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COMMENTS
| For the corresponding primes p see A139075.
a(9)>5000, a(13)>5000, a(22)>5000, a(23) = 1579. - Andrew V. Sutherland (drew(AT)math.mit.edu), Apr 21 2008, Apr 22 2008
a(10)=5, a(11)=13, a(12)=5
a(14)= 17, a(15)=7, a(16)=13, a(17)=43, a(18)=7, a(19)=31, a(20)=5, a(21)=7
a(24)=7, a(25)=47, a(26)=17, a(27)=17, a(28)=7, a(29)=241, a(30)=5,
a(31)=61, a(32)=11, a(33)=17, a(34)=17, a(35)=29, a(36)=11, a(37)=61,
a(38)=103, a(39)=89, a(40)=7, a(41)=131, a(42)=11, a(43)=71, a(44)=13,
a(45)=7, a(46)=43, a(47)=73, a(48)=67, a(49)=347, a(50)=31, a(51)=19,
a(52)=17, a(53)=347, a(54)=11, a(55)=13, a(56)=13, a(57)=31, a(58)=73,
a(59)=641, a(60)=5
a(23) = 1579. - Andrew V. Sutherland (drew(AT)math.mit.edu), Apr 11 2008.
Smallest daughter factorial prime p of order n, i.e. smallest prime of the form (p!+n)/n where p is prime.
For smallest mother factorial prime p of order n see A139075
For smallest father factorial prime p of order n see A139207
For smallest son factorial prime p of order n see A139206
Summary added by Robert Price, Nov 25 2010:
a(1:20)=2,2,3,5,7,3,11,7,26737,5,13,5,>60000,17,7,13,43,7,31,5
a(21:40)=7,>60000,1579,7,47,17,17,7,241,5,61,11,17,17,29,11,61,103,89,7
a(41:60)=131,11,71,13,7,43,73,67,347,31,19,17,347,11,13,13,31,73,641,5
a(61:80)=89,31,13,13,17,11,71,19,131,7,151,7,>10000,641,73,43,17,331,113,11
a(81:100)=13,67,>10000,7,1999,89,31,11,>10000,19,19,31,607,71,61,11,761,23,>10000
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