kubezero/charts/kubezero-istio/templates/grafana-dashboards.yaml

22 lines
24 KiB
YAML
Raw Normal View History

{{- if .Values.istiod.telemetry.enabled }}
apiVersion: v1
kind: ConfigMap
metadata:
name: {{ printf "%s-%s" (include "kubezero-lib.fullname" $) "grafana-dashboards" | trunc 63 | trimSuffix "-" }}
namespace: {{ .Release.Namespace }}
labels:
grafana_dashboard: "1"
{{- include "kubezero-lib.labels" . | nindent 4 }}
annotations:
k8s-sidecar-target-directory: Istio
binaryData:
istio-control-plane.json.gz:
2023-04-13 11:55:48 +00:00
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
istio-mesh.json.gz:
2023-04-13 11:55:48 +00:00
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
istio-service.json.gz:
2023-04-13 11:55:48 +00:00
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
istio-workload.json.gz:
2023-04-13 11:55:48 +00:00
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
{{- end }}