Table:
text: Abc conjecture
Computational results
Distribution of triples with q > 1
q_1 q_1_05 q_1_1 q_1_2 q_1_3 q_1_4
6 4 4 2 0 0
31 17 14 8 3 1
120 74 50 22 8 3
418 240 152 51 13 6
1268 667 379 102 29 11
3499 1669 856 210 60 17
8987 3869 1801 384 98 25
22316 8742 3693 706 144 34
51677 18233 7035 1159 218 51
116978 37612 13266 1947 327 64
252856 73714 23773 3028 455 74
528275 139762 41438 4519 599 84
1075319 258168 70047 6665 769 98
2131671 463446 115041 9497 998 112
4119410 812499 184727 13118 1232 126
7801334 1396909 290965 17890 1530 143
14482065 2352105 449194 24013 1843 160

Question: What is the sum q > 1.4 less than 7,801,334 and q > 1.05 greater than 812,499 for the Abc conjecture?

Question: For the abc conjecture, what is the sum of q > 1 if q > 1.05 is greater than 18233 and aq > 1.4 is less than 112 and q > 1.1 is 13266?

Question: What is the mean q > 1 with aq > 1.2 less than 3,028 and aq > 1.4 of 51 and aq > 1.05 greater than 18,233 for the abc conjecture?

Question: From the set of Abc conjectures, what is the sum of q > 1.4 when q > 1.3 is 455 and q > 1.2 is less than 3028?