diff --git a/application/src/main/data/json/system/widget_bundles/analogue_gauges.json b/application/src/main/data/json/system/widget_bundles/analogue_gauges.json index 4a9bb8f4ca..ebfeaf0ae6 100644 --- a/application/src/main/data/json/system/widget_bundles/analogue_gauges.json +++ b/application/src/main/data/json/system/widget_bundles/analogue_gauges.json @@ -8,10 +8,10 @@ "name": "Analogue gauges" }, "widgetTypeFqns": [ - "analogue_gauges.analogue_compass", - "analogue_gauges.temperature_gauge_canvas_gauges", "analogue_gauges.temperature_radial_gauge_canvas_gauges", + "analogue_gauges.temperature_gauge_canvas_gauges", "analogue_gauges.speed_gauge_canvas_gauges", - "analogue_gauges.radial_gauge_canvas_gauges" + "analogue_gauges.radial_gauge_canvas_gauges", + "analogue_gauges.analogue_compass" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/cards.json b/application/src/main/data/json/system/widget_bundles/cards.json index efcb28ced5..89371ca69a 100644 --- a/application/src/main/data/json/system/widget_bundles/cards.json +++ b/application/src/main/data/json/system/widget_bundles/cards.json @@ -8,13 +8,16 @@ "name": "Cards" }, "widgetTypeFqns": [ - "cards.attributes_card", - "cards.simple_card", - "cards.label_widget", - "cards.qr_code", - "cards.dashboard_state_widget", "cards.value_card", "cards.horizontal_value_card", - "cards.aggregated_value_card" + "cards.aggregated_value_card", + "cards.label_widget", + "cards.dashboard_state_widget", + "cards.qr_code", + "cards.attributes_card", + "cards.html_card", + "cards.html_value_card", + "cards.markdown_card", + "cards.simple_card" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/charts.json b/application/src/main/data/json/system/widget_bundles/charts.json index 3ed21ed06d..aa9da11246 100644 --- a/application/src/main/data/json/system/widget_bundles/charts.json +++ b/application/src/main/data/json/system/widget_bundles/charts.json @@ -8,14 +8,15 @@ "name": "Charts" }, "widgetTypeFqns": [ + "charts.basic_timeseries", + "charts.state_chart", + "charts.timeseries_bars_flot", + "cards.aggregated_value_card", "charts.bars", - "charts.doughnut_chart_js", "charts.pie", "charts.pie_chart_js", + "charts.doughnut_chart_js", "charts.polar_area_chart_js", - "charts.radar_chart_js", - "charts.state_chart", - "charts.basic_timeseries", - "charts.timeseries_bars_flot" + "charts.radar_chart_js" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/control_widgets.json b/application/src/main/data/json/system/widget_bundles/control_widgets.json index e846a06ae1..53e0932052 100644 --- a/application/src/main/data/json/system/widget_bundles/control_widgets.json +++ b/application/src/main/data/json/system/widget_bundles/control_widgets.json @@ -8,15 +8,17 @@ "name": "Control widgets" }, "widgetTypeFqns": [ - "control_widgets.rpc_debug_terminal", - "control_widgets.rpc_remote_shell", - "control_widgets.knob_control", "control_widgets.switch_control", + "control_widgets.slide_toggle_control", "control_widgets.round_switch", "control_widgets.led_indicator", "control_widgets.rpcbutton", + "control_widgets.knob_control", "control_widgets.update_attributes", "control_widgets.persistent_table", - "control_widgets.slide_toggle_control" + "control_widgets.rpc_debug_terminal", + "control_widgets.rpc_remote_shell", + "gpio_widgets.basic_gpio_control", + "gpio_widgets.raspberry_pi_gpio_control" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/digital_gauges.json b/application/src/main/data/json/system/widget_bundles/digital_gauges.json index 489624d602..ba408c21d1 100644 --- a/application/src/main/data/json/system/widget_bundles/digital_gauges.json +++ b/application/src/main/data/json/system/widget_bundles/digital_gauges.json @@ -8,18 +8,18 @@ "name": "Digital gauges" }, "widgetTypeFqns": [ + "digital_gauges.simple_gauge_justgage", + "digital_gauges.vertical_bar_justgage", + "digital_gauges.horizontal_bar_justgage", "digital_gauges.gauge_justgage", + "digital_gauges.mini_gauge_justgage", "digital_gauges.digital_thermometer", "digital_gauges.digital_speedometer", + "digital_gauges.digital_vertical_bar", + "digital_gauges.digital_bar", + "digital_gauges.simple_neon_gauge_justgage", "digital_gauges.neon_gauge_justgage", "digital_gauges.lcd_gauge", - "digital_gauges.lcd_bar_gauge", - "digital_gauges.simple_neon_gauge_justgage", - "digital_gauges.vertical_bar_justgage", - "digital_gauges.simple_gauge_justgage", - "digital_gauges.digital_bar", - "digital_gauges.mini_gauge_justgage", - "digital_gauges.horizontal_bar_justgage", - "digital_gauges.digital_vertical_bar" + "digital_gauges.lcd_bar_gauge" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/entity_widgets.json b/application/src/main/data/json/system/widget_bundles/entity_widgets.json index 5ce6024c44..aa31c6be6c 100644 --- a/application/src/main/data/json/system/widget_bundles/entity_widgets.json +++ b/application/src/main/data/json/system/widget_bundles/entity_widgets.json @@ -8,6 +8,7 @@ "name": "Entity widgets" }, "widgetTypeFqns": [ + "cards.entities_table", "cards.entities_hierarchy" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/home_page_widgets.json b/application/src/main/data/json/system/widget_bundles/home_page_widgets.json index 52a0d1ab44..41d3b50cdf 100644 --- a/application/src/main/data/json/system/widget_bundles/home_page_widgets.json +++ b/application/src/main/data/json/system/widget_bundles/home_page_widgets.json @@ -9,9 +9,9 @@ }, "widgetTypeFqns": [ "home_page_widgets.getting_started", - "home_page_widgets.documentation_links", - "home_page_widgets.usage_info", "home_page_widgets.quick_links", - "home_page_widgets.dashboards" + "home_page_widgets.documentation_links", + "home_page_widgets.dashboards", + "home_page_widgets.usage_info" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/input_widgets.json b/application/src/main/data/json/system/widget_bundles/input_widgets.json index 5eb37f62cc..923aeac36a 100644 --- a/application/src/main/data/json/system/widget_bundles/input_widgets.json +++ b/application/src/main/data/json/system/widget_bundles/input_widgets.json @@ -8,31 +8,31 @@ "name": "Input widgets" }, "widgetTypeFqns": [ - "input_widgets.markers_placement_openstreetmap", "input_widgets.update_multiple_attributes", - "input_widgets.device_claiming_widget", + "input_widgets.markers_placement_openstreetmap", "input_widgets.markers_placement_image_map", + "input_widgets.markers_placement_google_maps", + "input_widgets.device_claiming_widget", + "input_widgets.web_camera_input", + "input_widgets.update_server_image_attribute", + "input_widgets.update_shared_image_attribute", + "input_widgets.update_server_location_attribute", + "input_widgets.update_shared_location_attribute", + "input_widgets.update_location_timeseries", "input_widgets.update_integer_timeseries", "input_widgets.update_double_timeseries", "input_widgets.update_boolean_timeseries", "input_widgets.update_string_timeseries", - "input_widgets.update_server_image_attribute", "input_widgets.update_server_date_attribute", "input_widgets.update_server_boolean_attribute", "input_widgets.update_server_double_attribute", - "input_widgets.update_shared_image_attribute", "input_widgets.update_shared_date_attribute", "input_widgets.update_shared_boolean_attribute", "input_widgets.update_server_integer_attribute", "input_widgets.update_server_string_attribute", - "input_widgets.update_location_timeseries", "input_widgets.update_shared_double_attribute", "input_widgets.update_shared_integer_attribute", "input_widgets.update_shared_string_attribute", - "input_widgets.update_server_location_attribute", - "input_widgets.markers_placement_google_maps", - "input_widgets.update_shared_location_attribute", - "input_widgets.web_camera_input", "input_widgets.update_json_attribute" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/maps.json b/application/src/main/data/json/system/widget_bundles/maps.json index 563d48cb74..79666f4bd7 100644 --- a/application/src/main/data/json/system/widget_bundles/maps.json +++ b/application/src/main/data/json/system/widget_bundles/maps.json @@ -8,14 +8,17 @@ "name": "Maps" }, "widgetTypeFqns": [ - "maps_v2.route_map_tencent_maps", - "maps_v2.test", - "maps_v2.route_map", - "maps_v2.route_map_openstreetmap", - "maps_v2.tencent_maps", - "maps_v2.here_map", - "maps_v2.image_map", + "maps_v2.openstreetmap", "maps_v2.google_maps", - "maps_v2.openstreetmap" + "maps_v2.image_map", + "maps_v2.here_map", + "maps_v2.tencent_maps", + "maps_v2.test", + "maps_v2.route_map_openstreetmap", + "maps_v2.route_map", + "maps_v2.route_map_tencent_maps", + "input_widgets.markers_placement_openstreetmap", + "input_widgets.markers_placement_google_maps", + "input_widgets.markers_placement_image_map" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_bundles/tables.json b/application/src/main/data/json/system/widget_bundles/tables.json index eac3df2327..50d963b69f 100644 --- a/application/src/main/data/json/system/widget_bundles/tables.json +++ b/application/src/main/data/json/system/widget_bundles/tables.json @@ -8,7 +8,8 @@ "name": "Tables" }, "widgetTypeFqns": [ - "cards.timeseries_table", - "cards.entities_table" + "cards.entities_table", + "alarm_widgets.alarms_table", + "cards.timeseries_table" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/google_maps.json b/application/src/main/data/json/system/widget_types/google_map.json similarity index 99% rename from application/src/main/data/json/system/widget_types/google_maps.json rename to application/src/main/data/json/system/widget_types/google_map.json index 8db44fd386..8aa9d8c49f 100644 --- a/application/src/main/data/json/system/widget_types/google_maps.json +++ b/application/src/main/data/json/system/widget_types/google_map.json @@ -1,6 +1,6 @@ { "fqn": "maps_v2.google_maps", - "name": "Google Maps", + "name": "Google Map", "deprecated": false, "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAIAAADGnbT+AAAABmJLR0QA/wD/AP+gvaeTAACAX0lEQVR42uS9B5gc1ZX3Pd+z7+7j9e561wazxgGvszE24MUYkw022FjknAQICzBBZJAQEpKQhIRyRAGlUU6jkTQapcmxJ3bOOaeq6q6q7p488vevvjM1NdVhekYyvM/3FecR1dU9Hap+dc655557TtHf//73ZN+5ev/gYdu5A5YvQk65zimC54zMoDk2qKMHq7yD/7jPOmobaPV160NJSJ2n96D1C/qN//8UIFTnH2R7zgGqIlB1xP7FfXald9AWH2hSmxs7dE0qo8oZAV4N/jH+6qDlXKltsNw5UOnuq/f21vt667xp8fSedfUfsw8cyEZMmb1fG0wZQklRGr09eT7luOOcKnLOxw96uMFa3+D/xzmwnqtw9bX6ejr8PQ3evuM4hzleechyrsnXqw91acK9RmoAYqAGKtz9uV4PnABVEXRVno8/Yu9ujpg6aFV1wHvQer7nGnyYmAF7fGD3/kO1zW2QQ6XH9x45YaT6uGTKGuu3p8VAD1R4hM8CTNXuvo5AjyXa5aBTUtG7wxpnQHxop1K6cDeYOzz8JUtsg4SqNZ9t2rn34KYtWw8eO6VyRT1UQpc+rgsl8QKphJKD4eSgl0kF2F7s2KhubbhHE+rBv8YIvkO3NdqtD/fgLB+x/d+CXa13MJrsT3b3VXrG8ZVKrIPKYLclkpJKi6+3JON34ZIJ5z+S0vliHrYfYo/wtjCnC3Udzs1DQ2CwKL8FrPQHOhklkaaw9bCt77wMk+McqIK8/MornVaPjx9o1Vm2bt126vQZlufdbL9UuK4+JzPCk5tJivuNnbqde/bt2rOvw+T0xUcxZ4x0kate7+kFPUtWrHaEYoBJodLvP3y0tkWJfUc0ISiwYEKqzPBQo9G0trYuX778YMlRgMV29Yb4gWYb5aO5YDwlit1P+WKpqty37BcmVe4+bGUnThicfg87UOjtbT0Hqszh5Oad+9+b8eH9Dz3y7F+nNvt6QY8p3FXjHrk5ocYIfy0G1xOTnwVVWlfkub9ONftoHFQHuzNvsMPWc4esuKvPFeX/EtBYrZROZKs1ajjqSE34RJQ5BkWwTIG4PwG7M1BefrKpWaHRGc40thOkduw70qlSewPh7bv3byneC9mxZ3+YipeVlRXv3rN9196du4fkUElpb1/f/pKjeCVkX8lxsNUW6MVnqQOCWtq4fQ9IckaT+FcUjTM0ffr02bNnb9mxy+MPQVau37Ro6YoT5acUCsWyZcu2F+8kYG3Ztn3z5yC/uKGlk1BVWnZy1qzZ+0vLdM7wKVvXlwtWh78LYD366KMzZ83mu0bd89W+c9bYOTcniDnS1eBKHbQMQVDjERha9/mOV1597Wxts9kTNjoDf7jjzhOdHqK6zJGUJtQNnSQqM3OIN3nCAAtX7frrr9fY/eS4KZxq8PQdsw1AsVV7Bk30AF7jjve3BAeLCvDI+utCTpEtmMUz3vDETsQR24jGOnjk6KmKasjCTz7R6o0dSs2SFWtAlSWcWLJyXVtbW3t7+9IVa2paNUdOVmHnTEXlsWPHjh49mkyldAYTAaujoxO07dy1p7ZFrbb5132+s1FltlHC9dan9dCajVtBElAzh1MiWNNnzNRYHIlUUmVyHDhwwO/3r16/8VDp0SAV8of9AOvEiRMxNl68e++qNesrmpRqV+TDDz/0RONbivcdOnSoVtGhdwYhHY7olwuWPsgzDPPnP//5tdde6+oZAUvh7/PzgrN4oLRsy46dOm8MAraIaTOEuzqsgcmTJ7drLaCKyKZtxe9N/4Dg0qyzHz5xZu2Gz5VW3xBAXoqAZQnzAGvBJ5+sXLVq09atakfQHE6kCUvo3JHivfuPnjprw23M9hcV+BtOeyJASsQLqB2yDoz3REBJimCVnakEVU1KgynaZfJGWto7P/5kiZPpsUYSy9duBFhQHouWLJ87b8FHc+dDjg1vTirhopN79h2AJJPJU6dOnTx1SusMQQ6VVaxYvxlKC74CAWvpqvUgyRpJuoaVlivMrlu/geW5ru6ucCT8wQcfAKxV6za0K9WJngSbYlesWAGm8YLPNm4GWERmzJih1+s7O5WH0lttUyth65Dly3S29AHW6XTeddddL730Ets1YpqddPe2/UceeOTRT9PbzHmLAJYhJIBV7hgABzsPHX/qqadaDY4mf3+Vo0vjpo2ugNHmCrDdlS2aN95862VcoVdefeSxx1U2P251ozv0efFe4KLzUADroYceWr5i+YqVK1565dU2tZ7leJXV9/Ajj+Ig5OnJz1hCXFHhP+O4k2+nNSJbcOpLbD3jHYmIYKlcESvTSx7CYW9qaZu/aCk0livet2bDFoBVU1Mzb/6ieqUJetgSSqjValB1/Phx4ksdLj1+pPRYV1eXVqs9feYMAavd4Dx4okIAyzrYGegCWJ+uWGPzM6PsoMW1es1aIAKw+AQ/d+48gLVu45ZOlYbv5sFWcXFxZ2cnnl2zbkP56dMWpzVABaPxqMPlMBgMrmhCY/MW79pd09QOsA5bBr4sqvAbARa+0h133PHXv/41zA9prCZvl4fp3rR9h9buN7iCSrPrjbff21q8yxETyKt09QGsJavWAax2i6/GJ5iRUtu5vvTW29v30UdzQNW23QdadLaGTt0tt95q8tFqq+fue+8DWEqbH2C9+/6MVpWuRal9/Y03F336KcCqrqnbsmWLzil83IIFC46UVxSN68eUOrraJC5XS9Rw2NY7rnewxQSS3nl/OkGqNTgIx0sd6Vd7458sXQktagqy8xd+ArA0FueSZcvNoUR9p/50dT3HcaDqxMmTBKz6ds2Bg4dYlgVbH86aRcAqPVkxhJ11sCbtvB8uP7vh863HTlZ0Gu01TW1+OhFm6I2bN+/ffyAYDsFHO1NRBbDWb9rSmdZYkM1bdwAshmMoltp3YB/+hQTxH0uVnyzfuXf/qZqmLdt2nDhbrXZEvsygURost9t95513Pv/88wzffTB9XBvgAJaLSmntvqMnTm7+fMusWbO279rjiPcTfx9grVi3CWCpPQyoItI3vE2fPgNgvfratNemvf63v708+ZlnTe7QyerGm2+5BWB1psE6U10PsCCws++99x7AgrhcrjXpDW7DgoWLisb7e0rt3VK2GsPWA+MxB52RIf8d0h4a+sNG/6CB6j9W0XDgSCmGe7hselfIQSUNnui2HcVbt+2oqKxOpVJVNbWdJoc4ADx8rKy+sRlgqa2+FWvWLVm+UmPzk6cw8EFwyxhK6H3M5q3bVqxeW3K01O0ycolYsifpDXgPlZSs37R13+EjDocTYJUcPe7wOAlYYKimoYHwBCk5drT8zCnx4ZmKCnw9DEhxa1bYEl+yjxVgaZq+9957ARZuPCszcMIh0IbByvL1W6dMnbopvS1ZsmTdZxvtaY112tEPsM42qwCW0R+r9/WX2/taXZwjQFFxPh6Pv5m2g6+9Nm3hp8umz/gQToIxDRZ4skdTcN5vvPFGRaeGgFV64hQBy+P1zZ79EajauWvXypUr4WAUTShqkGqntCJbQY7VRLpPOQsafmMg2hoaNNIDbaHBw9YR36s91O+g5MEqqdjpFKJZREzpfx1UlpexbIhjw+l/gzJh2UCAdfmTfrBFJNGd8Kc3GEGqi3LxLn1cb46ZfXFfhI2IMGUVbYg/+GWHG+C8JxKJZ555BmCBMFHrQI09/fTTZWdrbUHG7IsCrKVLlxqivUTPYdBnCiXu+sskszcCl9yUdt73HDoyf8FC/C2oguw5XEaiVp54n9lHISp04003ueN9rlgvVNfhYycIWGeq6wBWnOUWL178xhtvuOguhVIHvCYIVpqtpOhvMQmOiCbcfeg85kwOCvGPwVKp2AdxJM97IigMzQSmazx97cEeAMfoZrH6D1nXvnjML6XKHrca4gaIg3XwSU4X0xFxep2eoEcdUysZpVRUjErDaHSMTh/TaxmtJqbBEeF4TKWL6cscvf83REcRbujp6Xn77bcB1pGTFRp3VOMK273BWCwGsBYsXuIIs5X1ik8++WTpsmXq0NB3JiGr9Vt2zvpo7ubtOyvqW2Dsnnjyqarmju7e3hqFcvJzU1RWLwZScEIOnzjrjvWaPJHHnniKoPbM81OnvfEmAQtWYsWqVQBr7ty57733PuJHWpcwHlq7YXPReC78IAINdUFXtd971kt1RBhVTC0FC2KmuC/3XJeYUxVKxbKli8uOH5GCRcV99rjFGDfSCYrhGREsXwAjaouMqjHllJue0MTDQLkrXOW3VfrsJ92hQ+cXbRYDpIjrQm08n96wg0BNb29vycnK6TNnXXvttUAKdrCmVdUcGBS9fkOoS++PL129/vnn/4q4w3PPPadQm6CNhChUrKdBabz/gfv/cvc9Dzz0qAlDH7bfSaUOHDtNwNq+v3RfybH777//wQcf3HGg1Mv2R7mu9o5OaKw/3vmnKVNfOnKy0kF3jQOsmoBHNH+dwvlVqWOCQaQSMR8fdLJuc8yiiWlbosazvhCiX18WWxuO1CAMARuxetWKpO8YH2nj4x6RMDwT5kNACqoIO7CDWlo7XrDaKV2JdXxYlNhTDSGVIqIQpSncamXozlDijLtnwj9WERigkv3QWw6HIxAI9PT2dff2IWjs5fqlAiCO2QclkeoBBNlJjErjogwB1hJONfowYzjY5B8w0wMIWAyZwhyCqBAkzwuKClZX/dI4FhFoLD8XMMfNmae+g1ZX+oKHrF8cXtAHNWadxbAdEVePxwM/Y86cOV2WTwWxLklYV/HBWo4NASwf57XGrWwyjv0WTUuBMLVETdV+X0PYnr6plPUhx3im/XsbQ51SqiAtkRYto/Ny3kgi4oozdd7u8xghYlAl+K/iBN8p12Cjf0AZGdBTA6rIwEmXfIB11D7Q7u8R/K1Iqs3fI5uEbvb3GsNdmBXN+nHN3m5ziIPUe7oRqjjtGqzzCUMxfXQAASNddOCMe7CowKnlY46EnCpGFeUpeI8sLGA8uzXpoLRnPJGD/3Dz19ViaggYlzPG2bRp7q6DW5atWbZy/crTnaeVTAcRj2trUjeDaCyKjyaSPHYQmiqQqtaoHvOkuE8g5e5YJyP4ZJooXe3pGzMV56B5oNpvkVEFaY22qoTTqDTGDF7eG0vEomzSHOmGD4Qw5hd1N17gdzvtYTppa2vUVlQfchYSLzjpZmR2MMxFQZUoAS6oZtRZrwpmrzHn+I84L8cssXZzVdQ4H0iFrEstgaMqGhqoo4Nq64i2iVRBtFRjUvsWnwZLKnSCtrP2McGqQYQiTRUR+Fg4qI0ZgYOdTrQEek44s6OgMDbRurmUaYHdta0zWDmirqItnXQnAYsIn+Akp5NnuISeCioirkpf6JSHKnOxpfauf5wFWFKiuPPu+x986vl1JdV7dQXNgdZ6knp60BE/52TPOdhzbn6ggzJ30gYiRZ2MqtrvH/NdqgM+KVhuziuligjF02TolNUynnDFL+CJOGTpb3crBBVlnON3rDcFy5VMu5QkmajodoCViDlFpHieG8GLp+B15QGr0u+XggXt1RCy4biV8YEtIjY6qQ51twZ6Wvy9GKIGXGeSho8Sundixtms4UPsJHTvWvzHpDCJomZUMrAgOGKPY5ZWLZV2WtccNdeFAFzwpJvG8Pz8aVt8sHHfgYO29Fa8s3j+osUWqges2NlzZmZI9PSQ+Cz7g+YdlHkj6zpIeU7FPcdZ1x7evplLpPgkH0vEvVzAGnMJYFlZJ4bTFb5A7jm+AWngCuNtTvjZiUwxZfO3hkUFs3hBqDpiSTr1G4K2VRq6HcTk4UkibUnde0mekmmsEc6SHNz5XF++jdI3hy2YaUgHh9XSqIQ15hfZggTZFJXo5ml1l31lwLNbRxPF2W4JlsUNs4CXx7s3Eyxb3JbtdAoS4sKmuFWGl1QcCXeirzve01vlS0xgAneXOvHue9Mx1UHAqq4oWzznRda2gbdtFMSxlXfu4A0f8bqZSfUbvPbtpGVJyryYiIpuM4WrXf6jIdfOuHtPMsEkMGpKiwBWNEFZ0k6SOhqq9yczJ1bP+oJSdRXmwnyO02CMGfPbFE+MV/h7D59HuKvMTAX0nwZty1V0W2FICRKxrkl6S2Qw4StHImHxIbyczIBWIaJlDCbGZY+5ON7ak4wE3SqvSzUw2BfvxRsqxe+gj1Sxhg/AViR4xhPT4bMQJ8PQx8t5OJ7LBZaovfD1KI6OcBE361EzOhEstpfdtGOzxqr1JL1q2ooAOkLHqmAP0h4R4UNOS4nEjUYGFfz0087+Rm+vNtTtppMen99isWAcHYlEANaOzUunT3so1P6xx7tfF23SUC0u3hpNOAOsTh1t7mQ6lUynjm6y0J2mmA73FY6I4revTfrK4b8KYKkYDb4xxiYCWIzWHovoqZg0k7DE1ttOq0WqtDFdrl8f59kxrwHx96PxZI17IlGcE+ZIRD8/aFuholsLpypkW8P7T+XSVRzHivtO1jkBsCDm4Mm+lKejqfRHP7pswZKPP1rw0Y9+8iOLy0z1UNJvYgyd5nTvwSbGw/X5ScovLB83xE1DYPVxr7z+SpWi2pP0hbgQTHymANwY/p/5VMzXm3Bg+Lxjxw48DbAWzn5xxbJ31JEWEZfuvu6KhgqksRtZo3hQiALGBedBChaYi5kXJh1bEqxP0FhUgorwkWHdrjHFfMoIM+KjBV1SdeVlvbl+LuyjJT5GsDHABsTXq0Lji1+Xm4MR/bygdXmBVKmZVq9zY8z0ccJ/OhdVMqF4arxI6SL1QcQyLIsHB3r++V/+GdFXvo/n+zirx/Lf//3f/YP92pg62BXoHewZPDeY6k8F6WaAlTTN6+vtOZfeBgYGurpSOCX4Av39fdKD6SP9g4N4NECOIyJKdG1XT1fvYO+5v5+DELACqSDBBS8YHNoGAAT+h0AXeaq7uwtvhYPnzg32s5qofZ0/5f97ekOekj/gj8WjiV4eX7VnsMeX8iHtGb+oqKgIL8DHmTmzlCQiHXQHpJ1ux7+m0OmU7v2U+tWiDlrp43xQWlK/G7SRa6kzlijpVmngCsGFPLcS2HKyLtmpN8ZNNM/AVwDmbtYtfb0q0L3fXFi8wxwL6xeErMvUTKEWMGRfk1BPS3iP5iGJZeOjPK0EXzhSsMVu1464fkbEvMhONaR6UrgAmIKkeygzZ+we6G7XtgGsroGUL+K7+/5JF33zopdefynRw1PR2oGecEd7429+85tvfvOb8+bN6xG2bhCAHMMf/ehHP/3pT5ctWzow0I8YOmbZn3vu2bq6up/97Gc///nPkSYE1Hp7e7q7uyc/N/kbF3/jnZnv3nP/PQCL6+KH6ek2Go3bt29/443Xv/71rz/xxBN4An+FtwqFQqWlR+6/776PPnyrv6/bhyFHD73n0J52fTvQOXHmxN6je996/63/+vp/PfLkI8KUfDR4yaWX4Hf98Ic/bFY2B7uCIk/tVDsiJi3hllESaQFeGrq1qCXaijCdDCwIuZyccUHIs1cEC755IZo6yIWkoQdQJWKHp8SXmS0WzL2vKT48dkqFmQ/qFiOgULgFhEeZsKxKcqE8VCGM2tzcLDuojqkKoKrT6jvCGOfQxrlW/xEyIO0e6Ppw3syrr7m6srGyb0DQJWxvPNId7urt+vZ3v+2LeqFvjp06+vwrz+MSRiKu733vW7jeOIi02GeenYyD7er2393wO6SCgbBVq1YiywoHoZ1wXc+cOYNXIvB70UUXEdWF/L69B/ZCtVBx+nuXXdbY0gieRLCQvA9AGYaGCty2bRtejD+hKMrn89Wc3hVpn32ofOd3L/vu8c7jTC+zdPXSKkUVPmv77u0/+PEPomwUb/veh+99tv0z/IpEl/AFoGsHzg3YeBtBSs6TRDqjAnZFzZFmIgBNeu7g39noFO89mrJ/5vUfG7aDvgK9gBgfI448Yqe5XlNZWXn69GlvxMt2sx3hrjyRBZfhs7BlSVaqjJTBHrTagzbsjFDlO5i0rIA7nt/w0TTldrtkB3NFTEbcqXBNxL2HcW6zOZqk6tPIGsCWyqR6aspTsImzF8zu6uuCQSk7WzbtvWnQZxAuxX31377a1Z9au3ZRcfEKaBFithpaG3BdH3zkwSZlU6Q7wiVYPPXVr34VuXfhcPif/umfhOWfyYSwXq+oCGoMSTJQdXjNjj07/EH/X6f+taWlRQYWVoVgNhoqEPl7//WfX0swDqO6duumVU7oy3MDroTrrofumvLmlL7BvmWrl4lg7Tq8K94b9yQ9eqv+lbdfAU/kQ7Fj4kzE8LWERymqtmgbDppjpggXYHgM7BgO1lMEq3nI5x86fX4kh3BcPNwOsCBQ+8J8Mx8bEynRVqb1UzCeYHO90hfyeAIutosFWJBYF0ulODedQCa/dPmHzng4bP00l67q7sEMf3dPL6bIsEILwY4OS+gsZ1ma5MIF+lUyCaVCJtaUByzKVcxi/lFQw7D79qEAbFzN9NBQUVwfm+xPICHnjffeuP2O23DHYw4AGuv6W64XJZaKvf32y7U1R4CIMDJNReCWQUn8+Cc/dgVd7oQ7zjKg7be//a3dbsdsJnFxkBJNrjHy3GEQL7/88u6e7p37dnp8nuf/+jwMH/ITYeaQDqnT6U6ePImsB/z5hg0b8Prrrr/O6tKXlR+c8dG74e4w3ifaHZ23Yt6UV6dgf/nq5bWK2iGwSnZR3ZQj7jDZTS9MeyETrNZhqlojre3RdoR5CTYMH4E+EUUCVqQZJlM8fUga8bJBOh4AVZz7MBPWBtKby+3W6fWYUYdazmTFxbqsrDU/ebA+q1at2rptq9vvBFhbtm1evW7lkmWLIZ8u+7S8stZDJ7BEZCjR1tCcUr6goxRZqbJTdtzT+/btW7duXSqVdATtuoiKcX7OB8pzcROPZ1djBoMeV2716tVVTVV0Nx1IBpBjk0mV03coFaxWtCqefPLJQDjAJTjClivhdAVcpadKewZ6EGIwscae/h5cD76LLyk7/PHSebg8PWn/nXjKmzcsOVKyC3YK2ZfQGXBFgOCdf7qz09gZ7gqzXKx/oP8///M/oXsQCCBg4YSTayx4Uhx32WWX4SGUFmzcm2++iTx9iqbLy8vxKzBPCo2F34KnyAswjPBH/B3ajoefejjt9nXBMT907FBpeWkmWKFk2EpbTY4sYEE5EaSgomQuvC1uyQlWpkGE2Gl1PCQINiTt33zzzTemN+xUVVUJY1jR/CUwtWsNcIHsfj3PR6JRoAml/fHHH+tNWlBldZsfe+xhqTz++CNrN2zEYkCWC0T9NSn1NJcPC3AslohRRpWDstNsFGA99thj9913n91uEzLT/UbWvS/JRXKBZbVaTSaT7OCuXTsfGd6wmmrz9s2RZAR4ISsQY2ypcaStywFWc0vzbbff1qlp54UIEx/mQk7ewXVxF3/zYofPAUT6z/U3tjdc+u1LcVHhFVx08UVwXIQr2tt1+MRhXKqgR3fFL36Bqz4wOKDUK2//0+34qzpF3SNPPYKXQV0dPHgAJzltAYfAwotFU4idW265BSoKO4DvBz/4AcDCX/WnN+zg4a233kqoQl78Fb+8oq+/r7e/90c//pHFYwHKdYY6IRuiD+vhz4lgbdu1bceBHcFEyBF3imDhG8Iox5IC+hj1t1FtmQNDIrCDo8BqijQ1Bhsh2MccVuZt6oqqANadd96Bn/r5li1KpfLgwYP43rfffjsitoW4XKAKbiPReafPnC49egRU+SIeP+MlPG38/LMg4y8/U/bss08/9vijL744Ncn7ZBLj3cTYmSPGPiE3RBD4p8gNAlh+vw8PWUlQqkDp6OjAuOmZZ589dvpYfVv9lm1bXnjxha3FWwEWESSXhrpCwVQQ5iOWcONqAaxbf3/rmepTiA8RtiBIV4FV+t31v8MA6tJLL8XJiUajUDywjxqz5udX/Pz2O2+/8uorNXo1BvyDvXR9fS3M2U233nTzH27G6iC8Oa73hq0bvv8/37/mN9cg2wkRS2CRFSwch9K67rrrLrnkEqyZgZufCRZ+1B//+EfY0+985zsYJEZ7ohjThZmwYI5vvv7ue++ua6tDNAHxVRGsrTu3AqxQIuTkXEa7ceqrU1MDKRC58JOF+EUqjSrWE8vkKQqXh2dYzLvKNFZjoLHeVw8hbMFqyvU/Z4vF7E88/sjUF17wIZF32KL97eWXYezJQyxuQfI1bnccoZmhYWBFZSWGPFhd88ADD2AdEtwFk8VocZu9Ybcv4g3zwUgiBBUFsNrVLVw3w3dRiVT0nnvueeaZpwlMbMxdXX92ynPIvn0OF1LMvrX5rFiS9eKLLy5fuey+9IarCLDef/+9+fM/XrNm9Y4d2xsbG4R4eozB0P31119Hei7sIOILGHJLfXac9GuuuWb/4QMEI2fYuXjJ4uK9xdivqK+Yt3BeIOYnT52pPf3KtFcIWFAYB47sZ+JwVLl2Vfu8j+d9OOtDeMq46iSChGuPfQCni2nD3SH4y4IqOjeIL4/YdJdrc39vSjBVA4LSiqYi+pjOztkQjRQiTGk4cNMSmNJhpyGjJu7jBWSfHMQGXkWwYAqRe46D+Di8wGw1k2BmoCuAr0G+CfYtrAU+JVQRHoYTYfyLfQfnwJQAXoM/5zBOSHH4hngTPGvlrZlg+TmPFKkhsKCuCFX1/vqmcJPgaVGtMrC8SS9Mw+TJT8NSrF6zBm7WqAFgPA7PEfYIlwcpi8hjRAY0MZGvvPrqn4a3O+6886abbnL6HYBJKk8+hT99+NTp0kQqQkQK1ooVi2+66cZ777v3rvQmjHH6+g4fPoxVmnjZfZINAAGse4e3+fPnU1RUp9O+8MJU3NOvvvoqXoMFLeAeutPpdEg1Fr45crprFDWiliLy2OOPPzflueb2BuxHU9EbbrgB70DAwm/ZtG0jxUS1Oi3eGWsTkIr5+OOPP/zwwyqtMplKiprMKsyfCrZbE1OlZ8OEg8lgJaKISdPChJBF7YO3LgocLAh24Dvis7DAYffu3RjiwY/Esr3+4W3r1q1QS2QfNnHhwk8MBiN5iCWQcLbeffddEr7CdvDYQSkKZOYK/yKllojCr6hz10OaA83SEV8cTmkijgkJMkmfywhmslXUFGqCxmoMNTaHh9wsJHVIh4fCAJszMz1MU8PJZ5+ZTBwReIuNjY2EHlwqKI/3338fg5GzZ88+lN5wt7Ech8sPpLZu36pSqXBpcf1U+k4ZWE89/TjAmjdvli9gLTtxePr0t5988vG//e1FUHXo4M5Jd086XHYYF3Xv4b0A6+6774YamDZtGt525dqVVQ1VU56fQsAC5CJYb731JpmoQaounkIQCAalpKQEf4VRki+9wScT0xzgY/3+979/evLkN99+EwN4R8hBwHrwoYfAVqemBdbQS3tx28C4ELBuuPGGZSuXRpmoxWrBz1dr1AEmsG7jOvz2t95+S6QK4hOmywSwLEIUkJeKELzFtK5uRsJzPB4LSvGqrKzA18ZnYUXuwoULcQIRQq2uriGg4OQvWrQItJGHCCscPlzy3HNTEPTCQ8z9QSvjcmCMRV5QUlpSZaySogDHUaRKGVYSqiCCq5SgRdHGtBjG5eJJ5rxLB4Zy551Iu5AyMGplAcDy2NptxpbPPlsPsHCB4WOJmikYCiE1Fgu9sWKEgAVPPxAMEl2Fpad4tuxEGQLNjS31gCnKOhnXbipUg/0pUyZLnXc8LN67Pcj6Y3xg/vy5gGn+ovmNHY0zZ88kSguIgFEg6ww6o4koXFEM0EAPJitEsKCoCDGwlVhWgNOdTG/4Q7gjoArBITKFIgpctMWLFz2V3uBvYXaMgHXf/fcrta1UirIFbADrtttuGwLrhhuWrlzCxGnwgRUyGq0GmeP4JvjtOA9SetgEm87m0+PWl4ElCDJNYu6keXnS9lk8ThGqolQYngOCBfgsFAHAILpfskFnY+HN/gP7wRY8LXIQ2D311NNwNsgLMEZpamoqLS0lz8ItXrlmZQc1MpRDPguhCqFsglS9pwGDPqxTIkg5WDteUwhSWVVXdrBk1hDLzhJdMals2bIZpxhs4Z6AKcTyIgwS4S3CxyJggSR4YwQs3F5YWVpdU43Xlx4vDQMa25q4fmbEUQKw3nz7dfA07fWXdx0oVqiagnE/0WRgC2blrtEbdBU0FiI0kyZNAlVEZsycAR+O+PKgKk0STwLrOA6YksPb1KlTYctg+2RUjURHVcp33nkHbGHBJgHrzjv/BI2FfZ1dB7DIUAtgXfe762AKWZ4NhUMgCeYc/+IP8dvh+8voQc4qn+CyUCUKpU/aP0+69nBRbTwWsFr0WFoDXvFZ8FDhv0rBCgaDU1+YCssIsDDVIx6fNu11xNbJPs4SdPPMmTMBGR6CUfgGlfpKkQAEU0AVQQehqaZAM+Lp5KnCtVRWwaImSHawWtIBLXvcjsVS2OGTtLLjBPTN2vWrRbbgIOMsdyqVWAKLp3BFsaYU+wQs7DCxGAELvwqzVAALd/nho4cClCNo+0ztO4mBIQCaO3/27LkfijxJ5f0Z7wGmTds2ucIuZ8ipNqm7BLWE1brT8XGEqlZNKz4OSlQECzppKNQZElQm3HYRLChUjLZwXAoTdPBbb70Fh0xUXcLClSnPASbEHm677fYOtQAWZtMAFsbFQ2Bdd93Z2jNgYs7cOfgCZafKnD5nS0cL9vEp+RjKEATDEKYJeg+mbOuIBLTbABYMHLF6qFOC0TT2vV4vHkL94CEZxEBFiYPBFStWwiEjVOEp8IeVMzjzmWApY0ohShdTTpgeIY5F53tBdrAgyNkVpkQSMexE2aBRWwJ64CTV1tUEI54YF8EZBFitbW34kRjw49LC5OH2ImAhmgcrSXws/Fr8vMqqSvy53qwNMJ62SJsirCBgbdv1eXVTJSEpwPu0MehAjZf34OGu/cV/+ctf3njrDYvXArCq6qrgruKULf508ZNPPfXxwo/LK8rhL8MOwgaJYE2ZMkWEZtGiT/AUAjn4Ppi9B6YlJYdlWgp+GL48LqSQjsLG9+3bi1W/Dz70IGDavnM7wGpsrYMdXLN+NcDCUwSsBx58wObBbBWPP8fvRZBCpVfNXzgf+y+//PK4qDIJCTCdSrrDG6pkQ/XJwGmfauMn6SUh+CzYcegeuFnAa+/evSQ3QbaRcSKwM5vN2EF8EXoX+gxXRDSFy1ctl5rCCQjiorCVZL/Z1yyE3clsdLS9NdRaKFhJzs9FFEnzopTqpVDIAMK2bt1M2CIboFm3dnWMCfMcTUyAdEMVFPhecL0ff+pxP+0GTCdOHd93aC9gCtAeDDcAljvoBD3tutZ2bQt2womgaNRxM/mE5SuhxcsXkTeEWURFq507d3JdWOYcWLx0kXRICB0jggX/Q5rKN3funEnDW9opkQe6EHr46KOPcG/8bngDPTv27gBYNc01t9/+B4SCrh3ebrxpSGPht7h8DpDR0dkBHSn97UdKjxRIFWKn8Glkl8QTc4ViwQOHDtTW1opOFWwcAqEksgCA8Cn/kd7wtQGTyBYxfPC3MI0jtZ5w3it0FedJFa6aaC5HCd3ZFh4Crj3SDskOliZwJuTclkCIWftm0nuE6C0iTocNg6m2ttaGhnqMWsTjdrv1yJGSOXM+qqioULS0nK2oQJAdYDV5mtodraAKArz8lBtUeWgnqIKYIkaiqBxBrFFDUM4xekisCiR8ON6sbNq0dePmbZuw4woPRSsQA9t7aPf0GdPrTu9w6srDjsqeZBB6EUDL/Ce48JhBW7p0CUIV0qfggUGTRaMR8pq2zrZOvVKhVJyqPmX1W8WIg8PveOrpya+88rzFUn20/FC7rh2XDTEzN9QtNRQ7gNFZu3YtvOlxWcBgevlJ5nWC7+FgHH7av+CTBQIr/X1idIpQ9a1vfQuuPYk2Y/yEhzhI8q76s22wjFv3bZ0wUrX22jOaM2SyufC/KspAaiuPtDXb2kSoToqUVHCn5XoK0tzW3ORtstI2JJSCJzeNMh5WB2XFDtgCVeqIioAFEd0pN+eS5bmScIuLc5I4KlFprrjTTJvMKAPGCrPXOGXdnDsVakyFmyDJjEU4eQSTg8huQPRrJE05GUG0ELOEmAa2cTZM5sAJRWAaoXOK6qCozmhUScfocdGTVTA8xNxIIX7MwQoh/oR1/d6El6gr6CrAJLWDeAhTLiotcYOGw51z6PCh1ZtWizarUlXZEe0gqS+imskvJ5Unm/xNACtzfnBssByuHZzhI9a+PuE7noh2JPlwHnRGQZZgGC4cZH2umEMT1CxavOi04rTIzZhCbtCxvyjV2eBpUAQVisCI9ApbT5fvCMKMKc+hVLg5z1qJQsRH+QC3VLRUC2OaT4S2LOk0dNRp6oTjjFYMdY4XKczTZ95CY8rmg59DU4IemD847FKw8PBrX/uakOHZ2/vxgvkfz/94zsdz5i2Yt3LNqqUrli1fuzz/O4MwYrzAWYOjQUSwLTSEnZjBN64vXBRDCrZmWtJzIEmpscoiFz0xPkLxwRDn87FuzOdb4ia9sEpdp41qNFE1ka17tmzctbHOXQdimkPNAgpjgkUX9C2bg801rhrcN1KwMBrv8pWkjPM4ezEVskUiIQQ1xqQHmgnjPmIB5Qt1UNckXfxDCB4yKG5gD4frgVTQvk5NNcm+kiFmyEkPG8/qTjnjzgkgJQrBiMwbyjbxYFl7Wani6CntaSGGHlRA2gtXM3Rnvb0+04saSpIJt2b9K0xY6YRKC/K3KkoiFyDulSLF8lSYQxVep421IKyX51yoKbVI1fot66XEACxMDgw9DCkQ1s+lsQqRek89wGr0NUrBuvLKK2+95YYnn3gYSBGhqHCuANVIulUoiMlBxEizPgsLRcByxSwU66E9BynL4hGq6FGeUFaqMAsu7oepMKKfHs4DCrMbO6YDIUNM/OPfMQ1NIWAhBY/wBFEEW85zGDic1jecGjr6KTfrSi/IEcTFOmVasGg4xMPRXNjJ2rSZ9OUWdVTd6e84Vnl0x+EdQxmrkZZMeuqd9YKyIcAFRxGGDDDB2EfbkIyBcH/WT8GzTb6mWndtvbdepOqVN1+xDm8Yk4psxePMGMslKAq+dk5ryHmHNZaOCtViIYYxdFL8JpXaSilbcmc8EpIdabO35dcQmD2T+riKqCLXSSgQrAZ74xBVoQtA1agsZIkplCIlitwUisFDLNcc76fCJG/YvGHnwZ3i3SYAno2tEcjc9U2BplzPCqn4zKjTAWMvwgS8yM4Tzz1hHb09++wzBKxoFEqLm7CbFUvQpnCV17OHsi7jde/6HZ+N8B1pqzZV11hrRKPQpG7SGDQ0T6PESKdv3NcMiipzSI6pWwzsJwwWoQq367gc7ULUFdFY0L6ZSBFBpYLsYIX58Pg+mO7cvmf759s+b/Y2Z34hsn4jv4MFcylqMqkOk1+AYIvUAkJ+e8NvZWBhWUs4HCRsYayXZ01OTnWFiTyqM+7YHLN8yliXuDx70tnYo8wWvkmju1EMDJ6XJqDbM6mqD9TXeesgWcNFhYB1QXgaMdOS3HasuIEiz0UVESz3EiORI2Dh1I5r0nH/6f37T+xvCbTkR54sEsJdWPhQUXZ2oNJlYN11710ysP7nsv8OORtFg8jzbC7PHS8ezVMsETiVNH2c0r3H2Nf63cW2wFE11XyhLk8ukRlBSEOggVAFgcMwMbAm8E0QS8sMp5EUZCKqqCrA+tlEnAgnTKVzefCKY8U2T42AhY3MLRQiRxuOTky1Ch4V1SY1l9BbMrAy/YzWYKuMrceefEyk6v77JulPvZxUvUp7WwhYstWC+QaJrp28cW6CUnG07h8NUx6qkLYkUgVp9Dd+MWAZYnqCC5WIon4ELpBwdSTmz0QbYwmGvIantHzMKuzEbUnMykRak5ihiSqS0c4k65XhNRGw9pXuo2KUmTGf5/kVbotIS5OnOb/GknlaRJr9zZh7ufrXVz/04AOV+99gWl/GmgvCVh5TKJDEI3BLDz1Eer5xrtu5RSFkoTXnyeYWA7YYNpJlbeczNyKgE2gc8avSuZYXHCylsA7UBP+PVMbL+mUC3IgqgrhibukiHDeCbunjmFtJCoV68m4xZ4rqTMZdcrC4JDfm+TrZdKq0rBRUQYKx4Pnfu0LZRbp9lP8ezm5bYXOlYLX4m3UnpwqhdsQXIHF/ynUA05op3fT8BRpiERsd0LK0J4naa7b1HgeoaiJgQdpzs4XxMsKbpJQKdjysUBJ3Ajp7iCFPXYO/gaTsSo0gEQRozhMsJHwie0Cs/YKLi8BstnT1qBQsCCo6eeJub9zD8LSQxs4YkrQhOa6NsSWjyhGwhKFNnhClp7n4UDGm3JEzScCyx+wXzDrQQ9pLGM4w2d1PmdJq9dcl1a8kQw1DYKVFmNvRTk/5TuRZSt+JPOOAFhL3nE5q3hSREqWNzs4W/AbxOhFBOSgog3H90qZgk4yhcmV5jbNGegRRlaw+eOFgQaeCJNm3hcDYyd4zyAVkYEklQetTjEnQOePcYjGbABZOUH6qGl2NG7ZsWPvZWoVZAaQisYiRMV4oqoTRO11wTCU0pLes9u0CWM4dUrAEtrwnUuYlqUBFzjU5rfUELM7yGaf/IBOstN6SO3lm1px5nRJCPShmHL801FptqMabQyHJbB+Rk6qT4CzX5EmBYCHRKitVEKSvyd4Tlj07UjEbDGPhJOHNUVcG2XskJRWGqMjP+ccYDNKd2/Zt27ht41n1WR/jC8fCE8hYzSPVxupc0wWZYvcdjJgXhi2fJrESAWDpZ8nAworClG2DwFawOoMqnmW8hCrar0npP4hGW7KCpUivr5R+bogPZb1UCKxPWEnD6MMaEqSwI4uzYP4OQ5bxgiW115mCp4anTBp10RpdpEqfQ5Jxe4FIIQ6MGliZSBSNeQqKjxbvLdtLwgqw3OeTtJpdD0XaRyf5dwYpVYRW2bAKjW7XRmu9ri20aT6POU3t21HzwqB1KepwIMhk8x6M66ej0pecLTaY8palHFtSupmYSUwZ5/CYXLeuYu1bGV8TqMK/nHUN59lHc/5cYLVGR6kNNslmvVS4Lc8/oFVg8KkQsLCsdOTrxT2JSEcirEiEmxORVuzYAses/hKIKXQqG0/V+mitMdriiTsKpAoFsHJN1YwB1u7ju7Ew6AsYgSNYRbI4XLSSpdRcoJI3fZzUvZ3AAinjfFQZNYTPqjLCEKAQ8cwkG5azNVqEM2tdyZvm4T3Ljh1E4cOE4cMYY4zmBktmEKGZsoKVaxLwgkS9hbALnQWsgXODxwOK2frij/Q7jwda8FAEC+u0AFQSqzOYLCrHHXPoaX2G6IZFeGiJWXihpPTYG8Kh+bIbcj1xrOnY7rLdX1hoZ8RHptQJ++ccpeSjSpwjsngxz3DV69qecG7PD5Zcou3w+mN8OD9YUqUFVZ1pYpBVPN4hMHwa+EDIrxojEBNpg3sAkUb5RbAA0xuqDaLgodTHSgrZaQphIJht87N+A2PIhpcg7rhbWPNYwIZB8RhpM1l8TH/rzgM74VdNYH5Ay6A/nEU3TicMcwVYc+dmnRQXTmnfrqo7odS0Stfo58mw0EcbeOvKBIbEEnTgfHJ8PCdYMVeqALBaIqNUNWJCcrCS3HjPD8ZronOGIhfwdjOj3mQuhQgIywQLukoKFh5KwQpEFQkumIcJxDc9cY+FsYg8ISQJpFC5r0ALiG8+dj5W1hlAgDWxuXGAlWD9kAiqSsR0BZ7rGIeKrDQk4S9H1h6PbtGjiz/kz7lgnVs47+Ehq8ejhLUNviQ4yAkWxxCwbHFzi1B1PSdb8qIXkqrARMaVDDKkYjmvzPkFXpl2UFBaKOoiuQoiWFKqiEjBUtJt5mC50GQKKwdjxjy4wORhzWOBhk/ckFFdSHxYDtbOIzt3Hdo1Yb8KieoELCKBOIqhj/EnrriDUMVGNSnTJ0LZ3WGekDeMDTv5XRmAxTq3JtMqKpge5EJgvPJYQ0S83KwDL2vNPTDMBCtzbOgcnYdUiOBDE8mE7GrlD/eMH6wyNUrbp/N/YHyTF2iD6ZelMBQK1r5T+/JPAuKkZM3/lxg1pRSsNFtjfBWs9yIaK+HclnJsFuzYMFiYnIEIYMX1Y4G1JYlbE3nrvFDpVBtHn1E/YYhj4zGGloEVoTSEvzway8DoZdcbCSCZA/gJTO9A88nNUzKeUYFYia9HWuEJi0tjxnGBpY/UELCQDTUueqDA4D8BINwzMHkICyMvCHcUjuRyDRFcbLA3ZAerpLZk/db1Y54RLG1gkMKcmy2bv5RHgXnLspRhVtK0ADXmWYSdbKutvhJtpC7XX1liZpYxJs3LkMuapfR0Ip7f2xXAcuX0331er81qGTnCxzlKRagSwIpmBwupyXGewYxHflOYNZw9piCWmHlFCcTCEp24A8P4TK02LrAgKOcsdDgTKhsOEYPPjQnlM/NtWDpb6FRvuE3hVsCYwDjGuBjeXLpCpOhQxaFVn63auHNjIe+FPmwIE6HgfdZnHVjLq5uOwGPSf0YY0HGBRNwepNs586Kk9t2k9p24cY7Duz+LIozWpxBZiHRmra5lH0vnCT6WZ2+BQ0LUuYhi+XSaKtzQWX12Z8xBAtBxSfwzvSKczwQLN/S4R77Coo8sqgJRMajAXJe8ELCgraFWSTBcWBYqtWJxmzVuwb/5o52FK2CUOkKlO7yzVMR00aLi0mKFr1CPik3GABaToLIoM/dugSrj/CRtzJKmg1uQMdDWdbxuBhrgsNp3OeNHPEKXxjkJw8yk/oOEeXFWqjqsY48hBI3lOSgDCOYPVjATLJpq18XUBCwh0ysDLNcwVTKwiG9EBHP4qWh7KqKAOEKnjEKMbRyLWLjxz74VCJbsT1K0KYnEhAQDXQCqIE42X/BTDM3nC7BFh64I4lgyqnDDiNasCPm+hWeEgSoIlxz18S6qk/KfRNn4pG0NBrp5UsC8nH347u/wePawxo9p86cuzz5NerWCLW7FjLoMLIVNUQhYvH0T8bHyS5w2iEYwl+cOmESwYpKpQCF/kqeTiEpjHi2NF3rBIcHBEKnDTIDVX6oK1rQhQJCW9nBbO2oJZxtZ43Mn5jtPACyorRRtwMI4jP5w1f2cD/r1PMESQ2vwARihSZmAFHaEZW0Sj6VoXMMZAhaSVFDDWBet9/iOxB2bks7Pu4xzkp79gvnLTVU0ETEXkO+FXt8hLkhxWGUcKuT1zpiej9lS+ukpT8mYYIUopUiVUki4y+JdRblwVo0FSUVaMdufSE/xBvgAqCKijdSDLXT2ags1t4ZapJLlB8bNXxxY4sYGRo3v0lvWENd4zTop0DruKZ0sYLE+jN1Shtld1pWC2FZ3uYpTCJdLGELfZTfnBhbC3GLalfkHhemNjJqLWQFW0vF5SvNGMubNp64kPju0b2ske6BBR+t4jCSE4hwVKf+ptJxOhhuTmHqT+FXCmyAfi+7Eyi1hdU2o1hA8oQ+cEpFqD7dn1VgYXn0JYGGjjSJVTHpDNRvZS+B4yKZu5XkuzkJT/scBFgp1JCMtKYz1jPOFSc0c+c7IMCns3S4AbYGYEVRBEowpZfk0EVXlosov5HspRLCQLJoryqCklCO+udBDMB3+GJ2GhaEQqMJkojS9uDPahndOBWsgmOjNmaDxZYCV4sOpuD2VZAUPHbXeSISQYVAICINPRGhtrG3M3DKk/dRZ6iYSxxpD6dGtUFQp+/rMBGciKAOXmT6BC4D64DIxx1Qe3irtJjUxsTNaAlZarEJVz2xUodlRIK4nYEFXtUuoag41NaGkb3gkidQRc+RKOyGC2q+khueovPVoszo9Johw4TSOHHagszO1NYL1/1iwyK/OpAqZMJIwB6lyiJ9jZkyoGCAPTflbmt3NpORfrbm2wIS5cYOlphQ+hC5Vf0v6yoTWE9moQu9ubbYpQtRzRvQPzp0oqKmPAhaBsAsl9kmzg/yC9hvoUJW1Xq/gsjBaijETtlLad7JRlUI1YYZj0HBB5q2DqgZfQ0eoA46nk3PC3VakC4PloSrIB4lfhVkXKVhQgUQXAiYClihxLmL3HUDy09BYh3X9A8GiNLAqEJIeQ0SginWl+GBSMnuDWt9evxchKIAFkd4AYhVJoeRffIJZUkUFUNUYtXwStizVU82McNKzUIXpt1wLMVC7/FdX/+q2O257+ImHiSxduxSnYNI9dxpdRvRHGMOLYo2oBY2KoOhpludlQcaYduE/BEkOVK2VgNXb02Myae5+8G604xpFVbgJ6XUAC4VrTU4TCqAHEqg0U5mHKmRgIqZPwAJJUrDI3ByR9NhWQIoT6g07RC2ORdV2796JUYXSMYWAFWWzt/VD6FyenuD1GFx6QhVEN6y0pEVv9XH9hI1J0ZjmL2hbSZvm6dJxc0QEsoLlyj1lRsCKMBGQgTYHRPoGe8iJQOspNALBJUcrB6FzUNJF6uhjP9GfgK5CB5Hu3m6cONQfR7V7MqAVYpV9PP4Qr8Efov44epnycWfKsa4ryaPJHymzjlI+6IOCrn9C7ahzg1wfl+pP9gx0429RxByfEkqG0McGT834aAZaKeFDERIZtQCBc4nzg9gRqcoESz0cG4NgVE/AkgXltYwGK/JSMTuGlikuUjhVqPtFahihT85X/+PfMsHCwbKyMqHU+7kBA5ulUwtwkcXcYTpEqiBi/InUJoXAjzyfWpI5wcLMgMu9E+YPrZe10QZp8F0eneK9eT5ABAvl6nEHQHAN2L747DnvGOwGnIuZc2du3b31muuu2bB9g9Ayr/LEVb++6jvf+878T+f3DfShmdal37uU9MuDSSWmExcYrRwee/oxlC9HG7RrfnuNxqLp6e/q8e5Fy0gUVkQvBjRVQyFrFFZE7ytUY5sxZwbe3Bf1vT3z7eKDxZd+99LLf3k5Gkbg4He+/52v/OtX0NdvxcolKOcvJrOTzAVhuQtPw7cVkcoKFpnaI2JnbQQsx+gpW7R7EDweoI9FCqjmhX8Lyywg5SFRAvnn1/xqrqo4E6x56p0/+/UVqNMptKHrT2RVWvhiUraESmNppEyMUcwKRtNUUVedzxK3nGBpog1ILRe6TmYsWQH7IT4ojgFt3BjzLQSsQCQg5tEK3TsHeh59/D70icRDGMdJ903yhr3oM4OGkT/7xc/ge+E1M+fN3LRjk9AcoZv79re/LfT8GOxvcjURsEjbz/Lq8u7+boPT8B9f+w+0soGSWrHikw8+mAGNhWJRqBl+YP9++HOoeP7QEw/hHew+O/6qurka79/c2YymXELvpIGet6e/dbbyDCkxlUj3WZUu7ZIhRQRRBll/K9z0MjeLHj3ViJlHSSgplGSMqZitQCMIl+i7378sK1UiW9/9/vdQahAvRlfBrGzhG4o2UaFuBlVYFCMCBGuACRmwdf5rGoTFFELqz+gSgHDVaeMcyjQXO3lSEkjP9zE/g4BVJNnABH48wGobBguVj0mPPLvf/v0ffj8SjwjXeKCXR/+9Pl4EqyPccUZ1RgoWDhqELoHdb81462T1SfQQ/T//559gOLq7Uujd5/G40NQPr1GqG/Bx2HH4rFdc+QtYT2S3obmI0Jemvxd6EXVKUbC/rztGHCnZUC4XWCjgUeerw79irRgxJUH03A3Dc2ek7FG2pVKOrGnE4ka6nqBK6hub5uaiisjrG+bMnTsXL0bT1Hz9FuNmJhHzsb6J5ZONKSaqLR5RZNFYfvv6mH6GLlx9QT6GgOWnRorQwdlK9vNSsLCTbsqtBCIduo5J90+64ldX7D68G247uiOJYNXZ6kh7BSlYeIjziGqI2/ZuSyUjgjeGxkZYOuJ1gTA8RBXP1rbmh9May+01XnnV5fhKWkqLxld4FhU+MWacO2d2VcUJdFnCDG5mJkVWsLDWFFRB0CpGNjzETS+ChXQXMbk57yJPq7DOM9tGSo9eddVV85TF+cH6WLnzf//3f4V+YAPdYzaJJRPhyKS4UDyhCh9mwHhMoofqMY9UJKZAkFgFJlPR5NgcPH6hPk8ESxpZ4HoZqSkkYAVTAdKxSDg1vd2z5sxatGKR4HSLGovqINnSMrDglX8w94OyijIYwK9+9SuonYzAVXdXFwKA//Zv/wbOtDoVPkVYa+CzASy8Z5D1ELDQF3mwPznvo+lVZ4/zPdnn9oEagUlYkoUV6KEWFO0gVBEZVeMqooAaIFQFJMsNhIzWMTKhKGGJumAcucwow7/+67++q/k8P1jvaT7/93//d+JsjAkWsnQKTDIufCo5mggnmaGfOQQWyhuTUt1+x4aQdUWuv7xgYPXFBbA0rQSsdm17d18XeqXW1tW++eYbpKMVilp/MPMD7HT1pnC+cLKg6khMVQQLXU/Q0xFNi7/2n1+DAcXIcc2ymbt27iTvsHDBghUrl8HHAliPPCGUf0WLqKuvvgrdtbooJaoJp/VZP1xjFCE+dPgA6TuaCyxQBaSEpDYsBpRQJQcrKoRho3xYNtE5NlhxL0mXEGps8DEZWF/5ylcKAQuNBQsECzczWb91Ye1gKlg1CqyhYYtnN6d73yl0F5evl40INUipCwUWShE/8vgD7RoFAQsNtKBmMLmLa7xw4YIrrrgCpdX/8Ic/YPIB5WtxmiY/PxlKy+q2wg+TgoUR5dXXXo2W6wePH4T+dyacg32JTxYuvOaa/8UoEv3lYAd7ejhRY9lcNoA1ODiAnkdAioAFC+jyuC751iUvvvYiQiFZXVE1rSa6CouYZVTJwGqJtuQq/ZCfq1TMQsASBKprODGLmMJf/vKXsHRjmMLO4l/96ldkOJKfKkwrwc0XwOIvDFhYAII5RHPotIZuxwQRVu4XiQYywvpY/QcASxutk7oXcDuQdAEpcNUvjKkuUqMcXgOICJPQNW+wb2isQQtr6n287+9Cj7x+xLHIHYkWS3yCTaUS8HiE1nhD/f56hINdSbjYiNBAZBpL+MO+brj5sIbwbIQ7xrN9MN1cDxswTfBYzxQ8l26YC5pJDz40nMLJhc9OaqPDWyctmYWefd3hXMseibrKlI6IYKDFQWL2EvuZo8JMsFBcGLoK4TPYxKgSImTxDzvv6PIC3zw/WNM++wh9yMZ03nFNxXRCWYrsxNeERtogxlClLtqgEsJmyiLEPENCQA99d+2gKuwvl4b2aaHkCEskwkXGXqUTqbUEjukjlbkWYaLIM2wupD3UiNkGXaSaRcd7oSH5iKTzUoSwNfLW8fVIlIVMzw19igQs2Cmpu81p3+SD1SlhEgxdASJxFo273Y549knJdkt7s65ZtHdZE6DxnQVuIq25wJKOqXNVNBH995xLYrC+A+WmxGQpPpaKtiGXEPaxu0uwhqjG+81vXTIvT7hBtfOSb/03qdQdTAZNMRPpMJgZKYX5ky65Oc9VtUL92MiQGEJn9ZHaIbCGGszhZnJuTRlne4fXw8CjwjcQqYKMuUZRSbfqw5WZlaulWdJDVKVva0OkxhI46qU6ZWDBQYFrKYZ9xYHFCL5xbVdfFwKqcKrkyZkAy7ZWSlUAbzXhCl7htlw8DVEVaRtfnk/ciDOZ1XPH1P7oNTGRVLSVWMbBPsyu/n3Hjh0/ueryrGyBqh/+8qfoB0P6rEpLU0EnYcEZVkZgACjkfI4eGWSuPBuya9TYC/9FRUWkPdJmCp4cDRYXTTmRYvWhz10sKckVkFIFOc/l5PgehCptVCub68AENi8UGnJijY04Ph/JAfI0ZvZQwLQ0BpKuhCsLWJYlWEpPx61AylLYbJfQASZbmhFZ+C8UIhsmCe3docWRMymsyBtPhrh0DOTn/bK1EliOlsU4IlDOos0sI07poJPtxZd8EyZvvnInXHUI/KpX1876xsUXATvitqOjc+YqoFybLmPtZzqhSEEkT5FcGVUQZbjBHDyhpZqGwULuvX0DqIq796qGNTl+fFxIoRyhCnP+51v9It0jCuKP+3FtpPNQmMOGUO5dE8+fYW0O1uaOWzDG5x0bAJaa6bjgob/MpgGqiWaVIbwsXauTFSxZ/J2whZZgaIL3k5/85P9Jb6jqi+6NpJcOfFALZxHHCrAw+ZPrM6+pUARvmKohiWYpsJhJVbvgYJ2GxlIJ6xnTYCVta0EV5z/mkagKXPWYkPo9AlbhKxXzg6WP6knyjLRqTSFgwcfCoA/OfnoOuw9GEP9iH544jiMNn0ffWKwLggSrAZaKbrvgYEGLy5pNnOcborr1mGCRXB0MzE2sCfOAIzNj6U18iKcwCZE5noUdlGlHJPeRHdk1BUCKqEIOVkQhG+eSVdoy0YaqoK50VCOhSsOoi4SWIf7KcMwlqyuEuAvx3KG63Kz7fCrQE+Txr57Sw+SDKtysUiPCcB5fuMYWOpMrJRqDtcFzg3/Pt50TZvkwQY5rT2sAlnKchSew+BtVC/NnZnOju6RekOgiiYDnAgtGTWatkKCLYBtiK2QYixQPjAFzJauJ2lE6/UwykjOX2kqNoEykQ12hzc5oqlRpI6gPVw9RFVMjN72IY9wsS0n1h5j1LMx8MeeVsS46v2JWLs4j2MJs2qjmGYFjzuCJrDoG2ggantygaOuIJudolXjppZf+y7/8C/7FPuwC+vqRexdhhW50f8XMuHn+eL8qsrmbXc1GTm/gdFnTRZCgJ7ODme5gbp/dlHupZjgXWLj9Mk0t/J6hi02Po9y8kDrAhfIv6m+L5gRrpMhguqgnCMFkq4bSgKqOSIspWG4QqOokYJF57iKWpV0XbsIoV+xHqpyzrJ8OnclKVbArSNTR6dOnr7766iuv/PmH795bsedh8+kH6OZ78C/2Z75zz5W/+vmvf/1r9HwfmovsjmP59QS+sCauNnB6HavNGiOF4RvV4CSerAuGZCM+qPbMIQ5GZIgyZE0ZgC4hdioTLAzJszpwQqVJ4WK3ZLb3GXt62GMS7WBcWNwWIwIbgslTIqjqLrKb1Rri5wxpPj6Wjl1VpZfzD1ElPlvEsJHzzLwZk6pcDRRxDQS6A9mDXoQqhAfRxPsnP/7BzrUP8q1355K9ax/78Y9/gPbPJJzYTTWOHXKL1htDZzUFvBKC+1umrhp8fWWOweOVZQrvUA6IGHUkNZXxJ8jiEvUEfJ1M2yr+iRCykqyBhgeSJ3cFukroBTfc22Jc1yVrhgVMvAgWRBlVZiotUtxbVhwg5TtuFqhSEjGmBzdDYKFuwgSggaEVnKfhWeHMoJlIVdbatQSpuLBwLx6ntVktIKEKOVV/uuN6X+19eagi4q+5789//N0999yTZuucI+HIMTHQhkKJGMJoqUZ4BlgPaAydQQQOTY7z1RbgRqkrrcla7+3zMF3oi+llvbq40CNtjJnA0WtBZWl3wrpqSVErC2vJ2eJbrGM9PImUKyKAX6Rwy+eXskZowbEULNg4GVUopiWvJYHZzBjSiROYsyFUqRmVtD5A0XgjrVnihOlmdoJEWsmE2ghVIXkghNSQGEJqWAyjW4zgpBO/CrrqT3f8LtZy95hUEYm33POnP16P1u0ClOf6M+uwAyBr4IhQwpRpJ5Fo4GXCONl/oqSyNMfgQ1PhjZbZe0Wp6jSrQr2ya9Op6hStTK7NGDdK6wOOuvWhsWJDi99xy+Usih5prrTUVJiqqq210kSd7C92KIxuI9x/eIck7wqubfaBZyKho3RStqRUmYQ1ugl5OBdfmLGS2D2hKjJUM2I0WJkRZNyCvhgCtayf9xH/PTtVozGSxhIh0qijVEvJ2LIHy0eph+4w8atgAX219xZI1bDeeuCHP/w+WlPjHTIn/qCrTMFTaro9c67jmCNV7mIrfMGGkL2NGlKiTSF7uTMlpQqiD3dnKZ3o9WSu/5SXLOODZLidGV5K0cZUuk4/nso0gnB6KtQVNYYaoZGTt77aVlPvaxBaWgSb0MMC05RDg7XRYWT8KCm+pEZ3ru/mjDmlYAklnKlOICUWq5FQhRbHbYLwcbG9V+bK/SKxw9Yop5LRI0sdep4Ussb3Q9qhdH6DNMYQpmhI1Tl6VE1AoTFTWnVlMXxC2xaUjlBhhDgClg8laDrEeJUwkB4chD++a/1D46KKyO7VjyAtTniLc4NDiy/S5g/huzxTswJYxvAxM4MdyIn0Rkiq7TTWdpryUDWOyvpZqwjxUcEUxuy55lgy+4TJEnWIfyKW6yDNFqRxskKqagfYgDfuDbLB3BVvEC50JaNtgrDB/G9YlLWFOpBiYkx8dKujwrswkEJyCOyCIewgMx8nVMTIKnQxFawyqdojgOXdpxweFRLvCpGFq666PBc6tPLZkOplrjW7MuNa7rnylz+pq6sTcpHTnhaQAlgqukMGky6mN8etOsagYtTVdQ0EqWZ/MhBLfpEbMt9TcWcyXbgxcyDVlo7+SBMoMiWz3ieJGWEGZWKVbbKUfoBCRfIFrRMs4FjVSqHnRoGFqBU65AApIiw3qjkb4o+6scqKwpZjphM8gSrYO5LKQm4dwpAQmxkeREBvRfnIMFitKDOpZ3VIfgcQiFchspAJDdv+cJty/Tsz33nokYfeeed51emns7L10eu3YaJDWIjR5TdGqnNpqTCH1jFJCOarYT2PO1IuJjXhkz+mj5UjKXnE78laNX6Ul5IuFZEJVp6YFm7sPBawgJ4TbJLWCnmtiULvNhIoERZTNFma8C88f7QzEamC8BmtSsdMkcb4CGNsiKxfKxZxw4tMm1STCBYEIGJADrA6EZdndUZW3z3QBSAQ+USMKpOYk6cWXXbZZQsXLjx79uyKFSu+//3Ljm28I/Nl1Tv+dO211+J9uvpRcbkzF1g+NkzA0kV6TjgGIfpI74QvATKhJ6KuJC2QCqxoSvqMjlojRLVmjXiJATYEpQleQi/09B1eIG0JqKi4s1B7ijKTnIco3SIf67VYzENFGVGvE02VY0wsjnLW8l6SWOx1PguD8LfgkkFSdGwUWzq61ZYu86eP6/RxLWYAAQSi6oh/ynBhlM/9/PKfV1VVifM4Go3m29/6OtM0SfZKy8m/kDR5vFu6B1+rdHG9UMA9bRZhB0GVO9ZVnqYqP1uwKRfGrGTxvGx5NFaepE2MB4VOttGWrBoLk1TScjfkXpIVnQ/z4bykMMKC/ax5PhkTmrBU0uT1Ij45dgdltBpz5K5tWvhaMygtXihyREvBQlkpAhbJmsLsMoD453/+Z8TW5Xro0GSSeouUURhZEpK4/rdXnNp4gxzBpkmY80lP8pzL1RxgKOuN40Nsqs7bV9VhjidSEPxgRBP4xCibiEuemSV3wcHC5RErFQjV3kOtBSqw87kucJ1z3jDI0gNYBWyZlUuL8iNldBkadA0XJBYvzLUJVR4EEanysA5ULrXBFA6/DPEnAHHRRRe5q++X4dJ+7MFLLrmkp6dH1FhIJrn4ov/QlNwue6WnctLFF19M1rjmKFekkLpZFIfxWkr82TXeft1ovQWTPZQtHrf/Q/x3xiKyBYjhSDRbmk+3ny40rBg+r571pLVTduOGvNaMpxD3gslDVAxDe7K+V3qVMVBDKF8Ai6KiUphIx18P54aKUngUqIw7ksl5HuqKFUoBClTh/hDBolBrNVQfkyQGYd4eQCDWULk3i4/18IO/f/7558niYPw75dmnH73rfzJfVrVzEry0tI+Vyt7cK9oxNH2hUclbhCWSVZ5+6DDpqSR169IDSV1BJdG5nEYTV4VlM4xLsCbLVeUFf0jawTtrnz1RkOhGBI0n4G+M11HJzhZjlkUW4KUhw0JcX4mpKnjJsiwgIdyQTKfxpqsqcW7OJZZKIovZsxafnIDAuxLVlRSsZKgugcLXiZho/sniixdffHH+B/dnEuOtuQ9sQW/dcsst37z4G49O+mmg+s+ZL5v//p0vvfQS3ofqjmZpCzBMFVp9ZGrpGJ8CWNWefunZJBn3RArxtPI48vBig8GgjD+sGkIGX05Mk5y00nXWiRCU9YpyUZEt7GfO8OTXalCTWSZ8MBiM2WVegXThLiAjPYUwAT8qjjXUgDQRF0MJJLY2gVpbeQR+lQiW0Jh02H8PRttYLiCtIetLCcmQqJ2Cjs+54lgdxx88sunuTAsoynW//RXCm8JCQt6RCVaDvoGA5RQaGMvBgpuVBSxmBKxcDi9FUQqFAv/KjiOrB5kXUD/Z3Zj0caSAKpVKoRogesYyVmg12fvA4mRnixFmZhGORvclDLluvOnGP9/156kvTMVJzgxbdIyVVZs9NjF6cZHQ/0cClp8XqpvyKflfFWUGP8e7QKCgjF4JVXy60C3SwQhbUFd4KAlYaIXs0L4+qCVTxWMTiLxbTk7C3+IdhHXSGQW3UddPnLiwC8X7sriWjf7+qtxgOXJUtH7nnXfQ//yDDz6QHf/LX/6C4+9Pf39sTyvJu112Yi71BkPa9zKJ0Ug+W08hUuoDTgu6N0PnXZve7rrrLj7F5/JJpOudZE/hSnFZ2oYlpAND2D4pWDkj7/gzRCkLREQ281OgQEnKwCJdEpBlQcCSDbOxSBBMvPzyy++/ec8EwJrx6h9eeeUVITrax2UdD4pgIaOVFwK/crAQzG0OBbDiQzQNoo9FLkxWa3jvvfcCoMmTJ8uOX3/99Tj+/F+f7+4ZezqIpmlUX8oZ0UZpCUYF24JIIU4aKT6YGt4MBoMIFiDNMqfCObCIEgNbhLVQfVjEFKywBcQURlIhhuuEyRpOycHCSgTpGhJEFrCSlUpEEZi3jJ7GmdjQA6cjEywiyVCTUA939Ke4Ey5hwaBKdck3Lw413DcuqsJ191z0ja93dgotjWycNUvjiahCOtsaESKHcrDC6cxp4qqTZjKyyGpWpTVp0iQA9Pjjj8ss3e/S20t/e6mnt2eUvx4Mrlq16qmnnnrmmWewcosUBRWrg8L9AmThcNhoNKIME4zpwYMH1Wp1KmPDKxcsWKBQKY6fLRPBwnEQYJQsqAQEQAoSZsPukBs7GL5B1ZFIAXh10k5MP1R2VCqdSun3DIVCR44c2bJlS3l5Ob4SqfggpcpisWzcuPGFF1/828sv7927lxh3ASxporDepJedZ1PcdJ6mED8gJ1jhJgodL0enAkONoUwDyHj66acXzB7fPPTiD+7CBSbLzHP1ydFENXmsYSztbkpXeOLyZEbtoTCygoVRBTn7Q6kyRiMBCylAAAvXmxwHJdddd93/SjZMJ8hU16OPPnrHHXfcfPPNN0q2trY2KVV4Hxy8dvQmaCzCBBeqddSivMCDjzw4RFU8/Mijj+BLTnl+CllPgYMYEjaqWx566KHb09sTTz4hIl5cXPz73//+uuHtzjvvRP03YQjCDQ0hAdyNN90klbvvuaexqWmUxgJhstADJJyRHjTe4SEnLMLJpbEas4JLpqKx/Peyy77nri5Uabmr7rn4om+0tram3XYnwajWXtvoa5CCpaJUUms4FGUQmlNibO/HhOmYFTWIIGYjdXUJWNjgbOHyW63WxsbGqVOnkoPIzRc1FiYMcPkB029+85sHHnjg1ltvJWxhkkq8onDe8VeXX345uHnwwQdFvKCcRKrwPngN3gpMgELYYqnGImsxVu1aBYzwEVBUAkN6zS3pDZ9LvCeoZI1bgz+5fXhbuXLlkGepVj/88MPgCS+eNm0avgPBC1XgxF998y23EJ7eevvt1994g+y//c476XBDgscsFW7N9HgnkTmTUyBYWQNd0Ea5qBIkktNpQ8VRoZDkzJmvvPDnAsF6bcpt9913X3omp7c1PdEBVV9nrZOB1RntHJWJS/xfiRdVuEC3wS7IwMq6vf/++yJYu3fvJiTBxOAiORwOYEGOwD4iyoXULoCFUBzAwmgR+5WVlQSsJ554QgQLWhAYQashuoG4MVCWgYXQ1KKNiwhJqGaY6E7AwZeCRco3bNm/hSD12uvTAJNolAEuPh0frU5vs2bNImChJqUIFiEJeLlcLnzzkpKSt955R6vVFkmTF9yMOxMsvuDOx1mbGpCmWbkkPtzZCx0J/ZwnwgX9rEebXjJk5sxABCfoZz/7aXPpo2NSVX/o8a997Wu4SERdVemr0EQPYAnL5WRdxKPtIlVWxgpXUgysT0xIhW0ZWIDghhtuEB/Omj1LBAsXFQyBm0AgEElv+/fvJ2BRku3KK68EWIhEYB+vwYXHe/7xj38UwXr22WeB0ZQpU3rSGwo3yMCCE7Js6zJCksvnQtK2yWTKBGvJpiUELJ1Bh7pAXsoLM+KJeOxeu96ox3w/SFq7di3q/xCwkDkiggVlSNh69LHHEOJBuVeS5TFqSsflcmaClUjy482Ir9BVVOorhXXraUEcUgy7Z5FoZypUK6wlR+Q3LXyCMabXumDFHCjBKOna31yZP0E5rrj7d7+9as6cOUPR9pBgAZv8jYjGKaL5BoYk9ZH0Si1EaUkjpdKDeAcCFsaA23ds9wf8wIhmaNzlBKwFCxfgCImBwVMhdjAyvCH/TAQL3hU0EHZ+8YtfACxoAsIZ3p8oLbyAgAXHH/WeHnnkkVxg4det3r2akARAARZ8PvIQOlJcurh2z1oClt1pR0F8FCbFVCzAcofdCz9dSGDCTxA9LaAshELSqhq3BH6O1MeadPfd1dXVRWPOQLOJcTTuQR0pkScIasuQHVxCqOWsYCXQh4PRJymVCBaE+3+bO8/gOM70QOPPle9+bF1dlavWe7+uyr7y7v+727OvznZt8NrnsEGW5ZXPu1zLWmlXWSRFSlQiKYoUSTGJQcwrSgwiKYlBAjNBBCITRI4TkAaTE6YbGcN7vn4HjZ6engCSqrqur8CZ5mBmMP3M+77fGxkraDSKldAhW611r/20AFhvrvrpt7/9bXocqK6k8c5FjEK1BTwO/UbW9qK9PB5RPagLgoUh78gfWzAB6xe//CUAmaunt0fA2rp1K3dl3gmeLcFocHBQwMIGlzNswdSglWQSkohrARZbQhtYYGeVWMS48oEFNHs+3SMk8ZyA1dvbK3cx/szhrntP7RWw3B43DjCoErCOnTwmJD31m6cqayq379wud1eLr26hTy7v7VZl5bJf/cpk67fPPFMcLKtbPG/BmlE2Pa6moSa6I90mWA2+BvM2MYdCxhbWM6k/rAW2IskAF2xQG4QVpOsf/dEf3jrtrBCrP/vHb3zjG2KzB5L+AjOebT7S3Ext6ecufXsdF+EwR6HF+zfdDQCEy4qldJ+uCVioEu5Kg0biCoIRPEEVexRkj5xBPomTgqsFQ4A1MDAgYGFLCVh8GgLWihUrwAgNhU0GWDzSBhbv6uAXB4Wk27dv0xMaG0jurl27NhMv0pMHTh8UsELhUGpCM8F6c+2bQtLFSxebW5v3H9ovd2l4nkkg83gefeyxRx599OSpUyALXgIWrXgXwZKIYe7CoVW0v0VyPJnV0SB0xyq3ZA3GBwuDpaRXckz3V6oe6ET7U/FRY5Sr5JSi6b/znf8aqLLvEP2Vf//Hf/yHGzdulLa5MrbEtm77aioHby3aWMFGf8Tvi45xmR0jr+CF4YV0sTrcxVTnTeYaZFL7ZboblFthQkd8CmEC1qHDh7grVcJ002OHBUZcJKSOuSt88sknTe+XkIQdhgwTsJBzAhb/K2BBJGYcJPEMbN94aTSjbBLlATzVmctn/szpMN2wNNqsbKuCKgDla6BN6DTDEbB27dslJKE3n3v+OX5L7r7//vuZZvGDg6aU2rZ9+4svvSS3z1+4UKar3gEKoLbWJkewMAsKg4X1ZyvmpOTj9uDtm503q1xVQlV/rL+A0yGLrfGwWhSHMNjNX+ULNyuFaHTio67rsUft8cF/+Mn/pvbQKLFPn7l4yoYU03IuNJ3/8s6XXzZ/uThFPNQJWKT2i3lEcWm+dEqZJMAngNcKJqQaM9ethYeC88t+tezHP/kxTiDTwy7aEBsIGvD3Wh2kJ0+eBBqrHwtLBVCskUfsM5qjmrb8mjVrBCx0pWm/s8HkSgMThGGPP/bYY1x+LrzpMOMXDx48yEdkpYrKXjN2yXeAEOGq11bjreA2S+I2yngfcZkwmQdG5JYtW8z3ue/DD21+rGeeeQaZWqa1r9Jc+/Xhs/rwaS3lILR8BdMaeU82qmR9dfuri9UXy+vK0YxE2ktBKt9iz+VKuZQTYWaGj2/1M4tsrfrt9zGt2OXyv3X1t5kWu3HrxuUrlx/56Mjhjw5/dOKj1998nSaL5+vPHzh+QKhqDDb4wj7AohLJJAOhW3oGn2oKZ5NYsdZwIjwaGWUNB4dNgERokZHrG/OJ9MpqzRAMwg3+EQTMnj17MMn5Q8ytPhdeTHjz4PGoGzaSNs87GpAr3dTUZDuflUoYi2FQo45VG98zZ7LydiY0OndizIyF/QqshV8koRdPE6zv37+frzSeOSxCxCdnrB5g5Yj3+dCzZ86e/ejYMV4l43nvibYGxi7rQ6d09z6N0HoOWLm14VkdDVIxR7CuNV4HrA5XhxURGfN6H2ypye+TaqoAf9s3v/nN8qOPQ9WXR37ObZfLJZmiM5aDPx7vC4Ed8wwmyPpN62vGqj1hN1QNRYZy7aThxHApYElat71dbMw9Eh0BrGhC9UlbvGqTE2JscdgutmOqVu4Z8Wkl4n5+3ZRVi3HrPMdSkgyVNszIKj2rCpKGeCVVWzjGChlS2hftIISeTEQuXz+fC1aBDH9P3ONIFavH2wNV6BFqdUjGIu+MDaNKxYmonWNfTLVhzriyjPpVV8zFaNPWcCs2NXlquWCpnvfxsFSGfetbf/DFgX/mJ7dzqcp3nDh18nz5BahidUWdd3+5gRrHSHA+0754z+37KJNJBsZJdQq3av/fHtmb60WwBuNuKaY4f/kLxrrawDL73ah8RTXutk5qQnL7RdnW+avnhSTrUg0jMxUmdfwEI2Ayl3TS4TwZwDawpPWo9D2nYyK1Ep9++qkkKLOLLgUsLA+hyhP15COjlCmVMSMt0XHlL/UsjaFUCpeBVRjokXbqZFIF2y0vtUYNh9YDFYSVCFZPtC1mzo73Htf6dxhdVi1p70YXKDX5OFBnrsZwEwHOAlQhpeqH621UwY2tII4UYZMqHOKL/QhCjdL9xwoWi32vreFaYapQCubtw0eOqM1gxFcgGlgKWFwVR48D6wEvELYLXitLZVg7vZO15NjDlS/Nfc3sdvl4S0+VKfqF0HIq8cvwFGSoYjHOpWOV1vVWKtJjgqV65wezqJJlIwnphaOB6fOq+0q0Y5Gn8J1qdzU7xGtt12hAUDVSVeOvsQ4IISQMVfwUWWVtdGGyZYJ14uwJIQlicKIcPnwYb7uJDpKstrZWbuOzIb/57Nmz2Fty5viJ44BF+WQB/2eBBCPr4ehHZR/zgLIkOyG1TRUfp76WgjPzWxRLPZyib10ckJYCQxqvxZk8LWBFoxFP1wWDrTUmW5T0q742Czyp3jIGZ8AUGY+iKEmTvxu5m6v1ZOFxqOipqOiruNlz80bHDRnlUO2rto5yoNmXVVwxX9lMjCYfzQTrXM258ivlIEJMiiQTQqTQY5IEZ+8aB7Yzd8l6o60I2x8TOwyyXbt3tUTyUoWULfFzJAcw1+PwgALg3Llz2eKr62uyiEhzoClmxjMX7XCeSbbkKqNuLdxhAKMi3zj8yhbFlbnCHameDcgtq04cVxu6hK0IMR9M1mXTfczKEraYnmWVWwWmhuBukITpt9e+TYwZRLCuyDCxaT1QI25FVgm7X+7iUKWe4oknniCDQB6AU5vHoHwdkxQc2qqUvDFU9YbjX0O9YWL06wCLjZT121WikC7WfsLNAAQ6ULCzEa+yE1gqjyaSGjwVbts0nowXiPaUAhaUSMGuQCMz/mxgldKJoNJdiYcQfQEifLlJQLNShdlLHibiCrAImJjnEWmkKctt9u2ARW6PbR/niJS0cc/3OZIqk1WqnxzJclCNB8lss50sIkUCebBOPGQDK3dLi6x9CLZ8MqDACjaYT+sMFsqxubHm3XWrt21HNGxD9YyN+bIi04k4ggHwTYDOVpxVaTM5e0BVp2vcvtl3U7ipHK2sGasp3JTHoZXPaC1giWrDHUdMFwmE1kOGIZyOHz/+zsKBN4/H4F0UnuQuB6YxYNX76iUBCwPO1mifzxcmvHEvJhQPYNeS72Nk41LgwkAV5gsLOyFZgpGE1jYLwhyEQcL3EMFytA594w/8EoxsYUZLsMHc1pQRLyS7lNjkzZs3cJteu379jTfeWGEcTPzh9vr164nEkVW4e/fuo0ePkJpTXl7+hXHs2bdnz/49Rz86ig7i/MGjB+3bwHCjakBq3L7RfyNDT6BQt6d8Q44AlBAHDlKx3EkSh5JNmzbt3btXrC6uDTIJ1PBEc4bsTXzuTBzlMQIWrlR+pcXXIu3aTTMTAxaeqPjA4IAn68pnNhHFsqpR2/8iq7h+gFVgQgS5BuTlOVSu5tvPx/pLNOT5WwDF8aXR11mT5fyNZuDhYdjvncY4IDUegPBXGaNXkMMEBNAgZMuTr8O14crNOR24j9kPk3IPguQiomis/8t+bevOrarjwAJY0n/X0diyrRrixN5KEVc8g2MyKmA1DDSYag61yPuZKflAsFGSIN5tfrJ7FclUYOXbNFnBKlBpWHgPWKBCNde7rTqzhe+UwpZ0O1dZ5jlmn02DV/RW4JhU7bXZOQVqEb0DJcyozgtWfEiBtWAXllmxmHvgg2qN418eXwTLaOZ06tqpi00XM8b7SFX1SLUJEyujH72V5Q3lYl01jKleppkuibSf9NVn5ib467bv3j5zv8fHH39s3dYVRkomh+czs/hG2oz30MPzYTpftqRPzciM9ZfyYFfSBVi5uBMPNd8zn6dSHTnr/tmC/mCj2YSibO6hHthkVlWIXgOaCm9FYfWXtzNdVA03hLNMe3t/HevwicOfn/scX4OMcizsHUU/YsEQOrUG5NkPF6eKHnT5PZPSfObhekdL8J92q556pVxiGgSlIoX3s8pZ7QQWSoZvFDVh7BZV3oo2vhRt2KWHM92jy2it8VBklRzbP9ieZWaFyQyuKwUpcToUSKNQzjMDLNbVrqubdm56/oXnKR2h+mWVcWDasyvcuWvngYP7161bR172b4yDXSEqPstiSUVtDOGKQy32xnoJJZmFoEvyY5F7szQjuqvLGu4VY59V6EIiEsJ3HpxP/nzeP5+nI1i2pkjK8ZtQbbRK2jkmRsXMUmCJCUwxDF9xgePAgQPNzc1yG4uKC1ZdXe14V6wuto3m3ZNnTtrsdxFaJa1QoU7rOGZNsGRVD1df674GZFWDVXJm684t1fW3RkODIwEvc8UH2475725N9GxX33VrEWlKzYkQqjC976OdWu6MySJ2Tyhk691AsuUipokBoaqoh0JPPrQdIjESAv+kZFqpquqrztdggU9srGhwCcsh2CRmVhllPQBBNwuRW7J14qsPMTJSkb09ibNiztvucrDPJ7hLFpvcxdm9/t31MurOujesHKosCla+acqmgVVgtQTuuIP9IGVdvhBdP05r/ds1114tkTVJRrJDRVwtNXLsjnt4q7LURL9oc+l6EJcHmyRrQFAzBkPwfkrye7GZeNihQ2uf5hpvDVvFAl/vop+VHu0VM8tuYyG6SATDG4R1Yp5ctmwZGtPxLm5JbvNTuGSr/+Zbb+IFFdWW6dQduXO9+3pRsBSL+YY9hRsLUNURaBsJeW1ULSxvdOgLxdbgJ9YtFdnupipELywpHtIT7jHBUmyFGwrnNZBNJeZgqf72/KEhPTGix70P3XhTfTTixQdOUUtXXLrjKTXMrCywENdkM4qbkS+WeX7z5s3mbZKAyWM0R+axbcZTyuMp4Od/+QTfePONCk+FaTaZDtKiYOWbsGAzsBRJkY74VDw2FYtMRsZSpIPiyL/5Dl73Des3bNyw7p21NryiQ19p7kPa2K0soW1dJbue6So9HBl2h9z8ZHmCHpff1R6gI1LeDrBDxjHpdNgy8kCqN9FXoIWLaj6T+rp6hbPVLdwN1BzAVFim6n6aMVWUiTsKIPAo0tHB6r82YcL9KEgVmBeIp1tNhDfAutZ3LcuTHi4OlkIwf/cmq4FFkzFpgGseU9OTq19d/d6W9y6Un+vzdkHS7cYqK1gjQS/pFwZAGi5Wwu5Wqjo87W1jbbYefI5jJoKx4MDYgCDlGnP1j/ZDlaws6zgalSJ0ogK8nBm0wUFoIoVrVG6Y6aYoRHwE0sUln/xTBZhfR1DSSS3mtpPMsd/HF3LZbWkO+GbHlfGOY10McKQUO3NxPPKhmGDhTjSp6vHNbyuf+pd9E3/9nvY3W/RfH5o4VDEdSaXlf/n41m1YZ4vYyCRFvPOqgXGkEd2BBrE/oOD0PWAywWoONvNC3uTov1xZyZLXff7F53L14JDfffjoodfWvEax6CcnPhaw1hkHRiQNq9a8voZ+Ly8vf/mFF1/Yf/CAsEUSBDtKqtfNFgYUaYlb9VrFtVWvrlKCatSzd//eV19/dePmjV2DXYxl8wQ827MPHk+OOTaoPMmuXbtUhl0qhRkqz79z506r3MKEN5tO5fW4xrx66M7XBxa5JPkuQXDcrzP/PDGkrKhwix6oo5hK1uI8gVRSoZ/Jx0ombQ703EOmEU/O3Hv3/NT3N2jfy1n/Z7NW3jorWcJfNX6V100VsQ9QyCjKouNPLXrwTlC1KOqOuf/bqUdYAtaGrRsEpuHgorH1xYXPVq5cWVFTMRJW2ejsZwUsglQej7vmdvWTv35yz949UnhOFx5UPJKGdt/qTG8PRNKMj1958aUXK6vVJm7V6lXVjdWA1T/Q393THdEj5Dq/vHzF5PTkyVMn2cQQ4/rk5Cfr31lPlhiPx2AlpikfNP9LRwO+twTEzOdnfIawpRndKEtpaGZYbe1apFPTHiDdJebVAvW6v8ootqvVF5L9ze789aP11FlZL0EGIwIAbLEx9UQjqwajIX3s+sK6YUJW3EEqsgqqfnt0QjB67dPJG52zI9H53rH5iy2zvzmizj99eGJKoXWP3KylxgGLgxVYBKs11JoL1r5DexbA8phgvb9t65atW6R4hkVZkoC1Y8d2ibVv37GdqV1SH/yvTzzR2dkpdclcclmb3tvEr1y5ceXp3zwNE48//jgaELD6+vtIG4TUFStfASwaLlNideLkicR0gkXw1AQLbWAFC4nO8yMpzec3wbLaxUU2XwgGAnORjvuDil9UNX9oMWM3YyCi5HH/6Gfmutx4qaHvqmvsS1kjkdYMRiUfSmJhs5tOrNxDrhyyCnp+tEmr6p21WVfz6Xtf3Z3Vp9JGM9mwNb2Y2EJgIkALhoAe4LYNLExF2hWFpkKx6RiPGdKGyGq3DRinEjo8FWai+Jim6kuR1X7NnwsWQsUXHibHWptMTUzp/Iwmw+RvHfndERMswuoCFjpITUtIxLl9u07VBwMWPhTAwiRCyOEUqKqu4sJDAMqrt7eburyPT36yYuUKMbCeff7Z+qb6weDgB3t3A5Y+qR85cuTs558JWFvf32qCZRYcC1hUeBIXtz6/GF73G54bXIqUcmmBarXGI/l2o4tFyKEqRrIN+Mu7gzdaI3VE6NX8hFSy8AixLLCeefaZpxcO6hhR/ytfWan+5jfWbNq8iS5vYleJBrzaMSv1fRgifEdJMaDNjUlYYip2Vw0MVjMg6PcibRey8tPTs5Ak5pQ35bXZ4Aaj874Jn9kiK/cZzMMGVk1Nde7eYmp26sjRow13G7x+L2CxYRSw9u//ELDi8Ri3a+trKQGnGwplpYBFpIiLXV9ff/nKZT6Et95+Sz4mmhBRz3m98rqARW1qbUudy+f68NABUYUVtyoOHjrYSi2SHnnLOPgtRBrpIZrRD+jdje8CFp5n2/Nb7fclg5UoaRiJHm4r0SNfogIhVABkhcVqGQPvbrpusm55bnGbdbXj6q2uW3WeuhZ/y9DoEFcIax2q/u3gRNq49ne8DTHv53OzU7NzMyyxwKTCnT56yelEZDKcOdPSmPpgS3Ldan7OtDTJyTF9DOGUmT2f6ph3rZlr/6f57l+nA6fvGcMmEGDDRu9kjvbhuZ2Xp9d+PvVJzUxqMo3mZSX0tA0s47nmpyquJt9eFX/2V7wiL805JC7mOdePthbNXc38wdxtbb0rqpBkIZd7gBuwtWLFcsAiQZ5aeFMVmmD5RgcpMvYGvQLW5YorK19ZBVKyAIuyT8xziS8hGgWsodAQFfSr17xK9Ik2RkpiDXt37NphPj8+P1MV3l/gV4sPFc9GzyOiCkgsxwGI+RZ+itw0kDKByVzk05Hhbnb5YbgIl4c9IGAdv60ETGhSZYzcyy9LMld5aoprHPr+f7curnd6enpRPrnfmr3xe7PX/5255hr/570pNQqaxsnQClLWLcI/79HlRp9/3g7W7GzyjRVZL/eD/6Ed3ityS41LyLgPUs4ZswtLMqXQfT29XQOuAZ9vVH4n4B8h7BiKhwQscTd0errQhtyemJ6ELSYREcCAHqqNBaxgPGg+XhaO2ZHgyJ3uOy09yPoWz7D3QSSWkV7XnPd/GVSJjZ8s1T1RoDJ5CfNHkl6Jf2eBRVNkTGNrtzvkE9cGzwKX82aXggkNhSWkOsBoaa507hITfnzLeq5u+G/+TDuyd+rGZW3/rvBf/S/OjL//ToaqkX0Kphu/N9/zdNp/Yt67abbyWwZbfyJy61TdjGD01tmpM/Uzmy9Off9dLR9Y+rGDCqYf/al29MOZ9rsT506H//bPOTNVpSY6TUxP0AadjNCRxEghsJJRHR+975otITgSDjz73LNDY0o28D3mI8L57g67KacWXJITyWAiSMrkbePYvW/3UHiIonsbVbZl82PdH1lkquShKmZM1y21IsMmrh5wKbDod1Drq1XJhMEWK1KyZBDST7YpUXGlXSGDNU0DKm7gu/qek+shrqfnRoYQGKEffnemu8OUT9N11YYg+e7c6DCN3Gcr/wCM5kcPLAq5CddsxX/kZDpwZnbu3t+/r170aOWihEMJOoM1Px/52Q95cv3UMeOJ0tNNdbEn/okzsX/7udGKbUKVD0Ra2LHS56iQxBrYo3e+qvesJzXc1CDll8qRLuwKuW2bwq1CAsG67nA3oDS2N27bse3UZ6egStApegGCqeCDup5ieSqLKPJRY3ASDwjW/c25UWDlwmRdk7Nqas1zHylVuOPStDRP74i1Y1fNzt/jApvreoe66giVmbl7E+fPcFHjLz8thhf7QTHDo798hPMTFz5LJxuUuLr1+/fupa0KdK7j/yraup/qGp1Xz7ZB06fVA/wTfqUc0/f+dqueCxakivqbdQ9MfHZSXiX0oz9JblgjZPNXqG5pC2zR6yK/0Aprw59rfe/pnav1rleJ0BNfbzEOmWJiA0sWeZg0yUWACVKesKc71I0jV+VnhotcmNKn6+bPRnWKHqpkzqWlQjgOtasfWXJnf0mCcACLgea0uqOBQhBP67TqkfepoZX+bquO1SyX2T/ptxlVXzSpx+CIV4rp5O+URfXOGiXYpiK4HsZnxpX2fOkpJVdO/i4dvaa0Xu137LvC/pXqfPtjTZ45eUXFTXqOTCnZ9C37cCIXrFmvW8BC8/Iz8rO/1I7sm4+EzJ2md9x7tf0qlxlnLGzxbIUtLSW6Ip3htneXL39paOHAcpLodUv0Ln6TulAOYSEVFRAZllmBukt3LhW9Eg/IVq6ZpQz25JIzWiOWUVkP2H1dgcVXjWHl1AfTGI1B09KYLxPeSgYGxgcUKFPpR3YoUbH61OTsXGYDmJpNTc1nJrxpU+l/3KUecLZBGfhTt65zgaO/+Bm7MiSNUJWenAj/5Hti96QnPIaB9R9mJketYE00fFdJLNfreF9F6wWTadFl6m1Mp3Gk5YKV1nXkkyi+yUsXFvcHBotsVAndS74RV5rAJWz5k2NF2RoZHiKR0ASL7Z58LAg/WSrnwkmA2VaJuuMBwGqwJGwFtNDd0g32rLwELXl/JEk3OXgip978kpTly201e4EkZlT3qXrX3A8M2/n5Y5OeUJbHCI/Avx5QggRxMjUj1pKO2OBKp/a8z35NNonjG99U4uSRv4QwJYea/hyG9OYfzM1ExMTSXGsN2v59WutSA8AOqed88+zkzJwYTve2X5rKZ7wn31rJkydWPWtSNVl+HrLF6QCXUKWSeQLKbQtYNMcqChaLtI5csNg9mWyZBSNZmtHoBG7G1Ku91V+vxCIXfqGEQY+59FjxiYrSDzae3aWIi+445MasP8jXysox69UZLGsXP2bQi4XErlC2h6LyNp6fevuzqV/sy8R5HtulD4ZFQiizbKq6AuNdkfToX6MB4Ulpqx9+d+r2rYyprnVhY0HSdMV/0hr+dLLqv4jHYd6zTh6AmSXy6fE9+vovpp44MGHuD3LBmvOPyUtEfv53ybWro8seFeWof3pM5OuNvhuXWi8BFokSYmwVtuJlJZMJwtW/Ng63e8C6MzfZyuBFZN1oxZNrVBUdevWgdRbBOqPOwq2V1hXLsb+XDIUbMnpzWtfN3oqK/luFk7SWAFYse2hAX7JP/A6gs+b0pLntl4WJ/c65KUlwmJsYS6QC8uDppvqMHW2s6LJ/mG6ul6mnMtEkrXXPNf/Foh+r6j/Pjx4Uq0ge0DE8t2z/Ik+bLmQk1kBgPtdBCltKbhk60Xi5R6cqr8t/DaWGrnZfZfiHKEQBi47fpQgtQycOx9rX6p2rtORiGqoVrKy1xAHHtjF/JUZy9NBifoG2lAxYEjHyta6QXmW2t1c9WFNrjBnk68GQaUeJ5eiCLysxNac70W1aVFEtTRD6dP0M7iXEWEzL7Oxm9UHdfTAVc09MpDLueDaPXtf0nQbsa3kMYRwSxrkAmD4Z0TU5mI7eSCebxOmKqR6cCKYXdov84wnO3/HM+RNpHBkCFreT09q14VqWpFSY8RzsLV5rPhxa+PW0T/epbDBLZreAZQitQIlsab4rgKX7ynOFFtKd7yHbdTSLSn2xDNy2btrrhp2NraWWt5Prp3iKkODQoW4spVoLAnK1tmTAssaMJqt5vwNGF6qMfvTVF5W4ZfnKQngNM4nCZHNEHxFZYjuYtxuZUF4fvfdd3fVBKkYMK0nnBDPaI3IIrz3j480QNZdcutZmIEinieByvXkkge2KrtlXTkxixZsPuN6pPBo/3qans3wU94gi89L8TGf/B/Ecf8ovDKGnQIpEsarhKjGzWLTHKBEsOvHo3W/j3yp65RzBIjso35yYpfbkUCIq1p9S/fHHjXjOEjIOaDHsuL0gSU51uzQGPMtFrxmsKX1ikjNYnSqzR8unEB0nJiK9CCGP6qOoGG50JtRbkUxtMnIUWwM7UxQMMYYnRUfy8bgedSddbSrB/G6r8ifR06GpKdzIT1xiRNkmlP95IqUaeKkCZQlOLz8+CUY/361X9swOR+avdcz+dLvaeO69psjWZ3UzLyBlOUiaI3fALHfmUKVakRay77OKnMLNwhZ74VKF1mi53vVG0YI+ZXItcVdVuvE+nhyLjF1LqRSDcVmlJ89QiZpv3ypCC01CISF1bFInXPqIXWeweF6CgzTQdpTJ/pzRX85VNIPN3sGMm07Y0kYvCVjmSpLJkor2x3oFL1mdsQ7hKWtNplQoWktbDSxZ5H5NGC7TgfF+Iz5jP2Syg/WgzkkYUh1vFsCSwn853xvqLVVo9bytkctWzIhxlljGoCE1xdmo7bFlzOIQYUhi0RqYcLB2NHCrN96lfLxWtop52HOVYJbECmeaOODbZC31u9HA6OCcbjllEpeg9dlAdKBA1W9xI3R00Qg12HovpWYbx20LEWUFiwQMB7C01KzhpCDseKJ2hhRCQpDPfzSJVSeByOAkvXju8FQ2hogfk3Rv3gUHfLyZdlDGwo9lsqX8pYZPixHRhIRtGJHvQF6NuTfMCK3BU3rXmlLy3WzbK9SKcmGrwT6Ll9Mx7TGep1Ex2qMv1t0TbuiMNLexVY+2RuiGb7IVatYL1vjTHscYVuUEVsj4jhlgId0BqyvWVTpVBNrpTm0OmqMkiQzsDFjCFn+8L089JLwjJPnb6DNBGYnjC6hu28kkPUUybHmP6f07U0mflSqGe5lIMW88rD6aVL41PTN9L21PscIY90+MtSiDTy2aU6byHKQzkHmnYqALVCmwRuvqxupP3zwtbFUPVnO9lTAba6hoqdi1a+fRE0cpl5BGThTAZdFGOu/AXr3tBeWBLO2QlnFZqbDZF9VWdlygcA+YbKtLNRdOZIwthhFFe4r6F5S8NHwiVuNd6iLNaVOABV4lUlWgyXSZyvpdeJmSgp6a88wm1dMxPNDRvlC6SVp0zzrdtSeVDJhg9ca6hSq11c+PlFqkTkfoEZ/Up1Lx6RizC5MzCZAi/m1S1WIMxcgHFsnmDHjZvXc3Nw4dPSLr9bdeX79hfUuohfNkNX6w+wOSqPYf2L923VoS4XnkgSMHyEKzacBxf0Vy8ESqdzNUqeX5qFSTaHy8ta31dtdtc2NlN26ySymdjS3oiXT2hGtz2YqoucNixbsKtHWw+hSkFZ5JlezJkCl4QfmJEgSs0YIjI4pShbXdEr5bVj1aDcUyoKsksHLmYi7m29tSOEa+ZCeluT5UvSeHz41ZrCvqtWPKSsgLlh5uTTGMLhX3xN1WkmzLESzMLGsjSaM5m+d2bR0/bV1D6H1NKix1ydY5A+R89vX1SrhQ73pbv/t00nuMlQrUagRPPcd0erQWNIZIdDYrVMl1Bi/zUhUGy5EqDZdVsD6Xqm6aA5gSi2scbMj3fmzdi1RHEPqWLdhV7JEpgpJFoQpgoUnIJi2Ml+NU7IycjnsVWMRNMbBY7lhJrV2D+Ufe28FiaEX/Nr3rdb3lSVZ38NYiWBFMurv5xVVc81eOM4ku5u6ItRUAiwTZXLCo5GbCzP13O/rkkwsXziuwcC5Ee1W0JJXs7+sws+f07rX66FeFLOV43GHGhDEkN3c7VkRcxfrIVU8x0WfBnEqpNtKJuBqzvbg3pLuMNWJYulNUSuvMRf4P1ph1G8f3HzdE7rVmPrxcLAcBGb6rwCJtTcDCzi09z1B2pzTwpDoWtJEcCWqrySzLPrqjdwe9R1Jtz7Mi3Ws9w6fco+fdw6eC/Vu09pc1z1HjI8vwlIwNRMeuRIY/G+/fkVE6bS+kOpb7Bnb2+c7djTbZqOpTSQrOB2267hsspJ2hARNa6zMpp/akumu33rPxPtIH5Nuca2PRgM+e2oubBkdopM3KU+Gl55dYNm1oWzX9NUIVWS10yI6O29tnDiScTS5a9JiDqxxsLNwbaktYsgMX61K0mP3jjg3ohlVrbatCV6BMw4xAHWwlOlbAmXvoE1Zg8JjWvlzr2cBXgmeLh++E3PuM9WF48OPOcF13qLo7WNkTqAj0bYl3vBLten1g+IxJFZPu1bYoz0GPNccZArkHnjB2Mdau3TSLNxKzgtrdp1JRp4BuzKO79umkbTmKh3iUIULhsHs84cc+S+V87lawnHtJQpXq51mvZQuqwgszq4ATn8BRPrAqWyrbQm0qtyU5hjqyPUmB2ugCuw19crJMn5kI52kHhRXGG6IvPrkAVFgX7GLDN6ZZj9g3JtJSMaPpA5WC1NDol5HYQJIAO6qz41Wtc1Uq2BDyHIKqqO/SeDKAggMsc3UHq3yu3fGOVbHOV1vUFkaBNZocSeU/KPACEba+TK6i1FuS0BdHVBw+TAKxOc4J+32TcciZzZvfM8GyDlwYGrGoqtig3vKUBnYk06ErY4vVMrF4tKf7mN+9z1zhvs3xgX02oVVgIBT2pZo3O26niomkSU0ZVQmVm5B0xit/BU4+sJrcTeK+QmXZxE/RfGUZ1JjzB+hE2MqktweIaTkjo/BnWMOrhVqgxkeUHnRKA8KNJAGiSNzjD9+JxFyYnIsLcdW3HbWYcO2Njd0UncgHZwVLVv/YpUD/+wHXPtgaSQznQwr75sLFi3RJzTdngJay0qdJ5gyI0MJZT+teuXvjytmrl04PD9QnWpdbG3tEfdlFVGMVet82vXejLKYu6O0rtLaX9Pblfu/vrGD53R+O920psQZL7Q8YnqMlbMSEx0MYZOYiCMMXnulcJYJlHpguuWzls5Zs4gr4RF9hDmIIyQxUG1KAJHHb/wdQh71DGo2rTwAAAABJRU5ErkJggg==", "description": "Show latest values and location of the entities on Google Maps.", @@ -15,7 +15,7 @@ "settingsSchema": "", "dataKeySettingsSchema": "", "settingsDirective": "tb-map-widget-settings", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.05427416942713381,\"funcBody\":\"var value = prevValue || 15.833293;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.680594833308841,\"funcBody\":\"var value = prevValue || -90.454350;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#9c27b0\",\"settings\":{},\"_hash\":0.9430343126300238,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.1784452363910778,\"funcBody\":\"return \\\"colorpin\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]},{\"type\":\"function\",\"name\":\"Second point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.05012157428742059,\"funcBody\":\"var value = prevValue || 14.450463;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.6742359401617628,\"funcBody\":\"var value = prevValue || -84.845334;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.773875863339494,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#3f51b5\",\"settings\":{},\"_hash\":0.405822538899673,\"funcBody\":\"return \\\"thermometer\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"google-map\",\"gmApiKey\":\"AIzaSyDoEx2kaGz3PxwbI9T7ccTSg5xjdw8Nw8Q\",\"gmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Temperature: ${temperature} °C
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#fe7568\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'thermometer') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn res;\\n}\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAB/CAYAAAD4mHJdAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAACWAAAAlgB7MGOJQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAA3vSURBVGiB7Vt7cFzVef+dc+/d90OrJyO/JSO/4ncxxfULMCYIAyEW08amJJgmM4GmnZjJdNq4gcSGzLQxk3bsaWcaaIHyR8CJrWAbpjgG/AhINsbYxkaSDY6xJFvSrrS7Wu3uvfecr3+cu1pbXhkJs/4nujNndufec77f+d7fd+4uw8gvIxwOfocBaz0e91yXyx0BgKyZiWUz5kcEvBKPJ18EYI+C5rWvkpKSyZGS8LGHGtbQR8ePUUdnB50/f57OfnqWWlpbaN++39O99fdQpCR0NBKJTBwJTfZFE4LBYLmh8+YXXvifKctWrEBPTze9+cbu8/3JVMoWNjwer3/ZsuUTvV4P239gP36yceNZW9CtyWQyei262hcB+7zurU/99Ge3r1nTgJdfevFsqr8/Wlc3rWbGzFkV8+fPr1iwYEEJgLadO3cmbr/jjohh6KXHPjxamsmar39pjoPBYHl5aUnnqZY2/b1Dh9LdPd39kUgk6PP5PD6fH36/Dz6fDx6PF+fOfdZ9+pPTgbq6Ou+aBx+0k/0DVYlEIjYcbX4tYM5pxeK/WKIDwM7Gxt0TJox/dtLESXC53JuHzvV4PBVHDjfvAYDZs+fonMsV16R9rYeM8XG1tbUAgMrKsrDP659DRJ5gMNhbaH5NTU0IAMaPHw9IPv5LAxORy+31AgBcLsO41lwAcLu9BgAYLheIkftLAxfzGgMeAx4DHgMeAx4DHgMeAx4DHgMeAx4DHgMeAx4D/lME1ke7gDF8ltbOHe3W923oEwYi1jxftWfZWgAziwacZkd2pfyN96XN5IIu7dMtIKA9/TI+zqCnFps2Alg5UlojFnVqIHZUlO2sl4RyC4CU+SEEylux8Z/iyc7mrxw4U7UnYwvGpXMYKIgNGdwXC/76C48oRw3sDWfnCgIkARJXcpwbvpA1e6T0Rq5jDr8EAHKA6OpjUOJwfeXAJAEhAXAGgEPKq+dIMVJqowDO4RAAC0rHV21u5LijAJaABAOIAY5Oh15iFMgj1zEpcUuuXjpIWeCouxjAtnIZcGKA5AVFbRfazPUC50QrKe8+Qy8qiqjBYIODA5DgBd1pBO9WRg9sy7yOhXBca+icYrgTOUGOiKnIVdCdisAxJGBTPsYW0nHRrJqgfNmGVtiqaeR1xchF7Vgz40q/BUNmISlcL7CUgJAMnOUiVwEdF0PURIAAVHaC8ucbAiwcQAb1KQpwXMjFrhtYMcOVO8lhOB457ujcKZd9hBguSYwcelTupKyaQWKYJFEU4xJw/Dhfcw29ilSBcNjEoTucFnSnkeOOvvTJpcVC1cYoGB5NAGEQTukjMAzHoghJghyWCRjenYoTuZjKx8xJiwU4LrSZ6waWpIoBjTuRqxDHRUkSUMWAJAZp6QU5FqOw65HHapG3bGVcBTZXDI5VnFaFgBL1yC34uoBJqEJeIwD2MMY1ilZidAFEMlDOqm9UdpJ0ZawumI+LU9ArwhyqWxyNz14XsBAMUnLVH0ttGB0XococdCGWE3XhOV85MF1WV2OY3omK0S2SkxgYAZYYJoAUpcqEEjG/Ru80isA1ysMXYNCnCum4aKUPgTu90w3sFinXL6nO/MadCAhiKloxBjFMeSuK0S1Kylv1cE1bUVoYyHwhoI6bCswpjjuxK5u2G2lcti2jzNCRTluioHEVw52EBA5/2LKsLBL+h2gs/o+Fjpa+MqtmjCbkqQJSYFF3T3zRsPMvA75i7UiBA4FApa6z5+fNnbd6/frHADghk7QdlhAHdMY0KXkZAHAuozaRMDRtKYMdAYDVq1fjcHPTD860nZlsS3qsv7+/+6pNDr0RDAanGTrf85Onnq75/uNPIJ1O4+dbnj34Ot6B4eFLqksqUeEvgcflAREhZabR09+Li/EorLQ4eFv317D2oW8t0XUdu3a9jud/9auztqD6ZDLZOixwOByeouv8D1u3brtpxYrb0XS4Kfbj3//8VHC8d0nDLXfj67OWIeQJgDGADfoOAxHQl05i14l92PHBXiTPp/c/OrFh9vwF8yMnjp/A5s2bOqXEbX19fX+8CriqqspvmunDTz/10xkr71qFnY07Tr1i7aqsLg2Vb6h/GOPCpdAYgTPlNLmF5AzpvBRp74viX3a/hO6+ge47+hZG61fVTz9y+DCee27Lx15fYFFHR8cAcNkPuw2DPXfP1+vvvf+BB7Br967WX9Mbk70eCn33zlWoCrsgKAFBCdgy/2nLBCyZgCUSMGUSpkzC0G1MrKzE0XMt/la9I0QnM+cWL15cmkwmK1tOnwpksuabg8YVifjnhEOlj69dtw6nT51Kv2q96fYG4fG7gbJwFhn7cxicIJgEZwAfEiokGASpWG1KhvIwg1/91ti1N9DEJ7ZOzKxdt87T1Nz8A67jv2Kx/o85AJDk//zXjzzCAeA/D7zU6PZjkkuXcBuEjN2OrGiHabfDFB2w7HZYoh3mVaMDWWdu1m6Hy5Bw6RIuP6b87+HXdgDAww8/zIXgGwFADwQCFYFA4BuLFi3CoUN/6LRmyL/y6gSXTtC4QDTVgQo/B5iEJFJ6Rt64lI6Vfi3JYBFHd1JA5wIunUNIQvpr/C+bm5u65s9fWBnwe9dISWVc0/DNhQsX6gDwTuuhd3WNYOSGTjjSehGp7EVYsguWuJQfssu51wVTXIIpLsGWlzBgXsSRM5dg6Hk6uk787Zb39gHA7NlzDM7xoM4Yli5fvgJSSiRmmbP9HNA0Qm4D6axEc6uJ6eOzuCloQuOOjlneqiUx2BK4lDBwut2DTFaHoXFYGilaHEjMMOdKKXHb4tvw/nvvL9UZ+Lyb6+pw/PjxpOZhsziX0DigcYLG1QaEBD69ZKA7wRHx2/C7BDSNwEi9AEmZGmJJA/1Z9SJM12hwvcYBzgmaj89obW3pr62dGmCcz+cuQ68GgEtdl7oYU40CZwSeW+As1rmy5KzNkbY1WILDlOp71ubgnKA7czVO4NyhwQhcFS7o6urq5pzDMLRqnXEtCACpdCrFHOHlAsTgYEq0nCnj0jnBY6i8KCTLBxbmzB2yPkczmU4lAYAxHtKFECYAPeDzBQZD4GU+motMueXklECWc7QkSaVDGoTAVetz8AGfLwQAQoisbtt2N4BJZaVlpZQjkntdS8w5UFOFni0YLMGhWfny1rbVPVuoOVKyK9ZeTrMsUl7qAHdzkPyktzeG2tqbw8KihCQlPjVUl2hLBkswmDZD1mJIWxwDWTXSFkfWUs8sZ64QzlqHjiRA2tQ7ZcqUYCwWgyT6hBNjb+3ZvQehUIi52tje3M6FyHHIYNkOqM2RsTjS2cuAs+pe1uYKPLcBkduA+m60sH1+v5/t3fsWGGP/x6VkjR98cAQAMNc7bXJepAyWzWHaimjW4siYDGmTY8DkGMhqapgcaVM9yw5ugMOyeX4DkmGub1otABz/6DiI2O94IpE4E+3p+aCzsxP333PfAvOi2G8JBtMRbU68GZMj44Ao0BzXmgOsRk7spq1oWILB6rQP3nt3/byLnZ2IxWKH4/H4pxoAeFzuC21tretW3rUKnk5mtWiflzAGxhgDQ66IYyrnOnqzBFfDZjAdLk1HMnkpMWRNLldmFomamtrIL/71F+iPJ/8mnc2e4QDQm0jsOXfu3L6TJ0/ivtX3T607M26P6SzMWI5eB7ktPHLPc/MV5xwTjpe9sfLOu2pOHD+JCxc+fyeWSLyZdzCoWsvjNpqef/6F8KTJU/DDLT/a3jM90eDWCS5dqmDvxF7NCRSAOikQhCuMUXHMEDjm3v7jb/+oIRrtxpMbnuzNmvatiUSi7QpgAAiFQneXlZbs3rGjUauorMSmLc+8dShy7HbDELqeA3bC4GCScHxWSMDOgVuaPb2t+t3vPfK9O1P9A/j7v3vC7ov318fj8bdyWFf8YCSbzZ7VNHb+tVdfrV911ypt/bcfq52J2uTBg+//LhWwZ0nJYTtWf6WrcccDGFgLdn5nwkPVD9Q/MLOzsxNPbvhhNpUc+G5vPL7jcqxBjonozwEsBzD5lVde9jy5YcPqTZufKX90/WOwbRv7330nsffDt08dSB41EkZyHPfwmwBAZuTFsBm48GeuWfai2oUzp02fFjKzJhp3NuLFF/+765e//Pfd31q71gLwGYC3GWNNAMCIaBKAJwBUO3uQnZ2d/MyZNv1vn/j+LUuXLq/Z/MyzCIfDTmxW8Y+IVFyWqjKRQkDYNqKxGDb97GkcOXLk7LZt/9F8c12dqKqqYM4LYALQCWAbI6J/A1AGgKK9vSBhoa8vEe+N9TwejcZYU1MTfrN9O6puqkJDw0NYtnwFpk6dCsZUMrFtG22trTiw/11s3/4aotEo1jQ04NZFt6KsrJTCoZKtJaWRiGG4KBKJ5BJWnw4gDedAx+0yMJCywLnQGWOSMabV1NbikUfX40J7B367sxFbt25DMhGHZZkgAC7DhWAojOpx4zF3wS0YP64aVZUVYCoQSN2la4bhIsNlcOS73H5GRBUAHgcwBYABAD09PZROp1gq2V8WTybq4vH4xEQ8oSWSSfSnUkinM7As9RdUw9Dh9XoR8PsQCgYRCodESTj0x1Aw2OrxBXsDgYBdXl6eM2IB4CyAbZcb12wASwBMB1Dq7C4ACJZIJHstM5PWdC2TTmcom80wEtySAFwupum6wbxeDxeCuT0et8/v94UBTTrSJABRAKcAHGCMnbrKjy/bRBjAHAATAFQ5NuAF4IFqAtyOKzKo83MLgAkgA2AAQB+ADgCfAzjBGIsPxfh/6wbDK7xbMFYAAAAASUVORK5CYII=\",\"data:image/png;base64,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\",\"data:image/png;base64,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TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"useClusterMarkers\":false,\"zoomOnClick\":true,\"maxClusterRadius\":80,\"animate\":true,\"spiderfyOnMaxZoom\":false,\"showCoverageOnHover\":true,\"chunkedLoading\":false,\"removeOutsideVisibleBounds\":true,\"useIconCreateFunction\":false},\"title\":\"Google Maps\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.05427416942713381,\"funcBody\":\"var value = prevValue || 15.833293;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.680594833308841,\"funcBody\":\"var value = prevValue || -90.454350;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#9c27b0\",\"settings\":{},\"_hash\":0.9430343126300238,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.1784452363910778,\"funcBody\":\"return \\\"colorpin\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]},{\"type\":\"function\",\"name\":\"Second point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.05012157428742059,\"funcBody\":\"var value = prevValue || 14.450463;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.6742359401617628,\"funcBody\":\"var value = prevValue || -84.845334;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.773875863339494,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#3f51b5\",\"settings\":{},\"_hash\":0.405822538899673,\"funcBody\":\"return \\\"thermometer\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"google-map\",\"gmApiKey\":\"AIzaSyDoEx2kaGz3PxwbI9T7ccTSg5xjdw8Nw8Q\",\"gmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Temperature: ${temperature} °C
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#fe7568\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'thermometer') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn res;\\n}\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"useClusterMarkers\":false,\"zoomOnClick\":true,\"maxClusterRadius\":80,\"animate\":true,\"spiderfyOnMaxZoom\":false,\"showCoverageOnHover\":true,\"chunkedLoading\":false,\"removeOutsideVisibleBounds\":true,\"useIconCreateFunction\":false},\"title\":\"Google Map\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" }, "externalId": null } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/openstreetmap.json b/application/src/main/data/json/system/widget_types/openstreet_map.json similarity index 99% rename from application/src/main/data/json/system/widget_types/openstreetmap.json rename to application/src/main/data/json/system/widget_types/openstreet_map.json index d13a1c3121..7ab5b590e2 100644 --- a/application/src/main/data/json/system/widget_types/openstreetmap.json +++ b/application/src/main/data/json/system/widget_types/openstreet_map.json @@ -1,6 +1,6 @@ { "fqn": "maps_v2.openstreetmap", - "name": "OpenStreetMap", + "name": "OpenStreet Map", "deprecated": false, "image": 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", "description": "Show latest values and location of the entities on OpenStreetMap.", @@ -15,7 +15,7 @@ "settingsSchema": "", "dataKeySettingsSchema": "", "settingsDirective": "tb-map-widget-settings", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.05427416942713381,\"funcBody\":\"var value = prevValue || 15.833293;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.680594833308841,\"funcBody\":\"var value = prevValue || -90.454350;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#9c27b0\",\"settings\":{},\"_hash\":0.9430343126300238,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.1784452363910778,\"funcBody\":\"return \\\"colorpin\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]},{\"type\":\"function\",\"name\":\"Second point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.05012157428742059,\"funcBody\":\"var value = prevValue || 14.450463;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.6742359401617628,\"funcBody\":\"var value = prevValue || -84.845334;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.773875863339494,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#3f51b5\",\"settings\":{},\"_hash\":0.405822538899673,\"funcBody\":\"return \\\"thermometer\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"openstreet-map\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"useCustomProvider\":false,\"customProviderTileUrl\":\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Temperature: ${temperature} °C
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#fe7569\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'thermometer') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn res;\\n}\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAB/CAYAAAD4mHJdAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAACWAAAAlgB7MGOJQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAA3vSURBVGiB7Vt7cFzVef+dc+/d90OrJyO/JSO/4ncxxfULMCYIAyEW08amJJgmM4GmnZjJdNq4gcSGzLQxk3bsaWcaaIHyR8CJrWAbpjgG/AhINsbYxkaSDY6xJFvSrrS7Wu3uvfecr3+cu1pbXhkJs/4nujNndufec77f+d7fd+4uw8gvIxwOfocBaz0e91yXyx0BgKyZiWUz5kcEvBKPJ18EYI+C5rWvkpKSyZGS8LGHGtbQR8ePUUdnB50/f57OfnqWWlpbaN++39O99fdQpCR0NBKJTBwJTfZFE4LBYLmh8+YXXvifKctWrEBPTze9+cbu8/3JVMoWNjwer3/ZsuUTvV4P239gP36yceNZW9CtyWQyei262hcB+7zurU/99Ge3r1nTgJdfevFsqr8/Wlc3rWbGzFkV8+fPr1iwYEEJgLadO3cmbr/jjohh6KXHPjxamsmar39pjoPBYHl5aUnnqZY2/b1Dh9LdPd39kUgk6PP5PD6fH36/Dz6fDx6PF+fOfdZ9+pPTgbq6Ou+aBx+0k/0DVYlEIjYcbX4tYM5pxeK/WKIDwM7Gxt0TJox/dtLESXC53JuHzvV4PBVHDjfvAYDZs+fonMsV16R9rYeM8XG1tbUAgMrKsrDP659DRJ5gMNhbaH5NTU0IAMaPHw9IPv5LAxORy+31AgBcLsO41lwAcLu9BgAYLheIkftLAxfzGgMeAx4DHgMeAx4DHgMeAx4DHgMeAx4DHgMeAx4D/lME1ke7gDF8ltbOHe3W923oEwYi1jxftWfZWgAziwacZkd2pfyN96XN5IIu7dMtIKA9/TI+zqCnFps2Alg5UlojFnVqIHZUlO2sl4RyC4CU+SEEylux8Z/iyc7mrxw4U7UnYwvGpXMYKIgNGdwXC/76C48oRw3sDWfnCgIkARJXcpwbvpA1e6T0Rq5jDr8EAHKA6OpjUOJwfeXAJAEhAXAGgEPKq+dIMVJqowDO4RAAC0rHV21u5LijAJaABAOIAY5Oh15iFMgj1zEpcUuuXjpIWeCouxjAtnIZcGKA5AVFbRfazPUC50QrKe8+Qy8qiqjBYIODA5DgBd1pBO9WRg9sy7yOhXBca+icYrgTOUGOiKnIVdCdisAxJGBTPsYW0nHRrJqgfNmGVtiqaeR1xchF7Vgz40q/BUNmISlcL7CUgJAMnOUiVwEdF0PURIAAVHaC8ucbAiwcQAb1KQpwXMjFrhtYMcOVO8lhOB457ujcKZd9hBguSYwcelTupKyaQWKYJFEU4xJw/Dhfcw29ilSBcNjEoTucFnSnkeOOvvTJpcVC1cYoGB5NAGEQTukjMAzHoghJghyWCRjenYoTuZjKx8xJiwU4LrSZ6waWpIoBjTuRqxDHRUkSUMWAJAZp6QU5FqOw65HHapG3bGVcBTZXDI5VnFaFgBL1yC34uoBJqEJeIwD2MMY1ilZidAFEMlDOqm9UdpJ0ZawumI+LU9ArwhyqWxyNz14XsBAMUnLVH0ttGB0XococdCGWE3XhOV85MF1WV2OY3omK0S2SkxgYAZYYJoAUpcqEEjG/Ru80isA1ysMXYNCnCum4aKUPgTu90w3sFinXL6nO/MadCAhiKloxBjFMeSuK0S1Kylv1cE1bUVoYyHwhoI6bCswpjjuxK5u2G2lcti2jzNCRTluioHEVw52EBA5/2LKsLBL+h2gs/o+Fjpa+MqtmjCbkqQJSYFF3T3zRsPMvA75i7UiBA4FApa6z5+fNnbd6/frHADghk7QdlhAHdMY0KXkZAHAuozaRMDRtKYMdAYDVq1fjcHPTD860nZlsS3qsv7+/+6pNDr0RDAanGTrf85Onnq75/uNPIJ1O4+dbnj34Ot6B4eFLqksqUeEvgcflAREhZabR09+Li/EorLQ4eFv317D2oW8t0XUdu3a9jud/9auztqD6ZDLZOixwOByeouv8D1u3brtpxYrb0XS4Kfbj3//8VHC8d0nDLXfj67OWIeQJgDGADfoOAxHQl05i14l92PHBXiTPp/c/OrFh9vwF8yMnjp/A5s2bOqXEbX19fX+8CriqqspvmunDTz/10xkr71qFnY07Tr1i7aqsLg2Vb6h/GOPCpdAYgTPlNLmF5AzpvBRp74viX3a/hO6+ge47+hZG61fVTz9y+DCee27Lx15fYFFHR8cAcNkPuw2DPXfP1+vvvf+BB7Br967WX9Mbk70eCn33zlWoCrsgKAFBCdgy/2nLBCyZgCUSMGUSpkzC0G1MrKzE0XMt/la9I0QnM+cWL15cmkwmK1tOnwpksuabg8YVifjnhEOlj69dtw6nT51Kv2q96fYG4fG7gbJwFhn7cxicIJgEZwAfEiokGASpWG1KhvIwg1/91ti1N9DEJ7ZOzKxdt87T1Nz8A67jv2Kx/o85AJDk//zXjzzCAeA/D7zU6PZjkkuXcBuEjN2OrGiHabfDFB2w7HZYoh3mVaMDWWdu1m6Hy5Bw6RIuP6b87+HXdgDAww8/zIXgGwFADwQCFYFA4BuLFi3CoUN/6LRmyL/y6gSXTtC4QDTVgQo/B5iEJFJ6Rt64lI6Vfi3JYBFHd1JA5wIunUNIQvpr/C+bm5u65s9fWBnwe9dISWVc0/DNhQsX6gDwTuuhd3WNYOSGTjjSehGp7EVYsguWuJQfssu51wVTXIIpLsGWlzBgXsSRM5dg6Hk6uk787Zb39gHA7NlzDM7xoM4Yli5fvgJSSiRmmbP9HNA0Qm4D6axEc6uJ6eOzuCloQuOOjlneqiUx2BK4lDBwut2DTFaHoXFYGilaHEjMMOdKKXHb4tvw/nvvL9UZ+Lyb6+pw/PjxpOZhsziX0DigcYLG1QaEBD69ZKA7wRHx2/C7BDSNwEi9AEmZGmJJA/1Z9SJM12hwvcYBzgmaj89obW3pr62dGmCcz+cuQ68GgEtdl7oYU40CZwSeW+As1rmy5KzNkbY1WILDlOp71ubgnKA7czVO4NyhwQhcFS7o6urq5pzDMLRqnXEtCACpdCrFHOHlAsTgYEq0nCnj0jnBY6i8KCTLBxbmzB2yPkczmU4lAYAxHtKFECYAPeDzBQZD4GU+motMueXklECWc7QkSaVDGoTAVetz8AGfLwQAQoisbtt2N4BJZaVlpZQjkntdS8w5UFOFni0YLMGhWfny1rbVPVuoOVKyK9ZeTrMsUl7qAHdzkPyktzeG2tqbw8KihCQlPjVUl2hLBkswmDZD1mJIWxwDWTXSFkfWUs8sZ64QzlqHjiRA2tQ7ZcqUYCwWgyT6hBNjb+3ZvQehUIi52tje3M6FyHHIYNkOqM2RsTjS2cuAs+pe1uYKPLcBkduA+m60sH1+v5/t3fsWGGP/x6VkjR98cAQAMNc7bXJepAyWzWHaimjW4siYDGmTY8DkGMhqapgcaVM9yw5ugMOyeX4DkmGub1otABz/6DiI2O94IpE4E+3p+aCzsxP333PfAvOi2G8JBtMRbU68GZMj44Ao0BzXmgOsRk7spq1oWILB6rQP3nt3/byLnZ2IxWKH4/H4pxoAeFzuC21tretW3rUKnk5mtWiflzAGxhgDQ66IYyrnOnqzBFfDZjAdLk1HMnkpMWRNLldmFomamtrIL/71F+iPJ/8mnc2e4QDQm0jsOXfu3L6TJ0/ivtX3T607M26P6SzMWI5eB7ktPHLPc/MV5xwTjpe9sfLOu2pOHD+JCxc+fyeWSLyZdzCoWsvjNpqef/6F8KTJU/DDLT/a3jM90eDWCS5dqmDvxF7NCRSAOikQhCuMUXHMEDjm3v7jb/+oIRrtxpMbnuzNmvatiUSi7QpgAAiFQneXlZbs3rGjUauorMSmLc+8dShy7HbDELqeA3bC4GCScHxWSMDOgVuaPb2t+t3vPfK9O1P9A/j7v3vC7ov318fj8bdyWFf8YCSbzZ7VNHb+tVdfrV911ypt/bcfq52J2uTBg+//LhWwZ0nJYTtWf6WrcccDGFgLdn5nwkPVD9Q/MLOzsxNPbvhhNpUc+G5vPL7jcqxBjonozwEsBzD5lVde9jy5YcPqTZufKX90/WOwbRv7330nsffDt08dSB41EkZyHPfwmwBAZuTFsBm48GeuWfai2oUzp02fFjKzJhp3NuLFF/+765e//Pfd31q71gLwGYC3GWNNAMCIaBKAJwBUO3uQnZ2d/MyZNv1vn/j+LUuXLq/Z/MyzCIfDTmxW8Y+IVFyWqjKRQkDYNqKxGDb97GkcOXLk7LZt/9F8c12dqKqqYM4LYALQCWAbI6J/A1AGgKK9vSBhoa8vEe+N9TwejcZYU1MTfrN9O6puqkJDw0NYtnwFpk6dCsZUMrFtG22trTiw/11s3/4aotEo1jQ04NZFt6KsrJTCoZKtJaWRiGG4KBKJ5BJWnw4gDedAx+0yMJCywLnQGWOSMabV1NbikUfX40J7B367sxFbt25DMhGHZZkgAC7DhWAojOpx4zF3wS0YP64aVZUVYCoQSN2la4bhIsNlcOS73H5GRBUAHgcwBYABAD09PZROp1gq2V8WTybq4vH4xEQ8oSWSSfSnUkinM7As9RdUw9Dh9XoR8PsQCgYRCodESTj0x1Aw2OrxBXsDgYBdXl6eM2IB4CyAbZcb12wASwBMB1Dq7C4ACJZIJHstM5PWdC2TTmcom80wEtySAFwupum6wbxeDxeCuT0et8/v94UBTTrSJABRAKcAHGCMnbrKjy/bRBjAHAATAFQ5NuAF4IFqAtyOKzKo83MLgAkgA2AAQB+ADgCfAzjBGIsPxfh/6wbDK7xbMFYAAAAASUVORK5CYII=\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"useClusterMarkers\":false,\"zoomOnClick\":true,\"maxClusterRadius\":80,\"animate\":true,\"spiderfyOnMaxZoom\":false,\"showCoverageOnHover\":true,\"chunkedLoading\":false,\"removeOutsideVisibleBounds\":true,\"useIconCreateFunction\":false},\"title\":\"OpenStreetMap\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.05427416942713381,\"funcBody\":\"var value = prevValue || 15.833293;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.680594833308841,\"funcBody\":\"var value = prevValue || -90.454350;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#9c27b0\",\"settings\":{},\"_hash\":0.9430343126300238,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.1784452363910778,\"funcBody\":\"return \\\"colorpin\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]},{\"type\":\"function\",\"name\":\"Second point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.05012157428742059,\"funcBody\":\"var value = prevValue || 14.450463;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.6742359401617628,\"funcBody\":\"var value = prevValue || -84.845334;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.773875863339494,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#3f51b5\",\"settings\":{},\"_hash\":0.405822538899673,\"funcBody\":\"return \\\"thermometer\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"openstreet-map\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"useCustomProvider\":false,\"customProviderTileUrl\":\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Temperature: ${temperature} °C
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#fe7569\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'thermometer') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn res;\\n}\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"useClusterMarkers\":false,\"zoomOnClick\":true,\"maxClusterRadius\":80,\"animate\":true,\"spiderfyOnMaxZoom\":false,\"showCoverageOnHover\":true,\"chunkedLoading\":false,\"removeOutsideVisibleBounds\":true,\"useIconCreateFunction\":false},\"title\":\"OpenStreet Map\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" }, "externalId": null } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/route_map.json b/application/src/main/data/json/system/widget_types/route_map___google.json similarity index 99% rename from application/src/main/data/json/system/widget_types/route_map.json rename to application/src/main/data/json/system/widget_types/route_map___google.json index 9584c5a657..22bf71dfca 100644 --- a/application/src/main/data/json/system/widget_types/route_map.json +++ b/application/src/main/data/json/system/widget_types/route_map___google.json @@ -1,6 +1,6 @@ { "fqn": "maps_v2.route_map", - "name": "Route Map", + "name": "Route Map - Google", "deprecated": false, "image": 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", "description": "Trip animation on the Google maps. Allows to visualize location change over time. Use Trip Animation widget for advanced features.", @@ -15,7 +15,7 @@ "settingsSchema": "", "dataKeySettingsSchema": "", "settingsDirective": "tb-route-map-widget-settings", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First route\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.5851719234007373,\"funcBody\":\"var lats = [37.7696499,\\n37.7699074,\\n37.7699536,\\n37.7697242,\\n37.7695189,\\n37.7696889,\\n37.7697153,\\n37.7701244,\\n37.7700604,\\n37.7705491,\\n37.7715705,\\n37.771752,\\n37.7707533,\\n37.769866];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lats[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.9015113051937396,\"funcBody\":\"var lons = [-122.4261215,\\n-122.4219157,\\n-122.4199623,\\n-122.4179074,\\n-122.4155876,\\n-122.4155521,\\n-122.4163203,\\n-122.4193876,\\n-122.4210496,\\n-122.422284,\\n-122.4232717,\\n-122.4235138,\\n-122.4247605,\\n-122.4258812];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lons[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Speed\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.7253460349565717,\"funcBody\":\"var value = prevValue;\\nif (time % 500 < 100) {\\n value = value + Math.random() * 40 - 20;\\n if (value < 45) {\\n \\tvalue = 45;\\n } else if (value > 130) {\\n \\tvalue = 130;\\n }\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"google-map\",\"gmApiKey\":\"AIzaSyDoEx2kaGz3PxwbI9T7ccTSg5xjdw8Nw8Q\",\"gmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Speed: ${Speed} MPH
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#1976d2\",\"useColorFunction\":true,\"colorFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n if (percent < 0.5) {\\n percent *=2*100; \\n return tinycolor.mix('green', 'yellow', percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', percent).toHexString();\\n }\\n}\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nvar res = {\\n url: images[0],\\n size: 55\\n};\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n var index = Math.min(2, Math.floor(3 * percent));\\n res.url = images[index];\\n}\\nreturn res;\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABdCAYAAAAyj+FzAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAH3gAAB94BHQKrYQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAACAASURBVHic3bx5uF1Flff/WVV77zPeIQMJIYQxYRRBpBGcQFEEbVQQUXB6xW5tWx9+Cm07IYIitiJog2P7qu3UCN22aDs0KIIyg0CYyUhCyHiTmzucce+qtd4/zrkhQIIogz6/9Tz1nHP22buG715D1VpVS/gLktnZjg3P2wGz3RC/N9hBCHtjMgOxGjDZv3UAkyZim4EHQO4i2j3UkxXUb9kkcrb+pcYgz3aDNvLjOah7BSZvRnwLX/8D2axILM0Dtx9ODgGGt/P4GNgtqD6A764i3+iJ44dC9CD/jaRXyqzXrHs2x/OsAGhrL9sB8W/B7ARKwz/H7TAE2btAZj89DbAW6X4HHRknnzgW7KdU5fsyeMKmp6X+J6BnDEAzhLWXHYz4c3GlG8l2HgL3frDsmWqzR5KDfpnOykkIL8D4OHPecIcI9oy09kxUaut//CKCfp7qtMuwwb8DnrOd5nOcXIfJCryAOgEpASUwh5HiBMwKEAW6YF1chIghthtqL97uSxG5C8a/TXvsBLx9VGa/8Yane6xPK4C2/kd7EuWblIZ+itU+BMx93E1OFmLchqQpTmaDA0kAlyDSwSwizkAFfN84RAfOQASLCVACDVgAESOGDZjmSDwEtYO20bVVaPMCionjiPoe2eXNy56uMT8tAJp9I2X10GfxyQTJ4GtADn3UDd6NYv5niKtgyQxcYjinkCSYi3gHikeSLhDwXjHzTNlWB4hEYnRAgoUSmIIqxAQsYEFQA/JRNHZw+lqiTn90R/VGYuNKQl5j/cTH5JD3FE917E8ZQFv23b0oJf9GNnQd8PFH1y7rkORKLJ2BTxJcAqQOSQyXGEiC+IB4wZxHXMABeIeZQ3q/MBQRhdiDNGqCaMSiYTFBKIiF64FYKBbAigKLD6PFsYjt+uhOcwHdiUMRe5fMe8uSpzL+pwSgrfje+/CyK1n1dcBeW/7wMoZll4Kfhy95SARXMsSDSxxkIInifIK4gHpH6kAlggjOOwTBJEFV8FIQDcQCGIh6ighOFdMELQKYYF1Bg0KgB2ZuxG4kFqvw+cmoDG7V/cXk7Z9iulx2efvX/1wM/iwA7bLLPIe1v4m4RSTJuWDJI/+675OUB3ClCmSC9yA1cKn1dF3mSFLDRJEsAYk9wJxSTEzQGW3TXlEQC6G7sde/0gzDZ0Zlt5Ty9Arp4GBfnBWCgxghOkIhkBsxGK4QYgs0gHZAQxPtNLH41q2GH4jhNFRfwrzK20ROis84gLbkohLp4C/IuAXso1v+UFmLlK4gLc/Bl4AMfEWQDHzZIAFJhKQMLgWzhMayjTz0kyYbrt2T2Nq3a5WFE3HWqgYzNxeU81ao5ADVpJ2ldLI6G6YN+o3zStI+CF+9n1kvWcYub6hR330mIgEtIHSAYFgOVkDREegYmoO2QfOHCJ3X4thqDirn0rUX0Kr9rex/Uv6MAWhLLiqRDPwPafdBxN79SC3yS1y9S5JVoQpSEnylB5wrgSvTAzCt0Vqzmfs/32By8cs2xZ2vXGJHjo/KnlVz1aEsLZsXKVQkpIlXTHo6T8wFjU5iTELULFpEQmN8Gsub87lq2gy/5pUM7ftb9jtjgNJO07DQQHPBerMeYqsnztaGmBvabhNbVYivemRwfJWitADktbL7OztPO4C25KISvnolWWMN8OZHasj+L5Luih9QfAWSmvVEtwquAi4DyWay6aYHuO/8A1phYOkd9sbVTbdgVlYqJVk5wycpWZaRJY7E+2i44L2Y0Zv8CkgMCMQ0xOCKGAndnCJG8m5ueacba7pkw/Pksp2rvrkH+3/kXqY9fx+cbiA0HbEDdIzYBmvRE+12l7y1GRffsRUj/JBubR6xdbQsOK37tAFol13mOXjzzymNrQL+/pGnS1/FZXvg64IfAKkqSTnBVRRXEaQ8g7HFK7jnU/NHde7tC5N3RpKB4WqpKuVq2cpZSpJlkvrMSqVEvE8ty9JClSJJJIr44BwWY0xjNC9iWZ4HH2OUdrsjzpm1Wi3X6RTW7XZpdNviwsToQfodP92tPpj9z1nG8Pxd0M4mYtugEygaGdpWQgO05aCxFI3/+Mhg5WsUQ3vx0Npj5GVnh6cHwCVfv4x0ZAViH9py0WcXIpUDcPVIOiBIFZIauKrgKg6z2Sw8c0m72XK3uA+MuMq06dVqzSqlTGq1uqVp6iuVsqRpGtIsM++ceO8NEQQi0AGmuKAElAEfYxTAQowUeZBu0U3zTkc7nVzzvGOtVpdGqyHa3rTpUPvSjpVyreDgc/dGZB3aVrRlFE3QlmBtoxhXtPUQlr/nEVTceRQzd5c9/+GUpwygLf7Ke0jHykjrS1suavpV0vqeuDqkdUEGlKTsSQYUqcxmcvky7v38c+6yt/xqvHTwvEp90OqVTKrVitVqNcrVasiyTBLnUhEBGAXW9ssqYD2QA1MT3bQP4g7APGBOv0w3M4kxxm5RxG67nUxOTkq7ndPO29YYb9pQ55a1z3U/Opb9P3wXA7vtgbbXow1HbBk6aYSGoA2hmFgK+ggnxoEPYENR5r/3y382gHb/xQeQFm/Gr/0ImOuD9zXS6p4kg4ofBKkJyYD1gCzty9IfXlVsumuXm7NPrC6Xh6sDA1XJyhWmDQ1ampa0XM689z4FNgP3A0uBdr8vSk/veXpceFj/9y39/6ccAq7/vQLsCewHDMUYQ7fbtWaz6VqtXJutCWt3OtJubBo7rPjMXsmMA5cz/60vJ3TuJzQEm1TiREJsRsKEElqrcEWfE0UJcz4P2Q9kwfvv/ZMBtD98I6XW+QXZkj0Q9uzdLZcgA8OkdYdMF5KakgwK1AWfPof7Lr52vJk27qufVq0PDKTltOoGBqo2OFi3crmszrkB4CHgAXpc5vpgSf/7MFAD9gVe0AcHYAlwK3Af0AQm+gDrVmV2H8i5ZtZpt9s2MdGwRqNJq9WUVqsZ9m1f1BqqxAr7v++laH43sWHEhhAaRhjzMBkJExNgJ/XhWUK+YDVx9FWy/9nbnN4k27oIQK39FUqLFmLhlX1beB+U67jMIRlIGiF1kApen8PCzy0cYZ91Dw2/dadp9ZqrVWtFrVZLa7UyWZaVRGQc+D2wiR73zARKqhqccwqIquKcmzSz14rImUC135uWmZ0nIrf0fw+oqjjnhJ54d4AGPU6dJSL7VqvVoSRJOlmWSKmU+KxSssVjH6zOa/5g8453nn8bzz3tEHzpDrTrECeQKnjBJSmhdQ+izwEWkNx/Oez9ReB924Jpmxxo91+wl0rjjc4vO7d3wQKu8kP84CyyIUHqgh82/ICQVA7k3m9evybstXb98FtnD9Xrrj5Qp5RlWq/Xnfd+AFgILANSVfVAHZjVf4E1EZlhZs8VEWdm3xCRD/QBfqSjIhtU9SIR+XszUxG5T0Q2quokPV25EZjsv4wA7AI838wajUaDZrujk+NjyWSzyZzJ/3pwTnrffPb5u79B2wsJEylxUonjkTAhxPENaOcURBIADfM/6bT+H7L/6Uv/KIBmiN1z/tWS3TqESM81JMlXSQb3QIYgGwQ/CH5QoDaflT+7cXNjYGLl4Lt3qA/W3WC9rtVqxdfr9QxIVPVeYKNzzoCOqjpVLSdJUg0huCRJusC4qp5FT7wPAlYCP1XVkf5zs4DXAbsCtwN7OOfO7nNiRk+EWzHGwntvzrlSn0N3APYzszjZbE50Wu1sfGKcZqNtu05+ffO0aitlj+NeSphcTGyATkCcgDhmhInlWJziutst/E1D9v2nIx/rmH08gPd+7ijSpc/BRnpW1+RWXGUd6WCGH+5xXjJo+MFhRpcu6q6+a2jJzHO65UpdBgeqbmBgwMrlciYiqqqLnXOFqk7vc4WPMRpQTZJkB1U9FEhF5Fwzu9DMbnfO/VBEXqyqrwGmHKW5c+4XZnatqr5dRA7y3p+uqh8DVFVvE5H1QAtwIhLo6dSNzrkKsEeMMQ0h5GNjY9rpFH5iYizutemTrjTvuS0G91iANcYJE544HoljQpyMxOZcsAN7SM3+AHHPhbLvP/9ua7zc47jP7OPEhz+KdcA64MIdSJKBBxFFpPcGigmx1Tc/f9G0syZrtZofHKi5en3AyuVy0gfveufc5qIo6mZWAWaZ2Rzvfdl7/3AI4SozGzCztqqeG0L4ELCPql4QYzzezFRVH1DVB8xMY4zHq+qFwHwzOyOEcF6Msamqg865K2KMK0XE05vaTDOzUgihqqojqnqD9z5kWZYMDAwmpVJGvT4gS6af1baHbzyY0FQwD67nzBVngMNz4xYcbOXHLMRzzEy2CyB3nfdicQ/8FOvMRrsQu78A2xWJYCaY6zGwxf1Y+quwbNrp19QHB6u1Wo16vUalUk5EZGdVXaiqQ3meO+/9BhFZrqqr6OnAE83sH/ttV4HvAB3n3Plmttg5d6Zz7sNm9i0zu69fvqWqH3bOnWlmy83sAhFpiMh/0JtgO+/9e1X1TTHGATNbb2YPOefGVbUEDKvqQmBOqZS5wcE6lXpdqgODlWXTP/Iblv48RePeOOt5wrUvpZrvDt3/7WMxS9zi/+aezx2+NWSPssImeqbY4j23XJDSeszvBAJODFHBWcrIA1c1sr1zN7DHjqVKhUqlQqlUcsA8M3tQVV8MNEVkjqoGEVkLPKCqVwEvA3Iz+yDwG+BMEfmtmV0hIifHGM81e3T8Z+p3jBHgTu/9h4qiOM4591ERuTKEcIb0JCMTkSuAGWa2v3Nujpk5MxsFEhFZ7ZybWyqVHq6pOrQaJuPOcxvNve6sjy2+l+Gdd8EkIAJ9LFHWYFMLokXvN9vzQWCLE2ILgPbA53bS7qrfi3WP7l+6GvxcJPRG4Kwn5LE1l/FVu63e4fM31CsV6pWKZVlm3vshVb0S2BBjTAG890PAAar6ahE5EjjPzOohhLO89xeaWQ6caWZnAS/vA3Wlqv5eRFqPAbEmIkeIyCtCCAeKSEdEPqaqfw/MVdXTReRCEXHAe4B6COEqEbk7y7LNIQRCCEWaprO894eWsmyTxuhDCG7NzH8s77X+jBcyML2AsBIxQ0xwKgTdCcl/h9kRwAJh/fds4blz5aAzVz+aA7vtE527fi7WXz87/wCwO+ZAVIgFuODZuOqmkfrrJirV+k5ZkkiWZWRZtqOZbYgxHglUnXOJiKwMIdyRZdnVIYTXmdl6EXm7qq52zn1BRD6gqv8CnAtc65z7sarua2avF5GjeQyJCH3R/IaZLXLOvSHGeB498f+AmV2oqqu89/8nxjgmIrPSNL0qhDAjhPBiM9sdiCGEpvd+JE3TOTHGDZVyOSpUNtVe/fMZI9cNMn32LliMmBnmIs4ghnshHtHrybU7Iq9/A3DRFgDNEL1l/U6uUhzRN8wbUD+vF8PAepecoHEandburbkvv7mSpZTLFSuXywnQCSFc1xezIefcc83sOOCQoig+18fgy2Z2gZl92cyON7MvAb9wzl2vqqfHGKfW2rmqLnTOPaiqK1XVJUkyD9iD3grlPX0wNwIfU9WXmNmXzGyVmf1cRN7rnDtdVS+MMTpVfTcwA/gVsFBExsyscM4dVy6XnRmxiGqTw6/cYcbqKw9nmo6CbEREURFIDPW7IGETyAwIL9PO+oZZ7516gLOP/budTZfuIXp3FT89Q9yvcaUhpNTzKLuy4TJlcmLZWPqi+2P9wIFqtUq5XDLv/d5mdqeqntLXQaNm9gBwrIisMbN5fZ10sHPuJ8C7gbu9919X1XeZ2dH0ph8Xq+p/A8tFZJr1RObFIvICM9vVzB4Efq6ql5rZXSLyfOBvRWRXVf2EiMxxzh3vnPt2jPEdgJjZcF+kZznnvuGcK6vqwar6ehG5XUSeZ6YbBcOMxIrx20v5is2UXA0NPYesRgfqIf4Bs5l0H/yDWHUZq45eec63/jDpALTg1c7dNouox9Nafh1KgKRnrhWPakKINZrtlzSnv7ZWq5UlTb1kWVYG1hZFsczMFpnZ61X1VBFJrfeKvm1mL+nruLkhhKPN7MNmdngI4Twzu8Y59wHgWjP7sIhcaGbvV9WXqGpZVVv9UlXVl6rqaX0996GpZ/v68jwze4GZfTiE8BpgjpmdZWYvCSF818wwszSE8E4zO9HMVqnqMhFZm2VZ4n0qWVay1ow31Gg0DydaBTMH3qHiEGeoy2kuv4YY3wy3zUL1WOjLq133ritxP3w+2HSgQTrwc8p7DeBqDl/ueVxi1o7Nimza5VNFqVqlkmWSpulBqvrrT3/603bTTTed6pwrPVZ3/TWRqnZf/epX3/ye97znZzHGwVKpNEtEXhVCuL3b7dLpdGzmio9XZKBb4PIKoQXSNEKrS3dJh2LytfRiFqMWTvmDe+m3X5WYne30+kUbnFkvCC38L0U+HdZ2KO9uSMxw0Wh3xyanvXHCe79TImLee8ys1O125998881HOec46aSTfrd06dIlCxYsWHDvvfcu2n///fdutVqNPM8LYNqvf/3rI733d5xwwgnjU4MaGRnZuHHjxk2zZ8/eYfr06dMvvfTS/VV12pve9KbrZWrSvhWJCHfeeWdz8eLFr5kxY8YtL3/5y1t9cOyBBx5YMn/+/N2yLMtGR0c3XXHFFUclSTI8MDBw1THHHON/+ctf2hVXXPGyer1+/ymnnHJkURSrsiwrpWlqeZ6Lc07Gh49bOty4ZJB6UcXFnh+gvcbQfAbGlcDrwaabdcfMznYJt66Yha2+A3hLr4tuBGQIbWe0V7Yp7xlJY5mQPjfUD16YJok453DOzVTVmycnJ1/kvXdFUXROOumkF8cYJ0XkkBNPPPEgM/secBpwu4hc8etf//rI4447bvyEE07YDNwAvA04cqt535L/+Z//WTk5OZmedNJJP6PnsgJIY4xVYHfgqGOPPbZ26qmn8sY3vjE/4ogjqsB/xhhf6r1/N4D3/lxVPfG6667b0O12hy+++OJ9yuXywAknnHD9qaeeuujHP/7x604++eQlIvJKVf2ZiMzy3m/IshJh2iE1Ri/dn8I2o/lGOg8NQLeKCuDWYr04l0tX38rNuoOjU+zpdHHSW2EAKiWE0PO2FTW6K0qE8fWmyXBWqdfTNLM0TUVV91fVDVtzhqp+xjl3HHC+mVXN7FQz+5CZHaSqHwVYt27dGjN7jZmdr6r7hBC+r6qnq+q5ZrYsy7LEOSchhAtCCF/ql/PN7BwzO8HM/tBut7/Sr2uVqh5iZuc7514FnA98N8Z4ppnNz/M8AmRZNg04X0SOPeWUU64WkTkrVqy4sq8bVwP7eO/FewdpdQjxMwgTG2g9tAMxr6BqGBGTdAtO4QFH7ua7qLoXrjHvEQBtGmopph6LghZCc023M/yCr5mZgk2tCBpm1th61aCqJ5vZ9WZ2DvAZoGlm58cY/11V/y/ATjvtNBe4S1VPB74FvBG4EDhTVY9xzomqmpn9j6r+SFV/FGP8jZnd1Tcmx1er1dMAhoaGZqvqN/ov4D5V/ZCqvkNVvxljvDTLMm9mOOcuNLNPm9mNr3zlK1+oqvHKK698oZmpmY2LyIRzzkTEvEinW33ORbTXdqEbUQUjwUiINn0LTtaYi9meiWg8ACkO6GPQQaRCtBwfCyIlEEOHO6jf1bmkSJIkAENmtjaE8KrR0dHvAh/pc+FewMMxxt+IyDkicq2q/peIvK//tlm+fPnyGOMxwIV9Sz1mZpc75xYCRbPZfDO9KcjuZlYDMLMNZrZSRH6rqqsnJiYAzldVAd7br2d1COHMNE33VtW/FxFijIv6n2c6537rnFNVPRxYd9ddd80xs/NDCMc659aratk5twFI1dUXEJM2lnchRlwUMI+TKpCjZEjYT0PsJBJ1fxwHA2ByD6KG8wENAWcZBYKUM4b2ayeJK8eolqZJbma5qh5YrVbX98FLb7jhhi8fcsghpyZJsjbG+Enn3Dn9acyXVRURef+ee+65B70A0b/EGDc5514A/G0I4c0A1Wr1rna7japuvadwd9VHtkEPDAxM9EV4tYicEULY0Xv/9yJyboyRGOMX77vvPpfn+SnOObrd7qdKpdJbzGxP4JMzZsw4ft26dTNijEc65w4ErnbOdfO8GEqSxJLpB25ktFzDaUSDoNERDEQdjvsxDgQ7VFRDglgZo95TZPogJlUsRpCIRkEAqQ672ryuiQQRSVV1DzObEJH/k2XZJ/uK21988cXv74vyHqr6MTMbT9O0VSqVjqHn9OTyyy/fddWqVfckSXJ4lmU2PDxMjPFmVV3TbDZHNm3a9Gag+pOf/OSHSZL4iYmJep7n3YmJCdm8eXPsdDph06ZNOwMvufLKK1/5+9///tA8z2tFUQB0RCTz3n8QwLmesynP83enaTrovf+AmV04f/7862666aY9RWSWiLwjxniqiOyRJH5pURQastkxteowRW6g1tsVZgZiRHsIOBBjEI2VBNXe3kUAtSaQoma4QsEJFoQ0rbq0hjmX9yTKhoHRWq32yRUrVnyn2Wx+qlqt0g9R4pyT/pywBAx1u48E+WOMu91yyy27sR1Kkt7y/PLLL3/L9u6ZIhGZ3e12Z2/93LZo2bJl//2c5zxnLvAl4L4sy+7tdDoHxxg/MzAw8KlOp7PUzIaT3to+NwYMyUpYXiBqRAOHEdWDTiJTLkHFoYVsUYxCCwgQlRiFEAQtDEmHVBLnvS9UNdCLV7SA3efOnfuqkZER1qxZQ6PR2OJ6+muiJEkOFZHXmdmFIvK5I488UkZGRkoDAwOvA3YVkWY/LlOYmSVpDciGevtrQi/Or7FvPGg/YnCDc72NnvRKdEqkidDEaKK2DmMN4hLvk2az2eyISINe7GIDgPd+N4CiKNi4cSMPP/wwo6Oj9EXqr4IWLVp0D/B3RVG8Kc/z7+y9995Lgc7atWt9/5YNwKoYY8PMmnnezXGuRKBFpAk0UBqYTqDoFrxMSTDskTCJ1VCGCQgmZg4vZoZnMoa8UqkMls0siTHuY2YPbauzMUYmJiaYmJggyzJqtRq1Wu0JReyZoKIoaLVaNJtNfvCDH5RGRkZeOmfOnN/ssMMOyxcsWPBGEVl37bXXPnDyySc/L8Y4R0T2EZGFIhLE2ySiE5jMwBCi9QL+Ig7byotvWALxkXi/yRCQRMU5jFhYCXGaxDgeuk2DctL39TXpBcCfkPI8J89zNm/eTJqmU55rSqXS0w5oCIH+epZOp/MoCdiwYcPJ3//+9x/3zNe//vWFJ598MmY2ADRU1RVF4V0+TmahEYxpBBVBAog6ByJWe4ThIglqG3CyCmwepkNmKIZEwUV1DlTF8gZx3GBGGmN0fZ3x+B34j9Bm59xD9BjdqequRVEMbz2oJElI05QkSciyjCRJcM6RJAkissWCAqgqU/NIVSWEQFEU9L3M5Hk+NbnfFq1yzo1OratjjPvTC8azadOmV/bvmWNmDeecxBgTjZMSi9CIQYcR5zykeFUiINQQAZEHzeLaxDTeLUYKzEPcAWLcY6ZmipppjMFI8tEGzeXW9TtnWZYCrFfVA+jtBngUOefuEhEdHh5ePnPmTN2wYYMbHx8HWNV/BmDL4J9BUu/9LWaWzJ49e/nAwIB7+OGHa51OR60XtdsdyNevX39zrVY72Dl3dwghiTGaH1+UabGpFQszEg3OgSgizjnE9u8bkdscdqczC/ejyeL+Mm6WYQ3MopmoBefMJOk21laTxuKKmbrY83aPmlkSQrgeoF6v/wxARO4WkearXvWqHdI0PcE5d2KpVDrhqKOOmiEiLefcfc8kYluT9/7mUqk0/qIXvWh/7/1JaZqeOG3atGOPPfbYrohMAmumTZt23ZIlSxaaWaqqm83MVFVKnQdrne66ajRJXHSiEcQkGjaO0lvOkSxB7QHnE1lCHFyLWc+3H2l5xKtapqYuRpNue6ySFSsXhKCxv05tAHS73dWPEZ3k2GOPnT4yMjL3C1/4AqVSic9+9rOMjIzsfNRRRw3S24X1bJysXGlmpec973kvnT59euUTn/gE8+bN4/TTT+fee+89/MADD1zhnFvfaDRmttvtrK8eGj3VECzLVy0IjfGKRiOqOtRSU0vFaE3hRJi2nsKWJ2xuL9fa7Nc7t7HXtLNGjOwgaoWpYEoSY3emaPeAPG//CkoVEcmdc4QQ5l166aVXNxqNI5MkuQ6we++99yWHHXYYt912G7vvvjs33XQTCxYs4NZbb91XRK53zt1mZjOfcPhPkURk0+zZsx9cuXLlwcPDw6xcuZKhoSHuuusuDj30UFqt1jELFy5cVhTFXO990teteVEUxJi3he4+MXYjgDnUjAg4orWm9nJo2GGmm2bLEnnrzRP6k8MPe8QS41EwkwTFFIsaRIr25qt8vmY8uHlV770lSbIaOOKFL3zh/y5evPhKgOc+97nV733vexx++OEsXbqUiYkJ5s2bx2GHHcbvfvc7jj322MV33nnnI6HUp2nSLfL4PVJHH3307BtuuIHjjz+eK664gvHxcV7xilcwOTnJ9ddfnx1wwAE3NZtNt+uuu74GeKgoCosxGq1VY3lr9CoN7CjO1KI4ExEUxZNN4SSUXiwvu+YT/bCbbRLldoSDMTnSO1seogU1cTEXb2YyvvaOscHB31dG0zdrjFG893cDx+yyyy4bP/OZz5yqqqgqt9xyCz/72c94xzveQQiBgw46iO9973ssWLCA973vfe+cum/Kom5tXacAfeznFEBbfzrnEJFHfe87erdY8F/96lf86Ec/4rTTTuOaa66h0WhwzTXXcPDBB/O2t73tnd1u99uqOlNVfwVYu92VOe3rapMjCyei2lwfxXDOnMTgRQSTl4OB8QczVkJvcyPnvGnuJDI+ihWvAKaJ2kIzqmoiqhBUpNMZr8/ace8j1snzljrnvHMud87tF2Ospmk6bGZOVVmwYAGXXHIJeZ6zdOlS1q9fzx133MEZZ5xBrVZ7FHjbA3Lr348t2+Pex3KhiDBnzhyuuOIKGo0Gq1atYs2aNaxfv54PV+O33AAAECZJREFUfehDJEkSut1uDZihqre3Wm2X5+3unPy3x2548Kpu6sV7QROPpIL3XkYxDu8teev/Kjrjl+dctnpF71W1uFnjzvVHnIV+rSBCRDDBDDWl3GmM/LrUWTbS6XQkxqiqehuwT7fb/Y+pAe68885cfPHFpGmKc45SqcQFF1zAnDlzHgfSE5W+W2pLeTLPPBbsww47jLPOOot2u02e5+y1115cdNFFZFlGv8/7qOqt3W5Xut3cyvmDGzutkSs0UlLFMHEoiIlhbJjCR8PcIWLj1p4o90kvPegaSe/bC2wOcLsZY50CaRdYNzfJI6gbWL3LIe+euyh9+4ZSqSKDg3UnIieq6n3lcnm3vsf4cQP+YwA8lgufSISfSGwfW7z32/s93ul0NojIfFX9z0ajRbPZtP35wZyVt/zbKomTcyspVkqFSoaWUkSEGcCBmKy2uN9id9LCl8NWu7NU9UKsdHEf5YMFNgjgpLcBFpCiPbkTYbKgvXp9nnes3W6rmd0I7Nduty/dlsg9FpjtgbctDvxjL2B79W2v7anS6XQuN7MFwPV5nlur1RLXfXi9FRPtojM5B3D9bXwighNYh3Fgb65culgtfmEKty0A+qHWFZrvNG/LPEddI3WGiLkE8JiKt/TB2340viD9/X7tdtva7bZ18/xhM5swszfGGK/bnu7a3oC2J7pP9P2JxPaJ9KeZEUL4dYzxFBEZy/N89cTEpO902rpP6boDlt98adNjPsE0wSQRIxEDle4ULhp3nu/Xt696HIDy6qVd1Asql/ZMdXy7F5ssiUURvDcRr1i3NT5DWxsmKvnitZONhms1m1oUxdVmVu92u0NmNj4lftsb2JPVgU9WBTwWzG2B2O/ThjzPZ5tZmuf5NZONhmu22jpkS9fE9sho0R4fRhDvRRMxSxLDY2OIvq0nmXIJKm05bWn3cQACOHFna5hzX1+MM8ytS5yId+AEBMErsui671b3Gbjn2G6n02w0GrRarY6ZXQUc0Ol0rrZetOsJOWFbYG5Ld/4xffpk2zGzTp7nd5rZc4HfdDqdvNloWrc12dqrfs+rF1373YokvU2ECeC9+FTEsGQjPbcfxLlLXJJ/+lGYPcr0n3LPerS8D/DbHhfaWxOxsVKCeYdkHhMvRAvDS2/58Y0H1X9fGZ9o0Gw26Xa7m+htAH99nuc/2NoIbP35ZET6sRZ4ayCfTB3barvb7f48xvhK4A+NRmt0YmLSJpsNe/70m+tLbrrsRrUwLe0fB08F6Z2rtzGI7+jpPq6MoTRfTlo6sl0AATq+/U+az76h/1AVlZg6o5xg3uNSj6WefHz9kj1orrCdSsvWTUxMyOjoZtrt9lLgTjN7ewjhB8CfxYl/zpTlCUpeFMUlZnYicHur1Vo+OTnpGo0GOyVLVkvzIR1bt3yPzBNTJ5Y5LHGQelPE5T1JBHTObb7onvFYvB4HYO3kVWuIpRSTb/aXLSd6WJQ6c5nHSg4p9xqS+67+9tCe9QcPk+66NZOTEzI6Okqz1VpsZjer6luLovjZ1jrxyXLlE80Dnwy3TX0C62KMv1PVk4GbGo32srGxMRkd22x0143sOfTQYXf+5t/qpQQyJ5qmWOKQLDHxxiLM3tTXfV/TIknlnSselxXpcQACuEp+Tsx3HERp9Pz/7kWZp1tySEkg8bjUiROscsvln1v7kl2Wvrzb2LhhbGxSxsfGtNlsPqSqV5jZ60IIK1X1uq3r/1PB/BNBm6Lr8zzfqKqvUNX/nZxsPjw2ttmNj08Smps2vnju4iNv+cnn1qVi1VRESg5KhpQTXObIUXdEP/bRiPnsHZzaJ7aJ1bYuykkPt73xbbR+Zu8N2P6ibqycQrmMlZ1ZKYVyIi6VOHzzjz9/99ELlh8dWhvXjI6OsmnTJhsbG5sIIfwXsIOqHhRj/Da9I1mPom0BsD0An+iZrWg8hPDdEMLzgel5nv98fHx8cnRs1MbHN2unuWHkmL0ffMXNl3/+LtEwVErFlRJcmpiVykgpRcXcJrB9eqJbP9OL/5q8c8U2T7E/4WnN8J2df+iTtQKc3If7KyGyf7ONNbqUOoXQbFtoBaJKZc3hJ33igF89sOPVOcNzhoYGQpqWy/V6RUul8qCZHqGqS4CFMcZTVHvO2a0t67asLvC41cTUiuIxn+qc+w/ghc65nUTkd3mej7dardhqtbLJZlMzHXv41c/Z8MqbL/nMIrHG9EqCr1TEVVOjVibUM0g89wFTx14viWHHkLxz9du3h5Hf3h8A57x++i9jrLzV+ZZgzACe6+B3HqYhaIw4J+JMkbwIQyvuvHryZS9//i6tXB9YuSFMC0Xs5W2KoeVElgCY2dFmttjMfk7v8M1g//qWds1sm56XKRAfc20N8J/0gvgvBO4piuKOZrMZx8YmmZycYPPmUXYb3LT+pXtu+ptrf/iJEbHujEpKUstEaplRKxNrKaTCCoR3AB6RJTGfPekle/s5Px3bbuzhjx64bn9tx92yrPigS8b+AcgQNqP8ohuZ28zxrQ7SynHNDtIulE5wxaEn/PP6WJnDT24faJfSSlKtlsvV6oCVKxmlXgCpDOypqrur6m/NbF2Mcb6qvlh7Z+keJbZbr3+dc8E5d4OILPXe7ygiR3rvV5jZgzHGVp7ntNtt2p3cmq2m73ZbjeOfN1nz3TXx1h+fv2PJaVYtOStnSK2C1lJirUxeSlmPcQwwo7e9b+gifPlf5e1rthm+fdIAAoRvzXytSHcv51rn959aCdzcDcxsdPCtHNfuIO0ca+UaWwEGZu+16pDj3vc3Ny1Nfr1oXW1WuVz2pSyxUqki5XK2dSQuU9VhM9vFzKap6gozW2NmDVUt+qcvMxGpi8iOwK5JkkyIyEOqOm5mRVC1kOd0Ojndbod2u0On0427zypWHLlv53X3XfWD69ctv3V+NcPXMmeVBKplQqWEq5eQUsZalBfSOw2PhuqHTct3J+8e+dUfw+bJZ+345vR3kbTrkE8dR1iF8LsisGujQ2xFrNUmtrvUmwXdboHP1RUvPOmfNyYDO02//BbuGu9k8yqlMlk5w7uEUlYy55A0TcQliTkRw0xxHouxd2Cot3PT+kcbxEzEQIIG0SISo1qet6UoAt08aLvb1uGyrj/hMD0gTK7ZeP2PPj+zlGhazoiVBK1lZJUSRb2CVlMk9ayldzJ+DwBi9gG01pV3b3xS2Yz+pLwx8RvDn3RZdwzrgyhsxvhJMPZq52izLVmzwFq5SbdLaEeNndyZlOutw97wwU5anz39ZzeHO9dPMCvxaZp4j08z0iQlSz1Kz/XhxHdxRFR7ESvnPIqPUTPV6LwX63aDKLEXEy6ChVDkc4Z15G8Pyw4qJtZvvOm/v1ixTqNaTpRSySXVFF/NROslpJwY1RKWeBZjnIAw1BtP9gGKclXevfmzTxaTPzlzUfzawBnOhwSXn9dPDpZj9i1DDmp2oR0Iza5qJzhrFfhuR5NOQdENTpPKwNiBx5w6MXOXfY9YtiZcef097e7IhE2XLMlSvDjn8IngncfMgllvQ7JzIoqkGsRUC4kWpCiCodadPuw2vXi/cmXBTslRIyvvvfauX/37YNGdnFbNVDJHUi67WMmIlVSpJs5XMqRWwouzuzB5J5BhqMbkDGflivzD+JMG788CECB8tfZO8cVOzsd/4pF8pz9CGOjm1DoB1+yStgq1dk6RF851g/puTtE10iLSGNpx95EDjjrFTZu928taOXcvebizfMWabvfhTV3f6UI3qqC9o6WC0ywVyiXYeUYp7rZTWpq/c3WPWsYBm9c9ePU9v7lEx9Y/uEOaUMs8oZSQVTJXZF6tZ22dK2eESkYsJf2NU0I/LwKjhPSLEb8i+YfmD/5ULP7s7G321cphEXuv98XeiL2gf3kxwu8N269VENtdF9sFaadQ6/aSDaXdSMgLfKFoEUhiJCcpjw7OnDu+497P1xk77pqV6tNr5drAoE/THUSchLy7odOcnOg2Rpub1q3M1y26zU1sXD1E6ExPElLv0MzjspRQ8iSlhKKSkpRTJ6WUolZSygmZiNyH8VKmMs2Z3BhDtlyRf83e17r1z8HhKaW/m/jywIy65N+XJP4B9JGljsiPMTSiO3cCRTt32im01A3keeF8oap57nxhWsRA0lEwJQQlMcNCz502ldqk109BEwERJHEEcSQlB6knJN6lmdOYlpzLnMZKQpZlrltJ1ZVLpB63CiPF7PgtfTT3KYv+b0TKb5F/HN/852Lw1BMwXobX9dmZmJrL9K3Agv5fOSr/jmdGVJ2bF3Q76nxRqHZy52LUmCsuj06jqu8qgjmiEtTUmEqF0vumgDlx4h2Jd2qJgHcuJk592ROT1PlSopomzpW9xiwl896tQumAvZlH0gcs1sJd4oTAxnCenP3Udko8bTlU7SvMN/NfFW9XAJ9iKmVJL/vkDzEM0V0Ldb5bqObRuagaikBWmLMQCKAuGAFDowKO3gpASbwDBJcICeI08SSJU8kceZKSpGCl1EnqNWJuBYLD7C1bsmBCC+MTMcqrfIjvlQ+y/OkY99ObhNaQ+K8ch+OdPnG3KXwco7xVY/eqyY3iqRk6xyJZUFeEqC4oFOYExaKh9JzaPSMiGOLECw6HpKKWeMyLI/XqxVMIbq1Fmk7scIP9txphxymfiUGfD3zL/3/84ulMifzMpEH+Bmls8yaMU8y535rnNOnP8rdqeA3I1eKsbSolB4NRdFgMb0Y0wcR64mXSSzggggeCw40rTIizrqlUwF5msNOj+gArPVykhR6t8P27q1x2yHt42vcdP6OZzO1sXBjmKODDqvxeEjfN4ANP0JlRRG43GBdljN5OWDCrmWNYYAizgw2mP0EdXzJ0s1NeivDZZDNXP1U990T0rOXSty8wsyuchXMrTLjgmWhDjDNQ3a1kfEr+iY3PRBuPa/PZaGSKDKR9AZc47x6KulUuwqelbrnIqe5c+SdOFJ4+HffHaJse6WeKBKwyyVtDoQca/Eb7qbSfarHItVbovpUB3vxsggfPMoAAcjahW+KNVlhDlZVPGcDIWjFbF5U3yTNgJP7oeJ7tBqdo9F84wMOpivwjsmWS+6dSMLUvpsJ3Bz7CdpMkPpP0FwMQYPyznByUHXFy4Z9VgdrpzjE+7aN8+2nu2pOmvyiAAJvO44tmboNh5/1pT8qnPTpj+se3nRjx2aK/OIBmyKbP8FMzN6bY257MM+LkMjGtzQy89pmc4z0ZetaNyGNJBGtv4k2gczVy+5MwHHcRdVoROOkvDR78FQAIMO+LtIm8zYndr8bodqcrRkuwG73jXTudTeuP1/zM019chLemtWdzpCkvir2EZI8jBx9xCTfNOYvfbev/vwT9VXDgFM05m2sMgiinP477lNMd6F8TePBXxoHQW+6tOYsfFsrDpnyof/GiJGHmzp/mrc/2SuOP0bN7CvpJkICZ4+2rjF8G5RcmDDrHvjt7Xv3XBh78lYnwFMnZhOg5SRxF6hmhyUlyNs/o2dj/X9LKT7D/yo+y31+6H09E/w/wHJVcjfUH5AAAAABJRU5ErkJggg==\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"strokeWeight\":4,\"strokeOpacity\":0.65},\"title\":\"Route Map\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First route\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.5851719234007373,\"funcBody\":\"var lats = [37.7696499,\\n37.7699074,\\n37.7699536,\\n37.7697242,\\n37.7695189,\\n37.7696889,\\n37.7697153,\\n37.7701244,\\n37.7700604,\\n37.7705491,\\n37.7715705,\\n37.771752,\\n37.7707533,\\n37.769866];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lats[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.9015113051937396,\"funcBody\":\"var lons = [-122.4261215,\\n-122.4219157,\\n-122.4199623,\\n-122.4179074,\\n-122.4155876,\\n-122.4155521,\\n-122.4163203,\\n-122.4193876,\\n-122.4210496,\\n-122.422284,\\n-122.4232717,\\n-122.4235138,\\n-122.4247605,\\n-122.4258812];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lons[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Speed\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.7253460349565717,\"funcBody\":\"var value = prevValue;\\nif (time % 500 < 100) {\\n value = value + Math.random() * 40 - 20;\\n if (value < 45) {\\n \\tvalue = 45;\\n } else if (value > 130) {\\n \\tvalue = 130;\\n }\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"google-map\",\"gmApiKey\":\"AIzaSyDoEx2kaGz3PxwbI9T7ccTSg5xjdw8Nw8Q\",\"gmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Speed: ${Speed} MPH
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#1976d2\",\"useColorFunction\":true,\"colorFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n if (percent < 0.5) {\\n percent *=2*100; \\n return tinycolor.mix('green', 'yellow', percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', percent).toHexString();\\n }\\n}\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nvar res = {\\n url: images[0],\\n size: 55\\n};\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n var index = Math.min(2, Math.floor(3 * percent));\\n res.url = images[index];\\n}\\nreturn res;\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"strokeWeight\":4,\"strokeOpacity\":0.65},\"title\":\"Route Map - Google\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" }, "externalId": null } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/route_map___openstreetmap.json b/application/src/main/data/json/system/widget_types/route_map___openstreet.json similarity index 99% rename from application/src/main/data/json/system/widget_types/route_map___openstreetmap.json rename to application/src/main/data/json/system/widget_types/route_map___openstreet.json index 5a72d197c6..98bc515d8f 100644 --- a/application/src/main/data/json/system/widget_types/route_map___openstreetmap.json +++ b/application/src/main/data/json/system/widget_types/route_map___openstreet.json @@ -1,6 +1,6 @@ { "fqn": "maps_v2.route_map_openstreetmap", - "name": "Route Map - OpenStreetMap", + "name": "Route Map - OpenStreet", "deprecated": false, "image": 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", "description": "Trip animation on the OpenStreetMap. Allows to visualize location change over time. Use Trip Animation widget for advanced features.", @@ -15,7 +15,7 @@ "settingsSchema": "", "dataKeySettingsSchema": "", "settingsDirective": "tb-route-map-widget-settings", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First route\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.5851719234007373,\"funcBody\":\"var lats = [37.7696499,\\n37.7699074,\\n37.7699536,\\n37.7697242,\\n37.7695189,\\n37.7696889,\\n37.7697153,\\n37.7701244,\\n37.7700604,\\n37.7705491,\\n37.7715705,\\n37.771752,\\n37.7707533,\\n37.769866];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lats[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.9015113051937396,\"funcBody\":\"var lons = [-122.4261215,\\n-122.4219157,\\n-122.4199623,\\n-122.4179074,\\n-122.4155876,\\n-122.4155521,\\n-122.4163203,\\n-122.4193876,\\n-122.4210496,\\n-122.422284,\\n-122.4232717,\\n-122.4235138,\\n-122.4247605,\\n-122.4258812];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lons[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Speed\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.7253460349565717,\"funcBody\":\"var value = prevValue;\\nif (time % 500 < 100) {\\n value = value + Math.random() * 40 - 20;\\n if (value < 45) {\\n \\tvalue = 45;\\n } else if (value > 130) {\\n \\tvalue = 130;\\n }\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"openstreet-map\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"useCustomProvider\":false,\"customProviderTileUrl\":\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Speed: ${Speed} MPH
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#1976d3\",\"useColorFunction\":true,\"colorFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n if (percent < 0.5) {\\n percent *=2*100; \\n return tinycolor.mix('green', 'yellow', percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', percent).toHexString();\\n }\\n}\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nvar res = {\\n url: images[0],\\n size: 55\\n};\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n var index = Math.min(2, Math.floor(3 * percent));\\n res.url = images[index];\\n}\\nreturn res;\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"strokeWeight\":4,\"strokeOpacity\":0.65},\"title\":\"Route Map - OpenStreetMap\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First route\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.5851719234007373,\"funcBody\":\"var lats = [37.7696499,\\n37.7699074,\\n37.7699536,\\n37.7697242,\\n37.7695189,\\n37.7696889,\\n37.7697153,\\n37.7701244,\\n37.7700604,\\n37.7705491,\\n37.7715705,\\n37.771752,\\n37.7707533,\\n37.769866];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lats[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.9015113051937396,\"funcBody\":\"var lons = [-122.4261215,\\n-122.4219157,\\n-122.4199623,\\n-122.4179074,\\n-122.4155876,\\n-122.4155521,\\n-122.4163203,\\n-122.4193876,\\n-122.4210496,\\n-122.422284,\\n-122.4232717,\\n-122.4235138,\\n-122.4247605,\\n-122.4258812];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lons[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Speed\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.7253460349565717,\"funcBody\":\"var value = prevValue;\\nif (time % 500 < 100) {\\n value = value + Math.random() * 40 - 20;\\n if (value < 45) {\\n \\tvalue = 45;\\n } else if (value > 130) {\\n \\tvalue = 130;\\n }\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"openstreet-map\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"useCustomProvider\":false,\"customProviderTileUrl\":\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Speed: ${Speed} MPH
See advanced settings for details\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#1976d3\",\"useColorFunction\":true,\"colorFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n if (percent < 0.5) {\\n percent *=2*100; \\n return tinycolor.mix('green', 'yellow', percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', percent).toHexString();\\n }\\n}\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nvar res = {\\n url: images[0],\\n size: 55\\n};\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n var index = Math.min(2, Math.floor(3 * percent));\\n res.url = images[index];\\n}\\nreturn res;\",\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"strokeWeight\":4,\"strokeOpacity\":0.65},\"title\":\"Route Map - OpenStreet\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" }, "externalId": null } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/route_map___tencent_maps.json b/application/src/main/data/json/system/widget_types/route_map___tencent.json similarity index 99% rename from application/src/main/data/json/system/widget_types/route_map___tencent_maps.json rename to application/src/main/data/json/system/widget_types/route_map___tencent.json index f2219e2533..d1132edb95 100644 --- a/application/src/main/data/json/system/widget_types/route_map___tencent_maps.json +++ b/application/src/main/data/json/system/widget_types/route_map___tencent.json @@ -1,6 +1,6 @@ { "fqn": "maps_v2.route_map_tencent_maps", - "name": "Route Map - Tencent Maps", + "name": "Route Map - Tencent", "deprecated": false, "image": 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", "description": "Trip animation on the Tencent maps. Allows to visualize location change over time. Use Trip Animation widget for advanced features.", @@ -15,7 +15,7 @@ "settingsSchema": "", "dataKeySettingsSchema": "", "settingsDirective": "tb-route-map-widget-settings", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First route\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.5851719234007373,\"funcBody\":\"var lats = [37.7696499,\\n37.7699074,\\n37.7699536,\\n37.7697242,\\n37.7695189,\\n37.7696889,\\n37.7697153,\\n37.7701244,\\n37.7700604,\\n37.7705491,\\n37.7715705,\\n37.771752,\\n37.7707533,\\n37.769866];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lats[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.9015113051937396,\"funcBody\":\"var lons = [-122.4261215,\\n-122.4219157,\\n-122.4199623,\\n-122.4179074,\\n-122.4155876,\\n-122.4155521,\\n-122.4163203,\\n-122.4193876,\\n-122.4210496,\\n-122.422284,\\n-122.4232717,\\n-122.4235138,\\n-122.4247605,\\n-122.4258812];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lons[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Speed\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.7253460349565717,\"funcBody\":\"var value = prevValue;\\nif (time % 500 < 100) {\\n value = value + Math.random() * 40 - 20;\\n if (value < 45) {\\n \\tvalue = 45;\\n } else if (value > 130) {\\n \\tvalue = 130;\\n }\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"tencent-map\",\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"tmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"
${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Speed: ${Speed} MPH
See advanced settings for details
\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#1976d3\",\"useColorFunction\":true,\"colorFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n if (percent < 0.5) {\\n percent *=2*100; \\n return tinycolor.mix('green', 'yellow', percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', percent).toHexString();\\n }\\n}\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nvar res = {\\n url: images[0],\\n size: 55\\n};\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n var index = Math.min(2, Math.floor(3 * percent));\\n res.url = images[index];\\n}\\nreturn 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"strokeWeight\":4,\"strokeOpacity\":0.65},\"title\":\"Route Map - Tencent Maps\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First route\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.5851719234007373,\"funcBody\":\"var lats = [37.7696499,\\n37.7699074,\\n37.7699536,\\n37.7697242,\\n37.7695189,\\n37.7696889,\\n37.7697153,\\n37.7701244,\\n37.7700604,\\n37.7705491,\\n37.7715705,\\n37.771752,\\n37.7707533,\\n37.769866];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lats[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.9015113051937396,\"funcBody\":\"var lons = [-122.4261215,\\n-122.4219157,\\n-122.4199623,\\n-122.4179074,\\n-122.4155876,\\n-122.4155521,\\n-122.4163203,\\n-122.4193876,\\n-122.4210496,\\n-122.422284,\\n-122.4232717,\\n-122.4235138,\\n-122.4247605,\\n-122.4258812];\\n\\nvar i = Math.floor((time/3 % 14000) / 1000);\\n\\nreturn lons[i];\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Speed\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.7253460349565717,\"funcBody\":\"var value = prevValue;\\nif (time % 500 < 100) {\\n value = value + Math.random() * 40 - 20;\\n if (value < 45) {\\n \\tvalue = 45;\\n } else if (value > 130) {\\n \\tvalue = 130;\\n }\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"tencent-map\",\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"tmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"
${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Speed: ${Speed} MPH
See advanced settings for details
\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#1976d3\",\"useColorFunction\":true,\"colorFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n if (percent < 0.5) {\\n percent *=2*100; \\n return tinycolor.mix('green', 'yellow', percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', percent).toHexString();\\n }\\n}\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var speed = dsData[dsIndex]['Speed'];\\nvar res = {\\n url: images[0],\\n size: 55\\n};\\nif (typeof speed !== undefined) {\\n var percent = (speed - 45)/85;\\n var index = Math.min(2, Math.floor(3 * percent));\\n res.url = images[index];\\n}\\nreturn 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"perimeter\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.2,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":3,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"strokeWeight\":4,\"strokeOpacity\":0.65},\"title\":\"Route Map - Tencent\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}" }, "externalId": null } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/tencent_maps.json b/application/src/main/data/json/system/widget_types/tencent_map.json similarity index 99% rename from application/src/main/data/json/system/widget_types/tencent_maps.json rename to application/src/main/data/json/system/widget_types/tencent_map.json index ca80469b07..4e2aa9f275 100644 --- a/application/src/main/data/json/system/widget_types/tencent_maps.json +++ b/application/src/main/data/json/system/widget_types/tencent_map.json @@ -1,6 +1,6 @@ { "fqn": "maps_v2.tencent_maps", - "name": "Tencent Maps", + "name": "Tencent Map", "deprecated": false, "image": 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", "description": "Show latest values and location of the entities on Tencent maps.", @@ -15,7 +15,7 @@ "settingsSchema": "", "dataKeySettingsSchema": "", "settingsDirective": "tb-map-widget-settings", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = prevValue || 15.833293;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.24727730589425012,\"funcBody\":\"var value = prevValue || -90.454350;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.8437014651129422,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.7558240907832925,\"funcBody\":\"return \\\"colorpin\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]},{\"type\":\"function\",\"name\":\"Second Point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#607d8b\",\"settings\":{},\"_hash\":0.19266205227372524,\"funcBody\":\"var value = prevValue || 14.450463;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#9c27b0\",\"settings\":{},\"_hash\":0.7995830793603149,\"funcBody\":\"var value = prevValue || -84.845334;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.04902495467943502,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#3f51b5\",\"settings\":{},\"_hash\":0.44120841439482095,\"funcBody\":\"return \\\"thermometer\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"tencent-map\",\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"tmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"
${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Temperature: ${temperature} °C
See advanced settings for details
\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#fe7569\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'thermometer') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.5,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":1,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"useClusterMarkers\":false,\"zoomOnClick\":true,\"maxClusterRadius\":80,\"animate\":true,\"spiderfyOnMaxZoom\":false,\"showCoverageOnHover\":true,\"chunkedLoading\":false,\"removeOutsideVisibleBounds\":true,\"useIconCreateFunction\":false},\"title\":\"Tencent Maps\",\"dropShadow\":true,\"enableFullscreen\":true,\"widgetStyle\":{},\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"actions\":{}}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = prevValue || 15.833293;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.24727730589425012,\"funcBody\":\"var value = prevValue || -90.454350;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.8437014651129422,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.7558240907832925,\"funcBody\":\"return \\\"colorpin\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]},{\"type\":\"function\",\"name\":\"Second Point\",\"entityAliasId\":null,\"filterId\":null,\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"latitude\",\"color\":\"#607d8b\",\"settings\":{},\"_hash\":0.19266205227372524,\"funcBody\":\"var value = prevValue || 14.450463;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"longitude\",\"color\":\"#9c27b0\",\"settings\":{},\"_hash\":0.7995830793603149,\"funcBody\":\"var value = prevValue || -84.845334;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"temperature\",\"color\":\"#8bc34a\",\"settings\":{},\"_hash\":0.04902495467943502,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Type\",\"color\":\"#3f51b5\",\"settings\":{},\"_hash\":0.44120841439482095,\"funcBody\":\"return \\\"thermometer\\\";\",\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"provider\":\"tencent-map\",\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"tmDefaultMapType\":\"roadmap\",\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"xPosKeyName\":\"xPos\",\"yPosKeyName\":\"yPos\",\"defaultCenterPosition\":\"0,0\",\"disableScrollZooming\":false,\"disableDoubleClickZooming\":false,\"disableZoomControl\":false,\"fitMapBounds\":true,\"useDefaultCenterPosition\":false,\"mapPageSize\":16384,\"markerOffsetX\":0.5,\"markerOffsetY\":1,\"posFunction\":\"return {x: origXPos, y: origYPos};\",\"draggableMarker\":false,\"showLabel\":true,\"useLabelFunction\":false,\"label\":\"${entityName}\",\"showTooltip\":true,\"showTooltipAction\":\"click\",\"autocloseTooltip\":true,\"useTooltipFunction\":false,\"tooltipPattern\":\"
${entityName}

Latitude: ${latitude:7}
Longitude: ${longitude:7}
Temperature: ${temperature} °C
See advanced settings for details
\",\"tooltipOffsetX\":0,\"tooltipOffsetY\":-1,\"color\":\"#fe7569\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageSize\":34,\"markerImageFunction\":\"var type = dsData[dsIndex]['Type'];\\nif (type == 'thermometer') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"showPolygon\":false,\"polygonKeyName\":\"coordinates\",\"editablePolygon\":false,\"showPolygonLabel\":false,\"usePolygonLabelFunction\":false,\"polygonLabel\":\"${entityName}\",\"showPolygonTooltip\":false,\"showPolygonTooltipAction\":\"click\",\"autoClosePolygonTooltip\":true,\"usePolygonTooltipFunction\":false,\"polygonTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"polygonColor\":\"#3388ff\",\"polygonOpacity\":0.5,\"usePolygonColorFunction\":false,\"polygonStrokeColor\":\"#3388ff\",\"polygonStrokeOpacity\":1,\"polygonStrokeWeight\":1,\"usePolygonStrokeColorFunction\":false,\"showCircle\":false,\"circleKeyName\":\"perimeter\",\"editableCircle\":false,\"showCircleLabel\":false,\"useCircleLabelFunction\":false,\"circleLabel\":\"${entityName}\",\"showCircleTooltip\":false,\"showCircleTooltipAction\":\"click\",\"autoCloseCircleTooltip\":true,\"useCircleTooltipFunction\":false,\"circleTooltipPattern\":\"${entityName}

TimeStamp: ${ts:7}\",\"circleFillColor\":\"#3388ff\",\"circleFillColorOpacity\":0.2,\"useCircleFillColorFunction\":false,\"circleStrokeColor\":\"#3388ff\",\"circleStrokeOpacity\":1,\"circleStrokeWeight\":3,\"useCircleStrokeColorFunction\":false,\"useClusterMarkers\":false,\"zoomOnClick\":true,\"maxClusterRadius\":80,\"animate\":true,\"spiderfyOnMaxZoom\":false,\"showCoverageOnHover\":true,\"chunkedLoading\":false,\"removeOutsideVisibleBounds\":true,\"useIconCreateFunction\":false},\"title\":\"Tencent Map\",\"dropShadow\":true,\"enableFullscreen\":true,\"widgetStyle\":{},\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"actions\":{}}" }, "externalId": null } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/aggregated_value_card.json b/application/src/main/data/json/system/widget_types/value_and_chart_card.json similarity index 96% rename from application/src/main/data/json/system/widget_types/aggregated_value_card.json rename to application/src/main/data/json/system/widget_types/value_and_chart_card.json index 214f07a7f2..aae61e4ff9 100644 --- a/application/src/main/data/json/system/widget_types/aggregated_value_card.json +++ b/application/src/main/data/json/system/widget_types/value_and_chart_card.json @@ -1,6 +1,6 @@ { "fqn": "cards.aggregated_value_card", - "name": "Aggregated value card", + "name": "Value and chart card", "deprecated": false, "image": 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", "description": "Displays current and aggregated difference values with a timeseries chart. Widget styles are customizable.", @@ -20,7 +20,7 @@ "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings", "hasBasicMode": true, "basicModeDirective": "tb-aggregated-value-card-basic-config", - "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"watermeter\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 10 - 5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 5) {\\n\\tvalue = 5;\\n} else if (value > 80) {\\n\\tvalue = 80;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"m³\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.9408410830697858,\"funcBody\":\"var value = prevValue + Math.random() * 10 - 5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 5) {\\n\\tvalue = 5;\\n} else if (value > 80) {\\n\\tvalue = 80;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"m³\",\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":true},\"_hash\":0.06392321853157967,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 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