mirror of
https://github.com/0glabs/0g-chain.git
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d5dcfe73b2
* start makefile refactor to smaller units; break out proto-dep updating; add check-proto-deps target for use in CI in order to determine if depdencies have diverged * add proto check workflow * download go modules before checking proto deps * clean up -- hide output and add error message for check target * add error message for check-rsync * update any type, and ibc-go protos for v3.4.0 * add buf generate files for gogo, docs, and swagger * update swagger dirs and run with latest swagger gen * ignore new build directories * refactor proto makefile logic -- use buf instead of scripts * remove old protobuf scripts * run all proto checks on push * remove moved file * set default value for protoc machine * install build deps seperately * fetch master for buf check breaking * checkout from https url in CI for buf breaking * fix rsync file permissions on darwin * ignore build dirs * fix issue with apple provided make; clean up build deps; switch to buf format * remove clang format file -- using buf format now * run make proto-format (buf format changes) * update generated files for proto format changes
81 lines
2.9 KiB
Protocol Buffer
81 lines
2.9 KiB
Protocol Buffer
syntax = "proto3";
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package kava.hard.v1beta1;
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import "cosmos/base/v1beta1/coin.proto";
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import "cosmos_proto/cosmos.proto";
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import "gogoproto/gogo.proto";
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option go_package = "github.com/kava-labs/kava/x/hard/types";
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// Msg defines the hard Msg service.
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service Msg {
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// Deposit defines a method for depositing funds to hard liquidity pool.
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rpc Deposit(MsgDeposit) returns (MsgDepositResponse);
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// Withdraw defines a method for withdrawing funds from hard liquidity pool.
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rpc Withdraw(MsgWithdraw) returns (MsgWithdrawResponse);
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// Borrow defines a method for borrowing funds from hard liquidity pool.
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rpc Borrow(MsgBorrow) returns (MsgBorrowResponse);
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// Repay defines a method for repaying funds borrowed from hard liquidity pool.
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rpc Repay(MsgRepay) returns (MsgRepayResponse);
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// Liquidate defines a method for attempting to liquidate a borrower that is over their loan-to-value.
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rpc Liquidate(MsgLiquidate) returns (MsgLiquidateResponse);
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}
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// MsgDeposit defines the Msg/Deposit request type.
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message MsgDeposit {
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string depositor = 1 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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repeated cosmos.base.v1beta1.Coin amount = 2 [
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(gogoproto.castrepeated) = "github.com/cosmos/cosmos-sdk/types.Coins",
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(gogoproto.nullable) = false
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];
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}
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// MsgDepositResponse defines the Msg/Deposit response type.
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message MsgDepositResponse {}
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// MsgWithdraw defines the Msg/Withdraw request type.
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message MsgWithdraw {
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string depositor = 1 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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repeated cosmos.base.v1beta1.Coin amount = 2 [
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(gogoproto.castrepeated) = "github.com/cosmos/cosmos-sdk/types.Coins",
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(gogoproto.nullable) = false
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];
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}
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// MsgWithdrawResponse defines the Msg/Withdraw response type.
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message MsgWithdrawResponse {}
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// MsgBorrow defines the Msg/Borrow request type.
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message MsgBorrow {
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string borrower = 1 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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repeated cosmos.base.v1beta1.Coin amount = 2 [
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(gogoproto.castrepeated) = "github.com/cosmos/cosmos-sdk/types.Coins",
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(gogoproto.nullable) = false
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];
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}
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// MsgBorrowResponse defines the Msg/Borrow response type.
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message MsgBorrowResponse {}
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// MsgRepay defines the Msg/Repay request type.
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message MsgRepay {
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string sender = 1 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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string owner = 2 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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repeated cosmos.base.v1beta1.Coin amount = 3 [
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(gogoproto.castrepeated) = "github.com/cosmos/cosmos-sdk/types.Coins",
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(gogoproto.nullable) = false
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];
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}
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// MsgRepayResponse defines the Msg/Repay response type.
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message MsgRepayResponse {}
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// MsgLiquidate defines the Msg/Liquidate request type.
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message MsgLiquidate {
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string keeper = 1 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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string borrower = 2 [(cosmos_proto.scalar) = "cosmos.AddressString"];
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}
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// MsgLiquidateResponse defines the Msg/Liquidate response type.
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message MsgLiquidateResponse {}
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