KubeZero/charts/kubezero-network/templates/cilium-grafana-dashboards.yaml

18 lines
15 KiB
YAML
Raw Permalink Normal View History

2023-05-02 10:07:00 +00:00
{{- if index .Values.cilium.prometheus.enabled }}
apiVersion: v1
kind: ConfigMap
metadata:
name: {{ printf "%s-%s" (include "kubezero-lib.fullname" $) "cilium-grafana-dashboards" | trunc 63 | trimSuffix "-" }}
namespace: {{ .Release.Namespace }}
labels:
grafana_dashboard: "1"
{{- include "kubezero-lib.labels" . | nindent 4 }}
annotations:
k8s-sidecar-target-directory: KubeZero
binaryData:
cilium-agents.json.gz:
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
2023-05-02 10:07:00 +00:00
cilium-operator.json.gz:
2024-11-04 13:43:46 +00:00
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
2023-05-02 10:07:00 +00:00
{{- end }}