Numerator of Σ(μ(n)/n) = Numerator of
1/1 + (-1/2) + (-1/3) + 0/4 + (-1/5) + 1/6 + ...
Factor (-1) is omitted.
n : N = factors 1 : 1 (1) = unit 2 : 1 (1) = unit 3 : 1 (1) = unit 5 : -1 (1) = unit 6 : 2 (1) = prime 7 : -1 (1) = unit 10 : 19 (2) = prime 11 : -1 (1) = unit 13 : -2323 (4) = 23 * 101 14 : -89 (2) = prime 15 : 304 (3) = 2^4 * 19 17 : 163 (3) = prime 19 : -81988 (5) = 2^2 * 103 * 199 21 : -15019 (5) = 23 * 653 22 : 410857 (6) = prime 23 : -249979 (6) = 457 * 547 26 : 4165258 (7) = 2 * 743 * 2803 29 : 9246047 (7) = prime 30 : -65721449 (8) = 2411 * 27259 31 : -4193929329 (10) = 3 * 2213 * 631711 33 : -6504197377 (10) = 257 * 25308161 34 : -302679716 (9) = 2^2 * 75669929 35 : 2562470143 (10) = 139 * 18435037 37 : -5468849774 (10) = 2 * 773 * 1301 * 2719 38 : 184344882947 (12) = prime 39 : 124873406579 (12) = 97 * 191 * 6740077 41 : 2646230291469 (13) = 3 * 3 * 16007 * 18368563 42 : 347318490451 (12) = prime 43 : -137190436674212 (15) = 2^2 * 171937 * 199477769 46 : 10026981687881 (14) = prime 47 : -12611493192339623 (17) = 238361 * 52909214143 51 : -184943596214571 (15) = 3 * 13457 * 4581100201 53 : -214765271462202733 (18) = 331 * 3083 * 210456593621 55 : -17255220085293371 (17) = prime 57 : 519973962150962777 (18) = 2677 * 194237565241301 58 : 540928002430567981 (18) = 2342407 * 230928272683 59 : 15620172904808488514 (20) = 2 * 73 * 65479 * 1633920579871 61 : -8549627883788520181 (19) = 79 * 2351 * 46032810620789 62 : 1874648830674470878723 (22) = 7460131681 * 251288973283 65 : 3679085466973039663081 (22) = 11651568301 * 315758820781 66 : 316998129951549613081 (21) = 97 * 461 * 643 * 2347 * 4697426333 67 : 1690811146852662245882 (22) = 2 * 1151 * 250441949 * 2932801759 69 : 62016792506357023374451 (23) = 167 * 371358038960221696853 70 : 336338530534578047569 (21) = 389 * 864623471811254621 71 : -200643437220052588790575 (24) = 5^2 * 307 * 32429 * 9018413 * 89388757 73 : -30588137492112380723638129 (26) = 139 * 220058543108722163479411 74 : -7431196043498463691814948 (25) = 2^2 * 1783 * 1041951211931921437439 77 : 877316785444551755504875 (24) = 5^3 * 2857 * 4021 * 610944996203987 78 : -34226814962907926308826941 (26) = prime 79 : -5419230422019661121772083237 (28) = 10529 * 225371 * 2283770505978934943 82 : -1401629533229069216211617003 (28) = 397 * 9463 * 373090244153637011873 83 : -223590076836035175208867029720 (30) = 2^3 * 3 * 5 * 20903 * 89137953418183663911427 85 : -594294471063948716523503740771 (30) = 157 * 59053 * 1052656421 * 60893849298431 86 : -153455160386518164226759349787 (30) = 3 * 6403002929 * 7988707907217543001 87 : 2609341595728673683821147444809 (31) = 181 * 661 * 21809760832228698220686449 89 : -34833113669423893495541895404789 (32) = 197 * 2607335771 * 67815521825785005347 91 : 226361852224483257830288188126621 (33) = 227 * 60077 * 71171 * 476713 * 489225494353313 93 : 160646574025887074368700140133097 (33) = 3 * 389149 * 2284963 * 60221992805425818677 94 : 122466446403627137841531874324276 (33) = 2^2 * 1274485613 * 24022720451773969503713 95 : 164165993590198279544427554326659 (33) = 3 * 283 * 24527 * 170575243 * 46218418375175831 97 : 11962644395524974654034383169459538 (35) = 2 * 52859 * 672091355671 * 168364275146737421
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