[curves] The Pareto frontiers of sleeveless primes

[Ben Harris]

Including Ridinghoods, and preferring 3 mod 4 over 1 mod 4 when all else is
equal nets 57.

prime            mod 4  28   32   58
2^96  - 17          3    4    3    2
2^110 - 21          3    4    4    2
2^114 - 2^57  - 1   3    5    4    2
2^116 -  3          1    5    4    2
2^127 -  1          3    5    4    3
2^137 - 13          3    5    5    3
2^140 - 27          1    5    5    3
2^152 - 17          3    6    5    3
2^158 - 15          1    6    5    3
2^166 -  5          3    6    6    3
2^174 -  3          1    7    6    3
2^189 - 25          3    7    6    4
2^191 - 19          1    7    6    4
2^196 - 15          1    7    7    4
2^216 - 2^108 - 1   3    8    7    4
2^221 -  3          1    8    7    4
2^226 -  5          3    9    8    4
2^230 - 27          1    9    8    4
2^251 -  9          3    9    8    5
2^255 - 19          1   10    8    5
2^266 -  3          1   10    9    5
2^285 -  9          3   11    9    5
2^291 - 19          1   11   10    6
2^322 - 2^161 - 1   3   12   11    6
2^336 -  3          1   12   11    6
2^338 - 15          1   13   11    6
2^369 - 25          3   14   12    7
2^383 - 31          1   14   12    7
2^389 - 21          3   14   13    7
2^401 - 31          1   15   13    7
2^416 - 2^208 - 1   3   15   13    8
2^448 - 2^224 - 1   3   16   14    8
2^450 - 2^225 - 1   3   17   15    8
2^452 -  3          1   17   15    8
2^468 - 17          3   17   15    9
2^480 - 2^240 - 1   3   18   15    9
2^489 - 21          3   18   16    9
2^495 - 31          1   18   16    9
2^521 -  1          3   19   17    9
2^529 - 31          1   19   17   10
2^537 -  9          3   20   17   10
2^550 -  5          3   20   18   10
2^563 -  9          3   21   18   10
2^583 - 27          1   21   19   11
2^607 -  1          3   22   19   11
2^610 - 27          1   22   20   11
2^620 - 15          1   23   20   11
2^664 - 17          3   24   21   12
2^694 -  3          1   25   22   12
2^699 -  9          3   25   22   13
2^717 - 25          3   26   23   13
2^729 -  9          3   27   23   13
2^810 -  5          3   29   26   14
2^848 - 17          3   31   27   15
2^850 -  3          1   31   27   15
2^869 - 21          3   32   28   15
2^923 - 31          1   33   29   16
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