{"push_id":572232768,"size":2,"distinct_size":1,"ref":"refs/heads/coz","head":"765cbcfd21b1a29739f9410fa5e58b1218e4e699","before":"ce97d974b265a6132a12b352145581c95761dd92","commits":[{"sha":"2f2d6d2af790e3716d422859c8c91b345a89c968","author":{"email":"d48def47ca32cafd72b953d810d9316a642a2126@gmail.com","name":"Peter Dettman"},"message":"Apply effective-affine trick to precomp","distinct":false,"url":"https://api.github.com/repos/sipa/secp256k1/commits/2f2d6d2af790e3716d422859c8c91b345a89c968"},{"sha":"765cbcfd21b1a29739f9410fa5e58b1218e4e699","author":{"email":"d48def47ca32cafd72b953d810d9316a642a2126@gmail.com","name":"Peter Dettman"},"message":" Optionally use Co-Z arithmetic for precomputations\n\n- Selected Co-Z formulas from \"Scalar Multiplication on Weierstraß Elliptic Curves from Co-Z Arithmetic\" (Goundar, Joye, et. al.) added as group methods with new type sep256k1_coz_t.\n- Co-Z methods used for A and G point precomputations.\n- DBLU cost: 3M+4S, ZADDU cost: 5M+2S.\n\nOriginal idea and code by Peter Dettman. Refactored by Pieter Wuille.","distinct":true,"url":"https://api.github.com/repos/sipa/secp256k1/commits/765cbcfd21b1a29739f9410fa5e58b1218e4e699"}]}