diff --git a/Makefile b/Makefile index 9a20003..ee443ac 100644 --- a/Makefile +++ b/Makefile @@ -5,6 +5,6 @@ gettrivy: .PHONY: runlocal runlocal: - go run main.go --problems-from-sbom=true --rabbitmq-username=guest --rabbitmq-password=guest --lagoon-api-host=http://localhost:8888/graphql --jwt-token-signing-key=secret --access-key-id=minio --secret-access-key=minio123 --disable-s3-upload=true + go run main.go --problems-from-sbom=true --rabbitmq-username=guest --rabbitmq-password=guest --lagoon-api-host=http://localhost:8888/graphql --jwt-token-signing-key=secret --access-key-id=minio --secret-access-key=minio123 --disable-s3-upload=true --debug=true diff --git a/internal/handler/insightsFactsParserFilter.go b/internal/handler/insightsFactsParserFilter.go index d9e4012..58ee2fd 100644 --- a/internal/handler/insightsFactsParserFilter.go +++ b/internal/handler/insightsFactsParserFilter.go @@ -25,7 +25,7 @@ func processFactsInsightsData(h *Messaging, insights InsightsData, v string, api //dec := base64.NewDecoder(base64.StdEncoding, r) res, err := ioutil.ReadAll(r) if err != nil { - fmt.Println("err: ", err) + slog.Error("Error reading insights data", "Error", err) } facts := processFactsFromJSON(logger, res, source) diff --git a/internal/handler/main.go b/internal/handler/main.go index a6e3696..cf6395b 100644 --- a/internal/handler/main.go +++ b/internal/handler/main.go @@ -447,7 +447,7 @@ func (h *Messaging) sendToLagoonS3(incoming *InsightsMessage, insights InsightsD return err } } else { - log.Printf("Successfully created %s", h.S3Config.Bucket) + slog.Info(fmt.Sprintf("Successfully created %s", h.S3Config.Bucket)) } if len(incoming.Payload) != 0 { @@ -466,14 +466,14 @@ func (h *Messaging) sendToLagoonS3(incoming *InsightsMessage, insights InsightsD return putObjErr } - log.Printf("Successfully uploaded %s of size %d", objectName, info.Size) + slog.Info(fmt.Sprintf("Successfully uploaded %s of size %d", objectName, info.Size)) } if len(incoming.BinaryPayload) != 0 { for _, p := range incoming.BinaryPayload { result, err := decodeGzipString(p) if err != nil { - fmt.Errorf(err.Error()) + return err } resultJson, _ := json.MarshalIndent(result, "", " ") @@ -491,7 +491,7 @@ func (h *Messaging) sendToLagoonS3(incoming *InsightsMessage, insights InsightsD if insights.OutputCompressed != true { err = ioutil.WriteFile(tempFilePath, resultJson, 0644) if err != nil { - fmt.Errorf(err.Error()) + return err } } else { var buf bytes.Buffer @@ -500,7 +500,7 @@ func (h *Messaging) sendToLagoonS3(incoming *InsightsMessage, insights InsightsD gz.Close() err = ioutil.WriteFile(tempFilePath, buf.Bytes(), 0644) if err != nil { - fmt.Errorf(err.Error()) + return err } } @@ -510,13 +510,13 @@ func (h *Messaging) sendToLagoonS3(incoming *InsightsMessage, insights InsightsD ContentEncoding: contentEncoding, }) if err != nil { - fmt.Errorf(err.Error()) + return err } - log.Printf("Successfully uploaded %s of size %d\n", s3FilePath, info.Size) + slog.Info(fmt.Sprintf("Successfully uploaded %s of size %d\n", s3FilePath, info.Size)) err = os.Remove(tempFilePath) if err != nil { - fmt.Errorf(err.Error()) + return err } } } @@ -533,10 +533,6 @@ func (h *Messaging) pushFactsToLagoonApi(facts []LagoonFact, resource ResourceDe ) apiClient := graphql.NewClient(h.LagoonAPI.Endpoint, &http.Client{Transport: &authedTransport{wrapped: http.DefaultTransport, h: h}}) - //if EnableDebug { - // log.Printf("[DEBUG] attempting to add %d fact(s)...", len(facts)) - //} - slog.Debug("Attempting to add facts", "Number", len(facts), ) @@ -568,7 +564,9 @@ func (h *Messaging) pushFactsToLagoonApi(facts []LagoonFact, resource ResourceDe } } - log.Println(result) + logger.Debug("Response from API", + "result", result, + ) return nil } diff --git a/internal/handler/processing.go b/internal/handler/processing.go index e22fe17..28019c2 100644 --- a/internal/handler/processing.go +++ b/internal/handler/processing.go @@ -6,7 +6,6 @@ import ( "github.com/Khan/genqlient/graphql" "github.com/cheshir/go-mq" "github.com/uselagoon/lagoon/services/insights-handler/internal/lagoonclient" - "log" "log/slog" "net/http" "strconv" @@ -93,10 +92,8 @@ func processFactsDirectly(message mq.Message, h *Messaging) string { func processProblemsDirectly(message mq.Message, h *Messaging) ([]string, error) { var directProblems DirectProblems json.Unmarshal(message.Body(), &directProblems) - log.Println(directProblems) err := json.Unmarshal(message.Body(), &directProblems) if err != nil { - //log.Println("Error unmarshaling JSON:", err) slog.Error("Could not unmarshal JSON", "Error", err) return []string{}, err } @@ -131,7 +128,7 @@ func processProblemsDirectly(message mq.Message, h *Messaging) ([]string, error) if err != nil { return []string{}, err } - log.Printf("Deleted Problems on '%v:%v' for source %v\n", directProblems.ProjectName, directProblems.EnvironmentName, s) + slog.Info("Deleted problems", "Project", directProblems.ProjectName, "Environment", directProblems.EnvironmentName, diff --git a/internal/handler/testassets/nginxcyclonedxpayload.json b/internal/handler/testassets/nginxcyclonedxpayload.json index e51db52..40145a6 100644 --- a/internal/handler/testassets/nginxcyclonedxpayload.json +++ b/internal/handler/testassets/nginxcyclonedxpayload.json @@ -1 +1 @@ -{"payload":null,"binaryPayload":{"nginx.cyclonedx.json.gz":"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"},"annotations":null,"labels":{"lagoon.sh/buildName":"lagoon-build-qwexoc","lagoon.sh/environment":"master","lagoon.sh/insightsType":"sbom-gz","lagoon.sh/project":"high-cotton","lagoon.sh/service":"nginx"}} \ No newline at end of file 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"},"annotations":null,"labels":{"lagoon.sh/buildName":"lagoon-build-qwexoc","lagoon.sh/environment":"main","lagoon.sh/insightsType":"sbom-gz","lagoon.sh/project":"organization-cotton","lagoon.sh/service":"nginx"}} \ No newline at end of file diff --git a/internal/handler/trivyProcessing_test.go b/internal/handler/trivyProcessing_test.go index 90baddd..5b3114f 100644 --- a/internal/handler/trivyProcessing_test.go +++ b/internal/handler/trivyProcessing_test.go @@ -2,7 +2,6 @@ package handler import ( "encoding/json" - "fmt" "github.com/CycloneDX/cyclonedx-go" "github.com/aquasecurity/trivy/pkg/types" "github.com/goccy/go-yaml" @@ -43,7 +42,6 @@ func Test_convertBOMToProblemsArray(t *testing.T) { var bom cyclonedx.BOM json.Unmarshal(bomText, &bom) got, err := convertBOMToProblemsArray(tt.args.environment, tt.args.source, tt.args.service, bom) - fmt.Print(len(got)) if (err != nil) != tt.wantErr { t.Errorf("convertBOMToProblemsArray() error = %v, wantErr %v", err, tt.wantErr) return diff --git a/main.go b/main.go index 3f691f9..02fe21f 100644 --- a/main.go +++ b/main.go @@ -5,7 +5,6 @@ import ( "fmt" "github.com/cheshir/go-mq" "github.com/uselagoon/lagoon/services/insights-handler/internal/handler" - "log" "log/slog" "os" "strconv" @@ -109,6 +108,7 @@ func main() { if enableDebug { debugLevel = slog.LevelDebug } + slog.SetDefault(slog.New(slog.NewTextHandler(os.Stdout, &slog.HandlerOptions{ Level: debugLevel, }))) @@ -151,7 +151,8 @@ func main() { err := handler.RegisterFiltersFromDisk(filterTransformerFile) if err != nil { - log.Println(err) + // TODO: BETTER ERROR HANDLING + slog.Error("Unable to register filters from disk", "Error", err) } config := mq.Config{