549 lines
591 KiB
Plaintext
549 lines
591 KiB
Plaintext
module horse/global/character
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// Automatically generated with horsegen; DO NOT EDIT
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import std/core/vector
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import std/core-extras
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// Character identity.
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pub type character
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Special-Week
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Silence-Suzuka
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Tokai-Teio
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Maruzensky
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Fuji-Kiseki
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Oguri-Cap
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Gold-Ship
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Vodka
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Daiwa-Scarlet
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Taiki-Shuttle
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Grass-Wonder
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Hishi-Amazon
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Mejiro-McQueen
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El-Condor-Pasa
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TM-Opera-O
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Narita-Brian
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Symboli-Rudolf
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Air-Groove
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Agnes-Digital
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Seiun-Sky
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Fine-Motion
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Biwa-Hayahide
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Mayano-Top-Gun
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Manhattan-Cafe
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Mihono-Bourbon
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Mejiro-Ryan
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Hishi-Akebono
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Rice-Shower
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Agnes-Tachyon
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Admire-Vega
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Inari-One
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Winning-Ticket
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Eishin-Flash
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Curren-Chan
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Kawakami-Princess
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Gold-City
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Sakura-Bakushin-O
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Sweep-Tosho
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Super-Creek
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Smart-Falcon
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Tosen-Jordan
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Narita-Taishin
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Nishino-Flower
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Haru-Urara
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Matikanefukukitaru
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Meisho-Doto
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Mejiro-Dober
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Nice-Nature
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King-Halo
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// The list of all characters in order by ID, for easy iterating.
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pub val character/all = [
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Special-Week,
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Silence-Suzuka,
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Tokai-Teio,
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Maruzensky,
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Fuji-Kiseki,
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Oguri-Cap,
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Gold-Ship,
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Vodka,
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Daiwa-Scarlet,
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Taiki-Shuttle,
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Grass-Wonder,
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Hishi-Amazon,
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Mejiro-McQueen,
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El-Condor-Pasa,
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TM-Opera-O,
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Narita-Brian,
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Symboli-Rudolf,
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Air-Groove,
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Agnes-Digital,
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Seiun-Sky,
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Fine-Motion,
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Biwa-Hayahide,
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Mayano-Top-Gun,
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Manhattan-Cafe,
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Mihono-Bourbon,
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Mejiro-Ryan,
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Hishi-Akebono,
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Rice-Shower,
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Agnes-Tachyon,
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Admire-Vega,
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Inari-One,
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Winning-Ticket,
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Eishin-Flash,
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Curren-Chan,
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Kawakami-Princess,
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Gold-City,
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Sakura-Bakushin-O,
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Sweep-Tosho,
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Super-Creek,
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Smart-Falcon,
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Tosen-Jordan,
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Narita-Taishin,
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Nishino-Flower,
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Haru-Urara,
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Matikanefukukitaru,
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Meisho-Doto,
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Mejiro-Dober,
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Nice-Nature,
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King-Halo,
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]
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// Get the character for a character ID.
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// Generally, these are four digit numbers in the range 1000-1999.
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pub fun character/from-id(id: int): maybe<character>
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match id
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1001 -> Just(Special-Week)
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1002 -> Just(Silence-Suzuka)
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1003 -> Just(Tokai-Teio)
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1004 -> Just(Maruzensky)
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1005 -> Just(Fuji-Kiseki)
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1006 -> Just(Oguri-Cap)
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1007 -> Just(Gold-Ship)
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1008 -> Just(Vodka)
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1009 -> Just(Daiwa-Scarlet)
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1010 -> Just(Taiki-Shuttle)
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1011 -> Just(Grass-Wonder)
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1012 -> Just(Hishi-Amazon)
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1013 -> Just(Mejiro-McQueen)
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1014 -> Just(El-Condor-Pasa)
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1015 -> Just(TM-Opera-O)
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1016 -> Just(Narita-Brian)
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1017 -> Just(Symboli-Rudolf)
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1018 -> Just(Air-Groove)
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1019 -> Just(Agnes-Digital)
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1020 -> Just(Seiun-Sky)
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1022 -> Just(Fine-Motion)
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1023 -> Just(Biwa-Hayahide)
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1024 -> Just(Mayano-Top-Gun)
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1025 -> Just(Manhattan-Cafe)
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1026 -> Just(Mihono-Bourbon)
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1027 -> Just(Mejiro-Ryan)
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1028 -> Just(Hishi-Akebono)
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1030 -> Just(Rice-Shower)
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1032 -> Just(Agnes-Tachyon)
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1033 -> Just(Admire-Vega)
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1034 -> Just(Inari-One)
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1035 -> Just(Winning-Ticket)
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1037 -> Just(Eishin-Flash)
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1038 -> Just(Curren-Chan)
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1039 -> Just(Kawakami-Princess)
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1040 -> Just(Gold-City)
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1041 -> Just(Sakura-Bakushin-O)
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1044 -> Just(Sweep-Tosho)
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1045 -> Just(Super-Creek)
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1046 -> Just(Smart-Falcon)
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1048 -> Just(Tosen-Jordan)
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1050 -> Just(Narita-Taishin)
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1051 -> Just(Nishino-Flower)
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1052 -> Just(Haru-Urara)
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1056 -> Just(Matikanefukukitaru)
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1058 -> Just(Meisho-Doto)
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1059 -> Just(Mejiro-Dober)
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1060 -> Just(Nice-Nature)
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1061 -> Just(King-Halo)
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_ -> Nothing
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// Get the ID for a character.
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pub fun character/character-id(c: character): int
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match c
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Special-Week -> 1001
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Silence-Suzuka -> 1002
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Tokai-Teio -> 1003
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Maruzensky -> 1004
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Fuji-Kiseki -> 1005
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Oguri-Cap -> 1006
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Gold-Ship -> 1007
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Vodka -> 1008
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Daiwa-Scarlet -> 1009
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Taiki-Shuttle -> 1010
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Grass-Wonder -> 1011
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Hishi-Amazon -> 1012
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Mejiro-McQueen -> 1013
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El-Condor-Pasa -> 1014
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TM-Opera-O -> 1015
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Narita-Brian -> 1016
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Symboli-Rudolf -> 1017
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Air-Groove -> 1018
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Agnes-Digital -> 1019
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Seiun-Sky -> 1020
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Fine-Motion -> 1022
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Biwa-Hayahide -> 1023
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Mayano-Top-Gun -> 1024
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Manhattan-Cafe -> 1025
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Mihono-Bourbon -> 1026
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Mejiro-Ryan -> 1027
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Hishi-Akebono -> 1028
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Rice-Shower -> 1030
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Agnes-Tachyon -> 1032
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Admire-Vega -> 1033
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Inari-One -> 1034
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Winning-Ticket -> 1035
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Eishin-Flash -> 1037
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Curren-Chan -> 1038
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Kawakami-Princess -> 1039
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Gold-City -> 1040
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Sakura-Bakushin-O -> 1041
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Sweep-Tosho -> 1044
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Super-Creek -> 1045
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Smart-Falcon -> 1046
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Tosen-Jordan -> 1048
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Narita-Taishin -> 1050
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Nishino-Flower -> 1051
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Haru-Urara -> 1052
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Matikanefukukitaru -> 1056
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Meisho-Doto -> 1058
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Mejiro-Dober -> 1059
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Nice-Nature -> 1060
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King-Halo -> 1061
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// Get the name of a character.
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pub fun character/show(c: character): string
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match c
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Special-Week -> "Special Week"
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Silence-Suzuka -> "Silence Suzuka"
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Tokai-Teio -> "Tokai Teio"
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Maruzensky -> "Maruzensky"
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Fuji-Kiseki -> "Fuji Kiseki"
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Oguri-Cap -> "Oguri Cap"
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Gold-Ship -> "Gold Ship"
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Vodka -> "Vodka"
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Daiwa-Scarlet -> "Daiwa Scarlet"
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Taiki-Shuttle -> "Taiki Shuttle"
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Grass-Wonder -> "Grass Wonder"
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Hishi-Amazon -> "Hishi Amazon"
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Mejiro-McQueen -> "Mejiro McQueen"
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El-Condor-Pasa -> "El Condor Pasa"
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TM-Opera-O -> "T.M. Opera O"
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Narita-Brian -> "Narita Brian"
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Symboli-Rudolf -> "Symboli Rudolf"
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Air-Groove -> "Air Groove"
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Agnes-Digital -> "Agnes Digital"
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Seiun-Sky -> "Seiun Sky"
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Fine-Motion -> "Fine Motion"
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Biwa-Hayahide -> "Biwa Hayahide"
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Mayano-Top-Gun -> "Mayano Top Gun"
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Manhattan-Cafe -> "Manhattan Cafe"
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Mihono-Bourbon -> "Mihono Bourbon"
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Mejiro-Ryan -> "Mejiro Ryan"
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Hishi-Akebono -> "Hishi Akebono"
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Rice-Shower -> "Rice Shower"
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Agnes-Tachyon -> "Agnes Tachyon"
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Admire-Vega -> "Admire Vega"
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Inari-One -> "Inari One"
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Winning-Ticket -> "Winning Ticket"
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Eishin-Flash -> "Eishin Flash"
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Curren-Chan -> "Curren Chan"
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Kawakami-Princess -> "Kawakami Princess"
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Gold-City -> "Gold City"
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Sakura-Bakushin-O -> "Sakura Bakushin O"
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Sweep-Tosho -> "Sweep Tosho"
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Super-Creek -> "Super Creek"
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Smart-Falcon -> "Smart Falcon"
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Tosen-Jordan -> "Tosen Jordan"
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Narita-Taishin -> "Narita Taishin"
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Nishino-Flower -> "Nishino Flower"
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Haru-Urara -> "Haru Urara"
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Matikanefukukitaru -> "Matikanefukukitaru"
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Meisho-Doto -> "Meisho Doto"
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Mejiro-Dober -> "Mejiro Dober"
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Nice-Nature -> "Nice Nature"
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King-Halo -> "King Halo"
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// Compare two characters.
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pub fip fun character/order2(a: character, b: character): order2<character>
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match (a, b)
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(Special-Week, Special-Week) -> Eq2(Special-Week)
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(Special-Week, b') -> Lt2(Special-Week, b')
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(a', Special-Week) -> Gt2(Special-Week, a')
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(Silence-Suzuka, Silence-Suzuka) -> Eq2(Silence-Suzuka)
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(Silence-Suzuka, b') -> Lt2(Silence-Suzuka, b')
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(a', Silence-Suzuka) -> Gt2(Silence-Suzuka, a')
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(Tokai-Teio, Tokai-Teio) -> Eq2(Tokai-Teio)
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(Tokai-Teio, b') -> Lt2(Tokai-Teio, b')
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(a', Tokai-Teio) -> Gt2(Tokai-Teio, a')
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(Maruzensky, Maruzensky) -> Eq2(Maruzensky)
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(Maruzensky, b') -> Lt2(Maruzensky, b')
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(a', Maruzensky) -> Gt2(Maruzensky, a')
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(Fuji-Kiseki, Fuji-Kiseki) -> Eq2(Fuji-Kiseki)
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(Fuji-Kiseki, b') -> Lt2(Fuji-Kiseki, b')
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(a', Fuji-Kiseki) -> Gt2(Fuji-Kiseki, a')
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(Oguri-Cap, Oguri-Cap) -> Eq2(Oguri-Cap)
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(Oguri-Cap, b') -> Lt2(Oguri-Cap, b')
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(a', Oguri-Cap) -> Gt2(Oguri-Cap, a')
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(Gold-Ship, Gold-Ship) -> Eq2(Gold-Ship)
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(Gold-Ship, b') -> Lt2(Gold-Ship, b')
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(a', Gold-Ship) -> Gt2(Gold-Ship, a')
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(Vodka, Vodka) -> Eq2(Vodka)
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(Vodka, b') -> Lt2(Vodka, b')
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(a', Vodka) -> Gt2(Vodka, a')
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(Daiwa-Scarlet, Daiwa-Scarlet) -> Eq2(Daiwa-Scarlet)
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(Daiwa-Scarlet, b') -> Lt2(Daiwa-Scarlet, b')
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(a', Daiwa-Scarlet) -> Gt2(Daiwa-Scarlet, a')
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(Taiki-Shuttle, Taiki-Shuttle) -> Eq2(Taiki-Shuttle)
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(Taiki-Shuttle, b') -> Lt2(Taiki-Shuttle, b')
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(a', Taiki-Shuttle) -> Gt2(Taiki-Shuttle, a')
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(Grass-Wonder, Grass-Wonder) -> Eq2(Grass-Wonder)
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(Grass-Wonder, b') -> Lt2(Grass-Wonder, b')
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(a', Grass-Wonder) -> Gt2(Grass-Wonder, a')
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(Hishi-Amazon, Hishi-Amazon) -> Eq2(Hishi-Amazon)
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(Hishi-Amazon, b') -> Lt2(Hishi-Amazon, b')
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(a', Hishi-Amazon) -> Gt2(Hishi-Amazon, a')
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(Mejiro-McQueen, Mejiro-McQueen) -> Eq2(Mejiro-McQueen)
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(Mejiro-McQueen, b') -> Lt2(Mejiro-McQueen, b')
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(a', Mejiro-McQueen) -> Gt2(Mejiro-McQueen, a')
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(El-Condor-Pasa, El-Condor-Pasa) -> Eq2(El-Condor-Pasa)
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(El-Condor-Pasa, b') -> Lt2(El-Condor-Pasa, b')
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(a', El-Condor-Pasa) -> Gt2(El-Condor-Pasa, a')
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(TM-Opera-O, TM-Opera-O) -> Eq2(TM-Opera-O)
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(TM-Opera-O, b') -> Lt2(TM-Opera-O, b')
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(a', TM-Opera-O) -> Gt2(TM-Opera-O, a')
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(Narita-Brian, Narita-Brian) -> Eq2(Narita-Brian)
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(Narita-Brian, b') -> Lt2(Narita-Brian, b')
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(a', Narita-Brian) -> Gt2(Narita-Brian, a')
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(Symboli-Rudolf, Symboli-Rudolf) -> Eq2(Symboli-Rudolf)
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(Symboli-Rudolf, b') -> Lt2(Symboli-Rudolf, b')
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(a', Symboli-Rudolf) -> Gt2(Symboli-Rudolf, a')
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(Air-Groove, Air-Groove) -> Eq2(Air-Groove)
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(Air-Groove, b') -> Lt2(Air-Groove, b')
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(a', Air-Groove) -> Gt2(Air-Groove, a')
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(Agnes-Digital, Agnes-Digital) -> Eq2(Agnes-Digital)
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(Agnes-Digital, b') -> Lt2(Agnes-Digital, b')
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(a', Agnes-Digital) -> Gt2(Agnes-Digital, a')
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(Seiun-Sky, Seiun-Sky) -> Eq2(Seiun-Sky)
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(Seiun-Sky, b') -> Lt2(Seiun-Sky, b')
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(a', Seiun-Sky) -> Gt2(Seiun-Sky, a')
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(Fine-Motion, Fine-Motion) -> Eq2(Fine-Motion)
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(Fine-Motion, b') -> Lt2(Fine-Motion, b')
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(a', Fine-Motion) -> Gt2(Fine-Motion, a')
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(Biwa-Hayahide, Biwa-Hayahide) -> Eq2(Biwa-Hayahide)
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(Biwa-Hayahide, b') -> Lt2(Biwa-Hayahide, b')
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(a', Biwa-Hayahide) -> Gt2(Biwa-Hayahide, a')
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(Mayano-Top-Gun, Mayano-Top-Gun) -> Eq2(Mayano-Top-Gun)
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(Mayano-Top-Gun, b') -> Lt2(Mayano-Top-Gun, b')
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(a', Mayano-Top-Gun) -> Gt2(Mayano-Top-Gun, a')
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(Manhattan-Cafe, Manhattan-Cafe) -> Eq2(Manhattan-Cafe)
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(Manhattan-Cafe, b') -> Lt2(Manhattan-Cafe, b')
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(a', Manhattan-Cafe) -> Gt2(Manhattan-Cafe, a')
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(Mihono-Bourbon, Mihono-Bourbon) -> Eq2(Mihono-Bourbon)
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(Mihono-Bourbon, b') -> Lt2(Mihono-Bourbon, b')
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(a', Mihono-Bourbon) -> Gt2(Mihono-Bourbon, a')
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(Mejiro-Ryan, Mejiro-Ryan) -> Eq2(Mejiro-Ryan)
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(Mejiro-Ryan, b') -> Lt2(Mejiro-Ryan, b')
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(a', Mejiro-Ryan) -> Gt2(Mejiro-Ryan, a')
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(Hishi-Akebono, Hishi-Akebono) -> Eq2(Hishi-Akebono)
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(Hishi-Akebono, b') -> Lt2(Hishi-Akebono, b')
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(a', Hishi-Akebono) -> Gt2(Hishi-Akebono, a')
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(Rice-Shower, Rice-Shower) -> Eq2(Rice-Shower)
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(Rice-Shower, b') -> Lt2(Rice-Shower, b')
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(a', Rice-Shower) -> Gt2(Rice-Shower, a')
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(Agnes-Tachyon, Agnes-Tachyon) -> Eq2(Agnes-Tachyon)
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(Agnes-Tachyon, b') -> Lt2(Agnes-Tachyon, b')
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(a', Agnes-Tachyon) -> Gt2(Agnes-Tachyon, a')
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(Admire-Vega, Admire-Vega) -> Eq2(Admire-Vega)
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(Admire-Vega, b') -> Lt2(Admire-Vega, b')
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(a', Admire-Vega) -> Gt2(Admire-Vega, a')
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(Inari-One, Inari-One) -> Eq2(Inari-One)
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(Inari-One, b') -> Lt2(Inari-One, b')
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(a', Inari-One) -> Gt2(Inari-One, a')
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(Winning-Ticket, Winning-Ticket) -> Eq2(Winning-Ticket)
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(Winning-Ticket, b') -> Lt2(Winning-Ticket, b')
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(a', Winning-Ticket) -> Gt2(Winning-Ticket, a')
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(Eishin-Flash, Eishin-Flash) -> Eq2(Eishin-Flash)
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(Eishin-Flash, b') -> Lt2(Eishin-Flash, b')
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(a', Eishin-Flash) -> Gt2(Eishin-Flash, a')
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(Curren-Chan, Curren-Chan) -> Eq2(Curren-Chan)
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(Curren-Chan, b') -> Lt2(Curren-Chan, b')
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(a', Curren-Chan) -> Gt2(Curren-Chan, a')
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(Kawakami-Princess, Kawakami-Princess) -> Eq2(Kawakami-Princess)
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(Kawakami-Princess, b') -> Lt2(Kawakami-Princess, b')
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(a', Kawakami-Princess) -> Gt2(Kawakami-Princess, a')
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(Gold-City, Gold-City) -> Eq2(Gold-City)
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(Gold-City, b') -> Lt2(Gold-City, b')
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(a', Gold-City) -> Gt2(Gold-City, a')
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(Sakura-Bakushin-O, Sakura-Bakushin-O) -> Eq2(Sakura-Bakushin-O)
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(Sakura-Bakushin-O, b') -> Lt2(Sakura-Bakushin-O, b')
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(a', Sakura-Bakushin-O) -> Gt2(Sakura-Bakushin-O, a')
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(Sweep-Tosho, Sweep-Tosho) -> Eq2(Sweep-Tosho)
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(Sweep-Tosho, b') -> Lt2(Sweep-Tosho, b')
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(a', Sweep-Tosho) -> Gt2(Sweep-Tosho, a')
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(Super-Creek, Super-Creek) -> Eq2(Super-Creek)
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(Super-Creek, b') -> Lt2(Super-Creek, b')
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(a', Super-Creek) -> Gt2(Super-Creek, a')
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(Smart-Falcon, Smart-Falcon) -> Eq2(Smart-Falcon)
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(Smart-Falcon, b') -> Lt2(Smart-Falcon, b')
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(a', Smart-Falcon) -> Gt2(Smart-Falcon, a')
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(Tosen-Jordan, Tosen-Jordan) -> Eq2(Tosen-Jordan)
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|
(Tosen-Jordan, b') -> Lt2(Tosen-Jordan, b')
|
|
(a', Tosen-Jordan) -> Gt2(Tosen-Jordan, a')
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|
(Narita-Taishin, Narita-Taishin) -> Eq2(Narita-Taishin)
|
|
(Narita-Taishin, b') -> Lt2(Narita-Taishin, b')
|
|
(a', Narita-Taishin) -> Gt2(Narita-Taishin, a')
|
|
(Nishino-Flower, Nishino-Flower) -> Eq2(Nishino-Flower)
|
|
(Nishino-Flower, b') -> Lt2(Nishino-Flower, b')
|
|
(a', Nishino-Flower) -> Gt2(Nishino-Flower, a')
|
|
(Haru-Urara, Haru-Urara) -> Eq2(Haru-Urara)
|
|
(Haru-Urara, b') -> Lt2(Haru-Urara, b')
|
|
(a', Haru-Urara) -> Gt2(Haru-Urara, a')
|
|
(Matikanefukukitaru, Matikanefukukitaru) -> Eq2(Matikanefukukitaru)
|
|
(Matikanefukukitaru, b') -> Lt2(Matikanefukukitaru, b')
|
|
(a', Matikanefukukitaru) -> Gt2(Matikanefukukitaru, a')
|
|
(Meisho-Doto, Meisho-Doto) -> Eq2(Meisho-Doto)
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|
(Meisho-Doto, b') -> Lt2(Meisho-Doto, b')
|
|
(a', Meisho-Doto) -> Gt2(Meisho-Doto, a')
|
|
(Mejiro-Dober, Mejiro-Dober) -> Eq2(Mejiro-Dober)
|
|
(Mejiro-Dober, b') -> Lt2(Mejiro-Dober, b')
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|
(a', Mejiro-Dober) -> Gt2(Mejiro-Dober, a')
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|
(Nice-Nature, Nice-Nature) -> Eq2(Nice-Nature)
|
|
(Nice-Nature, b') -> Lt2(Nice-Nature, b')
|
|
(a', Nice-Nature) -> Gt2(Nice-Nature, a')
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(King-Halo, King-Halo) -> Eq2(King-Halo)
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|
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// Character equality.
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pub fun character/(==)(a: character, b: character): bool
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|
match (a, b)
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(Special-Week, Special-Week) -> True
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(Silence-Suzuka, Silence-Suzuka) -> True
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(Tokai-Teio, Tokai-Teio) -> True
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|
(Maruzensky, Maruzensky) -> True
|
|
(Fuji-Kiseki, Fuji-Kiseki) -> True
|
|
(Oguri-Cap, Oguri-Cap) -> True
|
|
(Gold-Ship, Gold-Ship) -> True
|
|
(Vodka, Vodka) -> True
|
|
(Daiwa-Scarlet, Daiwa-Scarlet) -> True
|
|
(Taiki-Shuttle, Taiki-Shuttle) -> True
|
|
(Grass-Wonder, Grass-Wonder) -> True
|
|
(Hishi-Amazon, Hishi-Amazon) -> True
|
|
(Mejiro-McQueen, Mejiro-McQueen) -> True
|
|
(El-Condor-Pasa, El-Condor-Pasa) -> True
|
|
(TM-Opera-O, TM-Opera-O) -> True
|
|
(Narita-Brian, Narita-Brian) -> True
|
|
(Symboli-Rudolf, Symboli-Rudolf) -> True
|
|
(Air-Groove, Air-Groove) -> True
|
|
(Agnes-Digital, Agnes-Digital) -> True
|
|
(Seiun-Sky, Seiun-Sky) -> True
|
|
(Fine-Motion, Fine-Motion) -> True
|
|
(Biwa-Hayahide, Biwa-Hayahide) -> True
|
|
(Mayano-Top-Gun, Mayano-Top-Gun) -> True
|
|
(Manhattan-Cafe, Manhattan-Cafe) -> True
|
|
(Mihono-Bourbon, Mihono-Bourbon) -> True
|
|
(Mejiro-Ryan, Mejiro-Ryan) -> True
|
|
(Hishi-Akebono, Hishi-Akebono) -> True
|
|
(Rice-Shower, Rice-Shower) -> True
|
|
(Agnes-Tachyon, Agnes-Tachyon) -> True
|
|
(Admire-Vega, Admire-Vega) -> True
|
|
(Inari-One, Inari-One) -> True
|
|
(Winning-Ticket, Winning-Ticket) -> True
|
|
(Eishin-Flash, Eishin-Flash) -> True
|
|
(Curren-Chan, Curren-Chan) -> True
|
|
(Kawakami-Princess, Kawakami-Princess) -> True
|
|
(Gold-City, Gold-City) -> True
|
|
(Sakura-Bakushin-O, Sakura-Bakushin-O) -> True
|
|
(Sweep-Tosho, Sweep-Tosho) -> True
|
|
(Super-Creek, Super-Creek) -> True
|
|
(Smart-Falcon, Smart-Falcon) -> True
|
|
(Tosen-Jordan, Tosen-Jordan) -> True
|
|
(Narita-Taishin, Narita-Taishin) -> True
|
|
(Nishino-Flower, Nishino-Flower) -> True
|
|
(Haru-Urara, Haru-Urara) -> True
|
|
(Matikanefukukitaru, Matikanefukukitaru) -> True
|
|
(Meisho-Doto, Meisho-Doto) -> True
|
|
(Mejiro-Dober, Mejiro-Dober) -> True
|
|
(Nice-Nature, Nice-Nature) -> True
|
|
(King-Halo, King-Halo) -> True
|
|
_ -> False
|
|
|
|
fip fun character/index(^c: character): int
|
|
match c
|
|
Special-Week -> 0
|
|
Silence-Suzuka -> 1
|
|
Tokai-Teio -> 2
|
|
Maruzensky -> 3
|
|
Fuji-Kiseki -> 4
|
|
Oguri-Cap -> 5
|
|
Gold-Ship -> 6
|
|
Vodka -> 7
|
|
Daiwa-Scarlet -> 8
|
|
Taiki-Shuttle -> 9
|
|
Grass-Wonder -> 10
|
|
Hishi-Amazon -> 11
|
|
Mejiro-McQueen -> 12
|
|
El-Condor-Pasa -> 13
|
|
TM-Opera-O -> 14
|
|
Narita-Brian -> 15
|
|
Symboli-Rudolf -> 16
|
|
Air-Groove -> 17
|
|
Agnes-Digital -> 18
|
|
Seiun-Sky -> 19
|
|
Fine-Motion -> 20
|
|
Biwa-Hayahide -> 21
|
|
Mayano-Top-Gun -> 22
|
|
Manhattan-Cafe -> 23
|
|
Mihono-Bourbon -> 24
|
|
Mejiro-Ryan -> 25
|
|
Hishi-Akebono -> 26
|
|
Rice-Shower -> 27
|
|
Agnes-Tachyon -> 28
|
|
Admire-Vega -> 29
|
|
Inari-One -> 30
|
|
Winning-Ticket -> 31
|
|
Eishin-Flash -> 32
|
|
Curren-Chan -> 33
|
|
Kawakami-Princess -> 34
|
|
Gold-City -> 35
|
|
Sakura-Bakushin-O -> 36
|
|
Sweep-Tosho -> 37
|
|
Super-Creek -> 38
|
|
Smart-Falcon -> 39
|
|
Tosen-Jordan -> 40
|
|
Narita-Taishin -> 41
|
|
Nishino-Flower -> 42
|
|
Haru-Urara -> 43
|
|
Matikanefukukitaru -> 44
|
|
Meisho-Doto -> 45
|
|
Mejiro-Dober -> 46
|
|
Nice-Nature -> 47
|
|
King-Halo -> 48
|
|
|
|
// Create the table of all pair affinities.
|
|
// The affinity is the value at a.index*count + b.index.
|
|
extern global/create-pair-table(): vector<int>
|
|
c inline "kk_intx_t arr[] = {0,23,20,11,11,25,26,26,17,9,31,14,27,25,31,33,26,18,19,30,17,25,26,24,18,24,12,23,25,0,0,27,26,10,25,11,9,0,29,10,18,17,0,7,28,20,22,35,24,23,0,18,17,11,18,19,16,17,14,18,15,20,17,19,18,16,18,18,22,19,18,26,11,26,18,10,17,20,0,0,18,17,10,16,13,13,0,20,17,19,17,0,3,27,19,18,19,11,20,18,0,9,19,18,20,24,30,17,17,14,31,24,27,21,28,26,26,17,23,25,20,10,20,17,17,25,21,0,0,19,18,18,17,18,17,0,24,12,25,19,0,3,17,24,14,21,13,11,17,9,0,17,18,9,15,17,24,17,7,8,17,8,11,11,9,17,16,7,9,15,9,30,8,16,10,10,0,0,10,9,14,14,15,16,0,11,16,9,9,0,7,10,8,14,8,16,11,11,19,17,0,17,12,17,23,22,16,11,19,22,18,13,16,19,24,9,17,19,11,9,19,12,18,15,12,0,0,12,12,17,16,26,16,0,18,13,17,12,0,2,11,18,15,12,11,25,18,18,18,17,0,20,31,24,18,30,15,18,23,20,25,19,16,26,15,17,18,20,17,24,25,10,16,24,0,0,26,26,10,30,18,9,0,26,17,17,17,0,3,25,18,29,26,17,26,19,20,9,12,20,0,16,18,9,17,24,31,17,29,29,28,19,18,24,16,31,30,19,18,19,11,25,18,0,0,22,21,9,17,10,9,0,28,13,18,27,0,11,19,18,14,26,11,26,16,24,15,17,31,16,0,34,16,29,16,21,23,18,24,17,20,27,15,17,16,16,14,25,22,9,15,25,0,0,24,25,12,31,17,8,0,17,18,17,16,0,3,23,16,30,24,18,17,17,30,17,23,24,18,34,0,22,23,16,28,30,24,18,24,27,34,14,26,24,17,8,23,14,17,22,17,0,0,17,17,19,26,23,15,0,25,17,24,16,0,4,17,23,24,16,11,9,14,17,24,22,18,9,16,22,0,19,10,16,27,17,8,20,16,24,10,17,16,9,13,24,11,23,21,11,0,0,9,9,23,14,25,29,0,16,8,17,8,0,7,15,16,22,9,17,31,18,17,17,16,30,17,29,23,19,0,16,16,35,19,24,19,16,22,24,14,16,18,18,23,25,10,18,23,0,0,22,22,7,30,15,10,0,15,15,15,15,0,3,23,18,30,24,23,14,15,14,7,11,15,24,16,16,10,16,0,14,17,15,17,17,17,14,16,16,17,15,10,14,18,7,17,14,0,0,17,17,8,15,7,9,0,14,9,14,23,0,8,14,14,19,14,7,27,20,31,8,19,18,31,21,28,16,16,14,0,22,33,26,31,25,26,24,25,35,28,18,18,22,17,33,19,0,0,19,17,18,17,18,18,0,34,12,25,18,0,4,19,25,16,27,14,25,17,24,17,22,23,17,23,30,27,35,17,22,0,26,15,27,23,29,24,22,23,16,11,22,17,17,26,16,0,0,16,16,14,23,22,17,0,23,16,22,15,0,2,16,24,23,17,15,31,19,27,8,18,20,29,18,24,17,19,15,33,26,0,27,35,24,25,26,23,36,29,19,18,16,19,32,19,0,0,18,19,16,18,17,16,0,33,10,25,19,0,5,17,28,14,26,12,33,18,21,11,13,25,29,24,18,8,24,17,26,15,27,0,29,20,18,24,17,27,26,24,20,25,10,23,25,0,0,27,27,10,23,11,8,0,27,12,17,20,0,2,27,18,22,32,17,26,16,28,11,16,19,28,17,24,20,19,17,31,27,35,29,0,25,22,26,21,33,26,22,17,17,15,36,18,0,0,18,17,14,15,15,17,0,33,9,23,17,0,1,16,22,16,22,10,18,18,26,9,19,16,19,20,27,16,16,17,25,23,24,20,25,0,24,15,26,25,16,7,17,17,16,22,18,0,0,19,19,17,18,17,17,0,25,13,24,18,0,3,17,23,16,17,12,19,18,26,17,24,26,18,27,34,24,22,14,26,29,25,18,22,24,0,15,24,24,17,8,24,15,17,22,19,0,0,17,18,18,23,24,15,0,27,25,25,17,0,9,18,24,21,17,10,30,22,17,16,9,15,24,15,14,10,24,16,24,24,26,24,26,15,15,0,14,23,30,18,24,19,10,25,17,0,0,15,15,8,16,10,11,0,24,16,15,16,0,2,16,18,17,26,15,17,19,23,7,17,17,16,17,26,17,14,16,25,22,23,17,21,26,24,14,0,23,16,10,18,14,18,24,19,1,1,16,17,18,19,18,16,1,23,9,26,16,1,3,18,24,20,16,11,25,18,25,9,19,18,31,16,24,16,16,17,35,23,36,27,33,25,24,23,23,0,28,18,17,18,17,32,17,0,0,26,20,16,16,17,16,0,34,13,24,25,0,2,18,25,14,24,10,26,26,20,15,11,20,30,16,17,9,18,15,28,16,29,26,26,16,17,30,16,28,0,19,24,17,11,25,17,0,0,20,18,9,16,10,9,0,27,17,17,17,0,3,19,18,14,25,10,24,11,10,9,9,17,19,14,8,13,18,10,18,11,19,24,22,7,8,18,10,18,19,0,10,18,8,23,19,0,0,16,16,8,14,11,12,0,18,1,10,8,0,0,19,9,19,23,15,18,26,20,30,19,24,18,25,23,24,23,14,18,22,18,20,17,17,24,24,18,17,24,10,0,16,17,18,21,0,0,18,18,16,23,20,19,0,17,25,19,18,0,9,19,17,23,18,18,24,18,17,8,12,25,19,22,14,11,25,18,22,17,16,25,17,17,15,19,14,18,17,18,16,0,8,19,24,0,0,25,24,7,21,9,14,0,16,11,15,18,0,1,23,16,25,25,16,12,10,17,16,18,10,11,9,17,23,10,7,17,17,19,10,15,16,17,10,18,17,11,8,17,8,0,15,10,1,1,10,10,25,12,17,23,1,18,4,18,10,1,11,10,20,8,12,19,23,17,25,10,15,16,25,15,22,21,18,17,33,26,32,23,36,22,22,25,24,32,25,23,18,19,15,0,18,0,0,16,16,15,14,18,21,0,32,8,24,15,0,2,19,23,19,24,9,25,20,21,10,12,24,18,25,17,11,23,14,19,16,19,25,18,18,19,17,19,17,17,19,21,24,10,18,0,0,0,24,24,10,23,14,11,0,18,11,19,18,0,3,27,18,24,26,19,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,1,0,0,0,1,0,0,1,1,0,0,1,0,0,1,0,1,0,0,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,1,0,0,1,0,0,0,1,1,0,0,1,0,0,1,0,1,0,0,1,1,0,0,27,18,19,10,12,26,22,24,17,9,22,17,19,16,18,27,18,19,17,15,16,26,20,16,18,25,10,16,24,0,0,0,28,9,23,10,10,0,19,13,19,25,0,3,25,17,21,25,17,26,17,18,9,12,26,21,25,17,9,22,17,17,16,19,27,17,19,18,15,17,20,18,16,18,24,10,16,24,0,0,28,0,10,23,10,8,0,19,14,18,19,0,2,24,17,21,24,17,10,10,18,14,17,10,9,12,19,23,7,8,18,14,16,10,14,17,18,8,18,16,9,8,16,7,25,15,10,1,1,9,10,0,11,16,23,1,16,2,17,10,1,10,9,17,9,9,17,25,16,17,14,16,30,17,31,26,14,30,15,17,23,18,23,15,18,23,16,19,16,16,14,23,21,12,14,23,1,1,23,23,11,0,16,7,1,16,17,17,17,1,5,23,19,32,25,18,11,13,18,15,26,18,10,17,23,25,15,7,18,22,17,11,15,17,24,10,18,17,10,11,20,9,17,18,14,0,0,10,10,16,16,0,19,0,17,11,19,11,0,2,12,17,16,11,11,9,13,17,16,16,9,9,8,15,29,10,9,18,17,16,8,17,17,15,11,16,16,9,12,19,14,23,21,11,0,0,10,8,23,7,19,0,0,17,2,18,8,0,10,13,16,12,12,16,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,1,0,0,1,1,0,0,1,1,0,0,0,0,0,1,0,1,0,0,1,1,0,0,29,20,24,11,18,26,28,17,25,16,15,14,34,23,33,27,33,25,27,24,23,34,27,18,17,16,18,32,18,0,0,19,19,16,16,17,17,0,0,11,26,20,0,3,21,24,14,25,10,10,17,12,16,13,17,13,18,17,8,15,9,12,16,10,12,9,13,25,16,9,13,17,1,25,11,4,8,11,0,0,13,14,2,17,11,2,0,11,0,11,12,0,10,10,10,14,11,5,18,19,25,9,17,17,18,17,24,17,15,14,25,22,25,17,23,24,25,15,26,24,17,10,19,15,18,24,19,1,1,19,18,17,17,19,18,1,26,11,0,17,1,2,19,25,17,17,10,17,17,19,9,12,17,27,16,16,8,15,23,18,15,19,20,17,18,17,16,16,25,17,8,18,18,10,15,18,0,0,25,19,10,17,11,8,0,20,12,17,0,0,10,17,18,15,18,11,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,1,0,0,1,1,0,0,1,1,0,0,1,0,0,1,0,0,0,0,1,1,0,0,7,3,3,7,2,3,11,3,4,7,3,8,4,2,5,2,1,3,9,2,3,2,3,0,9,1,11,2,3,0,0,3,2,10,5,2,10,0,3,10,2,10,0,0,3,5,1,5,13,28,27,17,10,11,25,19,23,17,15,23,14,19,16,17,27,16,17,18,16,18,18,19,19,19,23,10,19,27,0,0,25,24,9,23,12,13,0,21,10,19,17,0,3,0,17,24,25,18,20,19,24,8,18,18,18,16,23,16,18,14,25,24,28,18,22,23,24,18,24,25,18,9,17,16,20,23,18,1,1,17,17,17,19,17,16,1,24,10,25,18,1,5,17,0,15,19,12,22,18,14,14,15,29,14,30,24,22,30,19,16,23,14,22,16,16,21,17,20,14,14,19,23,25,8,19,24,1,1,21,21,9,32,16,12,1,14,14,17,15,1,1,24,15,0,21,14,35,19,21,8,12,26,26,24,16,9,24,14,27,17,26,32,22,17,17,26,16,24,25,23,18,25,12,24,26,0,0,25,24,9,25,11,12,0,25,11,17,18,0,5,25,19,21,0,20,24,11,13,16,11,17,11,18,11,17,23,7,14,15,12,17,10,12,10,15,11,10,10,15,18,16,19,9,19,0,0,17,17,17,18,11,16,0,10,5,10,11,0,13,18,12,14,20,0,};\nkk_vector_from_cintarray(arr, (kk_ssize_t)49 * (kk_ssize_t)49, kk_context())"
|
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js inline 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val global/pair-table = global/create-pair-table()
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// Base affinity between a pair using the global ruleset.
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pub fun global/pair-affinity(a: character, b: character): int
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global/pair-table.at(a.index * 49 + b.index).default(0)
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// Create the table of all trio affinities.
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// The affinity is the value at a.index*count*count + b.index*count + c.index.
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extern global/create-trio-table(): vector<int>
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c inline "kk_intx_t arr[] = 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(kk_ssize_t)49 * (kk_ssize_t)49 * (kk_ssize_t)49, kk_context())"
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js inline 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7,16,7,9,0,0,9,9,0,9,9,14,0,9,2,9,9,0,9,9,9,7,9,0,18,9,9,7,9,16,9,16,9,7,16,7,9,9,11,16,7,9,9,9,9,9,9,14,9,14,11,7,16,0,0,16,16,9,0,9,7,0,9,2,9,9,0,4,16,11,14,18,0,10,10,11,8,11,10,10,10,9,8,8,7,11,8,10,10,8,10,10,9,9,10,10,8,11,9,10,8,11,0,0,10,10,9,9,0,9,0,10,4,10,10,0,2,10,10,7,11,0,8,8,9,15,9,8,8,8,7,15,8,7,9,8,8,8,8,8,8,9,7,8,8,8,16,9,15,8,9,0,0,8,8,14,7,9,0,0,8,2,8,8,0,7,8,8,7,9,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,10,10,10,8,10,10,10,9,9,8,8,7,10,8,10,10,8,9,10,8,9,10,10,8,10,8,10,8,10,0,0,10,10,9,9,10,8,0,0,3,10,10,0,2,10,10,7,10,0,3,3,4,1,4,3,3,3,2,1,1,0,4,1,3,3,1,3,3,2,2,3,3,1,4,2,3,1,4,0,0,3,3,2,2,4,2,0,3,0,3,3,0,2,3,3,0,4,0,10,10,10,8,10,10,10,9,9,8,8,7,10,8,10,10,8,9,10,8,9,10,10,8,10,8,10,8,10,0,0,10,10,9,9,10,8,0,10,3,0,10,0,2,10,10,7,10,0,10,10,10,8,10,10,10,9,9,8,8,7,10,8,10,10,8,9,10,8,9,10,10,8,10,8,10,8,10,0,0,10,10,9,9,10,8,0,10,3,10,0,0,2,10,10,7,10,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,4,2,2,7,2,2,2,2,2,7,2,0,2,2,4,2,0,2,2,2,2,2,2,0,9,0,11,0,2,0,0,2,2,9,4,2,7,0,2,2,2,2,0,0,2,4,0,4,0,18,11,10,8,10,17,10,16,9,9,16,7,10,9,10,17,8,10,10,8,9,10,10,15,10,15,10,8,17,0,0,17,17,9,16,10,8,0,10,3,10,10,0,2,0,10,14,17,0,12,10,10,8,10,10,10,9,9,8,10,7,10,10,12,10,8,9,10,10,9,10,10,8,10,8,12,8,10,0,0,10,10,9,11,10,8,0,10,3,10,10,0,4,10,0,7,12,0,14,7,7,7,7,14,7,14,7,7,14,7,7,7,7,14,7,7,7,7,7,7,7,14,7,14,7,7,14,0,0,14,14,7,14,7,7,0,7,0,7,7,0,0,14,7,0,14,0,19,10,11,8,11,17,10,17,9,8,17,7,11,10,12,17,8,10,10,11,9,10,10,15,11,16,12,8,18,0,0,17,17,9,18,11,9,0,10,4,10,10,0,4,17,12,14,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,]"
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val global/trio-table = global/create-trio-table()
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// Base affinity for a trio using the global ruleset.
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pub fun global/trio-affinity(a: character, b: character, c: character): int
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global/trio-table.at(a.index * 49 * 49 + b.index * 49 + c.index).default(0) |