1     (0 distinct solutions. )

2     (1 distinct solutions. )
   = (1+1/3)(1+1/2)

3     (2 distinct solutions. )
   = (1+1/5)(2+1/2)
   = (1+1/3)(2+1/4)

4     (3 distinct solutions. )
   = (1+1/7)(3+1/2)
   = (1+1/5)(3+1/3)
   = (1+1/4)(3+1/5)

5     (4 distinct solutions. )
   = (1+1/9)(4+1/2)
   = (2+1/7)(2+1/3)
   = (1+1/5)(4+1/6)
   = (1+1/2)(3+1/3)

6     (5 distinct solutions. )
   = (1+1/11)(5+1/2)
   = (1+1/8)(5+1/3)
   = (1+1/7)(5+1/4)
   = (1+1/3)(4+1/2)
   = (1+1/6)(5+1/7)

7     (5 distinct solutions. )
   = (1+1/13)(6+1/2)
   = (2+1/10)(3+1/3)
   = (1+1/7)(6+1/8)
   = (1+1/3)(5+1/4)
   = (2+1/4)(3+1/9)

8     (6 distinct solutions. )
   = (1+1/15)(7+1/2)
   = (1+1/11)(7+1/3)
   = (1+1/9)(7+1/5)
   = (1+1/8)(7+1/9)
   = (1+1/2)(5+1/3)
   = (2+1/2)(3+1/5)

9     (8 distinct solutions. )
   = (1+1/17)(8+1/2)
   = (2+1/13)(4+1/3)
   = (1+1/11)(8+1/4)
   = (1+1/5)(7+1/2)
   = (2+1/7)(4+1/5)
   = (1+1/9)(8+1/10)
   = (1+1/4)(7+1/5)
   = (2+1/5)(4+1/11)

10     (8 distinct solutions. )
   = (1+1/19)(9+1/2)
   = (3+1/13)(3+1/4)
   = (1+1/14)(9+1/3)
   = (3+1/8)(3+1/5)
   = (1+1/11)(9+1/6)
   = (1+1/5)(8+1/3)
   = (1+1/3)(7+1/2)
   = (1+1/10)(9+1/11)

11     (8 distinct solutions. )
   = (1+1/21)(10+1/2)
   = (2+1/16)(5+1/3)
   = (3+1/7)(3+1/2)
   = (1+1/11)(10+1/12)
   = (1+1/5)(9+1/6)
   = (1+1/3)(8+1/4)
   = (1+1/2)(7+1/3)
   = (2+1/6)(5+1/13)

12     (9 distinct solutions. )
   = (1+1/23)(11+1/2)
   = (1+1/17)(11+1/3)
   = (1+1/15)(11+1/4)
   = (1+1/7)(10+1/2)
   = (1+1/14)(11+1/5)
   = (2+1/4)(5+1/3)
   = (1+1/13)(11+1/7)
   = (1+1/12)(11+1/13)
   = (2+1/3)(5+1/7)

13     (8 distinct solutions. )
   = (1+1/25)(12+1/2)
   = (2+1/19)(6+1/3)
   = (3+1/17)(4+1/4)
   = (1+1/13)(12+1/14)
   = (1+1/6)(11+1/7)
   = (2+1/7)(6+1/15)
   = (2+1/2)(5+1/5)
   = (3+1/5)(4+1/16)

14     (10 distinct solutions. )
   = (1+1/27)(13+1/2)
   = (3+1/9)(4+1/2)
   = (1+1/20)(13+1/3)
   = (1+1/15)(13+1/8)
   = (1+1/7)(12+1/4)
   = (1+1/3)(10+1/2)
   = (3+1/3)(4+1/5)
   = (1+1/14)(13+1/15)
   = (1+1/4)(11+1/5)
   = (1+1/2)(9+1/3)

15     (14 distinct solutions. )
   = (1+1/29)(14+1/2)
   = (2+1/22)(7+1/3)
   = (1+1/19)(14+1/4)
   = (1+1/9)(13+1/2)
   = (2+1/12)(7+1/5)
   = (3+1/3)(4+1/2)
   = (1+1/17)(14+1/6)
   = (1+1/8)(13+1/3)
   = (1+1/5)(12+1/2)
   = (2+1/10)(7+1/7)
   = (1+1/15)(14+1/16)
   = (1+1/7)(13+1/8)
   = (1+1/3)(11+1/4)
   = (2+1/8)(7+1/17)

16     (12 distinct solutions. )
   = (1+1/31)(15+1/2)
   = (3+1/21)(5+1/4)
   = (1+1/23)(15+1/3)
   = (3+1/13)(5+1/5)
   = (1+1/19)(15+1/5)
   = (3+1/9)(5+1/7)
   = (1+1/17)(15+1/9)
   = (1+1/5)(13+1/3)
   = (3+1/7)(5+1/11)
   = (1+1/16)(15+1/17)
   = (2+1/4)(7+1/9)
   = (3+1/6)(5+1/19)

17     (10 distinct solutions. )
   = (1+1/33)(16+1/2)
   = (2+1/25)(8+1/3)
   = (3+1/11)(5+1/2)
   = (4+1/21)(4+1/5)
   = (1+1/17)(16+1/18)
   = (1+1/8)(15+1/9)
   = (1+1/5)(14+1/6)
   = (1+1/2)(11+1/3)
   = (2+1/9)(8+1/19)
   = (3+1/3)(5+1/10)

18     (11 distinct solutions. )
   = (1+1/35)(17+1/2)
   = (1+1/26)(17+1/3)
   = (1+1/23)(17+1/4)
   = (1+1/11)(16+1/2)
   = (1+1/20)(17+1/7)
   = (1+1/19)(17+1/10)
   = (1+1/9)(16+1/5)
   = (1+1/3)(13+1/2)
   = (1+1/18)(17+1/19)
   = (2+1/2)(7+1/5)
   = (3+1/2)(5+1/7)

19     (10 distinct solutions. )
   = (1+1/37)(18+1/2)
   = (2+1/28)(9+1/3)
   = (3+1/25)(6+1/4)
   = (1+1/19)(18+1/20)
   = (1+1/9)(17+1/10)
   = (1+1/4)(15+1/5)
   = (1+1/3)(14+1/4)
   = (2+1/10)(9+1/21)
   = (2+1/3)(8+1/7)
   = (3+1/7)(6+1/22)

20     (14 distinct solutions. )
   = (1+1/39)(19+1/2)
   = (3+1/13)(6+1/2)
   = (1+1/29)(19+1/3)
   = (1+1/24)(19+1/5)
   = (2+1/7)(9+1/3)
   = (1+1/23)(19+1/6)
   = (1+1/11)(18+1/3)
   = (1+1/7)(17+1/2)
   = (3+1/5)(6+1/4)
   = (1+1/21)(19+1/11)
   = (1+1/20)(19+1/21)
   = (1+1/6)(17+1/7)
   = (1+1/2)(13+1/3)
   = (2+1/5)(9+1/11)

21     (17 distinct solutions. )
   = (1+1/41)(20+1/2)
   = (2+1/31)(10+1/3)
   = (4+1/26)(5+1/5)
   = (1+1/27)(20+1/4)
   = (1+1/13)(19+1/2)
   = (2+1/17)(10+1/5)
   = (4+1/12)(5+1/7)
   = (1+1/23)(20+1/8)
   = (1+1/11)(19+1/4)
   = (1+1/5)(17+1/2)
   = (2+1/13)(10+1/9)
   = (2+1/4)(9+1/3)
   = (4+1/8)(5+1/11)
   = (1+1/21)(20+1/22)
   = (1+1/10)(19+1/11)
   = (2+1/11)(10+1/23)
   = (4+1/6)(5+1/25)

22     (14 distinct solutions. )
   = (1+1/43)(21+1/2)
   = (3+1/29)(7+1/4)
   = (1+1/32)(21+1/3)
   = (3+1/18)(7+1/5)
   = (4+1/8)(5+1/3)
   = (1+1/23)(21+1/12)
   = (1+1/11)(20+1/6)
   = (1+1/7)(19+1/4)
   = (1+1/5)(18+1/3)
   = (1+1/3)(16+1/2)
   = (3+1/9)(7+1/14)
   = (1+1/22)(21+1/23)
   = (3+1/8)(7+1/25)
   = (4+1/3)(5+1/13)

23     (13 distinct solutions. )
   = (1+1/45)(22+1/2)
   = (2+1/34)(11+1/3)
   = (3+1/15)(7+1/2)
   = (1+1/23)(22+1/24)
   = (1+1/11)(21+1/12)
   = (1+1/7)(20+1/8)
   = (1+1/5)(19+1/6)
   = (1+1/3)(17+1/4)
   = (1+1/2)(15+1/3)
   = (2+1/12)(11+1/25)
   = (2+1/2)(9+1/5)
   = (3+1/4)(7+1/13)
   = (4+1/2)(5+1/9)

24     (16 distinct solutions. )
   = (1+1/47)(23+1/2)
   = (1+1/35)(23+1/3)
   = (1+1/31)(23+1/4)
   = (1+1/15)(22+1/2)
   = (3+1/5)(7+1/2)
   = (1+1/29)(23+1/5)
   = (1+1/27)(23+1/7)
   = (1+1/26)(23+1/9)
   = (1+1/8)(21+1/3)
   = (2+1/7)(11+1/5)
   = (4+1/2)(5+1/3)
   = (1+1/25)(23+1/13)
   = (3+1/3)(7+1/5)
   = (1+1/24)(23+1/25)
   = (1+1/4)(19+1/5)
   = (2+1/6)(11+1/13)

25     (18 distinct solutions. )
   = (1+1/49)(24+1/2)
   = (2+1/37)(12+1/3)
   = (3+1/33)(8+1/4)
   = (4+1/31)(6+1/5)
   = (1+1/29)(24+1/6)
   = (1+1/14)(23+1/3)
   = (1+1/9)(22+1/2)
   = (2+1/17)(12+1/7)
   = (3+1/13)(8+1/8)
   = (3+1/3)(7+1/2)
   = (4+1/11)(6+1/9)
   = (1+1/25)(24+1/26)
   = (1+1/12)(23+1/13)
   = (2+1/13)(12+1/27)
   = (2+1/4)(11+1/9)
   = (3+1/9)(8+1/28)
   = (3+1/2)(7+1/7)
   = (4+1/7)(6+1/29)

26     (13 distinct solutions. )
   = (1+1/51)(25+1/2)
   = (3+1/17)(8+1/2)
   = (5+1/31)(5+1/6)
   = (1+1/38)(25+1/3)
   = (5+1/18)(5+1/7)
   = (1+1/27)(25+1/14)
   = (1+1/13)(24+1/7)
   = (1+1/3)(19+1/2)
   = (3+1/5)(8+1/8)
   = (1+1/26)(25+1/27)
   = (1+1/8)(23+1/9)
   = (1+1/2)(17+1/3)
   = (2+1/3)(11+1/7)

27     (17 distinct solutions. )
   = (1+1/53)(26+1/2)
   = (2+1/40)(13+1/3)
   = (5+1/16)(5+1/3)
   = (1+1/35)(26+1/4)
   = (1+1/17)(25+1/2)
   = (2+1/22)(13+1/5)
   = (5+1/7)(5+1/4)
   = (1+1/29)(26+1/10)
   = (1+1/14)(25+1/5)
   = (1+1/5)(22+1/2)
   = (2+1/16)(13+1/11)
   = (1+1/27)(26+1/28)
   = (1+1/13)(25+1/14)
   = (1+1/6)(23+1/7)
   = (1+1/3)(20+1/4)
   = (2+1/14)(13+1/29)
   = (3+1/3)(8+1/10)

28     (21 distinct solutions. )
   = (1+1/55)(27+1/2)
   = (3+1/37)(9+1/4)
   = (5+1/11)(5+1/2)
   = (1+1/41)(27+1/3)
   = (3+1/23)(9+1/5)
   = (1+1/34)(27+1/5)
   = (2+1/10)(13+1/3)
   = (3+1/16)(9+1/7)
   = (5+1/4)(5+1/3)
   = (1+1/31)(27+1/8)
   = (1+1/15)(26+1/4)
   = (1+1/7)(24+1/2)
   = (3+1/13)(9+1/10)
   = (1+1/29)(27+1/15)
   = (1+1/9)(25+1/5)
   = (1+1/5)(23+1/3)
   = (3+1/11)(9+1/17)
   = (1+1/28)(27+1/29)
   = (2+1/7)(13+1/15)
   = (2+1/2)(11+1/5)
   = (3+1/10)(9+1/31)

29     (13 distinct solutions. )
   = (1+1/57)(28+1/2)
   = (2+1/43)(14+1/3)
   = (3+1/19)(9+1/2)
   = (4+1/36)(7+1/5)
   = (1+1/29)(28+1/30)
   = (1+1/14)(27+1/15)
   = (1+1/9)(26+1/10)
   = (1+1/5)(24+1/6)
   = (1+1/4)(23+1/5)
   = (1+1/2)(19+1/3)
   = (2+1/15)(14+1/31)
   = (3+1/5)(9+1/16)
   = (4+1/8)(7+1/33)

30     (19 distinct solutions. )
   = (1+1/59)(29+1/2)
   = (1+1/44)(29+1/3)
   = (4+1/11)(7+1/3)
   = (1+1/39)(29+1/4)
   = (1+1/19)(28+1/2)
   = (1+1/35)(29+1/6)
   = (1+1/17)(28+1/3)
   = (1+1/11)(27+1/2)
   = (1+1/34)(29+1/7)
   = (4+1/6)(7+1/5)
   = (1+1/32)(29+1/11)
   = (2+1/4)(13+1/3)
   = (4+1/5)(7+1/7)
   = (1+1/31)(29+1/16)
   = (1+1/15)(28+1/8)
   = (1+1/7)(26+1/4)
   = (1+1/3)(22+1/2)
   = (1+1/30)(29+1/31)
   = (4+1/4)(7+1/17)

31     (12 distinct solutions. )
   = (1+1/61)(30+1/2)
   = (2+1/46)(15+1/3)
   = (3+1/41)(10+1/4)
   = (5+1/37)(6+1/6)
   = (1+1/31)(30+1/32)
   = (1+1/15)(29+1/16)
   = (1+1/7)(27+1/8)
   = (1+1/3)(23+1/4)
   = (2+1/16)(15+1/33)
   = (2+1/5)(14+1/11)
   = (3+1/11)(10+1/34)
   = (5+1/7)(6+1/36)

32     (14 distinct solutions. )
   = (1+1/63)(31+1/2)
   = (3+1/21)(10+1/2)
   = (5+1/19)(6+1/3)
   = (1+1/47)(31+1/3)
   = (1+1/39)(31+1/5)
   = (1+1/35)(31+1/9)
   = (1+1/11)(29+1/3)
   = (1+1/33)(31+1/17)
   = (1+1/32)(31+1/33)
   = (1+1/10)(29+1/11)
   = (1+1/2)(21+1/3)
   = (2+1/8)(15+1/17)
   = (3+1/2)(9+1/7)
   = (4+1/2)(7+1/9)

33     (23 distinct solutions. )
   = (1+1/65)(32+1/2)
   = (2+1/49)(16+1/3)
   = (4+1/41)(8+1/5)
   = (5+1/13)(6+1/2)
   = (1+1/43)(32+1/4)
   = (1+1/21)(31+1/2)
   = (2+1/27)(16+1/5)
   = (3+1/7)(10+1/2)
   = (4+1/19)(8+1/7)
   = (1+1/35)(32+1/12)
   = (1+1/17)(31+1/6)
   = (1+1/11)(30+1/4)
   = (1+1/8)(29+1/3)
   = (1+1/5)(27+1/2)
   = (2+1/19)(16+1/13)
   = (4+1/11)(8+1/15)
   = (4+1/2)(7+1/3)
   = (1+1/33)(32+1/34)
   = (1+1/16)(31+1/17)
   = (2+1/17)(16+1/35)
   = (2+1/3)(14+1/7)
   = (2+1/2)(13+1/5)
   = (4+1/9)(8+1/37)

34     (16 distinct solutions. )
   = (1+1/67)(33+1/2)
   = (3+1/45)(11+1/4)
   = (1+1/50)(33+1/3)
   = (3+1/28)(11+1/5)
   = (1+1/35)(33+1/18)
   = (1+1/17)(32+1/9)
   = (1+1/11)(31+1/6)
   = (1+1/5)(28+1/3)
   = (1+1/3)(25+1/2)
   = (3+1/13)(11+1/20)
   = (3+1/3)(10+1/5)
   = (1+1/34)(33+1/35)
   = (1+1/6)(29+1/7)
   = (1+1/4)(27+1/5)
   = (2+1/4)(15+1/9)
   = (3+1/12)(11+1/37)

35     (26 distinct solutions. )
   = (1+1/69)(34+1/2)
   = (2+1/52)(17+1/3)
   = (3+1/23)(11+1/2)
   = (1+1/41)(34+1/6)
   = (1+1/20)(33+1/3)
   = (1+1/13)(32+1/2)
   = (2+1/24)(17+1/7)
   = (3+1/9)(11+1/4)
   = (4+1/5)(8+1/3)
   = (1+1/39)(34+1/8)
   = (1+1/19)(33+1/4)
   = (1+1/9)(31+1/2)
   = (2+1/22)(17+1/9)
   = (2+1/7)(16+1/3)
   = (3+1/8)(11+1/5)
   = (3+1/3)(10+1/2)
   = (1+1/35)(34+1/36)
   = (1+1/17)(33+1/18)
   = (1+1/11)(32+1/12)
   = (1+1/8)(31+1/9)
   = (1+1/5)(29+1/6)
   = (1+1/3)(26+1/4)
   = (1+1/2)(23+1/3)
   = (2+1/18)(17+1/37)
   = (3+1/6)(11+1/19)
   = (4+1/3)(8+1/13)

36     (26 distinct solutions. )
   = (1+1/71)(35+1/2)
   = (5+1/43)(7+1/6)
   = (1+1/53)(35+1/3)
   = (5+1/25)(7+1/7)
   = (1+1/47)(35+1/4)
   = (1+1/23)(34+1/2)
   = (5+1/19)(7+1/8)
   = (1+1/44)(35+1/5)
   = (2+1/13)(17+1/3)
   = (5+1/16)(7+1/9)
   = (1+1/41)(35+1/7)
   = (5+1/13)(7+1/11)
   = (1+1/39)(35+1/10)
   = (1+1/19)(34+1/5)
   = (1+1/7)(31+1/2)
   = (3+1/5)(11+1/4)
   = (5+1/11)(7+1/14)
   = (1+1/38)(35+1/13)
   = (2+1/10)(17+1/7)
   = (5+1/10)(7+1/17)
   = (1+1/37)(35+1/19)
   = (5+1/9)(7+1/23)
   = (1+1/36)(35+1/37)
   = (2+1/9)(17+1/19)
   = (3+1/4)(11+1/13)
   = (5+1/8)(7+1/41)

37     (14 distinct solutions. )
   = (1+1/73)(36+1/2)
   = (2+1/55)(18+1/3)
   = (3+1/49)(12+1/4)
   = (4+1/46)(9+1/5)
   = (5+1/22)(7+1/3)
   = (6+1/43)(6+1/7)
   = (1+1/37)(36+1/38)
   = (1+1/18)(35+1/19)
   = (2+1/19)(18+1/39)
   = (2+1/6)(17+1/13)
   = (3+1/13)(12+1/40)
   = (3+1/3)(11+1/10)
   = (4+1/10)(9+1/41)
   = (5+1/4)(7+1/21)

38     (17 distinct solutions. )
   = (1+1/75)(37+1/2)
   = (3+1/25)(12+1/2)
   = (5+1/15)(7+1/2)
   = (1+1/56)(37+1/3)
   = (4+1/14)(9+1/3)
   = (1+1/39)(37+1/20)
   = (1+1/19)(36+1/10)
   = (1+1/9)(34+1/5)
   = (1+1/7)(33+1/4)
   = (1+1/3)(28+1/2)
   = (3+1/7)(12+1/11)
   = (5+1/3)(7+1/8)
   = (1+1/38)(37+1/39)
   = (1+1/12)(35+1/13)
   = (1+1/2)(25+1/3)
   = (2+1/2)(15+1/5)
   = (4+1/5)(9+1/21)

39     (21 distinct solutions. )
   = (1+1/77)(38+1/2)
   = (2+1/58)(19+1/3)
   = (1+1/51)(38+1/4)
   = (1+1/25)(37+1/2)
   = (2+1/32)(19+1/5)
   = (5+1/5)(7+1/2)
   = (1+1/41)(38+1/14)
   = (1+1/20)(37+1/7)
   = (1+1/5)(32+1/2)
   = (2+1/22)(19+1/15)
   = (2+1/7)(18+1/5)
   = (2+1/4)(17+1/3)
   = (1+1/39)(38+1/40)
   = (1+1/19)(37+1/20)
   = (1+1/9)(35+1/10)
   = (1+1/7)(34+1/8)
   = (1+1/4)(31+1/5)
   = (1+1/3)(29+1/4)
   = (2+1/20)(19+1/41)
   = (3+1/2)(11+1/7)
   = (5+1/2)(7+1/11)

40     (26 distinct solutions. )
   = (1+1/79)(39+1/2)
   = (3+1/53)(13+1/4)
   = (1+1/59)(39+1/3)
   = (3+1/33)(13+1/5)
   = (1+1/49)(39+1/5)
   = (3+1/23)(13+1/7)
   = (1+1/47)(39+1/6)
   = (1+1/23)(38+1/3)
   = (1+1/15)(37+1/2)
   = (3+1/21)(13+1/8)
   = (3+1/5)(12+1/2)
   = (5+1/3)(7+1/2)
   = (1+1/44)(39+1/9)
   = (1+1/14)(37+1/3)
   = (2+1/12)(19+1/5)
   = (3+1/18)(13+1/11)
   = (1+1/43)(39+1/11)
   = (3+1/17)(13+1/13)
   = (1+1/41)(39+1/21)
   = (1+1/13)(37+1/7)
   = (1+1/5)(33+1/3)
   = (3+1/15)(13+1/23)
   = (1+1/40)(39+1/41)
   = (2+1/10)(19+1/21)
   = (2+1/3)(17+1/7)
   = (3+1/14)(13+1/43)

41     (16 distinct solutions. )
   = (1+1/81)(40+1/2)
   = (2+1/61)(20+1/3)
   = (3+1/27)(13+1/2)
   = (4+1/51)(10+1/5)
   = (5+1/49)(8+1/6)
   = (1+1/41)(40+1/42)
   = (1+1/20)(39+1/21)
   = (1+1/13)(38+1/14)
   = (1+1/6)(35+1/7)
   = (1+1/5)(34+1/6)
   = (1+1/2)(27+1/3)
   = (2+1/21)(20+1/43)
   = (3+1/7)(13+1/22)
   = (4+1/11)(10+1/45)
   = (4+1/2)(9+1/9)
   = (5+1/9)(8+1/46)

42     (23 distinct solutions. )
   = (1+1/83)(41+1/2)
   = (5+1/25)(8+1/3)
   = (1+1/62)(41+1/3)
   = (1+1/55)(41+1/4)
   = (1+1/27)(40+1/2)
   = (3+1/9)(13+1/2)
   = (5+1/11)(8+1/4)
   = (1+1/48)(41+1/7)
   = (1+1/47)(41+1/8)
   = (1+1/23)(40+1/4)
   = (1+1/11)(38+1/2)
   = (5+1/7)(8+1/6)
   = (1+1/44)(41+1/15)
   = (1+1/14)(39+1/5)
   = (1+1/8)(37+1/3)
   = (4+1/2)(9+1/3)
   = (1+1/43)(41+1/22)
   = (1+1/21)(40+1/11)
   = (1+1/3)(31+1/2)
   = (3+1/5)(13+1/8)
   = (5+1/5)(8+1/13)
   = (1+1/42)(41+1/43)
   = (2+1/5)(19+1/11)

43     (16 distinct solutions. )
   = (1+1/85)(42+1/2)
   = (2+1/64)(21+1/3)
   = (3+1/57)(14+1/4)
   = (5+1/17)(8+1/2)
   = (6+1/50)(7+1/7)
   = (1+1/43)(42+1/44)
   = (1+1/21)(41+1/22)
   = (1+1/10)(39+1/11)
   = (1+1/3)(32+1/4)
   = (2+1/22)(21+1/45)
   = (2+1/7)(20+1/15)
   = (2+1/4)(19+1/9)
   = (2+1/2)(17+1/5)
   = (3+1/15)(14+1/46)
   = (5+1/3)(8+1/16)
   = (6+1/8)(7+1/49)

44     (22 distinct solutions. )
   = (1+1/87)(43+1/2)
   = (3+1/29)(14+1/2)
   = (1+1/65)(43+1/3)
   = (1+1/54)(43+1/5)
   = (2+1/16)(21+1/3)
   = (6+1/9)(7+1/5)
   = (1+1/47)(43+1/12)
   = (1+1/23)(42+1/6)
   = (1+1/15)(41+1/4)
   = (1+1/11)(40+1/3)
   = (1+1/7)(38+1/2)
   = (3+1/9)(14+1/7)
   = (5+1/3)(8+1/4)
   = (1+1/45)(43+1/23)
   = (3+1/3)(13+1/5)
   = (1+1/44)(43+1/45)
   = (1+1/14)(41+1/15)
   = (1+1/8)(39+1/9)
   = (1+1/4)(35+1/5)
   = (1+1/2)(29+1/3)
   = (2+1/11)(21+1/23)
   = (6+1/4)(7+1/25)

45     (30 distinct solutions. )
   = (1+1/89)(44+1/2)
   = (2+1/67)(22+1/3)
   = (4+1/56)(11+1/5)
   = (1+1/59)(44+1/4)
   = (1+1/29)(43+1/2)
   = (2+1/37)(22+1/5)
   = (4+1/26)(11+1/7)
   = (1+1/53)(44+1/6)
   = (1+1/26)(43+1/3)
   = (1+1/17)(42+1/2)
   = (2+1/31)(22+1/7)
   = (4+1/20)(11+1/9)
   = (1+1/49)(44+1/10)
   = (1+1/24)(43+1/5)
   = (1+1/9)(40+1/2)
   = (2+1/27)(22+1/11)
   = (3+1/3)(13+1/2)
   = (4+1/16)(11+1/13)
   = (6+1/4)(7+1/5)
   = (1+1/47)(44+1/16)
   = (1+1/23)(43+1/8)
   = (1+1/11)(41+1/4)
   = (1+1/5)(37+1/2)
   = (2+1/25)(22+1/17)
   = (4+1/14)(11+1/19)
   = (1+1/45)(44+1/46)
   = (1+1/22)(43+1/23)
   = (2+1/23)(22+1/47)
   = (3+1/5)(14+1/16)
   = (4+1/12)(11+1/49)

46     (22 distinct solutions. )
   = (1+1/91)(45+1/2)
   = (3+1/61)(15+1/4)
   = (5+1/55)(9+1/6)
   = (1+1/68)(45+1/3)
   = (3+1/38)(15+1/5)
   = (4+1/17)(11+1/3)
   = (5+1/32)(9+1/7)
   = (1+1/47)(45+1/24)
   = (1+1/23)(44+1/12)
   = (1+1/15)(43+1/8)
   = (1+1/11)(42+1/6)
   = (1+1/7)(40+1/4)
   = (1+1/5)(38+1/3)
   = (1+1/3)(34+1/2)
   = (3+1/17)(15+1/26)
   = (5+1/11)(9+1/28)
   = (1+1/46)(45+1/47)
   = (3+1/16)(15+1/49)
   = (3+1/2)(13+1/7)
   = (4+1/6)(11+1/25)
   = (5+1/10)(9+1/51)
   = (6+1/2)(7+1/13)

47     (18 distinct solutions. )
   = (1+1/93)(46+1/2)
   = (2+1/70)(23+1/3)
   = (3+1/31)(15+1/2)
   = (5+1/28)(9+1/3)
   = (1+1/47)(46+1/48)
   = (1+1/23)(45+1/24)
   = (1+1/15)(44+1/16)
   = (1+1/11)(43+1/12)
   = (1+1/7)(41+1/8)
   = (1+1/5)(39+1/6)
   = (1+1/3)(35+1/4)
   = (1+1/2)(31+1/3)
   = (2+1/24)(23+1/49)
   = (2+1/3)(20+1/7)
   = (3+1/8)(15+1/25)
   = (3+1/3)(14+1/10)
   = (4+1/4)(11+1/17)
   = (5+1/5)(9+1/26)

48     (22 distinct solutions. )
   = (1+1/95)(47+1/2)
   = (5+1/19)(9+1/2)
   = (1+1/71)(47+1/3)
   = (1+1/63)(47+1/4)
   = (1+1/31)(46+1/2)
   = (1+1/59)(47+1/5)
   = (5+1/7)(9+1/3)
   = (1+1/55)(47+1/7)
   = (1+1/53)(47+1/9)
   = (1+1/17)(45+1/3)
   = (1+1/51)(47+1/13)
   = (1+1/50)(47+1/17)
   = (2+1/13)(23+1/9)
   = (2+1/4)(21+1/3)
   = (5+1/4)(9+1/7)
   = (1+1/49)(47+1/25)
   = (1+1/9)(43+1/5)
   = (1+1/48)(47+1/49)
   = (1+1/6)(41+1/7)
   = (2+1/12)(23+1/25)
   = (2+1/2)(19+1/5)
   = (4+1/3)(11+1/13)

49     (24 distinct solutions. )
   = (1+1/97)(48+1/2)
   = (2+1/73)(24+1/3)
   = (3+1/65)(16+1/4)
   = (4+1/61)(12+1/5)
   = (6+1/57)(8+1/7)
   = (1+1/55)(48+1/8)
   = (1+1/27)(47+1/4)
   = (1+1/13)(45+1/2)
   = (2+1/31)(24+1/9)
   = (2+1/10)(23+1/3)
   = (3+1/23)(16+1/10)
   = (4+1/19)(12+1/11)
   = (5+1/4)(9+1/3)
   = (6+1/15)(8+1/13)
   = (1+1/49)(48+1/50)
   = (1+1/24)(47+1/25)
   = (1+1/9)(44+1/10)
   = (1+1/4)(39+1/5)
   = (2+1/25)(24+1/51)
   = (2+1/8)(23+1/17)
   = (3+1/17)(16+1/52)
   = (3+1/4)(15+1/13)
   = (4+1/13)(12+1/53)
   = (6+1/9)(8+1/55)

50     (22 distinct solutions. )
   = (1+1/99)(49+1/2)
   = (3+1/33)(16+1/2)
   = (7+1/57)(7+1/8)
   = (1+1/74)(49+1/3)
   = (7+1/32)(7+1/9)
   = (1+1/59)(49+1/6)
   = (1+1/29)(48+1/3)
   = (1+1/19)(47+1/2)
   = (3+1/13)(16+1/4)
   = (7+1/17)(7+1/12)
   = (1+1/54)(49+1/11)
   = (2+1/7)(23+1/3)
   = (1+1/51)(49+1/26)
   = (1+1/25)(48+1/13)
   = (1+1/3)(37+1/2)
   = (3+1/9)(16+1/14)
   = (1+1/50)(49+1/51)
   = (1+1/16)(47+1/17)
   = (1+1/2)(33+1/3)
   = (2+1/6)(23+1/13)
   = (4+1/2)(11+1/9)
   = (5+1/2)(9+1/11)

51     (26 distinct solutions. )
   = (1+1/101)(50+1/2)
   = (2+1/76)(25+1/3)
   = (5+1/61)(10+1/6)
   = (7+1/29)(7+1/4)
   = (1+1/67)(50+1/4)
   = (1+1/33)(49+1/2)
   = (2+1/42)(25+1/5)
   = (3+1/11)(16+1/2)
   = (5+1/27)(10+1/8)
   = (7+1/12)(7+1/5)
   = (1+1/53)(50+1/18)
   = (1+1/26)(49+1/9)
   = (1+1/17)(48+1/6)
   = (1+1/8)(45+1/3)
   = (1+1/5)(42+1/2)
   = (2+1/28)(25+1/19)
   = (4+1/5)(12+1/7)
   = (4+1/2)(11+1/3)
   = (5+1/13)(10+1/22)
   = (1+1/51)(50+1/52)
   = (1+1/25)(49+1/26)
   = (1+1/12)(47+1/13)
   = (1+1/3)(38+1/4)
   = (2+1/26)(25+1/53)
   = (5+1/11)(10+1/56)
   = (6+1/3)(8+1/19)

52     (23 distinct solutions. )
   = (1+1/103)(51+1/2)
   = (3+1/69)(17+1/4)
   = (5+1/31)(10+1/3)
   = (1+1/77)(51+1/3)
   = (3+1/43)(17+1/5)
   = (7+1/11)(7+1/3)
   = (1+1/64)(51+1/5)
   = (2+1/19)(25+1/3)
   = (3+1/30)(17+1/7)
   = (1+1/55)(51+1/14)
   = (1+1/27)(50+1/7)
   = (1+1/7)(45+1/2)
   = (3+1/21)(17+1/16)
   = (3+1/5)(16+1/4)
   = (5+1/7)(10+1/9)
   = (1+1/53)(51+1/27)
   = (1+1/17)(49+1/9)
   = (1+1/5)(43+1/3)
   = (3+1/19)(17+1/29)
   = (1+1/52)(51+1/53)
   = (2+1/13)(25+1/27)
   = (2+1/4)(23+1/9)
   = (3+1/18)(17+1/55)

53     (18 distinct solutions. )
   = (1+1/105)(52+1/2)
   = (2+1/79)(26+1/3)
   = (3+1/35)(17+1/2)
   = (4+1/66)(13+1/5)
   = (5+1/21)(10+1/2)
   = (7+1/15)(7+1/2)
   = (1+1/53)(52+1/54)
   = (1+1/26)(51+1/27)
   = (1+1/17)(50+1/18)
   = (1+1/8)(47+1/9)
   = (1+1/5)(44+1/6)
   = (1+1/2)(35+1/3)
   = (2+1/27)(26+1/55)
   = (2+1/5)(24+1/11)
   = (2+1/2)(21+1/5)
   = (3+1/9)(17+1/28)
   = (3+1/2)(15+1/7)
   = (4+1/14)(13+1/57)

54     (28 distinct solutions. )
   = (1+1/107)(53+1/2)
   = (1+1/80)(53+1/3)
   = (4+1/20)(13+1/3)
   = (1+1/71)(53+1/4)
   = (1+1/35)(52+1/2)
   = (5+1/7)(10+1/2)
   = (7+1/5)(7+1/2)
   = (1+1/62)(53+1/7)
   = (4+1/11)(13+1/5)
   = (1+1/59)(53+1/10)
   = (1+1/29)(52+1/5)
   = (1+1/11)(49+1/2)
   = (1+1/56)(53+1/19)
   = (2+1/7)(25+1/5)
   = (4+1/8)(13+1/11)
   = (1+1/55)(53+1/28)
   = (1+1/27)(52+1/14)
   = (1+1/13)(50+1/7)
   = (1+1/7)(47+1/4)
   = (1+1/3)(40+1/2)
   = (3+1/3)(16+1/5)
   = (5+1/3)(10+1/8)
   = (1+1/54)(53+1/55)
   = (1+1/10)(49+1/11)
   = (1+1/4)(43+1/5)
   = (2+1/3)(23+1/7)
   = (3+1/6)(17+1/19)
   = (4+1/7)(13+1/29)

55     (33 distinct solutions. )
   = (1+1/109)(54+1/2)
   = (2+1/82)(27+1/3)
   = (3+1/73)(18+1/4)
   = (6+1/64)(9+1/7)
   = (1+1/65)(54+1/6)
   = (1+1/32)(53+1/3)
   = (1+1/21)(52+1/2)
   = (2+1/38)(27+1/7)
   = (3+1/29)(18+1/8)
   = (3+1/7)(17+1/2)
   = (4+1/8)(13+1/3)
   = (6+1/20)(9+1/11)
   = (7+1/3)(7+1/2)
   = (1+1/59)(54+1/12)
   = (1+1/29)(53+1/6)
   = (1+1/19)(52+1/4)
   = (1+1/14)(51+1/3)
   = (1+1/9)(49+1/2)
   = (2+1/32)(27+1/13)
   = (3+1/23)(18+1/14)
   = (3+1/3)(16+1/2)
   = (4+1/6)(13+1/5)
   = (6+1/14)(9+1/17)
   = (1+1/55)(54+1/56)
   = (1+1/27)(53+1/28)
   = (1+1/13)(51+1/14)
   = (1+1/7)(48+1/8)
   = (1+1/6)(47+1/7)
   = (1+1/3)(41+1/4)
   = (2+1/28)(27+1/57)
   = (2+1/9)(26+1/19)
   = (3+1/19)(18+1/58)
   = (6+1/10)(9+1/61)

56     (32 distinct solutions. )
   = (1+1/111)(55+1/2)
   = (3+1/37)(18+1/2)
   = (5+1/67)(11+1/6)
   = (1+1/83)(55+1/3)
   = (5+1/39)(11+1/7)
   = (1+1/69)(55+1/5)
   = (5+1/25)(11+1/9)
   = (1+1/63)(55+1/8)
   = (1+1/31)(54+1/4)
   = (1+1/15)(52+1/2)
   = (3+1/13)(18+1/5)
   = (3+1/5)(17+1/2)
   = (5+1/19)(11+1/12)
   = (5+1/3)(10+1/2)
   = (1+1/62)(55+1/9)
   = (1+1/20)(53+1/3)
   = (2+1/17)(27+1/5)
   = (4+1/5)(13+1/3)
   = (5+1/18)(11+1/13)
   = (6+1/8)(9+1/7)
   = (1+1/59)(55+1/15)
   = (1+1/19)(53+1/5)
   = (1+1/11)(51+1/3)
   = (5+1/15)(11+1/19)
   = (1+1/57)(55+1/29)
   = (5+1/13)(11+1/33)
   = (1+1/56)(55+1/57)
   = (1+1/18)(53+1/19)
   = (1+1/2)(37+1/3)
   = (2+1/14)(27+1/29)
   = (5+1/12)(11+1/61)
   = (6+1/5)(9+1/31)

57     (29 distinct solutions. )
   = (1+1/113)(56+1/2)
   = (2+1/85)(28+1/3)
   = (4+1/71)(14+1/5)
   = (5+1/34)(11+1/3)
   = (7+1/65)(8+1/8)
   = (1+1/75)(56+1/4)
   = (1+1/37)(55+1/2)
   = (2+1/47)(28+1/5)
   = (4+1/33)(14+1/7)
   = (5+1/15)(11+1/4)
   = (7+1/27)(8+1/10)
   = (1+1/59)(56+1/20)
   = (1+1/29)(55+1/10)
   = (1+1/14)(53+1/5)
   = (1+1/11)(52+1/4)
   = (1+1/5)(47+1/2)
   = (2+1/31)(28+1/21)
   = (2+1/10)(27+1/7)
   = (2+1/4)(25+1/3)
   = (4+1/17)(14+1/23)
   = (5+1/7)(11+1/12)
   = (7+1/11)(8+1/26)
   = (1+1/57)(56+1/58)
   = (1+1/28)(55+1/29)
   = (2+1/29)(28+1/59)
   = (3+1/3)(17+1/10)
   = (4+1/15)(14+1/61)
   = (5+1/6)(11+1/31)
   = (7+1/9)(8+1/64)

58     (21 distinct solutions. )
   = (1+1/115)(57+1/2)
   = (3+1/77)(19+1/4)
   = (5+1/23)(11+1/2)
   = (7+1/33)(8+1/4)
   = (1+1/86)(57+1/3)
   = (3+1/48)(19+1/5)
   = (1+1/59)(57+1/30)
   = (1+1/29)(56+1/15)
   = (1+1/19)(55+1/10)
   = (1+1/11)(53+1/6)
   = (1+1/9)(52+1/5)
   = (1+1/5)(48+1/3)
   = (1+1/3)(43+1/2)
   = (3+1/21)(19+1/32)
   = (3+1/5)(18+1/8)
   = (7+1/5)(8+1/18)
   = (1+1/58)(57+1/59)
   = (2+1/7)(27+1/15)
   = (2+1/2)(23+1/5)
   = (3+1/20)(19+1/61)
   = (5+1/4)(11+1/21)

59     (20 distinct solutions. )
   = (1+1/117)(58+1/2)
   = (2+1/88)(29+1/3)
   = (3+1/39)(19+1/2)
   = (1+1/59)(58+1/60)
   = (1+1/29)(57+1/30)
   = (1+1/19)(56+1/20)
   = (1+1/14)(55+1/15)
   = (1+1/11)(54+1/12)
   = (1+1/9)(53+1/10)
   = (1+1/5)(49+1/6)
   = (1+1/4)(47+1/5)
   = (1+1/3)(44+1/4)
   = (1+1/2)(39+1/3)
   = (2+1/30)(29+1/61)
   = (3+1/10)(19+1/31)
   = (4+1/5)(14+1/21)
   = (4+1/2)(13+1/9)
   = (5+1/3)(11+1/16)
   = (6+1/2)(9+1/13)
   = (7+1/3)(8+1/22)

60     (32 distinct solutions. )
   = (1+1/119)(59+1/2)
   = (7+1/17)(8+1/2)
   = (1+1/89)(59+1/3)
   = (1+1/79)(59+1/4)
   = (1+1/39)(58+1/2)
   = (3+1/13)(19+1/2)
   = (1+1/74)(59+1/5)
   = (2+1/22)(29+1/3)
   = (1+1/71)(59+1/6)
   = (1+1/35)(58+1/3)
   = (1+1/23)(57+1/2)
   = (7+1/5)(8+1/3)
   = (1+1/69)(59+1/7)
   = (1+1/65)(59+1/11)
   = (1+1/64)(59+1/13)
   = (2+1/17)(29+1/7)
   = (3+1/8)(19+1/5)
   = (1+1/63)(59+1/16)
   = (1+1/31)(58+1/8)
   = (1+1/15)(56+1/4)
   = (1+1/7)(52+1/2)
   = (5+1/3)(11+1/4)
   = (1+1/62)(59+1/21)
   = (1+1/20)(57+1/7)
   = (1+1/8)(53+1/3)
   = (2+1/16)(29+1/11)
   = (4+1/2)(13+1/3)
   = (1+1/61)(59+1/31)
   = (3+1/7)(19+1/11)
   = (1+1/60)(59+1/61)
   = (2+1/15)(29+1/31)
   = (3+1/2)(17+1/7)

61     (19 distinct solutions. )
   = (1+1/121)(60+1/2)
   = (2+1/91)(30+1/3)
   = (3+1/81)(20+1/4)
   = (4+1/76)(15+1/5)
   = (5+1/73)(12+1/6)
   = (6+1/71)(10+1/7)
   = (1+1/61)(60+1/62)
   = (1+1/30)(59+1/31)
   = (2+1/31)(30+1/63)
   = (2+1/10)(29+1/21)
   = (2+1/4)(27+1/9)
   = (2+1/3)(26+1/7)
   = (3+1/21)(20+1/64)
   = (3+1/5)(19+1/16)
   = (4+1/16)(15+1/65)
   = (4+1/3)(14+1/13)
   = (5+1/13)(12+1/66)
   = (5+1/2)(11+1/11)
   = (6+1/11)(10+1/67)

62     (19 distinct solutions. )
   = (1+1/123)(61+1/2)
   = (3+1/41)(20+1/2)
   = (5+1/37)(12+1/3)
   = (1+1/92)(61+1/3)
   = (4+1/23)(15+1/3)
   = (1+1/63)(61+1/32)
   = (1+1/31)(60+1/16)
   = (1+1/15)(58+1/8)
   = (1+1/7)(54+1/4)
   = (1+1/3)(46+1/2)
   = (3+1/11)(20+1/17)
   = (5+1/7)(12+1/18)
   = (1+1/62)(61+1/63)
   = (1+1/20)(59+1/21)
   = (1+1/8)(55+1/9)
   = (1+1/6)(53+1/7)
   = (1+1/2)(41+1/3)
   = (3+1/4)(19+1/13)
   = (4+1/8)(15+1/33)

63     (30 distinct solutions. )
   = (1+1/125)(62+1/2)
   = (2+1/94)(31+1/3)
   = (5+1/25)(12+1/2)
   = (1+1/83)(62+1/4)
   = (1+1/41)(61+1/2)
   = (2+1/52)(31+1/5)
   = (1+1/71)(62+1/8)
   = (1+1/35)(61+1/4)
   = (1+1/17)(59+1/2)
   = (2+1/40)(31+1/9)
   = (2+1/13)(30+1/3)
   = (5+1/7)(12+1/4)
   = (1+1/69)(62+1/10)
   = (1+1/34)(61+1/5)
   = (1+1/13)(58+1/2)
   = (2+1/38)(31+1/11)
   = (3+1/9)(20+1/4)
   = (1+1/65)(62+1/22)
   = (1+1/32)(61+1/11)
   = (1+1/5)(52+1/2)
   = (2+1/34)(31+1/23)
   = (1+1/63)(62+1/64)
   = (1+1/31)(61+1/32)
   = (1+1/15)(59+1/16)
   = (1+1/7)(55+1/8)
   = (1+1/3)(47+1/4)
   = (2+1/32)(31+1/65)
   = (2+1/6)(29+1/13)
   = (2+1/2)(25+1/5)
   = (3+1/7)(20+1/22)

64     (30 distinct solutions. )
   = (1+1/127)(63+1/2)
   = (3+1/85)(21+1/4)
   = (7+1/73)(9+1/8)
   = (1+1/95)(63+1/3)
   = (3+1/53)(21+1/5)
   = (7+1/41)(9+1/9)
   = (1+1/79)(63+1/5)
   = (3+1/37)(21+1/7)
   = (7+1/25)(9+1/11)
   = (1+1/71)(63+1/9)
   = (1+1/23)(61+1/3)
   = (3+1/29)(21+1/11)
   = (7+1/17)(9+1/15)
   = (1+1/67)(63+1/17)
   = (3+1/25)(21+1/19)
   = (7+1/13)(9+1/23)
   = (1+1/65)(63+1/33)
   = (1+1/21)(61+1/11)
   = (1+1/5)(53+1/3)
   = (3+1/23)(21+1/35)
   = (3+1/3)(19+1/5)
   = (7+1/11)(9+1/39)
   = (1+1/64)(63+1/65)
   = (1+1/12)(59+1/13)
   = (1+1/4)(51+1/5)
   = (2+1/16)(31+1/33)
   = (2+1/5)(29+1/11)
   = (3+1/22)(21+1/67)
   = (4+1/4)(15+1/17)
   = (7+1/10)(9+1/71)

65     (35 distinct solutions. )
   = (1+1/129)(64+1/2)
   = (2+1/97)(32+1/3)
   = (3+1/43)(21+1/2)
   = (4+1/81)(16+1/5)
   = (7+1/37)(9+1/4)
   = (8+1/73)(8+1/9)
   = (1+1/77)(64+1/6)
   = (1+1/38)(63+1/3)
   = (1+1/25)(62+1/2)
   = (2+1/45)(32+1/7)
   = (3+1/17)(21+1/4)
   = (4+1/29)(16+1/9)
   = (5+1/5)(12+1/2)
   = (7+1/11)(9+1/6)
   = (8+1/21)(8+1/13)
   = (1+1/69)(64+1/14)
   = (1+1/34)(63+1/7)
   = (1+1/9)(58+1/2)
   = (2+1/37)(32+1/15)
   = (2+1/12)(31+1/5)
   = (2+1/7)(30+1/3)
   = (3+1/13)(21+1/8)
   = (3+1/3)(19+1/2)
   = (4+1/21)(16+1/17)
   = (7+1/7)(9+1/10)
   = (1+1/65)(64+1/66)
   = (1+1/32)(63+1/33)
   = (1+1/21)(62+1/22)
   = (1+1/10)(59+1/11)
   = (1+1/5)(54+1/6)
   = (1+1/2)(43+1/3)
   = (2+1/33)(32+1/67)
   = (3+1/11)(21+1/34)
   = (4+1/17)(16+1/69)
   = (7+1/5)(9+1/36)

66     (27 distinct solutions. )
   = (1+1/131)(65+1/2)
   = (5+1/79)(13+1/6)
   = (1+1/98)(65+1/3)
   = (5+1/46)(13+1/7)
   = (7+1/14)(9+1/3)
   = (1+1/87)(65+1/4)
   = (1+1/43)(64+1/2)
   = (5+1/35)(13+1/8)
   = (1+1/76)(65+1/7)
   = (5+1/24)(13+1/11)
   = (1+1/71)(65+1/12)
   = (1+1/35)(64+1/6)
   = (1+1/23)(63+1/4)
   = (1+1/17)(62+1/3)
   = (1+1/11)(60+1/2)
   = (5+1/19)(13+1/16)
   = (7+1/5)(9+1/6)
   = (1+1/68)(65+1/23)
   = (2+1/4)(29+1/3)
   = (5+1/16)(13+1/27)
   = (1+1/67)(65+1/34)
   = (1+1/33)(64+1/17)
   = (1+1/3)(49+1/2)
   = (5+1/15)(13+1/38)
   = (1+1/66)(65+1/67)
   = (2+1/8)(31+1/17)
   = (5+1/14)(13+1/71)

67     (18 distinct solutions. )
   = (1+1/133)(66+1/2)
   = (2+1/100)(33+1/3)
   = (3+1/89)(22+1/4)
   = (5+1/40)(13+1/3)
   = (6+1/78)(11+1/7)
   = (7+1/19)(9+1/2)
   = (8+1/25)(8+1/3)
   = (1+1/67)(66+1/68)
   = (1+1/33)(65+1/34)
   = (1+1/16)(63+1/17)
   = (1+1/3)(50+1/4)
   = (2+1/34)(33+1/69)
   = (2+1/11)(32+1/23)
   = (3+1/23)(22+1/70)
   = (3+1/3)(20+1/10)
   = (3+1/2)(19+1/7)
   = (5+1/7)(13+1/36)
   = (6+1/12)(11+1/73)

68     (28 distinct solutions. )
   = (1+1/135)(67+1/2)
   = (3+1/45)(22+1/2)
   = (5+1/27)(13+1/2)
   = (1+1/101)(67+1/3)
   = (1+1/84)(67+1/5)
   = (2+1/25)(33+1/3)
   = (5+1/10)(13+1/3)
   = (6+1/14)(11+1/5)
   = (1+1/71)(67+1/18)
   = (1+1/35)(66+1/9)
   = (1+1/23)(65+1/6)
   = (1+1/11)(62+1/3)
   = (1+1/7)(59+1/2)
   = (3+1/13)(22+1/10)
   = (3+1/5)(21+1/4)
   = (1+1/69)(67+1/35)
   = (1+1/13)(63+1/7)
   = (1+1/9)(61+1/5)
   = (5+1/5)(13+1/13)
   = (1+1/68)(67+1/69)
   = (1+1/22)(65+1/23)
   = (1+1/2)(45+1/3)
   = (2+1/17)(33+1/35)
   = (2+1/3)(29+1/7)
   = (2+1/2)(27+1/5)
   = (4+1/2)(15+1/9)
   = (6+1/6)(11+1/37)
   = (7+1/2)(9+1/15)

69     (31 distinct solutions. )
   = (1+1/137)(68+1/2)
   = (2+1/103)(34+1/3)
   = (4+1/86)(17+1/5)
   = (1+1/91)(68+1/4)
   = (1+1/45)(67+1/2)
   = (2+1/57)(34+1/5)
   = (3+1/15)(22+1/2)
   = (4+1/40)(17+1/7)
   = (5+1/9)(13+1/2)
   = (1+1/71)(68+1/24)
   = (1+1/35)(67+1/12)
   = (1+1/23)(66+1/8)
   = (1+1/17)(65+1/6)
   = (1+1/11)(63+1/4)
   = (1+1/8)(61+1/3)
   = (1+1/5)(57+1/2)
   = (2+1/37)(34+1/25)
   = (2+1/7)(32+1/5)
   = (4+1/20)(17+1/27)
   = (4+1/2)(15+1/3)
   = (5+1/4)(13+1/7)
   = (7+1/2)(9+1/5)
   = (1+1/69)(68+1/70)
   = (1+1/34)(67+1/35)
   = (1+1/13)(64+1/14)
   = (1+1/9)(62+1/10)
   = (1+1/6)(59+1/7)
   = (1+1/4)(55+1/5)
   = (2+1/35)(34+1/71)
   = (4+1/18)(17+1/73)
   = (6+1/4)(11+1/25)

70     (41 distinct solutions. )
   = (1+1/139)(69+1/2)
   = (3+1/93)(23+1/4)
   = (1+1/104)(69+1/3)
   = (3+1/58)(23+1/5)
   = (4+1/26)(17+1/3)
   = (1+1/83)(69+1/6)
   = (1+1/41)(68+1/3)
   = (1+1/27)(67+1/2)
   = (3+1/37)(23+1/8)
   = (3+1/9)(22+1/2)
   = (1+1/79)(69+1/8)
   = (1+1/39)(68+1/4)
   = (1+1/19)(66+1/2)
   = (3+1/33)(23+1/10)
   = (1+1/76)(69+1/11)
   = (2+1/10)(33+1/3)
   = (3+1/30)(23+1/13)
   = (4+1/12)(17+1/7)
   = (5+1/4)(13+1/3)
   = (1+1/74)(69+1/15)
   = (1+1/24)(67+1/5)
   = (1+1/14)(65+1/3)
   = (3+1/28)(23+1/17)
   = (4+1/11)(17+1/9)
   = (6+1/4)(11+1/5)
   = (7+1/2)(9+1/3)
   = (1+1/71)(69+1/36)
   = (1+1/35)(68+1/18)
   = (1+1/23)(67+1/12)
   = (1+1/17)(66+1/9)
   = (1+1/11)(64+1/6)
   = (1+1/7)(61+1/4)
   = (1+1/5)(58+1/3)
   = (1+1/3)(52+1/2)
   = (3+1/25)(23+1/38)
   = (5+1/3)(13+1/8)
   = (1+1/70)(69+1/71)
   = (2+1/4)(31+1/9)
   = (3+1/24)(23+1/73)
   = (4+1/9)(17+1/37)
   = (6+1/3)(11+1/19)

71     (20 distinct solutions. )
   = (1+1/141)(70+1/2)
   = (2+1/106)(35+1/3)
   = (3+1/47)(23+1/2)
   = (5+1/85)(14+1/6)
   = (7+1/81)(10+1/8)
   = (1+1/71)(70+1/72)
   = (1+1/35)(69+1/36)
   = (1+1/23)(68+1/24)
   = (1+1/17)(67+1/18)
   = (1+1/11)(65+1/12)
   = (1+1/8)(63+1/9)
   = (1+1/7)(62+1/8)
   = (1+1/5)(59+1/6)
   = (1+1/3)(53+1/4)
   = (1+1/2)(47+1/3)
   = (2+1/36)(35+1/73)
   = (3+1/12)(23+1/37)
   = (4+1/6)(17+1/25)
   = (5+1/15)(14+1/76)
   = (7+1/11)(10+1/78)

72     (33 distinct solutions. )
   = (1+1/143)(71+1/2)
   = (5+1/43)(14+1/3)
   = (7+1/41)(10+1/4)
   = (1+1/107)(71+1/3)
   = (1+1/95)(71+1/4)
   = (1+1/47)(70+1/2)
   = (5+1/19)(14+1/4)
   = (7+1/17)(10+1/5)
   = (1+1/89)(71+1/5)
   = (1+1/83)(71+1/7)
   = (1+1/80)(71+1/9)
   = (1+1/26)(69+1/3)
   = (2+1/22)(35+1/5)
   = (1+1/79)(71+1/10)
   = (1+1/39)(70+1/5)
   = (1+1/15)(67+1/2)
   = (3+1/5)(22+1/2)
   = (5+1/11)(14+1/7)
   = (5+1/3)(13+1/2)
   = (7+1/9)(10+1/8)
   = (1+1/77)(71+1/13)
   = (1+1/75)(71+1/19)
   = (3+1/9)(23+1/7)
   = (1+1/74)(71+1/25)
   = (1+1/14)(67+1/5)
   = (2+1/19)(35+1/13)
   = (4+1/5)(17+1/7)
   = (1+1/73)(71+1/37)
   = (1+1/72)(71+1/73)
   = (2+1/18)(35+1/37)
   = (3+1/8)(23+1/25)
   = (5+1/2)(13+1/11)
   = (6+1/2)(11+1/13)

73     (19 distinct solutions. )
   = (1+1/145)(72+1/2)
   = (2+1/109)(36+1/3)
   = (3+1/97)(24+1/4)
   = (4+1/91)(18+1/5)
   = (5+1/29)(14+1/2)
   = (6+1/85)(12+1/7)
   = (8+1/82)(9+1/9)
   = (1+1/73)(72+1/74)
   = (1+1/36)(71+1/37)
   = (2+1/37)(36+1/75)
   = (2+1/12)(35+1/25)
   = (2+1/7)(34+1/15)
   = (2+1/2)(29+1/5)
   = (3+1/25)(24+1/76)
   = (3+1/6)(23+1/19)
   = (4+1/19)(18+1/77)
   = (5+1/5)(14+1/26)
   = (6+1/13)(12+1/79)
   = (8+1/10)(9+1/81)

74     (21 distinct solutions. )
   = (1+1/147)(73+1/2)
   = (3+1/49)(24+1/2)
   = (7+1/21)(10+1/2)
   = (1+1/110)(73+1/3)
   = (8+1/23)(9+1/5)
   = (1+1/75)(73+1/38)
   = (1+1/37)(72+1/19)
   = (1+1/3)(55+1/2)
   = (3+1/13)(24+1/20)
   = (3+1/5)(23+1/8)
   = (3+1/3)(22+1/5)
   = (7+1/3)(10+1/11)
   = (1+1/74)(73+1/75)
   = (1+1/24)(71+1/25)
   = (1+1/14)(69+1/15)
   = (1+1/4)(59+1/5)
   = (1+1/2)(49+1/3)
   = (2+1/9)(35+1/19)
   = (3+1/2)(21+1/7)
   = (4+1/3)(17+1/13)
   = (8+1/5)(9+1/41)

75     (34 distinct solutions. )
   = (1+1/149)(74+1/2)
   = (2+1/112)(37+1/3)
   = (8+1/28)(9+1/3)
   = (1+1/99)(74+1/4)
   = (1+1/49)(73+1/2)
   = (2+1/62)(37+1/5)
   = (7+1/7)(10+1/2)
   = (1+1/89)(74+1/6)
   = (1+1/44)(73+1/3)
   = (1+1/29)(72+1/2)
   = (2+1/52)(37+1/7)
   = (4+1/11)(18+1/3)
   = (1+1/79)(74+1/16)
   = (1+1/39)(73+1/8)
   = (1+1/19)(71+1/4)
   = (1+1/9)(67+1/2)
   = (2+1/42)(37+1/17)
   = (3+1/3)(22+1/2)
   = (1+1/77)(74+1/26)
   = (1+1/38)(73+1/13)
   = (1+1/5)(62+1/2)
   = (2+1/40)(37+1/27)
   = (2+1/13)(36+1/9)
   = (2+1/4)(33+1/3)
   = (8+1/4)(9+1/11)
   = (1+1/75)(74+1/76)
   = (1+1/37)(73+1/38)
   = (1+1/18)(71+1/19)
   = (1+1/3)(56+1/4)
   = (2+1/38)(37+1/77)
   = (2+1/5)(34+1/11)
   = (2+1/3)(32+1/7)
   = (3+1/4)(23+1/13)
   = (5+1/3)(14+1/16)

76     (31 distinct solutions. )
   = (1+1/151)(75+1/2)
   = (3+1/101)(25+1/4)
   = (5+1/91)(15+1/6)
   = (1+1/113)(75+1/3)
   = (3+1/63)(25+1/5)
   = (5+1/53)(15+1/7)
   = (1+1/94)(75+1/5)
   = (2+1/28)(37+1/3)
   = (3+1/44)(25+1/7)
   = (5+1/34)(15+1/9)
   = (8+1/7)(9+1/3)
   = (1+1/79)(75+1/20)
   = (1+1/39)(74+1/10)
   = (1+1/19)(72+1/5)
   = (1+1/15)(71+1/4)
   = (1+1/7)(66+1/2)
   = (3+1/29)(25+1/22)
   = (5+1/19)(15+1/24)
   = (5+1/3)(14+1/4)
   = (1+1/77)(75+1/39)
   = (1+1/25)(73+1/13)
   = (1+1/5)(63+1/3)
   = (3+1/27)(25+1/41)
   = (5+1/17)(15+1/43)
   = (1+1/76)(75+1/77)
   = (1+1/10)(69+1/11)
   = (1+1/6)(65+1/7)
   = (2+1/19)(37+1/39)
   = (2+1/6)(35+1/13)
   = (3+1/26)(25+1/79)
   = (5+1/16)(15+1/81)

77     (40 distinct solutions. )
   = (1+1/153)(76+1/2)
   = (2+1/115)(38+1/3)
   = (3+1/51)(25+1/2)
   = (4+1/96)(19+1/5)
   = (5+1/46)(15+1/3)
   = (1+1/87)(76+1/8)
   = (1+1/43)(75+1/4)
   = (1+1/21)(73+1/2)
   = (2+1/49)(38+1/9)
   = (2+1/16)(37+1/3)
   = (3+1/18)(25+1/5)
   = (3+1/7)(24+1/2)
   = (4+1/30)(19+1/11)
   = (5+1/13)(15+1/6)
   = (7+1/3)(10+1/2)
   = (8+1/4)(9+1/3)
   = (1+1/83)(76+1/12)
   = (1+1/41)(75+1/6)
   = (1+1/27)(74+1/4)
   = (1+1/20)(73+1/3)
   = (1+1/13)(71+1/2)
   = (2+1/45)(38+1/13)
   = (3+1/16)(25+1/7)
   = (4+1/26)(19+1/15)
   = (4+1/5)(18+1/3)
   = (5+1/11)(15+1/8)
   = (1+1/77)(76+1/78)
   = (1+1/38)(75+1/39)
   = (1+1/25)(74+1/26)
   = (1+1/12)(71+1/13)
   = (1+1/5)(64+1/6)
   = (1+1/2)(51+1/3)
   = (2+1/39)(38+1/79)
   = (3+1/13)(25+1/40)
   = (3+1/5)(24+1/16)
   = (3+1/3)(23+1/10)
   = (4+1/20)(19+1/81)
   = (4+1/2)(17+1/9)
   = (5+1/8)(15+1/41)
   = (8+1/2)(9+1/17)

78     (38 distinct solutions. )
   = (1+1/155)(77+1/2)
   = (5+1/31)(15+1/2)
   = (7+1/89)(11+1/8)
   = (1+1/116)(77+1/3)
   = (4+1/29)(19+1/3)
   = (7+1/50)(11+1/9)
   = (1+1/103)(77+1/4)
   = (1+1/51)(76+1/2)
   = (3+1/17)(25+1/2)
   = (7+1/37)(11+1/10)
   = (1+1/90)(77+1/7)
   = (4+1/16)(19+1/5)
   = (7+1/24)(11+1/13)
   = (1+1/83)(77+1/14)
   = (1+1/41)(76+1/7)
   = (1+1/11)(71+1/2)
   = (5+1/7)(15+1/6)
   = (7+1/17)(11+1/20)
   = (1+1/80)(77+1/27)
   = (1+1/26)(75+1/9)
   = (1+1/8)(69+1/3)
   = (2+1/10)(37+1/7)
   = (4+1/11)(19+1/15)
   = (4+1/2)(17+1/3)
   = (7+1/14)(11+1/33)
   = (1+1/79)(77+1/40)
   = (1+1/39)(76+1/20)
   = (1+1/19)(74+1/10)
   = (1+1/15)(73+1/8)
   = (1+1/9)(70+1/5)
   = (1+1/7)(68+1/4)
   = (1+1/3)(58+1/2)
   = (3+1/9)(25+1/14)
   = (7+1/13)(11+1/46)
   = (1+1/78)(77+1/79)
   = (2+1/2)(31+1/5)
   = (4+1/10)(19+1/41)
   = (7+1/12)(11+1/85)

79     (20 distinct solutions. )
   = (1+1/157)(78+1/2)
   = (2+1/118)(39+1/3)
   = (3+1/105)(26+1/4)
   = (6+1/92)(13+1/7)
   = (7+1/45)(11+1/4)
   = (1+1/79)(78+1/80)
   = (1+1/39)(77+1/40)
   = (1+1/19)(75+1/20)
   = (1+1/15)(74+1/16)
   = (1+1/9)(71+1/10)
   = (1+1/7)(69+1/8)
   = (1+1/4)(63+1/5)
   = (1+1/3)(59+1/4)
   = (2+1/40)(39+1/81)
   = (2+1/13)(38+1/27)
   = (2+1/4)(35+1/9)
   = (3+1/27)(26+1/82)
   = (5+1/4)(15+1/21)
   = (6+1/14)(13+1/85)
   = (7+1/6)(11+1/43)

80     (32 distinct solutions. )
   = (1+1/159)(79+1/2)
   = (3+1/53)(26+1/2)
   = (1+1/119)(79+1/3)
   = (7+1/17)(11+1/3)
   = (1+1/99)(79+1/5)
   = (1+1/95)(79+1/6)
   = (1+1/47)(78+1/3)
   = (1+1/31)(77+1/2)
   = (3+1/21)(26+1/4)
   = (7+1/9)(11+1/4)
   = (1+1/89)(79+1/9)
   = (1+1/29)(77+1/3)
   = (7+1/7)(11+1/5)
   = (1+1/87)(79+1/11)
   = (1+1/84)(79+1/17)
   = (2+1/22)(39+1/9)
   = (2+1/7)(37+1/3)
   = (4+1/6)(19+1/5)
   = (6+1/9)(13+1/11)
   = (1+1/83)(79+1/21)
   = (1+1/27)(77+1/7)
   = (1+1/11)(73+1/3)
   = (7+1/5)(11+1/9)
   = (1+1/81)(79+1/41)
   = (1+1/80)(79+1/81)
   = (1+1/26)(77+1/27)
   = (1+1/8)(71+1/9)
   = (1+1/2)(53+1/3)
   = (2+1/20)(39+1/41)
   = (4+1/5)(19+1/21)
   = (6+1/7)(13+1/43)
   = (7+1/4)(11+1/29)

81     (39 distinct solutions. )
   = (1+1/161)(80+1/2)
   = (2+1/121)(40+1/3)
   = (4+1/101)(20+1/5)
   = (5+1/97)(16+1/6)
   = (7+1/23)(11+1/2)
   = (8+1/91)(10+1/9)
   = (1+1/107)(80+1/4)
   = (1+1/53)(79+1/2)
   = (2+1/67)(40+1/5)
   = (4+1/47)(20+1/7)
   = (5+1/43)(16+1/8)
   = (8+1/37)(10+1/11)
   = (1+1/89)(80+1/10)
   = (1+1/44)(79+1/5)
   = (1+1/17)(76+1/2)
   = (2+1/49)(40+1/11)
   = (4+1/29)(20+1/13)
   = (5+1/25)(16+1/14)
   = (7+1/5)(11+1/4)
   = (8+1/19)(10+1/17)
   = (1+1/83)(80+1/28)
   = (1+1/41)(79+1/14)
   = (1+1/20)(77+1/7)
   = (1+1/11)(74+1/4)
   = (1+1/5)(67+1/2)
   = (2+1/43)(40+1/29)
   = (4+1/23)(20+1/31)
   = (5+1/19)(16+1/32)
   = (8+1/13)(10+1/35)
   = (1+1/81)(80+1/82)
   = (1+1/40)(79+1/41)
   = (2+1/41)(40+1/83)
   = (3+1/9)(26+1/28)
   = (3+1/2)(23+1/7)
   = (4+1/21)(20+1/85)
   = (4+1/4)(19+1/17)
   = (5+1/17)(16+1/86)
   = (7+1/3)(11+1/22)
   = (8+1/11)(10+1/89)

82     (21 distinct solutions. )
   = (1+1/163)(81+1/2)
   = (3+1/109)(27+1/4)
   = (5+1/49)(16+1/3)
   = (9+1/91)(9+1/10)
   = (1+1/122)(81+1/3)
   = (3+1/68)(27+1/5)
   = (9+1/50)(9+1/11)
   = (1+1/83)(81+1/42)
   = (1+1/41)(80+1/21)
   = (1+1/27)(79+1/14)
   = (1+1/13)(76+1/7)
   = (1+1/11)(75+1/6)
   = (1+1/5)(68+1/3)
   = (1+1/3)(61+1/2)
   = (3+1/29)(27+1/44)
   = (3+1/7)(26+1/11)
   = (5+1/9)(16+1/23)
   = (1+1/82)(81+1/83)
   = (2+1/10)(39+1/21)
   = (2+1/3)(35+1/7)
   = (3+1/28)(27+1/85)

83     (23 distinct solutions. )
   = (1+1/165)(82+1/2)
   = (2+1/124)(41+1/3)
   = (3+1/55)(27+1/2)
   = (5+1/33)(16+1/2)
   = (8+1/31)(10+1/3)
   = (9+1/46)(9+1/5)
   = (1+1/83)(82+1/84)
   = (1+1/41)(81+1/42)
   = (1+1/27)(80+1/28)
   = (1+1/20)(79+1/21)
   = (1+1/13)(77+1/14)
   = (1+1/11)(76+1/12)
   = (1+1/6)(71+1/7)
   = (1+1/5)(69+1/6)
   = (1+1/3)(62+1/4)
   = (1+1/2)(55+1/3)
   = (2+1/42)(41+1/85)
   = (2+1/8)(39+1/17)
   = (2+1/2)(33+1/5)
   = (3+1/14)(27+1/43)
   = (4+1/7)(20+1/29)
   = (5+1/2)(15+1/11)
   = (7+1/2)(11+1/15)

84     (32 distinct solutions. )
   = (1+1/167)(83+1/2)
   = (1+1/125)(83+1/3)
   = (1+1/111)(83+1/4)
   = (1+1/55)(82+1/2)
   = (5+1/11)(16+1/2)
   = (1+1/104)(83+1/5)
   = (2+1/31)(41+1/3)
   = (1+1/97)(83+1/7)
   = (1+1/95)(83+1/8)
   = (1+1/47)(82+1/4)
   = (1+1/23)(80+1/2)
   = (5+1/7)(16+1/3)
   = (1+1/90)(83+1/13)
   = (2+1/24)(41+1/7)
   = (1+1/89)(83+1/15)
   = (1+1/29)(81+1/5)
   = (1+1/17)(79+1/3)
   = (1+1/87)(83+1/22)
   = (1+1/43)(82+1/11)
   = (1+1/7)(73+1/2)
   = (3+1/5)(26+1/4)
   = (1+1/86)(83+1/29)
   = (2+1/22)(41+1/15)
   = (2+1/7)(39+1/5)
   = (2+1/4)(37+1/3)
   = (7+1/2)(11+1/5)
   = (1+1/85)(83+1/43)
   = (3+1/3)(25+1/5)
   = (1+1/84)(83+1/85)
   = (1+1/16)(79+1/17)
   = (1+1/4)(67+1/5)
   = (2+1/21)(41+1/43)

85     (39 distinct solutions. )
   = (1+1/169)(84+1/2)
   = (2+1/127)(42+1/3)
   = (3+1/113)(28+1/4)
   = (4+1/106)(21+1/5)
   = (6+1/99)(14+1/7)
   = (7+1/97)(12+1/8)
   = (1+1/101)(84+1/6)
   = (1+1/50)(83+1/3)
   = (1+1/33)(82+1/2)
   = (2+1/59)(42+1/7)
   = (3+1/45)(28+1/8)
   = (3+1/11)(27+1/2)
   = (4+1/38)(21+1/9)
   = (6+1/31)(14+1/11)
   = (7+1/29)(12+1/12)
   = (1+1/89)(84+1/18)
   = (1+1/44)(83+1/9)
   = (1+1/29)(82+1/6)
   = (1+1/14)(79+1/3)
   = (1+1/9)(76+1/2)
   = (2+1/47)(42+1/19)
   = (3+1/33)(28+1/20)
   = (3+1/8)(27+1/5)
   = (3+1/3)(25+1/2)
   = (4+1/26)(21+1/21)
   = (6+1/19)(14+1/23)
   = (7+1/17)(12+1/24)
   = (7+1/2)(11+1/3)
   = (8+1/3)(10+1/5)
   = (1+1/85)(84+1/86)
   = (1+1/42)(83+1/43)
   = (2+1/43)(42+1/87)
   = (2+1/14)(41+1/29)
   = (3+1/29)(28+1/88)
   = (3+1/7)(27+1/22)
   = (4+1/22)(21+1/89)
   = (6+1/15)(14+1/91)
   = (6+1/2)(13+1/13)
   = (7+1/13)(12+1/92)

86     (24 distinct solutions. )
   = (1+1/171)(85+1/2)
   = (3+1/57)(28+1/2)
   = (5+1/103)(17+1/6)
   = (7+1/49)(12+1/4)
   = (9+1/19)(9+1/2)
   = (1+1/128)(85+1/3)
   = (4+1/32)(21+1/3)
   = (5+1/60)(17+1/7)
   = (1+1/87)(85+1/44)
   = (1+1/43)(84+1/22)
   = (1+1/21)(82+1/11)
   = (1+1/7)(75+1/4)
   = (1+1/3)(64+1/2)
   = (3+1/15)(28+1/23)
   = (5+1/19)(17+1/48)
   = (5+1/3)(16+1/8)
   = (7+1/7)(12+1/25)
   = (1+1/86)(85+1/87)
   = (1+1/28)(83+1/29)
   = (1+1/2)(57+1/3)
   = (2+1/5)(39+1/11)
   = (4+1/11)(21+1/45)
   = (4+1/2)(19+1/9)
   = (5+1/18)(17+1/91)

87     (31 distinct solutions. )
   = (1+1/173)(86+1/2)
   = (2+1/130)(43+1/3)
   = (5+1/52)(17+1/3)
   = (1+1/115)(86+1/4)
   = (1+1/57)(85+1/2)
   = (2+1/72)(43+1/5)
   = (3+1/19)(28+1/2)
   = (5+1/23)(17+1/4)
   = (1+1/89)(86+1/30)
   = (1+1/44)(85+1/15)
   = (1+1/29)(84+1/10)
   = (1+1/17)(82+1/6)
   = (1+1/14)(81+1/5)
   = (1+1/8)(77+1/3)
   = (1+1/5)(72+1/2)
   = (2+1/46)(43+1/31)
   = (4+1/8)(21+1/11)
   = (4+1/2)(19+1/3)
   = (5+1/10)(17+1/17)
   = (7+1/5)(12+1/12)
   = (1+1/87)(86+1/88)
   = (1+1/43)(85+1/44)
   = (1+1/21)(83+1/22)
   = (1+1/10)(79+1/11)
   = (1+1/7)(76+1/8)
   = (1+1/3)(65+1/4)
   = (2+1/44)(43+1/89)
   = (3+1/3)(26+1/10)
   = (4+1/3)(20+1/13)
   = (5+1/9)(17+1/46)
   = (6+1/5)(14+1/31)

88     (40 distinct solutions. )
   = (1+1/175)(87+1/2)
   = (3+1/117)(29+1/4)
   = (5+1/35)(17+1/2)
   = (7+1/25)(12+1/2)
   = (1+1/131)(87+1/3)
   = (3+1/73)(29+1/5)
   = (1+1/109)(87+1/5)
   = (3+1/51)(29+1/7)
   = (5+1/13)(17+1/3)
   = (1+1/98)(87+1/9)
   = (1+1/32)(85+1/3)
   = (2+1/27)(43+1/5)
   = (3+1/40)(29+1/11)
   = (4+1/8)(21+1/3)
   = (1+1/95)(87+1/12)
   = (1+1/47)(86+1/6)
   = (1+1/31)(85+1/4)
   = (1+1/23)(84+1/3)
   = (1+1/15)(82+1/2)
   = (3+1/37)(29+1/14)
   = (3+1/5)(27+1/2)
   = (5+1/3)(16+1/2)
   = (1+1/91)(87+1/23)
   = (3+1/33)(29+1/25)
   = (5+1/7)(17+1/9)
   = (1+1/89)(87+1/45)
   = (1+1/29)(85+1/15)
   = (1+1/17)(83+1/9)
   = (1+1/9)(79+1/5)
   = (1+1/5)(73+1/3)
   = (3+1/31)(29+1/47)
   = (1+1/88)(87+1/89)
   = (2+1/22)(43+1/45)
   = (2+1/7)(41+1/15)
   = (2+1/4)(39+1/9)
   = (2+1/2)(35+1/5)
   = (3+1/30)(29+1/91)
   = (3+1/4)(27+1/13)
   = (3+1/2)(25+1/7)
   = (5+1/6)(17+1/31)

89     (22 distinct solutions. )
   = (1+1/177)(88+1/2)
   = (2+1/133)(44+1/3)
   = (3+1/59)(29+1/2)
   = (4+1/111)(22+1/5)
   = (8+1/100)(11+1/9)
   = (1+1/89)(88+1/90)
   = (1+1/44)(87+1/45)
   = (1+1/29)(86+1/30)
   = (1+1/17)(84+1/18)
   = (1+1/14)(83+1/15)
   = (1+1/9)(80+1/10)
   = (1+1/8)(79+1/9)
   = (1+1/5)(74+1/6)
   = (1+1/4)(71+1/5)
   = (1+1/2)(59+1/3)
   = (2+1/45)(44+1/91)
   = (2+1/6)(41+1/13)
   = (2+1/3)(38+1/7)
   = (3+1/15)(29+1/46)
   = (4+1/23)(22+1/93)
   = (6+1/3)(14+1/19)
   = (8+1/12)(11+1/97)

90     (39 distinct solutions. )
   = (1+1/179)(89+1/2)
   = (1+1/134)(89+1/3)
   = (8+1/28)(11+1/5)
   = (1+1/119)(89+1/4)
   = (1+1/59)(88+1/2)
   = (1+1/107)(89+1/6)
   = (1+1/53)(88+1/3)
   = (1+1/35)(87+1/2)
   = (5+1/7)(17+1/2)
   = (7+1/5)(12+1/2)
   = (1+1/104)(89+1/7)
   = (8+1/13)(11+1/7)
   = (1+1/99)(89+1/10)
   = (1+1/49)(88+1/5)
   = (1+1/19)(85+1/2)
   = (3+1/13)(29+1/4)
   = (1+1/98)(89+1/11)
   = (2+1/13)(43+1/3)
   = (8+1/10)(11+1/9)
   = (1+1/95)(89+1/16)
   = (1+1/47)(88+1/8)
   = (1+1/23)(86+1/4)
   = (1+1/11)(82+1/2)
   = (1+1/94)(89+1/19)
   = (2+1/12)(43+1/5)
   = (8+1/8)(11+1/13)
   = (1+1/92)(89+1/31)
   = (5+1/4)(17+1/7)
   = (8+1/7)(11+1/19)
   = (1+1/91)(89+1/46)
   = (1+1/45)(88+1/23)
   = (1+1/3)(67+1/2)
   = (3+1/5)(28+1/8)
   = (1+1/90)(89+1/91)
   = (1+1/12)(83+1/13)
   = (1+1/6)(77+1/7)
   = (2+1/11)(43+1/23)
   = (3+1/10)(29+1/31)
   = (8+1/6)(11+1/49)

91     (43 distinct solutions. )
   = (1+1/181)(90+1/2)
   = (2+1/136)(45+1/3)
   = (3+1/121)(30+1/4)
   = (5+1/109)(18+1/6)
   = (6+1/106)(15+1/7)
   = (8+1/34)(11+1/3)
   = (9+1/101)(10+1/10)
   = (1+1/103)(90+1/8)
   = (1+1/51)(89+1/4)
   = (1+1/25)(87+1/2)
   = (2+1/58)(45+1/9)
   = (2+1/19)(44+1/3)
   = (3+1/43)(30+1/10)
   = (5+1/31)(18+1/12)
   = (5+1/5)(17+1/2)
   = (6+1/28)(15+1/13)
   = (8+1/8)(11+1/5)
   = (9+1/23)(10+1/16)
   = (1+1/97)(90+1/14)
   = (1+1/48)(89+1/7)
   = (1+1/13)(84+1/2)
   = (2+1/52)(45+1/15)
   = (2+1/17)(44+1/5)
   = (2+1/10)(43+1/3)
   = (3+1/37)(30+1/16)
   = (3+1/9)(29+1/4)
   = (5+1/25)(18+1/18)
   = (5+1/4)(17+1/3)
   = (6+1/22)(15+1/19)
   = (8+1/6)(11+1/7)
   = (9+1/17)(10+1/22)
   = (1+1/91)(90+1/92)
   = (1+1/45)(89+1/46)
   = (1+1/22)(87+1/23)
   = (1+1/3)(68+1/4)
   = (2+1/46)(45+1/93)
   = (2+1/15)(44+1/31)
   = (3+1/31)(30+1/94)
   = (5+1/19)(18+1/96)
   = (5+1/3)(17+1/16)
   = (6+1/16)(15+1/97)
   = (8+1/4)(11+1/33)
   = (9+1/11)(10+1/100)

92     (33 distinct solutions. )
   = (1+1/183)(91+1/2)
   = (3+1/61)(30+1/2)
   = (5+1/55)(18+1/3)
   = (7+1/105)(13+1/8)
   = (9+1/51)(10+1/5)
   = (1+1/137)(91+1/3)
   = (7+1/59)(13+1/9)
   = (1+1/114)(91+1/5)
   = (2+1/34)(45+1/3)
   = (6+1/19)(15+1/5)
   = (7+1/36)(13+1/11)
   = (1+1/95)(91+1/24)
   = (1+1/47)(90+1/12)
   = (1+1/31)(89+1/8)
   = (1+1/23)(88+1/6)
   = (1+1/15)(86+1/4)
   = (1+1/11)(84+1/3)
   = (1+1/7)(80+1/2)
   = (3+1/17)(30+1/13)
   = (5+1/11)(18+1/14)
   = (5+1/3)(17+1/4)
   = (7+1/17)(13+1/30)
   = (9+1/7)(10+1/16)
   = (1+1/93)(91+1/47)
   = (7+1/15)(13+1/53)
   = (1+1/92)(91+1/93)
   = (1+1/30)(89+1/31)
   = (1+1/2)(61+1/3)
   = (2+1/23)(45+1/47)
   = (3+1/6)(29+1/19)
   = (6+1/8)(15+1/49)
   = (7+1/14)(13+1/99)
   = (8+1/3)(11+1/25)

93     (30 distinct solutions. )
   = (1+1/185)(92+1/2)
   = (2+1/139)(46+1/3)
   = (4+1/116)(23+1/5)
   = (5+1/37)(18+1/2)
   = (7+1/53)(13+1/4)
   = (1+1/123)(92+1/4)
   = (1+1/61)(91+1/2)
   = (2+1/77)(46+1/5)
   = (4+1/54)(23+1/7)
   = (7+1/22)(13+1/5)
   = (1+1/95)(92+1/32)
   = (1+1/47)(91+1/16)
   = (1+1/23)(89+1/8)
   = (1+1/11)(85+1/4)
   = (1+1/5)(77+1/2)
   = (2+1/49)(46+1/33)
   = (2+1/16)(45+1/11)
   = (2+1/4)(41+1/3)
   = (4+1/26)(23+1/35)
   = (4+1/5)(22+1/7)
   = (5+1/7)(18+1/12)
   = (7+1/8)(13+1/19)
   = (1+1/93)(92+1/94)
   = (1+1/46)(91+1/47)
   = (2+1/47)(46+1/95)
   = (2+1/9)(44+1/19)
   = (2+1/2)(37+1/5)
   = (3+1/5)(29+1/16)
   = (4+1/24)(23+1/97)
   = (7+1/7)(13+1/50)

94     (28 distinct solutions. )
   = (1+1/187)(93+1/2)
   = (3+1/125)(31+1/4)
   = (1+1/140)(93+1/3)
   = (3+1/78)(31+1/5)
   = (4+1/35)(23+1/3)
   = (7+1/20)(13+1/3)
   = (1+1/95)(93+1/48)
   = (1+1/47)(92+1/24)
   = (1+1/31)(91+1/16)
   = (1+1/23)(90+1/12)
   = (1+1/15)(88+1/8)
   = (1+1/11)(86+1/6)
   = (1+1/7)(82+1/4)
   = (1+1/5)(78+1/3)
   = (1+1/3)(70+1/2)
   = (3+1/33)(31+1/50)
   = (3+1/3)(28+1/5)
   = (5+1/5)(18+1/13)
   = (7+1/5)(13+1/18)
   = (9+1/3)(10+1/14)
   = (1+1/94)(93+1/95)
   = (1+1/18)(89+1/19)
   = (1+1/4)(75+1/5)
   = (3+1/32)(31+1/97)
   = (4+1/12)(23+1/49)
   = (5+1/2)(17+1/11)
   = (6+1/4)(15+1/25)
   = (8+1/2)(11+1/17)

95     (38 distinct solutions. )
   = (1+1/189)(94+1/2)
   = (2+1/142)(47+1/3)
   = (3+1/63)(31+1/2)
   = (7+1/27)(13+1/2)
   = (9+1/21)(10+1/2)
   = (1+1/113)(94+1/6)
   = (1+1/56)(93+1/3)
   = (1+1/37)(92+1/2)
   = (2+1/66)(47+1/7)
   = (3+1/25)(31+1/4)
   = (4+1/14)(23+1/3)
   = (7+1/8)(13+1/3)
   = (1+1/99)(94+1/20)
   = (1+1/49)(93+1/10)
   = (1+1/24)(91+1/5)
   = (1+1/19)(90+1/4)
   = (1+1/9)(85+1/2)
   = (2+1/52)(47+1/21)
   = (2+1/17)(46+1/7)
   = (2+1/7)(44+1/3)
   = (3+1/18)(31+1/11)
   = (3+1/3)(28+1/2)
   = (6+1/4)(15+1/5)
   = (1+1/95)(94+1/96)
   = (1+1/47)(93+1/48)
   = (1+1/31)(92+1/32)
   = (1+1/23)(91+1/24)
   = (1+1/15)(89+1/16)
   = (1+1/11)(87+1/12)
   = (1+1/7)(83+1/8)
   = (1+1/5)(79+1/6)
   = (1+1/3)(71+1/4)
   = (1+1/2)(63+1/3)
   = (2+1/48)(47+1/97)
   = (3+1/16)(31+1/49)
   = (3+1/2)(27+1/7)
   = (4+1/8)(23+1/33)
   = (4+1/2)(21+1/9)

96     (42 distinct solutions. )
   = (1+1/191)(95+1/2)
   = (5+1/115)(19+1/6)
   = (1+1/143)(95+1/3)
   = (5+1/67)(19+1/7)
   = (1+1/127)(95+1/4)
   = (1+1/63)(94+1/2)
   = (3+1/21)(31+1/2)
   = (5+1/51)(19+1/8)
   = (7+1/9)(13+1/2)
   = (9+1/7)(10+1/2)
   = (1+1/119)(95+1/5)
   = (5+1/43)(19+1/9)
   = (1+1/111)(95+1/7)
   = (5+1/35)(19+1/11)
   = (1+1/107)(95+1/9)
   = (1+1/35)(93+1/3)
   = (5+1/31)(19+1/13)
   = (7+1/5)(13+1/3)
   = (1+1/103)(95+1/13)
   = (3+1/13)(31+1/5)
   = (5+1/27)(19+1/17)
   = (1+1/101)(95+1/17)
   = (5+1/25)(19+1/21)
   = (1+1/99)(95+1/25)
   = (1+1/19)(91+1/5)
   = (5+1/23)(19+1/29)
   = (1+1/98)(95+1/33)
   = (1+1/32)(93+1/11)
   = (1+1/8)(85+1/3)
   = (2+1/25)(47+1/17)
   = (4+1/2)(21+1/3)
   = (5+1/22)(19+1/37)
   = (1+1/97)(95+1/49)
   = (1+1/13)(89+1/7)
   = (3+1/11)(31+1/17)
   = (5+1/21)(19+1/53)
   = (7+1/3)(13+1/11)
   = (1+1/96)(95+1/97)
   = (2+1/24)(47+1/49)
   = (2+1/3)(41+1/7)
   = (4+1/6)(23+1/25)
   = (5+1/20)(19+1/101)

97     (22 distinct solutions. )
   = (1+1/193)(96+1/2)
   = (2+1/145)(48+1/3)
   = (3+1/129)(32+1/4)
   = (4+1/121)(24+1/5)
   = (5+1/58)(19+1/3)
   = (6+1/113)(16+1/7)
   = (8+1/109)(12+1/9)
   = (1+1/97)(96+1/98)
   = (1+1/48)(95+1/49)
   = (1+1/13)(90+1/14)
   = (1+1/6)(83+1/7)
   = (2+1/49)(48+1/99)
   = (2+1/16)(47+1/33)
   = (2+1/5)(44+1/11)
   = (2+1/4)(43+1/9)
   = (3+1/33)(32+1/100)
   = (3+1/8)(31+1/25)
   = (3+1/3)(29+1/10)
   = (4+1/25)(24+1/101)
   = (5+1/10)(19+1/51)
   = (6+1/17)(16+1/103)
   = (8+1/13)(12+1/105)

98     (32 distinct solutions. )
   = (1+1/195)(97+1/2)
   = (3+1/65)(32+1/2)
   = (5+1/39)(19+1/2)
   = (1+1/146)(97+1/3)
   = (1+1/111)(97+1/8)
   = (1+1/55)(96+1/4)
   = (1+1/27)(94+1/2)
   = (3+1/23)(32+1/5)
   = (3+1/9)(31+1/2)
   = (5+1/11)(19+1/4)
   = (9+1/3)(10+1/2)
   = (1+1/104)(97+1/15)
   = (1+1/34)(95+1/5)
   = (1+1/20)(93+1/3)
   = (4+1/5)(23+1/3)
   = (1+1/99)(97+1/50)
   = (1+1/49)(96+1/25)
   = (1+1/19)(93+1/10)
   = (1+1/9)(88+1/5)
   = (1+1/3)(73+1/2)
   = (3+1/17)(32+1/26)
   = (5+1/7)(19+1/18)
   = (1+1/98)(97+1/99)
   = (1+1/32)(95+1/33)
   = (1+1/10)(89+1/11)
   = (1+1/8)(87+1/9)
   = (1+1/2)(65+1/3)
   = (2+1/12)(47+1/25)
   = (2+1/2)(39+1/5)
   = (4+1/4)(23+1/17)
   = (6+1/2)(15+1/13)
   = (7+1/2)(13+1/15)

99     (45 distinct solutions. )
   = (1+1/197)(98+1/2)
   = (2+1/148)(49+1/3)
   = (7+1/113)(14+1/8)
   = (8+1/37)(12+1/3)
   = (1+1/131)(98+1/4)
   = (1+1/65)(97+1/2)
   = (2+1/82)(49+1/5)
   = (5+1/13)(19+1/2)
   = (7+1/47)(14+1/10)
   = (1+1/109)(98+1/10)
   = (1+1/54)(97+1/5)
   = (1+1/21)(94+1/2)
   = (2+1/60)(49+1/11)
   = (3+1/7)(31+1/2)
   = (6+1/9)(16+1/5)
   = (7+1/25)(14+1/16)
   = (7+1/3)(13+1/2)
   = (1+1/107)(98+1/12)
   = (1+1/53)(97+1/6)
   = (1+1/35)(96+1/4)
   = (1+1/26)(95+1/3)
   = (1+1/17)(93+1/2)
   = (2+1/58)(49+1/13)
   = (4+1/11)(24+1/5)
   = (5+1/7)(19+1/4)
   = (7+1/23)(14+1/18)
   = (1+1/101)(98+1/34)
   = (1+1/50)(97+1/17)
   = (1+1/5)(82+1/2)
   = (2+1/52)(49+1/35)
   = (2+1/10)(47+1/7)
   = (2+1/7)(46+1/5)
   = (7+1/17)(14+1/40)
   = (7+1/2)(13+1/5)
   = (1+1/99)(98+1/100)
   = (1+1/49)(97+1/50)
   = (1+1/24)(95+1/25)
   = (1+1/19)(94+1/20)
   = (1+1/9)(89+1/10)
   = (1+1/4)(79+1/5)
   = (1+1/3)(74+1/4)
   = (2+1/50)(49+1/101)
   = (3+1/11)(32+1/34)
   = (5+1/5)(19+1/26)
   = (7+1/15)(14+1/106)

100     (48 distinct solutions. )
   = (1+1/199)(99+1/2)
   = (3+1/133)(33+1/4)
   = (7+1/57)(14+1/4)
   = (9+1/111)(11+1/10)
   = (1+1/149)(99+1/3)
   = (3+1/83)(33+1/5)
   = (9+1/61)(11+1/11)
   = (1+1/124)(99+1/5)
   = (2+1/37)(49+1/3)
   = (3+1/58)(33+1/7)
   = (9+1/36)(11+1/13)
   = (1+1/119)(99+1/6)
   = (1+1/59)(98+1/3)
   = (1+1/39)(97+1/2)
   = (3+1/53)(33+1/8)
   = (3+1/13)(32+1/2)
   = (7+1/17)(14+1/6)
   = (9+1/31)(11+1/14)
   = (1+1/109)(99+1/11)
   = (3+1/43)(33+1/13)
   = (9+1/21)(11+1/19)
   = (1+1/104)(99+1/21)
   = (1+1/34)(97+1/7)
   = (1+1/14)(93+1/3)
   = (2+1/27)(49+1/11)
   = (3+1/38)(33+1/23)
   = (7+1/2)(13+1/3)
   = (9+1/16)(11+1/29)
   = (1+1/103)(99+1/26)
   = (1+1/51)(98+1/13)
   = (1+1/7)(87+1/2)
   = (3+1/37)(33+1/28)
   = (3+1/9)(32+1/7)
   = (3+1/5)(31+1/4)
   = (7+1/9)(14+1/16)
   = (9+1/15)(11+1/34)
   = (1+1/101)(99+1/51)
   = (1+1/33)(97+1/17)
   = (1+1/5)(83+1/3)
   = (3+1/35)(33+1/53)
   = (9+1/13)(11+1/59)
   = (1+1/100)(99+1/101)
   = (2+1/25)(49+1/51)
   = (2+1/8)(47+1/17)
   = (3+1/34)(33+1/103)
   = (4+1/3)(23+1/13)
   = (5+1/4)(19+1/21)
   = (9+1/12)(11+1/109)

101     (21 distinct solutions. )
   = (1+1/201)(100+1/2)
   = (2+1/151)(50+1/3)
   = (3+1/67)(33+1/2)
   = (4+1/126)(25+1/5)
   = (5+1/121)(20+1/6)
   = (9+1/56)(11+1/5)
   = (10+1/111)(10+1/11)
   = (1+1/101)(100+1/102)
   = (1+1/50)(99+1/51)
   = (1+1/33)(98+1/34)
   = (1+1/16)(95+1/17)
   = (1+1/5)(84+1/6)
   = (1+1/2)(67+1/3)
   = (2+1/51)(50+1/103)
   = (3+1/17)(33+1/52)
   = (3+1/4)(31+1/13)
   = (4+1/26)(25+1/105)
   = (4+1/5)(24+1/21)
   = (5+1/21)(20+1/106)
   = (7+1/5)(14+1/36)
   = (9+1/6)(11+1/55)

102     (36 distinct solutions. )
   = (1+1/203)(101+1/2)
   = (5+1/61)(20+1/3)
   = (7+1/29)(14+1/2)
   = (1+1/152)(101+1/3)
   = (4+1/38)(25+1/3)
   = (1+1/135)(101+1/4)
   = (1+1/67)(100+1/2)
   = (5+1/27)(20+1/4)
   = (9+1/15)(11+1/4)
   = (1+1/118)(101+1/7)
   = (4+1/21)(25+1/5)
   = (1+1/107)(101+1/18)
   = (1+1/53)(100+1/9)
   = (1+1/35)(99+1/6)
   = (1+1/17)(96+1/3)
   = (1+1/11)(93+1/2)
   = (5+1/13)(20+1/11)
   = (7+1/5)(14+1/6)
   = (1+1/104)(101+1/35)
   = (1+1/20)(97+1/7)
   = (1+1/14)(95+1/5)
   = (2+1/13)(49+1/9)
   = (2+1/4)(45+1/3)
   = (4+1/14)(25+1/19)
   = (1+1/103)(101+1/52)
   = (1+1/51)(100+1/26)
   = (1+1/25)(98+1/13)
   = (1+1/7)(89+1/4)
   = (1+1/3)(76+1/2)
   = (5+1/11)(20+1/28)
   = (5+1/3)(19+1/8)
   = (1+1/102)(101+1/103)
   = (2+1/6)(47+1/13)
   = (3+1/2)(29+1/7)
   = (4+1/13)(25+1/53)
   = (9+1/4)(11+1/37)

103     (22 distinct solutions. )
   = (1+1/205)(102+1/2)
   = (2+1/154)(51+1/3)
   = (3+1/137)(34+1/4)
   = (5+1/41)(20+1/2)
   = (6+1/120)(17+1/7)
   = (1+1/103)(102+1/104)
   = (1+1/51)(101+1/52)
   = (1+1/25)(99+1/26)
   = (1+1/12)(95+1/13)
   = (1+1/7)(90+1/8)
   = (1+1/3)(77+1/4)
   = (2+1/52)(51+1/105)
   = (2+1/17)(50+1/35)
   = (2+1/10)(49+1/21)
   = (2+1/7)(48+1/15)
   = (2+1/3)(44+1/7)
   = (2+1/2)(41+1/5)
   = (3+1/35)(34+1/106)
   = (5+1/7)(20+1/36)
   = (6+1/18)(17+1/109)
   = (7+1/3)(14+1/22)
   = (9+1/3)(11+1/28)

104     (32 distinct solutions. )
   = (1+1/207)(103+1/2)
   = (3+1/69)(34+1/2)
   = (9+1/23)(11+1/2)
   = (1+1/155)(103+1/3)
   = (1+1/129)(103+1/5)
   = (1+1/116)(103+1/9)
   = (1+1/38)(101+1/3)
   = (2+1/32)(51+1/5)
   = (6+1/15)(17+1/7)
   = (1+1/111)(103+1/14)
   = (1+1/55)(102+1/7)
   = (1+1/15)(97+1/2)
   = (3+1/21)(34+1/8)
   = (3+1/5)(32+1/2)
   = (5+1/3)(19+1/2)
   = (1+1/107)(103+1/27)
   = (1+1/35)(101+1/9)
   = (1+1/11)(95+1/3)
   = (9+1/3)(11+1/7)
   = (1+1/105)(103+1/53)
   = (3+1/7)(33+1/11)
   = (3+1/3)(31+1/5)
   = (1+1/104)(103+1/105)
   = (1+1/34)(101+1/35)
   = (1+1/20)(99+1/21)
   = (1+1/14)(97+1/15)
   = (1+1/6)(89+1/7)
   = (1+1/4)(83+1/5)
   = (1+1/2)(69+1/3)
   = (2+1/26)(51+1/53)
   = (4+1/2)(23+1/9)
   = (6+1/9)(17+1/55)

105     (61 distinct solutions. )
   = (1+1/209)(104+1/2)
   = (2+1/157)(52+1/3)
   = (4+1/131)(26+1/5)
   = (8+1/118)(13+1/9)
   = (1+1/139)(104+1/4)
   = (1+1/69)(103+1/2)
   = (2+1/87)(52+1/5)
   = (3+1/23)(34+1/2)
   = (4+1/61)(26+1/7)
   = (8+1/48)(13+1/11)
   = (1+1/125)(104+1/6)
   = (1+1/62)(103+1/3)
   = (1+1/41)(102+1/2)
   = (2+1/73)(52+1/7)
   = (4+1/47)(26+1/9)
   = (8+1/34)(13+1/13)
   = (1+1/119)(104+1/8)
   = (1+1/59)(103+1/4)
   = (1+1/29)(101+1/2)
   = (2+1/67)(52+1/9)
   = (2+1/22)(51+1/3)
   = (4+1/41)(26+1/11)
   = (8+1/28)(13+1/15)
   = (1+1/111)(104+1/16)
   = (1+1/55)(103+1/8)
   = (1+1/27)(101+1/4)
   = (1+1/13)(97+1/2)
   = (2+1/59)(52+1/17)
   = (4+1/33)(26+1/19)
   = (6+1/8)(17+1/7)
   = (8+1/20)(13+1/23)
   = (9+1/3)(11+1/4)
   = (1+1/109)(104+1/22)
   = (1+1/54)(103+1/11)
   = (1+1/9)(94+1/2)
   = (2+1/57)(52+1/23)
   = (3+1/13)(34+1/8)
   = (3+1/3)(31+1/2)
   = (4+1/31)(26+1/25)
   = (4+1/6)(25+1/5)
   = (8+1/18)(13+1/29)
   = (1+1/107)(104+1/36)
   = (1+1/53)(103+1/18)
   = (1+1/35)(102+1/12)
   = (1+1/26)(101+1/9)
   = (1+1/17)(99+1/6)
   = (1+1/11)(96+1/4)
   = (1+1/8)(93+1/3)
   = (1+1/5)(87+1/2)
   = (2+1/55)(52+1/37)
   = (4+1/29)(26+1/39)
   = (4+1/2)(23+1/3)
   = (8+1/16)(13+1/43)
   = (1+1/105)(104+1/106)
   = (1+1/52)(103+1/53)
   = (2+1/53)(52+1/107)
   = (4+1/27)(26+1/109)
   = (5+1/2)(19+1/11)
   = (6+1/6)(17+1/37)
   = (8+1/14)(13+1/113)
   = (9+1/2)(11+1/19)

106     (28 distinct solutions. )
   = (1+1/211)(105+1/2)
   = (3+1/141)(35+1/4)
   = (5+1/127)(21+1/6)
   = (7+1/121)(15+1/8)
   = (1+1/158)(105+1/3)
   = (3+1/88)(35+1/5)
   = (5+1/74)(21+1/7)
   = (7+1/68)(15+1/9)
   = (8+1/33)(13+1/5)
   = (1+1/107)(105+1/54)
   = (1+1/53)(104+1/27)
   = (1+1/35)(103+1/18)
   = (1+1/17)(100+1/9)
   = (1+1/11)(97+1/6)
   = (1+1/5)(88+1/3)
   = (1+1/3)(79+1/2)
   = (3+1/37)(35+1/56)
   = (3+1/9)(34+1/14)
   = (3+1/5)(33+1/8)
   = (5+1/23)(21+1/58)
   = (7+1/17)(15+1/60)
   = (1+1/106)(105+1/107)
   = (2+1/13)(51+1/27)
   = (2+1/4)(47+1/9)
   = (3+1/36)(35+1/109)
   = (5+1/22)(21+1/111)
   = (7+1/16)(15+1/113)
   = (8+1/7)(13+1/57)

107     (24 distinct solutions. )
   = (1+1/213)(106+1/2)
   = (2+1/160)(53+1/3)
   = (3+1/71)(35+1/2)
   = (5+1/64)(21+1/3)
   = (7+1/61)(15+1/4)
   = (8+1/40)(13+1/3)
   = (1+1/107)(106+1/108)
   = (1+1/53)(105+1/54)
   = (1+1/35)(104+1/36)
   = (1+1/26)(103+1/27)
   = (1+1/17)(101+1/18)
   = (1+1/11)(98+1/12)
   = (1+1/8)(95+1/9)
   = (1+1/5)(89+1/6)
   = (1+1/3)(80+1/4)
   = (1+1/2)(71+1/3)
   = (2+1/54)(53+1/109)
   = (3+1/18)(35+1/55)
   = (3+1/7)(34+1/22)
   = (3+1/3)(32+1/10)
   = (4+1/9)(26+1/37)
   = (5+1/11)(21+1/56)
   = (5+1/3)(20+1/16)
   = (7+1/8)(15+1/57)

108     (36 distinct solutions. )
   = (1+1/215)(107+1/2)
   = (5+1/43)(21+1/2)
   = (1+1/161)(107+1/3)
   = (7+1/23)(15+1/3)
   = (1+1/143)(107+1/4)
   = (1+1/71)(106+1/2)
   = (1+1/134)(107+1/5)
   = (2+1/40)(53+1/3)
   = (5+1/16)(21+1/3)
   = (8+1/10)(13+1/3)
   = (1+1/125)(107+1/7)
   = (1+1/119)(107+1/10)
   = (1+1/59)(106+1/5)
   = (1+1/23)(103+1/2)
   = (1+1/116)(107+1/13)
   = (2+1/31)(53+1/7)
   = (1+1/113)(107+1/19)
   = (1+1/111)(107+1/28)
   = (1+1/55)(106+1/14)
   = (1+1/27)(104+1/7)
   = (1+1/15)(101+1/4)
   = (1+1/7)(94+1/2)
   = (3+1/13)(35+1/10)
   = (5+1/3)(20+1/4)
   = (1+1/110)(107+1/37)
   = (2+1/28)(53+1/19)
   = (8+1/4)(13+1/11)
   = (1+1/109)(107+1/55)
   = (1+1/21)(103+1/11)
   = (1+1/9)(97+1/5)
   = (1+1/108)(107+1/109)
   = (2+1/27)(53+1/55)
   = (2+1/5)(49+1/11)
   = (2+1/2)(43+1/5)
   = (3+1/12)(35+1/37)
   = (6+1/3)(17+1/19)

109     (23 distinct solutions. )
   = (1+1/217)(108+1/2)
   = (2+1/163)(54+1/3)
   = (3+1/145)(36+1/4)
   = (4+1/136)(27+1/5)
   = (6+1/127)(18+1/7)
   = (7+1/31)(15+1/2)
   = (9+1/121)(12+1/10)
   = (1+1/109)(108+1/110)
   = (1+1/54)(107+1/55)
   = (1+1/21)(104+1/22)
   = (1+1/10)(99+1/11)
   = (1+1/9)(98+1/10)
   = (1+1/4)(87+1/5)
   = (2+1/55)(54+1/111)
   = (2+1/18)(53+1/37)
   = (3+1/37)(36+1/112)
   = (3+1/9)(35+1/28)
   = (3+1/5)(34+1/16)
   = (3+1/2)(31+1/7)
   = (4+1/28)(27+1/113)
   = (6+1/19)(18+1/115)
   = (7+1/4)(15+1/29)
   = (9+1/13)(12+1/118)

110     (40 distinct solutions. )
   = (1+1/219)(109+1/2)
   = (3+1/73)(36+1/2)
   = (9+1/61)(12+1/5)
   = (1+1/164)(109+1/3)
   = (4+1/41)(27+1/3)
   = (1+1/131)(109+1/6)
   = (1+1/65)(108+1/3)
   = (1+1/43)(107+1/2)
   = (3+1/29)(36+1/4)
   = (9+1/17)(12+1/7)
   = (1+1/120)(109+1/11)
   = (2+1/16)(53+1/3)
   = (4+1/19)(27+1/7)
   = (8+1/4)(13+1/3)
   = (1+1/119)(109+1/12)
   = (1+1/59)(108+1/6)
   = (1+1/39)(107+1/4)
   = (1+1/29)(106+1/3)
   = (1+1/19)(104+1/2)
   = (3+1/23)(36+1/7)
   = (9+1/11)(12+1/10)
   = (1+1/114)(109+1/23)
   = (2+1/7)(51+1/3)
   = (3+1/8)(35+1/5)
   = (4+1/16)(27+1/13)
   = (8+1/3)(13+1/5)
   = (1+1/111)(109+1/56)
   = (1+1/55)(108+1/28)
   = (1+1/27)(106+1/14)
   = (1+1/15)(103+1/8)
   = (1+1/13)(102+1/7)
   = (1+1/7)(96+1/4)
   = (1+1/3)(82+1/2)
   = (3+1/19)(36+1/29)
   = (9+1/7)(12+1/32)
   = (1+1/110)(109+1/111)
   = (1+1/36)(107+1/37)
   = (1+1/2)(73+1/3)
   = (2+1/3)(47+1/7)
   = (4+1/14)(27+1/57)

111     (32 distinct solutions. )
   = (1+1/221)(110+1/2)
   = (2+1/166)(55+1/3)
   = (5+1/133)(22+1/6)
   = (10+1/122)(11+1/11)
   = (1+1/147)(110+1/4)
   = (1+1/73)(109+1/2)
   = (2+1/92)(55+1/5)
   = (5+1/59)(22+1/8)
   = (10+1/48)(11+1/13)
   = (1+1/113)(110+1/38)
   = (1+1/56)(109+1/19)
   = (1+1/5)(92+1/2)
   = (2+1/58)(55+1/39)
   = (2+1/19)(54+1/13)
   = (2+1/4)(49+1/3)
   = (5+1/25)(22+1/42)
   = (5+1/4)(21+1/7)
   = (10+1/14)(11+1/47)
   = (1+1/111)(110+1/112)
   = (1+1/55)(109+1/56)
   = (1+1/27)(107+1/28)
   = (1+1/15)(104+1/16)
   = (1+1/13)(103+1/14)
   = (1+1/7)(97+1/8)
   = (1+1/6)(95+1/7)
   = (1+1/3)(83+1/4)
   = (2+1/56)(55+1/113)
   = (3+1/6)(35+1/19)
   = (5+1/23)(22+1/116)
   = (6+1/2)(17+1/13)
   = (8+1/2)(13+1/17)
   = (10+1/12)(11+1/121)

112     (38 distinct solutions. )
   = (1+1/223)(111+1/2)
   = (3+1/149)(37+1/4)
   = (5+1/67)(22+1/3)
   = (1+1/167)(111+1/3)
   = (3+1/93)(37+1/5)
   = (1+1/139)(111+1/5)
   = (3+1/65)(37+1/7)
   = (1+1/127)(111+1/8)
   = (1+1/63)(110+1/4)
   = (1+1/31)(108+1/2)
   = (3+1/53)(37+1/10)
   = (5+1/19)(22+1/6)
   = (9+1/7)(12+1/4)
   = (1+1/125)(111+1/9)
   = (1+1/41)(109+1/3)
   = (3+1/51)(37+1/11)
   = (1+1/119)(111+1/15)
   = (1+1/39)(109+1/5)
   = (1+1/23)(107+1/3)
   = (3+1/45)(37+1/17)
   = (1+1/118)(111+1/17)
   = (2+1/31)(55+1/9)
   = (2+1/10)(53+1/3)
   = (3+1/44)(37+1/19)
   = (5+1/4)(21+1/3)
   = (10+1/9)(11+1/13)
   = (1+1/115)(111+1/29)
   = (3+1/41)(37+1/31)
   = (1+1/113)(111+1/57)
   = (1+1/37)(109+1/19)
   = (1+1/5)(93+1/3)
   = (3+1/39)(37+1/59)
   = (1+1/112)(111+1/113)
   = (2+1/28)(55+1/57)
   = (2+1/9)(53+1/19)
   = (3+1/38)(37+1/115)
   = (4+1/7)(27+1/29)
   = (10+1/6)(11+1/61)

113     (25 distinct solutions. )
   = (1+1/225)(112+1/2)
   = (2+1/169)(56+1/3)
   = (3+1/75)(37+1/2)
   = (4+1/141)(28+1/5)
   = (5+1/45)(22+1/2)
   = (7+1/129)(16+1/8)
   = (8+1/127)(14+1/9)
   = (9+1/25)(12+1/2)
   = (1+1/113)(112+1/114)
   = (1+1/56)(111+1/57)
   = (1+1/37)(110+1/38)
   = (1+1/18)(107+1/19)
   = (1+1/5)(94+1/6)
   = (1+1/2)(75+1/3)
   = (2+1/57)(56+1/115)
   = (2+1/11)(54+1/23)
   = (2+1/2)(45+1/5)
   = (3+1/19)(37+1/58)
   = (4+1/29)(28+1/117)
   = (4+1/3)(26+1/13)
   = (4+1/2)(25+1/9)
   = (7+1/17)(16+1/120)
   = (7+1/2)(15+1/15)
   = (8+1/15)(14+1/121)
   = (10+1/4)(11+1/41)

114     (36 distinct solutions. )
   = (1+1/227)(113+1/2)
   = (7+1/65)(16+1/4)
   = (1+1/170)(113+1/3)
   = (10+1/17)(11+1/3)
   = (1+1/151)(113+1/4)
   = (1+1/75)(112+1/2)
   = (3+1/25)(37+1/2)
   = (5+1/15)(22+1/2)
   = (7+1/27)(16+1/5)
   = (1+1/132)(113+1/7)
   = (1+1/119)(113+1/20)
   = (1+1/59)(112+1/10)
   = (1+1/29)(110+1/5)
   = (1+1/23)(109+1/4)
   = (1+1/11)(104+1/2)
   = (5+1/7)(22+1/6)
   = (7+1/11)(16+1/13)
   = (1+1/116)(113+1/39)
   = (1+1/38)(111+1/13)
   = (1+1/8)(101+1/3)
   = (2+1/7)(53+1/5)
   = (4+1/5)(27+1/7)
   = (4+1/2)(25+1/3)
   = (7+1/2)(15+1/5)
   = (1+1/115)(113+1/58)
   = (1+1/57)(112+1/29)
   = (1+1/3)(85+1/2)
   = (3+1/13)(37+1/20)
   = (3+1/3)(34+1/5)
   = (7+1/9)(16+1/32)
   = (1+1/114)(113+1/115)
   = (1+1/22)(109+1/23)
   = (1+1/4)(91+1/5)
   = (2+1/14)(55+1/29)
   = (3+1/4)(35+1/13)
   = (10+1/3)(11+1/31)

115     (43 distinct solutions. )
   = (1+1/229)(114+1/2)
   = (2+1/172)(57+1/3)
   = (3+1/153)(38+1/4)
   = (6+1/134)(19+1/7)
   = (8+1/43)(14+1/3)
   = (1+1/137)(114+1/6)
   = (1+1/68)(113+1/3)
   = (1+1/45)(112+1/2)
   = (2+1/80)(57+1/7)
   = (3+1/61)(38+1/8)
   = (3+1/15)(37+1/2)
   = (4+1/17)(28+1/3)
   = (5+1/9)(22+1/2)
   = (6+1/42)(19+1/11)
   = (7+1/13)(16+1/4)
   = (9+1/5)(12+1/2)
   = (1+1/119)(114+1/24)
   = (1+1/59)(113+1/12)
   = (1+1/39)(112+1/8)
   = (1+1/29)(111+1/6)
   = (1+1/19)(109+1/4)
   = (1+1/14)(107+1/3)
   = (1+1/9)(103+1/2)
   = (2+1/62)(57+1/25)
   = (2+1/12)(55+1/5)
   = (3+1/43)(38+1/26)
   = (3+1/3)(34+1/2)
   = (4+1/11)(28+1/9)
   = (6+1/24)(19+1/29)
   = (7+1/7)(16+1/10)
   = (7+1/2)(15+1/3)
   = (1+1/115)(114+1/116)
   = (1+1/57)(113+1/58)
   = (1+1/28)(111+1/29)
   = (1+1/3)(86+1/4)
   = (2+1/58)(57+1/117)
   = (2+1/19)(56+1/39)
   = (2+1/6)(53+1/13)
   = (2+1/4)(51+1/9)
   = (3+1/39)(38+1/118)
   = (4+1/4)(27+1/17)
   = (6+1/20)(19+1/121)
   = (8+1/5)(14+1/41)

116     (34 distinct solutions. )
   = (1+1/231)(115+1/2)
   = (3+1/77)(38+1/2)
   = (5+1/139)(23+1/6)
   = (7+1/33)(16+1/2)
   = (1+1/173)(115+1/3)
   = (5+1/81)(23+1/7)
   = (1+1/144)(115+1/5)
   = (2+1/43)(57+1/3)
   = (5+1/52)(23+1/9)
   = (6+1/24)(19+1/5)
   = (1+1/119)(115+1/30)
   = (1+1/59)(114+1/15)
   = (1+1/39)(113+1/10)
   = (1+1/23)(111+1/6)
   = (1+1/19)(110+1/5)
   = (1+1/11)(106+1/3)
   = (1+1/7)(101+1/2)
   = (3+1/21)(38+1/16)
   = (3+1/5)(36+1/4)
   = (5+1/27)(23+1/34)
   = (7+1/5)(16+1/9)
   = (1+1/117)(115+1/59)
   = (5+1/25)(23+1/63)
   = (1+1/116)(115+1/117)
   = (1+1/38)(113+1/39)
   = (1+1/12)(107+1/13)
   = (1+1/8)(103+1/9)
   = (1+1/2)(77+1/3)
   = (2+1/29)(57+1/59)
   = (3+1/2)(33+1/7)
   = (5+1/24)(23+1/121)
   = (5+1/2)(21+1/11)
   = (6+1/10)(19+1/61)
   = (10+1/2)(11+1/21)

117     (48 distinct solutions. )
   = (1+1/233)(116+1/2)
   = (2+1/175)(58+1/3)
   = (4+1/146)(29+1/5)
   = (5+1/70)(23+1/3)
   = (1+1/155)(116+1/4)
   = (1+1/77)(115+1/2)
   = (2+1/97)(58+1/5)
   = (4+1/68)(29+1/7)
   = (5+1/31)(23+1/4)
   = (7+1/11)(16+1/2)
   = (1+1/129)(116+1/10)
   = (1+1/64)(115+1/5)
   = (1+1/25)(112+1/2)
   = (2+1/71)(58+1/11)
   = (3+1/17)(38+1/4)
   = (4+1/42)(29+1/13)
   = (5+1/18)(23+1/7)
   = (5+1/5)(22+1/2)
   = (1+1/125)(116+1/14)
   = (1+1/62)(115+1/7)
   = (1+1/17)(110+1/2)
   = (2+1/67)(58+1/15)
   = (2+1/22)(57+1/5)
   = (2+1/13)(56+1/3)
   = (4+1/38)(29+1/17)
   = (5+1/16)(23+1/9)
   = (7+1/5)(16+1/4)
   = (1+1/119)(116+1/40)
   = (1+1/59)(115+1/20)
   = (1+1/29)(113+1/10)
   = (1+1/23)(112+1/8)
   = (1+1/14)(109+1/5)
   = (1+1/11)(107+1/4)
   = (1+1/5)(97+1/2)
   = (2+1/61)(58+1/41)
   = (4+1/32)(29+1/43)
   = (5+1/13)(23+1/22)
   = (10+1/2)(11+1/7)
   = (1+1/117)(116+1/118)
   = (1+1/58)(115+1/59)
   = (2+1/59)(58+1/119)
   = (2+1/8)(55+1/17)
   = (2+1/3)(50+1/7)
   = (3+1/13)(38+1/40)
   = (3+1/3)(35+1/10)
   = (4+1/30)(29+1/121)
   = (5+1/12)(23+1/61)
   = (8+1/3)(14+1/25)

118     (33 distinct solutions. )
   = (1+1/235)(117+1/2)
   = (3+1/157)(39+1/4)
   = (5+1/47)(23+1/2)
   = (9+1/131)(13+1/10)
   = (1+1/176)(117+1/3)
   = (3+1/98)(39+1/5)
   = (4+1/44)(29+1/3)
   = (9+1/72)(13+1/11)
   = (1+1/119)(117+1/60)
   = (1+1/59)(116+1/30)
   = (1+1/39)(115+1/20)
   = (1+1/29)(114+1/15)
   = (1+1/23)(113+1/12)
   = (1+1/19)(112+1/10)
   = (1+1/11)(108+1/6)
   = (1+1/9)(106+1/5)
   = (1+1/7)(103+1/4)
   = (1+1/5)(98+1/3)
   = (1+1/3)(88+1/2)
   = (3+1/41)(39+1/62)
   = (5+1/3)(22+1/8)
   = (7+1/3)(16+1/11)
   = (9+1/15)(13+1/68)
   = (1+1/118)(117+1/119)
   = (1+1/16)(111+1/17)
   = (1+1/6)(101+1/7)
   = (2+1/7)(55+1/15)
   = (2+1/2)(47+1/5)
   = (3+1/40)(39+1/121)
   = (4+1/15)(29+1/61)
   = (5+1/8)(23+1/41)
   = (6+1/5)(19+1/31)
   = (9+1/14)(13+1/127)

119     (46 distinct solutions. )
   = (1+1/237)(118+1/2)
   = (2+1/178)(59+1/3)
   = (3+1/79)(39+1/2)
   = (9+1/66)(13+1/5)
   = (1+1/135)(118+1/8)
   = (1+1/67)(117+1/4)
   = (1+1/33)(115+1/2)
   = (2+1/76)(59+1/9)
   = (2+1/25)(58+1/3)
   = (3+1/28)(39+1/5)
   = (3+1/11)(38+1/2)
   = (5+1/10)(23+1/3)
   = (9+1/15)(13+1/8)
   = (1+1/125)(118+1/18)
   = (1+1/62)(117+1/9)
   = (1+1/41)(116+1/6)
   = (1+1/20)(113+1/3)
   = (1+1/13)(110+1/2)
   = (2+1/66)(59+1/19)
   = (3+1/23)(39+1/10)
   = (3+1/9)(38+1/4)
   = (4+1/12)(29+1/7)
   = (4+1/5)(28+1/3)
   = (9+1/10)(13+1/13)
   = (10+1/2)(11+1/3)
   = (1+1/119)(118+1/120)
   = (1+1/59)(117+1/60)
   = (1+1/39)(116+1/40)
   = (1+1/29)(115+1/30)
   = (1+1/23)(114+1/24)
   = (1+1/19)(113+1/20)
   = (1+1/14)(111+1/15)
   = (1+1/11)(109+1/12)
   = (1+1/9)(107+1/10)
   = (1+1/7)(104+1/8)
   = (1+1/5)(99+1/6)
   = (1+1/4)(95+1/5)
   = (1+1/3)(89+1/4)
   = (1+1/2)(79+1/3)
   = (2+1/60)(59+1/121)
   = (2+1/5)(54+1/11)
   = (3+1/20)(39+1/61)
   = (4+1/10)(29+1/41)
   = (5+1/6)(23+1/31)
   = (6+1/4)(19+1/25)
   = (9+1/7)(13+1/64)

120     (60 distinct solutions. )
   = (1+1/239)(119+1/2)
   = (7+1/137)(17+1/8)
   = (1+1/179)(119+1/3)
   = (7+1/77)(17+1/9)
   = (1+1/159)(119+1/4)
   = (1+1/79)(118+1/2)
   = (7+1/57)(17+1/10)
   = (1+1/149)(119+1/5)
   = (7+1/47)(17+1/11)
   = (1+1/143)(119+1/6)
   = (1+1/71)(118+1/3)
   = (1+1/47)(117+1/2)
   = (7+1/41)(17+1/12)
   = (1+1/139)(119+1/7)
   = (7+1/37)(17+1/13)
   = (9+1/11)(13+1/5)
   = (1+1/134)(119+1/9)
   = (1+1/44)(117+1/3)
   = (2+1/37)(59+1/5)
   = (4+1/11)(29+1/3)
   = (7+1/32)(17+1/15)
   = (1+1/131)(119+1/11)
   = (5+1/7)(23+1/3)
   = (7+1/29)(17+1/17)
   = (1+1/129)(119+1/13)
   = (7+1/27)(17+1/19)
   = (1+1/127)(119+1/16)
   = (1+1/63)(118+1/8)
   = (1+1/31)(116+1/4)
   = (1+1/15)(112+1/2)
   = (3+1/5)(37+1/2)
   = (5+1/3)(22+1/2)
   = (7+1/25)(17+1/22)
   = (9+1/7)(13+1/8)
   = (1+1/125)(119+1/21)
   = (1+1/41)(117+1/7)
   = (1+1/17)(113+1/3)
   = (7+1/23)(17+1/27)
   = (1+1/124)(119+1/25)
   = (1+1/24)(115+1/5)
   = (2+1/32)(59+1/13)
   = (6+1/4)(19+1/5)
   = (7+1/22)(17+1/31)
   = (9+1/6)(13+1/11)
   = (1+1/123)(119+1/31)
   = (7+1/21)(17+1/37)
   = (1+1/122)(119+1/41)
   = (2+1/31)(59+1/21)
   = (2+1/10)(57+1/7)
   = (2+1/4)(53+1/3)
   = (4+1/8)(29+1/11)
   = (7+1/20)(17+1/47)
   = (1+1/121)(119+1/61)
   = (5+1/5)(23+1/13)
   = (7+1/19)(17+1/67)
   = (9+1/5)(13+1/23)
   = (1+1/120)(119+1/121)
   = (1+1/10)(109+1/11)
   = (2+1/30)(59+1/61)
   = (7+1/18)(17+1/127)

121     (40 distinct solutions. )
   = (1+1/241)(120+1/2)
   = (2+1/181)(60+1/3)
   = (3+1/161)(40+1/4)
   = (4+1/151)(30+1/5)
   = (5+1/145)(24+1/6)
   = (6+1/141)(20+1/7)
   = (7+1/69)(17+1/4)
   = (8+1/136)(15+1/9)
   = (10+1/133)(12+1/11)
   = (1+1/131)(120+1/12)
   = (1+1/65)(119+1/6)
   = (1+1/43)(118+1/4)
   = (1+1/32)(117+1/3)
   = (1+1/21)(115+1/2)
   = (2+1/71)(60+1/13)
   = (3+1/51)(40+1/14)
   = (3+1/7)(38+1/2)
   = (4+1/41)(30+1/15)
   = (4+1/8)(29+1/3)
   = (5+1/35)(24+1/16)
   = (6+1/31)(20+1/17)
   = (7+1/14)(17+1/9)
   = (7+1/3)(16+1/2)
   = (8+1/26)(15+1/19)
   = (9+1/6)(13+1/5)
   = (10+1/23)(12+1/21)
   = (1+1/121)(120+1/122)
   = (1+1/60)(119+1/61)
   = (2+1/61)(60+1/123)
   = (2+1/20)(59+1/41)
   = (3+1/41)(40+1/124)
   = (3+1/10)(39+1/31)
   = (4+1/31)(30+1/125)
   = (4+1/6)(29+1/25)
   = (5+1/25)(24+1/126)
   = (5+1/4)(23+1/21)
   = (6+1/21)(20+1/127)
   = (7+1/9)(17+1/64)
   = (8+1/16)(15+1/129)
   = (10+1/13)(12+1/131)

122     (25 distinct solutions. )
   = (1+1/243)(121+1/2)
   = (3+1/81)(40+1/2)
   = (5+1/73)(24+1/3)
   = (9+1/27)(13+1/2)
   = (11+1/133)(11+1/12)
   = (1+1/182)(121+1/3)
   = (7+1/26)(17+1/3)
   = (8+1/38)(15+1/5)
   = (11+1/72)(11+1/13)
   = (1+1/123)(121+1/62)
   = (1+1/61)(120+1/31)
   = (1+1/3)(91+1/2)
   = (3+1/21)(40+1/32)
   = (3+1/5)(38+1/8)
   = (5+1/13)(24+1/33)
   = (9+1/3)(13+1/14)
   = (1+1/122)(121+1/123)
   = (1+1/40)(119+1/41)
   = (1+1/2)(81+1/3)
   = (2+1/15)(59+1/31)
   = (3+1/8)(39+1/25)
   = (4+1/5)(29+1/21)
   = (4+1/2)(27+1/9)
   = (7+1/6)(17+1/43)
   = (8+1/8)(15+1/65)

123     (34 distinct solutions. )
   = (1+1/245)(122+1/2)
   = (2+1/184)(61+1/3)
   = (5+1/49)(24+1/2)
   = (7+1/35)(17+1/2)
   = (8+1/46)(15+1/3)
   = (11+1/67)(11+1/6)
   = (1+1/163)(122+1/4)
   = (1+1/81)(121+1/2)
   = (2+1/102)(61+1/5)
   = (3+1/27)(40+1/2)
   = (9+1/9)(13+1/2)
   = (11+1/26)(11+1/7)
   = (1+1/125)(122+1/42)
   = (1+1/62)(121+1/21)
   = (1+1/41)(120+1/14)
   = (1+1/20)(117+1/7)
   = (1+1/17)(116+1/6)
   = (1+1/8)(109+1/3)
   = (1+1/5)(102+1/2)
   = (2+1/64)(61+1/43)
   = (4+1/11)(30+1/15)
   = (4+1/2)(27+1/3)
   = (7+1/5)(17+1/12)
   = (10+1/5)(12+1/17)
   = (1+1/123)(122+1/124)
   = (1+1/61)(121+1/62)
   = (1+1/30)(119+1/31)
   = (1+1/3)(92+1/4)
   = (2+1/62)(61+1/125)
   = (2+1/12)(59+1/25)
   = (2+1/2)(49+1/5)
   = (3+1/2)(35+1/7)
   = (5+1/3)(23+1/16)
   = (6+1/7)(20+1/43)

124     (35 distinct solutions. )
   = (1+1/247)(123+1/2)
   = (3+1/165)(41+1/4)
   = (11+1/45)(11+1/4)
   = (1+1/185)(123+1/3)
   = (3+1/103)(41+1/5)
   = (1+1/154)(123+1/5)
   = (2+1/46)(61+1/3)
   = (3+1/72)(41+1/7)
   = (11+1/14)(11+1/5)
   = (1+1/127)(123+1/32)
   = (1+1/63)(122+1/16)
   = (1+1/31)(120+1/8)
   = (1+1/15)(116+1/4)
   = (1+1/7)(108+1/2)
   = (3+1/45)(41+1/34)
   = (5+1/7)(24+1/9)
   = (5+1/3)(23+1/4)
   = (1+1/125)(123+1/63)
   = (1+1/41)(121+1/21)
   = (1+1/17)(117+1/9)
   = (1+1/13)(115+1/7)
   = (1+1/5)(103+1/3)
   = (3+1/43)(41+1/65)
   = (3+1/3)(37+1/5)
   = (1+1/124)(123+1/125)
   = (1+1/24)(119+1/25)
   = (1+1/4)(99+1/5)
   = (2+1/31)(61+1/63)
   = (2+1/10)(59+1/21)
   = (2+1/4)(55+1/9)
   = (2+1/3)(53+1/7)
   = (3+1/42)(41+1/127)
   = (6+1/2)(19+1/13)
   = (8+1/4)(15+1/33)
   = (9+1/2)(13+1/19)

125     (38 distinct solutions. )
   = (1+1/249)(124+1/2)
   = (2+1/187)(62+1/3)
   = (3+1/83)(41+1/2)
   = (4+1/156)(31+1/5)
   = (11+1/34)(11+1/3)
   = (1+1/149)(124+1/6)
   = (1+1/74)(123+1/3)
   = (1+1/49)(122+1/2)
   = (2+1/87)(62+1/7)
   = (3+1/33)(41+1/4)
   = (4+1/56)(31+1/9)
   = (7+1/7)(17+1/2)
   = (11+1/9)(11+1/4)
   = (1+1/129)(124+1/26)
   = (1+1/64)(123+1/13)
   = (1+1/9)(112+1/2)
   = (2+1/67)(62+1/27)
   = (2+1/22)(61+1/9)
   = (2+1/7)(58+1/3)
   = (3+1/23)(41+1/14)
   = (3+1/3)(37+1/2)
   = (4+1/36)(31+1/29)
   = (1+1/125)(124+1/126)
   = (1+1/62)(123+1/63)
   = (1+1/41)(122+1/42)
   = (1+1/20)(119+1/21)
   = (1+1/17)(118+1/18)
   = (1+1/13)(116+1/14)
   = (1+1/8)(111+1/9)
   = (1+1/6)(107+1/7)
   = (1+1/5)(104+1/6)
   = (1+1/2)(83+1/3)
   = (2+1/63)(62+1/127)
   = (3+1/21)(41+1/64)
   = (3+1/5)(39+1/16)
   = (4+1/32)(31+1/129)
   = (5+1/5)(24+1/26)
   = (7+1/3)(17+1/22)

126     (55 distinct solutions. )
   = (1+1/251)(125+1/2)
   = (5+1/151)(25+1/6)
   = (1+1/188)(125+1/3)
   = (4+1/47)(31+1/3)
   = (5+1/88)(25+1/7)
   = (1+1/167)(125+1/4)
   = (1+1/83)(124+1/2)
   = (5+1/67)(25+1/8)
   = (1+1/146)(125+1/7)
   = (4+1/26)(31+1/5)
   = (5+1/46)(25+1/11)
   = (1+1/143)(125+1/8)
   = (1+1/71)(124+1/4)
   = (1+1/35)(122+1/2)
   = (5+1/43)(25+1/12)
   = (5+1/7)(24+1/2)
   = (7+1/5)(17+1/2)
   = (1+1/139)(125+1/10)
   = (1+1/69)(124+1/5)
   = (1+1/27)(121+1/2)
   = (3+1/9)(40+1/2)
   = (5+1/39)(25+1/14)
   = (9+1/3)(13+1/2)
   = (11+1/5)(11+1/4)
   = (1+1/134)(125+1/15)
   = (1+1/44)(123+1/5)
   = (1+1/26)(121+1/3)
   = (4+1/20)(31+1/9)
   = (5+1/34)(25+1/19)
   = (1+1/132)(125+1/19)
   = (2+1/17)(61+1/5)
   = (3+1/16)(41+1/7)
   = (4+1/19)(31+1/11)
   = (5+1/32)(25+1/23)
   = (1+1/131)(125+1/22)
   = (1+1/65)(124+1/11)
   = (1+1/11)(115+1/2)
   = (5+1/31)(25+1/26)
   = (1+1/128)(125+1/43)
   = (2+1/16)(61+1/11)
   = (4+1/17)(31+1/23)
   = (5+1/28)(25+1/47)
   = (1+1/127)(125+1/64)
   = (1+1/63)(124+1/32)
   = (1+1/31)(122+1/16)
   = (1+1/15)(118+1/8)
   = (1+1/7)(110+1/4)
   = (1+1/3)(94+1/2)
   = (3+1/7)(40+1/11)
   = (5+1/27)(25+1/68)
   = (1+1/126)(125+1/127)
   = (3+1/14)(41+1/43)
   = (4+1/16)(31+1/65)
   = (4+1/3)(29+1/13)
   = (5+1/26)(25+1/131)

127     (25 distinct solutions. )
   = (1+1/253)(126+1/2)
   = (2+1/190)(63+1/3)
   = (3+1/169)(42+1/4)
   = (5+1/76)(25+1/3)
   = (6+1/148)(21+1/7)
   = (7+1/145)(18+1/8)
   = (9+1/141)(14+1/10)
   = (11+1/23)(11+1/2)
   = (1+1/127)(126+1/128)
   = (1+1/63)(125+1/64)
   = (1+1/31)(123+1/32)
   = (1+1/15)(119+1/16)
   = (1+1/7)(111+1/8)
   = (1+1/3)(95+1/4)
   = (2+1/64)(63+1/129)
   = (2+1/21)(62+1/43)
   = (3+1/43)(42+1/130)
   = (3+1/4)(39+1/13)
   = (3+1/3)(38+1/10)
   = (5+1/13)(25+1/66)
   = (5+1/2)(23+1/11)
   = (6+1/22)(21+1/133)
   = (6+1/3)(20+1/19)
   = (7+1/19)(18+1/134)
   = (9+1/15)(14+1/136)

128     (30 distinct solutions. )
   = (1+1/255)(127+1/2)
   = (3+1/85)(42+1/2)
   = (5+1/51)(25+1/2)
   = (7+1/73)(18+1/4)
   = (9+1/71)(14+1/5)
   = (1+1/191)(127+1/3)
   = (1+1/159)(127+1/5)
   = (5+1/19)(25+1/3)
   = (1+1/143)(127+1/9)
   = (1+1/47)(125+1/3)
   = (1+1/135)(127+1/17)
   = (5+1/11)(25+1/7)
   = (1+1/131)(127+1/33)
   = (1+1/43)(125+1/11)
   = (1+1/11)(117+1/3)
   = (3+1/9)(41+1/7)
   = (1+1/129)(127+1/65)
   = (1+1/25)(123+1/13)
   = (1+1/9)(115+1/5)
   = (5+1/9)(25+1/23)
   = (1+1/128)(127+1/129)
   = (1+1/42)(125+1/43)
   = (1+1/2)(85+1/3)
   = (2+1/32)(63+1/65)
   = (2+1/6)(59+1/13)
   = (2+1/2)(51+1/5)
   = (4+1/8)(31+1/33)
   = (6+1/11)(21+1/67)
   = (7+1/2)(17+1/15)
   = (8+1/2)(15+1/17)

129     (36 distinct solutions. )
   = (1+1/257)(128+1/2)
   = (2+1/193)(64+1/3)
   = (4+1/161)(32+1/5)
   = (8+1/145)(16+1/9)
   = (1+1/171)(128+1/4)
   = (1+1/85)(127+1/2)
   = (2+1/107)(64+1/5)
   = (4+1/75)(32+1/7)
   = (5+1/17)(25+1/2)
   = (8+1/59)(16+1/11)
   = (9+1/19)(14+1/4)
   = (1+1/131)(128+1/44)
   = (1+1/65)(127+1/22)
   = (1+1/32)(125+1/11)
   = (1+1/11)(118+1/4)
   = (1+1/5)(107+1/2)
   = (2+1/67)(64+1/45)
   = (2+1/22)(63+1/15)
   = (2+1/13)(62+1/9)
   = (2+1/7)(60+1/5)
   = (2+1/4)(57+1/3)
   = (4+1/35)(32+1/47)
   = (5+1/7)(25+1/12)
   = (7+1/2)(17+1/5)
   = (8+1/19)(16+1/51)
   = (1+1/129)(128+1/130)
   = (1+1/64)(127+1/65)
   = (1+1/25)(124+1/26)
   = (1+1/12)(119+1/13)
   = (1+1/9)(116+1/10)
   = (1+1/4)(103+1/5)
   = (2+1/65)(64+1/131)
   = (3+1/7)(41+1/22)
   = (4+1/33)(32+1/133)
   = (8+1/17)(16+1/137)
   = (9+1/5)(14+1/46)

130     (43 distinct solutions. )
   = (1+1/259)(129+1/2)
   = (3+1/173)(43+1/4)
   = (7+1/37)(18+1/2)
   = (1+1/194)(129+1/3)
   = (3+1/108)(43+1/5)
   = (1+1/155)(129+1/6)
   = (1+1/77)(128+1/3)
   = (1+1/51)(127+1/2)
   = (3+1/69)(43+1/8)
   = (3+1/17)(42+1/2)
   = (7+1/11)(18+1/3)
   = (1+1/142)(129+1/11)
   = (2+1/19)(63+1/3)
   = (3+1/56)(43+1/13)
   = (1+1/139)(129+1/14)
   = (1+1/69)(128+1/7)
   = (1+1/19)(123+1/2)
   = (3+1/53)(43+1/16)
   = (3+1/13)(42+1/4)
   = (7+1/7)(18+1/5)
   = (1+1/134)(129+1/27)
   = (1+1/44)(127+1/9)
   = (1+1/14)(121+1/3)
   = (2+1/17)(63+1/7)
   = (3+1/48)(43+1/29)
   = (4+1/6)(31+1/5)
   = (7+1/2)(17+1/3)
   = (1+1/131)(129+1/66)
   = (1+1/65)(128+1/33)
   = (1+1/43)(127+1/22)
   = (1+1/21)(124+1/11)
   = (1+1/11)(119+1/6)
   = (1+1/5)(108+1/3)
   = (1+1/3)(97+1/2)
   = (3+1/45)(43+1/68)
   = (3+1/11)(42+1/17)
   = (7+1/5)(18+1/18)
   = (1+1/130)(129+1/131)
   = (2+1/16)(63+1/33)
   = (2+1/5)(59+1/11)
   = (3+1/44)(43+1/133)
   = (3+1/6)(41+1/19)
   = (3+1/2)(37+1/7)

131     (26 distinct solutions. )
   = (1+1/261)(130+1/2)
   = (2+1/196)(65+1/3)
   = (3+1/87)(43+1/2)
   = (5+1/157)(26+1/6)
   = (8+1/49)(16+1/3)
   = (9+1/29)(14+1/2)
   = (10+1/144)(13+1/11)
   = (1+1/131)(130+1/132)
   = (1+1/65)(129+1/66)
   = (1+1/43)(128+1/44)
   = (1+1/32)(127+1/33)
   = (1+1/21)(125+1/22)
   = (1+1/11)(120+1/12)
   = (1+1/10)(119+1/11)
   = (1+1/5)(109+1/6)
   = (1+1/3)(98+1/4)
   = (1+1/2)(87+1/3)
   = (2+1/66)(65+1/133)
   = (2+1/9)(62+1/19)
   = (2+1/3)(56+1/7)
   = (3+1/22)(43+1/67)
   = (4+1/11)(32+1/45)
   = (4+1/2)(29+1/9)
   = (5+1/27)(26+1/136)
   = (9+1/3)(14+1/28)
   = (10+1/14)(13+1/141)

132     (46 distinct solutions. )
   = (1+1/263)(131+1/2)
   = (5+1/79)(26+1/3)
   = (1+1/197)(131+1/3)
   = (1+1/175)(131+1/4)
   = (1+1/87)(130+1/2)
   = (3+1/29)(43+1/2)
   = (5+1/35)(26+1/4)
   = (1+1/164)(131+1/5)
   = (2+1/49)(65+1/3)
   = (10+1/23)(13+1/7)
   = (1+1/153)(131+1/7)
   = (1+1/143)(131+1/12)
   = (1+1/71)(130+1/6)
   = (1+1/47)(129+1/4)
   = (1+1/35)(128+1/3)
   = (1+1/23)(126+1/2)
   = (5+1/19)(26+1/8)
   = (7+1/5)(18+1/3)
   = (1+1/142)(131+1/13)
   = (2+1/38)(65+1/7)
   = (3+1/18)(43+1/5)
   = (10+1/12)(13+1/11)
   = (1+1/137)(131+1/23)
   = (1+1/135)(131+1/34)
   = (1+1/67)(130+1/17)
   = (1+1/7)(115+1/2)
   = (3+1/5)(41+1/4)
   = (5+1/15)(26+1/19)
   = (9+1/3)(14+1/7)
   = (1+1/134)(131+1/45)
   = (1+1/44)(129+1/15)
   = (1+1/26)(127+1/9)
   = (1+1/14)(123+1/5)
   = (1+1/8)(117+1/3)
   = (2+1/34)(65+1/23)
   = (4+1/2)(29+1/3)
   = (5+1/4)(25+1/7)
   = (10+1/8)(13+1/27)
   = (1+1/133)(131+1/67)
   = (3+1/15)(43+1/23)
   = (1+1/132)(131+1/133)
   = (1+1/18)(125+1/19)
   = (1+1/6)(113+1/7)
   = (2+1/33)(65+1/67)
   = (4+1/4)(31+1/17)
   = (10+1/7)(13+1/71)

133     (47 distinct solutions. )
   = (1+1/265)(132+1/2)
   = (2+1/199)(66+1/3)
   = (3+1/177)(44+1/4)
   = (4+1/166)(33+1/5)
   = (5+1/53)(26+1/2)
   = (6+1/155)(22+1/7)
   = (11+1/145)(12+1/12)
   = (1+1/151)(132+1/8)
   = (1+1/75)(131+1/4)
   = (1+1/37)(129+1/2)
   = (2+1/85)(66+1/9)
   = (2+1/28)(65+1/3)
   = (3+1/63)(44+1/10)
   = (4+1/52)(33+1/11)
   = (5+1/15)(26+1/4)
   = (6+1/41)(22+1/13)
   = (8+1/7)(16+1/3)
   = (11+1/31)(12+1/18)
   = (1+1/139)(132+1/20)
   = (1+1/69)(131+1/10)
   = (1+1/34)(129+1/5)
   = (1+1/27)(128+1/4)
   = (1+1/13)(123+1/2)
   = (2+1/73)(66+1/21)
   = (2+1/24)(65+1/7)
   = (2+1/10)(63+1/3)
   = (3+1/51)(44+1/22)
   = (4+1/40)(33+1/23)
   = (5+1/11)(26+1/8)
   = (5+1/4)(25+1/3)
   = (6+1/29)(22+1/25)
   = (9+1/3)(14+1/4)
   = (11+1/19)(12+1/30)
   = (1+1/133)(132+1/134)
   = (1+1/66)(131+1/67)
   = (2+1/67)(66+1/135)
   = (2+1/22)(65+1/45)
   = (2+1/13)(64+1/27)
   = (2+1/7)(62+1/15)
   = (2+1/4)(59+1/9)
   = (2+1/2)(53+1/5)
   = (3+1/45)(44+1/136)
   = (3+1/11)(43+1/34)
   = (4+1/34)(33+1/137)
   = (5+1/9)(26+1/46)
   = (6+1/23)(22+1/139)
   = (11+1/13)(12+1/144)

134     (30 distinct solutions. )
   = (1+1/267)(133+1/2)
   = (3+1/89)(44+1/2)
   = (7+1/153)(19+1/8)
   = (11+1/73)(12+1/6)
   = (1+1/200)(133+1/3)
   = (4+1/50)(33+1/3)
   = (7+1/86)(19+1/9)
   = (10+1/20)(13+1/3)
   = (1+1/135)(133+1/68)
   = (1+1/67)(132+1/34)
   = (1+1/33)(130+1/17)
   = (1+1/7)(117+1/4)
   = (1+1/3)(100+1/2)
   = (3+1/23)(44+1/35)
   = (3+1/9)(43+1/14)
   = (3+1/3)(40+1/5)
   = (5+1/7)(26+1/18)
   = (5+1/3)(25+1/8)
   = (7+1/21)(19+1/74)
   = (11+1/7)(12+1/39)
   = (1+1/134)(133+1/135)
   = (1+1/44)(131+1/45)
   = (1+1/26)(129+1/27)
   = (1+1/14)(125+1/15)
   = (1+1/8)(119+1/9)
   = (1+1/4)(107+1/5)
   = (1+1/2)(89+1/3)
   = (2+1/8)(63+1/17)
   = (4+1/17)(33+1/69)
   = (7+1/20)(19+1/141)

135     (53 distinct solutions. )
   = (1+1/269)(134+1/2)
   = (2+1/202)(67+1/3)
   = (7+1/77)(19+1/4)
   = (11+1/49)(12+1/4)
   = (1+1/179)(134+1/4)
   = (1+1/89)(133+1/2)
   = (2+1/112)(67+1/5)
   = (7+1/32)(19+1/5)
   = (1+1/161)(134+1/6)
   = (1+1/80)(133+1/3)
   = (1+1/53)(132+1/2)
   = (2+1/94)(67+1/7)
   = (4+1/20)(33+1/3)
   = (7+1/23)(19+1/6)
   = (10+1/8)(13+1/3)
   = (1+1/149)(134+1/10)
   = (1+1/74)(133+1/5)
   = (1+1/29)(130+1/2)
   = (2+1/82)(67+1/11)
   = (7+1/17)(19+1/8)
   = (1+1/143)(134+1/16)
   = (1+1/71)(133+1/8)
   = (1+1/35)(131+1/4)
   = (1+1/17)(127+1/2)
   = (2+1/76)(67+1/17)
   = (5+1/7)(26+1/4)
   = (7+1/14)(19+1/11)
   = (1+1/139)(134+1/28)
   = (1+1/69)(133+1/14)
   = (1+1/34)(131+1/7)
   = (1+1/19)(128+1/4)
   = (1+1/9)(121+1/2)
   = (2+1/72)(67+1/29)
   = (3+1/8)(43+1/5)
   = (3+1/3)(40+1/2)
   = (6+1/9)(22+1/11)
   = (7+1/12)(19+1/17)
   = (8+1/3)(16+1/5)
   = (1+1/137)(134+1/46)
   = (1+1/68)(133+1/23)
   = (1+1/5)(112+1/2)
   = (2+1/70)(67+1/47)
   = (4+1/5)(32+1/7)
   = (7+1/11)(19+1/26)
   = (1+1/135)(134+1/136)
   = (1+1/67)(133+1/68)
   = (1+1/33)(131+1/34)
   = (1+1/16)(127+1/17)
   = (1+1/7)(118+1/8)
   = (1+1/3)(101+1/4)
   = (2+1/68)(67+1/137)
   = (3+1/15)(44+1/46)
   = (7+1/10)(19+1/71)

136     (54 distinct solutions. )
   = (1+1/271)(135+1/2)
   = (3+1/181)(45+1/4)
   = (5+1/163)(27+1/6)
   = (9+1/151)(15+1/10)
   = (11+1/37)(12+1/3)
   = (1+1/203)(135+1/3)
   = (3+1/113)(45+1/5)
   = (5+1/95)(27+1/7)
   = (7+1/29)(19+1/3)
   = (9+1/83)(15+1/11)
   = (1+1/169)(135+1/5)
   = (3+1/79)(45+1/7)
   = (5+1/61)(27+1/9)
   = (9+1/49)(15+1/13)
   = (1+1/152)(135+1/9)
   = (1+1/50)(133+1/3)
   = (2+1/42)(67+1/5)
   = (3+1/62)(45+1/11)
   = (5+1/44)(27+1/13)
   = (7+1/12)(19+1/5)
   = (9+1/32)(15+1/17)
   = (10+1/5)(13+1/3)
   = (1+1/143)(135+1/18)
   = (1+1/71)(134+1/9)
   = (1+1/47)(133+1/6)
   = (1+1/23)(130+1/3)
   = (1+1/15)(127+1/2)
   = (3+1/53)(45+1/20)
   = (3+1/13)(44+1/5)
   = (3+1/5)(42+1/2)
   = (5+1/35)(27+1/22)
   = (5+1/3)(25+1/2)
   = (7+1/9)(19+1/8)
   = (9+1/23)(15+1/26)
   = (11+1/5)(12+1/7)
   = (1+1/139)(135+1/35)
   = (1+1/27)(131+1/7)
   = (1+1/19)(129+1/5)
   = (3+1/49)(45+1/37)
   = (5+1/31)(27+1/39)
   = (9+1/19)(15+1/43)
   = (1+1/137)(135+1/69)
   = (1+1/45)(133+1/23)
   = (1+1/5)(113+1/3)
   = (3+1/47)(45+1/71)
   = (5+1/29)(27+1/73)
   = (7+1/7)(19+1/25)
   = (9+1/17)(15+1/77)
   = (1+1/136)(135+1/137)
   = (2+1/34)(67+1/69)
   = (2+1/11)(65+1/23)
   = (3+1/46)(45+1/139)
   = (5+1/28)(27+1/141)
   = (9+1/16)(15+1/145)

137     (26 distinct solutions. )
   = (1+1/273)(136+1/2)
   = (2+1/205)(68+1/3)
   = (3+1/91)(45+1/2)
   = (4+1/171)(34+1/5)
   = (5+1/82)(27+1/3)
   = (7+1/39)(19+1/2)
   = (8+1/154)(17+1/9)
   = (9+1/76)(15+1/5)
   = (1+1/137)(136+1/138)
   = (1+1/68)(135+1/69)
   = (1+1/45)(134+1/46)
   = (1+1/22)(131+1/23)
   = (1+1/5)(114+1/6)
   = (1+1/2)(91+1/3)
   = (2+1/69)(68+1/139)
   = (3+1/23)(45+1/70)
   = (3+1/9)(44+1/28)
   = (3+1/3)(41+1/10)
   = (3+1/2)(39+1/7)
   = (4+1/35)(34+1/141)
   = (5+1/14)(27+1/71)
   = (6+1/2)(21+1/13)
   = (7+1/5)(19+1/36)
   = (8+1/18)(17+1/145)
   = (9+1/8)(15+1/73)
   = (10+1/2)(13+1/21)

138     (38 distinct solutions. )
   = (1+1/275)(137+1/2)
   = (5+1/55)(27+1/2)
   = (11+1/25)(12+1/2)
   = (1+1/206)(137+1/3)
   = (8+1/43)(17+1/5)
   = (1+1/183)(137+1/4)
   = (1+1/91)(136+1/2)
   = (7+1/13)(19+1/2)
   = (1+1/160)(137+1/7)
   = (8+1/20)(17+1/7)
   = (1+1/143)(137+1/24)
   = (1+1/71)(136+1/12)
   = (1+1/47)(135+1/8)
   = (1+1/35)(134+1/6)
   = (1+1/23)(132+1/4)
   = (1+1/17)(130+1/3)
   = (1+1/11)(126+1/2)
   = (7+1/5)(19+1/6)
   = (1+1/140)(137+1/47)
   = (2+1/4)(61+1/3)
   = (5+1/10)(27+1/17)
   = (8+1/10)(17+1/27)
   = (10+1/2)(13+1/7)
   = (1+1/139)(137+1/70)
   = (1+1/69)(136+1/35)
   = (1+1/27)(133+1/14)
   = (1+1/19)(131+1/10)
   = (1+1/13)(128+1/7)
   = (1+1/9)(124+1/5)
   = (1+1/3)(103+1/2)
   = (3+1/5)(43+1/8)
   = (1+1/138)(137+1/139)
   = (2+1/17)(67+1/35)
   = (2+1/3)(59+1/7)
   = (2+1/2)(55+1/5)
   = (5+1/2)(25+1/11)
   = (7+1/4)(19+1/29)
   = (8+1/9)(17+1/73)

139     (24 distinct solutions. )
   = (1+1/277)(138+1/2)
   = (2+1/208)(69+1/3)
   = (3+1/185)(46+1/4)
   = (6+1/162)(23+1/7)
   = (8+1/52)(17+1/3)
   = (1+1/139)(138+1/140)
   = (1+1/69)(137+1/70)
   = (1+1/34)(135+1/35)
   = (1+1/27)(134+1/28)
   = (1+1/19)(132+1/20)
   = (1+1/13)(129+1/14)
   = (1+1/9)(125+1/10)
   = (1+1/6)(119+1/7)
   = (1+1/4)(111+1/5)
   = (1+1/3)(104+1/4)
   = (2+1/70)(69+1/141)
   = (2+1/23)(68+1/47)
   = (3+1/47)(46+1/142)
   = (4+1/3)(32+1/13)
   = (5+1/7)(27+1/36)
   = (5+1/3)(26+1/16)
   = (6+1/24)(23+1/145)
   = (8+1/6)(17+1/49)
   = (9+1/4)(15+1/37)

140     (55 distinct solutions. )
   = (1+1/279)(139+1/2)
   = (3+1/93)(46+1/2)
   = (9+1/31)(15+1/2)
   = (1+1/209)(139+1/3)
   = (1+1/174)(139+1/5)
   = (2+1/52)(69+1/3)
   = (6+1/29)(23+1/5)
   = (8+1/13)(17+1/3)
   = (1+1/167)(139+1/6)
   = (1+1/83)(138+1/3)
   = (1+1/55)(137+1/2)
   = (3+1/37)(46+1/4)
   = (5+1/11)(27+1/2)
   = (11+1/5)(12+1/2)
   = (1+1/159)(139+1/8)
   = (1+1/79)(138+1/4)
   = (1+1/39)(136+1/2)
   = (3+1/33)(46+1/5)
   = (3+1/13)(45+1/2)
   = (1+1/153)(139+1/11)
   = (1+1/149)(139+1/15)
   = (1+1/49)(137+1/5)
   = (1+1/29)(135+1/3)
   = (1+1/146)(139+1/21)
   = (1+1/48)(137+1/7)
   = (1+1/20)(133+1/3)
   = (2+1/38)(69+1/11)
   = (4+1/5)(33+1/3)
   = (6+1/15)(23+1/13)
   = (8+1/6)(17+1/7)
   = (10+1/2)(13+1/3)
   = (1+1/144)(139+1/29)
   = (2+1/37)(69+1/15)
   = (2+1/12)(67+1/5)
   = (2+1/7)(65+1/3)
   = (6+1/14)(23+1/17)
   = (1+1/143)(139+1/36)
   = (1+1/71)(138+1/18)
   = (1+1/47)(137+1/12)
   = (1+1/35)(136+1/9)
   = (1+1/23)(134+1/6)
   = (1+1/15)(131+1/4)
   = (1+1/11)(128+1/3)
   = (1+1/7)(122+1/2)
   = (3+1/25)(46+1/19)
   = (5+1/3)(26+1/4)
   = (1+1/141)(139+1/71)
   = (7+1/3)(19+1/11)
   = (1+1/140)(139+1/141)
   = (1+1/46)(137+1/47)
   = (1+1/2)(93+1/3)
   = (2+1/35)(69+1/71)
   = (3+1/4)(43+1/13)
   = (4+1/2)(31+1/9)
   = (6+1/12)(23+1/73)

141     (43 distinct solutions. )
   = (1+1/281)(140+1/2)
   = (2+1/211)(70+1/3)
   = (4+1/176)(35+1/5)
   = (5+1/169)(28+1/6)
   = (7+1/161)(20+1/8)
   = (10+1/155)(14+1/11)
   = (1+1/187)(140+1/4)
   = (1+1/93)(139+1/2)
   = (2+1/117)(70+1/5)
   = (3+1/31)(46+1/2)
   = (4+1/82)(35+1/7)
   = (5+1/75)(28+1/8)
   = (7+1/67)(20+1/10)
   = (10+1/61)(14+1/13)
   = (1+1/143)(140+1/48)
   = (1+1/71)(139+1/24)
   = (1+1/47)(138+1/16)
   = (1+1/35)(137+1/12)
   = (1+1/23)(135+1/8)
   = (1+1/17)(133+1/6)
   = (1+1/11)(129+1/4)
   = (1+1/8)(125+1/3)
   = (1+1/5)(117+1/2)
   = (2+1/73)(70+1/49)
   = (2+1/10)(67+1/7)
   = (4+1/38)(35+1/51)
   = (4+1/2)(31+1/3)
   = (5+1/31)(28+1/52)
   = (7+1/23)(20+1/54)
   = (8+1/4)(17+1/11)
   = (10+1/17)(14+1/57)
   = (1+1/141)(140+1/142)
   = (1+1/70)(139+1/71)
   = (2+1/71)(70+1/143)
   = (2+1/6)(65+1/13)
   = (2+1/5)(64+1/11)
   = (3+1/5)(44+1/16)
   = (4+1/36)(35+1/145)
   = (4+1/7)(34+1/29)
   = (5+1/29)(28+1/146)
   = (6+1/8)(23+1/49)
   = (7+1/21)(20+1/148)
   = (10+1/15)(14+1/151)

142     (30 distinct solutions. )
   = (1+1/283)(141+1/2)
   = (3+1/189)(47+1/4)
   = (5+1/85)(28+1/3)
   = (7+1/81)(20+1/4)
   = (1+1/212)(141+1/3)
   = (3+1/118)(47+1/5)
   = (4+1/53)(35+1/3)
   = (1+1/143)(141+1/72)
   = (1+1/71)(140+1/36)
   = (1+1/47)(139+1/24)
   = (1+1/35)(138+1/18)
   = (1+1/23)(136+1/12)
   = (1+1/17)(134+1/9)
   = (1+1/15)(133+1/8)
   = (1+1/11)(130+1/6)
   = (1+1/7)(124+1/4)
   = (1+1/5)(118+1/3)
   = (1+1/3)(106+1/2)
   = (3+1/49)(47+1/74)
   = (5+1/15)(28+1/38)
   = (7+1/11)(20+1/39)
   = (1+1/142)(141+1/143)
   = (1+1/12)(131+1/13)
   = (1+1/10)(129+1/11)
   = (2+1/4)(63+1/9)
   = (3+1/48)(47+1/145)
   = (4+1/18)(35+1/73)
   = (5+1/4)(27+1/21)
   = (6+1/6)(23+1/37)
   = (8+1/3)(17+1/25)

143     (49 distinct solutions. )
   = (1+1/285)(142+1/2)
   = (2+1/214)(71+1/3)
   = (3+1/95)(47+1/2)
   = (5+1/57)(28+1/2)
   = (1+1/155)(142+1/12)
   = (1+1/77)(141+1/6)
   = (1+1/51)(140+1/4)
   = (1+1/38)(139+1/3)
   = (1+1/25)(137+1/2)
   = (2+1/84)(71+1/13)
   = (3+1/30)(47+1/7)
   = (4+1/16)(35+1/5)
   = (5+1/5)(27+1/2)
   = (7+1/11)(20+1/6)
   = (10+1/9)(14+1/7)
   = (1+1/153)(142+1/14)
   = (1+1/76)(141+1/7)
   = (1+1/21)(136+1/2)
   = (2+1/82)(71+1/15)
   = (2+1/27)(70+1/5)
   = (2+1/16)(69+1/3)
   = (3+1/29)(47+1/8)
   = (3+1/7)(45+1/2)
   = (5+1/13)(28+1/6)
   = (7+1/3)(19+1/2)
   = (8+1/4)(17+1/3)
   = (1+1/143)(142+1/144)
   = (1+1/71)(141+1/72)
   = (1+1/47)(140+1/48)
   = (1+1/35)(139+1/36)
   = (1+1/23)(137+1/24)
   = (1+1/17)(135+1/18)
   = (1+1/15)(134+1/16)
   = (1+1/11)(131+1/12)
   = (1+1/8)(127+1/9)
   = (1+1/7)(125+1/8)
   = (1+1/5)(119+1/6)
   = (1+1/3)(107+1/4)
   = (1+1/2)(95+1/3)
   = (2+1/72)(71+1/145)
   = (2+1/14)(69+1/29)
   = (2+1/2)(57+1/5)
   = (3+1/24)(47+1/73)
   = (4+1/12)(35+1/49)
   = (4+1/5)(34+1/21)
   = (7+1/7)(20+1/50)
   = (7+1/2)(19+1/15)
   = (9+1/2)(15+1/19)
   = (10+1/5)(14+1/51)

144     (55 distinct solutions. )
   = (1+1/287)(143+1/2)
   = (7+1/41)(20+1/2)
   = (11+1/157)(13+1/12)
   = (1+1/215)(143+1/3)
   = (11+1/85)(13+1/13)
   = (1+1/191)(143+1/4)
   = (1+1/95)(142+1/2)
   = (5+1/19)(28+1/2)
   = (11+1/61)(13+1/14)
   = (1+1/179)(143+1/5)
   = (11+1/49)(13+1/15)
   = (1+1/167)(143+1/7)
   = (11+1/37)(13+1/17)
   = (1+1/161)(143+1/9)
   = (1+1/53)(141+1/3)
   = (11+1/31)(13+1/19)
   = (1+1/159)(143+1/10)
   = (1+1/79)(142+1/5)
   = (1+1/31)(139+1/2)
   = (3+1/21)(47+1/4)
   = (7+1/9)(20+1/4)
   = (11+1/29)(13+1/20)
   = (1+1/155)(143+1/13)
   = (11+1/25)(13+1/23)
   = (1+1/152)(143+1/17)
   = (2+1/40)(71+1/9)
   = (2+1/13)(69+1/3)
   = (4+1/11)(35+1/5)
   = (11+1/22)(13+1/27)
   = (1+1/151)(143+1/19)
   = (11+1/21)(13+1/29)
   = (1+1/149)(143+1/25)
   = (1+1/29)(139+1/5)
   = (11+1/19)(13+1/35)
   = (1+1/147)(143+1/37)
   = (3+1/17)(47+1/13)
   = (11+1/17)(13+1/47)
   = (1+1/146)(143+1/49)
   = (1+1/20)(137+1/7)
   = (2+1/37)(71+1/25)
   = (2+1/7)(67+1/5)
   = (7+1/2)(19+1/5)
   = (11+1/16)(13+1/59)
   = (1+1/145)(143+1/73)
   = (3+1/3)(43+1/5)
   = (11+1/15)(13+1/83)
   = (1+1/144)(143+1/145)
   = (1+1/28)(139+1/29)
   = (1+1/4)(115+1/5)
   = (2+1/36)(71+1/73)
   = (3+1/16)(47+1/49)
   = (3+1/2)(41+1/7)
   = (4+1/9)(35+1/37)
   = (6+1/4)(23+1/25)
   = (11+1/14)(13+1/155)

145     (54 distinct solutions. )
   = (1+1/289)(144+1/2)
   = (2+1/217)(72+1/3)
   = (3+1/193)(48+1/4)
   = (4+1/181)(36+1/5)
   = (6+1/169)(24+1/7)
   = (8+1/163)(18+1/9)
   = (9+1/161)(16+1/10)
   = (11+1/79)(13+1/6)
   = (12+1/157)(12+1/13)
   = (1+1/173)(144+1/6)
   = (1+1/86)(143+1/3)
   = (1+1/57)(142+1/2)
   = (2+1/101)(72+1/7)
   = (3+1/77)(48+1/8)
   = (3+1/19)(47+1/2)
   = (4+1/65)(36+1/9)
   = (6+1/53)(24+1/11)
   = (8+1/47)(18+1/13)
   = (9+1/45)(16+1/14)
   = (11+1/21)(13+1/8)
   = (12+1/41)(12+1/17)
   = (1+1/149)(144+1/30)
   = (1+1/74)(143+1/15)
   = (1+1/49)(142+1/10)
   = (1+1/29)(140+1/6)
   = (1+1/24)(139+1/5)
   = (1+1/14)(135+1/3)
   = (1+1/9)(130+1/2)
   = (2+1/77)(72+1/31)
   = (3+1/53)(48+1/32)
   = (3+1/13)(47+1/8)
   = (3+1/3)(43+1/2)
   = (4+1/41)(36+1/33)
   = (6+1/29)(24+1/35)
   = (6+1/4)(23+1/5)
   = (7+1/2)(19+1/3)
   = (8+1/23)(18+1/37)
   = (9+1/21)(16+1/38)
   = (11+1/9)(13+1/20)
   = (1+1/145)(144+1/146)
   = (1+1/72)(143+1/73)
   = (2+1/73)(72+1/147)
   = (2+1/24)(71+1/49)
   = (2+1/10)(69+1/21)
   = (2+1/3)(62+1/7)
   = (3+1/49)(48+1/148)
   = (3+1/12)(47+1/37)
   = (4+1/37)(36+1/149)
   = (6+1/25)(24+1/151)
   = (8+1/19)(18+1/153)
   = (8+1/2)(17+1/17)
   = (9+1/17)(16+1/154)
   = (10+1/3)(14+1/31)
   = (11+1/7)(13+1/78)

146     (24 distinct solutions. )
   = (1+1/291)(145+1/2)
   = (3+1/97)(48+1/2)
   = (5+1/175)(29+1/6)
   = (9+1/81)(16+1/5)
   = (11+1/53)(13+1/4)
   = (1+1/218)(145+1/3)
   = (5+1/102)(29+1/7)
   = (1+1/147)(145+1/74)
   = (1+1/73)(144+1/37)
   = (1+1/3)(109+1/2)
   = (3+1/25)(48+1/38)
   = (5+1/31)(29+1/78)
   = (5+1/5)(28+1/13)
   = (9+1/9)(16+1/41)
   = (11+1/5)(13+1/28)
   = (1+1/146)(145+1/147)
   = (1+1/48)(143+1/49)
   = (1+1/20)(139+1/21)
   = (1+1/6)(125+1/7)
   = (1+1/2)(97+1/3)
   = (2+1/18)(71+1/37)
   = (4+1/6)(35+1/25)
   = (5+1/30)(29+1/151)
   = (6+1/3)(23+1/19)

147     (43 distinct solutions. )
   = (1+1/293)(146+1/2)
   = (2+1/220)(73+1/3)
   = (5+1/88)(29+1/3)
   = (8+1/55)(18+1/3)
   = (11+1/40)(13+1/3)
   = (1+1/195)(146+1/4)
   = (1+1/97)(145+1/2)
   = (2+1/122)(73+1/5)
   = (5+1/39)(29+1/4)
   = (1+1/167)(146+1/8)
   = (1+1/83)(145+1/4)
   = (1+1/41)(143+1/2)
   = (2+1/94)(73+1/9)
   = (2+1/31)(72+1/3)
   = (5+1/25)(29+1/6)
   = (8+1/13)(18+1/5)
   = (1+1/153)(146+1/22)
   = (1+1/76)(145+1/11)
   = (1+1/13)(136+1/2)
   = (2+1/80)(73+1/23)
   = (3+1/9)(47+1/4)
   = (5+1/18)(29+1/13)
   = (11+1/5)(13+1/8)
   = (1+1/149)(146+1/50)
   = (1+1/74)(145+1/25)
   = (1+1/29)(142+1/10)
   = (1+1/14)(137+1/5)
   = (1+1/5)(122+1/2)
   = (2+1/76)(73+1/51)
   = (2+1/25)(72+1/17)
   = (2+1/4)(65+1/3)
   = (5+1/16)(29+1/27)
   = (8+1/7)(18+1/19)
   = (11+1/4)(13+1/15)
   = (1+1/147)(146+1/148)
   = (1+1/73)(145+1/74)
   = (1+1/36)(143+1/37)
   = (1+1/3)(110+1/4)
   = (2+1/74)(73+1/149)
   = (3+1/8)(47+1/25)
   = (3+1/3)(44+1/10)
   = (5+1/15)(29+1/76)
   = (7+1/3)(20+1/22)

148     (38 distinct solutions. )
   = (1+1/295)(147+1/2)
   = (3+1/197)(49+1/4)
   = (5+1/59)(29+1/2)
   = (7+1/169)(21+1/8)
   = (1+1/221)(147+1/3)
   = (3+1/123)(49+1/5)
   = (7+1/95)(21+1/9)
   = (1+1/184)(147+1/5)
   = (2+1/55)(73+1/3)
   = (3+1/86)(49+1/7)
   = (5+1/22)(29+1/3)
   = (7+1/58)(21+1/11)
   = (11+1/10)(13+1/3)
   = (1+1/151)(147+1/38)
   = (1+1/75)(146+1/19)
   = (1+1/7)(129+1/2)
   = (3+1/53)(49+1/40)
   = (3+1/13)(48+1/10)
   = (3+1/5)(46+1/4)
   = (5+1/11)(29+1/14)
   = (7+1/25)(21+1/44)
   = (1+1/149)(147+1/75)
   = (1+1/49)(145+1/25)
   = (1+1/29)(143+1/15)
   = (1+1/9)(133+1/5)
   = (1+1/5)(123+1/3)
   = (3+1/51)(49+1/77)
   = (3+1/7)(47+1/11)
   = (7+1/23)(21+1/81)
   = (11+1/3)(13+1/17)
   = (1+1/148)(147+1/149)
   = (2+1/37)(73+1/75)
   = (2+1/12)(71+1/25)
   = (2+1/7)(69+1/15)
   = (2+1/2)(59+1/5)
   = (3+1/50)(49+1/151)
   = (5+1/10)(29+1/51)
   = (7+1/22)(21+1/155)

149     (26 distinct solutions. )
   = (1+1/297)(148+1/2)
   = (2+1/223)(74+1/3)
   = (3+1/99)(49+1/2)
   = (4+1/186)(37+1/5)
   = (7+1/85)(21+1/4)
   = (9+1/33)(16+1/2)
   = (11+1/27)(13+1/2)
   = (1+1/149)(148+1/150)
   = (1+1/74)(147+1/75)
   = (1+1/49)(146+1/50)
   = (1+1/29)(144+1/30)
   = (1+1/24)(143+1/25)
   = (1+1/14)(139+1/15)
   = (1+1/9)(134+1/10)
   = (1+1/5)(124+1/6)
   = (1+1/4)(119+1/5)
   = (1+1/2)(99+1/3)
   = (2+1/75)(74+1/151)
   = (3+1/25)(49+1/76)
   = (3+1/6)(47+1/19)
   = (4+1/38)(37+1/153)
   = (4+1/4)(35+1/17)
   = (4+1/2)(33+1/9)
   = (5+1/2)(27+1/11)
   = (6+1/5)(24+1/31)
   = (7+1/11)(21+1/78)

150     (51 distinct solutions. )
   = (1+1/299)(149+1/2)
   = (1+1/224)(149+1/3)
   = (4+1/56)(37+1/3)
   = (7+1/32)(21+1/3)
   = (1+1/199)(149+1/4)
   = (1+1/99)(148+1/2)
   = (3+1/33)(49+1/2)
   = (9+1/11)(16+1/2)
   = (11+1/9)(13+1/2)
   = (1+1/179)(149+1/6)
   = (1+1/89)(148+1/3)
   = (1+1/59)(147+1/2)
   = (7+1/17)(21+1/4)
   = (1+1/174)(149+1/7)
   = (4+1/31)(37+1/5)
   = (1+1/164)(149+1/11)
   = (2+1/22)(73+1/3)
   = (4+1/26)(37+1/7)
   = (11+1/4)(13+1/3)
   = (1+1/159)(149+1/16)
   = (1+1/79)(148+1/8)
   = (1+1/39)(146+1/4)
   = (1+1/19)(142+1/2)
   = (1+1/155)(149+1/26)
   = (1+1/77)(148+1/13)
   = (1+1/11)(137+1/2)
   = (5+1/7)(29+1/6)
   = (1+1/154)(149+1/31)
   = (3+1/18)(49+1/11)
   = (4+1/21)(37+1/17)
   = (1+1/152)(149+1/51)
   = (1+1/50)(147+1/17)
   = (1+1/8)(133+1/3)
   = (2+1/19)(73+1/13)
   = (4+1/20)(37+1/27)
   = (4+1/2)(33+1/3)
   = (7+1/8)(21+1/19)
   = (1+1/151)(149+1/76)
   = (1+1/75)(148+1/38)
   = (1+1/37)(146+1/19)
   = (1+1/7)(131+1/4)
   = (1+1/3)(112+1/2)
   = (3+1/17)(49+1/26)
   = (5+1/3)(28+1/8)
   = (9+1/3)(16+1/14)
   = (1+1/150)(149+1/151)
   = (2+1/9)(71+1/19)
   = (4+1/19)(37+1/77)
   = (5+1/6)(29+1/31)
   = (6+1/2)(23+1/13)
   = (11+1/2)(13+1/23)

151     (24 distinct solutions. )
   = (1+1/301)(150+1/2)
   = (2+1/226)(75+1/3)
   = (3+1/201)(50+1/4)
   = (5+1/181)(30+1/6)
   = (6+1/176)(25+1/7)
   = (7+1/43)(21+1/2)
   = (10+1/166)(15+1/11)
   = (1+1/151)(150+1/152)
   = (1+1/75)(149+1/76)
   = (1+1/37)(147+1/38)
   = (1+1/18)(143+1/19)
   = (1+1/7)(132+1/8)
   = (1+1/3)(113+1/4)
   = (2+1/76)(75+1/153)
   = (2+1/25)(74+1/51)
   = (2+1/8)(71+1/17)
   = (2+1/4)(67+1/9)
   = (3+1/51)(50+1/154)
   = (3+1/7)(48+1/22)
   = (3+1/2)(43+1/7)
   = (5+1/31)(30+1/156)
   = (5+1/5)(29+1/26)
   = (6+1/26)(25+1/157)
   = (10+1/16)(15+1/161)

152     (40 distinct solutions. )
   = (1+1/303)(151+1/2)
   = (3+1/101)(50+1/2)
   = (5+1/91)(30+1/3)
   = (1+1/227)(151+1/3)
   = (1+1/189)(151+1/5)
   = (1+1/170)(151+1/9)
   = (1+1/56)(149+1/3)
   = (2+1/47)(75+1/5)
   = (4+1/14)(37+1/3)
   = (6+1/22)(25+1/7)
   = (7+1/8)(21+1/3)
   = (10+1/17)(15+1/9)
   = (1+1/159)(151+1/20)
   = (1+1/79)(150+1/10)
   = (1+1/39)(148+1/5)
   = (1+1/31)(147+1/4)
   = (1+1/15)(142+1/2)
   = (3+1/29)(50+1/11)
   = (3+1/5)(47+1/2)
   = (5+1/19)(30+1/12)
   = (5+1/3)(28+1/2)
   = (1+1/155)(151+1/39)
   = (1+1/51)(149+1/13)
   = (1+1/11)(139+1/3)
   = (7+1/5)(21+1/9)
   = (1+1/153)(151+1/77)
   = (1+1/21)(145+1/11)
   = (1+1/13)(141+1/7)
   = (1+1/152)(151+1/153)
   = (1+1/50)(149+1/51)
   = (1+1/16)(143+1/17)
   = (1+1/8)(135+1/9)
   = (1+1/2)(101+1/3)
   = (2+1/38)(75+1/77)
   = (2+1/5)(69+1/11)
   = (2+1/3)(65+1/7)
   = (3+1/10)(49+1/31)
   = (4+1/3)(35+1/13)
   = (6+1/13)(25+1/79)
   = (10+1/8)(15+1/81)

153     (52 distinct solutions. )
   = (1+1/305)(152+1/2)
   = (2+1/229)(76+1/3)
   = (4+1/191)(38+1/5)
   = (5+1/61)(30+1/2)
   = (8+1/172)(19+1/9)
   = (1+1/203)(152+1/4)
   = (1+1/101)(151+1/2)
   = (2+1/127)(76+1/5)
   = (4+1/89)(38+1/7)
   = (8+1/70)(19+1/11)
   = (1+1/169)(152+1/10)
   = (1+1/84)(151+1/5)
   = (1+1/33)(148+1/2)
   = (2+1/93)(76+1/11)
   = (3+1/11)(49+1/2)
   = (4+1/55)(38+1/13)
   = (6+1/14)(25+1/5)
   = (8+1/36)(19+1/17)
   = (11+1/3)(13+1/2)
   = (1+1/161)(152+1/18)
   = (1+1/80)(151+1/9)
   = (1+1/53)(150+1/6)
   = (1+1/26)(147+1/3)
   = (1+1/17)(144+1/2)
   = (2+1/85)(76+1/19)
   = (4+1/47)(38+1/21)
   = (7+1/5)(21+1/4)
   = (8+1/28)(19+1/25)
   = (10+1/8)(15+1/9)
   = (1+1/155)(152+1/52)
   = (1+1/77)(151+1/26)
   = (1+1/38)(149+1/13)
   = (1+1/11)(140+1/4)
   = (1+1/5)(127+1/2)
   = (2+1/79)(76+1/53)
   = (4+1/41)(38+1/55)
   = (4+1/8)(37+1/11)
   = (5+1/4)(29+1/7)
   = (8+1/22)(19+1/59)
   = (1+1/153)(152+1/154)
   = (1+1/76)(151+1/77)
   = (1+1/21)(146+1/22)
   = (1+1/13)(142+1/14)
   = (1+1/10)(139+1/11)
   = (1+1/6)(131+1/7)
   = (2+1/77)(76+1/155)
   = (2+1/15)(74+1/31)
   = (2+1/2)(61+1/5)
   = (3+1/17)(50+1/52)
   = (3+1/4)(47+1/13)
   = (4+1/39)(38+1/157)
   = (8+1/20)(19+1/161)

154     (60 distinct solutions. )
   = (1+1/307)(153+1/2)
   = (3+1/205)(51+1/4)
   = (9+1/171)(17+1/10)
   = (1+1/230)(153+1/3)
   = (3+1/128)(51+1/5)
   = (8+1/48)(19+1/5)
   = (9+1/94)(17+1/11)
   = (10+1/23)(15+1/3)
   = (1+1/175)(153+1/8)
   = (1+1/87)(152+1/4)
   = (1+1/43)(150+1/2)
   = (3+1/73)(51+1/10)
   = (5+1/13)(30+1/3)
   = (9+1/39)(17+1/16)
   = (1+1/167)(153+1/12)
   = (1+1/83)(152+1/6)
   = (1+1/55)(151+1/4)
   = (1+1/41)(150+1/3)
   = (1+1/27)(148+1/2)
   = (3+1/65)(51+1/14)
   = (3+1/9)(49+1/2)
   = (5+1/11)(30+1/4)
   = (9+1/31)(17+1/20)
   = (9+1/3)(16+1/2)
   = (1+1/164)(153+1/15)
   = (1+1/54)(151+1/5)
   = (1+1/32)(149+1/3)
   = (3+1/62)(51+1/17)
   = (4+1/8)(37+1/3)
   = (6+1/9)(25+1/5)
   = (8+1/15)(19+1/11)
   = (9+1/28)(17+1/23)
   = (1+1/160)(153+1/23)
   = (2+1/10)(73+1/3)
   = (3+1/58)(51+1/25)
   = (5+1/4)(29+1/3)
   = (6+1/8)(25+1/7)
   = (8+1/13)(19+1/15)
   = (9+1/24)(17+1/31)
   = (1+1/155)(153+1/78)
   = (1+1/77)(152+1/39)
   = (1+1/51)(151+1/26)
   = (1+1/25)(148+1/13)
   = (1+1/11)(141+1/6)
   = (1+1/5)(128+1/3)
   = (1+1/3)(115+1/2)
   = (3+1/53)(51+1/80)
   = (3+1/13)(50+1/20)
   = (3+1/5)(48+1/8)
   = (3+1/3)(46+1/5)
   = (9+1/19)(17+1/86)
   = (1+1/154)(153+1/155)
   = (1+1/30)(149+1/31)
   = (1+1/4)(123+1/5)
   = (2+1/19)(75+1/39)
   = (2+1/6)(71+1/13)
   = (3+1/52)(51+1/157)
   = (8+1/10)(19+1/81)
   = (9+1/18)(17+1/163)
   = (10+1/4)(15+1/41)

155     (48 distinct solutions. )
   = (1+1/309)(154+1/2)
   = (2+1/232)(77+1/3)
   = (3+1/103)(51+1/2)
   = (7+1/177)(22+1/8)
   = (8+1/58)(19+1/3)
   = (9+1/86)(17+1/5)
   = (11+1/169)(14+1/12)
   = (1+1/185)(154+1/6)
   = (1+1/92)(153+1/3)
   = (1+1/61)(152+1/2)
   = (2+1/108)(77+1/7)
   = (3+1/41)(51+1/4)
   = (4+1/23)(38+1/3)
   = (7+1/53)(22+1/12)
   = (9+1/24)(17+1/7)
   = (11+1/45)(14+1/16)
   = (1+1/159)(154+1/32)
   = (1+1/79)(153+1/16)
   = (1+1/39)(151+1/8)
   = (1+1/19)(147+1/4)
   = (1+1/9)(139+1/2)
   = (2+1/82)(77+1/33)
   = (2+1/27)(76+1/11)
   = (2+1/7)(72+1/3)
   = (3+1/28)(51+1/17)
   = (3+1/3)(46+1/2)
   = (4+1/6)(37+1/5)
   = (7+1/27)(22+1/38)
   = (8+1/8)(19+1/13)
   = (9+1/11)(17+1/20)
   = (11+1/19)(14+1/42)
   = (1+1/155)(154+1/156)
   = (1+1/77)(153+1/78)
   = (1+1/51)(152+1/52)
   = (1+1/38)(151+1/39)
   = (1+1/25)(149+1/26)
   = (1+1/12)(143+1/13)
   = (1+1/11)(142+1/12)
   = (1+1/5)(129+1/6)
   = (1+1/3)(116+1/4)
   = (1+1/2)(103+1/3)
   = (2+1/78)(77+1/157)
   = (3+1/26)(51+1/79)
   = (4+1/13)(38+1/53)
   = (5+1/3)(29+1/16)
   = (7+1/23)(22+1/162)
   = (9+1/9)(17+1/82)
   = (11+1/15)(14+1/166)

156     (59 distinct solutions. )
   = (1+1/311)(155+1/2)
   = (5+1/187)(31+1/6)
   = (7+1/89)(22+1/4)
   = (11+1/85)(14+1/6)
   = (1+1/233)(155+1/3)
   = (5+1/109)(31+1/7)
   = (1+1/207)(155+1/4)
   = (1+1/103)(154+1/2)
   = (5+1/83)(31+1/8)
   = (7+1/37)(22+1/5)
   = (9+1/23)(17+1/4)
   = (11+1/33)(14+1/7)
   = (1+1/194)(155+1/5)
   = (2+1/58)(77+1/3)
   = (5+1/70)(31+1/9)
   = (1+1/181)(155+1/7)
   = (5+1/57)(31+1/11)
   = (1+1/168)(155+1/13)
   = (2+1/45)(77+1/7)
   = (5+1/44)(31+1/17)
   = (8+1/8)(19+1/5)
   = (9+1/10)(17+1/7)
   = (1+1/167)(155+1/14)
   = (1+1/83)(154+1/7)
   = (1+1/23)(149+1/2)
   = (5+1/43)(31+1/18)
   = (5+1/7)(30+1/3)
   = (7+1/17)(22+1/10)
   = (11+1/13)(14+1/12)
   = (1+1/161)(155+1/27)
   = (1+1/53)(153+1/9)
   = (1+1/17)(147+1/3)
   = (5+1/37)(31+1/31)
   = (1+1/159)(155+1/40)
   = (1+1/79)(154+1/20)
   = (1+1/39)(152+1/10)
   = (1+1/31)(151+1/8)
   = (1+1/19)(148+1/5)
   = (1+1/15)(146+1/4)
   = (1+1/7)(136+1/2)
   = (3+1/9)(50+1/7)
   = (5+1/35)(31+1/44)
   = (5+1/3)(29+1/4)
   = (7+1/13)(22+1/23)
   = (9+1/7)(17+1/16)
   = (11+1/9)(14+1/25)
   = (1+1/158)(155+1/53)
   = (2+1/40)(77+1/27)
   = (2+1/13)(75+1/9)
   = (2+1/4)(69+1/3)
   = (4+1/5)(37+1/7)
   = (5+1/34)(31+1/57)
   = (1+1/157)(155+1/79)
   = (5+1/33)(31+1/83)
   = (1+1/156)(155+1/157)
   = (2+1/39)(77+1/79)
   = (5+1/32)(31+1/161)
   = (8+1/5)(19+1/41)
   = (9+1/6)(17+1/55)

157     (22 distinct solutions. )
   = (1+1/313)(156+1/2)
   = (2+1/235)(78+1/3)
   = (3+1/209)(52+1/4)
   = (4+1/196)(39+1/5)
   = (5+1/94)(31+1/3)
   = (6+1/183)(26+1/7)
   = (11+1/57)(14+1/4)
   = (12+1/170)(13+1/13)
   = (1+1/157)(156+1/158)
   = (1+1/78)(155+1/79)
   = (2+1/79)(78+1/159)
   = (2+1/26)(77+1/53)
   = (3+1/53)(52+1/160)
   = (3+1/13)(51+1/40)
   = (3+1/5)(49+1/16)
   = (3+1/3)(47+1/10)
   = (4+1/40)(39+1/161)
   = (5+1/16)(31+1/81)
   = (6+1/27)(26+1/163)
   = (8+1/4)(19+1/33)
   = (11+1/5)(14+1/56)
   = (12+1/14)(13+1/169)

158     (30 distinct solutions. )
   = (1+1/315)(157+1/2)
   = (3+1/105)(52+1/2)
   = (5+1/63)(31+1/2)
   = (7+1/45)(22+1/2)
   = (9+1/35)(17+1/2)
   = (11+1/43)(14+1/3)
   = (1+1/236)(157+1/3)
   = (4+1/59)(39+1/3)
   = (12+1/46)(13+1/7)
   = (1+1/159)(157+1/80)
   = (1+1/79)(156+1/40)
   = (1+1/39)(154+1/20)
   = (1+1/31)(153+1/16)
   = (1+1/19)(150+1/10)
   = (1+1/15)(148+1/8)
   = (1+1/9)(142+1/5)
   = (1+1/7)(138+1/4)
   = (1+1/3)(118+1/2)
   = (3+1/27)(52+1/41)
   = (5+1/11)(31+1/28)
   = (1+1/158)(157+1/159)
   = (1+1/52)(155+1/53)
   = (1+1/2)(105+1/3)
   = (2+1/2)(63+1/5)
   = (3+1/2)(45+1/7)
   = (4+1/20)(39+1/81)
   = (4+1/2)(35+1/9)
   = (7+1/2)(21+1/15)
   = (10+1/2)(15+1/21)
   = (12+1/7)(13+1/85)

159     (41 distinct solutions. )
   = (1+1/317)(158+1/2)
   = (2+1/238)(79+1/3)
   = (1+1/211)(158+1/4)
   = (1+1/105)(157+1/2)
   = (2+1/132)(79+1/5)
   = (3+1/35)(52+1/2)
   = (5+1/21)(31+1/2)
   = (7+1/15)(22+1/2)
   = (12+1/22)(13+1/5)
   = (1+1/161)(158+1/54)
   = (1+1/80)(157+1/27)
   = (1+1/53)(156+1/18)
   = (1+1/26)(153+1/9)
   = (1+1/17)(150+1/6)
   = (1+1/8)(141+1/3)
   = (1+1/5)(132+1/2)
   = (2+1/82)(79+1/55)
   = (2+1/16)(77+1/11)
   = (2+1/7)(74+1/5)
   = (4+1/14)(39+1/19)
   = (4+1/2)(35+1/3)
   = (7+1/5)(22+1/12)
   = (7+1/2)(21+1/5)
   = (10+1/2)(15+1/7)
   = (1+1/159)(158+1/160)
   = (1+1/79)(157+1/80)
   = (1+1/39)(155+1/40)
   = (1+1/31)(154+1/32)
   = (1+1/19)(151+1/20)
   = (1+1/15)(149+1/16)
   = (1+1/9)(143+1/10)
   = (1+1/7)(139+1/8)
   = (1+1/4)(127+1/5)
   = (1+1/3)(119+1/4)
   = (2+1/80)(79+1/161)
   = (2+1/11)(76+1/23)
   = (2+1/3)(68+1/7)
   = (5+1/8)(31+1/41)
   = (6+1/9)(26+1/55)
   = (9+1/3)(17+1/28)
   = (11+1/3)(14+1/34)

160     (52 distinct solutions. )
   = (1+1/319)(159+1/2)
   = (3+1/213)(53+1/4)
   = (11+1/29)(14+1/2)
   = (1+1/239)(159+1/3)
   = (3+1/133)(53+1/5)
   = (1+1/199)(159+1/5)
   = (3+1/93)(53+1/7)
   = (1+1/191)(159+1/6)
   = (1+1/95)(158+1/3)
   = (1+1/63)(157+1/2)
   = (3+1/85)(53+1/8)
   = (3+1/21)(52+1/2)
   = (7+1/9)(22+1/2)
   = (9+1/7)(17+1/2)
   = (1+1/179)(159+1/9)
   = (1+1/59)(157+1/3)
   = (3+1/73)(53+1/11)
   = (1+1/175)(159+1/11)
   = (3+1/69)(53+1/13)
   = (1+1/169)(159+1/17)
   = (3+1/63)(53+1/19)
   = (1+1/167)(159+1/21)
   = (1+1/55)(157+1/7)
   = (1+1/23)(153+1/3)
   = (3+1/61)(53+1/23)
   = (1+1/164)(159+1/33)
   = (1+1/54)(157+1/11)
   = (1+1/14)(149+1/3)
   = (2+1/42)(79+1/17)
   = (3+1/58)(53+1/35)
   = (3+1/8)(51+1/5)
   = (4+1/11)(39+1/9)
   = (7+1/2)(21+1/3)
   = (8+1/3)(19+1/5)
   = (1+1/163)(159+1/41)
   = (3+1/57)(53+1/43)
   = (5+1/7)(31+1/9)
   = (9+1/3)(17+1/7)
   = (1+1/161)(159+1/81)
   = (1+1/53)(157+1/27)
   = (1+1/17)(151+1/9)
   = (1+1/5)(133+1/3)
   = (3+1/55)(53+1/83)
   = (1+1/160)(159+1/161)
   = (1+1/22)(153+1/23)
   = (1+1/6)(137+1/7)
   = (2+1/40)(79+1/81)
   = (2+1/13)(77+1/27)
   = (2+1/4)(71+1/9)
   = (3+1/54)(53+1/163)
   = (4+1/10)(39+1/41)
   = (5+1/2)(29+1/11)

161     (53 distinct solutions. )
   = (1+1/321)(160+1/2)
   = (2+1/241)(80+1/3)
   = (3+1/107)(53+1/2)
   = (4+1/201)(40+1/5)
   = (5+1/193)(32+1/6)
   = (8+1/181)(20+1/9)
   = (10+1/177)(16+1/11)
   = (1+1/183)(160+1/8)
   = (1+1/91)(159+1/4)
   = (1+1/45)(157+1/2)
   = (2+1/103)(80+1/9)
   = (2+1/34)(79+1/3)
   = (3+1/38)(53+1/5)
   = (3+1/15)(52+1/2)
   = (4+1/63)(40+1/11)
   = (5+1/55)(32+1/12)
   = (5+1/9)(31+1/2)
   = (8+1/43)(20+1/15)
   = (9+1/5)(17+1/2)
   = (10+1/39)(16+1/17)
   = (1+1/167)(160+1/24)
   = (1+1/83)(159+1/12)
   = (1+1/55)(158+1/8)
   = (1+1/41)(157+1/6)
   = (1+1/27)(155+1/4)
   = (1+1/20)(153+1/3)
   = (1+1/13)(149+1/2)
   = (2+1/87)(80+1/25)
   = (2+1/17)(78+1/5)
   = (3+1/30)(53+1/13)
   = (4+1/47)(40+1/27)
   = (4+1/5)(38+1/3)
   = (5+1/39)(32+1/28)
   = (8+1/27)(20+1/31)
   = (9+1/3)(17+1/4)
   = (10+1/23)(16+1/33)
   = (10+1/2)(15+1/3)
   = (12+1/4)(13+1/7)
   = (1+1/161)(160+1/162)
   = (1+1/80)(159+1/81)
   = (1+1/53)(158+1/54)
   = (1+1/26)(155+1/27)
   = (1+1/17)(152+1/18)
   = (1+1/8)(143+1/9)
   = (1+1/5)(134+1/6)
   = (1+1/2)(107+1/3)
   = (2+1/81)(80+1/163)
   = (3+1/27)(53+1/82)
   = (4+1/41)(40+1/165)
   = (4+1/8)(39+1/33)
   = (5+1/33)(32+1/166)
   = (8+1/21)(20+1/169)
   = (10+1/17)(16+1/171)

162     (46 distinct solutions. )
   = (1+1/323)(161+1/2)
   = (5+1/97)(32+1/3)
   = (7+1/185)(23+1/8)
   = (1+1/242)(161+1/3)
   = (7+1/104)(23+1/9)
   = (1+1/215)(161+1/4)
   = (1+1/107)(160+1/2)
   = (5+1/43)(32+1/4)
   = (7+1/77)(23+1/10)
   = (1+1/188)(161+1/7)
   = (7+1/50)(23+1/13)
   = (1+1/179)(161+1/10)
   = (1+1/89)(160+1/5)
   = (1+1/35)(157+1/2)
   = (5+1/25)(32+1/7)
   = (5+1/7)(31+1/2)
   = (7+1/41)(23+1/16)
   = (7+1/5)(22+1/2)
   = (1+1/170)(161+1/19)
   = (2+1/22)(79+1/5)
   = (7+1/32)(23+1/25)
   = (1+1/167)(161+1/28)
   = (1+1/83)(160+1/14)
   = (1+1/41)(158+1/7)
   = (1+1/23)(155+1/4)
   = (1+1/11)(148+1/2)
   = (5+1/19)(32+1/16)
   = (7+1/29)(23+1/34)
   = (1+1/164)(161+1/55)
   = (1+1/32)(157+1/11)
   = (1+1/14)(151+1/5)
   = (2+1/10)(77+1/7)
   = (7+1/26)(23+1/61)
   = (1+1/163)(161+1/82)
   = (1+1/81)(160+1/41)
   = (1+1/3)(121+1/2)
   = (3+1/9)(52+1/14)
   = (5+1/17)(32+1/43)
   = (7+1/25)(23+1/88)
   = (7+1/3)(22+1/11)
   = (1+1/162)(161+1/163)
   = (2+1/20)(79+1/41)
   = (3+1/18)(53+1/55)
   = (7+1/24)(23+1/169)
   = (8+1/2)(19+1/17)
   = (9+1/2)(17+1/19)

163     (27 distinct solutions. )
   = (1+1/325)(162+1/2)
   = (2+1/244)(81+1/3)
   = (3+1/217)(54+1/4)
   = (5+1/65)(32+1/2)
   = (6+1/190)(27+1/7)
   = (7+1/93)(23+1/4)
   = (8+1/61)(20+1/3)
   = (9+1/181)(18+1/10)
   = (1+1/163)(162+1/164)
   = (1+1/81)(161+1/82)
   = (1+1/40)(159+1/41)
   = (1+1/3)(122+1/4)
   = (2+1/82)(81+1/165)
   = (2+1/27)(80+1/55)
   = (2+1/16)(79+1/33)
   = (2+1/7)(76+1/15)
   = (2+1/5)(74+1/11)
   = (2+1/2)(65+1/5)
   = (3+1/55)(54+1/166)
   = (5+1/11)(32+1/56)
   = (5+1/4)(31+1/21)
   = (6+1/28)(27+1/169)
   = (6+1/2)(25+1/13)
   = (7+1/12)(23+1/85)
   = (8+1/7)(20+1/57)
   = (9+1/19)(18+1/172)
   = (12+1/2)(13+1/25)

164     (33 distinct solutions. )
   = (1+1/327)(163+1/2)
   = (3+1/109)(54+1/2)
   = (9+1/91)(18+1/5)
   = (1+1/245)(163+1/3)
   = (7+1/35)(23+1/3)
   = (1+1/204)(163+1/5)
   = (2+1/61)(81+1/3)
   = (6+1/34)(27+1/5)
   = (1+1/167)(163+1/42)
   = (1+1/83)(162+1/21)
   = (1+1/55)(161+1/14)
   = (1+1/27)(158+1/7)
   = (1+1/23)(157+1/6)
   = (1+1/11)(150+1/3)
   = (1+1/7)(143+1/2)
   = (3+1/29)(54+1/22)
   = (3+1/5)(51+1/4)
   = (7+1/9)(23+1/16)
   = (9+1/11)(18+1/25)
   = (1+1/165)(163+1/83)
   = (3+1/11)(53+1/17)
   = (3+1/3)(49+1/5)
   = (1+1/164)(163+1/165)
   = (1+1/54)(161+1/55)
   = (1+1/32)(159+1/33)
   = (1+1/14)(153+1/15)
   = (1+1/10)(149+1/11)
   = (1+1/4)(131+1/5)
   = (1+1/2)(109+1/3)
   = (2+1/41)(81+1/83)
   = (4+1/5)(39+1/21)
   = (6+1/14)(27+1/85)
   = (7+1/8)(23+1/57)

165     (62 distinct solutions. )
   = (1+1/329)(164+1/2)
   = (2+1/247)(82+1/3)
   = (4+1/206)(41+1/5)
   = (7+1/47)(23+1/2)
   = (1+1/219)(164+1/4)
   = (1+1/109)(163+1/2)
   = (2+1/137)(82+1/5)
   = (4+1/96)(41+1/7)
   = (1+1/197)(164+1/6)
   = (1+1/98)(163+1/3)
   = (1+1/65)(162+1/2)
   = (2+1/115)(82+1/7)
   = (4+1/74)(41+1/9)
   = (5+1/13)(32+1/2)
   = (7+1/14)(23+1/3)
   = (1+1/179)(164+1/12)
   = (1+1/89)(163+1/6)
   = (1+1/59)(162+1/4)
   = (1+1/44)(161+1/3)
   = (1+1/29)(159+1/2)
   = (2+1/97)(82+1/13)
   = (4+1/56)(41+1/15)
   = (4+1/11)(40+1/3)
   = (1+1/175)(164+1/16)
   = (1+1/87)(163+1/8)
   = (1+1/43)(161+1/4)
   = (1+1/21)(157+1/2)
   = (2+1/93)(82+1/17)
   = (3+1/7)(52+1/2)
   = (4+1/52)(41+1/19)
   = (7+1/3)(22+1/2)
   = (1+1/169)(164+1/34)
   = (1+1/84)(163+1/17)
   = (1+1/9)(148+1/2)
   = (2+1/87)(82+1/35)
   = (2+1/17)(80+1/7)
   = (2+1/12)(79+1/5)
   = (3+1/3)(49+1/2)
   = (4+1/46)(41+1/37)
   = (7+1/7)(23+1/10)
   = (12+1/2)(13+1/5)
   = (1+1/167)(164+1/56)
   = (1+1/83)(163+1/28)
   = (1+1/41)(161+1/14)
   = (1+1/23)(158+1/8)
   = (1+1/20)(157+1/7)
   = (1+1/11)(151+1/4)
   = (1+1/5)(137+1/2)
   = (2+1/85)(82+1/57)
   = (2+1/28)(81+1/19)
   = (2+1/4)(73+1/3)
   = (4+1/44)(41+1/59)
   = (5+1/7)(32+1/12)
   = (1+1/165)(164+1/166)
   = (1+1/82)(163+1/83)
   = (2+1/83)(82+1/167)
   = (3+1/9)(53+1/28)
   = (3+1/2)(47+1/7)
   = (4+1/42)(41+1/169)
   = (4+1/3)(38+1/13)
   = (6+1/3)(26+1/19)
   = (7+1/6)(23+1/43)

166     (36 distinct solutions. )
   = (1+1/331)(165+1/2)
   = (3+1/221)(55+1/4)
   = (5+1/199)(33+1/6)
   = (11+1/181)(15+1/12)
   = (1+1/248)(165+1/3)
   = (3+1/138)(55+1/5)
   = (4+1/62)(41+1/3)
   = (5+1/116)(33+1/7)
   = (11+1/98)(15+1/13)
   = (1+1/167)(165+1/84)
   = (1+1/83)(164+1/42)
   = (1+1/55)(163+1/28)
   = (1+1/41)(162+1/21)
   = (1+1/27)(160+1/14)
   = (1+1/23)(159+1/12)
   = (1+1/13)(154+1/7)
   = (1+1/11)(152+1/6)
   = (1+1/7)(145+1/4)
   = (1+1/5)(138+1/3)
   = (1+1/3)(124+1/2)
   = (3+1/57)(55+1/86)
   = (5+1/35)(33+1/88)
   = (5+1/3)(31+1/8)
   = (7+1/5)(23+1/18)
   = (9+1/5)(18+1/23)
   = (11+1/17)(15+1/94)
   = (1+1/166)(165+1/167)
   = (2+1/10)(79+1/21)
   = (2+1/3)(71+1/7)
   = (3+1/56)(55+1/169)
   = (3+1/4)(51+1/13)
   = (4+1/21)(41+1/85)
   = (4+1/4)(39+1/17)
   = (5+1/34)(33+1/171)
   = (6+1/7)(27+1/43)
   = (11+1/16)(15+1/177)

167     (31 distinct solutions. )
   = (1+1/333)(166+1/2)
   = (2+1/250)(83+1/3)
   = (3+1/111)(55+1/2)
   = (5+1/100)(33+1/3)
   = (9+1/37)(18+1/2)
   = (11+1/91)(15+1/6)
   = (1+1/167)(166+1/168)
   = (1+1/83)(165+1/84)
   = (1+1/55)(164+1/56)
   = (1+1/41)(163+1/42)
   = (1+1/27)(161+1/28)
   = (1+1/23)(160+1/24)
   = (1+1/20)(159+1/21)
   = (1+1/13)(155+1/14)
   = (1+1/11)(153+1/12)
   = (1+1/7)(146+1/8)
   = (1+1/6)(143+1/7)
   = (1+1/5)(139+1/6)
   = (1+1/3)(125+1/4)
   = (1+1/2)(111+1/3)
   = (2+1/84)(83+1/169)
   = (2+1/6)(77+1/13)
   = (3+1/28)(55+1/85)
   = (3+1/11)(54+1/34)
   = (3+1/3)(50+1/10)
   = (4+1/14)(41+1/57)
   = (4+1/2)(37+1/9)
   = (5+1/17)(33+1/86)
   = (7+1/4)(23+1/29)
   = (8+1/3)(20+1/25)
   = (11+1/8)(15+1/89)

168     (55 distinct solutions. )
   = (1+1/335)(167+1/2)
   = (5+1/67)(33+1/2)
   = (11+1/61)(15+1/4)
   = (1+1/251)(167+1/3)
   = (1+1/223)(167+1/4)
   = (1+1/111)(166+1/2)
   = (3+1/37)(55+1/2)
   = (1+1/209)(167+1/5)
   = (5+1/25)(33+1/3)
   = (11+1/19)(15+1/5)
   = (1+1/195)(167+1/7)
   = (1+1/191)(167+1/8)
   = (1+1/95)(166+1/4)
   = (1+1/47)(164+1/2)
   = (5+1/19)(33+1/4)
   = (11+1/13)(15+1/6)
   = (1+1/188)(167+1/9)
   = (1+1/62)(165+1/3)
   = (2+1/52)(83+1/5)
   = (1+1/181)(167+1/13)
   = (3+1/23)(55+1/5)
   = (1+1/179)(167+1/15)
   = (1+1/59)(165+1/5)
   = (1+1/35)(163+1/3)
   = (7+1/5)(23+1/3)
   = (1+1/175)(167+1/22)
   = (1+1/87)(166+1/11)
   = (1+1/15)(157+1/2)
   = (3+1/21)(55+1/8)
   = (3+1/5)(52+1/2)
   = (5+1/3)(31+1/2)
   = (1+1/174)(167+1/25)
   = (1+1/34)(163+1/5)
   = (2+1/45)(83+1/13)
   = (4+1/12)(41+1/7)
   = (1+1/173)(167+1/29)
   = (5+1/13)(33+1/11)
   = (11+1/7)(15+1/13)
   = (1+1/171)(167+1/43)
   = (1+1/170)(167+1/57)
   = (1+1/56)(165+1/19)
   = (1+1/8)(149+1/3)
   = (2+1/43)(83+1/29)
   = (4+1/11)(41+1/15)
   = (4+1/2)(37+1/3)
   = (1+1/169)(167+1/85)
   = (1+1/33)(163+1/17)
   = (1+1/9)(151+1/5)
   = (3+1/19)(55+1/29)
   = (1+1/168)(167+1/169)
   = (1+1/12)(155+1/13)
   = (2+1/42)(83+1/85)
   = (2+1/8)(79+1/17)
   = (2+1/2)(67+1/5)
   = (3+1/6)(53+1/19)

169     (44 distinct solutions. )
   = (1+1/337)(168+1/2)
   = (2+1/253)(84+1/3)
   = (3+1/225)(56+1/4)
   = (4+1/211)(42+1/5)
   = (6+1/197)(28+1/7)
   = (7+1/193)(24+1/8)
   = (8+1/190)(21+1/9)
   = (11+1/46)(15+1/3)
   = (12+1/183)(14+1/13)
   = (1+1/181)(168+1/14)
   = (1+1/90)(167+1/7)
   = (1+1/25)(162+1/2)
   = (2+1/97)(84+1/15)
   = (2+1/32)(83+1/5)
   = (2+1/19)(82+1/3)
   = (3+1/69)(56+1/16)
   = (3+1/17)(55+1/4)
   = (4+1/55)(42+1/17)
   = (5+1/5)(32+1/2)
   = (6+1/41)(28+1/19)
   = (7+1/37)(24+1/20)
   = (8+1/34)(21+1/21)
   = (11+1/7)(15+1/6)
   = (12+1/27)(14+1/25)
   = (1+1/169)(168+1/170)
   = (1+1/84)(167+1/85)
   = (1+1/33)(164+1/34)
   = (1+1/16)(159+1/17)
   = (1+1/9)(152+1/10)
   = (1+1/4)(135+1/5)
   = (2+1/85)(84+1/171)
   = (2+1/28)(83+1/57)
   = (2+1/9)(80+1/19)
   = (2+1/4)(75+1/9)
   = (3+1/57)(56+1/172)
   = (3+1/14)(55+1/43)
   = (4+1/43)(42+1/173)
   = (6+1/29)(28+1/175)
   = (6+1/4)(27+1/25)
   = (7+1/25)(24+1/176)
   = (7+1/3)(23+1/22)
   = (8+1/22)(21+1/177)
   = (11+1/4)(15+1/45)
   = (12+1/15)(14+1/181)

170     (50 distinct solutions. )
   = (1+1/339)(169+1/2)
   = (3+1/113)(56+1/2)
   = (7+1/97)(24+1/4)
   = (13+1/183)(13+1/14)
   = (1+1/254)(169+1/3)
   = (8+1/53)(21+1/5)
   = (13+1/98)(13+1/15)
   = (1+1/203)(169+1/6)
   = (1+1/101)(168+1/3)
   = (1+1/67)(167+1/2)
   = (3+1/45)(56+1/4)
   = (7+1/29)(24+1/6)
   = (13+1/47)(13+1/18)
   = (1+1/186)(169+1/11)
   = (2+1/25)(83+1/3)
   = (5+1/10)(33+1/3)
   = (8+1/19)(21+1/9)
   = (13+1/30)(13+1/23)
   = (1+1/179)(169+1/18)
   = (1+1/89)(168+1/9)
   = (1+1/59)(167+1/6)
   = (1+1/29)(164+1/3)
   = (1+1/19)(161+1/2)
   = (3+1/33)(56+1/10)
   = (3+1/13)(55+1/4)
   = (7+1/17)(24+1/12)
   = (1+1/174)(169+1/35)
   = (1+1/34)(165+1/7)
   = (1+1/24)(163+1/5)
   = (2+1/22)(83+1/9)
   = (2+1/7)(79+1/3)
   = (6+1/4)(27+1/5)
   = (8+1/13)(21+1/21)
   = (11+1/4)(15+1/9)
   = (1+1/171)(169+1/86)
   = (1+1/85)(168+1/43)
   = (1+1/3)(127+1/2)
   = (3+1/29)(56+1/44)
   = (3+1/7)(54+1/11)
   = (3+1/5)(53+1/8)
   = (5+1/7)(33+1/18)
   = (7+1/13)(24+1/46)
   = (1+1/170)(169+1/171)
   = (1+1/56)(167+1/57)
   = (1+1/18)(161+1/19)
   = (1+1/8)(151+1/9)
   = (1+1/2)(113+1/3)
   = (2+1/21)(83+1/43)
   = (4+1/7)(41+1/29)
   = (8+1/11)(21+1/89)

171     (53 distinct solutions. )
   = (1+1/341)(170+1/2)
   = (2+1/256)(85+1/3)
   = (5+1/205)(34+1/6)
   = (8+1/64)(21+1/3)
   = (10+1/188)(17+1/11)
   = (11+1/31)(15+1/2)
   = (13+1/92)(13+1/7)
   = (1+1/227)(170+1/4)
   = (1+1/113)(169+1/2)
   = (2+1/142)(85+1/5)
   = (5+1/91)(34+1/8)
   = (10+1/74)(17+1/13)
   = (13+1/35)(13+1/8)
   = (1+1/189)(170+1/10)
   = (1+1/94)(169+1/5)
   = (1+1/37)(166+1/2)
   = (2+1/104)(85+1/11)
   = (3+1/25)(56+1/4)
   = (5+1/53)(34+1/14)
   = (10+1/36)(17+1/19)
   = (12+1/11)(14+1/7)
   = (13+1/16)(13+1/11)
   = (1+1/179)(170+1/20)
   = (1+1/89)(169+1/10)
   = (1+1/44)(167+1/5)
   = (1+1/35)(166+1/4)
   = (1+1/17)(161+1/2)
   = (2+1/94)(85+1/21)
   = (2+1/31)(84+1/7)
   = (2+1/13)(82+1/3)
   = (5+1/43)(34+1/24)
   = (5+1/7)(33+1/4)
   = (8+1/10)(21+1/9)
   = (10+1/26)(17+1/29)
   = (11+1/4)(15+1/5)
   = (1+1/173)(170+1/58)
   = (1+1/86)(169+1/29)
   = (1+1/5)(142+1/2)
   = (2+1/88)(85+1/59)
   = (5+1/37)(34+1/62)
   = (10+1/20)(17+1/67)
   = (1+1/171)(170+1/172)
   = (1+1/85)(169+1/86)
   = (1+1/42)(167+1/43)
   = (1+1/3)(128+1/4)
   = (2+1/86)(85+1/173)
   = (3+1/19)(56+1/58)
   = (4+1/6)(41+1/25)
   = (5+1/35)(34+1/176)
   = (5+1/3)(32+1/16)
   = (5+1/2)(31+1/11)
   = (10+1/18)(17+1/181)
   = (12+1/5)(14+1/61)

172     (38 distinct solutions. )
   = (1+1/343)(171+1/2)
   = (3+1/229)(57+1/4)
   = (5+1/103)(34+1/3)
   = (7+1/49)(24+1/2)
   = (9+1/191)(19+1/10)
   = (1+1/257)(171+1/3)
   = (3+1/143)(57+1/5)
   = (9+1/105)(19+1/11)
   = (13+1/33)(13+1/5)
   = (1+1/214)(171+1/5)
   = (2+1/64)(85+1/3)
   = (3+1/100)(57+1/7)
   = (8+1/16)(21+1/3)
   = (9+1/62)(19+1/13)
   = (10+1/30)(17+1/7)
   = (1+1/175)(171+1/44)
   = (1+1/87)(170+1/22)
   = (1+1/43)(168+1/11)
   = (1+1/15)(161+1/4)
   = (1+1/7)(150+1/2)
   = (3+1/61)(57+1/46)
   = (5+1/19)(34+1/24)
   = (5+1/3)(32+1/4)
   = (9+1/23)(19+1/52)
   = (1+1/173)(171+1/87)
   = (1+1/57)(169+1/29)
   = (1+1/5)(143+1/3)
   = (3+1/59)(57+1/89)
   = (5+1/5)(33+1/13)
   = (9+1/21)(19+1/95)
   = (1+1/172)(171+1/173)
   = (2+1/43)(85+1/87)
   = (2+1/14)(83+1/29)
   = (3+1/58)(57+1/175)
   = (3+1/8)(55+1/25)
   = (3+1/2)(49+1/7)
   = (9+1/20)(19+1/181)
   = (10+1/9)(17+1/91)

173     (27 distinct solutions. )
   = (1+1/345)(172+1/2)
   = (2+1/259)(86+1/3)
   = (3+1/115)(57+1/2)
   = (4+1/216)(43+1/5)
   = (5+1/69)(34+1/2)
   = (9+1/96)(19+1/5)
   = (1+1/173)(172+1/174)
   = (1+1/86)(171+1/87)
   = (1+1/57)(170+1/58)
   = (1+1/28)(167+1/29)
   = (1+1/5)(144+1/6)
   = (1+1/2)(115+1/3)
   = (2+1/87)(86+1/175)
   = (2+1/17)(84+1/35)
   = (2+1/12)(83+1/25)
   = (2+1/3)(74+1/7)
   = (2+1/2)(69+1/5)
   = (3+1/29)(57+1/88)
   = (3+1/7)(55+1/22)
   = (3+1/5)(54+1/16)
   = (4+1/44)(43+1/177)
   = (7+1/5)(24+1/36)
   = (7+1/2)(23+1/15)
   = (9+1/10)(19+1/91)
   = (10+1/6)(17+1/61)
   = (11+1/2)(15+1/23)
   = (12+1/3)(14+1/37)

174     (45 distinct solutions. )
   = (1+1/347)(173+1/2)
   = (1+1/260)(173+1/3)
   = (4+1/65)(43+1/3)
   = (10+1/26)(17+1/3)
   = (13+1/20)(13+1/3)
   = (1+1/231)(173+1/4)
   = (1+1/115)(172+1/2)
   = (5+1/23)(34+1/2)
   = (1+1/202)(173+1/7)
   = (4+1/36)(43+1/5)
   = (9+1/16)(19+1/5)
   = (1+1/179)(173+1/30)
   = (1+1/89)(172+1/15)
   = (1+1/59)(171+1/10)
   = (1+1/35)(169+1/6)
   = (1+1/29)(168+1/5)
   = (1+1/17)(164+1/3)
   = (1+1/11)(159+1/2)
   = (7+1/5)(24+1/6)
   = (1+1/176)(173+1/59)
   = (2+1/22)(85+1/15)
   = (2+1/7)(81+1/5)
   = (2+1/4)(77+1/3)
   = (4+1/23)(43+1/31)
   = (5+1/4)(33+1/7)
   = (7+1/2)(23+1/5)
   = (8+1/4)(21+1/11)
   = (10+1/5)(17+1/17)
   = (1+1/175)(173+1/88)
   = (1+1/87)(172+1/44)
   = (1+1/43)(170+1/22)
   = (1+1/21)(166+1/11)
   = (1+1/15)(163+1/8)
   = (1+1/7)(152+1/4)
   = (1+1/3)(130+1/2)
   = (3+1/3)(52+1/5)
   = (5+1/9)(34+1/23)
   = (9+1/7)(19+1/32)
   = (1+1/174)(173+1/175)
   = (1+1/34)(169+1/35)
   = (1+1/24)(167+1/25)
   = (1+1/6)(149+1/7)
   = (1+1/4)(139+1/5)
   = (2+1/5)(79+1/11)
   = (4+1/22)(43+1/89)

175     (62 distinct solutions. )
   = (1+1/349)(174+1/2)
   = (2+1/262)(87+1/3)
   = (3+1/233)(58+1/4)
   = (6+1/204)(29+1/7)
   = (1+1/209)(174+1/6)
   = (1+1/104)(173+1/3)
   = (1+1/69)(172+1/2)
   = (2+1/122)(87+1/7)
   = (3+1/93)(58+1/8)
   = (3+1/23)(57+1/2)
   = (4+1/26)(43+1/3)
   = (6+1/64)(29+1/11)
   = (13+1/8)(13+1/3)
   = (1+1/199)(174+1/8)
   = (1+1/99)(173+1/4)
   = (1+1/49)(171+1/2)
   = (2+1/112)(87+1/9)
   = (2+1/37)(86+1/3)
   = (3+1/83)(58+1/10)
   = (6+1/54)(29+1/13)
   = (7+1/7)(24+1/2)
   = (9+1/11)(19+1/4)
   = (1+1/181)(174+1/26)
   = (1+1/90)(173+1/13)
   = (1+1/13)(162+1/2)
   = (2+1/94)(87+1/27)
   = (2+1/31)(86+1/9)
   = (2+1/10)(83+1/3)
   = (3+1/65)(58+1/28)
   = (3+1/16)(57+1/7)
   = (3+1/9)(56+1/4)
   = (5+1/4)(33+1/3)
   = (6+1/36)(29+1/31)
   = (1+1/179)(174+1/36)
   = (1+1/89)(173+1/18)
   = (1+1/59)(172+1/12)
   = (1+1/44)(171+1/9)
   = (1+1/29)(169+1/6)
   = (1+1/19)(166+1/4)
   = (1+1/14)(163+1/3)
   = (1+1/9)(157+1/2)
   = (2+1/92)(87+1/37)
   = (3+1/63)(58+1/38)
   = (3+1/3)(52+1/2)
   = (4+1/16)(43+1/13)
   = (6+1/34)(29+1/41)
   = (7+1/2)(23+1/3)
   = (9+1/6)(19+1/11)
   = (1+1/175)(174+1/176)
   = (1+1/87)(173+1/88)
   = (1+1/43)(171+1/44)
   = (1+1/21)(167+1/22)
   = (1+1/15)(164+1/16)
   = (1+1/10)(159+1/11)
   = (1+1/7)(153+1/8)
   = (1+1/3)(131+1/4)
   = (2+1/88)(87+1/177)
   = (2+1/29)(86+1/59)
   = (3+1/59)(58+1/178)
   = (5+1/7)(34+1/36)
   = (6+1/30)(29+1/181)
   = (9+1/5)(19+1/46)

176     (60 distinct solutions. )
   = (1+1/351)(175+1/2)
   = (3+1/117)(58+1/2)
   = (5+1/211)(35+1/6)
   = (7+1/201)(25+1/8)
   = (9+1/39)(19+1/2)
   = (13+1/27)(13+1/2)
   = (1+1/263)(175+1/3)
   = (5+1/123)(35+1/7)
   = (7+1/113)(25+1/9)
   = (1+1/219)(175+1/5)
   = (5+1/79)(35+1/9)
   = (7+1/69)(25+1/11)
   = (1+1/197)(175+1/9)
   = (1+1/65)(173+1/3)
   = (5+1/57)(35+1/13)
   = (7+1/47)(25+1/15)
   = (13+1/5)(13+1/3)
   = (1+1/191)(175+1/12)
   = (1+1/95)(174+1/6)
   = (1+1/63)(173+1/4)
   = (1+1/47)(172+1/3)
   = (1+1/31)(170+1/2)
   = (3+1/37)(58+1/7)
   = (5+1/51)(35+1/16)
   = (7+1/41)(25+1/18)
   = (9+1/7)(19+1/4)
   = (1+1/186)(175+1/17)
   = (2+1/49)(87+1/9)
   = (2+1/16)(85+1/3)
   = (5+1/46)(35+1/21)
   = (6+1/20)(29+1/11)
   = (7+1/36)(25+1/23)
   = (8+1/4)(21+1/3)
   = (9+1/6)(19+1/5)
   = (1+1/183)(175+1/23)
   = (3+1/13)(57+1/5)
   = (5+1/43)(35+1/27)
   = (7+1/33)(25+1/29)
   = (1+1/179)(175+1/45)
   = (1+1/59)(173+1/15)
   = (1+1/35)(171+1/9)
   = (1+1/19)(167+1/5)
   = (1+1/11)(161+1/3)
   = (5+1/39)(35+1/49)
   = (7+1/29)(25+1/51)
   = (1+1/177)(175+1/89)
   = (5+1/37)(35+1/93)
   = (7+1/27)(25+1/95)
   = (1+1/176)(175+1/177)
   = (1+1/58)(173+1/59)
   = (1+1/2)(117+1/3)
   = (2+1/44)(87+1/89)
   = (4+1/11)(43+1/45)
   = (4+1/2)(39+1/9)
   = (5+1/36)(35+1/181)
   = (6+1/15)(29+1/91)
   = (6+1/2)(27+1/13)
   = (7+1/26)(25+1/183)
   = (9+1/4)(19+1/37)
   = (10+1/3)(17+1/31)

177     (48 distinct solutions. )
   = (1+1/353)(176+1/2)
   = (2+1/265)(88+1/3)
   = (4+1/221)(44+1/5)
   = (5+1/106)(35+1/3)
   = (7+1/101)(25+1/4)
   = (8+1/199)(22+1/9)
   = (11+1/193)(16+1/12)
   = (1+1/235)(176+1/4)
   = (1+1/117)(175+1/2)
   = (2+1/147)(88+1/5)
   = (3+1/39)(58+1/2)
   = (4+1/103)(44+1/7)
   = (5+1/47)(35+1/4)
   = (7+1/42)(25+1/5)
   = (8+1/81)(22+1/11)
   = (9+1/13)(19+1/2)
   = (11+1/75)(16+1/14)
   = (13+1/9)(13+1/2)
   = (1+1/179)(176+1/60)
   = (1+1/89)(175+1/30)
   = (1+1/59)(174+1/20)
   = (1+1/44)(173+1/15)
   = (1+1/35)(172+1/12)
   = (1+1/29)(171+1/10)
   = (1+1/17)(167+1/6)
   = (1+1/14)(165+1/5)
   = (1+1/11)(162+1/4)
   = (1+1/8)(157+1/3)
   = (1+1/5)(147+1/2)
   = (2+1/91)(88+1/61)
   = (4+1/47)(44+1/63)
   = (4+1/5)(42+1/7)
   = (4+1/2)(39+1/3)
   = (5+1/19)(35+1/32)
   = (7+1/14)(25+1/33)
   = (8+1/25)(22+1/67)
   = (11+1/19)(16+1/70)
   = (1+1/177)(176+1/178)
   = (1+1/88)(175+1/89)
   = (2+1/89)(88+1/179)
   = (3+1/3)(53+1/10)
   = (4+1/45)(44+1/181)
   = (5+1/18)(35+1/91)
   = (5+1/5)(34+1/26)
   = (6+1/10)(29+1/61)
   = (7+1/13)(25+1/92)
   = (8+1/23)(22+1/185)
   = (11+1/17)(16+1/188)

178     (31 distinct solutions. )
   = (1+1/355)(177+1/2)
   = (3+1/237)(59+1/4)
   = (5+1/71)(35+1/2)
   = (11+1/97)(16+1/6)
   = (1+1/266)(177+1/3)
   = (3+1/148)(59+1/5)
   = (7+1/38)(25+1/3)
   = (1+1/179)(177+1/90)
   = (1+1/89)(176+1/45)
   = (1+1/59)(175+1/30)
   = (1+1/35)(173+1/18)
   = (1+1/29)(172+1/15)
   = (1+1/19)(169+1/10)
   = (1+1/17)(168+1/9)
   = (1+1/11)(163+1/6)
   = (1+1/9)(160+1/5)
   = (1+1/5)(148+1/3)
   = (1+1/3)(133+1/2)
   = (3+1/61)(59+1/92)
   = (3+1/15)(58+1/23)
   = (7+1/9)(25+1/32)
   = (9+1/3)(19+1/14)
   = (11+1/9)(16+1/50)
   = (1+1/178)(177+1/179)
   = (2+1/22)(87+1/45)
   = (2+1/7)(83+1/15)
   = (2+1/4)(79+1/9)
   = (2+1/2)(71+1/5)
   = (3+1/60)(59+1/181)
   = (4+1/3)(41+1/13)
   = (5+1/12)(35+1/61)

179     (31 distinct solutions. )
   = (1+1/357)(178+1/2)
   = (2+1/268)(89+1/3)
   = (3+1/119)(59+1/2)
   = (7+1/51)(25+1/2)
   = (8+1/67)(22+1/3)
   = (11+1/65)(16+1/4)
   = (1+1/179)(178+1/180)
   = (1+1/89)(177+1/90)
   = (1+1/59)(176+1/60)
   = (1+1/44)(175+1/45)
   = (1+1/35)(174+1/36)
   = (1+1/29)(173+1/30)
   = (1+1/19)(170+1/20)
   = (1+1/17)(169+1/18)
   = (1+1/14)(167+1/15)
   = (1+1/11)(164+1/12)
   = (1+1/9)(161+1/10)
   = (1+1/8)(159+1/9)
   = (1+1/5)(149+1/6)
   = (1+1/4)(143+1/5)
   = (1+1/3)(134+1/4)
   = (1+1/2)(119+1/3)
   = (2+1/90)(89+1/181)
   = (3+1/30)(59+1/91)
   = (3+1/4)(55+1/13)
   = (3+1/2)(51+1/7)
   = (4+1/15)(44+1/61)
   = (5+1/9)(35+1/46)
   = (6+1/6)(29+1/37)
   = (8+1/2)(21+1/17)
   = (10+1/2)(17+1/21)

180     (55 distinct solutions. )
   = (1+1/359)(179+1/2)
   = (11+1/49)(16+1/3)
   = (1+1/269)(179+1/3)
   = (1+1/239)(179+1/4)
   = (1+1/119)(178+1/2)
   = (7+1/17)(25+1/2)
   = (1+1/224)(179+1/5)
   = (2+1/67)(89+1/3)
   = (1+1/215)(179+1/6)
   = (1+1/107)(178+1/3)
   = (1+1/71)(177+1/2)
   = (11+1/13)(16+1/4)
   = (1+1/209)(179+1/7)
   = (1+1/199)(179+1/10)
   = (1+1/99)(178+1/5)
   = (1+1/39)(175+1/2)
   = (3+1/13)(58+1/2)
   = (11+1/9)(16+1/5)
   = (13+1/3)(13+1/2)
   = (1+1/197)(179+1/11)
   = (1+1/194)(179+1/13)
   = (2+1/52)(89+1/7)
   = (1+1/191)(179+1/16)
   = (1+1/95)(178+1/8)
   = (1+1/47)(176+1/4)
   = (1+1/23)(172+1/2)
   = (1+1/189)(179+1/19)
   = (3+1/23)(59+1/7)
   = (7+1/7)(25+1/5)
   = (1+1/188)(179+1/21)
   = (1+1/62)(177+1/7)
   = (1+1/26)(173+1/3)
   = (2+1/49)(89+1/11)
   = (1+1/185)(179+1/31)
   = (1+1/184)(179+1/37)
   = (2+1/47)(89+1/19)
   = (4+1/6)(43+1/5)
   = (1+1/183)(179+1/46)
   = (1+1/91)(178+1/23)
   = (1+1/7)(157+1/2)
   = (3+1/21)(59+1/16)
   = (3+1/5)(56+1/4)
   = (11+1/5)(16+1/14)
   = (1+1/182)(179+1/61)
   = (2+1/46)(89+1/31)
   = (10+1/2)(17+1/7)
   = (1+1/181)(179+1/91)
   = (1+1/25)(173+1/13)
   = (1+1/13)(167+1/7)
   = (1+1/180)(179+1/181)
   = (2+1/45)(89+1/91)
   = (2+1/6)(83+1/13)
   = (2+1/3)(77+1/7)
   = (3+1/20)(59+1/61)
   = (6+1/5)(29+1/31)

181     (28 distinct solutions. )
   = (1+1/361)(180+1/2)
   = (2+1/271)(90+1/3)
   = (3+1/241)(60+1/4)
   = (4+1/226)(45+1/5)
   = (5+1/217)(36+1/6)
   = (6+1/211)(30+1/7)
   = (9+1/201)(20+1/10)
   = (10+1/199)(18+1/11)
   = (12+1/196)(15+1/13)
   = (1+1/181)(180+1/182)
   = (1+1/90)(179+1/91)
   = (1+1/25)(174+1/26)
   = (1+1/13)(168+1/14)
   = (1+1/12)(167+1/13)
   = (1+1/6)(155+1/7)
   = (2+1/91)(90+1/183)
   = (2+1/30)(89+1/61)
   = (3+1/61)(60+1/184)
   = (3+1/15)(59+1/46)
   = (4+1/46)(45+1/185)
   = (4+1/9)(44+1/37)
   = (5+1/37)(36+1/186)
   = (5+1/6)(35+1/31)
   = (6+1/31)(30+1/187)
   = (9+1/21)(20+1/190)
   = (9+1/2)(19+1/19)
   = (10+1/19)(18+1/191)
   = (12+1/16)(15+1/193)

182     (56 distinct solutions. )
   = (1+1/363)(181+1/2)
   = (3+1/121)(60+1/2)
   = (5+1/109)(36+1/3)
   = (9+1/101)(20+1/5)
   = (11+1/33)(16+1/2)
   = (1+1/272)(181+1/3)
   = (4+1/68)(45+1/3)
   = (12+1/53)(15+1/7)
   = (1+1/207)(181+1/8)
   = (1+1/103)(180+1/4)
   = (1+1/51)(178+1/2)
   = (3+1/43)(60+1/5)
   = (3+1/17)(59+1/2)
   = (5+1/31)(36+1/6)
   = (9+1/23)(20+1/8)
   = (11+1/7)(16+1/3)
   = (1+1/195)(181+1/14)
   = (1+1/97)(180+1/7)
   = (1+1/27)(175+1/2)
   = (3+1/37)(60+1/8)
   = (3+1/9)(58+1/2)
   = (5+1/25)(36+1/9)
   = (9+1/17)(20+1/11)
   = (9+1/3)(19+1/2)
   = (11+1/5)(16+1/4)
   = (1+1/194)(181+1/15)
   = (1+1/64)(179+1/5)
   = (1+1/38)(177+1/3)
   = (4+1/29)(45+1/9)
   = (12+1/14)(15+1/13)
   = (1+1/188)(181+1/27)
   = (1+1/62)(179+1/9)
   = (1+1/20)(173+1/3)
   = (2+1/24)(89+1/7)
   = (4+1/26)(45+1/15)
   = (4+1/5)(43+1/3)
   = (10+1/2)(17+1/3)
   = (12+1/11)(15+1/19)
   = (1+1/183)(181+1/92)
   = (1+1/91)(180+1/46)
   = (1+1/45)(178+1/23)
   = (1+1/7)(159+1/4)
   = (1+1/3)(136+1/2)
   = (3+1/31)(60+1/47)
   = (5+1/19)(36+1/48)
   = (5+1/3)(34+1/8)
   = (9+1/11)(20+1/50)
   = (11+1/3)(16+1/17)
   = (1+1/182)(181+1/183)
   = (1+1/60)(179+1/61)
   = (1+1/2)(121+1/3)
   = (2+1/11)(87+1/23)
   = (3+1/12)(59+1/37)
   = (4+1/23)(45+1/93)
   = (5+1/2)(33+1/11)
   = (12+1/8)(15+1/97)

183     (37 distinct solutions. )
   = (1+1/365)(182+1/2)
   = (2+1/274)(91+1/3)
   = (5+1/73)(36+1/2)
   = (7+1/209)(26+1/8)
   = (13+1/197)(14+1/14)
   = (1+1/243)(182+1/4)
   = (1+1/121)(181+1/2)
   = (2+1/152)(91+1/5)
   = (7+1/87)(26+1/10)
   = (9+1/27)(20+1/4)
   = (11+1/11)(16+1/2)
   = (13+1/75)(14+1/16)
   = (1+1/185)(182+1/62)
   = (1+1/92)(181+1/31)
   = (1+1/5)(152+1/2)
   = (2+1/94)(91+1/63)
   = (2+1/31)(90+1/21)
   = (2+1/13)(88+1/9)
   = (2+1/10)(87+1/7)
   = (2+1/4)(81+1/3)
   = (5+1/13)(36+1/22)
   = (7+1/29)(26+1/68)
   = (13+1/17)(14+1/74)
   = (1+1/183)(182+1/184)
   = (1+1/91)(181+1/92)
   = (1+1/45)(179+1/46)
   = (1+1/22)(175+1/23)
   = (1+1/7)(160+1/8)
   = (1+1/3)(137+1/4)
   = (2+1/92)(91+1/185)
   = (2+1/18)(89+1/37)
   = (2+1/2)(73+1/5)
   = (3+1/10)(59+1/31)
   = (4+1/4)(43+1/17)
   = (7+1/27)(26+1/190)
   = (9+1/7)(20+1/64)
   = (13+1/15)(14+1/196)

184     (45 distinct solutions. )
   = (1+1/367)(183+1/2)
   = (3+1/245)(61+1/4)
   = (7+1/105)(26+1/4)
   = (13+1/99)(14+1/7)
   = (1+1/275)(183+1/3)
   = (3+1/153)(61+1/5)
   = (1+1/229)(183+1/5)
   = (3+1/107)(61+1/7)
   = (1+1/206)(183+1/9)
   = (1+1/68)(181+1/3)
   = (2+1/57)(91+1/5)
   = (3+1/84)(61+1/11)
   = (4+1/17)(45+1/3)
   = (1+1/191)(183+1/24)
   = (1+1/95)(182+1/12)
   = (1+1/63)(181+1/8)
   = (1+1/47)(180+1/6)
   = (1+1/31)(178+1/4)
   = (1+1/23)(176+1/3)
   = (1+1/15)(172+1/2)
   = (3+1/69)(61+1/26)
   = (3+1/5)(57+1/2)
   = (5+1/11)(36+1/7)
   = (5+1/3)(34+1/2)
   = (7+1/17)(26+1/15)
   = (9+1/7)(20+1/8)
   = (13+1/11)(14+1/18)
   = (1+1/187)(183+1/47)
   = (3+1/65)(61+1/49)
   = (3+1/9)(59+1/7)
   = (1+1/185)(183+1/93)
   = (1+1/61)(181+1/31)
   = (1+1/5)(153+1/3)
   = (3+1/63)(61+1/95)
   = (3+1/3)(55+1/5)
   = (7+1/3)(25+1/11)
   = (1+1/184)(183+1/185)
   = (1+1/36)(179+1/37)
   = (1+1/4)(147+1/5)
   = (2+1/46)(91+1/93)
   = (2+1/15)(89+1/31)
   = (3+1/62)(61+1/187)
   = (5+1/4)(35+1/21)
   = (6+1/3)(29+1/19)
   = (12+1/4)(15+1/49)

185     (45 distinct solutions. )
   = (1+1/369)(184+1/2)
   = (2+1/277)(92+1/3)
   = (3+1/123)(61+1/2)
   = (4+1/231)(46+1/5)
   = (8+1/208)(23+1/9)
   = (9+1/41)(20+1/2)
   = (1+1/221)(184+1/6)
   = (1+1/110)(183+1/3)
   = (1+1/73)(182+1/2)
   = (2+1/129)(92+1/7)
   = (3+1/49)(61+1/4)
   = (4+1/83)(46+1/9)
   = (7+1/21)(26+1/4)
   = (8+1/60)(23+1/13)
   = (10+1/11)(18+1/3)
   = (13+1/17)(14+1/6)
   = (1+1/189)(184+1/38)
   = (1+1/94)(183+1/19)
   = (1+1/9)(166+1/2)
   = (2+1/97)(92+1/39)
   = (2+1/32)(91+1/13)
   = (2+1/7)(86+1/3)
   = (3+1/33)(61+1/20)
   = (3+1/13)(60+1/8)
   = (3+1/8)(59+1/5)
   = (3+1/3)(55+1/2)
   = (4+1/51)(46+1/41)
   = (8+1/28)(23+1/45)
   = (8+1/3)(22+1/5)
   = (1+1/185)(184+1/186)
   = (1+1/92)(183+1/93)
   = (1+1/61)(182+1/62)
   = (1+1/30)(179+1/31)
   = (1+1/5)(154+1/6)
   = (1+1/2)(123+1/3)
   = (2+1/93)(92+1/187)
   = (2+1/8)(87+1/17)
   = (2+1/5)(84+1/11)
   = (3+1/31)(61+1/94)
   = (4+1/47)(46+1/189)
   = (4+1/5)(44+1/21)
   = (4+1/2)(41+1/9)
   = (7+1/9)(26+1/64)
   = (8+1/24)(23+1/193)
   = (13+1/5)(14+1/66)

186     (45 distinct solutions. )
   = (1+1/371)(185+1/2)
   = (5+1/223)(37+1/6)
   = (7+1/53)(26+1/2)
   = (1+1/278)(185+1/3)
   = (5+1/130)(37+1/7)
   = (8+1/58)(23+1/5)
   = (1+1/247)(185+1/4)
   = (1+1/123)(184+1/2)
   = (3+1/41)(61+1/2)
   = (5+1/99)(37+1/8)
   = (13+1/19)(14+1/4)
   = (1+1/216)(185+1/7)
   = (5+1/68)(37+1/11)
   = (8+1/27)(23+1/7)
   = (1+1/191)(185+1/32)
   = (1+1/95)(184+1/16)
   = (1+1/47)(182+1/8)
   = (1+1/23)(178+1/4)
   = (1+1/11)(170+1/2)
   = (5+1/43)(37+1/36)
   = (5+1/7)(36+1/6)
   = (13+1/5)(14+1/11)
   = (1+1/188)(185+1/63)
   = (1+1/62)(183+1/21)
   = (1+1/26)(179+1/9)
   = (1+1/20)(177+1/7)
   = (1+1/8)(165+1/3)
   = (4+1/8)(45+1/11)
   = (4+1/2)(41+1/3)
   = (5+1/40)(37+1/67)
   = (8+1/13)(23+1/35)
   = (1+1/187)(185+1/94)
   = (1+1/93)(184+1/47)
   = (1+1/3)(139+1/2)
   = (3+1/21)(61+1/32)
   = (3+1/5)(58+1/8)
   = (5+1/39)(37+1/98)
   = (7+1/7)(26+1/25)
   = (1+1/186)(185+1/187)
   = (1+1/16)(175+1/17)
   = (1+1/10)(169+1/11)
   = (2+1/23)(91+1/47)
   = (3+1/2)(53+1/7)
   = (5+1/38)(37+1/191)
   = (8+1/12)(23+1/97)

187     (53 distinct solutions. )
   = (1+1/373)(186+1/2)
   = (2+1/280)(93+1/3)
   = (3+1/249)(62+1/4)
   = (5+1/112)(37+1/3)
   = (6+1/218)(31+1/7)
   = (8+1/70)(23+1/3)
   = (1+1/203)(186+1/12)
   = (1+1/101)(185+1/6)
   = (1+1/67)(184+1/4)
   = (1+1/50)(183+1/3)
   = (1+1/33)(181+1/2)
   = (2+1/110)(93+1/13)
   = (3+1/79)(62+1/14)
   = (3+1/11)(60+1/2)
   = (4+1/21)(46+1/5)
   = (5+1/27)(37+1/8)
   = (6+1/48)(31+1/17)
   = (10+1/5)(18+1/3)
   = (11+1/3)(16+1/2)
   = (1+1/197)(186+1/18)
   = (1+1/98)(185+1/9)
   = (1+1/65)(184+1/6)
   = (1+1/32)(181+1/3)
   = (1+1/21)(178+1/2)
   = (2+1/104)(93+1/19)
   = (3+1/73)(62+1/20)
   = (3+1/18)(61+1/5)
   = (3+1/7)(59+1/2)
   = (4+1/19)(46+1/7)
   = (4+1/8)(45+1/3)
   = (5+1/24)(37+1/11)
   = (6+1/42)(31+1/23)
   = (7+1/3)(25+1/2)
   = (13+1/5)(14+1/6)
   = (1+1/187)(186+1/188)
   = (1+1/93)(185+1/94)
   = (1+1/46)(183+1/47)
   = (1+1/3)(140+1/4)
   = (2+1/94)(93+1/189)
   = (2+1/31)(92+1/63)
   = (2+1/13)(90+1/27)
   = (2+1/10)(89+1/21)
   = (2+1/4)(83+1/9)
   = (2+1/3)(80+1/7)
   = (3+1/63)(62+1/190)
   = (3+1/6)(59+1/19)
   = (3+1/3)(56+1/10)
   = (5+1/19)(37+1/96)
   = (5+1/3)(35+1/16)
   = (6+1/32)(31+1/193)
   = (8+1/8)(23+1/65)
   = (9+1/3)(20+1/28)
   = (13+1/3)(14+1/40)

188     (47 distinct solutions. )
   = (1+1/375)(187+1/2)
   = (3+1/125)(62+1/2)
   = (5+1/75)(37+1/2)
   = (11+1/205)(17+1/12)
   = (1+1/281)(187+1/3)
   = (11+1/111)(17+1/13)
   = (1+1/234)(187+1/5)
   = (2+1/70)(93+1/3)
   = (5+1/28)(37+1/3)
   = (6+1/39)(31+1/5)
   = (11+1/64)(17+1/15)
   = (1+1/191)(187+1/48)
   = (1+1/95)(186+1/24)
   = (1+1/63)(185+1/16)
   = (1+1/47)(184+1/12)
   = (1+1/31)(182+1/8)
   = (1+1/23)(180+1/6)
   = (1+1/15)(176+1/4)
   = (1+1/11)(172+1/3)
   = (1+1/7)(164+1/2)
   = (3+1/33)(62+1/25)
   = (3+1/13)(61+1/10)
   = (5+1/3)(35+1/4)
   = (7+1/5)(26+1/9)
   = (9+1/3)(20+1/7)
   = (11+1/21)(17+1/58)
   = (13+1/3)(14+1/10)
   = (1+1/189)(187+1/95)
   = (1+1/37)(183+1/19)
   = (1+1/9)(169+1/5)
   = (5+1/13)(37+1/33)
   = (11+1/19)(17+1/105)
   = (1+1/188)(187+1/189)
   = (1+1/62)(185+1/63)
   = (1+1/26)(181+1/27)
   = (1+1/20)(179+1/21)
   = (1+1/8)(167+1/9)
   = (1+1/6)(161+1/7)
   = (1+1/2)(125+1/3)
   = (2+1/47)(93+1/95)
   = (2+1/9)(89+1/19)
   = (2+1/2)(75+1/5)
   = (6+1/16)(31+1/97)
   = (7+1/2)(25+1/15)
   = (8+1/6)(23+1/49)
   = (11+1/18)(17+1/199)
   = (12+1/2)(15+1/25)

189     (71 distinct solutions. )
   = (1+1/377)(188+1/2)
   = (2+1/283)(94+1/3)
   = (4+1/236)(47+1/5)
   = (11+1/103)(17+1/6)
   = (13+1/29)(14+1/2)
   = (1+1/251)(188+1/4)
   = (1+1/125)(187+1/2)
   = (2+1/157)(94+1/5)
   = (4+1/110)(47+1/7)
   = (5+1/25)(37+1/2)
   = (11+1/40)(17+1/7)
   = (1+1/215)(188+1/8)
   = (1+1/107)(187+1/4)
   = (1+1/53)(185+1/2)
   = (2+1/121)(94+1/9)
   = (2+1/40)(93+1/3)
   = (4+1/74)(47+1/11)
   = (5+1/16)(37+1/3)
   = (8+1/10)(23+1/3)
   = (11+1/22)(17+1/9)
   = (1+1/209)(188+1/10)
   = (1+1/104)(187+1/5)
   = (1+1/41)(184+1/2)
   = (2+1/115)(94+1/11)
   = (4+1/68)(47+1/13)
   = (11+1/19)(17+1/10)
   = (1+1/197)(188+1/22)
   = (1+1/98)(187+1/11)
   = (1+1/17)(178+1/2)
   = (2+1/103)(94+1/23)
   = (4+1/56)(47+1/25)
   = (4+1/11)(46+1/5)
   = (7+1/5)(26+1/4)
   = (11+1/13)(17+1/16)
   = (1+1/195)(188+1/28)
   = (1+1/97)(187+1/14)
   = (1+1/48)(185+1/7)
   = (1+1/27)(182+1/4)
   = (1+1/13)(175+1/2)
   = (2+1/101)(94+1/29)
   = (3+1/23)(62+1/10)
   = (4+1/54)(47+1/31)
   = (5+1/11)(37+1/8)
   = (8+1/6)(23+1/7)
   = (9+1/3)(20+1/4)
   = (11+1/12)(17+1/19)
   = (1+1/191)(188+1/64)
   = (1+1/95)(187+1/32)
   = (1+1/47)(185+1/16)
   = (1+1/23)(181+1/8)
   = (1+1/11)(173+1/4)
   = (1+1/5)(157+1/2)
   = (2+1/97)(94+1/65)
   = (2+1/19)(92+1/13)
   = (2+1/7)(88+1/5)
   = (4+1/50)(47+1/67)
   = (5+1/10)(37+1/17)
   = (7+1/2)(25+1/5)
   = (11+1/10)(17+1/37)
   = (1+1/189)(188+1/190)
   = (1+1/94)(187+1/95)
   = (1+1/37)(184+1/38)
   = (1+1/18)(179+1/19)
   = (1+1/9)(170+1/10)
   = (1+1/4)(151+1/5)
   = (2+1/95)(94+1/191)
   = (3+1/21)(62+1/64)
   = (3+1/5)(59+1/16)
   = (4+1/48)(47+1/193)
   = (6+1/2)(29+1/13)
   = (11+1/9)(17+1/100)

190     (70 distinct solutions. )
   = (1+1/379)(189+1/2)
   = (3+1/253)(63+1/4)
   = (7+1/217)(27+1/8)
   = (9+1/211)(21+1/10)
   = (11+1/69)(17+1/4)
   = (1+1/284)(189+1/3)
   = (3+1/158)(63+1/5)
   = (4+1/71)(47+1/3)
   = (7+1/122)(27+1/9)
   = (9+1/116)(21+1/11)
   = (1+1/227)(189+1/6)
   = (1+1/113)(188+1/3)
   = (1+1/75)(187+1/2)
   = (3+1/101)(63+1/8)
   = (3+1/25)(62+1/2)
   = (5+1/15)(37+1/2)
   = (7+1/65)(27+1/12)
   = (9+1/59)(21+1/14)
   = (1+1/208)(189+1/11)
   = (2+1/28)(93+1/3)
   = (3+1/82)(63+1/13)
   = (4+1/33)(47+1/7)
   = (7+1/46)(27+1/17)
   = (8+1/7)(23+1/3)
   = (9+1/40)(21+1/19)
   = (11+1/12)(17+1/7)
   = (1+1/199)(189+1/20)
   = (1+1/99)(188+1/10)
   = (1+1/49)(186+1/5)
   = (1+1/39)(185+1/4)
   = (1+1/19)(180+1/2)
   = (3+1/73)(63+1/22)
   = (7+1/37)(27+1/26)
   = (9+1/31)(21+1/28)
   = (11+1/9)(17+1/10)
   = (13+1/3)(14+1/4)
   = (1+1/194)(189+1/39)
   = (1+1/64)(187+1/13)
   = (1+1/14)(177+1/3)
   = (2+1/12)(91+1/5)
   = (3+1/68)(63+1/41)
   = (4+1/26)(47+1/21)
   = (6+1/9)(31+1/11)
   = (7+1/32)(27+1/45)
   = (7+1/2)(25+1/3)
   = (9+1/26)(21+1/47)
   = (12+1/2)(15+1/5)
   = (1+1/191)(189+1/96)
   = (1+1/95)(188+1/48)
   = (1+1/63)(187+1/32)
   = (1+1/47)(186+1/24)
   = (1+1/31)(184+1/16)
   = (1+1/23)(182+1/12)
   = (1+1/15)(178+1/8)
   = (1+1/11)(174+1/6)
   = (1+1/7)(166+1/4)
   = (1+1/5)(158+1/3)
   = (1+1/3)(142+1/2)
   = (3+1/65)(63+1/98)
   = (3+1/9)(61+1/14)
   = (7+1/29)(27+1/102)
   = (9+1/23)(21+1/104)
   = (1+1/190)(189+1/191)
   = (3+1/64)(63+1/193)
   = (4+1/24)(47+1/97)
   = (6+1/8)(31+1/49)
   = (7+1/28)(27+1/197)
   = (8+1/4)(23+1/33)
   = (9+1/22)(21+1/199)
   = (11+1/6)(17+1/67)

191     (29 distinct solutions. )
   = (1+1/381)(190+1/2)
   = (2+1/286)(95+1/3)
   = (3+1/127)(63+1/2)
   = (5+1/229)(38+1/6)
   = (7+1/109)(27+1/4)
   = (9+1/106)(21+1/5)
   = (10+1/210)(19+1/11)
   = (11+1/52)(17+1/3)
   = (1+1/191)(190+1/192)
   = (1+1/95)(189+1/96)
   = (1+1/63)(188+1/64)
   = (1+1/47)(187+1/48)
   = (1+1/31)(185+1/32)
   = (1+1/23)(183+1/24)
   = (1+1/15)(179+1/16)
   = (1+1/11)(175+1/12)
   = (1+1/7)(167+1/8)
   = (1+1/5)(159+1/6)
   = (1+1/3)(143+1/4)
   = (1+1/2)(127+1/3)
   = (2+1/96)(95+1/193)
   = (3+1/32)(63+1/97)
   = (4+1/16)(47+1/65)
   = (4+1/3)(44+1/13)
   = (5+1/39)(38+1/196)
   = (7+1/14)(27+1/99)
   = (7+1/3)(26+1/22)
   = (9+1/11)(21+1/100)
   = (10+1/20)(19+1/201)

192     (41 distinct solutions. )
   = (1+1/383)(191+1/2)
   = (5+1/115)(38+1/3)
   = (1+1/287)(191+1/3)
   = (7+1/41)(27+1/3)
   = (1+1/255)(191+1/4)
   = (1+1/127)(190+1/2)
   = (5+1/51)(38+1/4)
   = (1+1/239)(191+1/5)
   = (11+1/13)(17+1/3)
   = (1+1/223)(191+1/7)
   = (1+1/215)(191+1/9)
   = (1+1/71)(189+1/3)
   = (7+1/17)(27+1/5)
   = (1+1/207)(191+1/13)
   = (1+1/203)(191+1/17)
   = (5+1/7)(37+1/3)
   = (1+1/199)(191+1/25)
   = (1+1/39)(187+1/5)
   = (11+1/5)(17+1/7)
   = (1+1/197)(191+1/33)
   = (1+1/65)(189+1/11)
   = (1+1/17)(181+1/3)
   = (7+1/11)(27+1/13)
   = (1+1/195)(191+1/49)
   = (1+1/27)(185+1/7)
   = (1+1/194)(191+1/65)
   = (1+1/38)(187+1/13)
   = (1+1/14)(179+1/5)
   = (2+1/49)(95+1/33)
   = (2+1/16)(93+1/11)
   = (2+1/4)(85+1/3)
   = (10+1/11)(19+1/37)
   = (11+1/4)(17+1/15)
   = (1+1/193)(191+1/97)
   = (3+1/7)(61+1/11)
   = (1+1/192)(191+1/193)
   = (2+1/48)(95+1/97)
   = (3+1/4)(59+1/13)
   = (4+1/12)(47+1/49)
   = (8+1/3)(23+1/25)
   = (10+1/10)(19+1/101)

193     (30 distinct solutions. )
   = (1+1/385)(192+1/2)
   = (2+1/289)(96+1/3)
   = (3+1/257)(64+1/4)
   = (4+1/241)(48+1/5)
   = (5+1/77)(38+1/2)
   = (6+1/225)(32+1/7)
   = (7+1/55)(27+1/2)
   = (8+1/217)(24+1/9)
   = (11+1/35)(17+1/2)
   = (12+1/209)(16+1/13)
   = (1+1/193)(192+1/194)
   = (1+1/96)(191+1/97)
   = (2+1/97)(96+1/195)
   = (2+1/32)(95+1/65)
   = (2+1/19)(94+1/39)
   = (2+1/7)(90+1/15)
   = (2+1/6)(89+1/13)
   = (2+1/2)(77+1/5)
   = (3+1/65)(64+1/196)
   = (3+1/16)(63+1/49)
   = (3+1/9)(62+1/28)
   = (3+1/2)(55+1/7)
   = (4+1/49)(48+1/197)
   = (5+1/13)(38+1/66)
   = (5+1/2)(35+1/11)
   = (6+1/33)(32+1/199)
   = (7+1/7)(27+1/50)
   = (8+1/25)(24+1/201)
   = (11+1/3)(17+1/34)
   = (12+1/17)(16+1/205)

194     (26 distinct solutions. )
   = (1+1/387)(193+1/2)
   = (3+1/129)(64+1/2)
   = (9+1/43)(21+1/2)
   = (1+1/290)(193+1/3)
   = (10+1/29)(19+1/3)
   = (1+1/195)(193+1/98)
   = (1+1/97)(192+1/49)
   = (1+1/27)(187+1/14)
   = (1+1/13)(180+1/7)
   = (1+1/3)(145+1/2)
   = (3+1/33)(64+1/50)
   = (3+1/13)(63+1/20)
   = (3+1/3)(58+1/5)
   = (1+1/194)(193+1/195)
   = (1+1/64)(191+1/65)
   = (1+1/38)(189+1/39)
   = (1+1/14)(181+1/15)
   = (1+1/12)(179+1/13)
   = (1+1/4)(155+1/5)
   = (1+1/2)(129+1/3)
   = (2+1/24)(95+1/49)
   = (2+1/3)(83+1/7)
   = (4+1/8)(47+1/33)
   = (4+1/2)(43+1/9)
   = (6+1/4)(31+1/25)
   = (10+1/5)(19+1/51)

195     (65 distinct solutions. )
   = (1+1/389)(194+1/2)
   = (2+1/292)(97+1/3)
   = (8+1/73)(24+1/3)
   = (1+1/259)(194+1/4)
   = (1+1/129)(193+1/2)
   = (2+1/162)(97+1/5)
   = (3+1/43)(64+1/2)
   = (12+1/27)(16+1/5)
   = (1+1/233)(194+1/6)
   = (1+1/116)(193+1/3)
   = (1+1/77)(192+1/2)
   = (2+1/136)(97+1/7)
   = (4+1/29)(48+1/3)
   = (7+1/11)(27+1/2)
   = (11+1/7)(17+1/2)
   = (1+1/209)(194+1/14)
   = (1+1/104)(193+1/7)
   = (1+1/29)(188+1/2)
   = (2+1/112)(97+1/15)
   = (2+1/37)(96+1/5)
   = (2+1/22)(95+1/3)
   = (8+1/13)(24+1/7)
   = (11+1/4)(17+1/3)
   = (1+1/207)(194+1/16)
   = (1+1/103)(193+1/8)
   = (1+1/51)(191+1/4)
   = (1+1/25)(187+1/2)
   = (2+1/110)(97+1/17)
   = (5+1/5)(37+1/2)
   = (6+1/15)(32+1/7)
   = (1+1/199)(194+1/40)
   = (1+1/99)(193+1/20)
   = (1+1/49)(191+1/10)
   = (1+1/39)(190+1/8)
   = (1+1/24)(187+1/5)
   = (1+1/19)(185+1/4)
   = (1+1/9)(175+1/2)
   = (2+1/102)(97+1/41)
   = (3+1/23)(64+1/14)
   = (3+1/3)(58+1/2)
   = (6+1/4)(31+1/5)
   = (12+1/7)(16+1/17)
   = (1+1/197)(194+1/66)
   = (1+1/98)(193+1/33)
   = (1+1/65)(192+1/22)
   = (1+1/32)(189+1/11)
   = (1+1/17)(184+1/6)
   = (1+1/8)(173+1/3)
   = (1+1/5)(162+1/2)
   = (2+1/100)(97+1/67)
   = (4+1/17)(48+1/23)
   = (4+1/2)(43+1/3)
   = (5+1/4)(37+1/7)
   = (7+1/5)(27+1/12)
   = (1+1/195)(194+1/196)
   = (1+1/97)(193+1/98)
   = (1+1/48)(191+1/49)
   = (1+1/27)(188+1/28)
   = (1+1/13)(181+1/14)
   = (1+1/6)(167+1/7)
   = (1+1/3)(146+1/4)
   = (2+1/98)(97+1/197)
   = (3+1/7)(62+1/22)
   = (6+1/11)(32+1/67)
   = (10+1/4)(19+1/41)

196     (66 distinct solutions. )
   = (1+1/391)(195+1/2)
   = (3+1/261)(65+1/4)
   = (5+1/235)(39+1/6)
   = (13+1/211)(15+1/14)
   = (1+1/293)(195+1/3)
   = (3+1/163)(65+1/5)
   = (5+1/137)(39+1/7)
   = (13+1/113)(15+1/15)
   = (1+1/244)(195+1/5)
   = (2+1/73)(97+1/3)
   = (3+1/114)(65+1/7)
   = (5+1/88)(39+1/9)
   = (13+1/64)(15+1/17)
   = (1+1/223)(195+1/8)
   = (1+1/111)(194+1/4)
   = (1+1/55)(192+1/2)
   = (3+1/93)(65+1/10)
   = (5+1/67)(39+1/12)
   = (5+1/11)(38+1/2)
   = (11+1/5)(17+1/2)
   = (13+1/43)(15+1/20)
   = (1+1/209)(195+1/15)
   = (1+1/69)(193+1/5)
   = (1+1/41)(191+1/3)
   = (3+1/79)(65+1/17)
   = (5+1/53)(39+1/19)
   = (13+1/29)(15+1/27)
   = (1+1/202)(195+1/29)
   = (2+1/52)(97+1/15)
   = (2+1/17)(95+1/5)
   = (2+1/10)(93+1/3)
   = (3+1/72)(65+1/31)
   = (5+1/46)(39+1/33)
   = (5+1/4)(37+1/3)
   = (13+1/22)(15+1/41)
   = (1+1/199)(195+1/50)
   = (1+1/99)(194+1/25)
   = (1+1/39)(191+1/10)
   = (1+1/19)(186+1/5)
   = (1+1/7)(171+1/2)
   = (3+1/69)(65+1/52)
   = (3+1/17)(64+1/13)
   = (3+1/5)(61+1/4)
   = (5+1/43)(39+1/54)
   = (5+1/7)(38+1/9)
   = (13+1/19)(15+1/62)
   = (1+1/197)(195+1/99)
   = (1+1/65)(193+1/33)
   = (1+1/21)(187+1/11)
   = (1+1/17)(185+1/9)
   = (1+1/5)(163+1/3)
   = (3+1/67)(65+1/101)
   = (5+1/41)(39+1/103)
   = (13+1/17)(15+1/111)
   = (1+1/196)(195+1/197)
   = (2+1/49)(97+1/99)
   = (2+1/16)(95+1/33)
   = (2+1/5)(89+1/11)
   = (2+1/4)(87+1/9)
   = (3+1/66)(65+1/199)
   = (4+1/6)(47+1/25)
   = (5+1/40)(39+1/201)
   = (7+1/4)(27+1/29)
   = (8+1/2)(23+1/17)
   = (11+1/2)(17+1/23)
   = (13+1/16)(15+1/209)

197     (28 distinct solutions. )
   = (1+1/393)(196+1/2)
   = (2+1/295)(98+1/3)
   = (3+1/131)(65+1/2)
   = (4+1/246)(49+1/5)
   = (5+1/118)(39+1/3)
   = (7+1/225)(28+1/8)
   = (13+1/106)(15+1/7)
   = (14+1/211)(14+1/15)
   = (1+1/197)(196+1/198)
   = (1+1/98)(195+1/99)
   = (1+1/65)(194+1/66)
   = (1+1/32)(191+1/33)
   = (1+1/21)(188+1/22)
   = (1+1/17)(186+1/18)
   = (1+1/10)(179+1/11)
   = (1+1/8)(175+1/9)
   = (1+1/5)(164+1/6)
   = (1+1/2)(131+1/3)
   = (2+1/99)(98+1/199)
   = (3+1/33)(65+1/100)
   = (3+1/13)(64+1/40)
   = (3+1/8)(63+1/25)
   = (3+1/3)(59+1/10)
   = (4+1/50)(49+1/201)
   = (5+1/20)(39+1/101)
   = (7+1/29)(28+1/204)
   = (8+1/5)(24+1/41)
   = (13+1/8)(15+1/105)

198     (57 distinct solutions. )
   = (1+1/395)(197+1/2)
   = (5+1/79)(39+1/2)
   = (7+1/113)(28+1/4)
   = (1+1/296)(197+1/3)
   = (4+1/74)(49+1/3)
   = (13+1/38)(15+1/5)
   = (1+1/263)(197+1/4)
   = (1+1/131)(196+1/2)
   = (7+1/47)(28+1/5)
   = (1+1/230)(197+1/7)
   = (4+1/41)(49+1/5)
   = (1+1/219)(197+1/10)
   = (1+1/109)(196+1/5)
   = (1+1/43)(193+1/2)
   = (3+1/29)(65+1/4)
   = (7+1/25)(28+1/8)
   = (1+1/215)(197+1/12)
   = (1+1/107)(196+1/6)
   = (1+1/71)(195+1/4)
   = (1+1/53)(194+1/3)
   = (1+1/35)(192+1/2)
   = (5+1/7)(38+1/2)
   = (7+1/23)(28+1/9)
   = (7+1/5)(27+1/2)
   = (13+1/11)(15+1/8)
   = (1+1/208)(197+1/19)
   = (2+1/27)(97+1/5)
   = (4+1/30)(49+1/11)
   = (1+1/206)(197+1/23)
   = (2+1/13)(95+1/3)
   = (4+1/29)(49+1/13)
   = (5+1/16)(39+1/9)
   = (1+1/203)(197+1/34)
   = (1+1/101)(196+1/17)
   = (1+1/11)(181+1/2)
   = (7+1/17)(28+1/20)
   = (1+1/200)(197+1/67)
   = (2+1/25)(97+1/17)
   = (4+1/26)(49+1/35)
   = (4+1/5)(47+1/7)
   = (1+1/199)(197+1/100)
   = (1+1/99)(196+1/50)
   = (1+1/49)(194+1/25)
   = (1+1/39)(193+1/20)
   = (1+1/19)(188+1/10)
   = (1+1/9)(178+1/5)
   = (1+1/7)(173+1/4)
   = (1+1/3)(148+1/2)
   = (3+1/11)(64+1/17)
   = (5+1/5)(38+1/13)
   = (5+1/3)(37+1/8)
   = (7+1/15)(28+1/53)
   = (1+1/198)(197+1/199)
   = (2+1/12)(95+1/25)
   = (2+1/2)(79+1/5)
   = (3+1/22)(65+1/67)
   = (4+1/25)(49+1/101)

199     (26 distinct solutions. )
   = (1+1/397)(198+1/2)
   = (2+1/298)(99+1/3)
   = (3+1/265)(66+1/4)
   = (6+1/232)(33+1/7)
   = (9+1/221)(22+1/10)
   = (11+1/217)(18+1/12)
   = (14+1/71)(14+1/5)
   = (1+1/199)(198+1/200)
   = (1+1/99)(197+1/100)
   = (1+1/49)(195+1/50)
   = (1+1/39)(194+1/40)
   = (1+1/24)(191+1/25)
   = (1+1/19)(189+1/20)
   = (1+1/9)(179+1/10)
   = (1+1/7)(174+1/8)
   = (1+1/4)(159+1/5)
   = (1+1/3)(149+1/4)
   = (2+1/100)(99+1/201)
   = (2+1/33)(98+1/67)
   = (3+1/67)(66+1/202)
   = (4+1/7)(48+1/29)
   = (5+1/10)(39+1/51)
   = (6+1/34)(33+1/205)
   = (9+1/23)(22+1/208)
   = (11+1/19)(18+1/210)
   = (13+1/4)(15+1/53)

200     (51 distinct solutions. )
   = (1+1/399)(199+1/2)
   = (3+1/133)(66+1/2)
   = (7+1/57)(28+1/2)
   = (9+1/111)(22+1/5)
   = (11+1/109)(18+1/6)
   = (1+1/299)(199+1/3)
   = (13+1/23)(15+1/3)
   = (1+1/249)(199+1/5)
   = (1+1/239)(199+1/6)
   = (1+1/119)(198+1/3)
   = (1+1/79)(197+1/2)
   = (3+1/53)(66+1/4)
   = (7+1/17)(28+1/3)
   = (9+1/31)(22+1/7)
   = (11+1/29)(18+1/8)
   = (1+1/224)(199+1/9)
   = (1+1/74)(197+1/3)
   = (2+1/62)(99+1/5)
   = (6+1/29)(33+1/7)
   = (1+1/219)(199+1/11)
   = (1+1/209)(199+1/21)
   = (1+1/69)(197+1/7)
   = (1+1/29)(193+1/3)
   = (1+1/207)(199+1/26)
   = (1+1/103)(198+1/13)
   = (1+1/15)(187+1/2)
   = (3+1/37)(66+1/14)
   = (3+1/5)(62+1/2)
   = (5+1/3)(37+1/2)
   = (7+1/9)(28+1/8)
   = (9+1/15)(22+1/17)
   = (11+1/13)(18+1/18)
   = (1+1/204)(199+1/41)
   = (2+1/52)(99+1/21)
   = (2+1/17)(97+1/7)
   = (2+1/7)(93+1/3)
   = (6+1/19)(33+1/23)
   = (1+1/203)(199+1/51)
   = (1+1/67)(197+1/17)
   = (1+1/11)(183+1/3)
   = (1+1/201)(199+1/101)
   = (1+1/200)(199+1/201)
   = (1+1/66)(197+1/67)
   = (1+1/2)(133+1/3)
   = (2+1/50)(99+1/101)
   = (3+1/2)(57+1/7)
   = (4+1/4)(47+1/17)
   = (5+1/8)(39+1/41)
   = (6+1/17)(33+1/103)
   = (9+1/2)(21+1/19)
   = (10+1/2)(19+1/21)

201     (42 distinct solutions. )
   = (1+1/401)(200+1/2)
   = (2+1/301)(100+1/3)
   = (4+1/251)(50+1/5)
   = (5+1/241)(40+1/6)
   = (8+1/226)(25+1/9)
   = (10+1/221)(20+1/11)
   = (11+1/73)(18+1/4)
   = (14+1/43)(14+1/3)
   = (1+1/267)(200+1/4)
   = (1+1/133)(199+1/2)
   = (2+1/167)(100+1/5)
   = (4+1/117)(50+1/7)
   = (5+1/107)(40+1/8)
   = (7+1/19)(28+1/2)
   = (8+1/92)(25+1/11)
   = (10+1/87)(20+1/13)
   = (1+1/203)(200+1/68)
   = (1+1/101)(199+1/34)
   = (1+1/50)(197+1/17)
   = (1+1/11)(184+1/4)
   = (1+1/5)(167+1/2)
   = (2+1/103)(100+1/69)
   = (2+1/34)(99+1/23)
   = (2+1/4)(89+1/3)
   = (4+1/53)(50+1/71)
   = (5+1/43)(40+1/72)
   = (5+1/7)(39+1/12)
   = (8+1/28)(25+1/75)
   = (10+1/23)(20+1/77)
   = (10+1/2)(19+1/7)
   = (11+1/7)(18+1/26)
   = (1+1/201)(200+1/202)
   = (1+1/100)(199+1/101)
   = (2+1/101)(100+1/203)
   = (2+1/14)(97+1/29)
   = (2+1/3)(86+1/7)
   = (3+1/11)(65+1/34)
   = (4+1/51)(50+1/205)
   = (4+1/10)(49+1/41)
   = (5+1/41)(40+1/206)
   = (8+1/26)(25+1/209)
   = (10+1/21)(20+1/211)

202     (29 distinct solutions. )
   = (1+1/403)(201+1/2)
   = (3+1/269)(67+1/4)
   = (5+1/121)(40+1/3)
   = (11+1/55)(18+1/3)
   = (13+1/31)(15+1/2)
   = (1+1/302)(201+1/3)
   = (3+1/168)(67+1/5)
   = (8+1/63)(25+1/5)
   = (1+1/203)(201+1/102)
   = (1+1/101)(200+1/51)
   = (1+1/67)(199+1/34)
   = (1+1/33)(196+1/17)
   = (1+1/11)(185+1/6)
   = (1+1/5)(168+1/3)
   = (1+1/3)(151+1/2)
   = (3+1/69)(67+1/104)
   = (3+1/17)(66+1/26)
   = (3+1/5)(63+1/8)
   = (5+1/21)(40+1/53)
   = (7+1/5)(28+1/18)
   = (11+1/5)(18+1/28)
   = (1+1/202)(201+1/203)
   = (1+1/28)(195+1/29)
   = (1+1/6)(173+1/7)
   = (2+1/25)(99+1/51)
   = (2+1/8)(95+1/17)
   = (3+1/68)(67+1/205)
   = (6+1/2)(31+1/13)
   = (8+1/13)(25+1/105)

203     (53 distinct solutions. )
   = (1+1/405)(202+1/2)
   = (2+1/304)(101+1/3)
   = (3+1/135)(67+1/2)
   = (5+1/81)(40+1/2)
   = (8+1/76)(25+1/3)
   = (9+1/45)(22+1/2)
   = (1+1/231)(202+1/8)
   = (1+1/115)(201+1/4)
   = (1+1/57)(199+1/2)
   = (2+1/130)(101+1/9)
   = (2+1/43)(100+1/3)
   = (3+1/48)(67+1/5)
   = (3+1/19)(66+1/2)
   = (5+1/23)(40+1/4)
   = (8+1/18)(25+1/5)
   = (1+1/209)(202+1/30)
   = (1+1/104)(201+1/15)
   = (1+1/69)(200+1/10)
   = (1+1/41)(198+1/6)
   = (1+1/34)(197+1/5)
   = (1+1/20)(193+1/3)
   = (1+1/13)(188+1/2)
   = (2+1/108)(101+1/31)
   = (3+1/37)(67+1/16)
   = (3+1/9)(65+1/4)
   = (4+1/19)(50+1/11)
   = (4+1/5)(48+1/3)
   = (6+1/8)(33+1/7)
   = (10+1/9)(20+1/13)
   = (10+1/2)(19+1/3)
   = (11+1/5)(18+1/8)
   = (1+1/203)(202+1/204)
   = (1+1/101)(201+1/102)
   = (1+1/67)(200+1/68)
   = (1+1/50)(199+1/51)
   = (1+1/33)(197+1/34)
   = (1+1/16)(191+1/17)
   = (1+1/11)(186+1/12)
   = (1+1/5)(169+1/6)
   = (1+1/3)(152+1/4)
   = (1+1/2)(135+1/3)
   = (2+1/102)(101+1/205)
   = (2+1/20)(99+1/41)
   = (2+1/2)(81+1/5)
   = (3+1/34)(67+1/103)
   = (4+1/17)(50+1/69)
   = (4+1/2)(45+1/9)
   = (5+1/5)(39+1/26)
   = (5+1/3)(38+1/16)
   = (6+1/3)(32+1/19)
   = (7+1/2)(27+1/15)
   = (10+1/7)(20+1/71)
   = (13+1/2)(15+1/27)

204     (62 distinct solutions. )
   = (1+1/407)(203+1/2)
   = (7+1/233)(29+1/8)
   = (11+1/37)(18+1/2)
   = (1+1/305)(203+1/3)
   = (7+1/131)(29+1/9)
   = (1+1/271)(203+1/4)
   = (1+1/135)(202+1/2)
   = (3+1/45)(67+1/2)
   = (5+1/27)(40+1/2)
   = (7+1/97)(29+1/10)
   = (9+1/15)(22+1/2)
   = (1+1/254)(203+1/5)
   = (2+1/76)(101+1/3)
   = (7+1/80)(29+1/11)
   = (8+1/19)(25+1/3)
   = (1+1/237)(203+1/7)
   = (7+1/63)(29+1/13)
   = (1+1/220)(203+1/13)
   = (2+1/59)(101+1/7)
   = (3+1/28)(67+1/5)
   = (7+1/46)(29+1/19)
   = (1+1/215)(203+1/18)
   = (1+1/107)(202+1/9)
   = (1+1/71)(201+1/6)
   = (1+1/35)(198+1/3)
   = (1+1/23)(195+1/2)
   = (7+1/41)(29+1/24)
   = (7+1/5)(28+1/3)
   = (1+1/209)(203+1/35)
   = (1+1/41)(199+1/7)
   = (1+1/29)(197+1/5)
   = (7+1/35)(29+1/41)
   = (1+1/207)(203+1/52)
   = (1+1/103)(202+1/26)
   = (1+1/51)(200+1/13)
   = (1+1/15)(191+1/4)
   = (1+1/7)(178+1/2)
   = (5+1/11)(40+1/14)
   = (5+1/3)(38+1/4)
   = (7+1/33)(29+1/58)
   = (1+1/206)(203+1/69)
   = (1+1/68)(201+1/23)
   = (1+1/8)(181+1/3)
   = (2+1/52)(101+1/35)
   = (2+1/10)(97+1/7)
   = (2+1/7)(95+1/5)
   = (4+1/2)(45+1/3)
   = (7+1/32)(29+1/75)
   = (7+1/2)(27+1/5)
   = (8+1/7)(25+1/19)
   = (13+1/2)(15+1/9)
   = (1+1/205)(203+1/103)
   = (3+1/23)(67+1/35)
   = (3+1/3)(61+1/5)
   = (7+1/31)(29+1/109)
   = (1+1/204)(203+1/205)
   = (1+1/40)(199+1/41)
   = (1+1/4)(163+1/5)
   = (2+1/51)(101+1/103)
   = (4+1/3)(47+1/13)
   = (5+1/2)(37+1/11)
   = (7+1/30)(29+1/211)

205     (51 distinct solutions. )
   = (1+1/409)(204+1/2)
   = (2+1/307)(102+1/3)
   = (3+1/273)(68+1/4)
   = (4+1/256)(51+1/5)
   = (6+1/239)(34+1/7)
   = (7+1/117)(29+1/4)
   = (12+1/222)(17+1/13)
   = (1+1/245)(204+1/6)
   = (1+1/122)(203+1/3)
   = (1+1/81)(202+1/2)
   = (2+1/143)(102+1/7)
   = (3+1/109)(68+1/8)
   = (3+1/27)(67+1/2)
   = (4+1/92)(51+1/9)
   = (6+1/75)(34+1/11)
   = (7+1/35)(29+1/6)
   = (9+1/9)(22+1/2)
   = (12+1/58)(17+1/17)
   = (1+1/209)(204+1/42)
   = (1+1/104)(203+1/21)
   = (1+1/69)(202+1/14)
   = (1+1/34)(199+1/7)
   = (1+1/29)(198+1/6)
   = (1+1/14)(191+1/3)
   = (1+1/9)(184+1/2)
   = (2+1/107)(102+1/43)
   = (3+1/73)(68+1/44)
   = (3+1/18)(67+1/11)
   = (3+1/3)(61+1/2)
   = (4+1/56)(51+1/45)
   = (4+1/11)(50+1/9)
   = (4+1/6)(49+1/5)
   = (6+1/39)(34+1/47)
   = (7+1/17)(29+1/24)
   = (7+1/2)(27+1/3)
   = (12+1/22)(17+1/53)
   = (1+1/205)(204+1/206)
   = (1+1/102)(203+1/103)
   = (2+1/103)(102+1/207)
   = (2+1/34)(101+1/69)
   = (2+1/11)(98+1/23)
   = (2+1/4)(91+1/9)
   = (3+1/69)(68+1/208)
   = (3+1/17)(67+1/52)
   = (3+1/5)(64+1/16)
   = (3+1/4)(63+1/13)
   = (4+1/52)(51+1/209)
   = (5+1/4)(39+1/21)
   = (6+1/35)(34+1/211)
   = (7+1/15)(29+1/106)
   = (12+1/18)(17+1/217)

206     (32 distinct solutions. )
   = (1+1/411)(205+1/2)
   = (3+1/137)(68+1/2)
   = (5+1/247)(41+1/6)
   = (1+1/308)(205+1/3)
   = (4+1/77)(51+1/3)
   = (5+1/144)(41+1/7)
   = (7+1/44)(29+1/3)
   = (12+1/60)(17+1/7)
   = (1+1/207)(205+1/104)
   = (1+1/103)(204+1/52)
   = (1+1/51)(202+1/26)
   = (1+1/25)(198+1/13)
   = (1+1/15)(193+1/8)
   = (1+1/7)(180+1/4)
   = (1+1/3)(154+1/2)
   = (3+1/35)(68+1/53)
   = (5+1/43)(41+1/108)
   = (5+1/7)(40+1/18)
   = (7+1/3)(28+1/11)
   = (9+1/3)(22+1/14)
   = (1+1/206)(205+1/207)
   = (1+1/68)(203+1/69)
   = (1+1/22)(197+1/23)
   = (1+1/8)(183+1/9)
   = (1+1/2)(137+1/3)
   = (2+1/6)(95+1/13)
   = (3+1/6)(65+1/19)
   = (4+1/26)(51+1/105)
   = (4+1/5)(49+1/21)
   = (5+1/42)(41+1/211)
   = (7+1/10)(29+1/71)
   = (12+1/9)(17+1/109)

207     (59 distinct solutions. )
   = (1+1/413)(206+1/2)
   = (2+1/310)(103+1/3)
   = (5+1/124)(41+1/3)
   = (7+1/59)(29+1/2)
   = (1+1/275)(206+1/4)
   = (1+1/137)(205+1/2)
   = (2+1/172)(103+1/5)
   = (5+1/55)(41+1/4)
   = (1+1/229)(206+1/10)
   = (1+1/114)(205+1/5)
   = (1+1/45)(202+1/2)
   = (2+1/126)(103+1/11)
   = (3+1/15)(67+1/2)
   = (5+1/32)(41+1/7)
   = (5+1/9)(40+1/2)
   = (6+1/19)(34+1/5)
   = (7+1/13)(29+1/4)
   = (9+1/5)(22+1/2)
   = (1+1/215)(206+1/24)
   = (1+1/107)(205+1/12)
   = (1+1/71)(204+1/8)
   = (1+1/53)(203+1/6)
   = (1+1/35)(201+1/4)
   = (1+1/26)(199+1/3)
   = (1+1/17)(195+1/2)
   = (2+1/112)(103+1/25)
   = (2+1/22)(101+1/5)
   = (4+1/20)(51+1/9)
   = (5+1/25)(41+1/14)
   = (5+1/7)(40+1/4)
   = (13+1/2)(15+1/3)
   = (1+1/209)(206+1/70)
   = (1+1/104)(205+1/35)
   = (1+1/41)(202+1/14)
   = (1+1/29)(200+1/10)
   = (1+1/20)(197+1/7)
   = (1+1/14)(193+1/5)
   = (1+1/5)(172+1/2)
   = (2+1/106)(103+1/71)
   = (5+1/22)(41+1/37)
   = (7+1/8)(29+1/19)
   = (8+1/4)(25+1/11)
   = (1+1/207)(206+1/208)
   = (1+1/103)(205+1/104)
   = (1+1/51)(203+1/52)
   = (1+1/25)(199+1/26)
   = (1+1/15)(194+1/16)
   = (1+1/12)(191+1/13)
   = (1+1/7)(181+1/8)
   = (1+1/3)(155+1/4)
   = (2+1/104)(103+1/209)
   = (2+1/9)(98+1/19)
   = (2+1/5)(94+1/11)
   = (3+1/23)(68+1/70)
   = (3+1/3)(62+1/10)
   = (3+1/2)(59+1/7)
   = (5+1/21)(41+1/106)
   = (10+1/3)(20+1/31)
   = (12+1/6)(17+1/73)

208     (63 distinct solutions. )
   = (1+1/415)(207+1/2)
   = (3+1/277)(69+1/4)
   = (5+1/83)(41+1/2)
   = (9+1/231)(23+1/10)
   = (1+1/311)(207+1/3)
   = (3+1/173)(69+1/5)
   = (9+1/127)(23+1/11)
   = (1+1/259)(207+1/5)
   = (3+1/121)(69+1/7)
   = (5+1/31)(41+1/3)
   = (9+1/75)(23+1/13)
   = (1+1/233)(207+1/9)
   = (1+1/77)(205+1/3)
   = (3+1/95)(69+1/11)
   = (7+1/11)(29+1/3)
   = (9+1/49)(23+1/17)
   = (1+1/223)(207+1/14)
   = (1+1/111)(206+1/7)
   = (1+1/31)(201+1/2)
   = (3+1/85)(69+1/16)
   = (3+1/21)(68+1/4)
   = (5+1/19)(41+1/6)
   = (7+1/9)(29+1/4)
   = (9+1/39)(23+1/22)
   = (1+1/220)(207+1/17)
   = (2+1/58)(103+1/9)
   = (2+1/19)(101+1/3)
   = (3+1/82)(69+1/19)
   = (4+1/16)(51+1/5)
   = (5+1/18)(41+1/7)
   = (9+1/36)(23+1/25)
   = (1+1/215)(207+1/27)
   = (1+1/71)(205+1/9)
   = (1+1/23)(199+1/3)
   = (3+1/77)(69+1/29)
   = (9+1/31)(23+1/35)
   = (1+1/211)(207+1/53)
   = (3+1/73)(69+1/55)
   = (5+1/15)(41+1/19)
   = (9+1/27)(23+1/61)
   = (1+1/209)(207+1/105)
   = (1+1/69)(205+1/35)
   = (1+1/41)(203+1/21)
   = (1+1/29)(201+1/15)
   = (1+1/13)(193+1/7)
   = (1+1/9)(187+1/5)
   = (1+1/5)(173+1/3)
   = (3+1/71)(69+1/107)
   = (9+1/25)(23+1/113)
   = (1+1/208)(207+1/209)
   = (1+1/18)(197+1/19)
   = (1+1/10)(189+1/11)
   = (2+1/52)(103+1/105)
   = (2+1/17)(101+1/35)
   = (2+1/10)(99+1/21)
   = (2+1/7)(97+1/15)
   = (2+1/3)(89+1/7)
   = (2+1/2)(83+1/5)
   = (3+1/70)(69+1/211)
   = (4+1/13)(51+1/53)
   = (5+1/14)(41+1/71)
   = (7+1/6)(29+1/43)
   = (9+1/24)(23+1/217)

209     (61 distinct solutions. )
   = (1+1/417)(208+1/2)
   = (2+1/313)(104+1/3)
   = (3+1/139)(69+1/2)
   = (4+1/261)(52+1/5)
   = (8+1/235)(26+1/9)
   = (9+1/116)(23+1/5)
   = (13+1/225)(16+1/14)
   = (1+1/227)(208+1/12)
   = (1+1/113)(207+1/6)
   = (1+1/75)(206+1/4)
   = (1+1/56)(205+1/3)
   = (1+1/37)(203+1/2)
   = (2+1/123)(104+1/13)
   = (3+1/44)(69+1/7)
   = (4+1/71)(52+1/15)
   = (4+1/14)(51+1/3)
   = (5+1/15)(41+1/4)
   = (7+1/8)(29+1/3)
   = (8+1/45)(26+1/19)
   = (9+1/21)(23+1/10)
   = (13+1/35)(16+1/24)
   = (1+1/219)(208+1/20)
   = (1+1/109)(207+1/10)
   = (1+1/54)(205+1/5)
   = (1+1/43)(204+1/4)
   = (1+1/21)(199+1/2)
   = (2+1/115)(104+1/21)
   = (2+1/38)(103+1/7)
   = (2+1/16)(101+1/3)
   = (3+1/40)(69+1/11)
   = (3+1/7)(66+1/2)
   = (4+1/63)(52+1/23)
   = (5+1/13)(41+1/6)
   = (6+1/9)(34+1/5)
   = (7+1/3)(28+1/2)
   = (8+1/37)(26+1/27)
   = (8+1/4)(25+1/3)
   = (9+1/17)(23+1/14)
   = (13+1/27)(16+1/32)
   = (1+1/209)(208+1/210)
   = (1+1/104)(207+1/105)
   = (1+1/69)(206+1/70)
   = (1+1/41)(204+1/42)
   = (1+1/34)(203+1/35)
   = (1+1/29)(202+1/30)
   = (1+1/20)(199+1/21)
   = (1+1/14)(195+1/15)
   = (1+1/13)(194+1/14)
   = (1+1/9)(188+1/10)
   = (1+1/6)(179+1/7)
   = (1+1/5)(174+1/6)
   = (1+1/4)(167+1/5)
   = (1+1/2)(139+1/3)
   = (2+1/105)(104+1/211)
   = (3+1/35)(69+1/106)
   = (4+1/53)(52+1/213)
   = (6+1/7)(34+1/43)
   = (7+1/5)(29+1/36)
   = (8+1/27)(26+1/217)
   = (9+1/12)(23+1/109)
   = (13+1/17)(16+1/222)

210     (80 distinct solutions. )
   = (1+1/419)(209+1/2)
   = (11+1/229)(19+1/12)
   = (13+1/113)(16+1/7)
   = (1+1/314)(209+1/3)
   = (11+1/124)(19+1/13)
   = (1+1/279)(209+1/4)
   = (1+1/139)(208+1/2)
   = (9+1/31)(23+1/4)
   = (11+1/89)(19+1/14)
   = (13+1/43)(16+1/8)
   = (1+1/251)(209+1/6)
   = (1+1/125)(208+1/3)
   = (1+1/83)(207+1/2)
   = (11+1/61)(19+1/16)
   = (13+1/29)(16+1/9)
   = (1+1/244)(209+1/7)
   = (11+1/54)(19+1/17)
   = (1+1/239)(209+1/8)
   = (1+1/119)(208+1/4)
   = (1+1/59)(206+1/2)
   = (11+1/49)(19+1/18)
   = (13+1/23)(16+1/10)
   = (1+1/230)(209+1/11)
   = (2+1/31)(103+1/3)
   = (11+1/40)(19+1/21)
   = (1+1/224)(209+1/15)
   = (1+1/74)(207+1/5)
   = (1+1/44)(205+1/3)
   = (4+1/11)(51+1/3)
   = (11+1/34)(19+1/25)
   = (1+1/223)(209+1/16)
   = (1+1/111)(208+1/8)
   = (1+1/55)(206+1/4)
   = (1+1/27)(202+1/2)
   = (3+1/9)(67+1/2)
   = (5+1/11)(41+1/4)
   = (9+1/3)(22+1/2)
   = (11+1/33)(19+1/26)
   = (13+1/15)(16+1/14)
   = (1+1/219)(209+1/22)
   = (1+1/109)(208+1/11)
   = (1+1/19)(199+1/2)
   = (3+1/13)(68+1/4)
   = (9+1/11)(23+1/10)
   = (11+1/29)(19+1/32)
   = (13+1/13)(16+1/17)
   = (1+1/216)(209+1/31)
   = (9+1/10)(23+1/13)
   = (11+1/26)(19+1/41)
   = (12+1/4)(17+1/7)
   = (1+1/215)(209+1/36)
   = (1+1/107)(208+1/18)
   = (1+1/71)(207+1/12)
   = (1+1/53)(206+1/9)
   = (1+1/35)(204+1/6)
   = (1+1/23)(201+1/4)
   = (1+1/17)(198+1/3)
   = (1+1/11)(192+1/2)
   = (7+1/5)(29+1/6)
   = (11+1/25)(19+1/46)
   = (13+1/11)(16+1/24)
   = (1+1/214)(209+1/43)
   = (2+1/27)(103+1/11)
   = (3+1/8)(67+1/5)
   = (8+1/3)(25+1/5)
   = (11+1/24)(19+1/53)
   = (1+1/212)(209+1/71)
   = (2+1/13)(101+1/9)
   = (2+1/4)(93+1/3)
   = (11+1/22)(19+1/81)
   = (1+1/211)(209+1/106)
   = (1+1/105)(208+1/53)
   = (1+1/3)(157+1/2)
   = (11+1/21)(19+1/116)
   = (13+1/9)(16+1/59)
   = (1+1/210)(209+1/211)
   = (2+1/26)(103+1/53)
   = (9+1/8)(23+1/73)
   = (11+1/20)(19+1/221)
   = (12+1/3)(17+1/37)

211     (27 distinct solutions. )
   = (1+1/421)(210+1/2)
   = (2+1/316)(105+1/3)
   = (3+1/281)(70+1/4)
   = (5+1/253)(42+1/6)
   = (6+1/246)(35+1/7)
   = (7+1/241)(30+1/8)
   = (8+1/79)(26+1/3)
   = (10+1/232)(21+1/11)
   = (11+1/115)(19+1/6)
   = (14+1/226)(15+1/15)
   = (1+1/211)(210+1/212)
   = (1+1/105)(209+1/106)
   = (1+1/52)(207+1/53)
   = (1+1/3)(158+1/4)
   = (2+1/106)(105+1/213)
   = (2+1/35)(104+1/71)
   = (3+1/71)(70+1/214)
   = (5+1/43)(42+1/216)
   = (5+1/7)(41+1/36)
   = (6+1/36)(35+1/217)
   = (6+1/5)(34+1/31)
   = (7+1/31)(30+1/218)
   = (8+1/9)(26+1/73)
   = (9+1/6)(23+1/55)
   = (10+1/22)(21+1/221)
   = (11+1/10)(19+1/111)
   = (14+1/16)(15+1/225)

212     (38 distinct solutions. )
   = (1+1/423)(211+1/2)
   = (3+1/141)(70+1/2)
   = (5+1/127)(42+1/3)
   = (7+1/121)(30+1/4)
   = (9+1/47)(23+1/2)
   = (11+1/77)(19+1/4)
   = (1+1/317)(211+1/3)
   = (1+1/264)(211+1/5)
   = (2+1/79)(105+1/3)
   = (6+1/44)(35+1/5)
   = (10+1/37)(21+1/7)
   = (11+1/24)(19+1/5)
   = (14+1/34)(15+1/9)
   = (1+1/215)(211+1/54)
   = (1+1/107)(210+1/27)
   = (1+1/71)(209+1/18)
   = (1+1/35)(206+1/9)
   = (1+1/23)(203+1/6)
   = (1+1/11)(194+1/3)
   = (1+1/7)(185+1/2)
   = (3+1/37)(70+1/28)
   = (3+1/9)(68+1/7)
   = (3+1/5)(66+1/4)
   = (5+1/23)(42+1/29)
   = (7+1/17)(30+1/30)
   = (1+1/213)(211+1/107)
   = (9+1/5)(23+1/23)
   = (11+1/7)(19+1/39)
   = (1+1/212)(211+1/213)
   = (1+1/70)(209+1/71)
   = (1+1/2)(141+1/3)
   = (2+1/53)(105+1/107)
   = (3+1/14)(69+1/43)
   = (4+1/2)(47+1/9)
   = (5+1/6)(41+1/31)
   = (6+1/18)(35+1/109)
   = (10+1/11)(21+1/111)
   = (14+1/8)(15+1/113)

213     (40 distinct solutions. )
   = (1+1/425)(212+1/2)
   = (2+1/319)(106+1/3)
   = (4+1/266)(53+1/5)
   = (5+1/85)(42+1/2)
   = (11+1/58)(19+1/3)
   = (14+1/76)(15+1/5)
   = (1+1/283)(212+1/4)
   = (1+1/141)(211+1/2)
   = (2+1/177)(106+1/5)
   = (3+1/47)(70+1/2)
   = (4+1/124)(53+1/7)
   = (1+1/215)(212+1/72)
   = (1+1/107)(211+1/36)
   = (1+1/71)(210+1/24)
   = (1+1/53)(209+1/18)
   = (1+1/35)(207+1/12)
   = (1+1/26)(205+1/9)
   = (1+1/23)(204+1/8)
   = (1+1/17)(201+1/6)
   = (1+1/11)(195+1/4)
   = (1+1/8)(189+1/3)
   = (1+1/5)(177+1/2)
   = (2+1/109)(106+1/73)
   = (4+1/56)(53+1/75)
   = (4+1/11)(52+1/15)
   = (4+1/2)(47+1/3)
   = (7+1/11)(30+1/26)
   = (10+1/8)(21+1/27)
   = (1+1/213)(212+1/214)
   = (1+1/106)(211+1/107)
   = (2+1/107)(106+1/215)
   = (2+1/21)(104+1/43)
   = (2+1/2)(85+1/5)
   = (4+1/54)(53+1/217)
   = (6+1/12)(35+1/73)
   = (7+1/3)(29+1/22)
   = (8+1/2)(25+1/17)
   = (9+1/4)(23+1/37)
   = (11+1/5)(19+1/56)
   = (12+1/2)(17+1/25)

214     (36 distinct solutions. )
   = (1+1/427)(213+1/2)
   = (3+1/285)(71+1/4)
   = (7+1/61)(30+1/2)
   = (1+1/320)(213+1/3)
   = (3+1/178)(71+1/5)
   = (4+1/80)(53+1/3)
   = (10+1/32)(21+1/3)
   = (1+1/215)(213+1/108)
   = (1+1/107)(212+1/54)
   = (1+1/71)(211+1/36)
   = (1+1/53)(210+1/27)
   = (1+1/35)(208+1/18)
   = (1+1/23)(205+1/12)
   = (1+1/17)(202+1/9)
   = (1+1/11)(196+1/6)
   = (1+1/7)(187+1/4)
   = (1+1/5)(178+1/3)
   = (1+1/3)(160+1/2)
   = (3+1/73)(71+1/110)
   = (3+1/7)(68+1/11)
   = (3+1/3)(64+1/5)
   = (5+1/11)(42+1/28)
   = (5+1/3)(40+1/8)
   = (13+1/3)(16+1/20)
   = (1+1/214)(213+1/215)
   = (1+1/42)(209+1/43)
   = (1+1/4)(171+1/5)
   = (2+1/13)(103+1/27)
   = (2+1/4)(95+1/9)
   = (3+1/72)(71+1/217)
   = (3+1/10)(69+1/31)
   = (3+1/2)(61+1/7)
   = (4+1/27)(53+1/109)
   = (6+1/9)(35+1/55)
   = (11+1/4)(19+1/45)
   = (14+1/4)(15+1/57)

215     (51 distinct solutions. )
   = (1+1/429)(214+1/2)
   = (2+1/322)(107+1/3)
   = (3+1/143)(71+1/2)
   = (11+1/39)(19+1/2)
   = (13+1/33)(16+1/2)
   = (14+1/46)(15+1/3)
   = (1+1/257)(214+1/6)
   = (1+1/128)(213+1/3)
   = (1+1/85)(212+1/2)
   = (2+1/150)(107+1/7)
   = (3+1/57)(71+1/4)
   = (4+1/32)(53+1/3)
   = (5+1/17)(42+1/2)
   = (1+1/219)(214+1/44)
   = (1+1/109)(213+1/22)
   = (1+1/54)(211+1/11)
   = (1+1/19)(204+1/4)
   = (1+1/9)(193+1/2)
   = (2+1/112)(107+1/45)
   = (2+1/37)(106+1/15)
   = (2+1/22)(105+1/9)
   = (2+1/12)(103+1/5)
   = (2+1/7)(100+1/3)
   = (3+1/38)(71+1/23)
   = (3+1/3)(64+1/2)
   = (7+1/7)(30+1/10)
   = (11+1/4)(19+1/9)
   = (12+1/2)(17+1/5)
   = (13+1/3)(16+1/8)
   = (1+1/215)(214+1/216)
   = (1+1/107)(213+1/108)
   = (1+1/71)(212+1/72)
   = (1+1/53)(211+1/54)
   = (1+1/35)(209+1/36)
   = (1+1/26)(207+1/27)
   = (1+1/23)(206+1/24)
   = (1+1/17)(203+1/18)
   = (1+1/11)(197+1/12)
   = (1+1/8)(191+1/9)
   = (1+1/7)(188+1/8)
   = (1+1/5)(179+1/6)
   = (1+1/3)(161+1/4)
   = (1+1/2)(143+1/3)
   = (2+1/108)(107+1/217)
   = (2+1/15)(104+1/31)
   = (2+1/3)(92+1/7)
   = (3+1/36)(71+1/109)
   = (4+1/18)(53+1/73)
   = (5+1/2)(39+1/11)
   = (6+1/2)(33+1/13)
   = (9+1/3)(23+1/28)

216     (65 distinct solutions. )
   = (1+1/431)(215+1/2)
   = (5+1/259)(43+1/6)
   = (1+1/323)(215+1/3)
   = (5+1/151)(43+1/7)
   = (1+1/287)(215+1/4)
   = (1+1/143)(214+1/2)
   = (5+1/115)(43+1/8)
   = (11+1/13)(19+1/2)
   = (13+1/11)(16+1/2)
   = (1+1/269)(215+1/5)
   = (5+1/97)(43+1/9)
   = (1+1/251)(215+1/7)
   = (5+1/79)(43+1/11)
   = (1+1/242)(215+1/9)
   = (1+1/80)(213+1/3)
   = (2+1/67)(107+1/5)
   = (4+1/20)(53+1/3)
   = (5+1/70)(43+1/13)
   = (10+1/8)(21+1/3)
   = (1+1/239)(215+1/10)
   = (1+1/119)(214+1/5)
   = (1+1/47)(211+1/2)
   = (5+1/67)(43+1/14)
   = (1+1/233)(215+1/13)
   = (5+1/61)(43+1/17)
   = (1+1/227)(215+1/19)
   = (5+1/55)(43+1/23)
   = (1+1/224)(215+1/25)
   = (1+1/44)(211+1/5)
   = (2+1/58)(107+1/13)
   = (5+1/52)(43+1/29)
   = (11+1/4)(19+1/5)
   = (1+1/223)(215+1/28)
   = (1+1/111)(214+1/14)
   = (1+1/55)(212+1/7)
   = (1+1/31)(209+1/4)
   = (1+1/15)(202+1/2)
   = (3+1/13)(70+1/5)
   = (3+1/5)(67+1/2)
   = (5+1/51)(43+1/32)
   = (5+1/3)(40+1/2)
   = (13+1/3)(16+1/5)
   = (1+1/221)(215+1/37)
   = (5+1/49)(43+1/41)
   = (1+1/219)(215+1/55)
   = (1+1/43)(211+1/11)
   = (1+1/19)(205+1/5)
   = (3+1/25)(71+1/19)
   = (5+1/47)(43+1/59)
   = (9+1/3)(23+1/7)
   = (1+1/218)(215+1/73)
   = (2+1/55)(107+1/37)
   = (4+1/14)(53+1/19)
   = (5+1/46)(43+1/77)
   = (5+1/4)(41+1/7)
   = (1+1/217)(215+1/109)
   = (5+1/45)(43+1/113)
   = (11+1/3)(19+1/17)
   = (1+1/216)(215+1/217)
   = (1+1/30)(209+1/31)
   = (1+1/6)(185+1/7)
   = (2+1/54)(107+1/109)
   = (3+1/24)(71+1/73)
   = (5+1/44)(43+1/221)
   = (6+1/6)(35+1/37)

217     (56 distinct solutions. )
   = (1+1/433)(216+1/2)
   = (2+1/325)(108+1/3)
   = (3+1/289)(72+1/4)
   = (4+1/271)(54+1/5)
   = (5+1/130)(43+1/3)
   = (6+1/253)(36+1/7)
   = (8+1/244)(27+1/9)
   = (9+1/241)(24+1/10)
   = (12+1/235)(18+1/13)
   = (1+1/247)(216+1/8)
   = (1+1/123)(215+1/4)
   = (1+1/61)(213+1/2)
   = (2+1/139)(108+1/9)
   = (2+1/46)(107+1/3)
   = (3+1/103)(72+1/10)
   = (4+1/85)(54+1/11)
   = (5+1/37)(43+1/6)
   = (6+1/67)(36+1/13)
   = (8+1/58)(27+1/15)
   = (9+1/55)(24+1/16)
   = (12+1/49)(18+1/19)
   = (1+1/223)(216+1/32)
   = (1+1/111)(215+1/16)
   = (1+1/55)(213+1/8)
   = (1+1/27)(209+1/4)
   = (1+1/13)(201+1/2)
   = (2+1/115)(108+1/33)
   = (2+1/38)(107+1/11)
   = (2+1/10)(103+1/3)
   = (3+1/79)(72+1/34)
   = (4+1/61)(54+1/35)
   = (4+1/12)(53+1/7)
   = (5+1/25)(43+1/18)
   = (5+1/4)(41+1/3)
   = (6+1/43)(36+1/37)
   = (8+1/34)(27+1/39)
   = (9+1/31)(24+1/40)
   = (9+1/3)(23+1/4)
   = (12+1/25)(18+1/43)
   = (1+1/217)(216+1/218)
   = (1+1/108)(215+1/109)
   = (2+1/109)(108+1/219)
   = (2+1/36)(107+1/73)
   = (3+1/73)(72+1/220)
   = (3+1/18)(71+1/55)
   = (3+1/7)(69+1/22)
   = (3+1/3)(65+1/10)
   = (4+1/55)(54+1/221)
   = (4+1/4)(51+1/17)
   = (4+1/3)(50+1/13)
   = (5+1/22)(43+1/111)
   = (6+1/37)(36+1/223)
   = (8+1/28)(27+1/225)
   = (8+1/3)(26+1/25)
   = (9+1/25)(24+1/226)
   = (12+1/19)(18+1/229)

218     (33 distinct solutions. )
   = (1+1/435)(217+1/2)
   = (3+1/145)(72+1/2)
   = (5+1/87)(43+1/2)
   = (7+1/249)(31+1/8)
   = (9+1/121)(24+1/5)
   = (1+1/326)(217+1/3)
   = (7+1/140)(31+1/9)
   = (8+1/68)(27+1/5)
   = (1+1/219)(217+1/110)
   = (1+1/109)(216+1/55)
   = (1+1/43)(213+1/22)
   = (1+1/21)(208+1/11)
   = (1+1/19)(207+1/10)
   = (1+1/9)(196+1/5)
   = (1+1/3)(163+1/2)
   = (3+1/37)(72+1/56)
   = (3+1/9)(70+1/14)
   = (3+1/5)(68+1/8)
   = (5+1/15)(43+1/38)
   = (7+1/33)(31+1/116)
   = (9+1/13)(24+1/59)
   = (1+1/218)(217+1/219)
   = (1+1/72)(215+1/73)
   = (1+1/2)(145+1/3)
   = (2+1/27)(107+1/55)
   = (2+1/5)(99+1/11)
   = (2+1/2)(87+1/5)
   = (3+1/4)(67+1/13)
   = (4+1/9)(53+1/37)
   = (7+1/32)(31+1/225)
   = (7+1/2)(29+1/15)
   = (8+1/14)(27+1/113)
   = (14+1/2)(15+1/29)

219     (42 distinct solutions. )
   = (1+1/437)(218+1/2)
   = (2+1/328)(109+1/3)
   = (7+1/125)(31+1/4)
   = (8+1/82)(27+1/3)
   = (1+1/291)(218+1/4)
   = (1+1/145)(217+1/2)
   = (2+1/182)(109+1/5)
   = (5+1/29)(43+1/2)
   = (7+1/52)(31+1/5)
   = (1+1/221)(218+1/74)
   = (1+1/110)(217+1/37)
   = (1+1/5)(182+1/2)
   = (2+1/112)(109+1/75)
   = (2+1/37)(108+1/25)
   = (2+1/22)(107+1/15)
   = (2+1/7)(102+1/5)
   = (2+1/4)(97+1/3)
   = (4+1/8)(53+1/11)
   = (4+1/5)(52+1/7)
   = (7+1/17)(31+1/40)
   = (7+1/2)(29+1/5)
   = (8+1/10)(27+1/27)
   = (1+1/219)(218+1/220)
   = (1+1/109)(217+1/110)
   = (1+1/54)(215+1/55)
   = (1+1/43)(214+1/44)
   = (1+1/21)(209+1/22)
   = (1+1/19)(208+1/20)
   = (1+1/10)(199+1/11)
   = (1+1/9)(197+1/10)
   = (1+1/4)(175+1/5)
   = (1+1/3)(164+1/4)
   = (2+1/110)(109+1/221)
   = (2+1/8)(103+1/17)
   = (2+1/6)(101+1/13)
   = (3+1/12)(71+1/37)
   = (5+1/11)(43+1/56)
   = (5+1/3)(41+1/16)
   = (6+1/4)(35+1/25)
   = (7+1/16)(31+1/113)
   = (9+1/2)(23+1/19)
   = (11+1/2)(19+1/23)

220     (70 distinct solutions. )
   = (1+1/439)(219+1/2)
   = (3+1/293)(73+1/4)
   = (1+1/329)(219+1/3)
   = (3+1/183)(73+1/5)
   = (7+1/47)(31+1/3)
   = (1+1/274)(219+1/5)
   = (2+1/82)(109+1/3)
   = (3+1/128)(73+1/7)
   = (1+1/263)(219+1/6)
   = (1+1/131)(218+1/3)
   = (1+1/87)(217+1/2)
   = (3+1/117)(73+1/8)
   = (3+1/29)(72+1/2)
   = (7+1/25)(31+1/4)
   = (1+1/241)(219+1/11)
   = (3+1/95)(73+1/13)
   = (5+1/13)(43+1/3)
   = (1+1/239)(219+1/12)
   = (1+1/119)(218+1/6)
   = (1+1/79)(217+1/4)
   = (1+1/59)(216+1/3)
   = (1+1/39)(214+1/2)
   = (3+1/93)(73+1/14)
   = (3+1/13)(71+1/2)
   = (7+1/17)(31+1/6)
   = (9+1/11)(24+1/5)
   = (13+1/3)(16+1/2)
   = (1+1/230)(219+1/21)
   = (1+1/76)(217+1/7)
   = (1+1/32)(213+1/3)
   = (2+1/60)(109+1/11)
   = (3+1/84)(73+1/23)
   = (4+1/8)(53+1/3)
   = (7+1/14)(31+1/9)
   = (1+1/229)(219+1/23)
   = (3+1/83)(73+1/25)
   = (1+1/224)(219+1/45)
   = (1+1/74)(217+1/15)
   = (1+1/44)(215+1/9)
   = (1+1/24)(211+1/5)
   = (1+1/14)(205+1/3)
   = (2+1/57)(109+1/23)
   = (3+1/78)(73+1/47)
   = (6+1/4)(35+1/5)
   = (7+1/12)(31+1/17)
   = (7+1/2)(29+1/3)
   = (8+1/8)(27+1/13)
   = (1+1/223)(219+1/56)
   = (1+1/111)(218+1/28)
   = (1+1/55)(216+1/14)
   = (1+1/31)(213+1/8)
   = (1+1/27)(212+1/7)
   = (1+1/15)(206+1/4)
   = (1+1/7)(192+1/2)
   = (3+1/77)(73+1/58)
   = (5+1/3)(41+1/4)
   = (9+1/7)(24+1/16)
   = (1+1/221)(219+1/111)
   = (1+1/73)(217+1/37)
   = (1+1/5)(183+1/3)
   = (3+1/75)(73+1/113)
   = (5+1/9)(43+1/23)
   = (7+1/11)(31+1/39)
   = (1+1/220)(219+1/221)
   = (1+1/16)(207+1/17)
   = (1+1/12)(203+1/13)
   = (2+1/55)(109+1/111)
   = (2+1/18)(107+1/37)
   = (3+1/74)(73+1/223)
   = (8+1/7)(27+1/57)

221     (61 distinct solutions. )
   = (1+1/441)(220+1/2)
   = (2+1/331)(110+1/3)
   = (3+1/147)(73+1/2)
   = (4+1/276)(55+1/5)
   = (5+1/265)(44+1/6)
   = (7+1/63)(31+1/2)
   = (9+1/49)(24+1/2)
   = (10+1/243)(22+1/11)
   = (11+1/241)(20+1/12)
   = (1+1/237)(220+1/14)
   = (1+1/118)(219+1/7)
   = (1+1/33)(214+1/2)
   = (2+1/127)(110+1/15)
   = (2+1/42)(109+1/5)
   = (2+1/25)(108+1/3)
   = (3+1/45)(73+1/8)
   = (3+1/11)(71+1/2)
   = (4+1/72)(55+1/17)
   = (5+1/61)(44+1/18)
   = (5+1/10)(43+1/3)
   = (7+1/12)(31+1/5)
   = (10+1/39)(22+1/23)
   = (11+1/37)(20+1/24)
   = (11+1/3)(19+1/2)
   = (12+1/7)(18+1/5)
   = (1+1/233)(220+1/18)
   = (1+1/116)(219+1/9)
   = (1+1/77)(218+1/6)
   = (1+1/38)(215+1/3)
   = (1+1/25)(212+1/2)
   = (2+1/123)(110+1/19)
   = (3+1/43)(73+1/10)
   = (3+1/17)(72+1/4)
   = (4+1/68)(55+1/21)
   = (5+1/57)(44+1/22)
   = (5+1/5)(42+1/2)
   = (7+1/11)(31+1/6)
   = (8+1/8)(27+1/5)
   = (10+1/35)(22+1/27)
   = (11+1/33)(20+1/28)
   = (1+1/221)(220+1/222)
   = (1+1/110)(219+1/111)
   = (1+1/73)(218+1/74)
   = (1+1/36)(215+1/37)
   = (1+1/5)(184+1/6)
   = (1+1/2)(147+1/3)
   = (2+1/111)(110+1/223)
   = (3+1/37)(73+1/112)
   = (3+1/9)(71+1/28)
   = (3+1/5)(69+1/16)
   = (3+1/2)(63+1/7)
   = (4+1/56)(55+1/225)
   = (4+1/11)(54+1/45)
   = (4+1/6)(53+1/25)
   = (4+1/2)(49+1/9)
   = (5+1/45)(44+1/226)
   = (7+1/8)(31+1/57)
   = (9+1/5)(24+1/46)
   = (10+1/23)(22+1/231)
   = (10+1/2)(21+1/21)
   = (11+1/21)(20+1/232)

222     (53 distinct solutions. )
   = (1+1/443)(221+1/2)
   = (5+1/133)(44+1/3)
   = (11+1/121)(20+1/6)
   = (13+1/239)(17+1/14)
   = (1+1/332)(221+1/3)
   = (4+1/83)(55+1/3)
   = (13+1/128)(17+1/15)
   = (1+1/295)(221+1/4)
   = (1+1/147)(220+1/2)
   = (3+1/49)(73+1/2)
   = (5+1/59)(44+1/4)
   = (7+1/21)(31+1/2)
   = (11+1/47)(20+1/7)
   = (13+1/91)(17+1/16)
   = (1+1/258)(221+1/7)
   = (4+1/46)(55+1/5)
   = (13+1/54)(17+1/19)
   = (1+1/227)(221+1/38)
   = (1+1/113)(220+1/19)
   = (1+1/11)(203+1/2)
   = (5+1/25)(44+1/21)
   = (5+1/7)(43+1/6)
   = (11+1/13)(20+1/24)
   = (13+1/23)(17+1/50)
   = (1+1/224)(221+1/75)
   = (1+1/74)(219+1/25)
   = (1+1/44)(217+1/15)
   = (1+1/14)(207+1/5)
   = (1+1/8)(197+1/3)
   = (2+1/28)(109+1/19)
   = (4+1/29)(55+1/39)
   = (4+1/2)(49+1/3)
   = (10+1/2)(21+1/7)
   = (13+1/20)(17+1/87)
   = (1+1/223)(221+1/112)
   = (1+1/111)(220+1/56)
   = (1+1/55)(218+1/28)
   = (1+1/31)(215+1/16)
   = (1+1/27)(214+1/14)
   = (1+1/15)(208+1/8)
   = (1+1/13)(206+1/7)
   = (1+1/7)(194+1/4)
   = (1+1/3)(166+1/2)
   = (3+1/25)(73+1/38)
   = (5+1/23)(44+1/58)
   = (11+1/11)(20+1/61)
   = (13+1/19)(17+1/124)
   = (1+1/222)(221+1/223)
   = (2+1/3)(95+1/7)
   = (3+1/8)(71+1/25)
   = (4+1/28)(55+1/113)
   = (6+1/3)(35+1/19)
   = (13+1/18)(17+1/235)

223     (30 distinct solutions. )
   = (1+1/445)(222+1/2)
   = (2+1/334)(111+1/3)
   = (3+1/297)(74+1/4)
   = (5+1/89)(44+1/2)
   = (6+1/260)(37+1/7)
   = (11+1/81)(20+1/4)
   = (13+1/120)(17+1/7)
   = (1+1/223)(222+1/224)
   = (1+1/111)(221+1/112)
   = (1+1/55)(219+1/56)
   = (1+1/31)(216+1/32)
   = (1+1/27)(215+1/28)
   = (1+1/15)(209+1/16)
   = (1+1/13)(207+1/14)
   = (1+1/7)(195+1/8)
   = (1+1/6)(191+1/7)
   = (1+1/3)(167+1/4)
   = (2+1/112)(111+1/225)
   = (2+1/37)(110+1/75)
   = (2+1/22)(109+1/45)
   = (2+1/12)(107+1/25)
   = (2+1/7)(104+1/15)
   = (2+1/4)(99+1/9)
   = (2+1/2)(89+1/5)
   = (3+1/75)(74+1/226)
   = (5+1/15)(44+1/76)
   = (6+1/38)(37+1/229)
   = (8+1/4)(27+1/33)
   = (11+1/7)(20+1/78)
   = (13+1/9)(17+1/118)

224     (53 distinct solutions. )
   = (1+1/447)(223+1/2)
   = (3+1/149)(74+1/2)
   = (11+1/61)(20+1/3)
   = (1+1/335)(223+1/3)
   = (13+1/43)(17+1/5)
   = (1+1/279)(223+1/5)
   = (1+1/255)(223+1/8)
   = (1+1/127)(222+1/4)
   = (1+1/63)(220+1/2)
   = (3+1/53)(74+1/5)
   = (3+1/21)(73+1/2)
   = (5+1/19)(44+1/3)
   = (7+1/9)(31+1/2)
   = (9+1/7)(24+1/2)
   = (1+1/251)(223+1/9)
   = (1+1/83)(221+1/3)
   = (13+1/15)(17+1/7)
   = (1+1/239)(223+1/15)
   = (1+1/79)(221+1/5)
   = (1+1/47)(219+1/3)
   = (13+1/11)(17+1/9)
   = (1+1/237)(223+1/17)
   = (1+1/231)(223+1/29)
   = (1+1/230)(223+1/33)
   = (1+1/76)(221+1/11)
   = (1+1/20)(213+1/3)
   = (2+1/59)(111+1/17)
   = (3+1/16)(73+1/7)
   = (4+1/5)(53+1/3)
   = (6+1/22)(37+1/19)
   = (10+1/2)(21+1/3)
   = (13+1/8)(17+1/15)
   = (1+1/227)(223+1/57)
   = (1+1/75)(221+1/19)
   = (1+1/11)(205+1/3)
   = (7+1/5)(31+1/9)
   = (13+1/7)(17+1/23)
   = (1+1/225)(223+1/113)
   = (3+1/15)(73+1/23)
   = (3+1/3)(67+1/5)
   = (5+1/5)(43+1/13)
   = (1+1/224)(223+1/225)
   = (1+1/74)(221+1/75)
   = (1+1/44)(219+1/45)
   = (1+1/24)(215+1/25)
   = (1+1/14)(209+1/15)
   = (1+1/8)(199+1/9)
   = (1+1/4)(179+1/5)
   = (1+1/2)(149+1/3)
   = (2+1/56)(111+1/113)
   = (4+1/14)(55+1/57)
   = (6+1/19)(37+1/115)
   = (13+1/6)(17+1/79)

225     (90 distinct solutions. )
   = (1+1/449)(224+1/2)
   = (2+1/337)(112+1/3)
   = (4+1/281)(56+1/5)
   = (7+1/257)(32+1/8)
   = (8+1/253)(28+1/9)
   = (14+1/241)(16+1/15)
   = (1+1/299)(224+1/4)
   = (1+1/149)(223+1/2)
   = (2+1/187)(112+1/5)
   = (4+1/131)(56+1/7)
   = (7+1/107)(32+1/10)
   = (8+1/103)(28+1/11)
   = (13+1/23)(17+1/4)
   = (14+1/91)(16+1/17)
   = (1+1/269)(224+1/6)
   = (1+1/134)(223+1/3)
   = (1+1/89)(222+1/2)
   = (2+1/157)(112+1/7)
   = (4+1/101)(56+1/9)
   = (7+1/77)(32+1/12)
   = (8+1/73)(28+1/13)
   = (14+1/61)(16+1/19)
   = (1+1/249)(224+1/10)
   = (1+1/124)(223+1/5)
   = (1+1/49)(220+1/2)
   = (2+1/137)(112+1/11)
   = (3+1/33)(74+1/4)
   = (4+1/81)(56+1/13)
   = (7+1/57)(32+1/16)
   = (7+1/7)(31+1/2)
   = (8+1/53)(28+1/17)
   = (11+1/9)(20+1/4)
   = (14+1/41)(16+1/23)
   = (1+1/239)(224+1/16)
   = (1+1/119)(223+1/8)
   = (1+1/59)(221+1/4)
   = (1+1/29)(217+1/2)
   = (2+1/127)(112+1/17)
   = (4+1/71)(56+1/19)
   = (7+1/47)(32+1/22)
   = (8+1/43)(28+1/23)
   = (13+1/8)(17+1/7)
   = (14+1/31)(16+1/29)
   = (1+1/233)(224+1/26)
   = (1+1/116)(223+1/13)
   = (1+1/17)(212+1/2)
   = (2+1/121)(112+1/27)
   = (2+1/40)(111+1/9)
   = (2+1/13)(108+1/3)
   = (4+1/65)(56+1/29)
   = (7+1/41)(32+1/32)
   = (7+1/5)(31+1/4)
   = (8+1/37)(28+1/33)
   = (14+1/25)(16+1/39)
   = (1+1/229)(224+1/46)
   = (1+1/114)(223+1/23)
   = (1+1/9)(202+1/2)
   = (2+1/117)(112+1/47)
   = (3+1/13)(73+1/8)
   = (3+1/3)(67+1/2)
   = (4+1/61)(56+1/49)
   = (6+1/14)(37+1/17)
   = (7+1/37)(32+1/52)
   = (8+1/33)(28+1/53)
   = (14+1/21)(16+1/59)
   = (1+1/227)(224+1/76)
   = (1+1/113)(223+1/38)
   = (1+1/56)(221+1/19)
   = (1+1/11)(206+1/4)
   = (1+1/5)(187+1/2)
   = (2+1/115)(112+1/77)
   = (2+1/16)(109+1/11)
   = (2+1/10)(107+1/7)
   = (4+1/59)(56+1/79)
   = (7+1/35)(32+1/82)
   = (8+1/31)(28+1/83)
   = (10+1/5)(22+1/17)
   = (13+1/5)(17+1/22)
   = (14+1/19)(16+1/89)
   = (1+1/225)(224+1/226)
   = (1+1/112)(223+1/113)
   = (2+1/113)(112+1/227)
   = (3+1/25)(74+1/76)
   = (3+1/6)(71+1/19)
   = (4+1/57)(56+1/229)
   = (5+1/9)(44+1/46)
   = (7+1/33)(32+1/232)
   = (7+1/4)(31+1/29)
   = (8+1/29)(28+1/233)
   = (14+1/17)(16+1/239)

226     (33 distinct solutions. )
   = (1+1/451)(225+1/2)
   = (3+1/301)(75+1/4)
   = (5+1/271)(45+1/6)
   = (7+1/129)(32+1/4)
   = (9+1/251)(25+1/10)
   = (11+1/41)(20+1/2)
   = (15+1/241)(15+1/16)
   = (1+1/338)(225+1/3)
   = (3+1/188)(75+1/5)
   = (5+1/158)(45+1/7)
   = (9+1/138)(25+1/11)
   = (13+1/26)(17+1/3)
   = (15+1/128)(15+1/17)
   = (1+1/227)(225+1/114)
   = (1+1/113)(224+1/57)
   = (1+1/75)(223+1/38)
   = (1+1/37)(220+1/19)
   = (1+1/11)(207+1/6)
   = (1+1/5)(188+1/3)
   = (1+1/3)(169+1/2)
   = (3+1/77)(75+1/116)
   = (3+1/19)(74+1/29)
   = (5+1/47)(45+1/118)
   = (7+1/17)(32+1/60)
   = (9+1/27)(25+1/122)
   = (1+1/226)(225+1/227)
   = (2+1/28)(111+1/57)
   = (2+1/9)(107+1/19)
   = (3+1/76)(75+1/229)
   = (5+1/46)(45+1/231)
   = (5+1/4)(43+1/21)
   = (5+1/2)(41+1/11)
   = (9+1/26)(25+1/235)

227     (30 distinct solutions. )
   = (1+1/453)(226+1/2)
   = (2+1/340)(113+1/3)
   = (3+1/151)(75+1/2)
   = (5+1/136)(45+1/3)
   = (8+1/85)(28+1/3)
   = (9+1/126)(25+1/5)
   = (14+1/81)(16+1/5)
   = (15+1/121)(15+1/8)
   = (1+1/227)(226+1/228)
   = (1+1/113)(225+1/114)
   = (1+1/75)(224+1/76)
   = (1+1/56)(223+1/57)
   = (1+1/37)(221+1/38)
   = (1+1/18)(215+1/19)
   = (1+1/11)(208+1/12)
   = (1+1/5)(189+1/6)
   = (1+1/3)(170+1/4)
   = (1+1/2)(151+1/3)
   = (2+1/114)(113+1/229)
   = (3+1/38)(75+1/115)
   = (3+1/15)(74+1/46)
   = (3+1/3)(68+1/10)
   = (4+1/19)(56+1/77)
   = (4+1/8)(55+1/33)
   = (4+1/5)(54+1/21)
   = (5+1/23)(45+1/116)
   = (7+1/11)(32+1/78)
   = (9+1/13)(25+1/118)
   = (11+1/3)(20+1/34)
   = (13+1/3)(17+1/40)

228     (50 distinct solutions. )
   = (1+1/455)(227+1/2)
   = (5+1/91)(45+1/2)
   = (7+1/65)(32+1/2)
   = (13+1/35)(17+1/2)
   = (1+1/341)(227+1/3)
   = (1+1/303)(227+1/4)
   = (1+1/151)(226+1/2)
   = (1+1/284)(227+1/5)
   = (2+1/85)(113+1/3)
   = (5+1/34)(45+1/3)
   = (1+1/265)(227+1/7)
   = (9+1/21)(25+1/5)
   = (1+1/246)(227+1/13)
   = (2+1/66)(113+1/7)
   = (1+1/239)(227+1/20)
   = (1+1/119)(226+1/10)
   = (1+1/59)(224+1/5)
   = (1+1/47)(223+1/4)
   = (1+1/23)(218+1/2)
   = (5+1/19)(45+1/8)
   = (5+1/7)(44+1/3)
   = (1+1/233)(227+1/39)
   = (1+1/77)(225+1/13)
   = (1+1/17)(215+1/3)
   = (1+1/231)(227+1/58)
   = (1+1/115)(226+1/29)
   = (1+1/7)(199+1/2)
   = (3+1/13)(74+1/10)
   = (3+1/5)(71+1/4)
   = (7+1/9)(32+1/16)
   = (13+1/3)(17+1/10)
   = (1+1/230)(227+1/77)
   = (1+1/32)(221+1/11)
   = (1+1/20)(217+1/7)
   = (2+1/58)(113+1/39)
   = (2+1/19)(111+1/13)
   = (2+1/4)(101+1/3)
   = (5+1/16)(45+1/27)
   = (1+1/229)(227+1/115)
   = (1+1/45)(223+1/23)
   = (1+1/9)(205+1/5)
   = (7+1/3)(31+1/11)
   = (9+1/9)(25+1/41)
   = (1+1/228)(227+1/229)
   = (2+1/57)(113+1/115)
   = (2+1/11)(109+1/23)
   = (2+1/2)(91+1/5)
   = (3+1/2)(65+1/7)
   = (4+1/7)(55+1/29)
   = (6+1/2)(35+1/13)

229     (26 distinct solutions. )
   = (1+1/457)(228+1/2)
   = (2+1/343)(114+1/3)
   = (3+1/305)(76+1/4)
   = (4+1/286)(57+1/5)
   = (6+1/267)(38+1/7)
   = (12+1/248)(19+1/13)
   = (14+1/49)(16+1/3)
   = (15+1/61)(15+1/4)
   = (1+1/229)(228+1/230)
   = (1+1/114)(227+1/115)
   = (1+1/45)(224+1/46)
   = (1+1/22)(219+1/23)
   = (1+1/9)(206+1/10)
   = (1+1/4)(183+1/5)
   = (2+1/115)(114+1/231)
   = (2+1/38)(113+1/77)
   = (2+1/16)(111+1/33)
   = (2+1/10)(109+1/21)
   = (2+1/5)(104+1/11)
   = (2+1/3)(98+1/7)
   = (3+1/77)(76+1/232)
   = (3+1/19)(75+1/58)
   = (4+1/58)(57+1/233)
   = (5+1/5)(44+1/26)
   = (6+1/39)(38+1/235)
   = (12+1/20)(19+1/241)

230     (53 distinct solutions. )
   = (1+1/459)(229+1/2)
   = (3+1/153)(76+1/2)
   = (9+1/51)(25+1/2)
   = (1+1/344)(229+1/3)
   = (4+1/86)(57+1/3)
   = (12+1/67)(19+1/7)
   = (1+1/275)(229+1/6)
   = (1+1/137)(228+1/3)
   = (1+1/91)(227+1/2)
   = (3+1/61)(76+1/4)
   = (7+1/13)(32+1/2)
   = (13+1/7)(17+1/2)
   = (1+1/252)(229+1/11)
   = (2+1/34)(113+1/3)
   = (4+1/40)(57+1/7)
   = (12+1/21)(19+1/11)
   = (1+1/239)(229+1/24)
   = (1+1/119)(228+1/12)
   = (1+1/79)(227+1/8)
   = (1+1/59)(226+1/6)
   = (1+1/39)(224+1/4)
   = (1+1/29)(222+1/3)
   = (1+1/19)(218+1/2)
   = (3+1/43)(76+1/13)
   = (7+1/7)(32+1/5)
   = (13+1/3)(17+1/4)
   = (1+1/234)(229+1/47)
   = (2+1/7)(107+1/3)
   = (4+1/31)(57+1/25)
   = (4+1/6)(55+1/5)
   = (9+1/6)(25+1/11)
   = (12+1/12)(19+1/29)
   = (1+1/231)(229+1/116)
   = (1+1/115)(228+1/58)
   = (1+1/57)(226+1/29)
   = (1+1/7)(201+1/4)
   = (1+1/3)(172+1/2)
   = (3+1/39)(76+1/59)
   = (5+1/3)(43+1/8)
   = (1+1/230)(229+1/231)
   = (1+1/76)(227+1/77)
   = (1+1/32)(223+1/33)
   = (1+1/20)(219+1/21)
   = (1+1/10)(209+1/11)
   = (1+1/6)(197+1/7)
   = (1+1/2)(153+1/3)
   = (2+1/14)(111+1/29)
   = (4+1/29)(57+1/117)
   = (4+1/3)(53+1/13)
   = (4+1/2)(51+1/9)
   = (8+1/2)(27+1/17)
   = (12+1/10)(19+1/121)
   = (13+1/2)(17+1/27)

231     (77 distinct solutions. )
   = (1+1/461)(230+1/2)
   = (2+1/346)(115+1/3)
   = (5+1/277)(46+1/6)
   = (10+1/254)(23+1/11)
   = (1+1/307)(230+1/4)
   = (1+1/153)(229+1/2)
   = (2+1/192)(115+1/5)
   = (3+1/51)(76+1/2)
   = (5+1/123)(46+1/8)
   = (9+1/17)(25+1/2)
   = (10+1/100)(23+1/13)
   = (12+1/32)(19+1/5)
   = (1+1/263)(230+1/8)
   = (1+1/131)(229+1/4)
   = (1+1/65)(227+1/2)
   = (2+1/148)(115+1/9)
   = (2+1/49)(114+1/3)
   = (5+1/79)(46+1/12)
   = (5+1/13)(45+1/2)
   = (10+1/56)(23+1/17)
   = (13+1/5)(17+1/2)
   = (14+1/7)(16+1/3)
   = (1+1/251)(230+1/12)
   = (1+1/125)(229+1/6)
   = (1+1/83)(228+1/4)
   = (1+1/62)(227+1/3)
   = (1+1/41)(225+1/2)
   = (2+1/136)(115+1/13)
   = (4+1/26)(57+1/5)
   = (5+1/67)(46+1/16)
   = (10+1/44)(23+1/21)
   = (1+1/241)(230+1/22)
   = (1+1/120)(229+1/11)
   = (1+1/21)(220+1/2)
   = (2+1/126)(115+1/23)
   = (3+1/29)(76+1/8)
   = (3+1/7)(73+1/2)
   = (5+1/57)(46+1/26)
   = (7+1/3)(31+1/2)
   = (9+1/6)(25+1/5)
   = (10+1/34)(23+1/31)
   = (12+1/10)(19+1/11)
   = (1+1/237)(230+1/34)
   = (1+1/118)(229+1/17)
   = (1+1/13)(214+1/2)
   = (2+1/122)(115+1/35)
   = (2+1/24)(113+1/7)
   = (2+1/17)(112+1/5)
   = (3+1/9)(74+1/4)
   = (5+1/53)(46+1/38)
   = (6+1/15)(38+1/13)
   = (10+1/30)(23+1/43)
   = (1+1/233)(230+1/78)
   = (1+1/116)(229+1/39)
   = (1+1/77)(228+1/26)
   = (1+1/38)(225+1/13)
   = (1+1/17)(218+1/6)
   = (1+1/8)(205+1/3)
   = (1+1/5)(192+1/2)
   = (2+1/118)(115+1/79)
   = (4+1/20)(57+1/27)
   = (4+1/2)(51+1/3)
   = (5+1/49)(46+1/82)
   = (7+1/5)(32+1/12)
   = (10+1/26)(23+1/87)
   = (13+1/2)(17+1/9)
   = (1+1/231)(230+1/232)
   = (1+1/115)(229+1/116)
   = (1+1/57)(227+1/58)
   = (1+1/28)(223+1/29)
   = (1+1/7)(202+1/8)
   = (1+1/3)(173+1/4)
   = (2+1/116)(115+1/233)
   = (3+1/4)(71+1/13)
   = (5+1/47)(46+1/236)
   = (6+1/13)(38+1/79)
   = (10+1/24)(23+1/241)

232     (59 distinct solutions. )
   = (1+1/463)(231+1/2)
   = (3+1/309)(77+1/4)
   = (5+1/139)(46+1/3)
   = (7+1/265)(33+1/8)
   = (11+1/253)(21+1/12)
   = (1+1/347)(231+1/3)
   = (3+1/193)(77+1/5)
   = (7+1/149)(33+1/9)
   = (11+1/137)(21+1/13)
   = (1+1/289)(231+1/5)
   = (3+1/135)(77+1/7)
   = (7+1/91)(33+1/11)
   = (11+1/79)(21+1/15)
   = (1+1/260)(231+1/9)
   = (1+1/86)(229+1/3)
   = (2+1/72)(115+1/5)
   = (3+1/106)(77+1/11)
   = (7+1/62)(33+1/15)
   = (10+1/26)(23+1/9)
   = (11+1/50)(21+1/19)
   = (12+1/12)(19+1/5)
   = (1+1/239)(231+1/30)
   = (1+1/119)(230+1/15)
   = (1+1/79)(229+1/10)
   = (1+1/47)(227+1/6)
   = (1+1/39)(226+1/5)
   = (1+1/23)(222+1/3)
   = (1+1/15)(217+1/2)
   = (3+1/85)(77+1/32)
   = (3+1/21)(76+1/8)
   = (3+1/5)(72+1/2)
   = (5+1/27)(46+1/17)
   = (5+1/3)(43+1/2)
   = (7+1/41)(33+1/36)
   = (11+1/29)(21+1/40)
   = (1+1/235)(231+1/59)
   = (3+1/81)(77+1/61)
   = (5+1/7)(45+1/9)
   = (7+1/37)(33+1/65)
   = (11+1/25)(21+1/69)
   = (1+1/233)(231+1/117)
   = (1+1/77)(229+1/39)
   = (1+1/25)(223+1/13)
   = (1+1/17)(219+1/9)
   = (1+1/5)(193+1/3)
   = (3+1/79)(77+1/119)
   = (3+1/11)(75+1/17)
   = (7+1/35)(33+1/123)
   = (11+1/23)(21+1/127)
   = (1+1/232)(231+1/233)
   = (2+1/58)(115+1/117)
   = (2+1/19)(113+1/39)
   = (2+1/6)(107+1/13)
   = (2+1/4)(103+1/9)
   = (3+1/78)(77+1/235)
   = (7+1/34)(33+1/239)
   = (10+1/12)(23+1/121)
   = (11+1/22)(21+1/243)
   = (12+1/5)(19+1/61)

233     (30 distinct solutions. )
   = (1+1/465)(232+1/2)
   = (2+1/349)(116+1/3)
   = (3+1/155)(77+1/2)
   = (4+1/291)(58+1/5)
   = (5+1/93)(46+1/2)
   = (7+1/133)(33+1/4)
   = (8+1/262)(29+1/9)
   = (11+1/127)(21+1/6)
   = (15+1/31)(15+1/2)
   = (1+1/233)(232+1/234)
   = (1+1/116)(231+1/117)
   = (1+1/77)(230+1/78)
   = (1+1/38)(227+1/39)
   = (1+1/25)(224+1/26)
   = (1+1/17)(220+1/18)
   = (1+1/12)(215+1/13)
   = (1+1/8)(207+1/9)
   = (1+1/5)(194+1/6)
   = (1+1/2)(155+1/3)
   = (2+1/117)(116+1/235)
   = (2+1/23)(114+1/47)
   = (2+1/2)(93+1/5)
   = (3+1/39)(77+1/118)
   = (4+1/59)(58+1/237)
   = (7+1/17)(33+1/120)
   = (7+1/2)(31+1/15)
   = (8+1/30)(29+1/241)
   = (10+1/8)(23+1/81)
   = (11+1/11)(21+1/122)
   = (12+1/4)(19+1/49)

234     (62 distinct solutions. )
   = (1+1/467)(233+1/2)
   = (11+1/85)(21+1/4)
   = (1+1/350)(233+1/3)
   = (7+1/50)(33+1/3)
   = (8+1/73)(29+1/5)
   = (10+1/35)(23+1/3)
   = (1+1/311)(233+1/4)
   = (1+1/155)(232+1/2)
   = (5+1/31)(46+1/2)
   = (1+1/272)(233+1/7)
   = (8+1/34)(29+1/7)
   = (1+1/259)(233+1/10)
   = (1+1/129)(232+1/5)
   = (1+1/51)(229+1/2)
   = (3+1/17)(76+1/2)
   = (1+1/251)(233+1/14)
   = (1+1/125)(232+1/7)
   = (1+1/35)(227+1/2)
   = (5+1/7)(45+1/2)
   = (7+1/5)(32+1/2)
   = (11+1/13)(21+1/8)
   = (1+1/246)(233+1/19)
   = (2+1/32)(115+1/5)
   = (3+1/30)(77+1/7)
   = (8+1/21)(29+1/13)
   = (10+1/9)(23+1/7)
   = (1+1/242)(233+1/27)
   = (1+1/80)(231+1/9)
   = (1+1/26)(225+1/3)
   = (2+1/31)(115+1/7)
   = (4+1/11)(57+1/5)
   = (7+1/14)(33+1/11)
   = (8+1/19)(29+1/17)
   = (10+1/8)(23+1/9)
   = (13+1/2)(17+1/3)
   = (1+1/239)(233+1/40)
   = (1+1/119)(232+1/20)
   = (1+1/59)(230+1/10)
   = (1+1/47)(229+1/8)
   = (1+1/29)(226+1/5)
   = (1+1/23)(224+1/4)
   = (1+1/11)(214+1/2)
   = (5+1/13)(46+1/11)
   = (1+1/236)(233+1/79)
   = (2+1/7)(109+1/5)
   = (7+1/2)(31+1/5)
   = (8+1/16)(29+1/43)
   = (1+1/235)(233+1/118)
   = (1+1/117)(232+1/59)
   = (1+1/3)(175+1/2)
   = (3+1/13)(76+1/20)
   = (3+1/5)(73+1/8)
   = (3+1/3)(70+1/5)
   = (9+1/3)(25+1/14)
   = (1+1/234)(233+1/235)
   = (1+1/46)(229+1/47)
   = (1+1/4)(187+1/5)
   = (2+1/29)(115+1/59)
   = (3+1/26)(77+1/79)
   = (4+1/4)(55+1/17)
   = (8+1/15)(29+1/121)
   = (10+1/6)(23+1/61)

235     (57 distinct solutions. )
   = (1+1/469)(234+1/2)
   = (2+1/352)(117+1/3)
   = (3+1/313)(78+1/4)
   = (6+1/274)(39+1/7)
   = (7+1/67)(33+1/2)
   = (8+1/88)(29+1/3)
   = (9+1/261)(26+1/10)
   = (11+1/64)(21+1/3)
   = (13+1/253)(18+1/14)
   = (1+1/281)(234+1/6)
   = (1+1/140)(233+1/3)
   = (1+1/93)(232+1/2)
   = (2+1/164)(117+1/7)
   = (3+1/125)(78+1/8)
   = (3+1/31)(77+1/2)
   = (4+1/35)(58+1/3)
   = (6+1/86)(39+1/11)
   = (7+1/20)(33+1/3)
   = (9+1/73)(26+1/14)
   = (10+1/14)(23+1/3)
   = (11+1/17)(21+1/4)
   = (13+1/65)(18+1/18)
   = (1+1/239)(234+1/48)
   = (1+1/119)(233+1/24)
   = (1+1/79)(232+1/16)
   = (1+1/59)(231+1/12)
   = (1+1/39)(229+1/8)
   = (1+1/29)(227+1/6)
   = (1+1/19)(223+1/4)
   = (1+1/14)(219+1/3)
   = (1+1/9)(211+1/2)
   = (2+1/122)(117+1/49)
   = (2+1/17)(114+1/7)
   = (3+1/83)(78+1/50)
   = (3+1/8)(75+1/5)
   = (3+1/3)(70+1/2)
   = (4+1/21)(58+1/17)
   = (6+1/44)(39+1/53)
   = (7+1/2)(31+1/3)
   = (8+1/3)(28+1/5)
   = (9+1/31)(26+1/56)
   = (13+1/23)(18+1/60)
   = (1+1/235)(234+1/236)
   = (1+1/117)(233+1/118)
   = (1+1/58)(231+1/59)
   = (1+1/3)(176+1/4)
   = (2+1/118)(117+1/237)
   = (2+1/39)(116+1/79)
   = (3+1/79)(78+1/238)
   = (3+1/11)(76+1/34)
   = (3+1/2)(67+1/7)
   = (5+1/3)(44+1/16)
   = (6+1/40)(39+1/241)
   = (7+1/3)(32+1/22)
   = (8+1/10)(29+1/81)
   = (9+1/27)(26+1/244)
   = (13+1/19)(18+1/248)

236     (45 distinct solutions. )
   = (1+1/471)(235+1/2)
   = (3+1/157)(78+1/2)
   = (5+1/283)(47+1/6)
   = (9+1/131)(26+1/5)
   = (13+1/127)(18+1/7)
   = (1+1/353)(235+1/3)
   = (5+1/165)(47+1/7)
   = (1+1/294)(235+1/5)
   = (2+1/88)(117+1/3)
   = (5+1/106)(47+1/9)
   = (6+1/49)(39+1/5)
   = (8+1/22)(29+1/3)
   = (11+1/16)(21+1/3)
   = (1+1/239)(235+1/60)
   = (1+1/119)(234+1/30)
   = (1+1/79)(233+1/20)
   = (1+1/59)(232+1/15)
   = (1+1/47)(231+1/12)
   = (1+1/39)(230+1/10)
   = (1+1/23)(226+1/6)
   = (1+1/19)(224+1/5)
   = (1+1/15)(221+1/4)
   = (1+1/11)(216+1/3)
   = (1+1/7)(206+1/2)
   = (3+1/41)(78+1/31)
   = (5+1/51)(47+1/64)
   = (5+1/3)(44+1/4)
   = (9+1/15)(26+1/34)
   = (11+1/5)(21+1/14)
   = (13+1/11)(18+1/36)
   = (1+1/237)(235+1/119)
   = (1+1/33)(229+1/17)
   = (1+1/13)(219+1/7)
   = (3+1/7)(75+1/11)
   = (5+1/49)(47+1/123)
   = (7+1/7)(33+1/25)
   = (1+1/236)(235+1/237)
   = (1+1/78)(233+1/79)
   = (1+1/2)(157+1/3)
   = (2+1/59)(117+1/119)
   = (2+1/8)(111+1/17)
   = (2+1/3)(101+1/7)
   = (5+1/48)(47+1/241)
   = (6+1/20)(39+1/121)
   = (10+1/4)(23+1/41)

237     (44 distinct solutions. )
   = (1+1/473)(236+1/2)
   = (2+1/355)(118+1/3)
   = (4+1/296)(59+1/5)
   = (5+1/142)(47+1/3)
   = (11+1/43)(21+1/2)
   = (1+1/315)(236+1/4)
   = (1+1/157)(235+1/2)
   = (2+1/197)(118+1/5)
   = (4+1/138)(59+1/7)
   = (5+1/63)(47+1/4)
   = (9+1/35)(26+1/4)
   = (1+1/239)(236+1/80)
   = (1+1/119)(235+1/40)
   = (1+1/59)(233+1/20)
   = (1+1/47)(232+1/16)
   = (1+1/29)(229+1/10)
   = (1+1/23)(227+1/8)
   = (1+1/14)(221+1/5)
   = (1+1/11)(217+1/4)
   = (1+1/5)(197+1/2)
   = (2+1/121)(118+1/81)
   = (2+1/40)(117+1/27)
   = (2+1/13)(114+1/9)
   = (2+1/4)(105+1/3)
   = (4+1/62)(59+1/83)
   = (5+1/25)(47+1/42)
   = (5+1/7)(46+1/12)
   = (5+1/4)(45+1/7)
   = (11+1/4)(21+1/15)
   = (1+1/237)(236+1/238)
   = (1+1/118)(235+1/119)
   = (1+1/33)(230+1/34)
   = (1+1/16)(223+1/17)
   = (1+1/13)(220+1/14)
   = (1+1/6)(203+1/7)
   = (2+1/119)(118+1/239)
   = (3+1/13)(77+1/40)
   = (3+1/5)(74+1/16)
   = (3+1/3)(71+1/10)
   = (4+1/60)(59+1/241)
   = (5+1/24)(47+1/121)
   = (5+1/2)(43+1/11)
   = (8+1/6)(29+1/49)
   = (9+1/9)(26+1/82)

238     (70 distinct solutions. )
   = (1+1/475)(237+1/2)
   = (3+1/317)(79+1/4)
   = (5+1/95)(47+1/2)
   = (1+1/356)(237+1/3)
   = (3+1/198)(79+1/5)
   = (4+1/89)(59+1/3)
   = (1+1/271)(237+1/8)
   = (1+1/135)(236+1/4)
   = (1+1/67)(234+1/2)
   = (3+1/113)(79+1/10)
   = (5+1/27)(47+1/4)
   = (9+1/15)(26+1/4)
   = (13+1/13)(18+1/5)
   = (1+1/254)(237+1/15)
   = (1+1/84)(235+1/5)
   = (1+1/50)(233+1/3)
   = (3+1/96)(79+1/17)
   = (4+1/38)(59+1/9)
   = (6+1/14)(39+1/5)
   = (10+1/5)(23+1/3)
   = (1+1/251)(237+1/18)
   = (1+1/125)(236+1/9)
   = (1+1/83)(235+1/6)
   = (1+1/41)(232+1/3)
   = (1+1/27)(229+1/2)
   = (3+1/93)(79+1/20)
   = (3+1/23)(78+1/5)
   = (3+1/9)(76+1/2)
   = (9+1/3)(25+1/2)
   = (11+1/5)(21+1/4)
   = (1+1/244)(237+1/35)
   = (1+1/48)(233+1/7)
   = (1+1/34)(231+1/5)
   = (2+1/31)(117+1/9)
   = (2+1/10)(113+1/3)
   = (3+1/86)(79+1/37)
   = (4+1/33)(59+1/19)
   = (5+1/18)(47+1/13)
   = (5+1/4)(45+1/3)
   = (8+1/6)(29+1/7)
   = (1+1/239)(237+1/120)
   = (1+1/119)(236+1/60)
   = (1+1/79)(235+1/40)
   = (1+1/59)(234+1/30)
   = (1+1/47)(233+1/24)
   = (1+1/39)(232+1/20)
   = (1+1/29)(230+1/15)
   = (1+1/23)(228+1/12)
   = (1+1/19)(226+1/10)
   = (1+1/15)(223+1/8)
   = (1+1/11)(218+1/6)
   = (1+1/9)(214+1/5)
   = (1+1/7)(208+1/4)
   = (1+1/5)(198+1/3)
   = (1+1/3)(178+1/2)
   = (3+1/81)(79+1/122)
   = (7+1/5)(33+1/18)
   = (9+1/7)(26+1/32)
   = (13+1/5)(18+1/33)
   = (1+1/238)(237+1/239)
   = (2+1/7)(111+1/15)
   = (2+1/2)(95+1/5)
   = (3+1/80)(79+1/241)
   = (4+1/30)(59+1/121)
   = (5+1/16)(47+1/81)
   = (6+1/10)(39+1/61)
   = (8+1/5)(29+1/41)
   = (9+1/2)(25+1/19)
   = (10+1/3)(23+1/31)
   = (12+1/2)(19+1/25)

239     (33 distinct solutions. )
   = (1+1/477)(238+1/2)
   = (2+1/358)(119+1/3)
   = (3+1/159)(79+1/2)
   = (7+1/273)(34+1/8)
   = (9+1/53)(26+1/2)
   = (14+1/256)(17+1/15)
   = (1+1/239)(238+1/240)
   = (1+1/119)(237+1/120)
   = (1+1/79)(236+1/80)
   = (1+1/59)(235+1/60)
   = (1+1/47)(234+1/48)
   = (1+1/39)(233+1/40)
   = (1+1/29)(231+1/30)
   = (1+1/23)(229+1/24)
   = (1+1/19)(227+1/20)
   = (1+1/15)(224+1/16)
   = (1+1/14)(223+1/15)
   = (1+1/11)(219+1/12)
   = (1+1/9)(215+1/10)
   = (1+1/7)(209+1/8)
   = (1+1/5)(199+1/6)
   = (1+1/4)(191+1/5)
   = (1+1/3)(179+1/4)
   = (1+1/2)(159+1/3)
   = (2+1/120)(119+1/241)
   = (3+1/40)(79+1/121)
   = (3+1/7)(76+1/22)
   = (4+1/20)(59+1/81)
   = (4+1/2)(53+1/9)
   = (5+1/12)(47+1/61)
   = (6+1/8)(39+1/49)
   = (7+1/35)(34+1/246)
   = (14+1/18)(17+1/253)

240     (69 distinct solutions. )
   = (1+1/479)(239+1/2)
   = (7+1/137)(34+1/4)
   = (1+1/359)(239+1/3)
   = (1+1/319)(239+1/4)
   = (1+1/159)(238+1/2)
   = (3+1/53)(79+1/2)
   = (7+1/57)(34+1/5)
   = (1+1/299)(239+1/5)
   = (1+1/287)(239+1/6)
   = (1+1/143)(238+1/3)
   = (1+1/95)(237+1/2)
   = (5+1/19)(47+1/2)
   = (7+1/41)(34+1/6)
   = (13+1/11)(18+1/3)
   = (1+1/279)(239+1/7)
   = (1+1/269)(239+1/9)
   = (1+1/89)(237+1/3)
   = (1+1/263)(239+1/11)
   = (1+1/259)(239+1/13)
   = (3+1/33)(79+1/5)
   = (1+1/255)(239+1/16)
   = (1+1/127)(238+1/8)
   = (1+1/63)(236+1/4)
   = (1+1/31)(232+1/2)
   = (7+1/25)(34+1/11)
   = (9+1/7)(26+1/4)
   = (1+1/254)(239+1/17)
   = (2+1/67)(119+1/9)
   = (2+1/22)(117+1/3)
   = (11+1/4)(21+1/3)
   = (14+1/16)(17+1/15)
   = (1+1/251)(239+1/21)
   = (1+1/83)(237+1/7)
   = (1+1/35)(233+1/3)
   = (7+1/5)(33+1/3)
   = (1+1/249)(239+1/25)
   = (1+1/49)(235+1/5)
   = (1+1/247)(239+1/31)
   = (3+1/29)(79+1/11)
   = (5+1/11)(47+1/7)
   = (1+1/245)(239+1/41)
   = (1+1/244)(239+1/49)
   = (1+1/34)(233+1/7)
   = (2+1/62)(119+1/25)
   = (2+1/12)(115+1/5)
   = (3+1/28)(79+1/17)
   = (4+1/16)(59+1/13)
   = (12+1/2)(19+1/5)
   = (14+1/11)(17+1/31)
   = (1+1/243)(239+1/61)
   = (3+1/9)(77+1/7)
   = (1+1/242)(239+1/81)
   = (1+1/80)(237+1/27)
   = (1+1/26)(231+1/9)
   = (1+1/8)(213+1/3)
   = (2+1/61)(119+1/41)
   = (4+1/5)(57+1/7)
   = (4+1/2)(53+1/3)
   = (5+1/10)(47+1/17)
   = (8+1/4)(29+1/11)
   = (14+1/10)(17+1/47)
   = (1+1/241)(239+1/121)
   = (1+1/21)(229+1/11)
   = (3+1/27)(79+1/41)
   = (1+1/240)(239+1/241)
   = (2+1/60)(119+1/121)
   = (2+1/5)(109+1/11)
   = (4+1/15)(59+1/61)
   = (14+1/9)(17+1/127)

241     (34 distinct solutions. )
   = (1+1/481)(240+1/2)
   = (2+1/361)(120+1/3)
   = (3+1/321)(80+1/4)
   = (4+1/301)(60+1/5)
   = (5+1/289)(48+1/6)
   = (6+1/281)(40+1/7)
   = (8+1/271)(30+1/9)
   = (10+1/265)(24+1/11)
   = (12+1/261)(20+1/13)
   = (13+1/37)(18+1/2)
   = (14+1/86)(17+1/5)
   = (15+1/257)(16+1/16)
   = (1+1/241)(240+1/242)
   = (1+1/120)(239+1/121)
   = (1+1/21)(230+1/22)
   = (1+1/10)(219+1/11)
   = (2+1/121)(120+1/243)
   = (2+1/40)(119+1/81)
   = (2+1/13)(116+1/27)
   = (2+1/4)(107+1/9)
   = (3+1/81)(80+1/244)
   = (3+1/20)(79+1/61)
   = (4+1/61)(60+1/245)
   = (4+1/12)(59+1/49)
   = (5+1/49)(48+1/246)
   = (5+1/8)(47+1/41)
   = (6+1/41)(40+1/247)
   = (6+1/3)(38+1/19)
   = (6+1/2)(37+1/13)
   = (8+1/31)(30+1/249)
   = (10+1/25)(24+1/251)
   = (12+1/21)(20+1/253)
   = (14+1/6)(17+1/85)
   = (15+1/17)(16+1/256)

242     (41 distinct solutions. )
   = (1+1/483)(241+1/2)
   = (3+1/161)(80+1/2)
   = (5+1/145)(48+1/3)
   = (7+1/69)(34+1/2)
   = (15+1/129)(16+1/8)
   = (1+1/362)(241+1/3)
   = (1+1/263)(241+1/12)
   = (1+1/131)(240+1/6)
   = (1+1/87)(239+1/4)
   = (1+1/65)(238+1/3)
   = (1+1/43)(236+1/2)
   = (3+1/51)(80+1/7)
   = (5+1/35)(48+1/8)
   = (13+1/5)(18+1/3)
   = (15+1/19)(16+1/13)
   = (1+1/252)(241+1/23)
   = (2+1/16)(117+1/3)
   = (3+1/18)(79+1/5)
   = (8+1/4)(29+1/3)
   = (14+1/7)(17+1/9)
   = (1+1/243)(241+1/122)
   = (1+1/121)(240+1/61)
   = (1+1/3)(181+1/2)
   = (3+1/41)(80+1/62)
   = (5+1/25)(48+1/63)
   = (5+1/7)(47+1/18)
   = (7+1/9)(34+1/32)
   = (15+1/9)(16+1/68)
   = (1+1/242)(241+1/243)
   = (1+1/80)(239+1/81)
   = (1+1/26)(233+1/27)
   = (1+1/8)(215+1/9)
   = (1+1/2)(161+1/3)
   = (2+1/30)(119+1/61)
   = (3+1/16)(79+1/49)
   = (3+1/2)(69+1/7)
   = (4+1/10)(59+1/41)
   = (6+1/5)(39+1/31)
   = (8+1/3)(29+1/25)
   = (10+1/2)(23+1/21)
   = (11+1/2)(21+1/23)

243     (47 distinct solutions. )
   = (1+1/485)(242+1/2)
   = (2+1/364)(121+1/3)
   = (5+1/97)(48+1/2)
   = (8+1/91)(30+1/3)
   = (11+1/265)(22+1/12)
   = (14+1/52)(17+1/3)
   = (1+1/323)(242+1/4)
   = (1+1/161)(241+1/2)
   = (2+1/202)(121+1/5)
   = (7+1/23)(34+1/2)
   = (11+1/103)(22+1/14)
   = (1+1/269)(242+1/10)
   = (1+1/134)(241+1/5)
   = (1+1/53)(238+1/2)
   = (2+1/148)(121+1/11)
   = (11+1/49)(22+1/20)
   = (1+1/251)(242+1/28)
   = (1+1/125)(241+1/14)
   = (1+1/62)(239+1/7)
   = (1+1/35)(236+1/4)
   = (1+1/17)(229+1/2)
   = (2+1/130)(121+1/29)
   = (5+1/7)(47+1/4)
   = (11+1/31)(22+1/38)
   = (1+1/245)(242+1/82)
   = (1+1/122)(241+1/41)
   = (1+1/5)(202+1/2)
   = (2+1/124)(121+1/83)
   = (10+1/2)(23+1/7)
   = (11+1/25)(22+1/92)
   = (14+1/4)(17+1/19)
   = (1+1/243)(242+1/244)
   = (1+1/121)(241+1/122)
   = (1+1/60)(239+1/61)
   = (1+1/3)(182+1/4)
   = (2+1/122)(121+1/245)
   = (2+1/24)(119+1/49)
   = (2+1/17)(118+1/35)
   = (2+1/3)(104+1/7)
   = (2+1/2)(97+1/5)
   = (3+1/27)(80+1/82)
   = (4+1/3)(56+1/13)
   = (5+1/6)(47+1/31)
   = (7+1/7)(34+1/50)
   = (9+1/3)(26+1/28)
   = (11+1/23)(22+1/254)
   = (12+1/7)(20+1/85)

244     (42 distinct solutions. )
   = (1+1/487)(243+1/2)
   = (3+1/325)(81+1/4)
   = (9+1/271)(27+1/10)
   = (11+1/133)(22+1/6)
   = (15+1/65)(16+1/4)
   = (1+1/365)(243+1/3)
   = (3+1/203)(81+1/5)
   = (9+1/149)(27+1/11)
   = (1+1/304)(243+1/5)
   = (2+1/91)(121+1/3)
   = (3+1/142)(81+1/7)
   = (9+1/88)(27+1/13)
   = (14+1/13)(17+1/3)
   = (1+1/247)(243+1/62)
   = (1+1/123)(242+1/31)
   = (1+1/7)(213+1/2)
   = (3+1/85)(81+1/64)
   = (3+1/21)(80+1/16)
   = (3+1/5)(76+1/4)
   = (9+1/31)(27+1/70)
   = (9+1/3)(26+1/7)
   = (11+1/13)(22+1/36)
   = (15+1/5)(16+1/19)
   = (1+1/245)(243+1/123)
   = (1+1/81)(241+1/41)
   = (1+1/5)(203+1/3)
   = (3+1/83)(81+1/125)
   = (3+1/3)(73+1/5)
   = (9+1/29)(27+1/131)
   = (1+1/244)(243+1/245)
   = (1+1/48)(239+1/49)
   = (1+1/34)(237+1/35)
   = (1+1/6)(209+1/7)
   = (1+1/4)(195+1/5)
   = (2+1/61)(121+1/123)
   = (2+1/20)(119+1/41)
   = (3+1/82)(81+1/247)
   = (3+1/6)(77+1/19)
   = (3+1/4)(75+1/13)
   = (6+1/4)(39+1/25)
   = (9+1/28)(27+1/253)
   = (14+1/3)(17+1/43)

245     (71 distinct solutions. )
   = (1+1/489)(244+1/2)
   = (2+1/367)(122+1/3)
   = (3+1/163)(81+1/2)
   = (4+1/306)(61+1/5)
   = (9+1/136)(27+1/5)
   = (11+1/89)(22+1/4)
   = (1+1/293)(244+1/6)
   = (1+1/146)(243+1/3)
   = (1+1/97)(242+1/2)
   = (2+1/171)(122+1/7)
   = (3+1/65)(81+1/4)
   = (4+1/110)(61+1/9)
   = (9+1/38)(27+1/7)
   = (15+1/13)(16+1/4)
   = (1+1/279)(244+1/8)
   = (1+1/139)(243+1/4)
   = (1+1/69)(241+1/2)
   = (2+1/157)(122+1/9)
   = (2+1/52)(121+1/3)
   = (3+1/58)(81+1/5)
   = (3+1/23)(80+1/2)
   = (4+1/96)(61+1/11)
   = (8+1/13)(30+1/3)
   = (9+1/31)(27+1/8)
   = (11+1/19)(22+1/6)
   = (1+1/251)(244+1/36)
   = (1+1/125)(243+1/18)
   = (1+1/83)(242+1/12)
   = (1+1/62)(241+1/9)
   = (1+1/41)(239+1/6)
   = (1+1/27)(236+1/4)
   = (1+1/20)(233+1/3)
   = (1+1/13)(227+1/2)
   = (2+1/129)(122+1/37)
   = (3+1/44)(81+1/19)
   = (4+1/68)(61+1/39)
   = (4+1/5)(58+1/3)
   = (5+1/11)(48+1/8)
   = (9+1/17)(27+1/22)
   = (9+1/3)(26+1/4)
   = (10+1/2)(23+1/3)
   = (1+1/249)(244+1/50)
   = (1+1/124)(243+1/25)
   = (1+1/49)(240+1/10)
   = (1+1/24)(235+1/5)
   = (1+1/9)(220+1/2)
   = (2+1/127)(122+1/51)
   = (2+1/42)(121+1/17)
   = (2+1/7)(114+1/3)
   = (3+1/43)(81+1/26)
   = (3+1/3)(73+1/2)
   = (4+1/66)(61+1/53)
   = (6+1/9)(40+1/11)
   = (6+1/4)(39+1/5)
   = (9+1/16)(27+1/29)
   = (11+1/9)(22+1/20)
   = (1+1/245)(244+1/246)
   = (1+1/122)(243+1/123)
   = (1+1/81)(242+1/82)
   = (1+1/40)(239+1/41)
   = (1+1/5)(204+1/6)
   = (1+1/2)(163+1/3)
   = (2+1/123)(122+1/247)
   = (2+1/9)(116+1/19)
   = (2+1/6)(113+1/13)
   = (3+1/41)(81+1/124)
   = (3+1/10)(79+1/31)
   = (4+1/62)(61+1/249)
   = (7+1/5)(34+1/36)
   = (9+1/14)(27+1/127)
   = (10+1/5)(24+1/51)

246     (52 distinct solutions. )
   = (1+1/491)(245+1/2)
   = (5+1/295)(49+1/6)
   = (7+1/281)(35+1/8)
   = (11+1/67)(22+1/3)
   = (1+1/368)(245+1/3)
   = (4+1/92)(61+1/3)
   = (5+1/172)(49+1/7)
   = (7+1/158)(35+1/9)
   = (1+1/327)(245+1/4)
   = (1+1/163)(244+1/2)
   = (5+1/131)(49+1/8)
   = (7+1/117)(35+1/10)
   = (1+1/286)(245+1/7)
   = (4+1/51)(61+1/5)
   = (5+1/90)(49+1/11)
   = (7+1/76)(35+1/13)
   = (1+1/251)(245+1/42)
   = (1+1/125)(244+1/21)
   = (1+1/83)(243+1/14)
   = (1+1/41)(240+1/7)
   = (1+1/35)(239+1/6)
   = (1+1/17)(232+1/3)
   = (1+1/11)(225+1/2)
   = (5+1/55)(49+1/46)
   = (7+1/41)(35+1/48)
   = (7+1/5)(34+1/6)
   = (11+1/7)(22+1/13)
   = (1+1/248)(245+1/83)
   = (2+1/31)(121+1/21)
   = (2+1/10)(117+1/7)
   = (2+1/4)(109+1/3)
   = (4+1/32)(61+1/43)
   = (5+1/52)(49+1/87)
   = (7+1/38)(35+1/89)
   = (1+1/247)(245+1/124)
   = (1+1/123)(244+1/62)
   = (1+1/61)(242+1/31)
   = (1+1/7)(215+1/4)
   = (1+1/3)(184+1/2)
   = (3+1/9)(79+1/14)
   = (5+1/51)(49+1/128)
   = (5+1/3)(46+1/8)
   = (7+1/37)(35+1/130)
   = (15+1/3)(16+1/23)
   = (1+1/246)(245+1/247)
   = (1+1/18)(233+1/19)
   = (1+1/12)(227+1/13)
   = (2+1/15)(119+1/31)
   = (4+1/31)(61+1/125)
   = (4+1/6)(59+1/25)
   = (5+1/50)(49+1/251)
   = (7+1/36)(35+1/253)

247     (55 distinct solutions. )
   = (1+1/493)(246+1/2)
   = (2+1/370)(123+1/3)
   = (3+1/329)(82+1/4)
   = (5+1/148)(49+1/3)
   = (6+1/288)(41+1/7)
   = (7+1/141)(35+1/4)
   = (1+1/265)(246+1/14)
   = (1+1/132)(245+1/7)
   = (1+1/37)(240+1/2)
   = (2+1/142)(123+1/15)
   = (2+1/47)(122+1/5)
   = (2+1/28)(121+1/3)
   = (3+1/101)(82+1/16)
   = (3+1/25)(81+1/4)
   = (5+1/34)(49+1/9)
   = (6+1/60)(41+1/19)
   = (7+1/27)(35+1/10)
   = (8+1/7)(30+1/3)
   = (14+1/4)(17+1/3)
   = (15+1/5)(16+1/4)
   = (1+1/259)(246+1/20)
   = (1+1/129)(245+1/10)
   = (1+1/64)(243+1/5)
   = (1+1/51)(242+1/4)
   = (1+1/25)(237+1/2)
   = (2+1/136)(123+1/21)
   = (2+1/45)(122+1/7)
   = (2+1/19)(120+1/3)
   = (3+1/95)(82+1/22)
   = (5+1/31)(49+1/12)
   = (5+1/5)(47+1/2)
   = (6+1/54)(41+1/25)
   = (7+1/24)(35+1/13)
   = (9+1/10)(27+1/7)
   = (11+1/7)(22+1/6)
   = (1+1/247)(246+1/248)
   = (1+1/123)(245+1/124)
   = (1+1/61)(243+1/62)
   = (1+1/30)(239+1/31)
   = (1+1/7)(216+1/8)
   = (1+1/3)(185+1/4)
   = (2+1/124)(123+1/249)
   = (2+1/41)(122+1/83)
   = (3+1/83)(82+1/250)
   = (3+1/8)(79+1/25)
   = (3+1/3)(74+1/10)
   = (5+1/25)(49+1/126)
   = (5+1/7)(48+1/36)
   = (5+1/4)(47+1/21)
   = (6+1/42)(41+1/253)
   = (7+1/18)(35+1/127)
   = (8+1/2)(29+1/17)
   = (9+1/7)(27+1/64)
   = (12+1/3)(20+1/37)
   = (14+1/2)(17+1/29)

248     (58 distinct solutions. )
   = (1+1/495)(247+1/2)
   = (3+1/165)(82+1/2)
   = (5+1/99)(49+1/2)
   = (9+1/55)(27+1/2)
   = (11+1/45)(22+1/2)
   = (13+1/267)(19+1/14)
   = (15+1/33)(16+1/2)
   = (1+1/371)(247+1/3)
   = (7+1/53)(35+1/3)
   = (13+1/143)(19+1/15)
   = (1+1/309)(247+1/5)
   = (5+1/37)(49+1/3)
   = (13+1/81)(19+1/17)
   = (1+1/278)(247+1/9)
   = (1+1/92)(245+1/3)
   = (2+1/77)(123+1/5)
   = (4+1/23)(61+1/3)
   = (6+1/36)(41+1/7)
   = (7+1/22)(35+1/5)
   = (13+1/50)(19+1/21)
   = (1+1/255)(247+1/32)
   = (1+1/127)(246+1/16)
   = (1+1/63)(244+1/8)
   = (1+1/31)(240+1/4)
   = (1+1/15)(232+1/2)
   = (3+1/45)(82+1/17)
   = (3+1/5)(77+1/2)
   = (5+1/19)(49+1/12)
   = (5+1/3)(46+1/2)
   = (9+1/7)(27+1/8)
   = (11+1/5)(22+1/7)
   = (13+1/27)(19+1/44)
   = (1+1/251)(247+1/63)
   = (1+1/83)(245+1/21)
   = (1+1/35)(241+1/9)
   = (1+1/27)(239+1/7)
   = (1+1/11)(227+1/3)
   = (3+1/17)(81+1/13)
   = (7+1/13)(35+1/23)
   = (13+1/23)(19+1/75)
   = (1+1/249)(247+1/125)
   = (1+1/49)(243+1/25)
   = (1+1/9)(223+1/5)
   = (5+1/17)(49+1/43)
   = (13+1/21)(19+1/137)
   = (1+1/248)(247+1/249)
   = (1+1/82)(245+1/83)
   = (1+1/2)(165+1/3)
   = (2+1/62)(123+1/125)
   = (2+1/12)(119+1/25)
   = (2+1/2)(99+1/5)
   = (4+1/5)(59+1/21)
   = (4+1/2)(55+1/9)
   = (5+1/2)(45+1/11)
   = (6+1/21)(41+1/127)
   = (7+1/12)(35+1/85)
   = (7+1/2)(33+1/15)
   = (13+1/20)(19+1/261)

249     (50 distinct solutions. )
   = (1+1/497)(248+1/2)
   = (2+1/373)(124+1/3)
   = (4+1/311)(62+1/5)
   = (7+1/71)(35+1/2)
   = (8+1/280)(31+1/9)
   = (13+1/134)(19+1/7)
   = (1+1/331)(248+1/4)
   = (1+1/165)(247+1/2)
   = (2+1/207)(124+1/5)
   = (3+1/55)(82+1/2)
   = (4+1/145)(62+1/7)
   = (5+1/33)(49+1/2)
   = (8+1/114)(31+1/11)
   = (11+1/15)(22+1/2)
   = (13+1/51)(19+1/8)
   = (15+1/11)(16+1/2)
   = (1+1/251)(248+1/84)
   = (1+1/125)(247+1/42)
   = (1+1/83)(246+1/28)
   = (1+1/62)(245+1/21)
   = (1+1/41)(243+1/14)
   = (1+1/35)(242+1/12)
   = (1+1/20)(237+1/7)
   = (1+1/17)(235+1/6)
   = (1+1/11)(228+1/4)
   = (1+1/8)(221+1/3)
   = (1+1/5)(207+1/2)
   = (2+1/127)(124+1/85)
   = (2+1/25)(122+1/17)
   = (2+1/7)(116+1/5)
   = (4+1/65)(62+1/87)
   = (4+1/2)(55+1/3)
   = (5+1/13)(49+1/22)
   = (7+1/2)(33+1/5)
   = (8+1/34)(31+1/91)
   = (13+1/11)(19+1/48)
   = (1+1/249)(248+1/250)
   = (1+1/124)(247+1/125)
   = (1+1/49)(244+1/50)
   = (1+1/24)(239+1/25)
   = (1+1/9)(224+1/10)
   = (1+1/4)(199+1/5)
   = (2+1/125)(124+1/251)
   = (3+1/9)(80+1/28)
   = (3+1/2)(71+1/7)
   = (4+1/63)(62+1/253)
   = (6+1/14)(41+1/85)
   = (7+1/9)(35+1/64)
   = (8+1/32)(31+1/257)
   = (13+1/10)(19+1/131)

250     (60 distinct solutions. )
   = (1+1/499)(249+1/2)
   = (3+1/333)(83+1/4)
   = (1+1/374)(249+1/3)
   = (3+1/208)(83+1/5)
   = (8+1/78)(31+1/5)
   = (13+1/48)(19+1/5)
   = (1+1/299)(249+1/6)
   = (1+1/149)(248+1/3)
   = (1+1/99)(247+1/2)
   = (3+1/133)(83+1/8)
   = (3+1/33)(82+1/2)
   = (9+1/11)(27+1/2)
   = (11+1/9)(22+1/2)
   = (13+1/23)(19+1/6)
   = (1+1/274)(249+1/11)
   = (2+1/37)(123+1/3)
   = (3+1/108)(83+1/13)
   = (8+1/28)(31+1/9)
   = (1+1/259)(249+1/26)
   = (1+1/129)(248+1/13)
   = (1+1/19)(237+1/2)
   = (3+1/93)(83+1/28)
   = (3+1/23)(82+1/7)
   = (3+1/13)(81+1/4)
   = (1+1/254)(249+1/51)
   = (1+1/84)(247+1/17)
   = (1+1/14)(233+1/3)
   = (2+1/32)(123+1/13)
   = (3+1/88)(83+1/53)
   = (4+1/11)(61+1/9)
   = (7+1/2)(33+1/3)
   = (8+1/18)(31+1/29)
   = (13+1/8)(19+1/21)
   = (1+1/251)(249+1/126)
   = (1+1/125)(248+1/63)
   = (1+1/83)(247+1/42)
   = (1+1/41)(244+1/21)
   = (1+1/35)(243+1/18)
   = (1+1/27)(241+1/14)
   = (1+1/17)(236+1/9)
   = (1+1/13)(232+1/7)
   = (1+1/11)(229+1/6)
   = (1+1/5)(208+1/3)
   = (1+1/3)(187+1/2)
   = (3+1/85)(83+1/128)
   = (3+1/21)(82+1/32)
   = (3+1/5)(78+1/8)
   = (5+1/5)(48+1/13)
   = (7+1/3)(34+1/11)
   = (11+1/3)(22+1/17)
   = (13+1/7)(19+1/46)
   = (1+1/250)(249+1/251)
   = (2+1/31)(123+1/63)
   = (2+1/10)(119+1/21)
   = (2+1/4)(111+1/9)
   = (2+1/3)(107+1/7)
   = (3+1/84)(83+1/253)
   = (5+1/10)(49+1/51)
   = (8+1/16)(31+1/129)
   = (9+1/4)(27+1/37)

251     (33 distinct solutions. )
   = (1+1/501)(250+1/2)
   = (2+1/376)(125+1/3)
   = (3+1/167)(83+1/2)
   = (5+1/301)(50+1/6)
   = (8+1/94)(31+1/3)
   = (10+1/276)(25+1/11)
   = (1+1/251)(250+1/252)
   = (1+1/125)(249+1/126)
   = (1+1/83)(248+1/84)
   = (1+1/62)(247+1/63)
   = (1+1/41)(245+1/42)
   = (1+1/35)(244+1/36)
   = (1+1/27)(242+1/28)
   = (1+1/20)(239+1/21)
   = (1+1/17)(237+1/18)
   = (1+1/13)(233+1/14)
   = (1+1/11)(230+1/12)
   = (1+1/8)(223+1/9)
   = (1+1/6)(215+1/7)
   = (1+1/5)(209+1/6)
   = (1+1/3)(188+1/4)
   = (1+1/2)(167+1/3)
   = (2+1/126)(125+1/253)
   = (2+1/11)(120+1/23)
   = (2+1/5)(114+1/11)
   = (3+1/42)(83+1/127)
   = (4+1/21)(62+1/85)
   = (4+1/4)(59+1/17)
   = (5+1/51)(50+1/256)
   = (5+1/3)(47+1/16)
   = (7+1/6)(35+1/43)
   = (10+1/26)(25+1/261)
   = (13+1/5)(19+1/66)

252     (74 distinct solutions. )
   = (1+1/503)(251+1/2)
   = (5+1/151)(50+1/3)
   = (1+1/377)(251+1/3)
   = (13+1/29)(19+1/3)
   = (1+1/335)(251+1/4)
   = (1+1/167)(250+1/2)
   = (5+1/67)(50+1/4)
   = (1+1/314)(251+1/5)
   = (2+1/94)(125+1/3)
   = (10+1/44)(25+1/7)
   = (1+1/293)(251+1/7)
   = (1+1/287)(251+1/8)
   = (1+1/143)(250+1/4)
   = (1+1/71)(248+1/2)
   = (5+1/43)(50+1/6)
   = (13+1/11)(19+1/4)
   = (1+1/279)(251+1/10)
   = (1+1/139)(250+1/5)
   = (1+1/55)(247+1/2)
   = (3+1/37)(83+1/4)
   = (5+1/39)(50+1/7)
   = (5+1/11)(49+1/2)
   = (11+1/5)(22+1/2)
   = (1+1/272)(251+1/13)
   = (2+1/73)(125+1/7)
   = (8+1/13)(31+1/5)
   = (10+1/23)(25+1/11)
   = (13+1/8)(19+1/5)
   = (1+1/269)(251+1/15)
   = (1+1/89)(249+1/5)
   = (1+1/53)(247+1/3)
   = (1+1/265)(251+1/19)
   = (1+1/263)(251+1/22)
   = (1+1/131)(250+1/11)
   = (1+1/23)(241+1/2)
   = (5+1/31)(50+1/13)
   = (1+1/260)(251+1/29)
   = (2+1/67)(125+1/15)
   = (2+1/22)(123+1/5)
   = (2+1/13)(121+1/3)
   = (8+1/10)(31+1/9)
   = (10+1/17)(25+1/19)
   = (1+1/258)(251+1/37)
   = (2+1/66)(125+1/19)
   = (3+1/30)(83+1/13)
   = (6+1/8)(41+1/7)
   = (10+1/16)(25+1/23)
   = (1+1/257)(251+1/43)
   = (13+1/5)(19+1/11)
   = (1+1/255)(251+1/64)
   = (1+1/127)(250+1/32)
   = (1+1/63)(248+1/16)
   = (1+1/31)(244+1/8)
   = (1+1/15)(236+1/4)
   = (1+1/7)(220+1/2)
   = (3+1/29)(83+1/22)
   = (5+1/27)(50+1/34)
   = (5+1/3)(47+1/4)
   = (1+1/254)(251+1/85)
   = (1+1/50)(247+1/17)
   = (1+1/14)(235+1/5)
   = (2+1/64)(125+1/43)
   = (4+1/8)(61+1/11)
   = (10+1/14)(25+1/47)
   = (1+1/253)(251+1/127)
   = (1+1/252)(251+1/253)
   = (1+1/22)(241+1/23)
   = (1+1/10)(229+1/11)
   = (2+1/63)(125+1/127)
   = (3+1/28)(83+1/85)
   = (6+1/7)(41+1/43)
   = (8+1/8)(31+1/65)
   = (10+1/13)(25+1/131)
   = (13+1/4)(19+1/53)

253     (70 distinct solutions. )
   = (1+1/505)(252+1/2)
   = (2+1/379)(126+1/3)
   = (3+1/337)(84+1/4)
   = (4+1/316)(63+1/5)
   = (5+1/101)(50+1/2)
   = (6+1/295)(42+1/7)
   = (7+1/289)(36+1/8)
   = (9+1/281)(28+1/10)
   = (12+1/274)(21+1/13)
   = (14+1/271)(18+1/15)
   = (1+1/275)(252+1/12)
   = (1+1/137)(251+1/6)
   = (1+1/91)(250+1/4)
   = (1+1/68)(249+1/3)
   = (1+1/45)(247+1/2)
   = (2+1/149)(126+1/13)
   = (3+1/107)(84+1/14)
   = (3+1/15)(82+1/2)
   = (4+1/86)(63+1/15)
   = (4+1/17)(62+1/3)
   = (5+1/9)(49+1/2)
   = (6+1/65)(42+1/17)
   = (7+1/59)(36+1/18)
   = (9+1/51)(28+1/20)
   = (9+1/5)(27+1/2)
   = (10+1/16)(25+1/7)
   = (12+1/44)(21+1/23)
   = (13+1/7)(19+1/4)
   = (14+1/41)(18+1/25)
   = (15+1/3)(16+1/2)
   = (1+1/263)(252+1/24)
   = (1+1/131)(251+1/12)
   = (1+1/87)(250+1/8)
   = (1+1/65)(249+1/6)
   = (1+1/43)(247+1/4)
   = (1+1/32)(245+1/3)
   = (1+1/21)(241+1/2)
   = (2+1/137)(126+1/25)
   = (2+1/27)(124+1/5)
   = (3+1/95)(84+1/26)
   = (3+1/7)(80+1/2)
   = (4+1/74)(63+1/27)
   = (4+1/8)(61+1/3)
   = (6+1/53)(42+1/29)
   = (7+1/47)(36+1/30)
   = (7+1/3)(34+1/2)
   = (9+1/39)(28+1/32)
   = (10+1/12)(25+1/11)
   = (12+1/32)(21+1/35)
   = (13+1/5)(19+1/6)
   = (14+1/29)(18+1/37)
   = (1+1/253)(252+1/254)
   = (1+1/126)(251+1/127)
   = (2+1/127)(126+1/255)
   = (2+1/42)(125+1/85)
   = (2+1/25)(124+1/51)
   = (2+1/8)(119+1/17)
   = (2+1/7)(118+1/15)
   = (2+1/2)(101+1/5)
   = (3+1/85)(84+1/256)
   = (3+1/21)(83+1/64)
   = (3+1/5)(79+1/16)
   = (4+1/64)(63+1/257)
   = (5+1/17)(50+1/86)
   = (6+1/43)(42+1/259)
   = (6+1/6)(41+1/37)
   = (7+1/37)(36+1/260)
   = (9+1/29)(28+1/262)
   = (12+1/22)(21+1/265)
   = (14+1/19)(18+1/267)

254     (38 distinct solutions. )
   = (1+1/507)(253+1/2)
   = (3+1/169)(84+1/2)
   = (7+1/145)(36+1/4)
   = (9+1/141)(28+1/5)
   = (11+1/277)(23+1/12)
   = (13+1/39)(19+1/2)
   = (1+1/380)(253+1/3)
   = (4+1/95)(63+1/3)
   = (10+1/38)(25+1/3)
   = (11+1/150)(23+1/13)
   = (12+1/74)(21+1/7)
   = (1+1/255)(253+1/128)
   = (1+1/127)(252+1/64)
   = (1+1/63)(250+1/32)
   = (1+1/31)(246+1/16)
   = (1+1/15)(238+1/8)
   = (1+1/7)(222+1/4)
   = (1+1/3)(190+1/2)
   = (3+1/43)(84+1/65)
   = (3+1/17)(83+1/26)
   = (3+1/3)(76+1/5)
   = (5+1/13)(50+1/33)
   = (7+1/19)(36+1/67)
   = (9+1/15)(28+1/68)
   = (11+1/25)(23+1/138)
   = (13+1/3)(19+1/20)
   = (1+1/254)(253+1/255)
   = (1+1/84)(251+1/85)
   = (1+1/50)(249+1/51)
   = (1+1/16)(239+1/17)
   = (1+1/14)(237+1/15)
   = (1+1/4)(203+1/5)
   = (1+1/2)(169+1/3)
   = (4+1/32)(63+1/129)
   = (6+1/2)(39+1/13)
   = (7+1/4)(35+1/29)
   = (11+1/24)(23+1/265)
   = (12+1/11)(21+1/133)

255     (66 distinct solutions. )
   = (1+1/509)(254+1/2)
   = (2+1/382)(127+1/3)
   = (11+1/139)(23+1/6)
   = (14+1/91)(18+1/5)
   = (1+1/339)(254+1/4)
   = (1+1/169)(253+1/2)
   = (2+1/212)(127+1/5)
   = (11+1/54)(23+1/7)
   = (13+1/13)(19+1/2)
   = (1+1/305)(254+1/6)
   = (1+1/152)(253+1/3)
   = (1+1/101)(252+1/2)
   = (2+1/178)(127+1/7)
   = (4+1/38)(63+1/3)
   = (7+1/29)(36+1/4)
   = (11+1/37)(23+1/8)
   = (1+1/271)(254+1/16)
   = (1+1/135)(253+1/8)
   = (1+1/67)(251+1/4)
   = (1+1/33)(247+1/2)
   = (2+1/144)(127+1/17)
   = (3+1/11)(82+1/2)
   = (9+1/15)(28+1/8)
   = (11+1/20)(23+1/13)
   = (11+1/3)(22+1/2)
   = (1+1/269)(254+1/18)
   = (1+1/134)(253+1/9)
   = (1+1/89)(252+1/6)
   = (1+1/44)(249+1/3)
   = (1+1/29)(246+1/2)
   = (2+1/142)(127+1/19)
   = (4+1/26)(63+1/7)
   = (4+1/11)(62+1/3)
   = (7+1/17)(36+1/8)
   = (11+1/19)(23+1/14)
   = (1+1/259)(254+1/52)
   = (1+1/129)(253+1/26)
   = (1+1/64)(251+1/13)
   = (1+1/19)(242+1/4)
   = (1+1/9)(229+1/2)
   = (2+1/132)(127+1/53)
   = (3+1/3)(76+1/2)
   = (4+1/6)(61+1/5)
   = (9+1/11)(28+1/20)
   = (11+1/14)(23+1/31)
   = (13+1/3)(19+1/8)
   = (1+1/257)(254+1/86)
   = (1+1/128)(253+1/43)
   = (1+1/5)(212+1/2)
   = (2+1/130)(127+1/87)
   = (2+1/43)(126+1/29)
   = (2+1/4)(113+1/3)
   = (11+1/13)(23+1/48)
   = (14+1/7)(18+1/33)
   = (1+1/255)(254+1/256)
   = (1+1/127)(253+1/128)
   = (1+1/63)(251+1/64)
   = (1+1/31)(247+1/32)
   = (1+1/15)(239+1/16)
   = (1+1/7)(223+1/8)
   = (1+1/3)(191+1/4)
   = (2+1/128)(127+1/257)
   = (3+1/14)(83+1/43)
   = (4+1/9)(62+1/37)
   = (5+1/5)(49+1/26)
   = (11+1/12)(23+1/133)

256     (58 distinct solutions. )
   = (1+1/511)(255+1/2)
   = (3+1/341)(85+1/4)
   = (5+1/307)(51+1/6)
   = (7+1/73)(36+1/2)
   = (11+1/93)(23+1/4)
   = (15+1/273)(17+1/16)
   = (1+1/383)(255+1/3)
   = (3+1/213)(85+1/5)
   = (5+1/179)(51+1/7)
   = (15+1/145)(17+1/17)
   = (1+1/319)(255+1/5)
   = (3+1/149)(85+1/7)
   = (5+1/115)(51+1/9)
   = (11+1/29)(23+1/5)
   = (15+1/81)(17+1/19)
   = (1+1/287)(255+1/9)
   = (1+1/95)(253+1/3)
   = (3+1/117)(85+1/11)
   = (5+1/83)(51+1/13)
   = (15+1/49)(17+1/23)
   = (1+1/271)(255+1/17)
   = (3+1/101)(85+1/19)
   = (5+1/67)(51+1/21)
   = (11+1/13)(23+1/9)
   = (15+1/33)(17+1/31)
   = (1+1/263)(255+1/33)
   = (1+1/87)(253+1/11)
   = (1+1/23)(245+1/3)
   = (3+1/93)(85+1/35)
   = (3+1/13)(83+1/5)
   = (5+1/59)(51+1/37)
   = (13+1/3)(19+1/5)
   = (15+1/25)(17+1/47)
   = (1+1/259)(255+1/65)
   = (1+1/51)(251+1/13)
   = (1+1/19)(243+1/5)
   = (3+1/89)(85+1/67)
   = (5+1/55)(51+1/69)
   = (11+1/9)(23+1/25)
   = (15+1/21)(17+1/79)
   = (1+1/257)(255+1/129)
   = (1+1/85)(253+1/43)
   = (1+1/5)(213+1/3)
   = (3+1/87)(85+1/131)
   = (5+1/53)(51+1/133)
   = (15+1/19)(17+1/143)
   = (1+1/256)(255+1/257)
   = (2+1/64)(127+1/129)
   = (2+1/21)(125+1/43)
   = (3+1/86)(85+1/259)
   = (3+1/12)(83+1/37)
   = (3+1/2)(73+1/7)
   = (4+1/16)(63+1/65)
   = (4+1/3)(59+1/13)
   = (5+1/52)(51+1/261)
   = (8+1/4)(31+1/33)
   = (11+1/8)(23+1/89)
   = (15+1/18)(17+1/271)

257     (34 distinct solutions. )
   = (1+1/513)(256+1/2)
   = (2+1/385)(128+1/3)
   = (3+1/171)(85+1/2)
   = (4+1/321)(64+1/5)
   = (5+1/154)(51+1/3)
   = (8+1/289)(32+1/9)
   = (9+1/57)(28+1/2)
   = (11+1/70)(23+1/3)
   = (14+1/55)(18+1/3)
   = (15+1/137)(17+1/8)
   = (16+1/273)(16+1/17)
   = (1+1/257)(256+1/258)
   = (1+1/128)(255+1/129)
   = (1+1/85)(254+1/86)
   = (1+1/42)(251+1/43)
   = (1+1/5)(214+1/6)
   = (1+1/2)(171+1/3)
   = (2+1/129)(128+1/259)
   = (2+1/18)(125+1/37)
   = (2+1/3)(110+1/7)
   = (3+1/43)(85+1/130)
   = (3+1/17)(84+1/52)
   = (3+1/4)(79+1/13)
   = (3+1/3)(77+1/10)
   = (4+1/65)(64+1/261)
   = (4+1/7)(62+1/29)
   = (4+1/2)(57+1/9)
   = (5+1/26)(51+1/131)
   = (7+1/3)(35+1/22)
   = (8+1/33)(32+1/265)
   = (9+1/2)(27+1/19)
   = (11+1/6)(23+1/67)
   = (13+1/2)(19+1/27)
   = (15+1/9)(17+1/136)

258     (42 distinct solutions. )
   = (1+1/515)(257+1/2)
   = (5+1/103)(51+1/2)
   = (1+1/386)(257+1/3)
   = (1+1/343)(257+1/4)
   = (1+1/171)(256+1/2)
   = (3+1/57)(85+1/2)
   = (9+1/19)(28+1/2)
   = (1+1/300)(257+1/7)
   = (15+1/20)(17+1/7)
   = (1+1/263)(257+1/44)
   = (1+1/131)(256+1/22)
   = (1+1/65)(254+1/11)
   = (1+1/23)(247+1/4)
   = (1+1/11)(236+1/2)
   = (5+1/19)(51+1/16)
   = (5+1/7)(50+1/6)
   = (1+1/260)(257+1/87)
   = (1+1/86)(255+1/29)
   = (1+1/8)(229+1/3)
   = (2+1/16)(125+1/11)
   = (4+1/11)(63+1/15)
   = (4+1/2)(57+1/3)
   = (5+1/4)(49+1/7)
   = (13+1/2)(19+1/9)
   = (1+1/259)(257+1/130)
   = (1+1/129)(256+1/65)
   = (1+1/51)(253+1/26)
   = (1+1/25)(248+1/13)
   = (1+1/19)(245+1/10)
   = (1+1/9)(232+1/5)
   = (1+1/3)(193+1/2)
   = (3+1/29)(85+1/44)
   = (3+1/7)(82+1/11)
   = (9+1/5)(28+1/23)
   = (11+1/5)(23+1/28)
   = (1+1/258)(257+1/259)
   = (1+1/36)(251+1/37)
   = (1+1/6)(221+1/7)
   = (2+1/32)(127+1/65)
   = (2+1/6)(119+1/13)
   = (2+1/2)(103+1/5)
   = (15+1/6)(17+1/91)

259     (52 distinct solutions. )
   = (1+1/517)(258+1/2)
   = (2+1/388)(129+1/3)
   = (3+1/345)(86+1/4)
   = (6+1/302)(43+1/7)
   = (8+1/97)(32+1/3)
   = (11+1/47)(23+1/2)
   = (15+1/69)(17+1/4)
   = (1+1/295)(258+1/8)
   = (1+1/147)(257+1/4)
   = (1+1/73)(255+1/2)
   = (2+1/166)(129+1/9)
   = (2+1/55)(128+1/3)
   = (3+1/123)(86+1/10)
   = (5+1/22)(51+1/3)
   = (6+1/80)(43+1/13)
   = (8+1/23)(32+1/5)
   = (11+1/10)(23+1/3)
   = (1+1/265)(258+1/38)
   = (1+1/132)(257+1/19)
   = (1+1/13)(240+1/2)
   = (2+1/136)(129+1/39)
   = (2+1/45)(128+1/13)
   = (2+1/10)(123+1/3)
   = (3+1/93)(86+1/40)
   = (3+1/23)(85+1/10)
   = (3+1/9)(83+1/4)
   = (5+1/4)(49+1/3)
   = (6+1/50)(43+1/43)
   = (8+1/13)(32+1/15)
   = (11+1/5)(23+1/8)
   = (12+1/4)(21+1/7)
   = (15+1/6)(17+1/13)
   = (1+1/259)(258+1/260)
   = (1+1/129)(257+1/130)
   = (1+1/64)(255+1/65)
   = (1+1/51)(254+1/52)
   = (1+1/25)(249+1/26)
   = (1+1/19)(246+1/20)
   = (1+1/12)(239+1/13)
   = (1+1/9)(233+1/10)
   = (1+1/4)(207+1/5)
   = (1+1/3)(194+1/4)
   = (2+1/130)(129+1/261)
   = (2+1/43)(128+1/87)
   = (2+1/14)(125+1/29)
   = (2+1/4)(115+1/9)
   = (3+1/87)(86+1/262)
   = (5+1/13)(51+1/66)
   = (5+1/2)(47+1/11)
   = (6+1/44)(43+1/265)
   = (8+1/11)(32+1/89)
   = (11+1/4)(23+1/45)

260     (69 distinct solutions. )
   = (1+1/519)(259+1/2)
   = (3+1/173)(86+1/2)
   = (7+1/297)(37+1/8)
   = (1+1/389)(259+1/3)
   = (7+1/167)(37+1/9)
   = (1+1/324)(259+1/5)
   = (2+1/97)(129+1/3)
   = (6+1/54)(43+1/5)
   = (7+1/102)(37+1/11)
   = (1+1/311)(259+1/6)
   = (1+1/155)(258+1/3)
   = (1+1/103)(257+1/2)
   = (3+1/69)(86+1/4)
   = (7+1/89)(37+1/12)
   = (1+1/285)(259+1/11)
   = (7+1/63)(37+1/17)
   = (11+1/7)(23+1/3)
   = (1+1/279)(259+1/14)
   = (1+1/139)(258+1/7)
   = (1+1/39)(253+1/2)
   = (3+1/53)(86+1/8)
   = (3+1/13)(84+1/2)
   = (7+1/57)(37+1/20)
   = (13+1/3)(19+1/2)
   = (1+1/272)(259+1/21)
   = (1+1/90)(257+1/7)
   = (1+1/38)(253+1/3)
   = (2+1/71)(129+1/11)
   = (6+1/28)(43+1/13)
   = (7+1/50)(37+1/27)
   = (15+1/6)(17+1/7)
   = (1+1/269)(259+1/27)
   = (1+1/89)(257+1/9)
   = (1+1/29)(251+1/3)
   = (7+1/47)(37+1/33)
   = (1+1/264)(259+1/53)
   = (2+1/67)(129+1/27)
   = (2+1/22)(127+1/9)
   = (2+1/7)(121+1/3)
   = (3+1/18)(85+1/11)
   = (3+1/8)(83+1/5)
   = (6+1/24)(43+1/29)
   = (7+1/42)(37+1/59)
   = (8+1/3)(31+1/5)
   = (11+1/4)(23+1/9)
   = (1+1/263)(259+1/66)
   = (1+1/131)(258+1/33)
   = (1+1/87)(257+1/22)
   = (1+1/43)(254+1/11)
   = (1+1/23)(249+1/6)
   = (1+1/11)(238+1/3)
   = (1+1/7)(227+1/2)
   = (3+1/45)(86+1/34)
   = (3+1/5)(81+1/4)
   = (5+1/11)(51+1/14)
   = (7+1/41)(37+1/72)
   = (7+1/5)(36+1/9)
   = (1+1/261)(259+1/131)
   = (7+1/39)(37+1/137)
   = (1+1/260)(259+1/261)
   = (1+1/86)(257+1/87)
   = (1+1/28)(251+1/29)
   = (1+1/8)(231+1/9)
   = (1+1/2)(173+1/3)
   = (2+1/65)(129+1/131)
   = (4+1/8)(63+1/33)
   = (6+1/22)(43+1/133)
   = (6+1/3)(41+1/19)
   = (7+1/38)(37+1/267)

261     (71 distinct solutions. )
   = (1+1/521)(260+1/2)
   = (2+1/391)(130+1/3)
   = (4+1/326)(65+1/5)
   = (5+1/313)(52+1/6)
   = (7+1/149)(37+1/4)
   = (10+1/287)(26+1/11)
   = (13+1/281)(20+1/14)
   = (1+1/347)(260+1/4)
   = (1+1/173)(259+1/2)
   = (2+1/217)(130+1/5)
   = (4+1/152)(65+1/7)
   = (5+1/139)(52+1/8)
   = (7+1/62)(37+1/5)
   = (10+1/113)(26+1/13)
   = (13+1/107)(20+1/16)
   = (1+1/289)(260+1/10)
   = (1+1/144)(259+1/5)
   = (1+1/57)(256+1/2)
   = (2+1/159)(130+1/11)
   = (3+1/19)(85+1/2)
   = (4+1/94)(65+1/13)
   = (5+1/81)(52+1/14)
   = (6+1/24)(43+1/5)
   = (7+1/33)(37+1/8)
   = (10+1/55)(26+1/19)
   = (13+1/49)(20+1/22)
   = (16+1/9)(16+1/5)
   = (1+1/269)(260+1/30)
   = (1+1/134)(259+1/15)
   = (1+1/89)(258+1/10)
   = (1+1/53)(256+1/6)
   = (1+1/44)(255+1/5)
   = (1+1/26)(251+1/3)
   = (1+1/17)(246+1/2)
   = (2+1/139)(130+1/31)
   = (4+1/74)(65+1/33)
   = (5+1/61)(52+1/34)
   = (7+1/23)(37+1/18)
   = (7+1/5)(36+1/4)
   = (10+1/35)(26+1/39)
   = (11+1/4)(23+1/5)
   = (13+1/29)(20+1/42)
   = (13+1/2)(19+1/3)
   = (1+1/263)(260+1/88)
   = (1+1/131)(259+1/44)
   = (1+1/65)(257+1/22)
   = (1+1/32)(253+1/11)
   = (1+1/23)(250+1/8)
   = (1+1/11)(239+1/4)
   = (1+1/5)(217+1/2)
   = (2+1/133)(130+1/89)
   = (4+1/68)(65+1/91)
   = (4+1/5)(62+1/7)
   = (5+1/55)(52+1/92)
   = (7+1/20)(37+1/47)
   = (8+1/7)(32+1/19)
   = (10+1/29)(26+1/97)
   = (13+1/23)(20+1/100)
   = (1+1/261)(260+1/262)
   = (1+1/130)(259+1/131)
   = (2+1/131)(130+1/263)
   = (3+1/29)(86+1/88)
   = (3+1/7)(83+1/22)
   = (4+1/66)(65+1/265)
   = (4+1/13)(64+1/53)
   = (5+1/53)(52+1/266)
   = (7+1/19)(37+1/134)
   = (10+1/27)(26+1/271)
   = (11+1/3)(23+1/34)
   = (13+1/21)(20+1/274)
   = (15+1/3)(17+1/46)

262     (35 distinct solutions. )
   = (1+1/523)(261+1/2)
   = (3+1/349)(87+1/4)
   = (5+1/157)(52+1/3)
   = (9+1/291)(29+1/10)
   = (13+1/141)(20+1/7)
   = (1+1/392)(261+1/3)
   = (3+1/218)(87+1/5)
   = (4+1/98)(65+1/3)
   = (7+1/56)(37+1/3)
   = (9+1/160)(29+1/11)
   = (1+1/263)(261+1/132)
   = (1+1/131)(260+1/66)
   = (1+1/87)(259+1/44)
   = (1+1/65)(258+1/33)
   = (1+1/43)(256+1/22)
   = (1+1/23)(251+1/12)
   = (1+1/21)(250+1/11)
   = (1+1/11)(240+1/6)
   = (1+1/7)(229+1/4)
   = (1+1/5)(218+1/3)
   = (1+1/3)(196+1/2)
   = (3+1/89)(87+1/134)
   = (5+1/27)(52+1/68)
   = (5+1/3)(49+1/8)
   = (7+1/13)(37+1/46)
   = (9+1/31)(29+1/140)
   = (9+1/3)(28+1/14)
   = (13+1/11)(20+1/72)
   = (1+1/262)(261+1/263)
   = (2+1/16)(127+1/33)
   = (2+1/5)(119+1/11)
   = (3+1/88)(87+1/265)
   = (4+1/33)(65+1/133)
   = (6+1/11)(43+1/67)
   = (9+1/30)(29+1/271)

263     (34 distinct solutions. )
   = (1+1/525)(262+1/2)
   = (2+1/394)(131+1/3)
   = (3+1/175)(87+1/2)
   = (5+1/105)(52+1/2)
   = (7+1/75)(37+1/2)
   = (9+1/146)(29+1/5)
   = (15+1/35)(17+1/2)
   = (1+1/263)(262+1/264)
   = (1+1/131)(261+1/132)
   = (1+1/87)(260+1/88)
   = (1+1/65)(259+1/66)
   = (1+1/43)(257+1/44)
   = (1+1/32)(255+1/33)
   = (1+1/23)(252+1/24)
   = (1+1/21)(251+1/22)
   = (1+1/11)(241+1/12)
   = (1+1/10)(239+1/11)
   = (1+1/7)(230+1/8)
   = (1+1/5)(219+1/6)
   = (1+1/3)(197+1/4)
   = (1+1/2)(175+1/3)
   = (2+1/132)(131+1/265)
   = (2+1/26)(129+1/53)
   = (2+1/2)(105+1/5)
   = (3+1/44)(87+1/133)
   = (3+1/6)(83+1/19)
   = (3+1/2)(75+1/7)
   = (4+1/22)(65+1/89)
   = (7+1/2)(35+1/15)
   = (9+1/15)(29+1/136)
   = (10+1/9)(26+1/91)
   = (10+1/2)(25+1/21)
   = (12+1/2)(21+1/25)
   = (13+1/7)(20+1/92)

264     (66 distinct solutions. )
   = (1+1/527)(263+1/2)
   = (1+1/395)(263+1/3)
   = (1+1/351)(263+1/4)
   = (1+1/175)(262+1/2)
   = (5+1/35)(52+1/2)
   = (7+1/25)(37+1/2)
   = (9+1/39)(29+1/4)
   = (13+1/27)(20+1/4)
   = (1+1/329)(263+1/5)
   = (1+1/307)(263+1/7)
   = (1+1/296)(263+1/9)
   = (1+1/98)(261+1/3)
   = (2+1/82)(131+1/5)
   = (7+1/14)(37+1/3)
   = (1+1/287)(263+1/12)
   = (1+1/143)(262+1/6)
   = (1+1/95)(261+1/4)
   = (1+1/71)(260+1/3)
   = (1+1/47)(258+1/2)
   = (5+1/19)(52+1/4)
   = (13+1/11)(20+1/6)
   = (1+1/285)(263+1/13)
   = (9+1/17)(29+1/7)
   = (1+1/275)(263+1/23)
   = (5+1/7)(51+1/3)
   = (1+1/274)(263+1/25)
   = (1+1/54)(259+1/5)
   = (2+1/71)(131+1/13)
   = (4+1/19)(65+1/7)
   = (6+1/9)(43+1/5)
   = (1+1/271)(263+1/34)
   = (1+1/135)(262+1/17)
   = (1+1/15)(247+1/2)
   = (3+1/5)(82+1/2)
   = (5+1/3)(49+1/2)
   = (7+1/9)(37+1/8)
   = (1+1/269)(263+1/45)
   = (1+1/89)(261+1/15)
   = (1+1/53)(259+1/9)
   = (1+1/29)(255+1/5)
   = (1+1/17)(249+1/3)
   = (1+1/267)(263+1/67)
   = (9+1/11)(29+1/25)
   = (1+1/266)(263+1/89)
   = (2+1/67)(131+1/45)
   = (2+1/22)(129+1/15)
   = (2+1/13)(127+1/9)
   = (2+1/7)(123+1/5)
   = (2+1/4)(117+1/3)
   = (4+1/17)(65+1/23)
   = (7+1/8)(37+1/19)
   = (7+1/2)(35+1/5)
   = (10+1/2)(25+1/7)
   = (1+1/265)(263+1/133)
   = (1+1/37)(257+1/19)
   = (1+1/13)(245+1/7)
   = (3+1/3)(79+1/5)
   = (1+1/264)(263+1/265)
   = (1+1/52)(259+1/53)
   = (1+1/4)(211+1/5)
   = (2+1/66)(131+1/133)
   = (2+1/9)(125+1/19)
   = (2+1/3)(113+1/7)
   = (8+1/2)(31+1/17)
   = (9+1/10)(29+1/91)
   = (15+1/2)(17+1/31)

265     (60 distinct solutions. )
   = (1+1/529)(264+1/2)
   = (2+1/397)(132+1/3)
   = (3+1/353)(88+1/4)
   = (4+1/331)(66+1/5)
   = (6+1/309)(44+1/7)
   = (8+1/298)(33+1/9)
   = (11+1/289)(24+1/12)
   = (12+1/287)(22+1/13)
   = (1+1/317)(264+1/6)
   = (1+1/158)(263+1/3)
   = (1+1/105)(262+1/2)
   = (2+1/185)(132+1/7)
   = (3+1/141)(88+1/8)
   = (3+1/35)(87+1/2)
   = (4+1/119)(66+1/9)
   = (5+1/21)(52+1/2)
   = (6+1/97)(44+1/11)
   = (7+1/15)(37+1/2)
   = (8+1/86)(33+1/13)
   = (11+1/77)(24+1/16)
   = (12+1/75)(22+1/17)
   = (15+1/7)(17+1/2)
   = (1+1/269)(264+1/54)
   = (1+1/134)(263+1/27)
   = (1+1/89)(262+1/18)
   = (1+1/44)(259+1/9)
   = (1+1/29)(256+1/6)
   = (1+1/14)(247+1/3)
   = (1+1/9)(238+1/2)
   = (2+1/137)(132+1/55)
   = (2+1/27)(130+1/11)
   = (2+1/12)(127+1/5)
   = (3+1/93)(88+1/56)
   = (3+1/23)(87+1/14)
   = (3+1/13)(86+1/8)
   = (3+1/3)(79+1/2)
   = (4+1/71)(66+1/57)
   = (6+1/49)(44+1/59)
   = (7+1/7)(37+1/10)
   = (7+1/2)(35+1/3)
   = (8+1/38)(33+1/61)
   = (11+1/29)(24+1/64)
   = (12+1/27)(22+1/65)
   = (12+1/2)(21+1/5)
   = (1+1/265)(264+1/266)
   = (1+1/132)(263+1/133)
   = (1+1/37)(258+1/38)
   = (1+1/18)(251+1/19)
   = (1+1/13)(246+1/14)
   = (1+1/6)(227+1/7)
   = (2+1/133)(132+1/267)
   = (2+1/44)(131+1/89)
   = (3+1/89)(88+1/268)
   = (3+1/22)(87+1/67)
   = (4+1/67)(66+1/269)
   = (6+1/45)(44+1/271)
   = (8+1/34)(33+1/273)
   = (11+1/25)(24+1/276)
   = (11+1/2)(23+1/23)
   = (12+1/23)(22+1/277)

266     (62 distinct solutions. )
   = (1+1/531)(265+1/2)
   = (3+1/177)(88+1/2)
   = (5+1/319)(53+1/6)
   = (9+1/59)(29+1/2)
   = (11+1/145)(24+1/6)
   = (1+1/398)(265+1/3)
   = (5+1/186)(53+1/7)
   = (8+1/83)(33+1/5)
   = (1+1/303)(265+1/8)
   = (1+1/151)(264+1/4)
   = (1+1/75)(262+1/2)
   = (3+1/63)(88+1/5)
   = (3+1/25)(87+1/2)
   = (5+1/91)(53+1/12)
   = (5+1/15)(52+1/2)
   = (11+1/31)(24+1/9)
   = (15+1/5)(17+1/2)
   = (1+1/284)(265+1/15)
   = (1+1/94)(263+1/5)
   = (1+1/56)(261+1/3)
   = (4+1/14)(65+1/3)
   = (5+1/72)(53+1/19)
   = (7+1/8)(37+1/3)
   = (8+1/26)(33+1/11)
   = (1+1/279)(265+1/20)
   = (1+1/139)(264+1/10)
   = (1+1/69)(262+1/5)
   = (1+1/55)(261+1/4)
   = (1+1/27)(256+1/2)
   = (3+1/51)(88+1/11)
   = (3+1/9)(85+1/2)
   = (5+1/67)(53+1/24)
   = (5+1/11)(52+1/4)
   = (9+1/3)(28+1/2)
   = (11+1/19)(24+1/15)
   = (1+1/272)(265+1/39)
   = (1+1/90)(263+1/13)
   = (1+1/20)(253+1/3)
   = (2+1/17)(129+1/5)
   = (4+1/12)(65+1/7)
   = (4+1/5)(63+1/3)
   = (5+1/60)(53+1/43)
   = (8+1/20)(33+1/23)
   = (10+1/2)(25+1/3)
   = (1+1/267)(265+1/134)
   = (1+1/133)(264+1/67)
   = (1+1/3)(199+1/2)
   = (3+1/45)(88+1/68)
   = (3+1/11)(86+1/17)
   = (3+1/5)(83+1/8)
   = (5+1/55)(53+1/138)
   = (5+1/9)(52+1/23)
   = (11+1/13)(24+1/72)
   = (1+1/266)(265+1/267)
   = (1+1/88)(263+1/89)
   = (1+1/2)(177+1/3)
   = (2+1/33)(131+1/67)
   = (4+1/11)(65+1/45)
   = (4+1/2)(59+1/9)
   = (5+1/54)(53+1/271)
   = (8+1/17)(33+1/137)
   = (9+1/6)(29+1/55)

267     (51 distinct solutions. )
   = (1+1/533)(266+1/2)
   = (2+1/400)(133+1/3)
   = (5+1/160)(53+1/3)
   = (7+1/305)(38+1/8)
   = (8+1/100)(33+1/3)
   = (11+1/97)(24+1/4)
   = (13+1/41)(20+1/2)
   = (14+1/286)(19+1/15)
   = (1+1/355)(266+1/4)
   = (1+1/177)(265+1/2)
   = (2+1/222)(133+1/5)
   = (3+1/59)(88+1/2)
   = (5+1/71)(53+1/4)
   = (7+1/127)(38+1/10)
   = (12+1/37)(22+1/5)
   = (14+1/108)(19+1/17)
   = (1+1/269)(266+1/90)
   = (1+1/134)(265+1/45)
   = (1+1/89)(264+1/30)
   = (1+1/53)(262+1/18)
   = (1+1/44)(261+1/15)
   = (1+1/29)(258+1/10)
   = (1+1/26)(257+1/9)
   = (1+1/17)(252+1/6)
   = (1+1/14)(249+1/5)
   = (1+1/8)(237+1/3)
   = (1+1/5)(222+1/2)
   = (2+1/136)(133+1/91)
   = (2+1/19)(130+1/13)
   = (2+1/10)(127+1/7)
   = (4+1/23)(66+1/31)
   = (4+1/2)(59+1/3)
   = (5+1/28)(53+1/47)
   = (7+1/41)(38+1/96)
   = (7+1/5)(37+1/12)
   = (14+1/22)(19+1/103)
   = (1+1/267)(266+1/268)
   = (1+1/133)(265+1/134)
   = (1+1/66)(263+1/67)
   = (1+1/3)(200+1/4)
   = (2+1/134)(133+1/269)
   = (3+1/3)(80+1/10)
   = (5+1/27)(53+1/136)
   = (5+1/3)(50+1/16)
   = (6+1/15)(44+1/91)
   = (6+1/2)(41+1/13)
   = (7+1/39)(38+1/274)
   = (8+1/3)(32+1/25)
   = (9+1/5)(29+1/46)
   = (13+1/3)(20+1/40)
   = (14+1/20)(19+1/281)

268     (46 distinct solutions. )
   = (1+1/535)(267+1/2)
   = (3+1/357)(89+1/4)
   = (5+1/107)(53+1/2)
   = (7+1/153)(38+1/4)
   = (11+1/73)(24+1/3)
   = (1+1/401)(267+1/3)
   = (3+1/223)(89+1/5)
   = (1+1/334)(267+1/5)
   = (2+1/100)(133+1/3)
   = (3+1/156)(89+1/7)
   = (5+1/40)(53+1/3)
   = (8+1/25)(33+1/3)
   = (14+1/43)(19+1/9)
   = (1+1/271)(267+1/68)
   = (1+1/135)(266+1/34)
   = (1+1/67)(264+1/17)
   = (1+1/15)(251+1/4)
   = (1+1/7)(234+1/2)
   = (3+1/93)(89+1/70)
   = (3+1/13)(87+1/10)
   = (3+1/9)(86+1/7)
   = (5+1/19)(53+1/24)
   = (5+1/7)(52+1/9)
   = (5+1/3)(50+1/4)
   = (7+1/21)(38+1/37)
   = (13+1/3)(20+1/10)
   = (1+1/269)(267+1/135)
   = (1+1/89)(265+1/45)
   = (1+1/53)(263+1/27)
   = (1+1/29)(259+1/15)
   = (1+1/17)(253+1/9)
   = (1+1/9)(241+1/5)
   = (1+1/5)(223+1/3)
   = (3+1/91)(89+1/137)
   = (1+1/268)(267+1/269)
   = (2+1/67)(133+1/135)
   = (2+1/22)(131+1/45)
   = (2+1/13)(129+1/27)
   = (2+1/7)(125+1/15)
   = (2+1/4)(119+1/9)
   = (2+1/2)(107+1/5)
   = (3+1/90)(89+1/271)
   = (4+1/4)(63+1/17)
   = (5+1/18)(53+1/91)
   = (5+1/4)(51+1/21)
   = (14+1/10)(19+1/141)

269     (31 distinct solutions. )
   = (1+1/537)(268+1/2)
   = (2+1/403)(134+1/3)
   = (3+1/179)(89+1/2)
   = (4+1/336)(67+1/5)
   = (14+1/96)(19+1/5)
   = (1+1/269)(268+1/270)
   = (1+1/134)(267+1/135)
   = (1+1/89)(266+1/90)
   = (1+1/53)(264+1/54)
   = (1+1/44)(263+1/45)
   = (1+1/29)(260+1/30)
   = (1+1/26)(259+1/27)
   = (1+1/17)(254+1/18)
   = (1+1/14)(251+1/15)
   = (1+1/9)(242+1/10)
   = (1+1/8)(239+1/9)
   = (1+1/5)(224+1/6)
   = (1+1/4)(215+1/5)
   = (1+1/2)(179+1/3)
   = (2+1/135)(134+1/271)
   = (3+1/45)(89+1/136)
   = (3+1/11)(87+1/34)
   = (3+1/5)(84+1/16)
   = (4+1/68)(67+1/273)
   = (4+1/5)(64+1/21)
   = (4+1/3)(62+1/13)
   = (6+1/9)(44+1/55)
   = (6+1/4)(43+1/25)
   = (7+1/13)(38+1/92)
   = (10+1/3)(26+1/31)
   = (11+1/5)(24+1/56)

270     (75 distinct solutions. )
   = (1+1/539)(269+1/2)
   = (7+1/77)(38+1/2)
   = (11+1/49)(24+1/2)
   = (1+1/404)(269+1/3)
   = (4+1/101)(67+1/3)
   = (1+1/359)(269+1/4)
   = (1+1/179)(268+1/2)
   = (1+1/323)(269+1/6)
   = (1+1/161)(268+1/3)
   = (1+1/107)(267+1/2)
   = (7+1/23)(38+1/3)
   = (1+1/314)(269+1/7)
   = (4+1/56)(67+1/5)
   = (14+1/16)(19+1/5)
   = (1+1/299)(269+1/10)
   = (1+1/149)(268+1/5)
   = (1+1/59)(265+1/2)
   = (7+1/17)(38+1/4)
   = (1+1/296)(269+1/11)
   = (2+1/40)(133+1/3)
   = (4+1/47)(67+1/7)
   = (5+1/16)(53+1/3)
   = (8+1/10)(33+1/3)
   = (1+1/287)(269+1/16)
   = (1+1/143)(268+1/8)
   = (1+1/71)(266+1/4)
   = (1+1/35)(262+1/2)
   = (5+1/7)(52+1/2)
   = (7+1/5)(37+1/2)
   = (1+1/284)(269+1/19)
   = (2+1/37)(133+1/5)
   = (4+1/41)(67+1/11)
   = (1+1/279)(269+1/28)
   = (1+1/139)(268+1/14)
   = (1+1/69)(266+1/7)
   = (1+1/39)(263+1/4)
   = (1+1/19)(256+1/2)
   = (3+1/33)(89+1/10)
   = (13+1/3)(20+1/4)
   = (1+1/278)(269+1/31)
   = (4+1/38)(67+1/17)
   = (14+1/7)(19+1/11)
   = (1+1/275)(269+1/46)
   = (1+1/137)(268+1/23)
   = (1+1/11)(247+1/2)
   = (7+1/11)(38+1/13)
   = (1+1/274)(269+1/55)
   = (1+1/54)(265+1/11)
   = (1+1/24)(259+1/5)
   = (2+1/17)(131+1/7)
   = (4+1/36)(67+1/29)
   = (6+1/4)(43+1/5)
   = (14+1/6)(19+1/17)
   = (1+1/272)(269+1/91)
   = (1+1/38)(263+1/13)
   = (1+1/20)(257+1/7)
   = (2+1/34)(133+1/23)
   = (4+1/35)(67+1/47)
   = (1+1/271)(269+1/136)
   = (1+1/135)(268+1/68)
   = (1+1/67)(266+1/34)
   = (1+1/33)(262+1/17)
   = (1+1/15)(253+1/8)
   = (1+1/7)(236+1/4)
   = (1+1/3)(202+1/2)
   = (3+1/15)(88+1/23)
   = (5+1/11)(53+1/28)
   = (1+1/270)(269+1/271)
   = (2+1/8)(127+1/17)
   = (3+1/30)(89+1/91)
   = (3+1/4)(83+1/13)
   = (3+1/2)(77+1/7)
   = (4+1/34)(67+1/137)
   = (5+1/2)(49+1/11)
   = (14+1/5)(19+1/71)

271     (33 distinct solutions. )
   = (1+1/541)(270+1/2)
   = (2+1/406)(135+1/3)
   = (3+1/361)(90+1/4)
   = (5+1/325)(54+1/6)
   = (6+1/316)(45+1/7)
   = (9+1/301)(30+1/10)
   = (10+1/298)(27+1/11)
   = (14+1/58)(19+1/3)
   = (15+1/289)(18+1/16)
   = (1+1/271)(270+1/272)
   = (1+1/135)(269+1/136)
   = (1+1/67)(267+1/68)
   = (1+1/33)(263+1/34)
   = (1+1/16)(255+1/17)
   = (1+1/15)(254+1/16)
   = (1+1/7)(237+1/8)
   = (1+1/3)(203+1/4)
   = (2+1/136)(135+1/273)
   = (2+1/45)(134+1/91)
   = (2+1/19)(132+1/39)
   = (2+1/10)(129+1/21)
   = (2+1/6)(125+1/13)
   = (2+1/3)(116+1/7)
   = (3+1/91)(90+1/274)
   = (4+1/6)(65+1/25)
   = (5+1/55)(54+1/276)
   = (5+1/9)(53+1/46)
   = (6+1/46)(45+1/277)
   = (9+1/31)(30+1/280)
   = (9+1/3)(29+1/28)
   = (10+1/28)(27+1/281)
   = (14+1/4)(19+1/57)
   = (15+1/19)(18+1/286)

272     (50 distinct solutions. )
   = (1+1/543)(271+1/2)
   = (3+1/181)(90+1/2)
   = (5+1/163)(54+1/3)
   = (9+1/151)(30+1/5)
   = (15+1/145)(18+1/8)
   = (1+1/407)(271+1/3)
   = (1+1/339)(271+1/5)
   = (1+1/305)(271+1/9)
   = (1+1/101)(269+1/3)
   = (1+1/288)(271+1/17)
   = (2+1/76)(135+1/9)
   = (2+1/25)(133+1/3)
   = (4+1/21)(67+1/5)
   = (5+1/10)(53+1/3)
   = (6+1/31)(45+1/11)
   = (10+1/22)(27+1/13)
   = (14+1/6)(19+1/5)
   = (1+1/287)(271+1/18)
   = (1+1/143)(270+1/9)
   = (1+1/95)(269+1/6)
   = (1+1/47)(266+1/3)
   = (1+1/31)(263+1/2)
   = (3+1/53)(90+1/10)
   = (3+1/21)(89+1/4)
   = (5+1/35)(54+1/11)
   = (7+1/9)(38+1/4)
   = (9+1/23)(30+1/13)
   = (15+1/17)(18+1/16)
   = (1+1/279)(271+1/35)
   = (1+1/55)(267+1/7)
   = (1+1/39)(265+1/5)
   = (1+1/275)(271+1/69)
   = (1+1/91)(269+1/23)
   = (1+1/11)(249+1/3)
   = (9+1/3)(29+1/7)
   = (1+1/273)(271+1/137)
   = (7+1/3)(37+1/11)
   = (1+1/272)(271+1/273)
   = (1+1/90)(269+1/91)
   = (1+1/38)(265+1/39)
   = (1+1/20)(259+1/21)
   = (1+1/12)(251+1/13)
   = (1+1/6)(233+1/7)
   = (1+1/2)(181+1/3)
   = (2+1/68)(135+1/137)
   = (3+1/18)(89+1/55)
   = (3+1/8)(87+1/25)
   = (4+1/17)(67+1/69)
   = (6+1/23)(45+1/139)
   = (10+1/14)(27+1/141)

273     (83 distinct solutions. )
   = (1+1/545)(272+1/2)
   = (2+1/409)(136+1/3)
   = (4+1/341)(68+1/5)
   = (5+1/109)(54+1/2)
   = (8+1/307)(34+1/9)
   = (16+1/290)(17+1/17)
   = (1+1/363)(272+1/4)
   = (1+1/181)(271+1/2)
   = (2+1/227)(136+1/5)
   = (4+1/159)(68+1/7)
   = (8+1/125)(34+1/11)
   = (16+1/108)(17+1/19)
   = (1+1/311)(272+1/8)
   = (1+1/155)(271+1/4)
   = (1+1/77)(269+1/2)
   = (2+1/175)(136+1/9)
   = (2+1/58)(135+1/3)
   = (4+1/107)(68+1/11)
   = (5+1/31)(54+1/4)
   = (7+1/11)(38+1/2)
   = (8+1/73)(34+1/15)
   = (11+1/7)(24+1/2)
   = (16+1/56)(17+1/23)
   = (1+1/293)(272+1/14)
   = (1+1/146)(271+1/7)
   = (1+1/41)(266+1/2)
   = (2+1/157)(136+1/15)
   = (2+1/52)(135+1/5)
   = (2+1/31)(134+1/3)
   = (4+1/89)(68+1/17)
   = (5+1/25)(54+1/6)
   = (8+1/55)(34+1/21)
   = (16+1/38)(17+1/29)
   = (1+1/285)(272+1/22)
   = (1+1/142)(271+1/11)
   = (1+1/25)(262+1/2)
   = (2+1/149)(136+1/23)
   = (3+1/17)(89+1/4)
   = (4+1/81)(68+1/25)
   = (4+1/16)(67+1/5)
   = (5+1/5)(52+1/2)
   = (8+1/47)(34+1/29)
   = (16+1/30)(17+1/37)
   = (1+1/279)(272+1/40)
   = (1+1/139)(271+1/20)
   = (1+1/69)(269+1/10)
   = (1+1/55)(268+1/8)
   = (1+1/34)(265+1/5)
   = (1+1/27)(263+1/4)
   = (1+1/13)(253+1/2)
   = (2+1/143)(136+1/41)
   = (3+1/16)(89+1/7)
   = (4+1/75)(68+1/43)
   = (8+1/41)(34+1/47)
   = (9+1/3)(29+1/4)
   = (16+1/24)(17+1/55)
   = (1+1/275)(272+1/92)
   = (1+1/137)(271+1/46)
   = (1+1/68)(269+1/23)
   = (1+1/11)(250+1/4)
   = (1+1/5)(227+1/2)
   = (2+1/139)(136+1/93)
   = (2+1/46)(135+1/31)
   = (2+1/4)(121+1/3)
   = (4+1/71)(68+1/95)
   = (4+1/14)(67+1/19)
   = (5+1/19)(54+1/32)
   = (5+1/7)(53+1/12)
   = (8+1/37)(34+1/99)
   = (8+1/4)(33+1/11)
   = (16+1/20)(17+1/107)
   = (1+1/273)(272+1/274)
   = (1+1/136)(271+1/137)
   = (2+1/137)(136+1/275)
   = (2+1/27)(134+1/55)
   = (2+1/12)(131+1/25)
   = (2+1/5)(124+1/11)
   = (2+1/2)(109+1/5)
   = (3+1/15)(89+1/46)
   = (4+1/69)(68+1/277)
   = (6+1/5)(44+1/31)
   = (8+1/35)(34+1/281)
   = (16+1/18)(17+1/289)

274     (40 distinct solutions. )
   = (1+1/547)(273+1/2)
   = (3+1/365)(91+1/4)
   = (7+1/313)(39+1/8)
   = (13+1/295)(21+1/14)
   = (15+1/73)(18+1/4)
   = (1+1/410)(273+1/3)
   = (3+1/228)(91+1/5)
   = (7+1/176)(39+1/9)
   = (10+1/41)(27+1/3)
   = (13+1/158)(21+1/15)
   = (16+1/77)(17+1/9)
   = (1+1/275)(273+1/138)
   = (1+1/137)(272+1/69)
   = (1+1/91)(271+1/46)
   = (1+1/45)(268+1/23)
   = (1+1/11)(251+1/6)
   = (1+1/5)(228+1/3)
   = (1+1/3)(205+1/2)
   = (3+1/93)(91+1/140)
   = (3+1/23)(90+1/35)
   = (3+1/13)(89+1/20)
   = (3+1/9)(88+1/14)
   = (3+1/3)(82+1/5)
   = (7+1/41)(39+1/144)
   = (7+1/5)(38+1/18)
   = (13+1/23)(21+1/150)
   = (15+1/5)(18+1/38)
   = (1+1/274)(273+1/275)
   = (1+1/54)(269+1/55)
   = (1+1/24)(263+1/25)
   = (1+1/10)(249+1/11)
   = (1+1/4)(219+1/5)
   = (2+1/34)(135+1/69)
   = (2+1/11)(131+1/23)
   = (3+1/92)(91+1/277)
   = (5+1/6)(53+1/31)
   = (7+1/40)(39+1/281)
   = (10+1/7)(27+1/71)
   = (13+1/22)(21+1/287)
   = (16+1/9)(17+1/145)

275     (76 distinct solutions. )
   = (1+1/549)(274+1/2)
   = (2+1/412)(137+1/3)
   = (3+1/183)(91+1/2)
   = (7+1/157)(39+1/4)
   = (8+1/103)(34+1/3)
   = (9+1/61)(30+1/2)
   = (13+1/148)(21+1/7)
   = (1+1/329)(274+1/6)
   = (1+1/164)(273+1/3)
   = (1+1/109)(272+1/2)
   = (2+1/192)(137+1/7)
   = (3+1/73)(91+1/4)
   = (4+1/41)(68+1/3)
   = (7+1/47)(39+1/6)
   = (13+1/38)(21+1/9)
   = (16+1/24)(17+1/7)
   = (1+1/299)(274+1/12)
   = (1+1/149)(273+1/6)
   = (1+1/99)(272+1/4)
   = (1+1/74)(271+1/3)
   = (1+1/49)(269+1/2)
   = (2+1/162)(137+1/13)
   = (3+1/58)(91+1/7)
   = (4+1/31)(68+1/5)
   = (7+1/32)(39+1/9)
   = (7+1/7)(38+1/2)
   = (9+1/11)(30+1/4)
   = (13+1/23)(21+1/12)
   = (16+1/14)(17+1/9)
   = (1+1/285)(274+1/26)
   = (1+1/142)(273+1/13)
   = (1+1/21)(262+1/2)
   = (2+1/148)(137+1/27)
   = (2+1/49)(136+1/9)
   = (2+1/16)(133+1/3)
   = (3+1/51)(91+1/14)
   = (3+1/7)(87+1/2)
   = (5+1/13)(54+1/6)
   = (7+1/25)(39+1/16)
   = (7+1/3)(37+1/2)
   = (8+1/15)(34+1/11)
   = (8+1/4)(33+1/3)
   = (13+1/16)(21+1/19)
   = (1+1/279)(274+1/56)
   = (1+1/139)(273+1/28)
   = (1+1/69)(271+1/14)
   = (1+1/39)(268+1/8)
   = (1+1/34)(267+1/7)
   = (1+1/19)(261+1/4)
   = (1+1/9)(247+1/2)
   = (2+1/142)(137+1/57)
   = (2+1/47)(136+1/19)
   = (2+1/7)(128+1/3)
   = (3+1/48)(91+1/29)
   = (3+1/3)(82+1/2)
   = (7+1/22)(39+1/31)
   = (8+1/13)(34+1/21)
   = (13+1/13)(21+1/34)
   = (1+1/275)(274+1/276)
   = (1+1/137)(273+1/138)
   = (1+1/91)(272+1/92)
   = (1+1/68)(271+1/69)
   = (1+1/45)(269+1/46)
   = (1+1/22)(263+1/23)
   = (1+1/11)(252+1/12)
   = (1+1/5)(229+1/6)
   = (1+1/3)(206+1/4)
   = (1+1/2)(183+1/3)
   = (2+1/138)(137+1/277)
   = (3+1/46)(91+1/139)
   = (4+1/23)(68+1/93)
   = (4+1/2)(61+1/9)
   = (5+1/11)(54+1/56)
   = (7+1/20)(39+1/141)
   = (13+1/11)(21+1/144)
   = (16+1/6)(17+1/97)

276     (74 distinct solutions. )
   = (1+1/551)(275+1/2)
   = (5+1/331)(55+1/6)
   = (11+1/301)(25+1/12)
   = (1+1/413)(275+1/3)
   = (5+1/193)(55+1/7)
   = (7+1/59)(39+1/3)
   = (11+1/163)(25+1/13)
   = (13+1/53)(21+1/5)
   = (1+1/367)(275+1/4)
   = (1+1/183)(274+1/2)
   = (3+1/61)(91+1/2)
   = (5+1/147)(55+1/8)
   = (11+1/117)(25+1/14)
   = (1+1/344)(275+1/5)
   = (2+1/103)(137+1/3)
   = (5+1/124)(55+1/9)
   = (11+1/94)(25+1/15)
   = (1+1/321)(275+1/7)
   = (5+1/101)(55+1/11)
   = (11+1/71)(25+1/17)
   = (1+1/298)(275+1/13)
   = (2+1/80)(137+1/7)
   = (3+1/38)(91+1/5)
   = (5+1/78)(55+1/17)
   = (11+1/48)(25+1/23)
   = (16+1/10)(17+1/7)
   = (1+1/287)(275+1/24)
   = (1+1/143)(274+1/12)
   = (1+1/95)(273+1/8)
   = (1+1/71)(272+1/6)
   = (1+1/47)(270+1/4)
   = (1+1/35)(268+1/3)
   = (1+1/23)(264+1/2)
   = (5+1/67)(55+1/28)
   = (7+1/17)(39+1/10)
   = (7+1/5)(38+1/3)
   = (11+1/37)(25+1/34)
   = (13+1/11)(21+1/12)
   = (1+1/281)(275+1/47)
   = (5+1/61)(55+1/51)
   = (11+1/31)(25+1/57)
   = (1+1/279)(275+1/70)
   = (1+1/139)(274+1/35)
   = (1+1/55)(271+1/14)
   = (1+1/39)(269+1/10)
   = (1+1/27)(266+1/7)
   = (1+1/19)(262+1/5)
   = (1+1/7)(241+1/2)
   = (3+1/5)(86+1/4)
   = (5+1/59)(55+1/74)
   = (11+1/29)(25+1/80)
   = (1+1/278)(275+1/93)
   = (1+1/92)(273+1/31)
   = (1+1/8)(245+1/3)
   = (2+1/70)(137+1/47)
   = (4+1/2)(61+1/3)
   = (5+1/58)(55+1/97)
   = (7+1/14)(39+1/33)
   = (10+1/5)(27+1/17)
   = (11+1/28)(25+1/103)
   = (13+1/8)(21+1/35)
   = (16+1/5)(17+1/27)
   = (1+1/277)(275+1/139)
   = (3+1/31)(91+1/47)
   = (5+1/57)(55+1/143)
   = (5+1/5)(53+1/13)
   = (11+1/27)(25+1/149)
   = (1+1/276)(275+1/277)
   = (2+1/69)(137+1/139)
   = (3+1/10)(89+1/31)
   = (5+1/56)(55+1/281)
   = (9+1/2)(29+1/19)
   = (11+1/26)(25+1/287)
   = (14+1/2)(19+1/29)

277     (29 distinct solutions. )
   = (1+1/553)(276+1/2)
   = (2+1/415)(138+1/3)
   = (3+1/369)(92+1/4)
   = (4+1/346)(69+1/5)
   = (5+1/166)(55+1/3)
   = (6+1/323)(46+1/7)
   = (7+1/79)(39+1/2)
   = (11+1/151)(25+1/6)
   = (12+1/300)(23+1/13)
   = (1+1/277)(276+1/278)
   = (1+1/138)(275+1/139)
   = (2+1/139)(138+1/279)
   = (2+1/46)(137+1/93)
   = (2+1/15)(134+1/31)
   = (2+1/4)(123+1/9)
   = (3+1/93)(92+1/280)
   = (3+1/23)(91+1/70)
   = (3+1/13)(90+1/40)
   = (3+1/9)(89+1/28)
   = (3+1/3)(83+1/10)
   = (3+1/2)(79+1/7)
   = (4+1/70)(69+1/281)
   = (5+1/28)(55+1/141)
   = (6+1/47)(46+1/283)
   = (7+1/10)(39+1/71)
   = (8+1/7)(34+1/57)
   = (10+1/4)(27+1/41)
   = (11+1/13)(25+1/144)
   = (12+1/24)(23+1/289)

278     (39 distinct solutions. )
   = (1+1/555)(277+1/2)
   = (3+1/185)(92+1/2)
   = (5+1/111)(55+1/2)
   = (11+1/101)(25+1/4)
   = (15+1/37)(18+1/2)
   = (1+1/416)(277+1/3)
   = (4+1/104)(69+1/3)
   = (12+1/81)(23+1/7)
   = (13+1/32)(21+1/3)
   = (16+1/26)(17+1/3)
   = (1+1/279)(277+1/140)
   = (1+1/139)(276+1/70)
   = (1+1/69)(274+1/35)
   = (1+1/55)(273+1/28)
   = (1+1/39)(271+1/20)
   = (1+1/27)(268+1/14)
   = (1+1/19)(264+1/10)
   = (1+1/13)(258+1/7)
   = (1+1/9)(250+1/5)
   = (1+1/7)(243+1/4)
   = (1+1/3)(208+1/2)
   = (3+1/47)(92+1/71)
   = (5+1/19)(55+1/48)
   = (5+1/7)(54+1/18)
   = (5+1/3)(52+1/8)
   = (11+1/9)(25+1/50)
   = (1+1/278)(277+1/279)
   = (1+1/92)(275+1/93)
   = (1+1/30)(269+1/31)
   = (1+1/8)(247+1/9)
   = (1+1/2)(185+1/3)
   = (2+1/17)(135+1/35)
   = (2+1/3)(119+1/7)
   = (2+1/2)(111+1/5)
   = (4+1/35)(69+1/141)
   = (7+1/8)(39+1/57)
   = (7+1/2)(37+1/15)
   = (12+1/12)(23+1/145)
   = (16+1/3)(17+1/49)

279     (55 distinct solutions. )
   = (1+1/557)(278+1/2)
   = (2+1/418)(139+1/3)
   = (11+1/76)(25+1/3)
   = (1+1/371)(278+1/4)
   = (1+1/185)(277+1/2)
   = (2+1/232)(139+1/5)
   = (5+1/37)(55+1/2)
   = (1+1/309)(278+1/10)
   = (1+1/154)(277+1/5)
   = (1+1/61)(274+1/2)
   = (2+1/170)(139+1/11)
   = (3+1/41)(92+1/4)
   = (11+1/14)(25+1/5)
   = (12+1/18)(23+1/7)
   = (1+1/287)(278+1/32)
   = (1+1/143)(277+1/16)
   = (1+1/71)(275+1/8)
   = (1+1/35)(271+1/4)
   = (1+1/17)(263+1/2)
   = (2+1/148)(139+1/33)
   = (2+1/49)(138+1/11)
   = (2+1/13)(134+1/3)
   = (4+1/11)(68+1/5)
   = (5+1/16)(55+1/9)
   = (5+1/7)(54+1/4)
   = (1+1/281)(278+1/94)
   = (1+1/140)(277+1/47)
   = (1+1/5)(232+1/2)
   = (2+1/142)(139+1/95)
   = (2+1/28)(137+1/19)
   = (2+1/7)(130+1/5)
   = (5+1/4)(53+1/7)
   = (7+1/2)(37+1/5)
   = (11+1/7)(25+1/26)
   = (1+1/279)(278+1/280)
   = (1+1/139)(277+1/140)
   = (1+1/69)(275+1/70)
   = (1+1/55)(274+1/56)
   = (1+1/39)(272+1/40)
   = (1+1/34)(271+1/35)
   = (1+1/27)(269+1/28)
   = (1+1/19)(265+1/20)
   = (1+1/13)(259+1/14)
   = (1+1/9)(251+1/10)
   = (1+1/7)(244+1/8)
   = (1+1/6)(239+1/7)
   = (1+1/4)(223+1/5)
   = (1+1/3)(209+1/4)
   = (2+1/140)(139+1/281)
   = (3+1/31)(92+1/94)
   = (5+1/14)(55+1/71)
   = (6+1/3)(44+1/19)
   = (7+1/3)(38+1/22)
   = (8+1/5)(34+1/41)
   = (12+1/8)(23+1/97)

280     (93 distinct solutions. )
   = (1+1/559)(279+1/2)
   = (3+1/373)(93+1/4)
   = (9+1/311)(31+1/10)
   = (13+1/43)(21+1/2)
   = (1+1/419)(279+1/3)
   = (3+1/233)(93+1/5)
   = (9+1/171)(31+1/11)
   = (1+1/349)(279+1/5)
   = (3+1/163)(93+1/7)
   = (9+1/101)(31+1/13)
   = (11+1/19)(25+1/3)
   = (1+1/335)(279+1/6)
   = (1+1/167)(278+1/3)
   = (1+1/111)(277+1/2)
   = (3+1/149)(93+1/8)
   = (3+1/37)(92+1/2)
   = (9+1/87)(31+1/14)
   = (1+1/319)(279+1/8)
   = (1+1/159)(278+1/4)
   = (1+1/79)(276+1/2)
   = (3+1/133)(93+1/10)
   = (9+1/71)(31+1/16)
   = (1+1/314)(279+1/9)
   = (1+1/104)(277+1/3)
   = (2+1/87)(139+1/5)
   = (3+1/128)(93+1/11)
   = (4+1/26)(69+1/3)
   = (9+1/66)(31+1/17)
   = (13+1/8)(21+1/3)
   = (1+1/307)(279+1/11)
   = (3+1/121)(93+1/13)
   = (9+1/59)(31+1/19)
   = (1+1/299)(279+1/15)
   = (1+1/99)(277+1/5)
   = (1+1/59)(275+1/3)
   = (3+1/113)(93+1/17)
   = (9+1/51)(31+1/23)
   = (11+1/9)(25+1/5)
   = (1+1/293)(279+1/21)
   = (1+1/97)(277+1/7)
   = (1+1/41)(273+1/3)
   = (3+1/107)(93+1/23)
   = (9+1/45)(31+1/29)
   = (1+1/289)(279+1/29)
   = (3+1/103)(93+1/31)
   = (7+1/7)(39+1/5)
   = (9+1/41)(31+1/37)
   = (1+1/287)(279+1/36)
   = (1+1/143)(278+1/18)
   = (1+1/95)(277+1/12)
   = (1+1/71)(276+1/9)
   = (1+1/47)(274+1/6)
   = (1+1/31)(271+1/4)
   = (1+1/23)(268+1/3)
   = (1+1/15)(262+1/2)
   = (3+1/101)(93+1/38)
   = (3+1/5)(87+1/2)
   = (5+1/3)(52+1/2)
   = (9+1/39)(31+1/44)
   = (1+1/286)(279+1/41)
   = (2+1/73)(139+1/21)
   = (2+1/24)(137+1/7)
   = (2+1/10)(133+1/3)
   = (3+1/100)(93+1/43)
   = (4+1/19)(69+1/11)
   = (5+1/4)(53+1/3)
   = (9+1/38)(31+1/49)
   = (16+1/3)(17+1/7)
   = (1+1/284)(279+1/57)
   = (1+1/94)(277+1/19)
   = (1+1/14)(261+1/3)
   = (2+1/72)(139+1/29)
   = (3+1/98)(93+1/59)
   = (4+1/6)(67+1/5)
   = (7+1/2)(37+1/3)
   = (9+1/36)(31+1/65)
   = (12+1/7)(23+1/17)
   = (1+1/283)(279+1/71)
   = (3+1/97)(93+1/73)
   = (9+1/35)(31+1/79)
   = (1+1/281)(279+1/141)
   = (1+1/93)(277+1/47)
   = (1+1/5)(233+1/3)
   = (3+1/95)(93+1/143)
   = (3+1/7)(89+1/11)
   = (9+1/33)(31+1/149)
   = (1+1/280)(279+1/281)
   = (2+1/70)(139+1/141)
   = (2+1/23)(137+1/47)
   = (3+1/94)(93+1/283)
   = (6+1/2)(43+1/13)
   = (9+1/32)(31+1/289)
   = (12+1/6)(23+1/73)

281     (32 distinct solutions. )
   = (1+1/561)(280+1/2)
   = (2+1/421)(140+1/3)
   = (3+1/187)(93+1/2)
   = (4+1/351)(70+1/5)
   = (5+1/337)(56+1/6)
   = (7+1/321)(40+1/8)
   = (8+1/316)(35+1/9)
   = (9+1/156)(31+1/5)
   = (10+1/309)(28+1/11)
   = (11+1/51)(25+1/2)
   = (14+1/301)(20+1/15)
   = (1+1/281)(280+1/282)
   = (1+1/140)(279+1/141)
   = (1+1/93)(278+1/94)
   = (1+1/46)(275+1/47)
   = (1+1/5)(234+1/6)
   = (1+1/2)(187+1/3)
   = (2+1/141)(140+1/283)
   = (3+1/47)(93+1/142)
   = (4+1/71)(70+1/285)
   = (4+1/14)(69+1/57)
   = (5+1/57)(56+1/286)
   = (5+1/5)(54+1/26)
   = (5+1/2)(51+1/11)
   = (7+1/41)(40+1/288)
   = (7+1/5)(39+1/36)
   = (8+1/36)(35+1/289)
   = (8+1/2)(33+1/17)
   = (9+1/16)(31+1/145)
   = (10+1/29)(28+1/291)
   = (14+1/21)(20+1/295)
   = (16+1/2)(17+1/33)

282     (47 distinct solutions. )
   = (1+1/563)(281+1/2)
   = (5+1/169)(56+1/3)
   = (7+1/161)(40+1/4)
   = (1+1/422)(281+1/3)
   = (8+1/88)(35+1/5)
   = (1+1/375)(281+1/4)
   = (1+1/187)(280+1/2)
   = (5+1/75)(56+1/4)
   = (7+1/67)(40+1/5)
   = (11+1/17)(25+1/2)
   = (1+1/328)(281+1/7)
   = (8+1/41)(35+1/7)
   = (9+1/26)(31+1/5)
   = (1+1/287)(281+1/48)
   = (1+1/143)(280+1/24)
   = (1+1/95)(279+1/16)
   = (1+1/71)(278+1/12)
   = (1+1/47)(276+1/8)
   = (1+1/35)(274+1/6)
   = (1+1/23)(270+1/4)
   = (1+1/17)(266+1/3)
   = (1+1/11)(258+1/2)
   = (5+1/31)(56+1/26)
   = (7+1/23)(40+1/27)
   = (7+1/5)(39+1/6)
   = (1+1/284)(281+1/95)
   = (1+1/56)(277+1/19)
   = (1+1/14)(263+1/5)
   = (2+1/4)(125+1/3)
   = (4+1/5)(67+1/7)
   = (8+1/19)(35+1/51)
   = (11+1/4)(25+1/15)
   = (16+1/2)(17+1/11)
   = (1+1/283)(281+1/142)
   = (1+1/141)(280+1/71)
   = (1+1/3)(211+1/2)
   = (3+1/5)(88+1/8)
   = (5+1/29)(56+1/73)
   = (7+1/21)(40+1/74)
   = (9+1/11)(31+1/50)
   = (1+1/282)(281+1/283)
   = (2+1/35)(139+1/71)
   = (3+1/6)(89+1/19)
   = (4+1/3)(65+1/13)
   = (5+1/8)(55+1/41)
   = (8+1/18)(35+1/145)
   = (12+1/4)(23+1/49)

283     (29 distinct solutions. )
   = (1+1/565)(282+1/2)
   = (2+1/424)(141+1/3)
   = (3+1/377)(94+1/4)
   = (5+1/113)(56+1/2)
   = (6+1/330)(47+1/7)
   = (8+1/106)(35+1/3)
   = (14+1/101)(20+1/5)
   = (1+1/283)(282+1/284)
   = (1+1/141)(281+1/142)
   = (1+1/70)(279+1/71)
   = (1+1/3)(212+1/4)
   = (2+1/142)(141+1/285)
   = (2+1/47)(140+1/95)
   = (2+1/28)(139+1/57)
   = (2+1/9)(134+1/19)
   = (2+1/7)(132+1/15)
   = (2+1/2)(113+1/5)
   = (3+1/95)(94+1/286)
   = (3+1/7)(90+1/22)
   = (3+1/4)(87+1/13)
   = (4+1/10)(69+1/41)
   = (5+1/19)(56+1/96)
   = (5+1/7)(55+1/36)
   = (5+1/3)(53+1/16)
   = (6+1/48)(47+1/289)
   = (7+1/4)(39+1/29)
   = (8+1/12)(35+1/97)
   = (9+1/8)(31+1/73)
   = (14+1/7)(20+1/99)

284     (46 distinct solutions. )
   = (1+1/567)(283+1/2)
   = (3+1/189)(94+1/2)
   = (7+1/81)(40+1/2)
   = (9+1/63)(31+1/2)
   = (1+1/425)(283+1/3)
   = (1+1/354)(283+1/5)
   = (2+1/106)(141+1/3)
   = (6+1/59)(47+1/5)
   = (1+1/287)(283+1/72)
   = (1+1/143)(282+1/36)
   = (1+1/95)(281+1/24)
   = (1+1/71)(280+1/18)
   = (1+1/47)(278+1/12)
   = (1+1/35)(276+1/9)
   = (1+1/31)(275+1/8)
   = (1+1/23)(272+1/6)
   = (1+1/15)(266+1/4)
   = (1+1/11)(260+1/3)
   = (1+1/7)(248+1/2)
   = (3+1/49)(94+1/37)
   = (5+1/15)(56+1/19)
   = (5+1/3)(53+1/4)
   = (9+1/7)(31+1/16)
   = (1+1/285)(283+1/143)
   = (1+1/25)(273+1/13)
   = (1+1/21)(271+1/11)
   = (3+1/19)(93+1/29)
   = (3+1/3)(85+1/5)
   = (11+1/3)(25+1/17)
   = (1+1/284)(283+1/285)
   = (1+1/94)(281+1/95)
   = (1+1/56)(279+1/57)
   = (1+1/18)(269+1/19)
   = (1+1/14)(265+1/15)
   = (1+1/4)(227+1/5)
   = (1+1/2)(189+1/3)
   = (2+1/71)(141+1/143)
   = (2+1/6)(131+1/13)
   = (2+1/5)(129+1/11)
   = (3+1/2)(81+1/7)
   = (4+1/2)(63+1/9)
   = (6+1/24)(47+1/145)
   = (8+1/9)(35+1/73)
   = (10+1/2)(27+1/21)
   = (12+1/3)(23+1/37)
   = (13+1/2)(21+1/27)

285     (76 distinct solutions. )
   = (1+1/569)(284+1/2)
   = (2+1/427)(142+1/3)
   = (4+1/356)(71+1/5)
   = (14+1/61)(20+1/3)
   = (1+1/379)(284+1/4)
   = (1+1/189)(283+1/2)
   = (2+1/237)(142+1/5)
   = (3+1/63)(94+1/2)
   = (4+1/166)(71+1/7)
   = (7+1/27)(40+1/2)
   = (9+1/21)(31+1/2)
   = (1+1/341)(284+1/6)
   = (1+1/170)(283+1/3)
   = (1+1/113)(282+1/2)
   = (2+1/199)(142+1/7)
   = (4+1/128)(71+1/9)
   = (10+1/17)(28+1/3)
   = (1+1/303)(284+1/16)
   = (1+1/151)(283+1/8)
   = (1+1/75)(281+1/4)
   = (1+1/37)(277+1/2)
   = (2+1/161)(142+1/17)
   = (4+1/90)(71+1/19)
   = (5+1/15)(56+1/4)
   = (6+1/22)(47+1/7)
   = (1+1/299)(284+1/20)
   = (1+1/149)(283+1/10)
   = (1+1/74)(281+1/5)
   = (1+1/59)(280+1/4)
   = (1+1/29)(275+1/2)
   = (2+1/157)(142+1/21)
   = (2+1/52)(141+1/7)
   = (2+1/22)(139+1/3)
   = (4+1/86)(71+1/23)
   = (11+1/4)(25+1/3)
   = (1+1/289)(284+1/58)
   = (1+1/144)(283+1/29)
   = (1+1/9)(256+1/2)
   = (2+1/147)(142+1/59)
   = (3+1/33)(94+1/20)
   = (3+1/8)(91+1/5)
   = (3+1/3)(85+1/2)
   = (4+1/76)(71+1/61)
   = (8+1/8)(35+1/13)
   = (8+1/3)(34+1/5)
   = (9+1/6)(31+1/11)
   = (1+1/287)(284+1/96)
   = (1+1/143)(283+1/48)
   = (1+1/95)(282+1/32)
   = (1+1/71)(281+1/24)
   = (1+1/47)(279+1/16)
   = (1+1/35)(277+1/12)
   = (1+1/23)(273+1/8)
   = (1+1/17)(269+1/6)
   = (1+1/11)(261+1/4)
   = (1+1/8)(253+1/3)
   = (1+1/5)(237+1/2)
   = (2+1/145)(142+1/97)
   = (4+1/74)(71+1/99)
   = (4+1/8)(69+1/11)
   = (4+1/2)(63+1/3)
   = (10+1/2)(27+1/7)
   = (13+1/2)(21+1/9)
   = (1+1/285)(284+1/286)
   = (1+1/142)(283+1/143)
   = (1+1/25)(274+1/26)
   = (1+1/21)(272+1/22)
   = (1+1/12)(263+1/13)
   = (1+1/10)(259+1/11)
   = (2+1/143)(142+1/287)
   = (2+1/20)(139+1/41)
   = (2+1/3)(122+1/7)
   = (3+1/5)(89+1/16)
   = (4+1/72)(71+1/289)
   = (4+1/4)(67+1/17)
   = (6+1/16)(47+1/97)

286     (75 distinct solutions. )
   = (1+1/571)(285+1/2)
   = (3+1/381)(95+1/4)
   = (5+1/343)(57+1/6)
   = (15+1/305)(19+1/16)
   = (1+1/428)(285+1/3)
   = (3+1/238)(95+1/5)
   = (4+1/107)(71+1/3)
   = (5+1/200)(57+1/7)
   = (15+1/162)(19+1/17)
   = (1+1/311)(285+1/12)
   = (1+1/155)(284+1/6)
   = (1+1/103)(283+1/4)
   = (1+1/77)(282+1/3)
   = (1+1/51)(280+1/2)
   = (3+1/121)(95+1/14)
   = (3+1/17)(93+1/2)
   = (5+1/83)(57+1/16)
   = (7+1/11)(40+1/3)
   = (15+1/45)(19+1/26)
   = (1+1/307)(285+1/14)
   = (1+1/153)(284+1/7)
   = (1+1/43)(279+1/2)
   = (3+1/117)(95+1/16)
   = (3+1/29)(94+1/4)
   = (5+1/79)(57+1/18)
   = (5+1/13)(56+1/3)
   = (15+1/41)(19+1/28)
   = (1+1/298)(285+1/23)
   = (2+1/19)(139+1/3)
   = (3+1/108)(95+1/25)
   = (4+1/42)(71+1/13)
   = (5+1/70)(57+1/27)
   = (6+1/15)(47+1/7)
   = (8+1/8)(35+1/5)
   = (15+1/32)(19+1/37)
   = (1+1/296)(285+1/27)
   = (1+1/98)(283+1/9)
   = (1+1/32)(277+1/3)
   = (2+1/38)(141+1/7)
   = (3+1/106)(95+1/29)
   = (4+1/41)(71+1/15)
   = (4+1/8)(69+1/3)
   = (5+1/68)(57+1/31)
   = (9+1/6)(31+1/5)
   = (15+1/30)(19+1/41)
   = (16+1/2)(17+1/3)
   = (1+1/287)(285+1/144)
   = (1+1/143)(284+1/72)
   = (1+1/95)(283+1/48)
   = (1+1/71)(282+1/36)
   = (1+1/47)(280+1/24)
   = (1+1/35)(278+1/18)
   = (1+1/31)(277+1/16)
   = (1+1/23)(274+1/12)
   = (1+1/17)(270+1/9)
   = (1+1/15)(268+1/8)
   = (1+1/11)(262+1/6)
   = (1+1/7)(250+1/4)
   = (1+1/5)(238+1/3)
   = (1+1/3)(214+1/2)
   = (3+1/97)(95+1/146)
   = (5+1/59)(57+1/148)
   = (7+1/7)(40+1/25)
   = (15+1/21)(19+1/158)
   = (1+1/286)(285+1/287)
   = (1+1/40)(279+1/41)
   = (1+1/6)(245+1/7)
   = (2+1/4)(127+1/9)
   = (3+1/96)(95+1/289)
   = (4+1/36)(71+1/145)
   = (4+1/7)(69+1/29)
   = (5+1/58)(57+1/291)
   = (6+1/12)(47+1/73)
   = (8+1/6)(35+1/49)
   = (15+1/20)(19+1/301)

287     (65 distinct solutions. )
   = (1+1/573)(286+1/2)
   = (2+1/430)(143+1/3)
   = (3+1/191)(95+1/2)
   = (5+1/172)(57+1/3)
   = (11+1/313)(26+1/12)
   = (13+1/309)(22+1/14)
   = (15+1/153)(19+1/8)
   = (1+1/327)(286+1/8)
   = (1+1/163)(285+1/4)
   = (1+1/81)(283+1/2)
   = (2+1/184)(143+1/9)
   = (2+1/61)(142+1/3)
   = (3+1/68)(95+1/5)
   = (3+1/27)(94+1/2)
   = (5+1/49)(57+1/6)
   = (9+1/9)(31+1/2)
   = (11+1/67)(26+1/18)
   = (13+1/63)(22+1/20)
   = (15+1/30)(19+1/11)
   = (1+1/293)(286+1/42)
   = (1+1/146)(285+1/21)
   = (1+1/97)(284+1/14)
   = (1+1/48)(281+1/7)
   = (1+1/41)(280+1/6)
   = (1+1/20)(273+1/3)
   = (1+1/13)(266+1/2)
   = (2+1/150)(143+1/43)
   = (3+1/51)(95+1/22)
   = (3+1/9)(92+1/4)
   = (4+1/26)(71+1/15)
   = (4+1/5)(68+1/3)
   = (5+1/32)(57+1/23)
   = (8+1/6)(35+1/7)
   = (10+1/2)(27+1/3)
   = (11+1/33)(26+1/52)
   = (13+1/29)(22+1/54)
   = (15+1/13)(19+1/28)
   = (1+1/287)(286+1/288)
   = (1+1/143)(285+1/144)
   = (1+1/95)(284+1/96)
   = (1+1/71)(283+1/72)
   = (1+1/47)(281+1/48)
   = (1+1/35)(279+1/36)
   = (1+1/31)(278+1/32)
   = (1+1/23)(275+1/24)
   = (1+1/17)(271+1/18)
   = (1+1/15)(269+1/16)
   = (1+1/11)(263+1/12)
   = (1+1/8)(255+1/9)
   = (1+1/7)(251+1/8)
   = (1+1/5)(239+1/6)
   = (1+1/3)(215+1/4)
   = (1+1/2)(191+1/3)
   = (2+1/144)(143+1/289)
   = (2+1/8)(135+1/17)
   = (3+1/48)(95+1/145)
   = (3+1/19)(94+1/58)
   = (3+1/3)(86+1/10)
   = (4+1/24)(71+1/97)
   = (5+1/29)(57+1/146)
   = (9+1/4)(31+1/37)
   = (11+1/27)(26+1/298)
   = (13+1/23)(22+1/300)
   = (14+1/3)(20+1/43)
   = (15+1/10)(19+1/151)

288     (77 distinct solutions. )
   = (1+1/575)(287+1/2)
   = (5+1/115)(57+1/2)
   = (7+1/329)(41+1/8)
   = (11+1/157)(26+1/6)
   = (13+1/155)(22+1/7)
   = (1+1/431)(287+1/3)
   = (7+1/185)(41+1/9)
   = (1+1/383)(287+1/4)
   = (1+1/191)(286+1/2)
   = (7+1/137)(41+1/10)
   = (11+1/61)(26+1/7)
   = (13+1/59)(22+1/8)
   = (1+1/359)(287+1/5)
   = (5+1/43)(57+1/3)
   = (7+1/113)(41+1/11)
   = (1+1/335)(287+1/7)
   = (7+1/89)(41+1/13)
   = (1+1/323)(287+1/9)
   = (1+1/107)(285+1/3)
   = (7+1/77)(41+1/15)
   = (1+1/319)(287+1/10)
   = (1+1/159)(286+1/5)
   = (1+1/63)(283+1/2)
   = (3+1/21)(94+1/2)
   = (7+1/73)(41+1/16)
   = (7+1/9)(40+1/2)
   = (9+1/7)(31+1/2)
   = (11+1/29)(26+1/10)
   = (13+1/27)(22+1/11)
   = (15+1/17)(19+1/8)
   = (1+1/311)(287+1/13)
   = (7+1/65)(41+1/19)
   = (1+1/305)(287+1/17)
   = (5+1/25)(57+1/7)
   = (7+1/59)(41+1/23)
   = (1+1/303)(287+1/19)
   = (3+1/37)(95+1/7)
   = (7+1/57)(41+1/25)
   = (1+1/299)(287+1/25)
   = (1+1/59)(283+1/5)
   = (7+1/53)(41+1/31)
   = (1+1/296)(287+1/33)
   = (1+1/98)(285+1/11)
   = (1+1/26)(277+1/3)
   = (2+1/76)(143+1/17)
   = (4+1/20)(71+1/9)
   = (7+1/50)(41+1/39)
   = (13+1/2)(21+1/3)
   = (1+1/295)(287+1/37)
   = (7+1/49)(41+1/43)
   = (15+1/9)(19+1/17)
   = (1+1/293)(287+1/49)
   = (1+1/41)(281+1/7)
   = (7+1/47)(41+1/55)
   = (1+1/291)(287+1/73)
   = (3+1/33)(95+1/25)
   = (7+1/45)(41+1/79)
   = (1+1/290)(287+1/97)
   = (2+1/73)(143+1/49)
   = (2+1/10)(137+1/7)
   = (7+1/44)(41+1/103)
   = (1+1/289)(287+1/145)
   = (1+1/57)(283+1/29)
   = (1+1/9)(259+1/5)
   = (7+1/43)(41+1/151)
   = (15+1/7)(19+1/53)
   = (1+1/288)(287+1/289)
   = (1+1/16)(271+1/17)
   = (2+1/72)(143+1/145)
   = (2+1/14)(139+1/29)
   = (2+1/2)(115+1/5)
   = (3+1/32)(95+1/97)
   = (4+1/18)(71+1/73)
   = (6+1/8)(47+1/49)
   = (7+1/42)(41+1/295)
   = (11+1/2)(25+1/23)
   = (12+1/2)(23+1/25)

289     (53 distinct solutions. )
   = (1+1/577)(288+1/2)
   = (2+1/433)(144+1/3)
   = (3+1/385)(96+1/4)
   = (4+1/361)(72+1/5)
   = (6+1/337)(48+1/7)
   = (7+1/165)(41+1/4)
   = (8+1/325)(36+1/9)
   = (9+1/321)(32+1/10)
   = (11+1/105)(26+1/4)
   = (12+1/313)(24+1/13)
   = (15+1/77)(19+1/4)
   = (16+1/307)(18+1/17)
   = (1+1/305)(288+1/18)
   = (1+1/152)(287+1/9)
   = (1+1/101)(286+1/6)
   = (1+1/50)(283+1/3)
   = (1+1/33)(280+1/2)
   = (2+1/161)(144+1/19)
   = (3+1/113)(96+1/20)
   = (3+1/28)(95+1/5)
   = (3+1/11)(93+1/2)
   = (4+1/89)(72+1/21)
   = (6+1/65)(48+1/23)
   = (7+1/29)(41+1/12)
   = (8+1/53)(36+1/25)
   = (9+1/49)(32+1/26)
   = (10+1/5)(28+1/3)
   = (11+1/3)(25+1/2)
   = (12+1/41)(24+1/29)
   = (13+1/13)(22+1/10)
   = (15+1/9)(19+1/8)
   = (16+1/35)(18+1/33)
   = (1+1/289)(288+1/290)
   = (1+1/144)(287+1/145)
   = (1+1/57)(284+1/58)
   = (1+1/28)(279+1/29)
   = (1+1/9)(260+1/10)
   = (1+1/4)(231+1/5)
   = (2+1/145)(144+1/291)
   = (2+1/48)(143+1/97)
   = (3+1/97)(96+1/292)
   = (3+1/24)(95+1/73)
   = (4+1/73)(72+1/293)
   = (5+1/4)(55+1/21)
   = (6+1/49)(48+1/295)
   = (7+1/21)(41+1/148)
   = (8+1/37)(36+1/297)
   = (8+1/4)(35+1/33)
   = (9+1/33)(32+1/298)
   = (11+1/9)(26+1/100)
   = (12+1/25)(24+1/301)
   = (15+1/5)(19+1/76)
   = (16+1/19)(18+1/305)

290     (53 distinct solutions. )
   = (1+1/579)(289+1/2)
   = (3+1/193)(96+1/2)
   = (9+1/161)(32+1/5)
   = (11+1/79)(26+1/3)
   = (17+1/307)(17+1/18)
   = (1+1/434)(289+1/3)
   = (7+1/62)(41+1/3)
   = (17+1/162)(17+1/19)
   = (1+1/347)(289+1/6)
   = (1+1/173)(288+1/3)
   = (1+1/115)(287+1/2)
   = (3+1/77)(96+1/4)
   = (5+1/23)(57+1/2)
   = (7+1/33)(41+1/4)
   = (9+1/45)(32+1/7)
   = (11+1/21)(26+1/4)
   = (17+1/75)(17+1/22)
   = (1+1/318)(289+1/11)
   = (2+1/43)(143+1/3)
   = (17+1/46)(17+1/27)
   = (1+1/299)(289+1/30)
   = (1+1/149)(288+1/15)
   = (1+1/99)(287+1/10)
   = (1+1/59)(285+1/6)
   = (1+1/49)(284+1/5)
   = (1+1/29)(280+1/3)
   = (1+1/19)(275+1/2)
   = (3+1/53)(96+1/16)
   = (3+1/13)(94+1/4)
   = (7+1/17)(41+1/12)
   = (9+1/21)(32+1/19)
   = (11+1/9)(26+1/10)
   = (1+1/294)(289+1/59)
   = (2+1/37)(143+1/15)
   = (2+1/12)(139+1/5)
   = (2+1/7)(135+1/3)
   = (12+1/2)(23+1/5)
   = (1+1/291)(289+1/146)
   = (1+1/145)(288+1/73)
   = (1+1/3)(217+1/2)
   = (3+1/49)(96+1/74)
   = (9+1/17)(32+1/77)
   = (9+1/3)(31+1/14)
   = (11+1/7)(26+1/39)
   = (1+1/290)(289+1/291)
   = (1+1/96)(287+1/97)
   = (1+1/2)(193+1/3)
   = (2+1/36)(143+1/73)
   = (4+1/12)(71+1/49)
   = (4+1/5)(69+1/21)
   = (6+1/6)(47+1/37)
   = (7+1/14)(41+1/99)
   = (15+1/4)(19+1/61)

291     (40 distinct solutions. )
   = (1+1/581)(290+1/2)
   = (2+1/436)(145+1/3)
   = (5+1/349)(58+1/6)
   = (7+1/83)(41+1/2)
   = (8+1/109)(36+1/3)
   = (10+1/320)(29+1/11)
   = (17+1/154)(17+1/9)
   = (1+1/387)(290+1/4)
   = (1+1/193)(289+1/2)
   = (2+1/242)(145+1/5)
   = (5+1/155)(58+1/8)
   = (9+1/43)(32+1/4)
   = (10+1/126)(29+1/13)
   = (17+1/57)(17+1/10)
   = (1+1/293)(290+1/98)
   = (1+1/146)(289+1/49)
   = (1+1/41)(284+1/14)
   = (1+1/20)(277+1/7)
   = (1+1/5)(242+1/2)
   = (2+1/148)(145+1/99)
   = (2+1/49)(144+1/33)
   = (2+1/16)(141+1/11)
   = (2+1/13)(140+1/9)
   = (2+1/4)(129+1/3)
   = (5+1/61)(58+1/102)
   = (5+1/10)(57+1/17)
   = (7+1/11)(41+1/26)
   = (8+1/13)(36+1/35)
   = (10+1/32)(29+1/107)
   = (13+1/5)(22+1/22)
   = (1+1/291)(290+1/292)
   = (1+1/145)(289+1/146)
   = (1+1/72)(287+1/73)
   = (1+1/3)(218+1/4)
   = (2+1/146)(145+1/293)
   = (3+1/16)(95+1/49)
   = (3+1/2)(83+1/7)
   = (5+1/59)(58+1/296)
   = (9+1/11)(32+1/100)
   = (10+1/30)(29+1/301)

292     (38 distinct solutions. )
   = (1+1/583)(291+1/2)
   = (3+1/389)(97+1/4)
   = (5+1/175)(58+1/3)
   = (11+1/53)(26+1/2)
   = (17+1/103)(17+1/6)
   = (1+1/437)(291+1/3)
   = (3+1/243)(97+1/5)
   = (1+1/364)(291+1/5)
   = (2+1/109)(145+1/3)
   = (3+1/170)(97+1/7)
   = (10+1/51)(29+1/7)
   = (17+1/30)(17+1/7)
   = (1+1/295)(291+1/74)
   = (1+1/147)(290+1/37)
   = (1+1/7)(255+1/2)
   = (3+1/101)(97+1/76)
   = (3+1/25)(96+1/19)
   = (3+1/5)(91+1/4)
   = (5+1/31)(58+1/39)
   = (7+1/9)(41+1/16)
   = (11+1/5)(26+1/14)
   = (1+1/293)(291+1/147)
   = (1+1/97)(289+1/49)
   = (1+1/41)(285+1/21)
   = (1+1/13)(271+1/7)
   = (1+1/5)(243+1/3)
   = (3+1/99)(97+1/149)
   = (15+1/3)(19+1/23)
   = (1+1/292)(291+1/293)
   = (2+1/73)(145+1/147)
   = (2+1/24)(143+1/49)
   = (2+1/10)(139+1/21)
   = (2+1/3)(125+1/7)
   = (3+1/98)(97+1/295)
   = (4+1/9)(71+1/37)
   = (5+1/2)(53+1/11)
   = (8+1/3)(35+1/25)
   = (10+1/15)(29+1/151)

293     (31 distinct solutions. )
   = (1+1/585)(292+1/2)
   = (2+1/439)(146+1/3)
   = (3+1/195)(97+1/2)
   = (4+1/366)(73+1/5)
   = (5+1/117)(58+1/2)
   = (9+1/65)(32+1/2)
   = (13+1/45)(22+1/2)
   = (15+1/39)(19+1/2)
   = (1+1/293)(292+1/294)
   = (1+1/146)(291+1/147)
   = (1+1/97)(290+1/98)
   = (1+1/48)(287+1/49)
   = (1+1/41)(286+1/42)
   = (1+1/20)(279+1/21)
   = (1+1/13)(272+1/14)
   = (1+1/6)(251+1/7)
   = (1+1/5)(244+1/6)
   = (1+1/2)(195+1/3)
   = (2+1/147)(146+1/295)
   = (2+1/29)(144+1/59)
   = (2+1/2)(117+1/5)
   = (3+1/49)(97+1/148)
   = (3+1/12)(95+1/37)
   = (4+1/74)(73+1/297)
   = (4+1/8)(71+1/33)
   = (4+1/2)(65+1/9)
   = (6+1/2)(45+1/13)
   = (7+1/7)(41+1/50)
   = (7+1/2)(39+1/15)
   = (10+1/10)(29+1/101)
   = (12+1/5)(24+1/61)

294     (67 distinct solutions. )
   = (1+1/587)(293+1/2)
   = (1+1/440)(293+1/3)
   = (4+1/110)(73+1/3)
   = (10+1/44)(29+1/3)
   = (1+1/391)(293+1/4)
   = (1+1/195)(292+1/2)
   = (3+1/65)(97+1/2)
   = (5+1/39)(58+1/2)
   = (13+1/15)(22+1/2)
   = (15+1/13)(19+1/2)
   = (17+1/23)(17+1/4)
   = (1+1/342)(293+1/7)
   = (4+1/61)(73+1/5)
   = (1+1/335)(293+1/8)
   = (1+1/167)(292+1/4)
   = (1+1/83)(290+1/2)
   = (5+1/25)(58+1/3)
   = (1+1/314)(293+1/15)
   = (1+1/104)(291+1/5)
   = (1+1/62)(289+1/3)
   = (4+1/47)(73+1/9)
   = (1+1/307)(293+1/22)
   = (1+1/153)(292+1/11)
   = (1+1/27)(283+1/2)
   = (3+1/37)(97+1/8)
   = (3+1/9)(94+1/2)
   = (9+1/3)(31+1/2)
   = (11+1/5)(26+1/4)
   = (1+1/300)(293+1/43)
   = (2+1/38)(145+1/11)
   = (4+1/40)(73+1/23)
   = (10+1/9)(29+1/13)
   = (1+1/299)(293+1/50)
   = (1+1/149)(292+1/25)
   = (1+1/59)(289+1/10)
   = (1+1/29)(284+1/5)
   = (1+1/11)(269+1/2)
   = (5+1/7)(57+1/6)
   = (1+1/296)(293+1/99)
   = (1+1/98)(291+1/33)
   = (1+1/32)(285+1/11)
   = (1+1/26)(283+1/9)
   = (1+1/8)(261+1/3)
   = (2+1/37)(145+1/25)
   = (2+1/7)(137+1/5)
   = (4+1/38)(73+1/51)
   = (4+1/2)(65+1/3)
   = (7+1/2)(39+1/5)
   = (10+1/8)(29+1/27)
   = (1+1/295)(293+1/148)
   = (1+1/147)(292+1/74)
   = (1+1/73)(290+1/37)
   = (1+1/7)(257+1/4)
   = (1+1/3)(220+1/2)
   = (3+1/33)(97+1/50)
   = (3+1/3)(88+1/5)
   = (5+1/15)(58+1/38)
   = (5+1/3)(55+1/8)
   = (7+1/3)(40+1/11)
   = (13+1/3)(22+1/20)
   = (1+1/294)(293+1/295)
   = (1+1/58)(289+1/59)
   = (1+1/4)(235+1/5)
   = (2+1/18)(143+1/37)
   = (4+1/37)(73+1/149)
   = (6+1/4)(47+1/25)
   = (7+1/6)(41+1/43)

295     (64 distinct solutions. )
   = (1+1/589)(294+1/2)
   = (2+1/442)(147+1/3)
   = (3+1/393)(98+1/4)
   = (6+1/344)(49+1/7)
   = (7+1/337)(42+1/8)
   = (14+1/316)(21+1/15)
   = (17+1/52)(17+1/3)
   = (1+1/353)(294+1/6)
   = (1+1/176)(293+1/3)
   = (1+1/117)(292+1/2)
   = (2+1/206)(147+1/7)
   = (3+1/157)(98+1/8)
   = (3+1/39)(97+1/2)
   = (4+1/44)(73+1/3)
   = (6+1/108)(49+1/11)
   = (7+1/101)(42+1/12)
   = (9+1/13)(32+1/2)
   = (13+1/9)(22+1/2)
   = (14+1/80)(21+1/19)
   = (16+1/11)(18+1/3)
   = (1+1/299)(294+1/60)
   = (1+1/149)(293+1/30)
   = (1+1/99)(292+1/20)
   = (1+1/74)(291+1/15)
   = (1+1/59)(290+1/12)
   = (1+1/49)(289+1/10)
   = (1+1/29)(285+1/6)
   = (1+1/24)(283+1/5)
   = (1+1/19)(280+1/4)
   = (1+1/14)(275+1/3)
   = (1+1/9)(265+1/2)
   = (2+1/152)(147+1/61)
   = (3+1/103)(98+1/62)
   = (3+1/3)(88+1/2)
   = (4+1/26)(73+1/21)
   = (4+1/11)(72+1/9)
   = (6+1/54)(49+1/65)
   = (6+1/4)(47+1/5)
   = (7+1/47)(42+1/66)
   = (7+1/2)(39+1/3)
   = (13+1/3)(22+1/8)
   = (14+1/26)(21+1/73)
   = (1+1/295)(294+1/296)
   = (1+1/147)(293+1/148)
   = (1+1/73)(291+1/74)
   = (1+1/36)(287+1/37)
   = (1+1/7)(258+1/8)
   = (1+1/3)(221+1/4)
   = (2+1/148)(147+1/297)
   = (2+1/49)(146+1/99)
   = (2+1/16)(143+1/33)
   = (2+1/13)(142+1/27)
   = (2+1/5)(134+1/11)
   = (2+1/4)(131+1/9)
   = (3+1/99)(98+1/298)
   = (4+1/3)(68+1/13)
   = (6+1/50)(49+1/301)
   = (6+1/7)(48+1/43)
   = (7+1/43)(42+1/302)
   = (9+1/2)(31+1/19)
   = (10+1/6)(29+1/61)
   = (11+1/3)(26+1/34)
   = (14+1/22)(21+1/309)
   = (15+1/2)(19+1/31)

296     (52 distinct solutions. )
   = (1+1/591)(295+1/2)
   = (3+1/197)(98+1/2)
   = (5+1/355)(59+1/6)
   = (7+1/169)(42+1/4)
   = (1+1/443)(295+1/3)
   = (5+1/207)(59+1/7)
   = (1+1/369)(295+1/5)
   = (5+1/133)(59+1/9)
   = (17+1/13)(17+1/3)
   = (1+1/332)(295+1/9)
   = (1+1/110)(293+1/3)
   = (2+1/92)(147+1/5)
   = (5+1/96)(59+1/13)
   = (6+1/43)(49+1/7)
   = (10+1/11)(29+1/3)
   = (14+1/29)(21+1/11)
   = (1+1/303)(295+1/38)
   = (1+1/151)(294+1/19)
   = (1+1/15)(277+1/2)
   = (3+1/53)(98+1/20)
   = (3+1/21)(97+1/8)
   = (3+1/13)(96+1/5)
   = (3+1/5)(92+1/2)
   = (5+1/67)(59+1/42)
   = (5+1/11)(58+1/7)
   = (5+1/3)(55+1/2)
   = (7+1/25)(42+1/22)
   = (13+1/3)(22+1/5)
   = (1+1/299)(295+1/75)
   = (1+1/99)(293+1/25)
   = (1+1/59)(291+1/15)
   = (1+1/19)(281+1/5)
   = (1+1/11)(271+1/3)
   = (3+1/9)(95+1/7)
   = (5+1/63)(59+1/79)
   = (7+1/5)(41+1/9)
   = (1+1/297)(295+1/149)
   = (5+1/61)(59+1/153)
   = (1+1/296)(295+1/297)
   = (1+1/98)(293+1/99)
   = (1+1/32)(287+1/33)
   = (1+1/26)(285+1/27)
   = (1+1/10)(269+1/11)
   = (1+1/8)(263+1/9)
   = (1+1/2)(197+1/3)
   = (2+1/74)(147+1/149)
   = (3+1/4)(91+1/13)
   = (4+1/6)(71+1/25)
   = (5+1/60)(59+1/301)
   = (6+1/25)(49+1/151)
   = (10+1/5)(29+1/51)
   = (14+1/11)(21+1/155)

297     (80 distinct solutions. )
   = (1+1/593)(296+1/2)
   = (2+1/445)(148+1/3)
   = (4+1/371)(74+1/5)
   = (5+1/178)(59+1/3)
   = (8+1/334)(37+1/9)
   = (14+1/106)(21+1/5)
   = (1+1/395)(296+1/4)
   = (1+1/197)(295+1/2)
   = (2+1/247)(148+1/5)
   = (4+1/173)(74+1/7)
   = (5+1/79)(59+1/4)
   = (8+1/136)(37+1/11)
   = (1+1/329)(296+1/10)
   = (1+1/164)(295+1/5)
   = (1+1/65)(292+1/2)
   = (2+1/181)(148+1/11)
   = (4+1/107)(74+1/13)
   = (5+1/46)(59+1/7)
   = (5+1/13)(58+1/2)
   = (8+1/70)(37+1/17)
   = (13+1/5)(22+1/2)
   = (1+1/323)(296+1/12)
   = (1+1/161)(295+1/6)
   = (1+1/107)(294+1/4)
   = (1+1/80)(293+1/3)
   = (1+1/53)(291+1/2)
   = (2+1/175)(148+1/13)
   = (4+1/101)(74+1/15)
   = (4+1/20)(73+1/3)
   = (5+1/43)(59+1/8)
   = (7+1/23)(42+1/6)
   = (8+1/64)(37+1/19)
   = (10+1/8)(29+1/3)
   = (16+1/5)(18+1/3)
   = (1+1/307)(296+1/28)
   = (1+1/153)(295+1/14)
   = (1+1/76)(293+1/7)
   = (1+1/43)(290+1/4)
   = (1+1/21)(283+1/2)
   = (2+1/159)(148+1/29)
   = (3+1/18)(97+1/5)
   = (3+1/7)(94+1/2)
   = (4+1/85)(74+1/31)
   = (5+1/35)(59+1/16)
   = (6+1/20)(49+1/11)
   = (7+1/3)(40+1/2)
   = (8+1/48)(37+1/35)
   = (1+1/305)(296+1/34)
   = (1+1/152)(295+1/17)
   = (1+1/17)(280+1/2)
   = (2+1/157)(148+1/35)
   = (2+1/31)(146+1/7)
   = (2+1/22)(145+1/5)
   = (4+1/83)(74+1/37)
   = (5+1/34)(59+1/19)
   = (7+1/5)(41+1/4)
   = (8+1/46)(37+1/41)
   = (1+1/299)(296+1/100)
   = (1+1/149)(295+1/50)
   = (1+1/74)(293+1/25)
   = (1+1/59)(292+1/20)
   = (1+1/29)(287+1/10)
   = (1+1/14)(277+1/5)
   = (1+1/11)(272+1/4)
   = (1+1/5)(247+1/2)
   = (2+1/151)(148+1/101)
   = (4+1/77)(74+1/103)
   = (5+1/31)(59+1/52)
   = (8+1/40)(37+1/107)
   = (1+1/297)(296+1/298)
   = (1+1/148)(295+1/149)
   = (2+1/149)(148+1/299)
   = (2+1/11)(142+1/23)
   = (2+1/6)(137+1/13)
   = (3+1/33)(98+1/100)
   = (3+1/8)(95+1/25)
   = (3+1/3)(89+1/10)
   = (4+1/75)(74+1/301)
   = (5+1/30)(59+1/151)
   = (8+1/38)(37+1/305)

298     (45 distinct solutions. )
   = (1+1/595)(297+1/2)
   = (3+1/397)(99+1/4)
   = (5+1/119)(59+1/2)
   = (7+1/85)(42+1/2)
   = (9+1/331)(33+1/10)
   = (11+1/325)(27+1/12)
   = (17+1/35)(17+1/2)
   = (1+1/446)(297+1/3)
   = (3+1/248)(99+1/5)
   = (8+1/93)(37+1/5)
   = (9+1/182)(33+1/11)
   = (11+1/176)(27+1/13)
   = (1+1/299)(297+1/150)
   = (1+1/149)(296+1/75)
   = (1+1/99)(295+1/50)
   = (1+1/59)(293+1/30)
   = (1+1/49)(292+1/25)
   = (1+1/29)(288+1/15)
   = (1+1/19)(283+1/10)
   = (1+1/11)(273+1/6)
   = (1+1/9)(268+1/5)
   = (1+1/5)(248+1/3)
   = (1+1/3)(223+1/2)
   = (3+1/101)(99+1/152)
   = (3+1/25)(98+1/38)
   = (3+1/5)(93+1/8)
   = (7+1/11)(42+1/39)
   = (9+1/35)(33+1/158)
   = (11+1/29)(27+1/160)
   = (1+1/298)(297+1/299)
   = (1+1/22)(285+1/23)
   = (1+1/12)(275+1/13)
   = (2+1/37)(147+1/75)
   = (2+1/12)(143+1/25)
   = (2+1/7)(139+1/15)
   = (2+1/2)(119+1/5)
   = (3+1/100)(99+1/301)
   = (3+1/14)(97+1/43)
   = (3+1/2)(85+1/7)
   = (5+1/20)(59+1/101)
   = (6+1/3)(47+1/19)
   = (8+1/19)(37+1/153)
   = (8+1/2)(35+1/17)
   = (9+1/34)(33+1/307)
   = (11+1/28)(27+1/309)

299     (66 distinct solutions. )
   = (1+1/597)(298+1/2)
   = (2+1/448)(149+1/3)
   = (3+1/199)(99+1/2)
   = (8+1/112)(37+1/3)
   = (9+1/166)(33+1/5)
   = (11+1/163)(27+1/6)
   = (14+1/64)(21+1/3)
   = (1+1/321)(298+1/14)
   = (1+1/160)(297+1/7)
   = (1+1/45)(292+1/2)
   = (2+1/172)(149+1/15)
   = (2+1/57)(148+1/5)
   = (2+1/34)(147+1/3)
   = (3+1/61)(99+1/8)
   = (3+1/15)(97+1/2)
   = (5+1/9)(58+1/2)
   = (7+1/13)(42+1/4)
   = (8+1/20)(37+1/7)
   = (9+1/28)(33+1/11)
   = (9+1/5)(32+1/2)
   = (11+1/25)(27+1/12)
   = (15+1/3)(19+1/2)
   = (17+1/4)(17+1/3)
   = (1+1/311)(298+1/24)
   = (1+1/155)(297+1/12)
   = (1+1/103)(296+1/8)
   = (1+1/77)(295+1/6)
   = (1+1/51)(293+1/4)
   = (1+1/38)(291+1/3)
   = (1+1/25)(287+1/2)
   = (2+1/162)(149+1/25)
   = (2+1/32)(147+1/5)
   = (3+1/56)(99+1/13)
   = (4+1/29)(74+1/9)
   = (5+1/18)(59+1/7)
   = (5+1/5)(57+1/2)
   = (7+1/11)(42+1/6)
   = (9+1/23)(33+1/16)
   = (11+1/20)(27+1/17)
   = (1+1/299)(298+1/300)
   = (1+1/149)(297+1/150)
   = (1+1/99)(296+1/100)
   = (1+1/74)(295+1/75)
   = (1+1/59)(294+1/60)
   = (1+1/49)(293+1/50)
   = (1+1/29)(289+1/30)
   = (1+1/24)(287+1/25)
   = (1+1/19)(284+1/20)
   = (1+1/14)(279+1/15)
   = (1+1/11)(274+1/12)
   = (1+1/9)(269+1/10)
   = (1+1/5)(249+1/6)
   = (1+1/4)(239+1/5)
   = (1+1/3)(224+1/4)
   = (1+1/2)(199+1/3)
   = (2+1/150)(149+1/301)
   = (2+1/21)(146+1/43)
   = (2+1/3)(128+1/7)
   = (3+1/50)(99+1/151)
   = (4+1/25)(74+1/101)
   = (5+1/15)(59+1/76)
   = (5+1/3)(56+1/16)
   = (6+1/10)(49+1/61)
   = (9+1/17)(33+1/154)
   = (9+1/3)(32+1/28)
   = (11+1/14)(27+1/155)

300     (87 distinct solutions. )
   = (1+1/599)(299+1/2)
   = (11+1/109)(27+1/4)
   = (13+1/323)(23+1/14)
   = (1+1/449)(299+1/3)
   = (13+1/173)(23+1/15)
   = (1+1/399)(299+1/4)
   = (1+1/199)(298+1/2)
   = (13+1/123)(23+1/16)
   = (1+1/374)(299+1/5)
   = (2+1/112)(149+1/3)
   = (8+1/28)(37+1/3)
   = (11+1/34)(27+1/5)
   = (13+1/98)(23+1/17)
   = (14+1/16)(21+1/3)
   = (1+1/359)(299+1/6)
   = (1+1/179)(298+1/3)
   = (1+1/119)(297+1/2)
   = (7+1/17)(42+1/2)
   = (13+1/83)(23+1/18)
   = (17+1/7)(17+1/2)
   = (1+1/349)(299+1/7)
   = (13+1/73)(23+1/19)
   = (1+1/329)(299+1/11)
   = (11+1/19)(27+1/7)
   = (13+1/53)(23+1/23)
   = (1+1/324)(299+1/13)
   = (2+1/87)(149+1/7)
   = (13+1/48)(23+1/25)
   = (1+1/319)(299+1/16)
   = (1+1/159)(298+1/8)
   = (1+1/79)(296+1/4)
   = (1+1/39)(292+1/2)
   = (3+1/13)(97+1/2)
   = (13+1/43)(23+1/28)
   = (13+1/3)(22+1/2)
   = (1+1/314)(299+1/21)
   = (1+1/104)(297+1/7)
   = (1+1/44)(293+1/3)
   = (2+1/82)(149+1/11)
   = (4+1/11)(73+1/3)
   = (8+1/13)(37+1/7)
   = (13+1/38)(23+1/33)
   = (1+1/311)(299+1/26)
   = (1+1/155)(298+1/13)
   = (1+1/23)(287+1/2)
   = (5+1/7)(58+1/3)
   = (11+1/13)(27+1/12)
   = (13+1/35)(23+1/38)
   = (1+1/309)(299+1/31)
   = (13+1/33)(23+1/43)
   = (1+1/305)(299+1/51)
   = (1+1/101)(297+1/17)
   = (1+1/17)(283+1/3)
   = (5+1/13)(59+1/11)
   = (13+1/29)(23+1/63)
   = (1+1/304)(299+1/61)
   = (2+1/77)(149+1/31)
   = (6+1/9)(49+1/11)
   = (13+1/28)(23+1/73)
   = (1+1/303)(299+1/76)
   = (1+1/151)(298+1/38)
   = (1+1/75)(296+1/19)
   = (1+1/15)(281+1/4)
   = (1+1/7)(262+1/2)
   = (3+1/17)(98+1/13)
   = (5+1/3)(56+1/4)
   = (9+1/3)(32+1/7)
   = (13+1/27)(23+1/88)
   = (1+1/302)(299+1/101)
   = (2+1/76)(149+1/51)
   = (2+1/25)(147+1/17)
   = (2+1/4)(133+1/3)
   = (5+1/4)(57+1/7)
   = (8+1/10)(37+1/27)
   = (11+1/10)(27+1/37)
   = (13+1/26)(23+1/113)
   = (14+1/4)(21+1/19)
   = (1+1/301)(299+1/151)
   = (3+1/11)(97+1/17)
   = (13+1/25)(23+1/163)
   = (1+1/300)(299+1/301)
   = (1+1/42)(293+1/43)
   = (1+1/6)(257+1/7)
   = (2+1/75)(149+1/151)
   = (5+1/12)(59+1/61)
   = (10+1/3)(29+1/31)
   = (13+1/24)(23+1/313)