✔ 最佳答案
na(n)a(n)
1126114
2220284
311841210
412601140
526202924
650205564
762326368
81074410856
91228514595
101729618416
112230218018
124044632130
134930844772
146302076084
156453056430
166692866992
176709571145
186961587633
197396267158
207975088730
21100485124155
22122265139815
23122368123152
24141664153176
25142310168730
26168730142310
27171856176336
28176272180848
29185368203432
30196724202444
31223020180180
32242730241110
33280540365084
34286500197340
35308620389924
36319550430402
37356408399592
38365700308220
39429750296010
40437456455344
41469028486178
42503056514736
43522405525915
44548550462330
45600392669688
46609928686072
47618570591030
48739620671580
49827652785148
50827700669900
51932100815100
5210993901077890
5312414781177722
5412415501004850
5512910501080150
5612925701156870
5713981501222650
5815984701511930
5916215001281540
6016542121571388
6116691501475810
2006-12-14 21:13:18 補充:
可否表明要何種相親數因為有不同的相親數例如Amicable Pair,Augmented Amicable Pair,Friendly Pair Hoffman (1998, p. 45), Multiamicable Numbers, Quasiamicable Pair, Rational Amicable Pair, Super Unitary Amicable Pair, Unitary Amicable Pair上面的在定義上只有絕少分別(例如加不加 1這個因子)
2006-12-14 21:13:34 補充:
如果是Amicable Pair, 以下有
http://amicable.homepage.dk/knwnc2.htm(copied from
http://en.wikipedia.org/wiki/Amicable_number)