Logarithm Table for base 7485
This page shows the logarithm table for base 7485, 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 7485 — N = 1.00–1.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 1.0 | 0.000000 | 0.001115 | 0.002220 | 0.003314 | 0.004397 | 0.005469 | 0.006532 | 0.007584 | 0.008627 | 0.009660 |
| 1.1 | 0.010684 | 0.011699 | 0.012704 | 0.013701 | 0.014688 | 0.015667 | 0.016638 | 0.017600 | 0.018554 | 0.019500 |
| 1.2 | 0.020438 | 0.021368 | 0.022291 | 0.023206 | 0.024114 | 0.025014 | 0.025907 | 0.026794 | 0.027673 | 0.028545 |
| 1.3 | 0.029411 | 0.030270 | 0.031122 | 0.031968 | 0.032808 | 0.033642 | 0.034469 | 0.035290 | 0.036105 | 0.036915 |
| 1.4 | 0.037718 | 0.038516 | 0.039308 | 0.040095 | 0.040876 | 0.041652 | 0.042422 | 0.043188 | 0.043948 | 0.044703 |
| 1.5 | 0.045452 | 0.046197 | 0.046937 | 0.047672 | 0.048403 | 0.049128 | 0.049849 | 0.050565 | 0.051277 | 0.051984 |
| 1.6 | 0.052687 | 0.053386 | 0.054080 | 0.054770 | 0.055455 | 0.056137 | 0.056814 | 0.057487 | 0.058156 | 0.058822 |
| 1.7 | 0.059483 | 0.060141 | 0.060794 | 0.061444 | 0.062090 | 0.062733 | 0.063371 | 0.064006 | 0.064638 | 0.065266 |
| 1.8 | 0.065891 | 0.066512 | 0.067129 | 0.067743 | 0.068354 | 0.068962 | 0.069566 | 0.070167 | 0.070765 | 0.071360 |
| 1.9 | 0.071951 | 0.072540 | 0.073125 | 0.073708 | 0.074287 | 0.074863 | 0.075437 | 0.076007 | 0.076575 | 0.077139 |
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Logarithm Table for base 7485 — N = 2.00–2.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 2.0 | 0.077701 | 0.078260 | 0.078817 | 0.079370 | 0.079921 | 0.080469 | 0.081015 | 0.081558 | 0.082098 | 0.082636 |
| 2.1 | 0.083171 | 0.083703 | 0.084233 | 0.084761 | 0.085286 | 0.085808 | 0.086329 | 0.086846 | 0.087362 | 0.087875 |
| 2.2 | 0.088386 | 0.088894 | 0.089400 | 0.089904 | 0.090405 | 0.090905 | 0.091402 | 0.091897 | 0.092390 | 0.092880 |
| 2.3 | 0.093369 | 0.093855 | 0.094339 | 0.094821 | 0.095301 | 0.095779 | 0.096255 | 0.096729 | 0.097201 | 0.097671 |
| 2.4 | 0.098139 | 0.098606 | 0.099070 | 0.099532 | 0.099992 | 0.100451 | 0.100908 | 0.101362 | 0.101815 | 0.102266 |
| 2.5 | 0.102716 | 0.103163 | 0.103609 | 0.104053 | 0.104495 | 0.104935 | 0.105374 | 0.105811 | 0.106247 | 0.106680 |
| 2.6 | 0.107112 | 0.107543 | 0.107971 | 0.108398 | 0.108824 | 0.109248 | 0.109670 | 0.110090 | 0.110509 | 0.110927 |
| 2.7 | 0.111343 | 0.111757 | 0.112170 | 0.112582 | 0.112991 | 0.113400 | 0.113807 | 0.114212 | 0.114616 | 0.115019 |
| 2.8 | 0.115420 | 0.115819 | 0.116218 | 0.116614 | 0.117010 | 0.117404 | 0.117796 | 0.118188 | 0.118578 | 0.118966 |
| 2.9 | 0.119353 | 0.119739 | 0.120124 | 0.120507 | 0.120889 | 0.121270 | 0.121649 | 0.122027 | 0.122404 | 0.122779 |
Logarithm Table for base 7485 — N = 3.00–3.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 3.0 | 0.123154 | 0.123527 | 0.123899 | 0.124269 | 0.124639 | 0.125007 | 0.125374 | 0.125739 | 0.126104 | 0.126467 |
| 3.1 | 0.126829 | 0.127190 | 0.127550 | 0.127909 | 0.128267 | 0.128623 | 0.128978 | 0.129333 | 0.129686 | 0.130038 |
| 3.2 | 0.130388 | 0.130738 | 0.131087 | 0.131435 | 0.131781 | 0.132126 | 0.132471 | 0.132814 | 0.133157 | 0.133498 |
| 3.3 | 0.133838 | 0.134177 | 0.134515 | 0.134852 | 0.135189 | 0.135524 | 0.135858 | 0.136191 | 0.136523 | 0.136854 |
| 3.4 | 0.137184 | 0.137514 | 0.137842 | 0.138169 | 0.138496 | 0.138821 | 0.139145 | 0.139469 | 0.139792 | 0.140113 |
| 3.5 | 0.140434 | 0.140754 | 0.141073 | 0.141391 | 0.141708 | 0.142024 | 0.142339 | 0.142654 | 0.142967 | 0.143280 |
| 3.6 | 0.143592 | 0.143903 | 0.144213 | 0.144522 | 0.144831 | 0.145138 | 0.145445 | 0.145751 | 0.146056 | 0.146360 |
| 3.7 | 0.146663 | 0.146966 | 0.147268 | 0.147569 | 0.147869 | 0.148168 | 0.148467 | 0.148764 | 0.149061 | 0.149357 |
| 3.8 | 0.149653 | 0.149947 | 0.150241 | 0.150534 | 0.150827 | 0.151118 | 0.151409 | 0.151699 | 0.151988 | 0.152277 |
| 3.9 | 0.152565 | 0.152852 | 0.153138 | 0.153424 | 0.153709 | 0.153993 | 0.154276 | 0.154559 | 0.154841 | 0.155122 |
Logarithm Table for base 7485 — N = 4.00–4.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 4.0 | 0.155403 | 0.155683 | 0.155962 | 0.156240 | 0.156518 | 0.156795 | 0.157072 | 0.157348 | 0.157623 | 0.157897 |
| 4.1 | 0.158171 | 0.158444 | 0.158716 | 0.158988 | 0.159259 | 0.159530 | 0.159799 | 0.160068 | 0.160337 | 0.160605 |
| 4.2 | 0.160872 | 0.161139 | 0.161405 | 0.161670 | 0.161935 | 0.162199 | 0.162462 | 0.162725 | 0.162987 | 0.163249 |
| 4.3 | 0.163510 | 0.163770 | 0.164030 | 0.164289 | 0.164548 | 0.164806 | 0.165063 | 0.165320 | 0.165576 | 0.165832 |
| 4.4 | 0.166087 | 0.166341 | 0.166595 | 0.166849 | 0.167101 | 0.167354 | 0.167605 | 0.167856 | 0.168107 | 0.168357 |
| 4.5 | 0.168606 | 0.168855 | 0.169103 | 0.169351 | 0.169598 | 0.169845 | 0.170091 | 0.170336 | 0.170582 | 0.170826 |
| 4.6 | 0.171070 | 0.171313 | 0.171556 | 0.171799 | 0.172041 | 0.172282 | 0.172523 | 0.172763 | 0.173003 | 0.173242 |
| 4.7 | 0.173481 | 0.173719 | 0.173957 | 0.174194 | 0.174431 | 0.174667 | 0.174903 | 0.175138 | 0.175373 | 0.175607 |
| 4.8 | 0.175841 | 0.176074 | 0.176307 | 0.176539 | 0.176771 | 0.177003 | 0.177233 | 0.177464 | 0.177694 | 0.177923 |
| 4.9 | 0.178152 | 0.178381 | 0.178609 | 0.178837 | 0.179064 | 0.179290 | 0.179517 | 0.179742 | 0.179968 | 0.180193 |
Logarithm Table for base 7485 — N = 5.00–5.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 5.0 | 0.180417 | 0.180641 | 0.180864 | 0.181088 | 0.181310 | 0.181532 | 0.181754 | 0.181975 | 0.182196 | 0.182417 |
| 5.1 | 0.182637 | 0.182856 | 0.183076 | 0.183294 | 0.183513 | 0.183731 | 0.183948 | 0.184165 | 0.184382 | 0.184598 |
| 5.2 | 0.184814 | 0.185029 | 0.185244 | 0.185458 | 0.185673 | 0.185886 | 0.186100 | 0.186313 | 0.186525 | 0.186737 |
| 5.3 | 0.186949 | 0.187160 | 0.187371 | 0.187582 | 0.187792 | 0.188001 | 0.188211 | 0.188420 | 0.188628 | 0.188836 |
| 5.4 | 0.189044 | 0.189252 | 0.189459 | 0.189665 | 0.189872 | 0.190077 | 0.190283 | 0.190488 | 0.190693 | 0.190897 |
| 5.5 | 0.191101 | 0.191305 | 0.191508 | 0.191711 | 0.191914 | 0.192116 | 0.192317 | 0.192519 | 0.192720 | 0.192921 |
| 5.6 | 0.193121 | 0.193321 | 0.193521 | 0.193720 | 0.193919 | 0.194118 | 0.194316 | 0.194514 | 0.194711 | 0.194908 |
| 5.7 | 0.195105 | 0.195302 | 0.195498 | 0.195694 | 0.195889 | 0.196084 | 0.196279 | 0.196473 | 0.196668 | 0.196861 |
| 5.8 | 0.197055 | 0.197248 | 0.197441 | 0.197633 | 0.197825 | 0.198017 | 0.198208 | 0.198400 | 0.198590 | 0.198781 |
| 5.9 | 0.198971 | 0.199161 | 0.199350 | 0.199540 | 0.199728 | 0.199917 | 0.200105 | 0.200293 | 0.200481 | 0.200668 |
Logarithm Table for base 7485 — N = 6.00–6.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 6.0 | 0.200855 | 0.201042 | 0.201228 | 0.201414 | 0.201600 | 0.201785 | 0.201971 | 0.202155 | 0.202340 | 0.202524 |
| 6.1 | 0.202708 | 0.202892 | 0.203075 | 0.203258 | 0.203441 | 0.203623 | 0.203805 | 0.203987 | 0.204169 | 0.204350 |
| 6.2 | 0.204531 | 0.204711 | 0.204892 | 0.205072 | 0.205252 | 0.205431 | 0.205610 | 0.205789 | 0.205968 | 0.206146 |
| 6.3 | 0.206324 | 0.206502 | 0.206680 | 0.206857 | 0.207034 | 0.207211 | 0.207387 | 0.207563 | 0.207739 | 0.207915 |
| 6.4 | 0.208090 | 0.208265 | 0.208440 | 0.208614 | 0.208788 | 0.208962 | 0.209136 | 0.209309 | 0.209482 | 0.209655 |
| 6.5 | 0.209828 | 0.210000 | 0.210172 | 0.210344 | 0.210516 | 0.210687 | 0.210858 | 0.211029 | 0.211199 | 0.211369 |
| 6.6 | 0.211539 | 0.211709 | 0.211879 | 0.212048 | 0.212217 | 0.212385 | 0.212554 | 0.212722 | 0.212890 | 0.213058 |
| 6.7 | 0.213225 | 0.213392 | 0.213559 | 0.213726 | 0.213892 | 0.214059 | 0.214224 | 0.214390 | 0.214556 | 0.214721 |
| 6.8 | 0.214886 | 0.215051 | 0.215215 | 0.215379 | 0.215543 | 0.215707 | 0.215871 | 0.216034 | 0.216197 | 0.216360 |
| 6.9 | 0.216522 | 0.216685 | 0.216847 | 0.217009 | 0.217170 | 0.217332 | 0.217493 | 0.217654 | 0.217815 | 0.217975 |
Logarithm Table for base 7485 — N = 7.00–7.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 7.0 | 0.218135 | 0.218295 | 0.218455 | 0.218615 | 0.218774 | 0.218933 | 0.219092 | 0.219251 | 0.219409 | 0.219567 |
| 7.1 | 0.219725 | 0.219883 | 0.220041 | 0.220198 | 0.220355 | 0.220512 | 0.220669 | 0.220825 | 0.220981 | 0.221137 |
| 7.2 | 0.221293 | 0.221449 | 0.221604 | 0.221759 | 0.221914 | 0.222069 | 0.222224 | 0.222378 | 0.222532 | 0.222686 |
| 7.3 | 0.222839 | 0.222993 | 0.223146 | 0.223299 | 0.223452 | 0.223605 | 0.223757 | 0.223909 | 0.224061 | 0.224213 |
| 7.4 | 0.224365 | 0.224516 | 0.224667 | 0.224818 | 0.224969 | 0.225120 | 0.225270 | 0.225420 | 0.225570 | 0.225720 |
| 7.5 | 0.225869 | 0.226019 | 0.226168 | 0.226317 | 0.226466 | 0.226614 | 0.226763 | 0.226911 | 0.227059 | 0.227207 |
| 7.6 | 0.227354 | 0.227502 | 0.227649 | 0.227796 | 0.227943 | 0.228089 | 0.228236 | 0.228382 | 0.228528 | 0.228674 |
| 7.7 | 0.228820 | 0.228965 | 0.229110 | 0.229255 | 0.229400 | 0.229545 | 0.229690 | 0.229834 | 0.229978 | 0.230122 |
| 7.8 | 0.230266 | 0.230410 | 0.230553 | 0.230696 | 0.230839 | 0.230982 | 0.231125 | 0.231268 | 0.231410 | 0.231552 |
| 7.9 | 0.231694 | 0.231836 | 0.231977 | 0.232119 | 0.232260 | 0.232401 | 0.232542 | 0.232683 | 0.232823 | 0.232964 |
Logarithm Table for base 7485 — N = 8.00–8.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 8.0 | 0.233104 | 0.233244 | 0.233384 | 0.233524 | 0.233663 | 0.233803 | 0.233942 | 0.234081 | 0.234220 | 0.234358 |
| 8.1 | 0.234497 | 0.234635 | 0.234773 | 0.234911 | 0.235049 | 0.235186 | 0.235324 | 0.235461 | 0.235598 | 0.235735 |
| 8.2 | 0.235872 | 0.236009 | 0.236145 | 0.236281 | 0.236418 | 0.236554 | 0.236689 | 0.236825 | 0.236960 | 0.237096 |
| 8.3 | 0.237231 | 0.237366 | 0.237501 | 0.237635 | 0.237770 | 0.237904 | 0.238038 | 0.238172 | 0.238306 | 0.238440 |
| 8.4 | 0.238573 | 0.238707 | 0.238840 | 0.238973 | 0.239106 | 0.239239 | 0.239371 | 0.239504 | 0.239636 | 0.239768 |
| 8.5 | 0.239900 | 0.240032 | 0.240164 | 0.240295 | 0.240426 | 0.240558 | 0.240689 | 0.240819 | 0.240950 | 0.241081 |
| 8.6 | 0.241211 | 0.241341 | 0.241472 | 0.241602 | 0.241731 | 0.241861 | 0.241991 | 0.242120 | 0.242249 | 0.242378 |
| 8.7 | 0.242507 | 0.242636 | 0.242765 | 0.242893 | 0.243021 | 0.243150 | 0.243278 | 0.243406 | 0.243533 | 0.243661 |
| 8.8 | 0.243788 | 0.243916 | 0.244043 | 0.244170 | 0.244297 | 0.244423 | 0.244550 | 0.244676 | 0.244803 | 0.244929 |
| 8.9 | 0.245055 | 0.245181 | 0.245307 | 0.245432 | 0.245558 | 0.245683 | 0.245808 | 0.245933 | 0.246058 | 0.246183 |
Logarithm Table for base 7485 — N = 9.00–9.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 9.0 | 0.246308 | 0.246432 | 0.246556 | 0.246681 | 0.246805 | 0.246929 | 0.247052 | 0.247176 | 0.247300 | 0.247423 |
| 9.1 | 0.247546 | 0.247669 | 0.247792 | 0.247915 | 0.248038 | 0.248160 | 0.248283 | 0.248405 | 0.248527 | 0.248649 |
| 9.2 | 0.248771 | 0.248893 | 0.249015 | 0.249136 | 0.249258 | 0.249379 | 0.249500 | 0.249621 | 0.249742 | 0.249863 |
| 9.3 | 0.249983 | 0.250104 | 0.250224 | 0.250344 | 0.250464 | 0.250584 | 0.250704 | 0.250824 | 0.250943 | 0.251063 |
| 9.4 | 0.251182 | 0.251301 | 0.251420 | 0.251539 | 0.251658 | 0.251777 | 0.251895 | 0.252014 | 0.252132 | 0.252250 |
| 9.5 | 0.252368 | 0.252486 | 0.252604 | 0.252722 | 0.252839 | 0.252957 | 0.253074 | 0.253191 | 0.253308 | 0.253425 |
| 9.6 | 0.253542 | 0.253659 | 0.253776 | 0.253892 | 0.254008 | 0.254125 | 0.254241 | 0.254357 | 0.254473 | 0.254588 |
| 9.7 | 0.254704 | 0.254819 | 0.254935 | 0.255050 | 0.255165 | 0.255280 | 0.255395 | 0.255510 | 0.255625 | 0.255739 |
| 9.8 | 0.255854 | 0.255968 | 0.256082 | 0.256196 | 0.256310 | 0.256424 | 0.256538 | 0.256652 | 0.256765 | 0.256878 |
| 9.9 | 0.256992 | 0.257105 | 0.257218 | 0.257331 | 0.257444 | 0.257556 | 0.257669 | 0.257782 | 0.257894 | 0.258006 |
Logarithm Table for base 7485 — N = 10.00–10.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 10.0 | 0.258118 | 0.258230 | 0.258342 | 0.258454 | 0.258566 | 0.258677 | 0.258789 | 0.258900 | 0.259012 | 0.259123 |
| 10.1 | 0.259234 | 0.259345 | 0.259456 | 0.259566 | 0.259677 | 0.259787 | 0.259898 | 0.260008 | 0.260118 | 0.260228 |
| 10.2 | 0.260338 | 0.260448 | 0.260558 | 0.260667 | 0.260777 | 0.260886 | 0.260996 | 0.261105 | 0.261214 | 0.261323 |
| 10.3 | 0.261432 | 0.261541 | 0.261649 | 0.261758 | 0.261866 | 0.261975 | 0.262083 | 0.262191 | 0.262299 | 0.262407 |
| 10.4 | 0.262515 | 0.262623 | 0.262730 | 0.262838 | 0.262945 | 0.263053 | 0.263160 | 0.263267 | 0.263374 | 0.263481 |
| 10.5 | 0.263588 | 0.263694 | 0.263801 | 0.263908 | 0.264014 | 0.264120 | 0.264226 | 0.264333 | 0.264439 | 0.264544 |
| 10.6 | 0.264650 | 0.264756 | 0.264862 | 0.264967 | 0.265072 | 0.265178 | 0.265283 | 0.265388 | 0.265493 | 0.265598 |
| 10.7 | 0.265703 | 0.265808 | 0.265912 | 0.266017 | 0.266121 | 0.266225 | 0.266330 | 0.266434 | 0.266538 | 0.266642 |
| 10.8 | 0.266746 | 0.266849 | 0.266953 | 0.267057 | 0.267160 | 0.267263 | 0.267367 | 0.267470 | 0.267573 | 0.267676 |
| 10.9 | 0.267779 | 0.267882 | 0.267984 | 0.268087 | 0.268189 | 0.268292 | 0.268394 | 0.268496 | 0.268599 | 0.268701 |
Logarithm Table for base 7485 — N = 11.00–11.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 11.0 | 0.268803 | 0.268904 | 0.269006 | 0.269108 | 0.269209 | 0.269311 | 0.269412 | 0.269514 | 0.269615 | 0.269716 |
| 11.1 | 0.269817 | 0.269918 | 0.270019 | 0.270120 | 0.270220 | 0.270321 | 0.270421 | 0.270522 | 0.270622 | 0.270722 |
| 11.2 | 0.270822 | 0.270922 | 0.271022 | 0.271122 | 0.271222 | 0.271322 | 0.271421 | 0.271521 | 0.271620 | 0.271720 |
| 11.3 | 0.271819 | 0.271918 | 0.272017 | 0.272116 | 0.272215 | 0.272314 | 0.272413 | 0.272511 | 0.272610 | 0.272708 |
| 11.4 | 0.272807 | 0.272905 | 0.273003 | 0.273101 | 0.273199 | 0.273297 | 0.273395 | 0.273493 | 0.273590 | 0.273688 |
| 11.5 | 0.273786 | 0.273883 | 0.273980 | 0.274078 | 0.274175 | 0.274272 | 0.274369 | 0.274466 | 0.274563 | 0.274659 |
| 11.6 | 0.274756 | 0.274853 | 0.274949 | 0.275046 | 0.275142 | 0.275238 | 0.275334 | 0.275431 | 0.275527 | 0.275623 |
| 11.7 | 0.275718 | 0.275814 | 0.275910 | 0.276005 | 0.276101 | 0.276196 | 0.276292 | 0.276387 | 0.276482 | 0.276577 |
| 11.8 | 0.276672 | 0.276767 | 0.276862 | 0.276957 | 0.277052 | 0.277146 | 0.277241 | 0.277335 | 0.277430 | 0.277524 |
| 11.9 | 0.277618 | 0.277713 | 0.277807 | 0.277901 | 0.277995 | 0.278088 | 0.278182 | 0.278276 | 0.278369 | 0.278463 |
Logarithm Table for base 7485 — N = 12.00–12.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 12.0 | 0.278556 | 0.278650 | 0.278743 | 0.278836 | 0.278930 | 0.279023 | 0.279116 | 0.279208 | 0.279301 | 0.279394 |
| 12.1 | 0.279487 | 0.279579 | 0.279672 | 0.279764 | 0.279857 | 0.279949 | 0.280041 | 0.280133 | 0.280225 | 0.280317 |
| 12.2 | 0.280409 | 0.280501 | 0.280593 | 0.280685 | 0.280776 | 0.280868 | 0.280959 | 0.281051 | 0.281142 | 0.281233 |
| 12.3 | 0.281325 | 0.281416 | 0.281507 | 0.281598 | 0.281688 | 0.281779 | 0.281870 | 0.281961 | 0.282051 | 0.282142 |
| 12.4 | 0.282232 | 0.282323 | 0.282413 | 0.282503 | 0.282593 | 0.282683 | 0.282773 | 0.282863 | 0.282953 | 0.283043 |
| 12.5 | 0.283133 | 0.283222 | 0.283312 | 0.283401 | 0.283491 | 0.283580 | 0.283669 | 0.283759 | 0.283848 | 0.283937 |
| 12.6 | 0.284026 | 0.284115 | 0.284204 | 0.284292 | 0.284381 | 0.284470 | 0.284558 | 0.284647 | 0.284735 | 0.284824 |
| 12.7 | 0.284912 | 0.285000 | 0.285088 | 0.285176 | 0.285265 | 0.285352 | 0.285440 | 0.285528 | 0.285616 | 0.285704 |
| 12.8 | 0.285791 | 0.285879 | 0.285966 | 0.286054 | 0.286141 | 0.286228 | 0.286315 | 0.286403 | 0.286490 | 0.286577 |
| 12.9 | 0.286664 | 0.286750 | 0.286837 | 0.286924 | 0.287011 | 0.287097 | 0.287184 | 0.287270 | 0.287357 | 0.287443 |
Logarithm Table for base 7485 — N = 13.00–13.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 13.0 | 0.287529 | 0.287615 | 0.287702 | 0.287788 | 0.287874 | 0.287960 | 0.288045 | 0.288131 | 0.288217 | 0.288303 |
| 13.1 | 0.288388 | 0.288474 | 0.288559 | 0.288645 | 0.288730 | 0.288815 | 0.288900 | 0.288986 | 0.289071 | 0.289156 |
| 13.2 | 0.289241 | 0.289326 | 0.289410 | 0.289495 | 0.289580 | 0.289665 | 0.289749 | 0.289834 | 0.289918 | 0.290002 |
| 13.3 | 0.290087 | 0.290171 | 0.290255 | 0.290339 | 0.290423 | 0.290507 | 0.290591 | 0.290675 | 0.290759 | 0.290843 |
| 13.4 | 0.290926 | 0.291010 | 0.291094 | 0.291177 | 0.291261 | 0.291344 | 0.291427 | 0.291511 | 0.291594 | 0.291677 |
| 13.5 | 0.291760 | 0.291843 | 0.291926 | 0.292009 | 0.292092 | 0.292174 | 0.292257 | 0.292340 | 0.292422 | 0.292505 |
| 13.6 | 0.292587 | 0.292670 | 0.292752 | 0.292834 | 0.292916 | 0.292999 | 0.293081 | 0.293163 | 0.293245 | 0.293327 |
| 13.7 | 0.293408 | 0.293490 | 0.293572 | 0.293654 | 0.293735 | 0.293817 | 0.293898 | 0.293980 | 0.294061 | 0.294142 |
| 13.8 | 0.294224 | 0.294305 | 0.294386 | 0.294467 | 0.294548 | 0.294629 | 0.294710 | 0.294791 | 0.294872 | 0.294952 |
| 13.9 | 0.295033 | 0.295114 | 0.295194 | 0.295275 | 0.295355 | 0.295436 | 0.295516 | 0.295596 | 0.295676 | 0.295757 |
Logarithm Table for base 7485 — N = 14.00–14.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 14.0 | 0.295837 | 0.295917 | 0.295997 | 0.296077 | 0.296157 | 0.296236 | 0.296316 | 0.296396 | 0.296475 | 0.296555 |
| 14.1 | 0.296635 | 0.296714 | 0.296793 | 0.296873 | 0.296952 | 0.297031 | 0.297111 | 0.297190 | 0.297269 | 0.297348 |
| 14.2 | 0.297427 | 0.297506 | 0.297585 | 0.297663 | 0.297742 | 0.297821 | 0.297899 | 0.297978 | 0.298057 | 0.298135 |
| 14.3 | 0.298213 | 0.298292 | 0.298370 | 0.298448 | 0.298527 | 0.298605 | 0.298683 | 0.298761 | 0.298839 | 0.298917 |
| 14.4 | 0.298995 | 0.299072 | 0.299150 | 0.299228 | 0.299306 | 0.299383 | 0.299461 | 0.299538 | 0.299616 | 0.299693 |
| 14.5 | 0.299770 | 0.299848 | 0.299925 | 0.300002 | 0.300079 | 0.300156 | 0.300233 | 0.300310 | 0.300387 | 0.300464 |
| 14.6 | 0.300541 | 0.300618 | 0.300694 | 0.300771 | 0.300848 | 0.300924 | 0.301001 | 0.301077 | 0.301153 | 0.301230 |
| 14.7 | 0.301306 | 0.301382 | 0.301458 | 0.301535 | 0.301611 | 0.301687 | 0.301763 | 0.301839 | 0.301914 | 0.301990 |
| 14.8 | 0.302066 | 0.302142 | 0.302217 | 0.302293 | 0.302369 | 0.302444 | 0.302520 | 0.302595 | 0.302670 | 0.302746 |
| 14.9 | 0.302821 | 0.302896 | 0.302971 | 0.303046 | 0.303121 | 0.303196 | 0.303271 | 0.303346 | 0.303421 | 0.303496 |
Logarithm Table for base 7485 — N = 15.00–15.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 15.0 | 0.303571 | 0.303645 | 0.303720 | 0.303795 | 0.303869 | 0.303944 | 0.304018 | 0.304093 | 0.304167 | 0.304241 |
| 15.1 | 0.304316 | 0.304390 | 0.304464 | 0.304538 | 0.304612 | 0.304686 | 0.304760 | 0.304834 | 0.304908 | 0.304982 |
| 15.2 | 0.305056 | 0.305129 | 0.305203 | 0.305277 | 0.305350 | 0.305424 | 0.305497 | 0.305571 | 0.305644 | 0.305717 |
| 15.3 | 0.305791 | 0.305864 | 0.305937 | 0.306010 | 0.306083 | 0.306156 | 0.306229 | 0.306302 | 0.306375 | 0.306448 |
| 15.4 | 0.306521 | 0.306594 | 0.306666 | 0.306739 | 0.306812 | 0.306884 | 0.306957 | 0.307029 | 0.307102 | 0.307174 |
| 15.5 | 0.307246 | 0.307319 | 0.307391 | 0.307463 | 0.307535 | 0.307607 | 0.307680 | 0.307752 | 0.307824 | 0.307895 |
| 15.6 | 0.307967 | 0.308039 | 0.308111 | 0.308183 | 0.308254 | 0.308326 | 0.308398 | 0.308469 | 0.308541 | 0.308612 |
| 15.7 | 0.308684 | 0.308755 | 0.308826 | 0.308898 | 0.308969 | 0.309040 | 0.309111 | 0.309182 | 0.309253 | 0.309324 |
| 15.8 | 0.309395 | 0.309466 | 0.309537 | 0.309608 | 0.309679 | 0.309750 | 0.309820 | 0.309891 | 0.309962 | 0.310032 |
| 15.9 | 0.310103 | 0.310173 | 0.310244 | 0.310314 | 0.310384 | 0.310455 | 0.310525 | 0.310595 | 0.310665 | 0.310735 |
Logarithm Table for base 7485 — N = 16.00–16.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 16.0 | 0.310805 | 0.310876 | 0.310946 | 0.311015 | 0.311085 | 0.311155 | 0.311225 | 0.311295 | 0.311365 | 0.311434 |
| 16.1 | 0.311504 | 0.311574 | 0.311643 | 0.311713 | 0.311782 | 0.311852 | 0.311921 | 0.311990 | 0.312060 | 0.312129 |
| 16.2 | 0.312198 | 0.312267 | 0.312336 | 0.312405 | 0.312474 | 0.312543 | 0.312612 | 0.312681 | 0.312750 | 0.312819 |
| 16.3 | 0.312888 | 0.312957 | 0.313025 | 0.313094 | 0.313163 | 0.313231 | 0.313300 | 0.313368 | 0.313437 | 0.313505 |
| 16.4 | 0.313573 | 0.313642 | 0.313710 | 0.313778 | 0.313847 | 0.313915 | 0.313983 | 0.314051 | 0.314119 | 0.314187 |
| 16.5 | 0.314255 | 0.314323 | 0.314391 | 0.314459 | 0.314526 | 0.314594 | 0.314662 | 0.314730 | 0.314797 | 0.314865 |
| 16.6 | 0.314932 | 0.315000 | 0.315067 | 0.315135 | 0.315202 | 0.315269 | 0.315337 | 0.315404 | 0.315471 | 0.315538 |
| 16.7 | 0.315606 | 0.315673 | 0.315740 | 0.315807 | 0.315874 | 0.315941 | 0.316008 | 0.316074 | 0.316141 | 0.316208 |
| 16.8 | 0.316275 | 0.316342 | 0.316408 | 0.316475 | 0.316541 | 0.316608 | 0.316674 | 0.316741 | 0.316807 | 0.316874 |
| 16.9 | 0.316940 | 0.317006 | 0.317073 | 0.317139 | 0.317205 | 0.317271 | 0.317337 | 0.317403 | 0.317469 | 0.317535 |
Logarithm Table for base 7485 — N = 17.00–17.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 17.0 | 0.317601 | 0.317667 | 0.317733 | 0.317799 | 0.317865 | 0.317931 | 0.317996 | 0.318062 | 0.318128 | 0.318193 |
| 17.1 | 0.318259 | 0.318324 | 0.318390 | 0.318455 | 0.318521 | 0.318586 | 0.318652 | 0.318717 | 0.318782 | 0.318847 |
| 17.2 | 0.318913 | 0.318978 | 0.319043 | 0.319108 | 0.319173 | 0.319238 | 0.319303 | 0.319368 | 0.319433 | 0.319498 |
| 17.3 | 0.319562 | 0.319627 | 0.319692 | 0.319757 | 0.319821 | 0.319886 | 0.319951 | 0.320015 | 0.320080 | 0.320144 |
| 17.4 | 0.320209 | 0.320273 | 0.320337 | 0.320402 | 0.320466 | 0.320530 | 0.320594 | 0.320659 | 0.320723 | 0.320787 |
| 17.5 | 0.320851 | 0.320915 | 0.320979 | 0.321043 | 0.321107 | 0.321171 | 0.321235 | 0.321298 | 0.321362 | 0.321426 |
| 17.6 | 0.321490 | 0.321553 | 0.321617 | 0.321681 | 0.321744 | 0.321808 | 0.321871 | 0.321935 | 0.321998 | 0.322061 |
| 17.7 | 0.322125 | 0.322188 | 0.322251 | 0.322315 | 0.322378 | 0.322441 | 0.322504 | 0.322567 | 0.322630 | 0.322693 |
| 17.8 | 0.322756 | 0.322819 | 0.322882 | 0.322945 | 0.323008 | 0.323071 | 0.323134 | 0.323196 | 0.323259 | 0.323322 |
| 17.9 | 0.323384 | 0.323447 | 0.323510 | 0.323572 | 0.323635 | 0.323697 | 0.323759 | 0.323822 | 0.323884 | 0.323947 |
Logarithm Table for base 7485 — N = 18.00–18.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 18.0 | 0.324009 | 0.324071 | 0.324133 | 0.324196 | 0.324258 | 0.324320 | 0.324382 | 0.324444 | 0.324506 | 0.324568 |
| 18.1 | 0.324630 | 0.324692 | 0.324754 | 0.324816 | 0.324877 | 0.324939 | 0.325001 | 0.325063 | 0.325124 | 0.325186 |
| 18.2 | 0.325248 | 0.325309 | 0.325371 | 0.325432 | 0.325494 | 0.325555 | 0.325616 | 0.325678 | 0.325739 | 0.325801 |
| 18.3 | 0.325862 | 0.325923 | 0.325984 | 0.326045 | 0.326107 | 0.326168 | 0.326229 | 0.326290 | 0.326351 | 0.326412 |
| 18.4 | 0.326473 | 0.326534 | 0.326594 | 0.326655 | 0.326716 | 0.326777 | 0.326838 | 0.326898 | 0.326959 | 0.327020 |
| 18.5 | 0.327080 | 0.327141 | 0.327201 | 0.327262 | 0.327322 | 0.327383 | 0.327443 | 0.327504 | 0.327564 | 0.327624 |
| 18.6 | 0.327685 | 0.327745 | 0.327805 | 0.327865 | 0.327925 | 0.327986 | 0.328046 | 0.328106 | 0.328166 | 0.328226 |
| 18.7 | 0.328286 | 0.328346 | 0.328405 | 0.328465 | 0.328525 | 0.328585 | 0.328645 | 0.328704 | 0.328764 | 0.328824 |
| 18.8 | 0.328884 | 0.328943 | 0.329003 | 0.329062 | 0.329122 | 0.329181 | 0.329241 | 0.329300 | 0.329360 | 0.329419 |
| 18.9 | 0.329478 | 0.329538 | 0.329597 | 0.329656 | 0.329715 | 0.329774 | 0.329834 | 0.329893 | 0.329952 | 0.330011 |
Logarithm Table for base 7485 — N = 19.00–19.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 19.0 | 0.330070 | 0.330129 | 0.330188 | 0.330247 | 0.330306 | 0.330364 | 0.330423 | 0.330482 | 0.330541 | 0.330600 |
| 19.1 | 0.330658 | 0.330717 | 0.330776 | 0.330834 | 0.330893 | 0.330951 | 0.331010 | 0.331068 | 0.331127 | 0.331185 |
| 19.2 | 0.331244 | 0.331302 | 0.331360 | 0.331419 | 0.331477 | 0.331535 | 0.331593 | 0.331652 | 0.331710 | 0.331768 |
| 19.3 | 0.331826 | 0.331884 | 0.331942 | 0.332000 | 0.332058 | 0.332116 | 0.332174 | 0.332232 | 0.332290 | 0.332347 |
| 19.4 | 0.332405 | 0.332463 | 0.332521 | 0.332578 | 0.332636 | 0.332694 | 0.332751 | 0.332809 | 0.332867 | 0.332924 |
| 19.5 | 0.332982 | 0.333039 | 0.333097 | 0.333154 | 0.333211 | 0.333269 | 0.333326 | 0.333383 | 0.333441 | 0.333498 |
| 19.6 | 0.333555 | 0.333612 | 0.333669 | 0.333726 | 0.333784 | 0.333841 | 0.333898 | 0.333955 | 0.334012 | 0.334069 |
| 19.7 | 0.334125 | 0.334182 | 0.334239 | 0.334296 | 0.334353 | 0.334410 | 0.334466 | 0.334523 | 0.334580 | 0.334636 |
| 19.8 | 0.334693 | 0.334750 | 0.334806 | 0.334863 | 0.334919 | 0.334976 | 0.335032 | 0.335089 | 0.335145 | 0.335201 |
| 19.9 | 0.335258 | 0.335314 | 0.335370 | 0.335427 | 0.335483 | 0.335539 | 0.335595 | 0.335651 | 0.335708 | 0.335764 |
Logarithm Table for base 7485 — N = 20.00–20.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 20.0 | 0.335820 | 0.335876 | 0.335932 | 0.335988 | 0.336044 | 0.336100 | 0.336156 | 0.336211 | 0.336267 | 0.336323 |
| 20.1 | 0.336379 | 0.336435 | 0.336490 | 0.336546 | 0.336602 | 0.336657 | 0.336713 | 0.336769 | 0.336824 | 0.336880 |
| 20.2 | 0.336935 | 0.336991 | 0.337046 | 0.337102 | 0.337157 | 0.337212 | 0.337268 | 0.337323 | 0.337378 | 0.337433 |
| 20.3 | 0.337489 | 0.337544 | 0.337599 | 0.337654 | 0.337709 | 0.337764 | 0.337820 | 0.337875 | 0.337930 | 0.337985 |
| 20.4 | 0.338040 | 0.338095 | 0.338149 | 0.338204 | 0.338259 | 0.338314 | 0.338369 | 0.338424 | 0.338478 | 0.338533 |
| 20.5 | 0.338588 | 0.338642 | 0.338697 | 0.338752 | 0.338806 | 0.338861 | 0.338915 | 0.338970 | 0.339024 | 0.339079 |
| 20.6 | 0.339133 | 0.339188 | 0.339242 | 0.339296 | 0.339351 | 0.339405 | 0.339459 | 0.339514 | 0.339568 | 0.339622 |
| 20.7 | 0.339676 | 0.339730 | 0.339784 | 0.339838 | 0.339893 | 0.339947 | 0.340001 | 0.340055 | 0.340108 | 0.340162 |
| 20.8 | 0.340216 | 0.340270 | 0.340324 | 0.340378 | 0.340432 | 0.340485 | 0.340539 | 0.340593 | 0.340647 | 0.340700 |
| 20.9 | 0.340754 | 0.340808 | 0.340861 | 0.340915 | 0.340968 | 0.341022 | 0.341075 | 0.341129 | 0.341182 | 0.341236 |
Logarithm Table for base 7485 — N = 21.00–21.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 21.0 | 0.341289 | 0.341342 | 0.341396 | 0.341449 | 0.341502 | 0.341556 | 0.341609 | 0.341662 | 0.341715 | 0.341768 |
| 21.1 | 0.341822 | 0.341875 | 0.341928 | 0.341981 | 0.342034 | 0.342087 | 0.342140 | 0.342193 | 0.342246 | 0.342299 |
| 21.2 | 0.342352 | 0.342404 | 0.342457 | 0.342510 | 0.342563 | 0.342616 | 0.342668 | 0.342721 | 0.342774 | 0.342827 |
| 21.3 | 0.342879 | 0.342932 | 0.342984 | 0.343037 | 0.343089 | 0.343142 | 0.343194 | 0.343247 | 0.343299 | 0.343352 |
| 21.4 | 0.343404 | 0.343457 | 0.343509 | 0.343561 | 0.343614 | 0.343666 | 0.343718 | 0.343770 | 0.343822 | 0.343875 |
| 21.5 | 0.343927 | 0.343979 | 0.344031 | 0.344083 | 0.344135 | 0.344187 | 0.344239 | 0.344291 | 0.344343 | 0.344395 |
| 21.6 | 0.344447 | 0.344499 | 0.344551 | 0.344603 | 0.344654 | 0.344706 | 0.344758 | 0.344810 | 0.344861 | 0.344913 |
| 21.7 | 0.344965 | 0.345016 | 0.345068 | 0.345120 | 0.345171 | 0.345223 | 0.345274 | 0.345326 | 0.345377 | 0.345429 |
| 21.8 | 0.345480 | 0.345532 | 0.345583 | 0.345634 | 0.345686 | 0.345737 | 0.345788 | 0.345840 | 0.345891 | 0.345942 |
| 21.9 | 0.345993 | 0.346044 | 0.346096 | 0.346147 | 0.346198 | 0.346249 | 0.346300 | 0.346351 | 0.346402 | 0.346453 |
Logarithm Table for base 7485 — N = 22.00–22.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 22.0 | 0.346504 | 0.346555 | 0.346606 | 0.346657 | 0.346708 | 0.346758 | 0.346809 | 0.346860 | 0.346911 | 0.346962 |
| 22.1 | 0.347012 | 0.347063 | 0.347114 | 0.347164 | 0.347215 | 0.347266 | 0.347316 | 0.347367 | 0.347417 | 0.347468 |
| 22.2 | 0.347518 | 0.347569 | 0.347619 | 0.347670 | 0.347720 | 0.347771 | 0.347821 | 0.347871 | 0.347922 | 0.347972 |
| 22.3 | 0.348022 | 0.348072 | 0.348123 | 0.348173 | 0.348223 | 0.348273 | 0.348323 | 0.348374 | 0.348424 | 0.348474 |
| 22.4 | 0.348524 | 0.348574 | 0.348624 | 0.348674 | 0.348724 | 0.348774 | 0.348824 | 0.348874 | 0.348923 | 0.348973 |
| 22.5 | 0.349023 | 0.349073 | 0.349123 | 0.349172 | 0.349222 | 0.349272 | 0.349322 | 0.349371 | 0.349421 | 0.349471 |
| 22.6 | 0.349520 | 0.349570 | 0.349619 | 0.349669 | 0.349718 | 0.349768 | 0.349817 | 0.349867 | 0.349916 | 0.349966 |
| 22.7 | 0.350015 | 0.350065 | 0.350114 | 0.350163 | 0.350213 | 0.350262 | 0.350311 | 0.350360 | 0.350410 | 0.350459 |
| 22.8 | 0.350508 | 0.350557 | 0.350606 | 0.350655 | 0.350704 | 0.350753 | 0.350803 | 0.350852 | 0.350901 | 0.350950 |
| 22.9 | 0.350998 | 0.351047 | 0.351096 | 0.351145 | 0.351194 | 0.351243 | 0.351292 | 0.351341 | 0.351389 | 0.351438 |
Logarithm Table for base 7485 — N = 23.00–23.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 23.0 | 0.351487 | 0.351536 | 0.351584 | 0.351633 | 0.351682 | 0.351730 | 0.351779 | 0.351828 | 0.351876 | 0.351925 |
| 23.1 | 0.351973 | 0.352022 | 0.352070 | 0.352119 | 0.352167 | 0.352216 | 0.352264 | 0.352312 | 0.352361 | 0.352409 |
| 23.2 | 0.352458 | 0.352506 | 0.352554 | 0.352602 | 0.352651 | 0.352699 | 0.352747 | 0.352795 | 0.352843 | 0.352892 |
| 23.3 | 0.352940 | 0.352988 | 0.353036 | 0.353084 | 0.353132 | 0.353180 | 0.353228 | 0.353276 | 0.353324 | 0.353372 |
| 23.4 | 0.353420 | 0.353468 | 0.353516 | 0.353563 | 0.353611 | 0.353659 | 0.353707 | 0.353755 | 0.353802 | 0.353850 |
| 23.5 | 0.353898 | 0.353945 | 0.353993 | 0.354041 | 0.354088 | 0.354136 | 0.354184 | 0.354231 | 0.354279 | 0.354326 |
| 23.6 | 0.354374 | 0.354421 | 0.354469 | 0.354516 | 0.354564 | 0.354611 | 0.354658 | 0.354706 | 0.354753 | 0.354800 |
| 23.7 | 0.354848 | 0.354895 | 0.354942 | 0.354990 | 0.355037 | 0.355084 | 0.355131 | 0.355178 | 0.355226 | 0.355273 |
| 23.8 | 0.355320 | 0.355367 | 0.355414 | 0.355461 | 0.355508 | 0.355555 | 0.355602 | 0.355649 | 0.355696 | 0.355743 |
| 23.9 | 0.355790 | 0.355837 | 0.355884 | 0.355930 | 0.355977 | 0.356024 | 0.356071 | 0.356118 | 0.356164 | 0.356211 |
Logarithm Table for base 7485 — N = 24.00–24.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 24.0 | 0.356258 | 0.356305 | 0.356351 | 0.356398 | 0.356445 | 0.356491 | 0.356538 | 0.356584 | 0.356631 | 0.356677 |
| 24.1 | 0.356724 | 0.356770 | 0.356817 | 0.356863 | 0.356910 | 0.356956 | 0.357003 | 0.357049 | 0.357095 | 0.357142 |
| 24.2 | 0.357188 | 0.357234 | 0.357281 | 0.357327 | 0.357373 | 0.357420 | 0.357466 | 0.357512 | 0.357558 | 0.357604 |
| 24.3 | 0.357650 | 0.357697 | 0.357743 | 0.357789 | 0.357835 | 0.357881 | 0.357927 | 0.357973 | 0.358019 | 0.358065 |
| 24.4 | 0.358111 | 0.358157 | 0.358203 | 0.358249 | 0.358294 | 0.358340 | 0.358386 | 0.358432 | 0.358478 | 0.358523 |
| 24.5 | 0.358569 | 0.358615 | 0.358661 | 0.358706 | 0.358752 | 0.358798 | 0.358843 | 0.358889 | 0.358935 | 0.358980 |
| 24.6 | 0.359026 | 0.359071 | 0.359117 | 0.359162 | 0.359208 | 0.359253 | 0.359299 | 0.359344 | 0.359390 | 0.359435 |
| 24.7 | 0.359481 | 0.359526 | 0.359571 | 0.359617 | 0.359662 | 0.359707 | 0.359753 | 0.359798 | 0.359843 | 0.359888 |
| 24.8 | 0.359934 | 0.359979 | 0.360024 | 0.360069 | 0.360114 | 0.360159 | 0.360204 | 0.360250 | 0.360295 | 0.360340 |
| 24.9 | 0.360385 | 0.360430 | 0.360475 | 0.360520 | 0.360565 | 0.360610 | 0.360654 | 0.360699 | 0.360744 | 0.360789 |
Logarithm Table for base 7485 — N = 25.00–25.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 25.0 | 0.360834 | 0.360879 | 0.360924 | 0.360968 | 0.361013 | 0.361058 | 0.361103 | 0.361147 | 0.361192 | 0.361237 |
| 25.1 | 0.361281 | 0.361326 | 0.361371 | 0.361415 | 0.361460 | 0.361505 | 0.361549 | 0.361594 | 0.361638 | 0.361683 |
| 25.2 | 0.361727 | 0.361772 | 0.361816 | 0.361861 | 0.361905 | 0.361949 | 0.361994 | 0.362038 | 0.362083 | 0.362127 |
| 25.3 | 0.362171 | 0.362215 | 0.362260 | 0.362304 | 0.362348 | 0.362392 | 0.362437 | 0.362481 | 0.362525 | 0.362569 |
| 25.4 | 0.362613 | 0.362657 | 0.362702 | 0.362746 | 0.362790 | 0.362834 | 0.362878 | 0.362922 | 0.362966 | 0.363010 |
| 25.5 | 0.363054 | 0.363098 | 0.363142 | 0.363186 | 0.363230 | 0.363273 | 0.363317 | 0.363361 | 0.363405 | 0.363449 |
| 25.6 | 0.363493 | 0.363536 | 0.363580 | 0.363624 | 0.363668 | 0.363711 | 0.363755 | 0.363799 | 0.363842 | 0.363886 |
| 25.7 | 0.363930 | 0.363973 | 0.364017 | 0.364060 | 0.364104 | 0.364147 | 0.364191 | 0.364235 | 0.364278 | 0.364321 |
| 25.8 | 0.364365 | 0.364408 | 0.364452 | 0.364495 | 0.364539 | 0.364582 | 0.364625 | 0.364669 | 0.364712 | 0.364755 |
| 25.9 | 0.364799 | 0.364842 | 0.364885 | 0.364928 | 0.364972 | 0.365015 | 0.365058 | 0.365101 | 0.365144 | 0.365187 |
Logarithm Table for base 7485 — N = 26.00–26.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 26.0 | 0.365231 | 0.365274 | 0.365317 | 0.365360 | 0.365403 | 0.365446 | 0.365489 | 0.365532 | 0.365575 | 0.365618 |
| 26.1 | 0.365661 | 0.365704 | 0.365747 | 0.365790 | 0.365833 | 0.365875 | 0.365918 | 0.365961 | 0.366004 | 0.366047 |
| 26.2 | 0.366090 | 0.366132 | 0.366175 | 0.366218 | 0.366261 | 0.366303 | 0.366346 | 0.366389 | 0.366431 | 0.366474 |
| 26.3 | 0.366517 | 0.366559 | 0.366602 | 0.366644 | 0.366687 | 0.366730 | 0.366772 | 0.366815 | 0.366857 | 0.366900 |
| 26.4 | 0.366942 | 0.366985 | 0.367027 | 0.367069 | 0.367112 | 0.367154 | 0.367197 | 0.367239 | 0.367281 | 0.367324 |
| 26.5 | 0.367366 | 0.367408 | 0.367450 | 0.367493 | 0.367535 | 0.367577 | 0.367619 | 0.367662 | 0.367704 | 0.367746 |
| 26.6 | 0.367788 | 0.367830 | 0.367872 | 0.367914 | 0.367957 | 0.367999 | 0.368041 | 0.368083 | 0.368125 | 0.368167 |
| 26.7 | 0.368209 | 0.368251 | 0.368293 | 0.368335 | 0.368377 | 0.368418 | 0.368460 | 0.368502 | 0.368544 | 0.368586 |
| 26.8 | 0.368628 | 0.368670 | 0.368711 | 0.368753 | 0.368795 | 0.368837 | 0.368878 | 0.368920 | 0.368962 | 0.369004 |
| 26.9 | 0.369045 | 0.369087 | 0.369129 | 0.369170 | 0.369212 | 0.369253 | 0.369295 | 0.369337 | 0.369378 | 0.369420 |
Logarithm Table for base 7485 — N = 27.00–27.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 27.0 | 0.369461 | 0.369503 | 0.369544 | 0.369586 | 0.369627 | 0.369669 | 0.369710 | 0.369752 | 0.369793 | 0.369834 |
| 27.1 | 0.369876 | 0.369917 | 0.369958 | 0.370000 | 0.370041 | 0.370082 | 0.370124 | 0.370165 | 0.370206 | 0.370247 |
| 27.2 | 0.370289 | 0.370330 | 0.370371 | 0.370412 | 0.370453 | 0.370494 | 0.370536 | 0.370577 | 0.370618 | 0.370659 |
| 27.3 | 0.370700 | 0.370741 | 0.370782 | 0.370823 | 0.370864 | 0.370905 | 0.370946 | 0.370987 | 0.371028 | 0.371069 |
| 27.4 | 0.371110 | 0.371151 | 0.371192 | 0.371232 | 0.371273 | 0.371314 | 0.371355 | 0.371396 | 0.371437 | 0.371477 |
| 27.5 | 0.371518 | 0.371559 | 0.371600 | 0.371640 | 0.371681 | 0.371722 | 0.371762 | 0.371803 | 0.371844 | 0.371884 |
| 27.6 | 0.371925 | 0.371966 | 0.372006 | 0.372047 | 0.372087 | 0.372128 | 0.372169 | 0.372209 | 0.372250 | 0.372290 |
| 27.7 | 0.372330 | 0.372371 | 0.372411 | 0.372452 | 0.372492 | 0.372533 | 0.372573 | 0.372613 | 0.372654 | 0.372694 |
| 27.8 | 0.372734 | 0.372775 | 0.372815 | 0.372855 | 0.372896 | 0.372936 | 0.372976 | 0.373016 | 0.373057 | 0.373097 |
| 27.9 | 0.373137 | 0.373177 | 0.373217 | 0.373257 | 0.373298 | 0.373338 | 0.373378 | 0.373418 | 0.373458 | 0.373498 |
Logarithm Table for base 7485 — N = 28.00–28.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 28.0 | 0.373538 | 0.373578 | 0.373618 | 0.373658 | 0.373698 | 0.373738 | 0.373778 | 0.373818 | 0.373858 | 0.373898 |
| 28.1 | 0.373938 | 0.373978 | 0.374017 | 0.374057 | 0.374097 | 0.374137 | 0.374177 | 0.374217 | 0.374256 | 0.374296 |
| 28.2 | 0.374336 | 0.374376 | 0.374415 | 0.374455 | 0.374495 | 0.374534 | 0.374574 | 0.374614 | 0.374653 | 0.374693 |
| 28.3 | 0.374733 | 0.374772 | 0.374812 | 0.374851 | 0.374891 | 0.374931 | 0.374970 | 0.375010 | 0.375049 | 0.375089 |
| 28.4 | 0.375128 | 0.375168 | 0.375207 | 0.375246 | 0.375286 | 0.375325 | 0.375365 | 0.375404 | 0.375443 | 0.375483 |
| 28.5 | 0.375522 | 0.375561 | 0.375601 | 0.375640 | 0.375679 | 0.375719 | 0.375758 | 0.375797 | 0.375836 | 0.375876 |
| 28.6 | 0.375915 | 0.375954 | 0.375993 | 0.376032 | 0.376071 | 0.376111 | 0.376150 | 0.376189 | 0.376228 | 0.376267 |
| 28.7 | 0.376306 | 0.376345 | 0.376384 | 0.376423 | 0.376462 | 0.376501 | 0.376540 | 0.376579 | 0.376618 | 0.376657 |
| 28.8 | 0.376696 | 0.376735 | 0.376774 | 0.376813 | 0.376852 | 0.376890 | 0.376929 | 0.376968 | 0.377007 | 0.377046 |
| 28.9 | 0.377085 | 0.377123 | 0.377162 | 0.377201 | 0.377240 | 0.377278 | 0.377317 | 0.377356 | 0.377394 | 0.377433 |
Logarithm Table for base 7485 — N = 29.00–29.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 29.0 | 0.377472 | 0.377510 | 0.377549 | 0.377588 | 0.377626 | 0.377665 | 0.377703 | 0.377742 | 0.377781 | 0.377819 |
| 29.1 | 0.377858 | 0.377896 | 0.377935 | 0.377973 | 0.378012 | 0.378050 | 0.378089 | 0.378127 | 0.378165 | 0.378204 |
| 29.2 | 0.378242 | 0.378281 | 0.378319 | 0.378357 | 0.378396 | 0.378434 | 0.378472 | 0.378511 | 0.378549 | 0.378587 |
| 29.3 | 0.378625 | 0.378664 | 0.378702 | 0.378740 | 0.378778 | 0.378817 | 0.378855 | 0.378893 | 0.378931 | 0.378969 |
| 29.4 | 0.379007 | 0.379046 | 0.379084 | 0.379122 | 0.379160 | 0.379198 | 0.379236 | 0.379274 | 0.379312 | 0.379350 |
| 29.5 | 0.379388 | 0.379426 | 0.379464 | 0.379502 | 0.379540 | 0.379578 | 0.379616 | 0.379654 | 0.379692 | 0.379730 |
| 29.6 | 0.379767 | 0.379805 | 0.379843 | 0.379881 | 0.379919 | 0.379957 | 0.379994 | 0.380032 | 0.380070 | 0.380108 |
| 29.7 | 0.380145 | 0.380183 | 0.380221 | 0.380259 | 0.380296 | 0.380334 | 0.380372 | 0.380409 | 0.380447 | 0.380485 |
| 29.8 | 0.380522 | 0.380560 | 0.380597 | 0.380635 | 0.380673 | 0.380710 | 0.380748 | 0.380785 | 0.380823 | 0.380860 |
| 29.9 | 0.380898 | 0.380935 | 0.380973 | 0.381010 | 0.381048 | 0.381085 | 0.381123 | 0.381160 | 0.381197 | 0.381235 |
Logarithm Table for base 7485 — N = 30.00–30.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 30.0 | 0.381272 | 0.381309 | 0.381347 | 0.381384 | 0.381421 | 0.381459 | 0.381496 | 0.381533 | 0.381571 | 0.381608 |
| 30.1 | 0.381645 | 0.381682 | 0.381720 | 0.381757 | 0.381794 | 0.381831 | 0.381868 | 0.381906 | 0.381943 | 0.381980 |
| 30.2 | 0.382017 | 0.382054 | 0.382091 | 0.382128 | 0.382165 | 0.382202 | 0.382239 | 0.382276 | 0.382314 | 0.382351 |
| 30.3 | 0.382388 | 0.382425 | 0.382461 | 0.382498 | 0.382535 | 0.382572 | 0.382609 | 0.382646 | 0.382683 | 0.382720 |
| 30.4 | 0.382757 | 0.382794 | 0.382831 | 0.382867 | 0.382904 | 0.382941 | 0.382978 | 0.383015 | 0.383051 | 0.383088 |
| 30.5 | 0.383125 | 0.383162 | 0.383199 | 0.383235 | 0.383272 | 0.383309 | 0.383345 | 0.383382 | 0.383419 | 0.383455 |
| 30.6 | 0.383492 | 0.383529 | 0.383565 | 0.383602 | 0.383638 | 0.383675 | 0.383712 | 0.383748 | 0.383785 | 0.383821 |
| 30.7 | 0.383858 | 0.383894 | 0.383931 | 0.383967 | 0.384004 | 0.384040 | 0.384077 | 0.384113 | 0.384149 | 0.384186 |
| 30.8 | 0.384222 | 0.384259 | 0.384295 | 0.384331 | 0.384368 | 0.384404 | 0.384440 | 0.384477 | 0.384513 | 0.384549 |
| 30.9 | 0.384586 | 0.384622 | 0.384658 | 0.384694 | 0.384731 | 0.384767 | 0.384803 | 0.384839 | 0.384875 | 0.384912 |
Logarithm Table for base 7485 — N = 31.00–31.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 31.0 | 0.384948 | 0.384984 | 0.385020 | 0.385056 | 0.385092 | 0.385128 | 0.385165 | 0.385201 | 0.385237 | 0.385273 |
| 31.1 | 0.385309 | 0.385345 | 0.385381 | 0.385417 | 0.385453 | 0.385489 | 0.385525 | 0.385561 | 0.385597 | 0.385633 |
| 31.2 | 0.385669 | 0.385705 | 0.385741 | 0.385776 | 0.385812 | 0.385848 | 0.385884 | 0.385920 | 0.385956 | 0.385992 |
| 31.3 | 0.386027 | 0.386063 | 0.386099 | 0.386135 | 0.386171 | 0.386206 | 0.386242 | 0.386278 | 0.386314 | 0.386349 |
| 31.4 | 0.386385 | 0.386421 | 0.386456 | 0.386492 | 0.386528 | 0.386563 | 0.386599 | 0.386635 | 0.386670 | 0.386706 |
| 31.5 | 0.386741 | 0.386777 | 0.386813 | 0.386848 | 0.386884 | 0.386919 | 0.386955 | 0.386990 | 0.387026 | 0.387061 |
| 31.6 | 0.387097 | 0.387132 | 0.387168 | 0.387203 | 0.387239 | 0.387274 | 0.387309 | 0.387345 | 0.387380 | 0.387416 |
| 31.7 | 0.387451 | 0.387486 | 0.387522 | 0.387557 | 0.387592 | 0.387628 | 0.387663 | 0.387698 | 0.387733 | 0.387769 |
| 31.8 | 0.387804 | 0.387839 | 0.387874 | 0.387910 | 0.387945 | 0.387980 | 0.388015 | 0.388050 | 0.388086 | 0.388121 |
| 31.9 | 0.388156 | 0.388191 | 0.388226 | 0.388261 | 0.388296 | 0.388332 | 0.388367 | 0.388402 | 0.388437 | 0.388472 |
Logarithm Table for base 7485 — N = 32.00–32.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 32.0 | 0.388507 | 0.388542 | 0.388577 | 0.388612 | 0.388647 | 0.388682 | 0.388717 | 0.388752 | 0.388787 | 0.388822 |
| 32.1 | 0.388857 | 0.388892 | 0.388926 | 0.388961 | 0.388996 | 0.389031 | 0.389066 | 0.389101 | 0.389136 | 0.389170 |
| 32.2 | 0.389205 | 0.389240 | 0.389275 | 0.389310 | 0.389344 | 0.389379 | 0.389414 | 0.389449 | 0.389483 | 0.389518 |
| 32.3 | 0.389553 | 0.389588 | 0.389622 | 0.389657 | 0.389692 | 0.389726 | 0.389761 | 0.389796 | 0.389830 | 0.389865 |
| 32.4 | 0.389899 | 0.389934 | 0.389969 | 0.390003 | 0.390038 | 0.390072 | 0.390107 | 0.390141 | 0.390176 | 0.390210 |
| 32.5 | 0.390245 | 0.390279 | 0.390314 | 0.390348 | 0.390383 | 0.390417 | 0.390452 | 0.390486 | 0.390520 | 0.390555 |
| 32.6 | 0.390589 | 0.390624 | 0.390658 | 0.390692 | 0.390727 | 0.390761 | 0.390795 | 0.390830 | 0.390864 | 0.390898 |
| 32.7 | 0.390933 | 0.390967 | 0.391001 | 0.391035 | 0.391070 | 0.391104 | 0.391138 | 0.391172 | 0.391206 | 0.391241 |
| 32.8 | 0.391275 | 0.391309 | 0.391343 | 0.391377 | 0.391411 | 0.391446 | 0.391480 | 0.391514 | 0.391548 | 0.391582 |
| 32.9 | 0.391616 | 0.391650 | 0.391684 | 0.391718 | 0.391752 | 0.391786 | 0.391820 | 0.391854 | 0.391888 | 0.391922 |
Logarithm Table for base 7485 — N = 33.00–33.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 33.0 | 0.391956 | 0.391990 | 0.392024 | 0.392058 | 0.392092 | 0.392126 | 0.392160 | 0.392194 | 0.392228 | 0.392262 |
| 33.1 | 0.392295 | 0.392329 | 0.392363 | 0.392397 | 0.392431 | 0.392465 | 0.392499 | 0.392532 | 0.392566 | 0.392600 |
| 33.2 | 0.392634 | 0.392667 | 0.392701 | 0.392735 | 0.392769 | 0.392802 | 0.392836 | 0.392870 | 0.392903 | 0.392937 |
| 33.3 | 0.392971 | 0.393004 | 0.393038 | 0.393072 | 0.393105 | 0.393139 | 0.393173 | 0.393206 | 0.393240 | 0.393273 |
| 33.4 | 0.393307 | 0.393340 | 0.393374 | 0.393408 | 0.393441 | 0.393475 | 0.393508 | 0.393542 | 0.393575 | 0.393609 |
| 33.5 | 0.393642 | 0.393676 | 0.393709 | 0.393742 | 0.393776 | 0.393809 | 0.393843 | 0.393876 | 0.393909 | 0.393943 |
| 33.6 | 0.393976 | 0.394010 | 0.394043 | 0.394076 | 0.394110 | 0.394143 | 0.394176 | 0.394209 | 0.394243 | 0.394276 |
| 33.7 | 0.394309 | 0.394343 | 0.394376 | 0.394409 | 0.394442 | 0.394476 | 0.394509 | 0.394542 | 0.394575 | 0.394608 |
| 33.8 | 0.394641 | 0.394675 | 0.394708 | 0.394741 | 0.394774 | 0.394807 | 0.394840 | 0.394873 | 0.394906 | 0.394940 |
| 33.9 | 0.394973 | 0.395006 | 0.395039 | 0.395072 | 0.395105 | 0.395138 | 0.395171 | 0.395204 | 0.395237 | 0.395270 |
Logarithm Table for base 7485 — N = 34.00–34.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 34.0 | 0.395303 | 0.395336 | 0.395369 | 0.395402 | 0.395435 | 0.395468 | 0.395500 | 0.395533 | 0.395566 | 0.395599 |
| 34.1 | 0.395632 | 0.395665 | 0.395698 | 0.395731 | 0.395763 | 0.395796 | 0.395829 | 0.395862 | 0.395895 | 0.395928 |
| 34.2 | 0.395960 | 0.395993 | 0.396026 | 0.396059 | 0.396091 | 0.396124 | 0.396157 | 0.396189 | 0.396222 | 0.396255 |
| 34.3 | 0.396288 | 0.396320 | 0.396353 | 0.396386 | 0.396418 | 0.396451 | 0.396484 | 0.396516 | 0.396549 | 0.396581 |
| 34.4 | 0.396614 | 0.396647 | 0.396679 | 0.396712 | 0.396744 | 0.396777 | 0.396809 | 0.396842 | 0.396874 | 0.396907 |
| 34.5 | 0.396939 | 0.396972 | 0.397004 | 0.397037 | 0.397069 | 0.397102 | 0.397134 | 0.397167 | 0.397199 | 0.397231 |
| 34.6 | 0.397264 | 0.397296 | 0.397329 | 0.397361 | 0.397393 | 0.397426 | 0.397458 | 0.397490 | 0.397523 | 0.397555 |
| 34.7 | 0.397587 | 0.397620 | 0.397652 | 0.397684 | 0.397716 | 0.397749 | 0.397781 | 0.397813 | 0.397845 | 0.397878 |
| 34.8 | 0.397910 | 0.397942 | 0.397974 | 0.398006 | 0.398039 | 0.398071 | 0.398103 | 0.398135 | 0.398167 | 0.398199 |
| 34.9 | 0.398232 | 0.398264 | 0.398296 | 0.398328 | 0.398360 | 0.398392 | 0.398424 | 0.398456 | 0.398488 | 0.398520 |
Logarithm Table for base 7485 — N = 35.00–35.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 35.0 | 0.398552 | 0.398584 | 0.398616 | 0.398648 | 0.398680 | 0.398712 | 0.398744 | 0.398776 | 0.398808 | 0.398840 |
| 35.1 | 0.398872 | 0.398904 | 0.398936 | 0.398968 | 0.399000 | 0.399032 | 0.399064 | 0.399095 | 0.399127 | 0.399159 |
| 35.2 | 0.399191 | 0.399223 | 0.399255 | 0.399287 | 0.399318 | 0.399350 | 0.399382 | 0.399414 | 0.399446 | 0.399477 |
| 35.3 | 0.399509 | 0.399541 | 0.399573 | 0.399604 | 0.399636 | 0.399668 | 0.399699 | 0.399731 | 0.399763 | 0.399794 |
| 35.4 | 0.399826 | 0.399858 | 0.399889 | 0.399921 | 0.399953 | 0.399984 | 0.400016 | 0.400048 | 0.400079 | 0.400111 |
| 35.5 | 0.400142 | 0.400174 | 0.400206 | 0.400237 | 0.400269 | 0.400300 | 0.400332 | 0.400363 | 0.400395 | 0.400426 |
| 35.6 | 0.400458 | 0.400489 | 0.400521 | 0.400552 | 0.400584 | 0.400615 | 0.400646 | 0.400678 | 0.400709 | 0.400741 |
| 35.7 | 0.400772 | 0.400804 | 0.400835 | 0.400866 | 0.400898 | 0.400929 | 0.400960 | 0.400992 | 0.401023 | 0.401054 |
| 35.8 | 0.401086 | 0.401117 | 0.401148 | 0.401180 | 0.401211 | 0.401242 | 0.401273 | 0.401305 | 0.401336 | 0.401367 |
| 35.9 | 0.401398 | 0.401430 | 0.401461 | 0.401492 | 0.401523 | 0.401554 | 0.401586 | 0.401617 | 0.401648 | 0.401679 |
Logarithm Table for base 7485 — N = 36.00–36.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 36.0 | 0.401710 | 0.401741 | 0.401772 | 0.401804 | 0.401835 | 0.401866 | 0.401897 | 0.401928 | 0.401959 | 0.401990 |
| 36.1 | 0.402021 | 0.402052 | 0.402083 | 0.402114 | 0.402145 | 0.402176 | 0.402207 | 0.402238 | 0.402269 | 0.402300 |
| 36.2 | 0.402331 | 0.402362 | 0.402393 | 0.402424 | 0.402455 | 0.402486 | 0.402517 | 0.402548 | 0.402579 | 0.402610 |
| 36.3 | 0.402641 | 0.402671 | 0.402702 | 0.402733 | 0.402764 | 0.402795 | 0.402826 | 0.402856 | 0.402887 | 0.402918 |
| 36.4 | 0.402949 | 0.402980 | 0.403010 | 0.403041 | 0.403072 | 0.403103 | 0.403134 | 0.403164 | 0.403195 | 0.403226 |
| 36.5 | 0.403256 | 0.403287 | 0.403318 | 0.403349 | 0.403379 | 0.403410 | 0.403441 | 0.403471 | 0.403502 | 0.403533 |
| 36.6 | 0.403563 | 0.403594 | 0.403624 | 0.403655 | 0.403686 | 0.403716 | 0.403747 | 0.403777 | 0.403808 | 0.403838 |
| 36.7 | 0.403869 | 0.403900 | 0.403930 | 0.403961 | 0.403991 | 0.404022 | 0.404052 | 0.404083 | 0.404113 | 0.404144 |
| 36.8 | 0.404174 | 0.404205 | 0.404235 | 0.404265 | 0.404296 | 0.404326 | 0.404357 | 0.404387 | 0.404417 | 0.404448 |
| 36.9 | 0.404478 | 0.404509 | 0.404539 | 0.404569 | 0.404600 | 0.404630 | 0.404660 | 0.404691 | 0.404721 | 0.404751 |
Logarithm Table for base 7485 — N = 37.00–37.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 37.0 | 0.404782 | 0.404812 | 0.404842 | 0.404872 | 0.404903 | 0.404933 | 0.404963 | 0.404994 | 0.405024 | 0.405054 |
| 37.1 | 0.405084 | 0.405114 | 0.405145 | 0.405175 | 0.405205 | 0.405235 | 0.405265 | 0.405296 | 0.405326 | 0.405356 |
| 37.2 | 0.405386 | 0.405416 | 0.405446 | 0.405476 | 0.405506 | 0.405537 | 0.405567 | 0.405597 | 0.405627 | 0.405657 |
| 37.3 | 0.405687 | 0.405717 | 0.405747 | 0.405777 | 0.405807 | 0.405837 | 0.405867 | 0.405897 | 0.405927 | 0.405957 |
| 37.4 | 0.405987 | 0.406017 | 0.406047 | 0.406077 | 0.406107 | 0.406137 | 0.406167 | 0.406197 | 0.406227 | 0.406256 |
| 37.5 | 0.406286 | 0.406316 | 0.406346 | 0.406376 | 0.406406 | 0.406436 | 0.406466 | 0.406495 | 0.406525 | 0.406555 |
| 37.6 | 0.406585 | 0.406615 | 0.406645 | 0.406674 | 0.406704 | 0.406734 | 0.406764 | 0.406793 | 0.406823 | 0.406853 |
| 37.7 | 0.406883 | 0.406912 | 0.406942 | 0.406972 | 0.407002 | 0.407031 | 0.407061 | 0.407091 | 0.407120 | 0.407150 |
| 37.8 | 0.407180 | 0.407209 | 0.407239 | 0.407269 | 0.407298 | 0.407328 | 0.407357 | 0.407387 | 0.407417 | 0.407446 |
| 37.9 | 0.407476 | 0.407505 | 0.407535 | 0.407564 | 0.407594 | 0.407624 | 0.407653 | 0.407683 | 0.407712 | 0.407742 |
Logarithm Table for base 7485 — N = 38.00–38.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 38.0 | 0.407771 | 0.407801 | 0.407830 | 0.407860 | 0.407889 | 0.407919 | 0.407948 | 0.407977 | 0.408007 | 0.408036 |
| 38.1 | 0.408066 | 0.408095 | 0.408125 | 0.408154 | 0.408183 | 0.408213 | 0.408242 | 0.408272 | 0.408301 | 0.408330 |
| 38.2 | 0.408360 | 0.408389 | 0.408418 | 0.408448 | 0.408477 | 0.408506 | 0.408536 | 0.408565 | 0.408594 | 0.408623 |
| 38.3 | 0.408653 | 0.408682 | 0.408711 | 0.408740 | 0.408770 | 0.408799 | 0.408828 | 0.408857 | 0.408887 | 0.408916 |
| 38.4 | 0.408945 | 0.408974 | 0.409003 | 0.409033 | 0.409062 | 0.409091 | 0.409120 | 0.409149 | 0.409178 | 0.409207 |
| 38.5 | 0.409237 | 0.409266 | 0.409295 | 0.409324 | 0.409353 | 0.409382 | 0.409411 | 0.409440 | 0.409469 | 0.409498 |
| 38.6 | 0.409527 | 0.409556 | 0.409585 | 0.409614 | 0.409643 | 0.409672 | 0.409701 | 0.409730 | 0.409759 | 0.409788 |
| 38.7 | 0.409817 | 0.409846 | 0.409875 | 0.409904 | 0.409933 | 0.409962 | 0.409991 | 0.410020 | 0.410049 | 0.410078 |
| 38.8 | 0.410107 | 0.410136 | 0.410164 | 0.410193 | 0.410222 | 0.410251 | 0.410280 | 0.410309 | 0.410338 | 0.410366 |
| 38.9 | 0.410395 | 0.410424 | 0.410453 | 0.410482 | 0.410510 | 0.410539 | 0.410568 | 0.410597 | 0.410625 | 0.410654 |
Logarithm Table for base 7485 — N = 39.00–39.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 39.0 | 0.410683 | 0.410712 | 0.410740 | 0.410769 | 0.410798 | 0.410827 | 0.410855 | 0.410884 | 0.410913 | 0.410941 |
| 39.1 | 0.410970 | 0.410999 | 0.411027 | 0.411056 | 0.411085 | 0.411113 | 0.411142 | 0.411171 | 0.411199 | 0.411228 |
| 39.2 | 0.411256 | 0.411285 | 0.411314 | 0.411342 | 0.411371 | 0.411399 | 0.411428 | 0.411456 | 0.411485 | 0.411513 |
| 39.3 | 0.411542 | 0.411570 | 0.411599 | 0.411628 | 0.411656 | 0.411685 | 0.411713 | 0.411741 | 0.411770 | 0.411798 |
| 39.4 | 0.411827 | 0.411855 | 0.411884 | 0.411912 | 0.411941 | 0.411969 | 0.411997 | 0.412026 | 0.412054 | 0.412083 |
| 39.5 | 0.412111 | 0.412139 | 0.412168 | 0.412196 | 0.412224 | 0.412253 | 0.412281 | 0.412309 | 0.412338 | 0.412366 |
| 39.6 | 0.412394 | 0.412423 | 0.412451 | 0.412479 | 0.412508 | 0.412536 | 0.412564 | 0.412592 | 0.412621 | 0.412649 |
| 39.7 | 0.412677 | 0.412705 | 0.412734 | 0.412762 | 0.412790 | 0.412818 | 0.412846 | 0.412875 | 0.412903 | 0.412931 |
| 39.8 | 0.412959 | 0.412987 | 0.413015 | 0.413044 | 0.413072 | 0.413100 | 0.413128 | 0.413156 | 0.413184 | 0.413212 |
| 39.9 | 0.413240 | 0.413269 | 0.413297 | 0.413325 | 0.413353 | 0.413381 | 0.413409 | 0.413437 | 0.413465 | 0.413493 |
Logarithm Table for base 7485 — N = 40.00–40.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 40.0 | 0.413521 | 0.413549 | 0.413577 | 0.413605 | 0.413633 | 0.413661 | 0.413689 | 0.413717 | 0.413745 | 0.413773 |
| 40.1 | 0.413801 | 0.413829 | 0.413857 | 0.413885 | 0.413913 | 0.413941 | 0.413969 | 0.413996 | 0.414024 | 0.414052 |
| 40.2 | 0.414080 | 0.414108 | 0.414136 | 0.414164 | 0.414192 | 0.414220 | 0.414247 | 0.414275 | 0.414303 | 0.414331 |
| 40.3 | 0.414359 | 0.414387 | 0.414414 | 0.414442 | 0.414470 | 0.414498 | 0.414525 | 0.414553 | 0.414581 | 0.414609 |
| 40.4 | 0.414637 | 0.414664 | 0.414692 | 0.414720 | 0.414747 | 0.414775 | 0.414803 | 0.414831 | 0.414858 | 0.414886 |
| 40.5 | 0.414914 | 0.414941 | 0.414969 | 0.414997 | 0.415024 | 0.415052 | 0.415080 | 0.415107 | 0.415135 | 0.415162 |
| 40.6 | 0.415190 | 0.415218 | 0.415245 | 0.415273 | 0.415300 | 0.415328 | 0.415356 | 0.415383 | 0.415411 | 0.415438 |
| 40.7 | 0.415466 | 0.415493 | 0.415521 | 0.415548 | 0.415576 | 0.415603 | 0.415631 | 0.415658 | 0.415686 | 0.415713 |
| 40.8 | 0.415741 | 0.415768 | 0.415796 | 0.415823 | 0.415851 | 0.415878 | 0.415906 | 0.415933 | 0.415961 | 0.415988 |
| 40.9 | 0.416015 | 0.416043 | 0.416070 | 0.416098 | 0.416125 | 0.416152 | 0.416180 | 0.416207 | 0.416234 | 0.416262 |
Logarithm Table for base 7485 — N = 41.00–41.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 41.0 | 0.416289 | 0.416316 | 0.416344 | 0.416371 | 0.416398 | 0.416426 | 0.416453 | 0.416480 | 0.416508 | 0.416535 |
| 41.1 | 0.416562 | 0.416589 | 0.416617 | 0.416644 | 0.416671 | 0.416698 | 0.416726 | 0.416753 | 0.416780 | 0.416807 |
| 41.2 | 0.416835 | 0.416862 | 0.416889 | 0.416916 | 0.416943 | 0.416971 | 0.416998 | 0.417025 | 0.417052 | 0.417079 |
| 41.3 | 0.417106 | 0.417134 | 0.417161 | 0.417188 | 0.417215 | 0.417242 | 0.417269 | 0.417296 | 0.417323 | 0.417350 |
| 41.4 | 0.417377 | 0.417405 | 0.417432 | 0.417459 | 0.417486 | 0.417513 | 0.417540 | 0.417567 | 0.417594 | 0.417621 |
| 41.5 | 0.417648 | 0.417675 | 0.417702 | 0.417729 | 0.417756 | 0.417783 | 0.417810 | 0.417837 | 0.417864 | 0.417891 |
| 41.6 | 0.417918 | 0.417945 | 0.417972 | 0.417999 | 0.418025 | 0.418052 | 0.418079 | 0.418106 | 0.418133 | 0.418160 |
| 41.7 | 0.418187 | 0.418214 | 0.418241 | 0.418267 | 0.418294 | 0.418321 | 0.418348 | 0.418375 | 0.418402 | 0.418429 |
| 41.8 | 0.418455 | 0.418482 | 0.418509 | 0.418536 | 0.418563 | 0.418589 | 0.418616 | 0.418643 | 0.418670 | 0.418696 |
| 41.9 | 0.418723 | 0.418750 | 0.418777 | 0.418803 | 0.418830 | 0.418857 | 0.418884 | 0.418910 | 0.418937 | 0.418964 |
Logarithm Table for base 7485 — N = 42.00–42.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 42.0 | 0.418990 | 0.419017 | 0.419044 | 0.419070 | 0.419097 | 0.419124 | 0.419150 | 0.419177 | 0.419204 | 0.419230 |
| 42.1 | 0.419257 | 0.419284 | 0.419310 | 0.419337 | 0.419363 | 0.419390 | 0.419417 | 0.419443 | 0.419470 | 0.419496 |
| 42.2 | 0.419523 | 0.419550 | 0.419576 | 0.419603 | 0.419629 | 0.419656 | 0.419682 | 0.419709 | 0.419735 | 0.419762 |
| 42.3 | 0.419788 | 0.419815 | 0.419841 | 0.419868 | 0.419894 | 0.419921 | 0.419947 | 0.419974 | 0.420000 | 0.420027 |
| 42.4 | 0.420053 | 0.420079 | 0.420106 | 0.420132 | 0.420159 | 0.420185 | 0.420212 | 0.420238 | 0.420264 | 0.420291 |
| 42.5 | 0.420317 | 0.420343 | 0.420370 | 0.420396 | 0.420423 | 0.420449 | 0.420475 | 0.420502 | 0.420528 | 0.420554 |
| 42.6 | 0.420581 | 0.420607 | 0.420633 | 0.420659 | 0.420686 | 0.420712 | 0.420738 | 0.420765 | 0.420791 | 0.420817 |
| 42.7 | 0.420843 | 0.420870 | 0.420896 | 0.420922 | 0.420948 | 0.420975 | 0.421001 | 0.421027 | 0.421053 | 0.421079 |
| 42.8 | 0.421106 | 0.421132 | 0.421158 | 0.421184 | 0.421210 | 0.421236 | 0.421263 | 0.421289 | 0.421315 | 0.421341 |
| 42.9 | 0.421367 | 0.421393 | 0.421419 | 0.421446 | 0.421472 | 0.421498 | 0.421524 | 0.421550 | 0.421576 | 0.421602 |
Logarithm Table for base 7485 — N = 43.00–43.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 43.0 | 0.421628 | 0.421654 | 0.421680 | 0.421706 | 0.421732 | 0.421758 | 0.421784 | 0.421811 | 0.421837 | 0.421863 |
| 43.1 | 0.421889 | 0.421915 | 0.421941 | 0.421967 | 0.421993 | 0.422019 | 0.422045 | 0.422070 | 0.422096 | 0.422122 |
| 43.2 | 0.422148 | 0.422174 | 0.422200 | 0.422226 | 0.422252 | 0.422278 | 0.422304 | 0.422330 | 0.422356 | 0.422382 |
| 43.3 | 0.422408 | 0.422433 | 0.422459 | 0.422485 | 0.422511 | 0.422537 | 0.422563 | 0.422589 | 0.422614 | 0.422640 |
| 43.4 | 0.422666 | 0.422692 | 0.422718 | 0.422744 | 0.422769 | 0.422795 | 0.422821 | 0.422847 | 0.422873 | 0.422898 |
| 43.5 | 0.422924 | 0.422950 | 0.422976 | 0.423001 | 0.423027 | 0.423053 | 0.423079 | 0.423104 | 0.423130 | 0.423156 |
| 43.6 | 0.423182 | 0.423207 | 0.423233 | 0.423259 | 0.423284 | 0.423310 | 0.423336 | 0.423361 | 0.423387 | 0.423413 |
| 43.7 | 0.423438 | 0.423464 | 0.423490 | 0.423515 | 0.423541 | 0.423567 | 0.423592 | 0.423618 | 0.423643 | 0.423669 |
| 43.8 | 0.423695 | 0.423720 | 0.423746 | 0.423771 | 0.423797 | 0.423822 | 0.423848 | 0.423874 | 0.423899 | 0.423925 |
| 43.9 | 0.423950 | 0.423976 | 0.424001 | 0.424027 | 0.424052 | 0.424078 | 0.424103 | 0.424129 | 0.424154 | 0.424180 |
Logarithm Table for base 7485 — N = 44.00–44.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 44.0 | 0.424205 | 0.424231 | 0.424256 | 0.424282 | 0.424307 | 0.424333 | 0.424358 | 0.424383 | 0.424409 | 0.424434 |
| 44.1 | 0.424460 | 0.424485 | 0.424511 | 0.424536 | 0.424561 | 0.424587 | 0.424612 | 0.424638 | 0.424663 | 0.424688 |
| 44.2 | 0.424714 | 0.424739 | 0.424764 | 0.424790 | 0.424815 | 0.424840 | 0.424866 | 0.424891 | 0.424916 | 0.424942 |
| 44.3 | 0.424967 | 0.424992 | 0.425018 | 0.425043 | 0.425068 | 0.425093 | 0.425119 | 0.425144 | 0.425169 | 0.425195 |
| 44.4 | 0.425220 | 0.425245 | 0.425270 | 0.425295 | 0.425321 | 0.425346 | 0.425371 | 0.425396 | 0.425422 | 0.425447 |
| 44.5 | 0.425472 | 0.425497 | 0.425522 | 0.425548 | 0.425573 | 0.425598 | 0.425623 | 0.425648 | 0.425673 | 0.425698 |
| 44.6 | 0.425724 | 0.425749 | 0.425774 | 0.425799 | 0.425824 | 0.425849 | 0.425874 | 0.425899 | 0.425924 | 0.425950 |
| 44.7 | 0.425975 | 0.426000 | 0.426025 | 0.426050 | 0.426075 | 0.426100 | 0.426125 | 0.426150 | 0.426175 | 0.426200 |
| 44.8 | 0.426225 | 0.426250 | 0.426275 | 0.426300 | 0.426325 | 0.426350 | 0.426375 | 0.426400 | 0.426425 | 0.426450 |
| 44.9 | 0.426475 | 0.426500 | 0.426525 | 0.426550 | 0.426575 | 0.426600 | 0.426625 | 0.426650 | 0.426675 | 0.426700 |
Logarithm Table for base 7485 — N = 45.00–45.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 45.0 | 0.426724 | 0.426749 | 0.426774 | 0.426799 | 0.426824 | 0.426849 | 0.426874 | 0.426899 | 0.426924 | 0.426948 |
| 45.1 | 0.426973 | 0.426998 | 0.427023 | 0.427048 | 0.427073 | 0.427098 | 0.427122 | 0.427147 | 0.427172 | 0.427197 |
| 45.2 | 0.427222 | 0.427246 | 0.427271 | 0.427296 | 0.427321 | 0.427346 | 0.427370 | 0.427395 | 0.427420 | 0.427445 |
| 45.3 | 0.427469 | 0.427494 | 0.427519 | 0.427544 | 0.427568 | 0.427593 | 0.427618 | 0.427642 | 0.427667 | 0.427692 |
| 45.4 | 0.427717 | 0.427741 | 0.427766 | 0.427791 | 0.427815 | 0.427840 | 0.427865 | 0.427889 | 0.427914 | 0.427939 |
| 45.5 | 0.427963 | 0.427988 | 0.428012 | 0.428037 | 0.428062 | 0.428086 | 0.428111 | 0.428135 | 0.428160 | 0.428185 |
| 45.6 | 0.428209 | 0.428234 | 0.428258 | 0.428283 | 0.428308 | 0.428332 | 0.428357 | 0.428381 | 0.428406 | 0.428430 |
| 45.7 | 0.428455 | 0.428479 | 0.428504 | 0.428528 | 0.428553 | 0.428577 | 0.428602 | 0.428626 | 0.428651 | 0.428675 |
| 45.8 | 0.428700 | 0.428724 | 0.428749 | 0.428773 | 0.428798 | 0.428822 | 0.428847 | 0.428871 | 0.428895 | 0.428920 |
| 45.9 | 0.428944 | 0.428969 | 0.428993 | 0.429018 | 0.429042 | 0.429066 | 0.429091 | 0.429115 | 0.429140 | 0.429164 |
Logarithm Table for base 7485 — N = 46.00–46.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 46.0 | 0.429188 | 0.429213 | 0.429237 | 0.429261 | 0.429286 | 0.429310 | 0.429334 | 0.429359 | 0.429383 | 0.429407 |
| 46.1 | 0.429432 | 0.429456 | 0.429480 | 0.429505 | 0.429529 | 0.429553 | 0.429578 | 0.429602 | 0.429626 | 0.429650 |
| 46.2 | 0.429675 | 0.429699 | 0.429723 | 0.429747 | 0.429772 | 0.429796 | 0.429820 | 0.429844 | 0.429869 | 0.429893 |
| 46.3 | 0.429917 | 0.429941 | 0.429965 | 0.429990 | 0.430014 | 0.430038 | 0.430062 | 0.430086 | 0.430111 | 0.430135 |
| 46.4 | 0.430159 | 0.430183 | 0.430207 | 0.430231 | 0.430255 | 0.430280 | 0.430304 | 0.430328 | 0.430352 | 0.430376 |
| 46.5 | 0.430400 | 0.430424 | 0.430448 | 0.430473 | 0.430497 | 0.430521 | 0.430545 | 0.430569 | 0.430593 | 0.430617 |
| 46.6 | 0.430641 | 0.430665 | 0.430689 | 0.430713 | 0.430737 | 0.430761 | 0.430785 | 0.430809 | 0.430833 | 0.430857 |
| 46.7 | 0.430881 | 0.430905 | 0.430929 | 0.430953 | 0.430977 | 0.431001 | 0.431025 | 0.431049 | 0.431073 | 0.431097 |
| 46.8 | 0.431121 | 0.431145 | 0.431169 | 0.431193 | 0.431217 | 0.431241 | 0.431265 | 0.431289 | 0.431313 | 0.431336 |
| 46.9 | 0.431360 | 0.431384 | 0.431408 | 0.431432 | 0.431456 | 0.431480 | 0.431504 | 0.431528 | 0.431551 | 0.431575 |
Logarithm Table for base 7485 — N = 47.00–47.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 47.0 | 0.431599 | 0.431623 | 0.431647 | 0.431671 | 0.431695 | 0.431718 | 0.431742 | 0.431766 | 0.431790 | 0.431814 |
| 47.1 | 0.431837 | 0.431861 | 0.431885 | 0.431909 | 0.431933 | 0.431956 | 0.431980 | 0.432004 | 0.432028 | 0.432051 |
| 47.2 | 0.432075 | 0.432099 | 0.432123 | 0.432146 | 0.432170 | 0.432194 | 0.432218 | 0.432241 | 0.432265 | 0.432289 |
| 47.3 | 0.432312 | 0.432336 | 0.432360 | 0.432383 | 0.432407 | 0.432431 | 0.432455 | 0.432478 | 0.432502 | 0.432525 |
| 47.4 | 0.432549 | 0.432573 | 0.432596 | 0.432620 | 0.432644 | 0.432667 | 0.432691 | 0.432715 | 0.432738 | 0.432762 |
| 47.5 | 0.432785 | 0.432809 | 0.432833 | 0.432856 | 0.432880 | 0.432903 | 0.432927 | 0.432950 | 0.432974 | 0.432998 |
| 47.6 | 0.433021 | 0.433045 | 0.433068 | 0.433092 | 0.433115 | 0.433139 | 0.433162 | 0.433186 | 0.433209 | 0.433233 |
| 47.7 | 0.433256 | 0.433280 | 0.433303 | 0.433327 | 0.433350 | 0.433374 | 0.433397 | 0.433421 | 0.433444 | 0.433468 |
| 47.8 | 0.433491 | 0.433515 | 0.433538 | 0.433561 | 0.433585 | 0.433608 | 0.433632 | 0.433655 | 0.433679 | 0.433702 |
| 47.9 | 0.433725 | 0.433749 | 0.433772 | 0.433796 | 0.433819 | 0.433842 | 0.433866 | 0.433889 | 0.433912 | 0.433936 |
Logarithm Table for base 7485 — N = 48.00–48.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 48.0 | 0.433959 | 0.433983 | 0.434006 | 0.434029 | 0.434053 | 0.434076 | 0.434099 | 0.434123 | 0.434146 | 0.434169 |
| 48.1 | 0.434193 | 0.434216 | 0.434239 | 0.434262 | 0.434286 | 0.434309 | 0.434332 | 0.434356 | 0.434379 | 0.434402 |
| 48.2 | 0.434425 | 0.434449 | 0.434472 | 0.434495 | 0.434518 | 0.434542 | 0.434565 | 0.434588 | 0.434611 | 0.434634 |
| 48.3 | 0.434658 | 0.434681 | 0.434704 | 0.434727 | 0.434750 | 0.434774 | 0.434797 | 0.434820 | 0.434843 | 0.434866 |
| 48.4 | 0.434890 | 0.434913 | 0.434936 | 0.434959 | 0.434982 | 0.435005 | 0.435028 | 0.435052 | 0.435075 | 0.435098 |
| 48.5 | 0.435121 | 0.435144 | 0.435167 | 0.435190 | 0.435213 | 0.435236 | 0.435259 | 0.435283 | 0.435306 | 0.435329 |
| 48.6 | 0.435352 | 0.435375 | 0.435398 | 0.435421 | 0.435444 | 0.435467 | 0.435490 | 0.435513 | 0.435536 | 0.435559 |
| 48.7 | 0.435582 | 0.435605 | 0.435628 | 0.435651 | 0.435674 | 0.435697 | 0.435720 | 0.435743 | 0.435766 | 0.435789 |
| 48.8 | 0.435812 | 0.435835 | 0.435858 | 0.435881 | 0.435904 | 0.435927 | 0.435950 | 0.435973 | 0.435996 | 0.436019 |
| 48.9 | 0.436042 | 0.436065 | 0.436087 | 0.436110 | 0.436133 | 0.436156 | 0.436179 | 0.436202 | 0.436225 | 0.436248 |
Logarithm Table for base 7485 — N = 49.00–49.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 49.0 | 0.436271 | 0.436294 | 0.436316 | 0.436339 | 0.436362 | 0.436385 | 0.436408 | 0.436431 | 0.436453 | 0.436476 |
| 49.1 | 0.436499 | 0.436522 | 0.436545 | 0.436568 | 0.436590 | 0.436613 | 0.436636 | 0.436659 | 0.436682 | 0.436704 |
| 49.2 | 0.436727 | 0.436750 | 0.436773 | 0.436796 | 0.436818 | 0.436841 | 0.436864 | 0.436887 | 0.436909 | 0.436932 |
| 49.3 | 0.436955 | 0.436978 | 0.437000 | 0.437023 | 0.437046 | 0.437068 | 0.437091 | 0.437114 | 0.437137 | 0.437159 |
| 49.4 | 0.437182 | 0.437205 | 0.437227 | 0.437250 | 0.437273 | 0.437295 | 0.437318 | 0.437341 | 0.437363 | 0.437386 |
| 49.5 | 0.437409 | 0.437431 | 0.437454 | 0.437477 | 0.437499 | 0.437522 | 0.437544 | 0.437567 | 0.437590 | 0.437612 |
| 49.6 | 0.437635 | 0.437658 | 0.437680 | 0.437703 | 0.437725 | 0.437748 | 0.437770 | 0.437793 | 0.437816 | 0.437838 |
| 49.7 | 0.437861 | 0.437883 | 0.437906 | 0.437928 | 0.437951 | 0.437973 | 0.437996 | 0.438018 | 0.438041 | 0.438064 |
| 49.8 | 0.438086 | 0.438109 | 0.438131 | 0.438154 | 0.438176 | 0.438199 | 0.438221 | 0.438243 | 0.438266 | 0.438288 |
| 49.9 | 0.438311 | 0.438333 | 0.438356 | 0.438378 | 0.438401 | 0.438423 | 0.438446 | 0.438468 | 0.438490 | 0.438513 |
Logarithm Table for base 7485 — N = 50.00–50.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 50.0 | 0.438535 | 0.438558 | 0.438580 | 0.438603 | 0.438625 | 0.438647 | 0.438670 | 0.438692 | 0.438715 | 0.438737 |
| 50.1 | 0.438759 | 0.438782 | 0.438804 | 0.438826 | 0.438849 | 0.438871 | 0.438893 | 0.438916 | 0.438938 | 0.438961 |
| 50.2 | 0.438983 | 0.439005 | 0.439027 | 0.439050 | 0.439072 | 0.439094 | 0.439117 | 0.439139 | 0.439161 | 0.439184 |
| 50.3 | 0.439206 | 0.439228 | 0.439250 | 0.439273 | 0.439295 | 0.439317 | 0.439340 | 0.439362 | 0.439384 | 0.439406 |
| 50.4 | 0.439429 | 0.439451 | 0.439473 | 0.439495 | 0.439517 | 0.439540 | 0.439562 | 0.439584 | 0.439606 | 0.439629 |
| 50.5 | 0.439651 | 0.439673 | 0.439695 | 0.439717 | 0.439740 | 0.439762 | 0.439784 | 0.439806 | 0.439828 | 0.439850 |
| 50.6 | 0.439873 | 0.439895 | 0.439917 | 0.439939 | 0.439961 | 0.439983 | 0.440005 | 0.440027 | 0.440050 | 0.440072 |
| 50.7 | 0.440094 | 0.440116 | 0.440138 | 0.440160 | 0.440182 | 0.440204 | 0.440226 | 0.440249 | 0.440271 | 0.440293 |
| 50.8 | 0.440315 | 0.440337 | 0.440359 | 0.440381 | 0.440403 | 0.440425 | 0.440447 | 0.440469 | 0.440491 | 0.440513 |
| 50.9 | 0.440535 | 0.440557 | 0.440579 | 0.440601 | 0.440623 | 0.440645 | 0.440667 | 0.440689 | 0.440711 | 0.440733 |
Logarithm Table for base 7485 — N = 51.00–51.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 51.0 | 0.440755 | 0.440777 | 0.440799 | 0.440821 | 0.440843 | 0.440865 | 0.440887 | 0.440909 | 0.440931 | 0.440953 |
| 51.1 | 0.440975 | 0.440997 | 0.441019 | 0.441041 | 0.441063 | 0.441084 | 0.441106 | 0.441128 | 0.441150 | 0.441172 |
| 51.2 | 0.441194 | 0.441216 | 0.441238 | 0.441260 | 0.441281 | 0.441303 | 0.441325 | 0.441347 | 0.441369 | 0.441391 |
| 51.3 | 0.441413 | 0.441435 | 0.441456 | 0.441478 | 0.441500 | 0.441522 | 0.441544 | 0.441566 | 0.441587 | 0.441609 |
| 51.4 | 0.441631 | 0.441653 | 0.441675 | 0.441696 | 0.441718 | 0.441740 | 0.441762 | 0.441784 | 0.441805 | 0.441827 |
| 51.5 | 0.441849 | 0.441871 | 0.441892 | 0.441914 | 0.441936 | 0.441958 | 0.441979 | 0.442001 | 0.442023 | 0.442045 |
| 51.6 | 0.442066 | 0.442088 | 0.442110 | 0.442131 | 0.442153 | 0.442175 | 0.442197 | 0.442218 | 0.442240 | 0.442262 |
| 51.7 | 0.442283 | 0.442305 | 0.442327 | 0.442348 | 0.442370 | 0.442392 | 0.442413 | 0.442435 | 0.442457 | 0.442478 |
| 51.8 | 0.442500 | 0.442522 | 0.442543 | 0.442565 | 0.442587 | 0.442608 | 0.442630 | 0.442651 | 0.442673 | 0.442695 |
| 51.9 | 0.442716 | 0.442738 | 0.442759 | 0.442781 | 0.442803 | 0.442824 | 0.442846 | 0.442867 | 0.442889 | 0.442910 |
Logarithm Table for base 7485 — N = 52.00–52.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 52.0 | 0.442932 | 0.442954 | 0.442975 | 0.442997 | 0.443018 | 0.443040 | 0.443061 | 0.443083 | 0.443104 | 0.443126 |
| 52.1 | 0.443147 | 0.443169 | 0.443190 | 0.443212 | 0.443233 | 0.443255 | 0.443276 | 0.443298 | 0.443319 | 0.443341 |
| 52.2 | 0.443362 | 0.443384 | 0.443405 | 0.443427 | 0.443448 | 0.443470 | 0.443491 | 0.443513 | 0.443534 | 0.443555 |
| 52.3 | 0.443577 | 0.443598 | 0.443620 | 0.443641 | 0.443663 | 0.443684 | 0.443705 | 0.443727 | 0.443748 | 0.443770 |
| 52.4 | 0.443791 | 0.443812 | 0.443834 | 0.443855 | 0.443876 | 0.443898 | 0.443919 | 0.443941 | 0.443962 | 0.443983 |
| 52.5 | 0.444005 | 0.444026 | 0.444047 | 0.444069 | 0.444090 | 0.444111 | 0.444133 | 0.444154 | 0.444175 | 0.444197 |
| 52.6 | 0.444218 | 0.444239 | 0.444261 | 0.444282 | 0.444303 | 0.444325 | 0.444346 | 0.444367 | 0.444388 | 0.444410 |
| 52.7 | 0.444431 | 0.444452 | 0.444473 | 0.444495 | 0.444516 | 0.444537 | 0.444558 | 0.444580 | 0.444601 | 0.444622 |
| 52.8 | 0.444643 | 0.444665 | 0.444686 | 0.444707 | 0.444728 | 0.444750 | 0.444771 | 0.444792 | 0.444813 | 0.444834 |
| 52.9 | 0.444856 | 0.444877 | 0.444898 | 0.444919 | 0.444940 | 0.444961 | 0.444983 | 0.445004 | 0.445025 | 0.445046 |
Logarithm Table for base 7485 — N = 53.00–53.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 53.0 | 0.445067 | 0.445088 | 0.445110 | 0.445131 | 0.445152 | 0.445173 | 0.445194 | 0.445215 | 0.445236 | 0.445257 |
| 53.1 | 0.445279 | 0.445300 | 0.445321 | 0.445342 | 0.445363 | 0.445384 | 0.445405 | 0.445426 | 0.445447 | 0.445468 |
| 53.2 | 0.445489 | 0.445511 | 0.445532 | 0.445553 | 0.445574 | 0.445595 | 0.445616 | 0.445637 | 0.445658 | 0.445679 |
| 53.3 | 0.445700 | 0.445721 | 0.445742 | 0.445763 | 0.445784 | 0.445805 | 0.445826 | 0.445847 | 0.445868 | 0.445889 |
| 53.4 | 0.445910 | 0.445931 | 0.445952 | 0.445973 | 0.445994 | 0.446015 | 0.446036 | 0.446057 | 0.446078 | 0.446099 |
| 53.5 | 0.446120 | 0.446141 | 0.446162 | 0.446183 | 0.446204 | 0.446225 | 0.446245 | 0.446266 | 0.446287 | 0.446308 |
| 53.6 | 0.446329 | 0.446350 | 0.446371 | 0.446392 | 0.446413 | 0.446434 | 0.446455 | 0.446475 | 0.446496 | 0.446517 |
| 53.7 | 0.446538 | 0.446559 | 0.446580 | 0.446601 | 0.446622 | 0.446642 | 0.446663 | 0.446684 | 0.446705 | 0.446726 |
| 53.8 | 0.446747 | 0.446768 | 0.446788 | 0.446809 | 0.446830 | 0.446851 | 0.446872 | 0.446892 | 0.446913 | 0.446934 |
| 53.9 | 0.446955 | 0.446976 | 0.446996 | 0.447017 | 0.447038 | 0.447059 | 0.447080 | 0.447100 | 0.447121 | 0.447142 |
Logarithm Table for base 7485 — N = 54.00–54.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 54.0 | 0.447163 | 0.447183 | 0.447204 | 0.447225 | 0.447246 | 0.447266 | 0.447287 | 0.447308 | 0.447329 | 0.447349 |
| 54.1 | 0.447370 | 0.447391 | 0.447411 | 0.447432 | 0.447453 | 0.447474 | 0.447494 | 0.447515 | 0.447536 | 0.447556 |
| 54.2 | 0.447577 | 0.447598 | 0.447618 | 0.447639 | 0.447660 | 0.447680 | 0.447701 | 0.447722 | 0.447742 | 0.447763 |
| 54.3 | 0.447784 | 0.447804 | 0.447825 | 0.447846 | 0.447866 | 0.447887 | 0.447907 | 0.447928 | 0.447949 | 0.447969 |
| 54.4 | 0.447990 | 0.448011 | 0.448031 | 0.448052 | 0.448072 | 0.448093 | 0.448113 | 0.448134 | 0.448155 | 0.448175 |
| 54.5 | 0.448196 | 0.448216 | 0.448237 | 0.448257 | 0.448278 | 0.448299 | 0.448319 | 0.448340 | 0.448360 | 0.448381 |
| 54.6 | 0.448401 | 0.448422 | 0.448442 | 0.448463 | 0.448483 | 0.448504 | 0.448524 | 0.448545 | 0.448565 | 0.448586 |
| 54.7 | 0.448606 | 0.448627 | 0.448647 | 0.448668 | 0.448688 | 0.448709 | 0.448729 | 0.448750 | 0.448770 | 0.448791 |
| 54.8 | 0.448811 | 0.448832 | 0.448852 | 0.448873 | 0.448893 | 0.448913 | 0.448934 | 0.448954 | 0.448975 | 0.448995 |
| 54.9 | 0.449016 | 0.449036 | 0.449056 | 0.449077 | 0.449097 | 0.449118 | 0.449138 | 0.449158 | 0.449179 | 0.449199 |
Logarithm Table for base 7485 — N = 55.00–55.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 55.0 | 0.449220 | 0.449240 | 0.449260 | 0.449281 | 0.449301 | 0.449321 | 0.449342 | 0.449362 | 0.449382 | 0.449403 |
| 55.1 | 0.449423 | 0.449444 | 0.449464 | 0.449484 | 0.449505 | 0.449525 | 0.449545 | 0.449566 | 0.449586 | 0.449606 |
| 55.2 | 0.449626 | 0.449647 | 0.449667 | 0.449687 | 0.449708 | 0.449728 | 0.449748 | 0.449769 | 0.449789 | 0.449809 |
| 55.3 | 0.449829 | 0.449850 | 0.449870 | 0.449890 | 0.449910 | 0.449931 | 0.449951 | 0.449971 | 0.449991 | 0.450012 |
| 55.4 | 0.450032 | 0.450052 | 0.450072 | 0.450093 | 0.450113 | 0.450133 | 0.450153 | 0.450173 | 0.450194 | 0.450214 |
| 55.5 | 0.450234 | 0.450254 | 0.450274 | 0.450295 | 0.450315 | 0.450335 | 0.450355 | 0.450375 | 0.450395 | 0.450416 |
| 55.6 | 0.450436 | 0.450456 | 0.450476 | 0.450496 | 0.450516 | 0.450537 | 0.450557 | 0.450577 | 0.450597 | 0.450617 |
| 55.7 | 0.450637 | 0.450657 | 0.450678 | 0.450698 | 0.450718 | 0.450738 | 0.450758 | 0.450778 | 0.450798 | 0.450818 |
| 55.8 | 0.450838 | 0.450858 | 0.450879 | 0.450899 | 0.450919 | 0.450939 | 0.450959 | 0.450979 | 0.450999 | 0.451019 |
| 55.9 | 0.451039 | 0.451059 | 0.451079 | 0.451099 | 0.451119 | 0.451139 | 0.451159 | 0.451179 | 0.451199 | 0.451219 |
Logarithm Table for base 7485 — N = 56.00–56.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 56.0 | 0.451239 | 0.451259 | 0.451279 | 0.451299 | 0.451319 | 0.451339 | 0.451359 | 0.451379 | 0.451399 | 0.451419 |
| 56.1 | 0.451439 | 0.451459 | 0.451479 | 0.451499 | 0.451519 | 0.451539 | 0.451559 | 0.451579 | 0.451599 | 0.451619 |
| 56.2 | 0.451639 | 0.451659 | 0.451679 | 0.451699 | 0.451719 | 0.451739 | 0.451759 | 0.451779 | 0.451799 | 0.451818 |
| 56.3 | 0.451838 | 0.451858 | 0.451878 | 0.451898 | 0.451918 | 0.451938 | 0.451958 | 0.451978 | 0.451998 | 0.452017 |
| 56.4 | 0.452037 | 0.452057 | 0.452077 | 0.452097 | 0.452117 | 0.452137 | 0.452156 | 0.452176 | 0.452196 | 0.452216 |
| 56.5 | 0.452236 | 0.452256 | 0.452276 | 0.452295 | 0.452315 | 0.452335 | 0.452355 | 0.452375 | 0.452394 | 0.452414 |
| 56.6 | 0.452434 | 0.452454 | 0.452474 | 0.452493 | 0.452513 | 0.452533 | 0.452553 | 0.452573 | 0.452592 | 0.452612 |
| 56.7 | 0.452632 | 0.452652 | 0.452672 | 0.452691 | 0.452711 | 0.452731 | 0.452751 | 0.452770 | 0.452790 | 0.452810 |
| 56.8 | 0.452829 | 0.452849 | 0.452869 | 0.452889 | 0.452908 | 0.452928 | 0.452948 | 0.452968 | 0.452987 | 0.453007 |
| 56.9 | 0.453027 | 0.453046 | 0.453066 | 0.453086 | 0.453105 | 0.453125 | 0.453145 | 0.453165 | 0.453184 | 0.453204 |
Logarithm Table for base 7485 — N = 57.00–57.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 57.0 | 0.453224 | 0.453243 | 0.453263 | 0.453283 | 0.453302 | 0.453322 | 0.453341 | 0.453361 | 0.453381 | 0.453400 |
| 57.1 | 0.453420 | 0.453440 | 0.453459 | 0.453479 | 0.453499 | 0.453518 | 0.453538 | 0.453557 | 0.453577 | 0.453597 |
| 57.2 | 0.453616 | 0.453636 | 0.453655 | 0.453675 | 0.453695 | 0.453714 | 0.453734 | 0.453753 | 0.453773 | 0.453792 |
| 57.3 | 0.453812 | 0.453832 | 0.453851 | 0.453871 | 0.453890 | 0.453910 | 0.453929 | 0.453949 | 0.453968 | 0.453988 |
| 57.4 | 0.454007 | 0.454027 | 0.454046 | 0.454066 | 0.454086 | 0.454105 | 0.454125 | 0.454144 | 0.454164 | 0.454183 |
| 57.5 | 0.454203 | 0.454222 | 0.454242 | 0.454261 | 0.454281 | 0.454300 | 0.454319 | 0.454339 | 0.454358 | 0.454378 |
| 57.6 | 0.454397 | 0.454417 | 0.454436 | 0.454456 | 0.454475 | 0.454495 | 0.454514 | 0.454533 | 0.454553 | 0.454572 |
| 57.7 | 0.454592 | 0.454611 | 0.454631 | 0.454650 | 0.454669 | 0.454689 | 0.454708 | 0.454728 | 0.454747 | 0.454767 |
| 57.8 | 0.454786 | 0.454805 | 0.454825 | 0.454844 | 0.454863 | 0.454883 | 0.454902 | 0.454922 | 0.454941 | 0.454960 |
| 57.9 | 0.454980 | 0.454999 | 0.455018 | 0.455038 | 0.455057 | 0.455076 | 0.455096 | 0.455115 | 0.455134 | 0.455154 |
Logarithm Table for base 7485 — N = 58.00–58.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 58.0 | 0.455173 | 0.455192 | 0.455212 | 0.455231 | 0.455250 | 0.455270 | 0.455289 | 0.455308 | 0.455328 | 0.455347 |
| 58.1 | 0.455366 | 0.455386 | 0.455405 | 0.455424 | 0.455443 | 0.455463 | 0.455482 | 0.455501 | 0.455520 | 0.455540 |
| 58.2 | 0.455559 | 0.455578 | 0.455598 | 0.455617 | 0.455636 | 0.455655 | 0.455675 | 0.455694 | 0.455713 | 0.455732 |
| 58.3 | 0.455751 | 0.455771 | 0.455790 | 0.455809 | 0.455828 | 0.455848 | 0.455867 | 0.455886 | 0.455905 | 0.455924 |
| 58.4 | 0.455944 | 0.455963 | 0.455982 | 0.456001 | 0.456020 | 0.456040 | 0.456059 | 0.456078 | 0.456097 | 0.456116 |
| 58.5 | 0.456135 | 0.456155 | 0.456174 | 0.456193 | 0.456212 | 0.456231 | 0.456250 | 0.456269 | 0.456289 | 0.456308 |
| 58.6 | 0.456327 | 0.456346 | 0.456365 | 0.456384 | 0.456403 | 0.456422 | 0.456442 | 0.456461 | 0.456480 | 0.456499 |
| 58.7 | 0.456518 | 0.456537 | 0.456556 | 0.456575 | 0.456594 | 0.456613 | 0.456632 | 0.456652 | 0.456671 | 0.456690 |
| 58.8 | 0.456709 | 0.456728 | 0.456747 | 0.456766 | 0.456785 | 0.456804 | 0.456823 | 0.456842 | 0.456861 | 0.456880 |
| 58.9 | 0.456899 | 0.456918 | 0.456937 | 0.456956 | 0.456975 | 0.456994 | 0.457013 | 0.457032 | 0.457051 | 0.457070 |
Logarithm Table for base 7485 — N = 59.00–59.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 59.0 | 0.457089 | 0.457108 | 0.457127 | 0.457146 | 0.457165 | 0.457184 | 0.457203 | 0.457222 | 0.457241 | 0.457260 |
| 59.1 | 0.457279 | 0.457298 | 0.457317 | 0.457336 | 0.457355 | 0.457374 | 0.457393 | 0.457412 | 0.457431 | 0.457450 |
| 59.2 | 0.457469 | 0.457488 | 0.457507 | 0.457526 | 0.457544 | 0.457563 | 0.457582 | 0.457601 | 0.457620 | 0.457639 |
| 59.3 | 0.457658 | 0.457677 | 0.457696 | 0.457715 | 0.457734 | 0.457752 | 0.457771 | 0.457790 | 0.457809 | 0.457828 |
| 59.4 | 0.457847 | 0.457866 | 0.457885 | 0.457903 | 0.457922 | 0.457941 | 0.457960 | 0.457979 | 0.457998 | 0.458017 |
| 59.5 | 0.458035 | 0.458054 | 0.458073 | 0.458092 | 0.458111 | 0.458130 | 0.458148 | 0.458167 | 0.458186 | 0.458205 |
| 59.6 | 0.458224 | 0.458242 | 0.458261 | 0.458280 | 0.458299 | 0.458318 | 0.458336 | 0.458355 | 0.458374 | 0.458393 |
| 59.7 | 0.458412 | 0.458430 | 0.458449 | 0.458468 | 0.458487 | 0.458505 | 0.458524 | 0.458543 | 0.458562 | 0.458580 |
| 59.8 | 0.458599 | 0.458618 | 0.458637 | 0.458655 | 0.458674 | 0.458693 | 0.458712 | 0.458730 | 0.458749 | 0.458768 |
| 59.9 | 0.458786 | 0.458805 | 0.458824 | 0.458843 | 0.458861 | 0.458880 | 0.458899 | 0.458917 | 0.458936 | 0.458955 |
Logarithm Table for base 7485 — N = 60.00–60.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 60.0 | 0.458973 | 0.458992 | 0.459011 | 0.459030 | 0.459048 | 0.459067 | 0.459086 | 0.459104 | 0.459123 | 0.459141 |
| 60.1 | 0.459160 | 0.459179 | 0.459197 | 0.459216 | 0.459235 | 0.459253 | 0.459272 | 0.459291 | 0.459309 | 0.459328 |
| 60.2 | 0.459347 | 0.459365 | 0.459384 | 0.459402 | 0.459421 | 0.459440 | 0.459458 | 0.459477 | 0.459495 | 0.459514 |
| 60.3 | 0.459533 | 0.459551 | 0.459570 | 0.459588 | 0.459607 | 0.459625 | 0.459644 | 0.459663 | 0.459681 | 0.459700 |
| 60.4 | 0.459718 | 0.459737 | 0.459755 | 0.459774 | 0.459793 | 0.459811 | 0.459830 | 0.459848 | 0.459867 | 0.459885 |
| 60.5 | 0.459904 | 0.459922 | 0.459941 | 0.459959 | 0.459978 | 0.459996 | 0.460015 | 0.460033 | 0.460052 | 0.460070 |
| 60.6 | 0.460089 | 0.460107 | 0.460126 | 0.460144 | 0.460163 | 0.460181 | 0.460200 | 0.460218 | 0.460237 | 0.460255 |
| 60.7 | 0.460274 | 0.460292 | 0.460311 | 0.460329 | 0.460348 | 0.460366 | 0.460384 | 0.460403 | 0.460421 | 0.460440 |
| 60.8 | 0.460458 | 0.460477 | 0.460495 | 0.460514 | 0.460532 | 0.460550 | 0.460569 | 0.460587 | 0.460606 | 0.460624 |
| 60.9 | 0.460642 | 0.460661 | 0.460679 | 0.460698 | 0.460716 | 0.460734 | 0.460753 | 0.460771 | 0.460790 | 0.460808 |
Logarithm Table for base 7485 — N = 61.00–61.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 61.0 | 0.460826 | 0.460845 | 0.460863 | 0.460882 | 0.460900 | 0.460918 | 0.460937 | 0.460955 | 0.460973 | 0.460992 |
| 61.1 | 0.461010 | 0.461028 | 0.461047 | 0.461065 | 0.461083 | 0.461102 | 0.461120 | 0.461138 | 0.461157 | 0.461175 |
| 61.2 | 0.461193 | 0.461212 | 0.461230 | 0.461248 | 0.461267 | 0.461285 | 0.461303 | 0.461321 | 0.461340 | 0.461358 |
| 61.3 | 0.461376 | 0.461395 | 0.461413 | 0.461431 | 0.461449 | 0.461468 | 0.461486 | 0.461504 | 0.461523 | 0.461541 |
| 61.4 | 0.461559 | 0.461577 | 0.461596 | 0.461614 | 0.461632 | 0.461650 | 0.461669 | 0.461687 | 0.461705 | 0.461723 |
| 61.5 | 0.461741 | 0.461760 | 0.461778 | 0.461796 | 0.461814 | 0.461833 | 0.461851 | 0.461869 | 0.461887 | 0.461905 |
| 61.6 | 0.461924 | 0.461942 | 0.461960 | 0.461978 | 0.461996 | 0.462015 | 0.462033 | 0.462051 | 0.462069 | 0.462087 |
| 61.7 | 0.462105 | 0.462124 | 0.462142 | 0.462160 | 0.462178 | 0.462196 | 0.462214 | 0.462233 | 0.462251 | 0.462269 |
| 61.8 | 0.462287 | 0.462305 | 0.462323 | 0.462341 | 0.462360 | 0.462378 | 0.462396 | 0.462414 | 0.462432 | 0.462450 |
| 61.9 | 0.462468 | 0.462486 | 0.462504 | 0.462523 | 0.462541 | 0.462559 | 0.462577 | 0.462595 | 0.462613 | 0.462631 |
Logarithm Table for base 7485 — N = 62.00–62.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 62.0 | 0.462649 | 0.462667 | 0.462685 | 0.462703 | 0.462721 | 0.462740 | 0.462758 | 0.462776 | 0.462794 | 0.462812 |
| 62.1 | 0.462830 | 0.462848 | 0.462866 | 0.462884 | 0.462902 | 0.462920 | 0.462938 | 0.462956 | 0.462974 | 0.462992 |
| 62.2 | 0.463010 | 0.463028 | 0.463046 | 0.463064 | 0.463082 | 0.463100 | 0.463118 | 0.463136 | 0.463154 | 0.463172 |
| 62.3 | 0.463190 | 0.463208 | 0.463226 | 0.463244 | 0.463262 | 0.463280 | 0.463298 | 0.463316 | 0.463334 | 0.463352 |
| 62.4 | 0.463370 | 0.463388 | 0.463406 | 0.463424 | 0.463442 | 0.463460 | 0.463478 | 0.463496 | 0.463514 | 0.463532 |
| 62.5 | 0.463550 | 0.463568 | 0.463585 | 0.463603 | 0.463621 | 0.463639 | 0.463657 | 0.463675 | 0.463693 | 0.463711 |
| 62.6 | 0.463729 | 0.463747 | 0.463765 | 0.463783 | 0.463800 | 0.463818 | 0.463836 | 0.463854 | 0.463872 | 0.463890 |
| 62.7 | 0.463908 | 0.463926 | 0.463943 | 0.463961 | 0.463979 | 0.463997 | 0.464015 | 0.464033 | 0.464051 | 0.464069 |
| 62.8 | 0.464086 | 0.464104 | 0.464122 | 0.464140 | 0.464158 | 0.464176 | 0.464193 | 0.464211 | 0.464229 | 0.464247 |
| 62.9 | 0.464265 | 0.464283 | 0.464300 | 0.464318 | 0.464336 | 0.464354 | 0.464372 | 0.464389 | 0.464407 | 0.464425 |
Logarithm Table for base 7485 — N = 63.00–63.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 63.0 | 0.464443 | 0.464461 | 0.464478 | 0.464496 | 0.464514 | 0.464532 | 0.464550 | 0.464567 | 0.464585 | 0.464603 |
| 63.1 | 0.464621 | 0.464638 | 0.464656 | 0.464674 | 0.464692 | 0.464709 | 0.464727 | 0.464745 | 0.464763 | 0.464780 |
| 63.2 | 0.464798 | 0.464816 | 0.464834 | 0.464851 | 0.464869 | 0.464887 | 0.464904 | 0.464922 | 0.464940 | 0.464958 |
| 63.3 | 0.464975 | 0.464993 | 0.465011 | 0.465028 | 0.465046 | 0.465064 | 0.465082 | 0.465099 | 0.465117 | 0.465135 |
| 63.4 | 0.465152 | 0.465170 | 0.465188 | 0.465205 | 0.465223 | 0.465241 | 0.465258 | 0.465276 | 0.465294 | 0.465311 |
| 63.5 | 0.465329 | 0.465347 | 0.465364 | 0.465382 | 0.465400 | 0.465417 | 0.465435 | 0.465452 | 0.465470 | 0.465488 |
| 63.6 | 0.465505 | 0.465523 | 0.465541 | 0.465558 | 0.465576 | 0.465593 | 0.465611 | 0.465629 | 0.465646 | 0.465664 |
| 63.7 | 0.465681 | 0.465699 | 0.465717 | 0.465734 | 0.465752 | 0.465769 | 0.465787 | 0.465805 | 0.465822 | 0.465840 |
| 63.8 | 0.465857 | 0.465875 | 0.465892 | 0.465910 | 0.465928 | 0.465945 | 0.465963 | 0.465980 | 0.465998 | 0.466015 |
| 63.9 | 0.466033 | 0.466050 | 0.466068 | 0.466086 | 0.466103 | 0.466121 | 0.466138 | 0.466156 | 0.466173 | 0.466191 |
Logarithm Table for base 7485 — N = 64.00–64.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 64.0 | 0.466208 | 0.466226 | 0.466243 | 0.466261 | 0.466278 | 0.466296 | 0.466313 | 0.466331 | 0.466348 | 0.466366 |
| 64.1 | 0.466383 | 0.466401 | 0.466418 | 0.466436 | 0.466453 | 0.466471 | 0.466488 | 0.466506 | 0.466523 | 0.466540 |
| 64.2 | 0.466558 | 0.466575 | 0.466593 | 0.466610 | 0.466628 | 0.466645 | 0.466663 | 0.466680 | 0.466698 | 0.466715 |
| 64.3 | 0.466732 | 0.466750 | 0.466767 | 0.466785 | 0.466802 | 0.466820 | 0.466837 | 0.466854 | 0.466872 | 0.466889 |
| 64.4 | 0.466907 | 0.466924 | 0.466941 | 0.466959 | 0.466976 | 0.466994 | 0.467011 | 0.467028 | 0.467046 | 0.467063 |
| 64.5 | 0.467081 | 0.467098 | 0.467115 | 0.467133 | 0.467150 | 0.467167 | 0.467185 | 0.467202 | 0.467220 | 0.467237 |
| 64.6 | 0.467254 | 0.467272 | 0.467289 | 0.467306 | 0.467324 | 0.467341 | 0.467358 | 0.467376 | 0.467393 | 0.467410 |
| 64.7 | 0.467428 | 0.467445 | 0.467462 | 0.467480 | 0.467497 | 0.467514 | 0.467532 | 0.467549 | 0.467566 | 0.467583 |
| 64.8 | 0.467601 | 0.467618 | 0.467635 | 0.467653 | 0.467670 | 0.467687 | 0.467705 | 0.467722 | 0.467739 | 0.467756 |
| 64.9 | 0.467774 | 0.467791 | 0.467808 | 0.467825 | 0.467843 | 0.467860 | 0.467877 | 0.467894 | 0.467912 | 0.467929 |
Logarithm Table for base 7485 — N = 65.00–65.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 65.0 | 0.467946 | 0.467963 | 0.467981 | 0.467998 | 0.468015 | 0.468032 | 0.468050 | 0.468067 | 0.468084 | 0.468101 |
| 65.1 | 0.468119 | 0.468136 | 0.468153 | 0.468170 | 0.468187 | 0.468205 | 0.468222 | 0.468239 | 0.468256 | 0.468273 |
| 65.2 | 0.468291 | 0.468308 | 0.468325 | 0.468342 | 0.468359 | 0.468377 | 0.468394 | 0.468411 | 0.468428 | 0.468445 |
| 65.3 | 0.468462 | 0.468480 | 0.468497 | 0.468514 | 0.468531 | 0.468548 | 0.468565 | 0.468583 | 0.468600 | 0.468617 |
| 65.4 | 0.468634 | 0.468651 | 0.468668 | 0.468685 | 0.468702 | 0.468720 | 0.468737 | 0.468754 | 0.468771 | 0.468788 |
| 65.5 | 0.468805 | 0.468822 | 0.468839 | 0.468857 | 0.468874 | 0.468891 | 0.468908 | 0.468925 | 0.468942 | 0.468959 |
| 65.6 | 0.468976 | 0.468993 | 0.469010 | 0.469027 | 0.469045 | 0.469062 | 0.469079 | 0.469096 | 0.469113 | 0.469130 |
| 65.7 | 0.469147 | 0.469164 | 0.469181 | 0.469198 | 0.469215 | 0.469232 | 0.469249 | 0.469266 | 0.469283 | 0.469300 |
| 65.8 | 0.469317 | 0.469335 | 0.469352 | 0.469369 | 0.469386 | 0.469403 | 0.469420 | 0.469437 | 0.469454 | 0.469471 |
| 65.9 | 0.469488 | 0.469505 | 0.469522 | 0.469539 | 0.469556 | 0.469573 | 0.469590 | 0.469607 | 0.469624 | 0.469641 |
Logarithm Table for base 7485 — N = 66.00–66.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 66.0 | 0.469658 | 0.469675 | 0.469692 | 0.469709 | 0.469726 | 0.469743 | 0.469760 | 0.469777 | 0.469793 | 0.469810 |
| 66.1 | 0.469827 | 0.469844 | 0.469861 | 0.469878 | 0.469895 | 0.469912 | 0.469929 | 0.469946 | 0.469963 | 0.469980 |
| 66.2 | 0.469997 | 0.470014 | 0.470031 | 0.470048 | 0.470065 | 0.470081 | 0.470098 | 0.470115 | 0.470132 | 0.470149 |
| 66.3 | 0.470166 | 0.470183 | 0.470200 | 0.470217 | 0.470234 | 0.470251 | 0.470267 | 0.470284 | 0.470301 | 0.470318 |
| 66.4 | 0.470335 | 0.470352 | 0.470369 | 0.470386 | 0.470403 | 0.470419 | 0.470436 | 0.470453 | 0.470470 | 0.470487 |
| 66.5 | 0.470504 | 0.470521 | 0.470537 | 0.470554 | 0.470571 | 0.470588 | 0.470605 | 0.470622 | 0.470638 | 0.470655 |
| 66.6 | 0.470672 | 0.470689 | 0.470706 | 0.470723 | 0.470739 | 0.470756 | 0.470773 | 0.470790 | 0.470807 | 0.470824 |
| 66.7 | 0.470840 | 0.470857 | 0.470874 | 0.470891 | 0.470908 | 0.470924 | 0.470941 | 0.470958 | 0.470975 | 0.470992 |
| 66.8 | 0.471008 | 0.471025 | 0.471042 | 0.471059 | 0.471075 | 0.471092 | 0.471109 | 0.471126 | 0.471142 | 0.471159 |
| 66.9 | 0.471176 | 0.471193 | 0.471209 | 0.471226 | 0.471243 | 0.471260 | 0.471276 | 0.471293 | 0.471310 | 0.471327 |
Logarithm Table for base 7485 — N = 67.00–67.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 67.0 | 0.471343 | 0.471360 | 0.471377 | 0.471394 | 0.471410 | 0.471427 | 0.471444 | 0.471460 | 0.471477 | 0.471494 |
| 67.1 | 0.471511 | 0.471527 | 0.471544 | 0.471561 | 0.471577 | 0.471594 | 0.471611 | 0.471627 | 0.471644 | 0.471661 |
| 67.2 | 0.471678 | 0.471694 | 0.471711 | 0.471728 | 0.471744 | 0.471761 | 0.471778 | 0.471794 | 0.471811 | 0.471828 |
| 67.3 | 0.471844 | 0.471861 | 0.471878 | 0.471894 | 0.471911 | 0.471927 | 0.471944 | 0.471961 | 0.471977 | 0.471994 |
| 67.4 | 0.472011 | 0.472027 | 0.472044 | 0.472061 | 0.472077 | 0.472094 | 0.472110 | 0.472127 | 0.472144 | 0.472160 |
| 67.5 | 0.472177 | 0.472193 | 0.472210 | 0.472227 | 0.472243 | 0.472260 | 0.472276 | 0.472293 | 0.472310 | 0.472326 |
| 67.6 | 0.472343 | 0.472359 | 0.472376 | 0.472393 | 0.472409 | 0.472426 | 0.472442 | 0.472459 | 0.472475 | 0.472492 |
| 67.7 | 0.472509 | 0.472525 | 0.472542 | 0.472558 | 0.472575 | 0.472591 | 0.472608 | 0.472624 | 0.472641 | 0.472657 |
| 67.8 | 0.472674 | 0.472691 | 0.472707 | 0.472724 | 0.472740 | 0.472757 | 0.472773 | 0.472790 | 0.472806 | 0.472823 |
| 67.9 | 0.472839 | 0.472856 | 0.472872 | 0.472889 | 0.472905 | 0.472922 | 0.472938 | 0.472955 | 0.472971 | 0.472988 |
Logarithm Table for base 7485 — N = 68.00–68.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 68.0 | 0.473004 | 0.473021 | 0.473037 | 0.473054 | 0.473070 | 0.473087 | 0.473103 | 0.473120 | 0.473136 | 0.473152 |
| 68.1 | 0.473169 | 0.473185 | 0.473202 | 0.473218 | 0.473235 | 0.473251 | 0.473268 | 0.473284 | 0.473301 | 0.473317 |
| 68.2 | 0.473333 | 0.473350 | 0.473366 | 0.473383 | 0.473399 | 0.473416 | 0.473432 | 0.473448 | 0.473465 | 0.473481 |
| 68.3 | 0.473498 | 0.473514 | 0.473530 | 0.473547 | 0.473563 | 0.473580 | 0.473596 | 0.473612 | 0.473629 | 0.473645 |
| 68.4 | 0.473662 | 0.473678 | 0.473694 | 0.473711 | 0.473727 | 0.473744 | 0.473760 | 0.473776 | 0.473793 | 0.473809 |
| 68.5 | 0.473825 | 0.473842 | 0.473858 | 0.473875 | 0.473891 | 0.473907 | 0.473924 | 0.473940 | 0.473956 | 0.473973 |
| 68.6 | 0.473989 | 0.474005 | 0.474022 | 0.474038 | 0.474054 | 0.474071 | 0.474087 | 0.474103 | 0.474120 | 0.474136 |
| 68.7 | 0.474152 | 0.474169 | 0.474185 | 0.474201 | 0.474217 | 0.474234 | 0.474250 | 0.474266 | 0.474283 | 0.474299 |
| 68.8 | 0.474315 | 0.474332 | 0.474348 | 0.474364 | 0.474380 | 0.474397 | 0.474413 | 0.474429 | 0.474446 | 0.474462 |
| 68.9 | 0.474478 | 0.474494 | 0.474511 | 0.474527 | 0.474543 | 0.474559 | 0.474576 | 0.474592 | 0.474608 | 0.474624 |
Logarithm Table for base 7485 — N = 69.00–69.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 69.0 | 0.474641 | 0.474657 | 0.474673 | 0.474689 | 0.474706 | 0.474722 | 0.474738 | 0.474754 | 0.474771 | 0.474787 |
| 69.1 | 0.474803 | 0.474819 | 0.474835 | 0.474852 | 0.474868 | 0.474884 | 0.474900 | 0.474917 | 0.474933 | 0.474949 |
| 69.2 | 0.474965 | 0.474981 | 0.474998 | 0.475014 | 0.475030 | 0.475046 | 0.475062 | 0.475078 | 0.475095 | 0.475111 |
| 69.3 | 0.475127 | 0.475143 | 0.475159 | 0.475176 | 0.475192 | 0.475208 | 0.475224 | 0.475240 | 0.475256 | 0.475273 |
| 69.4 | 0.475289 | 0.475305 | 0.475321 | 0.475337 | 0.475353 | 0.475369 | 0.475386 | 0.475402 | 0.475418 | 0.475434 |
| 69.5 | 0.475450 | 0.475466 | 0.475482 | 0.475498 | 0.475515 | 0.475531 | 0.475547 | 0.475563 | 0.475579 | 0.475595 |
| 69.6 | 0.475611 | 0.475627 | 0.475643 | 0.475660 | 0.475676 | 0.475692 | 0.475708 | 0.475724 | 0.475740 | 0.475756 |
| 69.7 | 0.475772 | 0.475788 | 0.475804 | 0.475820 | 0.475837 | 0.475853 | 0.475869 | 0.475885 | 0.475901 | 0.475917 |
| 69.8 | 0.475933 | 0.475949 | 0.475965 | 0.475981 | 0.475997 | 0.476013 | 0.476029 | 0.476045 | 0.476061 | 0.476077 |
| 69.9 | 0.476093 | 0.476109 | 0.476125 | 0.476142 | 0.476158 | 0.476174 | 0.476190 | 0.476206 | 0.476222 | 0.476238 |
Logarithm Table for base 7485 — N = 70.00–70.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 70.0 | 0.476254 | 0.476270 | 0.476286 | 0.476302 | 0.476318 | 0.476334 | 0.476350 | 0.476366 | 0.476382 | 0.476398 |
| 70.1 | 0.476414 | 0.476430 | 0.476446 | 0.476462 | 0.476478 | 0.476494 | 0.476510 | 0.476526 | 0.476542 | 0.476558 |
| 70.2 | 0.476573 | 0.476589 | 0.476605 | 0.476621 | 0.476637 | 0.476653 | 0.476669 | 0.476685 | 0.476701 | 0.476717 |
| 70.3 | 0.476733 | 0.476749 | 0.476765 | 0.476781 | 0.476797 | 0.476813 | 0.476829 | 0.476845 | 0.476861 | 0.476876 |
| 70.4 | 0.476892 | 0.476908 | 0.476924 | 0.476940 | 0.476956 | 0.476972 | 0.476988 | 0.477004 | 0.477020 | 0.477036 |
| 70.5 | 0.477052 | 0.477067 | 0.477083 | 0.477099 | 0.477115 | 0.477131 | 0.477147 | 0.477163 | 0.477179 | 0.477195 |
| 70.6 | 0.477210 | 0.477226 | 0.477242 | 0.477258 | 0.477274 | 0.477290 | 0.477306 | 0.477322 | 0.477337 | 0.477353 |
| 70.7 | 0.477369 | 0.477385 | 0.477401 | 0.477417 | 0.477432 | 0.477448 | 0.477464 | 0.477480 | 0.477496 | 0.477512 |
| 70.8 | 0.477528 | 0.477543 | 0.477559 | 0.477575 | 0.477591 | 0.477607 | 0.477622 | 0.477638 | 0.477654 | 0.477670 |
| 70.9 | 0.477686 | 0.477702 | 0.477717 | 0.477733 | 0.477749 | 0.477765 | 0.477781 | 0.477796 | 0.477812 | 0.477828 |
Logarithm Table for base 7485 — N = 71.00–71.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 71.0 | 0.477844 | 0.477860 | 0.477875 | 0.477891 | 0.477907 | 0.477923 | 0.477938 | 0.477954 | 0.477970 | 0.477986 |
| 71.1 | 0.478002 | 0.478017 | 0.478033 | 0.478049 | 0.478065 | 0.478080 | 0.478096 | 0.478112 | 0.478128 | 0.478143 |
| 71.2 | 0.478159 | 0.478175 | 0.478191 | 0.478206 | 0.478222 | 0.478238 | 0.478254 | 0.478269 | 0.478285 | 0.478301 |
| 71.3 | 0.478316 | 0.478332 | 0.478348 | 0.478364 | 0.478379 | 0.478395 | 0.478411 | 0.478426 | 0.478442 | 0.478458 |
| 71.4 | 0.478474 | 0.478489 | 0.478505 | 0.478521 | 0.478536 | 0.478552 | 0.478568 | 0.478583 | 0.478599 | 0.478615 |
| 71.5 | 0.478630 | 0.478646 | 0.478662 | 0.478677 | 0.478693 | 0.478709 | 0.478724 | 0.478740 | 0.478756 | 0.478771 |
| 71.6 | 0.478787 | 0.478803 | 0.478818 | 0.478834 | 0.478850 | 0.478865 | 0.478881 | 0.478897 | 0.478912 | 0.478928 |
| 71.7 | 0.478944 | 0.478959 | 0.478975 | 0.478990 | 0.479006 | 0.479022 | 0.479037 | 0.479053 | 0.479069 | 0.479084 |
| 71.8 | 0.479100 | 0.479115 | 0.479131 | 0.479147 | 0.479162 | 0.479178 | 0.479193 | 0.479209 | 0.479225 | 0.479240 |
| 71.9 | 0.479256 | 0.479271 | 0.479287 | 0.479303 | 0.479318 | 0.479334 | 0.479349 | 0.479365 | 0.479380 | 0.479396 |
Logarithm Table for base 7485 — N = 72.00–72.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 72.0 | 0.479412 | 0.479427 | 0.479443 | 0.479458 | 0.479474 | 0.479489 | 0.479505 | 0.479521 | 0.479536 | 0.479552 |
| 72.1 | 0.479567 | 0.479583 | 0.479598 | 0.479614 | 0.479629 | 0.479645 | 0.479660 | 0.479676 | 0.479691 | 0.479707 |
| 72.2 | 0.479723 | 0.479738 | 0.479754 | 0.479769 | 0.479785 | 0.479800 | 0.479816 | 0.479831 | 0.479847 | 0.479862 |
| 72.3 | 0.479878 | 0.479893 | 0.479909 | 0.479924 | 0.479940 | 0.479955 | 0.479971 | 0.479986 | 0.480002 | 0.480017 |
| 72.4 | 0.480033 | 0.480048 | 0.480064 | 0.480079 | 0.480095 | 0.480110 | 0.480126 | 0.480141 | 0.480156 | 0.480172 |
| 72.5 | 0.480187 | 0.480203 | 0.480218 | 0.480234 | 0.480249 | 0.480265 | 0.480280 | 0.480296 | 0.480311 | 0.480326 |
| 72.6 | 0.480342 | 0.480357 | 0.480373 | 0.480388 | 0.480404 | 0.480419 | 0.480434 | 0.480450 | 0.480465 | 0.480481 |
| 72.7 | 0.480496 | 0.480512 | 0.480527 | 0.480542 | 0.480558 | 0.480573 | 0.480589 | 0.480604 | 0.480619 | 0.480635 |
| 72.8 | 0.480650 | 0.480666 | 0.480681 | 0.480696 | 0.480712 | 0.480727 | 0.480743 | 0.480758 | 0.480773 | 0.480789 |
| 72.9 | 0.480804 | 0.480820 | 0.480835 | 0.480850 | 0.480866 | 0.480881 | 0.480896 | 0.480912 | 0.480927 | 0.480942 |
Logarithm Table for base 7485 — N = 73.00–73.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 73.0 | 0.480958 | 0.480973 | 0.480989 | 0.481004 | 0.481019 | 0.481035 | 0.481050 | 0.481065 | 0.481081 | 0.481096 |
| 73.1 | 0.481111 | 0.481127 | 0.481142 | 0.481157 | 0.481173 | 0.481188 | 0.481203 | 0.481219 | 0.481234 | 0.481249 |
| 73.2 | 0.481265 | 0.481280 | 0.481295 | 0.481310 | 0.481326 | 0.481341 | 0.481356 | 0.481372 | 0.481387 | 0.481402 |
| 73.3 | 0.481418 | 0.481433 | 0.481448 | 0.481463 | 0.481479 | 0.481494 | 0.481509 | 0.481525 | 0.481540 | 0.481555 |
| 73.4 | 0.481570 | 0.481586 | 0.481601 | 0.481616 | 0.481631 | 0.481647 | 0.481662 | 0.481677 | 0.481693 | 0.481708 |
| 73.5 | 0.481723 | 0.481738 | 0.481754 | 0.481769 | 0.481784 | 0.481799 | 0.481814 | 0.481830 | 0.481845 | 0.481860 |
| 73.6 | 0.481875 | 0.481891 | 0.481906 | 0.481921 | 0.481936 | 0.481952 | 0.481967 | 0.481982 | 0.481997 | 0.482012 |
| 73.7 | 0.482028 | 0.482043 | 0.482058 | 0.482073 | 0.482088 | 0.482104 | 0.482119 | 0.482134 | 0.482149 | 0.482164 |
| 73.8 | 0.482180 | 0.482195 | 0.482210 | 0.482225 | 0.482240 | 0.482256 | 0.482271 | 0.482286 | 0.482301 | 0.482316 |
| 73.9 | 0.482331 | 0.482347 | 0.482362 | 0.482377 | 0.482392 | 0.482407 | 0.482422 | 0.482438 | 0.482453 | 0.482468 |
Logarithm Table for base 7485 — N = 74.00–74.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 74.0 | 0.482483 | 0.482498 | 0.482513 | 0.482528 | 0.482544 | 0.482559 | 0.482574 | 0.482589 | 0.482604 | 0.482619 |
| 74.1 | 0.482634 | 0.482650 | 0.482665 | 0.482680 | 0.482695 | 0.482710 | 0.482725 | 0.482740 | 0.482755 | 0.482770 |
| 74.2 | 0.482786 | 0.482801 | 0.482816 | 0.482831 | 0.482846 | 0.482861 | 0.482876 | 0.482891 | 0.482906 | 0.482921 |
| 74.3 | 0.482937 | 0.482952 | 0.482967 | 0.482982 | 0.482997 | 0.483012 | 0.483027 | 0.483042 | 0.483057 | 0.483072 |
| 74.4 | 0.483087 | 0.483102 | 0.483117 | 0.483133 | 0.483148 | 0.483163 | 0.483178 | 0.483193 | 0.483208 | 0.483223 |
| 74.5 | 0.483238 | 0.483253 | 0.483268 | 0.483283 | 0.483298 | 0.483313 | 0.483328 | 0.483343 | 0.483358 | 0.483373 |
| 74.6 | 0.483388 | 0.483403 | 0.483418 | 0.483433 | 0.483448 | 0.483463 | 0.483478 | 0.483493 | 0.483508 | 0.483523 |
| 74.7 | 0.483538 | 0.483553 | 0.483568 | 0.483583 | 0.483598 | 0.483613 | 0.483628 | 0.483643 | 0.483658 | 0.483673 |
| 74.8 | 0.483688 | 0.483703 | 0.483718 | 0.483733 | 0.483748 | 0.483763 | 0.483778 | 0.483793 | 0.483808 | 0.483823 |
| 74.9 | 0.483838 | 0.483853 | 0.483868 | 0.483883 | 0.483898 | 0.483913 | 0.483928 | 0.483943 | 0.483958 | 0.483973 |
Logarithm Table for base 7485 — N = 75.00–75.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 75.0 | 0.483988 | 0.484003 | 0.484018 | 0.484033 | 0.484047 | 0.484062 | 0.484077 | 0.484092 | 0.484107 | 0.484122 |
| 75.1 | 0.484137 | 0.484152 | 0.484167 | 0.484182 | 0.484197 | 0.484212 | 0.484227 | 0.484242 | 0.484256 | 0.484271 |
| 75.2 | 0.484286 | 0.484301 | 0.484316 | 0.484331 | 0.484346 | 0.484361 | 0.484376 | 0.484391 | 0.484405 | 0.484420 |
| 75.3 | 0.484435 | 0.484450 | 0.484465 | 0.484480 | 0.484495 | 0.484510 | 0.484525 | 0.484539 | 0.484554 | 0.484569 |
| 75.4 | 0.484584 | 0.484599 | 0.484614 | 0.484629 | 0.484643 | 0.484658 | 0.484673 | 0.484688 | 0.484703 | 0.484718 |
| 75.5 | 0.484733 | 0.484747 | 0.484762 | 0.484777 | 0.484792 | 0.484807 | 0.484822 | 0.484836 | 0.484851 | 0.484866 |
| 75.6 | 0.484881 | 0.484896 | 0.484911 | 0.484925 | 0.484940 | 0.484955 | 0.484970 | 0.484985 | 0.485000 | 0.485014 |
| 75.7 | 0.485029 | 0.485044 | 0.485059 | 0.485074 | 0.485088 | 0.485103 | 0.485118 | 0.485133 | 0.485148 | 0.485162 |
| 75.8 | 0.485177 | 0.485192 | 0.485207 | 0.485221 | 0.485236 | 0.485251 | 0.485266 | 0.485281 | 0.485295 | 0.485310 |
| 75.9 | 0.485325 | 0.485340 | 0.485354 | 0.485369 | 0.485384 | 0.485399 | 0.485413 | 0.485428 | 0.485443 | 0.485458 |
Logarithm Table for base 7485 — N = 76.00–76.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 76.0 | 0.485473 | 0.485487 | 0.485502 | 0.485517 | 0.485531 | 0.485546 | 0.485561 | 0.485576 | 0.485590 | 0.485605 |
| 76.1 | 0.485620 | 0.485635 | 0.485649 | 0.485664 | 0.485679 | 0.485694 | 0.485708 | 0.485723 | 0.485738 | 0.485752 |
| 76.2 | 0.485767 | 0.485782 | 0.485797 | 0.485811 | 0.485826 | 0.485841 | 0.485855 | 0.485870 | 0.485885 | 0.485899 |
| 76.3 | 0.485914 | 0.485929 | 0.485944 | 0.485958 | 0.485973 | 0.485988 | 0.486002 | 0.486017 | 0.486032 | 0.486046 |
| 76.4 | 0.486061 | 0.486076 | 0.486090 | 0.486105 | 0.486120 | 0.486134 | 0.486149 | 0.486164 | 0.486178 | 0.486193 |
| 76.5 | 0.486208 | 0.486222 | 0.486237 | 0.486252 | 0.486266 | 0.486281 | 0.486295 | 0.486310 | 0.486325 | 0.486339 |
| 76.6 | 0.486354 | 0.486369 | 0.486383 | 0.486398 | 0.486413 | 0.486427 | 0.486442 | 0.486456 | 0.486471 | 0.486486 |
| 76.7 | 0.486500 | 0.486515 | 0.486529 | 0.486544 | 0.486559 | 0.486573 | 0.486588 | 0.486603 | 0.486617 | 0.486632 |
| 76.8 | 0.486646 | 0.486661 | 0.486676 | 0.486690 | 0.486705 | 0.486719 | 0.486734 | 0.486748 | 0.486763 | 0.486778 |
| 76.9 | 0.486792 | 0.486807 | 0.486821 | 0.486836 | 0.486850 | 0.486865 | 0.486880 | 0.486894 | 0.486909 | 0.486923 |
Logarithm Table for base 7485 — N = 77.00–77.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 77.0 | 0.486938 | 0.486952 | 0.486967 | 0.486982 | 0.486996 | 0.487011 | 0.487025 | 0.487040 | 0.487054 | 0.487069 |
| 77.1 | 0.487083 | 0.487098 | 0.487112 | 0.487127 | 0.487142 | 0.487156 | 0.487171 | 0.487185 | 0.487200 | 0.487214 |
| 77.2 | 0.487229 | 0.487243 | 0.487258 | 0.487272 | 0.487287 | 0.487301 | 0.487316 | 0.487330 | 0.487345 | 0.487359 |
| 77.3 | 0.487374 | 0.487388 | 0.487403 | 0.487417 | 0.487432 | 0.487446 | 0.487461 | 0.487475 | 0.487490 | 0.487504 |
| 77.4 | 0.487519 | 0.487533 | 0.487548 | 0.487562 | 0.487577 | 0.487591 | 0.487606 | 0.487620 | 0.487635 | 0.487649 |
| 77.5 | 0.487663 | 0.487678 | 0.487692 | 0.487707 | 0.487721 | 0.487736 | 0.487750 | 0.487765 | 0.487779 | 0.487794 |
| 77.6 | 0.487808 | 0.487822 | 0.487837 | 0.487851 | 0.487866 | 0.487880 | 0.487895 | 0.487909 | 0.487923 | 0.487938 |
| 77.7 | 0.487952 | 0.487967 | 0.487981 | 0.487996 | 0.488010 | 0.488024 | 0.488039 | 0.488053 | 0.488068 | 0.488082 |
| 77.8 | 0.488097 | 0.488111 | 0.488125 | 0.488140 | 0.488154 | 0.488169 | 0.488183 | 0.488197 | 0.488212 | 0.488226 |
| 77.9 | 0.488241 | 0.488255 | 0.488269 | 0.488284 | 0.488298 | 0.488312 | 0.488327 | 0.488341 | 0.488356 | 0.488370 |
Logarithm Table for base 7485 — N = 78.00–78.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 78.0 | 0.488384 | 0.488399 | 0.488413 | 0.488427 | 0.488442 | 0.488456 | 0.488471 | 0.488485 | 0.488499 | 0.488514 |
| 78.1 | 0.488528 | 0.488542 | 0.488557 | 0.488571 | 0.488585 | 0.488600 | 0.488614 | 0.488628 | 0.488643 | 0.488657 |
| 78.2 | 0.488671 | 0.488686 | 0.488700 | 0.488714 | 0.488729 | 0.488743 | 0.488757 | 0.488772 | 0.488786 | 0.488800 |
| 78.3 | 0.488815 | 0.488829 | 0.488843 | 0.488858 | 0.488872 | 0.488886 | 0.488901 | 0.488915 | 0.488929 | 0.488943 |
| 78.4 | 0.488958 | 0.488972 | 0.488986 | 0.489001 | 0.489015 | 0.489029 | 0.489043 | 0.489058 | 0.489072 | 0.489086 |
| 78.5 | 0.489101 | 0.489115 | 0.489129 | 0.489143 | 0.489158 | 0.489172 | 0.489186 | 0.489201 | 0.489215 | 0.489229 |
| 78.6 | 0.489243 | 0.489258 | 0.489272 | 0.489286 | 0.489300 | 0.489315 | 0.489329 | 0.489343 | 0.489357 | 0.489372 |
| 78.7 | 0.489386 | 0.489400 | 0.489414 | 0.489429 | 0.489443 | 0.489457 | 0.489471 | 0.489486 | 0.489500 | 0.489514 |
| 78.8 | 0.489528 | 0.489542 | 0.489557 | 0.489571 | 0.489585 | 0.489599 | 0.489614 | 0.489628 | 0.489642 | 0.489656 |
| 78.9 | 0.489670 | 0.489685 | 0.489699 | 0.489713 | 0.489727 | 0.489741 | 0.489756 | 0.489770 | 0.489784 | 0.489798 |
Logarithm Table for base 7485 — N = 79.00–79.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 79.0 | 0.489812 | 0.489827 | 0.489841 | 0.489855 | 0.489869 | 0.489883 | 0.489897 | 0.489912 | 0.489926 | 0.489940 |
| 79.1 | 0.489954 | 0.489968 | 0.489983 | 0.489997 | 0.490011 | 0.490025 | 0.490039 | 0.490053 | 0.490068 | 0.490082 |
| 79.2 | 0.490096 | 0.490110 | 0.490124 | 0.490138 | 0.490152 | 0.490167 | 0.490181 | 0.490195 | 0.490209 | 0.490223 |
| 79.3 | 0.490237 | 0.490251 | 0.490266 | 0.490280 | 0.490294 | 0.490308 | 0.490322 | 0.490336 | 0.490350 | 0.490364 |
| 79.4 | 0.490379 | 0.490393 | 0.490407 | 0.490421 | 0.490435 | 0.490449 | 0.490463 | 0.490477 | 0.490491 | 0.490506 |
| 79.5 | 0.490520 | 0.490534 | 0.490548 | 0.490562 | 0.490576 | 0.490590 | 0.490604 | 0.490618 | 0.490632 | 0.490646 |
| 79.6 | 0.490661 | 0.490675 | 0.490689 | 0.490703 | 0.490717 | 0.490731 | 0.490745 | 0.490759 | 0.490773 | 0.490787 |
| 79.7 | 0.490801 | 0.490815 | 0.490829 | 0.490843 | 0.490858 | 0.490872 | 0.490886 | 0.490900 | 0.490914 | 0.490928 |
| 79.8 | 0.490942 | 0.490956 | 0.490970 | 0.490984 | 0.490998 | 0.491012 | 0.491026 | 0.491040 | 0.491054 | 0.491068 |
| 79.9 | 0.491082 | 0.491096 | 0.491110 | 0.491124 | 0.491138 | 0.491152 | 0.491166 | 0.491180 | 0.491194 | 0.491208 |
Logarithm Table for base 7485 — N = 80.00–80.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 80.0 | 0.491222 | 0.491236 | 0.491250 | 0.491264 | 0.491278 | 0.491292 | 0.491306 | 0.491320 | 0.491334 | 0.491348 |
| 80.1 | 0.491362 | 0.491376 | 0.491390 | 0.491404 | 0.491418 | 0.491432 | 0.491446 | 0.491460 | 0.491474 | 0.491488 |
| 80.2 | 0.491502 | 0.491516 | 0.491530 | 0.491544 | 0.491558 | 0.491572 | 0.491586 | 0.491600 | 0.491614 | 0.491628 |
| 80.3 | 0.491642 | 0.491656 | 0.491670 | 0.491684 | 0.491698 | 0.491712 | 0.491726 | 0.491740 | 0.491754 | 0.491768 |
| 80.4 | 0.491782 | 0.491795 | 0.491809 | 0.491823 | 0.491837 | 0.491851 | 0.491865 | 0.491879 | 0.491893 | 0.491907 |
| 80.5 | 0.491921 | 0.491935 | 0.491949 | 0.491963 | 0.491977 | 0.491990 | 0.492004 | 0.492018 | 0.492032 | 0.492046 |
| 80.6 | 0.492060 | 0.492074 | 0.492088 | 0.492102 | 0.492116 | 0.492130 | 0.492143 | 0.492157 | 0.492171 | 0.492185 |
| 80.7 | 0.492199 | 0.492213 | 0.492227 | 0.492241 | 0.492255 | 0.492268 | 0.492282 | 0.492296 | 0.492310 | 0.492324 |
| 80.8 | 0.492338 | 0.492352 | 0.492366 | 0.492379 | 0.492393 | 0.492407 | 0.492421 | 0.492435 | 0.492449 | 0.492463 |
| 80.9 | 0.492477 | 0.492490 | 0.492504 | 0.492518 | 0.492532 | 0.492546 | 0.492560 | 0.492573 | 0.492587 | 0.492601 |
Logarithm Table for base 7485 — N = 81.00–81.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 81.0 | 0.492615 | 0.492629 | 0.492643 | 0.492657 | 0.492670 | 0.492684 | 0.492698 | 0.492712 | 0.492726 | 0.492739 |
| 81.1 | 0.492753 | 0.492767 | 0.492781 | 0.492795 | 0.492809 | 0.492822 | 0.492836 | 0.492850 | 0.492864 | 0.492878 |
| 81.2 | 0.492891 | 0.492905 | 0.492919 | 0.492933 | 0.492947 | 0.492960 | 0.492974 | 0.492988 | 0.493002 | 0.493016 |
| 81.3 | 0.493029 | 0.493043 | 0.493057 | 0.493071 | 0.493085 | 0.493098 | 0.493112 | 0.493126 | 0.493140 | 0.493153 |
| 81.4 | 0.493167 | 0.493181 | 0.493195 | 0.493209 | 0.493222 | 0.493236 | 0.493250 | 0.493264 | 0.493277 | 0.493291 |
| 81.5 | 0.493305 | 0.493319 | 0.493332 | 0.493346 | 0.493360 | 0.493374 | 0.493387 | 0.493401 | 0.493415 | 0.493429 |
| 81.6 | 0.493442 | 0.493456 | 0.493470 | 0.493484 | 0.493497 | 0.493511 | 0.493525 | 0.493538 | 0.493552 | 0.493566 |
| 81.7 | 0.493580 | 0.493593 | 0.493607 | 0.493621 | 0.493634 | 0.493648 | 0.493662 | 0.493676 | 0.493689 | 0.493703 |
| 81.8 | 0.493717 | 0.493730 | 0.493744 | 0.493758 | 0.493772 | 0.493785 | 0.493799 | 0.493813 | 0.493826 | 0.493840 |
| 81.9 | 0.493854 | 0.493867 | 0.493881 | 0.493895 | 0.493908 | 0.493922 | 0.493936 | 0.493949 | 0.493963 | 0.493977 |
Logarithm Table for base 7485 — N = 82.00–82.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 82.0 | 0.493990 | 0.494004 | 0.494018 | 0.494031 | 0.494045 | 0.494059 | 0.494072 | 0.494086 | 0.494100 | 0.494113 |
| 82.1 | 0.494127 | 0.494141 | 0.494154 | 0.494168 | 0.494182 | 0.494195 | 0.494209 | 0.494223 | 0.494236 | 0.494250 |
| 82.2 | 0.494264 | 0.494277 | 0.494291 | 0.494304 | 0.494318 | 0.494332 | 0.494345 | 0.494359 | 0.494373 | 0.494386 |
| 82.3 | 0.494400 | 0.494413 | 0.494427 | 0.494441 | 0.494454 | 0.494468 | 0.494482 | 0.494495 | 0.494509 | 0.494522 |
| 82.4 | 0.494536 | 0.494550 | 0.494563 | 0.494577 | 0.494590 | 0.494604 | 0.494618 | 0.494631 | 0.494645 | 0.494658 |
| 82.5 | 0.494672 | 0.494686 | 0.494699 | 0.494713 | 0.494726 | 0.494740 | 0.494753 | 0.494767 | 0.494781 | 0.494794 |
| 82.6 | 0.494808 | 0.494821 | 0.494835 | 0.494848 | 0.494862 | 0.494876 | 0.494889 | 0.494903 | 0.494916 | 0.494930 |
| 82.7 | 0.494943 | 0.494957 | 0.494970 | 0.494984 | 0.494998 | 0.495011 | 0.495025 | 0.495038 | 0.495052 | 0.495065 |
| 82.8 | 0.495079 | 0.495092 | 0.495106 | 0.495119 | 0.495133 | 0.495147 | 0.495160 | 0.495174 | 0.495187 | 0.495201 |
| 82.9 | 0.495214 | 0.495228 | 0.495241 | 0.495255 | 0.495268 | 0.495282 | 0.495295 | 0.495309 | 0.495322 | 0.495336 |
Logarithm Table for base 7485 — N = 83.00–83.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 83.0 | 0.495349 | 0.495363 | 0.495376 | 0.495390 | 0.495403 | 0.495417 | 0.495430 | 0.495444 | 0.495457 | 0.495471 |
| 83.1 | 0.495484 | 0.495498 | 0.495511 | 0.495525 | 0.495538 | 0.495552 | 0.495565 | 0.495579 | 0.495592 | 0.495606 |
| 83.2 | 0.495619 | 0.495633 | 0.495646 | 0.495659 | 0.495673 | 0.495686 | 0.495700 | 0.495713 | 0.495727 | 0.495740 |
| 83.3 | 0.495754 | 0.495767 | 0.495781 | 0.495794 | 0.495808 | 0.495821 | 0.495834 | 0.495848 | 0.495861 | 0.495875 |
| 83.4 | 0.495888 | 0.495902 | 0.495915 | 0.495929 | 0.495942 | 0.495955 | 0.495969 | 0.495982 | 0.495996 | 0.496009 |
| 83.5 | 0.496023 | 0.496036 | 0.496049 | 0.496063 | 0.496076 | 0.496090 | 0.496103 | 0.496116 | 0.496130 | 0.496143 |
| 83.6 | 0.496157 | 0.496170 | 0.496184 | 0.496197 | 0.496210 | 0.496224 | 0.496237 | 0.496251 | 0.496264 | 0.496277 |
| 83.7 | 0.496291 | 0.496304 | 0.496318 | 0.496331 | 0.496344 | 0.496358 | 0.496371 | 0.496384 | 0.496398 | 0.496411 |
| 83.8 | 0.496425 | 0.496438 | 0.496451 | 0.496465 | 0.496478 | 0.496491 | 0.496505 | 0.496518 | 0.496532 | 0.496545 |
| 83.9 | 0.496558 | 0.496572 | 0.496585 | 0.496598 | 0.496612 | 0.496625 | 0.496638 | 0.496652 | 0.496665 | 0.496678 |
Logarithm Table for base 7485 — N = 84.00–84.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 84.0 | 0.496692 | 0.496705 | 0.496718 | 0.496732 | 0.496745 | 0.496759 | 0.496772 | 0.496785 | 0.496799 | 0.496812 |
| 84.1 | 0.496825 | 0.496838 | 0.496852 | 0.496865 | 0.496878 | 0.496892 | 0.496905 | 0.496918 | 0.496932 | 0.496945 |
| 84.2 | 0.496958 | 0.496972 | 0.496985 | 0.496998 | 0.497012 | 0.497025 | 0.497038 | 0.497052 | 0.497065 | 0.497078 |
| 84.3 | 0.497091 | 0.497105 | 0.497118 | 0.497131 | 0.497145 | 0.497158 | 0.497171 | 0.497184 | 0.497198 | 0.497211 |
| 84.4 | 0.497224 | 0.497238 | 0.497251 | 0.497264 | 0.497277 | 0.497291 | 0.497304 | 0.497317 | 0.497331 | 0.497344 |
| 84.5 | 0.497357 | 0.497370 | 0.497384 | 0.497397 | 0.497410 | 0.497423 | 0.497437 | 0.497450 | 0.497463 | 0.497476 |
| 84.6 | 0.497490 | 0.497503 | 0.497516 | 0.497529 | 0.497543 | 0.497556 | 0.497569 | 0.497582 | 0.497596 | 0.497609 |
| 84.7 | 0.497622 | 0.497635 | 0.497649 | 0.497662 | 0.497675 | 0.497688 | 0.497701 | 0.497715 | 0.497728 | 0.497741 |
| 84.8 | 0.497754 | 0.497768 | 0.497781 | 0.497794 | 0.497807 | 0.497820 | 0.497834 | 0.497847 | 0.497860 | 0.497873 |
| 84.9 | 0.497886 | 0.497900 | 0.497913 | 0.497926 | 0.497939 | 0.497952 | 0.497966 | 0.497979 | 0.497992 | 0.498005 |
Logarithm Table for base 7485 — N = 85.00–85.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 85.0 | 0.498018 | 0.498032 | 0.498045 | 0.498058 | 0.498071 | 0.498084 | 0.498098 | 0.498111 | 0.498124 | 0.498137 |
| 85.1 | 0.498150 | 0.498163 | 0.498177 | 0.498190 | 0.498203 | 0.498216 | 0.498229 | 0.498242 | 0.498256 | 0.498269 |
| 85.2 | 0.498282 | 0.498295 | 0.498308 | 0.498321 | 0.498335 | 0.498348 | 0.498361 | 0.498374 | 0.498387 | 0.498400 |
| 85.3 | 0.498413 | 0.498427 | 0.498440 | 0.498453 | 0.498466 | 0.498479 | 0.498492 | 0.498505 | 0.498518 | 0.498532 |
| 85.4 | 0.498545 | 0.498558 | 0.498571 | 0.498584 | 0.498597 | 0.498610 | 0.498623 | 0.498637 | 0.498650 | 0.498663 |
| 85.5 | 0.498676 | 0.498689 | 0.498702 | 0.498715 | 0.498728 | 0.498741 | 0.498755 | 0.498768 | 0.498781 | 0.498794 |
| 85.6 | 0.498807 | 0.498820 | 0.498833 | 0.498846 | 0.498859 | 0.498872 | 0.498885 | 0.498899 | 0.498912 | 0.498925 |
| 85.7 | 0.498938 | 0.498951 | 0.498964 | 0.498977 | 0.498990 | 0.499003 | 0.499016 | 0.499029 | 0.499042 | 0.499055 |
| 85.8 | 0.499069 | 0.499082 | 0.499095 | 0.499108 | 0.499121 | 0.499134 | 0.499147 | 0.499160 | 0.499173 | 0.499186 |
| 85.9 | 0.499199 | 0.499212 | 0.499225 | 0.499238 | 0.499251 | 0.499264 | 0.499277 | 0.499290 | 0.499303 | 0.499317 |
Logarithm Table for base 7485 — N = 86.00–86.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 86.0 | 0.499330 | 0.499343 | 0.499356 | 0.499369 | 0.499382 | 0.499395 | 0.499408 | 0.499421 | 0.499434 | 0.499447 |
| 86.1 | 0.499460 | 0.499473 | 0.499486 | 0.499499 | 0.499512 | 0.499525 | 0.499538 | 0.499551 | 0.499564 | 0.499577 |
| 86.2 | 0.499590 | 0.499603 | 0.499616 | 0.499629 | 0.499642 | 0.499655 | 0.499668 | 0.499681 | 0.499694 | 0.499707 |
| 86.3 | 0.499720 | 0.499733 | 0.499746 | 0.499759 | 0.499772 | 0.499785 | 0.499798 | 0.499811 | 0.499824 | 0.499837 |
| 86.4 | 0.499850 | 0.499863 | 0.499876 | 0.499889 | 0.499902 | 0.499915 | 0.499928 | 0.499941 | 0.499953 | 0.499966 |
| 86.5 | 0.499979 | 0.499992 | 0.500005 | 0.500018 | 0.500031 | 0.500044 | 0.500057 | 0.500070 | 0.500083 | 0.500096 |
| 86.6 | 0.500109 | 0.500122 | 0.500135 | 0.500148 | 0.500161 | 0.500174 | 0.500187 | 0.500199 | 0.500212 | 0.500225 |
| 86.7 | 0.500238 | 0.500251 | 0.500264 | 0.500277 | 0.500290 | 0.500303 | 0.500316 | 0.500329 | 0.500342 | 0.500355 |
| 86.8 | 0.500368 | 0.500380 | 0.500393 | 0.500406 | 0.500419 | 0.500432 | 0.500445 | 0.500458 | 0.500471 | 0.500484 |
| 86.9 | 0.500497 | 0.500509 | 0.500522 | 0.500535 | 0.500548 | 0.500561 | 0.500574 | 0.500587 | 0.500600 | 0.500613 |
Logarithm Table for base 7485 — N = 87.00–87.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 87.0 | 0.500626 | 0.500638 | 0.500651 | 0.500664 | 0.500677 | 0.500690 | 0.500703 | 0.500716 | 0.500729 | 0.500741 |
| 87.1 | 0.500754 | 0.500767 | 0.500780 | 0.500793 | 0.500806 | 0.500819 | 0.500831 | 0.500844 | 0.500857 | 0.500870 |
| 87.2 | 0.500883 | 0.500896 | 0.500909 | 0.500921 | 0.500934 | 0.500947 | 0.500960 | 0.500973 | 0.500986 | 0.500999 |
| 87.3 | 0.501011 | 0.501024 | 0.501037 | 0.501050 | 0.501063 | 0.501076 | 0.501088 | 0.501101 | 0.501114 | 0.501127 |
| 87.4 | 0.501140 | 0.501153 | 0.501165 | 0.501178 | 0.501191 | 0.501204 | 0.501217 | 0.501229 | 0.501242 | 0.501255 |
| 87.5 | 0.501268 | 0.501281 | 0.501294 | 0.501306 | 0.501319 | 0.501332 | 0.501345 | 0.501358 | 0.501370 | 0.501383 |
| 87.6 | 0.501396 | 0.501409 | 0.501422 | 0.501434 | 0.501447 | 0.501460 | 0.501473 | 0.501485 | 0.501498 | 0.501511 |
| 87.7 | 0.501524 | 0.501537 | 0.501549 | 0.501562 | 0.501575 | 0.501588 | 0.501601 | 0.501613 | 0.501626 | 0.501639 |
| 87.8 | 0.501652 | 0.501664 | 0.501677 | 0.501690 | 0.501703 | 0.501715 | 0.501728 | 0.501741 | 0.501754 | 0.501766 |
| 87.9 | 0.501779 | 0.501792 | 0.501805 | 0.501817 | 0.501830 | 0.501843 | 0.501856 | 0.501868 | 0.501881 | 0.501894 |
Logarithm Table for base 7485 — N = 88.00–88.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 88.0 | 0.501907 | 0.501919 | 0.501932 | 0.501945 | 0.501958 | 0.501970 | 0.501983 | 0.501996 | 0.502009 | 0.502021 |
| 88.1 | 0.502034 | 0.502047 | 0.502059 | 0.502072 | 0.502085 | 0.502098 | 0.502110 | 0.502123 | 0.502136 | 0.502148 |
| 88.2 | 0.502161 | 0.502174 | 0.502187 | 0.502199 | 0.502212 | 0.502225 | 0.502237 | 0.502250 | 0.502263 | 0.502275 |
| 88.3 | 0.502288 | 0.502301 | 0.502314 | 0.502326 | 0.502339 | 0.502352 | 0.502364 | 0.502377 | 0.502390 | 0.502402 |
| 88.4 | 0.502415 | 0.502428 | 0.502440 | 0.502453 | 0.502466 | 0.502478 | 0.502491 | 0.502504 | 0.502516 | 0.502529 |
| 88.5 | 0.502542 | 0.502554 | 0.502567 | 0.502580 | 0.502592 | 0.502605 | 0.502618 | 0.502630 | 0.502643 | 0.502656 |
| 88.6 | 0.502668 | 0.502681 | 0.502694 | 0.502706 | 0.502719 | 0.502732 | 0.502744 | 0.502757 | 0.502770 | 0.502782 |
| 88.7 | 0.502795 | 0.502807 | 0.502820 | 0.502833 | 0.502845 | 0.502858 | 0.502871 | 0.502883 | 0.502896 | 0.502909 |
| 88.8 | 0.502921 | 0.502934 | 0.502946 | 0.502959 | 0.502972 | 0.502984 | 0.502997 | 0.503009 | 0.503022 | 0.503035 |
| 88.9 | 0.503047 | 0.503060 | 0.503073 | 0.503085 | 0.503098 | 0.503110 | 0.503123 | 0.503136 | 0.503148 | 0.503161 |
Logarithm Table for base 7485 — N = 89.00–89.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 89.0 | 0.503173 | 0.503186 | 0.503199 | 0.503211 | 0.503224 | 0.503236 | 0.503249 | 0.503261 | 0.503274 | 0.503287 |
| 89.1 | 0.503299 | 0.503312 | 0.503324 | 0.503337 | 0.503350 | 0.503362 | 0.503375 | 0.503387 | 0.503400 | 0.503412 |
| 89.2 | 0.503425 | 0.503438 | 0.503450 | 0.503463 | 0.503475 | 0.503488 | 0.503500 | 0.503513 | 0.503525 | 0.503538 |
| 89.3 | 0.503551 | 0.503563 | 0.503576 | 0.503588 | 0.503601 | 0.503613 | 0.503626 | 0.503638 | 0.503651 | 0.503663 |
| 89.4 | 0.503676 | 0.503689 | 0.503701 | 0.503714 | 0.503726 | 0.503739 | 0.503751 | 0.503764 | 0.503776 | 0.503789 |
| 89.5 | 0.503801 | 0.503814 | 0.503826 | 0.503839 | 0.503851 | 0.503864 | 0.503876 | 0.503889 | 0.503901 | 0.503914 |
| 89.6 | 0.503927 | 0.503939 | 0.503952 | 0.503964 | 0.503977 | 0.503989 | 0.504002 | 0.504014 | 0.504027 | 0.504039 |
| 89.7 | 0.504052 | 0.504064 | 0.504077 | 0.504089 | 0.504102 | 0.504114 | 0.504127 | 0.504139 | 0.504151 | 0.504164 |
| 89.8 | 0.504176 | 0.504189 | 0.504201 | 0.504214 | 0.504226 | 0.504239 | 0.504251 | 0.504264 | 0.504276 | 0.504289 |
| 89.9 | 0.504301 | 0.504314 | 0.504326 | 0.504339 | 0.504351 | 0.504364 | 0.504376 | 0.504388 | 0.504401 | 0.504413 |
Logarithm Table for base 7485 — N = 90.00–90.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 90.0 | 0.504426 | 0.504438 | 0.504451 | 0.504463 | 0.504476 | 0.504488 | 0.504501 | 0.504513 | 0.504525 | 0.504538 |
| 90.1 | 0.504550 | 0.504563 | 0.504575 | 0.504588 | 0.504600 | 0.504613 | 0.504625 | 0.504637 | 0.504650 | 0.504662 |
| 90.2 | 0.504675 | 0.504687 | 0.504700 | 0.504712 | 0.504724 | 0.504737 | 0.504749 | 0.504762 | 0.504774 | 0.504786 |
| 90.3 | 0.504799 | 0.504811 | 0.504824 | 0.504836 | 0.504849 | 0.504861 | 0.504873 | 0.504886 | 0.504898 | 0.504911 |
| 90.4 | 0.504923 | 0.504935 | 0.504948 | 0.504960 | 0.504973 | 0.504985 | 0.504997 | 0.505010 | 0.505022 | 0.505035 |
| 90.5 | 0.505047 | 0.505059 | 0.505072 | 0.505084 | 0.505096 | 0.505109 | 0.505121 | 0.505134 | 0.505146 | 0.505158 |
| 90.6 | 0.505171 | 0.505183 | 0.505195 | 0.505208 | 0.505220 | 0.505233 | 0.505245 | 0.505257 | 0.505270 | 0.505282 |
| 90.7 | 0.505294 | 0.505307 | 0.505319 | 0.505331 | 0.505344 | 0.505356 | 0.505368 | 0.505381 | 0.505393 | 0.505406 |
| 90.8 | 0.505418 | 0.505430 | 0.505443 | 0.505455 | 0.505467 | 0.505480 | 0.505492 | 0.505504 | 0.505517 | 0.505529 |
| 90.9 | 0.505541 | 0.505554 | 0.505566 | 0.505578 | 0.505591 | 0.505603 | 0.505615 | 0.505628 | 0.505640 | 0.505652 |
Logarithm Table for base 7485 — N = 91.00–91.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 91.0 | 0.505665 | 0.505677 | 0.505689 | 0.505701 | 0.505714 | 0.505726 | 0.505738 | 0.505751 | 0.505763 | 0.505775 |
| 91.1 | 0.505788 | 0.505800 | 0.505812 | 0.505825 | 0.505837 | 0.505849 | 0.505861 | 0.505874 | 0.505886 | 0.505898 |
| 91.2 | 0.505911 | 0.505923 | 0.505935 | 0.505948 | 0.505960 | 0.505972 | 0.505984 | 0.505997 | 0.506009 | 0.506021 |
| 91.3 | 0.506033 | 0.506046 | 0.506058 | 0.506070 | 0.506083 | 0.506095 | 0.506107 | 0.506119 | 0.506132 | 0.506144 |
| 91.4 | 0.506156 | 0.506168 | 0.506181 | 0.506193 | 0.506205 | 0.506218 | 0.506230 | 0.506242 | 0.506254 | 0.506267 |
| 91.5 | 0.506279 | 0.506291 | 0.506303 | 0.506316 | 0.506328 | 0.506340 | 0.506352 | 0.506365 | 0.506377 | 0.506389 |
| 91.6 | 0.506401 | 0.506413 | 0.506426 | 0.506438 | 0.506450 | 0.506462 | 0.506475 | 0.506487 | 0.506499 | 0.506511 |
| 91.7 | 0.506524 | 0.506536 | 0.506548 | 0.506560 | 0.506572 | 0.506585 | 0.506597 | 0.506609 | 0.506621 | 0.506634 |
| 91.8 | 0.506646 | 0.506658 | 0.506670 | 0.506682 | 0.506695 | 0.506707 | 0.506719 | 0.506731 | 0.506743 | 0.506756 |
| 91.9 | 0.506768 | 0.506780 | 0.506792 | 0.506804 | 0.506817 | 0.506829 | 0.506841 | 0.506853 | 0.506865 | 0.506877 |
Logarithm Table for base 7485 — N = 92.00–92.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 92.0 | 0.506890 | 0.506902 | 0.506914 | 0.506926 | 0.506938 | 0.506951 | 0.506963 | 0.506975 | 0.506987 | 0.506999 |
| 92.1 | 0.507011 | 0.507024 | 0.507036 | 0.507048 | 0.507060 | 0.507072 | 0.507084 | 0.507097 | 0.507109 | 0.507121 |
| 92.2 | 0.507133 | 0.507145 | 0.507157 | 0.507170 | 0.507182 | 0.507194 | 0.507206 | 0.507218 | 0.507230 | 0.507242 |
| 92.3 | 0.507255 | 0.507267 | 0.507279 | 0.507291 | 0.507303 | 0.507315 | 0.507327 | 0.507340 | 0.507352 | 0.507364 |
| 92.4 | 0.507376 | 0.507388 | 0.507400 | 0.507412 | 0.507425 | 0.507437 | 0.507449 | 0.507461 | 0.507473 | 0.507485 |
| 92.5 | 0.507497 | 0.507509 | 0.507521 | 0.507534 | 0.507546 | 0.507558 | 0.507570 | 0.507582 | 0.507594 | 0.507606 |
| 92.6 | 0.507618 | 0.507630 | 0.507643 | 0.507655 | 0.507667 | 0.507679 | 0.507691 | 0.507703 | 0.507715 | 0.507727 |
| 92.7 | 0.507739 | 0.507751 | 0.507764 | 0.507776 | 0.507788 | 0.507800 | 0.507812 | 0.507824 | 0.507836 | 0.507848 |
| 92.8 | 0.507860 | 0.507872 | 0.507884 | 0.507896 | 0.507909 | 0.507921 | 0.507933 | 0.507945 | 0.507957 | 0.507969 |
| 92.9 | 0.507981 | 0.507993 | 0.508005 | 0.508017 | 0.508029 | 0.508041 | 0.508053 | 0.508065 | 0.508077 | 0.508090 |
Logarithm Table for base 7485 — N = 93.00–93.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 93.0 | 0.508102 | 0.508114 | 0.508126 | 0.508138 | 0.508150 | 0.508162 | 0.508174 | 0.508186 | 0.508198 | 0.508210 |
| 93.1 | 0.508222 | 0.508234 | 0.508246 | 0.508258 | 0.508270 | 0.508282 | 0.508294 | 0.508306 | 0.508318 | 0.508330 |
| 93.2 | 0.508342 | 0.508354 | 0.508366 | 0.508378 | 0.508390 | 0.508403 | 0.508415 | 0.508427 | 0.508439 | 0.508451 |
| 93.3 | 0.508463 | 0.508475 | 0.508487 | 0.508499 | 0.508511 | 0.508523 | 0.508535 | 0.508547 | 0.508559 | 0.508571 |
| 93.4 | 0.508583 | 0.508595 | 0.508607 | 0.508619 | 0.508631 | 0.508643 | 0.508655 | 0.508667 | 0.508679 | 0.508691 |
| 93.5 | 0.508703 | 0.508715 | 0.508727 | 0.508739 | 0.508751 | 0.508763 | 0.508775 | 0.508787 | 0.508799 | 0.508810 |
| 93.6 | 0.508822 | 0.508834 | 0.508846 | 0.508858 | 0.508870 | 0.508882 | 0.508894 | 0.508906 | 0.508918 | 0.508930 |
| 93.7 | 0.508942 | 0.508954 | 0.508966 | 0.508978 | 0.508990 | 0.509002 | 0.509014 | 0.509026 | 0.509038 | 0.509050 |
| 93.8 | 0.509062 | 0.509074 | 0.509086 | 0.509098 | 0.509110 | 0.509121 | 0.509133 | 0.509145 | 0.509157 | 0.509169 |
| 93.9 | 0.509181 | 0.509193 | 0.509205 | 0.509217 | 0.509229 | 0.509241 | 0.509253 | 0.509265 | 0.509277 | 0.509289 |
Logarithm Table for base 7485 — N = 94.00–94.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 94.0 | 0.509301 | 0.509312 | 0.509324 | 0.509336 | 0.509348 | 0.509360 | 0.509372 | 0.509384 | 0.509396 | 0.509408 |
| 94.1 | 0.509420 | 0.509432 | 0.509444 | 0.509455 | 0.509467 | 0.509479 | 0.509491 | 0.509503 | 0.509515 | 0.509527 |
| 94.2 | 0.509539 | 0.509551 | 0.509563 | 0.509574 | 0.509586 | 0.509598 | 0.509610 | 0.509622 | 0.509634 | 0.509646 |
| 94.3 | 0.509658 | 0.509670 | 0.509681 | 0.509693 | 0.509705 | 0.509717 | 0.509729 | 0.509741 | 0.509753 | 0.509765 |
| 94.4 | 0.509777 | 0.509788 | 0.509800 | 0.509812 | 0.509824 | 0.509836 | 0.509848 | 0.509860 | 0.509871 | 0.509883 |
| 94.5 | 0.509895 | 0.509907 | 0.509919 | 0.509931 | 0.509943 | 0.509954 | 0.509966 | 0.509978 | 0.509990 | 0.510002 |
| 94.6 | 0.510014 | 0.510026 | 0.510037 | 0.510049 | 0.510061 | 0.510073 | 0.510085 | 0.510097 | 0.510109 | 0.510120 |
| 94.7 | 0.510132 | 0.510144 | 0.510156 | 0.510168 | 0.510180 | 0.510191 | 0.510203 | 0.510215 | 0.510227 | 0.510239 |
| 94.8 | 0.510251 | 0.510262 | 0.510274 | 0.510286 | 0.510298 | 0.510310 | 0.510321 | 0.510333 | 0.510345 | 0.510357 |
| 94.9 | 0.510369 | 0.510381 | 0.510392 | 0.510404 | 0.510416 | 0.510428 | 0.510440 | 0.510451 | 0.510463 | 0.510475 |
Logarithm Table for base 7485 — N = 95.00–95.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 95.0 | 0.510487 | 0.510499 | 0.510510 | 0.510522 | 0.510534 | 0.510546 | 0.510558 | 0.510569 | 0.510581 | 0.510593 |
| 95.1 | 0.510605 | 0.510616 | 0.510628 | 0.510640 | 0.510652 | 0.510664 | 0.510675 | 0.510687 | 0.510699 | 0.510711 |
| 95.2 | 0.510723 | 0.510734 | 0.510746 | 0.510758 | 0.510770 | 0.510781 | 0.510793 | 0.510805 | 0.510817 | 0.510828 |
| 95.3 | 0.510840 | 0.510852 | 0.510864 | 0.510875 | 0.510887 | 0.510899 | 0.510911 | 0.510923 | 0.510934 | 0.510946 |
| 95.4 | 0.510958 | 0.510970 | 0.510981 | 0.510993 | 0.511005 | 0.511016 | 0.511028 | 0.511040 | 0.511052 | 0.511063 |
| 95.5 | 0.511075 | 0.511087 | 0.511099 | 0.511110 | 0.511122 | 0.511134 | 0.511146 | 0.511157 | 0.511169 | 0.511181 |
| 95.6 | 0.511193 | 0.511204 | 0.511216 | 0.511228 | 0.511239 | 0.511251 | 0.511263 | 0.511275 | 0.511286 | 0.511298 |
| 95.7 | 0.511310 | 0.511321 | 0.511333 | 0.511345 | 0.511357 | 0.511368 | 0.511380 | 0.511392 | 0.511403 | 0.511415 |
| 95.8 | 0.511427 | 0.511438 | 0.511450 | 0.511462 | 0.511474 | 0.511485 | 0.511497 | 0.511509 | 0.511520 | 0.511532 |
| 95.9 | 0.511544 | 0.511555 | 0.511567 | 0.511579 | 0.511590 | 0.511602 | 0.511614 | 0.511626 | 0.511637 | 0.511649 |
Logarithm Table for base 7485 — N = 96.00–96.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 96.0 | 0.511661 | 0.511672 | 0.511684 | 0.511696 | 0.511707 | 0.511719 | 0.511731 | 0.511742 | 0.511754 | 0.511766 |
| 96.1 | 0.511777 | 0.511789 | 0.511801 | 0.511812 | 0.511824 | 0.511836 | 0.511847 | 0.511859 | 0.511871 | 0.511882 |
| 96.2 | 0.511894 | 0.511906 | 0.511917 | 0.511929 | 0.511940 | 0.511952 | 0.511964 | 0.511975 | 0.511987 | 0.511999 |
| 96.3 | 0.512010 | 0.512022 | 0.512034 | 0.512045 | 0.512057 | 0.512069 | 0.512080 | 0.512092 | 0.512103 | 0.512115 |
| 96.4 | 0.512127 | 0.512138 | 0.512150 | 0.512162 | 0.512173 | 0.512185 | 0.512196 | 0.512208 | 0.512220 | 0.512231 |
| 96.5 | 0.512243 | 0.512255 | 0.512266 | 0.512278 | 0.512289 | 0.512301 | 0.512313 | 0.512324 | 0.512336 | 0.512347 |
| 96.6 | 0.512359 | 0.512371 | 0.512382 | 0.512394 | 0.512405 | 0.512417 | 0.512429 | 0.512440 | 0.512452 | 0.512463 |
| 96.7 | 0.512475 | 0.512487 | 0.512498 | 0.512510 | 0.512521 | 0.512533 | 0.512545 | 0.512556 | 0.512568 | 0.512579 |
| 96.8 | 0.512591 | 0.512602 | 0.512614 | 0.512626 | 0.512637 | 0.512649 | 0.512660 | 0.512672 | 0.512683 | 0.512695 |
| 96.9 | 0.512707 | 0.512718 | 0.512730 | 0.512741 | 0.512753 | 0.512764 | 0.512776 | 0.512788 | 0.512799 | 0.512811 |
Logarithm Table for base 7485 — N = 97.00–97.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 97.0 | 0.512822 | 0.512834 | 0.512845 | 0.512857 | 0.512868 | 0.512880 | 0.512892 | 0.512903 | 0.512915 | 0.512926 |
| 97.1 | 0.512938 | 0.512949 | 0.512961 | 0.512972 | 0.512984 | 0.512995 | 0.513007 | 0.513019 | 0.513030 | 0.513042 |
| 97.2 | 0.513053 | 0.513065 | 0.513076 | 0.513088 | 0.513099 | 0.513111 | 0.513122 | 0.513134 | 0.513145 | 0.513157 |
| 97.3 | 0.513168 | 0.513180 | 0.513191 | 0.513203 | 0.513214 | 0.513226 | 0.513238 | 0.513249 | 0.513261 | 0.513272 |
| 97.4 | 0.513284 | 0.513295 | 0.513307 | 0.513318 | 0.513330 | 0.513341 | 0.513353 | 0.513364 | 0.513376 | 0.513387 |
| 97.5 | 0.513399 | 0.513410 | 0.513422 | 0.513433 | 0.513445 | 0.513456 | 0.513468 | 0.513479 | 0.513491 | 0.513502 |
| 97.6 | 0.513514 | 0.513525 | 0.513536 | 0.513548 | 0.513559 | 0.513571 | 0.513582 | 0.513594 | 0.513605 | 0.513617 |
| 97.7 | 0.513628 | 0.513640 | 0.513651 | 0.513663 | 0.513674 | 0.513686 | 0.513697 | 0.513709 | 0.513720 | 0.513732 |
| 97.8 | 0.513743 | 0.513754 | 0.513766 | 0.513777 | 0.513789 | 0.513800 | 0.513812 | 0.513823 | 0.513835 | 0.513846 |
| 97.9 | 0.513858 | 0.513869 | 0.513880 | 0.513892 | 0.513903 | 0.513915 | 0.513926 | 0.513938 | 0.513949 | 0.513961 |
Logarithm Table for base 7485 — N = 98.00–98.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 98.0 | 0.513972 | 0.513983 | 0.513995 | 0.514006 | 0.514018 | 0.514029 | 0.514041 | 0.514052 | 0.514063 | 0.514075 |
| 98.1 | 0.514086 | 0.514098 | 0.514109 | 0.514121 | 0.514132 | 0.514143 | 0.514155 | 0.514166 | 0.514178 | 0.514189 |
| 98.2 | 0.514201 | 0.514212 | 0.514223 | 0.514235 | 0.514246 | 0.514258 | 0.514269 | 0.514280 | 0.514292 | 0.514303 |
| 98.3 | 0.514315 | 0.514326 | 0.514337 | 0.514349 | 0.514360 | 0.514372 | 0.514383 | 0.514394 | 0.514406 | 0.514417 |
| 98.4 | 0.514429 | 0.514440 | 0.514451 | 0.514463 | 0.514474 | 0.514486 | 0.514497 | 0.514508 | 0.514520 | 0.514531 |
| 98.5 | 0.514542 | 0.514554 | 0.514565 | 0.514577 | 0.514588 | 0.514599 | 0.514611 | 0.514622 | 0.514633 | 0.514645 |
| 98.6 | 0.514656 | 0.514668 | 0.514679 | 0.514690 | 0.514702 | 0.514713 | 0.514724 | 0.514736 | 0.514747 | 0.514758 |
| 98.7 | 0.514770 | 0.514781 | 0.514793 | 0.514804 | 0.514815 | 0.514827 | 0.514838 | 0.514849 | 0.514861 | 0.514872 |
| 98.8 | 0.514883 | 0.514895 | 0.514906 | 0.514917 | 0.514929 | 0.514940 | 0.514951 | 0.514963 | 0.514974 | 0.514985 |
| 98.9 | 0.514997 | 0.515008 | 0.515019 | 0.515031 | 0.515042 | 0.515053 | 0.515065 | 0.515076 | 0.515087 | 0.515099 |
Logarithm Table for base 7485 — N = 99.00–99.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 99.0 | 0.515110 | 0.515121 | 0.515133 | 0.515144 | 0.515155 | 0.515167 | 0.515178 | 0.515189 | 0.515201 | 0.515212 |
| 99.1 | 0.515223 | 0.515235 | 0.515246 | 0.515257 | 0.515268 | 0.515280 | 0.515291 | 0.515302 | 0.515314 | 0.515325 |
| 99.2 | 0.515336 | 0.515348 | 0.515359 | 0.515370 | 0.515381 | 0.515393 | 0.515404 | 0.515415 | 0.515427 | 0.515438 |
| 99.3 | 0.515449 | 0.515461 | 0.515472 | 0.515483 | 0.515494 | 0.515506 | 0.515517 | 0.515528 | 0.515540 | 0.515551 |
| 99.4 | 0.515562 | 0.515573 | 0.515585 | 0.515596 | 0.515607 | 0.515618 | 0.515630 | 0.515641 | 0.515652 | 0.515664 |
| 99.5 | 0.515675 | 0.515686 | 0.515697 | 0.515709 | 0.515720 | 0.515731 | 0.515742 | 0.515754 | 0.515765 | 0.515776 |
| 99.6 | 0.515787 | 0.515799 | 0.515810 | 0.515821 | 0.515832 | 0.515844 | 0.515855 | 0.515866 | 0.515877 | 0.515889 |
| 99.7 | 0.515900 | 0.515911 | 0.515922 | 0.515934 | 0.515945 | 0.515956 | 0.515967 | 0.515979 | 0.515990 | 0.516001 |
| 99.8 | 0.516012 | 0.516024 | 0.516035 | 0.516046 | 0.516057 | 0.516068 | 0.516080 | 0.516091 | 0.516102 | 0.516113 |
| 99.9 | 0.516125 | 0.516136 | 0.516147 | 0.516158 | 0.516169 | 0.516181 | 0.516192 | 0.516203 | 0.516214 | 0.516225 |
Logarithm Table for base 7485 — N = 100.00–100.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 100.0 | 0.516237 | 0.516248 | 0.516259 | 0.516270 | 0.516282 | 0.516293 | 0.516304 | 0.516315 | 0.516326 | 0.516338 |
| 100.1 | 0.516349 | 0.516360 | 0.516371 | 0.516382 | 0.516394 | 0.516405 | 0.516416 | 0.516427 | 0.516438 | 0.516449 |
| 100.2 | 0.516461 | 0.516472 | 0.516483 | 0.516494 | 0.516505 | 0.516517 | 0.516528 | 0.516539 | 0.516550 | 0.516561 |
| 100.3 | 0.516572 | 0.516584 | 0.516595 | 0.516606 | 0.516617 | 0.516628 | 0.516640 | 0.516651 | 0.516662 | 0.516673 |
| 100.4 | 0.516684 | 0.516695 | 0.516707 | 0.516718 | 0.516729 | 0.516740 | 0.516751 | 0.516762 | 0.516773 | 0.516785 |
| 100.5 | 0.516796 | 0.516807 | 0.516818 | 0.516829 | 0.516840 | 0.516852 | 0.516863 | 0.516874 | 0.516885 | 0.516896 |
| 100.6 | 0.516907 | 0.516918 | 0.516930 | 0.516941 | 0.516952 | 0.516963 | 0.516974 | 0.516985 | 0.516996 | 0.517008 |
| 100.7 | 0.517019 | 0.517030 | 0.517041 | 0.517052 | 0.517063 | 0.517074 | 0.517085 | 0.517097 | 0.517108 | 0.517119 |
| 100.8 | 0.517130 | 0.517141 | 0.517152 | 0.517163 | 0.517174 | 0.517186 | 0.517197 | 0.517208 | 0.517219 | 0.517230 |
| 100.9 | 0.517241 | 0.517252 | 0.517263 | 0.517274 | 0.517286 | 0.517297 | 0.517308 | 0.517319 | 0.517330 | 0.517341 |
Logarithm Table for base 7485 — N = 101.00–101.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 101.0 | 0.517352 | 0.517363 | 0.517374 | 0.517385 | 0.517397 | 0.517408 | 0.517419 | 0.517430 | 0.517441 | 0.517452 |
| 101.1 | 0.517463 | 0.517474 | 0.517485 | 0.517496 | 0.517507 | 0.517518 | 0.517530 | 0.517541 | 0.517552 | 0.517563 |
| 101.2 | 0.517574 | 0.517585 | 0.517596 | 0.517607 | 0.517618 | 0.517629 | 0.517640 | 0.517651 | 0.517662 | 0.517674 |
| 101.3 | 0.517685 | 0.517696 | 0.517707 | 0.517718 | 0.517729 | 0.517740 | 0.517751 | 0.517762 | 0.517773 | 0.517784 |
| 101.4 | 0.517795 | 0.517806 | 0.517817 | 0.517828 | 0.517839 | 0.517850 | 0.517862 | 0.517873 | 0.517884 | 0.517895 |
| 101.5 | 0.517906 | 0.517917 | 0.517928 | 0.517939 | 0.517950 | 0.517961 | 0.517972 | 0.517983 | 0.517994 | 0.518005 |
| 101.6 | 0.518016 | 0.518027 | 0.518038 | 0.518049 | 0.518060 | 0.518071 | 0.518082 | 0.518093 | 0.518104 | 0.518115 |
| 101.7 | 0.518126 | 0.518137 | 0.518148 | 0.518159 | 0.518170 | 0.518181 | 0.518192 | 0.518204 | 0.518215 | 0.518226 |
| 101.8 | 0.518237 | 0.518248 | 0.518259 | 0.518270 | 0.518281 | 0.518292 | 0.518303 | 0.518314 | 0.518325 | 0.518336 |
| 101.9 | 0.518347 | 0.518358 | 0.518369 | 0.518380 | 0.518391 | 0.518402 | 0.518413 | 0.518424 | 0.518435 | 0.518446 |
Logarithm Table for base 7485 — N = 102.00–102.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 102.0 | 0.518457 | 0.518468 | 0.518479 | 0.518490 | 0.518501 | 0.518512 | 0.518522 | 0.518533 | 0.518544 | 0.518555 |
| 102.1 | 0.518566 | 0.518577 | 0.518588 | 0.518599 | 0.518610 | 0.518621 | 0.518632 | 0.518643 | 0.518654 | 0.518665 |
| 102.2 | 0.518676 | 0.518687 | 0.518698 | 0.518709 | 0.518720 | 0.518731 | 0.518742 | 0.518753 | 0.518764 | 0.518775 |
| 102.3 | 0.518786 | 0.518797 | 0.518808 | 0.518819 | 0.518830 | 0.518841 | 0.518852 | 0.518862 | 0.518873 | 0.518884 |
| 102.4 | 0.518895 | 0.518906 | 0.518917 | 0.518928 | 0.518939 | 0.518950 | 0.518961 | 0.518972 | 0.518983 | 0.518994 |
| 102.5 | 0.519005 | 0.519016 | 0.519027 | 0.519038 | 0.519048 | 0.519059 | 0.519070 | 0.519081 | 0.519092 | 0.519103 |
| 102.6 | 0.519114 | 0.519125 | 0.519136 | 0.519147 | 0.519158 | 0.519169 | 0.519180 | 0.519190 | 0.519201 | 0.519212 |
| 102.7 | 0.519223 | 0.519234 | 0.519245 | 0.519256 | 0.519267 | 0.519278 | 0.519289 | 0.519300 | 0.519311 | 0.519321 |
| 102.8 | 0.519332 | 0.519343 | 0.519354 | 0.519365 | 0.519376 | 0.519387 | 0.519398 | 0.519409 | 0.519420 | 0.519430 |
| 102.9 | 0.519441 | 0.519452 | 0.519463 | 0.519474 | 0.519485 | 0.519496 | 0.519507 | 0.519518 | 0.519528 | 0.519539 |
Logarithm Table for base 7485 — N = 103.00–103.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 103.0 | 0.519550 | 0.519561 | 0.519572 | 0.519583 | 0.519594 | 0.519605 | 0.519616 | 0.519626 | 0.519637 | 0.519648 |
| 103.1 | 0.519659 | 0.519670 | 0.519681 | 0.519692 | 0.519702 | 0.519713 | 0.519724 | 0.519735 | 0.519746 | 0.519757 |
| 103.2 | 0.519768 | 0.519779 | 0.519789 | 0.519800 | 0.519811 | 0.519822 | 0.519833 | 0.519844 | 0.519855 | 0.519865 |
| 103.3 | 0.519876 | 0.519887 | 0.519898 | 0.519909 | 0.519920 | 0.519930 | 0.519941 | 0.519952 | 0.519963 | 0.519974 |
| 103.4 | 0.519985 | 0.519996 | 0.520006 | 0.520017 | 0.520028 | 0.520039 | 0.520050 | 0.520061 | 0.520071 | 0.520082 |
| 103.5 | 0.520093 | 0.520104 | 0.520115 | 0.520126 | 0.520136 | 0.520147 | 0.520158 | 0.520169 | 0.520180 | 0.520191 |
| 103.6 | 0.520201 | 0.520212 | 0.520223 | 0.520234 | 0.520245 | 0.520255 | 0.520266 | 0.520277 | 0.520288 | 0.520299 |
| 103.7 | 0.520309 | 0.520320 | 0.520331 | 0.520342 | 0.520353 | 0.520364 | 0.520374 | 0.520385 | 0.520396 | 0.520407 |
| 103.8 | 0.520418 | 0.520428 | 0.520439 | 0.520450 | 0.520461 | 0.520472 | 0.520482 | 0.520493 | 0.520504 | 0.520515 |
| 103.9 | 0.520525 | 0.520536 | 0.520547 | 0.520558 | 0.520569 | 0.520579 | 0.520590 | 0.520601 | 0.520612 | 0.520623 |
Logarithm Table for base 7485 — N = 104.00–104.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 104.0 | 0.520633 | 0.520644 | 0.520655 | 0.520666 | 0.520676 | 0.520687 | 0.520698 | 0.520709 | 0.520720 | 0.520730 |
| 104.1 | 0.520741 | 0.520752 | 0.520763 | 0.520773 | 0.520784 | 0.520795 | 0.520806 | 0.520816 | 0.520827 | 0.520838 |
| 104.2 | 0.520849 | 0.520859 | 0.520870 | 0.520881 | 0.520892 | 0.520902 | 0.520913 | 0.520924 | 0.520935 | 0.520945 |
| 104.3 | 0.520956 | 0.520967 | 0.520978 | 0.520988 | 0.520999 | 0.521010 | 0.521021 | 0.521031 | 0.521042 | 0.521053 |
| 104.4 | 0.521064 | 0.521074 | 0.521085 | 0.521096 | 0.521107 | 0.521117 | 0.521128 | 0.521139 | 0.521150 | 0.521160 |
| 104.5 | 0.521171 | 0.521182 | 0.521192 | 0.521203 | 0.521214 | 0.521225 | 0.521235 | 0.521246 | 0.521257 | 0.521267 |
| 104.6 | 0.521278 | 0.521289 | 0.521300 | 0.521310 | 0.521321 | 0.521332 | 0.521342 | 0.521353 | 0.521364 | 0.521375 |
| 104.7 | 0.521385 | 0.521396 | 0.521407 | 0.521417 | 0.521428 | 0.521439 | 0.521450 | 0.521460 | 0.521471 | 0.521482 |
| 104.8 | 0.521492 | 0.521503 | 0.521514 | 0.521524 | 0.521535 | 0.521546 | 0.521556 | 0.521567 | 0.521578 | 0.521589 |
| 104.9 | 0.521599 | 0.521610 | 0.521621 | 0.521631 | 0.521642 | 0.521653 | 0.521663 | 0.521674 | 0.521685 | 0.521695 |
Logarithm Table for base 7485 — N = 105.00–105.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 105.0 | 0.521706 | 0.521717 | 0.521727 | 0.521738 | 0.521749 | 0.521759 | 0.521770 | 0.521781 | 0.521791 | 0.521802 |
| 105.1 | 0.521813 | 0.521823 | 0.521834 | 0.521845 | 0.521855 | 0.521866 | 0.521877 | 0.521887 | 0.521898 | 0.521909 |
| 105.2 | 0.521919 | 0.521930 | 0.521941 | 0.521951 | 0.521962 | 0.521973 | 0.521983 | 0.521994 | 0.522005 | 0.522015 |
| 105.3 | 0.522026 | 0.522037 | 0.522047 | 0.522058 | 0.522068 | 0.522079 | 0.522090 | 0.522100 | 0.522111 | 0.522122 |
| 105.4 | 0.522132 | 0.522143 | 0.522154 | 0.522164 | 0.522175 | 0.522185 | 0.522196 | 0.522207 | 0.522217 | 0.522228 |
| 105.5 | 0.522239 | 0.522249 | 0.522260 | 0.522270 | 0.522281 | 0.522292 | 0.522302 | 0.522313 | 0.522324 | 0.522334 |
| 105.6 | 0.522345 | 0.522355 | 0.522366 | 0.522377 | 0.522387 | 0.522398 | 0.522408 | 0.522419 | 0.522430 | 0.522440 |
| 105.7 | 0.522451 | 0.522462 | 0.522472 | 0.522483 | 0.522493 | 0.522504 | 0.522515 | 0.522525 | 0.522536 | 0.522546 |
| 105.8 | 0.522557 | 0.522567 | 0.522578 | 0.522589 | 0.522599 | 0.522610 | 0.522620 | 0.522631 | 0.522642 | 0.522652 |
| 105.9 | 0.522663 | 0.522673 | 0.522684 | 0.522695 | 0.522705 | 0.522716 | 0.522726 | 0.522737 | 0.522747 | 0.522758 |
Logarithm Table for base 7485 — N = 106.00–106.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 106.0 | 0.522769 | 0.522779 | 0.522790 | 0.522800 | 0.522811 | 0.522821 | 0.522832 | 0.522843 | 0.522853 | 0.522864 |
| 106.1 | 0.522874 | 0.522885 | 0.522895 | 0.522906 | 0.522917 | 0.522927 | 0.522938 | 0.522948 | 0.522959 | 0.522969 |
| 106.2 | 0.522980 | 0.522990 | 0.523001 | 0.523012 | 0.523022 | 0.523033 | 0.523043 | 0.523054 | 0.523064 | 0.523075 |
| 106.3 | 0.523085 | 0.523096 | 0.523107 | 0.523117 | 0.523128 | 0.523138 | 0.523149 | 0.523159 | 0.523170 | 0.523180 |
| 106.4 | 0.523191 | 0.523201 | 0.523212 | 0.523222 | 0.523233 | 0.523243 | 0.523254 | 0.523265 | 0.523275 | 0.523286 |
| 106.5 | 0.523296 | 0.523307 | 0.523317 | 0.523328 | 0.523338 | 0.523349 | 0.523359 | 0.523370 | 0.523380 | 0.523391 |
| 106.6 | 0.523401 | 0.523412 | 0.523422 | 0.523433 | 0.523443 | 0.523454 | 0.523464 | 0.523475 | 0.523485 | 0.523496 |
| 106.7 | 0.523506 | 0.523517 | 0.523527 | 0.523538 | 0.523548 | 0.523559 | 0.523569 | 0.523580 | 0.523590 | 0.523601 |
| 106.8 | 0.523611 | 0.523622 | 0.523632 | 0.523643 | 0.523653 | 0.523664 | 0.523674 | 0.523685 | 0.523695 | 0.523706 |
| 106.9 | 0.523716 | 0.523727 | 0.523737 | 0.523748 | 0.523758 | 0.523769 | 0.523779 | 0.523790 | 0.523800 | 0.523811 |
Logarithm Table for base 7485 — N = 107.00–107.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 107.0 | 0.523821 | 0.523832 | 0.523842 | 0.523853 | 0.523863 | 0.523874 | 0.523884 | 0.523895 | 0.523905 | 0.523915 |
| 107.1 | 0.523926 | 0.523936 | 0.523947 | 0.523957 | 0.523968 | 0.523978 | 0.523989 | 0.523999 | 0.524010 | 0.524020 |
| 107.2 | 0.524031 | 0.524041 | 0.524051 | 0.524062 | 0.524072 | 0.524083 | 0.524093 | 0.524104 | 0.524114 | 0.524125 |
| 107.3 | 0.524135 | 0.524145 | 0.524156 | 0.524166 | 0.524177 | 0.524187 | 0.524198 | 0.524208 | 0.524219 | 0.524229 |
| 107.4 | 0.524239 | 0.524250 | 0.524260 | 0.524271 | 0.524281 | 0.524292 | 0.524302 | 0.524313 | 0.524323 | 0.524333 |
| 107.5 | 0.524344 | 0.524354 | 0.524365 | 0.524375 | 0.524386 | 0.524396 | 0.524406 | 0.524417 | 0.524427 | 0.524438 |
| 107.6 | 0.524448 | 0.524458 | 0.524469 | 0.524479 | 0.524490 | 0.524500 | 0.524511 | 0.524521 | 0.524531 | 0.524542 |
| 107.7 | 0.524552 | 0.524563 | 0.524573 | 0.524583 | 0.524594 | 0.524604 | 0.524615 | 0.524625 | 0.524635 | 0.524646 |
| 107.8 | 0.524656 | 0.524667 | 0.524677 | 0.524687 | 0.524698 | 0.524708 | 0.524719 | 0.524729 | 0.524739 | 0.524750 |
| 107.9 | 0.524760 | 0.524771 | 0.524781 | 0.524791 | 0.524802 | 0.524812 | 0.524822 | 0.524833 | 0.524843 | 0.524854 |
Logarithm Table for base 7485 — N = 108.00–108.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 108.0 | 0.524864 | 0.524874 | 0.524885 | 0.524895 | 0.524905 | 0.524916 | 0.524926 | 0.524937 | 0.524947 | 0.524957 |
| 108.1 | 0.524968 | 0.524978 | 0.524988 | 0.524999 | 0.525009 | 0.525020 | 0.525030 | 0.525040 | 0.525051 | 0.525061 |
| 108.2 | 0.525071 | 0.525082 | 0.525092 | 0.525102 | 0.525113 | 0.525123 | 0.525134 | 0.525144 | 0.525154 | 0.525165 |
| 108.3 | 0.525175 | 0.525185 | 0.525196 | 0.525206 | 0.525216 | 0.525227 | 0.525237 | 0.525247 | 0.525258 | 0.525268 |
| 108.4 | 0.525278 | 0.525289 | 0.525299 | 0.525309 | 0.525320 | 0.525330 | 0.525340 | 0.525351 | 0.525361 | 0.525371 |
| 108.5 | 0.525382 | 0.525392 | 0.525402 | 0.525413 | 0.525423 | 0.525433 | 0.525444 | 0.525454 | 0.525464 | 0.525475 |
| 108.6 | 0.525485 | 0.525495 | 0.525506 | 0.525516 | 0.525526 | 0.525537 | 0.525547 | 0.525557 | 0.525568 | 0.525578 |
| 108.7 | 0.525588 | 0.525599 | 0.525609 | 0.525619 | 0.525629 | 0.525640 | 0.525650 | 0.525660 | 0.525671 | 0.525681 |
| 108.8 | 0.525691 | 0.525702 | 0.525712 | 0.525722 | 0.525732 | 0.525743 | 0.525753 | 0.525763 | 0.525774 | 0.525784 |
| 108.9 | 0.525794 | 0.525805 | 0.525815 | 0.525825 | 0.525835 | 0.525846 | 0.525856 | 0.525866 | 0.525877 | 0.525887 |
Logarithm Table for base 7485 — N = 109.00–109.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 109.0 | 0.525897 | 0.525907 | 0.525918 | 0.525928 | 0.525938 | 0.525949 | 0.525959 | 0.525969 | 0.525979 | 0.525990 |
| 109.1 | 0.526000 | 0.526010 | 0.526021 | 0.526031 | 0.526041 | 0.526051 | 0.526062 | 0.526072 | 0.526082 | 0.526092 |
| 109.2 | 0.526103 | 0.526113 | 0.526123 | 0.526133 | 0.526144 | 0.526154 | 0.526164 | 0.526175 | 0.526185 | 0.526195 |
| 109.3 | 0.526205 | 0.526216 | 0.526226 | 0.526236 | 0.526246 | 0.526257 | 0.526267 | 0.526277 | 0.526287 | 0.526298 |
| 109.4 | 0.526308 | 0.526318 | 0.526328 | 0.526339 | 0.526349 | 0.526359 | 0.526369 | 0.526379 | 0.526390 | 0.526400 |
| 109.5 | 0.526410 | 0.526420 | 0.526431 | 0.526441 | 0.526451 | 0.526461 | 0.526472 | 0.526482 | 0.526492 | 0.526502 |
| 109.6 | 0.526513 | 0.526523 | 0.526533 | 0.526543 | 0.526553 | 0.526564 | 0.526574 | 0.526584 | 0.526594 | 0.526605 |
| 109.7 | 0.526615 | 0.526625 | 0.526635 | 0.526645 | 0.526656 | 0.526666 | 0.526676 | 0.526686 | 0.526696 | 0.526707 |
| 109.8 | 0.526717 | 0.526727 | 0.526737 | 0.526748 | 0.526758 | 0.526768 | 0.526778 | 0.526788 | 0.526799 | 0.526809 |
| 109.9 | 0.526819 | 0.526829 | 0.526839 | 0.526850 | 0.526860 | 0.526870 | 0.526880 | 0.526890 | 0.526901 | 0.526911 |
Logarithm Table for base 7485 — N = 110.00–110.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 110.0 | 0.526921 | 0.526931 | 0.526941 | 0.526951 | 0.526962 | 0.526972 | 0.526982 | 0.526992 | 0.527002 | 0.527013 |
| 110.1 | 0.527023 | 0.527033 | 0.527043 | 0.527053 | 0.527063 | 0.527074 | 0.527084 | 0.527094 | 0.527104 | 0.527114 |
| 110.2 | 0.527125 | 0.527135 | 0.527145 | 0.527155 | 0.527165 | 0.527175 | 0.527186 | 0.527196 | 0.527206 | 0.527216 |
| 110.3 | 0.527226 | 0.527236 | 0.527247 | 0.527257 | 0.527267 | 0.527277 | 0.527287 | 0.527297 | 0.527307 | 0.527318 |
| 110.4 | 0.527328 | 0.527338 | 0.527348 | 0.527358 | 0.527368 | 0.527379 | 0.527389 | 0.527399 | 0.527409 | 0.527419 |
| 110.5 | 0.527429 | 0.527439 | 0.527450 | 0.527460 | 0.527470 | 0.527480 | 0.527490 | 0.527500 | 0.527510 | 0.527521 |
| 110.6 | 0.527531 | 0.527541 | 0.527551 | 0.527561 | 0.527571 | 0.527581 | 0.527592 | 0.527602 | 0.527612 | 0.527622 |
| 110.7 | 0.527632 | 0.527642 | 0.527652 | 0.527662 | 0.527673 | 0.527683 | 0.527693 | 0.527703 | 0.527713 | 0.527723 |
| 110.8 | 0.527733 | 0.527743 | 0.527753 | 0.527764 | 0.527774 | 0.527784 | 0.527794 | 0.527804 | 0.527814 | 0.527824 |
| 110.9 | 0.527834 | 0.527844 | 0.527855 | 0.527865 | 0.527875 | 0.527885 | 0.527895 | 0.527905 | 0.527915 | 0.527925 |
Logarithm Table for base 7485 — N = 111.00–111.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 111.0 | 0.527935 | 0.527945 | 0.527956 | 0.527966 | 0.527976 | 0.527986 | 0.527996 | 0.528006 | 0.528016 | 0.528026 |
| 111.1 | 0.528036 | 0.528046 | 0.528057 | 0.528067 | 0.528077 | 0.528087 | 0.528097 | 0.528107 | 0.528117 | 0.528127 |
| 111.2 | 0.528137 | 0.528147 | 0.528157 | 0.528167 | 0.528178 | 0.528188 | 0.528198 | 0.528208 | 0.528218 | 0.528228 |
| 111.3 | 0.528238 | 0.528248 | 0.528258 | 0.528268 | 0.528278 | 0.528288 | 0.528298 | 0.528308 | 0.528319 | 0.528329 |
| 111.4 | 0.528339 | 0.528349 | 0.528359 | 0.528369 | 0.528379 | 0.528389 | 0.528399 | 0.528409 | 0.528419 | 0.528429 |
| 111.5 | 0.528439 | 0.528449 | 0.528459 | 0.528469 | 0.528479 | 0.528489 | 0.528500 | 0.528510 | 0.528520 | 0.528530 |
| 111.6 | 0.528540 | 0.528550 | 0.528560 | 0.528570 | 0.528580 | 0.528590 | 0.528600 | 0.528610 | 0.528620 | 0.528630 |
| 111.7 | 0.528640 | 0.528650 | 0.528660 | 0.528670 | 0.528680 | 0.528690 | 0.528700 | 0.528710 | 0.528720 | 0.528730 |
| 111.8 | 0.528740 | 0.528750 | 0.528760 | 0.528770 | 0.528781 | 0.528791 | 0.528801 | 0.528811 | 0.528821 | 0.528831 |
| 111.9 | 0.528841 | 0.528851 | 0.528861 | 0.528871 | 0.528881 | 0.528891 | 0.528901 | 0.528911 | 0.528921 | 0.528931 |
Logarithm Table for base 7485 — N = 112.00–112.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 112.0 | 0.528941 | 0.528951 | 0.528961 | 0.528971 | 0.528981 | 0.528991 | 0.529001 | 0.529011 | 0.529021 | 0.529031 |
| 112.1 | 0.529041 | 0.529051 | 0.529061 | 0.529071 | 0.529081 | 0.529091 | 0.529101 | 0.529111 | 0.529121 | 0.529131 |
| 112.2 | 0.529141 | 0.529151 | 0.529161 | 0.529171 | 0.529181 | 0.529191 | 0.529201 | 0.529211 | 0.529221 | 0.529231 |
| 112.3 | 0.529241 | 0.529251 | 0.529261 | 0.529271 | 0.529281 | 0.529291 | 0.529301 | 0.529310 | 0.529320 | 0.529330 |
| 112.4 | 0.529340 | 0.529350 | 0.529360 | 0.529370 | 0.529380 | 0.529390 | 0.529400 | 0.529410 | 0.529420 | 0.529430 |
| 112.5 | 0.529440 | 0.529450 | 0.529460 | 0.529470 | 0.529480 | 0.529490 | 0.529500 | 0.529510 | 0.529520 | 0.529530 |
| 112.6 | 0.529540 | 0.529550 | 0.529560 | 0.529570 | 0.529580 | 0.529589 | 0.529599 | 0.529609 | 0.529619 | 0.529629 |
| 112.7 | 0.529639 | 0.529649 | 0.529659 | 0.529669 | 0.529679 | 0.529689 | 0.529699 | 0.529709 | 0.529719 | 0.529729 |
| 112.8 | 0.529739 | 0.529749 | 0.529759 | 0.529768 | 0.529778 | 0.529788 | 0.529798 | 0.529808 | 0.529818 | 0.529828 |
| 112.9 | 0.529838 | 0.529848 | 0.529858 | 0.529868 | 0.529878 | 0.529888 | 0.529898 | 0.529907 | 0.529917 | 0.529927 |
Logarithm Table for base 7485 — N = 113.00–113.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 113.0 | 0.529937 | 0.529947 | 0.529957 | 0.529967 | 0.529977 | 0.529987 | 0.529997 | 0.530007 | 0.530017 | 0.530026 |
| 113.1 | 0.530036 | 0.530046 | 0.530056 | 0.530066 | 0.530076 | 0.530086 | 0.530096 | 0.530106 | 0.530116 | 0.530126 |
| 113.2 | 0.530135 | 0.530145 | 0.530155 | 0.530165 | 0.530175 | 0.530185 | 0.530195 | 0.530205 | 0.530215 | 0.530225 |
| 113.3 | 0.530234 | 0.530244 | 0.530254 | 0.530264 | 0.530274 | 0.530284 | 0.530294 | 0.530304 | 0.530314 | 0.530323 |
| 113.4 | 0.530333 | 0.530343 | 0.530353 | 0.530363 | 0.530373 | 0.530383 | 0.530393 | 0.530403 | 0.530412 | 0.530422 |
| 113.5 | 0.530432 | 0.530442 | 0.530452 | 0.530462 | 0.530472 | 0.530482 | 0.530491 | 0.530501 | 0.530511 | 0.530521 |
| 113.6 | 0.530531 | 0.530541 | 0.530551 | 0.530560 | 0.530570 | 0.530580 | 0.530590 | 0.530600 | 0.530610 | 0.530620 |
| 113.7 | 0.530630 | 0.530639 | 0.530649 | 0.530659 | 0.530669 | 0.530679 | 0.530689 | 0.530698 | 0.530708 | 0.530718 |
| 113.8 | 0.530728 | 0.530738 | 0.530748 | 0.530758 | 0.530767 | 0.530777 | 0.530787 | 0.530797 | 0.530807 | 0.530817 |
| 113.9 | 0.530827 | 0.530836 | 0.530846 | 0.530856 | 0.530866 | 0.530876 | 0.530886 | 0.530895 | 0.530905 | 0.530915 |
Logarithm Table for base 7485 — N = 114.00–114.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 114.0 | 0.530925 | 0.530935 | 0.530945 | 0.530954 | 0.530964 | 0.530974 | 0.530984 | 0.530994 | 0.531004 | 0.531013 |
| 114.1 | 0.531023 | 0.531033 | 0.531043 | 0.531053 | 0.531062 | 0.531072 | 0.531082 | 0.531092 | 0.531102 | 0.531112 |
| 114.2 | 0.531121 | 0.531131 | 0.531141 | 0.531151 | 0.531161 | 0.531170 | 0.531180 | 0.531190 | 0.531200 | 0.531210 |
| 114.3 | 0.531219 | 0.531229 | 0.531239 | 0.531249 | 0.531259 | 0.531269 | 0.531278 | 0.531288 | 0.531298 | 0.531308 |
| 114.4 | 0.531318 | 0.531327 | 0.531337 | 0.531347 | 0.531357 | 0.531367 | 0.531376 | 0.531386 | 0.531396 | 0.531406 |
| 114.5 | 0.531415 | 0.531425 | 0.531435 | 0.531445 | 0.531455 | 0.531464 | 0.531474 | 0.531484 | 0.531494 | 0.531504 |
| 114.6 | 0.531513 | 0.531523 | 0.531533 | 0.531543 | 0.531552 | 0.531562 | 0.531572 | 0.531582 | 0.531592 | 0.531601 |
| 114.7 | 0.531611 | 0.531621 | 0.531631 | 0.531640 | 0.531650 | 0.531660 | 0.531670 | 0.531680 | 0.531689 | 0.531699 |
| 114.8 | 0.531709 | 0.531719 | 0.531728 | 0.531738 | 0.531748 | 0.531758 | 0.531767 | 0.531777 | 0.531787 | 0.531797 |
| 114.9 | 0.531806 | 0.531816 | 0.531826 | 0.531836 | 0.531845 | 0.531855 | 0.531865 | 0.531875 | 0.531884 | 0.531894 |
Logarithm Table for base 7485 — N = 115.00–115.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 115.0 | 0.531904 | 0.531914 | 0.531923 | 0.531933 | 0.531943 | 0.531953 | 0.531962 | 0.531972 | 0.531982 | 0.531992 |
| 115.1 | 0.532001 | 0.532011 | 0.532021 | 0.532031 | 0.532040 | 0.532050 | 0.532060 | 0.532070 | 0.532079 | 0.532089 |
| 115.2 | 0.532099 | 0.532108 | 0.532118 | 0.532128 | 0.532138 | 0.532147 | 0.532157 | 0.532167 | 0.532177 | 0.532186 |
| 115.3 | 0.532196 | 0.532206 | 0.532215 | 0.532225 | 0.532235 | 0.532245 | 0.532254 | 0.532264 | 0.532274 | 0.532283 |
| 115.4 | 0.532293 | 0.532303 | 0.532313 | 0.532322 | 0.532332 | 0.532342 | 0.532351 | 0.532361 | 0.532371 | 0.532381 |
| 115.5 | 0.532390 | 0.532400 | 0.532410 | 0.532419 | 0.532429 | 0.532439 | 0.532448 | 0.532458 | 0.532468 | 0.532478 |
| 115.6 | 0.532487 | 0.532497 | 0.532507 | 0.532516 | 0.532526 | 0.532536 | 0.532545 | 0.532555 | 0.532565 | 0.532575 |
| 115.7 | 0.532584 | 0.532594 | 0.532604 | 0.532613 | 0.532623 | 0.532633 | 0.532642 | 0.532652 | 0.532662 | 0.532671 |
| 115.8 | 0.532681 | 0.532691 | 0.532700 | 0.532710 | 0.532720 | 0.532729 | 0.532739 | 0.532749 | 0.532758 | 0.532768 |
| 115.9 | 0.532778 | 0.532787 | 0.532797 | 0.532807 | 0.532816 | 0.532826 | 0.532836 | 0.532845 | 0.532855 | 0.532865 |
Logarithm Table for base 7485 — N = 116.00–116.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 116.0 | 0.532874 | 0.532884 | 0.532894 | 0.532903 | 0.532913 | 0.532923 | 0.532932 | 0.532942 | 0.532952 | 0.532961 |
| 116.1 | 0.532971 | 0.532981 | 0.532990 | 0.533000 | 0.533010 | 0.533019 | 0.533029 | 0.533039 | 0.533048 | 0.533058 |
| 116.2 | 0.533068 | 0.533077 | 0.533087 | 0.533097 | 0.533106 | 0.533116 | 0.533125 | 0.533135 | 0.533145 | 0.533154 |
| 116.3 | 0.533164 | 0.533174 | 0.533183 | 0.533193 | 0.533203 | 0.533212 | 0.533222 | 0.533231 | 0.533241 | 0.533251 |
| 116.4 | 0.533260 | 0.533270 | 0.533280 | 0.533289 | 0.533299 | 0.533309 | 0.533318 | 0.533328 | 0.533337 | 0.533347 |
| 116.5 | 0.533357 | 0.533366 | 0.533376 | 0.533386 | 0.533395 | 0.533405 | 0.533414 | 0.533424 | 0.533434 | 0.533443 |
| 116.6 | 0.533453 | 0.533462 | 0.533472 | 0.533482 | 0.533491 | 0.533501 | 0.533510 | 0.533520 | 0.533530 | 0.533539 |
| 116.7 | 0.533549 | 0.533559 | 0.533568 | 0.533578 | 0.533587 | 0.533597 | 0.533607 | 0.533616 | 0.533626 | 0.533635 |
| 116.8 | 0.533645 | 0.533655 | 0.533664 | 0.533674 | 0.533683 | 0.533693 | 0.533703 | 0.533712 | 0.533722 | 0.533731 |
| 116.9 | 0.533741 | 0.533750 | 0.533760 | 0.533770 | 0.533779 | 0.533789 | 0.533798 | 0.533808 | 0.533818 | 0.533827 |
Logarithm Table for base 7485 — N = 117.00–117.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 117.0 | 0.533837 | 0.533846 | 0.533856 | 0.533865 | 0.533875 | 0.533885 | 0.533894 | 0.533904 | 0.533913 | 0.533923 |
| 117.1 | 0.533932 | 0.533942 | 0.533952 | 0.533961 | 0.533971 | 0.533980 | 0.533990 | 0.533999 | 0.534009 | 0.534019 |
| 117.2 | 0.534028 | 0.534038 | 0.534047 | 0.534057 | 0.534066 | 0.534076 | 0.534086 | 0.534095 | 0.534105 | 0.534114 |
| 117.3 | 0.534124 | 0.534133 | 0.534143 | 0.534152 | 0.534162 | 0.534172 | 0.534181 | 0.534191 | 0.534200 | 0.534210 |
| 117.4 | 0.534219 | 0.534229 | 0.534238 | 0.534248 | 0.534258 | 0.534267 | 0.534277 | 0.534286 | 0.534296 | 0.534305 |
| 117.5 | 0.534315 | 0.534324 | 0.534334 | 0.534343 | 0.534353 | 0.534362 | 0.534372 | 0.534382 | 0.534391 | 0.534401 |
| 117.6 | 0.534410 | 0.534420 | 0.534429 | 0.534439 | 0.534448 | 0.534458 | 0.534467 | 0.534477 | 0.534486 | 0.534496 |
| 117.7 | 0.534505 | 0.534515 | 0.534524 | 0.534534 | 0.534543 | 0.534553 | 0.534563 | 0.534572 | 0.534582 | 0.534591 |
| 117.8 | 0.534601 | 0.534610 | 0.534620 | 0.534629 | 0.534639 | 0.534648 | 0.534658 | 0.534667 | 0.534677 | 0.534686 |
| 117.9 | 0.534696 | 0.534705 | 0.534715 | 0.534724 | 0.534734 | 0.534743 | 0.534753 | 0.534762 | 0.534772 | 0.534781 |
Logarithm Table for base 7485 — N = 118.00–118.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 118.0 | 0.534791 | 0.534800 | 0.534810 | 0.534819 | 0.534829 | 0.534838 | 0.534848 | 0.534857 | 0.534867 | 0.534876 |
| 118.1 | 0.534886 | 0.534895 | 0.534905 | 0.534914 | 0.534924 | 0.534933 | 0.534943 | 0.534952 | 0.534962 | 0.534971 |
| 118.2 | 0.534981 | 0.534990 | 0.535000 | 0.535009 | 0.535019 | 0.535028 | 0.535037 | 0.535047 | 0.535056 | 0.535066 |
| 118.3 | 0.535075 | 0.535085 | 0.535094 | 0.535104 | 0.535113 | 0.535123 | 0.535132 | 0.535142 | 0.535151 | 0.535161 |
| 118.4 | 0.535170 | 0.535180 | 0.535189 | 0.535199 | 0.535208 | 0.535217 | 0.535227 | 0.535236 | 0.535246 | 0.535255 |
| 118.5 | 0.535265 | 0.535274 | 0.535284 | 0.535293 | 0.535303 | 0.535312 | 0.535322 | 0.535331 | 0.535340 | 0.535350 |
| 118.6 | 0.535359 | 0.535369 | 0.535378 | 0.535388 | 0.535397 | 0.535407 | 0.535416 | 0.535425 | 0.535435 | 0.535444 |
| 118.7 | 0.535454 | 0.535463 | 0.535473 | 0.535482 | 0.535492 | 0.535501 | 0.535510 | 0.535520 | 0.535529 | 0.535539 |
| 118.8 | 0.535548 | 0.535558 | 0.535567 | 0.535577 | 0.535586 | 0.535595 | 0.535605 | 0.535614 | 0.535624 | 0.535633 |
| 118.9 | 0.535643 | 0.535652 | 0.535661 | 0.535671 | 0.535680 | 0.535690 | 0.535699 | 0.535708 | 0.535718 | 0.535727 |
Logarithm Table for base 7485 — N = 119.00–119.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 119.0 | 0.535737 | 0.535746 | 0.535756 | 0.535765 | 0.535774 | 0.535784 | 0.535793 | 0.535803 | 0.535812 | 0.535822 |
| 119.1 | 0.535831 | 0.535840 | 0.535850 | 0.535859 | 0.535869 | 0.535878 | 0.535887 | 0.535897 | 0.535906 | 0.535916 |
| 119.2 | 0.535925 | 0.535934 | 0.535944 | 0.535953 | 0.535963 | 0.535972 | 0.535981 | 0.535991 | 0.536000 | 0.536010 |
| 119.3 | 0.536019 | 0.536028 | 0.536038 | 0.536047 | 0.536057 | 0.536066 | 0.536075 | 0.536085 | 0.536094 | 0.536104 |
| 119.4 | 0.536113 | 0.536122 | 0.536132 | 0.536141 | 0.536150 | 0.536160 | 0.536169 | 0.536179 | 0.536188 | 0.536197 |
| 119.5 | 0.536207 | 0.536216 | 0.536226 | 0.536235 | 0.536244 | 0.536254 | 0.536263 | 0.536272 | 0.536282 | 0.536291 |
| 119.6 | 0.536301 | 0.536310 | 0.536319 | 0.536329 | 0.536338 | 0.536347 | 0.536357 | 0.536366 | 0.536376 | 0.536385 |
| 119.7 | 0.536394 | 0.536404 | 0.536413 | 0.536422 | 0.536432 | 0.536441 | 0.536450 | 0.536460 | 0.536469 | 0.536478 |
| 119.8 | 0.536488 | 0.536497 | 0.536507 | 0.536516 | 0.536525 | 0.536535 | 0.536544 | 0.536553 | 0.536563 | 0.536572 |
| 119.9 | 0.536581 | 0.536591 | 0.536600 | 0.536609 | 0.536619 | 0.536628 | 0.536637 | 0.536647 | 0.536656 | 0.536665 |
Logarithm Table for base 7485 — N = 120.00–120.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 120.0 | 0.536675 | 0.536684 | 0.536694 | 0.536703 | 0.536712 | 0.536722 | 0.536731 | 0.536740 | 0.536750 | 0.536759 |
| 120.1 | 0.536768 | 0.536778 | 0.536787 | 0.536796 | 0.536806 | 0.536815 | 0.536824 | 0.536834 | 0.536843 | 0.536852 |
| 120.2 | 0.536862 | 0.536871 | 0.536880 | 0.536889 | 0.536899 | 0.536908 | 0.536917 | 0.536927 | 0.536936 | 0.536945 |
| 120.3 | 0.536955 | 0.536964 | 0.536973 | 0.536983 | 0.536992 | 0.537001 | 0.537011 | 0.537020 | 0.537029 | 0.537039 |
| 120.4 | 0.537048 | 0.537057 | 0.537066 | 0.537076 | 0.537085 | 0.537094 | 0.537104 | 0.537113 | 0.537122 | 0.537132 |
| 120.5 | 0.537141 | 0.537150 | 0.537160 | 0.537169 | 0.537178 | 0.537187 | 0.537197 | 0.537206 | 0.537215 | 0.537225 |
| 120.6 | 0.537234 | 0.537243 | 0.537253 | 0.537262 | 0.537271 | 0.537280 | 0.537290 | 0.537299 | 0.537308 | 0.537318 |
| 120.7 | 0.537327 | 0.537336 | 0.537345 | 0.537355 | 0.537364 | 0.537373 | 0.537383 | 0.537392 | 0.537401 | 0.537410 |
| 120.8 | 0.537420 | 0.537429 | 0.537438 | 0.537448 | 0.537457 | 0.537466 | 0.537475 | 0.537485 | 0.537494 | 0.537503 |
| 120.9 | 0.537512 | 0.537522 | 0.537531 | 0.537540 | 0.537550 | 0.537559 | 0.537568 | 0.537577 | 0.537587 | 0.537596 |
Logarithm Table for base 7485 — N = 121.00–121.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 121.0 | 0.537605 | 0.537614 | 0.537624 | 0.537633 | 0.537642 | 0.537651 | 0.537661 | 0.537670 | 0.537679 | 0.537688 |
| 121.1 | 0.537698 | 0.537707 | 0.537716 | 0.537725 | 0.537735 | 0.537744 | 0.537753 | 0.537763 | 0.537772 | 0.537781 |
| 121.2 | 0.537790 | 0.537800 | 0.537809 | 0.537818 | 0.537827 | 0.537836 | 0.537846 | 0.537855 | 0.537864 | 0.537873 |
| 121.3 | 0.537883 | 0.537892 | 0.537901 | 0.537910 | 0.537920 | 0.537929 | 0.537938 | 0.537947 | 0.537957 | 0.537966 |
| 121.4 | 0.537975 | 0.537984 | 0.537994 | 0.538003 | 0.538012 | 0.538021 | 0.538030 | 0.538040 | 0.538049 | 0.538058 |
| 121.5 | 0.538067 | 0.538077 | 0.538086 | 0.538095 | 0.538104 | 0.538114 | 0.538123 | 0.538132 | 0.538141 | 0.538150 |
| 121.6 | 0.538160 | 0.538169 | 0.538178 | 0.538187 | 0.538196 | 0.538206 | 0.538215 | 0.538224 | 0.538233 | 0.538243 |
| 121.7 | 0.538252 | 0.538261 | 0.538270 | 0.538279 | 0.538289 | 0.538298 | 0.538307 | 0.538316 | 0.538325 | 0.538335 |
| 121.8 | 0.538344 | 0.538353 | 0.538362 | 0.538371 | 0.538381 | 0.538390 | 0.538399 | 0.538408 | 0.538417 | 0.538427 |
| 121.9 | 0.538436 | 0.538445 | 0.538454 | 0.538463 | 0.538473 | 0.538482 | 0.538491 | 0.538500 | 0.538509 | 0.538519 |
Logarithm Table for base 7485 — N = 122.00–122.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 122.0 | 0.538528 | 0.538537 | 0.538546 | 0.538555 | 0.538565 | 0.538574 | 0.538583 | 0.538592 | 0.538601 | 0.538610 |
| 122.1 | 0.538620 | 0.538629 | 0.538638 | 0.538647 | 0.538656 | 0.538666 | 0.538675 | 0.538684 | 0.538693 | 0.538702 |
| 122.2 | 0.538711 | 0.538721 | 0.538730 | 0.538739 | 0.538748 | 0.538757 | 0.538766 | 0.538776 | 0.538785 | 0.538794 |
| 122.3 | 0.538803 | 0.538812 | 0.538821 | 0.538831 | 0.538840 | 0.538849 | 0.538858 | 0.538867 | 0.538876 | 0.538886 |
| 122.4 | 0.538895 | 0.538904 | 0.538913 | 0.538922 | 0.538931 | 0.538940 | 0.538950 | 0.538959 | 0.538968 | 0.538977 |
| 122.5 | 0.538986 | 0.538995 | 0.539005 | 0.539014 | 0.539023 | 0.539032 | 0.539041 | 0.539050 | 0.539059 | 0.539069 |
| 122.6 | 0.539078 | 0.539087 | 0.539096 | 0.539105 | 0.539114 | 0.539123 | 0.539133 | 0.539142 | 0.539151 | 0.539160 |
| 122.7 | 0.539169 | 0.539178 | 0.539187 | 0.539197 | 0.539206 | 0.539215 | 0.539224 | 0.539233 | 0.539242 | 0.539251 |
| 122.8 | 0.539260 | 0.539270 | 0.539279 | 0.539288 | 0.539297 | 0.539306 | 0.539315 | 0.539324 | 0.539333 | 0.539343 |
| 122.9 | 0.539352 | 0.539361 | 0.539370 | 0.539379 | 0.539388 | 0.539397 | 0.539406 | 0.539416 | 0.539425 | 0.539434 |
Logarithm Table for base 7485 — N = 123.00–123.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 123.0 | 0.539443 | 0.539452 | 0.539461 | 0.539470 | 0.539479 | 0.539488 | 0.539498 | 0.539507 | 0.539516 | 0.539525 |
| 123.1 | 0.539534 | 0.539543 | 0.539552 | 0.539561 | 0.539570 | 0.539579 | 0.539589 | 0.539598 | 0.539607 | 0.539616 |
| 123.2 | 0.539625 | 0.539634 | 0.539643 | 0.539652 | 0.539661 | 0.539670 | 0.539680 | 0.539689 | 0.539698 | 0.539707 |
| 123.3 | 0.539716 | 0.539725 | 0.539734 | 0.539743 | 0.539752 | 0.539761 | 0.539770 | 0.539780 | 0.539789 | 0.539798 |
| 123.4 | 0.539807 | 0.539816 | 0.539825 | 0.539834 | 0.539843 | 0.539852 | 0.539861 | 0.539870 | 0.539879 | 0.539889 |
| 123.5 | 0.539898 | 0.539907 | 0.539916 | 0.539925 | 0.539934 | 0.539943 | 0.539952 | 0.539961 | 0.539970 | 0.539979 |
| 123.6 | 0.539988 | 0.539997 | 0.540006 | 0.540016 | 0.540025 | 0.540034 | 0.540043 | 0.540052 | 0.540061 | 0.540070 |
| 123.7 | 0.540079 | 0.540088 | 0.540097 | 0.540106 | 0.540115 | 0.540124 | 0.540133 | 0.540142 | 0.540151 | 0.540161 |
| 123.8 | 0.540170 | 0.540179 | 0.540188 | 0.540197 | 0.540206 | 0.540215 | 0.540224 | 0.540233 | 0.540242 | 0.540251 |
| 123.9 | 0.540260 | 0.540269 | 0.540278 | 0.540287 | 0.540296 | 0.540305 | 0.540314 | 0.540323 | 0.540332 | 0.540342 |
Logarithm Table for base 7485 — N = 124.00–124.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 124.0 | 0.540351 | 0.540360 | 0.540369 | 0.540378 | 0.540387 | 0.540396 | 0.540405 | 0.540414 | 0.540423 | 0.540432 |
| 124.1 | 0.540441 | 0.540450 | 0.540459 | 0.540468 | 0.540477 | 0.540486 | 0.540495 | 0.540504 | 0.540513 | 0.540522 |
| 124.2 | 0.540531 | 0.540540 | 0.540549 | 0.540558 | 0.540567 | 0.540576 | 0.540585 | 0.540594 | 0.540603 | 0.540612 |
| 124.3 | 0.540621 | 0.540630 | 0.540639 | 0.540648 | 0.540658 | 0.540667 | 0.540676 | 0.540685 | 0.540694 | 0.540703 |
| 124.4 | 0.540712 | 0.540721 | 0.540730 | 0.540739 | 0.540748 | 0.540757 | 0.540766 | 0.540775 | 0.540784 | 0.540793 |
| 124.5 | 0.540802 | 0.540811 | 0.540820 | 0.540829 | 0.540838 | 0.540847 | 0.540856 | 0.540865 | 0.540874 | 0.540883 |
| 124.6 | 0.540892 | 0.540901 | 0.540910 | 0.540919 | 0.540928 | 0.540937 | 0.540946 | 0.540955 | 0.540964 | 0.540973 |
| 124.7 | 0.540982 | 0.540991 | 0.541000 | 0.541009 | 0.541018 | 0.541027 | 0.541036 | 0.541045 | 0.541053 | 0.541062 |
| 124.8 | 0.541071 | 0.541080 | 0.541089 | 0.541098 | 0.541107 | 0.541116 | 0.541125 | 0.541134 | 0.541143 | 0.541152 |
| 124.9 | 0.541161 | 0.541170 | 0.541179 | 0.541188 | 0.541197 | 0.541206 | 0.541215 | 0.541224 | 0.541233 | 0.541242 |
Logarithm Table for base 7485 — N = 125.00–125.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 125.0 | 0.541251 | 0.541260 | 0.541269 | 0.541278 | 0.541287 | 0.541296 | 0.541305 | 0.541314 | 0.541323 | 0.541332 |
| 125.1 | 0.541341 | 0.541350 | 0.541359 | 0.541367 | 0.541376 | 0.541385 | 0.541394 | 0.541403 | 0.541412 | 0.541421 |
| 125.2 | 0.541430 | 0.541439 | 0.541448 | 0.541457 | 0.541466 | 0.541475 | 0.541484 | 0.541493 | 0.541502 | 0.541511 |
| 125.3 | 0.541520 | 0.541529 | 0.541538 | 0.541547 | 0.541555 | 0.541564 | 0.541573 | 0.541582 | 0.541591 | 0.541600 |
| 125.4 | 0.541609 | 0.541618 | 0.541627 | 0.541636 | 0.541645 | 0.541654 | 0.541663 | 0.541672 | 0.541681 | 0.541690 |
| 125.5 | 0.541698 | 0.541707 | 0.541716 | 0.541725 | 0.541734 | 0.541743 | 0.541752 | 0.541761 | 0.541770 | 0.541779 |
| 125.6 | 0.541788 | 0.541797 | 0.541806 | 0.541815 | 0.541823 | 0.541832 | 0.541841 | 0.541850 | 0.541859 | 0.541868 |
| 125.7 | 0.541877 | 0.541886 | 0.541895 | 0.541904 | 0.541913 | 0.541922 | 0.541930 | 0.541939 | 0.541948 | 0.541957 |
| 125.8 | 0.541966 | 0.541975 | 0.541984 | 0.541993 | 0.542002 | 0.542011 | 0.542020 | 0.542028 | 0.542037 | 0.542046 |
| 125.9 | 0.542055 | 0.542064 | 0.542073 | 0.542082 | 0.542091 | 0.542100 | 0.542109 | 0.542117 | 0.542126 | 0.542135 |
Logarithm Table for base 7485 — N = 126.00–126.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 126.0 | 0.542144 | 0.542153 | 0.542162 | 0.542171 | 0.542180 | 0.542189 | 0.542198 | 0.542206 | 0.542215 | 0.542224 |
| 126.1 | 0.542233 | 0.542242 | 0.542251 | 0.542260 | 0.542269 | 0.542278 | 0.542286 | 0.542295 | 0.542304 | 0.542313 |
| 126.2 | 0.542322 | 0.542331 | 0.542340 | 0.542349 | 0.542358 | 0.542366 | 0.542375 | 0.542384 | 0.542393 | 0.542402 |
| 126.3 | 0.542411 | 0.542420 | 0.542429 | 0.542437 | 0.542446 | 0.542455 | 0.542464 | 0.542473 | 0.542482 | 0.542491 |
| 126.4 | 0.542499 | 0.542508 | 0.542517 | 0.542526 | 0.542535 | 0.542544 | 0.542553 | 0.542562 | 0.542570 | 0.542579 |
| 126.5 | 0.542588 | 0.542597 | 0.542606 | 0.542615 | 0.542624 | 0.542632 | 0.542641 | 0.542650 | 0.542659 | 0.542668 |
| 126.6 | 0.542677 | 0.542686 | 0.542694 | 0.542703 | 0.542712 | 0.542721 | 0.542730 | 0.542739 | 0.542748 | 0.542756 |
| 126.7 | 0.542765 | 0.542774 | 0.542783 | 0.542792 | 0.542801 | 0.542809 | 0.542818 | 0.542827 | 0.542836 | 0.542845 |
| 126.8 | 0.542854 | 0.542863 | 0.542871 | 0.542880 | 0.542889 | 0.542898 | 0.542907 | 0.542916 | 0.542924 | 0.542933 |
| 126.9 | 0.542942 | 0.542951 | 0.542960 | 0.542969 | 0.542977 | 0.542986 | 0.542995 | 0.543004 | 0.543013 | 0.543022 |
Logarithm Table for base 7485 — N = 127.00–127.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 127.0 | 0.543030 | 0.543039 | 0.543048 | 0.543057 | 0.543066 | 0.543074 | 0.543083 | 0.543092 | 0.543101 | 0.543110 |
| 127.1 | 0.543119 | 0.543127 | 0.543136 | 0.543145 | 0.543154 | 0.543163 | 0.543171 | 0.543180 | 0.543189 | 0.543198 |
| 127.2 | 0.543207 | 0.543216 | 0.543224 | 0.543233 | 0.543242 | 0.543251 | 0.543260 | 0.543268 | 0.543277 | 0.543286 |
| 127.3 | 0.543295 | 0.543304 | 0.543312 | 0.543321 | 0.543330 | 0.543339 | 0.543348 | 0.543356 | 0.543365 | 0.543374 |
| 127.4 | 0.543383 | 0.543392 | 0.543400 | 0.543409 | 0.543418 | 0.543427 | 0.543436 | 0.543444 | 0.543453 | 0.543462 |
| 127.5 | 0.543471 | 0.543480 | 0.543488 | 0.543497 | 0.543506 | 0.543515 | 0.543524 | 0.543532 | 0.543541 | 0.543550 |
| 127.6 | 0.543559 | 0.543567 | 0.543576 | 0.543585 | 0.543594 | 0.543603 | 0.543611 | 0.543620 | 0.543629 | 0.543638 |
| 127.7 | 0.543647 | 0.543655 | 0.543664 | 0.543673 | 0.543682 | 0.543690 | 0.543699 | 0.543708 | 0.543717 | 0.543725 |
| 127.8 | 0.543734 | 0.543743 | 0.543752 | 0.543761 | 0.543769 | 0.543778 | 0.543787 | 0.543796 | 0.543804 | 0.543813 |
| 127.9 | 0.543822 | 0.543831 | 0.543839 | 0.543848 | 0.543857 | 0.543866 | 0.543875 | 0.543883 | 0.543892 | 0.543901 |
Logarithm Table for base 7485 — N = 128.00–128.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 128.0 | 0.543910 | 0.543918 | 0.543927 | 0.543936 | 0.543945 | 0.543953 | 0.543962 | 0.543971 | 0.543980 | 0.543988 |
| 128.1 | 0.543997 | 0.544006 | 0.544015 | 0.544023 | 0.544032 | 0.544041 | 0.544050 | 0.544058 | 0.544067 | 0.544076 |
| 128.2 | 0.544085 | 0.544093 | 0.544102 | 0.544111 | 0.544120 | 0.544128 | 0.544137 | 0.544146 | 0.544155 | 0.544163 |
| 128.3 | 0.544172 | 0.544181 | 0.544189 | 0.544198 | 0.544207 | 0.544216 | 0.544224 | 0.544233 | 0.544242 | 0.544251 |
| 128.4 | 0.544259 | 0.544268 | 0.544277 | 0.544286 | 0.544294 | 0.544303 | 0.544312 | 0.544320 | 0.544329 | 0.544338 |
| 128.5 | 0.544347 | 0.544355 | 0.544364 | 0.544373 | 0.544381 | 0.544390 | 0.544399 | 0.544408 | 0.544416 | 0.544425 |
| 128.6 | 0.544434 | 0.544443 | 0.544451 | 0.544460 | 0.544469 | 0.544477 | 0.544486 | 0.544495 | 0.544504 | 0.544512 |
| 128.7 | 0.544521 | 0.544530 | 0.544538 | 0.544547 | 0.544556 | 0.544564 | 0.544573 | 0.544582 | 0.544591 | 0.544599 |
| 128.8 | 0.544608 | 0.544617 | 0.544625 | 0.544634 | 0.544643 | 0.544652 | 0.544660 | 0.544669 | 0.544678 | 0.544686 |
| 128.9 | 0.544695 | 0.544704 | 0.544712 | 0.544721 | 0.544730 | 0.544738 | 0.544747 | 0.544756 | 0.544765 | 0.544773 |
Logarithm Table for base 7485 — N = 129.00–129.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 129.0 | 0.544782 | 0.544791 | 0.544799 | 0.544808 | 0.544817 | 0.544825 | 0.544834 | 0.544843 | 0.544851 | 0.544860 |
| 129.1 | 0.544869 | 0.544877 | 0.544886 | 0.544895 | 0.544904 | 0.544912 | 0.544921 | 0.544930 | 0.544938 | 0.544947 |
| 129.2 | 0.544956 | 0.544964 | 0.544973 | 0.544982 | 0.544990 | 0.544999 | 0.545008 | 0.545016 | 0.545025 | 0.545034 |
| 129.3 | 0.545042 | 0.545051 | 0.545060 | 0.545068 | 0.545077 | 0.545086 | 0.545094 | 0.545103 | 0.545112 | 0.545120 |
| 129.4 | 0.545129 | 0.545138 | 0.545146 | 0.545155 | 0.545164 | 0.545172 | 0.545181 | 0.545190 | 0.545198 | 0.545207 |
| 129.5 | 0.545216 | 0.545224 | 0.545233 | 0.545242 | 0.545250 | 0.545259 | 0.545268 | 0.545276 | 0.545285 | 0.545293 |
| 129.6 | 0.545302 | 0.545311 | 0.545319 | 0.545328 | 0.545337 | 0.545345 | 0.545354 | 0.545363 | 0.545371 | 0.545380 |
| 129.7 | 0.545389 | 0.545397 | 0.545406 | 0.545415 | 0.545423 | 0.545432 | 0.545440 | 0.545449 | 0.545458 | 0.545466 |
| 129.8 | 0.545475 | 0.545484 | 0.545492 | 0.545501 | 0.545510 | 0.545518 | 0.545527 | 0.545535 | 0.545544 | 0.545553 |
| 129.9 | 0.545561 | 0.545570 | 0.545579 | 0.545587 | 0.545596 | 0.545604 | 0.545613 | 0.545622 | 0.545630 | 0.545639 |
Logarithm Table for base 7485 — N = 130.00–130.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 130.0 | 0.545648 | 0.545656 | 0.545665 | 0.545673 | 0.545682 | 0.545691 | 0.545699 | 0.545708 | 0.545717 | 0.545725 |
| 130.1 | 0.545734 | 0.545742 | 0.545751 | 0.545760 | 0.545768 | 0.545777 | 0.545785 | 0.545794 | 0.545803 | 0.545811 |
| 130.2 | 0.545820 | 0.545829 | 0.545837 | 0.545846 | 0.545854 | 0.545863 | 0.545872 | 0.545880 | 0.545889 | 0.545897 |
| 130.3 | 0.545906 | 0.545915 | 0.545923 | 0.545932 | 0.545940 | 0.545949 | 0.545958 | 0.545966 | 0.545975 | 0.545983 |
| 130.4 | 0.545992 | 0.546001 | 0.546009 | 0.546018 | 0.546026 | 0.546035 | 0.546044 | 0.546052 | 0.546061 | 0.546069 |
| 130.5 | 0.546078 | 0.546086 | 0.546095 | 0.546104 | 0.546112 | 0.546121 | 0.546129 | 0.546138 | 0.546147 | 0.546155 |
| 130.6 | 0.546164 | 0.546172 | 0.546181 | 0.546190 | 0.546198 | 0.546207 | 0.546215 | 0.546224 | 0.546232 | 0.546241 |
| 130.7 | 0.546250 | 0.546258 | 0.546267 | 0.546275 | 0.546284 | 0.546292 | 0.546301 | 0.546310 | 0.546318 | 0.546327 |
| 130.8 | 0.546335 | 0.546344 | 0.546352 | 0.546361 | 0.546370 | 0.546378 | 0.546387 | 0.546395 | 0.546404 | 0.546412 |
| 130.9 | 0.546421 | 0.546430 | 0.546438 | 0.546447 | 0.546455 | 0.546464 | 0.546472 | 0.546481 | 0.546489 | 0.546498 |
Logarithm Table for base 7485 — N = 131.00–131.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 131.0 | 0.546507 | 0.546515 | 0.546524 | 0.546532 | 0.546541 | 0.546549 | 0.546558 | 0.546566 | 0.546575 | 0.546584 |
| 131.1 | 0.546592 | 0.546601 | 0.546609 | 0.546618 | 0.546626 | 0.546635 | 0.546643 | 0.546652 | 0.546660 | 0.546669 |
| 131.2 | 0.546678 | 0.546686 | 0.546695 | 0.546703 | 0.546712 | 0.546720 | 0.546729 | 0.546737 | 0.546746 | 0.546754 |
| 131.3 | 0.546763 | 0.546772 | 0.546780 | 0.546789 | 0.546797 | 0.546806 | 0.546814 | 0.546823 | 0.546831 | 0.546840 |
| 131.4 | 0.546848 | 0.546857 | 0.546865 | 0.546874 | 0.546882 | 0.546891 | 0.546900 | 0.546908 | 0.546917 | 0.546925 |
| 131.5 | 0.546934 | 0.546942 | 0.546951 | 0.546959 | 0.546968 | 0.546976 | 0.546985 | 0.546993 | 0.547002 | 0.547010 |
| 131.6 | 0.547019 | 0.547027 | 0.547036 | 0.547044 | 0.547053 | 0.547061 | 0.547070 | 0.547078 | 0.547087 | 0.547095 |
| 131.7 | 0.547104 | 0.547112 | 0.547121 | 0.547130 | 0.547138 | 0.547147 | 0.547155 | 0.547164 | 0.547172 | 0.547181 |
| 131.8 | 0.547189 | 0.547198 | 0.547206 | 0.547215 | 0.547223 | 0.547232 | 0.547240 | 0.547249 | 0.547257 | 0.547266 |
| 131.9 | 0.547274 | 0.547283 | 0.547291 | 0.547300 | 0.547308 | 0.547317 | 0.547325 | 0.547334 | 0.547342 | 0.547351 |
Logarithm Table for base 7485 — N = 132.00–132.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 132.0 | 0.547359 | 0.547368 | 0.547376 | 0.547385 | 0.547393 | 0.547402 | 0.547410 | 0.547418 | 0.547427 | 0.547435 |
| 132.1 | 0.547444 | 0.547452 | 0.547461 | 0.547469 | 0.547478 | 0.547486 | 0.547495 | 0.547503 | 0.547512 | 0.547520 |
| 132.2 | 0.547529 | 0.547537 | 0.547546 | 0.547554 | 0.547563 | 0.547571 | 0.547580 | 0.547588 | 0.547597 | 0.547605 |
| 132.3 | 0.547614 | 0.547622 | 0.547630 | 0.547639 | 0.547647 | 0.547656 | 0.547664 | 0.547673 | 0.547681 | 0.547690 |
| 132.4 | 0.547698 | 0.547707 | 0.547715 | 0.547724 | 0.547732 | 0.547741 | 0.547749 | 0.547757 | 0.547766 | 0.547774 |
| 132.5 | 0.547783 | 0.547791 | 0.547800 | 0.547808 | 0.547817 | 0.547825 | 0.547834 | 0.547842 | 0.547851 | 0.547859 |
| 132.6 | 0.547867 | 0.547876 | 0.547884 | 0.547893 | 0.547901 | 0.547910 | 0.547918 | 0.547927 | 0.547935 | 0.547943 |
| 132.7 | 0.547952 | 0.547960 | 0.547969 | 0.547977 | 0.547986 | 0.547994 | 0.548003 | 0.548011 | 0.548020 | 0.548028 |
| 132.8 | 0.548036 | 0.548045 | 0.548053 | 0.548062 | 0.548070 | 0.548079 | 0.548087 | 0.548095 | 0.548104 | 0.548112 |
| 132.9 | 0.548121 | 0.548129 | 0.548138 | 0.548146 | 0.548155 | 0.548163 | 0.548171 | 0.548180 | 0.548188 | 0.548197 |
Logarithm Table for base 7485 — N = 133.00–133.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 133.0 | 0.548205 | 0.548214 | 0.548222 | 0.548230 | 0.548239 | 0.548247 | 0.548256 | 0.548264 | 0.548272 | 0.548281 |
| 133.1 | 0.548289 | 0.548298 | 0.548306 | 0.548315 | 0.548323 | 0.548331 | 0.548340 | 0.548348 | 0.548357 | 0.548365 |
| 133.2 | 0.548374 | 0.548382 | 0.548390 | 0.548399 | 0.548407 | 0.548416 | 0.548424 | 0.548432 | 0.548441 | 0.548449 |
| 133.3 | 0.548458 | 0.548466 | 0.548474 | 0.548483 | 0.548491 | 0.548500 | 0.548508 | 0.548517 | 0.548525 | 0.548533 |
| 133.4 | 0.548542 | 0.548550 | 0.548559 | 0.548567 | 0.548575 | 0.548584 | 0.548592 | 0.548601 | 0.548609 | 0.548617 |
| 133.5 | 0.548626 | 0.548634 | 0.548643 | 0.548651 | 0.548659 | 0.548668 | 0.548676 | 0.548684 | 0.548693 | 0.548701 |
| 133.6 | 0.548710 | 0.548718 | 0.548726 | 0.548735 | 0.548743 | 0.548752 | 0.548760 | 0.548768 | 0.548777 | 0.548785 |
| 133.7 | 0.548794 | 0.548802 | 0.548810 | 0.548819 | 0.548827 | 0.548835 | 0.548844 | 0.548852 | 0.548861 | 0.548869 |
| 133.8 | 0.548877 | 0.548886 | 0.548894 | 0.548902 | 0.548911 | 0.548919 | 0.548928 | 0.548936 | 0.548944 | 0.548953 |
| 133.9 | 0.548961 | 0.548969 | 0.548978 | 0.548986 | 0.548995 | 0.549003 | 0.549011 | 0.549020 | 0.549028 | 0.549036 |
Logarithm Table for base 7485 — N = 134.00–134.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 134.0 | 0.549045 | 0.549053 | 0.549062 | 0.549070 | 0.549078 | 0.549087 | 0.549095 | 0.549103 | 0.549112 | 0.549120 |
| 134.1 | 0.549128 | 0.549137 | 0.549145 | 0.549153 | 0.549162 | 0.549170 | 0.549179 | 0.549187 | 0.549195 | 0.549204 |
| 134.2 | 0.549212 | 0.549220 | 0.549229 | 0.549237 | 0.549245 | 0.549254 | 0.549262 | 0.549270 | 0.549279 | 0.549287 |
| 134.3 | 0.549295 | 0.549304 | 0.549312 | 0.549321 | 0.549329 | 0.549337 | 0.549346 | 0.549354 | 0.549362 | 0.549371 |
| 134.4 | 0.549379 | 0.549387 | 0.549396 | 0.549404 | 0.549412 | 0.549421 | 0.549429 | 0.549437 | 0.549446 | 0.549454 |
| 134.5 | 0.549462 | 0.549471 | 0.549479 | 0.549487 | 0.549496 | 0.549504 | 0.549512 | 0.549521 | 0.549529 | 0.549537 |
| 134.6 | 0.549546 | 0.549554 | 0.549562 | 0.549571 | 0.549579 | 0.549587 | 0.549596 | 0.549604 | 0.549612 | 0.549621 |
| 134.7 | 0.549629 | 0.549637 | 0.549645 | 0.549654 | 0.549662 | 0.549670 | 0.549679 | 0.549687 | 0.549695 | 0.549704 |
| 134.8 | 0.549712 | 0.549720 | 0.549729 | 0.549737 | 0.549745 | 0.549754 | 0.549762 | 0.549770 | 0.549779 | 0.549787 |
| 134.9 | 0.549795 | 0.549803 | 0.549812 | 0.549820 | 0.549828 | 0.549837 | 0.549845 | 0.549853 | 0.549862 | 0.549870 |
Logarithm Table for base 7485 — N = 135.00–135.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 135.0 | 0.549878 | 0.549887 | 0.549895 | 0.549903 | 0.549911 | 0.549920 | 0.549928 | 0.549936 | 0.549945 | 0.549953 |
| 135.1 | 0.549961 | 0.549970 | 0.549978 | 0.549986 | 0.549994 | 0.550003 | 0.550011 | 0.550019 | 0.550028 | 0.550036 |
| 135.2 | 0.550044 | 0.550052 | 0.550061 | 0.550069 | 0.550077 | 0.550086 | 0.550094 | 0.550102 | 0.550111 | 0.550119 |
| 135.3 | 0.550127 | 0.550135 | 0.550144 | 0.550152 | 0.550160 | 0.550168 | 0.550177 | 0.550185 | 0.550193 | 0.550202 |
| 135.4 | 0.550210 | 0.550218 | 0.550226 | 0.550235 | 0.550243 | 0.550251 | 0.550260 | 0.550268 | 0.550276 | 0.550284 |
| 135.5 | 0.550293 | 0.550301 | 0.550309 | 0.550317 | 0.550326 | 0.550334 | 0.550342 | 0.550351 | 0.550359 | 0.550367 |
| 135.6 | 0.550375 | 0.550384 | 0.550392 | 0.550400 | 0.550408 | 0.550417 | 0.550425 | 0.550433 | 0.550441 | 0.550450 |
| 135.7 | 0.550458 | 0.550466 | 0.550475 | 0.550483 | 0.550491 | 0.550499 | 0.550508 | 0.550516 | 0.550524 | 0.550532 |
| 135.8 | 0.550541 | 0.550549 | 0.550557 | 0.550565 | 0.550574 | 0.550582 | 0.550590 | 0.550598 | 0.550607 | 0.550615 |
| 135.9 | 0.550623 | 0.550631 | 0.550640 | 0.550648 | 0.550656 | 0.550664 | 0.550673 | 0.550681 | 0.550689 | 0.550697 |
Logarithm Table for base 7485 — N = 136.00–136.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 136.0 | 0.550706 | 0.550714 | 0.550722 | 0.550730 | 0.550739 | 0.550747 | 0.550755 | 0.550763 | 0.550771 | 0.550780 |
| 136.1 | 0.550788 | 0.550796 | 0.550804 | 0.550813 | 0.550821 | 0.550829 | 0.550837 | 0.550846 | 0.550854 | 0.550862 |
| 136.2 | 0.550870 | 0.550879 | 0.550887 | 0.550895 | 0.550903 | 0.550911 | 0.550920 | 0.550928 | 0.550936 | 0.550944 |
| 136.3 | 0.550953 | 0.550961 | 0.550969 | 0.550977 | 0.550985 | 0.550994 | 0.551002 | 0.551010 | 0.551018 | 0.551027 |
| 136.4 | 0.551035 | 0.551043 | 0.551051 | 0.551059 | 0.551068 | 0.551076 | 0.551084 | 0.551092 | 0.551100 | 0.551109 |
| 136.5 | 0.551117 | 0.551125 | 0.551133 | 0.551142 | 0.551150 | 0.551158 | 0.551166 | 0.551174 | 0.551183 | 0.551191 |
| 136.6 | 0.551199 | 0.551207 | 0.551215 | 0.551224 | 0.551232 | 0.551240 | 0.551248 | 0.551256 | 0.551265 | 0.551273 |
| 136.7 | 0.551281 | 0.551289 | 0.551297 | 0.551306 | 0.551314 | 0.551322 | 0.551330 | 0.551338 | 0.551347 | 0.551355 |
| 136.8 | 0.551363 | 0.551371 | 0.551379 | 0.551388 | 0.551396 | 0.551404 | 0.551412 | 0.551420 | 0.551429 | 0.551437 |
| 136.9 | 0.551445 | 0.551453 | 0.551461 | 0.551469 | 0.551478 | 0.551486 | 0.551494 | 0.551502 | 0.551510 | 0.551519 |
Logarithm Table for base 7485 — N = 137.00–137.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 137.0 | 0.551527 | 0.551535 | 0.551543 | 0.551551 | 0.551560 | 0.551568 | 0.551576 | 0.551584 | 0.551592 | 0.551600 |
| 137.1 | 0.551609 | 0.551617 | 0.551625 | 0.551633 | 0.551641 | 0.551649 | 0.551658 | 0.551666 | 0.551674 | 0.551682 |
| 137.2 | 0.551690 | 0.551698 | 0.551707 | 0.551715 | 0.551723 | 0.551731 | 0.551739 | 0.551747 | 0.551756 | 0.551764 |
| 137.3 | 0.551772 | 0.551780 | 0.551788 | 0.551796 | 0.551805 | 0.551813 | 0.551821 | 0.551829 | 0.551837 | 0.551845 |
| 137.4 | 0.551854 | 0.551862 | 0.551870 | 0.551878 | 0.551886 | 0.551894 | 0.551903 | 0.551911 | 0.551919 | 0.551927 |
| 137.5 | 0.551935 | 0.551943 | 0.551951 | 0.551960 | 0.551968 | 0.551976 | 0.551984 | 0.551992 | 0.552000 | 0.552009 |
| 137.6 | 0.552017 | 0.552025 | 0.552033 | 0.552041 | 0.552049 | 0.552057 | 0.552066 | 0.552074 | 0.552082 | 0.552090 |
| 137.7 | 0.552098 | 0.552106 | 0.552114 | 0.552123 | 0.552131 | 0.552139 | 0.552147 | 0.552155 | 0.552163 | 0.552171 |
| 137.8 | 0.552179 | 0.552188 | 0.552196 | 0.552204 | 0.552212 | 0.552220 | 0.552228 | 0.552236 | 0.552245 | 0.552253 |
| 137.9 | 0.552261 | 0.552269 | 0.552277 | 0.552285 | 0.552293 | 0.552301 | 0.552310 | 0.552318 | 0.552326 | 0.552334 |
Logarithm Table for base 7485 — N = 138.00–138.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 138.0 | 0.552342 | 0.552350 | 0.552358 | 0.552366 | 0.552375 | 0.552383 | 0.552391 | 0.552399 | 0.552407 | 0.552415 |
| 138.1 | 0.552423 | 0.552431 | 0.552439 | 0.552448 | 0.552456 | 0.552464 | 0.552472 | 0.552480 | 0.552488 | 0.552496 |
| 138.2 | 0.552504 | 0.552513 | 0.552521 | 0.552529 | 0.552537 | 0.552545 | 0.552553 | 0.552561 | 0.552569 | 0.552577 |
| 138.3 | 0.552585 | 0.552594 | 0.552602 | 0.552610 | 0.552618 | 0.552626 | 0.552634 | 0.552642 | 0.552650 | 0.552658 |
| 138.4 | 0.552667 | 0.552675 | 0.552683 | 0.552691 | 0.552699 | 0.552707 | 0.552715 | 0.552723 | 0.552731 | 0.552739 |
| 138.5 | 0.552747 | 0.552756 | 0.552764 | 0.552772 | 0.552780 | 0.552788 | 0.552796 | 0.552804 | 0.552812 | 0.552820 |
| 138.6 | 0.552828 | 0.552836 | 0.552845 | 0.552853 | 0.552861 | 0.552869 | 0.552877 | 0.552885 | 0.552893 | 0.552901 |
| 138.7 | 0.552909 | 0.552917 | 0.552925 | 0.552933 | 0.552942 | 0.552950 | 0.552958 | 0.552966 | 0.552974 | 0.552982 |
| 138.8 | 0.552990 | 0.552998 | 0.553006 | 0.553014 | 0.553022 | 0.553030 | 0.553038 | 0.553047 | 0.553055 | 0.553063 |
| 138.9 | 0.553071 | 0.553079 | 0.553087 | 0.553095 | 0.553103 | 0.553111 | 0.553119 | 0.553127 | 0.553135 | 0.553143 |
Logarithm Table for base 7485 — N = 139.00–139.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 139.0 | 0.553151 | 0.553160 | 0.553168 | 0.553176 | 0.553184 | 0.553192 | 0.553200 | 0.553208 | 0.553216 | 0.553224 |
| 139.1 | 0.553232 | 0.553240 | 0.553248 | 0.553256 | 0.553264 | 0.553272 | 0.553280 | 0.553288 | 0.553297 | 0.553305 |
| 139.2 | 0.553313 | 0.553321 | 0.553329 | 0.553337 | 0.553345 | 0.553353 | 0.553361 | 0.553369 | 0.553377 | 0.553385 |
| 139.3 | 0.553393 | 0.553401 | 0.553409 | 0.553417 | 0.553425 | 0.553433 | 0.553441 | 0.553449 | 0.553457 | 0.553466 |
| 139.4 | 0.553474 | 0.553482 | 0.553490 | 0.553498 | 0.553506 | 0.553514 | 0.553522 | 0.553530 | 0.553538 | 0.553546 |
| 139.5 | 0.553554 | 0.553562 | 0.553570 | 0.553578 | 0.553586 | 0.553594 | 0.553602 | 0.553610 | 0.553618 | 0.553626 |
| 139.6 | 0.553634 | 0.553642 | 0.553650 | 0.553658 | 0.553666 | 0.553674 | 0.553682 | 0.553690 | 0.553699 | 0.553707 |
| 139.7 | 0.553715 | 0.553723 | 0.553731 | 0.553739 | 0.553747 | 0.553755 | 0.553763 | 0.553771 | 0.553779 | 0.553787 |
| 139.8 | 0.553795 | 0.553803 | 0.553811 | 0.553819 | 0.553827 | 0.553835 | 0.553843 | 0.553851 | 0.553859 | 0.553867 |
| 139.9 | 0.553875 | 0.553883 | 0.553891 | 0.553899 | 0.553907 | 0.553915 | 0.553923 | 0.553931 | 0.553939 | 0.553947 |
Logarithm Table for base 7485 — N = 140.00–140.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 140.0 | 0.553955 | 0.553963 | 0.553971 | 0.553979 | 0.553987 | 0.553995 | 0.554003 | 0.554011 | 0.554019 | 0.554027 |
| 140.1 | 0.554035 | 0.554043 | 0.554051 | 0.554059 | 0.554067 | 0.554075 | 0.554083 | 0.554091 | 0.554099 | 0.554107 |
| 140.2 | 0.554115 | 0.554123 | 0.554131 | 0.554139 | 0.554147 | 0.554155 | 0.554163 | 0.554171 | 0.554179 | 0.554187 |
| 140.3 | 0.554195 | 0.554203 | 0.554211 | 0.554219 | 0.554227 | 0.554235 | 0.554243 | 0.554251 | 0.554259 | 0.554267 |
| 140.4 | 0.554275 | 0.554283 | 0.554291 | 0.554299 | 0.554307 | 0.554315 | 0.554323 | 0.554331 | 0.554339 | 0.554347 |
| 140.5 | 0.554355 | 0.554363 | 0.554371 | 0.554379 | 0.554387 | 0.554395 | 0.554403 | 0.554411 | 0.554418 | 0.554426 |
| 140.6 | 0.554434 | 0.554442 | 0.554450 | 0.554458 | 0.554466 | 0.554474 | 0.554482 | 0.554490 | 0.554498 | 0.554506 |
| 140.7 | 0.554514 | 0.554522 | 0.554530 | 0.554538 | 0.554546 | 0.554554 | 0.554562 | 0.554570 | 0.554578 | 0.554586 |
| 140.8 | 0.554594 | 0.554602 | 0.554610 | 0.554618 | 0.554626 | 0.554634 | 0.554642 | 0.554649 | 0.554657 | 0.554665 |
| 140.9 | 0.554673 | 0.554681 | 0.554689 | 0.554697 | 0.554705 | 0.554713 | 0.554721 | 0.554729 | 0.554737 | 0.554745 |
Logarithm Table for base 7485 — N = 141.00–141.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 141.0 | 0.554753 | 0.554761 | 0.554769 | 0.554777 | 0.554785 | 0.554793 | 0.554801 | 0.554809 | 0.554816 | 0.554824 |
| 141.1 | 0.554832 | 0.554840 | 0.554848 | 0.554856 | 0.554864 | 0.554872 | 0.554880 | 0.554888 | 0.554896 | 0.554904 |
| 141.2 | 0.554912 | 0.554920 | 0.554928 | 0.554936 | 0.554944 | 0.554951 | 0.554959 | 0.554967 | 0.554975 | 0.554983 |
| 141.3 | 0.554991 | 0.554999 | 0.555007 | 0.555015 | 0.555023 | 0.555031 | 0.555039 | 0.555047 | 0.555055 | 0.555063 |
| 141.4 | 0.555070 | 0.555078 | 0.555086 | 0.555094 | 0.555102 | 0.555110 | 0.555118 | 0.555126 | 0.555134 | 0.555142 |
| 141.5 | 0.555150 | 0.555158 | 0.555166 | 0.555173 | 0.555181 | 0.555189 | 0.555197 | 0.555205 | 0.555213 | 0.555221 |
| 141.6 | 0.555229 | 0.555237 | 0.555245 | 0.555253 | 0.555261 | 0.555268 | 0.555276 | 0.555284 | 0.555292 | 0.555300 |
| 141.7 | 0.555308 | 0.555316 | 0.555324 | 0.555332 | 0.555340 | 0.555348 | 0.555355 | 0.555363 | 0.555371 | 0.555379 |
| 141.8 | 0.555387 | 0.555395 | 0.555403 | 0.555411 | 0.555419 | 0.555427 | 0.555435 | 0.555442 | 0.555450 | 0.555458 |
| 141.9 | 0.555466 | 0.555474 | 0.555482 | 0.555490 | 0.555498 | 0.555506 | 0.555514 | 0.555521 | 0.555529 | 0.555537 |
Logarithm Table for base 7485 — N = 142.00–142.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 142.0 | 0.555545 | 0.555553 | 0.555561 | 0.555569 | 0.555577 | 0.555585 | 0.555592 | 0.555600 | 0.555608 | 0.555616 |
| 142.1 | 0.555624 | 0.555632 | 0.555640 | 0.555648 | 0.555656 | 0.555663 | 0.555671 | 0.555679 | 0.555687 | 0.555695 |
| 142.2 | 0.555703 | 0.555711 | 0.555719 | 0.555727 | 0.555734 | 0.555742 | 0.555750 | 0.555758 | 0.555766 | 0.555774 |
| 142.3 | 0.555782 | 0.555790 | 0.555797 | 0.555805 | 0.555813 | 0.555821 | 0.555829 | 0.555837 | 0.555845 | 0.555853 |
| 142.4 | 0.555860 | 0.555868 | 0.555876 | 0.555884 | 0.555892 | 0.555900 | 0.555908 | 0.555916 | 0.555923 | 0.555931 |
| 142.5 | 0.555939 | 0.555947 | 0.555955 | 0.555963 | 0.555971 | 0.555978 | 0.555986 | 0.555994 | 0.556002 | 0.556010 |
| 142.6 | 0.556018 | 0.556026 | 0.556034 | 0.556041 | 0.556049 | 0.556057 | 0.556065 | 0.556073 | 0.556081 | 0.556089 |
| 142.7 | 0.556096 | 0.556104 | 0.556112 | 0.556120 | 0.556128 | 0.556136 | 0.556143 | 0.556151 | 0.556159 | 0.556167 |
| 142.8 | 0.556175 | 0.556183 | 0.556191 | 0.556198 | 0.556206 | 0.556214 | 0.556222 | 0.556230 | 0.556238 | 0.556246 |
| 142.9 | 0.556253 | 0.556261 | 0.556269 | 0.556277 | 0.556285 | 0.556293 | 0.556300 | 0.556308 | 0.556316 | 0.556324 |
Logarithm Table for base 7485 — N = 143.00–143.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 143.0 | 0.556332 | 0.556340 | 0.556347 | 0.556355 | 0.556363 | 0.556371 | 0.556379 | 0.556387 | 0.556394 | 0.556402 |
| 143.1 | 0.556410 | 0.556418 | 0.556426 | 0.556434 | 0.556441 | 0.556449 | 0.556457 | 0.556465 | 0.556473 | 0.556481 |
| 143.2 | 0.556488 | 0.556496 | 0.556504 | 0.556512 | 0.556520 | 0.556528 | 0.556535 | 0.556543 | 0.556551 | 0.556559 |
| 143.3 | 0.556567 | 0.556575 | 0.556582 | 0.556590 | 0.556598 | 0.556606 | 0.556614 | 0.556621 | 0.556629 | 0.556637 |
| 143.4 | 0.556645 | 0.556653 | 0.556661 | 0.556668 | 0.556676 | 0.556684 | 0.556692 | 0.556700 | 0.556707 | 0.556715 |
| 143.5 | 0.556723 | 0.556731 | 0.556739 | 0.556746 | 0.556754 | 0.556762 | 0.556770 | 0.556778 | 0.556786 | 0.556793 |
| 143.6 | 0.556801 | 0.556809 | 0.556817 | 0.556825 | 0.556832 | 0.556840 | 0.556848 | 0.556856 | 0.556864 | 0.556871 |
| 143.7 | 0.556879 | 0.556887 | 0.556895 | 0.556903 | 0.556910 | 0.556918 | 0.556926 | 0.556934 | 0.556942 | 0.556949 |
| 143.8 | 0.556957 | 0.556965 | 0.556973 | 0.556981 | 0.556988 | 0.556996 | 0.557004 | 0.557012 | 0.557020 | 0.557027 |
| 143.9 | 0.557035 | 0.557043 | 0.557051 | 0.557058 | 0.557066 | 0.557074 | 0.557082 | 0.557090 | 0.557097 | 0.557105 |
Logarithm Table for base 7485 — N = 144.00–144.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 144.0 | 0.557113 | 0.557121 | 0.557129 | 0.557136 | 0.557144 | 0.557152 | 0.557160 | 0.557167 | 0.557175 | 0.557183 |
| 144.1 | 0.557191 | 0.557199 | 0.557206 | 0.557214 | 0.557222 | 0.557230 | 0.557237 | 0.557245 | 0.557253 | 0.557261 |
| 144.2 | 0.557269 | 0.557276 | 0.557284 | 0.557292 | 0.557300 | 0.557307 | 0.557315 | 0.557323 | 0.557331 | 0.557338 |
| 144.3 | 0.557346 | 0.557354 | 0.557362 | 0.557370 | 0.557377 | 0.557385 | 0.557393 | 0.557401 | 0.557408 | 0.557416 |
| 144.4 | 0.557424 | 0.557432 | 0.557439 | 0.557447 | 0.557455 | 0.557463 | 0.557470 | 0.557478 | 0.557486 | 0.557494 |
| 144.5 | 0.557502 | 0.557509 | 0.557517 | 0.557525 | 0.557533 | 0.557540 | 0.557548 | 0.557556 | 0.557564 | 0.557571 |
| 144.6 | 0.557579 | 0.557587 | 0.557595 | 0.557602 | 0.557610 | 0.557618 | 0.557626 | 0.557633 | 0.557641 | 0.557649 |
| 144.7 | 0.557657 | 0.557664 | 0.557672 | 0.557680 | 0.557688 | 0.557695 | 0.557703 | 0.557711 | 0.557719 | 0.557726 |
| 144.8 | 0.557734 | 0.557742 | 0.557750 | 0.557757 | 0.557765 | 0.557773 | 0.557780 | 0.557788 | 0.557796 | 0.557804 |
| 144.9 | 0.557811 | 0.557819 | 0.557827 | 0.557835 | 0.557842 | 0.557850 | 0.557858 | 0.557866 | 0.557873 | 0.557881 |
Logarithm Table for base 7485 — N = 145.00–145.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 145.0 | 0.557889 | 0.557896 | 0.557904 | 0.557912 | 0.557920 | 0.557927 | 0.557935 | 0.557943 | 0.557951 | 0.557958 |
| 145.1 | 0.557966 | 0.557974 | 0.557981 | 0.557989 | 0.557997 | 0.558005 | 0.558012 | 0.558020 | 0.558028 | 0.558036 |
| 145.2 | 0.558043 | 0.558051 | 0.558059 | 0.558066 | 0.558074 | 0.558082 | 0.558090 | 0.558097 | 0.558105 | 0.558113 |
| 145.3 | 0.558120 | 0.558128 | 0.558136 | 0.558144 | 0.558151 | 0.558159 | 0.558167 | 0.558174 | 0.558182 | 0.558190 |
| 145.4 | 0.558198 | 0.558205 | 0.558213 | 0.558221 | 0.558228 | 0.558236 | 0.558244 | 0.558252 | 0.558259 | 0.558267 |
| 145.5 | 0.558275 | 0.558282 | 0.558290 | 0.558298 | 0.558305 | 0.558313 | 0.558321 | 0.558329 | 0.558336 | 0.558344 |
| 145.6 | 0.558352 | 0.558359 | 0.558367 | 0.558375 | 0.558382 | 0.558390 | 0.558398 | 0.558406 | 0.558413 | 0.558421 |
| 145.7 | 0.558429 | 0.558436 | 0.558444 | 0.558452 | 0.558459 | 0.558467 | 0.558475 | 0.558482 | 0.558490 | 0.558498 |
| 145.8 | 0.558506 | 0.558513 | 0.558521 | 0.558529 | 0.558536 | 0.558544 | 0.558552 | 0.558559 | 0.558567 | 0.558575 |
| 145.9 | 0.558582 | 0.558590 | 0.558598 | 0.558605 | 0.558613 | 0.558621 | 0.558628 | 0.558636 | 0.558644 | 0.558652 |
Logarithm Table for base 7485 — N = 146.00–146.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 146.0 | 0.558659 | 0.558667 | 0.558675 | 0.558682 | 0.558690 | 0.558698 | 0.558705 | 0.558713 | 0.558721 | 0.558728 |
| 146.1 | 0.558736 | 0.558744 | 0.558751 | 0.558759 | 0.558767 | 0.558774 | 0.558782 | 0.558790 | 0.558797 | 0.558805 |
| 146.2 | 0.558813 | 0.558820 | 0.558828 | 0.558836 | 0.558843 | 0.558851 | 0.558859 | 0.558866 | 0.558874 | 0.558882 |
| 146.3 | 0.558889 | 0.558897 | 0.558905 | 0.558912 | 0.558920 | 0.558928 | 0.558935 | 0.558943 | 0.558951 | 0.558958 |
| 146.4 | 0.558966 | 0.558974 | 0.558981 | 0.558989 | 0.558997 | 0.559004 | 0.559012 | 0.559019 | 0.559027 | 0.559035 |
| 146.5 | 0.559042 | 0.559050 | 0.559058 | 0.559065 | 0.559073 | 0.559081 | 0.559088 | 0.559096 | 0.559104 | 0.559111 |
| 146.6 | 0.559119 | 0.559127 | 0.559134 | 0.559142 | 0.559150 | 0.559157 | 0.559165 | 0.559172 | 0.559180 | 0.559188 |
| 146.7 | 0.559195 | 0.559203 | 0.559211 | 0.559218 | 0.559226 | 0.559234 | 0.559241 | 0.559249 | 0.559256 | 0.559264 |
| 146.8 | 0.559272 | 0.559279 | 0.559287 | 0.559295 | 0.559302 | 0.559310 | 0.559318 | 0.559325 | 0.559333 | 0.559340 |
| 146.9 | 0.559348 | 0.559356 | 0.559363 | 0.559371 | 0.559379 | 0.559386 | 0.559394 | 0.559401 | 0.559409 | 0.559417 |
Logarithm Table for base 7485 — N = 147.00–147.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 147.0 | 0.559424 | 0.559432 | 0.559440 | 0.559447 | 0.559455 | 0.559462 | 0.559470 | 0.559478 | 0.559485 | 0.559493 |
| 147.1 | 0.559501 | 0.559508 | 0.559516 | 0.559523 | 0.559531 | 0.559539 | 0.559546 | 0.559554 | 0.559562 | 0.559569 |
| 147.2 | 0.559577 | 0.559584 | 0.559592 | 0.559600 | 0.559607 | 0.559615 | 0.559622 | 0.559630 | 0.559638 | 0.559645 |
| 147.3 | 0.559653 | 0.559661 | 0.559668 | 0.559676 | 0.559683 | 0.559691 | 0.559699 | 0.559706 | 0.559714 | 0.559721 |
| 147.4 | 0.559729 | 0.559737 | 0.559744 | 0.559752 | 0.559759 | 0.559767 | 0.559775 | 0.559782 | 0.559790 | 0.559797 |
| 147.5 | 0.559805 | 0.559813 | 0.559820 | 0.559828 | 0.559835 | 0.559843 | 0.559851 | 0.559858 | 0.559866 | 0.559873 |
| 147.6 | 0.559881 | 0.559889 | 0.559896 | 0.559904 | 0.559911 | 0.559919 | 0.559927 | 0.559934 | 0.559942 | 0.559949 |
| 147.7 | 0.559957 | 0.559965 | 0.559972 | 0.559980 | 0.559987 | 0.559995 | 0.560002 | 0.560010 | 0.560018 | 0.560025 |
| 147.8 | 0.560033 | 0.560040 | 0.560048 | 0.560056 | 0.560063 | 0.560071 | 0.560078 | 0.560086 | 0.560093 | 0.560101 |
| 147.9 | 0.560109 | 0.560116 | 0.560124 | 0.560131 | 0.560139 | 0.560146 | 0.560154 | 0.560162 | 0.560169 | 0.560177 |
Logarithm Table for base 7485 — N = 148.00–148.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 148.0 | 0.560184 | 0.560192 | 0.560200 | 0.560207 | 0.560215 | 0.560222 | 0.560230 | 0.560237 | 0.560245 | 0.560253 |
| 148.1 | 0.560260 | 0.560268 | 0.560275 | 0.560283 | 0.560290 | 0.560298 | 0.560305 | 0.560313 | 0.560321 | 0.560328 |
| 148.2 | 0.560336 | 0.560343 | 0.560351 | 0.560358 | 0.560366 | 0.560374 | 0.560381 | 0.560389 | 0.560396 | 0.560404 |
| 148.3 | 0.560411 | 0.560419 | 0.560426 | 0.560434 | 0.560442 | 0.560449 | 0.560457 | 0.560464 | 0.560472 | 0.560479 |
| 148.4 | 0.560487 | 0.560494 | 0.560502 | 0.560510 | 0.560517 | 0.560525 | 0.560532 | 0.560540 | 0.560547 | 0.560555 |
| 148.5 | 0.560562 | 0.560570 | 0.560578 | 0.560585 | 0.560593 | 0.560600 | 0.560608 | 0.560615 | 0.560623 | 0.560630 |
| 148.6 | 0.560638 | 0.560645 | 0.560653 | 0.560661 | 0.560668 | 0.560676 | 0.560683 | 0.560691 | 0.560698 | 0.560706 |
| 148.7 | 0.560713 | 0.560721 | 0.560728 | 0.560736 | 0.560743 | 0.560751 | 0.560759 | 0.560766 | 0.560774 | 0.560781 |
| 148.8 | 0.560789 | 0.560796 | 0.560804 | 0.560811 | 0.560819 | 0.560826 | 0.560834 | 0.560841 | 0.560849 | 0.560856 |
| 148.9 | 0.560864 | 0.560872 | 0.560879 | 0.560887 | 0.560894 | 0.560902 | 0.560909 | 0.560917 | 0.560924 | 0.560932 |
Logarithm Table for base 7485 — N = 149.00–149.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 149.0 | 0.560939 | 0.560947 | 0.560954 | 0.560962 | 0.560969 | 0.560977 | 0.560984 | 0.560992 | 0.560999 | 0.561007 |
| 149.1 | 0.561014 | 0.561022 | 0.561030 | 0.561037 | 0.561045 | 0.561052 | 0.561060 | 0.561067 | 0.561075 | 0.561082 |
| 149.2 | 0.561090 | 0.561097 | 0.561105 | 0.561112 | 0.561120 | 0.561127 | 0.561135 | 0.561142 | 0.561150 | 0.561157 |
| 149.3 | 0.561165 | 0.561172 | 0.561180 | 0.561187 | 0.561195 | 0.561202 | 0.561210 | 0.561217 | 0.561225 | 0.561232 |
| 149.4 | 0.561240 | 0.561247 | 0.561255 | 0.561262 | 0.561270 | 0.561277 | 0.561285 | 0.561292 | 0.561300 | 0.561307 |
| 149.5 | 0.561315 | 0.561322 | 0.561330 | 0.561337 | 0.561345 | 0.561352 | 0.561360 | 0.561367 | 0.561375 | 0.561382 |
| 149.6 | 0.561390 | 0.561397 | 0.561405 | 0.561412 | 0.561420 | 0.561427 | 0.561435 | 0.561442 | 0.561450 | 0.561457 |
| 149.7 | 0.561465 | 0.561472 | 0.561480 | 0.561487 | 0.561495 | 0.561502 | 0.561510 | 0.561517 | 0.561525 | 0.561532 |
| 149.8 | 0.561540 | 0.561547 | 0.561554 | 0.561562 | 0.561569 | 0.561577 | 0.561584 | 0.561592 | 0.561599 | 0.561607 |
| 149.9 | 0.561614 | 0.561622 | 0.561629 | 0.561637 | 0.561644 | 0.561652 | 0.561659 | 0.561667 | 0.561674 | 0.561682 |
Logarithm Table for base 7485 — N = 150.00–150.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 150.0 | 0.561689 | 0.561697 | 0.561704 | 0.561712 | 0.561719 | 0.561726 | 0.561734 | 0.561741 | 0.561749 | 0.561756 |
| 150.1 | 0.561764 | 0.561771 | 0.561779 | 0.561786 | 0.561794 | 0.561801 | 0.561809 | 0.561816 | 0.561824 | 0.561831 |
| 150.2 | 0.561838 | 0.561846 | 0.561853 | 0.561861 | 0.561868 | 0.561876 | 0.561883 | 0.561891 | 0.561898 | 0.561906 |
| 150.3 | 0.561913 | 0.561921 | 0.561928 | 0.561935 | 0.561943 | 0.561950 | 0.561958 | 0.561965 | 0.561973 | 0.561980 |
| 150.4 | 0.561988 | 0.561995 | 0.562003 | 0.562010 | 0.562017 | 0.562025 | 0.562032 | 0.562040 | 0.562047 | 0.562055 |
| 150.5 | 0.562062 | 0.562070 | 0.562077 | 0.562084 | 0.562092 | 0.562099 | 0.562107 | 0.562114 | 0.562122 | 0.562129 |
| 150.6 | 0.562137 | 0.562144 | 0.562151 | 0.562159 | 0.562166 | 0.562174 | 0.562181 | 0.562189 | 0.562196 | 0.562204 |
| 150.7 | 0.562211 | 0.562218 | 0.562226 | 0.562233 | 0.562241 | 0.562248 | 0.562256 | 0.562263 | 0.562270 | 0.562278 |
| 150.8 | 0.562285 | 0.562293 | 0.562300 | 0.562308 | 0.562315 | 0.562323 | 0.562330 | 0.562337 | 0.562345 | 0.562352 |
| 150.9 | 0.562360 | 0.562367 | 0.562375 | 0.562382 | 0.562389 | 0.562397 | 0.562404 | 0.562412 | 0.562419 | 0.562427 |
Logarithm Table for base 7485 — N = 151.00–151.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 151.0 | 0.562434 | 0.562441 | 0.562449 | 0.562456 | 0.562464 | 0.562471 | 0.562478 | 0.562486 | 0.562493 | 0.562501 |
| 151.1 | 0.562508 | 0.562516 | 0.562523 | 0.562530 | 0.562538 | 0.562545 | 0.562553 | 0.562560 | 0.562567 | 0.562575 |
| 151.2 | 0.562582 | 0.562590 | 0.562597 | 0.562605 | 0.562612 | 0.562619 | 0.562627 | 0.562634 | 0.562642 | 0.562649 |
| 151.3 | 0.562656 | 0.562664 | 0.562671 | 0.562679 | 0.562686 | 0.562693 | 0.562701 | 0.562708 | 0.562716 | 0.562723 |
| 151.4 | 0.562730 | 0.562738 | 0.562745 | 0.562753 | 0.562760 | 0.562768 | 0.562775 | 0.562782 | 0.562790 | 0.562797 |
| 151.5 | 0.562805 | 0.562812 | 0.562819 | 0.562827 | 0.562834 | 0.562842 | 0.562849 | 0.562856 | 0.562864 | 0.562871 |
| 151.6 | 0.562878 | 0.562886 | 0.562893 | 0.562901 | 0.562908 | 0.562915 | 0.562923 | 0.562930 | 0.562938 | 0.562945 |
| 151.7 | 0.562952 | 0.562960 | 0.562967 | 0.562975 | 0.562982 | 0.562989 | 0.562997 | 0.563004 | 0.563012 | 0.563019 |
| 151.8 | 0.563026 | 0.563034 | 0.563041 | 0.563048 | 0.563056 | 0.563063 | 0.563071 | 0.563078 | 0.563085 | 0.563093 |
| 151.9 | 0.563100 | 0.563107 | 0.563115 | 0.563122 | 0.563130 | 0.563137 | 0.563144 | 0.563152 | 0.563159 | 0.563166 |
Logarithm Table for base 7485 — N = 152.00–152.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 152.0 | 0.563174 | 0.563181 | 0.563189 | 0.563196 | 0.563203 | 0.563211 | 0.563218 | 0.563225 | 0.563233 | 0.563240 |
| 152.1 | 0.563248 | 0.563255 | 0.563262 | 0.563270 | 0.563277 | 0.563284 | 0.563292 | 0.563299 | 0.563307 | 0.563314 |
| 152.2 | 0.563321 | 0.563329 | 0.563336 | 0.563343 | 0.563351 | 0.563358 | 0.563365 | 0.563373 | 0.563380 | 0.563388 |
| 152.3 | 0.563395 | 0.563402 | 0.563410 | 0.563417 | 0.563424 | 0.563432 | 0.563439 | 0.563446 | 0.563454 | 0.563461 |
| 152.4 | 0.563468 | 0.563476 | 0.563483 | 0.563491 | 0.563498 | 0.563505 | 0.563513 | 0.563520 | 0.563527 | 0.563535 |
| 152.5 | 0.563542 | 0.563549 | 0.563557 | 0.563564 | 0.563571 | 0.563579 | 0.563586 | 0.563593 | 0.563601 | 0.563608 |
| 152.6 | 0.563615 | 0.563623 | 0.563630 | 0.563638 | 0.563645 | 0.563652 | 0.563660 | 0.563667 | 0.563674 | 0.563682 |
| 152.7 | 0.563689 | 0.563696 | 0.563704 | 0.563711 | 0.563718 | 0.563726 | 0.563733 | 0.563740 | 0.563748 | 0.563755 |
| 152.8 | 0.563762 | 0.563770 | 0.563777 | 0.563784 | 0.563792 | 0.563799 | 0.563806 | 0.563814 | 0.563821 | 0.563828 |
| 152.9 | 0.563836 | 0.563843 | 0.563850 | 0.563858 | 0.563865 | 0.563872 | 0.563880 | 0.563887 | 0.563894 | 0.563902 |
Logarithm Table for base 7485 — N = 153.00–153.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 153.0 | 0.563909 | 0.563916 | 0.563924 | 0.563931 | 0.563938 | 0.563946 | 0.563953 | 0.563960 | 0.563968 | 0.563975 |
| 153.1 | 0.563982 | 0.563990 | 0.563997 | 0.564004 | 0.564011 | 0.564019 | 0.564026 | 0.564033 | 0.564041 | 0.564048 |
| 153.2 | 0.564055 | 0.564063 | 0.564070 | 0.564077 | 0.564085 | 0.564092 | 0.564099 | 0.564107 | 0.564114 | 0.564121 |
| 153.3 | 0.564129 | 0.564136 | 0.564143 | 0.564150 | 0.564158 | 0.564165 | 0.564172 | 0.564180 | 0.564187 | 0.564194 |
| 153.4 | 0.564202 | 0.564209 | 0.564216 | 0.564224 | 0.564231 | 0.564238 | 0.564245 | 0.564253 | 0.564260 | 0.564267 |
| 153.5 | 0.564275 | 0.564282 | 0.564289 | 0.564297 | 0.564304 | 0.564311 | 0.564318 | 0.564326 | 0.564333 | 0.564340 |
| 153.6 | 0.564348 | 0.564355 | 0.564362 | 0.564370 | 0.564377 | 0.564384 | 0.564391 | 0.564399 | 0.564406 | 0.564413 |
| 153.7 | 0.564421 | 0.564428 | 0.564435 | 0.564443 | 0.564450 | 0.564457 | 0.564464 | 0.564472 | 0.564479 | 0.564486 |
| 153.8 | 0.564494 | 0.564501 | 0.564508 | 0.564515 | 0.564523 | 0.564530 | 0.564537 | 0.564545 | 0.564552 | 0.564559 |
| 153.9 | 0.564566 | 0.564574 | 0.564581 | 0.564588 | 0.564596 | 0.564603 | 0.564610 | 0.564617 | 0.564625 | 0.564632 |
Logarithm Table for base 7485 — N = 154.00–154.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 154.0 | 0.564639 | 0.564647 | 0.564654 | 0.564661 | 0.564668 | 0.564676 | 0.564683 | 0.564690 | 0.564697 | 0.564705 |
| 154.1 | 0.564712 | 0.564719 | 0.564727 | 0.564734 | 0.564741 | 0.564748 | 0.564756 | 0.564763 | 0.564770 | 0.564777 |
| 154.2 | 0.564785 | 0.564792 | 0.564799 | 0.564807 | 0.564814 | 0.564821 | 0.564828 | 0.564836 | 0.564843 | 0.564850 |
| 154.3 | 0.564857 | 0.564865 | 0.564872 | 0.564879 | 0.564886 | 0.564894 | 0.564901 | 0.564908 | 0.564916 | 0.564923 |
| 154.4 | 0.564930 | 0.564937 | 0.564945 | 0.564952 | 0.564959 | 0.564966 | 0.564974 | 0.564981 | 0.564988 | 0.564995 |
| 154.5 | 0.565003 | 0.565010 | 0.565017 | 0.565024 | 0.565032 | 0.565039 | 0.565046 | 0.565053 | 0.565061 | 0.565068 |
| 154.6 | 0.565075 | 0.565082 | 0.565090 | 0.565097 | 0.565104 | 0.565111 | 0.565119 | 0.565126 | 0.565133 | 0.565140 |
| 154.7 | 0.565148 | 0.565155 | 0.565162 | 0.565169 | 0.565177 | 0.565184 | 0.565191 | 0.565198 | 0.565206 | 0.565213 |
| 154.8 | 0.565220 | 0.565227 | 0.565235 | 0.565242 | 0.565249 | 0.565256 | 0.565264 | 0.565271 | 0.565278 | 0.565285 |
| 154.9 | 0.565292 | 0.565300 | 0.565307 | 0.565314 | 0.565321 | 0.565329 | 0.565336 | 0.565343 | 0.565350 | 0.565358 |
Logarithm Table for base 7485 — N = 155.00–155.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 155.0 | 0.565365 | 0.565372 | 0.565379 | 0.565387 | 0.565394 | 0.565401 | 0.565408 | 0.565415 | 0.565423 | 0.565430 |
| 155.1 | 0.565437 | 0.565444 | 0.565452 | 0.565459 | 0.565466 | 0.565473 | 0.565480 | 0.565488 | 0.565495 | 0.565502 |
| 155.2 | 0.565509 | 0.565517 | 0.565524 | 0.565531 | 0.565538 | 0.565545 | 0.565553 | 0.565560 | 0.565567 | 0.565574 |
| 155.3 | 0.565582 | 0.565589 | 0.565596 | 0.565603 | 0.565610 | 0.565618 | 0.565625 | 0.565632 | 0.565639 | 0.565647 |
| 155.4 | 0.565654 | 0.565661 | 0.565668 | 0.565675 | 0.565683 | 0.565690 | 0.565697 | 0.565704 | 0.565711 | 0.565719 |
| 155.5 | 0.565726 | 0.565733 | 0.565740 | 0.565747 | 0.565755 | 0.565762 | 0.565769 | 0.565776 | 0.565783 | 0.565791 |
| 155.6 | 0.565798 | 0.565805 | 0.565812 | 0.565820 | 0.565827 | 0.565834 | 0.565841 | 0.565848 | 0.565856 | 0.565863 |
| 155.7 | 0.565870 | 0.565877 | 0.565884 | 0.565892 | 0.565899 | 0.565906 | 0.565913 | 0.565920 | 0.565928 | 0.565935 |
| 155.8 | 0.565942 | 0.565949 | 0.565956 | 0.565963 | 0.565971 | 0.565978 | 0.565985 | 0.565992 | 0.565999 | 0.566007 |
| 155.9 | 0.566014 | 0.566021 | 0.566028 | 0.566035 | 0.566043 | 0.566050 | 0.566057 | 0.566064 | 0.566071 | 0.566079 |
Logarithm Table for base 7485 — N = 156.00–156.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 156.0 | 0.566086 | 0.566093 | 0.566100 | 0.566107 | 0.566114 | 0.566122 | 0.566129 | 0.566136 | 0.566143 | 0.566150 |
| 156.1 | 0.566158 | 0.566165 | 0.566172 | 0.566179 | 0.566186 | 0.566193 | 0.566201 | 0.566208 | 0.566215 | 0.566222 |
| 156.2 | 0.566229 | 0.566237 | 0.566244 | 0.566251 | 0.566258 | 0.566265 | 0.566272 | 0.566280 | 0.566287 | 0.566294 |
| 156.3 | 0.566301 | 0.566308 | 0.566315 | 0.566323 | 0.566330 | 0.566337 | 0.566344 | 0.566351 | 0.566358 | 0.566366 |
| 156.4 | 0.566373 | 0.566380 | 0.566387 | 0.566394 | 0.566401 | 0.566409 | 0.566416 | 0.566423 | 0.566430 | 0.566437 |
| 156.5 | 0.566444 | 0.566452 | 0.566459 | 0.566466 | 0.566473 | 0.566480 | 0.566487 | 0.566495 | 0.566502 | 0.566509 |
| 156.6 | 0.566516 | 0.566523 | 0.566530 | 0.566538 | 0.566545 | 0.566552 | 0.566559 | 0.566566 | 0.566573 | 0.566580 |
| 156.7 | 0.566588 | 0.566595 | 0.566602 | 0.566609 | 0.566616 | 0.566623 | 0.566631 | 0.566638 | 0.566645 | 0.566652 |
| 156.8 | 0.566659 | 0.566666 | 0.566673 | 0.566681 | 0.566688 | 0.566695 | 0.566702 | 0.566709 | 0.566716 | 0.566723 |
| 156.9 | 0.566731 | 0.566738 | 0.566745 | 0.566752 | 0.566759 | 0.566766 | 0.566773 | 0.566781 | 0.566788 | 0.566795 |
Logarithm Table for base 7485 — N = 157.00–157.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 157.0 | 0.566802 | 0.566809 | 0.566816 | 0.566823 | 0.566831 | 0.566838 | 0.566845 | 0.566852 | 0.566859 | 0.566866 |
| 157.1 | 0.566873 | 0.566881 | 0.566888 | 0.566895 | 0.566902 | 0.566909 | 0.566916 | 0.566923 | 0.566930 | 0.566938 |
| 157.2 | 0.566945 | 0.566952 | 0.566959 | 0.566966 | 0.566973 | 0.566980 | 0.566987 | 0.566995 | 0.567002 | 0.567009 |
| 157.3 | 0.567016 | 0.567023 | 0.567030 | 0.567037 | 0.567044 | 0.567052 | 0.567059 | 0.567066 | 0.567073 | 0.567080 |
| 157.4 | 0.567087 | 0.567094 | 0.567101 | 0.567109 | 0.567116 | 0.567123 | 0.567130 | 0.567137 | 0.567144 | 0.567151 |
| 157.5 | 0.567158 | 0.567166 | 0.567173 | 0.567180 | 0.567187 | 0.567194 | 0.567201 | 0.567208 | 0.567215 | 0.567222 |
| 157.6 | 0.567230 | 0.567237 | 0.567244 | 0.567251 | 0.567258 | 0.567265 | 0.567272 | 0.567279 | 0.567286 | 0.567294 |
| 157.7 | 0.567301 | 0.567308 | 0.567315 | 0.567322 | 0.567329 | 0.567336 | 0.567343 | 0.567350 | 0.567358 | 0.567365 |
| 157.8 | 0.567372 | 0.567379 | 0.567386 | 0.567393 | 0.567400 | 0.567407 | 0.567414 | 0.567421 | 0.567429 | 0.567436 |
| 157.9 | 0.567443 | 0.567450 | 0.567457 | 0.567464 | 0.567471 | 0.567478 | 0.567485 | 0.567492 | 0.567500 | 0.567507 |
Logarithm Table for base 7485 — N = 158.00–158.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 158.0 | 0.567514 | 0.567521 | 0.567528 | 0.567535 | 0.567542 | 0.567549 | 0.567556 | 0.567563 | 0.567570 | 0.567578 |
| 158.1 | 0.567585 | 0.567592 | 0.567599 | 0.567606 | 0.567613 | 0.567620 | 0.567627 | 0.567634 | 0.567641 | 0.567648 |
| 158.2 | 0.567656 | 0.567663 | 0.567670 | 0.567677 | 0.567684 | 0.567691 | 0.567698 | 0.567705 | 0.567712 | 0.567719 |
| 158.3 | 0.567726 | 0.567733 | 0.567741 | 0.567748 | 0.567755 | 0.567762 | 0.567769 | 0.567776 | 0.567783 | 0.567790 |
| 158.4 | 0.567797 | 0.567804 | 0.567811 | 0.567818 | 0.567825 | 0.567833 | 0.567840 | 0.567847 | 0.567854 | 0.567861 |
| 158.5 | 0.567868 | 0.567875 | 0.567882 | 0.567889 | 0.567896 | 0.567903 | 0.567910 | 0.567917 | 0.567924 | 0.567932 |
| 158.6 | 0.567939 | 0.567946 | 0.567953 | 0.567960 | 0.567967 | 0.567974 | 0.567981 | 0.567988 | 0.567995 | 0.568002 |
| 158.7 | 0.568009 | 0.568016 | 0.568023 | 0.568030 | 0.568038 | 0.568045 | 0.568052 | 0.568059 | 0.568066 | 0.568073 |
| 158.8 | 0.568080 | 0.568087 | 0.568094 | 0.568101 | 0.568108 | 0.568115 | 0.568122 | 0.568129 | 0.568136 | 0.568143 |
| 158.9 | 0.568150 | 0.568158 | 0.568165 | 0.568172 | 0.568179 | 0.568186 | 0.568193 | 0.568200 | 0.568207 | 0.568214 |
Logarithm Table for base 7485 — N = 159.00–159.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 159.0 | 0.568221 | 0.568228 | 0.568235 | 0.568242 | 0.568249 | 0.568256 | 0.568263 | 0.568270 | 0.568277 | 0.568284 |
| 159.1 | 0.568291 | 0.568299 | 0.568306 | 0.568313 | 0.568320 | 0.568327 | 0.568334 | 0.568341 | 0.568348 | 0.568355 |
| 159.2 | 0.568362 | 0.568369 | 0.568376 | 0.568383 | 0.568390 | 0.568397 | 0.568404 | 0.568411 | 0.568418 | 0.568425 |
| 159.3 | 0.568432 | 0.568439 | 0.568446 | 0.568453 | 0.568460 | 0.568467 | 0.568475 | 0.568482 | 0.568489 | 0.568496 |
| 159.4 | 0.568503 | 0.568510 | 0.568517 | 0.568524 | 0.568531 | 0.568538 | 0.568545 | 0.568552 | 0.568559 | 0.568566 |
| 159.5 | 0.568573 | 0.568580 | 0.568587 | 0.568594 | 0.568601 | 0.568608 | 0.568615 | 0.568622 | 0.568629 | 0.568636 |
| 159.6 | 0.568643 | 0.568650 | 0.568657 | 0.568664 | 0.568671 | 0.568678 | 0.568685 | 0.568692 | 0.568699 | 0.568706 |
| 159.7 | 0.568713 | 0.568720 | 0.568727 | 0.568734 | 0.568742 | 0.568749 | 0.568756 | 0.568763 | 0.568770 | 0.568777 |
| 159.8 | 0.568784 | 0.568791 | 0.568798 | 0.568805 | 0.568812 | 0.568819 | 0.568826 | 0.568833 | 0.568840 | 0.568847 |
| 159.9 | 0.568854 | 0.568861 | 0.568868 | 0.568875 | 0.568882 | 0.568889 | 0.568896 | 0.568903 | 0.568910 | 0.568917 |
Logarithm Table for base 7485 — N = 160.00–160.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 160.0 | 0.568924 | 0.568931 | 0.568938 | 0.568945 | 0.568952 | 0.568959 | 0.568966 | 0.568973 | 0.568980 | 0.568987 |
| 160.1 | 0.568994 | 0.569001 | 0.569008 | 0.569015 | 0.569022 | 0.569029 | 0.569036 | 0.569043 | 0.569050 | 0.569057 |
| 160.2 | 0.569064 | 0.569071 | 0.569078 | 0.569085 | 0.569092 | 0.569099 | 0.569106 | 0.569113 | 0.569120 | 0.569127 |
| 160.3 | 0.569134 | 0.569141 | 0.569148 | 0.569155 | 0.569162 | 0.569169 | 0.569176 | 0.569183 | 0.569190 | 0.569197 |
| 160.4 | 0.569204 | 0.569211 | 0.569218 | 0.569225 | 0.569232 | 0.569239 | 0.569246 | 0.569253 | 0.569260 | 0.569267 |
| 160.5 | 0.569274 | 0.569281 | 0.569288 | 0.569295 | 0.569302 | 0.569308 | 0.569315 | 0.569322 | 0.569329 | 0.569336 |
| 160.6 | 0.569343 | 0.569350 | 0.569357 | 0.569364 | 0.569371 | 0.569378 | 0.569385 | 0.569392 | 0.569399 | 0.569406 |
| 160.7 | 0.569413 | 0.569420 | 0.569427 | 0.569434 | 0.569441 | 0.569448 | 0.569455 | 0.569462 | 0.569469 | 0.569476 |
| 160.8 | 0.569483 | 0.569490 | 0.569497 | 0.569504 | 0.569511 | 0.569518 | 0.569525 | 0.569532 | 0.569539 | 0.569546 |
| 160.9 | 0.569553 | 0.569560 | 0.569567 | 0.569574 | 0.569580 | 0.569587 | 0.569594 | 0.569601 | 0.569608 | 0.569615 |
Logarithm Table for base 7485 — N = 161.00–161.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 161.0 | 0.569622 | 0.569629 | 0.569636 | 0.569643 | 0.569650 | 0.569657 | 0.569664 | 0.569671 | 0.569678 | 0.569685 |
| 161.1 | 0.569692 | 0.569699 | 0.569706 | 0.569713 | 0.569720 | 0.569727 | 0.569734 | 0.569741 | 0.569748 | 0.569754 |
| 161.2 | 0.569761 | 0.569768 | 0.569775 | 0.569782 | 0.569789 | 0.569796 | 0.569803 | 0.569810 | 0.569817 | 0.569824 |
| 161.3 | 0.569831 | 0.569838 | 0.569845 | 0.569852 | 0.569859 | 0.569866 | 0.569873 | 0.569880 | 0.569887 | 0.569893 |
| 161.4 | 0.569900 | 0.569907 | 0.569914 | 0.569921 | 0.569928 | 0.569935 | 0.569942 | 0.569949 | 0.569956 | 0.569963 |
| 161.5 | 0.569970 | 0.569977 | 0.569984 | 0.569991 | 0.569998 | 0.570005 | 0.570011 | 0.570018 | 0.570025 | 0.570032 |
| 161.6 | 0.570039 | 0.570046 | 0.570053 | 0.570060 | 0.570067 | 0.570074 | 0.570081 | 0.570088 | 0.570095 | 0.570102 |
| 161.7 | 0.570109 | 0.570116 | 0.570122 | 0.570129 | 0.570136 | 0.570143 | 0.570150 | 0.570157 | 0.570164 | 0.570171 |
| 161.8 | 0.570178 | 0.570185 | 0.570192 | 0.570199 | 0.570206 | 0.570213 | 0.570219 | 0.570226 | 0.570233 | 0.570240 |
| 161.9 | 0.570247 | 0.570254 | 0.570261 | 0.570268 | 0.570275 | 0.570282 | 0.570289 | 0.570296 | 0.570303 | 0.570309 |
Logarithm Table for base 7485 — N = 162.00–162.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 162.0 | 0.570316 | 0.570323 | 0.570330 | 0.570337 | 0.570344 | 0.570351 | 0.570358 | 0.570365 | 0.570372 | 0.570379 |
| 162.1 | 0.570386 | 0.570392 | 0.570399 | 0.570406 | 0.570413 | 0.570420 | 0.570427 | 0.570434 | 0.570441 | 0.570448 |
| 162.2 | 0.570455 | 0.570462 | 0.570469 | 0.570475 | 0.570482 | 0.570489 | 0.570496 | 0.570503 | 0.570510 | 0.570517 |
| 162.3 | 0.570524 | 0.570531 | 0.570538 | 0.570544 | 0.570551 | 0.570558 | 0.570565 | 0.570572 | 0.570579 | 0.570586 |
| 162.4 | 0.570593 | 0.570600 | 0.570607 | 0.570614 | 0.570620 | 0.570627 | 0.570634 | 0.570641 | 0.570648 | 0.570655 |
| 162.5 | 0.570662 | 0.570669 | 0.570676 | 0.570683 | 0.570689 | 0.570696 | 0.570703 | 0.570710 | 0.570717 | 0.570724 |
| 162.6 | 0.570731 | 0.570738 | 0.570745 | 0.570751 | 0.570758 | 0.570765 | 0.570772 | 0.570779 | 0.570786 | 0.570793 |
| 162.7 | 0.570800 | 0.570807 | 0.570813 | 0.570820 | 0.570827 | 0.570834 | 0.570841 | 0.570848 | 0.570855 | 0.570862 |
| 162.8 | 0.570869 | 0.570875 | 0.570882 | 0.570889 | 0.570896 | 0.570903 | 0.570910 | 0.570917 | 0.570924 | 0.570931 |
| 162.9 | 0.570937 | 0.570944 | 0.570951 | 0.570958 | 0.570965 | 0.570972 | 0.570979 | 0.570986 | 0.570992 | 0.570999 |
Logarithm Table for base 7485 — N = 163.00–163.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 163.0 | 0.571006 | 0.571013 | 0.571020 | 0.571027 | 0.571034 | 0.571041 | 0.571047 | 0.571054 | 0.571061 | 0.571068 |
| 163.1 | 0.571075 | 0.571082 | 0.571089 | 0.571096 | 0.571102 | 0.571109 | 0.571116 | 0.571123 | 0.571130 | 0.571137 |
| 163.2 | 0.571144 | 0.571151 | 0.571157 | 0.571164 | 0.571171 | 0.571178 | 0.571185 | 0.571192 | 0.571199 | 0.571205 |
| 163.3 | 0.571212 | 0.571219 | 0.571226 | 0.571233 | 0.571240 | 0.571247 | 0.571254 | 0.571260 | 0.571267 | 0.571274 |
| 163.4 | 0.571281 | 0.571288 | 0.571295 | 0.571302 | 0.571308 | 0.571315 | 0.571322 | 0.571329 | 0.571336 | 0.571343 |
| 163.5 | 0.571350 | 0.571356 | 0.571363 | 0.571370 | 0.571377 | 0.571384 | 0.571391 | 0.571398 | 0.571404 | 0.571411 |
| 163.6 | 0.571418 | 0.571425 | 0.571432 | 0.571439 | 0.571445 | 0.571452 | 0.571459 | 0.571466 | 0.571473 | 0.571480 |
| 163.7 | 0.571487 | 0.571493 | 0.571500 | 0.571507 | 0.571514 | 0.571521 | 0.571528 | 0.571535 | 0.571541 | 0.571548 |
| 163.8 | 0.571555 | 0.571562 | 0.571569 | 0.571576 | 0.571582 | 0.571589 | 0.571596 | 0.571603 | 0.571610 | 0.571617 |
| 163.9 | 0.571623 | 0.571630 | 0.571637 | 0.571644 | 0.571651 | 0.571658 | 0.571664 | 0.571671 | 0.571678 | 0.571685 |
Logarithm Table for base 7485 — N = 164.00–164.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 164.0 | 0.571692 | 0.571699 | 0.571706 | 0.571712 | 0.571719 | 0.571726 | 0.571733 | 0.571740 | 0.571747 | 0.571753 |
| 164.1 | 0.571760 | 0.571767 | 0.571774 | 0.571781 | 0.571787 | 0.571794 | 0.571801 | 0.571808 | 0.571815 | 0.571822 |
| 164.2 | 0.571828 | 0.571835 | 0.571842 | 0.571849 | 0.571856 | 0.571863 | 0.571869 | 0.571876 | 0.571883 | 0.571890 |
| 164.3 | 0.571897 | 0.571904 | 0.571910 | 0.571917 | 0.571924 | 0.571931 | 0.571938 | 0.571944 | 0.571951 | 0.571958 |
| 164.4 | 0.571965 | 0.571972 | 0.571979 | 0.571985 | 0.571992 | 0.571999 | 0.572006 | 0.572013 | 0.572019 | 0.572026 |
| 164.5 | 0.572033 | 0.572040 | 0.572047 | 0.572054 | 0.572060 | 0.572067 | 0.572074 | 0.572081 | 0.572088 | 0.572094 |
| 164.6 | 0.572101 | 0.572108 | 0.572115 | 0.572122 | 0.572128 | 0.572135 | 0.572142 | 0.572149 | 0.572156 | 0.572162 |
| 164.7 | 0.572169 | 0.572176 | 0.572183 | 0.572190 | 0.572197 | 0.572203 | 0.572210 | 0.572217 | 0.572224 | 0.572231 |
| 164.8 | 0.572237 | 0.572244 | 0.572251 | 0.572258 | 0.572265 | 0.572271 | 0.572278 | 0.572285 | 0.572292 | 0.572299 |
| 164.9 | 0.572305 | 0.572312 | 0.572319 | 0.572326 | 0.572333 | 0.572339 | 0.572346 | 0.572353 | 0.572360 | 0.572367 |
Logarithm Table for base 7485 — N = 165.00–165.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 165.0 | 0.572373 | 0.572380 | 0.572387 | 0.572394 | 0.572400 | 0.572407 | 0.572414 | 0.572421 | 0.572428 | 0.572434 |
| 165.1 | 0.572441 | 0.572448 | 0.572455 | 0.572462 | 0.572468 | 0.572475 | 0.572482 | 0.572489 | 0.572496 | 0.572502 |
| 165.2 | 0.572509 | 0.572516 | 0.572523 | 0.572529 | 0.572536 | 0.572543 | 0.572550 | 0.572557 | 0.572563 | 0.572570 |
| 165.3 | 0.572577 | 0.572584 | 0.572590 | 0.572597 | 0.572604 | 0.572611 | 0.572618 | 0.572624 | 0.572631 | 0.572638 |
| 165.4 | 0.572645 | 0.572652 | 0.572658 | 0.572665 | 0.572672 | 0.572679 | 0.572685 | 0.572692 | 0.572699 | 0.572706 |
| 165.5 | 0.572712 | 0.572719 | 0.572726 | 0.572733 | 0.572740 | 0.572746 | 0.572753 | 0.572760 | 0.572767 | 0.572773 |
| 165.6 | 0.572780 | 0.572787 | 0.572794 | 0.572800 | 0.572807 | 0.572814 | 0.572821 | 0.572828 | 0.572834 | 0.572841 |
| 165.7 | 0.572848 | 0.572855 | 0.572861 | 0.572868 | 0.572875 | 0.572882 | 0.572888 | 0.572895 | 0.572902 | 0.572909 |
| 165.8 | 0.572915 | 0.572922 | 0.572929 | 0.572936 | 0.572943 | 0.572949 | 0.572956 | 0.572963 | 0.572970 | 0.572976 |
| 165.9 | 0.572983 | 0.572990 | 0.572997 | 0.573003 | 0.573010 | 0.573017 | 0.573024 | 0.573030 | 0.573037 | 0.573044 |
Logarithm Table for base 7485 — N = 166.00–166.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 166.0 | 0.573051 | 0.573057 | 0.573064 | 0.573071 | 0.573078 | 0.573084 | 0.573091 | 0.573098 | 0.573105 | 0.573111 |
| 166.1 | 0.573118 | 0.573125 | 0.573132 | 0.573138 | 0.573145 | 0.573152 | 0.573159 | 0.573165 | 0.573172 | 0.573179 |
| 166.2 | 0.573186 | 0.573192 | 0.573199 | 0.573206 | 0.573213 | 0.573219 | 0.573226 | 0.573233 | 0.573240 | 0.573246 |
| 166.3 | 0.573253 | 0.573260 | 0.573267 | 0.573273 | 0.573280 | 0.573287 | 0.573293 | 0.573300 | 0.573307 | 0.573314 |
| 166.4 | 0.573320 | 0.573327 | 0.573334 | 0.573341 | 0.573347 | 0.573354 | 0.573361 | 0.573368 | 0.573374 | 0.573381 |
| 166.5 | 0.573388 | 0.573395 | 0.573401 | 0.573408 | 0.573415 | 0.573421 | 0.573428 | 0.573435 | 0.573442 | 0.573448 |
| 166.6 | 0.573455 | 0.573462 | 0.573469 | 0.573475 | 0.573482 | 0.573489 | 0.573495 | 0.573502 | 0.573509 | 0.573516 |
| 166.7 | 0.573522 | 0.573529 | 0.573536 | 0.573543 | 0.573549 | 0.573556 | 0.573563 | 0.573569 | 0.573576 | 0.573583 |
| 166.8 | 0.573590 | 0.573596 | 0.573603 | 0.573610 | 0.573616 | 0.573623 | 0.573630 | 0.573637 | 0.573643 | 0.573650 |
| 166.9 | 0.573657 | 0.573663 | 0.573670 | 0.573677 | 0.573684 | 0.573690 | 0.573697 | 0.573704 | 0.573710 | 0.573717 |
Logarithm Table for base 7485 — N = 167.00–167.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 167.0 | 0.573724 | 0.573731 | 0.573737 | 0.573744 | 0.573751 | 0.573757 | 0.573764 | 0.573771 | 0.573778 | 0.573784 |
| 167.1 | 0.573791 | 0.573798 | 0.573804 | 0.573811 | 0.573818 | 0.573825 | 0.573831 | 0.573838 | 0.573845 | 0.573851 |
| 167.2 | 0.573858 | 0.573865 | 0.573871 | 0.573878 | 0.573885 | 0.573892 | 0.573898 | 0.573905 | 0.573912 | 0.573918 |
| 167.3 | 0.573925 | 0.573932 | 0.573939 | 0.573945 | 0.573952 | 0.573959 | 0.573965 | 0.573972 | 0.573979 | 0.573985 |
| 167.4 | 0.573992 | 0.573999 | 0.574005 | 0.574012 | 0.574019 | 0.574026 | 0.574032 | 0.574039 | 0.574046 | 0.574052 |
| 167.5 | 0.574059 | 0.574066 | 0.574072 | 0.574079 | 0.574086 | 0.574092 | 0.574099 | 0.574106 | 0.574113 | 0.574119 |
| 167.6 | 0.574126 | 0.574133 | 0.574139 | 0.574146 | 0.574153 | 0.574159 | 0.574166 | 0.574173 | 0.574179 | 0.574186 |
| 167.7 | 0.574193 | 0.574199 | 0.574206 | 0.574213 | 0.574220 | 0.574226 | 0.574233 | 0.574240 | 0.574246 | 0.574253 |
| 167.8 | 0.574260 | 0.574266 | 0.574273 | 0.574280 | 0.574286 | 0.574293 | 0.574300 | 0.574306 | 0.574313 | 0.574320 |
| 167.9 | 0.574326 | 0.574333 | 0.574340 | 0.574346 | 0.574353 | 0.574360 | 0.574366 | 0.574373 | 0.574380 | 0.574386 |
Logarithm Table for base 7485 — N = 168.00–168.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 168.0 | 0.574393 | 0.574400 | 0.574407 | 0.574413 | 0.574420 | 0.574427 | 0.574433 | 0.574440 | 0.574447 | 0.574453 |
| 168.1 | 0.574460 | 0.574467 | 0.574473 | 0.574480 | 0.574487 | 0.574493 | 0.574500 | 0.574507 | 0.574513 | 0.574520 |
| 168.2 | 0.574527 | 0.574533 | 0.574540 | 0.574547 | 0.574553 | 0.574560 | 0.574567 | 0.574573 | 0.574580 | 0.574587 |
| 168.3 | 0.574593 | 0.574600 | 0.574606 | 0.574613 | 0.574620 | 0.574626 | 0.574633 | 0.574640 | 0.574646 | 0.574653 |
| 168.4 | 0.574660 | 0.574666 | 0.574673 | 0.574680 | 0.574686 | 0.574693 | 0.574700 | 0.574706 | 0.574713 | 0.574720 |
| 168.5 | 0.574726 | 0.574733 | 0.574740 | 0.574746 | 0.574753 | 0.574760 | 0.574766 | 0.574773 | 0.574780 | 0.574786 |
| 168.6 | 0.574793 | 0.574799 | 0.574806 | 0.574813 | 0.574819 | 0.574826 | 0.574833 | 0.574839 | 0.574846 | 0.574853 |
| 168.7 | 0.574859 | 0.574866 | 0.574873 | 0.574879 | 0.574886 | 0.574892 | 0.574899 | 0.574906 | 0.574912 | 0.574919 |
| 168.8 | 0.574926 | 0.574932 | 0.574939 | 0.574946 | 0.574952 | 0.574959 | 0.574966 | 0.574972 | 0.574979 | 0.574985 |
| 168.9 | 0.574992 | 0.574999 | 0.575005 | 0.575012 | 0.575019 | 0.575025 | 0.575032 | 0.575039 | 0.575045 | 0.575052 |
Logarithm Table for base 7485 — N = 169.00–169.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 169.0 | 0.575058 | 0.575065 | 0.575072 | 0.575078 | 0.575085 | 0.575092 | 0.575098 | 0.575105 | 0.575111 | 0.575118 |
| 169.1 | 0.575125 | 0.575131 | 0.575138 | 0.575145 | 0.575151 | 0.575158 | 0.575165 | 0.575171 | 0.575178 | 0.575184 |
| 169.2 | 0.575191 | 0.575198 | 0.575204 | 0.575211 | 0.575218 | 0.575224 | 0.575231 | 0.575237 | 0.575244 | 0.575251 |
| 169.3 | 0.575257 | 0.575264 | 0.575271 | 0.575277 | 0.575284 | 0.575290 | 0.575297 | 0.575304 | 0.575310 | 0.575317 |
| 169.4 | 0.575323 | 0.575330 | 0.575337 | 0.575343 | 0.575350 | 0.575357 | 0.575363 | 0.575370 | 0.575376 | 0.575383 |
| 169.5 | 0.575390 | 0.575396 | 0.575403 | 0.575409 | 0.575416 | 0.575423 | 0.575429 | 0.575436 | 0.575443 | 0.575449 |
| 169.6 | 0.575456 | 0.575462 | 0.575469 | 0.575476 | 0.575482 | 0.575489 | 0.575495 | 0.575502 | 0.575509 | 0.575515 |
| 169.7 | 0.575522 | 0.575528 | 0.575535 | 0.575542 | 0.575548 | 0.575555 | 0.575561 | 0.575568 | 0.575575 | 0.575581 |
| 169.8 | 0.575588 | 0.575594 | 0.575601 | 0.575608 | 0.575614 | 0.575621 | 0.575627 | 0.575634 | 0.575641 | 0.575647 |
| 169.9 | 0.575654 | 0.575660 | 0.575667 | 0.575674 | 0.575680 | 0.575687 | 0.575693 | 0.575700 | 0.575707 | 0.575713 |
Logarithm Table for base 7485 — N = 170.00–170.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 170.0 | 0.575720 | 0.575726 | 0.575733 | 0.575740 | 0.575746 | 0.575753 | 0.575759 | 0.575766 | 0.575773 | 0.575779 |
| 170.1 | 0.575786 | 0.575792 | 0.575799 | 0.575805 | 0.575812 | 0.575819 | 0.575825 | 0.575832 | 0.575838 | 0.575845 |
| 170.2 | 0.575852 | 0.575858 | 0.575865 | 0.575871 | 0.575878 | 0.575885 | 0.575891 | 0.575898 | 0.575904 | 0.575911 |
| 170.3 | 0.575917 | 0.575924 | 0.575931 | 0.575937 | 0.575944 | 0.575950 | 0.575957 | 0.575964 | 0.575970 | 0.575977 |
| 170.4 | 0.575983 | 0.575990 | 0.575996 | 0.576003 | 0.576010 | 0.576016 | 0.576023 | 0.576029 | 0.576036 | 0.576042 |
| 170.5 | 0.576049 | 0.576056 | 0.576062 | 0.576069 | 0.576075 | 0.576082 | 0.576088 | 0.576095 | 0.576102 | 0.576108 |
| 170.6 | 0.576115 | 0.576121 | 0.576128 | 0.576134 | 0.576141 | 0.576148 | 0.576154 | 0.576161 | 0.576167 | 0.576174 |
| 170.7 | 0.576180 | 0.576187 | 0.576194 | 0.576200 | 0.576207 | 0.576213 | 0.576220 | 0.576226 | 0.576233 | 0.576240 |
| 170.8 | 0.576246 | 0.576253 | 0.576259 | 0.576266 | 0.576272 | 0.576279 | 0.576285 | 0.576292 | 0.576299 | 0.576305 |
| 170.9 | 0.576312 | 0.576318 | 0.576325 | 0.576331 | 0.576338 | 0.576344 | 0.576351 | 0.576358 | 0.576364 | 0.576371 |
Logarithm Table for base 7485 — N = 171.00–171.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 171.0 | 0.576377 | 0.576384 | 0.576390 | 0.576397 | 0.576403 | 0.576410 | 0.576417 | 0.576423 | 0.576430 | 0.576436 |
| 171.1 | 0.576443 | 0.576449 | 0.576456 | 0.576462 | 0.576469 | 0.576476 | 0.576482 | 0.576489 | 0.576495 | 0.576502 |
| 171.2 | 0.576508 | 0.576515 | 0.576521 | 0.576528 | 0.576534 | 0.576541 | 0.576548 | 0.576554 | 0.576561 | 0.576567 |
| 171.3 | 0.576574 | 0.576580 | 0.576587 | 0.576593 | 0.576600 | 0.576606 | 0.576613 | 0.576620 | 0.576626 | 0.576633 |
| 171.4 | 0.576639 | 0.576646 | 0.576652 | 0.576659 | 0.576665 | 0.576672 | 0.576678 | 0.576685 | 0.576691 | 0.576698 |
| 171.5 | 0.576705 | 0.576711 | 0.576718 | 0.576724 | 0.576731 | 0.576737 | 0.576744 | 0.576750 | 0.576757 | 0.576763 |
| 171.6 | 0.576770 | 0.576776 | 0.576783 | 0.576790 | 0.576796 | 0.576803 | 0.576809 | 0.576816 | 0.576822 | 0.576829 |
| 171.7 | 0.576835 | 0.576842 | 0.576848 | 0.576855 | 0.576861 | 0.576868 | 0.576874 | 0.576881 | 0.576887 | 0.576894 |
| 171.8 | 0.576900 | 0.576907 | 0.576914 | 0.576920 | 0.576927 | 0.576933 | 0.576940 | 0.576946 | 0.576953 | 0.576959 |
| 171.9 | 0.576966 | 0.576972 | 0.576979 | 0.576985 | 0.576992 | 0.576998 | 0.577005 | 0.577011 | 0.577018 | 0.577024 |
Logarithm Table for base 7485 — N = 172.00–172.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 172.0 | 0.577031 | 0.577037 | 0.577044 | 0.577050 | 0.577057 | 0.577063 | 0.577070 | 0.577077 | 0.577083 | 0.577090 |
| 172.1 | 0.577096 | 0.577103 | 0.577109 | 0.577116 | 0.577122 | 0.577129 | 0.577135 | 0.577142 | 0.577148 | 0.577155 |
| 172.2 | 0.577161 | 0.577168 | 0.577174 | 0.577181 | 0.577187 | 0.577194 | 0.577200 | 0.577207 | 0.577213 | 0.577220 |
| 172.3 | 0.577226 | 0.577233 | 0.577239 | 0.577246 | 0.577252 | 0.577259 | 0.577265 | 0.577272 | 0.577278 | 0.577285 |
| 172.4 | 0.577291 | 0.577298 | 0.577304 | 0.577311 | 0.577317 | 0.577324 | 0.577330 | 0.577337 | 0.577343 | 0.577350 |
| 172.5 | 0.577356 | 0.577363 | 0.577369 | 0.577376 | 0.577382 | 0.577389 | 0.577395 | 0.577402 | 0.577408 | 0.577415 |
| 172.6 | 0.577421 | 0.577428 | 0.577434 | 0.577441 | 0.577447 | 0.577454 | 0.577460 | 0.577467 | 0.577473 | 0.577480 |
| 172.7 | 0.577486 | 0.577493 | 0.577499 | 0.577506 | 0.577512 | 0.577519 | 0.577525 | 0.577532 | 0.577538 | 0.577545 |
| 172.8 | 0.577551 | 0.577558 | 0.577564 | 0.577571 | 0.577577 | 0.577584 | 0.577590 | 0.577597 | 0.577603 | 0.577609 |
| 172.9 | 0.577616 | 0.577622 | 0.577629 | 0.577635 | 0.577642 | 0.577648 | 0.577655 | 0.577661 | 0.577668 | 0.577674 |
Logarithm Table for base 7485 — N = 173.00–173.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 173.0 | 0.577681 | 0.577687 | 0.577694 | 0.577700 | 0.577707 | 0.577713 | 0.577720 | 0.577726 | 0.577733 | 0.577739 |
| 173.1 | 0.577746 | 0.577752 | 0.577758 | 0.577765 | 0.577771 | 0.577778 | 0.577784 | 0.577791 | 0.577797 | 0.577804 |
| 173.2 | 0.577810 | 0.577817 | 0.577823 | 0.577830 | 0.577836 | 0.577843 | 0.577849 | 0.577856 | 0.577862 | 0.577869 |
| 173.3 | 0.577875 | 0.577881 | 0.577888 | 0.577894 | 0.577901 | 0.577907 | 0.577914 | 0.577920 | 0.577927 | 0.577933 |
| 173.4 | 0.577940 | 0.577946 | 0.577953 | 0.577959 | 0.577966 | 0.577972 | 0.577978 | 0.577985 | 0.577991 | 0.577998 |
| 173.5 | 0.578004 | 0.578011 | 0.578017 | 0.578024 | 0.578030 | 0.578037 | 0.578043 | 0.578050 | 0.578056 | 0.578062 |
| 173.6 | 0.578069 | 0.578075 | 0.578082 | 0.578088 | 0.578095 | 0.578101 | 0.578108 | 0.578114 | 0.578121 | 0.578127 |
| 173.7 | 0.578133 | 0.578140 | 0.578146 | 0.578153 | 0.578159 | 0.578166 | 0.578172 | 0.578179 | 0.578185 | 0.578192 |
| 173.8 | 0.578198 | 0.578204 | 0.578211 | 0.578217 | 0.578224 | 0.578230 | 0.578237 | 0.578243 | 0.578250 | 0.578256 |
| 173.9 | 0.578262 | 0.578269 | 0.578275 | 0.578282 | 0.578288 | 0.578295 | 0.578301 | 0.578308 | 0.578314 | 0.578320 |
Logarithm Table for base 7485 — N = 174.00–174.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 174.0 | 0.578327 | 0.578333 | 0.578340 | 0.578346 | 0.578353 | 0.578359 | 0.578366 | 0.578372 | 0.578378 | 0.578385 |
| 174.1 | 0.578391 | 0.578398 | 0.578404 | 0.578411 | 0.578417 | 0.578423 | 0.578430 | 0.578436 | 0.578443 | 0.578449 |
| 174.2 | 0.578456 | 0.578462 | 0.578469 | 0.578475 | 0.578481 | 0.578488 | 0.578494 | 0.578501 | 0.578507 | 0.578514 |
| 174.3 | 0.578520 | 0.578526 | 0.578533 | 0.578539 | 0.578546 | 0.578552 | 0.578559 | 0.578565 | 0.578571 | 0.578578 |
| 174.4 | 0.578584 | 0.578591 | 0.578597 | 0.578604 | 0.578610 | 0.578616 | 0.578623 | 0.578629 | 0.578636 | 0.578642 |
| 174.5 | 0.578649 | 0.578655 | 0.578661 | 0.578668 | 0.578674 | 0.578681 | 0.578687 | 0.578693 | 0.578700 | 0.578706 |
| 174.6 | 0.578713 | 0.578719 | 0.578726 | 0.578732 | 0.578738 | 0.578745 | 0.578751 | 0.578758 | 0.578764 | 0.578771 |
| 174.7 | 0.578777 | 0.578783 | 0.578790 | 0.578796 | 0.578803 | 0.578809 | 0.578815 | 0.578822 | 0.578828 | 0.578835 |
| 174.8 | 0.578841 | 0.578848 | 0.578854 | 0.578860 | 0.578867 | 0.578873 | 0.578880 | 0.578886 | 0.578892 | 0.578899 |
| 174.9 | 0.578905 | 0.578912 | 0.578918 | 0.578924 | 0.578931 | 0.578937 | 0.578944 | 0.578950 | 0.578956 | 0.578963 |
Logarithm Table for base 7485 — N = 175.00–175.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 175.0 | 0.578969 | 0.578976 | 0.578982 | 0.578988 | 0.578995 | 0.579001 | 0.579008 | 0.579014 | 0.579021 | 0.579027 |
| 175.1 | 0.579033 | 0.579040 | 0.579046 | 0.579053 | 0.579059 | 0.579065 | 0.579072 | 0.579078 | 0.579085 | 0.579091 |
| 175.2 | 0.579097 | 0.579104 | 0.579110 | 0.579117 | 0.579123 | 0.579129 | 0.579136 | 0.579142 | 0.579148 | 0.579155 |
| 175.3 | 0.579161 | 0.579168 | 0.579174 | 0.579180 | 0.579187 | 0.579193 | 0.579200 | 0.579206 | 0.579212 | 0.579219 |
| 175.4 | 0.579225 | 0.579232 | 0.579238 | 0.579244 | 0.579251 | 0.579257 | 0.579264 | 0.579270 | 0.579276 | 0.579283 |
| 175.5 | 0.579289 | 0.579295 | 0.579302 | 0.579308 | 0.579315 | 0.579321 | 0.579327 | 0.579334 | 0.579340 | 0.579347 |
| 175.6 | 0.579353 | 0.579359 | 0.579366 | 0.579372 | 0.579378 | 0.579385 | 0.579391 | 0.579398 | 0.579404 | 0.579410 |
| 175.7 | 0.579417 | 0.579423 | 0.579430 | 0.579436 | 0.579442 | 0.579449 | 0.579455 | 0.579461 | 0.579468 | 0.579474 |
| 175.8 | 0.579481 | 0.579487 | 0.579493 | 0.579500 | 0.579506 | 0.579512 | 0.579519 | 0.579525 | 0.579532 | 0.579538 |
| 175.9 | 0.579544 | 0.579551 | 0.579557 | 0.579563 | 0.579570 | 0.579576 | 0.579583 | 0.579589 | 0.579595 | 0.579602 |
Logarithm Table for base 7485 — N = 176.00–176.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 176.0 | 0.579608 | 0.579614 | 0.579621 | 0.579627 | 0.579634 | 0.579640 | 0.579646 | 0.579653 | 0.579659 | 0.579665 |
| 176.1 | 0.579672 | 0.579678 | 0.579684 | 0.579691 | 0.579697 | 0.579704 | 0.579710 | 0.579716 | 0.579723 | 0.579729 |
| 176.2 | 0.579735 | 0.579742 | 0.579748 | 0.579754 | 0.579761 | 0.579767 | 0.579774 | 0.579780 | 0.579786 | 0.579793 |
| 176.3 | 0.579799 | 0.579805 | 0.579812 | 0.579818 | 0.579824 | 0.579831 | 0.579837 | 0.579843 | 0.579850 | 0.579856 |
| 176.4 | 0.579863 | 0.579869 | 0.579875 | 0.579882 | 0.579888 | 0.579894 | 0.579901 | 0.579907 | 0.579913 | 0.579920 |
| 176.5 | 0.579926 | 0.579932 | 0.579939 | 0.579945 | 0.579951 | 0.579958 | 0.579964 | 0.579970 | 0.579977 | 0.579983 |
| 176.6 | 0.579990 | 0.579996 | 0.580002 | 0.580009 | 0.580015 | 0.580021 | 0.580028 | 0.580034 | 0.580040 | 0.580047 |
| 176.7 | 0.580053 | 0.580059 | 0.580066 | 0.580072 | 0.580078 | 0.580085 | 0.580091 | 0.580097 | 0.580104 | 0.580110 |
| 176.8 | 0.580116 | 0.580123 | 0.580129 | 0.580135 | 0.580142 | 0.580148 | 0.580154 | 0.580161 | 0.580167 | 0.580173 |
| 176.9 | 0.580180 | 0.580186 | 0.580192 | 0.580199 | 0.580205 | 0.580211 | 0.580218 | 0.580224 | 0.580230 | 0.580237 |
Logarithm Table for base 7485 — N = 177.00–177.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 177.0 | 0.580243 | 0.580249 | 0.580256 | 0.580262 | 0.580268 | 0.580275 | 0.580281 | 0.580287 | 0.580294 | 0.580300 |
| 177.1 | 0.580306 | 0.580313 | 0.580319 | 0.580325 | 0.580332 | 0.580338 | 0.580344 | 0.580351 | 0.580357 | 0.580363 |
| 177.2 | 0.580370 | 0.580376 | 0.580382 | 0.580389 | 0.580395 | 0.580401 | 0.580408 | 0.580414 | 0.580420 | 0.580427 |
| 177.3 | 0.580433 | 0.580439 | 0.580446 | 0.580452 | 0.580458 | 0.580465 | 0.580471 | 0.580477 | 0.580484 | 0.580490 |
| 177.4 | 0.580496 | 0.580503 | 0.580509 | 0.580515 | 0.580521 | 0.580528 | 0.580534 | 0.580540 | 0.580547 | 0.580553 |
| 177.5 | 0.580559 | 0.580566 | 0.580572 | 0.580578 | 0.580585 | 0.580591 | 0.580597 | 0.580604 | 0.580610 | 0.580616 |
| 177.6 | 0.580623 | 0.580629 | 0.580635 | 0.580641 | 0.580648 | 0.580654 | 0.580660 | 0.580667 | 0.580673 | 0.580679 |
| 177.7 | 0.580686 | 0.580692 | 0.580698 | 0.580705 | 0.580711 | 0.580717 | 0.580723 | 0.580730 | 0.580736 | 0.580742 |
| 177.8 | 0.580749 | 0.580755 | 0.580761 | 0.580768 | 0.580774 | 0.580780 | 0.580786 | 0.580793 | 0.580799 | 0.580805 |
| 177.9 | 0.580812 | 0.580818 | 0.580824 | 0.580831 | 0.580837 | 0.580843 | 0.580850 | 0.580856 | 0.580862 | 0.580868 |
Logarithm Table for base 7485 — N = 178.00–178.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 178.0 | 0.580875 | 0.580881 | 0.580887 | 0.580894 | 0.580900 | 0.580906 | 0.580912 | 0.580919 | 0.580925 | 0.580931 |
| 178.1 | 0.580938 | 0.580944 | 0.580950 | 0.580957 | 0.580963 | 0.580969 | 0.580975 | 0.580982 | 0.580988 | 0.580994 |
| 178.2 | 0.581001 | 0.581007 | 0.581013 | 0.581019 | 0.581026 | 0.581032 | 0.581038 | 0.581045 | 0.581051 | 0.581057 |
| 178.3 | 0.581063 | 0.581070 | 0.581076 | 0.581082 | 0.581089 | 0.581095 | 0.581101 | 0.581107 | 0.581114 | 0.581120 |
| 178.4 | 0.581126 | 0.581133 | 0.581139 | 0.581145 | 0.581151 | 0.581158 | 0.581164 | 0.581170 | 0.581177 | 0.581183 |
| 178.5 | 0.581189 | 0.581195 | 0.581202 | 0.581208 | 0.581214 | 0.581221 | 0.581227 | 0.581233 | 0.581239 | 0.581246 |
| 178.6 | 0.581252 | 0.581258 | 0.581264 | 0.581271 | 0.581277 | 0.581283 | 0.581290 | 0.581296 | 0.581302 | 0.581308 |
| 178.7 | 0.581315 | 0.581321 | 0.581327 | 0.581333 | 0.581340 | 0.581346 | 0.581352 | 0.581359 | 0.581365 | 0.581371 |
| 178.8 | 0.581377 | 0.581384 | 0.581390 | 0.581396 | 0.581402 | 0.581409 | 0.581415 | 0.581421 | 0.581428 | 0.581434 |
| 178.9 | 0.581440 | 0.581446 | 0.581453 | 0.581459 | 0.581465 | 0.581471 | 0.581478 | 0.581484 | 0.581490 | 0.581496 |
Logarithm Table for base 7485 — N = 179.00–179.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 179.0 | 0.581503 | 0.581509 | 0.581515 | 0.581521 | 0.581528 | 0.581534 | 0.581540 | 0.581547 | 0.581553 | 0.581559 |
| 179.1 | 0.581565 | 0.581572 | 0.581578 | 0.581584 | 0.581590 | 0.581597 | 0.581603 | 0.581609 | 0.581615 | 0.581622 |
| 179.2 | 0.581628 | 0.581634 | 0.581640 | 0.581647 | 0.581653 | 0.581659 | 0.581665 | 0.581672 | 0.581678 | 0.581684 |
| 179.3 | 0.581690 | 0.581697 | 0.581703 | 0.581709 | 0.581715 | 0.581722 | 0.581728 | 0.581734 | 0.581740 | 0.581747 |
| 179.4 | 0.581753 | 0.581759 | 0.581765 | 0.581772 | 0.581778 | 0.581784 | 0.581790 | 0.581797 | 0.581803 | 0.581809 |
| 179.5 | 0.581815 | 0.581822 | 0.581828 | 0.581834 | 0.581840 | 0.581847 | 0.581853 | 0.581859 | 0.581865 | 0.581872 |
| 179.6 | 0.581878 | 0.581884 | 0.581890 | 0.581897 | 0.581903 | 0.581909 | 0.581915 | 0.581922 | 0.581928 | 0.581934 |
| 179.7 | 0.581940 | 0.581946 | 0.581953 | 0.581959 | 0.581965 | 0.581971 | 0.581978 | 0.581984 | 0.581990 | 0.581996 |
| 179.8 | 0.582003 | 0.582009 | 0.582015 | 0.582021 | 0.582028 | 0.582034 | 0.582040 | 0.582046 | 0.582052 | 0.582059 |
| 179.9 | 0.582065 | 0.582071 | 0.582077 | 0.582084 | 0.582090 | 0.582096 | 0.582102 | 0.582109 | 0.582115 | 0.582121 |
Logarithm Table for base 7485 — N = 180.00–180.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 180.0 | 0.582127 | 0.582133 | 0.582140 | 0.582146 | 0.582152 | 0.582158 | 0.582165 | 0.582171 | 0.582177 | 0.582183 |
| 180.1 | 0.582189 | 0.582196 | 0.582202 | 0.582208 | 0.582214 | 0.582221 | 0.582227 | 0.582233 | 0.582239 | 0.582245 |
| 180.2 | 0.582252 | 0.582258 | 0.582264 | 0.582270 | 0.582277 | 0.582283 | 0.582289 | 0.582295 | 0.582301 | 0.582308 |
| 180.3 | 0.582314 | 0.582320 | 0.582326 | 0.582333 | 0.582339 | 0.582345 | 0.582351 | 0.582357 | 0.582364 | 0.582370 |
| 180.4 | 0.582376 | 0.582382 | 0.582388 | 0.582395 | 0.582401 | 0.582407 | 0.582413 | 0.582420 | 0.582426 | 0.582432 |
| 180.5 | 0.582438 | 0.582444 | 0.582451 | 0.582457 | 0.582463 | 0.582469 | 0.582475 | 0.582482 | 0.582488 | 0.582494 |
| 180.6 | 0.582500 | 0.582506 | 0.582513 | 0.582519 | 0.582525 | 0.582531 | 0.582537 | 0.582544 | 0.582550 | 0.582556 |
| 180.7 | 0.582562 | 0.582569 | 0.582575 | 0.582581 | 0.582587 | 0.582593 | 0.582600 | 0.582606 | 0.582612 | 0.582618 |
| 180.8 | 0.582624 | 0.582631 | 0.582637 | 0.582643 | 0.582649 | 0.582655 | 0.582662 | 0.582668 | 0.582674 | 0.582680 |
| 180.9 | 0.582686 | 0.582693 | 0.582699 | 0.582705 | 0.582711 | 0.582717 | 0.582723 | 0.582730 | 0.582736 | 0.582742 |
Logarithm Table for base 7485 — N = 181.00–181.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 181.0 | 0.582748 | 0.582754 | 0.582761 | 0.582767 | 0.582773 | 0.582779 | 0.582785 | 0.582792 | 0.582798 | 0.582804 |
| 181.1 | 0.582810 | 0.582816 | 0.582823 | 0.582829 | 0.582835 | 0.582841 | 0.582847 | 0.582854 | 0.582860 | 0.582866 |
| 181.2 | 0.582872 | 0.582878 | 0.582884 | 0.582891 | 0.582897 | 0.582903 | 0.582909 | 0.582915 | 0.582922 | 0.582928 |
| 181.3 | 0.582934 | 0.582940 | 0.582946 | 0.582952 | 0.582959 | 0.582965 | 0.582971 | 0.582977 | 0.582983 | 0.582990 |
| 181.4 | 0.582996 | 0.583002 | 0.583008 | 0.583014 | 0.583020 | 0.583027 | 0.583033 | 0.583039 | 0.583045 | 0.583051 |
| 181.5 | 0.583058 | 0.583064 | 0.583070 | 0.583076 | 0.583082 | 0.583088 | 0.583095 | 0.583101 | 0.583107 | 0.583113 |
| 181.6 | 0.583119 | 0.583125 | 0.583132 | 0.583138 | 0.583144 | 0.583150 | 0.583156 | 0.583162 | 0.583169 | 0.583175 |
| 181.7 | 0.583181 | 0.583187 | 0.583193 | 0.583199 | 0.583206 | 0.583212 | 0.583218 | 0.583224 | 0.583230 | 0.583236 |
| 181.8 | 0.583243 | 0.583249 | 0.583255 | 0.583261 | 0.583267 | 0.583273 | 0.583280 | 0.583286 | 0.583292 | 0.583298 |
| 181.9 | 0.583304 | 0.583310 | 0.583317 | 0.583323 | 0.583329 | 0.583335 | 0.583341 | 0.583347 | 0.583354 | 0.583360 |
Logarithm Table for base 7485 — N = 182.00–182.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 182.0 | 0.583366 | 0.583372 | 0.583378 | 0.583384 | 0.583391 | 0.583397 | 0.583403 | 0.583409 | 0.583415 | 0.583421 |
| 182.1 | 0.583427 | 0.583434 | 0.583440 | 0.583446 | 0.583452 | 0.583458 | 0.583464 | 0.583471 | 0.583477 | 0.583483 |
| 182.2 | 0.583489 | 0.583495 | 0.583501 | 0.583507 | 0.583514 | 0.583520 | 0.583526 | 0.583532 | 0.583538 | 0.583544 |
| 182.3 | 0.583551 | 0.583557 | 0.583563 | 0.583569 | 0.583575 | 0.583581 | 0.583587 | 0.583594 | 0.583600 | 0.583606 |
| 182.4 | 0.583612 | 0.583618 | 0.583624 | 0.583630 | 0.583637 | 0.583643 | 0.583649 | 0.583655 | 0.583661 | 0.583667 |
| 182.5 | 0.583673 | 0.583680 | 0.583686 | 0.583692 | 0.583698 | 0.583704 | 0.583710 | 0.583716 | 0.583723 | 0.583729 |
| 182.6 | 0.583735 | 0.583741 | 0.583747 | 0.583753 | 0.583759 | 0.583766 | 0.583772 | 0.583778 | 0.583784 | 0.583790 |
| 182.7 | 0.583796 | 0.583802 | 0.583808 | 0.583815 | 0.583821 | 0.583827 | 0.583833 | 0.583839 | 0.583845 | 0.583851 |
| 182.8 | 0.583858 | 0.583864 | 0.583870 | 0.583876 | 0.583882 | 0.583888 | 0.583894 | 0.583900 | 0.583907 | 0.583913 |
| 182.9 | 0.583919 | 0.583925 | 0.583931 | 0.583937 | 0.583943 | 0.583950 | 0.583956 | 0.583962 | 0.583968 | 0.583974 |
Logarithm Table for base 7485 — N = 183.00–183.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 183.0 | 0.583980 | 0.583986 | 0.583992 | 0.583999 | 0.584005 | 0.584011 | 0.584017 | 0.584023 | 0.584029 | 0.584035 |
| 183.1 | 0.584041 | 0.584048 | 0.584054 | 0.584060 | 0.584066 | 0.584072 | 0.584078 | 0.584084 | 0.584090 | 0.584096 |
| 183.2 | 0.584103 | 0.584109 | 0.584115 | 0.584121 | 0.584127 | 0.584133 | 0.584139 | 0.584145 | 0.584152 | 0.584158 |
| 183.3 | 0.584164 | 0.584170 | 0.584176 | 0.584182 | 0.584188 | 0.584194 | 0.584200 | 0.584207 | 0.584213 | 0.584219 |
| 183.4 | 0.584225 | 0.584231 | 0.584237 | 0.584243 | 0.584249 | 0.584255 | 0.584262 | 0.584268 | 0.584274 | 0.584280 |
| 183.5 | 0.584286 | 0.584292 | 0.584298 | 0.584304 | 0.584310 | 0.584317 | 0.584323 | 0.584329 | 0.584335 | 0.584341 |
| 183.6 | 0.584347 | 0.584353 | 0.584359 | 0.584365 | 0.584372 | 0.584378 | 0.584384 | 0.584390 | 0.584396 | 0.584402 |
| 183.7 | 0.584408 | 0.584414 | 0.584420 | 0.584426 | 0.584433 | 0.584439 | 0.584445 | 0.584451 | 0.584457 | 0.584463 |
| 183.8 | 0.584469 | 0.584475 | 0.584481 | 0.584487 | 0.584494 | 0.584500 | 0.584506 | 0.584512 | 0.584518 | 0.584524 |
| 183.9 | 0.584530 | 0.584536 | 0.584542 | 0.584548 | 0.584554 | 0.584561 | 0.584567 | 0.584573 | 0.584579 | 0.584585 |
Logarithm Table for base 7485 — N = 184.00–184.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 184.0 | 0.584591 | 0.584597 | 0.584603 | 0.584609 | 0.584615 | 0.584621 | 0.584628 | 0.584634 | 0.584640 | 0.584646 |
| 184.1 | 0.584652 | 0.584658 | 0.584664 | 0.584670 | 0.584676 | 0.584682 | 0.584688 | 0.584695 | 0.584701 | 0.584707 |
| 184.2 | 0.584713 | 0.584719 | 0.584725 | 0.584731 | 0.584737 | 0.584743 | 0.584749 | 0.584755 | 0.584761 | 0.584768 |
| 184.3 | 0.584774 | 0.584780 | 0.584786 | 0.584792 | 0.584798 | 0.584804 | 0.584810 | 0.584816 | 0.584822 | 0.584828 |
| 184.4 | 0.584834 | 0.584841 | 0.584847 | 0.584853 | 0.584859 | 0.584865 | 0.584871 | 0.584877 | 0.584883 | 0.584889 |
| 184.5 | 0.584895 | 0.584901 | 0.584907 | 0.584913 | 0.584920 | 0.584926 | 0.584932 | 0.584938 | 0.584944 | 0.584950 |
| 184.6 | 0.584956 | 0.584962 | 0.584968 | 0.584974 | 0.584980 | 0.584986 | 0.584992 | 0.584998 | 0.585005 | 0.585011 |
| 184.7 | 0.585017 | 0.585023 | 0.585029 | 0.585035 | 0.585041 | 0.585047 | 0.585053 | 0.585059 | 0.585065 | 0.585071 |
| 184.8 | 0.585077 | 0.585083 | 0.585090 | 0.585096 | 0.585102 | 0.585108 | 0.585114 | 0.585120 | 0.585126 | 0.585132 |
| 184.9 | 0.585138 | 0.585144 | 0.585150 | 0.585156 | 0.585162 | 0.585168 | 0.585174 | 0.585180 | 0.585187 | 0.585193 |
Logarithm Table for base 7485 — N = 185.00–185.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 185.0 | 0.585199 | 0.585205 | 0.585211 | 0.585217 | 0.585223 | 0.585229 | 0.585235 | 0.585241 | 0.585247 | 0.585253 |
| 185.1 | 0.585259 | 0.585265 | 0.585271 | 0.585277 | 0.585283 | 0.585289 | 0.585296 | 0.585302 | 0.585308 | 0.585314 |
| 185.2 | 0.585320 | 0.585326 | 0.585332 | 0.585338 | 0.585344 | 0.585350 | 0.585356 | 0.585362 | 0.585368 | 0.585374 |
| 185.3 | 0.585380 | 0.585386 | 0.585392 | 0.585398 | 0.585404 | 0.585411 | 0.585417 | 0.585423 | 0.585429 | 0.585435 |
| 185.4 | 0.585441 | 0.585447 | 0.585453 | 0.585459 | 0.585465 | 0.585471 | 0.585477 | 0.585483 | 0.585489 | 0.585495 |
| 185.5 | 0.585501 | 0.585507 | 0.585513 | 0.585519 | 0.585525 | 0.585531 | 0.585537 | 0.585543 | 0.585550 | 0.585556 |
| 185.6 | 0.585562 | 0.585568 | 0.585574 | 0.585580 | 0.585586 | 0.585592 | 0.585598 | 0.585604 | 0.585610 | 0.585616 |
| 185.7 | 0.585622 | 0.585628 | 0.585634 | 0.585640 | 0.585646 | 0.585652 | 0.585658 | 0.585664 | 0.585670 | 0.585676 |
| 185.8 | 0.585682 | 0.585688 | 0.585694 | 0.585700 | 0.585706 | 0.585712 | 0.585719 | 0.585725 | 0.585731 | 0.585737 |
| 185.9 | 0.585743 | 0.585749 | 0.585755 | 0.585761 | 0.585767 | 0.585773 | 0.585779 | 0.585785 | 0.585791 | 0.585797 |
Logarithm Table for base 7485 — N = 186.00–186.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 186.0 | 0.585803 | 0.585809 | 0.585815 | 0.585821 | 0.585827 | 0.585833 | 0.585839 | 0.585845 | 0.585851 | 0.585857 |
| 186.1 | 0.585863 | 0.585869 | 0.585875 | 0.585881 | 0.585887 | 0.585893 | 0.585899 | 0.585905 | 0.585911 | 0.585917 |
| 186.2 | 0.585923 | 0.585929 | 0.585935 | 0.585941 | 0.585947 | 0.585954 | 0.585960 | 0.585966 | 0.585972 | 0.585978 |
| 186.3 | 0.585984 | 0.585990 | 0.585996 | 0.586002 | 0.586008 | 0.586014 | 0.586020 | 0.586026 | 0.586032 | 0.586038 |
| 186.4 | 0.586044 | 0.586050 | 0.586056 | 0.586062 | 0.586068 | 0.586074 | 0.586080 | 0.586086 | 0.586092 | 0.586098 |
| 186.5 | 0.586104 | 0.586110 | 0.586116 | 0.586122 | 0.586128 | 0.586134 | 0.586140 | 0.586146 | 0.586152 | 0.586158 |
| 186.6 | 0.586164 | 0.586170 | 0.586176 | 0.586182 | 0.586188 | 0.586194 | 0.586200 | 0.586206 | 0.586212 | 0.586218 |
| 186.7 | 0.586224 | 0.586230 | 0.586236 | 0.586242 | 0.586248 | 0.586254 | 0.586260 | 0.586266 | 0.586272 | 0.586278 |
| 186.8 | 0.586284 | 0.586290 | 0.586296 | 0.586302 | 0.586308 | 0.586314 | 0.586320 | 0.586326 | 0.586332 | 0.586338 |
| 186.9 | 0.586344 | 0.586350 | 0.586356 | 0.586362 | 0.586368 | 0.586374 | 0.586380 | 0.586386 | 0.586392 | 0.586398 |
Logarithm Table for base 7485 — N = 187.00–187.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 187.0 | 0.586404 | 0.586410 | 0.586416 | 0.586422 | 0.586428 | 0.586434 | 0.586440 | 0.586446 | 0.586452 | 0.586458 |
| 187.1 | 0.586464 | 0.586470 | 0.586476 | 0.586482 | 0.586488 | 0.586494 | 0.586500 | 0.586506 | 0.586512 | 0.586518 |
| 187.2 | 0.586524 | 0.586530 | 0.586536 | 0.586542 | 0.586548 | 0.586554 | 0.586560 | 0.586566 | 0.586572 | 0.586578 |
| 187.3 | 0.586584 | 0.586590 | 0.586596 | 0.586602 | 0.586608 | 0.586614 | 0.586620 | 0.586626 | 0.586632 | 0.586638 |
| 187.4 | 0.586644 | 0.586650 | 0.586656 | 0.586661 | 0.586667 | 0.586673 | 0.586679 | 0.586685 | 0.586691 | 0.586697 |
| 187.5 | 0.586703 | 0.586709 | 0.586715 | 0.586721 | 0.586727 | 0.586733 | 0.586739 | 0.586745 | 0.586751 | 0.586757 |
| 187.6 | 0.586763 | 0.586769 | 0.586775 | 0.586781 | 0.586787 | 0.586793 | 0.586799 | 0.586805 | 0.586811 | 0.586817 |
| 187.7 | 0.586823 | 0.586829 | 0.586835 | 0.586841 | 0.586847 | 0.586853 | 0.586859 | 0.586865 | 0.586871 | 0.586877 |
| 187.8 | 0.586883 | 0.586889 | 0.586894 | 0.586900 | 0.586906 | 0.586912 | 0.586918 | 0.586924 | 0.586930 | 0.586936 |
| 187.9 | 0.586942 | 0.586948 | 0.586954 | 0.586960 | 0.586966 | 0.586972 | 0.586978 | 0.586984 | 0.586990 | 0.586996 |
Logarithm Table for base 7485 — N = 188.00–188.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 188.0 | 0.587002 | 0.587008 | 0.587014 | 0.587020 | 0.587026 | 0.587032 | 0.587038 | 0.587044 | 0.587050 | 0.587056 |
| 188.1 | 0.587061 | 0.587067 | 0.587073 | 0.587079 | 0.587085 | 0.587091 | 0.587097 | 0.587103 | 0.587109 | 0.587115 |
| 188.2 | 0.587121 | 0.587127 | 0.587133 | 0.587139 | 0.587145 | 0.587151 | 0.587157 | 0.587163 | 0.587169 | 0.587175 |
| 188.3 | 0.587181 | 0.587187 | 0.587193 | 0.587198 | 0.587204 | 0.587210 | 0.587216 | 0.587222 | 0.587228 | 0.587234 |
| 188.4 | 0.587240 | 0.587246 | 0.587252 | 0.587258 | 0.587264 | 0.587270 | 0.587276 | 0.587282 | 0.587288 | 0.587294 |
| 188.5 | 0.587300 | 0.587306 | 0.587312 | 0.587317 | 0.587323 | 0.587329 | 0.587335 | 0.587341 | 0.587347 | 0.587353 |
| 188.6 | 0.587359 | 0.587365 | 0.587371 | 0.587377 | 0.587383 | 0.587389 | 0.587395 | 0.587401 | 0.587407 | 0.587413 |
| 188.7 | 0.587418 | 0.587424 | 0.587430 | 0.587436 | 0.587442 | 0.587448 | 0.587454 | 0.587460 | 0.587466 | 0.587472 |
| 188.8 | 0.587478 | 0.587484 | 0.587490 | 0.587496 | 0.587502 | 0.587508 | 0.587513 | 0.587519 | 0.587525 | 0.587531 |
| 188.9 | 0.587537 | 0.587543 | 0.587549 | 0.587555 | 0.587561 | 0.587567 | 0.587573 | 0.587579 | 0.587585 | 0.587591 |
Logarithm Table for base 7485 — N = 189.00–189.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 189.0 | 0.587597 | 0.587602 | 0.587608 | 0.587614 | 0.587620 | 0.587626 | 0.587632 | 0.587638 | 0.587644 | 0.587650 |
| 189.1 | 0.587656 | 0.587662 | 0.587668 | 0.587674 | 0.587680 | 0.587685 | 0.587691 | 0.587697 | 0.587703 | 0.587709 |
| 189.2 | 0.587715 | 0.587721 | 0.587727 | 0.587733 | 0.587739 | 0.587745 | 0.587751 | 0.587757 | 0.587763 | 0.587768 |
| 189.3 | 0.587774 | 0.587780 | 0.587786 | 0.587792 | 0.587798 | 0.587804 | 0.587810 | 0.587816 | 0.587822 | 0.587828 |
| 189.4 | 0.587834 | 0.587839 | 0.587845 | 0.587851 | 0.587857 | 0.587863 | 0.587869 | 0.587875 | 0.587881 | 0.587887 |
| 189.5 | 0.587893 | 0.587899 | 0.587905 | 0.587910 | 0.587916 | 0.587922 | 0.587928 | 0.587934 | 0.587940 | 0.587946 |
| 189.6 | 0.587952 | 0.587958 | 0.587964 | 0.587970 | 0.587976 | 0.587981 | 0.587987 | 0.587993 | 0.587999 | 0.588005 |
| 189.7 | 0.588011 | 0.588017 | 0.588023 | 0.588029 | 0.588035 | 0.588041 | 0.588046 | 0.588052 | 0.588058 | 0.588064 |
| 189.8 | 0.588070 | 0.588076 | 0.588082 | 0.588088 | 0.588094 | 0.588100 | 0.588105 | 0.588111 | 0.588117 | 0.588123 |
| 189.9 | 0.588129 | 0.588135 | 0.588141 | 0.588147 | 0.588153 | 0.588159 | 0.588165 | 0.588170 | 0.588176 | 0.588182 |
Logarithm Table for base 7485 — N = 190.00–190.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 190.0 | 0.588188 | 0.588194 | 0.588200 | 0.588206 | 0.588212 | 0.588218 | 0.588224 | 0.588229 | 0.588235 | 0.588241 |
| 190.1 | 0.588247 | 0.588253 | 0.588259 | 0.588265 | 0.588271 | 0.588277 | 0.588282 | 0.588288 | 0.588294 | 0.588300 |
| 190.2 | 0.588306 | 0.588312 | 0.588318 | 0.588324 | 0.588330 | 0.588336 | 0.588341 | 0.588347 | 0.588353 | 0.588359 |
| 190.3 | 0.588365 | 0.588371 | 0.588377 | 0.588383 | 0.588389 | 0.588394 | 0.588400 | 0.588406 | 0.588412 | 0.588418 |
| 190.4 | 0.588424 | 0.588430 | 0.588436 | 0.588442 | 0.588447 | 0.588453 | 0.588459 | 0.588465 | 0.588471 | 0.588477 |
| 190.5 | 0.588483 | 0.588489 | 0.588495 | 0.588500 | 0.588506 | 0.588512 | 0.588518 | 0.588524 | 0.588530 | 0.588536 |
| 190.6 | 0.588542 | 0.588547 | 0.588553 | 0.588559 | 0.588565 | 0.588571 | 0.588577 | 0.588583 | 0.588589 | 0.588594 |
| 190.7 | 0.588600 | 0.588606 | 0.588612 | 0.588618 | 0.588624 | 0.588630 | 0.588636 | 0.588642 | 0.588647 | 0.588653 |
| 190.8 | 0.588659 | 0.588665 | 0.588671 | 0.588677 | 0.588683 | 0.588689 | 0.588694 | 0.588700 | 0.588706 | 0.588712 |
| 190.9 | 0.588718 | 0.588724 | 0.588730 | 0.588735 | 0.588741 | 0.588747 | 0.588753 | 0.588759 | 0.588765 | 0.588771 |
Logarithm Table for base 7485 — N = 191.00–191.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 191.0 | 0.588777 | 0.588782 | 0.588788 | 0.588794 | 0.588800 | 0.588806 | 0.588812 | 0.588818 | 0.588824 | 0.588829 |
| 191.1 | 0.588835 | 0.588841 | 0.588847 | 0.588853 | 0.588859 | 0.588865 | 0.588870 | 0.588876 | 0.588882 | 0.588888 |
| 191.2 | 0.588894 | 0.588900 | 0.588906 | 0.588911 | 0.588917 | 0.588923 | 0.588929 | 0.588935 | 0.588941 | 0.588947 |
| 191.3 | 0.588953 | 0.588958 | 0.588964 | 0.588970 | 0.588976 | 0.588982 | 0.588988 | 0.588994 | 0.588999 | 0.589005 |
| 191.4 | 0.589011 | 0.589017 | 0.589023 | 0.589029 | 0.589035 | 0.589040 | 0.589046 | 0.589052 | 0.589058 | 0.589064 |
| 191.5 | 0.589070 | 0.589075 | 0.589081 | 0.589087 | 0.589093 | 0.589099 | 0.589105 | 0.589111 | 0.589116 | 0.589122 |
| 191.6 | 0.589128 | 0.589134 | 0.589140 | 0.589146 | 0.589152 | 0.589157 | 0.589163 | 0.589169 | 0.589175 | 0.589181 |
| 191.7 | 0.589187 | 0.589193 | 0.589198 | 0.589204 | 0.589210 | 0.589216 | 0.589222 | 0.589228 | 0.589233 | 0.589239 |
| 191.8 | 0.589245 | 0.589251 | 0.589257 | 0.589263 | 0.589268 | 0.589274 | 0.589280 | 0.589286 | 0.589292 | 0.589298 |
| 191.9 | 0.589304 | 0.589309 | 0.589315 | 0.589321 | 0.589327 | 0.589333 | 0.589339 | 0.589344 | 0.589350 | 0.589356 |
Logarithm Table for base 7485 — N = 192.00–192.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 192.0 | 0.589362 | 0.589368 | 0.589374 | 0.589379 | 0.589385 | 0.589391 | 0.589397 | 0.589403 | 0.589409 | 0.589414 |
| 192.1 | 0.589420 | 0.589426 | 0.589432 | 0.589438 | 0.589444 | 0.589449 | 0.589455 | 0.589461 | 0.589467 | 0.589473 |
| 192.2 | 0.589479 | 0.589484 | 0.589490 | 0.589496 | 0.589502 | 0.589508 | 0.589514 | 0.589519 | 0.589525 | 0.589531 |
| 192.3 | 0.589537 | 0.589543 | 0.589549 | 0.589554 | 0.589560 | 0.589566 | 0.589572 | 0.589578 | 0.589584 | 0.589589 |
| 192.4 | 0.589595 | 0.589601 | 0.589607 | 0.589613 | 0.589619 | 0.589624 | 0.589630 | 0.589636 | 0.589642 | 0.589648 |
| 192.5 | 0.589653 | 0.589659 | 0.589665 | 0.589671 | 0.589677 | 0.589683 | 0.589688 | 0.589694 | 0.589700 | 0.589706 |
| 192.6 | 0.589712 | 0.589718 | 0.589723 | 0.589729 | 0.589735 | 0.589741 | 0.589747 | 0.589752 | 0.589758 | 0.589764 |
| 192.7 | 0.589770 | 0.589776 | 0.589782 | 0.589787 | 0.589793 | 0.589799 | 0.589805 | 0.589811 | 0.589816 | 0.589822 |
| 192.8 | 0.589828 | 0.589834 | 0.589840 | 0.589845 | 0.589851 | 0.589857 | 0.589863 | 0.589869 | 0.589875 | 0.589880 |
| 192.9 | 0.589886 | 0.589892 | 0.589898 | 0.589904 | 0.589909 | 0.589915 | 0.589921 | 0.589927 | 0.589933 | 0.589938 |
Logarithm Table for base 7485 — N = 193.00–193.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 193.0 | 0.589944 | 0.589950 | 0.589956 | 0.589962 | 0.589968 | 0.589973 | 0.589979 | 0.589985 | 0.589991 | 0.589997 |
| 193.1 | 0.590002 | 0.590008 | 0.590014 | 0.590020 | 0.590026 | 0.590031 | 0.590037 | 0.590043 | 0.590049 | 0.590055 |
| 193.2 | 0.590060 | 0.590066 | 0.590072 | 0.590078 | 0.590084 | 0.590089 | 0.590095 | 0.590101 | 0.590107 | 0.590113 |
| 193.3 | 0.590118 | 0.590124 | 0.590130 | 0.590136 | 0.590142 | 0.590147 | 0.590153 | 0.590159 | 0.590165 | 0.590171 |
| 193.4 | 0.590176 | 0.590182 | 0.590188 | 0.590194 | 0.590200 | 0.590205 | 0.590211 | 0.590217 | 0.590223 | 0.590229 |
| 193.5 | 0.590234 | 0.590240 | 0.590246 | 0.590252 | 0.590257 | 0.590263 | 0.590269 | 0.590275 | 0.590281 | 0.590286 |
| 193.6 | 0.590292 | 0.590298 | 0.590304 | 0.590310 | 0.590315 | 0.590321 | 0.590327 | 0.590333 | 0.590339 | 0.590344 |
| 193.7 | 0.590350 | 0.590356 | 0.590362 | 0.590367 | 0.590373 | 0.590379 | 0.590385 | 0.590391 | 0.590396 | 0.590402 |
| 193.8 | 0.590408 | 0.590414 | 0.590420 | 0.590425 | 0.590431 | 0.590437 | 0.590443 | 0.590448 | 0.590454 | 0.590460 |
| 193.9 | 0.590466 | 0.590472 | 0.590477 | 0.590483 | 0.590489 | 0.590495 | 0.590500 | 0.590506 | 0.590512 | 0.590518 |
Logarithm Table for base 7485 — N = 194.00–194.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 194.0 | 0.590524 | 0.590529 | 0.590535 | 0.590541 | 0.590547 | 0.590552 | 0.590558 | 0.590564 | 0.590570 | 0.590576 |
| 194.1 | 0.590581 | 0.590587 | 0.590593 | 0.590599 | 0.590604 | 0.590610 | 0.590616 | 0.590622 | 0.590628 | 0.590633 |
| 194.2 | 0.590639 | 0.590645 | 0.590651 | 0.590656 | 0.590662 | 0.590668 | 0.590674 | 0.590680 | 0.590685 | 0.590691 |
| 194.3 | 0.590697 | 0.590703 | 0.590708 | 0.590714 | 0.590720 | 0.590726 | 0.590731 | 0.590737 | 0.590743 | 0.590749 |
| 194.4 | 0.590755 | 0.590760 | 0.590766 | 0.590772 | 0.590778 | 0.590783 | 0.590789 | 0.590795 | 0.590801 | 0.590806 |
| 194.5 | 0.590812 | 0.590818 | 0.590824 | 0.590829 | 0.590835 | 0.590841 | 0.590847 | 0.590852 | 0.590858 | 0.590864 |
| 194.6 | 0.590870 | 0.590876 | 0.590881 | 0.590887 | 0.590893 | 0.590899 | 0.590904 | 0.590910 | 0.590916 | 0.590922 |
| 194.7 | 0.590927 | 0.590933 | 0.590939 | 0.590945 | 0.590950 | 0.590956 | 0.590962 | 0.590968 | 0.590973 | 0.590979 |
| 194.8 | 0.590985 | 0.590991 | 0.590996 | 0.591002 | 0.591008 | 0.591014 | 0.591019 | 0.591025 | 0.591031 | 0.591037 |
| 194.9 | 0.591042 | 0.591048 | 0.591054 | 0.591060 | 0.591065 | 0.591071 | 0.591077 | 0.591083 | 0.591088 | 0.591094 |
Logarithm Table for base 7485 — N = 195.00–195.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 195.0 | 0.591100 | 0.591106 | 0.591111 | 0.591117 | 0.591123 | 0.591129 | 0.591134 | 0.591140 | 0.591146 | 0.591152 |
| 195.1 | 0.591157 | 0.591163 | 0.591169 | 0.591175 | 0.591180 | 0.591186 | 0.591192 | 0.591198 | 0.591203 | 0.591209 |
| 195.2 | 0.591215 | 0.591221 | 0.591226 | 0.591232 | 0.591238 | 0.591244 | 0.591249 | 0.591255 | 0.591261 | 0.591267 |
| 195.3 | 0.591272 | 0.591278 | 0.591284 | 0.591290 | 0.591295 | 0.591301 | 0.591307 | 0.591312 | 0.591318 | 0.591324 |
| 195.4 | 0.591330 | 0.591335 | 0.591341 | 0.591347 | 0.591353 | 0.591358 | 0.591364 | 0.591370 | 0.591376 | 0.591381 |
| 195.5 | 0.591387 | 0.591393 | 0.591398 | 0.591404 | 0.591410 | 0.591416 | 0.591421 | 0.591427 | 0.591433 | 0.591439 |
| 195.6 | 0.591444 | 0.591450 | 0.591456 | 0.591462 | 0.591467 | 0.591473 | 0.591479 | 0.591484 | 0.591490 | 0.591496 |
| 195.7 | 0.591502 | 0.591507 | 0.591513 | 0.591519 | 0.591525 | 0.591530 | 0.591536 | 0.591542 | 0.591547 | 0.591553 |
| 195.8 | 0.591559 | 0.591565 | 0.591570 | 0.591576 | 0.591582 | 0.591588 | 0.591593 | 0.591599 | 0.591605 | 0.591610 |
| 195.9 | 0.591616 | 0.591622 | 0.591628 | 0.591633 | 0.591639 | 0.591645 | 0.591650 | 0.591656 | 0.591662 | 0.591668 |
Logarithm Table for base 7485 — N = 196.00–196.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 196.0 | 0.591673 | 0.591679 | 0.591685 | 0.591691 | 0.591696 | 0.591702 | 0.591708 | 0.591713 | 0.591719 | 0.591725 |
| 196.1 | 0.591731 | 0.591736 | 0.591742 | 0.591748 | 0.591753 | 0.591759 | 0.591765 | 0.591771 | 0.591776 | 0.591782 |
| 196.2 | 0.591788 | 0.591793 | 0.591799 | 0.591805 | 0.591811 | 0.591816 | 0.591822 | 0.591828 | 0.591833 | 0.591839 |
| 196.3 | 0.591845 | 0.591851 | 0.591856 | 0.591862 | 0.591868 | 0.591873 | 0.591879 | 0.591885 | 0.591890 | 0.591896 |
| 196.4 | 0.591902 | 0.591908 | 0.591913 | 0.591919 | 0.591925 | 0.591930 | 0.591936 | 0.591942 | 0.591948 | 0.591953 |
| 196.5 | 0.591959 | 0.591965 | 0.591970 | 0.591976 | 0.591982 | 0.591987 | 0.591993 | 0.591999 | 0.592005 | 0.592010 |
| 196.6 | 0.592016 | 0.592022 | 0.592027 | 0.592033 | 0.592039 | 0.592045 | 0.592050 | 0.592056 | 0.592062 | 0.592067 |
| 196.7 | 0.592073 | 0.592079 | 0.592084 | 0.592090 | 0.592096 | 0.592101 | 0.592107 | 0.592113 | 0.592119 | 0.592124 |
| 196.8 | 0.592130 | 0.592136 | 0.592141 | 0.592147 | 0.592153 | 0.592158 | 0.592164 | 0.592170 | 0.592176 | 0.592181 |
| 196.9 | 0.592187 | 0.592193 | 0.592198 | 0.592204 | 0.592210 | 0.592215 | 0.592221 | 0.592227 | 0.592232 | 0.592238 |
Logarithm Table for base 7485 — N = 197.00–197.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 197.0 | 0.592244 | 0.592250 | 0.592255 | 0.592261 | 0.592267 | 0.592272 | 0.592278 | 0.592284 | 0.592289 | 0.592295 |
| 197.1 | 0.592301 | 0.592306 | 0.592312 | 0.592318 | 0.592323 | 0.592329 | 0.592335 | 0.592341 | 0.592346 | 0.592352 |
| 197.2 | 0.592358 | 0.592363 | 0.592369 | 0.592375 | 0.592380 | 0.592386 | 0.592392 | 0.592397 | 0.592403 | 0.592409 |
| 197.3 | 0.592414 | 0.592420 | 0.592426 | 0.592431 | 0.592437 | 0.592443 | 0.592449 | 0.592454 | 0.592460 | 0.592466 |
| 197.4 | 0.592471 | 0.592477 | 0.592483 | 0.592488 | 0.592494 | 0.592500 | 0.592505 | 0.592511 | 0.592517 | 0.592522 |
| 197.5 | 0.592528 | 0.592534 | 0.592539 | 0.592545 | 0.592551 | 0.592556 | 0.592562 | 0.592568 | 0.592573 | 0.592579 |
| 197.6 | 0.592585 | 0.592590 | 0.592596 | 0.592602 | 0.592607 | 0.592613 | 0.592619 | 0.592624 | 0.592630 | 0.592636 |
| 197.7 | 0.592641 | 0.592647 | 0.592653 | 0.592658 | 0.592664 | 0.592670 | 0.592675 | 0.592681 | 0.592687 | 0.592692 |
| 197.8 | 0.592698 | 0.592704 | 0.592709 | 0.592715 | 0.592721 | 0.592726 | 0.592732 | 0.592738 | 0.592743 | 0.592749 |
| 197.9 | 0.592755 | 0.592760 | 0.592766 | 0.592772 | 0.592777 | 0.592783 | 0.592789 | 0.592794 | 0.592800 | 0.592806 |
Logarithm Table for base 7485 — N = 198.00–198.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 198.0 | 0.592811 | 0.592817 | 0.592823 | 0.592828 | 0.592834 | 0.592840 | 0.592845 | 0.592851 | 0.592857 | 0.592862 |
| 198.1 | 0.592868 | 0.592874 | 0.592879 | 0.592885 | 0.592891 | 0.592896 | 0.592902 | 0.592908 | 0.592913 | 0.592919 |
| 198.2 | 0.592925 | 0.592930 | 0.592936 | 0.592942 | 0.592947 | 0.592953 | 0.592959 | 0.592964 | 0.592970 | 0.592975 |
| 198.3 | 0.592981 | 0.592987 | 0.592992 | 0.592998 | 0.593004 | 0.593009 | 0.593015 | 0.593021 | 0.593026 | 0.593032 |
| 198.4 | 0.593038 | 0.593043 | 0.593049 | 0.593055 | 0.593060 | 0.593066 | 0.593072 | 0.593077 | 0.593083 | 0.593089 |
| 198.5 | 0.593094 | 0.593100 | 0.593105 | 0.593111 | 0.593117 | 0.593122 | 0.593128 | 0.593134 | 0.593139 | 0.593145 |
| 198.6 | 0.593151 | 0.593156 | 0.593162 | 0.593168 | 0.593173 | 0.593179 | 0.593184 | 0.593190 | 0.593196 | 0.593201 |
| 198.7 | 0.593207 | 0.593213 | 0.593218 | 0.593224 | 0.593230 | 0.593235 | 0.593241 | 0.593247 | 0.593252 | 0.593258 |
| 198.8 | 0.593263 | 0.593269 | 0.593275 | 0.593280 | 0.593286 | 0.593292 | 0.593297 | 0.593303 | 0.593309 | 0.593314 |
| 198.9 | 0.593320 | 0.593325 | 0.593331 | 0.593337 | 0.593342 | 0.593348 | 0.593354 | 0.593359 | 0.593365 | 0.593371 |
Logarithm Table for base 7485 — N = 199.00–199.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 199.0 | 0.593376 | 0.593382 | 0.593387 | 0.593393 | 0.593399 | 0.593404 | 0.593410 | 0.593416 | 0.593421 | 0.593427 |
| 199.1 | 0.593432 | 0.593438 | 0.593444 | 0.593449 | 0.593455 | 0.593461 | 0.593466 | 0.593472 | 0.593478 | 0.593483 |
| 199.2 | 0.593489 | 0.593494 | 0.593500 | 0.593506 | 0.593511 | 0.593517 | 0.593523 | 0.593528 | 0.593534 | 0.593539 |
| 199.3 | 0.593545 | 0.593551 | 0.593556 | 0.593562 | 0.593568 | 0.593573 | 0.593579 | 0.593584 | 0.593590 | 0.593596 |
| 199.4 | 0.593601 | 0.593607 | 0.593613 | 0.593618 | 0.593624 | 0.593629 | 0.593635 | 0.593641 | 0.593646 | 0.593652 |
| 199.5 | 0.593657 | 0.593663 | 0.593669 | 0.593674 | 0.593680 | 0.593686 | 0.593691 | 0.593697 | 0.593702 | 0.593708 |
| 199.6 | 0.593714 | 0.593719 | 0.593725 | 0.593730 | 0.593736 | 0.593742 | 0.593747 | 0.593753 | 0.593759 | 0.593764 |
| 199.7 | 0.593770 | 0.593775 | 0.593781 | 0.593787 | 0.593792 | 0.593798 | 0.593803 | 0.593809 | 0.593815 | 0.593820 |
| 199.8 | 0.593826 | 0.593832 | 0.593837 | 0.593843 | 0.593848 | 0.593854 | 0.593860 | 0.593865 | 0.593871 | 0.593876 |
| 199.9 | 0.593882 | 0.593888 | 0.593893 | 0.593899 | 0.593904 | 0.593910 | 0.593916 | 0.593921 | 0.593927 | 0.593932 |
Logarithm Table for base 7485 — N = 200.00–200.99
| N.i | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
|---|---|---|---|---|---|---|---|---|---|---|
| 200.0 | 0.593938 | 0.593944 | 0.593949 | 0.593955 | 0.593960 | 0.593966 | 0.593972 | 0.593977 | 0.593983 | 0.593989 |
| 200.1 | 0.593994 | 0.594000 | 0.594005 | 0.594011 | 0.594017 | 0.594022 | 0.594028 | 0.594033 | 0.594039 | 0.594045 |
| 200.2 | 0.594050 | 0.594056 | 0.594061 | 0.594067 | 0.594073 | 0.594078 | 0.594084 | 0.594089 | 0.594095 | 0.594100 |
| 200.3 | 0.594106 | 0.594112 | 0.594117 | 0.594123 | 0.594128 | 0.594134 | 0.594140 | 0.594145 | 0.594151 | 0.594156 |
| 200.4 | 0.594162 | 0.594168 | 0.594173 | 0.594179 | 0.594184 | 0.594190 | 0.594196 | 0.594201 | 0.594207 | 0.594212 |
| 200.5 | 0.594218 | 0.594224 | 0.594229 | 0.594235 | 0.594240 | 0.594246 | 0.594252 | 0.594257 | 0.594263 | 0.594268 |
| 200.6 | 0.594274 | 0.594279 | 0.594285 | 0.594291 | 0.594296 | 0.594302 | 0.594307 | 0.594313 | 0.594319 | 0.594324 |
| 200.7 | 0.594330 | 0.594335 | 0.594341 | 0.594346 | 0.594352 | 0.594358 | 0.594363 | 0.594369 | 0.594374 | 0.594380 |
| 200.8 | 0.594386 | 0.594391 | 0.594397 | 0.594402 | 0.594408 | 0.594413 | 0.594419 | 0.594425 | 0.594430 | 0.594436 |
| 200.9 | 0.594441 | 0.594447 | 0.594453 | 0.594458 | 0.594464 | 0.594469 | 0.594475 | 0.594480 | 0.594486 | 0.594492 |
Other Bases
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