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", 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\"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}], \"size_shelf\": [{\"persistentId\": 95575740429146260000, \"custom_expr\": \"min([confirmed_cases])\", \"expression_for_trigger\": \"min([confirmed_cases])\", \"dataset_colname\": \"confirmed_cases\", \"dataset_coltype\": \"BIGINT\", \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}], \"transition_shelf\": [], \"tooltip_shelf\": []}}", "shared_visual_dashboards": null, "uuid": "3a8dd1da-35f0-42ab-bcf6-62e192cab2f1", "imported_uuid": "c51f9f05-53d5-49d0-9b02-86859c074773", "has_css_styles": false, "report_search_text": ""}}, {"model": "reports.report", "pk": 94, "fields": {"report_name": "", "report_description": "", "dataset": 14, "workspace": 1, "report_type": "leaflet", "report_mode": "", "dashboard_url_name": "", "report_data": "{\"report_type\": \"leaflet\", \"report_data\": {\"core\": {\"viz_type\": \"leaflet\", \"shelves\": [{\"name\": \"geo_shelf\", \"shelf_type\": 1, \"column_type\": 3}, {\"name\": \"aggregates_shelf\", \"shelf_type\": 1, \"column_type\": 2}, {\"name\": \"color_shelf\", \"shelf_type\": 1, \"column_type\": 3}, {\"name\": \"tooltip_shelf\", \"shelf_type\": 1, \"column_type\": 3}, {\"name\": \"filters_shelf\", \"shelf_type\": 2, \"column_type\": 3}]}, \"tooltip_shelf\": [{\"persistentId\": 5616411349752545000, \"expression_for_trigger\": \"[Last Update]\", \"dataset_colname\": \"Last Update\", \"dataset_coltype\": \"TIMESTAMP\", \"dataset_isdim\": true, \"isDatasetSegment\": false, \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}, {\"persistentId\": 127808562787107900000, \"expression_for_trigger\": \"sum([Deaths])\", \"dataset_colname\": \"Deaths\", \"dataset_coltype\": \"INT\", \"isDatasetSegment\": false, \"fn_type\": 1, \"fn_name\": \"sum\", \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}], \"filters_shelf\": [{\"persistentId\": 33611224818119280000, \"custom_expr\": \"[Province State] is not NULL\", \"expression_for_trigger\": \"[Province State] is not NULL\", \"dataset_colname\": \"Province State\", \"dataset_coltype\": \"STRING\", \"dataset_isdim\": true, \"isDatasetSegment\": false, \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}, \"filter_column\": \"Province State\", \"filter_data\": [], \"filter_input\": {\"value_picker\": {\"exclude\": true, \"values\": [\"NULL\"], \"expr\": \"[Province State] is not NULL\"}, \"activeSetting\": \"value_picker\", \"expr\": \"[Province State] is not NULL\", \"pattern_picker\": {\"exclude\": false, \"pattern_type\": \"starts\", \"pattern_text\": \"\", \"expr\": \"[Province State] LIKE '%'\"}, \"upload_picker\": {\"exclude\": false, \"value\": \"\", \"expr\": \"\"}}}], \"sample_pct\": \"Off\", \"user_settings\": {\"container_css_class\": \"\", \"css_styles\": \"[]\", \"inline_css\": \"\", \"permit_csv_download_visual\": \"true\", \"csv_download_quotation\": \"false\", \"default_language\": \"\", \"permit_png_download\": \"false\", \"explicit_scope\": \"false\", \"permit_email_report\": \"true\", \"send_aggregate_parameters\": \"false\", \"visual_dataset_scope\": \"true\", \"nulls_order\": \"Default\", \"visual_font\": \"default\", \"visual_font_size\": \"\", \"visual_bg_color\": \"\", \"title_font\": \"default\", \"title_font_size\": \"\", \"visual_title_font_weight\": \"default\", \"visual_title_fg\": \"\", \"visual_title_bg\": \"\", \"title_alignment\": \"Left\", \"subtitle_font\": \"default\", \"subtitle_font_size\": \"\", \"visual_subtitle_fg\": \"\", \"visual_subtitle_bg\": \"\", \"subtitle_alignment\": \"Left\", \"visual_hide_title\": \"false\", \"visual_show_detail_data\": \"true\", \"download_rows\": \"\", \"show_tooltip\": \"true\", \"tooltip_font\": \"default\", \"tooltip_font_size\": \"\", \"max_rowcount\": \"\", \"disable_incremental_queries\": \"false\", \"ksql_stream_position\": \"default\", \"display_tooltips_table\": \"false\", \"table_template\": \"table-template-2\", \"table_header_alignment\": \"data_dependent\", \"table_full_width\": \"false\", \"table_wrap_column_contents\": \"false\", \"parameters_send_all_cols\": \"false\", \"show_contextmenu\": \"true\", \"cells_are_html\": \"false\", \"nulls_display_value\": \"\", \"http_auto_link\": \"true\", \"table_totals\": \"false\", \"table_totals_header\": \"false\", \"max_columns\": \"20\", \"enable_info\": \"false\", \"enable_pagination\": \"true\", \"page_size\": 20, \"table_header_background_color\": \"\", \"table_header_text_color\": \"\", \"table_odd_rows_background_color\": \"\", \"table_even_rows_background_color\": \"\", \"table_odd_rows_text_color\": \"\", \"table_even_rows_text_color\": \"\", \"table_border_color\": \"\", \"table_footer_background_color\": \"\", \"table_footer_text_color\": \"\", \"display_header\": \"true\", \"display_header_column_borders\": \"true\", \"trellis_borders\": \"true\", \"trellis_cell_minimum_width\": \"100\", \"trellis_cell_minimum_height\": \"100\", \"axis_label_font_size\": \"\", \"axis_ticks_font_size\": \"\", \"label_font_size\": \"\", \"label_color\": \"\", \"trellis_font_size\": \"\", \"legend_font_size\": \"\", \"bar_mark_size\": \"20-30\", \"enable_animations\": \"true\", \"visual_autodetect_time\": \"true\", \"color_palette\": \"{\\\"colors\\\":[\\\"#ffffcc\\\",\\\"#ffeda0\\\",\\\"#fed976\\\",\\\"#feb24c\\\",\\\"#fd8d3c\\\",\\\"#fc4e2a\\\",\\\"#e31a1c\\\",\\\"#bd0026\\\",\\\"#800026\\\"],\\\"colorSettings\\\":{},\\\"isReversed\\\":false}\", \"color_opacity\": \"80\", \"legend_style\": \"Right\", \"legend_width_override\": \"\", \"reverse_legend_order\": \"false\", \"trendline_linear\": \"false\", \"trendline_color\": \"false\", \"trendline_decimal\": \"3\", \"scale_type\": \"LINEAR\", \"gridlines_enabled\": \"false\", \"scale_dim_independent\": \"false\", \"scale_agg_independent\": \"false\", \"scale_agg_zero\": \"true\", \"min_agg_axis\": \"\", \"max_agg_axis\": \"\", \"dim_is_continuous\": \"false\", \"min_dim_axis\": \"\", \"max_dim_axis\": \"\", \"x_axis_label\": \"true\", \"y_axis_label\": \"true\", \"dim_tick_label_maxlen\": \"20\", \"fixed_color_legend\": \"false\", \"dim_to_color_mapping\": \"{\\\"mappings\\\":{},\\\"isChecked\\\":false}\", \"measure_ranges\": \"{\\\"ranges\\\":[]}\", \"show_selection_range\": \"false\", \"show_x_axis\": \"true\", \"show_y_axis\": \"true\", \"enable_drill_into\": \"true\", \"inline_measure_display\": \"false\", \"min_cell_height\": \"\", \"min_cell_width\": \"\", \"ignore_stacked_negatives_with_mixed_measures\": \"false\", \"show_points\": \"false\", \"smooth_line\": \"true\", \"line_interpolation\": \"linear\", \"line_style_from_color\": \"false\", \"enable_multiple_tooltips\": \"false\", \"map_view\": \"Default\", \"scale_type_independent\": \"false\", \"map_bubbles\": \"false\", \"mark_size_range\": \"10-50\", \"zoom_enabled\": \"true\", \"zoom_to_active\": \"true\", \"show_map_data_div\": \"false\", \"tile-style\": \"mapboxgl\", \"local_map_key\": \"pk.eyJ1IjoicHZpZGFsY2xvdWRlcmEiLCJhIjoiY2tpOHVmYmV4MDBzazJ5bjhtNTVnaDRwaiJ9.TYezzavbXqKZkq8thSP-5Q\", \"visual_atlas_server\": \"\", \"map_style\": \"dark\", \"mapboxStyle\": \"\", \"choropleth_layer_id\": \"\", \"choropleth_opacity\": 0.6, \"choropleth_legend\": \"true\", \"store_map_load_location\": \"true\", \"start_center\": \"-98.5794797, 39.8283459\", \"start_zom\": \"3\", \"heatmap_enabled\": \"true\", \"intensity_mag\": \"1400\", \"heatmap_radius\": \"8\", \"heatmap_visible_zoom_levels\": \"0-22\", \"heatmap_legend\": \"false\", \"cluster_enabled\": \"true\", \"cluster_color\": \"#ff9900\", \"cluster_radius\": \"80\", \"circle_enabled\": \"false\", \"circle_legend_area\": \"false\", \"circle_legend_color\": \"false\", \"circle_radius_range\": \"5-30\", \"circle_visible_zoom\": \"0-22\", \"marker_enabled\": \"false\", \"marker_permanent_labels\": \"false\", \"marker_type\": \"default\", \"route_enabled\": \"false\", \"start_marker_type\": \"circle\", \"middle_marker_type\": \"none\", \"end_marker_type\": \"default\", \"custom_icon\": \"\", \"custom_icon_size_adjustment\": \"50\", \"hold_location_manual_move\": \"false\"}, \"settings\": {\"colorSettings\": {}, \"colors\": [\"#ffffcc\", \"#ffeda0\", \"#fed976\", \"#feb24c\", \"#fd8d3c\", \"#fc4e2a\", \"#e31a1c\", \"#bd0026\", \"#800026\"], \"graded_colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"contrast_colors\": [\"#0097A7\", \"#ED8111\", \"#2375B8\", \"#E54954\", \"#42996F\", \"#AD73B1\", \"#B0CB73\", \"#EA8DCD\"], \"reverse_colors\": false}, \"report_title\": \"Confirmed Covid Cases\", \"report_subtitle\": \"\", \"report_derived_data\": [], \"click_behaviors\": {}, \"limit\": 100, \"customWidths\": [], \"sort_orders_asc\": {\"_c2\": true}, \"allowLargeTrellisPerm\": false, \"geo_shelf\": [{\"persistentId\": 29000816294726860000, \"expression_for_trigger\": \"[Lat]\", \"dataset_colname\": \"Lat\", \"dataset_coltype\": \"DOUBLE\", \"isDatasetSegment\": false, \"geo_cast\": \"latitude\", \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}, {\"persistentId\": 66464279835224375000, \"expression_for_trigger\": \"[Long ]\", \"dataset_colname\": \"Long \", \"dataset_coltype\": \"DOUBLE\", \"isDatasetSegment\": false, \"geo_cast\": \"longitude\", \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}], \"aggregates_shelf\": [], \"dashboard_id\": 109, \"color_shelf\": [{\"persistentId\": 73307910156226590000, \"expression_for_trigger\": \"sum([Confirmed])\", \"dataset_colname\": \"Confirmed\", \"dataset_coltype\": \"INT\", \"isDatasetSegment\": false, \"fn_type\": 1, \"fn_name\": \"sum\", \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, \"fixedDimensionColors\": false}}], \"sql_text\": \"SELECT TA_0.`lat` as `Lat`, TA_0.`long_` as `Long `, TA_0.`last_update` as `Last Update`, sum((TA_0.`confirmed`)) as `sum(Confirmed)`, sum((TA_0.`deaths`)) as `sum(Deaths)`\\n  FROM `worldwidebank`.`covid_cases`  TA_0 \\n  WHERE (TA_0.`province_state` is not NULL)\\n  GROUP BY TA_0.`lat`, TA_0.`long_`, TA_0.`last_update`\\n  LIMIT 5000\", \"dsreq\": \"{\\\"version\\\":1,\\\"highlighting\\\":false,\\\"type\\\":\\\"SQL\\\",\\\"limit\\\":5000,\\\"time\\\":[],\\\"session\\\":[],\\\"dimensions\\\":[{\\\"type\\\":\\\"SIMPLE\\\",\\\"expr\\\":\\\"[Lat] as 'Lat'\\\"},{\\\"type\\\":\\\"SIMPLE\\\",\\\"expr\\\":\\\"[Long ] as 'Long '\\\"},{\\\"type\\\":\\\"SIMPLE\\\",\\\"expr\\\":\\\"[Last Update] as 'Last Update'\\\"}],\\\"aggregates\\\":[{\\\"expr\\\":\\\"sum([Confirmed]) as 'sum(Confirmed)'\\\"},{\\\"expr\\\":\\\"sum([Deaths]) as 'sum(Deaths)'\\\"}],\\\"partitions\\\":[],\\\"filters\\\":[\\\"[Province State] is not NULL\\\"],\\\"outerFilters\\\":[],\\\"having\\\":[],\\\"global_segments\\\":[],\\\"events\\\":[],\\\"distinct\\\":false,\\\"derived_data\\\":[],\\\"solr_query\\\":[],\\\"autotime_override\\\":\\\"\\\",\\\"ksqlStreamPosition\\\":\\\"\\\",\\\"dataset_id\\\":14}\"}}", "shared_visual_dashboards": null, "uuid": "f217c43c-21d1-4ba3-bd2e-2065d843cd99", "imported_uuid": "72c2a709-c61c-4df2-87fc-0286d2ca3c3b", "has_css_styles": false, "report_search_text": ""}}, {"model": "reports.report", "pk": 95, "fields": {"report_name": "", "report_description": "", "dataset": 12, "workspace": 1, "report_type": "table", "report_mode": "", "dashboard_url_name": "", "report_data": "{\"report_type\": \"table\", \"report_data\": {\"core\": {\"viz_type\": \"table\", \"shelves\": [{\"name\": \"dimensions_shelf\", \"shelf_type\": 1, \"column_type\": 1}, {\"name\": \"aggregates_shelf\", \"shelf_type\": 1, \"column_type\": 2}, {\"name\": \"tooltip_shelf\", \"shelf_type\": 1, \"column_type\": 2}, {\"name\": \"filters_shelf\", \"shelf_type\": 2, \"column_type\": 3}]}, \"tooltip_shelf\": [], \"filters_shelf\": [], \"sample_pct\": \"Off\", \"user_settings\": {\"container_css_class\": \"\", \"css_styles\": \"[]\", \"inline_css\": \"\", \"permit_csv_download_visual\": \"true\", \"csv_download_quotation\": \"false\", \"default_language\": \"\", \"permit_png_download\": \"false\", \"explicit_scope\": \"false\", \"permit_email_report\": \"true\", \"send_aggregate_parameters\": \"false\", \"visual_dataset_scope\": \"true\", \"nulls_order\": \"Default\", \"visual_font\": \"default\", \"visual_font_size\": \"\", \"visual_bg_color\": \"\", \"title_font\": \"default\", \"title_font_size\": \"\", \"visual_title_font_weight\": \"default\", \"visual_title_fg\": \"\", \"visual_title_bg\": \"\", \"title_alignment\": \"Left\", \"subtitle_font\": \"default\", \"subtitle_font_size\": \"\", \"visual_subtitle_fg\": \"\", \"visual_subtitle_bg\": \"\", \"subtitle_alignment\": \"Left\", \"visual_hide_title\": \"false\", \"visual_show_detail_data\": \"true\", \"download_rows\": \"\", \"show_tooltip\": \"true\", \"tooltip_font\": \"default\", \"tooltip_font_size\": \"\", \"max_rowcount\": \"\", \"disable_incremental_queries\": \"false\", \"ksql_stream_position\": \"default\", \"display_tooltips_table\": \"false\", \"table_template\": \"table-template-4\", \"table_header_alignment\": \"data_dependent\", \"table_full_width\": \"true\", \"table_wrap_column_contents\": \"true\", \"parameters_send_all_cols\": \"false\", \"show_contextmenu\": \"true\", \"cells_are_html\": \"false\", \"nulls_display_value\": \"\", \"http_auto_link\": \"true\", \"table_totals\": \"false\", \"table_totals_header\": \"false\", \"max_columns\": \"20\", \"enable_info\": \"false\", \"enable_pagination\": \"true\", \"page_size\": 20, \"table_header_background_color\": \"\", \"table_header_text_color\": \"\", \"table_odd_rows_background_color\": \"\", \"table_even_rows_background_color\": \"\", \"table_odd_rows_text_color\": \"\", \"table_even_rows_text_color\": \"\", \"table_border_color\": \"\", \"table_footer_background_color\": \"\", \"table_footer_text_color\": \"\", \"display_header\": \"true\", \"display_header_column_borders\": \"true\", \"trellis_borders\": \"true\", \"trellis_cell_minimum_width\": \"100\", \"trellis_cell_minimum_height\": \"100\", \"axis_label_font_size\": \"\", \"axis_ticks_font_size\": \"\", \"label_font_size\": \"\", \"label_color\": \"\", \"trellis_font_size\": \"\", \"legend_font_size\": \"\", \"bar_mark_size\": \"20-30\", \"enable_animations\": \"true\", \"visual_autodetect_time\": \"true\", \"color_palette\": \"{\\\"colors\\\":[\\\"#0097a7\\\",\\\"#7dcad2\\\",\\\"#546e7a\\\",\\\"#b0bec5\\\",\\\"#ed8111\\\",\\\"#f6c088\\\",\\\"#e54954\\\",\\\"#f2a4a9\\\",\\\"#ad73b1\\\",\\\"#d6b9d8\\\",\\\"#2375b8\\\",\\\"#91badb\\\",\\\"#3e8111\\\",\\\"#b0cb73\\\"],\\\"colorSettings\\\":{},\\\"isReversed\\\":false}\", \"color_opacity\": \"80\", \"legend_style\": \"Right\", \"legend_width_override\": \"\", \"reverse_legend_order\": \"false\", \"trendline_linear\": \"false\", \"trendline_color\": \"false\", \"trendline_decimal\": \"3\", \"scale_type\": \"LINEAR\", \"gridlines_enabled\": \"false\", \"scale_dim_independent\": \"false\", \"scale_agg_independent\": \"false\", \"scale_agg_zero\": \"true\", \"min_agg_axis\": \"\", \"max_agg_axis\": \"\", \"dim_is_continuous\": \"false\", \"min_dim_axis\": \"\", \"max_dim_axis\": \"\", \"x_axis_label\": \"true\", \"y_axis_label\": \"true\", \"dim_tick_label_maxlen\": \"20\", \"fixed_color_legend\": \"false\", \"dim_to_color_mapping\": \"{\\\"mappings\\\":{},\\\"isChecked\\\":false}\", \"measure_ranges\": \"{\\\"ranges\\\":[]}\", \"show_selection_range\": \"false\", \"show_x_axis\": \"true\", \"show_y_axis\": \"true\", \"enable_drill_into\": \"true\", \"inline_measure_display\": \"false\", \"min_cell_height\": \"\", \"min_cell_width\": \"\", \"ignore_stacked_negatives_with_mixed_measures\": \"false\", \"dynamic_bar_width\": \"false\"}, \"settings\": {\"colorSettings\": {}, \"colors\": [\"#0097a7\", \"#7dcad2\", \"#546e7a\", \"#b0bec5\", \"#ed8111\", \"#f6c088\", \"#e54954\", \"#f2a4a9\", \"#ad73b1\", \"#d6b9d8\", \"#2375b8\", \"#91badb\", \"#3e8111\", \"#b0cb73\"], \"graded_colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"contrast_colors\": [\"#0097A7\", \"#ED8111\", \"#2375B8\", \"#E54954\", \"#42996F\", \"#AD73B1\", \"#B0CB73\", \"#EA8DCD\"], \"reverse_colors\": false}, \"report_title\": \"\", \"report_subtitle\": \"\", \"report_derived_data\": [], \"click_behaviors\": {}, \"limit\": 100, \"customWidths\": [], \"x_shelf\": [], \"y_shelf\": [], \"color_shelf\": [], \"drill_shelf\": [], \"label_shelf\": [], \"sort_orders_asc\": {}, \"allowLargeTrellisPerm\": false, \"dimensions_shelf\": [{\"persistentId\": 64392661371719480000, \"col_alias\": \"Bank Name\", \"expression_for_trigger\": \"[Name]\", \"dataset_colname\": \"Name\", \"dataset_coltype\": \"STRING\", \"dataset_isdim\": true, \"autotime_override\": \"AUTO\", \"backgroundColor\": {\"customColorsEnabled\": false, \"colorSettings\": {}, \"colors\": [\"#E0F7FA\", \"#B2EBF2\", \"#80DEEA\", \"#4DD0E1\", \"#26C6DA\", \"#00BCD4\", \"#00ACC1\", \"#0097A7\", \"#00838F\", \"#006064\"], \"isReversed\": false, \"opacity\": 80, 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