| The table below shows a(j) for each distinct value of
(Sum of the quadratic non-residues of p(n) -
Sum of the quadratic residues of p(n)) / p(n)
for 1 <= n <= 348513, with p(348513) = 4999999 (< 5x10^6).
a(1) appears to increase indefinitely, so the static sequence starts at a(2).
.
..j.....(SQN-SQR)/p(n)......a(j)
.
..1............0..........174195
..2............1...............6
..3............3..............16
..4............5..............25
..5............7..............31
..6............9..............34
..7...........11..............41
..8...........13..............37
..9...........15..............68
.10...........17..............45
.11...........19..............47
.12...........21..............85
.13...........23..............68
.14...........25..............95
.15...........27..............93
.16...........29..............83
.17...........31..............73
.18...........33.............101
.19...........35.............103
.20...........37..............85
.21...........39.............115
.22...........41.............109
.23...........43.............106
.24...........45.............154
.25...........47.............107
.26...........49.............132
.27...........51.............159
.28...........53.............114
.29...........55.............163
.30...........57.............179
.31...........59.............128
.32...........61.............132
.33...........63.............216
.34...........65.............164
.35...........67.............120
.36...........69.............209
.37...........71.............150
.38...........73.............119
.39...........75.............237
.40...........77.............216
.41...........79.............175
.42...........81.............228
.43...........83.............150
.44...........85.............221
.45...........87.............222
.46...........89.............192
.47...........91.............214
.48...........93.............262
.49...........95.............241
.50...........97.............185
.51...........99.............289
.52..........101.............196
.53..........103.............181
.54..........105.............379
.55..........107.............189
.56..........109.............209
.57..........111.............314
.58..........113.............239
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