]> Euler's Totient Function for n = 97001..98000

Euler's Totient Function for n = 97001..98000


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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 97001 97002 97003 97004 97005 97006 97007 97008 97009 97010
φ(n) 97000 30336 97002 48500 49728 37440 97006 30912 88180 38016
n 97011 97012 97013 97014 97015 97016 97017 97018 97019 97020
φ(n) 64656 47736 83148 28512 77608 47520 63648 48060 84096 20160
n 97021 97022 97023 97024 97025 97026 97027 97028 97029 97030
φ(n) 97020 48024 64680 48384 77600 31824 81672 47880 64680 37440
n 97031 97032 97033 97034 97035 97036 97037 97038 97039 97040
φ(n) 88200 29760 91908 39984 51744 45632 92796 32292 97038 38784
n 97041 97042 97043 97044 97045 97046 97047 97048 97049 97050
φ(n) 55440 44000 95160 32344 71616 48522 62880 41568 96036 25840
n 97051 97052 97053 97054 97055 97056 97057 97058 97059 97060
φ(n) 90720 45936 55040 48526 64032 32256 95620 44784 64704 36960
n 97061 97062 97063 97064 97065 97066 97067 97068 97069 97070
φ(n) 93000 27720 93688 44080 51696 48532 96096 32352 82908 36480
n 97071 97072 97073 97074 97075 97076 97077 97078 97079 97080
φ(n) 56160 48528 97072 32352 70400 41592 64716 48538 96384 25856
n 97081 97082 97083 97084 97085 97086 97087 97088 97089 97090
φ(n) 97080 48540 52272 44784 77664 29400 91360 46080 64724 31104
n 97091 97092 97093 97094 97095 97096 97097 97098 97099 97100
φ(n) 95784 30240 96300 47376 51776 47424 69120 32364 95920 38800
n 97101 97102 97103 97104 97105 97106 97107 97108 97109 97110
φ(n) 64728 47472 97102 26112 77680 46420 64736 44120 91656 23616
n 97111 97112 97113 97114 97115 97116 97117 97118 97119 97120
φ(n) 83232 47520 64740 47676 77688 32368 97116 41580 58320 38784
n 97121 97122 97123 97124 97125 97126 97127 97128 97129 97130
φ(n) 87808 32372 86400 48560 43200 48562 97126 30240 89760 35280
n 97131 97132 97133 97134 97135 97136 97137 97138 97139 97140
φ(n) 64752 41616 96288 32376 77704 44736 63000 45696 83256 25888
n 97141 97142 97143 97144 97145 97146 97147 97148 97149 97150
φ(n) 88300 48570 64760 48568 77712 27648 92016 47952 57408 36960
n 97151 97152 97153 97154 97155 97156 97157 97158 97159 97160
φ(n) 97150 28160 83268 46980 48384 47912 97156 32384 97158 33216
n 97161 97162 97163 97164 97165 97166 97167 97168 97169 97170
φ(n) 64032 43200 87120 32376 77728 46008 55440 48576 97168 24960
n 97171 97172 97173 97174 97175 97176 97177 97178 97179 97180
φ(n) 97170 45696 62640 37800 68640 32384 97176 48588 62496 37632
n 97181 97182 97183 97184 97185 97186 97187 97188 97189 97190
φ(n) 83292 32388 96408 48576 43200 48592 97186 25344 91456 38872
n 97191 97192 97193 97194 97195 97196 97197 97198 97199 97200
φ(n) 64788 48592 95940 31872 66624 43240 64080 46464 93240 25920
n 97201 97202 97203 97204 97205 97206 97207 97208 97209 97210
φ(n) 89712 40560 64800 46008 77760 30464 88360 46816 55512 38880
n 97211 97212 97213 97214 97215 97216 97217 97218 97219 97220
φ(n) 94800 32400 97212 44856 51840 40320 95700 29400 96520 38880
n 97221 97222 97223 97224 97225 97226 97227 97228 97229 97230
φ(n) 61952 48610 72576 32400 77760 48160 59616 47952 88380 22176
n 97231 97232 97233 97234 97235 97236 97237 97238 97239 97240
φ(n) 97230 47328 64820 47760 77784 31104 80304 48618 64824 30720
n 97241 97242 97243 97244 97245 97246 97247 97248 97249 97250
φ(n) 97240 30672 95128 39600 51840 48622 94080 32384 95940 38800
n 97251 97252 97253 97254 97255 97256 97257 97258 97259 97260
φ(n) 50400 47360 89760 32400 76128 48624 60992 41676 97258 25920
n 97261 97262 97263 97264 97265 97266 97267 97268 97269 97270
φ(n) 92124 44200 63600 48624 66528 28224 93016 48632 64844 38080
n 97271 97272 97273 97274 97275 97276 97277 97278 97279 97280
φ(n) 96600 27648 85680 45760 51840 47888 96096 31320 76896 36864
n 97281 97282 97283 97284 97285 97286 97287 97288 97289 97290
φ(n) 64800 48132 97282 29040 77824 41688 64856 48640 96660 24288
n 97291 97292 97293 97294 97295 97296 97297 97298 97299 97300
φ(n) 89088 44880 53760 48646 67200 32416 96496 48648 61344 33120
n 97301 97302 97303 97304 97305 97306 97307 97308 97309 97310
φ(n) 97300 32432 97302 48648 47808 44220 83400 29952 90720 37728
n 97311 97312 97313 97314 97315 97316 97317 97318 97319 97320
φ(n) 64152 48640 93060 27720 77848 48656 58920 42336 96696 25920
n 97321 97322 97323 97324 97325 97326 97327 97328 97329 97330
φ(n) 83412 48660 64880 46928 72960 32436 97326 37440 64884 38928
n 97331 97332 97333 97334 97335 97336 97337 97338 97339 97340
φ(n) 89832 32440 96460 47440 44064 46552 89424 32444 88480 37440
n 97341 97342 97343 97344 97345 97346 97347 97348 97349 97350
φ(n) 63840 39168 96720 29952 77872 48672 63072 48672 83436 23200
n 97351 97352 97353 97354 97355 97356 97357 97358 97359 97360
φ(n) 95832 47376 62496 48676 77880 25920 89856 48678 57728 38912
n 97361 97362 97363 97364 97365 97366 97367 97368 97369 97370
φ(n) 86320 32400 83412 48000 51920 48048 97366 32448 97368 30528
n 97371 97372 97373 97374 97375 97376 97377 97378 97379 97380
φ(n) 62640 44240 97372 32456 72000 45568 55632 48240 97378 25920
n 97381 97382 97383 97384 97385 97386 97387 97388 97389 97390
φ(n) 97380 44352 54240 39744 77904 32460 97386 48000 64908 38952
n 97391 97392 97393 97394 97395 97396 97397 97398 97399 97400
φ(n) 83472 32448 91392 41760 50400 44928 97396 27792 96664 38880
n 97401 97402 97403 97404 97405 97406 97407 97408 97409 97410
φ(n) 64932 47100 96768 32464 58080 48160 63648 48640 87696 24320
n 97411 97412 97413 97414 97415 97416 97417 97418 97419 97420
φ(n) 94024 41160 61488 47736 77928 28800 95760 47916 55656 38960
n 97421 97422 97423 97424 97425 97426 97427 97428 97429 97430
φ(n) 94752 29952 97422 48704 51840 41748 83200 30976 97428 38968
n 97431 97432 97433 97434 97435 97436 97437 97438 97439 97440
φ(n) 63480 46080 80640 32472 71904 48716 64956 42840 96600 21504
n 97441 97442 97443 97444 97445 97446 97447 97448 97449 97450
φ(n) 97440 48052 64800 45824 77952 31968 83520 44928 59040 38960
n 97451 97452 97453 97454 97455 97456 97457 97458 97459 97460
φ(n) 87912 32472 97452 41760 50688 48720 95040 31536 97458 35360
n 97461 97462 97463 97464 97465 97466 97467 97468 97469 97470
φ(n) 48384 48730 97462 31200 76800 48732 63648 41064 94080 24624
n 97471 97472 97473 97474 97475 97476 97477 97478 97479 97480
φ(n) 88600 48704 64980 42768 66720 32488 96460 44160 64980 38976
n 97481 97482 97483 97484 97485 97486 97487 97488 97489 97490
φ(n) 95172 25200 96040 48740 50688 48048 89976 32448 79056 38992
n 97491 97492 97493 97494 97495 97496 97497 97498 97499 97500
φ(n) 64992 48744 88620 32496 69120 41760 61776 45920 97498 24000
n 97501 97502 97503 97504 97505 97506 97507 97508 97509 97510
φ(n) 97500 48750 55704 44160 78000 32496 96880 46152 65004 33264
n 97511 97512 97513 97514 97515 97516 97517 97518 97519 97520
φ(n) 97510 30464 89856 48756 47040 48756 83580 32504 96544 36608
n 97521 97522 97523 97524 97525 97526 97527 97528 97529 97530
φ(n) 65012 48760 97522 27216 75440 39600 58464 47808 91776 26000
n 97531 97532 97533 97534 97535 97536 97537 97538 97539 97540
φ(n) 83592 47376 65016 48766 78024 32256 88660 41796 57600 39008
n 97541 97542 97543 97544 97545 97546 97547 97548 97549 97550
φ(n) 96492 32508 93280 47872 44544 43200 97546 29520 97548 39000
n 97551 97552 97553 97554 97555 97556 97557 97558 97559 97560
φ(n) 65016 38016 97552 31920 76896 47096 62880 48778 75600 25920
n 97561 97562 97563 97564 97565 97566 97567 97568 97569 97570
φ(n) 97560 48780 61184 48780 67392 26400 95256 48768 63072 35440
n 97571 97572 97573 97574 97575 97576 97577 97578 97579 97580
φ(n) 97570 31648 81744 48786 52000 48784 97576 29808 97578 30720
n 97581 97582 97583 97584 97585 97586 97587 97588 97589 97590
φ(n) 59120 48192 97582 30528 75264 47908 55728 47160 93324 26016
n 97591 97592 97593 97594 97595 97596 97597 97598 97599 97600
φ(n) 90072 44320 65060 41820 76960 32520 91840 48798 65064 38400
n 97601 97602 97603 97604 97605 97606 97607 97608 97609 97610
φ(n) 82080 32532 83880 45024 51840 47448 97606 27552 97608 37968
n 97611 97612 97613 97614 97615 97616 97617 97618 97619 97620
φ(n) 65072 46640 97612 26880 66912 48800 60048 48808 91080 26016
n 97621 97622 97623 97624 97625 97626 97627 97628 97629 97630
φ(n) 95200 39528 65076 48808 70000 31824 96976 48812 55776 36000
n 97631 97632 97633 97634 97635 97636 97637 97638 97639 97640
φ(n) 91872 32256 96448 48816 49632 37920 96876 32544 97000 39040
n 97641 97642 97643 97644 97645 97646 97647 97648 97649 97650
φ(n) 61560 48820 72576 31824 76560 48822 58960 45824 97648 21600
n 97651 97652 97653 97654 97655 97656 97657 97658 97659 97660
φ(n) 97650 48824 63504 48360 78120 29952 83664 42240 65088 36864
n 97661 97662 97663 97664 97665 97666 97667 97668 97669 97670
φ(n) 96000 31680 96768 41472 48896 47748 96600 32544 81840 39064
n 97671 97672 97673 97674 97675 97676 97677 97678 97679 97680
φ(n) 55800 47040 97672 31968 78120 48836 65112 41856 89856 23040
n 97681 97682 97683 97684 97685 97686 97687 97688 97689 97690
φ(n) 89760 42432 65120 48840 66960 32076 97686 48840 65124 39072
n 97691 97692 97693 97694 97695 97696 97697 97698 97699 97700
φ(n) 86920 27888 97020 48846 47808 47040 96900 30816 78720 39040
n 97701 97702 97703 97704 97705 97706 97707 97708 97709 97710
φ(n) 62832 44400 95280 30624 78160 41832 65136 45072 97020 26048
n 97711 97712 97713 97714 97715 97716 97717 97718 97719 97720
φ(n) 97710 47040 49680 48856 78168 30592 89424 48858 65144 33408
n 97721 97722 97723 97724 97725 97726 97727 97728 97729 97730
φ(n) 90192 31680 96408 44400 52080 48360 79992 32512 97728 37632
n 97731 97732 97733 97734 97735 97736 97737 97738 97739 97740
φ(n) 65148 47840 91968 25632 71040 46224 65156 48868 95424 25920
n 97741 97742 97743 97744 97745 97746 97747 97748 97749 97750
φ(n) 83772 48870 63000 47360 77056 29600 88128 41880 65160 35200
n 97751 97752 97753 97754 97755 97756 97757 97758 97759 97760
φ(n) 97104 32576 96228 47520 42336 48876 88860 32580 94360 35328
n 97761 97762 97763 97764 97765 97766 97767 97768 97769 97770
φ(n) 65172 41892 96048 32584 78208 48882 60480 44000 83796 26064
n 97771 97772 97773 97774 97775 97776 97777 97778 97779 97780
φ(n) 97770 48884 57024 44280 78200 27648 97776 48888 59240 39104
n 97781 97782 97783 97784 97785 97786 97787 97788 97789 97790
φ(n) 97152 31752 82080 45952 49920 45120 97786 31360 97788 30240
n 97791 97792 97793 97794 97795 97796 97797 97798 97799 97800
φ(n) 63360 48640 92628 32580 78232 46728 55872 48336 90264 25920
n 97801 97802 97803 97804 97805 97806 97807 97808 97809 97810
φ(n) 83520 48204 65196 41832 75600 32600 95680 48896 65204 39120
n 97811 97812 97813 97814 97815 97816 97817 97818 97819 97820
φ(n) 82368 25920 97812 48906 52160 48904 94416 26112 93544 38016
n 97821 97822 97823 97824 97825 97826 97827 97828 97829 97830
φ(n) 65196 48024 88920 32576 60480 47680 65216 47520 97828 26064
n 97831 97832 97833 97834 97835 97836 97837 97838 97839 97840
φ(n) 92340 41904 65220 44460 73600 31440 97180 43680 55872 39104
n 97841 97842 97843 97844 97845 97846 97847 97848 97849 97850
φ(n) 97840 31152 97842 48000 47360 40320 97846 32400 97848 36720
n 97851 97852 97853 97854 97855 97856 97857 97858 97859 97860
φ(n) 59904 46016 83832 31832 78280 44160 63960 48384 97858 22272
n 97861 97862 97863 97864 97865 97866 97867 97868 97869 97870
φ(n) 97860 48472 65240 45120 72864 32616 72000 47712 57600 39144
n 97871 97872 97873 97874 97875 97876 97877 97878 97879 97880
φ(n) 97870 32608 96768 41940 50400 48936 90336 29640 97878 39136
n 97881 97882 97883 97884 97885 97886 97887 97888 97889 97890
φ(n) 54288 48384 97882 32616 78304 46048 64152 38016 88880 24000
n 97891 97892 97893 97894 97895 97896 97897 97898 97899 97900
φ(n) 95992 48944 63936 48946 67104 32624 97236 47340 65264 35200
n 97901 97902 97903 97904 97905 97906 97907 97908 97909 97910
φ(n) 95772 27216 84864 47040 50880 48952 92736 31680 82320 39160
n 97911 97912 97913 97914 97915 97916 97917 97918 97919 97920
φ(n) 55440 48952 97188 32636 78328 38592 64512 48504 97918 24576
n 97921 97922 97923 97924 97925 97926 97927 97928 97929 97930
φ(n) 97200 44500 55944 48960 78320 30888 97926 48960 58320 33552
n 97931 97932 97933 97934 97935 97936 97937 97938 97939 97940
φ(n) 97930 32640 85680 46816 52224 48960 78912 32640 95256 38048
n 97941 97942 97943 97944 97945 97946 97947 97948 97949 97950
φ(n) 65292 45192 97942 24960 74160 48972 65292 47840 95520 26080
n 97951 97952 97953 97954 97955 97956 97957 97958 97959 97960
φ(n) 83916 48960 64464 44352 65280 32616 93676 41976 65304 37440
n 97961 97962 97963 97964 97965 97966 97967 97968 97969 97970
φ(n) 97960 31472 97200 46368 44640 43200 97966 29952 97656 38400
n 97971 97972 97973 97974 97975 97976 97977 97978 97979 97980
φ(n) 60928 41976 97972 32652 78360 47520 59360 48988 83976 24640
n 97981 97982 97983 97984 97985 97986 97987 97988 97989 97990
φ(n) 90432 48990 61560 48960 78384 27984 97986 41600 64416 38080
n 97991 97992 97993 97994 97995 97996 97997 97998 97999 98000
φ(n) 90720 32640 83988 45216 50784 48996 93912 32664 87000 33600

J.P. Martin-Flatin