module Keys where

import qualified Crypto.PubKey.RSA as RSA
import qualified Data.ByteString as B

jwsHmacKey = B.pack [3, 35, 53, 75, 43, 15, 165, 188, 131, 126, 6, 101, 119, 123, 166, 143, 90, 179, 40, 230, 240, 84, 201, 40, 169, 15, 132, 178, 210, 80, 46, 191, 211, 251, 90, 146, 210, 6, 71, 239, 150, 138, 180, 195, 119, 98, 61, 34, 61, 46, 33, 114, 5, 46, 79, 8, 192, 205, 154, 245, 103, 208, 128, 163]

jwsRsaPrivateKey = RSA.PrivateKey
    { RSA.private_pub = jwsRsaPublicKey
    , RSA.private_d = 2358310989939619510179986262349936882924652023566213765118606431955566700506538911356936879137503597382515919515633242482643314423192704128296593672966061810149316320617894021822784026407461403384065351821972350784300967610143459484324068427674639688405917977442472804943075439192026107319532117557545079086537982987982522396626690057355718157403493216553255260857777965627529169195827622139772389760130571754834678679842181142252489617665030109445573978012707793010592737640499220015083392425914877847840457278246402760955883376999951199827706285383471150643561410605789710883438795588594095047409018233862167884701
    , RSA.private_q = 0
    , RSA.private_p = 0
    , RSA.private_dP = 0
    , RSA.private_dQ = 0
    , RSA.private_qinv = 0
    }

jwsRsaPublicKey = RSA.PublicKey
    { RSA.public_size = 256
    , RSA.public_n = 20446702916744654562596343388758805860065209639960173505037453331270270518732245089773723012043203236097095623402044690115755377345254696448759605707788965848889501746836211206270643833663949992536246985362693736387185145424787922241585721992924045675229348655595626434390043002821512765630397723028023792577935108185822753692574221566930937805031155820097146819964920270008811327036286786392793593121762425048860211859763441770446703722015857250621107855398693133264081150697423188751482418465308470313958250757758547155699749157985955379381294962058862159085915015369381046959790476428631998204940879604226680285601
    , RSA.public_e = 65537
    }