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

18 lines
15 KiB
YAML

{{- 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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jy4xmWNxW/vsj4gFITp2weYezRzFqlu8y4aNjllxi9OHsbIGZhoH96oDjhmP1epCDTM1pp2HkcnS0nOlDN1q8QHDqLihVTZwp9Fn7aq7VSeWAwNXsQfHS+BE9PM1s92vn9euwVxt5u2COQvXmocV917+dw49uxhjlLIMsJezv3m7g8ydU+4SYDnTpB3xQ4+G9wPDdZzQp8aXwdgYJF68zPSdIKRhFPCPqHC0ik9GdGLZT/wT4SCRGT6+G7p8ROYffb65W835idN94p/V4/Ptn/S8kgiyaw6QeG83Z/7Uj7X88mwMv6V5BYBtXqJZP9buF5dmXjHdZ5v3Rs3em6BMZQw85dtsI79Rsw9X1Mgkvze/3SoL8/3dQ4vcTM0lo9tIw0wdhDTM1DFIw0xkKtIwkYaJNEyCNEyl86eQhll2whoS1UoyNNIwkYaJNEykYSINs8qpakjDLM3SSMMs2eJIwyzU0kjDRBpmnsWRhok0TKRhqmRkpGEiDRNpmDAw0jCRhnmgMQpJw1wpoZaXh6k3ekjEPM9EzA4SMU+TiNlBImaRiZgdJGIWm4jZQSJm8YmYnQtIxOwgEROJmEjERCImEjEzRiAkYiIRkyARsxiDIxETqWpIxFTe2EjEJEjERCImUqiQiIlETFh8K4sjEbNQSyMRE4mYeRZHIiYSMZGIqZKRkYiJREwkYsLASMREIuaBxiinHmYvLw+zjzzMyyiImfhLkIt5iqKY5Rj/ogtjKmXicy2OqZSRz7lApoqGPnaRzNvEg4/8zNRByM9MHYP8zES+Ij8T+ZnIzyTIz1Q6sQr5mWVnsiGDrSRDIz8T+ZnIz0R+JvIzq5zDhvzM0iyN/MySLY78zEItjfxM5GfmWRz5mcjPRH6mSkZGfibyM5GfCQMjPxP5mQcao6RCmXkJmk0NCZqXUSgTCZrLxi+xWCYSNC/LxOdaNBMJmhds6GMXz0SC5gUlaGrIz0R+JvIzcyET+ZnH9QIoHY5v6/22wSru4FI7QdDUR53Co5T7OG/auy6u7beyfTe97kGum6UOwaizMl3RILx15eS3/NWyEiQrbre1nqGQDm22xjXkW+P78LI9Q0E0mdKG5Q2oafJZKMiBiyxC4P+eEsb1b07RhPDtW3yp5+ctnDf5gPDKtl2DCtR4NX1g0MEl0IEOPAAeAA+AB2XhgRlNvIGc5PzICwMyc+SpncfLaKfVqXwSzTrbq4sU7Z7e0oxKIsVKPDiPKbqo16OI6M8IMcj3hs82/IKD0A2pvRsMUJ/RKRLUicPf0uvisUBc5vmZfPsmri7/cRRQeJNYJxVNeMOtQz5K64AZwAxgBjADmOFMmMH1gi2IoVAnbD8ngU7rQDGdUDGJ7Befhmwqm/jQ+mAZLBjwAcjZQSf9qk9+v06LJUO0ZQkCKb7QgXLoU/zU5GePWw8+U+gf6B/oH+ifi/OZFuszypFAPfiMFPEZRY7PqHEvgusDhz/JTtHiwrVO6u6IvLuy8vxzLHTPqB3eD/g9yolCXWPFN0pmN7pF8n6+VBQOM8Y15wMXEeRv8syQi5CLkIuQi5CLcJcdyV2mazkBxibE4qnFYtpdZvquNzDcyAkTT5lp+Ux6pLgKevvTx7efPgkVtJP/jAuXoBTXWXyhQyOJ3AIeM8nbscg3JHd8TEUE8UIkEYrGQxJBEl2IJJqcvmS8wiXQDIM2K19E8YO6RaP88fBK73TrRG9r/P90/Rq2zrT1buWNPlxeeaMPlSpvVHRVSdMUcFKEQeTMsa7vLQVlTp5VLYs0wBqxNSKZCQFrzF8TsbLO/lEEXiphkXLy4HP9VP0m/FQKpXXJeOGA2vY0r8tnBrMemLl3gpc8z0DwaZ3E93VNfiBLa2sKcVvJK3/mF5bp8PG1c51Y2wX1brl5yFtpGXiuEMyD5wqeK3iuzsRzNVQgmJeX/K5DJSkXzRs+hSw4ejSPa6NeNSN6n306GlkGdBEietBF0EXQRagjctSYHvPpmJFbmdCsbtmQYa/Zr37ESXEzG3rb0Lsw8zHDe1n3chFBvsIbQYWdTPbx2OfAaF8Hi57YY7/irHeiiVKrahZn65KWH6X2eFHXMvMBp/ydQRS2ymwu3LyZx/rozKFxGaHGNw+n+tJw2mhtcu3pOfHPRm/9aGrEI9RCB7CpM4746yVdGTYVtn7MquLL553baDLkQ1MW9MljeHe0PlBvhZ3TY6fh8gvEA3DqIvOxk/pfTPfrLFmmsKEx3TT7+KvuXNsynjL6h7AePFOI2MEzBc8UPFPV8Uz57I+tYnbYUf6MitpiR/nyE15F71bWxsORPix+RUUpO5DoejubEtqI/6sU//ckSQzs7iB+N3ZMjix+G0H5wpZY9SXbOLNxWjH7zO6rLB9Mvon2TK8t2kLT2zrIHZM5UyM7BAwOBgeDg8FRAudYkco81dzsQjVXpQbO+9td0mbbFS2CcyMfiAhLBOS9IxNnIYmqL4n4scEmSQRNBE20qIn44GJDFZ1lzuzJoxIio8JjviwATDzfNfhMwxv3M59a1I1PNFpmq3EGaZ0zw0ceH7IYnSht9nL22yu68sI8LW7uXfP4tMwG/J1z/elKrURIxoe++EFkOV14ZKPghpFtQOI2gKXPaMivWm2WUgfmyhWuUWv4rJr5ih7kqlH1ZyWc3dBylhC0DnLMLbUfowuF2uC2I0ctCcR77OPTYDpgDnzm2U+DgBmuYwaDYKtE8uWaQIHBX4Jr8pKsBEbXXUu6Dve+2t4ewhUH0u6+Q3kHW7kO60deIrJ2MFdpBcDCCHpIiaY70YWIzwKPDyuMiPsjV68extfwsyL0DDcrQs9wsqJg09FCz3kKV9dbiD1XpWLTbrHncyjZlISeUbMJNZsgjSCNII0Qfz6+Q1nZaE+nNdSMXsWjPdIbpqyJ+9Ro9WjFTTxRd5ub79t6v22wqhu4oC1WjjJIMFNjGnpwpoF3qy42ubzNgybYPGhBC5DCpquNodGFHekUeCErY4qSYsQ5izd0DR60U3rQRDW1tAeNg+94zK8+DSnGGz8NDFFOzIx8id1FhYV3uvaJwsRbOvLExFBiGBgtePQWFGRbYu0+tODx30Guig9Z2B4XkiOfY4uQN8nTw4tefS86FnLBjb67Gx0LueBIL4oYsZDrRKiOhVwnMTvWC52Lpau6VXGeR6rTwaoFdd1VS6h86asWdii8v2l9QuFujQMXKSxaToWVCq/2X6nAGwQrFeBIgCMB+XhwI2APxaMKfq4T71EqvUgLs7iim7J+mTY1tKonjVmO4kbWuu1G1Tvy5qkIFf+38DZ0NmW/NHPWjzWbR/Q1cIke3rpSsR3L5eBb4/uwAI+DcG3brDprzBYJlj+71Kz8H5w7Y2sNuCoMo2Drxfapn+6OsoIOMvd645o9pLLpRMvk1jnQD12llrr7rfwJ+XT8NrFlQGLjktSpSWxTcHL1ORnL1oDJwGRgskKYrPLStWHXHNIhVqUUZWB/PKRXvX6dK/NGnXQ7daK9aLeusc6qsB7dGLW7bYYenWlgrLM6q3VWRbgUOtu6FFLxJiyoOdGCmoWEAa6mZBGaQKlCfCUvUKmARUpe8FGFPnLoAgqZ+fBx+mzw48CPAz8O/Djw45zNpoATBbw4zKdjRqZrE5UFYLPTa1a+kstIvh3K1nLRW2a/WX0fg/qd+WwsnSx3VrfAVqfb1BrV90uq36XbvVar2z0DS6vepUcGowZqxh3JE5zd3BfhES60p1fSKIXJs6qu8ct3kjfgJFe/6tSeS8PID6SjleBAnw1AalV6UtlqU1xfb7lTVVhSur+laGWzU75Mq8lZR1GrxTNitr3e7FMF6mPkIJCBQAYCGQhkIJCBhNQLyZf8ftQw+pVftpmsMDHuqTNG7aESLQ5TIzf1nD2RF5aburnaezOntlavrfZ6V/jmFhNY5fC9ZU7iOaetKmeHEyWrqtcftkpRrRezDjwWktt6DevEjUKDX4MfMqKWXe6+61nS92C3GL8rcsd8citGOTjFKu8UQzUzeMV294qhLPq5+sVcD4XR93EooDA6CqPv7TJDYfQzsfTmpKmDXWWLCnDdtbgEM5mjYIZW3r6AjSbKsCvrI1rORKpwafRdyqLn4/Cb20/ESwp9/xGxAKtdkSQCHEaSCGAYSSJHFa0qVy0b9c3+qI84emEG7mkdNuyiShkMjEwQZIKomAmyCvitvCVYehdLsFRK8xjwcYOT+4MlbgC1ypS3yilTQBTuK8fZ9P1j8mwHenEE02weVfWlUbXR2pRf18rxmnY3OE2NeJxa6Ao2dcYRHccOIZsKez9m7fnAp5/baDLkA1Tm1gPimA+WY32g3ooHIj2CGi6/QDwMpy4yH0Gp/8V0v84m0sIGyHTT5A8qW2xckNFFhAHh4kPKC3x8SHmBl69aXr4tPHw7AFN/59T5Vid7am+3EQ9VOh56z83k8qlhMvgjok5o2exKe9HX6iQdKJ1tHeUL67C4JtYgFr8hDYNZ0HQYGV9YdtRUxiv/jX8kE48z4qhtEUeNJbcaMdTdFBVJ2ybZL7mvhfciG8lg0rLYOxnSC9IL0gvSC9Jrb+mV4avu5PmqIb6qKL76EF9HEV99iC+IL4ivBnLbkNt2ltJLhZ0cxJpoLHgp2sIvlU6/6mujyle7DyJDrFFU1sitVpcNjfMwstK9uTnq9JqFb5JRTkGfdk7CQat/bDCuL3eWR+VZWaxHtlk1YFlUMdnIxMH2lZCbWhAv2rpKqpvsw7tcmMomWs0q2ZmFk7sogoaxpAvcC+5VnHvFGI6YA8B325iDEou6uI4xXMdhRii6KTZ9K9DUPqPmk6om9sdDetXT66TR0Oqk364T7UW7cV1xk3+llujXP4bujzM5pW4RGY22NapXktpWA5p52NbWL7QOa9VQbZnSRJySbb3gYvFnJUQiFy94IITdyGcj03MSeU5FF2R0cla5dVtYkFHSggwO0aHv2jbzsSTj3KuugNCRFojINCLT5eD5O2rZy3ofsenj21hl58dZhKbl5oXKVm/V+22DnUe4tKPn4ICGcGmVUouXo6XGnDEGfrRLnHRx79OiSXxhl9J8mDr2vhhp84ziAV2lzUKSefyQOp/rIRPRYESDwZpgTbBmNYPBpw8ER8nCGzF7Rj4DDpVibdVTdttar1P5/UTQpctIb+DCH4NHaZZWfeDosmGj8tt2Y3QuMWMkz3PV6ZXguVr+yLrsdfI+8xgN31i+SAyMD7k/natrqpZmq+T5L/bZ1SWkYRRck5dk9yvuvZNMfM0SVuLLCx2a9zKzA3kTHWfpQWFpLzkFMzoa0l5KSnv5e8RN4bCQBUSYbBx3GGTAnHcGjA6vJLyS8ErCK3kEr+Qv8k7XEFjG07uyP47DrHi9sEhksLg2k22/D+Tgu/emFUfdRGM2BO7KfHYaFDJRbz5E5h6SN0qWytuFN7dcCIDmPlpz70P+3d1TVro5te86zeL2aQnpcHk1xgK2+9b4PkR1uzQlC/o1bCH1OARbA66RmGM8JVXsdifzl7uee18GFw8p/uvR8L4EEo8v9/xMvn0TVzwQybk1+F3xGZckNiFXlP/FaVVuj46KeIAuQBegC9AF6AJ0AboAXYCuLcOtudTVBnWdcndM+gjqUpC6eLuAuJB9D+S6XORCMbZzhS7XA3ZBhwO7gF07YVdv51hXt5VHXT2F1mdvwjQs0F7NWgVLbWSp73l3tQNyxU1H+L8kTgXgKfAUeAo8BZ4CT4GnwFPgKfDUDmGsfKDqHBOojghPiHFtYieJCXsWuJrDks/CyHcGxkLMpgxmSl34aOgEcgI5gZxATiAnkBPICeQEcgI5pcmps3MkqtfIAadu49iRKJQFLo6cZjUYBlyJcFEy8JnBrAdmruEn9kdEbf6JsJf4m78Zlpn6e4mv2kslTQz+gtYJlZVhSiCr+EKSrOSlD2SqX8TD1snPYtM7FgTUfyJ/7wXkrbQe+ZhYD2gFtAJaAa2AVthxFXAFuAJcAa52CUvl01ULdHWZdCW77tnj1XvnAYAFwAJgAbAAWIhdAa+AV8Ar4NVxV1H1enl01QZdXQZdzWjqgOBV8uPKxrBuAVgALAAWAAuABcACYAGwAFgArOMsq8onrCYI60IJ68ICWKAr0BXoCnQFuroYuppsQVeFboXTz9nVUtd6xRVlhrDafSucFWGVr6ekKOGf3MhPbln41fW/3Lm2ZTxtXsyeqCjyA+loJUop/rw5Iur1dhvJrj5roqAgnCCcIJwgnCCcLk04HeSnvKWTtW7KmuEzPj/LiasID6I05a5+w5H1yMybaSt839XMYWZLpPqV/EntdP7gjXY2GZ8b1bYza7TMVqPido48U/X+zLRR3+wWbeeStsPJJS+9D/KqOHldBnOBtkBboC3QFmgLtAXaAm2BtkBbatDWcpiroTXzwlyArarD1p1gqjNFLP5sACuAFcAKYAWwAlgBrABWACuAlTphrHyyajRAVlUPY/HHPt/oFX84sBXYCmwFtgJbXShbFep01rW8DB+srai6NPrEVYtlKKuODlJGybNBHEEcQRxBHEEcQRwV4DjKVUcNDeqo4urorWPK4fIs5dH04QIIJAgkCCQIJAgkCKQCvEfdPH2kQx9VPbBGuUDgU8t5+o9mT7e9QPouOZG4lBiqxEFNLf4lnzzu2YTOW7gpc3Z5u47njZoYObkUnxDk0rTa7Lwhm3hicksN93Fnn/eK1CtkRL4fd/lv6U4sZvOlV9VyDDsy2SvbXp1lavZUv2T2qaTTr/7METkO/FdvPg3uPv7zw9vPf3v786f0D+evffptrv0RMf9Jqr3My8mvf0lGyLSkShldX/h0zB6XDw2+WN7Pvv3pyTEy7nzavqk3avl9TVmZ2vbsduLme/FD+lqpVlgYGJjNjJBlKqdYSop5e6kI6GxqqP37YMAvnD26bzESCAVu8VliKpNEEw/kyYPpiPAQ91T5ZqfLEW7sP4ulPDf2D376XXrFTrc67xKNw7pEMoynOxZ/cWW7B/81vbXa4rc5XySdK36g1BdRwD7HY0FaDccDlJiin+MRwJrM9VdtFItyPrt8/VG/nw4boZt8Vlv4mWcZX1JpSVPjDKbDa3pu4dNPasBrpv/Q5zNnrZ36t57+o6mlv7mf/7uR+reepAb9Pr1vMQGk2n/jVdIn7qRPnL5Ko5X+I1WBsmum73d6Lwsm+1PM2iIdKzRqyYcLlZrIB8ZZwEhG+CjOrnoIo3+FZjT5M/70YTbiy95T+8rYl098NpcveO275/8HM4Xl7vlQBAA=
cilium-operator.json.gz:
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{{- end }}