]> Euler's Totient Function for n = 92001..93000

Euler's Totient Function for n = 92001..93000


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Euler's totient function (also known as the "phi function") counts the number of natural integers less than n that are coprime to n. It is very useful in number theory, e.g. to compute the number of primitive roots modulo a prime n. For more information, see:

The values presented below were computed in 2015 using a Python program.

n 92001 92002 92003 92004 92005 92006 92007 92008 92009 92010
φ(n) 48384 45552 92002 25600 73600 45568 61332 37440 92008 24528
n 92011 92012 92013 92014 92015 92016 92017 92018 92019 92020
φ(n) 91000 46004 61340 42456 57120 30240 83664 45540 59616 35616
n 92021 92022 92023 92024 92025 92026 92027 92028 92029 92030
φ(n) 86592 26208 88000 46008 48960 40480 84936 30672 78876 36808
n 92031 92032 92033 92034 92035 92036 92037 92038 92039 92040
φ(n) 61352 45952 92032 30672 72384 37152 55760 43296 89040 22272
n 92041 92042 92043 92044 92045 92046 92047 92048 92049 92050
φ(n) 92040 46020 52488 46020 71680 28336 90856 41760 60240 31440
n 92051 92052 92053 92054 92055 92056 92057 92058 92059 92060
φ(n) 92050 30672 82944 46026 43776 44640 78900 30096 83680 36816
n 92061 92062 92063 92064 92065 92066 92067 92068 92069 92070
φ(n) 59904 45600 89880 26112 73648 42480 61376 46032 88044 21600
n 92071 92072 92073 92074 92075 92076 92077 92078 92079 92080
φ(n) 78876 43264 59984 43596 70560 30688 92076 39456 56592 36800
n 92081 92082 92083 92084 92085 92086 92087 92088 92089 92090
φ(n) 83600 30192 92082 46040 42048 44880 90720 30672 86656 36832
n 92091 92092 92093 92094 92095 92096 92097 92098 92099 92100
φ(n) 61392 31680 84240 30696 72576 46016 61236 46048 77256 24480
n 92101 92102 92103 92104 92105 92106 92107 92108 92109 92110
φ(n) 89100 46050 55800 44352 67392 24192 92106 46052 61404 36000
n 92111 92112 92113 92114 92115 92116 92117 92118 92119 92120
φ(n) 92110 28800 78948 40560 46464 46056 91500 28320 92118 30912
n 92121 92122 92123 92124 92125 92126 92127 92128 92129 92130
φ(n) 61412 46060 86688 30672 66000 45360 50880 46048 91440 23616
n 92131 92132 92133 92134 92135 92136 92137 92138 92139 92140
φ(n) 80352 44520 59136 39480 73704 27840 91476 44044 61424 34560
n 92141 92142 92143 92144 92145 92146 92147 92148 92149 92150
φ(n) 78972 30708 92142 42432 49136 46072 83760 26304 89964 34560
n 92151 92152 92153 92154 92155 92156 92157 92158 92159 92160
φ(n) 61416 46072 92152 30716 63168 46076 52992 40600 91416 24576
n 92161 92162 92163 92164 92165 92166 92167 92168 92169 92170
φ(n) 88132 37968 59400 46080 73728 30720 86112 44800 45360 33984
n 92171 92172 92173 92174 92175 92176 92177 92178 92179 92180
φ(n) 90600 30720 92172 43360 49120 39456 92176 30672 92178 33440
n 92181 92182 92183 92184 92185 92186 92187 92188 92189 92190
φ(n) 61452 46090 72864 29216 72624 46092 61452 43632 92188 21024
n 92191 92192 92193 92194 92195 92196 92197 92198 92199 92200
φ(n) 76160 44352 60528 44580 73752 28224 79020 46098 60480 36800
n 92201 92202 92203 92204 92205 92206 92207 92208 92209 92210
φ(n) 91392 27720 92202 38016 49104 46102 83160 28672 82560 36880
n 92211 92212 92213 92214 92215 92216 92217 92218 92219 92220
φ(n) 52680 46104 82000 29808 73768 46104 60320 39480 92218 23296
n 92221 92222 92223 92224 92225 92226 92227 92228 92229 92230
φ(n) 92220 42552 61476 41600 57600 29088 92226 46112 60480 35200
n 92231 92232 92233 92234 92235 92236 92237 92238 92239 92240
φ(n) 91464 25920 92232 45580 40320 46116 92236 30744 79056 36864
n 92241 92242 92243 92244 92245 92246 92247 92248 92249 92250
φ(n) 59616 43392 92242 30744 69840 35880 60672 42528 89040 24000
n 92251 92252 92253 92254 92255 92256 92257 92258 92259 92260
φ(n) 92250 46124 50160 45696 73800 29760 83860 45684 57024 31584
n 92261 92262 92263 92264 92265 92266 92267 92268 92269 92270
φ(n) 82800 30752 91648 43632 49200 46132 78792 27840 92268 36904
n 92271 92272 92273 92274 92275 92276 92277 92278 92279 92280
φ(n) 61512 44928 90480 24336 73800 40832 61512 42336 83880 24576
n 92281 92282 92283 92284 92285 92286 92287 92288 92289 92290
φ(n) 79092 46140 58248 46140 73824 30744 82080 39168 61524 33520
n 92291 92292 92293 92294 92295 92296 92297 92298 92299 92300
φ(n) 90000 30760 84480 46146 42048 45264 92296 30764 88264 33600
n 92301 92302 92303 92304 92305 92306 92307 92308 92309 92310
φ(n) 55920 37368 91680 30720 73840 46152 59360 45080 79116 23040
n 92311 92312 92313 92314 92315 92316 92317 92318 92319 92320
φ(n) 92310 41920 56592 45600 71712 26208 92316 44640 61544 36864
n 92321 92322 92323 92324 92325 92326 92327 92328 92329 92330
φ(n) 84672 29304 71280 46160 49200 41184 86880 30768 91476 31632
n 92331 92332 92333 92334 92335 92336 92337 92338 92339 92340
φ(n) 61548 44960 92332 27960 72384 44352 52752 45696 85224 23328
n 92341 92342 92343 92344 92345 92346 92347 92348 92349 92350
φ(n) 91372 46170 61560 36864 63360 30780 92346 46172 59400 36920
n 92351 92352 92353 92354 92355 92356 92357 92358 92359 92360
φ(n) 77688 27648 92352 45360 47840 41960 92356 26352 87480 36928
n 92361 92362 92363 92364 92365 92366 92367 92368 92369 92370
φ(n) 57920 46180 92362 29904 56448 46182 55800 44000 92368 24624
n 92371 92372 92373 92374 92375 92376 92377 92378 92379 92380
φ(n) 91000 39576 60000 46186 73800 30768 92376 34560 51168 35520
n 92381 92382 92383 92384 92385 92386 92387 92388 92389 92390
φ(n) 92380 30272 92382 46176 49248 39588 92386 30792 81360 36952
n 92391 92392 92393 92394 92395 92396 92397 92398 92399 92400
φ(n) 53856 46192 77616 29232 69504 46196 58320 46198 92398 19200
n 92401 92402 92403 92404 92405 92406 92407 92408 92409 92410
φ(n) 92400 45172 61596 42624 73920 30800 77112 46200 61604 36960
n 92411 92412 92413 92414 92415 92416 92417 92418 92419 92420
φ(n) 81000 28800 92412 36960 48000 43776 85296 30240 92418 36960
n 92421 92422 92423 92424 92425 92426 92427 92428 92429 92430
φ(n) 52488 42000 89208 30800 73920 44928 61616 39600 86976 22464
n 92431 92432 92433 92434 92435 92436 92437 92438 92439 92440
φ(n) 92430 44928 56000 45696 59616 30808 88396 46218 61620 36960
n 92441 92442 92443 92444 92445 92446 92447 92448 92449 92450
φ(n) 91392 25200 85176 41800 49296 43488 91776 30528 77280 36120
n 92451 92452 92453 92454 92455 92456 92457 92458 92459 92460
φ(n) 61632 44576 90828 29160 65600 36288 61632 46228 92458 23232
n 92461 92462 92463 92464 92465 92466 92467 92468 92469 92470
φ(n) 92460 45592 48384 46224 73968 27960 92466 46232 56880 31680
n 92471 92472 92473 92474 92475 92476 92477 92478 92479 92480
φ(n) 91344 30816 84240 46236 48960 45360 72000 30824 92478 34816
n 92481 92482 92483 92484 92485 92486 92487 92488 92489 92490
φ(n) 59472 42672 88440 26352 72384 45760 61656 42000 92488 24656
n 92491 92492 92493 92494 92495 92496 92497 92498 92499 92500
φ(n) 77760 43776 59976 45696 68256 29440 87040 39636 56040 36000
n 92501 92502 92503 92504 92505 92506 92507 92508 92509 92510
φ(n) 91872 30780 92502 44640 42240 44220 92506 28416 91260 32480
n 92511 92512 92513 92514 92515 92516 92517 92518 92519 92520
φ(n) 58320 38976 91140 28992 74008 45600 61676 45816 79296 24576
n 92521 92522 92523 92524 92525 92526 92527 92528 92529 92530
φ(n) 77520 46260 61680 46260 74000 26424 91080 46256 58608 34992
n 92531 92532 92533 92534 92535 92536 92537 92538 92539 92540
φ(n) 87072 28000 79308 42696 47520 45024 86400 29952 89320 31680
n 92541 92542 92543 92544 92545 92546 92547 92548 92549 92550
φ(n) 60912 46270 81880 30720 72816 46272 48384 43520 87660 24640
n 92551 92552 92553 92554 92555 92556 92557 92558 92559 92560
φ(n) 92550 44176 61700 36000 72928 30816 92556 46278 61704 33792
n 92561 92562 92563 92564 92565 92566 92567 92568 92569 92570
φ(n) 79296 30852 91800 45504 42240 44760 92566 24192 92568 37024
n 92571 92572 92573 92574 92575 92576 92577 92578 92579 92580
φ(n) 60552 46284 85440 29808 60720 41920 61716 45120 90384 24672
n 92581 92582 92583 92584 92585 92586 92587 92588 92589 92590
φ(n) 92580 37248 61236 45360 74064 28464 79560 45552 52896 36064
n 92591 92592 92593 92594 92595 92596 92597 92598 92599 92600
φ(n) 90792 30816 92592 45540 49376 39672 85680 26400 80256 36960
n 92601 92602 92603 92604 92605 92606 92607 92608 92609 92610
φ(n) 61728 46300 79368 30864 74080 43848 61736 46272 84180 21168
n 92611 92612 92613 92614 92615 92616 92617 92618 92619 92620
φ(n) 90072 42432 61740 46306 74088 28928 78000 46308 60000 33600
n 92621 92622 92623 92624 92625 92626 92627 92628 92629 92630
φ(n) 88572 30072 92622 39648 43200 44688 92626 29520 91980 36192
n 92631 92632 92633 92634 92635 92636 92637 92638 92639 92640
φ(n) 48000 46312 87168 30876 72960 46316 59616 36576 92638 24576
n 92641 92642 92643 92644 92645 92646 92647 92648 92649 92650
φ(n) 92640 42100 61760 41184 63504 30876 92646 44928 60896 34560
n 92651 92652 92653 92654 92655 92656 92657 92658 92659 92660
φ(n) 85512 26448 84220 46326 47040 46320 92656 30884 75600 35840
n 92661 92662 92663 92664 92665 92666 92667 92668 92669 92670
φ(n) 60720 45792 87768 25920 72240 39708 54912 46332 92668 24704
n 92671 92672 92673 92674 92675 92676 92677 92678 92679 92680
φ(n) 92670 46080 52920 46336 67200 30888 85536 45880 61784 31680
n 92681 92682 92683 92684 92685 92686 92687 92688 92689 92690
φ(n) 92680 29160 92682 41216 47808 42020 79440 30880 91060 31680
n 92691 92692 92693 92694 92695 92696 92697 92698 92699 92700
φ(n) 61776 46344 92692 26472 74152 46344 55120 46348 92698 24480
n 92701 92702 92703 92704 92705 92706 92707 92708 92709 92710
φ(n) 69120 46350 57024 46336 74160 30900 92706 35280 61800 36288
n 92711 92712 92713 92714 92715 92716 92717 92718 92719 92720
φ(n) 91512 30896 85008 45900 42336 42768 92716 28800 84280 34560
n 92721 92722 92723 92724 92725 92726 92727 92728 92729 92730
φ(n) 59760 38448 92722 30904 74160 45640 61812 45408 73296 22400
n 92731 92732 92733 92734 92735 92736 92737 92738 92739 92740
φ(n) 90712 45696 61820 45936 69760 25344 92736 45760 58536 37088
n 92741 92742 92743 92744 92745 92746 92747 92748 92749 92750
φ(n) 84300 26880 79488 46368 49248 45708 92016 30160 91936 31200
n 92751 92752 92753 92754 92755 92756 92757 92758 92759 92760
φ(n) 60312 38400 92752 30912 68448 46376 52920 43920 85536 24704
n 92761 92762 92763 92764 92765 92766 92767 92768 92769 92770
φ(n) 92760 46380 56160 39744 74208 30920 92766 42624 57664 37104
n 92771 92772 92773 92774 92775 92776 92777 92778 92779 92780
φ(n) 76608 30888 91840 42160 49440 46384 87552 25944 92778 37104
n 92781 92782 92783 92784 92785 92786 92787 92788 92789 92790
φ(n) 56160 44352 86400 30912 57600 43648 61152 46392 92788 24720
n 92791 92792 92793 92794 92795 92796 92797 92798 92799 92800
φ(n) 92790 39744 61860 41328 72864 25920 91420 46398 52920 35840
n 92801 92802 92803 92804 92805 92806 92807 92808 92809 92810
φ(n) 92800 30932 84864 46400 47168 39732 76560 30912 92808 37120
n 92811 92812 92813 92814 92815 92816 92817 92818 92819 92820
φ(n) 61872 46404 79548 29880 70272 46400 61872 42180 91800 18432
n 92821 92822 92823 92824 92825 92826 92827 92828 92829 92830
φ(n) 92820 46410 61880 45120 71760 30780 78144 44352 53760 37128
n 92831 92832 92833 92834 92835 92836 92837 92838 92839 92840
φ(n) 92830 30912 82944 37584 49488 46416 84672 30944 92224 33600
n 92841 92842 92843 92844 92845 92846 92847 92848 92849 92850
φ(n) 53040 45600 92208 30936 71760 42840 61896 39744 92848 24720
n 92851 92852 92853 92854 92855 92856 92857 92858 92859 92860
φ(n) 80520 45816 58320 43680 63504 29952 92856 44800 57120 37136
n 92861 92862 92863 92864 92865 92866 92867 92868 92869 92870
φ(n) 92860 23760 92862 46400 48000 45588 92866 30240 79596 36000
n 92871 92872 92873 92874 92875 92876 92877 92878 92879 92880
φ(n) 58176 39744 84420 29568 74200 38160 61008 46438 92040 24192
n 92881 92882 92883 92884 92885 92886 92887 92888 92889 92890
φ(n) 92272 46440 53064 42200 68544 30464 89656 43648 61920 31824
n 92891 92892 92893 92894 92895 92896 92897 92898 92899 92900
φ(n) 87984 30960 92892 46446 44960 46432 76032 28512 92898 37120
n 92901 92902 92903 92904 92905 92906 92907 92908 92909 92910
φ(n) 61232 46450 91320 26208 69888 40800 58320 46452 91104 23328
n 92911 92912 92913 92914 92915 92916 92917 92918 92919 92920
φ(n) 73440 46448 61940 46456 74328 29568 84460 39816 60536 35200
n 92921 92922 92923 92924 92925 92926 92927 92928 92929 92930
φ(n) 92920 29120 90720 42864 41760 45888 92926 28160 85536 37168
n 92931 92932 92933 92934 92935 92936 92937 92938 92939 92940
φ(n) 61952 39816 92268 30960 74344 46464 57168 44940 67200 24768
n 92941 92942 92943 92944 92945 92946 92947 92948 92949 92950
φ(n) 92940 46470 59136 44928 71680 26544 90640 43992 61964 31200
n 92951 92952 92953 92954 92955 92956 92957 92958 92959 92960
φ(n) 92950 30960 79380 46476 49568 43712 92956 30984 92958 31488
n 92961 92962 92963 92964 92965 92966 92967 92968 92969 92970
φ(n) 56160 45552 85800 30240 74368 42504 50112 46480 89940 24768
n 92971 92972 92973 92974 92975 92976 92977 92978 92979 92980
φ(n) 92344 42240 58304 38304 74360 28416 92016 46488 61980 37184
n 92981 92982 92983 92984 92985 92986 92987 92988 92989 92990
φ(n) 77328 30992 82680 45472 49584 44028 92986 25920 81840 34944
n 92991 92992 92993 92994 92995 92996 92997 92998 92999 93000
φ(n) 61272 46464 92992 28160 63744 45672 61992 46498 92064 24000

J.P. Martin-Flatin