0.353795 | 0.353840 | 0.353885 | 0.353930 |
| 24.6 | 0.353975 | 0.354020 | 0.354065 | 0.354110 | 0.354155 | 0.354200 | 0.354244 | 0.354289 | 0.354334 | 0.354379 |
| 24.7 | 0.354424 | 0.354468 | 0.354513 | 0.354558 | 0.354602 | 0.354647 | 0.354692 | 0.354736 | 0.354781 | 0.354826 |
| 24.8 | 0.354870 | 0.354915 | 0.354959 | 0.355004 | 0.355048 | 0.355093 | 0.355137 | 0.355182 | 0.355226 | 0.355271 |
| 24.9 | 0.355315 | 0.355359 | 0.355404 | 0.355448 | 0.355492 | 0.355537 | 0.355581 | 0.355625 | 0.355669 | 0.355714 |
Logarithm Table for base 8501 — N = 25.00–25.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 25.0 | 0.355758 | 0.355802 | 0.355846 | 0.355890 | 0.355935 | 0.355979 | 0.356023 | 0.356067 | 0.356111 | 0.356155 |
| 25.1 | 0.356199 | 0.356243 | 0.356287 | 0.356331 | 0.356375 | 0.356419 | 0.356463 | 0.356507 | 0.356551 | 0.356595 |
| 25.2 | 0.356639 | 0.356682 | 0.356726 | 0.356770 | 0.356814 | 0.356858 | 0.356901 | 0.356945 | 0.356989 | 0.357033 |
| 25.3 | 0.357076 | 0.357120 | 0.357164 | 0.357207 | 0.357251 | 0.357294 | 0.357338 | 0.357382 | 0.357425 | 0.357469 |
| 25.4 | 0.357512 | 0.357556 | 0.357599 | 0.357643 | 0.357686 | 0.357730 | 0.357773 | 0.357816 | 0.357860 | 0.357903 |
| 25.5 | 0.357947 | 0.357990 | 0.358033 | 0.358076 | 0.358120 | 0.358163 | 0.358206 | 0.358250 | 0.358293 | 0.358336 |
| 25.6 | 0.358379 | 0.358422 | 0.358465 | 0.358509 | 0.358552 | 0.358595 | 0.358638 | 0.358681 | 0.358724 | 0.358767 |
| 25.7 | 0.358810 | 0.358853 | 0.358896 | 0.358939 | 0.358982 | 0.359025 | 0.359068 | 0.359111 | 0.359154 | 0.359196 |
| 25.8 | 0.359239 | 0.359282 | 0.359325 | 0.359368 | 0.359410 | 0.359453 | 0.359496 | 0.359539 | 0.359581 | 0.359624 |
| 25.9 | 0.359667 | 0.359709 | 0.359752 | 0.359795 | 0.359837 | 0.359880 | 0.359923 | 0.359965 | 0.360008 | 0.360050 |
Logarithm Table for base 8501 — N = 26.00–26.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 26.0 | 0.360093 | 0.360135 | 0.360178 | 0.360220 | 0.360263 | 0.360305 | 0.360347 | 0.360390 | 0.360432 | 0.360475 |
| 26.1 | 0.360517 | 0.360559 | 0.360602 | 0.360644 | 0.360686 | 0.360728 | 0.360771 | 0.360813 | 0.360855 | 0.360897 |
| 26.2 | 0.360940 | 0.360982 | 0.361024 | 0.361066 | 0.361108 | 0.361150 | 0.361192 | 0.361234 | 0.361277 | 0.361319 |
| 26.3 | 0.361361 | 0.361403 | 0.361445 | 0.361487 | 0.361529 | 0.361571 | 0.361612 | 0.361654 | 0.361696 | 0.361738 |
| 26.4 | 0.361780 | 0.361822 | 0.361864 | 0.361906 | 0.361947 | 0.361989 | 0.362031 | 0.362073 | 0.362114 | 0.362156 |
| 26.5 | 0.362198 | 0.362240 | 0.362281 | 0.362323 | 0.362365 | 0.362406 | 0.362448 | 0.362489 | 0.362531 | 0.362573 |
| 26.6 | 0.362614 | 0.362656 | 0.362697 | 0.362739 | 0.362780 | 0.362822 | 0.362863 | 0.362905 | 0.362946 | 0.362988 |
| 26.7 | 0.363029 | 0.363070 | 0.363112 | 0.363153 | 0.363194 | 0.363236 | 0.363277 | 0.363318 | 0.363360 | 0.363401 |
| 26.8 | 0.363442 | 0.363483 | 0.363525 | 0.363566 | 0.363607 | 0.363648 | 0.363689 | 0.363730 | 0.363772 | 0.363813 |
| 26.9 | 0.363854 | 0.363895 | 0.363936 | 0.363977 | 0.364018 | 0.364059 | 0.364100 | 0.364141 | 0.364182 | 0.364223 |
Logarithm Table for base 8501 — N = 27.00–27.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 27.0 | 0.364264 | 0.364305 | 0.364346 | 0.364387 | 0.364427 | 0.364468 | 0.364509 | 0.364550 | 0.364591 | 0.364632 |
| 27.1 | 0.364672 | 0.364713 | 0.364754 | 0.364795 | 0.364835 | 0.364876 | 0.364917 | 0.364958 | 0.364998 | 0.365039 |
| 27.2 | 0.365079 | 0.365120 | 0.365161 | 0.365201 | 0.365242 | 0.365282 | 0.365323 | 0.365364 | 0.365404 | 0.365445 |
| 27.3 | 0.365485 | 0.365526 | 0.365566 | 0.365606 | 0.365647 | 0.365687 | 0.365728 | 0.365768 | 0.365808 | 0.365849 |
| 27.4 | 0.365889 | 0.365930 | 0.365970 | 0.366010 | 0.366050 | 0.366091 | 0.366131 | 0.366171 | 0.366211 | 0.366252 |
| 27.5 | 0.366292 | 0.366332 | 0.366372 | 0.366412 | 0.366452 | 0.366493 | 0.366533 | 0.366573 | 0.366613 | 0.366653 |
| 27.6 | 0.366693 | 0.366733 | 0.366773 | 0.366813 | 0.366853 | 0.366893 | 0.366933 | 0.366973 | 0.367013 | 0.367053 |
| 27.7 | 0.367093 | 0.367133 | 0.367172 | 0.367212 | 0.367252 | 0.367292 | 0.367332 | 0.367372 | 0.367411 | 0.367451 |
| 27.8 | 0.367491 | 0.367531 | 0.367570 | 0.367610 | 0.367650 | 0.367690 | 0.367729 | 0.367769 | 0.367809 | 0.367848 |
| 27.9 | 0.367888 | 0.367927 | 0.367967 | 0.368007 | 0.368046 | 0.368086 | 0.368125 | 0.368165 | 0.368204 | 0.368244 |
Logarithm Table for base 8501 — N = 28.00–28.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 28.0 | 0.368283 | 0.368323 | 0.368362 | 0.368402 | 0.368441 | 0.368480 | 0.368520 | 0.368559 | 0.368599 | 0.368638 |
| 28.1 | 0.368677 | 0.368717 | 0.368756 | 0.368795 | 0.368834 | 0.368874 | 0.368913 | 0.368952 | 0.368991 | 0.369031 |
| 28.2 | 0.369070 | 0.369109 | 0.369148 | 0.369187 | 0.369227 | 0.369266 | 0.369305 | 0.369344 | 0.369383 | 0.369422 |
| 28.3 | 0.369461 | 0.369500 | 0.369539 | 0.369578 | 0.369617 | 0.369656 | 0.369695 | 0.369734 | 0.369773 | 0.369812 |
| 28.4 | 0.369851 | 0.369890 | 0.369929 | 0.369968 | 0.370007 | 0.370045 | 0.370084 | 0.370123 | 0.370162 | 0.370201 |
| 28.5 | 0.370239 | 0.370278 | 0.370317 | 0.370356 | 0.370394 | 0.370433 | 0.370472 | 0.370511 | 0.370549 | 0.370588 |
| 28.6 | 0.370627 | 0.370665 | 0.370704 | 0.370742 | 0.370781 | 0.370820 | 0.370858 | 0.370897 | 0.370935 | 0.370974 |
| 28.7 | 0.371012 | 0.371051 | 0.371089 | 0.371128 | 0.371166 | 0.371205 | 0.371243 | 0.371282 | 0.371320 | 0.371358 |
| 28.8 | 0.371397 | 0.371435 | 0.371473 | 0.371512 | 0.371550 | 0.371588 | 0.371627 | 0.371665 | 0.371703 | 0.371742 |
| 28.9 | 0.371780 | 0.371818 | 0.371856 | 0.371895 | 0.371933 | 0.371971 | 0.372009 | 0.372047 | 0.372085 | 0.372124 |
Logarithm Table for base 8501 — N = 29.00–29.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 29.0 | 0.372162 | 0.372200 | 0.372238 | 0.372276 | 0.372314 | 0.372352 | 0.372390 | 0.372428 | 0.372466 | 0.372504 |
| 29.1 | 0.372542 | 0.372580 | 0.372618 | 0.372656 | 0.372694 | 0.372732 | 0.372770 | 0.372808 | 0.372846 | 0.372883 |
| 29.2 | 0.372921 | 0.372959 | 0.372997 | 0.373035 | 0.373073 | 0.373110 | 0.373148 | 0.373186 | 0.373224 | 0.373261 |
| 29.3 | 0.373299 | 0.373337 | 0.373375 | 0.373412 | 0.373450 | 0.373488 | 0.373525 | 0.373563 | 0.373600 | 0.373638 |
| 29.4 | 0.373676 | 0.373713 | 0.373751 | 0.373788 | 0.373826 | 0.373863 | 0.373901 | 0.373939 | 0.373976 | 0.374013 |
| 29.5 | 0.374051 | 0.374088 | 0.374126 | 0.374163 | 0.374201 | 0.374238 | 0.374276 | 0.374313 | 0.374350 | 0.374388 |
| 29.6 | 0.374425 | 0.374462 | 0.374500 | 0.374537 | 0.374574 | 0.374612 | 0.374649 | 0.374686 | 0.374723 | 0.374761 |
| 29.7 | 0.374798 | 0.374835 | 0.374872 | 0.374909 | 0.374946 | 0.374984 | 0.375021 | 0.375058 | 0.375095 | 0.375132 |
| 29.8 | 0.375169 | 0.375206 | 0.375243 | 0.375280 | 0.375317 | 0.375355 | 0.375392 | 0.375429 | 0.375466 | 0.375503 |
| 29.9 | 0.375539 | 0.375576 | 0.375613 | 0.375650 | 0.375687 | 0.375724 | 0.375761 | 0.375798 | 0.375835 | 0.375872 |
Logarithm Table for base 8501 — N = 30.00–30.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 30.0 | 0.375909 | 0.375945 | 0.375982 | 0.376019 | 0.376056 | 0.376093 | 0.376129 | 0.376166 | 0.376203 | 0.376240 |
| 30.1 | 0.376276 | 0.376313 | 0.376350 | 0.376386 | 0.376423 | 0.376460 | 0.376496 | 0.376533 | 0.376570 | 0.376606 |
| 30.2 | 0.376643 | 0.376679 | 0.376716 | 0.376753 | 0.376789 | 0.376826 | 0.376862 | 0.376899 | 0.376935 | 0.376972 |
| 30.3 | 0.377008 | 0.377045 | 0.377081 | 0.377118 | 0.377154 | 0.377190 | 0.377227 | 0.377263 | 0.377300 | 0.377336 |
| 30.4 | 0.377372 | 0.377409 | 0.377445 | 0.377481 | 0.377518 | 0.377554 | 0.377590 | 0.377627 | 0.377663 | 0.377699 |
| 30.5 | 0.377735 | 0.377772 | 0.377808 | 0.377844 | 0.377880 | 0.377916 | 0.377953 | 0.377989 | 0.378025 | 0.378061 |
| 30.6 | 0.378097 | 0.378133 | 0.378169 | 0.378205 | 0.378242 | 0.378278 | 0.378314 | 0.378350 | 0.378386 | 0.378422 |
| 30.7 | 0.378458 | 0.378494 | 0.378530 | 0.378566 | 0.378602 | 0.378638 | 0.378674 | 0.378709 | 0.378745 | 0.378781 |
| 30.8 | 0.378817 | 0.378853 | 0.378889 | 0.378925 | 0.378961 | 0.378996 | 0.379032 | 0.379068 | 0.379104 | 0.379140 |
| 30.9 | 0.379175 | 0.379211 | 0.379247 | 0.379283 | 0.379318 | 0.379354 | 0.379390 | 0.379426 | 0.379461 | 0.379497 |
Logarithm Table for base 8501 — N = 31.00–31.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 31.0 | 0.379533 | 0.379568 | 0.379604 | 0.379639 | 0.379675 | 0.379711 | 0.379746 | 0.379782 | 0.379817 | 0.379853 |
| 31.1 | 0.379888 | 0.379924 | 0.379960 | 0.379995 | 0.380031 | 0.380066 | 0.380102 | 0.380137 | 0.380172 | 0.380208 |
| 31.2 | 0.380243 | 0.380279 | 0.380314 | 0.380350 | 0.380385 | 0.380420 | 0.380456 | 0.380491 | 0.380526 | 0.380562 |
| 31.3 | 0.380597 | 0.380632 | 0.380668 | 0.380703 | 0.380738 | 0.380773 | 0.380809 | 0.380844 | 0.380879 | 0.380914 |
| 31.4 | 0.380950 | 0.380985 | 0.381020 | 0.381055 | 0.381090 | 0.381125 | 0.381160 | 0.381196 | 0.381231 | 0.381266 |
| 31.5 | 0.381301 | 0.381336 | 0.381371 | 0.381406 | 0.381441 | 0.381476 | 0.381511 | 0.381546 | 0.381581 | 0.381616 |
| 31.6 | 0.381651 | 0.381686 | 0.381721 | 0.381756 | 0.381791 | 0.381826 | 0.381861 | 0.381896 | 0.381931 | 0.381966 |
| 31.7 | 0.382000 | 0.382035 | 0.382070 | 0.382105 | 0.382140 | 0.382175 | 0.382209 | 0.382244 | 0.382279 | 0.382314 |
| 31.8 | 0.382349 | 0.382383 | 0.382418 | 0.382453 | 0.382487 | 0.382522 | 0.382557 | 0.382592 | 0.382626 | 0.382661 |
| 31.9 | 0.382696 | 0.382730 | 0.382765 | 0.382799 | 0.382834 | 0.382869 | 0.382903 | 0.382938 | 0.382972 | 0.383007 |
Logarithm Table for base 8501 — N = 32.00–32.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 32.0 | 0.383041 | 0.383076 | 0.383111 | 0.383145 | 0.383180 | 0.383214 | 0.383249 | 0.383283 | 0.383317 | 0.383352 |
| 32.1 | 0.383386 | 0.383421 | 0.383455 | 0.383490 | 0.383524 | 0.383558 | 0.383593 | 0.383627 | 0.383661 | 0.383696 |
| 32.2 | 0.383730 | 0.383764 | 0.383799 | 0.383833 | 0.383867 | 0.383902 | 0.383936 | 0.383970 | 0.384004 | 0.384039 |
| 32.3 | 0.384073 | 0.384107 | 0.384141 | 0.384175 | 0.384210 | 0.384244 | 0.384278 | 0.384312 | 0.384346 | 0.384380 |
| 32.4 | 0.384414 | 0.384449 | 0.384483 | 0.384517 | 0.384551 | 0.384585 | 0.384619 | 0.384653 | 0.384687 | 0.384721 |
| 32.5 | 0.384755 | 0.384789 | 0.384823 | 0.384857 | 0.384891 | 0.384925 | 0.384959 | 0.384993 | 0.385027 | 0.385061 |
| 32.6 | 0.385095 | 0.385128 | 0.385162 | 0.385196 | 0.385230 | 0.385264 | 0.385298 | 0.385332 | 0.385365 | 0.385399 |
| 32.7 | 0.385433 | 0.385467 | 0.385501 | 0.385534 | 0.385568 | 0.385602 | 0.385636 | 0.385669 | 0.385703 | 0.385737 |
| 32.8 | 0.385771 | 0.385804 | 0.385838 | 0.385872 | 0.385905 | 0.385939 | 0.385973 | 0.386006 | 0.386040 | 0.386073 |
| 32.9 | 0.386107 | 0.386141 | 0.386174 | 0.386208 | 0.386241 | 0.386275 | 0.386308 | 0.386342 | 0.386375 | 0.386409 |
Logarithm Table for base 8501 — N = 33.00–33.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 33.0 | 0.386442 | 0.386476 | 0.386509 | 0.386543 | 0.386576 | 0.386610 | 0.386643 | 0.386677 | 0.386710 | 0.386743 |
| 33.1 | 0.386777 | 0.386810 | 0.386844 | 0.386877 | 0.386910 | 0.386944 | 0.386977 | 0.387010 | 0.387044 | 0.387077 |
| 33.2 | 0.387110 | 0.387144 | 0.387177 | 0.387210 | 0.387243 | 0.387277 | 0.387310 | 0.387343 | 0.387376 | 0.387409 |
| 33.3 | 0.387443 | 0.387476 | 0.387509 | 0.387542 | 0.387575 | 0.387608 | 0.387642 | 0.387675 | 0.387708 | 0.387741 |
| 33.4 | 0.387774 | 0.387807 | 0.387840 | 0.387873 | 0.387906 | 0.387939 | 0.387972 | 0.388005 | 0.388038 | 0.388071 |
| 33.5 | 0.388104 | 0.388137 | 0.388170 | 0.388203 | 0.388236 | 0.388269 | 0.388302 | 0.388335 | 0.388368 | 0.388401 |
| 33.6 | 0.388434 | 0.388467 | 0.388500 | 0.388533 | 0.388565 | 0.388598 | 0.388631 | 0.388664 | 0.388697 | 0.388730 |
| 33.7 | 0.388762 | 0.388795 | 0.388828 | 0.388861 | 0.388893 | 0.388926 | 0.388959 | 0.388992 | 0.389024 | 0.389057 |
| 33.8 | 0.389090 | 0.389122 | 0.389155 | 0.389188 | 0.389221 | 0.389253 | 0.389286 | 0.389318 | 0.389351 | 0.389384 |
| 33.9 | 0.389416 | 0.389449 | 0.389481 | 0.389514 | 0.389547 | 0.389579 | 0.389612 | 0.389644 | 0.389677 | 0.389709 |
Logarithm Table for base 8501 — N = 34.00–34.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 34.0 | 0.389742 | 0.389774 | 0.389807 | 0.389839 | 0.389872 | 0.389904 | 0.389937 | 0.389969 | 0.390002 | 0.390034 |
| 34.1 | 0.390066 | 0.390099 | 0.390131 | 0.390164 | 0.390196 | 0.390228 | 0.390261 | 0.390293 | 0.390325 | 0.390358 |
| 34.2 | 0.390390 | 0.390422 | 0.390455 | 0.390487 | 0.390519 | 0.390552 | 0.390584 | 0.390616 | 0.390648 | 0.390681 |
| 34.3 | 0.390713 | 0.390745 | 0.390777 | 0.390809 | 0.390842 | 0.390874 | 0.390906 | 0.390938 | 0.390970 | 0.391002 |
| 34.4 | 0.391035 | 0.391067 | 0.391099 | 0.391131 | 0.391163 | 0.391195 | 0.391227 | 0.391259 | 0.391291 | 0.391323 |
| 34.5 | 0.391355 | 0.391387 | 0.391419 | 0.391451 | 0.391483 | 0.391515 | 0.391547 | 0.391579 | 0.391611 | 0.391643 |
| 34.6 | 0.391675 | 0.391707 | 0.391739 | 0.391771 | 0.391803 | 0.391835 | 0.391867 | 0.391899 | 0.391930 | 0.391962 |
| 34.7 | 0.391994 | 0.392026 | 0.392058 | 0.392090 | 0.392122 | 0.392153 | 0.392185 | 0.392217 | 0.392249 | 0.392280 |
| 34.8 | 0.392312 | 0.392344 | 0.392376 | 0.392407 | 0.392439 | 0.392471 | 0.392503 | 0.392534 | 0.392566 | 0.392598 |
| 34.9 | 0.392629 | 0.392661 | 0.392693 | 0.392724 | 0.392756 | 0.392788 | 0.392819 | 0.392851 | 0.392882 | 0.392914 |
Logarithm Table for base 8501 — N = 35.00–35.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 35.0 | 0.392946 | 0.392977 | 0.393009 | 0.393040 | 0.393072 | 0.393103 | 0.393135 | 0.393166 | 0.393198 | 0.393229 |
| 35.1 | 0.393261 | 0.393292 | 0.393324 | 0.393355 | 0.393387 | 0.393418 | 0.393450 | 0.393481 | 0.393513 | 0.393544 |
| 35.2 | 0.393575 | 0.393607 | 0.393638 | 0.393670 | 0.393701 | 0.393732 | 0.393764 | 0.393795 | 0.393826 | 0.393858 |
| 35.3 | 0.393889 | 0.393920 | 0.393952 | 0.393983 | 0.394014 | 0.394045 | 0.394077 | 0.394108 | 0.394139 | 0.394170 |
| 35.4 | 0.394202 | 0.394233 | 0.394264 | 0.394295 | 0.394326 | 0.394358 | 0.394389 | 0.394420 | 0.394451 | 0.394482 |
| 35.5 | 0.394513 | 0.394544 | 0.394576 | 0.394607 | 0.394638 | 0.394669 | 0.394700 | 0.394731 | 0.394762 | 0.394793 |
| 35.6 | 0.394824 | 0.394855 | 0.394886 | 0.394917 | 0.394948 | 0.394979 | 0.395010 | 0.395041 | 0.395072 | 0.395103 |
| 35.7 | 0.395134 | 0.395165 | 0.395196 | 0.395227 | 0.395258 | 0.395289 | 0.395320 | 0.395351 | 0.395382 | 0.395413 |
| 35.8 | 0.395443 | 0.395474 | 0.395505 | 0.395536 | 0.395567 | 0.395598 | 0.395628 | 0.395659 | 0.395690 | 0.395721 |
| 35.9 | 0.395752 | 0.395782 | 0.395813 | 0.395844 | 0.395875 | 0.395906 | 0.395936 | 0.395967 | 0.395998 | 0.396028 |
Logarithm Table for base 8501 — N = 36.00–36.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 36.0 | 0.396059 | 0.396090 | 0.396121 | 0.396151 | 0.396182 | 0.396213 | 0.396243 | 0.396274 | 0.396304 | 0.396335 |
| 36.1 | 0.396366 | 0.396396 | 0.396427 | 0.396458 | 0.396488 | 0.396519 | 0.396549 | 0.396580 | 0.396610 | 0.396641 |
| 36.2 | 0.396671 | 0.396702 | 0.396732 | 0.396763 | 0.396794 | 0.396824 | 0.396854 | 0.396885 | 0.396915 | 0.396946 |
| 36.3 | 0.396976 | 0.397007 | 0.397037 | 0.397068 | 0.397098 | 0.397128 | 0.397159 | 0.397189 | 0.397220 | 0.397250 |
| 36.4 | 0.397280 | 0.397311 | 0.397341 | 0.397371 | 0.397402 | 0.397432 | 0.397462 | 0.397493 | 0.397523 | 0.397553 |
| 36.5 | 0.397584 | 0.397614 | 0.397644 | 0.397674 | 0.397705 | 0.397735 | 0.397765 | 0.397795 | 0.397826 | 0.397856 |
| 36.6 | 0.397886 | 0.397916 | 0.397946 | 0.397977 | 0.398007 | 0.398037 | 0.398067 | 0.398097 | 0.398127 | 0.398157 |
| 36.7 | 0.398188 | 0.398218 | 0.398248 | 0.398278 | 0.398308 | 0.398338 | 0.398368 | 0.398398 | 0.398428 | 0.398458 |
| 36.8 | 0.398488 | 0.398518 | 0.398548 | 0.398578 | 0.398608 | 0.398638 | 0.398668 | 0.398698 | 0.398728 | 0.398758 |
| 36.9 | 0.398788 | 0.398818 | 0.398848 | 0.398878 | 0.398908 | 0.398938 | 0.398968 | 0.398998 | 0.399028 | 0.399057 |
Logarithm Table for base 8501 — N = 37.00–37.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 37.0 | 0.399087 | 0.399117 | 0.399147 | 0.399177 | 0.399207 | 0.399237 | 0.399266 | 0.399296 | 0.399326 | 0.399356 |
| 37.1 | 0.399386 | 0.399415 | 0.399445 | 0.399475 | 0.399505 | 0.399534 | 0.399564 | 0.399594 | 0.399624 | 0.399653 |
| 37.2 | 0.399683 | 0.399713 | 0.399743 | 0.399772 | 0.399802 | 0.399832 | 0.399861 | 0.399891 | 0.399921 | 0.399950 |
| 37.3 | 0.399980 | 0.400009 | 0.400039 | 0.400069 | 0.400098 | 0.400128 | 0.400157 | 0.400187 | 0.400217 | 0.400246 |
| 37.4 | 0.400276 | 0.400305 | 0.400335 | 0.400364 | 0.400394 | 0.400423 | 0.400453 | 0.400482 | 0.400512 | 0.400541 |
| 37.5 | 0.400571 | 0.400600 | 0.400630 | 0.400659 | 0.400689 | 0.400718 | 0.400748 | 0.400777 | 0.400806 | 0.400836 |
| 37.6 | 0.400865 | 0.400895 | 0.400924 | 0.400953 | 0.400983 | 0.401012 | 0.401041 | 0.401071 | 0.401100 | 0.401129 |
| 37.7 | 0.401159 | 0.401188 | 0.401217 | 0.401247 | 0.401276 | 0.401305 | 0.401335 | 0.401364 | 0.401393 | 0.401422 |
| 37.8 | 0.401452 | 0.401481 | 0.401510 | 0.401539 | 0.401568 | 0.401598 | 0.401627 | 0.401656 | 0.401685 | 0.401714 |
| 37.9 | 0.401744 | 0.401773 | 0.401802 | 0.401831 | 0.401860 | 0.401889 | 0.401918 | 0.401947 | 0.401977 | 0.402006 |
Logarithm Table for base 8501 — N = 38.00–38.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 38.0 | 0.402035 | 0.402064 | 0.402093 | 0.402122 | 0.402151 | 0.402180 | 0.402209 | 0.402238 | 0.402267 | 0.402296 |
| 38.1 | 0.402325 | 0.402354 | 0.402383 | 0.402412 | 0.402441 | 0.402470 | 0.402499 | 0.402528 | 0.402557 | 0.402586 |
| 38.2 | 0.402615 | 0.402644 | 0.402673 | 0.402702 | 0.402731 | 0.402760 | 0.402788 | 0.402817 | 0.402846 | 0.402875 |
| 38.3 | 0.402904 | 0.402933 | 0.402962 | 0.402990 | 0.403019 | 0.403048 | 0.403077 | 0.403106 | 0.403135 | 0.403163 |
| 38.4 | 0.403192 | 0.403221 | 0.403250 | 0.403278 | 0.403307 | 0.403336 | 0.403365 | 0.403393 | 0.403422 | 0.403451 |
| 38.5 | 0.403480 | 0.403508 | 0.403537 | 0.403566 | 0.403594 | 0.403623 | 0.403652 | 0.403680 | 0.403709 | 0.403738 |
| 38.6 | 0.403766 | 0.403795 | 0.403823 | 0.403852 | 0.403881 | 0.403909 | 0.403938 | 0.403966 | 0.403995 | 0.404024 |
| 38.7 | 0.404052 | 0.404081 | 0.404109 | 0.404138 | 0.404166 | 0.404195 | 0.404223 | 0.404252 | 0.404280 | 0.404309 |
| 38.8 | 0.404337 | 0.404366 | 0.404394 | 0.404423 | 0.404451 | 0.404480 | 0.404508 | 0.404537 | 0.404565 | 0.404593 |
| 38.9 | 0.404622 | 0.404650 | 0.404679 | 0.404707 | 0.404735 | 0.404764 | 0.404792 | 0.404821 | 0.404849 | 0.404877 |
Logarithm Table for base 8501 — N = 39.00–39.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 39.0 | 0.404906 | 0.404934 | 0.404962 | 0.404991 | 0.405019 | 0.405047 | 0.405076 | 0.405104 | 0.405132 | 0.405160 |
| 39.1 | 0.405189 | 0.405217 | 0.405245 | 0.405273 | 0.405302 | 0.405330 | 0.405358 | 0.405386 | 0.405415 | 0.405443 |
| 39.2 | 0.405471 | 0.405499 | 0.405527 | 0.405556 | 0.405584 | 0.405612 | 0.405640 | 0.405668 | 0.405696 | 0.405724 |
| 39.3 | 0.405753 | 0.405781 | 0.405809 | 0.405837 | 0.405865 | 0.405893 | 0.405921 | 0.405949 | 0.405977 | 0.406005 |
| 39.4 | 0.406033 | 0.406061 | 0.406090 | 0.406118 | 0.406146 | 0.406174 | 0.406202 | 0.406230 | 0.406258 | 0.406286 |
| 39.5 | 0.406314 | 0.406342 | 0.406370 | 0.406398 | 0.406425 | 0.406453 | 0.406481 | 0.406509 | 0.406537 | 0.406565 |
| 39.6 | 0.406593 | 0.406621 | 0.406649 | 0.406677 | 0.406705 | 0.406733 | 0.406760 | 0.406788 | 0.406816 | 0.406844 |
| 39.7 | 0.406872 | 0.406900 | 0.406927 | 0.406955 | 0.406983 | 0.407011 | 0.407039 | 0.407066 | 0.407094 | 0.407122 |
| 39.8 | 0.407150 | 0.407178 | 0.407205 | 0.407233 | 0.407261 | 0.407289 | 0.407316 | 0.407344 | 0.407372 | 0.407399 |
| 39.9 | 0.407427 | 0.407455 | 0.407483 | 0.407510 | 0.407538 | 0.407566 | 0.407593 | 0.407621 | 0.407649 | 0.407676 |
Logarithm Table for base 8501 — N = 40.00–40.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 40.0 | 0.407704 | 0.407731 | 0.407759 | 0.407787 | 0.407814 | 0.407842 | 0.407869 | 0.407897 | 0.407925 | 0.407952 |
| 40.1 | 0.407980 | 0.408007 | 0.408035 | 0.408062 | 0.408090 | 0.408118 | 0.408145 | 0.408173 | 0.408200 | 0.408228 |
| 40.2 | 0.408255 | 0.408283 | 0.408310 | 0.408338 | 0.408365 | 0.408392 | 0.408420 | 0.408447 | 0.408475 | 0.408502 |
| 40.3 | 0.408530 | 0.408557 | 0.408584 | 0.408612 | 0.408639 | 0.408667 | 0.408694 | 0.408721 | 0.408749 | 0.408776 |
| 40.4 | 0.408804 | 0.408831 | 0.408858 | 0.408886 | 0.408913 | 0.408940 | 0.408968 | 0.408995 | 0.409022 | 0.409050 |
| 40.5 | 0.409077 | 0.409104 | 0.409131 | 0.409159 | 0.409186 | 0.409213 | 0.409240 | 0.409268 | 0.409295 | 0.409322 |
| 40.6 | 0.409349 | 0.409377 | 0.409404 | 0.409431 | 0.409458 | 0.409485 | 0.409513 | 0.409540 | 0.409567 | 0.409594 |
| 40.7 | 0.409621 | 0.409648 | 0.409676 | 0.409703 | 0.409730 | 0.409757 | 0.409784 | 0.409811 | 0.409838 | 0.409865 |
| 40.8 | 0.409892 | 0.409920 | 0.409947 | 0.409974 | 0.410001 | 0.410028 | 0.410055 | 0.410082 | 0.410109 | 0.410136 |
| 40.9 | 0.410163 | 0.410190 | 0.410217 | 0.410244 | 0.410271 | 0.410298 | 0.410325 | 0.410352 | 0.410379 | 0.410406 |
Logarithm Table for base 8501 — N = 41.00–41.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 41.0 | 0.410433 | 0.410460 | 0.410487 | 0.410514 | 0.410541 | 0.410568 | 0.410595 | 0.410621 | 0.410648 | 0.410675 |
| 41.1 | 0.410702 | 0.410729 | 0.410756 | 0.410783 | 0.410810 | 0.410837 | 0.410863 | 0.410890 | 0.410917 | 0.410944 |
| 41.2 | 0.410971 | 0.410998 | 0.411024 | 0.411051 | 0.411078 | 0.411105 | 0.411132 | 0.411158 | 0.411185 | 0.411212 |
| 41.3 | 0.411239 | 0.411265 | 0.411292 | 0.411319 | 0.411346 | 0.411372 | 0.411399 | 0.411426 | 0.411453 | 0.411479 |
| 41.4 | 0.411506 | 0.411533 | 0.411559 | 0.411586 | 0.411613 | 0.411639 | 0.411666 | 0.411693 | 0.411719 | 0.411746 |
| 41.5 | 0.411773 | 0.411799 | 0.411826 | 0.411852 | 0.411879 | 0.411906 | 0.411932 | 0.411959 | 0.411985 | 0.412012 |
| 41.6 | 0.412039 | 0.412065 | 0.412092 | 0.412118 | 0.412145 | 0.412171 | 0.412198 | 0.412224 | 0.412251 | 0.412277 |
| 41.7 | 0.412304 | 0.412330 | 0.412357 | 0.412383 | 0.412410 | 0.412436 | 0.412463 | 0.412489 | 0.412516 | 0.412542 |
| 41.8 | 0.412569 | 0.412595 | 0.412622 | 0.412648 | 0.412674 | 0.412701 | 0.412727 | 0.412754 | 0.412780 | 0.412806 |
| 41.9 | 0.412833 | 0.412859 | 0.412886 | 0.412912 | 0.412938 | 0.412965 | 0.412991 | 0.413017 | 0.413044 | 0.413070 |
Logarithm Table for base 8501 — N = 42.00–42.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 42.0 | 0.413096 | 0.413123 | 0.413149 | 0.413175 | 0.413201 | 0.413228 | 0.413254 | 0.413280 | 0.413307 | 0.413333 |
| 42.1 | 0.413359 | 0.413385 | 0.413412 | 0.413438 | 0.413464 | 0.413490 | 0.413516 | 0.413543 | 0.413569 | 0.413595 |
| 42.2 | 0.413621 | 0.413647 | 0.413674 | 0.413700 | 0.413726 | 0.413752 | 0.413778 | 0.413804 | 0.413831 | 0.413857 |
| 42.3 | 0.413883 | 0.413909 | 0.413935 | 0.413961 | 0.413987 | 0.414013 | 0.414040 | 0.414066 | 0.414092 | 0.414118 |
| 42.4 | 0.414144 | 0.414170 | 0.414196 | 0.414222 | 0.414248 | 0.414274 | 0.414300 | 0.414326 | 0.414352 | 0.414378 |
| 42.5 | 0.414404 | 0.414430 | 0.414456 | 0.414482 | 0.414508 | 0.414534 | 0.414560 | 0.414586 | 0.414612 | 0.414638 |
| 42.6 | 0.414664 | 0.414690 | 0.414716 | 0.414742 | 0.414768 | 0.414794 | 0.414820 | 0.414845 | 0.414871 | 0.414897 |
| 42.7 | 0.414923 | 0.414949 | 0.414975 | 0.415001 | 0.415027 | 0.415052 | 0.415078 | 0.415104 | 0.415130 | 0.415156 |
| 42.8 | 0.415182 | 0.415207 | 0.415233 | 0.415259 | 0.415285 | 0.415311 | 0.415336 | 0.415362 | 0.415388 | 0.415414 |
| 42.9 | 0.415440 | 0.415465 | 0.415491 | 0.415517 | 0.415543 | 0.415568 | 0.415594 | 0.415620 | 0.415645 | 0.415671 |
Logarithm Table for base 8501 — N = 43.00–43.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 43.0 | 0.415697 | 0.415723 | 0.415748 | 0.415774 | 0.415800 | 0.415825 | 0.415851 | 0.415877 | 0.415902 | 0.415928 |
| 43.1 | 0.415954 | 0.415979 | 0.416005 | 0.416031 | 0.416056 | 0.416082 | 0.416107 | 0.416133 | 0.416159 | 0.416184 |
| 43.2 | 0.416210 | 0.416235 | 0.416261 | 0.416286 | 0.416312 | 0.416338 | 0.416363 | 0.416389 | 0.416414 | 0.416440 |
| 43.3 | 0.416465 | 0.416491 | 0.416516 | 0.416542 | 0.416567 | 0.416593 | 0.416618 | 0.416644 | 0.416669 | 0.416695 |
| 43.4 | 0.416720 | 0.416746 | 0.416771 | 0.416797 | 0.416822 | 0.416848 | 0.416873 | 0.416898 | 0.416924 | 0.416949 |
| 43.5 | 0.416975 | 0.417000 | 0.417025 | 0.417051 | 0.417076 | 0.417102 | 0.417127 | 0.417152 | 0.417178 | 0.417203 |
| 43.6 | 0.417228 | 0.417254 | 0.417279 | 0.417304 | 0.417330 | 0.417355 | 0.417380 | 0.417406 | 0.417431 | 0.417456 |
| 43.7 | 0.417482 | 0.417507 | 0.417532 | 0.417557 | 0.417583 | 0.417608 | 0.417633 | 0.417658 | 0.417684 | 0.417709 |
| 43.8 | 0.417734 | 0.417759 | 0.417785 | 0.417810 | 0.417835 | 0.417860 | 0.417886 | 0.417911 | 0.417936 | 0.417961 |
| 43.9 | 0.417986 | 0.418011 | 0.418037 | 0.418062 | 0.418087 | 0.418112 | 0.418137 | 0.418162 | 0.418187 | 0.418213 |
Logarithm Table for base 8501 — N = 44.00–44.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 44.0 | 0.418238 | 0.418263 | 0.418288 | 0.418313 | 0.418338 | 0.418363 | 0.418388 | 0.418413 | 0.418439 | 0.418464 |
| 44.1 | 0.418489 | 0.418514 | 0.418539 | 0.418564 | 0.418589 | 0.418614 | 0.418639 | 0.418664 | 0.418689 | 0.418714 |
| 44.2 | 0.418739 | 0.418764 | 0.418789 | 0.418814 | 0.418839 | 0.418864 | 0.418889 | 0.418914 | 0.418939 | 0.418964 |
| 44.3 | 0.418989 | 0.419014 | 0.419039 | 0.419064 | 0.419088 | 0.419113 | 0.419138 | 0.419163 | 0.419188 | 0.419213 |
| 44.4 | 0.419238 | 0.419263 | 0.419288 | 0.419313 | 0.419337 | 0.419362 | 0.419387 | 0.419412 | 0.419437 | 0.419462 |
| 44.5 | 0.419487 | 0.419511 | 0.419536 | 0.419561 | 0.419586 | 0.419611 | 0.419636 | 0.419660 | 0.419685 | 0.419710 |
| 44.6 | 0.419735 | 0.419759 | 0.419784 | 0.419809 | 0.419834 | 0.419859 | 0.419883 | 0.419908 | 0.419933 | 0.419957 |
| 44.7 | 0.419982 | 0.420007 | 0.420032 | 0.420056 | 0.420081 | 0.420106 | 0.420130 | 0.420155 | 0.420180 | 0.420205 |
| 44.8 | 0.420229 | 0.420254 | 0.420279 | 0.420303 | 0.420328 | 0.420352 | 0.420377 | 0.420402 | 0.420426 | 0.420451 |
| 44.9 | 0.420476 | 0.420500 | 0.420525 | 0.420549 | 0.420574 | 0.420599 | 0.420623 | 0.420648 | 0.420672 | 0.420697 |
Logarithm Table for base 8501 — N = 45.00–45.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 45.0 | 0.420721 | 0.420746 | 0.420771 | 0.420795 | 0.420820 | 0.420844 | 0.420869 | 0.420893 | 0.420918 | 0.420942 |
| 45.1 | 0.420967 | 0.420991 | 0.421016 | 0.421040 | 0.421065 | 0.421089 | 0.421114 | 0.421138 | 0.421163 | 0.421187 |
| 45.2 | 0.421212 | 0.421236 | 0.421261 | 0.421285 | 0.421309 | 0.421334 | 0.421358 | 0.421383 | 0.421407 | 0.421431 |
| 45.3 | 0.421456 | 0.421480 | 0.421505 | 0.421529 | 0.421553 | 0.421578 | 0.421602 | 0.421627 | 0.421651 | 0.421675 |
| 45.4 | 0.421700 | 0.421724 | 0.421748 | 0.421773 | 0.421797 | 0.421821 | 0.421846 | 0.421870 | 0.421894 | 0.421918 |
| 45.5 | 0.421943 | 0.421967 | 0.421991 | 0.422016 | 0.422040 | 0.422064 | 0.422088 | 0.422113 | 0.422137 | 0.422161 |
| 45.6 | 0.422185 | 0.422210 | 0.422234 | 0.422258 | 0.422282 | 0.422307 | 0.422331 | 0.422355 | 0.422379 | 0.422403 |
| 45.7 | 0.422428 | 0.422452 | 0.422476 | 0.422500 | 0.422524 | 0.422548 | 0.422573 | 0.422597 | 0.422621 | 0.422645 |
| 45.8 | 0.422669 | 0.422693 | 0.422717 | 0.422741 | 0.422766 | 0.422790 | 0.422814 | 0.422838 | 0.422862 | 0.422886 |
| 45.9 | 0.422910 | 0.422934 | 0.422958 | 0.422982 | 0.423006 | 0.423030 | 0.423055 | 0.423079 | 0.423103 | 0.423127 |
Logarithm Table for base 8501 — N = 46.00–46.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 46.0 | 0.423151 | 0.423175 | 0.423199 | 0.423223 | 0.423247 | 0.423271 | 0.423295 | 0.423319 | 0.423343 | 0.423367 |
| 46.1 | 0.423391 | 0.423415 | 0.423439 | 0.423463 | 0.423487 | 0.423510 | 0.423534 | 0.423558 | 0.423582 | 0.423606 |
| 46.2 | 0.423630 | 0.423654 | 0.423678 | 0.423702 | 0.423726 | 0.423750 | 0.423774 | 0.423797 | 0.423821 | 0.423845 |
| 46.3 | 0.423869 | 0.423893 | 0.423917 | 0.423941 | 0.423965 | 0.423988 | 0.424012 | 0.424036 | 0.424060 | 0.424084 |
| 46.4 | 0.424108 | 0.424131 | 0.424155 | 0.424179 | 0.424203 | 0.424227 | 0.424250 | 0.424274 | 0.424298 | 0.424322 |
| 46.5 | 0.424346 | 0.424369 | 0.424393 | 0.424417 | 0.424441 | 0.424464 | 0.424488 | 0.424512 | 0.424535 | 0.424559 |
| 46.6 | 0.424583 | 0.424607 | 0.424630 | 0.424654 | 0.424678 | 0.424701 | 0.424725 | 0.424749 | 0.424773 | 0.424796 |
| 46.7 | 0.424820 | 0.424844 | 0.424867 | 0.424891 | 0.424914 | 0.424938 | 0.424962 | 0.424985 | 0.425009 | 0.425033 |
| 46.8 | 0.425056 | 0.425080 | 0.425103 | 0.425127 | 0.425151 | 0.425174 | 0.425198 | 0.425221 | 0.425245 | 0.425269 |
| 46.9 | 0.425292 | 0.425316 | 0.425339 | 0.425363 | 0.425386 | 0.425410 | 0.425433 | 0.425457 | 0.425481 | 0.425504 |
Logarithm Table for base 8501 — N = 47.00–47.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 47.0 | 0.425528 | 0.425551 | 0.425575 | 0.425598 | 0.425622 | 0.425645 | 0.425669 | 0.425692 | 0.425716 | 0.425739 |
| 47.1 | 0.425762 | 0.425786 | 0.425809 | 0.425833 | 0.425856 | 0.425880 | 0.425903 | 0.425927 | 0.425950 | 0.425973 |
| 47.2 | 0.425997 | 0.426020 | 0.426044 | 0.426067 | 0.426091 | 0.426114 | 0.426137 | 0.426161 | 0.426184 | 0.426207 |
| 47.3 | 0.426231 | 0.426254 | 0.426278 | 0.426301 | 0.426324 | 0.426348 | 0.426371 | 0.426394 | 0.426418 | 0.426441 |
| 47.4 | 0.426464 | 0.426488 | 0.426511 | 0.426534 | 0.426557 | 0.426581 | 0.426604 | 0.426627 | 0.426651 | 0.426674 |
| 47.5 | 0.426697 | 0.426720 | 0.426744 | 0.426767 | 0.426790 | 0.426813 | 0.426837 | 0.426860 | 0.426883 | 0.426906 |
| 47.6 | 0.426930 | 0.426953 | 0.426976 | 0.426999 | 0.427022 | 0.427046 | 0.427069 | 0.427092 | 0.427115 | 0.427138 |
| 47.7 | 0.427162 | 0.427185 | 0.427208 | 0.427231 | 0.427254 | 0.427277 | 0.427300 | 0.427324 | 0.427347 | 0.427370 |
| 47.8 | 0.427393 | 0.427416 | 0.427439 | 0.427462 | 0.427485 | 0.427509 | 0.427532 | 0.427555 | 0.427578 | 0.427601 |
| 47.9 | 0.427624 | 0.427647 | 0.427670 | 0.427693 | 0.427716 | 0.427739 | 0.427762 | 0.427785 | 0.427808 | 0.427831 |
Logarithm Table for base 8501 — N = 48.00–48.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 48.0 | 0.427854 | 0.427877 | 0.427900 | 0.427924 | 0.427947 | 0.427970 | 0.427993 | 0.428016 | 0.428039 | 0.428061 |
| 48.1 | 0.428084 | 0.428107 | 0.428130 | 0.428153 | 0.428176 | 0.428199 | 0.428222 | 0.428245 | 0.428268 | 0.428291 |
| 48.2 | 0.428314 | 0.428337 | 0.428360 | 0.428383 | 0.428406 | 0.428429 | 0.428451 | 0.428474 | 0.428497 | 0.428520 |
| 48.3 | 0.428543 | 0.428566 | 0.428589 | 0.428612 | 0.428635 | 0.428657 | 0.428680 | 0.428703 | 0.428726 | 0.428749 |
| 48.4 | 0.428772 | 0.428794 | 0.428817 | 0.428840 | 0.428863 | 0.428886 | 0.428909 | 0.428931 | 0.428954 | 0.428977 |
| 48.5 | 0.429000 | 0.429023 | 0.429045 | 0.429068 | 0.429091 | 0.429114 | 0.429136 | 0.429159 | 0.429182 | 0.429205 |
| 48.6 | 0.429227 | 0.429250 | 0.429273 | 0.429296 | 0.429318 | 0.429341 | 0.429364 | 0.429386 | 0.429409 | 0.429432 |
| 48.7 | 0.429455 | 0.429477 | 0.429500 | 0.429523 | 0.429545 | 0.429568 | 0.429591 | 0.429613 | 0.429636 | 0.429659 |
| 48.8 | 0.429681 | 0.429704 | 0.429727 | 0.429749 | 0.429772 | 0.429794 | 0.429817 | 0.429840 | 0.429862 | 0.429885 |
| 48.9 | 0.429908 | 0.429930 | 0.429953 | 0.429975 | 0.429998 | 0.430021 | 0.430043 | 0.430066 | 0.430088 | 0.430111 |
Logarithm Table for base 8501 — N = 49.00–49.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 49.0 | 0.430133 | 0.430156 | 0.430178 | 0.430201 | 0.430224 | 0.430246 | 0.430269 | 0.430291 | 0.430314 | 0.430336 |
| 49.1 | 0.430359 | 0.430381 | 0.430404 | 0.430426 | 0.430449 | 0.430471 | 0.430494 | 0.430516 | 0.430539 | 0.430561 |
| 49.2 | 0.430584 | 0.430606 | 0.430628 | 0.430651 | 0.430673 | 0.430696 | 0.430718 | 0.430741 | 0.430763 | 0.430786 |
| 49.3 | 0.430808 | 0.430830 | 0.430853 | 0.430875 | 0.430898 | 0.430920 | 0.430942 | 0.430965 | 0.430987 | 0.431010 |
| 49.4 | 0.431032 | 0.431054 | 0.431077 | 0.431099 | 0.431121 | 0.431144 | 0.431166 | 0.431188 | 0.431211 | 0.431233 |
| 49.5 | 0.431255 | 0.431278 | 0.431300 | 0.431322 | 0.431345 | 0.431367 | 0.431389 | 0.431412 | 0.431434 | 0.431456 |
| 49.6 | 0.431478 | 0.431501 | 0.431523 | 0.431545 | 0.431568 | 0.431590 | 0.431612 | 0.431634 | 0.431657 | 0.431679 |
| 49.7 | 0.431701 | 0.431723 | 0.431746 | 0.431768 | 0.431790 | 0.431812 | 0.431834 | 0.431857 | 0.431879 | 0.431901 |
| 49.8 | 0.431923 | 0.431945 | 0.431968 | 0.431990 | 0.432012 | 0.432034 | 0.432056 | 0.432078 | 0.432101 | 0.432123 |
| 49.9 | 0.432145 | 0.432167 | 0.432189 | 0.432211 | 0.432233 | 0.432256 | 0.432278 | 0.432300 | 0.432322 | 0.432344 |
Logarithm Table for base 8501 — N = 50.00–50.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 50.0 | 0.432366 | 0.432388 | 0.432410 | 0.432432 | 0.432455 | 0.432477 | 0.432499 | 0.432521 | 0.432543 | 0.432565 |
| 50.1 | 0.432587 | 0.432609 | 0.432631 | 0.432653 | 0.432675 | 0.432697 | 0.432719 | 0.432741 | 0.432763 | 0.432785 |
| 50.2 | 0.432807 | 0.432829 | 0.432851 | 0.432873 | 0.432895 | 0.432917 | 0.432939 | 0.432961 | 0.432983 | 0.433005 |
| 50.3 | 0.433027 | 0.433049 | 0.433071 | 0.433093 | 0.433115 | 0.433137 | 0.433159 | 0.433181 | 0.433203 | 0.433225 |
| 50.4 | 0.433247 | 0.433269 | 0.433291 | 0.433313 | 0.433335 | 0.433356 | 0.433378 | 0.433400 | 0.433422 | 0.433444 |
| 50.5 | 0.433466 | 0.433488 | 0.433510 | 0.433532 | 0.433553 | 0.433575 | 0.433597 | 0.433619 | 0.433641 | 0.433663 |
| 50.6 | 0.433685 | 0.433706 | 0.433728 | 0.433750 | 0.433772 | 0.433794 | 0.433816 | 0.433837 | 0.433859 | 0.433881 |
| 50.7 | 0.433903 | 0.433925 | 0.433946 | 0.433968 | 0.433990 | 0.434012 | 0.434033 | 0.434055 | 0.434077 | 0.434099 |
| 50.8 | 0.434121 | 0.434142 | 0.434164 | 0.434186 | 0.434208 | 0.434229 | 0.434251 | 0.434273 | 0.434294 | 0.434316 |
| 50.9 | 0.434338 | 0.434360 | 0.434381 | 0.434403 | 0.434425 | 0.434446 | 0.434468 | 0.434490 | 0.434511 | 0.434533 |
Logarithm Table for base 8501 — N = 51.00–51.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 51.0 | 0.434555 | 0.434576 | 0.434598 | 0.434620 | 0.434641 | 0.434663 | 0.434685 | 0.434706 | 0.434728 | 0.434750 |
| 51.1 | 0.434771 | 0.434793 | 0.434815 | 0.434836 | 0.434858 | 0.434879 | 0.434901 | 0.434923 | 0.434944 | 0.434966 |
| 51.2 | 0.434987 | 0.435009 | 0.435031 | 0.435052 | 0.435074 | 0.435095 | 0.435117 | 0.435138 | 0.435160 | 0.435182 |
| 51.3 | 0.435203 | 0.435225 | 0.435246 | 0.435268 | 0.435289 | 0.435311 | 0.435332 | 0.435354 | 0.435375 | 0.435397 |
| 51.4 | 0.435418 | 0.435440 | 0.435461 | 0.435483 | 0.435504 | 0.435526 | 0.435547 | 0.435569 | 0.435590 | 0.435612 |
| 51.5 | 0.435633 | 0.435655 | 0.435676 | 0.435697 | 0.435719 | 0.435740 | 0.435762 | 0.435783 | 0.435805 | 0.435826 |
| 51.6 | 0.435848 | 0.435869 | 0.435890 | 0.435912 | 0.435933 | 0.435955 | 0.435976 | 0.435997 | 0.436019 | 0.436040 |
| 51.7 | 0.436061 | 0.436083 | 0.436104 | 0.436126 | 0.436147 | 0.436168 | 0.436190 | 0.436211 | 0.436232 | 0.436254 |
| 51.8 | 0.436275 | 0.436296 | 0.436318 | 0.436339 | 0.436360 | 0.436382 | 0.436403 | 0.436424 | 0.436446 | 0.436467 |
| 51.9 | 0.436488 | 0.436510 | 0.436531 | 0.436552 | 0.436573 | 0.436595 | 0.436616 | 0.436637 | 0.436658 | 0.436680 |
Logarithm Table for base 8501 — N = 52.00–52.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 52.0 | 0.436701 | 0.436722 | 0.436743 | 0.436765 | 0.436786 | 0.436807 | 0.436828 | 0.436850 | 0.436871 | 0.436892 |
| 52.1 | 0.436913 | 0.436935 | 0.436956 | 0.436977 | 0.436998 | 0.437019 | 0.437041 | 0.437062 | 0.437083 | 0.437104 |
| 52.2 | 0.437125 | 0.437146 | 0.437168 | 0.437189 | 0.437210 | 0.437231 | 0.437252 | 0.437273 | 0.437294 | 0.437316 |
| 52.3 | 0.437337 | 0.437358 | 0.437379 | 0.437400 | 0.437421 | 0.437442 | 0.437463 | 0.437485 | 0.437506 | 0.437527 |
| 52.4 | 0.437548 | 0.437569 | 0.437590 | 0.437611 | 0.437632 | 0.437653 | 0.437674 | 0.437695 | 0.437716 | 0.437738 |
| 52.5 | 0.437759 | 0.437780 | 0.437801 | 0.437822 | 0.437843 | 0.437864 | 0.437885 | 0.437906 | 0.437927 | 0.437948 |
| 52.6 | 0.437969 | 0.437990 | 0.438011 | 0.438032 | 0.438053 | 0.438074 | 0.438095 | 0.438116 | 0.438137 | 0.438158 |
| 52.7 | 0.438179 | 0.438200 | 0.438221 | 0.438242 | 0.438263 | 0.438284 | 0.438305 | 0.438326 | 0.438346 | 0.438367 |
| 52.8 | 0.438388 | 0.438409 | 0.438430 | 0.438451 | 0.438472 | 0.438493 | 0.438514 | 0.438535 | 0.438556 | 0.438577 |
| 52.9 | 0.438597 | 0.438618 | 0.438639 | 0.438660 | 0.438681 | 0.438702 | 0.438723 | 0.438744 | 0.438765 | 0.438785 |
Logarithm Table for base 8501 — N = 53.00–53.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 53.0 | 0.438806 | 0.438827 | 0.438848 | 0.438869 | 0.438890 | 0.438910 | 0.438931 | 0.438952 | 0.438973 | 0.438994 |
| 53.1 | 0.439015 | 0.439035 | 0.439056 | 0.439077 | 0.439098 | 0.439119 | 0.439139 | 0.439160 | 0.439181 | 0.439202 |
| 53.2 | 0.439222 | 0.439243 | 0.439264 | 0.439285 | 0.439306 | 0.439326 | 0.439347 | 0.439368 | 0.439389 | 0.439409 |
| 53.3 | 0.439430 | 0.439451 | 0.439472 | 0.439492 | 0.439513 | 0.439534 | 0.439554 | 0.439575 | 0.439596 | 0.439617 |
| 53.4 | 0.439637 | 0.439658 | 0.439679 | 0.439699 | 0.439720 | 0.439741 | 0.439761 | 0.439782 | 0.439803 | 0.439823 |
| 53.5 | 0.439844 | 0.439865 | 0.439885 | 0.439906 | 0.439927 | 0.439947 | 0.439968 | 0.439989 | 0.440009 | 0.440030 |
| 53.6 | 0.440050 | 0.440071 | 0.440092 | 0.440112 | 0.440133 | 0.440153 | 0.440174 | 0.440195 | 0.440215 | 0.440236 |
| 53.7 | 0.440256 | 0.440277 | 0.440298 | 0.440318 | 0.440339 | 0.440359 | 0.440380 | 0.440400 | 0.440421 | 0.440441 |
| 53.8 | 0.440462 | 0.440483 | 0.440503 | 0.440524 | 0.440544 | 0.440565 | 0.440585 | 0.440606 | 0.440626 | 0.440647 |
| 53.9 | 0.440667 | 0.440688 | 0.440708 | 0.440729 | 0.440749 | 0.440770 | 0.440790 | 0.440811 | 0.440831 | 0.440852 |
Logarithm Table for base 8501 — N = 54.00–54.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 54.0 | 0.440872 | 0.440893 | 0.440913 | 0.440934 | 0.440954 | 0.440974 | 0.440995 | 0.441015 | 0.441036 | 0.441056 |
| 54.1 | 0.441077 | 0.441097 | 0.441117 | 0.441138 | 0.441158 | 0.441179 | 0.441199 | 0.441220 | 0.441240 | 0.441260 |
| 54.2 | 0.441281 | 0.441301 | 0.441321 | 0.441342 | 0.441362 | 0.441383 | 0.441403 | 0.441423 | 0.441444 | 0.441464 |
| 54.3 | 0.441484 | 0.441505 | 0.441525 | 0.441545 | 0.441566 | 0.441586 | 0.441606 | 0.441627 | 0.441647 | 0.441667 |
| 54.4 | 0.441688 | 0.441708 | 0.441728 | 0.441749 | 0.441769 | 0.441789 | 0.441810 | 0.441830 | 0.441850 | 0.441870 |
| 54.5 | 0.441891 | 0.441911 | 0.441931 | 0.441952 | 0.441972 | 0.441992 | 0.442012 | 0.442033 | 0.442053 | 0.442073 |
| 54.6 | 0.442093 | 0.442114 | 0.442134 | 0.442154 | 0.442174 | 0.442195 | 0.442215 | 0.442235 | 0.442255 | 0.442275 |
| 54.7 | 0.442296 | 0.442316 | 0.442336 | 0.442356 | 0.442376 | 0.442397 | 0.442417 | 0.442437 | 0.442457 | 0.442477 |
| 54.8 | 0.442497 | 0.442518 | 0.442538 | 0.442558 | 0.442578 | 0.442598 | 0.442618 | 0.442639 | 0.442659 | 0.442679 |
| 54.9 | 0.442699 | 0.442719 | 0.442739 | 0.442759 | 0.442779 | 0.442800 | 0.442820 | 0.442840 | 0.442860 | 0.442880 |
Logarithm Table for base 8501 — N = 55.00–55.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 55.0 | 0.442900 | 0.442920 | 0.442940 | 0.442960 | 0.442980 | 0.443001 | 0.443021 | 0.443041 | 0.443061 | 0.443081 |
| 55.1 | 0.443101 | 0.443121 | 0.443141 | 0.443161 | 0.443181 | 0.443201 | 0.443221 | 0.443241 | 0.443261 | 0.443281 |
| 55.2 | 0.443301 | 0.443321 | 0.443341 | 0.443361 | 0.443381 | 0.443401 | 0.443421 | 0.443441 | 0.443461 | 0.443481 |
| 55.3 | 0.443501 | 0.443521 | 0.443541 | 0.443561 | 0.443581 | 0.443601 | 0.443621 | 0.443641 | 0.443661 | 0.443681 |
| 55.4 | 0.443701 | 0.443721 | 0.443741 | 0.443761 | 0.443781 | 0.443801 | 0.443821 | 0.443841 | 0.443860 | 0.443880 |
| 55.5 | 0.443900 | 0.443920 | 0.443940 | 0.443960 | 0.443980 | 0.444000 | 0.444020 | 0.444040 | 0.444060 | 0.444079 |
| 55.6 | 0.444099 | 0.444119 | 0.444139 | 0.444159 | 0.444179 | 0.444199 | 0.444218 | 0.444238 | 0.444258 | 0.444278 |
| 55.7 | 0.444298 | 0.444318 | 0.444338 | 0.444357 | 0.444377 | 0.444397 | 0.444417 | 0.444437 | 0.444457 | 0.444476 |
| 55.8 | 0.444496 | 0.444516 | 0.444536 | 0.444556 | 0.444575 | 0.444595 | 0.444615 | 0.444635 | 0.444654 | 0.444674 |
| 55.9 | 0.444694 | 0.444714 | 0.444734 | 0.444753 | 0.444773 | 0.444793 | 0.444813 | 0.444832 | 0.444852 | 0.444872 |
Logarithm Table for base 8501 — N = 56.00–56.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 56.0 | 0.444892 | 0.444911 | 0.444931 | 0.444951 | 0.444970 | 0.444990 | 0.445010 | 0.445030 | 0.445049 | 0.445069 |
| 56.1 | 0.445089 | 0.445108 | 0.445128 | 0.445148 | 0.445168 | 0.445187 | 0.445207 | 0.445227 | 0.445246 | 0.445266 |
| 56.2 | 0.445286 | 0.445305 | 0.445325 | 0.445345 | 0.445364 | 0.445384 | 0.445404 | 0.445423 | 0.445443 | 0.445462 |
| 56.3 | 0.445482 | 0.445502 | 0.445521 | 0.445541 | 0.445561 | 0.445580 | 0.445600 | 0.445619 | 0.445639 | 0.445659 |
| 56.4 | 0.445678 | 0.445698 | 0.445717 | 0.445737 | 0.445757 | 0.445776 | 0.445796 | 0.445815 | 0.445835 | 0.445854 |
| 56.5 | 0.445874 | 0.445894 | 0.445913 | 0.445933 | 0.445952 | 0.445972 | 0.445991 | 0.446011 | 0.446030 | 0.446050 |
| 56.6 | 0.446069 | 0.446089 | 0.446108 | 0.446128 | 0.446148 | 0.446167 | 0.446187 | 0.446206 | 0.446226 | 0.446245 |
| 56.7 | 0.446265 | 0.446284 | 0.446304 | 0.446323 | 0.446342 | 0.446362 | 0.446381 | 0.446401 | 0.446420 | 0.446440 |
| 56.8 | 0.446459 | 0.446479 | 0.446498 | 0.446518 | 0.446537 | 0.446557 | 0.446576 | 0.446595 | 0.446615 | 0.446634 |
| 56.9 | 0.446654 | 0.446673 | 0.446693 | 0.446712 | 0.446731 | 0.446751 | 0.446770 | 0.446790 | 0.446809 | 0.446828 |
Logarithm Table for base 8501 — N = 57.00–57.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 57.0 | 0.446848 | 0.446867 | 0.446887 | 0.446906 | 0.446925 | 0.446945 | 0.446964 | 0.446983 | 0.447003 | 0.447022 |
| 57.1 | 0.447041 | 0.447061 | 0.447080 | 0.447100 | 0.447119 | 0.447138 | 0.447158 | 0.447177 | 0.447196 | 0.447216 |
| 57.2 | 0.447235 | 0.447254 | 0.447274 | 0.447293 | 0.447312 | 0.447331 | 0.447351 | 0.447370 | 0.447389 | 0.447409 |
| 57.3 | 0.447428 | 0.447447 | 0.447466 | 0.447486 | 0.447505 | 0.447524 | 0.447544 | 0.447563 | 0.447582 | 0.447601 |
| 57.4 | 0.447621 | 0.447640 | 0.447659 | 0.447678 | 0.447698 | 0.447717 | 0.447736 | 0.447755 | 0.447775 | 0.447794 |
| 57.5 | 0.447813 | 0.447832 | 0.447851 | 0.447871 | 0.447890 | 0.447909 | 0.447928 | 0.447947 | 0.447967 | 0.447986 |
| 57.6 | 0.448005 | 0.448024 | 0.448043 | 0.448063 | 0.448082 | 0.448101 | 0.448120 | 0.448139 | 0.448158 | 0.448178 |
| 57.7 | 0.448197 | 0.448216 | 0.448235 | 0.448254 | 0.448273 | 0.448293 | 0.448312 | 0.448331 | 0.448350 | 0.448369 |
| 57.8 | 0.448388 | 0.448407 | 0.448426 | 0.448446 | 0.448465 | 0.448484 | 0.448503 | 0.448522 | 0.448541 | 0.448560 |
| 57.9 | 0.448579 | 0.448598 | 0.448617 | 0.448636 | 0.448656 | 0.448675 | 0.448694 | 0.448713 | 0.448732 | 0.448751 |
Logarithm Table for base 8501 — N = 58.00–58.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 58.0 | 0.448770 | 0.448789 | 0.448808 | 0.448827 | 0.448846 | 0.448865 | 0.448884 | 0.448903 | 0.448922 | 0.448941 |
| 58.1 | 0.448960 | 0.448979 | 0.448998 | 0.449017 | 0.449036 | 0.449055 | 0.449074 | 0.449093 | 0.449112 | 0.449131 |
| 58.2 | 0.449150 | 0.449169 | 0.449188 | 0.449207 | 0.449226 | 0.449245 | 0.449264 | 0.449283 | 0.449302 | 0.449321 |
| 58.3 | 0.449340 | 0.449359 | 0.449378 | 0.449397 | 0.449416 | 0.449435 | 0.449454 | 0.449473 | 0.449492 | 0.449511 |
| 58.4 | 0.449530 | 0.449548 | 0.449567 | 0.449586 | 0.449605 | 0.449624 | 0.449643 | 0.449662 | 0.449681 | 0.449700 |
| 58.5 | 0.449719 | 0.449738 | 0.449756 | 0.449775 | 0.449794 | 0.449813 | 0.449832 | 0.449851 | 0.449870 | 0.449889 |
| 58.6 | 0.449907 | 0.449926 | 0.449945 | 0.449964 | 0.449983 | 0.450002 | 0.450020 | 0.450039 | 0.450058 | 0.450077 |
| 58.7 | 0.450096 | 0.450115 | 0.450133 | 0.450152 | 0.450171 | 0.450190 | 0.450209 | 0.450228 | 0.450246 | 0.450265 |
| 58.8 | 0.450284 | 0.450303 | 0.450322 | 0.450340 | 0.450359 | 0.450378 | 0.450397 | 0.450415 | 0.450434 | 0.450453 |
| 58.9 | 0.450472 | 0.450491 | 0.450509 | 0.450528 | 0.450547 | 0.450566 | 0.450584 | 0.450603 | 0.450622 | 0.450641 |
Logarithm Table for base 8501 — N = 59.00–59.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 59.0 | 0.450659 | 0.450678 | 0.450697 | 0.450715 | 0.450734 | 0.450753 | 0.450772 | 0.450790 | 0.450809 | 0.450828 |
| 59.1 | 0.450846 | 0.450865 | 0.450884 | 0.450903 | 0.450921 | 0.450940 | 0.450959 | 0.450977 | 0.450996 | 0.451015 |
| 59.2 | 0.451033 | 0.451052 | 0.451071 | 0.451089 | 0.451108 | 0.451127 | 0.451145 | 0.451164 | 0.451183 | 0.451201 |
| 59.3 | 0.451220 | 0.451238 | 0.451257 | 0.451276 | 0.451294 | 0.451313 | 0.451332 | 0.451350 | 0.451369 | 0.451387 |
| 59.4 | 0.451406 | 0.451425 | 0.451443 | 0.451462 | 0.451480 | 0.451499 | 0.451518 | 0.451536 | 0.451555 | 0.451573 |
| 59.5 | 0.451592 | 0.451611 | 0.451629 | 0.451648 | 0.451666 | 0.451685 | 0.451703 | 0.451722 | 0.451740 | 0.451759 |
| 59.6 | 0.451778 | 0.451796 | 0.451815 | 0.451833 | 0.451852 | 0.451870 | 0.451889 | 0.451907 | 0.451926 | 0.451944 |
| 59.7 | 0.451963 | 0.451981 | 0.452000 | 0.452018 | 0.452037 | 0.452055 | 0.452074 | 0.452092 | 0.452111 | 0.452129 |
| 59.8 | 0.452148 | 0.452166 | 0.452185 | 0.452203 | 0.452222 | 0.452240 | 0.452259 | 0.452277 | 0.452296 | 0.452314 |
| 59.9 | 0.452332 | 0.452351 | 0.452369 | 0.452388 | 0.452406 | 0.452425 | 0.452443 | 0.452462 | 0.452480 | 0.452498 |
Logarithm Table for base 8501 — N = 60.00–60.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 60.0 | 0.452517 | 0.452535 | 0.452554 | 0.452572 | 0.452590 | 0.452609 | 0.452627 | 0.452646 | 0.452664 | 0.452682 |
| 60.1 | 0.452701 | 0.452719 | 0.452738 | 0.452756 | 0.452774 | 0.452793 | 0.452811 | 0.452830 | 0.452848 | 0.452866 |
| 60.2 | 0.452885 | 0.452903 | 0.452921 | 0.452940 | 0.452958 | 0.452976 | 0.452995 | 0.453013 | 0.453031 | 0.453050 |
| 60.3 | 0.453068 | 0.453086 | 0.453105 | 0.453123 | 0.453141 | 0.453160 | 0.453178 | 0.453196 | 0.453215 | 0.453233 |
| 60.4 | 0.453251 | 0.453269 | 0.453288 | 0.453306 | 0.453324 | 0.453343 | 0.453361 | 0.453379 | 0.453397 | 0.453416 |
| 60.5 | 0.453434 | 0.453452 | 0.453471 | 0.453489 | 0.453507 | 0.453525 | 0.453544 | 0.453562 | 0.453580 | 0.453598 |
| 60.6 | 0.453617 | 0.453635 | 0.453653 | 0.453671 | 0.453689 | 0.453708 | 0.453726 | 0.453744 | 0.453762 | 0.453781 |
| 60.7 | 0.453799 | 0.453817 | 0.453835 | 0.453853 | 0.453872 | 0.453890 | 0.453908 | 0.453926 | 0.453944 | 0.453963 |
| 60.8 | 0.453981 | 0.453999 | 0.454017 | 0.454035 | 0.454053 | 0.454072 | 0.454090 | 0.454108 | 0.454126 | 0.454144 |
| 60.9 | 0.454162 | 0.454180 | 0.454199 | 0.454217 | 0.454235 | 0.454253 | 0.454271 | 0.454289 | 0.454307 | 0.454326 |
Logarithm Table for base 8501 — N = 61.00–61.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 61.0 | 0.454344 | 0.454362 | 0.454380 | 0.454398 | 0.454416 | 0.454434 | 0.454452 | 0.454470 | 0.454489 | 0.454507 |
| 61.1 | 0.454525 | 0.454543 | 0.454561 | 0.454579 | 0.454597 | 0.454615 | 0.454633 | 0.454651 | 0.454669 | 0.454687 |
| 61.2 | 0.454705 | 0.454724 | 0.454742 | 0.454760 | 0.454778 | 0.454796 | 0.454814 | 0.454832 | 0.454850 | 0.454868 |
| 61.3 | 0.454886 | 0.454904 | 0.454922 | 0.454940 | 0.454958 | 0.454976 | 0.454994 | 0.455012 | 0.455030 | 0.455048 |
| 61.4 | 0.455066 | 0.455084 | 0.455102 | 0.455120 | 0.455138 | 0.455156 | 0.455174 | 0.455192 | 0.455210 | 0.455228 |
| 61.5 | 0.455246 | 0.455264 | 0.455282 | 0.455300 | 0.455318 | 0.455336 | 0.455354 | 0.455372 | 0.455390 | 0.455408 |
| 61.6 | 0.455425 | 0.455443 | 0.455461 | 0.455479 | 0.455497 | 0.455515 | 0.455533 | 0.455551 | 0.455569 | 0.455587 |
| 61.7 | 0.455605 | 0.455623 | 0.455641 | 0.455658 | 0.455676 | 0.455694 | 0.455712 | 0.455730 | 0.455748 | 0.455766 |
| 61.8 | 0.455784 | 0.455802 | 0.455819 | 0.455837 | 0.455855 | 0.455873 | 0.455891 | 0.455909 | 0.455927 | 0.455945 |
| 61.9 | 0.455962 | 0.455980 | 0.455998 | 0.456016 | 0.456034 | 0.456052 | 0.456069 | 0.456087 | 0.456105 | 0.456123 |
Logarithm Table for base 8501 — N = 62.00–62.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 62.0 | 0.456141 | 0.456159 | 0.456176 | 0.456194 | 0.456212 | 0.456230 | 0.456248 | 0.456266 | 0.456283 | 0.456301 |
| 62.1 | 0.456319 | 0.456337 | 0.456355 | 0.456372 | 0.456390 | 0.456408 | 0.456426 | 0.456443 | 0.456461 | 0.456479 |
| 62.2 | 0.456497 | 0.456515 | 0.456532 | 0.456550 | 0.456568 | 0.456586 | 0.456603 | 0.456621 | 0.456639 | 0.456657 |
| 62.3 | 0.456674 | 0.456692 | 0.456710 | 0.456728 | 0.456745 | 0.456763 | 0.456781 | 0.456798 | 0.456816 | 0.456834 |
| 62.4 | 0.456852 | 0.456869 | 0.456887 | 0.456905 | 0.456922 | 0.456940 | 0.456958 | 0.456975 | 0.456993 | 0.457011 |
| 62.5 | 0.457029 | 0.457046 | 0.457064 | 0.457082 | 0.457099 | 0.457117 | 0.457135 | 0.457152 | 0.457170 | 0.457188 |
| 62.6 | 0.457205 | 0.457223 | 0.457241 | 0.457258 | 0.457276 | 0.457293 | 0.457311 | 0.457329 | 0.457346 | 0.457364 |
| 62.7 | 0.457382 | 0.457399 | 0.457417 | 0.457435 | 0.457452 | 0.457470 | 0.457487 | 0.457505 | 0.457523 | 0.457540 |
| 62.8 | 0.457558 | 0.457575 | 0.457593 | 0.457611 | 0.457628 | 0.457646 | 0.457663 | 0.457681 | 0.457699 | 0.457716 |
| 62.9 | 0.457734 | 0.457751 | 0.457769 | 0.457786 | 0.457804 | 0.457821 | 0.457839 | 0.457857 | 0.457874 | 0.457892 |
Logarithm Table for base 8501 — N = 63.00–63.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 63.0 | 0.457909 | 0.457927 | 0.457944 | 0.457962 | 0.457979 | 0.457997 | 0.458014 | 0.458032 | 0.458049 | 0.458067 |
| 63.1 | 0.458085 | 0.458102 | 0.458120 | 0.458137 | 0.458155 | 0.458172 | 0.458190 | 0.458207 | 0.458225 | 0.458242 |
| 63.2 | 0.458260 | 0.458277 | 0.458294 | 0.458312 | 0.458329 | 0.458347 | 0.458364 | 0.458382 | 0.458399 | 0.458417 |
| 63.3 | 0.458434 | 0.458452 | 0.458469 | 0.458487 | 0.458504 | 0.458522 | 0.458539 | 0.458556 | 0.458574 | 0.458591 |
| 63.4 | 0.458609 | 0.458626 | 0.458644 | 0.458661 | 0.458678 | 0.458696 | 0.458713 | 0.458731 | 0.458748 | 0.458766 |
| 63.5 | 0.458783 | 0.458800 | 0.458818 | 0.458835 | 0.458853 | 0.458870 | 0.458887 | 0.458905 | 0.458922 | 0.458939 |
| 63.6 | 0.458957 | 0.458974 | 0.458992 | 0.459009 | 0.459026 | 0.459044 | 0.459061 | 0.459078 | 0.459096 | 0.459113 |
| 63.7 | 0.459130 | 0.459148 | 0.459165 | 0.459183 | 0.459200 | 0.459217 | 0.459235 | 0.459252 | 0.459269 | 0.459287 |
| 63.8 | 0.459304 | 0.459321 | 0.459338 | 0.459356 | 0.459373 | 0.459390 | 0.459408 | 0.459425 | 0.459442 | 0.459460 |
| 63.9 | 0.459477 | 0.459494 | 0.459512 | 0.459529 | 0.459546 | 0.459563 | 0.459581 | 0.459598 | 0.459615 | 0.459632 |
Logarithm Table for base 8501 — N = 64.00–64.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 64.0 | 0.459650 | 0.459667 | 0.459684 | 0.459702 | 0.459719 | 0.459736 | 0.459753 | 0.459771 | 0.459788 | 0.459805 |
| 64.1 | 0.459822 | 0.459840 | 0.459857 | 0.459874 | 0.459891 | 0.459908 | 0.459926 | 0.459943 | 0.459960 | 0.459977 |
| 64.2 | 0.459995 | 0.460012 | 0.460029 | 0.460046 | 0.460063 | 0.460081 | 0.460098 | 0.460115 | 0.460132 | 0.460149 |
| 64.3 | 0.460167 | 0.460184 | 0.460201 | 0.460218 | 0.460235 | 0.460253 | 0.460270 | 0.460287 | 0.460304 | 0.460321 |
| 64.4 | 0.460338 | 0.460356 | 0.460373 | 0.460390 | 0.460407 | 0.460424 | 0.460441 | 0.460458 | 0.460476 | 0.460493 |
| 64.5 | 0.460510 | 0.460527 | 0.460544 | 0.460561 | 0.460578 | 0.460596 | 0.460613 | 0.460630 | 0.460647 | 0.460664 |
| 64.6 | 0.460681 | 0.460698 | 0.460715 | 0.460732 | 0.460750 | 0.460767 | 0.460784 | 0.460801 | 0.460818 | 0.460835 |
| 64.7 | 0.460852 | 0.460869 | 0.460886 | 0.460903 | 0.460920 | 0.460937 | 0.460954 | 0.460972 | 0.460989 | 0.461006 |
| 64.8 | 0.461023 | 0.461040 | 0.461057 | 0.461074 | 0.461091 | 0.461108 | 0.461125 | 0.461142 | 0.461159 | 0.461176 |
| 64.9 | 0.461193 | 0.461210 | 0.461227 | 0.461244 | 0.461261 | 0.461278 | 0.461295 | 0.461312 | 0.461329 | 0.461346 |
Logarithm Table for base 8501 — N = 65.00–65.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 65.0 | 0.461363 | 0.461380 | 0.461397 | 0.461414 | 0.461431 | 0.461448 | 0.461465 | 0.461482 | 0.461499 | 0.461516 |
| 65.1 | 0.461533 | 0.461550 | 0.461567 | 0.461584 | 0.461601 | 0.461618 | 0.461635 | 0.461652 | 0.461669 | 0.461686 |
| 65.2 | 0.461703 | 0.461720 | 0.461737 | 0.461754 | 0.461771 | 0.461788 | 0.461805 | 0.461821 | 0.461838 | 0.461855 |
| 65.3 | 0.461872 | 0.461889 | 0.461906 | 0.461923 | 0.461940 | 0.461957 | 0.461974 | 0.461991 | 0.462008 | 0.462024 |
| 65.4 | 0.462041 | 0.462058 | 0.462075 | 0.462092 | 0.462109 | 0.462126 | 0.462143 | 0.462160 | 0.462176 | 0.462193 |
| 65.5 | 0.462210 | 0.462227 | 0.462244 | 0.462261 | 0.462278 | 0.462295 | 0.462311 | 0.462328 | 0.462345 | 0.462362 |
| 65.6 | 0.462379 | 0.462396 | 0.462413 | 0.462429 | 0.462446 | 0.462463 | 0.462480 | 0.462497 | 0.462514 | 0.462530 |
| 65.7 | 0.462547 | 0.462564 | 0.462581 | 0.462598 | 0.462614 | 0.462631 | 0.462648 | 0.462665 | 0.462682 | 0.462699 |
| 65.8 | 0.462715 | 0.462732 | 0.462749 | 0.462766 | 0.462782 | 0.462799 | 0.462816 | 0.462833 | 0.462850 | 0.462866 |
| 65.9 | 0.462883 | 0.462900 | 0.462917 | 0.462933 | 0.462950 | 0.462967 | 0.462984 | 0.463000 | 0.463017 | 0.463034 |
Logarithm Table for base 8501 — N = 66.00–66.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 66.0 | 0.463051 | 0.463067 | 0.463084 | 0.463101 | 0.463118 | 0.463134 | 0.463151 | 0.463168 | 0.463185 | 0.463201 |
| 66.1 | 0.463218 | 0.463235 | 0.463251 | 0.463268 | 0.463285 | 0.463302 | 0.463318 | 0.463335 | 0.463352 | 0.463368 |
| 66.2 | 0.463385 | 0.463402 | 0.463419 | 0.463435 | 0.463452 | 0.463469 | 0.463485 | 0.463502 | 0.463519 | 0.463535 |
| 66.3 | 0.463552 | 0.463569 | 0.463585 | 0.463602 | 0.463619 | 0.463635 | 0.463652 | 0.463669 | 0.463685 | 0.463702 |
| 66.4 | 0.463719 | 0.463735 | 0.463752 | 0.463768 | 0.463785 | 0.463802 | 0.463818 | 0.463835 | 0.463852 | 0.463868 |
| 66.5 | 0.463885 | 0.463901 | 0.463918 | 0.463935 | 0.463951 | 0.463968 | 0.463985 | 0.464001 | 0.464018 | 0.464034 |
| 66.6 | 0.464051 | 0.464068 | 0.464084 | 0.464101 | 0.464117 | 0.464134 | 0.464150 | 0.464167 | 0.464184 | 0.464200 |
| 66.7 | 0.464217 | 0.464233 | 0.464250 | 0.464266 | 0.464283 | 0.464300 | 0.464316 | 0.464333 | 0.464349 | 0.464366 |
| 66.8 | 0.464382 | 0.464399 | 0.464415 | 0.464432 | 0.464448 | 0.464465 | 0.464482 | 0.464498 | 0.464515 | 0.464531 |
| 66.9 | 0.464548 | 0.464564 | 0.464581 | 0.464597 | 0.464614 | 0.464630 | 0.464647 | 0.464663 | 0.464680 | 0.464696 |
Logarithm Table for base 8501 — N = 67.00–67.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 67.0 | 0.464713 | 0.464729 | 0.464746 | 0.464762 | 0.464779 | 0.464795 | 0.464812 | 0.464828 | 0.464845 | 0.464861 |
| 67.1 | 0.464878 | 0.464894 | 0.464911 | 0.464927 | 0.464943 | 0.464960 | 0.464976 | 0.464993 | 0.465009 | 0.465026 |
| 67.2 | 0.465042 | 0.465059 | 0.465075 | 0.465092 | 0.465108 | 0.465124 | 0.465141 | 0.465157 | 0.465174 | 0.465190 |
| 67.3 | 0.465207 | 0.465223 | 0.465239 | 0.465256 | 0.465272 | 0.465289 | 0.465305 | 0.465321 | 0.465338 | 0.465354 |
| 67.4 | 0.465371 | 0.465387 | 0.465403 | 0.465420 | 0.465436 | 0.465453 | 0.465469 | 0.465485 | 0.465502 | 0.465518 |
| 67.5 | 0.465534 | 0.465551 | 0.465567 | 0.465584 | 0.465600 | 0.465616 | 0.465633 | 0.465649 | 0.465665 | 0.465682 |
| 67.6 | 0.465698 | 0.465714 | 0.465731 | 0.465747 | 0.465763 | 0.465780 | 0.465796 | 0.465812 | 0.465829 | 0.465845 |
| 67.7 | 0.465861 | 0.465878 | 0.465894 | 0.465910 | 0.465927 | 0.465943 | 0.465959 | 0.465976 | 0.465992 | 0.466008 |
| 67.8 | 0.466025 | 0.466041 | 0.466057 | 0.466073 | 0.466090 | 0.466106 | 0.466122 | 0.466139 | 0.466155 | 0.466171 |
| 67.9 | 0.466187 | 0.466204 | 0.466220 | 0.466236 | 0.466253 | 0.466269 | 0.466285 | 0.466301 | 0.466318 | 0.466334 |
Logarithm Table for base 8501 — N = 68.00–68.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 68.0 | 0.466350 | 0.466366 | 0.466383 | 0.466399 | 0.466415 | 0.466431 | 0.466448 | 0.466464 | 0.466480 | 0.466496 |
| 68.1 | 0.466513 | 0.466529 | 0.466545 | 0.466561 | 0.466577 | 0.466594 | 0.466610 | 0.466626 | 0.466642 | 0.466659 |
| 68.2 | 0.466675 | 0.466691 | 0.466707 | 0.466723 | 0.466740 | 0.466756 | 0.466772 | 0.466788 | 0.466804 | 0.466820 |
| 68.3 | 0.466837 | 0.466853 | 0.466869 | 0.466885 | 0.466901 | 0.466918 | 0.466934 | 0.466950 | 0.466966 | 0.466982 |
| 68.4 | 0.466998 | 0.467015 | 0.467031 | 0.467047 | 0.467063 | 0.467079 | 0.467095 | 0.467111 | 0.467128 | 0.467144 |
| 68.5 | 0.467160 | 0.467176 | 0.467192 | 0.467208 | 0.467224 | 0.467240 | 0.467257 | 0.467273 | 0.467289 | 0.467305 |
| 68.6 | 0.467321 | 0.467337 | 0.467353 | 0.467369 | 0.467385 | 0.467402 | 0.467418 | 0.467434 | 0.467450 | 0.467466 |
| 68.7 | 0.467482 | 0.467498 | 0.467514 | 0.467530 | 0.467546 | 0.467562 | 0.467579 | 0.467595 | 0.467611 | 0.467627 |
| 68.8 | 0.467643 | 0.467659 | 0.467675 | 0.467691 | 0.467707 | 0.467723 | 0.467739 | 0.467755 | 0.467771 | 0.467787 |
| 68.9 | 0.467803 | 0.467819 | 0.467835 | 0.467851 | 0.467867 | 0.467884 | 0.467900 | 0.467916 | 0.467932 | 0.467948 |
Logarithm Table for base 8501 — N = 69.00–69.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 69.0 | 0.467964 | 0.467980 | 0.467996 | 0.468012 | 0.468028 | 0.468044 | 0.468060 | 0.468076 | 0.468092 | 0.468108 |
| 69.1 | 0.468124 | 0.468140 | 0.468156 | 0.468172 | 0.468188 | 0.468204 | 0.468220 | 0.468236 | 0.468252 | 0.468268 |
| 69.2 | 0.468284 | 0.468300 | 0.468315 | 0.468331 | 0.468347 | 0.468363 | 0.468379 | 0.468395 | 0.468411 | 0.468427 |
| 69.3 | 0.468443 | 0.468459 | 0.468475 | 0.468491 | 0.468507 | 0.468523 | 0.468539 | 0.468555 | 0.468571 | 0.468587 |
| 69.4 | 0.468602 | 0.468618 | 0.468634 | 0.468650 | 0.468666 | 0.468682 | 0.468698 | 0.468714 | 0.468730 | 0.468746 |
| 69.5 | 0.468762 | 0.468778 | 0.468793 | 0.468809 | 0.468825 | 0.468841 | 0.468857 | 0.468873 | 0.468889 | 0.468905 |
| 69.6 | 0.468921 | 0.468936 | 0.468952 | 0.468968 | 0.468984 | 0.469000 | 0.469016 | 0.469032 | 0.469048 | 0.469063 |
| 69.7 | 0.469079 | 0.469095 | 0.469111 | 0.469127 | 0.469143 | 0.469158 | 0.469174 | 0.469190 | 0.469206 | 0.469222 |
| 69.8 | 0.469238 | 0.469254 | 0.469269 | 0.469285 | 0.469301 | 0.469317 | 0.469333 | 0.469348 | 0.469364 | 0.469380 |
| 69.9 | 0.469396 | 0.469412 | 0.469428 | 0.469443 | 0.469459 | 0.469475 | 0.469491 | 0.469507 | 0.469522 | 0.469538 |
Logarithm Table for base 8501 — N = 70.00–70.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 70.0 | 0.469554 | 0.469570 | 0.469585 | 0.469601 | 0.469617 | 0.469633 | 0.469649 | 0.469664 | 0.469680 | 0.469696 |
| 70.1 | 0.469712 | 0.469727 | 0.469743 | 0.469759 | 0.469775 | 0.469790 | 0.469806 | 0.469822 | 0.469838 | 0.469854 |
| 70.2 | 0.469869 | 0.469885 | 0.469901 | 0.469916 | 0.469932 | 0.469948 | 0.469964 | 0.469979 | 0.469995 | 0.470011 |
| 70.3 | 0.470027 | 0.470042 | 0.470058 | 0.470074 | 0.470089 | 0.470105 | 0.470121 | 0.470137 | 0.470152 | 0.470168 |
| 70.4 | 0.470184 | 0.470199 | 0.470215 | 0.470231 | 0.470246 | 0.470262 | 0.470278 | 0.470294 | 0.470309 | 0.470325 |
| 70.5 | 0.470341 | 0.470356 | 0.470372 | 0.470388 | 0.470403 | 0.470419 | 0.470435 | 0.470450 | 0.470466 | 0.470482 |
| 70.6 | 0.470497 | 0.470513 | 0.470529 | 0.470544 | 0.470560 | 0.470575 | 0.470591 | 0.470607 | 0.470622 | 0.470638 |
| 70.7 | 0.470654 | 0.470669 | 0.470685 | 0.470701 | 0.470716 | 0.470732 | 0.470747 | 0.470763 | 0.470779 | 0.470794 |
| 70.8 | 0.470810 | 0.470825 | 0.470841 | 0.470857 | 0.470872 | 0.470888 | 0.470903 | 0.470919 | 0.470935 | 0.470950 |
| 70.9 | 0.470966 | 0.470981 | 0.470997 | 0.471013 | 0.471028 | 0.471044 | 0.471059 | 0.471075 | 0.471091 | 0.471106 |
Logarithm Table for base 8501 — N = 71.00–71.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 71.0 | 0.471122 | 0.471137 | 0.471153 | 0.471168 | 0.471184 | 0.471199 | 0.471215 | 0.471231 | 0.471246 | 0.471262 |
| 71.1 | 0.471277 | 0.471293 | 0.471308 | 0.471324 | 0.471339 | 0.471355 | 0.471370 | 0.471386 | 0.471401 | 0.471417 |
| 71.2 | 0.471433 | 0.471448 | 0.471464 | 0.471479 | 0.471495 | 0.471510 | 0.471526 | 0.471541 | 0.471557 | 0.471572 |
| 71.3 | 0.471588 | 0.471603 | 0.471619 | 0.471634 | 0.471650 | 0.471665 | 0.471681 | 0.471696 | 0.471712 | 0.471727 |
| 71.4 | 0.471743 | 0.471758 | 0.471774 | 0.471789 | 0.471804 | 0.471820 | 0.471835 | 0.471851 | 0.471866 | 0.471882 |
| 71.5 | 0.471897 | 0.471913 | 0.471928 | 0.471944 | 0.471959 | 0.471974 | 0.471990 | 0.472005 | 0.472021 | 0.472036 |
| 71.6 | 0.472052 | 0.472067 | 0.472083 | 0.472098 | 0.472113 | 0.472129 | 0.472144 | 0.472160 | 0.472175 | 0.472191 |
| 71.7 | 0.472206 | 0.472221 | 0.472237 | 0.472252 | 0.472268 | 0.472283 | 0.472298 | 0.472314 | 0.472329 | 0.472345 |
| 71.8 | 0.472360 | 0.472375 | 0.472391 | 0.472406 | 0.472422 | 0.472437 | 0.472452 | 0.472468 | 0.472483 | 0.472498 |
| 71.9 | 0.472514 | 0.472529 | 0.472545 | 0.472560 | 0.472575 | 0.472591 | 0.472606 | 0.472621 | 0.472637 | 0.472652 |
Logarithm Table for base 8501 — N = 72.00–72.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 72.0 | 0.472667 | 0.472683 | 0.472698 | 0.472713 | 0.472729 | 0.472744 | 0.472759 | 0.472775 | 0.472790 | 0.472805 |
| 72.1 | 0.472821 | 0.472836 | 0.472851 | 0.472867 | 0.472882 | 0.472897 | 0.472913 | 0.472928 | 0.472943 | 0.472959 |
| 72.2 | 0.472974 | 0.472989 | 0.473005 | 0.473020 | 0.473035 | 0.473051 | 0.473066 | 0.473081 | 0.473096 | 0.473112 |
| 72.3 | 0.473127 | 0.473142 | 0.473158 | 0.473173 | 0.473188 | 0.473203 | 0.473219 | 0.473234 | 0.473249 | 0.473264 |
| 72.4 | 0.473280 | 0.473295 | 0.473310 | 0.473326 | 0.473341 | 0.473356 | 0.473371 | 0.473387 | 0.473402 | 0.473417 |
| 72.5 | 0.473432 | 0.473448 | 0.473463 | 0.473478 | 0.473493 | 0.473508 | 0.473524 | 0.473539 | 0.473554 | 0.473569 |
| 72.6 | 0.473585 | 0.473600 | 0.473615 | 0.473630 | 0.473646 | 0.473661 | 0.473676 | 0.473691 | 0.473706 | 0.473722 |
| 72.7 | 0.473737 | 0.473752 | 0.473767 | 0.473782 | 0.473798 | 0.473813 | 0.473828 | 0.473843 | 0.473858 | 0.473874 |
| 72.8 | 0.473889 | 0.473904 | 0.473919 | 0.473934 | 0.473949 | 0.473965 | 0.473980 | 0.473995 | 0.474010 | 0.474025 |
| 72.9 | 0.474040 | 0.474056 | 0.474071 | 0.474086 | 0.474101 | 0.474116 | 0.474131 | 0.474146 | 0.474162 | 0.474177 |
Logarithm Table for base 8501 — N = 73.00–73.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 73.0 | 0.474192 | 0.474207 | 0.474222 | 0.474237 | 0.474252 | 0.474268 | 0.474283 | 0.474298 | 0.474313 | 0.474328 |
| 73.1 | 0.474343 | 0.474358 | 0.474373 | 0.474389 | 0.474404 | 0.474419 | 0.474434 | 0.474449 | 0.474464 | 0.474479 |
| 73.2 | 0.474494 | 0.474509 | 0.474524 | 0.474540 | 0.474555 | 0.474570 | 0.474585 | 0.474600 | 0.474615 | 0.474630 |
| 73.3 | 0.474645 | 0.474660 | 0.474675 | 0.474690 | 0.474705 | 0.474721 | 0.474736 | 0.474751 | 0.474766 | 0.474781 |
| 73.4 | 0.474796 | 0.474811 | 0.474826 | 0.474841 | 0.474856 | 0.474871 | 0.474886 | 0.474901 | 0.474916 | 0.474931 |
| 73.5 | 0.474946 | 0.474961 | 0.474976 | 0.474991 | 0.475006 | 0.475021 | 0.475037 | 0.475052 | 0.475067 | 0.475082 |
| 73.6 | 0.475097 | 0.475112 | 0.475127 | 0.475142 | 0.475157 | 0.475172 | 0.475187 | 0.475202 | 0.475217 | 0.475232 |
| 73.7 | 0.475247 | 0.475262 | 0.475277 | 0.475292 | 0.475307 | 0.475322 | 0.475337 | 0.475352 | 0.475367 | 0.475382 |
| 73.8 | 0.475397 | 0.475411 | 0.475426 | 0.475441 | 0.475456 | 0.475471 | 0.475486 | 0.475501 | 0.475516 | 0.475531 |
| 73.9 | 0.475546 | 0.475561 | 0.475576 | 0.475591 | 0.475606 | 0.475621 | 0.475636 | 0.475651 | 0.475666 | 0.475681 |
Logarithm Table for base 8501 — N = 74.00–74.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 74.0 | 0.475696 | 0.475711 | 0.475725 | 0.475740 | 0.475755 | 0.475770 | 0.475785 | 0.475800 | 0.475815 | 0.475830 |
| 74.1 | 0.475845 | 0.475860 | 0.475875 | 0.475890 | 0.475905 | 0.475919 | 0.475934 | 0.475949 | 0.475964 | 0.475979 |
| 74.2 | 0.475994 | 0.476009 | 0.476024 | 0.476039 | 0.476054 | 0.476068 | 0.476083 | 0.476098 | 0.476113 | 0.476128 |
| 74.3 | 0.476143 | 0.476158 | 0.476173 | 0.476187 | 0.476202 | 0.476217 | 0.476232 | 0.476247 | 0.476262 | 0.476277 |
| 74.4 | 0.476291 | 0.476306 | 0.476321 | 0.476336 | 0.476351 | 0.476366 | 0.476381 | 0.476395 | 0.476410 | 0.476425 |
| 74.5 | 0.476440 | 0.476455 | 0.476470 | 0.476484 | 0.476499 | 0.476514 | 0.476529 | 0.476544 | 0.476559 | 0.476573 |
| 74.6 | 0.476588 | 0.476603 | 0.476618 | 0.476633 | 0.476647 | 0.476662 | 0.476677 | 0.476692 | 0.476707 | 0.476721 |
| 74.7 | 0.476736 | 0.476751 | 0.476766 | 0.476781 | 0.476795 | 0.476810 | 0.476825 | 0.476840 | 0.476855 | 0.476869 |
| 74.8 | 0.476884 | 0.476899 | 0.476914 | 0.476928 | 0.476943 | 0.476958 | 0.476973 | 0.476987 | 0.477002 | 0.477017 |
| 74.9 | 0.477032 | 0.477046 | 0.477061 | 0.477076 | 0.477091 | 0.477105 | 0.477120 | 0.477135 | 0.477150 | 0.477164 |
Logarithm Table for base 8501 — N = 75.00–75.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 75.0 | 0.477179 | 0.477194 | 0.477209 | 0.477223 | 0.477238 | 0.477253 | 0.477268 | 0.477282 | 0.477297 | 0.477312 |
| 75.1 | 0.477326 | 0.477341 | 0.477356 | 0.477371 | 0.477385 | 0.477400 | 0.477415 | 0.477429 | 0.477444 | 0.477459 |
| 75.2 | 0.477474 | 0.477488 | 0.477503 | 0.477518 | 0.477532 | 0.477547 | 0.477562 | 0.477576 | 0.477591 | 0.477606 |
| 75.3 | 0.477620 | 0.477635 | 0.477650 | 0.477664 | 0.477679 | 0.477694 | 0.477708 | 0.477723 | 0.477738 | 0.477752 |
| 75.4 | 0.477767 | 0.477782 | 0.477796 | 0.477811 | 0.477826 | 0.477840 | 0.477855 | 0.477870 | 0.477884 | 0.477899 |
| 75.5 | 0.477914 | 0.477928 | 0.477943 | 0.477957 | 0.477972 | 0.477987 | 0.478001 | 0.478016 | 0.478031 | 0.478045 |
| 75.6 | 0.478060 | 0.478074 | 0.478089 | 0.478104 | 0.478118 | 0.478133 | 0.478148 | 0.478162 | 0.478177 | 0.478191 |
| 75.7 | 0.478206 | 0.478221 | 0.478235 | 0.478250 | 0.478264 | 0.478279 | 0.478293 | 0.478308 | 0.478323 | 0.478337 |
| 75.8 | 0.478352 | 0.478366 | 0.478381 | 0.478396 | 0.478410 | 0.478425 | 0.478439 | 0.478454 | 0.478468 | 0.478483 |
| 75.9 | 0.478498 | 0.478512 | 0.478527 | 0.478541 | 0.478556 | 0.478570 | 0.478585 | 0.478599 | 0.478614 | 0.478629 |
Logarithm Table for base 8501 — N = 76.00–76.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 76.0 | 0.478643 | 0.478658 | 0.478672 | 0.478687 | 0.478701 | 0.478716 | 0.478730 | 0.478745 | 0.478759 | 0.478774 |
| 76.1 | 0.478788 | 0.478803 | 0.478817 | 0.478832 | 0.478846 | 0.478861 | 0.478876 | 0.478890 | 0.478905 | 0.478919 |
| 76.2 | 0.478934 | 0.478948 | 0.478963 | 0.478977 | 0.478992 | 0.479006 | 0.479021 | 0.479035 | 0.479050 | 0.479064 |
| 76.3 | 0.479078 | 0.479093 | 0.479107 | 0.479122 | 0.479136 | 0.479151 | 0.479165 | 0.479180 | 0.479194 | 0.479209 |
| 76.4 | 0.479223 | 0.479238 | 0.479252 | 0.479267 | 0.479281 | 0.479296 | 0.479310 | 0.479324 | 0.479339 | 0.479353 |
| 76.5 | 0.479368 | 0.479382 | 0.479397 | 0.479411 | 0.479426 | 0.479440 | 0.479454 | 0.479469 | 0.479483 | 0.479498 |
| 76.6 | 0.479512 | 0.479527 | 0.479541 | 0.479555 | 0.479570 | 0.479584 | 0.479599 | 0.479613 | 0.479628 | 0.479642 |
| 76.7 | 0.479656 | 0.479671 | 0.479685 | 0.479700 | 0.479714 | 0.479728 | 0.479743 | 0.479757 | 0.479772 | 0.479786 |
| 76.8 | 0.479800 | 0.479815 | 0.479829 | 0.479844 | 0.479858 | 0.479872 | 0.479887 | 0.479901 | 0.479915 | 0.479930 |
| 76.9 | 0.479944 | 0.479959 | 0.479973 | 0.479987 | 0.480002 | 0.480016 | 0.480030 | 0.480045 | 0.480059 | 0.480073 |
Logarithm Table for base 8501 — N = 77.00–77.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 77.0 | 0.480088 | 0.480102 | 0.480117 | 0.480131 | 0.480145 | 0.480160 | 0.480174 | 0.480188 | 0.480203 | 0.480217 |
| 77.1 | 0.480231 | 0.480246 | 0.480260 | 0.480274 | 0.480289 | 0.480303 | 0.480317 | 0.480332 | 0.480346 | 0.480360 |
| 77.2 | 0.480375 | 0.480389 | 0.480403 | 0.480417 | 0.480432 | 0.480446 | 0.480460 | 0.480475 | 0.480489 | 0.480503 |
| 77.3 | 0.480518 | 0.480532 | 0.480546 | 0.480560 | 0.480575 | 0.480589 | 0.480603 | 0.480618 | 0.480632 | 0.480646 |
| 77.4 | 0.480660 | 0.480675 | 0.480689 | 0.480703 | 0.480718 | 0.480732 | 0.480746 | 0.480760 | 0.480775 | 0.480789 |
| 77.5 | 0.480803 | 0.480817 | 0.480832 | 0.480846 | 0.480860 | 0.480874 | 0.480889 | 0.480903 | 0.480917 | 0.480931 |
| 77.6 | 0.480946 | 0.480960 | 0.480974 | 0.480988 | 0.481003 | 0.481017 | 0.481031 | 0.481045 | 0.481060 | 0.481074 |
| 77.7 | 0.481088 | 0.481102 | 0.481116 | 0.481131 | 0.481145 | 0.481159 | 0.481173 | 0.481188 | 0.481202 | 0.481216 |
| 77.8 | 0.481230 | 0.481244 | 0.481259 | 0.481273 | 0.481287 | 0.481301 | 0.481315 | 0.481330 | 0.481344 | 0.481358 |
| 77.9 | 0.481372 | 0.481386 | 0.481401 | 0.481415 | 0.481429 | 0.481443 | 0.481457 | 0.481471 | 0.481486 | 0.481500 |
Logarithm Table for base 8501 — N = 78.00–78.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 78.0 | 0.481514 | 0.481528 | 0.481542 | 0.481556 | 0.481571 | 0.481585 | 0.481599 | 0.481613 | 0.481627 | 0.481641 |
| 78.1 | 0.481656 | 0.481670 | 0.481684 | 0.481698 | 0.481712 | 0.481726 | 0.481740 | 0.481755 | 0.481769 | 0.481783 |
| 78.2 | 0.481797 | 0.481811 | 0.481825 | 0.481839 | 0.481853 | 0.481868 | 0.481882 | 0.481896 | 0.481910 | 0.481924 |
| 78.3 | 0.481938 | 0.481952 | 0.481966 | 0.481981 | 0.481995 | 0.482009 | 0.482023 | 0.482037 | 0.482051 | 0.482065 |
| 78.4 | 0.482079 | 0.482093 | 0.482107 | 0.482122 | 0.482136 | 0.482150 | 0.482164 | 0.482178 | 0.482192 | 0.482206 |
| 78.5 | 0.482220 | 0.482234 | 0.482248 | 0.482262 | 0.482276 | 0.482291 | 0.482305 | 0.482319 | 0.482333 | 0.482347 |
| 78.6 | 0.482361 | 0.482375 | 0.482389 | 0.482403 | 0.482417 | 0.482431 | 0.482445 | 0.482459 | 0.482473 | 0.482487 |
| 78.7 | 0.482501 | 0.482515 | 0.482529 | 0.482544 | 0.482558 | 0.482572 | 0.482586 | 0.482600 | 0.482614 | 0.482628 |
| 78.8 | 0.482642 | 0.482656 | 0.482670 | 0.482684 | 0.482698 | 0.482712 | 0.482726 | 0.482740 | 0.482754 | 0.482768 |
| 78.9 | 0.482782 | 0.482796 | 0.482810 | 0.482824 | 0.482838 | 0.482852 | 0.482866 | 0.482880 | 0.482894 | 0.482908 |
Logarithm Table for base 8501 — N = 79.00–79.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 79.0 | 0.482922 | 0.482936 | 0.482950 | 0.482964 | 0.482978 | 0.482992 | 0.483006 | 0.483020 | 0.483034 | 0.483048 |
| 79.1 | 0.483062 | 0.483076 | 0.483090 | 0.483104 | 0.483118 | 0.483132 | 0.483146 | 0.483159 | 0.483173 | 0.483187 |
| 79.2 | 0.483201 | 0.483215 | 0.483229 | 0.483243 | 0.483257 | 0.483271 | 0.483285 | 0.483299 | 0.483313 | 0.483327 |
| 79.3 | 0.483341 | 0.483355 | 0.483369 | 0.483383 | 0.483397 | 0.483410 | 0.483424 | 0.483438 | 0.483452 | 0.483466 |
| 79.4 | 0.483480 | 0.483494 | 0.483508 | 0.483522 | 0.483536 | 0.483550 | 0.483564 | 0.483577 | 0.483591 | 0.483605 |
| 79.5 | 0.483619 | 0.483633 | 0.483647 | 0.483661 | 0.483675 | 0.483689 | 0.483703 | 0.483716 | 0.483730 | 0.483744 |
| 79.6 | 0.483758 | 0.483772 | 0.483786 | 0.483800 | 0.483814 | 0.483828 | 0.483841 | 0.483855 | 0.483869 | 0.483883 |
| 79.7 | 0.483897 | 0.483911 | 0.483925 | 0.483938 | 0.483952 | 0.483966 | 0.483980 | 0.483994 | 0.484008 | 0.484022 |
| 79.8 | 0.484035 | 0.484049 | 0.484063 | 0.484077 | 0.484091 | 0.484105 | 0.484119 | 0.484132 | 0.484146 | 0.484160 |
| 79.9 | 0.484174 | 0.484188 | 0.484202 | 0.484215 | 0.484229 | 0.484243 | 0.484257 | 0.484271 | 0.484284 | 0.484298 |
Logarithm Table for base 8501 — N = 80.00–80.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 80.0 | 0.484312 | 0.484326 | 0.484340 | 0.484354 | 0.484367 | 0.484381 | 0.484395 | 0.484409 | 0.484423 | 0.484436 |
| 80.1 | 0.484450 | 0.484464 | 0.484478 | 0.484492 | 0.484505 | 0.484519 | 0.484533 | 0.484547 | 0.484561 | 0.484574 |
| 80.2 | 0.484588 | 0.484602 | 0.484616 | 0.484629 | 0.484643 | 0.484657 | 0.484671 | 0.484685 | 0.484698 | 0.484712 |
| 80.3 | 0.484726 | 0.484740 | 0.484753 | 0.484767 | 0.484781 | 0.484795 | 0.484808 | 0.484822 | 0.484836 | 0.484850 |
| 80.4 | 0.484863 | 0.484877 | 0.484891 | 0.484905 | 0.484918 | 0.484932 | 0.484946 | 0.484960 | 0.484973 | 0.484987 |
| 80.5 | 0.485001 | 0.485014 | 0.485028 | 0.485042 | 0.485056 | 0.485069 | 0.485083 | 0.485097 | 0.485111 | 0.485124 |
| 80.6 | 0.485138 | 0.485152 | 0.485165 | 0.485179 | 0.485193 | 0.485206 | 0.485220 | 0.485234 | 0.485248 | 0.485261 |
| 80.7 | 0.485275 | 0.485289 | 0.485302 | 0.485316 | 0.485330 | 0.485343 | 0.485357 | 0.485371 | 0.485385 | 0.485398 |
| 80.8 | 0.485412 | 0.485426 | 0.485439 | 0.485453 | 0.485467 | 0.485480 | 0.485494 | 0.485508 | 0.485521 | 0.485535 |
| 80.9 | 0.485549 | 0.485562 | 0.485576 | 0.485590 | 0.485603 | 0.485617 | 0.485631 | 0.485644 | 0.485658 | 0.485671 |
Logarithm Table for base 8501 — N = 81.00–81.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 81.0 | 0.485685 | 0.485699 | 0.485712 | 0.485726 | 0.485740 | 0.485753 | 0.485767 | 0.485781 | 0.485794 | 0.485808 |
| 81.1 | 0.485821 | 0.485835 | 0.485849 | 0.485862 | 0.485876 | 0.485890 | 0.485903 | 0.485917 | 0.485930 | 0.485944 |
| 81.2 | 0.485958 | 0.485971 | 0.485985 | 0.485998 | 0.486012 | 0.486026 | 0.486039 | 0.486053 | 0.486066 | 0.486080 |
| 81.3 | 0.486094 | 0.486107 | 0.486121 | 0.486134 | 0.486148 | 0.486162 | 0.486175 | 0.486189 | 0.486202 | 0.486216 |
| 81.4 | 0.486230 | 0.486243 | 0.486257 | 0.486270 | 0.486284 | 0.486297 | 0.486311 | 0.486325 | 0.486338 | 0.486352 |
| 81.5 | 0.486365 | 0.486379 | 0.486392 | 0.486406 | 0.486419 | 0.486433 | 0.486447 | 0.486460 | 0.486474 | 0.486487 |
| 81.6 | 0.486501 | 0.486514 | 0.486528 | 0.486541 | 0.486555 | 0.486568 | 0.486582 | 0.486596 | 0.486609 | 0.486623 |
| 81.7 | 0.486636 | 0.486650 | 0.486663 | 0.486677 | 0.486690 | 0.486704 | 0.486717 | 0.486731 | 0.486744 | 0.486758 |
| 81.8 | 0.486771 | 0.486785 | 0.486798 | 0.486812 | 0.486825 | 0.486839 | 0.486852 | 0.486866 | 0.486879 | 0.486893 |
| 81.9 | 0.486906 | 0.486920 | 0.486933 | 0.486947 | 0.486960 | 0.486974 | 0.486987 | 0.487001 | 0.487014 | 0.487028 |
Logarithm Table for base 8501 — N = 82.00–82.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 82.0 | 0.487041 | 0.487055 | 0.487068 | 0.487082 | 0.487095 | 0.487109 | 0.487122 | 0.487136 | 0.487149 | 0.487162 |
| 82.1 | 0.487176 | 0.487189 | 0.487203 | 0.487216 | 0.487230 | 0.487243 | 0.487257 | 0.487270 | 0.487284 | 0.487297 |
| 82.2 | 0.487310 | 0.487324 | 0.487337 | 0.487351 | 0.487364 | 0.487378 | 0.487391 | 0.487405 | 0.487418 | 0.487431 |
| 82.3 | 0.487445 | 0.487458 | 0.487472 | 0.487485 | 0.487499 | 0.487512 | 0.487525 | 0.487539 | 0.487552 | 0.487566 |
| 82.4 | 0.487579 | 0.487592 | 0.487606 | 0.487619 | 0.487633 | 0.487646 | 0.487659 | 0.487673 | 0.487686 | 0.487700 |
| 82.5 | 0.487713 | 0.487726 | 0.487740 | 0.487753 | 0.487767 | 0.487780 | 0.487793 | 0.487807 | 0.487820 | 0.487834 |
| 82.6 | 0.487847 | 0.487860 | 0.487874 | 0.487887 | 0.487900 | 0.487914 | 0.487927 | 0.487941 | 0.487954 | 0.487967 |
| 82.7 | 0.487981 | 0.487994 | 0.488007 | 0.488021 | 0.488034 | 0.488047 | 0.488061 | 0.488074 | 0.488088 | 0.488101 |
| 82.8 | 0.488114 | 0.488128 | 0.488141 | 0.488154 | 0.488168 | 0.488181 | 0.488194 | 0.488208 | 0.488221 | 0.488234 |
| 82.9 | 0.488248 | 0.488261 | 0.488274 | 0.488288 | 0.488301 | 0.488314 | 0.488328 | 0.488341 | 0.488354 | 0.488368 |
Logarithm Table for base 8501 — N = 83.00–83.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 83.0 | 0.488381 | 0.488394 | 0.488408 | 0.488421 | 0.488434 | 0.488447 | 0.488461 | 0.488474 | 0.488487 | 0.488501 |
| 83.1 | 0.488514 | 0.488527 | 0.488541 | 0.488554 | 0.488567 | 0.488580 | 0.488594 | 0.488607 | 0.488620 | 0.488634 |
| 83.2 | 0.488647 | 0.488660 | 0.488673 | 0.488687 | 0.488700 | 0.488713 | 0.488727 | 0.488740 | 0.488753 | 0.488766 |
| 83.3 | 0.488780 | 0.488793 | 0.488806 | 0.488819 | 0.488833 | 0.488846 | 0.488859 | 0.488872 | 0.488886 | 0.488899 |
| 83.4 | 0.488912 | 0.488926 | 0.488939 | 0.488952 | 0.488965 | 0.488978 | 0.488992 | 0.489005 | 0.489018 | 0.489031 |
| 83.5 | 0.489045 | 0.489058 | 0.489071 | 0.489084 | 0.489098 | 0.489111 | 0.489124 | 0.489137 | 0.489151 | 0.489164 |
| 83.6 | 0.489177 | 0.489190 | 0.489203 | 0.489217 | 0.489230 | 0.489243 | 0.489256 | 0.489269 | 0.489283 | 0.489296 |
| 83.7 | 0.489309 | 0.489322 | 0.489336 | 0.489349 | 0.489362 | 0.489375 | 0.489388 | 0.489401 | 0.489415 | 0.489428 |
| 83.8 | 0.489441 | 0.489454 | 0.489467 | 0.489481 | 0.489494 | 0.489507 | 0.489520 | 0.489533 | 0.489547 | 0.489560 |
| 83.9 | 0.489573 | 0.489586 | 0.489599 | 0.489612 | 0.489626 | 0.489639 | 0.489652 | 0.489665 | 0.489678 | 0.489691 |
Logarithm Table for base 8501 — N = 84.00–84.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 84.0 | 0.489705 | 0.489718 | 0.489731 | 0.489744 | 0.489757 | 0.489770 | 0.489783 | 0.489797 | 0.489810 | 0.489823 |
| 84.1 | 0.489836 | 0.489849 | 0.489862 | 0.489875 | 0.489889 | 0.489902 | 0.489915 | 0.489928 | 0.489941 | 0.489954 |
| 84.2 | 0.489967 | 0.489980 | 0.489994 | 0.490007 | 0.490020 | 0.490033 | 0.490046 | 0.490059 | 0.490072 | 0.490085 |
| 84.3 | 0.490099 | 0.490112 | 0.490125 | 0.490138 | 0.490151 | 0.490164 | 0.490177 | 0.490190 | 0.490203 | 0.490216 |
| 84.4 | 0.490230 | 0.490243 | 0.490256 | 0.490269 | 0.490282 | 0.490295 | 0.490308 | 0.490321 | 0.490334 | 0.490347 |
| 84.5 | 0.490360 | 0.490374 | 0.490387 | 0.490400 | 0.490413 | 0.490426 | 0.490439 | 0.490452 | 0.490465 | 0.490478 |
| 84.6 | 0.490491 | 0.490504 | 0.490517 | 0.490530 | 0.490543 | 0.490556 | 0.490570 | 0.490583 | 0.490596 | 0.490609 |
| 84.7 | 0.490622 | 0.490635 | 0.490648 | 0.490661 | 0.490674 | 0.490687 | 0.490700 | 0.490713 | 0.490726 | 0.490739 |
| 84.8 | 0.490752 | 0.490765 | 0.490778 | 0.490791 | 0.490804 | 0.490817 | 0.490830 | 0.490843 | 0.490856 | 0.490869 |
| 84.9 | 0.490882 | 0.490895 | 0.490908 | 0.490921 | 0.490934 | 0.490947 | 0.490960 | 0.490973 | 0.490986 | 0.491000 |
Logarithm Table for base 8501 — N = 85.00–85.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 85.0 | 0.491013 | 0.491026 | 0.491039 | 0.491052 | 0.491065 | 0.491078 | 0.491090 | 0.491103 | 0.491116 | 0.491129 |
| 85.1 | 0.491142 | 0.491155 | 0.491168 | 0.491181 | 0.491194 | 0.491207 | 0.491220 | 0.491233 | 0.491246 | 0.491259 |
| 85.2 | 0.491272 | 0.491285 | 0.491298 | 0.491311 | 0.491324 | 0.491337 | 0.491350 | 0.491363 | 0.491376 | 0.491389 |
| 85.3 | 0.491402 | 0.491415 | 0.491428 | 0.491441 | 0.491454 | 0.491467 | 0.491480 | 0.491493 | 0.491506 | 0.491518 |
| 85.4 | 0.491531 | 0.491544 | 0.491557 | 0.491570 | 0.491583 | 0.491596 | 0.491609 | 0.491622 | 0.491635 | 0.491648 |
| 85.5 | 0.491661 | 0.491674 | 0.491687 | 0.491700 | 0.491712 | 0.491725 | 0.491738 | 0.491751 | 0.491764 | 0.491777 |
| 85.6 | 0.491790 | 0.491803 | 0.491816 | 0.491829 | 0.491842 | 0.491854 | 0.491867 | 0.491880 | 0.491893 | 0.491906 |
| 85.7 | 0.491919 | 0.491932 | 0.491945 | 0.491958 | 0.491971 | 0.491983 | 0.491996 | 0.492009 | 0.492022 | 0.492035 |
| 85.8 | 0.492048 | 0.492061 | 0.492074 | 0.492086 | 0.492099 | 0.492112 | 0.492125 | 0.492138 | 0.492151 | 0.492164 |
| 85.9 | 0.492177 | 0.492189 | 0.492202 | 0.492215 | 0.492228 | 0.492241 | 0.492254 | 0.492267 | 0.492279 | 0.492292 |
Logarithm Table for base 8501 — N = 86.00–86.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 86.0 | 0.492305 | 0.492318 | 0.492331 | 0.492344 | 0.492357 | 0.492369 | 0.492382 | 0.492395 | 0.492408 | 0.492421 |
| 86.1 | 0.492434 | 0.492446 | 0.492459 | 0.492472 | 0.492485 | 0.492498 | 0.492511 | 0.492523 | 0.492536 | 0.492549 |
| 86.2 | 0.492562 | 0.492575 | 0.492588 | 0.492600 | 0.492613 | 0.492626 | 0.492639 | 0.492652 | 0.492664 | 0.492677 |
| 86.3 | 0.492690 | 0.492703 | 0.492716 | 0.492728 | 0.492741 | 0.492754 | 0.492767 | 0.492780 | 0.492792 | 0.492805 |
| 86.4 | 0.492818 | 0.492831 | 0.492844 | 0.492856 | 0.492869 | 0.492882 | 0.492895 | 0.492908 | 0.492920 | 0.492933 |
| 86.5 | 0.492946 | 0.492959 | 0.492971 | 0.492984 | 0.492997 | 0.493010 | 0.493023 | 0.493035 | 0.493048 | 0.493061 |
| 86.6 | 0.493074 | 0.493086 | 0.493099 | 0.493112 | 0.493125 | 0.493137 | 0.493150 | 0.493163 | 0.493176 | 0.493188 |
| 86.7 | 0.493201 | 0.493214 | 0.493227 | 0.493239 | 0.493252 | 0.493265 | 0.493278 | 0.493290 | 0.493303 | 0.493316 |
| 86.8 | 0.493329 | 0.493341 | 0.493354 | 0.493367 | 0.493379 | 0.493392 | 0.493405 | 0.493418 | 0.493430 | 0.493443 |
| 86.9 | 0.493456 | 0.493469 | 0.493481 | 0.493494 | 0.493507 | 0.493519 | 0.493532 | 0.493545 | 0.493558 | 0.493570 |
Logarithm Table for base 8501 — N = 87.00–87.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 87.0 | 0.493583 | 0.493596 | 0.493608 | 0.493621 | 0.493634 | 0.493646 | 0.493659 | 0.493672 | 0.493684 | 0.493697 |
| 87.1 | 0.493710 | 0.493723 | 0.493735 | 0.493748 | 0.493761 | 0.493773 | 0.493786 | 0.493799 | 0.493811 | 0.493824 |
| 87.2 | 0.493837 | 0.493849 | 0.493862 | 0.493875 | 0.493887 | 0.493900 | 0.493913 | 0.493925 | 0.493938 | 0.493951 |
| 87.3 | 0.493963 | 0.493976 | 0.493989 | 0.494001 | 0.494014 | 0.494027 | 0.494039 | 0.494052 | 0.494065 | 0.494077 |
| 87.4 | 0.494090 | 0.494103 | 0.494115 | 0.494128 | 0.494140 | 0.494153 | 0.494166 | 0.494178 | 0.494191 | 0.494204 |
| 87.5 | 0.494216 | 0.494229 | 0.494242 | 0.494254 | 0.494267 | 0.494279 | 0.494292 | 0.494305 | 0.494317 | 0.494330 |
| 87.6 | 0.494343 | 0.494355 | 0.494368 | 0.494380 | 0.494393 | 0.494406 | 0.494418 | 0.494431 | 0.494443 | 0.494456 |
| 87.7 | 0.494469 | 0.494481 | 0.494494 | 0.494506 | 0.494519 | 0.494532 | 0.494544 | 0.494557 | 0.494569 | 0.494582 |
| 87.8 | 0.494595 | 0.494607 | 0.494620 | 0.494632 | 0.494645 | 0.494657 | 0.494670 | 0.494683 | 0.494695 | 0.494708 |
| 87.9 | 0.494720 | 0.494733 | 0.494746 | 0.494758 | 0.494771 | 0.494783 | 0.494796 | 0.494808 | 0.494821 | 0.494833 |
Logarithm Table for base 8501 — N = 88.00–88.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 88.0 | 0.494846 | 0.494859 | 0.494871 | 0.494884 | 0.494896 | 0.494909 | 0.494921 | 0.494934 | 0.494946 | 0.494959 |
| 88.1 | 0.494972 | 0.494984 | 0.494997 | 0.495009 | 0.495022 | 0.495034 | 0.495047 | 0.495059 | 0.495072 | 0.495084 |
| 88.2 | 0.495097 | 0.495109 | 0.495122 | 0.495135 | 0.495147 | 0.495160 | 0.495172 | 0.495185 | 0.495197 | 0.495210 |
| 88.3 | 0.495222 | 0.495235 | 0.495247 | 0.495260 | 0.495272 | 0.495285 | 0.495297 | 0.495310 | 0.495322 | 0.495335 |
| 88.4 | 0.495347 | 0.495360 | 0.495372 | 0.495385 | 0.495397 | 0.495410 | 0.495422 | 0.495435 | 0.495447 | 0.495460 |
| 88.5 | 0.495472 | 0.495485 | 0.495497 | 0.495510 | 0.495522 | 0.495535 | 0.495547 | 0.495560 | 0.495572 | 0.495585 |
| 88.6 | 0.495597 | 0.495610 | 0.495622 | 0.495634 | 0.495647 | 0.495659 | 0.495672 | 0.495684 | 0.495697 | 0.495709 |
| 88.7 | 0.495722 | 0.495734 | 0.495747 | 0.495759 | 0.495772 | 0.495784 | 0.495796 | 0.495809 | 0.495821 | 0.495834 |
| 88.8 | 0.495846 | 0.495859 | 0.495871 | 0.495884 | 0.495896 | 0.495908 | 0.495921 | 0.495933 | 0.495946 | 0.495958 |
| 88.9 | 0.495971 | 0.495983 | 0.495996 | 0.496008 | 0.496020 | 0.496033 | 0.496045 | 0.496058 | 0.496070 | 0.496082 |
Logarithm Table for base 8501 — N = 89.00–89.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 89.0 | 0.496095 | 0.496107 | 0.496120 | 0.496132 | 0.496145 | 0.496157 | 0.496169 | 0.496182 | 0.496194 | 0.496207 |
| 89.1 | 0.496219 | 0.496231 | 0.496244 | 0.496256 | 0.496269 | 0.496281 | 0.496293 | 0.496306 | 0.496318 | 0.496331 |
| 89.2 | 0.496343 | 0.496355 | 0.496368 | 0.496380 | 0.496393 | 0.496405 | 0.496417 | 0.496430 | 0.496442 | 0.496454 |
| 89.3 | 0.496467 | 0.496479 | 0.496492 | 0.496504 | 0.496516 | 0.496529 | 0.496541 | 0.496553 | 0.496566 | 0.496578 |
| 89.4 | 0.496591 | 0.496603 | 0.496615 | 0.496628 | 0.496640 | 0.496652 | 0.496665 | 0.496677 | 0.496689 | 0.496702 |
| 89.5 | 0.496714 | 0.496726 | 0.496739 | 0.496751 | 0.496763 | 0.496776 | 0.496788 | 0.496800 | 0.496813 | 0.496825 |
| 89.6 | 0.496837 | 0.496850 | 0.496862 | 0.496874 | 0.496887 | 0.496899 | 0.496911 | 0.496924 | 0.496936 | 0.496948 |
| 89.7 | 0.496961 | 0.496973 | 0.496985 | 0.496998 | 0.497010 | 0.497022 | 0.497035 | 0.497047 | 0.497059 | 0.497072 |
| 89.8 | 0.497084 | 0.497096 | 0.497109 | 0.497121 | 0.497133 | 0.497145 | 0.497158 | 0.497170 | 0.497182 | 0.497195 |
| 89.9 | 0.497207 | 0.497219 | 0.497232 | 0.497244 | 0.497256 | 0.497268 | 0.497281 | 0.497293 | 0.497305 | 0.497318 |
Logarithm Table for base 8501 — N = 90.00–90.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 90.0 | 0.497330 | 0.497342 | 0.497354 | 0.497367 | 0.497379 | 0.497391 | 0.497403 | 0.497416 | 0.497428 | 0.497440 |
| 90.1 | 0.497453 | 0.497465 | 0.497477 | 0.497489 | 0.497502 | 0.497514 | 0.497526 | 0.497538 | 0.497551 | 0.497563 |
| 90.2 | 0.497575 | 0.497587 | 0.497600 | 0.497612 | 0.497624 | 0.497636 | 0.497649 | 0.497661 | 0.497673 | 0.497685 |
| 90.3 | 0.497698 | 0.497710 | 0.497722 | 0.497734 | 0.497747 | 0.497759 | 0.497771 | 0.497783 | 0.497795 | 0.497808 |
| 90.4 | 0.497820 | 0.497832 | 0.497844 | 0.497857 | 0.497869 | 0.497881 | 0.497893 | 0.497905 | 0.497918 | 0.497930 |
| 90.5 | 0.497942 | 0.497954 | 0.497967 | 0.497979 | 0.497991 | 0.498003 | 0.498015 | 0.498028 | 0.498040 | 0.498052 |
| 90.6 | 0.498064 | 0.498076 | 0.498089 | 0.498101 | 0.498113 | 0.498125 | 0.498137 | 0.498150 | 0.498162 | 0.498174 |
| 90.7 | 0.498186 | 0.498198 | 0.498210 | 0.498223 | 0.498235 | 0.498247 | 0.498259 | 0.498271 | 0.498284 | 0.498296 |
| 90.8 | 0.498308 | 0.498320 | 0.498332 | 0.498344 | 0.498357 | 0.498369 | 0.498381 | 0.498393 | 0.498405 | 0.498417 |
| 90.9 | 0.498430 | 0.498442 | 0.498454 | 0.498466 | 0.498478 | 0.498490 | 0.498502 | 0.498515 | 0.498527 | 0.498539 |
Logarithm Table for base 8501 — N = 91.00–91.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 91.0 | 0.498551 | 0.498563 | 0.498575 | 0.498587 | 0.498600 | 0.498612 | 0.498624 | 0.498636 | 0.498648 | 0.498660 |
| 91.1 | 0.498672 | 0.498685 | 0.498697 | 0.498709 | 0.498721 | 0.498733 | 0.498745 | 0.498757 | 0.498769 | 0.498782 |
| 91.2 | 0.498794 | 0.498806 | 0.498818 | 0.498830 | 0.498842 | 0.498854 | 0.498866 | 0.498878 | 0.498891 | 0.498903 |
| 91.3 | 0.498915 | 0.498927 | 0.498939 | 0.498951 | 0.498963 | 0.498975 | 0.498987 | 0.499000 | 0.499012 | 0.499024 |
| 91.4 | 0.499036 | 0.499048 | 0.499060 | 0.499072 | 0.499084 | 0.499096 | 0.499108 | 0.499120 | 0.499132 | 0.499145 |
| 91.5 | 0.499157 | 0.499169 | 0.499181 | 0.499193 | 0.499205 | 0.499217 | 0.499229 | 0.499241 | 0.499253 | 0.499265 |
| 91.6 | 0.499277 | 0.499289 | 0.499302 | 0.499314 | 0.499326 | 0.499338 | 0.499350 | 0.499362 | 0.499374 | 0.499386 |
| 91.7 | 0.499398 | 0.499410 | 0.499422 | 0.499434 | 0.499446 | 0.499458 | 0.499470 | 0.499482 | 0.499494 | 0.499506 |
| 91.8 | 0.499518 | 0.499530 | 0.499543 | 0.499555 | 0.499567 | 0.499579 | 0.499591 | 0.499603 | 0.499615 | 0.499627 |
| 91.9 | 0.499639 | 0.499651 | 0.499663 | 0.499675 | 0.499687 | 0.499699 | 0.499711 | 0.499723 | 0.499735 | 0.499747 |
Logarithm Table for base 8501 — N = 92.00–92.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 92.0 | 0.499759 | 0.499771 | 0.499783 | 0.499795 | 0.499807 | 0.499819 | 0.499831 | 0.499843 | 0.499855 | 0.499867 |
| 92.1 | 0.499879 | 0.499891 | 0.499903 | 0.499915 | 0.499927 | 0.499939 | 0.499951 | 0.499963 | 0.499975 | 0.499987 |
| 92.2 | 0.499999 | 0.500011 | 0.500023 | 0.500035 | 0.500047 | 0.500059 | 0.500071 | 0.500083 | 0.500095 | 0.500107 |
| 92.3 | 0.500119 | 0.500131 | 0.500143 | 0.500155 | 0.500167 | 0.500179 | 0.500191 | 0.500203 | 0.500215 | 0.500226 |
| 92.4 | 0.500238 | 0.500250 | 0.500262 | 0.500274 | 0.500286 | 0.500298 | 0.500310 | 0.500322 | 0.500334 | 0.500346 |
| 92.5 | 0.500358 | 0.500370 | 0.500382 | 0.500394 | 0.500406 | 0.500418 | 0.500430 | 0.500442 | 0.500454 | 0.500465 |
| 92.6 | 0.500477 | 0.500489 | 0.500501 | 0.500513 | 0.500525 | 0.500537 | 0.500549 | 0.500561 | 0.500573 | 0.500585 |
| 92.7 | 0.500597 | 0.500609 | 0.500621 | 0.500632 | 0.500644 | 0.500656 | 0.500668 | 0.500680 | 0.500692 | 0.500704 |
| 92.8 | 0.500716 | 0.500728 | 0.500740 | 0.500752 | 0.500763 | 0.500775 | 0.500787 | 0.500799 | 0.500811 | 0.500823 |
| 92.9 | 0.500835 | 0.500847 | 0.500859 | 0.500871 | 0.500882 | 0.500894 | 0.500906 | 0.500918 | 0.500930 | 0.500942 |
Logarithm Table for base 8501 — N = 93.00–93.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 93.0 | 0.500954 | 0.500966 | 0.500978 | 0.500989 | 0.501001 | 0.501013 | 0.501025 | 0.501037 | 0.501049 | 0.501061 |
| 93.1 | 0.501073 | 0.501084 | 0.501096 | 0.501108 | 0.501120 | 0.501132 | 0.501144 | 0.501156 | 0.501168 | 0.501179 |
| 93.2 | 0.501191 | 0.501203 | 0.501215 | 0.501227 | 0.501239 | 0.501251 | 0.501262 | 0.501274 | 0.501286 | 0.501298 |
| 93.3 | 0.501310 | 0.501322 | 0.501333 | 0.501345 | 0.501357 | 0.501369 | 0.501381 | 0.501393 | 0.501404 | 0.501416 |
| 93.4 | 0.501428 | 0.501440 | 0.501452 | 0.501464 | 0.501475 | 0.501487 | 0.501499 | 0.501511 | 0.501523 | 0.501535 |
| 93.5 | 0.501546 | 0.501558 | 0.501570 | 0.501582 | 0.501594 | 0.501606 | 0.501617 | 0.501629 | 0.501641 | 0.501653 |
| 93.6 | 0.501665 | 0.501676 | 0.501688 | 0.501700 | 0.501712 | 0.501724 | 0.501735 | 0.501747 | 0.501759 | 0.501771 |
| 93.7 | 0.501783 | 0.501794 | 0.501806 | 0.501818 | 0.501830 | 0.501842 | 0.501853 | 0.501865 | 0.501877 | 0.501889 |
| 93.8 | 0.501900 | 0.501912 | 0.501924 | 0.501936 | 0.501948 | 0.501959 | 0.501971 | 0.501983 | 0.501995 | 0.502006 |
| 93.9 | 0.502018 | 0.502030 | 0.502042 | 0.502054 | 0.502065 | 0.502077 | 0.502089 | 0.502101 | 0.502112 | 0.502124 |
Logarithm Table for base 8501 — N = 94.00–94.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 94.0 | 0.502136 | 0.502148 | 0.502159 | 0.502171 | 0.502183 | 0.502195 | 0.502206 | 0.502218 | 0.502230 | 0.502242 |
| 94.1 | 0.502253 | 0.502265 | 0.502277 | 0.502289 | 0.502300 | 0.502312 | 0.502324 | 0.502336 | 0.502347 | 0.502359 |
| 94.2 | 0.502371 | 0.502383 | 0.502394 | 0.502406 | 0.502418 | 0.502429 | 0.502441 | 0.502453 | 0.502465 | 0.502476 |
| 94.3 | 0.502488 | 0.502500 | 0.502511 | 0.502523 | 0.502535 | 0.502547 | 0.502558 | 0.502570 | 0.502582 | 0.502593 |
| 94.4 | 0.502605 | 0.502617 | 0.502629 | 0.502640 | 0.502652 | 0.502664 | 0.502675 | 0.502687 | 0.502699 | 0.502711 |
| 94.5 | 0.502722 | 0.502734 | 0.502746 | 0.502757 | 0.502769 | 0.502781 | 0.502792 | 0.502804 | 0.502816 | 0.502827 |
| 94.6 | 0.502839 | 0.502851 | 0.502862 | 0.502874 | 0.502886 | 0.502897 | 0.502909 | 0.502921 | 0.502933 | 0.502944 |
| 94.7 | 0.502956 | 0.502968 | 0.502979 | 0.502991 | 0.503003 | 0.503014 | 0.503026 | 0.503038 | 0.503049 | 0.503061 |
| 94.8 | 0.503073 | 0.503084 | 0.503096 | 0.503107 | 0.503119 | 0.503131 | 0.503142 | 0.503154 | 0.503166 | 0.503177 |
| 94.9 | 0.503189 | 0.503201 | 0.503212 | 0.503224 | 0.503236 | 0.503247 | 0.503259 | 0.503271 | 0.503282 | 0.503294 |
Logarithm Table for base 8501 — N = 95.00–95.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 95.0 | 0.503305 | 0.503317 | 0.503329 | 0.503340 | 0.503352 | 0.503364 | 0.503375 | 0.503387 | 0.503398 | 0.503410 |
| 95.1 | 0.503422 | 0.503433 | 0.503445 | 0.503457 | 0.503468 | 0.503480 | 0.503491 | 0.503503 | 0.503515 | 0.503526 |
| 95.2 | 0.503538 | 0.503549 | 0.503561 | 0.503573 | 0.503584 | 0.503596 | 0.503608 | 0.503619 | 0.503631 | 0.503642 |
| 95.3 | 0.503654 | 0.503665 | 0.503677 | 0.503689 | 0.503700 | 0.503712 | 0.503723 | 0.503735 | 0.503747 | 0.503758 |
| 95.4 | 0.503770 | 0.503781 | 0.503793 | 0.503805 | 0.503816 | 0.503828 | 0.503839 | 0.503851 | 0.503862 | 0.503874 |
| 95.5 | 0.503886 | 0.503897 | 0.503909 | 0.503920 | 0.503932 | 0.503943 | 0.503955 | 0.503967 | 0.503978 | 0.503990 |
| 95.6 | 0.504001 | 0.504013 | 0.504024 | 0.504036 | 0.504048 | 0.504059 | 0.504071 | 0.504082 | 0.504094 | 0.504105 |
| 95.7 | 0.504117 | 0.504128 | 0.504140 | 0.504151 | 0.504163 | 0.504175 | 0.504186 | 0.504198 | 0.504209 | 0.504221 |
| 95.8 | 0.504232 | 0.504244 | 0.504255 | 0.504267 | 0.504278 | 0.504290 | 0.504301 | 0.504313 | 0.504325 | 0.504336 |
| 95.9 | 0.504348 | 0.504359 | 0.504371 | 0.504382 | 0.504394 | 0.504405 | 0.504417 | 0.504428 | 0.504440 | 0.504451 |
Logarithm Table for base 8501 — N = 96.00–96.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 96.0 | 0.504463 | 0.504474 | 0.504486 | 0.504497 | 0.504509 | 0.504520 | 0.504532 | 0.504543 | 0.504555 | 0.504566 |
| 96.1 | 0.504578 | 0.504589 | 0.504601 | 0.504612 | 0.504624 | 0.504635 | 0.504647 | 0.504658 | 0.504670 | 0.504681 |
| 96.2 | 0.504693 | 0.504704 | 0.504716 | 0.504727 | 0.504739 | 0.504750 | 0.504762 | 0.504773 | 0.504785 | 0.504796 |
| 96.3 | 0.504808 | 0.504819 | 0.504831 | 0.504842 | 0.504853 | 0.504865 | 0.504876 | 0.504888 | 0.504899 | 0.504911 |
| 96.4 | 0.504922 | 0.504934 | 0.504945 | 0.504957 | 0.504968 | 0.504980 | 0.504991 | 0.505003 | 0.505014 | 0.505025 |
| 96.5 | 0.505037 | 0.505048 | 0.505060 | 0.505071 | 0.505083 | 0.505094 | 0.505106 | 0.505117 | 0.505128 | 0.505140 |
| 96.6 | 0.505151 | 0.505163 | 0.505174 | 0.505186 | 0.505197 | 0.505209 | 0.505220 | 0.505231 | 0.505243 | 0.505254 |
| 96.7 | 0.505266 | 0.505277 | 0.505289 | 0.505300 | 0.505311 | 0.505323 | 0.505334 | 0.505346 | 0.505357 | 0.505369 |
| 96.8 | 0.505380 | 0.505391 | 0.505403 | 0.505414 | 0.505426 | 0.505437 | 0.505448 | 0.505460 | 0.505471 | 0.505483 |
| 96.9 | 0.505494 | 0.505505 | 0.505517 | 0.505528 | 0.505540 | 0.505551 | 0.505562 | 0.505574 | 0.505585 | 0.505597 |
Logarithm Table for base 8501 — N = 97.00–97.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 97.0 | 0.505608 | 0.505619 | 0.505631 | 0.505642 | 0.505654 | 0.505665 | 0.505676 | 0.505688 | 0.505699 | 0.505711 |
| 97.1 | 0.505722 | 0.505733 | 0.505745 | 0.505756 | 0.505767 | 0.505779 | 0.505790 | 0.505802 | 0.505813 | 0.505824 |
| 97.2 | 0.505836 | 0.505847 | 0.505858 | 0.505870 | 0.505881 | 0.505893 | 0.505904 | 0.505915 | 0.505927 | 0.505938 |
| 97.3 | 0.505949 | 0.505961 | 0.505972 | 0.505983 | 0.505995 | 0.506006 | 0.506017 | 0.506029 | 0.506040 | 0.506052 |
| 97.4 | 0.506063 | 0.506074 | 0.506086 | 0.506097 | 0.506108 | 0.506120 | 0.506131 | 0.506142 | 0.506154 | 0.506165 |
| 97.5 | 0.506176 | 0.506188 | 0.506199 | 0.506210 | 0.506222 | 0.506233 | 0.506244 | 0.506256 | 0.506267 | 0.506278 |
| 97.6 | 0.506290 | 0.506301 | 0.506312 | 0.506324 | 0.506335 | 0.506346 | 0.506358 | 0.506369 | 0.506380 | 0.506391 |
| 97.7 | 0.506403 | 0.506414 | 0.506425 | 0.506437 | 0.506448 | 0.506459 | 0.506471 | 0.506482 | 0.506493 | 0.506505 |
| 97.8 | 0.506516 | 0.506527 | 0.506538 | 0.506550 | 0.506561 | 0.506572 | 0.506584 | 0.506595 | 0.506606 | 0.506618 |
| 97.9 | 0.506629 | 0.506640 | 0.506651 | 0.506663 | 0.506674 | 0.506685 | 0.506697 | 0.506708 | 0.506719 | 0.506730 |
Logarithm Table for base 8501 — N = 98.00–98.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 98.0 | 0.506742 | 0.506753 | 0.506764 | 0.506775 | 0.506787 | 0.506798 | 0.506809 | 0.506821 | 0.506832 | 0.506843 |
| 98.1 | 0.506854 | 0.506866 | 0.506877 | 0.506888 | 0.506899 | 0.506911 | 0.506922 | 0.506933 | 0.506944 | 0.506956 |
| 98.2 | 0.506967 | 0.506978 | 0.506989 | 0.507001 | 0.507012 | 0.507023 | 0.507034 | 0.507046 | 0.507057 | 0.507068 |
| 98.3 | 0.507079 | 0.507091 | 0.507102 | 0.507113 | 0.507124 | 0.507136 | 0.507147 | 0.507158 | 0.507169 | 0.507181 |
| 98.4 | 0.507192 | 0.507203 | 0.507214 | 0.507226 | 0.507237 | 0.507248 | 0.507259 | 0.507270 | 0.507282 | 0.507293 |
| 98.5 | 0.507304 | 0.507315 | 0.507327 | 0.507338 | 0.507349 | 0.507360 | 0.507371 | 0.507383 | 0.507394 | 0.507405 |
| 98.6 | 0.507416 | 0.507427 | 0.507439 | 0.507450 | 0.507461 | 0.507472 | 0.507483 | 0.507495 | 0.507506 | 0.507517 |
| 98.7 | 0.507528 | 0.507539 | 0.507551 | 0.507562 | 0.507573 | 0.507584 | 0.507595 | 0.507607 | 0.507618 | 0.507629 |
| 98.8 | 0.507640 | 0.507651 | 0.507663 | 0.507674 | 0.507685 | 0.507696 | 0.507707 | 0.507718 | 0.507730 | 0.507741 |
| 98.9 | 0.507752 | 0.507763 | 0.507774 | 0.507786 | 0.507797 | 0.507808 | 0.507819 | 0.507830 | 0.507841 | 0.507853 |
Logarithm Table for base 8501 — N = 99.00–99.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 99.0 | 0.507864 | 0.507875 | 0.507886 | 0.507897 | 0.507908 | 0.507920 | 0.507931 | 0.507942 | 0.507953 | 0.507964 |
| 99.1 | 0.507975 | 0.507986 | 0.507998 | 0.508009 | 0.508020 | 0.508031 | 0.508042 | 0.508053 | 0.508064 | 0.508076 |
| 99.2 | 0.508087 | 0.508098 | 0.508109 | 0.508120 | 0.508131 | 0.508142 | 0.508154 | 0.508165 | 0.508176 | 0.508187 |
| 99.3 | 0.508198 | 0.508209 | 0.508220 | 0.508231 | 0.508243 | 0.508254 | 0.508265 | 0.508276 | 0.508287 | 0.508298 |
| 99.4 | 0.508309 | 0.508320 | 0.508332 | 0.508343 | 0.508354 | 0.508365 | 0.508376 | 0.508387 | 0.508398 | 0.508409 |
| 99.5 | 0.508420 | 0.508432 | 0.508443 | 0.508454 | 0.508465 | 0.508476 | 0.508487 | 0.508498 | 0.508509 | 0.508520 |
| 99.6 | 0.508532 | 0.508543 | 0.508554 | 0.508565 | 0.508576 | 0.508587 | 0.508598 | 0.508609 | 0.508620 | 0.508631 |
| 99.7 | 0.508642 | 0.508654 | 0.508665 | 0.508676 | 0.508687 | 0.508698 | 0.508709 | 0.508720 | 0.508731 | 0.508742 |
| 99.8 | 0.508753 | 0.508764 | 0.508775 | 0.508786 | 0.508798 | 0.508809 | 0.508820 | 0.508831 | 0.508842 | 0.508853 |
| 99.9 | 0.508864 | 0.508875 | 0.508886 | 0.508897 | 0.508908 | 0.508919 | 0.508930 | 0.508941 | 0.508952 | 0.508963 |
Logarithm Table for base 8501 — N = 100.00–100.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 100.0 | 0.508974 | 0.508986 | 0.508997 | 0.509008 | 0.509019 | 0.509030 | 0.509041 | 0.509052 | 0.509063 | 0.509074 |
| 100.1 | 0.509085 | 0.509096 | 0.509107 | 0.509118 | 0.509129 | 0.509140 | 0.509151 | 0.509162 | 0.509173 | 0.509184 |
| 100.2 | 0.509195 | 0.509206 | 0.509217 | 0.509228 | 0.509239 | 0.509250 | 0.509261 | 0.509272 | 0.509284 | 0.509295 |
| 100.3 | 0.509306 | 0.509317 | 0.509328 | 0.509339 | 0.509350 | 0.509361 | 0.509372 | 0.509383 | 0.509394 | 0.509405 |
| 100.4 | 0.509416 | 0.509427 | 0.509438 | 0.509449 | 0.509460 | 0.509471 | 0.509482 | 0.509493 | 0.509504 | 0.509515 |
| 100.5 | 0.509526 | 0.509537 | 0.509548 | 0.509559 | 0.509570 | 0.509581 | 0.509592 | 0.509603 | 0.509614 | 0.509625 |
| 100.6 | 0.509636 | 0.509647 | 0.509658 | 0.509669 | 0.509680 | 0.509691 | 0.509702 | 0.509713 | 0.509723 | 0.509734 |
| 100.7 | 0.509745 | 0.509756 | 0.509767 | 0.509778 | 0.509789 | 0.509800 | 0.509811 | 0.509822 | 0.509833 | 0.509844 |
| 100.8 | 0.509855 | 0.509866 | 0.509877 | 0.509888 | 0.509899 | 0.509910 | 0.509921 | 0.509932 | 0.509943 | 0.509954 |
| 100.9 | 0.509965 | 0.509976 | 0.509987 | 0.509998 | 0.510009 | 0.510019 | 0.510030 | 0.510041 | 0.510052 | 0.510063 |
Logarithm Table for base 8501 — N = 101.00–101.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 101.0 | 0.510074 | 0.510085 | 0.510096 | 0.510107 | 0.510118 | 0.510129 | 0.510140 | 0.510151 | 0.510162 | 0.510173 |
| 101.1 | 0.510184 | 0.510195 | 0.510205 | 0.510216 | 0.510227 | 0.510238 | 0.510249 | 0.510260 | 0.510271 | 0.510282 |
| 101.2 | 0.510293 | 0.510304 | 0.510315 | 0.510326 | 0.510337 | 0.510347 | 0.510358 | 0.510369 | 0.510380 | 0.510391 |
| 101.3 | 0.510402 | 0.510413 | 0.510424 | 0.510435 | 0.510446 | 0.510457 | 0.510467 | 0.510478 | 0.510489 | 0.510500 |
| 101.4 | 0.510511 | 0.510522 | 0.510533 | 0.510544 | 0.510555 | 0.510566 | 0.510576 | 0.510587 | 0.510598 | 0.510609 |
| 101.5 | 0.510620 | 0.510631 | 0.510642 | 0.510653 | 0.510664 | 0.510674 | 0.510685 | 0.510696 | 0.510707 | 0.510718 |
| 101.6 | 0.510729 | 0.510740 | 0.510751 | 0.510761 | 0.510772 | 0.510783 | 0.510794 | 0.510805 | 0.510816 | 0.510827 |
| 101.7 | 0.510838 | 0.510848 | 0.510859 | 0.510870 | 0.510881 | 0.510892 | 0.510903 | 0.510914 | 0.510924 | 0.510935 |
| 101.8 | 0.510946 | 0.510957 | 0.510968 | 0.510979 | 0.510990 | 0.511000 | 0.511011 | 0.511022 | 0.511033 | 0.511044 |
| 101.9 | 0.511055 | 0.511066 | 0.511076 | 0.511087 | 0.511098 | 0.511109 | 0.511120 | 0.511131 | 0.511141 | 0.511152 |
Logarithm Table for base 8501 — N = 102.00–102.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 102.0 | 0.511163 | 0.511174 | 0.511185 | 0.511196 | 0.511206 | 0.511217 | 0.511228 | 0.511239 | 0.511250 | 0.511261 |
| 102.1 | 0.511271 | 0.511282 | 0.511293 | 0.511304 | 0.511315 | 0.511326 | 0.511336 | 0.511347 | 0.511358 | 0.511369 |
| 102.2 | 0.511380 | 0.511390 | 0.511401 | 0.511412 | 0.511423 | 0.511434 | 0.511444 | 0.511455 | 0.511466 | 0.511477 |
| 102.3 | 0.511488 | 0.511499 | 0.511509 | 0.511520 | 0.511531 | 0.511542 | 0.511553 | 0.511563 | 0.511574 | 0.511585 |
| 102.4 | 0.511596 | 0.511606 | 0.511617 | 0.511628 | 0.511639 | 0.511650 | 0.511660 | 0.511671 | 0.511682 | 0.511693 |
| 102.5 | 0.511704 | 0.511714 | 0.511725 | 0.511736 | 0.511747 | 0.511757 | 0.511768 | 0.511779 | 0.511790 | 0.511801 |
| 102.6 | 0.511811 | 0.511822 | 0.511833 | 0.511844 | 0.511854 | 0.511865 | 0.511876 | 0.511887 | 0.511897 | 0.511908 |
| 102.7 | 0.511919 | 0.511930 | 0.511941 | 0.511951 | 0.511962 | 0.511973 | 0.511984 | 0.511994 | 0.512005 | 0.512016 |
| 102.8 | 0.512027 | 0.512037 | 0.512048 | 0.512059 | 0.512070 | 0.512080 | 0.512091 | 0.512102 | 0.512113 | 0.512123 |
| 102.9 | 0.512134 | 0.512145 | 0.512156 | 0.512166 | 0.512177 | 0.512188 | 0.512198 | 0.512209 | 0.512220 | 0.512231 |
Logarithm Table for base 8501 — N = 103.00–103.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 103.0 | 0.512241 | 0.512252 | 0.512263 | 0.512274 | 0.512284 | 0.512295 | 0.512306 | 0.512316 | 0.512327 | 0.512338 |
| 103.1 | 0.512349 | 0.512359 | 0.512370 | 0.512381 | 0.512392 | 0.512402 | 0.512413 | 0.512424 | 0.512434 | 0.512445 |
| 103.2 | 0.512456 | 0.512467 | 0.512477 | 0.512488 | 0.512499 | 0.512509 | 0.512520 | 0.512531 | 0.512541 | 0.512552 |
| 103.3 | 0.512563 | 0.512574 | 0.512584 | 0.512595 | 0.512606 | 0.512616 | 0.512627 | 0.512638 | 0.512648 | 0.512659 |
| 103.4 | 0.512670 | 0.512680 | 0.512691 | 0.512702 | 0.512713 | 0.512723 | 0.512734 | 0.512745 | 0.512755 | 0.512766 |
| 103.5 | 0.512777 | 0.512787 | 0.512798 | 0.512809 | 0.512819 | 0.512830 | 0.512841 | 0.512851 | 0.512862 | 0.512873 |
| 103.6 | 0.512883 | 0.512894 | 0.512905 | 0.512915 | 0.512926 | 0.512937 | 0.512947 | 0.512958 | 0.512969 | 0.512979 |
| 103.7 | 0.512990 | 0.513001 | 0.513011 | 0.513022 | 0.513033 | 0.513043 | 0.513054 | 0.513065 | 0.513075 | 0.513086 |
| 103.8 | 0.513097 | 0.513107 | 0.513118 | 0.513128 | 0.513139 | 0.513150 | 0.513160 | 0.513171 | 0.513182 | 0.513192 |
| 103.9 | 0.513203 | 0.513214 | 0.513224 | 0.513235 | 0.513245 | 0.513256 | 0.513267 | 0.513277 | 0.513288 | 0.513299 |
Logarithm Table for base 8501 — N = 104.00–104.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 104.0 | 0.513309 | 0.513320 | 0.513331 | 0.513341 | 0.513352 | 0.513362 | 0.513373 | 0.513384 | 0.513394 | 0.513405 |
| 104.1 | 0.513415 | 0.513426 | 0.513437 | 0.513447 | 0.513458 | 0.513469 | 0.513479 | 0.513490 | 0.513500 | 0.513511 |
| 104.2 | 0.513522 | 0.513532 | 0.513543 | 0.513553 | 0.513564 | 0.513575 | 0.513585 | 0.513596 | 0.513606 | 0.513617 |
| 104.3 | 0.513628 | 0.513638 | 0.513649 | 0.513659 | 0.513670 | 0.513681 | 0.513691 | 0.513702 | 0.513712 | 0.513723 |
| 104.4 | 0.513734 | 0.513744 | 0.513755 | 0.513765 | 0.513776 | 0.513786 | 0.513797 | 0.513808 | 0.513818 | 0.513829 |
| 104.5 | 0.513839 | 0.513850 | 0.513860 | 0.513871 | 0.513882 | 0.513892 | 0.513903 | 0.513913 | 0.513924 | 0.513934 |
| 104.6 | 0.513945 | 0.513956 | 0.513966 | 0.513977 | 0.513987 | 0.513998 | 0.514008 | 0.514019 | 0.514030 | 0.514040 |
| 104.7 | 0.514051 | 0.514061 | 0.514072 | 0.514082 | 0.514093 | 0.514103 | 0.514114 | 0.514125 | 0.514135 | 0.514146 |
| 104.8 | 0.514156 | 0.514167 | 0.514177 | 0.514188 | 0.514198 | 0.514209 | 0.514219 | 0.514230 | 0.514241 | 0.514251 |
| 104.9 | 0.514262 | 0.514272 | 0.514283 | 0.514293 | 0.514304 | 0.514314 | 0.514325 | 0.514335 | 0.514346 | 0.514356 |
Logarithm Table for base 8501 — N = 105.00–105.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 105.0 | 0.514367 | 0.514377 | 0.514388 | 0.514398 | 0.514409 | 0.514420 | 0.514430 | 0.514441 | 0.514451 | 0.514462 |
| 105.1 | 0.514472 | 0.514483 | 0.514493 | 0.514504 | 0.514514 | 0.514525 | 0.514535 | 0.514546 | 0.514556 | 0.514567 |
| 105.2 | 0.514577 | 0.514588 | 0.514598 | 0.514609 | 0.514619 | 0.514630 | 0.514640 | 0.514651 | 0.514661 | 0.514672 |
| 105.3 | 0.514682 | 0.514693 | 0.514703 | 0.514714 | 0.514724 | 0.514735 | 0.514745 | 0.514756 | 0.514766 | 0.514777 |
| 105.4 | 0.514787 | 0.514798 | 0.514808 | 0.514819 | 0.514829 | 0.514840 | 0.514850 | 0.514861 | 0.514871 | 0.514881 |
| 105.5 | 0.514892 | 0.514902 | 0.514913 | 0.514923 | 0.514934 | 0.514944 | 0.514955 | 0.514965 | 0.514976 | 0.514986 |
| 105.6 | 0.514997 | 0.515007 | 0.515018 | 0.515028 | 0.515039 | 0.515049 | 0.515059 | 0.515070 | 0.515080 | 0.515091 |
| 105.7 | 0.515101 | 0.515112 | 0.515122 | 0.515133 | 0.515143 | 0.515154 | 0.515164 | 0.515174 | 0.515185 | 0.515195 |
| 105.8 | 0.515206 | 0.515216 | 0.515227 | 0.515237 | 0.515248 | 0.515258 | 0.515268 | 0.515279 | 0.515289 | 0.515300 |
| 105.9 | 0.515310 | 0.515321 | 0.515331 | 0.515341 | 0.515352 | 0.515362 | 0.515373 | 0.515383 | 0.515394 | 0.515404 |
Logarithm Table for base 8501 — N = 106.00–106.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 106.0 | 0.515415 | 0.515425 | 0.515435 | 0.515446 | 0.515456 | 0.515467 | 0.515477 | 0.515487 | 0.515498 | 0.515508 |
| 106.1 | 0.515519 | 0.515529 | 0.515540 | 0.515550 | 0.515560 | 0.515571 | 0.515581 | 0.515592 | 0.515602 | 0.515612 |
| 106.2 | 0.515623 | 0.515633 | 0.515644 | 0.515654 | 0.515664 | 0.515675 | 0.515685 | 0.515696 | 0.515706 | 0.515716 |
| 106.3 | 0.515727 | 0.515737 | 0.515748 | 0.515758 | 0.515768 | 0.515779 | 0.515789 | 0.515800 | 0.515810 | 0.515820 |
| 106.4 | 0.515831 | 0.515841 | 0.515852 | 0.515862 | 0.515872 | 0.515883 | 0.515893 | 0.515903 | 0.515914 | 0.515924 |
| 106.5 | 0.515935 | 0.515945 | 0.515955 | 0.515966 | 0.515976 | 0.515986 | 0.515997 | 0.516007 | 0.516018 | 0.516028 |
| 106.6 | 0.516038 | 0.516049 | 0.516059 | 0.516069 | 0.516080 | 0.516090 | 0.516101 | 0.516111 | 0.516121 | 0.516132 |
| 106.7 | 0.516142 | 0.516152 | 0.516163 | 0.516173 | 0.516183 | 0.516194 | 0.516204 | 0.516214 | 0.516225 | 0.516235 |
| 106.8 | 0.516246 | 0.516256 | 0.516266 | 0.516277 | 0.516287 | 0.516297 | 0.516308 | 0.516318 | 0.516328 | 0.516339 |
| 106.9 | 0.516349 | 0.516359 | 0.516370 | 0.516380 | 0.516390 | 0.516401 | 0.516411 | 0.516421 | 0.516432 | 0.516442 |
Logarithm Table for base 8501 — N = 107.00–107.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 107.0 | 0.516452 | 0.516463 | 0.516473 | 0.516483 | 0.516494 | 0.516504 | 0.516514 | 0.516525 | 0.516535 | 0.516545 |
| 107.1 | 0.516556 | 0.516566 | 0.516576 | 0.516586 | 0.516597 | 0.516607 | 0.516617 | 0.516628 | 0.516638 | 0.516648 |
| 107.2 | 0.516659 | 0.516669 | 0.516679 | 0.516690 | 0.516700 | 0.516710 | 0.516721 | 0.516731 | 0.516741 | 0.516751 |
| 107.3 | 0.516762 | 0.516772 | 0.516782 | 0.516793 | 0.516803 | 0.516813 | 0.516824 | 0.516834 | 0.516844 | 0.516854 |
| 107.4 | 0.516865 | 0.516875 | 0.516885 | 0.516896 | 0.516906 | 0.516916 | 0.516926 | 0.516937 | 0.516947 | 0.516957 |
| 107.5 | 0.516968 | 0.516978 | 0.516988 | 0.516998 | 0.517009 | 0.517019 | 0.517029 | 0.517039 | 0.517050 | 0.517060 |
| 107.6 | 0.517070 | 0.517081 | 0.517091 | 0.517101 | 0.517111 | 0.517122 | 0.517132 | 0.517142 | 0.517152 | 0.517163 |
| 107.7 | 0.517173 | 0.517183 | 0.517193 | 0.517204 | 0.517214 | 0.517224 | 0.517235 | 0.517245 | 0.517255 | 0.517265 |
| 107.8 | 0.517276 | 0.517286 | 0.517296 | 0.517306 | 0.517317 | 0.517327 | 0.517337 | 0.517347 | 0.517358 | 0.517368 |
| 107.9 | 0.517378 | 0.517388 | 0.517399 | 0.517409 | 0.517419 | 0.517429 | 0.517439 | 0.517450 | 0.517460 | 0.517470 |
Logarithm Table for base 8501 — N = 108.00–108.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 108.0 | 0.517480 | 0.517491 | 0.517501 | 0.517511 | 0.517521 | 0.517532 | 0.517542 | 0.517552 | 0.517562 | 0.517572 |
| 108.1 | 0.517583 | 0.517593 | 0.517603 | 0.517613 | 0.517624 | 0.517634 | 0.517644 | 0.517654 | 0.517664 | 0.517675 |
| 108.2 | 0.517685 | 0.517695 | 0.517705 | 0.517716 | 0.517726 | 0.517736 | 0.517746 | 0.517756 | 0.517767 | 0.517777 |
| 108.3 | 0.517787 | 0.517797 | 0.517807 | 0.517818 | 0.517828 | 0.517838 | 0.517848 | 0.517858 | 0.517869 | 0.517879 |
| 108.4 | 0.517889 | 0.517899 | 0.517909 | 0.517920 | 0.517930 | 0.517940 | 0.517950 | 0.517960 | 0.517971 | 0.517981 |
| 108.5 | 0.517991 | 0.518001 | 0.518011 | 0.518021 | 0.518032 | 0.518042 | 0.518052 | 0.518062 | 0.518072 | 0.518083 |
| 108.6 | 0.518093 | 0.518103 | 0.518113 | 0.518123 | 0.518133 | 0.518144 | 0.518154 | 0.518164 | 0.518174 | 0.518184 |
| 108.7 | 0.518194 | 0.518205 | 0.518215 | 0.518225 | 0.518235 | 0.518245 | 0.518255 | 0.518266 | 0.518276 | 0.518286 |
| 108.8 | 0.518296 | 0.518306 | 0.518316 | 0.518327 | 0.518337 | 0.518347 | 0.518357 | 0.518367 | 0.518377 | 0.518387 |
| 108.9 | 0.518398 | 0.518408 | 0.518418 | 0.518428 | 0.518438 | 0.518448 | 0.518458 | 0.518469 | 0.518479 | 0.518489 |
Logarithm Table for base 8501 — N = 109.00–109.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 109.0 | 0.518499 | 0.518509 | 0.518519 | 0.518529 | 0.518540 | 0.518550 | 0.518560 | 0.518570 | 0.518580 | 0.518590 |
| 109.1 | 0.518600 | 0.518611 | 0.518621 | 0.518631 | 0.518641 | 0.518651 | 0.518661 | 0.518671 | 0.518681 | 0.518692 |
| 109.2 | 0.518702 | 0.518712 | 0.518722 | 0.518732 | 0.518742 | 0.518752 | 0.518762 | 0.518772 | 0.518783 | 0.518793 |
| 109.3 | 0.518803 | 0.518813 | 0.518823 | 0.518833 | 0.518843 | 0.518853 | 0.518863 | 0.518874 | 0.518884 | 0.518894 |
| 109.4 | 0.518904 | 0.518914 | 0.518924 | 0.518934 | 0.518944 | 0.518954 | 0.518965 | 0.518975 | 0.518985 | 0.518995 |
| 109.5 | 0.519005 | 0.519015 | 0.519025 | 0.519035 | 0.519045 | 0.519055 | 0.519065 | 0.519076 | 0.519086 | 0.519096 |
| 109.6 | 0.519106 | 0.519116 | 0.519126 | 0.519136 | 0.519146 | 0.519156 | 0.519166 | 0.519176 | 0.519186 | 0.519196 |
| 109.7 | 0.519207 | 0.519217 | 0.519227 | 0.519237 | 0.519247 | 0.519257 | 0.519267 | 0.519277 | 0.519287 | 0.519297 |
| 109.8 | 0.519307 | 0.519317 | 0.519327 | 0.519337 | 0.519348 | 0.519358 | 0.519368 | 0.519378 | 0.519388 | 0.519398 |
| 109.9 | 0.519408 | 0.519418 | 0.519428 | 0.519438 | 0.519448 | 0.519458 | 0.519468 | 0.519478 | 0.519488 | 0.519498 |
Logarithm Table for base 8501 — N = 110.00–110.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 110.0 | 0.519508 | 0.519518 | 0.519528 | 0.519539 | 0.519549 | 0.519559 | 0.519569 | 0.519579 | 0.519589 | 0.519599 |
| 110.1 | 0.519609 | 0.519619 | 0.519629 | 0.519639 | 0.519649 | 0.519659 | 0.519669 | 0.519679 | 0.519689 | 0.519699 |
| 110.2 | 0.519709 | 0.519719 | 0.519729 | 0.519739 | 0.519749 | 0.519759 | 0.519769 | 0.519779 | 0.519789 | 0.519799 |
| 110.3 | 0.519809 | 0.519819 | 0.519829 | 0.519839 | 0.519849 | 0.519860 | 0.519870 | 0.519880 | 0.519890 | 0.519900 |
| 110.4 | 0.519910 | 0.519920 | 0.519930 | 0.519940 | 0.519950 | 0.519960 | 0.519970 | 0.519980 | 0.519990 | 0.520000 |
| 110.5 | 0.520010 | 0.520020 | 0.520030 | 0.520040 | 0.520050 | 0.520060 | 0.520070 | 0.520080 | 0.520090 | 0.520100 |
| 110.6 | 0.520110 | 0.520120 | 0.520130 | 0.520140 | 0.520150 | 0.520160 | 0.520170 | 0.520180 | 0.520190 | 0.520200 |
| 110.7 | 0.520209 | 0.520219 | 0.520229 | 0.520239 | 0.520249 | 0.520259 | 0.520269 | 0.520279 | 0.520289 | 0.520299 |
| 110.8 | 0.520309 | 0.520319 | 0.520329 | 0.520339 | 0.520349 | 0.520359 | 0.520369 | 0.520379 | 0.520389 | 0.520399 |
| 110.9 | 0.520409 | 0.520419 | 0.520429 | 0.520439 | 0.520449 | 0.520459 | 0.520469 | 0.520479 | 0.520489 | 0.520499 |
Logarithm Table for base 8501 — N = 111.00–111.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 111.0 | 0.520509 | 0.520519 | 0.520529 | 0.520538 | 0.520548 | 0.520558 | 0.520568 | 0.520578 | 0.520588 | 0.520598 |
| 111.1 | 0.520608 | 0.520618 | 0.520628 | 0.520638 | 0.520648 | 0.520658 | 0.520668 | 0.520678 | 0.520688 | 0.520698 |
| 111.2 | 0.520708 | 0.520718 | 0.520727 | 0.520737 | 0.520747 | 0.520757 | 0.520767 | 0.520777 | 0.520787 | 0.520797 |
| 111.3 | 0.520807 | 0.520817 | 0.520827 | 0.520837 | 0.520847 | 0.520857 | 0.520866 | 0.520876 | 0.520886 | 0.520896 |
| 111.4 | 0.520906 | 0.520916 | 0.520926 | 0.520936 | 0.520946 | 0.520956 | 0.520966 | 0.520976 | 0.520986 | 0.520995 |
| 111.5 | 0.521005 | 0.521015 | 0.521025 | 0.521035 | 0.521045 | 0.521055 | 0.521065 | 0.521075 | 0.521085 | 0.521095 |
| 111.6 | 0.521104 | 0.521114 | 0.521124 | 0.521134 | 0.521144 | 0.521154 | 0.521164 | 0.521174 | 0.521184 | 0.521194 |
| 111.7 | 0.521203 | 0.521213 | 0.521223 | 0.521233 | 0.521243 | 0.521253 | 0.521263 | 0.521273 | 0.521283 | 0.521292 |
| 111.8 | 0.521302 | 0.521312 | 0.521322 | 0.521332 | 0.521342 | 0.521352 | 0.521362 | 0.521371 | 0.521381 | 0.521391 |
| 111.9 | 0.521401 | 0.521411 | 0.521421 | 0.521431 | 0.521441 | 0.521450 | 0.521460 | 0.521470 | 0.521480 | 0.521490 |
Logarithm Table for base 8501 — N = 112.00–112.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 112.0 | 0.521500 | 0.521510 | 0.521520 | 0.521529 | 0.521539 | 0.521549 | 0.521559 | 0.521569 | 0.521579 | 0.521589 |
| 112.1 | 0.521598 | 0.521608 | 0.521618 | 0.521628 | 0.521638 | 0.521648 | 0.521658 | 0.521667 | 0.521677 | 0.521687 |
| 112.2 | 0.521697 | 0.521707 | 0.521717 | 0.521727 | 0.521736 | 0.521746 | 0.521756 | 0.521766 | 0.521776 | 0.521786 |
| 112.3 | 0.521795 | 0.521805 | 0.521815 | 0.521825 | 0.521835 | 0.521845 | 0.521855 | 0.521864 | 0.521874 | 0.521884 |
| 112.4 | 0.521894 | 0.521904 | 0.521914 | 0.521923 | 0.521933 | 0.521943 | 0.521953 | 0.521963 | 0.521973 | 0.521982 |
| 112.5 | 0.521992 | 0.522002 | 0.522012 | 0.522022 | 0.522031 | 0.522041 | 0.522051 | 0.522061 | 0.522071 | 0.522081 |
| 112.6 | 0.522090 | 0.522100 | 0.522110 | 0.522120 | 0.522130 | 0.522139 | 0.522149 | 0.522159 | 0.522169 | 0.522179 |
| 112.7 | 0.522188 | 0.522198 | 0.522208 | 0.522218 | 0.522228 | 0.522237 | 0.522247 | 0.522257 | 0.522267 | 0.522277 |
| 112.8 | 0.522286 | 0.522296 | 0.522306 | 0.522316 | 0.522326 | 0.522335 | 0.522345 | 0.522355 | 0.522365 | 0.522375 |
| 112.9 | 0.522384 | 0.522394 | 0.522404 | 0.522414 | 0.522424 | 0.522433 | 0.522443 | 0.522453 | 0.522463 | 0.522472 |
Logarithm Table for base 8501 — N = 113.00–113.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 113.0 | 0.522482 | 0.522492 | 0.522502 | 0.522512 | 0.522521 | 0.522531 | 0.522541 | 0.522551 | 0.522560 | 0.522570 |
| 113.1 | 0.522580 | 0.522590 | 0.522600 | 0.522609 | 0.522619 | 0.522629 | 0.522639 | 0.522648 | 0.522658 | 0.522668 |
| 113.2 | 0.522678 | 0.522687 | 0.522697 | 0.522707 | 0.522717 | 0.522727 | 0.522736 | 0.522746 | 0.522756 | 0.522766 |
| 113.3 | 0.522775 | 0.522785 | 0.522795 | 0.522805 | 0.522814 | 0.522824 | 0.522834 | 0.522844 | 0.522853 | 0.522863 |
| 113.4 | 0.522873 | 0.522883 | 0.522892 | 0.522902 | 0.522912 | 0.522922 | 0.522931 | 0.522941 | 0.522951 | 0.522960 |
| 113.5 | 0.522970 | 0.522980 | 0.522990 | 0.522999 | 0.523009 | 0.523019 | 0.523029 | 0.523038 | 0.523048 | 0.523058 |
| 113.6 | 0.523068 | 0.523077 | 0.523087 | 0.523097 | 0.523106 | 0.523116 | 0.523126 | 0.523136 | 0.523145 | 0.523155 |
| 113.7 | 0.523165 | 0.523175 | 0.523184 | 0.523194 | 0.523204 | 0.523213 | 0.523223 | 0.523233 | 0.523243 | 0.523252 |
| 113.8 | 0.523262 | 0.523272 | 0.523281 | 0.523291 | 0.523301 | 0.523311 | 0.523320 | 0.523330 | 0.523340 | 0.523349 |
| 113.9 | 0.523359 | 0.523369 | 0.523378 | 0.523388 | 0.523398 | 0.523408 | 0.523417 | 0.523427 | 0.523437 | 0.523446 |
Logarithm Table for base 8501 — N = 114.00–114.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 114.0 | 0.523456 | 0.523466 | 0.523475 | 0.523485 | 0.523495 | 0.523505 | 0.523514 | 0.523524 | 0.523534 | 0.523543 |
| 114.1 | 0.523553 | 0.523563 | 0.523572 | 0.523582 | 0.523592 | 0.523601 | 0.523611 | 0.523621 | 0.523630 | 0.523640 |
| 114.2 | 0.523650 | 0.523659 | 0.523669 | 0.523679 | 0.523688 | 0.523698 | 0.523708 | 0.523718 | 0.523727 | 0.523737 |
| 114.3 | 0.523747 | 0.523756 | 0.523766 | 0.523776 | 0.523785 | 0.523795 | 0.523805 | 0.523814 | 0.523824 | 0.523834 |
| 114.4 | 0.523843 | 0.523853 | 0.523862 | 0.523872 | 0.523882 | 0.523891 | 0.523901 | 0.523911 | 0.523920 | 0.523930 |
| 114.5 | 0.523940 | 0.523949 | 0.523959 | 0.523969 | 0.523978 | 0.523988 | 0.523998 | 0.524007 | 0.524017 | 0.524027 |
| 114.6 | 0.524036 | 0.524046 | 0.524056 | 0.524065 | 0.524075 | 0.524084 | 0.524094 | 0.524104 | 0.524113 | 0.524123 |
| 114.7 | 0.524133 | 0.524142 | 0.524152 | 0.524162 | 0.524171 | 0.524181 | 0.524190 | 0.524200 | 0.524210 | 0.524219 |
| 114.8 | 0.524229 | 0.524239 | 0.524248 | 0.524258 | 0.524267 | 0.524277 | 0.524287 | 0.524296 | 0.524306 | 0.524316 |
| 114.9 | 0.524325 | 0.524335 | 0.524344 | 0.524354 | 0.524364 | 0.524373 | 0.524383 | 0.524392 | 0.524402 | 0.524412 |
Logarithm Table for base 8501 — N = 115.00–115.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 115.0 | 0.524421 | 0.524431 | 0.524441 | 0.524450 | 0.524460 | 0.524469 | 0.524479 | 0.524489 | 0.524498 | 0.524508 |
| 115.1 | 0.524517 | 0.524527 | 0.524537 | 0.524546 | 0.524556 | 0.524565 | 0.524575 | 0.524585 | 0.524594 | 0.524604 |
| 115.2 | 0.524613 | 0.524623 | 0.524633 | 0.524642 | 0.524652 | 0.524661 | 0.524671 | 0.524681 | 0.524690 | 0.524700 |
| 115.3 | 0.524709 | 0.524719 | 0.524728 | 0.524738 | 0.524748 | 0.524757 | 0.524767 | 0.524776 | 0.524786 | 0.524795 |
| 115.4 | 0.524805 | 0.524815 | 0.524824 | 0.524834 | 0.524843 | 0.524853 | 0.524863 | 0.524872 | 0.524882 | 0.524891 |
| 115.5 | 0.524901 | 0.524910 | 0.524920 | 0.524930 | 0.524939 | 0.524949 | 0.524958 | 0.524968 | 0.524977 | 0.524987 |
| 115.6 | 0.524996 | 0.525006 | 0.525016 | 0.525025 | 0.525035 | 0.525044 | 0.525054 | 0.525063 | 0.525073 | 0.525082 |
| 115.7 | 0.525092 | 0.525102 | 0.525111 | 0.525121 | 0.525130 | 0.525140 | 0.525149 | 0.525159 | 0.525168 | 0.525178 |
| 115.8 | 0.525188 | 0.525197 | 0.525207 | 0.525216 | 0.525226 | 0.525235 | 0.525245 | 0.525254 | 0.525264 | 0.525273 |
| 115.9 | 0.525283 | 0.525292 | 0.525302 | 0.525312 | 0.525321 | 0.525331 | 0.525340 | 0.525350 | 0.525359 | 0.525369 |
Logarithm Table for base 8501 — N = 116.00–116.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 116.0 | 0.525378 | 0.525388 | 0.525397 | 0.525407 | 0.525416 | 0.525426 | 0.525435 | 0.525445 | 0.525454 | 0.525464 |
| 116.1 | 0.525473 | 0.525483 | 0.525493 | 0.525502 | 0.525512 | 0.525521 | 0.525531 | 0.525540 | 0.525550 | 0.525559 |
| 116.2 | 0.525569 | 0.525578 | 0.525588 | 0.525597 | 0.525607 | 0.525616 | 0.525626 | 0.525635 | 0.525645 | 0.525654 |
| 116.3 | 0.525664 | 0.525673 | 0.525683 | 0.525692 | 0.525702 | 0.525711 | 0.525721 | 0.525730 | 0.525740 | 0.525749 |
| 116.4 | 0.525759 | 0.525768 | 0.525778 | 0.525787 | 0.525797 | 0.525806 | 0.525816 | 0.525825 | 0.525835 | 0.525844 |
| 116.5 | 0.525854 | 0.525863 | 0.525873 | 0.525882 | 0.525892 | 0.525901 | 0.525910 | 0.525920 | 0.525929 | 0.525939 |
| 116.6 | 0.525948 | 0.525958 | 0.525967 | 0.525977 | 0.525986 | 0.525996 | 0.526005 | 0.526015 | 0.526024 | 0.526034 |
| 116.7 | 0.526043 | 0.526053 | 0.526062 | 0.526072 | 0.526081 | 0.526091 | 0.526100 | 0.526109 | 0.526119 | 0.526128 |
| 116.8 | 0.526138 | 0.526147 | 0.526157 | 0.526166 | 0.526176 | 0.526185 | 0.526195 | 0.526204 | 0.526214 | 0.526223 |
| 116.9 | 0.526232 | 0.526242 | 0.526251 | 0.526261 | 0.526270 | 0.526280 | 0.526289 | 0.526299 | 0.526308 | 0.526317 |
Logarithm Table for base 8501 — N = 117.00–117.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 117.0 | 0.526327 | 0.526336 | 0.526346 | 0.526355 | 0.526365 | 0.526374 | 0.526384 | 0.526393 | 0.526402 | 0.526412 |
| 117.1 | 0.526421 | 0.526431 | 0.526440 | 0.526450 | 0.526459 | 0.526469 | 0.526478 | 0.526487 | 0.526497 | 0.526506 |
| 117.2 | 0.526516 | 0.526525 | 0.526535 | 0.526544 | 0.526553 | 0.526563 | 0.526572 | 0.526582 | 0.526591 | 0.526601 |
| 117.3 | 0.526610 | 0.526619 | 0.526629 | 0.526638 | 0.526648 | 0.526657 | 0.526666 | 0.526676 | 0.526685 | 0.526695 |
| 117.4 | 0.526704 | 0.526714 | 0.526723 | 0.526732 | 0.526742 | 0.526751 | 0.526761 | 0.526770 | 0.526779 | 0.526789 |
| 117.5 | 0.526798 | 0.526808 | 0.526817 | 0.526826 | 0.526836 | 0.526845 | 0.526855 | 0.526864 | 0.526873 | 0.526883 |
| 117.6 | 0.526892 | 0.526902 | 0.526911 | 0.526920 | 0.526930 | 0.526939 | 0.526949 | 0.526958 | 0.526967 | 0.526977 |
| 117.7 | 0.526986 | 0.526996 | 0.527005 | 0.527014 | 0.527024 | 0.527033 | 0.527043 | 0.527052 | 0.527061 | 0.527071 |
| 117.8 | 0.527080 | 0.527089 | 0.527099 | 0.527108 | 0.527118 | 0.527127 | 0.527136 | 0.527146 | 0.527155 | 0.527164 |
| 117.9 | 0.527174 | 0.527183 | 0.527193 | 0.527202 | 0.527211 | 0.527221 | 0.527230 | 0.527239 | 0.527249 | 0.527258 |
Logarithm Table for base 8501 — N = 118.00–118.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 118.0 | 0.527268 | 0.527277 | 0.527286 | 0.527296 | 0.527305 | 0.527314 | 0.527324 | 0.527333 | 0.527342 | 0.527352 |
| 118.1 | 0.527361 | 0.527371 | 0.527380 | 0.527389 | 0.527399 | 0.527408 | 0.527417 | 0.527427 | 0.527436 | 0.527445 |
| 118.2 | 0.527455 | 0.527464 | 0.527473 | 0.527483 | 0.527492 | 0.527501 | 0.527511 | 0.527520 | 0.527529 | 0.527539 |
| 118.3 | 0.527548 | 0.527558 | 0.527567 | 0.527576 | 0.527586 | 0.527595 | 0.527604 | 0.527614 | 0.527623 | 0.527632 |
| 118.4 | 0.527642 | 0.527651 | 0.527660 | 0.527670 | 0.527679 | 0.527688 | 0.527698 | 0.527707 | 0.527716 | 0.527726 |
| 118.5 | 0.527735 | 0.527744 | 0.527754 | 0.527763 | 0.527772 | 0.527781 | 0.527791 | 0.527800 | 0.527809 | 0.527819 |
| 118.6 | 0.527828 | 0.527837 | 0.527847 | 0.527856 | 0.527865 | 0.527875 | 0.527884 | 0.527893 | 0.527903 | 0.527912 |
| 118.7 | 0.527921 | 0.527931 | 0.527940 | 0.527949 | 0.527958 | 0.527968 | 0.527977 | 0.527986 | 0.527996 | 0.528005 |
| 118.8 | 0.528014 | 0.528024 | 0.528033 | 0.528042 | 0.528052 | 0.528061 | 0.528070 | 0.528079 | 0.528089 | 0.528098 |
| 118.9 | 0.528107 | 0.528117 | 0.528126 | 0.528135 | 0.528144 | 0.528154 | 0.528163 | 0.528172 | 0.528182 | 0.528191 |
Logarithm Table for base 8501 — N = 119.00–119.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 119.0 | 0.528200 | 0.528210 | 0.528219 | 0.528228 | 0.528237 | 0.528247 | 0.528256 | 0.528265 | 0.528275 | 0.528284 |
| 119.1 | 0.528293 | 0.528302 | 0.528312 | 0.528321 | 0.528330 | 0.528339 | 0.528349 | 0.528358 | 0.528367 | 0.528377 |
| 119.2 | 0.528386 | 0.528395 | 0.528404 | 0.528414 | 0.528423 | 0.528432 | 0.528441 | 0.528451 | 0.528460 | 0.528469 |
| 119.3 | 0.528479 | 0.528488 | 0.528497 | 0.528506 | 0.528516 | 0.528525 | 0.528534 | 0.528543 | 0.528553 | 0.528562 |
| 119.4 | 0.528571 | 0.528580 | 0.528590 | 0.528599 | 0.528608 | 0.528617 | 0.528627 | 0.528636 | 0.528645 | 0.528654 |
| 119.5 | 0.528664 | 0.528673 | 0.528682 | 0.528691 | 0.528701 | 0.528710 | 0.528719 | 0.528728 | 0.528738 | 0.528747 |
| 119.6 | 0.528756 | 0.528765 | 0.528775 | 0.528784 | 0.528793 | 0.528802 | 0.528812 | 0.528821 | 0.528830 | 0.528839 |
| 119.7 | 0.528848 | 0.528858 | 0.528867 | 0.528876 | 0.528885 | 0.528895 | 0.528904 | 0.528913 | 0.528922 | 0.528932 |
| 119.8 | 0.528941 | 0.528950 | 0.528959 | 0.528968 | 0.528978 | 0.528987 | 0.528996 | 0.529005 | 0.529015 | 0.529024 |
| 119.9 | 0.529033 | 0.529042 | 0.529051 | 0.529061 | 0.529070 | 0.529079 | 0.529088 | 0.529097 | 0.529107 | 0.529116 |
Logarithm Table for base 8501 — N = 120.00–120.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 120.0 | 0.529125 | 0.529134 | 0.529144 | 0.529153 | 0.529162 | 0.529171 | 0.529180 | 0.529190 | 0.529199 | 0.529208 |
| 120.1 | 0.529217 | 0.529226 | 0.529236 | 0.529245 | 0.529254 | 0.529263 | 0.529272 | 0.529282 | 0.529291 | 0.529300 |
| 120.2 | 0.529309 | 0.529318 | 0.529328 | 0.529337 | 0.529346 | 0.529355 | 0.529364 | 0.529374 | 0.529383 | 0.529392 |
| 120.3 | 0.529401 | 0.529410 | 0.529419 | 0.529429 | 0.529438 | 0.529447 | 0.529456 | 0.529465 | 0.529475 | 0.529484 |
| 120.4 | 0.529493 | 0.529502 | 0.529511 | 0.529520 | 0.529530 | 0.529539 | 0.529548 | 0.529557 | 0.529566 | 0.529575 |
| 120.5 | 0.529585 | 0.529594 | 0.529603 | 0.529612 | 0.529621 | 0.529631 | 0.529640 | 0.529649 | 0.529658 | 0.529667 |
| 120.6 | 0.529676 | 0.529686 | 0.529695 | 0.529704 | 0.529713 | 0.529722 | 0.529731 | 0.529740 | 0.529750 | 0.529759 |
| 120.7 | 0.529768 | 0.529777 | 0.529786 | 0.529795 | 0.529805 | 0.529814 | 0.529823 | 0.529832 | 0.529841 | 0.529850 |
| 120.8 | 0.529859 | 0.529869 | 0.529878 | 0.529887 | 0.529896 | 0.529905 | 0.529914 | 0.529924 | 0.529933 | 0.529942 |
| 120.9 | 0.529951 | 0.529960 | 0.529969 | 0.529978 | 0.529987 | 0.529997 | 0.530006 | 0.530015 | 0.530024 | 0.530033 |
Logarithm Table for base 8501 — N = 121.00–121.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 121.0 | 0.530042 | 0.530051 | 0.530061 | 0.530070 | 0.530079 | 0.530088 | 0.530097 | 0.530106 | 0.530115 | 0.530124 |
| 121.1 | 0.530134 | 0.530143 | 0.530152 | 0.530161 | 0.530170 | 0.530179 | 0.530188 | 0.530197 | 0.530207 | 0.530216 |
| 121.2 | 0.530225 | 0.530234 | 0.530243 | 0.530252 | 0.530261 | 0.530270 | 0.530280 | 0.530289 | 0.530298 | 0.530307 |
| 121.3 | 0.530316 | 0.530325 | 0.530334 | 0.530343 | 0.530352 | 0.530362 | 0.530371 | 0.530380 | 0.530389 | 0.530398 |
| 121.4 | 0.530407 | 0.530416 | 0.530425 | 0.530434 | 0.530443 | 0.530453 | 0.530462 | 0.530471 | 0.530480 | 0.530489 |
| 121.5 | 0.530498 | 0.530507 | 0.530516 | 0.530525 | 0.530534 | 0.530544 | 0.530553 | 0.530562 | 0.530571 | 0.530580 |
| 121.6 | 0.530589 | 0.530598 | 0.530607 | 0.530616 | 0.530625 | 0.530634 | 0.530644 | 0.530653 | 0.530662 | 0.530671 |
| 121.7 | 0.530680 | 0.530689 | 0.530698 | 0.530707 | 0.530716 | 0.530725 | 0.530734 | 0.530743 | 0.530752 | 0.530762 |
| 121.8 | 0.530771 | 0.530780 | 0.530789 | 0.530798 | 0.530807 | 0.530816 | 0.530825 | 0.530834 | 0.530843 | 0.530852 |
| 121.9 | 0.530861 | 0.530870 | 0.530879 | 0.530889 | 0.530898 | 0.530907 | 0.530916 | 0.530925 | 0.530934 | 0.530943 |
Logarithm Table for base 8501 — N = 122.00–122.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 122.0 | 0.530952 | 0.530961 | 0.530970 | 0.530979 | 0.530988 | 0.530997 | 0.531006 | 0.531015 | 0.531024 | 0.531033 |
| 122.1 | 0.531043 | 0.531052 | 0.531061 | 0.531070 | 0.531079 | 0.531088 | 0.531097 | 0.531106 | 0.531115 | 0.531124 |
| 122.2 | 0.531133 | 0.531142 | 0.531151 | 0.531160 | 0.531169 | 0.531178 | 0.531187 | 0.531196 | 0.531205 | 0.531214 |
| 122.3 | 0.531223 | 0.531232 | 0.531241 | 0.531251 | 0.531260 | 0.531269 | 0.531278 | 0.531287 | 0.531296 | 0.531305 |
| 122.4 | 0.531314 | 0.531323 | 0.531332 | 0.531341 | 0.531350 | 0.531359 | 0.531368 | 0.531377 | 0.531386 | 0.531395 |
| 122.5 | 0.531404 | 0.531413 | 0.531422 | 0.531431 | 0.531440 | 0.531449 | 0.531458 | 0.531467 | 0.531476 | 0.531485 |
| 122.6 | 0.531494 | 0.531503 | 0.531512 | 0.531521 | 0.531530 | 0.531539 | 0.531548 | 0.531557 | 0.531566 | 0.531575 |
| 122.7 | 0.531584 | 0.531593 | 0.531602 | 0.531611 | 0.531620 | 0.531629 | 0.531638 | 0.531647 | 0.531656 | 0.531665 |
| 122.8 | 0.531674 | 0.531683 | 0.531692 | 0.531701 | 0.531710 | 0.531719 | 0.531728 | 0.531737 | 0.531746 | 0.531755 |
| 122.9 | 0.531764 | 0.531773 | 0.531782 | 0.531791 | 0.531800 | 0.531809 | 0.531818 | 0.531827 | 0.531836 | 0.531845 |
Logarithm Table for base 8501 — N = 123.00–123.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 123.0 | 0.531854 | 0.531863 | 0.531872 | 0.531881 | 0.531890 | 0.531899 | 0.531908 | 0.531917 | 0.531926 | 0.531935 |
| 123.1 | 0.531944 | 0.531953 | 0.531962 | 0.531971 | 0.531980 | 0.531989 | 0.531998 | 0.532007 | 0.532016 | 0.532025 |
| 123.2 | 0.532034 | 0.532043 | 0.532052 | 0.532061 | 0.532070 | 0.532079 | 0.532088 | 0.532097 | 0.532106 | 0.532114 |
| 123.3 | 0.532123 | 0.532132 | 0.532141 | 0.532150 | 0.532159 | 0.532168 | 0.532177 | 0.532186 | 0.532195 | 0.532204 |
| 123.4 | 0.532213 | 0.532222 | 0.532231 | 0.532240 | 0.532249 | 0.532258 | 0.532267 | 0.532276 | 0.532285 | 0.532294 |
| 123.5 | 0.532303 | 0.532312 | 0.532320 | 0.532329 | 0.532338 | 0.532347 | 0.532356 | 0.532365 | 0.532374 | 0.532383 |
| 123.6 | 0.532392 | 0.532401 | 0.532410 | 0.532419 | 0.532428 | 0.532437 | 0.532446 | 0.532455 | 0.532464 | 0.532472 |
| 123.7 | 0.532481 | 0.532490 | 0.532499 | 0.532508 | 0.532517 | 0.532526 | 0.532535 | 0.532544 | 0.532553 | 0.532562 |
| 123.8 | 0.532571 | 0.532580 | 0.532589 | 0.532597 | 0.532606 | 0.532615 | 0.532624 | 0.532633 | 0.532642 | 0.532651 |
| 123.9 | 0.532660 | 0.532669 | 0.532678 | 0.532687 | 0.532696 | 0.532705 | 0.532713 | 0.532722 | 0.532731 | 0.532740 |
Logarithm Table for base 8501 — N = 124.00–124.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 124.0 | 0.532749 | 0.532758 | 0.532767 | 0.532776 | 0.532785 | 0.532794 | 0.532803 | 0.532811 | 0.532820 | 0.532829 |
| 124.1 | 0.532838 | 0.532847 | 0.532856 | 0.532865 | 0.532874 | 0.532883 | 0.532892 | 0.532901 | 0.532909 | 0.532918 |
| 124.2 | 0.532927 | 0.532936 | 0.532945 | 0.532954 | 0.532963 | 0.532972 | 0.532981 | 0.532990 | 0.532998 | 0.533007 |
| 124.3 | 0.533016 | 0.533025 | 0.533034 | 0.533043 | 0.533052 | 0.533061 | 0.533070 | 0.533078 | 0.533087 | 0.533096 |
| 124.4 | 0.533105 | 0.533114 | 0.533123 | 0.533132 | 0.533141 | 0.533149 | 0.533158 | 0.533167 | 0.533176 | 0.533185 |
| 124.5 | 0.533194 | 0.533203 | 0.533212 | 0.533221 | 0.533229 | 0.533238 | 0.533247 | 0.533256 | 0.533265 | 0.533274 |
| 124.6 | 0.533283 | 0.533291 | 0.533300 | 0.533309 | 0.533318 | 0.533327 | 0.533336 | 0.533345 | 0.533354 | 0.533362 |
| 124.7 | 0.533371 | 0.533380 | 0.533389 | 0.533398 | 0.533407 | 0.533416 | 0.533424 | 0.533433 | 0.533442 | 0.533451 |
| 124.8 | 0.533460 | 0.533469 | 0.533478 | 0.533486 | 0.533495 | 0.533504 | 0.533513 | 0.533522 | 0.533531 | 0.533540 |
| 124.9 | 0.533548 | 0.533557 | 0.533566 | 0.533575 | 0.533584 | 0.533593 | 0.533601 | 0.533610 | 0.533619 | 0.533628 |
Logarithm Table for base 8501 — N = 125.00–125.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 125.0 | 0.533637 | 0.533646 | 0.533655 | 0.533663 | 0.533672 | 0.533681 | 0.533690 | 0.533699 | 0.533708 | 0.533716 |
| 125.1 | 0.533725 | 0.533734 | 0.533743 | 0.533752 | 0.533761 | 0.533769 | 0.533778 | 0.533787 | 0.533796 | 0.533805 |
| 125.2 | 0.533814 | 0.533822 | 0.533831 | 0.533840 | 0.533849 | 0.533858 | 0.533867 | 0.533875 | 0.533884 | 0.533893 |
| 125.3 | 0.533902 | 0.533911 | 0.533919 | 0.533928 | 0.533937 | 0.533946 | 0.533955 | 0.533964 | 0.533972 | 0.533981 |
| 125.4 | 0.533990 | 0.533999 | 0.534008 | 0.534016 | 0.534025 | 0.534034 | 0.534043 | 0.534052 | 0.534060 | 0.534069 |
| 125.5 | 0.534078 | 0.534087 | 0.534096 | 0.534104 | 0.534113 | 0.534122 | 0.534131 | 0.534140 | 0.534148 | 0.534157 |
| 125.6 | 0.534166 | 0.534175 | 0.534184 | 0.534192 | 0.534201 | 0.534210 | 0.534219 | 0.534228 | 0.534236 | 0.534245 |
| 125.7 | 0.534254 | 0.534263 | 0.534272 | 0.534280 | 0.534289 | 0.534298 | 0.534307 | 0.534316 | 0.534324 | 0.534333 |
| 125.8 | 0.534342 | 0.534351 | 0.534360 | 0.534368 | 0.534377 | 0.534386 | 0.534395 | 0.534403 | 0.534412 | 0.534421 |
| 125.9 | 0.534430 | 0.534439 | 0.534447 | 0.534456 | 0.534465 | 0.534474 | 0.534482 | 0.534491 | 0.534500 | 0.534509 |
Logarithm Table for base 8501 — N = 126.00–126.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 126.0 | 0.534518 | 0.534526 | 0.534535 | 0.534544 | 0.534553 | 0.534561 | 0.534570 | 0.534579 | 0.534588 | 0.534596 |
| 126.1 | 0.534605 | 0.534614 | 0.534623 | 0.534631 | 0.534640 | 0.534649 | 0.534658 | 0.534667 | 0.534675 | 0.534684 |
| 126.2 | 0.534693 | 0.534702 | 0.534710 | 0.534719 | 0.534728 | 0.534737 | 0.534745 | 0.534754 | 0.534763 | 0.534772 |
| 126.3 | 0.534780 | 0.534789 | 0.534798 | 0.534807 | 0.534815 | 0.534824 | 0.534833 | 0.534842 | 0.534850 | 0.534859 |
| 126.4 | 0.534868 | 0.534877 | 0.534885 | 0.534894 | 0.534903 | 0.534912 | 0.534920 | 0.534929 | 0.534938 | 0.534946 |
| 126.5 | 0.534955 | 0.534964 | 0.534973 | 0.534981 | 0.534990 | 0.534999 | 0.535008 | 0.535016 | 0.535025 | 0.535034 |
| 126.6 | 0.535043 | 0.535051 | 0.535060 | 0.535069 | 0.535077 | 0.535086 | 0.535095 | 0.535104 | 0.535112 | 0.535121 |
| 126.7 | 0.535130 | 0.535139 | 0.535147 | 0.535156 | 0.535165 | 0.535173 | 0.535182 | 0.535191 | 0.535200 | 0.535208 |
| 126.8 | 0.535217 | 0.535226 | 0.535234 | 0.535243 | 0.535252 | 0.535261 | 0.535269 | 0.535278 | 0.535287 | 0.535295 |
| 126.9 | 0.535304 | 0.535313 | 0.535322 | 0.535330 | 0.535339 | 0.535348 | 0.535356 | 0.535365 | 0.535374 | 0.535383 |
Logarithm Table for base 8501 — N = 127.00–127.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 127.0 | 0.535391 | 0.535400 | 0.535409 | 0.535417 | 0.535426 | 0.535435 | 0.535443 | 0.535452 | 0.535461 | 0.535470 |
| 127.1 | 0.535478 | 0.535487 | 0.535496 | 0.535504 | 0.535513 | 0.535522 | 0.535530 | 0.535539 | 0.535548 | 0.535556 |
| 127.2 | 0.535565 | 0.535574 | 0.535583 | 0.535591 | 0.535600 | 0.535609 | 0.535617 | 0.535626 | 0.535635 | 0.535643 |
| 127.3 | 0.535652 | 0.535661 | 0.535669 | 0.535678 | 0.535687 | 0.535695 | 0.535704 | 0.535713 | 0.535721 | 0.535730 |
| 127.4 | 0.535739 | 0.535747 | 0.535756 | 0.535765 | 0.535773 | 0.535782 | 0.535791 | 0.535799 | 0.535808 | 0.535817 |
| 127.5 | 0.535825 | 0.535834 | 0.535843 | 0.535851 | 0.535860 | 0.535869 | 0.535877 | 0.535886 | 0.535895 | 0.535903 |
| 127.6 | 0.535912 | 0.535921 | 0.535929 | 0.535938 | 0.535947 | 0.535955 | 0.535964 | 0.535973 | 0.535981 | 0.535990 |
| 127.7 | 0.535999 | 0.536007 | 0.536016 | 0.536025 | 0.536033 | 0.536042 | 0.536051 | 0.536059 | 0.536068 | 0.536077 |
| 127.8 | 0.536085 | 0.536094 | 0.536103 | 0.536111 | 0.536120 | 0.536128 | 0.536137 | 0.536146 | 0.536154 | 0.536163 |
| 127.9 | 0.536172 | 0.536180 | 0.536189 | 0.536198 | 0.536206 | 0.536215 | 0.536224 | 0.536232 | 0.536241 | 0.536249 |
Logarithm Table for base 8501 — N = 128.00–128.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 128.0 | 0.536258 | 0.536267 | 0.536275 | 0.536284 | 0.536293 | 0.536301 | 0.536310 | 0.536318 | 0.536327 | 0.536336 |
| 128.1 | 0.536344 | 0.536353 | 0.536362 | 0.536370 | 0.536379 | 0.536388 | 0.536396 | 0.536405 | 0.536413 | 0.536422 |
| 128.2 | 0.536431 | 0.536439 | 0.536448 | 0.536456 | 0.536465 | 0.536474 | 0.536482 | 0.536491 | 0.536500 | 0.536508 |
| 128.3 | 0.536517 | 0.536525 | 0.536534 | 0.536543 | 0.536551 | 0.536560 | 0.536568 | 0.536577 | 0.536586 | 0.536594 |
| 128.4 | 0.536603 | 0.536612 | 0.536620 | 0.536629 | 0.536637 | 0.536646 | 0.536655 | 0.536663 | 0.536672 | 0.536680 |
| 128.5 | 0.536689 | 0.536698 | 0.536706 | 0.536715 | 0.536723 | 0.536732 | 0.536741 | 0.536749 | 0.536758 | 0.536766 |
| 128.6 | 0.536775 | 0.536784 | 0.536792 | 0.536801 | 0.536809 | 0.536818 | 0.536826 | 0.536835 | 0.536844 | 0.536852 |
| 128.7 | 0.536861 | 0.536869 | 0.536878 | 0.536887 | 0.536895 | 0.536904 | 0.536912 | 0.536921 | 0.536930 | 0.536938 |
| 128.8 | 0.536947 | 0.536955 | 0.536964 | 0.536972 | 0.536981 | 0.536990 | 0.536998 | 0.537007 | 0.537015 | 0.537024 |
| 128.9 | 0.537032 | 0.537041 | 0.537050 | 0.537058 | 0.537067 | 0.537075 | 0.537084 | 0.537092 | 0.537101 | 0.537110 |
Logarithm Table for base 8501 — N = 129.00–129.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 129.0 | 0.537118 | 0.537127 | 0.537135 | 0.537144 | 0.537152 | 0.537161 | 0.537170 | 0.537178 | 0.537187 | 0.537195 |
| 129.1 | 0.537204 | 0.537212 | 0.537221 | 0.537229 | 0.537238 | 0.537247 | 0.537255 | 0.537264 | 0.537272 | 0.537281 |
| 129.2 | 0.537289 | 0.537298 | 0.537306 | 0.537315 | 0.537324 | 0.537332 | 0.537341 | 0.537349 | 0.537358 | 0.537366 |
| 129.3 | 0.537375 | 0.537383 | 0.537392 | 0.537401 | 0.537409 | 0.537418 | 0.537426 | 0.537435 | 0.537443 | 0.537452 |
| 129.4 | 0.537460 | 0.537469 | 0.537477 | 0.537486 | 0.537494 | 0.537503 | 0.537512 | 0.537520 | 0.537529 | 0.537537 |
| 129.5 | 0.537546 | 0.537554 | 0.537563 | 0.537571 | 0.537580 | 0.537588 | 0.537597 | 0.537605 | 0.537614 | 0.537622 |
| 129.6 | 0.537631 | 0.537640 | 0.537648 | 0.537657 | 0.537665 | 0.537674 | 0.537682 | 0.537691 | 0.537699 | 0.537708 |
| 129.7 | 0.537716 | 0.537725 | 0.537733 | 0.537742 | 0.537750 | 0.537759 | 0.537767 | 0.537776 | 0.537784 | 0.537793 |
| 129.8 | 0.537801 | 0.537810 | 0.537818 | 0.537827 | 0.537836 | 0.537844 | 0.537853 | 0.537861 | 0.537870 | 0.537878 |
| 129.9 | 0.537887 | 0.537895 | 0.537904 | 0.537912 | 0.537921 | 0.537929 | 0.537938 | 0.537946 | 0.537955 | 0.537963 |
Logarithm Table for base 8501 — N = 130.00–130.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 130.0 | 0.537972 | 0.537980 | 0.537989 | 0.537997 | 0.538006 | 0.538014 | 0.538023 | 0.538031 | 0.538040 | 0.538048 |
| 130.1 | 0.538057 | 0.538065 | 0.538074 | 0.538082 | 0.538091 | 0.538099 | 0.538108 | 0.538116 | 0.538125 | 0.538133 |
| 130.2 | 0.538142 | 0.538150 | 0.538159 | 0.538167 | 0.538175 | 0.538184 | 0.538192 | 0.538201 | 0.538209 | 0.538218 |
| 130.3 | 0.538226 | 0.538235 | 0.538243 | 0.538252 | 0.538260 | 0.538269 | 0.538277 | 0.538286 | 0.538294 | 0.538303 |
| 130.4 | 0.538311 | 0.538320 | 0.538328 | 0.538337 | 0.538345 | 0.538354 | 0.538362 | 0.538370 | 0.538379 | 0.538387 |
| 130.5 | 0.538396 | 0.538404 | 0.538413 | 0.538421 | 0.538430 | 0.538438 | 0.538447 | 0.538455 | 0.538464 | 0.538472 |
| 130.6 | 0.538481 | 0.538489 | 0.538497 | 0.538506 | 0.538514 | 0.538523 | 0.538531 | 0.538540 | 0.538548 | 0.538557 |
| 130.7 | 0.538565 | 0.538574 | 0.538582 | 0.538591 | 0.538599 | 0.538607 | 0.538616 | 0.538624 | 0.538633 | 0.538641 |
| 130.8 | 0.538650 | 0.538658 | 0.538667 | 0.538675 | 0.538683 | 0.538692 | 0.538700 | 0.538709 | 0.538717 | 0.538726 |
| 130.9 | 0.538734 | 0.538743 | 0.538751 | 0.538759 | 0.538768 | 0.538776 | 0.538785 | 0.538793 | 0.538802 | 0.538810 |
Logarithm Table for base 8501 — N = 131.00–131.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 131.0 | 0.538819 | 0.538827 | 0.538835 | 0.538844 | 0.538852 | 0.538861 | 0.538869 | 0.538878 | 0.538886 | 0.538894 |
| 131.1 | 0.538903 | 0.538911 | 0.538920 | 0.538928 | 0.538937 | 0.538945 | 0.538953 | 0.538962 | 0.538970 | 0.538979 |
| 131.2 | 0.538987 | 0.538996 | 0.539004 | 0.539012 | 0.539021 | 0.539029 | 0.539038 | 0.539046 | 0.539055 | 0.539063 |
| 131.3 | 0.539071 | 0.539080 | 0.539088 | 0.539097 | 0.539105 | 0.539113 | 0.539122 | 0.539130 | 0.539139 | 0.539147 |
| 131.4 | 0.539155 | 0.539164 | 0.539172 | 0.539181 | 0.539189 | 0.539198 | 0.539206 | 0.539214 | 0.539223 | 0.539231 |
| 131.5 | 0.539240 | 0.539248 | 0.539256 | 0.539265 | 0.539273 | 0.539282 | 0.539290 | 0.539298 | 0.539307 | 0.539315 |
| 131.6 | 0.539324 | 0.539332 | 0.539340 | 0.539349 | 0.539357 | 0.539366 | 0.539374 | 0.539382 | 0.539391 | 0.539399 |
| 131.7 | 0.539408 | 0.539416 | 0.539424 | 0.539433 | 0.539441 | 0.539449 | 0.539458 | 0.539466 | 0.539475 | 0.539483 |
| 131.8 | 0.539491 | 0.539500 | 0.539508 | 0.539517 | 0.539525 | 0.539533 | 0.539542 | 0.539550 | 0.539558 | 0.539567 |
| 131.9 | 0.539575 | 0.539584 | 0.539592 | 0.539600 | 0.539609 | 0.539617 | 0.539626 | 0.539634 | 0.539642 | 0.539651 |
Logarithm Table for base 8501 — N = 132.00–132.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 132.0 | 0.539659 | 0.539667 | 0.539676 | 0.539684 | 0.539693 | 0.539701 | 0.539709 | 0.539718 | 0.539726 | 0.539734 |
| 132.1 | 0.539743 | 0.539751 | 0.539759 | 0.539768 | 0.539776 | 0.539785 | 0.539793 | 0.539801 | 0.539810 | 0.539818 |
| 132.2 | 0.539826 | 0.539835 | 0.539843 | 0.539851 | 0.539860 | 0.539868 | 0.539876 | 0.539885 | 0.539893 | 0.539902 |
| 132.3 | 0.539910 | 0.539918 | 0.539927 | 0.539935 | 0.539943 | 0.539952 | 0.539960 | 0.539968 | 0.539977 | 0.539985 |
| 132.4 | 0.539993 | 0.540002 | 0.540010 | 0.540018 | 0.540027 | 0.540035 | 0.540044 | 0.540052 | 0.540060 | 0.540069 |
| 132.5 | 0.540077 | 0.540085 | 0.540094 | 0.540102 | 0.540110 | 0.540119 | 0.540127 | 0.540135 | 0.540144 | 0.540152 |
| 132.6 | 0.540160 | 0.540169 | 0.540177 | 0.540185 | 0.540194 | 0.540202 | 0.540210 | 0.540219 | 0.540227 | 0.540235 |
| 132.7 | 0.540244 | 0.540252 | 0.540260 | 0.540269 | 0.540277 | 0.540285 | 0.540294 | 0.540302 | 0.540310 | 0.540319 |
| 132.8 | 0.540327 | 0.540335 | 0.540343 | 0.540352 | 0.540360 | 0.540368 | 0.540377 | 0.540385 | 0.540393 | 0.540402 |
| 132.9 | 0.540410 | 0.540418 | 0.540427 | 0.540435 | 0.540443 | 0.540452 | 0.540460 | 0.540468 | 0.540477 | 0.540485 |
Logarithm Table for base 8501 — N = 133.00–133.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 133.0 | 0.540493 | 0.540501 | 0.540510 | 0.540518 | 0.540526 | 0.540535 | 0.540543 | 0.540551 | 0.540560 | 0.540568 |
| 133.1 | 0.540576 | 0.540585 | 0.540593 | 0.540601 | 0.540609 | 0.540618 | 0.540626 | 0.540634 | 0.540643 | 0.540651 |
| 133.2 | 0.540659 | 0.540668 | 0.540676 | 0.540684 | 0.540692 | 0.540701 | 0.540709 | 0.540717 | 0.540726 | 0.540734 |
| 133.3 | 0.540742 | 0.540750 | 0.540759 | 0.540767 | 0.540775 | 0.540784 | 0.540792 | 0.540800 | 0.540808 | 0.540817 |
| 133.4 | 0.540825 | 0.540833 | 0.540842 | 0.540850 | 0.540858 | 0.540866 | 0.540875 | 0.540883 | 0.540891 | 0.540900 |
| 133.5 | 0.540908 | 0.540916 | 0.540924 | 0.540933 | 0.540941 | 0.540949 | 0.540958 | 0.540966 | 0.540974 | 0.540982 |
| 133.6 | 0.540991 | 0.540999 | 0.541007 | 0.541015 | 0.541024 | 0.541032 | 0.541040 | 0.541049 | 0.541057 | 0.541065 |
| 133.7 | 0.541073 | 0.541082 | 0.541090 | 0.541098 | 0.541106 | 0.541115 | 0.541123 | 0.541131 | 0.541139 | 0.541148 |
| 133.8 | 0.541156 | 0.541164 | 0.541172 | 0.541181 | 0.541189 | 0.541197 | 0.541206 | 0.541214 | 0.541222 | 0.541230 |
| 133.9 | 0.541239 | 0.541247 | 0.541255 | 0.541263 | 0.541272 | 0.541280 | 0.541288 | 0.541296 | 0.541305 | 0.541313 |
Logarithm Table for base 8501 — N = 134.00–134.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 134.0 | 0.541321 | 0.541329 | 0.541338 | 0.541346 | 0.541354 | 0.541362 | 0.541371 | 0.541379 | 0.541387 | 0.541395 |
| 134.1 | 0.541403 | 0.541412 | 0.541420 | 0.541428 | 0.541436 | 0.541445 | 0.541453 | 0.541461 | 0.541469 | 0.541478 |
| 134.2 | 0.541486 | 0.541494 | 0.541502 | 0.541511 | 0.541519 | 0.541527 | 0.541535 | 0.541544 | 0.541552 | 0.541560 |
| 134.3 | 0.541568 | 0.541576 | 0.541585 | 0.541593 | 0.541601 | 0.541609 | 0.541618 | 0.541626 | 0.541634 | 0.541642 |
| 134.4 | 0.541650 | 0.541659 | 0.541667 | 0.541675 | 0.541683 | 0.541692 | 0.541700 | 0.541708 | 0.541716 | 0.541724 |
| 134.5 | 0.541733 | 0.541741 | 0.541749 | 0.541757 | 0.541766 | 0.541774 | 0.541782 | 0.541790 | 0.541798 | 0.541807 |
| 134.6 | 0.541815 | 0.541823 | 0.541831 | 0.541839 | 0.541848 | 0.541856 | 0.541864 | 0.541872 | 0.541880 | 0.541889 |
| 134.7 | 0.541897 | 0.541905 | 0.541913 | 0.541922 | 0.541930 | 0.541938 | 0.541946 | 0.541954 | 0.541963 | 0.541971 |
| 134.8 | 0.541979 | 0.541987 | 0.541995 | 0.542004 | 0.542012 | 0.542020 | 0.542028 | 0.542036 | 0.542044 | 0.542053 |
| 134.9 | 0.542061 | 0.542069 | 0.542077 | 0.542085 | 0.542094 | 0.542102 | 0.542110 | 0.542118 | 0.542126 | 0.542135 |
Logarithm Table for base 8501 — N = 135.00–135.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 135.0 | 0.542143 | 0.542151 | 0.542159 | 0.542167 | 0.542176 | 0.542184 | 0.542192 | 0.542200 | 0.542208 | 0.542216 |
| 135.1 | 0.542225 | 0.542233 | 0.542241 | 0.542249 | 0.542257 | 0.542266 | 0.542274 | 0.542282 | 0.542290 | 0.542298 |
| 135.2 | 0.542306 | 0.542315 | 0.542323 | 0.542331 | 0.542339 | 0.542347 | 0.542355 | 0.542364 | 0.542372 | 0.542380 |
| 135.3 | 0.542388 | 0.542396 | 0.542404 | 0.542413 | 0.542421 | 0.542429 | 0.542437 | 0.542445 | 0.542453 | 0.542462 |
| 135.4 | 0.542470 | 0.542478 | 0.542486 | 0.542494 | 0.542502 | 0.542511 | 0.542519 | 0.542527 | 0.542535 | 0.542543 |
| 135.5 | 0.542551 | 0.542560 | 0.542568 | 0.542576 | 0.542584 | 0.542592 | 0.542600 | 0.542608 | 0.542617 | 0.542625 |
| 135.6 | 0.542633 | 0.542641 | 0.542649 | 0.542657 | 0.542665 | 0.542674 | 0.542682 | 0.542690 | 0.542698 | 0.542706 |
| 135.7 | 0.542714 | 0.542723 | 0.542731 | 0.542739 | 0.542747 | 0.542755 | 0.542763 | 0.542771 | 0.542780 | 0.542788 |
| 135.8 | 0.542796 | 0.542804 | 0.542812 | 0.542820 | 0.542828 | 0.542836 | 0.542845 | 0.542853 | 0.542861 | 0.542869 |
| 135.9 | 0.542877 | 0.542885 | 0.542893 | 0.542902 | 0.542910 | 0.542918 | 0.542926 | 0.542934 | 0.542942 | 0.542950 |
Logarithm Table for base 8501 — N = 136.00–136.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 136.0 | 0.542958 | 0.542967 | 0.542975 | 0.542983 | 0.542991 | 0.542999 | 0.543007 | 0.543015 | 0.543023 | 0.543032 |
| 136.1 | 0.543040 | 0.543048 | 0.543056 | 0.543064 | 0.543072 | 0.543080 | 0.543088 | 0.543097 | 0.543105 | 0.543113 |
| 136.2 | 0.543121 | 0.543129 | 0.543137 | 0.543145 | 0.543153 | 0.543161 | 0.543170 | 0.543178 | 0.543186 | 0.543194 |
| 136.3 | 0.543202 | 0.543210 | 0.543218 | 0.543226 | 0.543234 | 0.543243 | 0.543251 | 0.543259 | 0.543267 | 0.543275 |
| 136.4 | 0.543283 | 0.543291 | 0.543299 | 0.543307 | 0.543315 | 0.543324 | 0.543332 | 0.543340 | 0.543348 | 0.543356 |
| 136.5 | 0.543364 | 0.543372 | 0.543380 | 0.543388 | 0.543396 | 0.543405 | 0.543413 | 0.543421 | 0.543429 | 0.543437 |
| 136.6 | 0.543445 | 0.543453 | 0.543461 | 0.543469 | 0.543477 | 0.543485 | 0.543494 | 0.543502 | 0.543510 | 0.543518 |
| 136.7 | 0.543526 | 0.543534 | 0.543542 | 0.543550 | 0.543558 | 0.543566 | 0.543574 | 0.543582 | 0.543591 | 0.543599 |
| 136.8 | 0.543607 | 0.543615 | 0.543623 | 0.543631 | 0.543639 | 0.543647 | 0.543655 | 0.543663 | 0.543671 | 0.543679 |
| 136.9 | 0.543687 | 0.543696 | 0.543704 | 0.543712 | 0.543720 | 0.543728 | 0.543736 | 0.543744 | 0.543752 | 0.543760 |
Logarithm Table for base 8501 — N = 137.00–137.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 137.0 | 0.543768 | 0.543776 | 0.543784 | 0.543792 | 0.543800 | 0.543808 | 0.543817 | 0.543825 | 0.543833 | 0.543841 |
| 137.1 | 0.543849 | 0.543857 | 0.543865 | 0.543873 | 0.543881 | 0.543889 | 0.543897 | 0.543905 | 0.543913 | 0.543921 |
| 137.2 | 0.543929 | 0.543937 | 0.543945 | 0.543954 | 0.543962 | 0.543970 | 0.543978 | 0.543986 | 0.543994 | 0.544002 |
| 137.3 | 0.544010 | 0.544018 | 0.544026 | 0.544034 | 0.544042 | 0.544050 | 0.544058 | 0.544066 | 0.544074 | 0.544082 |
| 137.4 | 0.544090 | 0.544098 | 0.544106 | 0.544114 | 0.544123 | 0.544131 | 0.544139 | 0.544147 | 0.544155 | 0.544163 |
| 137.5 | 0.544171 | 0.544179 | 0.544187 | 0.544195 | 0.544203 | 0.544211 | 0.544219 | 0.544227 | 0.544235 | 0.544243 |
| 137.6 | 0.544251 | 0.544259 | 0.544267 | 0.544275 | 0.544283 | 0.544291 | 0.544299 | 0.544307 | 0.544315 | 0.544323 |
| 137.7 | 0.544331 | 0.544339 | 0.544347 | 0.544355 | 0.544364 | 0.544372 | 0.544380 | 0.544388 | 0.544396 | 0.544404 |
| 137.8 | 0.544412 | 0.544420 | 0.544428 | 0.544436 | 0.544444 | 0.544452 | 0.544460 | 0.544468 | 0.544476 | 0.544484 |
| 137.9 | 0.544492 | 0.544500 | 0.544508 | 0.544516 | 0.544524 | 0.544532 | 0.544540 | 0.544548 | 0.544556 | 0.544564 |
Logarithm Table for base 8501 — N = 138.00–138.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 138.0 | 0.544572 | 0.544580 | 0.544588 | 0.544596 | 0.544604 | 0.544612 | 0.544620 | 0.544628 | 0.544636 | 0.544644 |
| 138.1 | 0.544652 | 0.544660 | 0.544668 | 0.544676 | 0.544684 | 0.544692 | 0.544700 | 0.544708 | 0.544716 | 0.544724 |
| 138.2 | 0.544732 | 0.544740 | 0.544748 | 0.544756 | 0.544764 | 0.544772 | 0.544780 | 0.544788 | 0.544796 | 0.544804 |
| 138.3 | 0.544812 | 0.544820 | 0.544828 | 0.544836 | 0.544844 | 0.544852 | 0.544860 | 0.544868 | 0.544876 | 0.544884 |
| 138.4 | 0.544892 | 0.544900 | 0.544908 | 0.544916 | 0.544924 | 0.544932 | 0.544940 | 0.544948 | 0.544956 | 0.544964 |
| 138.5 | 0.544972 | 0.544980 | 0.544988 | 0.544996 | 0.545004 | 0.545012 | 0.545020 | 0.545027 | 0.545035 | 0.545043 |
| 138.6 | 0.545051 | 0.545059 | 0.545067 | 0.545075 | 0.545083 | 0.545091 | 0.545099 | 0.545107 | 0.545115 | 0.545123 |
| 138.7 | 0.545131 | 0.545139 | 0.545147 | 0.545155 | 0.545163 | 0.545171 | 0.545179 | 0.545187 | 0.545195 | 0.545203 |
| 138.8 | 0.545211 | 0.545219 | 0.545227 | 0.545235 | 0.545243 | 0.545251 | 0.545259 | 0.545267 | 0.545274 | 0.545282 |
| 138.9 | 0.545290 | 0.545298 | 0.545306 | 0.545314 | 0.545322 | 0.545330 | 0.545338 | 0.545346 | 0.545354 | 0.545362 |
Logarithm Table for base 8501 — N = 139.00–139.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 139.0 | 0.545370 | 0.545378 | 0.545386 | 0.545394 | 0.545402 | 0.545410 | 0.545418 | 0.545426 | 0.545434 | 0.545441 |
| 139.1 | 0.545449 | 0.545457 | 0.545465 | 0.545473 | 0.545481 | 0.545489 | 0.545497 | 0.545505 | 0.545513 | 0.545521 |
| 139.2 | 0.545529 | 0.545537 | 0.545545 | 0.545553 | 0.545561 | 0.545569 | 0.545576 | 0.545584 | 0.545592 | 0.545600 |
| 139.3 | 0.545608 | 0.545616 | 0.545624 | 0.545632 | 0.545640 | 0.545648 | 0.545656 | 0.545664 | 0.545672 | 0.545680 |
| 139.4 | 0.545688 | 0.545695 | 0.545703 | 0.545711 | 0.545719 | 0.545727 | 0.545735 | 0.545743 | 0.545751 | 0.545759 |
| 139.5 | 0.545767 | 0.545775 | 0.545783 | 0.545791 | 0.545798 | 0.545806 | 0.545814 | 0.545822 | 0.545830 | 0.545838 |
| 139.6 | 0.545846 | 0.545854 | 0.545862 | 0.545870 | 0.545878 | 0.545886 | 0.545893 | 0.545901 | 0.545909 | 0.545917 |
| 139.7 | 0.545925 | 0.545933 | 0.545941 | 0.545949 | 0.545957 | 0.545965 | 0.545973 | 0.545980 | 0.545988 | 0.545996 |
| 139.8 | 0.546004 | 0.546012 | 0.546020 | 0.546028 | 0.546036 | 0.546044 | 0.546052 | 0.546060 | 0.546067 | 0.546075 |
| 139.9 | 0.546083 | 0.546091 | 0.546099 | 0.546107 | 0.546115 | 0.546123 | 0.546131 | 0.546139 | 0.546146 | 0.546154 |
Logarithm Table for base 8501 — N = 140.00–140.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 140.0 | 0.546162 | 0.546170 | 0.546178 | 0.546186 | 0.546194 | 0.546202 | 0.546210 | 0.546217 | 0.546225 | 0.546233 |
| 140.1 | 0.546241 | 0.546249 | 0.546257 | 0.546265 | 0.546273 | 0.546281 | 0.546288 | 0.546296 | 0.546304 | 0.546312 |
| 140.2 | 0.546320 | 0.546328 | 0.546336 | 0.546344 | 0.546352 | 0.546359 | 0.546367 | 0.546375 | 0.546383 | 0.546391 |
| 140.3 | 0.546399 | 0.546407 | 0.546415 | 0.546422 | 0.546430 | 0.546438 | 0.546446 | 0.546454 | 0.546462 | 0.546470 |
| 140.4 | 0.546478 | 0.546485 | 0.546493 | 0.546501 | 0.546509 | 0.546517 | 0.546525 | 0.546533 | 0.546540 | 0.546548 |
| 140.5 | 0.546556 | 0.546564 | 0.546572 | 0.546580 | 0.546588 | 0.546596 | 0.546603 | 0.546611 | 0.546619 | 0.546627 |
| 140.6 | 0.546635 | 0.546643 | 0.546651 | 0.546658 | 0.546666 | 0.546674 | 0.546682 | 0.546690 | 0.546698 | 0.546706 |
| 140.7 | 0.546713 | 0.546721 | 0.546729 | 0.546737 | 0.546745 | 0.546753 | 0.546761 | 0.546768 | 0.546776 | 0.546784 |
| 140.8 | 0.546792 | 0.546800 | 0.546808 | 0.546816 | 0.546823 | 0.546831 | 0.546839 | 0.546847 | 0.546855 | 0.546863 |
| 140.9 | 0.546870 | 0.546878 | 0.546886 | 0.546894 | 0.546902 | 0.546910 | 0.546917 | 0.546925 | 0.546933 | 0.546941 |
Logarithm Table for base 8501 — N = 141.00–141.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 141.0 | 0.546949 | 0.546957 | 0.546965 | 0.546972 | 0.546980 | 0.546988 | 0.546996 | 0.547004 | 0.547012 | 0.547019 |
| 141.1 | 0.547027 | 0.547035 | 0.547043 | 0.547051 | 0.547059 | 0.547066 | 0.547074 | 0.547082 | 0.547090 | 0.547098 |
| 141.2 | 0.547106 | 0.547113 | 0.547121 | 0.547129 | 0.547137 | 0.547145 | 0.547152 | 0.547160 | 0.547168 | 0.547176 |
| 141.3 | 0.547184 | 0.547192 | 0.547199 | 0.547207 | 0.547215 | 0.547223 | 0.547231 | 0.547238 | 0.547246 | 0.547254 |
| 141.4 | 0.547262 | 0.547270 | 0.547278 | 0.547285 | 0.547293 | 0.547301 | 0.547309 | 0.547317 | 0.547324 | 0.547332 |
| 141.5 | 0.547340 | 0.547348 | 0.547356 | 0.547364 | 0.547371 | 0.547379 | 0.547387 | 0.547395 | 0.547403 | 0.547410 |
| 141.6 | 0.547418 | 0.547426 | 0.547434 | 0.547442 | 0.547449 | 0.547457 | 0.547465 | 0.547473 | 0.547481 | 0.547488 |
| 141.7 | 0.547496 | 0.547504 | 0.547512 | 0.547520 | 0.547527 | 0.547535 | 0.547543 | 0.547551 | 0.547559 | 0.547566 |
| 141.8 | 0.547574 | 0.547582 | 0.547590 | 0.547598 | 0.547605 | 0.547613 | 0.547621 | 0.547629 | 0.547636 | 0.547644 |
| 141.9 | 0.547652 | 0.547660 | 0.547668 | 0.547675 | 0.547683 | 0.547691 | 0.547699 | 0.547707 | 0.547714 | 0.547722 |
Logarithm Table for base 8501 — N = 142.00–142.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 142.0 | 0.547730 | 0.547738 | 0.547745 | 0.547753 | 0.547761 | 0.547769 | 0.547777 | 0.547784 | 0.547792 | 0.547800 |
| 142.1 | 0.547808 | 0.547816 | 0.547823 | 0.547831 | 0.547839 | 0.547847 | 0.547854 | 0.547862 | 0.547870 | 0.547878 |
| 142.2 | 0.547885 | 0.547893 | 0.547901 | 0.547909 | 0.547917 | 0.547924 | 0.547932 | 0.547940 | 0.547948 | 0.547955 |
| 142.3 | 0.547963 | 0.547971 | 0.547979 | 0.547986 | 0.547994 | 0.548002 | 0.548010 | 0.548018 | 0.548025 | 0.548033 |
| 142.4 | 0.548041 | 0.548049 | 0.548056 | 0.548064 | 0.548072 | 0.548080 | 0.548087 | 0.548095 | 0.548103 | 0.548111 |
| 142.5 | 0.548118 | 0.548126 | 0.548134 | 0.548142 | 0.548149 | 0.548157 | 0.548165 | 0.548173 | 0.548180 | 0.548188 |
| 142.6 | 0.548196 | 0.548204 | 0.548211 | 0.548219 | 0.548227 | 0.548235 | 0.548242 | 0.548250 | 0.548258 | 0.548266 |
| 142.7 | 0.548273 | 0.548281 | 0.548289 | 0.548297 | 0.548304 | 0.548312 | 0.548320 | 0.548328 | 0.548335 | 0.548343 |
| 142.8 | 0.548351 | 0.548359 | 0.548366 | 0.548374 | 0.548382 | 0.548390 | 0.548397 | 0.548405 | 0.548413 | 0.548420 |
| 142.9 | 0.548428 | 0.548436 | 0.548444 | 0.548451 | 0.548459 | 0.548467 | 0.548475 | 0.548482 | 0.548490 | 0.548498 |
Logarithm Table for base 8501 — N = 143.00–143.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 143.0 | 0.548506 | 0.548513 | 0.548521 | 0.548529 | 0.548536 | 0.548544 | 0.548552 | 0.548560 | 0.548567 | 0.548575 |
| 143.1 | 0.548583 | 0.548591 | 0.548598 | 0.548606 | 0.548614 | 0.548621 | 0.548629 | 0.548637 | 0.548645 | 0.548652 |
| 143.2 | 0.548660 | 0.548668 | 0.548675 | 0.548683 | 0.548691 | 0.548699 | 0.548706 | 0.548714 | 0.548722 | 0.548729 |
| 143.3 | 0.548737 | 0.548745 | 0.548753 | 0.548760 | 0.548768 | 0.548776 | 0.548783 | 0.548791 | 0.548799 | 0.548807 |
| 143.4 | 0.548814 | 0.548822 | 0.548830 | 0.548837 | 0.548845 | 0.548853 | 0.548860 | 0.548868 | 0.548876 | 0.548884 |
| 143.5 | 0.548891 | 0.548899 | 0.548907 | 0.548914 | 0.548922 | 0.548930 | 0.548938 | 0.548945 | 0.548953 | 0.548961 |
| 143.6 | 0.548968 | 0.548976 | 0.548984 | 0.548991 | 0.548999 | 0.549007 | 0.549014 | 0.549022 | 0.549030 | 0.549038 |
| 143.7 | 0.549045 | 0.549053 | 0.549061 | 0.549068 | 0.549076 | 0.549084 | 0.549091 | 0.549099 | 0.549107 | 0.549114 |
| 143.8 | 0.549122 | 0.549130 | 0.549137 | 0.549145 | 0.549153 | 0.549161 | 0.549168 | 0.549176 | 0.549184 | 0.549191 |
| 143.9 | 0.549199 | 0.549207 | 0.549214 | 0.549222 | 0.549230 | 0.549237 | 0.549245 | 0.549253 | 0.549260 | 0.549268 |
Logarithm Table for base 8501 — N = 144.00–144.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 144.0 | 0.549276 | 0.549283 | 0.549291 | 0.549299 | 0.549306 | 0.549314 | 0.549322 | 0.549329 | 0.549337 | 0.549345 |
| 144.1 | 0.549352 | 0.549360 | 0.549368 | 0.549375 | 0.549383 | 0.549391 | 0.549398 | 0.549406 | 0.549414 | 0.549421 |
| 144.2 | 0.549429 | 0.549437 | 0.549444 | 0.549452 | 0.549460 | 0.549467 | 0.549475 | 0.549483 | 0.549490 | 0.549498 |
| 144.3 | 0.549506 | 0.549513 | 0.549521 | 0.549529 | 0.549536 | 0.549544 | 0.549552 | 0.549559 | 0.549567 | 0.549575 |
| 144.4 | 0.549582 | 0.549590 | 0.549598 | 0.549605 | 0.549613 | 0.549621 | 0.549628 | 0.549636 | 0.549644 | 0.549651 |
| 144.5 | 0.549659 | 0.549666 | 0.549674 | 0.549682 | 0.549689 | 0.549697 | 0.549705 | 0.549712 | 0.549720 | 0.549728 |
| 144.6 | 0.549735 | 0.549743 | 0.549751 | 0.549758 | 0.549766 | 0.549773 | 0.549781 | 0.549789 | 0.549796 | 0.549804 |
| 144.7 | 0.549812 | 0.549819 | 0.549827 | 0.549835 | 0.549842 | 0.549850 | 0.549858 | 0.549865 | 0.549873 | 0.549880 |
| 144.8 | 0.549888 | 0.549896 | 0.549903 | 0.549911 | 0.549919 | 0.549926 | 0.549934 | 0.549941 | 0.549949 | 0.549957 |
| 144.9 | 0.549964 | 0.549972 | 0.549980 | 0.549987 | 0.549995 | 0.550002 | 0.550010 | 0.550018 | 0.550025 | 0.550033 |
Logarithm Table for base 8501 — N = 145.00–145.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 145.0 | 0.550041 | 0.550048 | 0.550056 | 0.550063 | 0.550071 | 0.550079 | 0.550086 | 0.550094 | 0.550102 | 0.550109 |
| 145.1 | 0.550117 | 0.550124 | 0.550132 | 0.550140 | 0.550147 | 0.550155 | 0.550162 | 0.550170 | 0.550178 | 0.550185 |
| 145.2 | 0.550193 | 0.550201 | 0.550208 | 0.550216 | 0.550223 | 0.550231 | 0.550239 | 0.550246 | 0.550254 | 0.550261 |
| 145.3 | 0.550269 | 0.550277 | 0.550284 | 0.550292 | 0.550299 | 0.550307 | 0.550315 | 0.550322 | 0.550330 | 0.550337 |
| 145.4 | 0.550345 | 0.550353 | 0.550360 | 0.550368 | 0.550375 | 0.550383 | 0.550391 | 0.550398 | 0.550406 | 0.550413 |
| 145.5 | 0.550421 | 0.550429 | 0.550436 | 0.550444 | 0.550451 | 0.550459 | 0.550467 | 0.550474 | 0.550482 | 0.550489 |
| 145.6 | 0.550497 | 0.550505 | 0.550512 | 0.550520 | 0.550527 | 0.550535 | 0.550543 | 0.550550 | 0.550558 | 0.550565 |
| 145.7 | 0.550573 | 0.550580 | 0.550588 | 0.550596 | 0.550603 | 0.550611 | 0.550618 | 0.550626 | 0.550634 | 0.550641 |
| 145.8 | 0.550649 | 0.550656 | 0.550664 | 0.550671 | 0.550679 | 0.550687 | 0.550694 | 0.550702 | 0.550709 | 0.550717 |
| 145.9 | 0.550724 | 0.550732 | 0.550740 | 0.550747 | 0.550755 | 0.550762 | 0.550770 | 0.550777 | 0.550785 | 0.550793 |
Logarithm Table for base 8501 — N = 146.00–146.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 146.0 | 0.550800 | 0.550808 | 0.550815 | 0.550823 | 0.550830 | 0.550838 | 0.550846 | 0.550853 | 0.550861 | 0.550868 |
| 146.1 | 0.550876 | 0.550883 | 0.550891 | 0.550899 | 0.550906 | 0.550914 | 0.550921 | 0.550929 | 0.550936 | 0.550944 |
| 146.2 | 0.550951 | 0.550959 | 0.550967 | 0.550974 | 0.550982 | 0.550989 | 0.550997 | 0.551004 | 0.551012 | 0.551020 |
| 146.3 | 0.551027 | 0.551035 | 0.551042 | 0.551050 | 0.551057 | 0.551065 | 0.551072 | 0.551080 | 0.551087 | 0.551095 |
| 146.4 | 0.551103 | 0.551110 | 0.551118 | 0.551125 | 0.551133 | 0.551140 | 0.551148 | 0.551155 | 0.551163 | 0.551171 |
| 146.5 | 0.551178 | 0.551186 | 0.551193 | 0.551201 | 0.551208 | 0.551216 | 0.551223 | 0.551231 | 0.551238 | 0.551246 |
| 146.6 | 0.551253 | 0.551261 | 0.551269 | 0.551276 | 0.551284 | 0.551291 | 0.551299 | 0.551306 | 0.551314 | 0.551321 |
| 146.7 | 0.551329 | 0.551336 | 0.551344 | 0.551351 | 0.551359 | 0.551366 | 0.551374 | 0.551382 | 0.551389 | 0.551397 |
| 146.8 | 0.551404 | 0.551412 | 0.551419 | 0.551427 | 0.551434 | 0.551442 | 0.551449 | 0.551457 | 0.551464 | 0.551472 |
| 146.9 | 0.551479 | 0.551487 | 0.551494 | 0.551502 | 0.551509 | 0.551517 | 0.551525 | 0.551532 | 0.551540 | 0.551547 |
Logarithm Table for base 8501 — N = 147.00–147.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 147.0 | 0.551555 | 0.551562 | 0.551570 | 0.551577 | 0.551585 | 0.551592 | 0.551600 | 0.551607 | 0.551615 | 0.551622 |
| 147.1 | 0.551630 | 0.551637 | 0.551645 | 0.551652 | 0.551660 | 0.551667 | 0.551675 | 0.551682 | 0.551690 | 0.551697 |
| 147.2 | 0.551705 | 0.551712 | 0.551720 | 0.551727 | 0.551735 | 0.551742 | 0.551750 | 0.551757 | 0.551765 | 0.551772 |
| 147.3 | 0.551780 | 0.551787 | 0.551795 | 0.551802 | 0.551810 | 0.551817 | 0.551825 | 0.551832 | 0.551840 | 0.551847 |
| 147.4 | 0.551855 | 0.551862 | 0.551870 | 0.551877 | 0.551885 | 0.551892 | 0.551900 | 0.551907 | 0.551915 | 0.551922 |
| 147.5 | 0.551930 | 0.551937 | 0.551945 | 0.551952 | 0.551960 | 0.551967 | 0.551975 | 0.551982 | 0.551990 | 0.551997 |
| 147.6 | 0.552005 | 0.552012 | 0.552020 | 0.552027 | 0.552035 | 0.552042 | 0.552050 | 0.552057 | 0.552065 | 0.552072 |
| 147.7 | 0.552080 | 0.552087 | 0.552095 | 0.552102 | 0.552110 | 0.552117 | 0.552125 | 0.552132 | 0.552140 | 0.552147 |
| 147.8 | 0.552154 | 0.552162 | 0.552169 | 0.552177 | 0.552184 | 0.552192 | 0.552199 | 0.552207 | 0.552214 | 0.552222 |
| 147.9 | 0.552229 | 0.552237 | 0.552244 | 0.552252 | 0.552259 | 0.552267 | 0.552274 | 0.552282 | 0.552289 | 0.552296 |
Logarithm Table for base 8501 — N = 148.00–148.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 148.0 | 0.552304 | 0.552311 | 0.552319 | 0.552326 | 0.552334 | 0.552341 | 0.552349 | 0.552356 | 0.552364 | 0.552371 |
| 148.1 | 0.552379 | 0.552386 | 0.552394 | 0.552401 | 0.552408 | 0.552416 | 0.552423 | 0.552431 | 0.552438 | 0.552446 |
| 148.2 | 0.552453 | 0.552461 | 0.552468 | 0.552476 | 0.552483 | 0.552490 | 0.552498 | 0.552505 | 0.552513 | 0.552520 |
| 148.3 | 0.552528 | 0.552535 | 0.552543 | 0.552550 | 0.552558 | 0.552565 | 0.552572 | 0.552580 | 0.552587 | 0.552595 |
| 148.4 | 0.552602 | 0.552610 | 0.552617 | 0.552625 | 0.552632 | 0.552639 | 0.552647 | 0.552654 | 0.552662 | 0.552669 |
| 148.5 | 0.552677 | 0.552684 | 0.552692 | 0.552699 | 0.552706 | 0.552714 | 0.552721 | 0.552729 | 0.552736 | 0.552744 |
| 148.6 | 0.552751 | 0.552759 | 0.552766 | 0.552773 | 0.552781 | 0.552788 | 0.552796 | 0.552803 | 0.552811 | 0.552818 |
| 148.7 | 0.552825 | 0.552833 | 0.552840 | 0.552848 | 0.552855 | 0.552863 | 0.552870 | 0.552877 | 0.552885 | 0.552892 |
| 148.8 | 0.552900 | 0.552907 | 0.552915 | 0.552922 | 0.552929 | 0.552937 | 0.552944 | 0.552952 | 0.552959 | 0.552967 |
| 148.9 | 0.552974 | 0.552981 | 0.552989 | 0.552996 | 0.553004 | 0.553011 | 0.553019 | 0.553026 | 0.553033 | 0.553041 |
Logarithm Table for base 8501 — N = 149.00–149.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 149.0 | 0.553048 | 0.553056 | 0.553063 | 0.553070 | 0.553078 | 0.553085 | 0.553093 | 0.553100 | 0.553108 | 0.553115 |
| 149.1 | 0.553122 | 0.553130 | 0.553137 | 0.553145 | 0.553152 | 0.553159 | 0.553167 | 0.553174 | 0.553182 | 0.553189 |
| 149.2 | 0.553196 | 0.553204 | 0.553211 | 0.553219 | 0.553226 | 0.553233 | 0.553241 | 0.553248 | 0.553256 | 0.553263 |
| 149.3 | 0.553270 | 0.553278 | 0.553285 | 0.553293 | 0.553300 | 0.553307 | 0.553315 | 0.553322 | 0.553330 | 0.553337 |
| 149.4 | 0.553344 | 0.553352 | 0.553359 | 0.553367 | 0.553374 | 0.553381 | 0.553389 | 0.553396 | 0.553404 | 0.553411 |
| 149.5 | 0.553418 | 0.553426 | 0.553433 | 0.553441 | 0.553448 | 0.553455 | 0.553463 | 0.553470 | 0.553478 | 0.553485 |
| 149.6 | 0.553492 | 0.553500 | 0.553507 | 0.553515 | 0.553522 | 0.553529 | 0.553537 | 0.553544 | 0.553551 | 0.553559 |
| 149.7 | 0.553566 | 0.553574 | 0.553581 | 0.553588 | 0.553596 | 0.553603 | 0.553610 | 0.553618 | 0.553625 | 0.553633 |
| 149.8 | 0.553640 | 0.553647 | 0.553655 | 0.553662 | 0.553670 | 0.553677 | 0.553684 | 0.553692 | 0.553699 | 0.553706 |
| 149.9 | 0.553714 | 0.553721 | 0.553729 | 0.553736 | 0.553743 | 0.553751 | 0.553758 | 0.553765 | 0.553773 | 0.553780 |
Logarithm Table for base 8501 — N = 150.00–150.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 150.0 | 0.553787 | 0.553795 | 0.553802 | 0.553810 | 0.553817 | 0.553824 | 0.553832 | 0.553839 | 0.553846 | 0.553854 |
| 150.1 | 0.553861 | 0.553868 | 0.553876 | 0.553883 | 0.553891 | 0.553898 | 0.553905 | 0.553913 | 0.553920 | 0.553927 |
| 150.2 | 0.553935 | 0.553942 | 0.553949 | 0.553957 | 0.553964 | 0.553972 | 0.553979 | 0.553986 | 0.553994 | 0.554001 |
| 150.3 | 0.554008 | 0.554016 | 0.554023 | 0.554030 | 0.554038 | 0.554045 | 0.554052 | 0.554060 | 0.554067 | 0.554074 |
| 150.4 | 0.554082 | 0.554089 | 0.554097 | 0.554104 | 0.554111 | 0.554119 | 0.554126 | 0.554133 | 0.554141 | 0.554148 |
| 150.5 | 0.554155 | 0.554163 | 0.554170 | 0.554177 | 0.554185 | 0.554192 | 0.554199 | 0.554207 | 0.554214 | 0.554221 |
| 150.6 | 0.554229 | 0.554236 | 0.554243 | 0.554251 | 0.554258 | 0.554265 | 0.554273 | 0.554280 | 0.554287 | 0.554295 |
| 150.7 | 0.554302 | 0.554309 | 0.554317 | 0.554324 | 0.554331 | 0.554339 | 0.554346 | 0.554353 | 0.554361 | 0.554368 |
| 150.8 | 0.554375 | 0.554383 | 0.554390 | 0.554397 | 0.554405 | 0.554412 | 0.554419 | 0.554427 | 0.554434 | 0.554441 |
| 150.9 | 0.554449 | 0.554456 | 0.554463 | 0.554471 | 0.554478 | 0.554485 | 0.554493 | 0.554500 | 0.554507 | 0.554515 |
Logarithm Table for base 8501 — N = 151.00–151.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 151.0 | 0.554522 | 0.554529 | 0.554536 | 0.554544 | 0.554551 | 0.554558 | 0.554566 | 0.554573 | 0.554580 | 0.554588 |
| 151.1 | 0.554595 | 0.554602 | 0.554610 | 0.554617 | 0.554624 | 0.554632 | 0.554639 | 0.554646 | 0.554654 | 0.554661 |
| 151.2 | 0.554668 | 0.554675 | 0.554683 | 0.554690 | 0.554697 | 0.554705 | 0.554712 | 0.554719 | 0.554727 | 0.554734 |
| 151.3 | 0.554741 | 0.554749 | 0.554756 | 0.554763 | 0.554770 | 0.554778 | 0.554785 | 0.554792 | 0.554800 | 0.554807 |
| 151.4 | 0.554814 | 0.554822 | 0.554829 | 0.554836 | 0.554843 | 0.554851 | 0.554858 | 0.554865 | 0.554873 | 0.554880 |
| 151.5 | 0.554887 | 0.554894 | 0.554902 | 0.554909 | 0.554916 | 0.554924 | 0.554931 | 0.554938 | 0.554946 | 0.554953 |
| 151.6 | 0.554960 | 0.554967 | 0.554975 | 0.554982 | 0.554989 | 0.554997 | 0.555004 | 0.555011 | 0.555018 | 0.555026 |
| 151.7 | 0.555033 | 0.555040 | 0.555048 | 0.555055 | 0.555062 | 0.555069 | 0.555077 | 0.555084 | 0.555091 | 0.555099 |
| 151.8 | 0.555106 | 0.555113 | 0.555120 | 0.555128 | 0.555135 | 0.555142 | 0.555150 | 0.555157 | 0.555164 | 0.555171 |
| 151.9 | 0.555179 | 0.555186 | 0.555193 | 0.555200 | 0.555208 | 0.555215 | 0.555222 | 0.555230 | 0.555237 | 0.555244 |
Logarithm Table for base 8501 — N = 152.00–152.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 152.0 | 0.555251 | 0.555259 | 0.555266 | 0.555273 | 0.555280 | 0.555288 | 0.555295 | 0.555302 | 0.555310 | 0.555317 |
| 152.1 | 0.555324 | 0.555331 | 0.555339 | 0.555346 | 0.555353 | 0.555360 | 0.555368 | 0.555375 | 0.555382 | 0.555389 |
| 152.2 | 0.555397 | 0.555404 | 0.555411 | 0.555418 | 0.555426 | 0.555433 | 0.555440 | 0.555448 | 0.555455 | 0.555462 |
| 152.3 | 0.555469 | 0.555477 | 0.555484 | 0.555491 | 0.555498 | 0.555506 | 0.555513 | 0.555520 | 0.555527 | 0.555535 |
| 152.4 | 0.555542 | 0.555549 | 0.555556 | 0.555564 | 0.555571 | 0.555578 | 0.555585 | 0.555593 | 0.555600 | 0.555607 |
| 152.5 | 0.555614 | 0.555622 | 0.555629 | 0.555636 | 0.555643 | 0.555651 | 0.555658 | 0.555665 | 0.555672 | 0.555680 |
| 152.6 | 0.555687 | 0.555694 | 0.555701 | 0.555709 | 0.555716 | 0.555723 | 0.555730 | 0.555737 | 0.555745 | 0.555752 |
| 152.7 | 0.555759 | 0.555766 | 0.555774 | 0.555781 | 0.555788 | 0.555795 | 0.555803 | 0.555810 | 0.555817 | 0.555824 |
| 152.8 | 0.555832 | 0.555839 | 0.555846 | 0.555853 | 0.555860 | 0.555868 | 0.555875 | 0.555882 | 0.555889 | 0.555897 |
| 152.9 | 0.555904 | 0.555911 | 0.555918 | 0.555926 | 0.555933 | 0.555940 | 0.555947 | 0.555954 | 0.555962 | 0.555969 |
Logarithm Table for base 8501 — N = 153.00–153.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 153.0 | 0.555976 | 0.555983 | 0.555991 | 0.555998 | 0.556005 | 0.556012 | 0.556019 | 0.556027 | 0.556034 | 0.556041 |
| 153.1 | 0.556048 | 0.556056 | 0.556063 | 0.556070 | 0.556077 | 0.556084 | 0.556092 | 0.556099 | 0.556106 | 0.556113 |
| 153.2 | 0.556120 | 0.556128 | 0.556135 | 0.556142 | 0.556149 | 0.556157 | 0.556164 | 0.556171 | 0.556178 | 0.556185 |
| 153.3 | 0.556193 | 0.556200 | 0.556207 | 0.556214 | 0.556221 | 0.556229 | 0.556236 | 0.556243 | 0.556250 | 0.556257 |
| 153.4 | 0.556265 | 0.556272 | 0.556279 | 0.556286 | 0.556293 | 0.556301 | 0.556308 | 0.556315 | 0.556322 | 0.556329 |
| 153.5 | 0.556337 | 0.556344 | 0.556351 | 0.556358 | 0.556365 | 0.556373 | 0.556380 | 0.556387 | 0.556394 | 0.556401 |
| 153.6 | 0.556409 | 0.556416 | 0.556423 | 0.556430 | 0.556437 | 0.556445 | 0.556452 | 0.556459 | 0.556466 | 0.556473 |
| 153.7 | 0.556481 | 0.556488 | 0.556495 | 0.556502 | 0.556509 | 0.556517 | 0.556524 | 0.556531 | 0.556538 | 0.556545 |
| 153.8 | 0.556552 | 0.556560 | 0.556567 | 0.556574 | 0.556581 | 0.556588 | 0.556596 | 0.556603 | 0.556610 | 0.556617 |
| 153.9 | 0.556624 | 0.556632 | 0.556639 | 0.556646 | 0.556653 | 0.556660 | 0.556667 | 0.556675 | 0.556682 | 0.556689 |
Logarithm Table for base 8501 — N = 154.00–154.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 154.0 | 0.556696 | 0.556703 | 0.556710 | 0.556718 | 0.556725 | 0.556732 | 0.556739 | 0.556746 | 0.556754 | 0.556761 |
| 154.1 | 0.556768 | 0.556775 | 0.556782 | 0.556789 | 0.556797 | 0.556804 | 0.556811 | 0.556818 | 0.556825 | 0.556832 |
| 154.2 | 0.556840 | 0.556847 | 0.556854 | 0.556861 | 0.556868 | 0.556875 | 0.556883 | 0.556890 | 0.556897 | 0.556904 |
| 154.3 | 0.556911 | 0.556918 | 0.556926 | 0.556933 | 0.556940 | 0.556947 | 0.556954 | 0.556961 | 0.556969 | 0.556976 |
| 154.4 | 0.556983 | 0.556990 | 0.556997 | 0.557004 | 0.557011 | 0.557019 | 0.557026 | 0.557033 | 0.557040 | 0.557047 |
| 154.5 | 0.557054 | 0.557062 | 0.557069 | 0.557076 | 0.557083 | 0.557090 | 0.557097 | 0.557104 | 0.557112 | 0.557119 |
| 154.6 | 0.557126 | 0.557133 | 0.557140 | 0.557147 | 0.557154 | 0.557162 | 0.557169 | 0.557176 | 0.557183 | 0.557190 |
| 154.7 | 0.557197 | 0.557205 | 0.557212 | 0.557219 | 0.557226 | 0.557233 | 0.557240 | 0.557247 | 0.557254 | 0.557262 |
| 154.8 | 0.557269 | 0.557276 | 0.557283 | 0.557290 | 0.557297 | 0.557304 | 0.557312 | 0.557319 | 0.557326 | 0.557333 |
| 154.9 | 0.557340 | 0.557347 | 0.557354 | 0.557362 | 0.557369 | 0.557376 | 0.557383 | 0.557390 | 0.557397 | 0.557404 |
Logarithm Table for base 8501 — N = 155.00–155.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 155.0 | 0.557411 | 0.557419 | 0.557426 | 0.557433 | 0.557440 | 0.557447 | 0.557454 | 0.557461 | 0.557469 | 0.557476 |
| 155.1 | 0.557483 | 0.557490 | 0.557497 | 0.557504 | 0.557511 | 0.557518 | 0.557526 | 0.557533 | 0.557540 | 0.557547 |
| 155.2 | 0.557554 | 0.557561 | 0.557568 | 0.557575 | 0.557582 | 0.557590 | 0.557597 | 0.557604 | 0.557611 | 0.557618 |
| 155.3 | 0.557625 | 0.557632 | 0.557639 | 0.557647 | 0.557654 | 0.557661 | 0.557668 | 0.557675 | 0.557682 | 0.557689 |
| 155.4 | 0.557696 | 0.557703 | 0.557711 | 0.557718 | 0.557725 | 0.557732 | 0.557739 | 0.557746 | 0.557753 | 0.557760 |
| 155.5 | 0.557767 | 0.557775 | 0.557782 | 0.557789 | 0.557796 | 0.557803 | 0.557810 | 0.557817 | 0.557824 | 0.557831 |
| 155.6 | 0.557838 | 0.557846 | 0.557853 | 0.557860 | 0.557867 | 0.557874 | 0.557881 | 0.557888 | 0.557895 | 0.557902 |
| 155.7 | 0.557909 | 0.557917 | 0.557924 | 0.557931 | 0.557938 | 0.557945 | 0.557952 | 0.557959 | 0.557966 | 0.557973 |
| 155.8 | 0.557980 | 0.557988 | 0.557995 | 0.558002 | 0.558009 | 0.558016 | 0.558023 | 0.558030 | 0.558037 | 0.558044 |
| 155.9 | 0.558051 | 0.558058 | 0.558066 | 0.558073 | 0.558080 | 0.558087 | 0.558094 | 0.558101 | 0.558108 | 0.558115 |
Logarithm Table for base 8501 — N = 156.00–156.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 156.0 | 0.558122 | 0.558129 | 0.558136 | 0.558143 | 0.558151 | 0.558158 | 0.558165 | 0.558172 | 0.558179 | 0.558186 |
| 156.1 | 0.558193 | 0.558200 | 0.558207 | 0.558214 | 0.558221 | 0.558228 | 0.558236 | 0.558243 | 0.558250 | 0.558257 |
| 156.2 | 0.558264 | 0.558271 | 0.558278 | 0.558285 | 0.558292 | 0.558299 | 0.558306 | 0.558313 | 0.558320 | 0.558328 |
| 156.3 | 0.558335 | 0.558342 | 0.558349 | 0.558356 | 0.558363 | 0.558370 | 0.558377 | 0.558384 | 0.558391 | 0.558398 |
| 156.4 | 0.558405 | 0.558412 | 0.558419 | 0.558426 | 0.558434 | 0.558441 | 0.558448 | 0.558455 | 0.558462 | 0.558469 |
| 156.5 | 0.558476 | 0.558483 | 0.558490 | 0.558497 | 0.558504 | 0.558511 | 0.558518 | 0.558525 | 0.558532 | 0.558539 |
| 156.6 | 0.558547 | 0.558554 | 0.558561 | 0.558568 | 0.558575 | 0.558582 | 0.558589 | 0.558596 | 0.558603 | 0.558610 |
| 156.7 | 0.558617 | 0.558624 | 0.558631 | 0.558638 | 0.558645 | 0.558652 | 0.558659 | 0.558666 | 0.558673 | 0.558681 |
| 156.8 | 0.558688 | 0.558695 | 0.558702 | 0.558709 | 0.558716 | 0.558723 | 0.558730 | 0.558737 | 0.558744 | 0.558751 |
| 156.9 | 0.558758 | 0.558765 | 0.558772 | 0.558779 | 0.558786 | 0.558793 | 0.558800 | 0.558807 | 0.558814 | 0.558821 |
Logarithm Table for base 8501 — N = 157.00–157.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 157.0 | 0.558828 | 0.558835 | 0.558843 | 0.558850 | 0.558857 | 0.558864 | 0.558871 | 0.558878 | 0.558885 | 0.558892 |
| 157.1 | 0.558899 | 0.558906 | 0.558913 | 0.558920 | 0.558927 | 0.558934 | 0.558941 | 0.558948 | 0.558955 | 0.558962 |
| 157.2 | 0.558969 | 0.558976 | 0.558983 | 0.558990 | 0.558997 | 0.559004 | 0.559011 | 0.559018 | 0.559025 | 0.559032 |
| 157.3 | 0.559039 | 0.559046 | 0.559053 | 0.559061 | 0.559068 | 0.559075 | 0.559082 | 0.559089 | 0.559096 | 0.559103 |
| 157.4 | 0.559110 | 0.559117 | 0.559124 | 0.559131 | 0.559138 | 0.559145 | 0.559152 | 0.559159 | 0.559166 | 0.559173 |
| 157.5 | 0.559180 | 0.559187 | 0.559194 | 0.559201 | 0.559208 | 0.559215 | 0.559222 | 0.559229 | 0.559236 | 0.559243 |
| 157.6 | 0.559250 | 0.559257 | 0.559264 | 0.559271 | 0.559278 | 0.559285 | 0.559292 | 0.559299 | 0.559306 | 0.559313 |
| 157.7 | 0.559320 | 0.559327 | 0.559334 | 0.559341 | 0.559348 | 0.559355 | 0.559362 | 0.559369 | 0.559376 | 0.559383 |
| 157.8 | 0.559390 | 0.559397 | 0.559404 | 0.559411 | 0.559418 | 0.559425 | 0.559432 | 0.559439 | 0.559446 | 0.559453 |
| 157.9 | 0.559460 | 0.559467 | 0.559474 | 0.559481 | 0.559488 | 0.559495 | 0.559502 | 0.559509 | 0.559516 | 0.559523 |
Logarithm Table for base 8501 — N = 158.00–158.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 158.0 | 0.559530 | 0.559537 | 0.559544 | 0.559551 | 0.559558 | 0.559565 | 0.559572 | 0.559579 | 0.559586 | 0.559593 |
| 158.1 | 0.559600 | 0.559607 | 0.559614 | 0.559621 | 0.559628 | 0.559635 | 0.559642 | 0.559649 | 0.559656 | 0.559663 |
| 158.2 | 0.559670 | 0.559677 | 0.559684 | 0.559691 | 0.559698 | 0.559705 | 0.559712 | 0.559719 | 0.559726 | 0.559733 |
| 158.3 | 0.559740 | 0.559747 | 0.559754 | 0.559761 | 0.559768 | 0.559775 | 0.559782 | 0.559789 | 0.559796 | 0.559803 |
| 158.4 | 0.559810 | 0.559817 | 0.559824 | 0.559831 | 0.559838 | 0.559845 | 0.559851 | 0.559858 | 0.559865 | 0.559872 |
| 158.5 | 0.559879 | 0.559886 | 0.559893 | 0.559900 | 0.559907 | 0.559914 | 0.559921 | 0.559928 | 0.559935 | 0.559942 |
| 158.6 | 0.559949 | 0.559956 | 0.559963 | 0.559970 | 0.559977 | 0.559984 | 0.559991 | 0.559998 | 0.560005 | 0.560012 |
| 158.7 | 0.560019 | 0.560026 | 0.560033 | 0.560040 | 0.560047 | 0.560054 | 0.560061 | 0.560067 | 0.560074 | 0.560081 |
| 158.8 | 0.560088 | 0.560095 | 0.560102 | 0.560109 | 0.560116 | 0.560123 | 0.560130 | 0.560137 | 0.560144 | 0.560151 |
| 158.9 | 0.560158 | 0.560165 | 0.560172 | 0.560179 | 0.560186 | 0.560193 | 0.560200 | 0.560207 | 0.560214 | 0.560221 |
Logarithm Table for base 8501 — N = 159.00–159.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 159.0 | 0.560227 | 0.560234 | 0.560241 | 0.560248 | 0.560255 | 0.560262 | 0.560269 | 0.560276 | 0.560283 | 0.560290 |
| 159.1 | 0.560297 | 0.560304 | 0.560311 | 0.560318 | 0.560325 | 0.560332 | 0.560339 | 0.560346 | 0.560353 | 0.560359 |
| 159.2 | 0.560366 | 0.560373 | 0.560380 | 0.560387 | 0.560394 | 0.560401 | 0.560408 | 0.560415 | 0.560422 | 0.560429 |
| 159.3 | 0.560436 | 0.560443 | 0.560450 | 0.560457 | 0.560464 | 0.560471 | 0.560477 | 0.560484 | 0.560491 | 0.560498 |
| 159.4 | 0.560505 | 0.560512 | 0.560519 | 0.560526 | 0.560533 | 0.560540 | 0.560547 | 0.560554 | 0.560561 | 0.560568 |
| 159.5 | 0.560574 | 0.560581 | 0.560588 | 0.560595 | 0.560602 | 0.560609 | 0.560616 | 0.560623 | 0.560630 | 0.560637 |
| 159.6 | 0.560644 | 0.560651 | 0.560658 | 0.560665 | 0.560671 | 0.560678 | 0.560685 | 0.560692 | 0.560699 | 0.560706 |
| 159.7 | 0.560713 | 0.560720 | 0.560727 | 0.560734 | 0.560741 | 0.560748 | 0.560755 | 0.560761 | 0.560768 | 0.560775 |
| 159.8 | 0.560782 | 0.560789 | 0.560796 | 0.560803 | 0.560810 | 0.560817 | 0.560824 | 0.560831 | 0.560837 | 0.560844 |
| 159.9 | 0.560851 | 0.560858 | 0.560865 | 0.560872 | 0.560879 | 0.560886 | 0.560893 | 0.560900 | 0.560907 | 0.560914 |
Logarithm Table for base 8501 — N = 160.00–160.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 160.0 | 0.560920 | 0.560927 | 0.560934 | 0.560941 | 0.560948 | 0.560955 | 0.560962 | 0.560969 | 0.560976 | 0.560983 |
| 160.1 | 0.560989 | 0.560996 | 0.561003 | 0.561010 | 0.561017 | 0.561024 | 0.561031 | 0.561038 | 0.561045 | 0.561052 |
| 160.2 | 0.561058 | 0.561065 | 0.561072 | 0.561079 | 0.561086 | 0.561093 | 0.561100 | 0.561107 | 0.561114 | 0.561121 |
| 160.3 | 0.561127 | 0.561134 | 0.561141 | 0.561148 | 0.561155 | 0.561162 | 0.561169 | 0.561176 | 0.561183 | 0.561189 |
| 160.4 | 0.561196 | 0.561203 | 0.561210 | 0.561217 | 0.561224 | 0.561231 | 0.561238 | 0.561245 | 0.561251 | 0.561258 |
| 160.5 | 0.561265 | 0.561272 | 0.561279 | 0.561286 | 0.561293 | 0.561300 | 0.561307 | 0.561313 | 0.561320 | 0.561327 |
| 160.6 | 0.561334 | 0.561341 | 0.561348 | 0.561355 | 0.561362 | 0.561369 | 0.561375 | 0.561382 | 0.561389 | 0.561396 |
| 160.7 | 0.561403 | 0.561410 | 0.561417 | 0.561424 | 0.561430 | 0.561437 | 0.561444 | 0.561451 | 0.561458 | 0.561465 |
| 160.8 | 0.561472 | 0.561479 | 0.561485 | 0.561492 | 0.561499 | 0.561506 | 0.561513 | 0.561520 | 0.561527 | 0.561534 |
| 160.9 | 0.561540 | 0.561547 | 0.561554 | 0.561561 | 0.561568 | 0.561575 | 0.561582 | 0.561588 | 0.561595 | 0.561602 |
Logarithm Table for base 8501 — N = 161.00–161.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 161.0 | 0.561609 | 0.561616 | 0.561623 | 0.561630 | 0.561636 | 0.561643 | 0.561650 | 0.561657 | 0.561664 | 0.561671 |
| 161.1 | 0.561678 | 0.561685 | 0.561691 | 0.561698 | 0.561705 | 0.561712 | 0.561719 | 0.561726 | 0.561733 | 0.561739 |
| 161.2 | 0.561746 | 0.561753 | 0.561760 | 0.561767 | 0.561774 | 0.561781 | 0.561787 | 0.561794 | 0.561801 | 0.561808 |
| 161.3 | 0.561815 | 0.561822 | 0.561828 | 0.561835 | 0.561842 | 0.561849 | 0.561856 | 0.561863 | 0.561870 | 0.561876 |
| 161.4 | 0.561883 | 0.561890 | 0.561897 | 0.561904 | 0.561911 | 0.561918 | 0.561924 | 0.561931 | 0.561938 | 0.561945 |
| 161.5 | 0.561952 | 0.561959 | 0.561965 | 0.561972 | 0.561979 | 0.561986 | 0.561993 | 0.562000 | 0.562006 | 0.562013 |
| 161.6 | 0.562020 | 0.562027 | 0.562034 | 0.562041 | 0.562048 | 0.562054 | 0.562061 | 0.562068 | 0.562075 | 0.562082 |
| 161.7 | 0.562089 | 0.562095 | 0.562102 | 0.562109 | 0.562116 | 0.562123 | 0.562130 | 0.562136 | 0.562143 | 0.562150 |
| 161.8 | 0.562157 | 0.562164 | 0.562171 | 0.562177 | 0.562184 | 0.562191 | 0.562198 | 0.562205 | 0.562211 | 0.562218 |
| 161.9 | 0.562225 | 0.562232 | 0.562239 | 0.562246 | 0.562252 | 0.562259 | 0.562266 | 0.562273 | 0.562280 | 0.562287 |
Logarithm Table for base 8501 — N = 162.00–162.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 162.0 | 0.562293 | 0.562300 | 0.562307 | 0.562314 | 0.562321 | 0.562327 | 0.562334 | 0.562341 | 0.562348 | 0.562355 |
| 162.1 | 0.562362 | 0.562368 | 0.562375 | 0.562382 | 0.562389 | 0.562396 | 0.562402 | 0.562409 | 0.562416 | 0.562423 |
| 162.2 | 0.562430 | 0.562437 | 0.562443 | 0.562450 | 0.562457 | 0.562464 | 0.562471 | 0.562477 | 0.562484 | 0.562491 |
| 162.3 | 0.562498 | 0.562505 | 0.562511 | 0.562518 | 0.562525 | 0.562532 | 0.562539 | 0.562546 | 0.562552 | 0.562559 |
| 162.4 | 0.562566 | 0.562573 | 0.562580 | 0.562586 | 0.562593 | 0.562600 | 0.562607 | 0.562614 | 0.562620 | 0.562627 |
| 162.5 | 0.562634 | 0.562641 | 0.562648 | 0.562654 | 0.562661 | 0.562668 | 0.562675 | 0.562682 | 0.562688 | 0.562695 |
| 162.6 | 0.562702 | 0.562709 | 0.562716 | 0.562722 | 0.562729 | 0.562736 | 0.562743 | 0.562750 | 0.562756 | 0.562763 |
| 162.7 | 0.562770 | 0.562777 | 0.562784 | 0.562790 | 0.562797 | 0.562804 | 0.562811 | 0.562817 | 0.562824 | 0.562831 |
| 162.8 | 0.562838 | 0.562845 | 0.562851 | 0.562858 | 0.562865 | 0.562872 | 0.562879 | 0.562885 | 0.562892 | 0.562899 |
| 162.9 | 0.562906 | 0.562912 | 0.562919 | 0.562926 | 0.562933 | 0.562940 | 0.562946 | 0.562953 | 0.562960 | 0.562967 |
Logarithm Table for base 8501 — N = 163.00–163.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 163.0 | 0.562974 | 0.562980 | 0.562987 | 0.562994 | 0.563001 | 0.563007 | 0.563014 | 0.563021 | 0.563028 | 0.563035 |
| 163.1 | 0.563041 | 0.563048 | 0.563055 | 0.563062 | 0.563068 | 0.563075 | 0.563082 | 0.563089 | 0.563096 | 0.563102 |
| 163.2 | 0.563109 | 0.563116 | 0.563123 | 0.563129 | 0.563136 | 0.563143 | 0.563150 | 0.563156 | 0.563163 | 0.563170 |
| 163.3 | 0.563177 | 0.563184 | 0.563190 | 0.563197 | 0.563204 | 0.563211 | 0.563217 | 0.563224 | 0.563231 | 0.563238 |
| 163.4 | 0.563244 | 0.563251 | 0.563258 | 0.563265 | 0.563271 | 0.563278 | 0.563285 | 0.563292 | 0.563299 | 0.563305 |
| 163.5 | 0.563312 | 0.563319 | 0.563326 | 0.563332 | 0.563339 | 0.563346 | 0.563353 | 0.563359 | 0.563366 | 0.563373 |
| 163.6 | 0.563380 | 0.563386 | 0.563393 | 0.563400 | 0.563407 | 0.563413 | 0.563420 | 0.563427 | 0.563434 | 0.563440 |
| 163.7 | 0.563447 | 0.563454 | 0.563461 | 0.563467 | 0.563474 | 0.563481 | 0.563488 | 0.563494 | 0.563501 | 0.563508 |
| 163.8 | 0.563515 | 0.563521 | 0.563528 | 0.563535 | 0.563542 | 0.563548 | 0.563555 | 0.563562 | 0.563569 | 0.563575 |
| 163.9 | 0.563582 | 0.563589 | 0.563596 | 0.563602 | 0.563609 | 0.563616 | 0.563623 | 0.563629 | 0.563636 | 0.563643 |
Logarithm Table for base 8501 — N = 164.00–164.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 164.0 | 0.563650 | 0.563656 | 0.563663 | 0.563670 | 0.563676 | 0.563683 | 0.563690 | 0.563697 | 0.563703 | 0.563710 |
| 164.1 | 0.563717 | 0.563724 | 0.563730 | 0.563737 | 0.563744 | 0.563751 | 0.563757 | 0.563764 | 0.563771 | 0.563777 |
| 164.2 | 0.563784 | 0.563791 | 0.563798 | 0.563804 | 0.563811 | 0.563818 | 0.563825 | 0.563831 | 0.563838 | 0.563845 |
| 164.3 | 0.563852 | 0.563858 | 0.563865 | 0.563872 | 0.563878 | 0.563885 | 0.563892 | 0.563899 | 0.563905 | 0.563912 |
| 164.4 | 0.563919 | 0.563925 | 0.563932 | 0.563939 | 0.563946 | 0.563952 | 0.563959 | 0.563966 | 0.563973 | 0.563979 |
| 164.5 | 0.563986 | 0.563993 | 0.563999 | 0.564006 | 0.564013 | 0.564020 | 0.564026 | 0.564033 | 0.564040 | 0.564046 |
| 164.6 | 0.564053 | 0.564060 | 0.564067 | 0.564073 | 0.564080 | 0.564087 | 0.564093 | 0.564100 | 0.564107 | 0.564114 |
| 164.7 | 0.564120 | 0.564127 | 0.564134 | 0.564140 | 0.564147 | 0.564154 | 0.564161 | 0.564167 | 0.564174 | 0.564181 |
| 164.8 | 0.564187 | 0.564194 | 0.564201 | 0.564207 | 0.564214 | 0.564221 | 0.564228 | 0.564234 | 0.564241 | 0.564248 |
| 164.9 | 0.564254 | 0.564261 | 0.564268 | 0.564274 | 0.564281 | 0.564288 | 0.564295 | 0.564301 | 0.564308 | 0.564315 |
Logarithm Table for base 8501 — N = 165.00–165.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 165.0 | 0.564321 | 0.564328 | 0.564335 | 0.564341 | 0.564348 | 0.564355 | 0.564362 | 0.564368 | 0.564375 | 0.564382 |
| 165.1 | 0.564388 | 0.564395 | 0.564402 | 0.564408 | 0.564415 | 0.564422 | 0.564429 | 0.564435 | 0.564442 | 0.564449 |
| 165.2 | 0.564455 | 0.564462 | 0.564469 | 0.564475 | 0.564482 | 0.564489 | 0.564495 | 0.564502 | 0.564509 | 0.564515 |
| 165.3 | 0.564522 | 0.564529 | 0.564536 | 0.564542 | 0.564549 | 0.564556 | 0.564562 | 0.564569 | 0.564576 | 0.564582 |
| 165.4 | 0.564589 | 0.564596 | 0.564602 | 0.564609 | 0.564616 | 0.564622 | 0.564629 | 0.564636 | 0.564642 | 0.564649 |
| 165.5 | 0.564656 | 0.564662 | 0.564669 | 0.564676 | 0.564682 | 0.564689 | 0.564696 | 0.564703 | 0.564709 | 0.564716 |
| 165.6 | 0.564723 | 0.564729 | 0.564736 | 0.564743 | 0.564749 | 0.564756 | 0.564763 | 0.564769 | 0.564776 | 0.564783 |
| 165.7 | 0.564789 | 0.564796 | 0.564803 | 0.564809 | 0.564816 | 0.564823 | 0.564829 | 0.564836 | 0.564843 | 0.564849 |
| 165.8 | 0.564856 | 0.564863 | 0.564869 | 0.564876 | 0.564883 | 0.564889 | 0.564896 | 0.564903 | 0.564909 | 0.564916 |
| 165.9 | 0.564923 | 0.564929 | 0.564936 | 0.564943 | 0.564949 | 0.564956 | 0.564963 | 0.564969 | 0.564976 | 0.564983 |
Logarithm Table for base 8501 — N = 166.00–166.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 166.0 | 0.564989 | 0.564996 | 0.565003 | 0.565009 | 0.565016 | 0.565022 | 0.565029 | 0.565036 | 0.565042 | 0.565049 |
| 166.1 | 0.565056 | 0.565062 | 0.565069 | 0.565076 | 0.565082 | 0.565089 | 0.565096 | 0.565102 | 0.565109 | 0.565116 |
| 166.2 | 0.565122 | 0.565129 | 0.565136 | 0.565142 | 0.565149 | 0.565156 | 0.565162 | 0.565169 | 0.565175 | 0.565182 |
| 166.3 | 0.565189 | 0.565195 | 0.565202 | 0.565209 | 0.565215 | 0.565222 | 0.565229 | 0.565235 | 0.565242 | 0.565249 |
| 166.4 | 0.565255 | 0.565262 | 0.565268 | 0.565275 | 0.565282 | 0.565288 | 0.565295 | 0.565302 | 0.565308 | 0.565315 |
| 166.5 | 0.565322 | 0.565328 | 0.565335 | 0.565342 | 0.565348 | 0.565355 | 0.565361 | 0.565368 | 0.565375 | 0.565381 |
| 166.6 | 0.565388 | 0.565395 | 0.565401 | 0.565408 | 0.565414 | 0.565421 | 0.565428 | 0.565434 | 0.565441 | 0.565448 |
| 166.7 | 0.565454 | 0.565461 | 0.565468 | 0.565474 | 0.565481 | 0.565487 | 0.565494 | 0.565501 | 0.565507 | 0.565514 |
| 166.8 | 0.565521 | 0.565527 | 0.565534 | 0.565540 | 0.565547 | 0.565554 | 0.565560 | 0.565567 | 0.565574 | 0.565580 |
| 166.9 | 0.565587 | 0.565593 | 0.565600 | 0.565607 | 0.565613 | 0.565620 | 0.565627 | 0.565633 | 0.565640 | 0.565646 |
Logarithm Table for base 8501 — N = 167.00–167.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 167.0 | 0.565653 | 0.565660 | 0.565666 | 0.565673 | 0.565679 | 0.565686 | 0.565693 | 0.565699 | 0.565706 | 0.565713 |
| 167.1 | 0.565719 | 0.565726 | 0.565732 | 0.565739 | 0.565746 | 0.565752 | 0.565759 | 0.565765 | 0.565772 | 0.565779 |
| 167.2 | 0.565785 | 0.565792 | 0.565798 | 0.565805 | 0.565812 | 0.565818 | 0.565825 | 0.565832 | 0.565838 | 0.565845 |
| 167.3 | 0.565851 | 0.565858 | 0.565865 | 0.565871 | 0.565878 | 0.565884 | 0.565891 | 0.565898 | 0.565904 | 0.565911 |
| 167.4 | 0.565917 | 0.565924 | 0.565931 | 0.565937 | 0.565944 | 0.565950 | 0.565957 | 0.565964 | 0.565970 | 0.565977 |
| 167.5 | 0.565983 | 0.565990 | 0.565997 | 0.566003 | 0.566010 | 0.566016 | 0.566023 | 0.566030 | 0.566036 | 0.566043 |
| 167.6 | 0.566049 | 0.566056 | 0.566063 | 0.566069 | 0.566076 | 0.566082 | 0.566089 | 0.566096 | 0.566102 | 0.566109 |
| 167.7 | 0.566115 | 0.566122 | 0.566128 | 0.566135 | 0.566142 | 0.566148 | 0.566155 | 0.566161 | 0.566168 | 0.566175 |
| 167.8 | 0.566181 | 0.566188 | 0.566194 | 0.566201 | 0.566208 | 0.566214 | 0.566221 | 0.566227 | 0.566234 | 0.566240 |
| 167.9 | 0.566247 | 0.566254 | 0.566260 | 0.566267 | 0.566273 | 0.566280 | 0.566287 | 0.566293 | 0.566300 | 0.566306 |
Logarithm Table for base 8501 — N = 168.00–168.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 168.0 | 0.566313 | 0.566319 | 0.566326 | 0.566333 | 0.566339 | 0.566346 | 0.566352 | 0.566359 | 0.566365 | 0.566372 |
| 168.1 | 0.566379 | 0.566385 | 0.566392 | 0.566398 | 0.566405 | 0.566411 | 0.566418 | 0.566425 | 0.566431 | 0.566438 |
| 168.2 | 0.566444 | 0.566451 | 0.566457 | 0.566464 | 0.566471 | 0.566477 | 0.566484 | 0.566490 | 0.566497 | 0.566503 |
| 168.3 | 0.566510 | 0.566517 | 0.566523 | 0.566530 | 0.566536 | 0.566543 | 0.566549 | 0.566556 | 0.566563 | 0.566569 |
| 168.4 | 0.566576 | 0.566582 | 0.566589 | 0.566595 | 0.566602 | 0.566608 | 0.566615 | 0.566622 | 0.566628 | 0.566635 |
| 168.5 | 0.566641 | 0.566648 | 0.566654 | 0.566661 | 0.566668 | 0.566674 | 0.566681 | 0.566687 | 0.566694 | 0.566700 |
| 168.6 | 0.566707 | 0.566713 | 0.566720 | 0.566727 | 0.566733 | 0.566740 | 0.566746 | 0.566753 | 0.566759 | 0.566766 |
| 168.7 | 0.566772 | 0.566779 | 0.566785 | 0.566792 | 0.566799 | 0.566805 | 0.566812 | 0.566818 | 0.566825 | 0.566831 |
| 168.8 | 0.566838 | 0.566844 | 0.566851 | 0.566858 | 0.566864 | 0.566871 | 0.566877 | 0.566884 | 0.566890 | 0.566897 |
| 168.9 | 0.566903 | 0.566910 | 0.566916 | 0.566923 | 0.566930 | 0.566936 | 0.566943 | 0.566949 | 0.566956 | 0.566962 |
Logarithm Table for base 8501 — N = 169.00–169.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 169.0 | 0.566969 | 0.566975 | 0.566982 | 0.566988 | 0.566995 | 0.567001 | 0.567008 | 0.567015 | 0.567021 | 0.567028 |
| 169.1 | 0.567034 | 0.567041 | 0.567047 | 0.567054 | 0.567060 | 0.567067 | 0.567073 | 0.567080 | 0.567086 | 0.567093 |
| 169.2 | 0.567099 | 0.567106 | 0.567113 | 0.567119 | 0.567126 | 0.567132 | 0.567139 | 0.567145 | 0.567152 | 0.567158 |
| 169.3 | 0.567165 | 0.567171 | 0.567178 | 0.567184 | 0.567191 | 0.567197 | 0.567204 | 0.567210 | 0.567217 | 0.567224 |
| 169.4 | 0.567230 | 0.567237 | 0.567243 | 0.567250 | 0.567256 | 0.567263 | 0.567269 | 0.567276 | 0.567282 | 0.567289 |
| 169.5 | 0.567295 | 0.567302 | 0.567308 | 0.567315 | 0.567321 | 0.567328 | 0.567334 | 0.567341 | 0.567347 | 0.567354 |
| 169.6 | 0.567360 | 0.567367 | 0.567373 | 0.567380 | 0.567387 | 0.567393 | 0.567400 | 0.567406 | 0.567413 | 0.567419 |
| 169.7 | 0.567426 | 0.567432 | 0.567439 | 0.567445 | 0.567452 | 0.567458 | 0.567465 | 0.567471 | 0.567478 | 0.567484 |
| 169.8 | 0.567491 | 0.567497 | 0.567504 | 0.567510 | 0.567517 | 0.567523 | 0.567530 | 0.567536 | 0.567543 | 0.567549 |
| 169.9 | 0.567556 | 0.567562 | 0.567569 | 0.567575 | 0.567582 | 0.567588 | 0.567595 | 0.567601 | 0.567608 | 0.567614 |
Logarithm Table for base 8501 — N = 170.00–170.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 170.0 | 0.567621 | 0.567627 | 0.567634 | 0.567640 | 0.567647 | 0.567653 | 0.567660 | 0.567666 | 0.567673 | 0.567679 |
| 170.1 | 0.567686 | 0.567692 | 0.567699 | 0.567705 | 0.567712 | 0.567718 | 0.567725 | 0.567731 | 0.567738 | 0.567744 |
| 170.2 | 0.567751 | 0.567757 | 0.567764 | 0.567770 | 0.567777 | 0.567783 | 0.567790 | 0.567796 | 0.567803 | 0.567809 |
| 170.3 | 0.567816 | 0.567822 | 0.567829 | 0.567835 | 0.567842 | 0.567848 | 0.567855 | 0.567861 | 0.567868 | 0.567874 |
| 170.4 | 0.567881 | 0.567887 | 0.567894 | 0.567900 | 0.567906 | 0.567913 | 0.567919 | 0.567926 | 0.567932 | 0.567939 |
| 170.5 | 0.567945 | 0.567952 | 0.567958 | 0.567965 | 0.567971 | 0.567978 | 0.567984 | 0.567991 | 0.567997 | 0.568004 |
| 170.6 | 0.568010 | 0.568017 | 0.568023 | 0.568030 | 0.568036 | 0.568043 | 0.568049 | 0.568056 | 0.568062 | 0.568068 |
| 170.7 | 0.568075 | 0.568081 | 0.568088 | 0.568094 | 0.568101 | 0.568107 | 0.568114 | 0.568120 | 0.568127 | 0.568133 |
| 170.8 | 0.568140 | 0.568146 | 0.568153 | 0.568159 | 0.568166 | 0.568172 | 0.568179 | 0.568185 | 0.568191 | 0.568198 |
| 170.9 | 0.568204 | 0.568211 | 0.568217 | 0.568224 | 0.568230 | 0.568237 | 0.568243 | 0.568250 | 0.568256 | 0.568263 |
Logarithm Table for base 8501 — N = 171.00–171.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 171.0 | 0.568269 | 0.568275 | 0.568282 | 0.568288 | 0.568295 | 0.568301 | 0.568308 | 0.568314 | 0.568321 | 0.568327 |
| 171.1 | 0.568334 | 0.568340 | 0.568347 | 0.568353 | 0.568359 | 0.568366 | 0.568372 | 0.568379 | 0.568385 | 0.568392 |
| 171.2 | 0.568398 | 0.568405 | 0.568411 | 0.568418 | 0.568424 | 0.568430 | 0.568437 | 0.568443 | 0.568450 | 0.568456 |
| 171.3 | 0.568463 | 0.568469 | 0.568476 | 0.568482 | 0.568489 | 0.568495 | 0.568501 | 0.568508 | 0.568514 | 0.568521 |
| 171.4 | 0.568527 | 0.568534 | 0.568540 | 0.568547 | 0.568553 | 0.568559 | 0.568566 | 0.568572 | 0.568579 | 0.568585 |
| 171.5 | 0.568592 | 0.568598 | 0.568605 | 0.568611 | 0.568617 | 0.568624 | 0.568630 | 0.568637 | 0.568643 | 0.568650 |
| 171.6 | 0.568656 | 0.568663 | 0.568669 | 0.568675 | 0.568682 | 0.568688 | 0.568695 | 0.568701 | 0.568708 | 0.568714 |
| 171.7 | 0.568721 | 0.568727 | 0.568733 | 0.568740 | 0.568746 | 0.568753 | 0.568759 | 0.568766 | 0.568772 | 0.568778 |
| 171.8 | 0.568785 | 0.568791 | 0.568798 | 0.568804 | 0.568811 | 0.568817 | 0.568823 | 0.568830 | 0.568836 | 0.568843 |
| 171.9 | 0.568849 | 0.568856 | 0.568862 | 0.568868 | 0.568875 | 0.568881 | 0.568888 | 0.568894 | 0.568901 | 0.568907 |
Logarithm Table for base 8501 — N = 172.00–172.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 172.0 | 0.568913 | 0.568920 | 0.568926 | 0.568933 | 0.568939 | 0.568946 | 0.568952 | 0.568958 | 0.568965 | 0.568971 |
| 172.1 | 0.568978 | 0.568984 | 0.568991 | 0.568997 | 0.569003 | 0.569010 | 0.569016 | 0.569023 | 0.569029 | 0.569035 |
| 172.2 | 0.569042 | 0.569048 | 0.569055 | 0.569061 | 0.569068 | 0.569074 | 0.569080 | 0.569087 | 0.569093 | 0.569100 |
| 172.3 | 0.569106 | 0.569112 | 0.569119 | 0.569125 | 0.569132 | 0.569138 | 0.569145 | 0.569151 | 0.569157 | 0.569164 |
| 172.4 | 0.569170 | 0.569177 | 0.569183 | 0.569189 | 0.569196 | 0.569202 | 0.569209 | 0.569215 | 0.569221 | 0.569228 |
| 172.5 | 0.569234 | 0.569241 | 0.569247 | 0.569254 | 0.569260 | 0.569266 | 0.569273 | 0.569279 | 0.569286 | 0.569292 |
| 172.6 | 0.569298 | 0.569305 | 0.569311 | 0.569318 | 0.569324 | 0.569330 | 0.569337 | 0.569343 | 0.569350 | 0.569356 |
| 172.7 | 0.569362 | 0.569369 | 0.569375 | 0.569382 | 0.569388 | 0.569394 | 0.569401 | 0.569407 | 0.569414 | 0.569420 |
| 172.8 | 0.569426 | 0.569433 | 0.569439 | 0.569446 | 0.569452 | 0.569458 | 0.569465 | 0.569471 | 0.569477 | 0.569484 |
| 172.9 | 0.569490 | 0.569497 | 0.569503 | 0.569509 | 0.569516 | 0.569522 | 0.569529 | 0.569535 | 0.569541 | 0.569548 |
Logarithm Table for base 8501 — N = 173.00–173.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 173.0 | 0.569554 | 0.569561 | 0.569567 | 0.569573 | 0.569580 | 0.569586 | 0.569593 | 0.569599 | 0.569605 | 0.569612 |
| 173.1 | 0.569618 | 0.569624 | 0.569631 | 0.569637 | 0.569644 | 0.569650 | 0.569656 | 0.569663 | 0.569669 | 0.569676 |
| 173.2 | 0.569682 | 0.569688 | 0.569695 | 0.569701 | 0.569707 | 0.569714 | 0.569720 | 0.569727 | 0.569733 | 0.569739 |
| 173.3 | 0.569746 | 0.569752 | 0.569758 | 0.569765 | 0.569771 | 0.569778 | 0.569784 | 0.569790 | 0.569797 | 0.569803 |
| 173.4 | 0.569809 | 0.569816 | 0.569822 | 0.569829 | 0.569835 | 0.569841 | 0.569848 | 0.569854 | 0.569860 | 0.569867 |
| 173.5 | 0.569873 | 0.569880 | 0.569886 | 0.569892 | 0.569899 | 0.569905 | 0.569911 | 0.569918 | 0.569924 | 0.569930 |
| 173.6 | 0.569937 | 0.569943 | 0.569950 | 0.569956 | 0.569962 | 0.569969 | 0.569975 | 0.569981 | 0.569988 | 0.569994 |
| 173.7 | 0.570000 | 0.570007 | 0.570013 | 0.570020 | 0.570026 | 0.570032 | 0.570039 | 0.570045 | 0.570051 | 0.570058 |
| 173.8 | 0.570064 | 0.570070 | 0.570077 | 0.570083 | 0.570090 | 0.570096 | 0.570102 | 0.570109 | 0.570115 | 0.570121 |
| 173.9 | 0.570128 | 0.570134 | 0.570140 | 0.570147 | 0.570153 | 0.570159 | 0.570166 | 0.570172 | 0.570179 | 0.570185 |
Logarithm Table for base 8501 — N = 174.00–174.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 174.0 | 0.570191 | 0.570198 | 0.570204 | 0.570210 | 0.570217 | 0.570223 | 0.570229 | 0.570236 | 0.570242 | 0.570248 |
| 174.1 | 0.570255 | 0.570261 | 0.570267 | 0.570274 | 0.570280 | 0.570286 | 0.570293 | 0.570299 | 0.570305 | 0.570312 |
| 174.2 | 0.570318 | 0.570325 | 0.570331 | 0.570337 | 0.570344 | 0.570350 | 0.570356 | 0.570363 | 0.570369 | 0.570375 |
| 174.3 | 0.570382 | 0.570388 | 0.570394 | 0.570401 | 0.570407 | 0.570413 | 0.570420 | 0.570426 | 0.570432 | 0.570439 |
| 174.4 | 0.570445 | 0.570451 | 0.570458 | 0.570464 | 0.570470 | 0.570477 | 0.570483 | 0.570489 | 0.570496 | 0.570502 |
| 174.5 | 0.570508 | 0.570515 | 0.570521 | 0.570527 | 0.570534 | 0.570540 | 0.570546 | 0.570553 | 0.570559 | 0.570565 |
| 174.6 | 0.570572 | 0.570578 | 0.570584 | 0.570591 | 0.570597 | 0.570603 | 0.570610 | 0.570616 | 0.570622 | 0.570629 |
| 174.7 | 0.570635 | 0.570641 | 0.570648 | 0.570654 | 0.570660 | 0.570667 | 0.570673 | 0.570679 | 0.570686 | 0.570692 |
| 174.8 | 0.570698 | 0.570705 | 0.570711 | 0.570717 | 0.570723 | 0.570730 | 0.570736 | 0.570742 | 0.570749 | 0.570755 |
| 174.9 | 0.570761 | 0.570768 | 0.570774 | 0.570780 | 0.570787 | 0.570793 | 0.570799 | 0.570806 | 0.570812 | 0.570818 |
Logarithm Table for base 8501 — N = 175.00–175.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 175.0 | 0.570825 | 0.570831 | 0.570837 | 0.570844 | 0.570850 | 0.570856 | 0.570862 | 0.570869 | 0.570875 | 0.570881 |
| 175.1 | 0.570888 | 0.570894 | 0.570900 | 0.570907 | 0.570913 | 0.570919 | 0.570926 | 0.570932 | 0.570938 | 0.570945 |
| 175.2 | 0.570951 | 0.570957 | 0.570963 | 0.570970 | 0.570976 | 0.570982 | 0.570989 | 0.570995 | 0.571001 | 0.571008 |
| 175.3 | 0.571014 | 0.571020 | 0.571026 | 0.571033 | 0.571039 | 0.571045 | 0.571052 | 0.571058 | 0.571064 | 0.571071 |
| 175.4 | 0.571077 | 0.571083 | 0.571090 | 0.571096 | 0.571102 | 0.571108 | 0.571115 | 0.571121 | 0.571127 | 0.571134 |
| 175.5 | 0.571140 | 0.571146 | 0.571152 | 0.571159 | 0.571165 | 0.571171 | 0.571178 | 0.571184 | 0.571190 | 0.571197 |
| 175.6 | 0.571203 | 0.571209 | 0.571215 | 0.571222 | 0.571228 | 0.571234 | 0.571241 | 0.571247 | 0.571253 | 0.571259 |
| 175.7 | 0.571266 | 0.571272 | 0.571278 | 0.571285 | 0.571291 | 0.571297 | 0.571304 | 0.571310 | 0.571316 | 0.571322 |
| 175.8 | 0.571329 | 0.571335 | 0.571341 | 0.571348 | 0.571354 | 0.571360 | 0.571366 | 0.571373 | 0.571379 | 0.571385 |
| 175.9 | 0.571392 | 0.571398 | 0.571404 | 0.571410 | 0.571417 | 0.571423 | 0.571429 | 0.571435 | 0.571442 | 0.571448 |
Logarithm Table for base 8501 — N = 176.00–176.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 176.0 | 0.571454 | 0.571461 | 0.571467 | 0.571473 | 0.571479 | 0.571486 | 0.571492 | 0.571498 | 0.571505 | 0.571511 |
| 176.1 | 0.571517 | 0.571523 | 0.571530 | 0.571536 | 0.571542 | 0.571548 | 0.571555 | 0.571561 | 0.571567 | 0.571574 |
| 176.2 | 0.571580 | 0.571586 | 0.571592 | 0.571599 | 0.571605 | 0.571611 | 0.571617 | 0.571624 | 0.571630 | 0.571636 |
| 176.3 | 0.571643 | 0.571649 | 0.571655 | 0.571661 | 0.571668 | 0.571674 | 0.571680 | 0.571686 | 0.571693 | 0.571699 |
| 176.4 | 0.571705 | 0.571712 | 0.571718 | 0.571724 | 0.571730 | 0.571737 | 0.571743 | 0.571749 | 0.571755 | 0.571762 |
| 176.5 | 0.571768 | 0.571774 | 0.571780 | 0.571787 | 0.571793 | 0.571799 | 0.571805 | 0.571812 | 0.571818 | 0.571824 |
| 176.6 | 0.571830 | 0.571837 | 0.571843 | 0.571849 | 0.571856 | 0.571862 | 0.571868 | 0.571874 | 0.571881 | 0.571887 |
| 176.7 | 0.571893 | 0.571899 | 0.571906 | 0.571912 | 0.571918 | 0.571924 | 0.571931 | 0.571937 | 0.571943 | 0.571949 |
| 176.8 | 0.571956 | 0.571962 | 0.571968 | 0.571974 | 0.571981 | 0.571987 | 0.571993 | 0.571999 | 0.572006 | 0.572012 |
| 176.9 | 0.572018 | 0.572024 | 0.572031 | 0.572037 | 0.572043 | 0.572049 | 0.572056 | 0.572062 | 0.572068 | 0.572074 |
Logarithm Table for base 8501 — N = 177.00–177.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 177.0 | 0.572081 | 0.572087 | 0.572093 | 0.572099 | 0.572105 | 0.572112 | 0.572118 | 0.572124 | 0.572130 | 0.572137 |
| 177.1 | 0.572143 | 0.572149 | 0.572155 | 0.572162 | 0.572168 | 0.572174 | 0.572180 | 0.572187 | 0.572193 | 0.572199 |
| 177.2 | 0.572205 | 0.572212 | 0.572218 | 0.572224 | 0.572230 | 0.572237 | 0.572243 | 0.572249 | 0.572255 | 0.572261 |
| 177.3 | 0.572268 | 0.572274 | 0.572280 | 0.572286 | 0.572293 | 0.572299 | 0.572305 | 0.572311 | 0.572318 | 0.572324 |
| 177.4 | 0.572330 | 0.572336 | 0.572342 | 0.572349 | 0.572355 | 0.572361 | 0.572367 | 0.572374 | 0.572380 | 0.572386 |
| 177.5 | 0.572392 | 0.572399 | 0.572405 | 0.572411 | 0.572417 | 0.572423 | 0.572430 | 0.572436 | 0.572442 | 0.572448 |
| 177.6 | 0.572455 | 0.572461 | 0.572467 | 0.572473 | 0.572479 | 0.572486 | 0.572492 | 0.572498 | 0.572504 | 0.572511 |
| 177.7 | 0.572517 | 0.572523 | 0.572529 | 0.572535 | 0.572542 | 0.572548 | 0.572554 | 0.572560 | 0.572567 | 0.572573 |
| 177.8 | 0.572579 | 0.572585 | 0.572591 | 0.572598 | 0.572604 | 0.572610 | 0.572616 | 0.572622 | 0.572629 | 0.572635 |
| 177.9 | 0.572641 | 0.572647 | 0.572654 | 0.572660 | 0.572666 | 0.572672 | 0.572678 | 0.572685 | 0.572691 | 0.572697 |
Logarithm Table for base 8501 — N = 178.00–178.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 178.0 | 0.572703 | 0.572709 | 0.572716 | 0.572722 | 0.572728 | 0.572734 | 0.572740 | 0.572747 | 0.572753 | 0.572759 |
| 178.1 | 0.572765 | 0.572771 | 0.572778 | 0.572784 | 0.572790 | 0.572796 | 0.572802 | 0.572809 | 0.572815 | 0.572821 |
| 178.2 | 0.572827 | 0.572834 | 0.572840 | 0.572846 | 0.572852 | 0.572858 | 0.572865 | 0.572871 | 0.572877 | 0.572883 |
| 178.3 | 0.572889 | 0.572896 | 0.572902 | 0.572908 | 0.572914 | 0.572920 | 0.572926 | 0.572933 | 0.572939 | 0.572945 |
| 178.4 | 0.572951 | 0.572957 | 0.572964 | 0.572970 | 0.572976 | 0.572982 | 0.572988 | 0.572995 | 0.573001 | 0.573007 |
| 178.5 | 0.573013 | 0.573019 | 0.573026 | 0.573032 | 0.573038 | 0.573044 | 0.573050 | 0.573057 | 0.573063 | 0.573069 |
| 178.6 | 0.573075 | 0.573081 | 0.573087 | 0.573094 | 0.573100 | 0.573106 | 0.573112 | 0.573118 | 0.573125 | 0.573131 |
| 178.7 | 0.573137 | 0.573143 | 0.573149 | 0.573156 | 0.573162 | 0.573168 | 0.573174 | 0.573180 | 0.573186 | 0.573193 |
| 178.8 | 0.573199 | 0.573205 | 0.573211 | 0.573217 | 0.573224 | 0.573230 | 0.573236 | 0.573242 | 0.573248 | 0.573254 |
| 178.9 | 0.573261 | 0.573267 | 0.573273 | 0.573279 | 0.573285 | 0.573291 | 0.573298 | 0.573304 | 0.573310 | 0.573316 |
Logarithm Table for base 8501 — N = 179.00–179.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 179.0 | 0.573322 | 0.573329 | 0.573335 | 0.573341 | 0.573347 | 0.573353 | 0.573359 | 0.573366 | 0.573372 | 0.573378 |
| 179.1 | 0.573384 | 0.573390 | 0.573396 | 0.573403 | 0.573409 | 0.573415 | 0.573421 | 0.573427 | 0.573433 | 0.573440 |
| 179.2 | 0.573446 | 0.573452 | 0.573458 | 0.573464 | 0.573470 | 0.573477 | 0.573483 | 0.573489 | 0.573495 | 0.573501 |
| 179.3 | 0.573507 | 0.573514 | 0.573520 | 0.573526 | 0.573532 | 0.573538 | 0.573544 | 0.573551 | 0.573557 | 0.573563 |
| 179.4 | 0.573569 | 0.573575 | 0.573581 | 0.573588 | 0.573594 | 0.573600 | 0.573606 | 0.573612 | 0.573618 | 0.573624 |
| 179.5 | 0.573631 | 0.573637 | 0.573643 | 0.573649 | 0.573655 | 0.573661 | 0.573668 | 0.573674 | 0.573680 | 0.573686 |
| 179.6 | 0.573692 | 0.573698 | 0.573705 | 0.573711 | 0.573717 | 0.573723 | 0.573729 | 0.573735 | 0.573741 | 0.573748 |
| 179.7 | 0.573754 | 0.573760 | 0.573766 | 0.573772 | 0.573778 | 0.573784 | 0.573791 | 0.573797 | 0.573803 | 0.573809 |
| 179.8 | 0.573815 | 0.573821 | 0.573828 | 0.573834 | 0.573840 | 0.573846 | 0.573852 | 0.573858 | 0.573864 | 0.573871 |
| 179.9 | 0.573877 | 0.573883 | 0.573889 | 0.573895 | 0.573901 | 0.573907 | 0.573914 | 0.573920 | 0.573926 | 0.573932 |
Logarithm Table for base 8501 — N = 180.00–180.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 180.0 | 0.573938 | 0.573944 | 0.573950 | 0.573957 | 0.573963 | 0.573969 | 0.573975 | 0.573981 | 0.573987 | 0.573993 |
| 180.1 | 0.573999 | 0.574006 | 0.574012 | 0.574018 | 0.574024 | 0.574030 | 0.574036 | 0.574042 | 0.574049 | 0.574055 |
| 180.2 | 0.574061 | 0.574067 | 0.574073 | 0.574079 | 0.574085 | 0.574091 | 0.574098 | 0.574104 | 0.574110 | 0.574116 |
| 180.3 | 0.574122 | 0.574128 | 0.574134 | 0.574141 | 0.574147 | 0.574153 | 0.574159 | 0.574165 | 0.574171 | 0.574177 |
| 180.4 | 0.574183 | 0.574190 | 0.574196 | 0.574202 | 0.574208 | 0.574214 | 0.574220 | 0.574226 | 0.574232 | 0.574239 |
| 180.5 | 0.574245 | 0.574251 | 0.574257 | 0.574263 | 0.574269 | 0.574275 | 0.574281 | 0.574288 | 0.574294 | 0.574300 |
| 180.6 | 0.574306 | 0.574312 | 0.574318 | 0.574324 | 0.574330 | 0.574336 | 0.574343 | 0.574349 | 0.574355 | 0.574361 |
| 180.7 | 0.574367 | 0.574373 | 0.574379 | 0.574385 | 0.574392 | 0.574398 | 0.574404 | 0.574410 | 0.574416 | 0.574422 |
| 180.8 | 0.574428 | 0.574434 | 0.574440 | 0.574447 | 0.574453 | 0.574459 | 0.574465 | 0.574471 | 0.574477 | 0.574483 |
| 180.9 | 0.574489 | 0.574495 | 0.574502 | 0.574508 | 0.574514 | 0.574520 | 0.574526 | 0.574532 | 0.574538 | 0.574544 |
Logarithm Table for base 8501 — N = 181.00–181.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 181.0 | 0.574550 | 0.574557 | 0.574563 | 0.574569 | 0.574575 | 0.574581 | 0.574587 | 0.574593 | 0.574599 | 0.574605 |
| 181.1 | 0.574611 | 0.574618 | 0.574624 | 0.574630 | 0.574636 | 0.574642 | 0.574648 | 0.574654 | 0.574660 | 0.574666 |
| 181.2 | 0.574672 | 0.574679 | 0.574685 | 0.574691 | 0.574697 | 0.574703 | 0.574709 | 0.574715 | 0.574721 | 0.574727 |
| 181.3 | 0.574733 | 0.574740 | 0.574746 | 0.574752 | 0.574758 | 0.574764 | 0.574770 | 0.574776 | 0.574782 | 0.574788 |
| 181.4 | 0.574794 | 0.574800 | 0.574807 | 0.574813 | 0.574819 | 0.574825 | 0.574831 | 0.574837 | 0.574843 | 0.574849 |
| 181.5 | 0.574855 | 0.574861 | 0.574867 | 0.574874 | 0.574880 | 0.574886 | 0.574892 | 0.574898 | 0.574904 | 0.574910 |
| 181.6 | 0.574916 | 0.574922 | 0.574928 | 0.574934 | 0.574941 | 0.574947 | 0.574953 | 0.574959 | 0.574965 | 0.574971 |
| 181.7 | 0.574977 | 0.574983 | 0.574989 | 0.574995 | 0.575001 | 0.575007 | 0.575014 | 0.575020 | 0.575026 | 0.575032 |
| 181.8 | 0.575038 | 0.575044 | 0.575050 | 0.575056 | 0.575062 | 0.575068 | 0.575074 | 0.575080 | 0.575086 | 0.575093 |
| 181.9 | 0.575099 | 0.575105 | 0.575111 | 0.575117 | 0.575123 | 0.575129 | 0.575135 | 0.575141 | 0.575147 | 0.575153 |
Logarithm Table for base 8501 — N = 182.00–182.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 182.0 | 0.575159 | 0.575165 | 0.575171 | 0.575178 | 0.575184 | 0.575190 | 0.575196 | 0.575202 | 0.575208 | 0.575214 |
| 182.1 | 0.575220 | 0.575226 | 0.575232 | 0.575238 | 0.575244 | 0.575250 | 0.575256 | 0.575263 | 0.575269 | 0.575275 |
| 182.2 | 0.575281 | 0.575287 | 0.575293 | 0.575299 | 0.575305 | 0.575311 | 0.575317 | 0.575323 | 0.575329 | 0.575335 |
| 182.3 | 0.575341 | 0.575347 | 0.575353 | 0.575360 | 0.575366 | 0.575372 | 0.575378 | 0.575384 | 0.575390 | 0.575396 |
| 182.4 | 0.575402 | 0.575408 | 0.575414 | 0.575420 | 0.575426 | 0.575432 | 0.575438 | 0.575444 | 0.575450 | 0.575457 |
| 182.5 | 0.575463 | 0.575469 | 0.575475 | 0.575481 | 0.575487 | 0.575493 | 0.575499 | 0.575505 | 0.575511 | 0.575517 |
| 182.6 | 0.575523 | 0.575529 | 0.575535 | 0.575541 | 0.575547 | 0.575553 | 0.575559 | 0.575565 | 0.575572 | 0.575578 |
| 182.7 | 0.575584 | 0.575590 | 0.575596 | 0.575602 | 0.575608 | 0.575614 | 0.575620 | 0.575626 | 0.575632 | 0.575638 |
| 182.8 | 0.575644 | 0.575650 | 0.575656 | 0.575662 | 0.575668 | 0.575674 | 0.575680 | 0.575686 | 0.575692 | 0.575698 |
| 182.9 | 0.575705 | 0.575711 | 0.575717 | 0.575723 | 0.575729 | 0.575735 | 0.575741 | 0.575747 | 0.575753 | 0.575759 |
Logarithm Table for base 8501 — N = 183.00–183.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 183.0 | 0.575765 | 0.575771 | 0.575777 | 0.575783 | 0.575789 | 0.575795 | 0.575801 | 0.575807 | 0.575813 | 0.575819 |
| 183.1 | 0.575825 | 0.575831 | 0.575837 | 0.575843 | 0.575849 | 0.575856 | 0.575862 | 0.575868 | 0.575874 | 0.575880 |
| 183.2 | 0.575886 | 0.575892 | 0.575898 | 0.575904 | 0.575910 | 0.575916 | 0.575922 | 0.575928 | 0.575934 | 0.575940 |
| 183.3 | 0.575946 | 0.575952 | 0.575958 | 0.575964 | 0.575970 | 0.575976 | 0.575982 | 0.575988 | 0.575994 | 0.576000 |
| 183.4 | 0.576006 | 0.576012 | 0.576018 | 0.576024 | 0.576030 | 0.576036 | 0.576042 | 0.576048 | 0.576054 | 0.576060 |
| 183.5 | 0.576067 | 0.576073 | 0.576079 | 0.576085 | 0.576091 | 0.576097 | 0.576103 | 0.576109 | 0.576115 | 0.576121 |
| 183.6 | 0.576127 | 0.576133 | 0.576139 | 0.576145 | 0.576151 | 0.576157 | 0.576163 | 0.576169 | 0.576175 | 0.576181 |
| 183.7 | 0.576187 | 0.576193 | 0.576199 | 0.576205 | 0.576211 | 0.576217 | 0.576223 | 0.576229 | 0.576235 | 0.576241 |
| 183.8 | 0.576247 | 0.576253 | 0.576259 | 0.576265 | 0.576271 | 0.576277 | 0.576283 | 0.576289 | 0.576295 | 0.576301 |
| 183.9 | 0.576307 | 0.576313 | 0.576319 | 0.576325 | 0.576331 | 0.576337 | 0.576343 | 0.576349 | 0.576355 | 0.576361 |
Logarithm Table for base 8501 — N = 184.00–184.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 184.0 | 0.576367 | 0.576373 | 0.576379 | 0.576385 | 0.576391 | 0.576397 | 0.576403 | 0.576409 | 0.576415 | 0.576421 |
| 184.1 | 0.576427 | 0.576433 | 0.576439 | 0.576445 | 0.576451 | 0.576457 | 0.576463 | 0.576469 | 0.576475 | 0.576481 |
| 184.2 | 0.576487 | 0.576493 | 0.576499 | 0.576505 | 0.576511 | 0.576517 | 0.576523 | 0.576529 | 0.576535 | 0.576541 |
| 184.3 | 0.576547 | 0.576553 | 0.576559 | 0.576565 | 0.576571 | 0.576577 | 0.576583 | 0.576589 | 0.576595 | 0.576601 |
| 184.4 | 0.576607 | 0.576613 | 0.576619 | 0.576625 | 0.576631 | 0.576637 | 0.576643 | 0.576649 | 0.576655 | 0.576661 |
| 184.5 | 0.576667 | 0.576673 | 0.576679 | 0.576685 | 0.576691 | 0.576697 | 0.576703 | 0.576709 | 0.576715 | 0.576721 |
| 184.6 | 0.576727 | 0.576733 | 0.576739 | 0.576745 | 0.576751 | 0.576757 | 0.576763 | 0.576769 | 0.576775 | 0.576781 |
| 184.7 | 0.576787 | 0.576793 | 0.576799 | 0.576805 | 0.576811 | 0.576817 | 0.576823 | 0.576829 | 0.576835 | 0.576841 |
| 184.8 | 0.576847 | 0.576853 | 0.576859 | 0.576865 | 0.576871 | 0.576877 | 0.576883 | 0.576889 | 0.576895 | 0.576901 |
| 184.9 | 0.576907 | 0.576913 | 0.576918 | 0.576924 | 0.576930 | 0.576936 | 0.576942 | 0.576948 | 0.576954 | 0.576960 |
Logarithm Table for base 8501 — N = 185.00–185.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 185.0 | 0.576966 | 0.576972 | 0.576978 | 0.576984 | 0.576990 | 0.576996 | 0.577002 | 0.577008 | 0.577014 | 0.577020 |
| 185.1 | 0.577026 | 0.577032 | 0.577038 | 0.577044 | 0.577050 | 0.577056 | 0.577062 | 0.577068 | 0.577074 | 0.577080 |
| 185.2 | 0.577086 | 0.577092 | 0.577098 | 0.577104 | 0.577110 | 0.577116 | 0.577122 | 0.577127 | 0.577133 | 0.577139 |
| 185.3 | 0.577145 | 0.577151 | 0.577157 | 0.577163 | 0.577169 | 0.577175 | 0.577181 | 0.577187 | 0.577193 | 0.577199 |
| 185.4 | 0.577205 | 0.577211 | 0.577217 | 0.577223 | 0.577229 | 0.577235 | 0.577241 | 0.577247 | 0.577253 | 0.577259 |
| 185.5 | 0.577265 | 0.577271 | 0.577277 | 0.577282 | 0.577288 | 0.577294 | 0.577300 | 0.577306 | 0.577312 | 0.577318 |
| 185.6 | 0.577324 | 0.577330 | 0.577336 | 0.577342 | 0.577348 | 0.577354 | 0.577360 | 0.577366 | 0.577372 | 0.577378 |
| 185.7 | 0.577384 | 0.577390 | 0.577396 | 0.577402 | 0.577407 | 0.577413 | 0.577419 | 0.577425 | 0.577431 | 0.577437 |
| 185.8 | 0.577443 | 0.577449 | 0.577455 | 0.577461 | 0.577467 | 0.577473 | 0.577479 | 0.577485 | 0.577491 | 0.577497 |
| 185.9 | 0.577503 | 0.577509 | 0.577515 | 0.577520 | 0.577526 | 0.577532 | 0.577538 | 0.577544 | 0.577550 | 0.577556 |
Logarithm Table for base 8501 — N = 186.00–186.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 186.0 | 0.577562 | 0.577568 | 0.577574 | 0.577580 | 0.577586 | 0.577592 | 0.577598 | 0.577604 | 0.577610 | 0.577616 |
| 186.1 | 0.577622 | 0.577627 | 0.577633 | 0.577639 | 0.577645 | 0.577651 | 0.577657 | 0.577663 | 0.577669 | 0.577675 |
| 186.2 | 0.577681 | 0.577687 | 0.577693 | 0.577699 | 0.577705 | 0.577711 | 0.577716 | 0.577722 | 0.577728 | 0.577734 |
| 186.3 | 0.577740 | 0.577746 | 0.577752 | 0.577758 | 0.577764 | 0.577770 | 0.577776 | 0.577782 | 0.577788 | 0.577794 |
| 186.4 | 0.577800 | 0.577805 | 0.577811 | 0.577817 | 0.577823 | 0.577829 | 0.577835 | 0.577841 | 0.577847 | 0.577853 |
| 186.5 | 0.577859 | 0.577865 | 0.577871 | 0.577877 | 0.577883 | 0.577888 | 0.577894 | 0.577900 | 0.577906 | 0.577912 |
| 186.6 | 0.577918 | 0.577924 | 0.577930 | 0.577936 | 0.577942 | 0.577948 | 0.577954 | 0.577960 | 0.577965 | 0.577971 |
| 186.7 | 0.577977 | 0.577983 | 0.577989 | 0.577995 | 0.578001 | 0.578007 | 0.578013 | 0.578019 | 0.578025 | 0.578031 |
| 186.8 | 0.578036 | 0.578042 | 0.578048 | 0.578054 | 0.578060 | 0.578066 | 0.578072 | 0.578078 | 0.578084 | 0.578090 |
| 186.9 | 0.578096 | 0.578102 | 0.578107 | 0.578113 | 0.578119 | 0.578125 | 0.578131 | 0.578137 | 0.578143 | 0.578149 |
Logarithm Table for base 8501 — N = 187.00–187.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 187.0 | 0.578155 | 0.578161 | 0.578167 | 0.578172 | 0.578178 | 0.578184 | 0.578190 | 0.578196 | 0.578202 | 0.578208 |
| 187.1 | 0.578214 | 0.578220 | 0.578226 | 0.578232 | 0.578237 | 0.578243 | 0.578249 | 0.578255 | 0.578261 | 0.578267 |
| 187.2 | 0.578273 | 0.578279 | 0.578285 | 0.578291 | 0.578296 | 0.578302 | 0.578308 | 0.578314 | 0.578320 | 0.578326 |
| 187.3 | 0.578332 | 0.578338 | 0.578344 | 0.578350 | 0.578355 | 0.578361 | 0.578367 | 0.578373 | 0.578379 | 0.578385 |
| 187.4 | 0.578391 | 0.578397 | 0.578403 | 0.578409 | 0.578414 | 0.578420 | 0.578426 | 0.578432 | 0.578438 | 0.578444 |
| 187.5 | 0.578450 | 0.578456 | 0.578462 | 0.578468 | 0.578473 | 0.578479 | 0.578485 | 0.578491 | 0.578497 | 0.578503 |
| 187.6 | 0.578509 | 0.578515 | 0.578521 | 0.578526 | 0.578532 | 0.578538 | 0.578544 | 0.578550 | 0.578556 | 0.578562 |
| 187.7 | 0.578568 | 0.578574 | 0.578579 | 0.578585 | 0.578591 | 0.578597 | 0.578603 | 0.578609 | 0.578615 | 0.578621 |
| 187.8 | 0.578627 | 0.578632 | 0.578638 | 0.578644 | 0.578650 | 0.578656 | 0.578662 | 0.578668 | 0.578674 | 0.578679 |
| 187.9 | 0.578685 | 0.578691 | 0.578697 | 0.578703 | 0.578709 | 0.578715 | 0.578721 | 0.578727 | 0.578732 | 0.578738 |
Logarithm Table for base 8501 — N = 188.00–188.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 188.0 | 0.578744 | 0.578750 | 0.578756 | 0.578762 | 0.578768 | 0.578774 | 0.578779 | 0.578785 | 0.578791 | 0.578797 |
| 188.1 | 0.578803 | 0.578809 | 0.578815 | 0.578821 | 0.578826 | 0.578832 | 0.578838 | 0.578844 | 0.578850 | 0.578856 |
| 188.2 | 0.578862 | 0.578868 | 0.578873 | 0.578879 | 0.578885 | 0.578891 | 0.578897 | 0.578903 | 0.578909 | 0.578915 |
| 188.3 | 0.578920 | 0.578926 | 0.578932 | 0.578938 | 0.578944 | 0.578950 | 0.578956 | 0.578961 | 0.578967 | 0.578973 |
| 188.4 | 0.578979 | 0.578985 | 0.578991 | 0.578997 | 0.579003 | 0.579008 | 0.579014 | 0.579020 | 0.579026 | 0.579032 |
| 188.5 | 0.579038 | 0.579044 | 0.579049 | 0.579055 | 0.579061 | 0.579067 | 0.579073 | 0.579079 | 0.579085 | 0.579090 |
| 188.6 | 0.579096 | 0.579102 | 0.579108 | 0.579114 | 0.579120 | 0.579126 | 0.579131 | 0.579137 | 0.579143 | 0.579149 |
| 188.7 | 0.579155 | 0.579161 | 0.579167 | 0.579172 | 0.579178 | 0.579184 | 0.579190 | 0.579196 | 0.579202 | 0.579208 |
| 188.8 | 0.579213 | 0.579219 | 0.579225 | 0.579231 | 0.579237 | 0.579243 | 0.579249 | 0.579254 | 0.579260 | 0.579266 |
| 188.9 | 0.579272 | 0.579278 | 0.579284 | 0.579290 | 0.579295 | 0.579301 | 0.579307 | 0.579313 | 0.579319 | 0.579325 |
Logarithm Table for base 8501 — N = 189.00–189.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 189.0 | 0.579330 | 0.579336 | 0.579342 | 0.579348 | 0.579354 | 0.579360 | 0.579366 | 0.579371 | 0.579377 | 0.579383 |
| 189.1 | 0.579389 | 0.579395 | 0.579401 | 0.579406 | 0.579412 | 0.579418 | 0.579424 | 0.579430 | 0.579436 | 0.579442 |
| 189.2 | 0.579447 | 0.579453 | 0.579459 | 0.579465 | 0.579471 | 0.579477 | 0.579482 | 0.579488 | 0.579494 | 0.579500 |
| 189.3 | 0.579506 | 0.579512 | 0.579517 | 0.579523 | 0.579529 | 0.579535 | 0.579541 | 0.579547 | 0.579552 | 0.579558 |
| 189.4 | 0.579564 | 0.579570 | 0.579576 | 0.579582 | 0.579587 | 0.579593 | 0.579599 | 0.579605 | 0.579611 | 0.579617 |
| 189.5 | 0.579622 | 0.579628 | 0.579634 | 0.579640 | 0.579646 | 0.579652 | 0.579657 | 0.579663 | 0.579669 | 0.579675 |
| 189.6 | 0.579681 | 0.579687 | 0.579692 | 0.579698 | 0.579704 | 0.579710 | 0.579716 | 0.579722 | 0.579727 | 0.579733 |
| 189.7 | 0.579739 | 0.579745 | 0.579751 | 0.579757 | 0.579762 | 0.579768 | 0.579774 | 0.579780 | 0.579786 | 0.579792 |
| 189.8 | 0.579797 | 0.579803 | 0.579809 | 0.579815 | 0.579821 | 0.579826 | 0.579832 | 0.579838 | 0.579844 | 0.579850 |
| 189.9 | 0.579856 | 0.579861 | 0.579867 | 0.579873 | 0.579879 | 0.579885 | 0.579890 | 0.579896 | 0.579902 | 0.579908 |
Logarithm Table for base 8501 — N = 190.00–190.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 190.0 | 0.579914 | 0.579920 | 0.579925 | 0.579931 | 0.579937 | 0.579943 | 0.579949 | 0.579954 | 0.579960 | 0.579966 |
| 190.1 | 0.579972 | 0.579978 | 0.579984 | 0.579989 | 0.579995 | 0.580001 | 0.580007 | 0.580013 | 0.580018 | 0.580024 |
| 190.2 | 0.580030 | 0.580036 | 0.580042 | 0.580047 | 0.580053 | 0.580059 | 0.580065 | 0.580071 | 0.580076 | 0.580082 |
| 190.3 | 0.580088 | 0.580094 | 0.580100 | 0.580106 | 0.580111 | 0.580117 | 0.580123 | 0.580129 | 0.580135 | 0.580140 |
| 190.4 | 0.580146 | 0.580152 | 0.580158 | 0.580164 | 0.580169 | 0.580175 | 0.580181 | 0.580187 | 0.580193 | 0.580198 |
| 190.5 | 0.580204 | 0.580210 | 0.580216 | 0.580222 | 0.580227 | 0.580233 | 0.580239 | 0.580245 | 0.580251 | 0.580256 |
| 190.6 | 0.580262 | 0.580268 | 0.580274 | 0.580280 | 0.580285 | 0.580291 | 0.580297 | 0.580303 | 0.580309 | 0.580314 |
| 190.7 | 0.580320 | 0.580326 | 0.580332 | 0.580338 | 0.580343 | 0.580349 | 0.580355 | 0.580361 | 0.580367 | 0.580372 |
| 190.8 | 0.580378 | 0.580384 | 0.580390 | 0.580395 | 0.580401 | 0.580407 | 0.580413 | 0.580419 | 0.580424 | 0.580430 |
| 190.9 | 0.580436 | 0.580442 | 0.580448 | 0.580453 | 0.580459 | 0.580465 | 0.580471 | 0.580477 | 0.580482 | 0.580488 |
Logarithm Table for base 8501 — N = 191.00–191.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 191.0 | 0.580494 | 0.580500 | 0.580505 | 0.580511 | 0.580517 | 0.580523 | 0.580529 | 0.580534 | 0.580540 | 0.580546 |
| 191.1 | 0.580552 | 0.580558 | 0.580563 | 0.580569 | 0.580575 | 0.580581 | 0.580586 | 0.580592 | 0.580598 | 0.580604 |
| 191.2 | 0.580610 | 0.580615 | 0.580621 | 0.580627 | 0.580633 | 0.580638 | 0.580644 | 0.580650 | 0.580656 | 0.580662 |
| 191.3 | 0.580667 | 0.580673 | 0.580679 | 0.580685 | 0.580690 | 0.580696 | 0.580702 | 0.580708 | 0.580714 | 0.580719 |
| 191.4 | 0.580725 | 0.580731 | 0.580737 | 0.580742 | 0.580748 | 0.580754 | 0.580760 | 0.580766 | 0.580771 | 0.580777 |
| 191.5 | 0.580783 | 0.580789 | 0.580794 | 0.580800 | 0.580806 | 0.580812 | 0.580817 | 0.580823 | 0.580829 | 0.580835 |
| 191.6 | 0.580841 | 0.580846 | 0.580852 | 0.580858 | 0.580864 | 0.580869 | 0.580875 | 0.580881 | 0.580887 | 0.580892 |
| 191.7 | 0.580898 | 0.580904 | 0.580910 | 0.580916 | 0.580921 | 0.580927 | 0.580933 | 0.580939 | 0.580944 | 0.580950 |
| 191.8 | 0.580956 | 0.580962 | 0.580967 | 0.580973 | 0.580979 | 0.580985 | 0.580990 | 0.580996 | 0.581002 | 0.581008 |
| 191.9 | 0.581013 | 0.581019 | 0.581025 | 0.581031 | 0.581036 | 0.581042 | 0.581048 | 0.581054 | 0.581060 | 0.581065 |
Logarithm Table for base 8501 — N = 192.00–192.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 192.0 | 0.581071 | 0.581077 | 0.581083 | 0.581088 | 0.581094 | 0.581100 | 0.581106 | 0.581111 | 0.581117 | 0.581123 |
| 192.1 | 0.581129 | 0.581134 | 0.581140 | 0.581146 | 0.581152 | 0.581157 | 0.581163 | 0.581169 | 0.581175 | 0.581180 |
| 192.2 | 0.581186 | 0.581192 | 0.581198 | 0.581203 | 0.581209 | 0.581215 | 0.581221 | 0.581226 | 0.581232 | 0.581238 |
| 192.3 | 0.581244 | 0.581249 | 0.581255 | 0.581261 | 0.581267 | 0.581272 | 0.581278 | 0.581284 | 0.581290 | 0.581295 |
| 192.4 | 0.581301 | 0.581307 | 0.581313 | 0.581318 | 0.581324 | 0.581330 | 0.581336 | 0.581341 | 0.581347 | 0.581353 |
| 192.5 | 0.581358 | 0.581364 | 0.581370 | 0.581376 | 0.581381 | 0.581387 | 0.581393 | 0.581399 | 0.581404 | 0.581410 |
| 192.6 | 0.581416 | 0.581422 | 0.581427 | 0.581433 | 0.581439 | 0.581445 | 0.581450 | 0.581456 | 0.581462 | 0.581468 |
| 192.7 | 0.581473 | 0.581479 | 0.581485 | 0.581490 | 0.581496 | 0.581502 | 0.581508 | 0.581513 | 0.581519 | 0.581525 |
| 192.8 | 0.581531 | 0.581536 | 0.581542 | 0.581548 | 0.581554 | 0.581559 | 0.581565 | 0.581571 | 0.581576 | 0.581582 |
| 192.9 | 0.581588 | 0.581594 | 0.581599 | 0.581605 | 0.581611 | 0.581617 | 0.581622 | 0.581628 | 0.581634 | 0.581639 |
Logarithm Table for base 8501 — N = 193.00–193.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 193.0 | 0.581645 | 0.581651 | 0.581657 | 0.581662 | 0.581668 | 0.581674 | 0.581680 | 0.581685 | 0.581691 | 0.581697 |
| 193.1 | 0.581702 | 0.581708 | 0.581714 | 0.581720 | 0.581725 | 0.581731 | 0.581737 | 0.581742 | 0.581748 | 0.581754 |
| 193.2 | 0.581760 | 0.581765 | 0.581771 | 0.581777 | 0.581783 | 0.581788 | 0.581794 | 0.581800 | 0.581805 | 0.581811 |
| 193.3 | 0.581817 | 0.581823 | 0.581828 | 0.581834 | 0.581840 | 0.581845 | 0.581851 | 0.581857 | 0.581863 | 0.581868 |
| 193.4 | 0.581874 | 0.581880 | 0.581885 | 0.581891 | 0.581897 | 0.581903 | 0.581908 | 0.581914 | 0.581920 | 0.581925 |
| 193.5 | 0.581931 | 0.581937 | 0.581943 | 0.581948 | 0.581954 | 0.581960 | 0.581965 | 0.581971 | 0.581977 | 0.581983 |
| 193.6 | 0.581988 | 0.581994 | 0.582000 | 0.582005 | 0.582011 | 0.582017 | 0.582022 | 0.582028 | 0.582034 | 0.582040 |
| 193.7 | 0.582045 | 0.582051 | 0.582057 | 0.582062 | 0.582068 | 0.582074 | 0.582080 | 0.582085 | 0.582091 | 0.582097 |
| 193.8 | 0.582102 | 0.582108 | 0.582114 | 0.582119 | 0.582125 | 0.582131 | 0.582137 | 0.582142 | 0.582148 | 0.582154 |
| 193.9 | 0.582159 | 0.582165 | 0.582171 | 0.582176 | 0.582182 | 0.582188 | 0.582194 | 0.582199 | 0.582205 | 0.582211 |
Logarithm Table for base 8501 — N = 194.00–194.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 194.0 | 0.582216 | 0.582222 | 0.582228 | 0.582233 | 0.582239 | 0.582245 | 0.582251 | 0.582256 | 0.582262 | 0.582268 |
| 194.1 | 0.582273 | 0.582279 | 0.582285 | 0.582290 | 0.582296 | 0.582302 | 0.582307 | 0.582313 | 0.582319 | 0.582325 |
| 194.2 | 0.582330 | 0.582336 | 0.582342 | 0.582347 | 0.582353 | 0.582359 | 0.582364 | 0.582370 | 0.582376 | 0.582381 |
| 194.3 | 0.582387 | 0.582393 | 0.582399 | 0.582404 | 0.582410 | 0.582416 | 0.582421 | 0.582427 | 0.582433 | 0.582438 |
| 194.4 | 0.582444 | 0.582450 | 0.582455 | 0.582461 | 0.582467 | 0.582472 | 0.582478 | 0.582484 | 0.582489 | 0.582495 |
| 194.5 | 0.582501 | 0.582507 | 0.582512 | 0.582518 | 0.582524 | 0.582529 | 0.582535 | 0.582541 | 0.582546 | 0.582552 |
| 194.6 | 0.582558 | 0.582563 | 0.582569 | 0.582575 | 0.582580 | 0.582586 | 0.582592 | 0.582597 | 0.582603 | 0.582609 |
| 194.7 | 0.582614 | 0.582620 | 0.582626 | 0.582631 | 0.582637 | 0.582643 | 0.582648 | 0.582654 | 0.582660 | 0.582666 |
| 194.8 | 0.582671 | 0.582677 | 0.582683 | 0.582688 | 0.582694 | 0.582700 | 0.582705 | 0.582711 | 0.582717 | 0.582722 |
| 194.9 | 0.582728 | 0.582734 | 0.582739 | 0.582745 | 0.582751 | 0.582756 | 0.582762 | 0.582768 | 0.582773 | 0.582779 |
Logarithm Table for base 8501 — N = 195.00–195.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 195.0 | 0.582785 | 0.582790 | 0.582796 | 0.582802 | 0.582807 | 0.582813 | 0.582819 | 0.582824 | 0.582830 | 0.582836 |
| 195.1 | 0.582841 | 0.582847 | 0.582853 | 0.582858 | 0.582864 | 0.582870 | 0.582875 | 0.582881 | 0.582887 | 0.582892 |
| 195.2 | 0.582898 | 0.582904 | 0.582909 | 0.582915 | 0.582921 | 0.582926 | 0.582932 | 0.582938 | 0.582943 | 0.582949 |
| 195.3 | 0.582955 | 0.582960 | 0.582966 | 0.582971 | 0.582977 | 0.582983 | 0.582988 | 0.582994 | 0.583000 | 0.583005 |
| 195.4 | 0.583011 | 0.583017 | 0.583022 | 0.583028 | 0.583034 | 0.583039 | 0.583045 | 0.583051 | 0.583056 | 0.583062 |
| 195.5 | 0.583068 | 0.583073 | 0.583079 | 0.583085 | 0.583090 | 0.583096 | 0.583102 | 0.583107 | 0.583113 | 0.583118 |
| 195.6 | 0.583124 | 0.583130 | 0.583135 | 0.583141 | 0.583147 | 0.583152 | 0.583158 | 0.583164 | 0.583169 | 0.583175 |
| 195.7 | 0.583181 | 0.583186 | 0.583192 | 0.583198 | 0.583203 | 0.583209 | 0.583215 | 0.583220 | 0.583226 | 0.583231 |
| 195.8 | 0.583237 | 0.583243 | 0.583248 | 0.583254 | 0.583260 | 0.583265 | 0.583271 | 0.583277 | 0.583282 | 0.583288 |
| 195.9 | 0.583294 | 0.583299 | 0.583305 | 0.583310 | 0.583316 | 0.583322 | 0.583327 | 0.583333 | 0.583339 | 0.583344 |
Logarithm Table for base 8501 — N = 196.00–196.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 196.0 | 0.583350 | 0.583356 | 0.583361 | 0.583367 | 0.583372 | 0.583378 | 0.583384 | 0.583389 | 0.583395 | 0.583401 |
| 196.1 | 0.583406 | 0.583412 | 0.583418 | 0.583423 | 0.583429 | 0.583434 | 0.583440 | 0.583446 | 0.583451 | 0.583457 |
| 196.2 | 0.583463 | 0.583468 | 0.583474 | 0.583480 | 0.583485 | 0.583491 | 0.583496 | 0.583502 | 0.583508 | 0.583513 |
| 196.3 | 0.583519 | 0.583525 | 0.583530 | 0.583536 | 0.583541 | 0.583547 | 0.583553 | 0.583558 | 0.583564 | 0.583570 |
| 196.4 | 0.583575 | 0.583581 | 0.583587 | 0.583592 | 0.583598 | 0.583603 | 0.583609 | 0.583615 | 0.583620 | 0.583626 |
| 196.5 | 0.583632 | 0.583637 | 0.583643 | 0.583648 | 0.583654 | 0.583660 | 0.583665 | 0.583671 | 0.583677 | 0.583682 |
| 196.6 | 0.583688 | 0.583693 | 0.583699 | 0.583705 | 0.583710 | 0.583716 | 0.583721 | 0.583727 | 0.583733 | 0.583738 |
| 196.7 | 0.583744 | 0.583750 | 0.583755 | 0.583761 | 0.583766 | 0.583772 | 0.583778 | 0.583783 | 0.583789 | 0.583795 |
| 196.8 | 0.583800 | 0.583806 | 0.583811 | 0.583817 | 0.583823 | 0.583828 | 0.583834 | 0.583839 | 0.583845 | 0.583851 |
| 196.9 | 0.583856 | 0.583862 | 0.583867 | 0.583873 | 0.583879 | 0.583884 | 0.583890 | 0.583896 | 0.583901 | 0.583907 |
Logarithm Table for base 8501 — N = 197.00–197.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 197.0 | 0.583912 | 0.583918 | 0.583924 | 0.583929 | 0.583935 | 0.583940 | 0.583946 | 0.583952 | 0.583957 | 0.583963 |
| 197.1 | 0.583968 | 0.583974 | 0.583980 | 0.583985 | 0.583991 | 0.583997 | 0.584002 | 0.584008 | 0.584013 | 0.584019 |
| 197.2 | 0.584025 | 0.584030 | 0.584036 | 0.584041 | 0.584047 | 0.584053 | 0.584058 | 0.584064 | 0.584069 | 0.584075 |
| 197.3 | 0.584081 | 0.584086 | 0.584092 | 0.584097 | 0.584103 | 0.584109 | 0.584114 | 0.584120 | 0.584125 | 0.584131 |
| 197.4 | 0.584137 | 0.584142 | 0.584148 | 0.584153 | 0.584159 | 0.584165 | 0.584170 | 0.584176 | 0.584181 | 0.584187 |
| 197.5 | 0.584193 | 0.584198 | 0.584204 | 0.584209 | 0.584215 | 0.584221 | 0.584226 | 0.584232 | 0.584237 | 0.584243 |
| 197.6 | 0.584248 | 0.584254 | 0.584260 | 0.584265 | 0.584271 | 0.584276 | 0.584282 | 0.584288 | 0.584293 | 0.584299 |
| 197.7 | 0.584304 | 0.584310 | 0.584316 | 0.584321 | 0.584327 | 0.584332 | 0.584338 | 0.584344 | 0.584349 | 0.584355 |
| 197.8 | 0.584360 | 0.584366 | 0.584371 | 0.584377 | 0.584383 | 0.584388 | 0.584394 | 0.584399 | 0.584405 | 0.584411 |
| 197.9 | 0.584416 | 0.584422 | 0.584427 | 0.584433 | 0.584439 | 0.584444 | 0.584450 | 0.584455 | 0.584461 | 0.584466 |
Logarithm Table for base 8501 — N = 198.00–198.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 198.0 | 0.584472 | 0.584478 | 0.584483 | 0.584489 | 0.584494 | 0.584500 | 0.584505 | 0.584511 | 0.584517 | 0.584522 |
| 198.1 | 0.584528 | 0.584533 | 0.584539 | 0.584545 | 0.584550 | 0.584556 | 0.584561 | 0.584567 | 0.584572 | 0.584578 |
| 198.2 | 0.584584 | 0.584589 | 0.584595 | 0.584600 | 0.584606 | 0.584611 | 0.584617 | 0.584623 | 0.584628 | 0.584634 |
| 198.3 | 0.584639 | 0.584645 | 0.584650 | 0.584656 | 0.584662 | 0.584667 | 0.584673 | 0.584678 | 0.584684 | 0.584689 |
| 198.4 | 0.584695 | 0.584701 | 0.584706 | 0.584712 | 0.584717 | 0.584723 | 0.584728 | 0.584734 | 0.584740 | 0.584745 |
| 198.5 | 0.584751 | 0.584756 | 0.584762 | 0.584767 | 0.584773 | 0.584779 | 0.584784 | 0.584790 | 0.584795 | 0.584801 |
| 198.6 | 0.584806 | 0.584812 | 0.584818 | 0.584823 | 0.584829 | 0.584834 | 0.584840 | 0.584845 | 0.584851 | 0.584856 |
| 198.7 | 0.584862 | 0.584868 | 0.584873 | 0.584879 | 0.584884 | 0.584890 | 0.584895 | 0.584901 | 0.584907 | 0.584912 |
| 198.8 | 0.584918 | 0.584923 | 0.584929 | 0.584934 | 0.584940 | 0.584945 | 0.584951 | 0.584957 | 0.584962 | 0.584968 |
| 198.9 | 0.584973 | 0.584979 | 0.584984 | 0.584990 | 0.584995 | 0.585001 | 0.585007 | 0.585012 | 0.585018 | 0.585023 |
Logarithm Table for base 8501 — N = 199.00–199.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 199.0 | 0.585029 | 0.585034 | 0.585040 | 0.585045 | 0.585051 | 0.585057 | 0.585062 | 0.585068 | 0.585073 | 0.585079 |
| 199.1 | 0.585084 | 0.585090 | 0.585095 | 0.585101 | 0.585107 | 0.585112 | 0.585118 | 0.585123 | 0.585129 | 0.585134 |
| 199.2 | 0.585140 | 0.585145 | 0.585151 | 0.585156 | 0.585162 | 0.585168 | 0.585173 | 0.585179 | 0.585184 | 0.585190 |
| 199.3 | 0.585195 | 0.585201 | 0.585206 | 0.585212 | 0.585217 | 0.585223 | 0.585229 | 0.585234 | 0.585240 | 0.585245 |
| 199.4 | 0.585251 | 0.585256 | 0.585262 | 0.585267 | 0.585273 | 0.585278 | 0.585284 | 0.585290 | 0.585295 | 0.585301 |
| 199.5 | 0.585306 | 0.585312 | 0.585317 | 0.585323 | 0.585328 | 0.585334 | 0.585339 | 0.585345 | 0.585350 | 0.585356 |
| 199.6 | 0.585362 | 0.585367 | 0.585373 | 0.585378 | 0.585384 | 0.585389 | 0.585395 | 0.585400 | 0.585406 | 0.585411 |
| 199.7 | 0.585417 | 0.585422 | 0.585428 | 0.585433 | 0.585439 | 0.585445 | 0.585450 | 0.585456 | 0.585461 | 0.585467 |
| 199.8 | 0.585472 | 0.585478 | 0.585483 | 0.585489 | 0.585494 | 0.585500 | 0.585505 | 0.585511 | 0.585516 | 0.585522 |
| 199.9 | 0.585528 | 0.585533 | 0.585539 | 0.585544 | 0.585550 | 0.585555 | 0.585561 | 0.585566 | 0.585572 | 0.585577 |
Logarithm Table for base 8501 — N = 200.00–200.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 200.0 | 0.585583 | 0.585588 | 0.585594 | 0.585599 | 0.585605 | 0.585610 | 0.585616 | 0.585621 | 0.585627 | 0.585633 |
| 200.1 | 0.585638 | 0.585644 | 0.585649 | 0.585655 | 0.585660 | 0.585666 | 0.585671 | 0.585677 | 0.585682 | 0.585688 |
| 200.2 | 0.585693 | 0.585699 | 0.585704 | 0.585710 | 0.585715 | 0.585721 | 0.585726 | 0.585732 | 0.585737 | 0.585743 |
| 200.3 | 0.585748 | 0.585754 | 0.585759 | 0.585765 | 0.585771 | 0.585776 | 0.585782 | 0.585787 | 0.585793 | 0.585798 |
| 200.4 | 0.585804 | 0.585809 | 0.585815 | 0.585820 | 0.585826 | 0.585831 | 0.585837 | 0.585842 | 0.585848 | 0.585853 |
| 200.5 | 0.585859 | 0.585864 | 0.585870 | 0.585875 | 0.585881 | 0.585886 | 0.585892 | 0.585897 | 0.585903 | 0.585908 |
| 200.6 | 0.585914 | 0.585919 | 0.585925 | 0.585930 | 0.585936 | 0.585941 | 0.585947 | 0.585952 | 0.585958 | 0.585963 |
| 200.7 | 0.585969 | 0.585974 | 0.585980 | 0.585985 | 0.585991 | 0.585996 | 0.586002 | 0.586007 | 0.586013 | 0.586018 |
| 200.8 | 0.586024 | 0.586029 | 0.586035 | 0.586041 | 0.586046 | 0.586052 | 0.586057 | 0.586063 | 0.586068 | 0.586074 |
| 200.9 | 0.586079 | 0.586085 | 0.586090 | 0.586096 | 0.586101 | 0.586107 | 0.586112 | 0.586118 | 0.586123 | 0.586129 |
Other Bases
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