diff --git a/cosmos/rest_latest_block.go b/cosmos/rest_latest_block.go index 62c5c9d..38b32f8 100644 --- a/cosmos/rest_latest_block.go +++ b/cosmos/rest_latest_block.go @@ -5,7 +5,6 @@ import ( "time" ) -// Block represents a block on a Cosmos blockchain. type Block struct { BlockID struct { Hash string `json:"hash"` @@ -56,7 +55,7 @@ type Block struct { } `json:"parts"` } `json:"block_id"` Signatures []struct { - BlockIDFlag int `json:"block_id_flag"` + BlockIDFlag string `json:"block_id_flag"` ValidatorAddress string `json:"validator_address"` Timestamp time.Time `json:"timestamp"` Signature string `json:"signature"` @@ -68,6 +67,6 @@ type Block struct { // LatestBlock queries the latest block from the Cosmos REST API given the baseURL. func (c RestClient) LatestBlock(ctx context.Context) (Block, error) { var latestBlock Block - err := c.get(ctx, "/blocks/latest", &latestBlock) + err := c.get(ctx, "/cosmos/base/tendermint/v1beta1/blocks/latest", &latestBlock) return latestBlock, err } diff --git a/cosmos/rest_latest_block_test.go b/cosmos/rest_latest_block_test.go index aa0b116..e8722cd 100644 --- a/cosmos/rest_latest_block_test.go +++ b/cosmos/rest_latest_block_test.go @@ -12,8 +12,8 @@ import ( "github.com/stretchr/testify/require" ) -//go:embed testdata/block.json -var blockFixture []byte +//go:embed testdata/latest_block.json +var latestBlockFixture []byte type mockHTTPClient struct { GetFn func(ctx context.Context, path string) (*http.Response, error) @@ -35,18 +35,20 @@ func TestClient_LatestBlock(t *testing.T) { var httpClient mockHTTPClient httpClient.GetFn = func(ctx context.Context, path string) (*http.Response, error) { require.NotNil(t, ctx) - require.Equal(t, "/blocks/latest", path) + require.Equal(t, "/cosmos/base/tendermint/v1beta1/blocks/latest", path) return &http.Response{ StatusCode: 200, - Body: io.NopCloser(bytes.NewReader(blockFixture)), + Body: io.NopCloser(bytes.NewReader(latestBlockFixture)), }, nil } client := NewRestClient(httpClient) got, err := client.LatestBlock(ctx) require.NoError(t, err) - require.Equal(t, "15226219", got.Block.Header.Height) + require.Equal(t, "15312655", got.Block.Header.Height) + require.Equal(t, "15312654", got.Block.LastCommit.Height) + require.Equal(t, "cosmoshub-4", got.Block.Header.ChainID) }) t.Run("error", func(t *testing.T) { diff --git a/cosmos/testdata/block.json b/cosmos/testdata/block.json deleted file mode 100644 index 5baa8ab..0000000 --- a/cosmos/testdata/block.json +++ /dev/null @@ -1,1109 +0,0 @@ -{ - "block_id": { - "hash": "9CFD6CE2756F01C886082848B802B0B25ACA53D02DF4ECB79976B8185C32522E", - "parts": { - "total": 1, - "hash": "9CD79BC679D26B4927E44A89AEDC93400883C8A7DF26F3F7D3DE45FDA879C6AE" - } - }, - "block": { - "header": { - "version": { - "block": "11" - }, - "chain_id": "cosmoshub-4", - "height": "15226219", - "time": "2023-05-09T13:13:33.841556431Z", - "last_block_id": { - "hash": "70BE4C482DF197E4BDABEB5AEDA1CC4C75B8E6382F97A39EA5BE3E4C839D849E", - "parts": { - "total": 1, - "hash": "9E342C656907B6808530F0ACA769067A716D9F1871EC9500AB887C598C5F5EB1" - } - }, - "last_commit_hash": "CFA0D6AF7B7CC419C8D453381E5A0070A56CD95ED9D1F808AE71CD9D106CAABB", - "data_hash": "CF0CFC5AC0F7955A990420B3819BD5C36AE95E9D90CA73E8EA33046B9169E6D4", - "validators_hash": "F974F02536F0FF892BDBD384AA6BC0B0AC3D6BE11D5FD9686F6ED2CBB06D0398", - "next_validators_hash": "718C198B0D4DA90ECE49A988E3556CDCCA04C3C33205482DC4F18E93AAC2FD47", - "consensus_hash": "80364965B7C2CC9DE961C0998B47A7F93F1970077EB882E0ED1C3822408888C7", - "app_hash": "DB8D12E19C1C30554BCC4EDB90E671A6DA77382C3C543F49EAEB9DEA24C0FA6C", - "last_results_hash": "852FD1B7BCDB0C1D74EE1025DF6B4560C5BAC285B5534A05B7FBF377C6FA59EE", - "evidence_hash": "E3B0C44298FC1C149AFBF4C8996FB92427AE41E4649B934CA495991B7852B855", - "proposer_address": "ED509E78097E1306A91FEDE8E85B75D06BDDF6E3" - }, - "data": { - "txs": [ - 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"eRKejCBdtXwqKyG/nXy8+yqQecwyQNXhUzSNRUhaieJrzZkth2fDfhbLRq4dWeFFFDEQHjBeUDXRTYiFhHB+Aw==" + }, + { + "block_id_flag": "BLOCK_ID_FLAG_COMMIT", + "validator_address": "p9nm24yl5GphrDYjXUyBhfe/EaQ=", + "timestamp": "2023-05-15T20:23:58.978293575Z", + "signature": "5zcyUF80U6k8Kf3V4HuxgmoKwbQtcEgxQuDyMR1xeJMgxa7V5N6wwPn4EmMtu0SOPJ3MY+YbW8RHzltrdDv+Dg==" + }, + { + "block_id_flag": "BLOCK_ID_FLAG_COMMIT", + "validator_address": "gYlktPs20oEJw+hTd4szIxsnxfw=", + "timestamp": "2023-05-15T20:23:58.818747744Z", + "signature": "6U7OTvVRhGpZV6akfcoVLS5zJpEmk+/Bkmu9ChKp8/IuIGlRBKYdEQv+5k+1CVv0N74PzX3U4dG4Jrr7fi6bCQ==" + }, + { + "block_id_flag": "BLOCK_ID_FLAG_COMMIT", + "validator_address": "rkVqhaXG1G+jUMPsLcsA1mE1niA=", + "timestamp": "2023-05-15T20:23:58.662277586Z", + "signature": "65xnr+lnMc6KtPH3li7X6/B0oNG14SnkGKqsPGdEXSNjijsQhKCR0dUQJQEn0wB2EZad5SI9qr5lThwM9MahAA==" + }, + { + "block_id_flag": "BLOCK_ID_FLAG_COMMIT", + "validator_address": "SVun51nA/d4MX/UhlQiaGaF0i3A=", + "timestamp": "2023-05-15T20:23:58.606225583Z", + "signature": "javziqWZ9i0/lVlLWZGvNH3dgUCZkEjsyu5Bzq6tzFMOetUZ4nHUVg05zl3YdBQDRzRMQiqb9zDgXqIF93iLBw==" + }, + { + "block_id_flag": "BLOCK_ID_FLAG_COMMIT", + "validator_address": "x8qpU1ymJasER8MHl10SUjgQcVo=", + "timestamp": "2023-05-15T20:23:58.781553186Z", + "signature": "L23Q9M/X22CR+swf7gJvwA9UkKapAhuo32Kq49abBDJiwrem3RRZ5FkQzd1JmPF0VbcU4AMqi5giETlpaPkbBg==" + }, + { + "block_id_flag": "BLOCK_ID_FLAG_ABSENT", + "validator_address": null, + "timestamp": "0001-01-01T00:00:00Z", + "signature": null + }, + { + "block_id_flag": "BLOCK_ID_FLAG_COMMIT", + "validator_address": "KpE16IFgrwUsmruz9jAdfZniOEg=", + "timestamp": "2023-05-15T20:23:58.685504727Z", + "signature": "XTA5W2cdIZ4ec/TjqhgIoD8KrcowzryvZnhZ3H3dCXfFpZmpnXpLYNeZfYUdiKGVOYDm/phRQJ7Pc/zOAS7uAQ==" + } + ] + } + } +} diff --git a/cosmos/validator_task.go b/cosmos/validator_task.go index 538d047..d33d996 100644 --- a/cosmos/validator_task.go +++ b/cosmos/validator_task.go @@ -3,7 +3,7 @@ package cosmos import ( "bytes" "context" - "encoding/hex" + "encoding/base64" "errors" "fmt" "strconv" @@ -86,19 +86,21 @@ func (task ValidatorTask) processSignedBlocks(ctx context.Context) error { if err != nil { return err } - height, err := strconv.ParseFloat(block.Block.LastCommit.Height, 64) - if err != nil { - return fmt.Errorf("parse block last commit height: %w", err) - } for _, sig := range block.Block.LastCommit.Signatures { - sigHex, err := hex.DecodeString(sig.ValidatorAddress) + sigHex, err := base64.StdEncoding.DecodeString(sig.ValidatorAddress) if err != nil { return err } if bytes.Equal(sigHex, valHex) { - task.metrics.SetValSignedBlock(task.chainID, task.consaddress, height) task.metrics.IncValSignedBlocks(task.chainID, task.consaddress) + + height, err := strconv.ParseFloat(block.Block.LastCommit.Height, 64) + if err != nil { + return fmt.Errorf("parse block last commit height: %w", err) + } + task.metrics.SetValSignedBlock(task.chainID, task.consaddress, height) + break } } diff --git a/cosmos/validator_task_test.go b/cosmos/validator_task_test.go index a55b549..23f347f 100644 --- a/cosmos/validator_task_test.go +++ b/cosmos/validator_task_test.go @@ -137,7 +137,7 @@ func TestValidatorTask_Run(t *testing.T) { require.Zero(t, metrics.GotSignedBlock) var block Block - require.NoError(t, json.Unmarshal(blockFixture, &block)) + require.NoError(t, json.Unmarshal(latestBlockFixture, &block)) block.Block.LastCommit.Height = "9001" client.StubBlock = block