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1/1261+1/1588860,1/1262+1/795060,1/1263+1/530460,1/1264+1/398160,1/1265+1/318780,1/1266+1/265860,1/1267+1/228060,1/1269+1/177660,1/1270+1/160020,1/1272+1/133560,1/1274+1/114660,1/1275+1/107100,1/1278+1/89460,1/1280+1/80640,1/1281+1/76860,1/1288+1/57960,1/1290+1/54180,1/1295+1/46620,1/1296+1/45360,1/1302+1/39060,1/1305+1/36540,1/1320+1/27720,1/1323+1/26460,1/1330+1/23940,1/1344+1/20160,1/1350+1/18900,1/1365+1/16380,1/1386+1/13860,1/1400+1/12600,1/1440+1/10080,1/1470+1/8820,1/1512+1/7560,1/1575+1/6300,1/1680+1/5040,1/1890+1/3780,1/2520+1/2520. Ok, they are actually only 36 !?
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Project Euler #110: Diophantine reciprocals II
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1/1261+1/1588860,1/1262+1/795060,1/1263+1/530460,1/1264+1/398160,1/1265+1/318780,1/1266+1/265860,1/1267+1/228060,1/1269+1/177660,1/1270+1/160020,1/1272+1/133560,1/1274+1/114660,1/1275+1/107100,1/1278+1/89460,1/1280+1/80640,1/1281+1/76860,1/1288+1/57960,1/1290+1/54180,1/1295+1/46620,1/1296+1/45360,1/1302+1/39060,1/1305+1/36540,1/1320+1/27720,1/1323+1/26460,1/1330+1/23940,1/1344+1/20160,1/1350+1/18900,1/1365+1/16380,1/1386+1/13860,1/1400+1/12600,1/1440+1/10080,1/1470+1/8820,1/1512+1/7560,1/1575+1/6300,1/1680+1/5040,1/1890+1/3780,1/2520+1/2520. Ok, they are actually only 36 !?