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deepops_dashboard.ndjson
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deepops_dashboard.ndjson
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{"attributes":{"fieldAttrs":"{\"MetricName\":{\"count\":4},\"Value\":{\"count\":2},\"MetricTags.group\":{\"count\":1},\"MetricTags.method\":{\"count\":1},\"MetricTags.name\":{\"count\":2},\"MetricTags.url\":{\"count\":2},\"MetricTags.name.keyword\":{\"count\":1},\"MetricTags.scenario\":{\"count\":1}}","fieldFormatMap":"{\"Time\":{\"id\":\"string\",\"params\":{}}}","fields":"[]","name":"loadtest-realtime","runtimeFieldMap":"{}","sourceFilters":"[]","timeFieldName":"Time","title":"k6-*","typeMeta":"{}"},"coreMigrationVersion":"8.6.2","created_at":"2023-05-08T16:04:51.131Z","id":"2e8e3aa4-012d-4359-aea4-83f2c34de4e3","migrationVersion":{"index-pattern":"8.0.0"},"references":[],"sort":[1683561891131,245],"type":"index-pattern","updated_at":"2023-05-08T16:04:51.131Z","version":"WzE1NiwxXQ=="}
{"attributes":{"description":"","kibanaSavedObjectMeta":{"searchSourceJSON":"{\"query\":{\"query\":\"\",\"language\":\"kuery\"},\"filter\":[]}"},"optionsJSON":"{\"useMargins\":true,\"syncColors\":false,\"syncTooltips\":false,\"hidePanelTitles\":false}","panelsJSON":"[{\"version\":\"8.6.2\",\"type\":\"visualization\",\"gridData\":{\"x\":0,\"y\":0,\"w\":13,\"h\":6,\"i\":\"6b0f6b04-56f2-4eda-a187-4f01986831c1\"},\"panelIndex\":\"6b0f6b04-56f2-4eda-a187-4f01986831c1\",\"embeddableConfig\":{\"savedVis\":{\"id\":\"\",\"title\":\"deepops_logo\",\"description\":\"\",\"type\":\"metrics\",\"params\":{\"time_range_mode\":\"entire_time_range\",\"id\":\"55ed20c5-530c-4b58-b5c1-72bbb61ee8fa\",\"type\":\"markdown\",\"series\":[{\"time_range_mode\":\"entire_time_range\",\"id\":\"62792c8d-7ad5-44e0-8258-fbb0e83de3d3\",\"color\":\"#68BC00\",\"split_mode\":\"everything\",\"palette\":{\"type\":\"palette\",\"name\":\"default\"},\"metrics\":[{\"id\":\"e95baad6-333c-4acc-8194-2d9f2db57f61\",\"type\":\"count\"}],\"separate_axis\":0,\"axis_position\":\"right\",\"formatter\":\"default\",\"chart_type\":\"line\",\"line_width\":1,\"point_size\":1,\"fill\":0.5,\"stacked\":\"none\",\"override_index_pattern\":0,\"series_drop_last_bucket\":0}],\"time_field\":\"\",\"use_kibana_indexes\":true,\"interval\":\"\",\"axis_position\":\"left\",\"axis_formatter\":\"number\",\"axis_scale\":\"normal\",\"show_legend\":1,\"truncate_legend\":1,\"max_lines_legend\":1,\"show_grid\":1,\"tooltip_mode\":\"show_all\",\"drop_last_bucket\":0,\"isModelInvalid\":false,\"markdown\":\"![imageName 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