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- f(1,1)=1/1
- f(2,2)=5/4
- f(3,3)=65/9
- f(4,4)=401/16
- f(5,5)=1601/25
- f(6,6)=4901/36
- f(7,7)=12545/49
- f(8,8)=28225/64
- f(9,9)=57601/81
- f(10,10)=108901/100
- f(11,11)=193601/121
- f(12,12)=327185/144
- f(13,13)=529985/169
- f(14,14)=828101/196
- f(15,15)=1254401/225
- f(16,16)=1849601/256
- f(17,17)=2663425/289
- f(18,18)=3755845/324
- f(19,19)=5198401/361
- f(20,20)=7075601/400
- f(21,21)=9486401/441
- f(22,22)=12545765/484
- f(23,23)=16386305/529
- f(24,24)=21160001/576
- f(25,25)=27040001/625
- f(26,26)=34222501/676
- f(27,27)=42928705/729
- f(28,28)=53406865/784
- f(29,29)=65934401/841
- f(30,30)=80820101/900
- f(31,31)=98406401/961
- f(32,32)=119071745/1024
- f(33,33)=143233025/1089
- f(34,34)=-8040293327604790523/-5419728072580356476
- f(35,35)=478757455351505797/3475246406727110701
- f(36,36)=2190122497173869277/4402938046962637264
- f(37,37)=1006213297523243909/45131588976013565
- f(38,38)=2959624924302262403/3035973044318898044
- f(39,39)=358319463531989017/1319549635192564617
- f(40,40)=6658566414155641521/5910036496683057728
- f(41,41)=99088835093789985/12899521363778737
- f(42,42)=7543734116196026181/4278938518020688484
- f(43,43)=3417494376562882517/3135550588874804781
- f(44,44)=209493278555386509/8608963603898230096
- f(45,45)=297842692502641213/174254147708459333
- f(46,46)=-5929357644000474071/-2039333892127381612
- f(47,47)=339806441878834585/3823782959537680697
- f(48,48)=8634573536839936217/-4715186992847085312
- f(49,49)=60894864875283953/725139330471249
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