Axelrod Reverse engineer Fortran strategies

Each of the of the original strategies from Axelrod's second tournament needs to be reverse engineered and an issue created for each which describes its operation.

[x] GRASR - #1051
[x] K31R
[x] K32R
[ ] K33R
[x] K34R - Grudger
[x] K35R
[ ] K36R
[ ] K37R
[ ] K38R
[ ] K39R
[ ] K40R
[x] K41R
[x] K42R
[ ] K43R
[x] K44R
[ ] K45R
[x] K46R
[x] K47R
[ ] K48R
[x] K49R
[ ] K50R
[x] K51R
[ ] K52R
[ ] K53R
[ ] K54R
[ ] K55R
[ ] K56R
[ ] K57R
[ ] K58R
[ ] K59R
[x] K60R
[x] K61R - Champion
[ ] K62R
[ ] K63R
[x] K64R
[ ] K65R
[x] K66R
[x] K67R - #1103
[x] K68R
[ ] K69R
[ ] K70R
[ ] K71R
[x] K72R
[ ] K73R
[ ] K74R
[ ] K74RXX
[x] K75R - #1101 (Has description only. Still needs reverse engineering.)
[x] K76R - #1102
[ ] K77R
[ ] K78R
[ ] K79R
[ ] K80R
[ ] K81R
[ ] K82R
[x] K83R
[x] K84R
[ ] K85R
[x] K86R - #1093
[ ] K87R
[ ] K88R
[ ] K89R
[x] K90R - TitFor2Tats
[ ] K91R - #1100 (Has description only. Still needs reverse engineering.)
[x] K92R - TitForTat
[ ] K93R
[x] KRANDOMC - Random

Jul 28 '17 14:07 meatballs

K31R seems to be implemented as GoByMajority.

[Technically, K31R doesn't take a majority because the denominator will always be one too big, but it comes very close to being this solution and the docs say that its the same strategy.]

Nov 12 '17 05:11 gaffney2010

K31R seems to be implemented as GoByMajority.

Yup: have added the tick :+1: Thanks.

Nov 12 '17 06:11 drvinceknight

K46R, Eartherly, was implemented before I started working on these. - Should have a check mark.

Jan 04 '18 18:01 gaffney2010

Great, feel free to check them too (I believe anyone can?).

Jan 04 '18 18:01 drvinceknight

I think that I cannot.

Jan 04 '18 19:01 gaffney2010