thingsboard-aplcache
Changes
application/pom.xml 2(+1 -1)
application/src/main/java/org/thingsboard/server/controller/plugin/TbWebSocketHandler.java 65(+44 -21)
common/data/pom.xml 2(+1 -1)
common/message/pom.xml 2(+1 -1)
common/pom.xml 2(+1 -1)
common/queue/pom.xml 2(+1 -1)
common/transport/coap/pom.xml 2(+1 -1)
common/transport/http/pom.xml 2(+1 -1)
common/transport/mqtt/pom.xml 2(+1 -1)
common/transport/pom.xml 2(+1 -1)
dao/pom.xml 2(+1 -1)
docker/docker-compose.yml 1(+1 -0)
msa/black-box-tests/pom.xml 2(+1 -1)
msa/js-executor/.gitignore 1(+0 -1)
msa/js-executor/package.json 2(+1 -1)
msa/js-executor/package-lock.json 4282(+4282 -0)
msa/js-executor/pom.xml 4(+2 -2)
msa/pom.xml 2(+1 -1)
msa/tb/pom.xml 4(+2 -2)
msa/tb-node/pom.xml 2(+1 -1)
msa/transport/coap/pom.xml 2(+1 -1)
msa/transport/http/pom.xml 2(+1 -1)
msa/transport/mqtt/pom.xml 2(+1 -1)
msa/transport/pom.xml 2(+1 -1)
msa/web-ui/.gitignore 1(+0 -1)
msa/web-ui/package.json 3(+2 -1)
msa/web-ui/package-lock.json 4049(+4049 -0)
msa/web-ui/pom.xml 4(+2 -2)
msa/web-ui/server.js 5(+4 -1)
netty-mqtt/pom.xml 4(+2 -2)
pom.xml 2(+1 -1)
rule-engine/pom.xml 2(+1 -1)
rule-engine/rule-engine-api/pom.xml 2(+1 -1)
tools/pom.xml 2(+1 -1)
transport/coap/pom.xml 2(+1 -1)
transport/http/pom.xml 2(+1 -1)
transport/mqtt/pom.xml 2(+1 -1)
transport/pom.xml 2(+1 -1)
ui/package.json 4(+2 -2)
ui/package-lock.json 16437(+16437 -0)
ui/pom.xml 4(+2 -2)
ui/src/app/api/alias-controller.js 10(+10 -0)
ui/src/app/api/entity.service.js 44(+32 -12)
ui/src/app/widget/lib/google-map.js 12(+6 -6)
ui/src/app/widget/lib/image-map.js 12(+6 -6)
ui/src/app/widget/lib/map-widget.js 7(+4 -3)
ui/src/app/widget/lib/map-widget2.js 126(+117 -9)
ui/src/app/widget/lib/openstreet-map.js 12(+6 -6)
ui/src/app/widget/lib/tencent-map.js 12(+6 -6)
Details
application/pom.xml 2(+1 -1)
diff --git a/application/pom.xml b/application/pom.xml
index d99f607..6280d00 100644
--- a/application/pom.xml
+++ b/application/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<artifactId>application</artifactId>
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 5dc9696..a873c7a 100644
--- a/application/src/main/data/json/system/widget_bundles/maps.json
+++ b/application/src/main/data/json/system/widget_bundles/maps.json
@@ -18,7 +18,7 @@
"controllerScript": "self.onInit = function() {\n self.ctx.map = new TbMapWidgetV2('google-map', false, self.ctx);\n}\n\nself.onDataUpdated = function() {\n self.ctx.map.update();\n}\n\nself.onResize = function() {\n self.ctx.map.resize();\n}\n\nself.getSettingsSchema = function() {\n return TbMapWidgetV2.settingsSchema('google-map');\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbMapWidgetV2.dataKeySettingsSchema('google-map');\n}\n\nself.actionSources = function() {\n return TbMapWidgetV2.actionSources();\n}\n\nself.onDestroy = function() {\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
- "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"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\\\";\"}]},{\"type\":\"function\",\"name\":\"Second point\",\"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 \\\"thermomether\\\";\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Temperature:</b> ${temperature} °C<br/><small>See advanced settings for details</small>\",\"markerImageSize\":34,\"gmDefaultMapType\":\"roadmap\",\"gmApiKey\":\"AIzaSyDoEx2kaGz3PxwbI9T7ccTSg5xjdw8Nw8Q\",\"useColorFunction\":true,\"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+YXXvifKc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\",\"data:image/png;base64,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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', amount = percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"markerImageFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'thermomether') {\\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}\",\"color\":\"#fe7569\",\"showTooltip\":true,\"autocloseTooltip\":true},\"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\",\"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\\\";\"}]},{\"type\":\"function\",\"name\":\"Second point\",\"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 \\\"thermomether\\\";\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Temperature:</b> ${temperature} °C<br/><small>See advanced settings for 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\",\"data:image/png;base64,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\"],\"useMarkerImageFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', amount = percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"markerImageFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'thermomether') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn res;\\n}\",\"color\":\"#fe7569\",\"showTooltip\":true,\"autocloseTooltip\":true,\"labelFunction\":\"var deviceType = dsData[dsIndex]['deviceType'];\\r\\nif (typeof deviceType !== undefined) {\\r\\n if (deviceType == \\\"energy meter\\\") {\\r\\n return '<span style=\\\"color:orange;\\\">${entityName}, ${energy:2} kWt</span>';\\r\\n } else if (deviceType == \\\"thermometer\\\") {\\r\\n return '<span style=\\\"color:blue;\\\">${entityName}, ${temperature:2} °C</span>';\\r\\n }\\r\\n}\",\"tooltipFunction\":\"var deviceType = dsData[dsIndex]['deviceType'];\\r\\nif (typeof deviceType !== undefined) {\\r\\n if (deviceType == \\\"energy meter\\\") {\\r\\n return '<b>${entityName}</b><br/><b>Energy:</b> ${energy:2} kWt<br/>';\\r\\n } else if (deviceType == \\\"thermometer\\\") {\\r\\n return '<b>${entityName}</b><br/><b>Temperature:</b> ${temperature:2} °C<br/>';\\r\\n }\\r\\n}\"},\"title\":\"Google Maps\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}"
}
},
{
@@ -34,7 +34,7 @@
"controllerScript": "self.onInit = function() {\n self.ctx.map = new TbMapWidgetV2('image-map', false, self.ctx);\n}\n\nself.onDataUpdated = function() {\n self.ctx.map.update();\n}\n\nself.onResize = function() {\n self.ctx.map.resize();\n}\n\nself.getSettingsSchema = function() {\n return TbMapWidgetV2.settingsSchema('image-map');\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbMapWidgetV2.dataKeySettingsSchema('image-map');\n}\n\nself.actionSources = function() {\n return TbMapWidgetV2.actionSources();\n}\n\nself.onDestroy = function() {\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
- "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"xPos\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.05427416942713381,\"funcBody\":\"var value = prevValue || 0.2;\\nif (time % 5000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"yPos\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.680594833308841,\"funcBody\":\"var value = prevValue || 0.3;\\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\\\";\"}]},{\"type\":\"function\",\"name\":\"Second point\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"xPos\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.05012157428742059,\"funcBody\":\"var value = prevValue || 0.6;\\nif (time % 4000 < 500) {\\n value += Math.random() * 0.05 - 0.025;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"yPos\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.6742359401617628,\"funcBody\":\"var value = prevValue || 0.7;\\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 \\\"thermomether\\\";\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>X Pos:</b> ${xPos:2}<br/><b>Y Pos:</b> ${yPos:2}<br/><b>Temperature:</b> ${temperature} °C<br/><small>See advanced settings for 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\",\"data:image/png;base64,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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', amount = percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"markerImageFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'thermomether') {\\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}\",\"color\":\"#fe7569\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"showTooltip\":true,\"autocloseTooltip\":true},\"title\":\"OpenStreetMap\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}"
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"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\\\";\"}]},{\"type\":\"function\",\"name\":\"Second point\",\"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 \\\"thermomether\\\";\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Temperature:</b> ${temperature} °C<br/><small>See advanced settings for 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\",\"data:image/png;base64,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\"],\"useMarkerImageFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', amount = percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"markerImageFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'thermomether') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn res;\\n}\",\"color\":\"#fe7569\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"showTooltip\":true,\"autocloseTooltip\":true,\"tooltipFunction\":\"var deviceType = dsData[dsIndex]['deviceType'];\\r\\nif (typeof deviceType !== undefined) {\\r\\n if (deviceType == \\\"energy meter\\\") {\\r\\n return '<b>${entityName}</b><br/><b>Energy:</b> ${energy:2} kWt<br/>';\\r\\n } else if (deviceType == \\\"thermometer\\\") {\\r\\n return '<b>${entityName}</b><br/><b>Temperature:</b> ${temperature:2} °C<br/>';\\r\\n }\\r\\n}\",\"labelFunction\":\"var deviceType = dsData[dsIndex]['deviceType'];\\r\\nif (typeof deviceType !== undefined) {\\r\\n if (deviceType == \\\"energy meter\\\") {\\r\\n return '<span style=\\\"color:orange;\\\">${entityName}, ${energy:2} kWt</span>';\\r\\n } else if (deviceType == \\\"thermometer\\\") {\\r\\n return '<span style=\\\"color:blue;\\\">${entityName}, ${temperature:2} °C</span>';\\r\\n }\\r\\n}\"},\"title\":\"OpenStreetMap\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}"
}
},
{
@@ -66,7 +66,7 @@
"controllerScript": "self.onInit = function() {\n self.ctx.map = new TbMapWidgetV2('google-map', true, self.ctx);\n}\n\nself.onDataUpdated = function() {\n self.ctx.map.update();\n}\n\nself.onResize = function() {\n self.ctx.map.resize();\n}\n\nself.getSettingsSchema = function() {\n return TbMapWidgetV2.settingsSchema('google-map', true);\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbMapWidgetV2.dataKeySettingsSchema('google-map', true);\n}\n\nself.actionSources = function() {\n return TbMapWidgetV2.actionSources();\n}\n\nself.onDestroy = function() {\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
- "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\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Speed:</b> ${Speed} MPH<br/><small>See advanced settings for 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"useMarkerImageFunction\":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', amount = percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', amount = percent).toHexString();\\n }\\n}\",\"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;\",\"strokeWeight\":4,\"strokeOpacity\":0.65,\"color\":\"#1976d2\",\"showTooltip\":true,\"autocloseTooltip\":true},\"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\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Speed:</b> ${Speed} MPH<br/><small>See advanced settings for 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"useMarkerImageFunction\":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', amount = percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', amount = percent).toHexString();\\n }\\n}\",\"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;\",\"strokeWeight\":4,\"strokeOpacity\":0.65,\"color\":\"#1976d2\",\"showTooltip\":true,\"autocloseTooltip\":true,\"labelFunction\":\"var vehicleType = dsData[dsIndex]['vehicleType'];\\r\\nif (typeof vehicleType !== undefined) {\\r\\n if (vehicleType == \\\"bus\\\") {\\r\\n return '<span style=\\\"color:orange;\\\">Bus: ${entityName}</span>';\\r\\n } else if (vehicleType == \\\"car\\\") {\\r\\n return '<span style=\\\"color:blue;\\\">Car: ${entityName}</span>';\\r\\n }\\r\\n}\",\"tooltipFunction\":\"var vehicleType = dsData[dsIndex]['vehicleType'];\\r\\nif (typeof vehicleType !== undefined) {\\r\\n if (vehicleType == \\\"bus\\\") {\\r\\n return '<b>Bus: ${entityName}</b><br/><b>Bus route:</b> ${busRoute}<br/>';\\r\\n } else if (vehicleType == \\\"car\\\") {\\r\\n return '<b>Car: ${entityName}</b><br/><b>Current destination:</b> ${destination}<br/>';\\r\\n }\\r\\n}\"},\"title\":\"Route Map\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}"
}
},
{
@@ -82,7 +82,7 @@
"controllerScript": "self.onInit = function() {\n self.ctx.map = new TbMapWidgetV2('openstreet-map', true, self.ctx);\n}\n\nself.onDataUpdated = function() {\n self.ctx.map.update();\n}\n\nself.onResize = function() {\n self.ctx.map.resize();\n}\n\nself.getSettingsSchema = function() {\n return TbMapWidgetV2.settingsSchema('openstreet-map', true);\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbMapWidgetV2.dataKeySettingsSchema('openstreet-map', true);\n}\n\nself.actionSources = function() {\n return TbMapWidgetV2.actionSources();\n}\n\nself.onDestroy = function() {\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
- "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\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Speed:</b> ${Speed} MPH<br/><small>See advanced settings for details</small>\",\"markerImageSize\":34,\"useColorFunction\":true,\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABdCAYAAAAyj+FzAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAH3gAAB94BHQKrYQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAACAASURBVHiczZ15vF1Fle9/a1Xtvc98780cEjJCAgkgiUwiIghCgqLIQyK2qI0D2g6PlmfbbaONCmo/habB4dF+tBX0KdC2PFGZB4GEgECYIQmZp5vc+Yx7qFrr/XHODSEkiDKuz6c+Z9+z9zlV9T2ratWwal3C6yh64YW8Y8Ex4431M4yhOQAtVMUBTOgRQRGEWvtBlJnRgGJABSthdIWHrIyI1l9y3339F154obxedaDXOsPGr2+anFL2TgXOJKZWEIYP5oslL0z7EtE8Zj4M0O49f5qGofKAF32GRTe1GnWTZOkR5DUi0muC0Nxaete7el/L+rwmALdde+34nOcPgei0ILK/j4rlLmbztyBMfkUyUGwT8f+ZNGojWeLeBchvjOR+Xvngqf2vyPe/iLxqABWg/p/+YqFR+WYQREsLXeUuMH8WQPhq5dmRVMRfUR8eqquTt7Din7rOOXsFAfpqZPaqABy88spjlPhfi8XytSbKfZxAB+3l0ZSZ7hXD6wkWCAggClURGWJSggUAUjivokRIoJpq6gkkyl5miOJYqNq9VO6xer3+UxfHp4P9l8Z+8pPLXum6vqIAhy+/fLYXXFksdd1go9wXQZjyggyJH1HDDyEIQ1iawMZAjAWTsWS55QHHbEREGQwPABAYZhLxzjDBIpOcQBx7BwhUvOtDkiXk/WGqcugeirbJxc1LGvXaqY5x7sTPf37NK1XnVwTgg1deGcwcHvkWOKpXuiqLiPjI3XIZJBv91lub59CORWBVAysmDKyQ8QgsQGSNsakaUhAYIAPqlE+hgHpRVeMB730IFcfOK8RbSVPHTghZCsn8IJI0hk/fA8WYXYuhovfVa8O3eudy69eWLzjsP87NXm7dXzbA6oXfnJNBflwaM+4uJrpgt6/fTlFwC+dyY7w1Fvk8KAwYHChHRsQGAVvrEBgSsGE2DtYATAwFE4MBQAUCgkBU4D3EewtRD3WK1FmkzsE7gstI00zQaoEynyFNNkucLCZg+q6lUpVLRoYGj1KWv53wla+sfjn1f1kA+750wblBYGcXunpOJcUBu3zrsIbBryhfnGaiyEghIoSRahiAcgEjyCkCqxwEFsY4BCHBEAnIIzAEsGEGRDVgYgXUiQAMcfAeEDXwqshSFe8t0syxcyRZTIgz0TSDacYkaapoNb2kySaK07MAVEaLqIRnGkNDv3ferR7/rxdd+ZoC1Asv5L6R+k9yudJTuXz+YgA7O3EOwquQjyoo5POI8oRCBC7m1YcRKIgIUUgcRSqhVUSRARtvrGEPkiRuVBsDw83B3m3Ot2KqDQ8TAJR7utXkcjpm4qSgOK4nn88XK1BlOC8iziBOPWeOkCTkk0SROqU0Jm00QEkKtFqqzVZLG406vHxol6q4pNn6XBw3jh23Zf3ZdN11/lUHuPpzn4t6Mr2h3DX2T8T85eeoYjuKuT9QobwPFfPQYp4oX4Tmc0AxD+RyanIBxIZk8hE8sx3cuLnv4ZtubD774MOz01bzQI4KjwTdXRt57NhhDYO00FXOAKA5UgsozUIZGOjOhkemSdI8NMwXnt7vsIVrDl20uDhu2tRxRtT5OCZOUvFJqhTHhFYMbbSIkpai3oSvN0Ct1lY0mqeAMHFn0UUuqo0MHDkU0Kn7X3FF8qoBXL34c1HXxNYNlZ5xawj0qZ03DN3I5UqMYqFgSiX4UhEo5IkKBUUhDxTy4FweEobF4R19g7f+6D8a29etPz6cPPGWniOOHM5Nn1qKyuUKk+UgCMSwigoLMwQARNr9ocucEUC9TzWu1WqNDRvrw8sf6HHbd7xz0uxZd5z0iY+VK+Mm9HCa1aXZJG01iZJYfbVJHDfV1BvwtQbQbDSlVsvB6+JdQHxvZLDvwDq5d8/86U/jVxygfu5zUV//4I1dXeN7QXTWzvdN+GNTKU5DpSJUKYKLRaBShi8UCaWCUr4Ijuy4NY8/9syNP/rPg6mYf3bSu9+zpTJj3/FhaG0YRWRsiCC0yFkLgAWgzFgSMkYBQL0n74iZJRDxnDiHLM3Ue4eklVCaZVlt3fr+3j/8YYrWG7NOOfeTT86cP+8AybIdaLRI63Uy9ZZKowodqZOv10G1WiLVxiD77CO7VPPqkaG+aSMjAyfvf+ONL0kTXxLAa9//fvN2p7+rlMdsYDbn7oQXhj+kSnkmd5cJlS5QpSwoly2KBUGpRFTIj92+YcP663/4g/2CSZMfnnrG6T6sdHUXopByuYKGoaEwDBGEIaIwJGOMhGHovKfEGPVBEGUAkGVJoEqGCGGaJoH3npPUiXcpxXGKJEmRpC3EcapxbWR463X/bZLebQvf95nPrpm4777TpNUYQD1WrtWdr9dCDI8IqjVItcpUra3WNPvMzjqpfH9kZOCACQGd/FL6xD8LUAHaccq7flEuj9/ARP+480YuvIzK3fO4uyzo6iLT1QXpKkMrZZhSyWTQiddd/r1n62lMsz/+sb6ouzKmmC+gWCxImMtTFAQmn89REEQuzIXKABtjhIgUAAPIOgkAAnQMlarCe8+i6tMkYeecbSapxs2WZGmszWaCRquOWt/g0Iaf/WxiJcxl7//8Z+ayoldrdaFaXTEyDD9cI1NtiBseUNtobHDN+FPP1Vkuqg4Pzph40w1nv2yAW4874dxKqZyzJnfZ6Hucz31fyuX9TM9YoKdC6KkIlbuYuyuiheLEbZu3rL3h5z87aNJp77lp7PyDpuZLZZTyEQqFvBaLRQRRzufzeVimoANsAMB2AFsAbAbQByDZDWAEYAKAKQD2ATAZwBhVhXMuSZ3nZrNhm/U6teIUraSl1ZGGDj3xWO/263+76D0f/chjEydPmaWN+nYdqTKGa0B1WGRomDA8QjpYfRZZ/HejdXRZfF6tWfeT77rte381wIHD3zpfQ/s3xfKYL0GVAQA2+iF3lWfpuDFK3V2Erh6Ysd2qlRJToTD3jzffcseza9dMm/s/P7clX6wUKpU8R/mCVkpFLRSKEgTWWmstgEEATwNYC6Cxh3IJgKM6fy9HWyu1c4861wUAswDMA9DtvXdpmvp6vW6arVQazRparRZqQ0Mjq//9+/vvt/9+a4898Z3v0Li1CsNV9cNVz4ODVoeqIsNDHsNDG5G5tiaqukZ96JLM61WT77/nqb8Y4JPz54djw8LN3eVxUxS6PwCA7a+op9JF3V3MEyYQuiqCMV2M7m4gCg/6f7/573uauUJj9t+eXSiXyzaXK3JXuaiFQh6FQsExcxnAJgDPoK1xhHbTpA6g7g6UgwAcDmB2pzhrANwP4KkO7CoA34HoOq9jOp/b13ufJEmi9XpDq9Um4rhOtVrVr/np1Y1CKy68532nH0NZ+gQGhtQPjxCGhlX7Bw2GB70OD4/A65JOvqtGagPbJrK8kx56aI/TPrM3gF8ZO/HfugpdG9W5U+EcyPmnqFioarEYULkCKhWEymVGpUxgc9A11123ws7cb+P+HzprXHdPt+0qV1y5VOCuroqGYRgZYzIADwJ4Fu2mWQHQIyIREUUAciJCRJSo6qeI6NsA7gZwO4ClqvppIrqpU7xIRPJElAfQg/YSWQJgG4AhZh5rrc1HUZgGATMRGRuGKM87yA5v2Tz02N33NOfPPeBQUfSyS1nTDEidauqIUie+Uffk3AQ4NzYy9prBZv307/bt+N1LBrh1zpwDQoTTAzIXtKdO4jSMbuJysULlippKCShXiIolImsPuf6m3y+LDpy7ZeYZp0+qlMvc091FpVJJy+UyBUFQYeanADwCIBWRkIjGiMg+qjqWmaep6nxVPY2IjlLVJ4joMACnAzihkxYR0TCAR1T1M6r6FiIqEVFFRHKqWlFVUlUhohjAWiLKjDEzoyhyxhhlMrCWbGn//UrVoaG1Ty9dGs+fvf+bSWgL0tSqy0BxBmSppSx7FnE8H84zvBzjnLvhf47r2XZpf//AnwWoAFXHTfivclSeR0RTAYA4uJIqpamolJkrJUi5ApTLxLlw9u0P3HdPOnnS0KwzzpjQVSlTsVhAuVxGoVAoMHMOwOMiMkBEkYgAABMRqSqJSAqgn5mfVtVFALYC+Bu0jchVAG4AcAeAJ1R1tqq+T1WfJaJ9mPknABqq6gDEABLvPYjIEFFJRFJVbTDz5CAIDDO1mNmoshRnzOgeWr9+oPfZZ9fOnDr1MFHpJ+cUzqv6lJH5IpL0VqgcAQChCcstFy+6ZKD/Z1/7cwA/PWfeCcWwMMhsP94mqiu4XAJVykzlElG5i6irCCrku9f2bnnk2aGB8rxzz43KlQrKpSKVyxUtFAqWiLyIPKWqCYBJqlpBu5/qEZGJzDybiN6jqkd77+8hoveq6nYi+g4RBar6QQDvBPAOAAuY+W4APyKiBao6A8AtqvpFAAtFBERUZOYKgPGqWlTVHiIa6qRyEAR5a61T9T4IIi4fOCdcd+/SfJGwprvctQ9EEnZi1XmFc6Qu60Ka1gGaDMI+AfFlQ2PG5i7p37F+V168u/YJ9KvWRl/a+UCY+xNyUai5HFMxUuSNIoyQthK6f+XKhQed9/fVUqlIpWKBS6WSz+dzQfurcC+AQe99WVXzqtqtqhNVNSKizap6u4iUVLVFRBc5574IYI6IXOK9f5+qiog8IyLPqKp4798nIpeKyH6qer6IfNN73xCRCjPfCmCt954BdAHoIiIjIkUR6RORZUSURVFki8VykM9HWiyW+KC//3zz/pXPLEySRCm0RiIryAVKuZyafJ45Ch4Y5WBN9EURf7HuZnifp4F/N3f+WwthfoTJvL/9Dt2ihahiKmVoscDIFxWFAlEQzvvtI38anvPpTy/vmjC+p1AqoburolEUBUQ01Tl3D9rW1DNzQ1VrzJyo6j4AFgFYSERLVfXdAC4HsICI3gvgSWPM94joZhFZq6pxpznfraq/Nsb8UUT2AfBhZh4G8FMAxxPRLar6BQBv8t73qeomADuYuQmARKSMdvew0FrTMIYVRAAQFvaf89T9N/x26gGTpkwn7/uQesCnUPHkY99NLlkNYH8AFct6SX+lB5cO9m/eCXZXgF79N4wJp47uvpgo2CxhYYoEgSIMlYKANLB2Ze+W28v7z0m7pk6elM/nUCzkuT20w1Tv/UYAbxWRhqqOrnhscs6tIqJbARyvqomq/j0R3QbgAiK6Q1VvJqKzvPcXqT5//2f0b+89ADxijPmi9/5dAL5MRLc4584H4IkoJKKbiWiMqh4gIlNUNWDmfhExxpgtzDwlDMMtBRHyzvvuqVPGl/af9ejqbVvs3DFjp0kQOAojFROQKQQqLtymSdrmwflPESenAjjxBQDXzZ8/iV1wO4CLAEAJd4kNpyCygAmI2KgGBkjdlCd3bJ+54NOfWFbI5xFFEedzOW+M6QFwFxFtUdXAew9jTMV7fygzv5uZ6977bxNRwXt/gTHmUlV1InIBM38VwDs6oG4RkbuJqLkbxAIRHUdEJzrnDgUQM/OXReQTAKZ0NPBSImIAnwJQAnAnET3mnBs0xkBVM2aeYK09wlo7kM/nDaA44MNnRw9dePFb9ytVMmbaAGtgQqPehIAJ9oFmfwTp20E4gNn+cu3MgybOWvfE9ucBDBJ5X7EY7dynZWOfhjEzjbWkAUOJiRRmxY5t901bfHItly9MyefzUiwW1Vo7SVV3OOcWoz2wtcaYDQBWiMidRHSqqm4jog+LyBZm/i4RnSci3yaii1T1Hmb+tff+QACnEdFJ2E2ICKq6XVWvVNWVzPw/vPff7IA8T1UvFZFNxpgPi8gIgAnOuduDIOgGcKyq7uu9Z+993Vq7PYqifYhou4jXLPOFKSce9/tH7vtTeUHPuGlK7MFWOTAiQQAT8FPe+bcDQCksjvVu5HQAPwQ6RkQB8mtXTwf47e3GQn1gM1WtgbckwqywRN6l4zYn8dsnvfWt46PQahAEFIYhq2rivV8G4Ceq+v9UdbWInOyc+4S1FqoKVf2Bqh6qqr8RkW3e+8tU9XYi+rKqHui9vwzAuWhb6UcA/MY5d7lz7nIAv0F7HNkD4FwiulRV91fVL3vv7/TeXyYiW4jotyJyqKr+H1UFM5Nz7hNEtNg5t0lE7iKiX6vqnUQUW2tNEIQU5iLd9x3vGLclTY7zWdoDqLbrzGBr4GH3VcWAAgDTcbJ29b6jP6xBW99nGJOfEYy0ijSmO1TCLRREPchFZIKANQyFQqPPpunq8C1HPjl+3oHlKMpRsVgQZj5AVR/z3p/V0egBVV0JYDEzbxORfQGMVdXDAPyaiD6JtrH4oYh8TFVPQnscdzkz/5f3fnVnnDiLiBYR0WGqKqq6XkRuNcb8ynv/eGew/W4imi4iXyGiyQBOZ+afiMhH2nqBsdQ2FhONMVeKSAzgMBF5LxGtYOZDiagPquS8mrReWxFv3jw4hrlIaQpJM1LvGN4ZdemDrDRG1qx9VLys+TvJNl8OjFgASGBO6Db58ar+fbxu3dUye78WDBMRVNgAAguHYJ1Lj15w8onLC4UchWGo1tqIiLap6urO2OwMVd3CzFd0xmY/VtVvA/gCgEtFZDERfUlVv+WcewuAW4wxfxCRt6vqlzpGAp0BN9BeUACAQzoJncEyVPW/jTF3O+feTUTfVFUB8CXn3BeIaKL3/nxmvkRV/5GIvq2qARF9QlWnA1gqImuMMbOCIAicc1k+r5h16ruKDz348JGzDe0gIAUzQExEVmBMitVr7obXsyObW5e6+O2Av5oAYC3s78YVxhypinEA1blS/i3PmlnWUtFSPgcuFCjOBc3l3RXz5i9/MQnDkHO5HIVheLCI3P6Nb3xDly9ffg4zR7v3XW8kEZHklFNOuf9jH/vY74IgKFhrJwE40Tn3aJIk2opjevDib+WPGm6lhTTNS6OpiJvQetPrug01P1x9L0ELRNgx0By4byb8aVYBXg+qimIcACj0FsTJOOzojbk40wMSiM90HezwtFNOrhtjJodhKNZaUtVCkiSz7r///hOZmc4888w/rl69etWcOXPmPP300ysPPPDAuc1ms56maQag55ZbbjnOWrvitNNOG2Fuj+H7+vr6+/v7ByZOnDh+zJgxY6655pr5ItKzZMmSezvN73lCRHj00Ucbq1ateteYMWP+dMIJJzQ6cPSZZ55Zvd9++80IwzAcHBwcuPnmm0+w1naXy+XbFy1aZP7whz/ozTfffHylUnnmrLPOeluWZZuCIMgZY5SIyDBj2knvfHbDdb8pz3U+r+otvCayfYeXZnOcQm8BcJoqJgCcKDzbTcCknA0fBnAWAKjyDiWUtZmEfv2mxM6a2VAbdG8L7SGHHzTv0SAIgPZofJyqPtJsNt9sjDFZlsVnnnnmMara6PR3C4noJ6p6HoCHmfmmW2+99bh3v/vdI2ecccYQgGUAzgZw3C7jvjU33HDDxlqtFpx55pk3ABhdUg+89wUAMwGcsHjx4uI555yDM844Izn++OMLAK7z3h9rjPlkB/JFInLm0qVL++I47r7iiisOyOVy5dNPP33pOeecs/K66657z5IlS54mopNV9XcAxllr+7xX2ufNC4sPXH/DvLnS6JPEx1i/UaXZKrR/S9422qtYGz603mUT2AP7Rhxyu89VcOADYnWqHuLSfLpxY5dWa9vZmO6wUCiTseC2+swTkY2jlSciiMjFqvouEbkEQE5VP6mq56vqId77LwPAtm3btqnqqar6HRGZB+BqEfmCiFykqqvCMDRERM65S5xzl3XSd1T1a6p6uqo+2Gw2vwcAvb29G0XkMFX9DjOfDOA7AH6mqhcQ0aw0TT0AhGHYA+A7RLT4Ax/4wB1ENHnDhg23qSpEZDOAedZaMobI5HIltcF4DNd28IZ1OfGuCCiUycP4YJRTyCEE2Jc9zFwY3rf9NqDe9DjhQAUW3oNcipH+HcmEgw/5PhEnDIWIKIC6qtZ362POArCUiP5FRL6lqjVVvURVfy4iPwKAKVOmTAbwsHPuCwB+5Jx7P4BLAVwgIouZmbQtN4jIr0TkV97721T1MREpiMj7SqXS5wGgp6dnkohc2fkBnhKRL3Ys8JUicl0QBKYzhLpMVb8BYOlJJ530NhHxt9xyyzGde0NEVG3rAKVgbk6cP/97IwPb1WWO4T2p91aFAxUaM8rJGp4CmDkWoDcTuON+RqmSlgyJI/Uq3nhKM9SisKX5cJYxrNbamjFmnKpuc869s6+v72cA/rGjhXMAbPbe30ZE/wLgHhG5jog+O6qp69atWy8i7ySiSzuWelhVrxeRx4wxSaPR+EC7K9GZqlrsXO9Q1Q1EdIeIbKnVagDwHVUlAJ9WVRDRJufcBcaYA7335xIRvPerOv3ol9FeFgPaq9a9jz766CTv/XcALGLm7QBCIhokIOJibkY1CJs5X/fshYyqcyQGRBEpUkBDEM0jaGYB7KekC6EEgj7JAOC9aHvnQSAW/cVSuO/cuYn3PmLmnDEm7UzDFlQqlb4OvGDZsmXfO+yww86x1m7z3v8LM39NVd/mvf9+54f77OzZs2eoatF7/x1rba+IHAngFAAf8N6jWCw+2mq1SER29SmcucvQBsVisQ4AW7du3UxE56vqJBE5tzOrEefcZStXruQ0TT/IzGi1Wl/P5/N/Q0SzmfkrY8eOPaO3t3ccgGNEZIGq3sXMKRH1QFXGzp2bbSyWypPTXqgXdd6BvRdVZEr6FBSHMnCYgBMLIA+lCgAo6RZRhFAFeQ8IQSwQR2FPYZ9JW4MgSK21LCJzRaRJRB81xnwNAIwx5oorrvhspynPEpF/BlC11jaiKDoZnd73+uuvn7Fp06bHrLVHhGGo3d3dEJGHsizbGsfxjoGBgTMBFK6//vqrjTFBtVottVqtuNFooL+/X7Msc0NDQ1MBvO3WW289aenSpUfEcVzy3ouIxEQUGmPOA4BRS++c+6SIVIwx53nvL91vv/3uXb58+SwAE4jooyJyjqrOtNauIiJXnLoPJ8Woy2cZwYuyqIoqoEgFWMvAoarUDaBgAfCo96sqWiA15L1CmMApICDJh/l8qcTGGFFVj/aUaqRYLP7L2rVrf9xoNL5eLBZ3aggzEzOHaO9VVJLkuU1+7/2MBx54YAb2Isa0V9h+85vf/Pk9WaKJrVZr4iisUWC7y9q1a389b968aQAuA/CMtfapOI4XeO8vLpfLX4vjeA3aa4gCQE0QqURRDmlKgEK8AAqCihK0iueGV8yA2tGOkYAUIIEoqfckzpPLHBAEFY4iEhFnjPGqOhbt3bGZ++6778l9fX3YsmUL6vX6zqWnN5JYa49g5lNV9d9E5FvHHnss+vr6cpVK5X0AphNRA8BY770AEJsLSYytqMtUUwd4bbMDRBWNUV6AWn6e87WSV9KmGtRhUGdwPYCpE1srzmVE1ErTNFHVLd77AQAwxswEgCzL0N/fj82bN2NwcBBZ9rKdP18xWbVq1ZPe+49nWXam9/4/DzzwwGcBpNu2bTMA0FmE3UpELWNM3RiTsA1CgOpgqpNBnRk1z9QU2J28aFT7dr5BmldFyQIqIPKq5OFh4evqfaiq+c48dC6AjXsqrPce1WoV1WoVYRiiVCqhUCigs+D6mkmWZWg2m2g0Grjqqqui7du3Hzt58uTbJk6cuHb27NnvJ6Kt995779NLlix5E4CJqjqHmR8CYLMkSQP4qgrKBJAwhKBgJVZyFjs9jwEreE4FhajIopRAGSAGkRG1CJwfcnEqlMtZIhIiqhNRcc9Ff07SNMXg4CAGBwcRBAHy7QVYRFH0igN1ziFJEsRxjDiOn9cCduzYcdbVV1/9gs/84Ac/WLFkyRKoahlA3XtPzjmbtVrMiWs66BgQiIWcQpVZQwJ17eQFwBLQC9UNIEyHoqJGYwhIIO21QvbepGktHhpyQXeFOyvNDeCFHvi7yBAzb+zkwSIyLcuynl0rZa1FEASw1iIMQ1hrwcyw1oKInmcQRGR0TREiAuccsiyDcw7OOaRpOrrcvyfZxMyD1PbBgfd+Ptq+NhgYGDgJAIhoHwB1dFQrHhlxuSyteUg3g4xv93VKYFJomaCA0hoCtliBPi4EQ8B0IZ1LgscZUKfwgIoQo7S9v9nYtDGMpkwxYWhtZ2B7SCfT5wkRPU5ErqenZ924ceNkx44dPDIyAgCbReTg0edGK/8qihhj/qSqZuLEiWvL5TJv3ry5GMexV9UxqjoTQNrb27u8VCq9mYgeFxEbxzE11m8Mcn39Dc8QFaiFAkSkKoZID1YlgOQhQB9lBT2tKqsAgBTjhaTmSb0C6kDGiQa8dWuhsWZ9TtVb55wBMKiqxjl3LwCUSqXfjsJj5vqiRYsmBEFwOjOfEUXR6SeeeOJYImow85OvJrFdxRhzfxRFQ0cfffR8a+2ZQRCc0dPTs3jx4sVpZ+q2paen596VK1c+pqoBgMHMeyYiaqxdVwy2bCtnQoEA5Nu+TJ6gI6o0BgC86rMCeoYZfnXm0+0Ytc3CDXiygASqYK9MNFwrNNavnZ2mKURERaQOAEmSbN1t2GIXL148pq+vb8p3v/tdiAi+/e1vo6+vb+qJJ57YjfbK81/syP1XyAZVjRYsWHDc2LFj81//+tcxffp0nHfeeXjyySffsmDBgg3MvKNer49LkiTqdA11FYFzHsn6TbN4qJYnBYmCFQjEU6BKzVFO4tMdgF9rCVib+Oy00OQAAMTUVFEVpUyhUKhFko5F4g5Mk+QOIgqIKGVmOOemX3vttXfW6/XjrLX3EpE89dRTxy5cuBDLly/HvHnz8MADD2D69Ol45JFHDmDmewE8rKrjXk16RDQwadKktRs2bFgYRRFWrVqFSqWCe+65B4cffjhardaihx9+eG2WZVOMMRYARCTN0hQuzRLN0nk+i58ASAOwCOANgcHaVGlb4KbPxjtgjd0fqK4Uf/ROWyxqASYlsVBWBbwCCPv778x6dwzQPvtMMsZoEASbVfVtRx111E3PPPPMzQBwyCGHFK666iocwXXn3QAAEZlJREFUe+yxePbZZ1GtVjF16lQcc8wxWLp0KRYtWrT60Ucf3Wl+X6lB954WXk866aSJy5Ytwwc/+EHcfPPNGBkZwTve8Q40Gg0sXbo0nD9//vJWq8UzZsw4RUQ2dgyVtjZtGgj6+m9X8EQAQlBWKBFYSBBqh1Mq/m3zgQvabrNAnwIPEHAEgBMIspJUIKTkARaFMQ89OlJbvjw/5vTT1DlHxpgnACyaNm1a38UXX/wxEYGI4IEHHsD111+PJUuWgJlxyCGH4Oqrr8acOXPwmc985m9Hnxu1qLta11Ggu7+OAtr1lZlBRM+7Hp3OjVrwG2+8Eddccw3OO+883HXXXRgYGMD999+PBQsW4Oyzz/5okiT/KSLjVPVGL6KNRoOaD64o24cfq3nIFEOkAlIDdYAnAb+jw+sBAtYBnV25v4OphWyHmPidALqgtEIIxbbnIkOg5KrDJT3ggLebgw9ew4aNtTYlonne+2IQBN2qyiKCOXPm4Je//CVEBKtWrUJvby9WrFiB888/H8Vi8Xnw9gZy1793T3vT3t21kIgwefJk3HzzzajX69iwYQN27NiB7du344tf/CKstS5JkhKAsSKyIm61qNVspcnd95yst92RWMAYYjEABYCxsIMKfQsAOPGXpz77w/cg6xkAArj7W65VHs1cGNsZpBYMQKAgiFIevX23tTas64vjmFqtFlT1QQBzkyT5xWgFp0yZgiuuuAJRFIGIEEURLrnkEkyePPkFkF4see+fl17KZ3aHfdRRR+GrX/0qms0m0jTF3LlzcfnllyMMQ2RZ9gtVnauqf0rTVFutBK11m/pNb98tqhIqoKTC3LbAqup3jPJpuVaXh/sTsIun0dMwf+zJd+0PxWRVPA7CjhSglgIJhDxAaSm/OffZT0+17z+9t1AscqlYZCI6Q1WfiaJoWmfF+AUV/nMAdtfCF2vCL9Zsd0/GmL39PRTH8QARzfYi1zXqdbRaseh//fe41uXf326ayZQA0BwMAlLJA8SKsUp4EwhbBlsjz86DPw7Yxb1NgEuc91e0C4qDFboDECK0zY4KyNdbU2iknqT9/X1JHEur1VIRuU9VD0iS5Jo9NbndwewN3p408M/9AHv7vr3lPZriOL5BVfcDsCxNErRaLcRbt/XpSD1zzXiSgtgAyvAwbSPSq4Q3AYB6fzmA/z3KbSfAEP7melqfNrppQqKtAIAhUAiAWD1BbO2XvxyJ7l52QL1eR6vVEieySVWr3vszvff37K3v2luF9tZ0X+z6xZrti/Wfqoosy2713p9FRMNpmm6u1eucpqkU7n/wwPov/m+DAGsgQgAZAhkoWDQZ5TKY1ueuh7/9BQD3BxLfNtHXdHxAPgyiEduZzzJAEFI3PDxO+3aMYP3GvlqtybWRKrz3d6hqMcuyblUdGm1+e6vYi/V7f8n13mDuCWKnTL1pmk4CEKRpeme90aBGKxa/ZsN237d9OKnWxrQdKEm4c9qbCcPKdLa2rcEvAG2c0nZofz7AdjOWC0fSxuiZCMuCHQYg204IIEoA9f7kqlLlqZXvTONGrd5ool6vp9r2OD04juO7te3L8qKa8FIMyksxIC81H1WNW63WU0R0sIjcFsdxVq/VEdfr9a6nn17c95OfFRhCFkohFBZqLKAQ7kfHi62aNtcmkG/syux5AA8GtntxBwB0BwAo0YcD5WFDpAYEA4YBQzPXvf26/75vzP0PlhuNmtZqDWo2m4MAHgLw3iRJfrWrEdj19aU06d0t8K4gX8p37CnvJEl+h7YP4oOtOB6oVqtaq9do3EMrituvuW4ZMt8TgikAwxBgicDKwyD9CAAocIsTN3th22N2zwABIIb8r6G0vqzd4jUnLD4E1HS2OgJAQ6KkuXrlfn79Rp9fs663Xq9ptVbzjUZjjao+AuCDzrlfAHhFNPFlal6aJMkvVfUMAA83m821tWrVjNTqlHt27WbevJmba9bMMgRvALWAsBIFgIA1BRAqgKG08TBBzt+d1wsALgS2irhAIT8CFFCcYYFVAUHzgIYAWRKyUF37o590j9u89ah0247eWrXKw8MjaLZaq1V1uYj8TZZlN6jqyN60cW9a+WLjwJeibaOvALamaXoPgLMUWN5KkjXDw8M0ODSk0rejf0LvjiPX/OA/ihaAhUoHIIekxJCVpLqkzUB+KOLsfOAFUZH2eNDmQ9ClcG5J3uZmKBBCKWcNDQsQCEQ8wSiIRMT0Llvef9CCQxZsjIKnHbikIgKgGQTBJlU9xTm3GsBqANN2b3Z7et2TMdh1/Lf7GHBPY0IigjHmHu89EdERAG6O47hvcGjI1OtNifsHBg5cv/HYJy765gbrfaVAxCGBilDNEWyOTaxCbwJhHIGqQ0ltex/kcz9re9/+eYA/BtynYaqG6HHDZhEIE6D6EClXAHgHYgAsBPLqo833P7Bm4cELjt1A9GhGWnaqEOdbzPS0MWauiExX1Z9re+Qf7KkP2xO43QHuCmhP0Dpz4CERuVZVTyYicc7dPlStJrWRmtZrVY37h/oXbu094bFvfXuFSZOxEZGNFDYCfA6MHDGp6nYiHA8Aqc++lIn//RGQPUb32OtZuR9C1nxc/GcjGz5JoIMBmk+svyPQBAACUqiSVVJIlhW3LLt/5eGHLzx8o8NTKUkh88555wNAN1pr+1T1VBFZx8w3icjB2j6a9bwmt2uzHJU9QdqLBgoz/1xVJxDRUQD+2Izj1fVaLalXq+FwraZZ//DWI/r7j3/4m998gprNSTkgyIE4YmgBLDkiWKUniXAOAAjwi2ra2Ocg+Ev3xmmvAAHgH6A31lz6oZzJEYCxUD6YCHczoUeU2DMMQCBSylzWtfHOu2tHHnXk9DjLHu/1bqzKzj4sZrarARUROUnbHq2/Q9tFrmtXiKPXe1p5GZ2K7QZvC4D/ApADcDSAJ0RkRa1Wy2rVBtXqVQwODMvkoZGtbxoZPuyBr3ytj5JkfJ5gQmWTJ0IR7AsEWKb1qvhIh8uq4WSkVYJ+6N/30HRfEsB/B9zHgWVO3fjIBAsIGhHRDIY+xNAygRVQgjBDlcW7YN0dd2bzDj7YTjXWPJVltVbqOUvTXOYz8c63VGU1M9cBHKKqU1T1NgB3S9uzfho68/Pdm+0uyRHR3UR0B4DtRHQgM5dUdV2apk83m83myMgI1RpNHR4aMLVavX5stV6sbNpaWP71i4qBl2IEaF6ZCyxSAEsemgXEW1RwGkGLANxI1riaVL4yp30YfK/ykmImPApzap7t3EKQ+067ctigwP2xYlwq4AYLN6AcgzQW9S0oeubM2fTmv/v0kY8Q3bUxF3bnCpHJBYFEUZ7CMEQYtnfjmDnsaOE07/047/16Vd3S8RZIvPdgZgugQkSTmHm6MWaYiDZ2oKejO3Rx6rXValAaJ9qMWzohTre9FXTy4z//5dLtDz64fx7gHLdHE3kYXxDhHINyxFsVeCsU+wKQetb6p1T844fA3/jn2LzkqB2PAOeUOSqHQefoP2EThP6YkUxvgnwLoi2QT1RLTZUkUTXehukxXzp/MJw8acyt3j1RZTOhkM/bMBeQNYHmcyEAAxMwhUEgaLurdcJmAUTtU/LS9kfU9jUABrIkJS8eBGiSJJRlmaZpqtV6S3oEAydZO6+1bVvfsv99yVjj0jBH5AsgHzKFecAVwFIAyCi2EeMoKGYBQJrF5zUlSQ4G/s9L4fIXxY15BPhqV5AfsRx2INIQAdd7yP4tQJseQQvQJpRarC4VlRQQU+5qHP2Fz6e5CRPG3dGsr9geBOMtIQzDnLBlCkyAIGBSJTWGoKoZGePEOQ8AbK1R7y0RWSfKDEWaeiiJpnEK5zJkzmfjVftOyOXfnG7v237vv12Wk1qtEAKImGxOyOZBvgClvAHyIDWglar0PwjtfjiV9Lx61iq8CfjWS2XyF0cuegz4+zyHYRTkvwmAFUiJ8WNRPTSGaqzwTYEkDI2hpuVhHSFLoGq7K4NHfvQjtfEHHHj8mlZ828NJq9HnsnHGhNYGhgwD1rYNhaq6dgwZoDM5sCKs4jLy4uEyp+KzrDsIB95aKJSmBdEJ2598+s4HfvaziqtWe3IgChQ2b8hHUJ8TQp5h8gREIEtKjwP4KLU9yKSZxV9IJPmL4P1VAAHgUeAjAduppaD0v9CJd2oIvxKlcgJfjAHTFLIxqcaKLGXlTGBa0CxTsWK40TNjZt9hH1hiumfMeEcs+sS6VmP1hjh221KniXrK4I2gHXiH4cnA+DwZnRQEPCOfs7ML+f0j4gMH1qy/88Hrfikj69aPZ9FijthZUBAxfCQkOYYtClHI6nNgH4AalrThFWd2CAwOp41/F3FrDwV+/pey+Kujtz0EHMXgT48NS3NBGI0XuAqge5TkgFhJEqiPgSCBaiJwKSRogbxTNY7IZ6rGkWYmFw10T506MnXBm3X89Olhvru7GJXLlSCKxgNAliR9rWp1JBkZafZt2JBufPghHtmyuUviZEygFAREYlXZErkIGoTgNMewEYhCIMsBlCMERvkpJX07FPsDACnuG0rrazzk8gXAn/4aDi8r/N2TwJgU+HlPWHqQiL/y3B39NROJE0yJiVwM0VQ0TIE0ZVgH+EzEZKAsgwYegIdmClivnCl5B2KFSHv8xWyhQlBjLElIgCOQDUFqAR9AA8vsQ4ADgc8BgWVKc2DOqQbM2KSqAYHeN1pCUflaNa0fTsCHDgGG/loGLzsA47WA2Q/4Z8sWXUHhQ9o+nAwFUkB/ysAYrzQ1IU0cqYmVxAGcifoU4IwhHmIgTI4FIuQEUAWI2lNGKFQIHZcxVmuElVgQgL0RmBDwAZOxgIQEEylcpBQxY6MRJI4weo4PAJ5pZM1rMnHuTcA36bnjZH+VvGIxVB8HZjvghyVbvCkw9hsKLXRuCSn+rzIEqtMzgnEKTQnkPJwzCJwCHuqkbTUcAeIERNSeAajCWoZqe2XcctuqBJahgUdmGUEAeEswgcIR0XoVWGqD43ZFqZn49CtN11rkgE8d3g7487LlFQ1CqwCtgDmVIH9bDIsPWeJ/1vYUa/T+kwq9j5WKRDQ5UwmFkHmAPRSOQOpJhSHtlcT2fI6gCiYigWGjsAplkBoAAWAMOBPVbSBtEOhotCMZjVYwdioXN9LGmwX844Xwv38lQyK/KmGQHwQCMmYJRD6UM7nbQms+D6V9n/cQ6VYAdwLUIiBSRQVAt5IaArwHgbQ9jFESNu1ItKbtLIFhIlQ73UQOwAlQmrRbzTaIc5c3fHyiMv9Cvb/2sOdicb1i8qpGMleAH7T2BPL6T9aYu3Im7CHQeXsvDQ1CZQVAI6QY0fZ0DqRaVEIXoF0gXgDVMXv7CoVeFvt0KPP+WGPoWwucu/Pl9nMvJq9ZLP0HgXFg89U8h+uZ7SWvRh4i7vyGZNNZ3DcOA171MPDAawhwNL8/sfllzuQ2M/EL9hdejojq5bFrTT1M/RmvVtj3Pclr/t8c7gRswdjfFzjHoOfCh7wcIcU9dYlj6927Xo1+7sVkz0d7XkU5HnDq3ftjadWVdNPOU6J/bSLd1pBWb+bdktcaHvA6AASAo4Bq5s1Xmz79tQKpoN3L/6XJAy7x2VXkzdfe9jJmEy9HXheAAHA00sdJ6QFR/Ye/FmCq+g9edeURSF8z5/Xd5TXvA3eXZRxcam00zMDukeX+nHwj88nYt/jnIvC+HvK6A1SA7jPhb4wJqtSOofBS5NpMsuKtLn3Pha/iGO+lyOsOEACWAXm1we+Ywm4iLPwzjz/mJNuSufT049vHJl5Xed36wF3laKClLjhbJHtEQdW9Gw2qZ97f5505940AD3iDaOCo3GNzx4HxVlZz0Z7ui8o/KrLlxzr3x9e6bHuTN4QGjsrbXHwXRJywnP8C7WP5AkHkjQQPeINpYEfoHpP7hRrapEr/0H5LL2fR8W/z8d/gNZymvRR5IwLEnYBlW/i9gJiACNBYXfOU41/ExeL1kjdUEx6V4wEnLlxCkCogfeqaZ74R4b3h5d6wNP/esDT/9S7Hi8n/B3LrBEUxxEM2AAAAAElFTkSuQmCC\"],\"useMarkerImageFunction\":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', amount = percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', amount = percent).toHexString();\\n }\\n}\",\"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;\",\"strokeWeight\":4,\"strokeOpacity\":0.65,\"color\":\"#1976d2\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"showTooltip\":true,\"autocloseTooltip\":true},\"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\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Speed:</b> ${Speed} MPH<br/><small>See advanced settings for details</small>\",\"markerImageSize\":34,\"useColorFunction\":true,\"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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\"],\"useMarkerImageFunction\":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', amount = percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', amount = percent).toHexString();\\n }\\n}\",\"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;\",\"strokeWeight\":4,\"strokeOpacity\":0.65,\"color\":\"#1976d2\",\"mapProvider\":\"OpenStreetMap.Mapnik\",\"showTooltip\":true,\"autocloseTooltip\":true,\"labelFunction\":\"var vehicleType = dsData[dsIndex]['vehicleType'];\\r\\nif (typeof vehicleType !== undefined) {\\r\\n if (vehicleType == \\\"bus\\\") {\\r\\n return '<span style=\\\"color:orange;\\\">Bus: ${entityName}</span>';\\r\\n } else if (vehicleType == \\\"car\\\") {\\r\\n return '<span style=\\\"color:blue;\\\">Car: ${entityName}</span>';\\r\\n }\\r\\n}\",\"tooltipFunction\":\"var vehicleType = dsData[dsIndex]['vehicleType'];\\r\\nif (typeof vehicleType !== undefined) {\\r\\n if (vehicleType == \\\"bus\\\") {\\r\\n return '<b>Bus: ${entityName}</b><br/><b>Bus route:</b> ${busRoute}<br/>';\\r\\n } else if (vehicleType == \\\"car\\\") {\\r\\n return '<b>Car: ${entityName}</b><br/><b>Current destination:</b> ${destination}<br/>';\\r\\n }\\r\\n}\"},\"title\":\"Route Map - OpenStreetMap\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}"
}
},
{
@@ -98,7 +98,7 @@
"controllerScript": "self.onInit = function() {\n self.ctx.map = new TbMapWidgetV2('tencent-map', true, self.ctx);\n}\n\nself.onDataUpdated = function() {\n self.ctx.map.update();\n}\n\nself.onResize = function() {\n self.ctx.map.resize();\n}\n\nself.getSettingsSchema = function() {\n return TbMapWidgetV2.settingsSchema('tencent-map', true);\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbMapWidgetV2.dataKeySettingsSchema('tencent-map', true);\n}\n\nself.actionSources = function() {\n return TbMapWidgetV2.actionSources();\n}\n\nself.onDestroy = function() {\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
- "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\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<div style='font-size: 13px;'><b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Speed:</b> ${Speed} MPH<br/><small>See advanced settings for details</small></div>\",\"markerImageSize\":34,\"useColorFunction\":true,\"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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\"],\"useMarkerImageFunction\":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', amount = percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', amount = percent).toHexString();\\n }\\n}\",\"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;\",\"strokeWeight\":4,\"strokeOpacity\":0.65,\"color\":\"#1976d2\",\"tmDefaultMapType\":\"roadmap\",\"showTooltip\":true,\"autocloseTooltip\":true,\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\"},\"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\":{\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"tooltipPattern\":\"<div style='font-size: 13px;'><b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Speed:</b> ${Speed} MPH<br/><small>See advanced settings for details</small></div>\",\"markerImageSize\":34,\"useColorFunction\":true,\"markerImages\":[\"data:image/png;base64,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\",\"data:image/png;base64,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\",\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABdCAYAAAAyj+FzAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAH3gAAB94BHQKrYQAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAACAASURBVHiczZ15vF1Fle9/a1Xtvc98780cEjJCAgkgiUwiIghCgqLIQyK2qI0D2g6PlmfbbaONCmo/habB4dF+tBX0KdC2PFGZB4GEgECYIQmZp5vc+Yx7qFrr/XHODSEkiDKuz6c+Z9+z9zlV9T2ratWwal3C6yh64YW8Y8Ex4431M4yhOQAtVMUBTOgRQRGEWvtBlJnRgGJABSthdIWHrIyI1l9y3339F154obxedaDXOsPGr2+anFL2TgXOJKZWEIYP5oslL0z7EtE8Zj4M0O49f5qGofKAF32GRTe1GnWTZOkR5DUi0muC0Nxaete7el/L+rwmALdde+34nOcPgei0ILK/j4rlLmbztyBMfkUyUGwT8f+ZNGojWeLeBchvjOR+Xvngqf2vyPe/iLxqABWg/p/+YqFR+WYQREsLXeUuMH8WQPhq5dmRVMRfUR8eqquTt7Din7rOOXsFAfpqZPaqABy88spjlPhfi8XytSbKfZxAB+3l0ZSZ7hXD6wkWCAggClURGWJSggUAUjivokRIoJpq6gkkyl5miOJYqNq9VO6xer3+UxfHp4P9l8Z+8pPLXum6vqIAhy+/fLYXXFksdd1go9wXQZjyggyJH1HDDyEIQ1iawMZAjAWTsWS55QHHbEREGQwPABAYZhLxzjDBIpOcQBx7BwhUvOtDkiXk/WGqcugeirbJxc1LGvXaqY5x7sTPf37NK1XnVwTgg1deGcwcHvkWOKpXuiqLiPjI3XIZJBv91lub59CORWBVAysmDKyQ8QgsQGSNsakaUhAYIAPqlE+hgHpRVeMB730IFcfOK8RbSVPHTghZCsn8IJI0hk/fA8WYXYuhovfVa8O3eudy69eWLzjsP87NXm7dXzbA6oXfnJNBflwaM+4uJrpgt6/fTlFwC+dyY7w1Fvk8KAwYHChHRsQGAVvrEBgSsGE2DtYATAwFE4MBQAUCgkBU4D3EewtRD3WK1FmkzsE7gstI00zQaoEynyFNNkucLCZg+q6lUpVLRoYGj1KWv53wla+sfjn1f1kA+750wblBYGcXunpOJcUBu3zrsIbBryhfnGaiyEghIoSRahiAcgEjyCkCqxwEFsY4BCHBEAnIIzAEsGEGRDVgYgXUiQAMcfAeEDXwqshSFe8t0syxcyRZTIgz0TSDacYkaapoNb2kySaK07MAVEaLqIRnGkNDv3ferR7/rxdd+ZoC1Asv5L6R+k9yudJTuXz+YgA7O3EOwquQjyoo5POI8oRCBC7m1YcRKIgIUUgcRSqhVUSRARtvrGEPkiRuVBsDw83B3m3Ot2KqDQ8TAJR7utXkcjpm4qSgOK4nn88XK1BlOC8iziBOPWeOkCTkk0SROqU0Jm00QEkKtFqqzVZLG406vHxol6q4pNn6XBw3jh23Zf3ZdN11/lUHuPpzn4t6Mr2h3DX2T8T85eeoYjuKuT9QobwPFfPQYp4oX4Tmc0AxD+RyanIBxIZk8hE8sx3cuLnv4ZtubD774MOz01bzQI4KjwTdXRt57NhhDYO00FXOAKA5UgsozUIZGOjOhkemSdI8NMwXnt7vsIVrDl20uDhu2tRxRtT5OCZOUvFJqhTHhFYMbbSIkpai3oSvN0Ct1lY0mqeAMHFn0UUuqo0MHDkU0Kn7X3FF8qoBXL34c1HXxNYNlZ5xawj0qZ03DN3I5UqMYqFgSiX4UhEo5IkKBUUhDxTy4FweEobF4R19g7f+6D8a29etPz6cPPGWniOOHM5Nn1qKyuUKk+UgCMSwigoLMwQARNr9ocucEUC9TzWu1WqNDRvrw8sf6HHbd7xz0uxZd5z0iY+VK+Mm9HCa1aXZJG01iZJYfbVJHDfV1BvwtQbQbDSlVsvB6+JdQHxvZLDvwDq5d8/86U/jVxygfu5zUV//4I1dXeN7QXTWzvdN+GNTKU5DpSJUKYKLRaBShi8UCaWCUr4Ijuy4NY8/9syNP/rPg6mYf3bSu9+zpTJj3/FhaG0YRWRsiCC0yFkLgAWgzFgSMkYBQL0n74iZJRDxnDiHLM3Ue4eklVCaZVlt3fr+3j/8YYrWG7NOOfeTT86cP+8AybIdaLRI63Uy9ZZKowodqZOv10G1WiLVxiD77CO7VPPqkaG+aSMjAyfvf+ONL0kTXxLAa9//fvN2p7+rlMdsYDbn7oQXhj+kSnkmd5cJlS5QpSwoly2KBUGpRFTIj92+YcP663/4g/2CSZMfnnrG6T6sdHUXopByuYKGoaEwDBGEIaIwJGOMhGHovKfEGPVBEGUAkGVJoEqGCGGaJoH3npPUiXcpxXGKJEmRpC3EcapxbWR463X/bZLebQvf95nPrpm4777TpNUYQD1WrtWdr9dCDI8IqjVItcpUra3WNPvMzjqpfH9kZOCACQGd/FL6xD8LUAHaccq7flEuj9/ARP+480YuvIzK3fO4uyzo6iLT1QXpKkMrZZhSyWTQiddd/r1n62lMsz/+sb6ouzKmmC+gWCxImMtTFAQmn89REEQuzIXKABtjhIgUAAPIOgkAAnQMlarCe8+i6tMkYeecbSapxs2WZGmszWaCRquOWt/g0Iaf/WxiJcxl7//8Z+ayoldrdaFaXTEyDD9cI1NtiBseUNtobHDN+FPP1Vkuqg4Pzph40w1nv2yAW4874dxKqZyzJnfZ6Hucz31fyuX9TM9YoKdC6KkIlbuYuyuiheLEbZu3rL3h5z87aNJp77lp7PyDpuZLZZTyEQqFvBaLRQRRzufzeVimoANsAMB2AFsAbAbQByDZDWAEYAKAKQD2ATAZwBhVhXMuSZ3nZrNhm/U6teIUraSl1ZGGDj3xWO/263+76D0f/chjEydPmaWN+nYdqTKGa0B1WGRomDA8QjpYfRZZ/HejdXRZfF6tWfeT77rte381wIHD3zpfQ/s3xfKYL0GVAQA2+iF3lWfpuDFK3V2Erh6Ysd2qlRJToTD3jzffcseza9dMm/s/P7clX6wUKpU8R/mCVkpFLRSKEgTWWmstgEEATwNYC6Cxh3IJgKM6fy9HWyu1c4861wUAswDMA9DtvXdpmvp6vW6arVQazRparRZqQ0Mjq//9+/vvt/9+a4898Z3v0Li1CsNV9cNVz4ODVoeqIsNDHsNDG5G5tiaqukZ96JLM61WT77/nqb8Y4JPz54djw8LN3eVxUxS6PwCA7a+op9JF3V3MEyYQuiqCMV2M7m4gCg/6f7/573uauUJj9t+eXSiXyzaXK3JXuaiFQh6FQsExcxnAJgDPoK1xhHbTpA6g7g6UgwAcDmB2pzhrANwP4KkO7CoA34HoOq9jOp/b13ufJEmi9XpDq9Um4rhOtVrVr/np1Y1CKy68532nH0NZ+gQGhtQPjxCGhlX7Bw2GB70OD4/A65JOvqtGagPbJrK8kx56aI/TPrM3gF8ZO/HfugpdG9W5U+EcyPmnqFioarEYULkCKhWEymVGpUxgc9A11123ws7cb+P+HzprXHdPt+0qV1y5VOCuroqGYRgZYzIADwJ4Fu2mWQHQIyIREUUAciJCRJSo6qeI6NsA7gZwO4ClqvppIrqpU7xIRPJElAfQg/YSWQJgG4AhZh5rrc1HUZgGATMRGRuGKM87yA5v2Tz02N33NOfPPeBQUfSyS1nTDEidauqIUie+Uffk3AQ4NzYy9prBZv307/bt+N1LBrh1zpwDQoTTAzIXtKdO4jSMbuJysULlippKCShXiIolImsPuf6m3y+LDpy7ZeYZp0+qlMvc091FpVJJy+UyBUFQYeanADwCIBWRkIjGiMg+qjqWmaep6nxVPY2IjlLVJ4joMACnAzihkxYR0TCAR1T1M6r6FiIqEVFFRHKqWlFVUlUhohjAWiLKjDEzoyhyxhhlMrCWbGn//UrVoaG1Ty9dGs+fvf+bSWgL0tSqy0BxBmSppSx7FnE8H84zvBzjnLvhf47r2XZpf//AnwWoAFXHTfivclSeR0RTAYA4uJIqpamolJkrJUi5ApTLxLlw9u0P3HdPOnnS0KwzzpjQVSlTsVhAuVxGoVAoMHMOwOMiMkBEkYgAABMRqSqJSAqgn5mfVtVFALYC+Bu0jchVAG4AcAeAJ1R1tqq+T1WfJaJ9mPknABqq6gDEABLvPYjIEFFJRFJVbTDz5CAIDDO1mNmoshRnzOgeWr9+oPfZZ9fOnDr1MFHpJ+cUzqv6lJH5IpL0VqgcAQChCcstFy+6ZKD/Z1/7cwA/PWfeCcWwMMhsP94mqiu4XAJVykzlElG5i6irCCrku9f2bnnk2aGB8rxzz43KlQrKpSKVyxUtFAqWiLyIPKWqCYBJqlpBu5/qEZGJzDybiN6jqkd77+8hoveq6nYi+g4RBar6QQDvBPAOAAuY+W4APyKiBao6A8AtqvpFAAtFBERUZOYKgPGqWlTVHiIa6qRyEAR5a61T9T4IIi4fOCdcd+/SfJGwprvctQ9EEnZi1XmFc6Qu60Ka1gGaDMI+AfFlQ2PG5i7p37F+V168u/YJ9KvWRl/a+UCY+xNyUai5HFMxUuSNIoyQthK6f+XKhQed9/fVUqlIpWKBS6WSz+dzQfurcC+AQe99WVXzqtqtqhNVNSKizap6u4iUVLVFRBc5574IYI6IXOK9f5+qiog8IyLPqKp4798nIpeKyH6qer6IfNN73xCRCjPfCmCt954BdAHoIiIjIkUR6RORZUSURVFki8VykM9HWiyW+KC//3zz/pXPLEySRCm0RiIryAVKuZyafJ45Ch4Y5WBN9EURf7HuZnifp4F/N3f+WwthfoTJvL/9Dt2ihahiKmVoscDIFxWFAlEQzvvtI38anvPpTy/vmjC+p1AqoburolEUBUQ01Tl3D9rW1DNzQ1VrzJyo6j4AFgFYSERLVfXdAC4HsICI3gvgSWPM94joZhFZq6pxpznfraq/Nsb8UUT2AfBhZh4G8FMAxxPRLar6BQBv8t73qeomADuYuQmARKSMdvew0FrTMIYVRAAQFvaf89T9N/x26gGTpkwn7/uQesCnUPHkY99NLlkNYH8AFct6SX+lB5cO9m/eCXZXgF79N4wJp47uvpgo2CxhYYoEgSIMlYKANLB2Ze+W28v7z0m7pk6elM/nUCzkuT20w1Tv/UYAbxWRhqqOrnhscs6tIqJbARyvqomq/j0R3QbgAiK6Q1VvJqKzvPcXqT5//2f0b+89ADxijPmi9/5dAL5MRLc4584H4IkoJKKbiWiMqh4gIlNUNWDmfhExxpgtzDwlDMMtBRHyzvvuqVPGl/af9ejqbVvs3DFjp0kQOAojFROQKQQqLtymSdrmwflPESenAjjxBQDXzZ8/iV1wO4CLAEAJd4kNpyCygAmI2KgGBkjdlCd3bJ+54NOfWFbI5xFFEedzOW+M6QFwFxFtUdXAew9jTMV7fygzv5uZ6977bxNRwXt/gTHmUlV1InIBM38VwDs6oG4RkbuJqLkbxAIRHUdEJzrnDgUQM/OXReQTAKZ0NPBSImIAnwJQAnAnET3mnBs0xkBVM2aeYK09wlo7kM/nDaA44MNnRw9dePFb9ytVMmbaAGtgQqPehIAJ9oFmfwTp20E4gNn+cu3MgybOWvfE9ucBDBJ5X7EY7dynZWOfhjEzjbWkAUOJiRRmxY5t901bfHItly9MyefzUiwW1Vo7SVV3OOcWoz2wtcaYDQBWiMidRHSqqm4jog+LyBZm/i4RnSci3yaii1T1Hmb+tff+QACnEdFJ2E2ICKq6XVWvVNWVzPw/vPff7IA8T1UvFZFNxpgPi8gIgAnOuduDIOgGcKyq7uu9Z+993Vq7PYqifYhou4jXLPOFKSce9/tH7vtTeUHPuGlK7MFWOTAiQQAT8FPe+bcDQCksjvVu5HQAPwQ6RkQB8mtXTwf47e3GQn1gM1WtgbckwqywRN6l4zYn8dsnvfWt46PQahAEFIYhq2rivV8G4Ceq+v9UdbWInOyc+4S1FqoKVf2Bqh6qqr8RkW3e+8tU9XYi+rKqHui9vwzAuWhb6UcA/MY5d7lz7nIAv0F7HNkD4FwiulRV91fVL3vv7/TeXyYiW4jotyJyqKr+H1UFM5Nz7hNEtNg5t0lE7iKiX6vqnUQUW2tNEIQU5iLd9x3vGLclTY7zWdoDqLbrzGBr4GH3VcWAAgDTcbJ29b6jP6xBW99nGJOfEYy0ijSmO1TCLRREPchFZIKANQyFQqPPpunq8C1HPjl+3oHlKMpRsVgQZj5AVR/z3p/V0egBVV0JYDEzbxORfQGMVdXDAPyaiD6JtrH4oYh8TFVPQnscdzkz/5f3fnVnnDiLiBYR0WGqKqq6XkRuNcb8ynv/eGew/W4imi4iXyGiyQBOZ+afiMhH2nqBsdQ2FhONMVeKSAzgMBF5LxGtYOZDiagPquS8mrReWxFv3jw4hrlIaQpJM1LvGN4ZdemDrDRG1qx9VLys+TvJNl8OjFgASGBO6Db58ar+fbxu3dUye78WDBMRVNgAAguHYJ1Lj15w8onLC4UchWGo1tqIiLap6urO2OwMVd3CzFd0xmY/VtVvA/gCgEtFZDERfUlVv+WcewuAW4wxfxCRt6vqlzpGAp0BN9BeUACAQzoJncEyVPW/jTF3O+feTUTfVFUB8CXn3BeIaKL3/nxmvkRV/5GIvq2qARF9QlWnA1gqImuMMbOCIAicc1k+r5h16ruKDz348JGzDe0gIAUzQExEVmBMitVr7obXsyObW5e6+O2Av5oAYC3s78YVxhypinEA1blS/i3PmlnWUtFSPgcuFCjOBc3l3RXz5i9/MQnDkHO5HIVheLCI3P6Nb3xDly9ffg4zR7v3XW8kEZHklFNOuf9jH/vY74IgKFhrJwE40Tn3aJIk2opjevDib+WPGm6lhTTNS6OpiJvQetPrug01P1x9L0ELRNgx0By4byb8aVYBXg+qimIcACj0FsTJOOzojbk40wMSiM90HezwtFNOrhtjJodhKNZaUtVCkiSz7r///hOZmc4888w/rl69etWcOXPmPP300ysPPPDAuc1ms56maQag55ZbbjnOWrvitNNOG2Fuj+H7+vr6+/v7ByZOnDh+zJgxY6655pr5ItKzZMmSezvN73lCRHj00Ucbq1ateteYMWP+dMIJJzQ6cPSZZ55Zvd9++80IwzAcHBwcuPnmm0+w1naXy+XbFy1aZP7whz/ozTfffHylUnnmrLPOeluWZZuCIMgZY5SIyDBj2knvfHbDdb8pz3U+r+otvCayfYeXZnOcQm8BcJoqJgCcKDzbTcCknA0fBnAWAKjyDiWUtZmEfv2mxM6a2VAbdG8L7SGHHzTv0SAIgPZofJyqPtJsNt9sjDFZlsVnnnnmMara6PR3C4noJ6p6HoCHmfmmW2+99bh3v/vdI2ecccYQgGUAzgZw3C7jvjU33HDDxlqtFpx55pk3ABhdUg+89wUAMwGcsHjx4uI555yDM844Izn++OMLAK7z3h9rjPlkB/JFInLm0qVL++I47r7iiisOyOVy5dNPP33pOeecs/K66657z5IlS54mopNV9XcAxllr+7xX2ufNC4sPXH/DvLnS6JPEx1i/UaXZKrR/S9422qtYGz603mUT2AP7Rhxyu89VcOADYnWqHuLSfLpxY5dWa9vZmO6wUCiTseC2+swTkY2jlSciiMjFqvouEbkEQE5VP6mq56vqId77LwPAtm3btqnqqar6HRGZB+BqEfmCiFykqqvCMDRERM65S5xzl3XSd1T1a6p6uqo+2Gw2vwcAvb29G0XkMFX9DjOfDOA7AH6mqhcQ0aw0TT0AhGHYA+A7RLT4Ax/4wB1ENHnDhg23qSpEZDOAedZaMobI5HIltcF4DNd28IZ1OfGuCCiUycP4YJRTyCEE2Jc9zFwY3rf9NqDe9DjhQAUW3oNcipH+HcmEgw/5PhEnDIWIKIC6qtZ362POArCUiP5FRL6lqjVVvURVfy4iPwKAKVOmTAbwsHPuCwB+5Jx7P4BLAVwgIouZmbQtN4jIr0TkV97721T1MREpiMj7SqXS5wGgp6dnkohc2fkBnhKRL3Ys8JUicl0QBKYzhLpMVb8BYOlJJ530NhHxt9xyyzGde0NEVG3rAKVgbk6cP/97IwPb1WWO4T2p91aFAxUaM8rJGp4CmDkWoDcTuON+RqmSlgyJI/Uq3nhKM9SisKX5cJYxrNbamjFmnKpuc869s6+v72cA/rGjhXMAbPbe30ZE/wLgHhG5jog+O6qp69atWy8i7ySiSzuWelhVrxeRx4wxSaPR+EC7K9GZqlrsXO9Q1Q1EdIeIbKnVagDwHVUlAJ9WVRDRJufcBcaYA7335xIRvPerOv3ol9FeFgPaq9a9jz766CTv/XcALGLm7QBCIhokIOJibkY1CJs5X/fshYyqcyQGRBEpUkBDEM0jaGYB7KekC6EEgj7JAOC9aHvnQSAW/cVSuO/cuYn3PmLmnDEm7UzDFlQqlb4OvGDZsmXfO+yww86x1m7z3v8LM39NVd/mvf9+54f77OzZs2eoatF7/x1rba+IHAngFAAf8N6jWCw+2mq1SER29SmcucvQBsVisQ4AW7du3UxE56vqJBE5tzOrEefcZStXruQ0TT/IzGi1Wl/P5/N/Q0SzmfkrY8eOPaO3t3ccgGNEZIGq3sXMKRH1QFXGzp2bbSyWypPTXqgXdd6BvRdVZEr6FBSHMnCYgBMLIA+lCgAo6RZRhFAFeQ8IQSwQR2FPYZ9JW4MgSK21LCJzRaRJRB81xnwNAIwx5oorrvhspynPEpF/BlC11jaiKDoZnd73+uuvn7Fp06bHrLVHhGGo3d3dEJGHsizbGsfxjoGBgTMBFK6//vqrjTFBtVottVqtuNFooL+/X7Msc0NDQ1MBvO3WW289aenSpUfEcVzy3ouIxEQUGmPOA4BRS++c+6SIVIwx53nvL91vv/3uXb58+SwAE4jooyJyjqrOtNauIiJXnLoPJ8Woy2cZwYuyqIoqoEgFWMvAoarUDaBgAfCo96sqWiA15L1CmMApICDJh/l8qcTGGFFVj/aUaqRYLP7L2rVrf9xoNL5eLBZ3aggzEzOHaO9VVJLkuU1+7/2MBx54YAb2Isa0V9h+85vf/Pk9WaKJrVZr4iisUWC7y9q1a389b968aQAuA/CMtfapOI4XeO8vLpfLX4vjeA3aa4gCQE0QqURRDmlKgEK8AAqCihK0iueGV8yA2tGOkYAUIIEoqfckzpPLHBAEFY4iEhFnjPGqOhbt3bGZ++6778l9fX3YsmUL6vX6zqWnN5JYa49g5lNV9d9E5FvHHnss+vr6cpVK5X0AphNRA8BY770AEJsLSYytqMtUUwd4bbMDRBWNUV6AWn6e87WSV9KmGtRhUGdwPYCpE1srzmVE1ErTNFHVLd77AQAwxswEgCzL0N/fj82bN2NwcBBZ9rKdP18xWbVq1ZPe+49nWXam9/4/DzzwwGcBpNu2bTMA0FmE3UpELWNM3RiTsA1CgOpgqpNBnRk1z9QU2J28aFT7dr5BmldFyQIqIPKq5OFh4evqfaiq+c48dC6AjXsqrPce1WoV1WoVYRiiVCqhUCigs+D6mkmWZWg2m2g0Grjqqqui7du3Hzt58uTbJk6cuHb27NnvJ6Kt995779NLlix5E4CJqjqHmR8CYLMkSQP4qgrKBJAwhKBgJVZyFjs9jwEreE4FhajIopRAGSAGkRG1CJwfcnEqlMtZIhIiqhNRcc9Ff07SNMXg4CAGBwcRBAHy7QVYRFH0igN1ziFJEsRxjDiOn9cCduzYcdbVV1/9gs/84Ac/WLFkyRKoahlA3XtPzjmbtVrMiWs66BgQiIWcQpVZQwJ17eQFwBLQC9UNIEyHoqJGYwhIIO21QvbepGktHhpyQXeFOyvNDeCFHvi7yBAzb+zkwSIyLcuynl0rZa1FEASw1iIMQ1hrwcyw1oKInmcQRGR0TREiAuccsiyDcw7OOaRpOrrcvyfZxMyD1PbBgfd+Ptq+NhgYGDgJAIhoHwB1dFQrHhlxuSyteUg3g4xv93VKYFJomaCA0hoCtliBPi4EQ8B0IZ1LgscZUKfwgIoQo7S9v9nYtDGMpkwxYWhtZ2B7SCfT5wkRPU5ErqenZ924ceNkx44dPDIyAgCbReTg0edGK/8qihhj/qSqZuLEiWvL5TJv3ry5GMexV9UxqjoTQNrb27u8VCq9mYgeFxEbxzE11m8Mcn39Dc8QFaiFAkSkKoZID1YlgOQhQB9lBT2tKqsAgBTjhaTmSb0C6kDGiQa8dWuhsWZ9TtVb55wBMKiqxjl3LwCUSqXfjsJj5vqiRYsmBEFwOjOfEUXR6SeeeOJYImow85OvJrFdxRhzfxRFQ0cfffR8a+2ZQRCc0dPTs3jx4sVpZ+q2paen596VK1c+pqoBgMHMeyYiaqxdVwy2bCtnQoEA5Nu+TJ6gI6o0BgC86rMCeoYZfnXm0+0Ytc3CDXiygASqYK9MNFwrNNavnZ2mKURERaQOAEmSbN1t2GIXL148pq+vb8p3v/tdiAi+/e1vo6+vb+qJJ57YjfbK81/syP1XyAZVjRYsWHDc2LFj81//+tcxffp0nHfeeXjyySffsmDBgg3MvKNer49LkiTqdA11FYFzHsn6TbN4qJYnBYmCFQjEU6BKzVFO4tMdgF9rCVib+Oy00OQAAMTUVFEVpUyhUKhFko5F4g5Mk+QOIgqIKGVmOOemX3vttXfW6/XjrLX3EpE89dRTxy5cuBDLly/HvHnz8MADD2D69Ol45JFHDmDmewE8rKrjXk16RDQwadKktRs2bFgYRRFWrVqFSqWCe+65B4cffjhardaihx9+eG2WZVOMMRYARCTN0hQuzRLN0nk+i58ASAOwCOANgcHaVGlb4KbPxjtgjd0fqK4Uf/ROWyxqASYlsVBWBbwCCPv778x6dwzQPvtMMsZoEASbVfVtRx111E3PPPPMzQBwyCGHFK666iocwXXn3QAAEZlJREFUe+yxePbZZ1GtVjF16lQcc8wxWLp0KRYtWrT60Ucf3Wl+X6lB954WXk866aSJy5Ytwwc/+EHcfPPNGBkZwTve8Q40Gg0sXbo0nD9//vJWq8UzZsw4RUQ2dgyVtjZtGgj6+m9X8EQAQlBWKBFYSBBqh1Mq/m3zgQvabrNAnwIPEHAEgBMIspJUIKTkARaFMQ89OlJbvjw/5vTT1DlHxpgnACyaNm1a38UXX/wxEYGI4IEHHsD111+PJUuWgJlxyCGH4Oqrr8acOXPwmc985m9Hnxu1qLta11Ggu7+OAtr1lZlBRM+7Hp3OjVrwG2+8Eddccw3OO+883HXXXRgYGMD999+PBQsW4Oyzz/5okiT/KSLjVPVGL6KNRoOaD64o24cfq3nIFEOkAlIDdYAnAb+jw+sBAtYBnV25v4OphWyHmPidALqgtEIIxbbnIkOg5KrDJT3ggLebgw9ew4aNtTYlonne+2IQBN2qyiKCOXPm4Je//CVEBKtWrUJvby9WrFiB888/H8Vi8Xnw9gZy1793T3vT3t21kIgwefJk3HzzzajX69iwYQN27NiB7du344tf/CKstS5JkhKAsSKyIm61qNVspcnd95yst92RWMAYYjEABYCxsIMKfQsAOPGXpz77w/cg6xkAArj7W65VHs1cGNsZpBYMQKAgiFIevX23tTas64vjmFqtFlT1QQBzkyT5xWgFp0yZgiuuuAJRFIGIEEURLrnkEkyePPkFkF4see+fl17KZ3aHfdRRR+GrX/0qms0m0jTF3LlzcfnllyMMQ2RZ9gtVnauqf0rTVFutBK11m/pNb98tqhIqoKTC3LbAqup3jPJpuVaXh/sTsIun0dMwf+zJd+0PxWRVPA7CjhSglgIJhDxAaSm/OffZT0+17z+9t1AscqlYZCI6Q1WfiaJoWmfF+AUV/nMAdtfCF2vCL9Zsd0/GmL39PRTH8QARzfYi1zXqdbRaseh//fe41uXf326ayZQA0BwMAlLJA8SKsUp4EwhbBlsjz86DPw7Yxb1NgEuc91e0C4qDFboDECK0zY4KyNdbU2iknqT9/X1JHEur1VIRuU9VD0iS5Jo9NbndwewN3p408M/9AHv7vr3lPZriOL5BVfcDsCxNErRaLcRbt/XpSD1zzXiSgtgAyvAwbSPSq4Q3AYB6fzmA/z3KbSfAEP7melqfNrppQqKtAIAhUAiAWD1BbO2XvxyJ7l52QL1eR6vVEieySVWr3vszvff37K3v2luF9tZ0X+z6xZrti/Wfqoosy2713p9FRMNpmm6u1eucpqkU7n/wwPov/m+DAGsgQgAZAhkoWDQZ5TKY1ueuh7/9BQD3BxLfNtHXdHxAPgyiEduZzzJAEFI3PDxO+3aMYP3GvlqtybWRKrz3d6hqMcuyblUdGm1+e6vYi/V7f8n13mDuCWKnTL1pmk4CEKRpeme90aBGKxa/ZsN237d9OKnWxrQdKEm4c9qbCcPKdLa2rcEvAG2c0nZofz7AdjOWC0fSxuiZCMuCHQYg204IIEoA9f7kqlLlqZXvTONGrd5ool6vp9r2OD04juO7te3L8qKa8FIMyksxIC81H1WNW63WU0R0sIjcFsdxVq/VEdfr9a6nn17c95OfFRhCFkohFBZqLKAQ7kfHi62aNtcmkG/syux5AA8GtntxBwB0BwAo0YcD5WFDpAYEA4YBQzPXvf26/75vzP0PlhuNmtZqDWo2m4MAHgLw3iRJfrWrEdj19aU06d0t8K4gX8p37CnvJEl+h7YP4oOtOB6oVqtaq9do3EMrituvuW4ZMt8TgikAwxBgicDKwyD9CAAocIsTN3th22N2zwABIIb8r6G0vqzd4jUnLD4E1HS2OgJAQ6KkuXrlfn79Rp9fs663Xq9ptVbzjUZjjao+AuCDzrlfAHhFNPFlal6aJMkvVfUMAA83m821tWrVjNTqlHt27WbevJmba9bMMgRvALWAsBIFgIA1BRAqgKG08TBBzt+d1wsALgS2irhAIT8CFFCcYYFVAUHzgIYAWRKyUF37o590j9u89ah0247eWrXKw8MjaLZaq1V1uYj8TZZlN6jqyN60cW9a+WLjwJeibaOvALamaXoPgLMUWN5KkjXDw8M0ODSk0rejf0LvjiPX/OA/ihaAhUoHIIekxJCVpLqkzUB+KOLsfOAFUZH2eNDmQ9ClcG5J3uZmKBBCKWcNDQsQCEQ8wSiIRMT0Llvef9CCQxZsjIKnHbikIgKgGQTBJlU9xTm3GsBqANN2b3Z7et2TMdh1/Lf7GHBPY0IigjHmHu89EdERAG6O47hvcGjI1OtNifsHBg5cv/HYJy765gbrfaVAxCGBilDNEWyOTaxCbwJhHIGqQ0ltex/kcz9re9/+eYA/BtynYaqG6HHDZhEIE6D6EClXAHgHYgAsBPLqo833P7Bm4cELjt1A9GhGWnaqEOdbzPS0MWauiExX1Z9re+Qf7KkP2xO43QHuCmhP0Dpz4CERuVZVTyYicc7dPlStJrWRmtZrVY37h/oXbu094bFvfXuFSZOxEZGNFDYCfA6MHDGp6nYiHA8Aqc++lIn//RGQPUb32OtZuR9C1nxc/GcjGz5JoIMBmk+svyPQBAACUqiSVVJIlhW3LLt/5eGHLzx8o8NTKUkh88555wNAN1pr+1T1VBFZx8w3icjB2j6a9bwmt2uzHJU9QdqLBgoz/1xVJxDRUQD+2Izj1fVaLalXq+FwraZZ//DWI/r7j3/4m998gprNSTkgyIE4YmgBLDkiWKUniXAOAAjwi2ra2Ocg+Ev3xmmvAAHgH6A31lz6oZzJEYCxUD6YCHczoUeU2DMMQCBSylzWtfHOu2tHHnXk9DjLHu/1bqzKzj4sZrarARUROUnbHq2/Q9tFrmtXiKPXe1p5GZ2K7QZvC4D/ApADcDSAJ0RkRa1Wy2rVBtXqVQwODMvkoZGtbxoZPuyBr3ytj5JkfJ5gQmWTJ0IR7AsEWKb1qvhIh8uq4WSkVYJ+6N/30HRfEsB/B9zHgWVO3fjIBAsIGhHRDIY+xNAygRVQgjBDlcW7YN0dd2bzDj7YTjXWPJVltVbqOUvTXOYz8c63VGU1M9cBHKKqU1T1NgB3S9uzfho68/Pdm+0uyRHR3UR0B4DtRHQgM5dUdV2apk83m83myMgI1RpNHR4aMLVavX5stV6sbNpaWP71i4qBl2IEaF6ZCyxSAEsemgXEW1RwGkGLANxI1riaVL4yp30YfK/ykmImPApzap7t3EKQ+067ctigwP2xYlwq4AYLN6AcgzQW9S0oeubM2fTmv/v0kY8Q3bUxF3bnCpHJBYFEUZ7CMEQYtnfjmDnsaOE07/047/16Vd3S8RZIvPdgZgugQkSTmHm6MWaYiDZ2oKejO3Rx6rXValAaJ9qMWzohTre9FXTy4z//5dLtDz64fx7gHLdHE3kYXxDhHINyxFsVeCsU+wKQetb6p1T844fA3/jn2LzkqB2PAOeUOSqHQefoP2EThP6YkUxvgnwLoi2QT1RLTZUkUTXehukxXzp/MJw8acyt3j1RZTOhkM/bMBeQNYHmcyEAAxMwhUEgaLurdcJmAUTtU/LS9kfU9jUABrIkJS8eBGiSJJRlmaZpqtV6S3oEAydZO6+1bVvfsv99yVjj0jBH5AsgHzKFecAVwFIAyCi2EeMoKGYBQJrF5zUlSQ4G/s9L4fIXxY15BPhqV5AfsRx2INIQAdd7yP4tQJseQQvQJpRarC4VlRQQU+5qHP2Fz6e5CRPG3dGsr9geBOMtIQzDnLBlCkyAIGBSJTWGoKoZGePEOQ8AbK1R7y0RWSfKDEWaeiiJpnEK5zJkzmfjVftOyOXfnG7v237vv12Wk1qtEAKImGxOyOZBvgClvAHyIDWglar0PwjtfjiV9Lx61iq8CfjWS2XyF0cuegz4+zyHYRTkvwmAFUiJ8WNRPTSGaqzwTYEkDI2hpuVhHSFLoGq7K4NHfvQjtfEHHHj8mlZ828NJq9HnsnHGhNYGhgwD1rYNhaq6dgwZoDM5sCKs4jLy4uEyp+KzrDsIB95aKJSmBdEJ2598+s4HfvaziqtWe3IgChQ2b8hHUJ8TQp5h8gREIEtKjwP4KLU9yKSZxV9IJPmL4P1VAAHgUeAjAduppaD0v9CJd2oIvxKlcgJfjAHTFLIxqcaKLGXlTGBa0CxTsWK40TNjZt9hH1hiumfMeEcs+sS6VmP1hjh221KniXrK4I2gHXiH4cnA+DwZnRQEPCOfs7ML+f0j4gMH1qy/88Hrfikj69aPZ9FijthZUBAxfCQkOYYtClHI6nNgH4AalrThFWd2CAwOp41/F3FrDwV+/pey+Kujtz0EHMXgT48NS3NBGI0XuAqge5TkgFhJEqiPgSCBaiJwKSRogbxTNY7IZ6rGkWYmFw10T506MnXBm3X89Olhvru7GJXLlSCKxgNAliR9rWp1JBkZafZt2JBufPghHtmyuUviZEygFAREYlXZErkIGoTgNMewEYhCIMsBlCMERvkpJX07FPsDACnuG0rrazzk8gXAn/4aDi8r/N2TwJgU+HlPWHqQiL/y3B39NROJE0yJiVwM0VQ0TIE0ZVgH+EzEZKAsgwYegIdmClivnCl5B2KFSHv8xWyhQlBjLElIgCOQDUFqAR9AA8vsQ4ADgc8BgWVKc2DOqQbM2KSqAYHeN1pCUflaNa0fTsCHDgGG/loGLzsA47WA2Q/4Z8sWXUHhQ9o+nAwFUkB/ysAYrzQ1IU0cqYmVxAGcifoU4IwhHmIgTI4FIuQEUAWI2lNGKFQIHZcxVmuElVgQgL0RmBDwAZOxgIQEEylcpBQxY6MRJI4weo4PAJ5pZM1rMnHuTcA36bnjZH+VvGIxVB8HZjvghyVbvCkw9hsKLXRuCSn+rzIEqtMzgnEKTQnkPJwzCJwCHuqkbTUcAeIERNSeAajCWoZqe2XcctuqBJahgUdmGUEAeEswgcIR0XoVWGqD43ZFqZn49CtN11rkgE8d3g7487LlFQ1CqwCtgDmVIH9bDIsPWeJ/1vYUa/T+kwq9j5WKRDQ5UwmFkHmAPRSOQOpJhSHtlcT2fI6gCiYigWGjsAplkBoAAWAMOBPVbSBtEOhotCMZjVYwdioXN9LGmwX844Xwv38lQyK/KmGQHwQCMmYJRD6UM7nbQms+D6V9n/cQ6VYAdwLUIiBSRQVAt5IaArwHgbQ9jFESNu1ItKbtLIFhIlQ73UQOwAlQmrRbzTaIc5c3fHyiMv9Cvb/2sOdicb1i8qpGMleAH7T2BPL6T9aYu3Im7CHQeXsvDQ1CZQVAI6QY0fZ0DqRaVEIXoF0gXgDVMXv7CoVeFvt0KPP+WGPoWwucu/Pl9nMvJq9ZLP0HgXFg89U8h+uZ7SWvRh4i7vyGZNNZ3DcOA171MPDAawhwNL8/sfllzuQ2M/EL9hdejojq5bFrTT1M/RmvVtj3Pclr/t8c7gRswdjfFzjHoOfCh7wcIcU9dYlj6927Xo1+7sVkz0d7XkU5HnDq3ftjadWVdNPOU6J/bSLd1pBWb+bdktcaHvA6AASAo4Bq5s1Xmz79tQKpoN3L/6XJAy7x2VXkzdfe9jJmEy9HXheAAHA00sdJ6QFR/Ye/FmCq+g9edeURSF8z5/Xd5TXvA3eXZRxcam00zMDukeX+nHwj88nYt/jnIvC+HvK6A1SA7jPhb4wJqtSOofBS5NpMsuKtLn3Pha/iGO+lyOsOEACWAXm1we+Ywm4iLPwzjz/mJNuSufT049vHJl5Xed36wF3laKClLjhbJHtEQdW9Gw2qZ97f5505940AD3iDaOCo3GNzx4HxVlZz0Z7ui8o/KrLlxzr3x9e6bHuTN4QGjsrbXHwXRJywnP8C7WP5AkHkjQQPeINpYEfoHpP7hRrapEr/0H5LL2fR8W/z8d/gNZymvRR5IwLEnYBlW/i9gJiACNBYXfOU41/ExeL1kjdUEx6V4wEnLlxCkCogfeqaZ74R4b3h5d6wNP/esDT/9S7Hi8n/B3LrBEUxxEM2AAAAAElFTkSuQmCC\"],\"useMarkerImageFunction\":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', amount = percent).toHexString();\\n } else {\\n percent = (percent - 0.5)*2*100;\\n return tinycolor.mix('yellow', 'red', amount = percent).toHexString();\\n }\\n}\",\"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;\",\"strokeWeight\":4,\"strokeOpacity\":0.65,\"color\":\"#1976d2\",\"tmDefaultMapType\":\"roadmap\",\"showTooltip\":true,\"autocloseTooltip\":true,\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"labelFunction\":\"var vehicleType = dsData[dsIndex]['vehicleType'];\\r\\nif (typeof vehicleType !== undefined) {\\r\\n if (vehicleType == \\\"bus\\\") {\\r\\n return '<span style=\\\"color:orange;\\\">Bus: ${entityName}</span>';\\r\\n } else if (vehicleType == \\\"car\\\") {\\r\\n return '<span style=\\\"color:blue;\\\">Car: ${entityName}</span>';\\r\\n }\\r\\n}\",\"tooltipFunction\":\"var vehicleType = dsData[dsIndex]['vehicleType'];\\r\\nif (typeof vehicleType !== undefined) {\\r\\n if (vehicleType == \\\"bus\\\") {\\r\\n return '<b>Bus: ${entityName}</b><br/><b>Bus route:</b> ${busRoute}<br/>';\\r\\n } else if (vehicleType == \\\"car\\\") {\\r\\n return '<b>Car: ${entityName}</b><br/><b>Current destination:</b> ${destination}<br/>';\\r\\n }\\r\\n}\"},\"title\":\"Route Map - Tencent Maps\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{}}"
}
},
{
@@ -114,7 +114,7 @@
"controllerScript": "self.onInit = function() {\n self.ctx.map = new TbMapWidgetV2('tencent-map', false, self.ctx);\n}\n\nself.onDataUpdated = function() {\n self.ctx.map.update();\n}\n\nself.onResize = function() {\n self.ctx.map.resize();\n}\n\nself.getSettingsSchema = function() {\n return TbMapWidgetV2.settingsSchema('tencent-map');\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbMapWidgetV2.dataKeySettingsSchema('tencent-map');\n}\n\nself.actionSources = function() {\n return TbMapWidgetV2.actionSources();\n}\n\nself.onDestroy = function() {\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
- "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"First point\",\"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\\\";\"}]},{\"type\":\"function\",\"name\":\"Second Point\",\"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 \\\"thermomether\\\";\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"tmDefaultMapType\":\"roadmap\",\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"showTooltip\":true,\"autocloseTooltip\":true,\"tooltipPattern\":\"<div style='font-size: 13px;'><b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Temperature:</b> ${temperature} °C<br/><small>See advanced settings for details</small></div>\",\"markerImageSize\":34,\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"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', amount = percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'thermomether') {\\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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\"]},\"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\",\"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\\\";\"}]},{\"type\":\"function\",\"name\":\"Second Point\",\"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 \\\"thermomether\\\";\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"tmDefaultMapType\":\"roadmap\",\"fitMapBounds\":true,\"latKeyName\":\"latitude\",\"lngKeyName\":\"longitude\",\"showLabel\":true,\"label\":\"${entityName}\",\"showTooltip\":true,\"autocloseTooltip\":true,\"tooltipPattern\":\"<div style='font-size: 13px;'><b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}<br/><b>Temperature:</b> ${temperature} °C<br/><small>See advanced settings for details</small></div>\",\"markerImageSize\":34,\"tmApiKey\":\"84d6d83e0e51e481e50454ccbe8986b\",\"color\":\"#fe7569\",\"useColorFunction\":true,\"colorFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'colorpin') {\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120 * 100;\\n\\t return tinycolor.mix('blue', 'red', amount = percent).toHexString();\\n\\t}\\n\\treturn 'blue';\\n}\\n\",\"useMarkerImageFunction\":true,\"markerImageFunction\":\"var type = dsData[dsIndex]['type'];\\nif (type == 'thermomether') {\\n\\tvar res = {\\n\\t url: images[0],\\n\\t size: 40\\n\\t}\\n\\tvar temperature = dsData[dsIndex]['temperature'];\\n\\tif (typeof temperature !== undefined) {\\n\\t var percent = (temperature + 60)/120;\\n\\t var index = Math.min(3, Math.floor(4 * percent));\\n\\t res.url = images[index];\\n\\t}\\n\\treturn 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\",\"data:image/png;base64,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\",\"data:image/png;base64,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\"],\"labelFunction\":\"var deviceType = dsData[dsIndex]['deviceType'];\\r\\nif (typeof deviceType !== undefined) {\\r\\n if (deviceType == \\\"energy meter\\\") {\\r\\n return '<span style=\\\"color:orange;\\\">${entityName}, ${energy:2} kWt</span>';\\r\\n } else if (deviceType == \\\"thermometer\\\") {\\r\\n return '<span style=\\\"color:blue;\\\">${entityName}, ${temperature:2} °C</span>';\\r\\n }\\r\\n}\",\"tooltipFunction\":\"var deviceType = dsData[dsIndex]['deviceType'];\\r\\nif (typeof deviceType !== undefined) {\\r\\n if (deviceType == \\\"energy meter\\\") {\\r\\n return '<b>${entityName}</b><br/><b>Energy:</b> ${energy:2} kWt<br/>';\\r\\n } else if (deviceType == \\\"thermometer\\\") {\\r\\n return '<b>${entityName}</b><br/><b>Temperature:</b> ${temperature:2} °C<br/>';\\r\\n }\\r\\n}\"},\"title\":\"Tencent Maps\",\"dropShadow\":true,\"enableFullscreen\":true,\"widgetStyle\":{},\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"useDashboardTimewindow\":true,\"showLegend\":false,\"actions\":{}}"
}
}
]
diff --git a/application/src/main/java/org/thingsboard/server/controller/plugin/TbWebSocketHandler.java b/application/src/main/java/org/thingsboard/server/controller/plugin/TbWebSocketHandler.java
index 82892a9..3ed995d 100644
--- a/application/src/main/java/org/thingsboard/server/controller/plugin/TbWebSocketHandler.java
+++ b/application/src/main/java/org/thingsboard/server/controller/plugin/TbWebSocketHandler.java
@@ -40,10 +40,7 @@ import org.thingsboard.server.service.telemetry.TelemetryWebSocketMsgEndpoint;
import org.thingsboard.server.service.telemetry.TelemetryWebSocketService;
import org.thingsboard.server.service.telemetry.TelemetryWebSocketSessionRef;
-import javax.websocket.RemoteEndpoint;
-import javax.websocket.SendHandler;
-import javax.websocket.SendResult;
-import javax.websocket.Session;
+import javax.websocket.*;
import java.io.IOException;
import java.net.URI;
import java.security.InvalidParameterException;
@@ -75,6 +72,8 @@ public class TbWebSocketHandler extends TextWebSocketHandler implements Telemetr
private int maxSessionsPerRegularUser;
@Value("${server.ws.limits.max_sessions_per_public_user:0}")
private int maxSessionsPerPublicUser;
+ @Value("${server.ws.limits.max_queue_per_ws_session:1000}")
+ private int maxMsgQueuePerSession;
@Value("${server.ws.limits.max_updates_per_session:}")
private String perSessionUpdatesConfiguration;
@@ -108,7 +107,7 @@ public class TbWebSocketHandler extends TextWebSocketHandler implements Telemetr
super.afterConnectionEstablished(session);
try {
if (session instanceof NativeWebSocketSession) {
- Session nativeSession = ((NativeWebSocketSession)session).getNativeSession(Session.class);
+ Session nativeSession = ((NativeWebSocketSession) session).getNativeSession(Session.class);
if (nativeSession != null) {
nativeSession.getAsyncRemote().setSendTimeout(sendTimeout);
}
@@ -119,7 +118,7 @@ public class TbWebSocketHandler extends TextWebSocketHandler implements Telemetr
if (!checkLimits(session, sessionRef)) {
return;
}
- internalSessionMap.put(internalSessionId, new SessionMetaData(session, sessionRef));
+ internalSessionMap.put(internalSessionId, new SessionMetaData(session, sessionRef, maxMsgQueuePerSession));
externalSessionMap.put(externalSessionId, internalSessionId);
processInWebSocketService(sessionRef, SessionEvent.onEstablished());
log.info("[{}][{}][{}] Session is opened", sessionRef.getSecurityCtx().getTenantId(), externalSessionId, session.getId());
@@ -176,31 +175,44 @@ public class TbWebSocketHandler extends TextWebSocketHandler implements Telemetr
if (!"telemetry".equalsIgnoreCase(serviceToken)) {
throw new InvalidParameterException("Can't find plugin with specified token!");
} else {
- SecurityUser currentUser = (SecurityUser) ((Authentication)session.getPrincipal()).getPrincipal();
+ SecurityUser currentUser = (SecurityUser) ((Authentication) session.getPrincipal()).getPrincipal();
return new TelemetryWebSocketSessionRef(UUID.randomUUID().toString(), currentUser, session.getLocalAddress(), session.getRemoteAddress());
}
}
- private static class SessionMetaData implements SendHandler {
+ private class SessionMetaData implements SendHandler {
private final WebSocketSession session;
private final RemoteEndpoint.Async asyncRemote;
private final TelemetryWebSocketSessionRef sessionRef;
private volatile boolean isSending = false;
+ private final Queue<String> msgQueue;
- private Queue<String> msgQueue = new LinkedBlockingQueue<>();
-
- SessionMetaData(WebSocketSession session, TelemetryWebSocketSessionRef sessionRef) {
+ SessionMetaData(WebSocketSession session, TelemetryWebSocketSessionRef sessionRef, int maxMsgQueuePerSession) {
super();
this.session = session;
- Session nativeSession = ((NativeWebSocketSession)session).getNativeSession(Session.class);
+ Session nativeSession = ((NativeWebSocketSession) session).getNativeSession(Session.class);
this.asyncRemote = nativeSession.getAsyncRemote();
this.sessionRef = sessionRef;
+ this.msgQueue = new LinkedBlockingQueue<>(maxMsgQueuePerSession);
}
- public synchronized void sendMsg(String msg) {
+ synchronized void sendMsg(String msg) {
if (isSending) {
- msgQueue.add(msg);
+ try {
+ msgQueue.add(msg);
+ } catch (RuntimeException e) {
+ if (log.isTraceEnabled()) {
+ log.trace("[{}][{}] Session closed due to queue error", sessionRef.getSecurityCtx().getTenantId(), session.getId(), e);
+ } else {
+ log.info("[{}][{}] Session closed due to queue error", sessionRef.getSecurityCtx().getTenantId(), session.getId());
+ }
+ try {
+ close(sessionRef, CloseStatus.POLICY_VIOLATION.withReason("Max pending updates limit reached!"));
+ } catch (IOException ioe) {
+ log.trace("[{}] Session transport error", session.getId(), ioe);
+ }
+ }
} else {
isSending = true;
sendMsgInternal(msg);
@@ -211,20 +223,31 @@ public class TbWebSocketHandler extends TextWebSocketHandler implements Telemetr
try {
this.asyncRemote.sendText(msg, this);
} catch (Exception e) {
- log.error("[{}] Failed to send msg", session.getId(), e);
+ log.trace("[{}] Failed to send msg", session.getId(), e);
+ try {
+ close(this.sessionRef, CloseStatus.SESSION_NOT_RELIABLE);
+ } catch (IOException ioe) {
+ log.trace("[{}] Session transport error", session.getId(), ioe);
+ }
}
}
@Override
public void onResult(SendResult result) {
if (!result.isOK()) {
- log.error("[{}] Failed to send msg", session.getId(), result.getException());
- }
- String msg = msgQueue.poll();
- if (msg != null) {
- sendMsgInternal(msg);
+ log.trace("[{}] Failed to send msg", session.getId(), result.getException());
+ try {
+ close(this.sessionRef, CloseStatus.SESSION_NOT_RELIABLE);
+ } catch (IOException ioe) {
+ log.trace("[{}] Session transport error", session.getId(), ioe);
+ }
} else {
- isSending = false;
+ String msg = msgQueue.poll();
+ if (msg != null) {
+ sendMsgInternal(msg);
+ } else {
+ isSending = false;
+ }
}
}
}
diff --git a/application/src/main/resources/thingsboard.yml b/application/src/main/resources/thingsboard.yml
index 157e36b..fb3a9ef 100644
--- a/application/src/main/resources/thingsboard.yml
+++ b/application/src/main/resources/thingsboard.yml
@@ -40,6 +40,7 @@ server:
max_sessions_per_customer: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_SESSIONS_PER_CUSTOMER:0}"
max_sessions_per_regular_user: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_SESSIONS_PER_REGULAR_USER:0}"
max_sessions_per_public_user: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_SESSIONS_PER_PUBLIC_USER:0}"
+ max_queue_per_ws_session: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_QUEUE_PER_WS_SESSION:500}"
max_subscriptions_per_tenant: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_SUBSCRIPTIONS_PER_TENANT:0}"
max_subscriptions_per_customer: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_SUBSCRIPTIONS_PER_CUSTOMER:0}"
max_subscriptions_per_regular_user: "${TB_SERVER_WS_TENANT_RATE_LIMITS_MAX_SUBSCRIPTIONS_PER_REGULAR_USER:0}"
common/data/pom.xml 2(+1 -1)
diff --git a/common/data/pom.xml b/common/data/pom.xml
index 0fef87a..8c248b5 100644
--- a/common/data/pom.xml
+++ b/common/data/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>common</artifactId>
</parent>
<groupId>org.thingsboard.common</groupId>
common/message/pom.xml 2(+1 -1)
diff --git a/common/message/pom.xml b/common/message/pom.xml
index 228cd1c..f9b2cca 100644
--- a/common/message/pom.xml
+++ b/common/message/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>common</artifactId>
</parent>
<groupId>org.thingsboard.common</groupId>
common/pom.xml 2(+1 -1)
diff --git a/common/pom.xml b/common/pom.xml
index e55d71f..6f6837a 100644
--- a/common/pom.xml
+++ b/common/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<artifactId>common</artifactId>
common/queue/pom.xml 2(+1 -1)
diff --git a/common/queue/pom.xml b/common/queue/pom.xml
index 765960e..5a9def4 100644
--- a/common/queue/pom.xml
+++ b/common/queue/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>common</artifactId>
</parent>
<groupId>org.thingsboard.common</groupId>
common/transport/coap/pom.xml 2(+1 -1)
diff --git a/common/transport/coap/pom.xml b/common/transport/coap/pom.xml
index d68a6db..281235f 100644
--- a/common/transport/coap/pom.xml
+++ b/common/transport/coap/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.common</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.common.transport</groupId>
common/transport/http/pom.xml 2(+1 -1)
diff --git a/common/transport/http/pom.xml b/common/transport/http/pom.xml
index 5d735c9..a21072a 100644
--- a/common/transport/http/pom.xml
+++ b/common/transport/http/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.common</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.common.transport</groupId>
common/transport/mqtt/pom.xml 2(+1 -1)
diff --git a/common/transport/mqtt/pom.xml b/common/transport/mqtt/pom.xml
index 91f30a6..5ab2ecc 100644
--- a/common/transport/mqtt/pom.xml
+++ b/common/transport/mqtt/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.common</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.common.transport</groupId>
common/transport/pom.xml 2(+1 -1)
diff --git a/common/transport/pom.xml b/common/transport/pom.xml
index 83e7ba8..cafbcf5 100644
--- a/common/transport/pom.xml
+++ b/common/transport/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>common</artifactId>
</parent>
<groupId>org.thingsboard.common</groupId>
diff --git a/common/transport/transport-api/pom.xml b/common/transport/transport-api/pom.xml
index 3538e46..09df5c7 100644
--- a/common/transport/transport-api/pom.xml
+++ b/common/transport/transport-api/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.common</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.common.transport</groupId>
dao/pom.xml 2(+1 -1)
diff --git a/dao/pom.xml b/dao/pom.xml
index 275aee0..f817e0a 100644
--- a/dao/pom.xml
+++ b/dao/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<artifactId>dao</artifactId>
docker/docker-compose.yml 1(+1 -0)
diff --git a/docker/docker-compose.yml b/docker/docker-compose.yml
index b89a214..b9db8b2 100644
--- a/docker/docker-compose.yml
+++ b/docker/docker-compose.yml
@@ -36,6 +36,7 @@ services:
depends_on:
- zookeeper
redis:
+ restart: always
image: redis:4.0
ports:
- "6379"
msa/black-box-tests/pom.xml 2(+1 -1)
diff --git a/msa/black-box-tests/pom.xml b/msa/black-box-tests/pom.xml
index 9f5ac09..3c49d31 100644
--- a/msa/black-box-tests/pom.xml
+++ b/msa/black-box-tests/pom.xml
@@ -21,7 +21,7 @@
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>msa</artifactId>
</parent>
<groupId>org.thingsboard.msa</groupId>
msa/js-executor/.gitignore 1(+0 -1)
diff --git a/msa/js-executor/.gitignore b/msa/js-executor/.gitignore
index 1aac685..3fef24c 100644
--- a/msa/js-executor/.gitignore
+++ b/msa/js-executor/.gitignore
@@ -28,5 +28,4 @@ pom.xml.versionsBackup
**/target
**/.env
node_modules
-package-lock.json
api/*.proto.js
msa/js-executor/package.json 2(+1 -1)
diff --git a/msa/js-executor/package.json b/msa/js-executor/package.json
index fc1665b..e47e6bc 100644
--- a/msa/js-executor/package.json
+++ b/msa/js-executor/package.json
@@ -1,7 +1,7 @@
{
"name": "thingsboard-js-executor",
"private": true,
- "version": "2.2.0",
+ "version": "2.2.1",
"description": "ThingsBoard JavaScript Executor Microservice",
"main": "server.js",
"bin": "server.js",
msa/js-executor/package-lock.json 4282(+4282 -0)
diff --git a/msa/js-executor/package-lock.json b/msa/js-executor/package-lock.json
new file mode 100644
index 0000000..f232cca
--- /dev/null
+++ b/msa/js-executor/package-lock.json
@@ -0,0 +1,4282 @@
+{
+ "name": "thingsboard-js-executor",
+ "version": "2.2.1",
+ "lockfileVersion": 1,
+ "requires": true,
+ "dependencies": {
+ "@babel/parser": {
+ "version": "7.0.0-beta.51",
+ "resolved": "https://registry.npmjs.org/@babel/parser/-/parser-7.0.0-beta.51.tgz",
+ "integrity": "sha1-J87C30Cd9gr1gnDtj2qlVAnqhvY=",
+ "dev": true
+ },
+ "@mrmlnc/readdir-enhanced": {
+ "version": "2.2.1",
+ "resolved": "https://registry.npmjs.org/@mrmlnc/readdir-enhanced/-/readdir-enhanced-2.2.1.tgz",
+ "integrity": "sha512-bPHp6Ji8b41szTOcaP63VlnbbO5Ny6dwAATtY6JTjh5N2OLrb5Qk/Th5cRkRQhkWCt+EJsYrNB0MiL+Gpn6e3g==",
+ "dev": true,
+ "requires": {
+ "call-me-maybe": "^1.0.1",
+ "glob-to-regexp": "^0.3.0"
+ }
+ },
+ "@nodelib/fs.stat": {
+ "version": "1.1.3",
+ "resolved": "https://registry.npmjs.org/@nodelib/fs.stat/-/fs.stat-1.1.3.tgz",
+ "integrity": "sha512-shAmDyaQC4H92APFoIaVDHCx5bStIocgvbwQyxPRrbUY20V1EYTbSDchWbuwlMG3V17cprZhA6+78JfB+3DTPw==",
+ "dev": true
+ },
+ "@protobufjs/aspromise": {
+ "version": "1.1.2",
+ "resolved": "https://registry.npmjs.org/@protobufjs/aspromise/-/aspromise-1.1.2.tgz",
+ "integrity": "sha1-m4sMxmPWaafY9vXQiToU00jzD78="
+ },
+ "@protobufjs/base64": {
+ "version": "1.1.2",
+ "resolved": "https://registry.npmjs.org/@protobufjs/base64/-/base64-1.1.2.tgz",
+ "integrity": "sha512-AZkcAA5vnN/v4PDqKyMR5lx7hZttPDgClv83E//FMNhR2TMcLUhfRUBHCmSl0oi9zMgDDqRUJkSxO3wm85+XLg=="
+ },
+ "@protobufjs/codegen": {
+ "version": "2.0.4",
+ "resolved": "https://registry.npmjs.org/@protobufjs/codegen/-/codegen-2.0.4.tgz",
+ "integrity": "sha512-YyFaikqM5sH0ziFZCN3xDC7zeGaB/d0IUb9CATugHWbd1FRFwWwt4ld4OYMPWu5a3Xe01mGAULCdqhMlPl29Jg=="
+ },
+ "@protobufjs/eventemitter": {
+ "version": "1.1.0",
+ "resolved": "https://registry.npmjs.org/@protobufjs/eventemitter/-/eventemitter-1.1.0.tgz",
+ "integrity": "sha1-NVy8mLr61ZePntCV85diHx0Ga3A="
+ },
+ "@protobufjs/fetch": {
+ "version": "1.1.0",
+ "resolved": "https://registry.npmjs.org/@protobufjs/fetch/-/fetch-1.1.0.tgz",
+ "integrity": "sha1-upn7WYYUr2VwDBYZ/wbUVLDYTEU=",
+ "requires": {
+ "@protobufjs/aspromise": "^1.1.1",
+ "@protobufjs/inquire": "^1.1.0"
+ }
+ },
+ "@protobufjs/float": {
+ "version": "1.0.2",
+ "resolved": "https://registry.npmjs.org/@protobufjs/float/-/float-1.0.2.tgz",
+ "integrity": "sha1-Xp4avctz/Ap8uLKR33jIy9l7h9E="
+ },
+ "@protobufjs/inquire": {
+ "version": "1.1.0",
+ "resolved": "https://registry.npmjs.org/@protobufjs/inquire/-/inquire-1.1.0.tgz",
+ "integrity": "sha1-/yAOPnzyQp4tyvwRQIKOjMY48Ik="
+ },
+ "@protobufjs/path": {
+ "version": "1.1.2",
+ "resolved": "https://registry.npmjs.org/@protobufjs/path/-/path-1.1.2.tgz",
+ "integrity": "sha1-bMKyDFya1q0NzP0hynZz2Nf79o0="
+ },
+ "@protobufjs/pool": {
+ "version": "1.1.0",
+ "resolved": "https://registry.npmjs.org/@protobufjs/pool/-/pool-1.1.0.tgz",
+ "integrity": "sha1-Cf0V8tbTq/qbZbw2ZQbWrXhG/1Q="
+ },
+ "@protobufjs/utf8": {
+ "version": "1.1.0",
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+ "integrity": "sha1-p3c2C1s5oaLlEG+OhY8v0tBgxXA="
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+ "@types/node": {
+ "version": "10.12.10",
+ "resolved": "https://registry.npmjs.org/@types/node/-/node-10.12.10.tgz",
+ "integrity": "sha512-8xZEYckCbUVgK8Eg7lf5Iy4COKJ5uXlnIOnePN0WUwSQggy9tolM+tDJf7wMOnT/JT/W9xDYIaYggt3mRV2O5w=="
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+ "version": "1.1.1",
+ "resolved": "https://registry.npmjs.org/abbrev/-/abbrev-1.1.1.tgz",
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+ },
+ "ajv": {
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+ "resolved": "https://registry.npmjs.org/ajv/-/ajv-5.5.2.tgz",
+ "integrity": "sha1-c7Xuyj+rZT49P5Qis0GtQiBdyWU=",
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+ "integrity": "sha1-tSQ9jz7BqjXxNkYFvA0QNuMKtp8="
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+ "optional": true
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+ "resolved": "https://registry.npmjs.org/yallist/-/yallist-3.0.3.tgz",
+ "integrity": "sha512-S+Zk8DEWE6oKpV+vI3qWkaK+jSbIK86pCwe2IF/xwIpQ8jEuxpw9NyaGjmp9+BoJv5FV2piqCDcoCtStppiq2A==",
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+}
msa/js-executor/pom.xml 4(+2 -2)
diff --git a/msa/js-executor/pom.xml b/msa/js-executor/pom.xml
index e673a53..23ae49c 100644
--- a/msa/js-executor/pom.xml
+++ b/msa/js-executor/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>msa</artifactId>
</parent>
<groupId>org.thingsboard.msa</groupId>
@@ -71,7 +71,7 @@
</goals>
<configuration>
<nodeVersion>v8.11.3</nodeVersion>
- <npmVersion>5.6.0</npmVersion>
+ <npmVersion>6.4.1</npmVersion>
</configuration>
</execution>
<execution>
msa/pom.xml 2(+1 -1)
diff --git a/msa/pom.xml b/msa/pom.xml
index 5a9d9ab..b36bbe8 100644
--- a/msa/pom.xml
+++ b/msa/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<artifactId>msa</artifactId>
msa/tb/pom.xml 4(+2 -2)
diff --git a/msa/tb/pom.xml b/msa/tb/pom.xml
index 6ea7beb..6519ea6 100644
--- a/msa/tb/pom.xml
+++ b/msa/tb/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>msa</artifactId>
</parent>
<groupId>org.thingsboard.msa</groupId>
@@ -40,7 +40,7 @@
<tb-cassandra.docker.name>tb-cassandra</tb-cassandra.docker.name>
<pkg.user>thingsboard</pkg.user>
<pkg.installFolder>/usr/share/${pkg.name}</pkg.installFolder>
- <pkg.upgradeVersion>2.1.1</pkg.upgradeVersion>
+ <pkg.upgradeVersion>2.1.3</pkg.upgradeVersion>
</properties>
<dependencies>
msa/tb-node/pom.xml 2(+1 -1)
diff --git a/msa/tb-node/pom.xml b/msa/tb-node/pom.xml
index fc62189..25e0ef8 100644
--- a/msa/tb-node/pom.xml
+++ b/msa/tb-node/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>msa</artifactId>
</parent>
<groupId>org.thingsboard.msa</groupId>
msa/transport/coap/pom.xml 2(+1 -1)
diff --git a/msa/transport/coap/pom.xml b/msa/transport/coap/pom.xml
index 26eaa30..8894589 100644
--- a/msa/transport/coap/pom.xml
+++ b/msa/transport/coap/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.msa</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.msa.transport</groupId>
msa/transport/http/pom.xml 2(+1 -1)
diff --git a/msa/transport/http/pom.xml b/msa/transport/http/pom.xml
index 6d1707c..60e5c6f 100644
--- a/msa/transport/http/pom.xml
+++ b/msa/transport/http/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.msa</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.msa.transport</groupId>
msa/transport/mqtt/pom.xml 2(+1 -1)
diff --git a/msa/transport/mqtt/pom.xml b/msa/transport/mqtt/pom.xml
index d51c51c..4c143e5 100644
--- a/msa/transport/mqtt/pom.xml
+++ b/msa/transport/mqtt/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard.msa</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.msa.transport</groupId>
msa/transport/pom.xml 2(+1 -1)
diff --git a/msa/transport/pom.xml b/msa/transport/pom.xml
index 9f091e3..c6ab5d0 100644
--- a/msa/transport/pom.xml
+++ b/msa/transport/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>msa</artifactId>
</parent>
<groupId>org.thingsboard.msa</groupId>
msa/web-ui/.gitignore 1(+0 -1)
diff --git a/msa/web-ui/.gitignore b/msa/web-ui/.gitignore
index c5cfd3d..c3f7326 100644
--- a/msa/web-ui/.gitignore
+++ b/msa/web-ui/.gitignore
@@ -28,4 +28,3 @@ pom.xml.versionsBackup
**/target
**/.env
node_modules
-package-lock.json
msa/web-ui/package.json 3(+2 -1)
diff --git a/msa/web-ui/package.json b/msa/web-ui/package.json
index f30f2fc..cd08852 100644
--- a/msa/web-ui/package.json
+++ b/msa/web-ui/package.json
@@ -1,7 +1,7 @@
{
"name": "thingsboard-web-ui",
"private": true,
- "version": "2.2.0",
+ "version": "2.2.1",
"description": "ThingsBoard Web UI Microservice",
"main": "server.js",
"bin": "server.js",
@@ -12,6 +12,7 @@
"start-prod": "NODE_ENV=production nodemon server.js"
},
"dependencies": {
+ "compression": "^1.7.3",
"config": "^1.30.0",
"connect-history-api-fallback": "^1.5.0",
"express": "^4.16.3",
msa/web-ui/package-lock.json 4049(+4049 -0)
diff --git a/msa/web-ui/package-lock.json b/msa/web-ui/package-lock.json
new file mode 100644
index 0000000..11cf32b
--- /dev/null
+++ b/msa/web-ui/package-lock.json
@@ -0,0 +1,4049 @@
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+ "dev": true
+ },
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+ "resolved": "https://registry.npmjs.org/@mrmlnc/readdir-enhanced/-/readdir-enhanced-2.2.1.tgz",
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+ "dev": true,
+ "requires": {
+ "call-me-maybe": "^1.0.1",
+ "glob-to-regexp": "^0.3.0"
+ }
+ },
+ "@nodelib/fs.stat": {
+ "version": "1.1.3",
+ "resolved": "https://registry.npmjs.org/@nodelib/fs.stat/-/fs.stat-1.1.3.tgz",
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+ "resolved": "https://registry.npmjs.org/abbrev/-/abbrev-1.1.1.tgz",
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+ "integrity": "sha512-mMEfFsSm6GmkFF+f4/0UJtG4N1vSaczGmXLVJYmS/+u2zUaIPcw2ZRuwUg2TvVBjswgiraN+vNnAG8z4fRUZ4w==",
+ "requires": {
+ "cycle": "~1.0.3",
+ "logform": "^1.6.0",
+ "triple-beam": "^1.2.0"
+ }
+ },
+ "winston-daily-rotate-file": {
+ "version": "3.5.1",
+ "resolved": "https://registry.npmjs.org/winston-daily-rotate-file/-/winston-daily-rotate-file-3.5.1.tgz",
+ "integrity": "sha512-Y5CECbcJro55HWcWJSzI1DiQrbrfwwvKHdCCJn9wWsWCGfnCPDl5SWIokS2M0EvOKtbZUrlm5DPG522mvjdUBQ==",
+ "requires": {
+ "file-stream-rotator": "^0.4.1",
+ "object-hash": "^1.3.0",
+ "semver": "^5.6.0",
+ "triple-beam": "^1.3.0",
+ "winston-compat": "^0.1.4",
+ "winston-transport": "^4.2.0"
+ }
+ },
+ "winston-transport": {
+ "version": "4.2.0",
+ "resolved": "https://registry.npmjs.org/winston-transport/-/winston-transport-4.2.0.tgz",
+ "integrity": "sha512-0R1bvFqxSlK/ZKTH86nymOuKv/cT1PQBMuDdA7k7f0S9fM44dNH6bXnuxwXPrN8lefJgtZq08BKdyZ0DZIy/rg==",
+ "requires": {
+ "readable-stream": "^2.3.6",
+ "triple-beam": "^1.2.0"
+ }
+ },
+ "wordwrap": {
+ "version": "1.0.0",
+ "resolved": "https://registry.npmjs.org/wordwrap/-/wordwrap-1.0.0.tgz",
+ "integrity": "sha1-J1hIEIkUVqQXHI0CJkQa3pDLyus=",
+ "dev": true
+ },
+ "wrappy": {
+ "version": "1.0.2",
+ "resolved": "https://registry.npmjs.org/wrappy/-/wrappy-1.0.2.tgz",
+ "integrity": "sha1-tSQ9jz7BqjXxNkYFvA0QNuMKtp8=",
+ "dev": true
+ },
+ "write-file-atomic": {
+ "version": "2.3.0",
+ "resolved": "https://registry.npmjs.org/write-file-atomic/-/write-file-atomic-2.3.0.tgz",
+ "integrity": "sha512-xuPeK4OdjWqtfi59ylvVL0Yn35SF3zgcAcv7rBPFHVaEapaDr4GdGgm3j7ckTwH9wHL7fGmgfAnb0+THrHb8tA==",
+ "dev": true,
+ "requires": {
+ "graceful-fs": "^4.1.11",
+ "imurmurhash": "^0.1.4",
+ "signal-exit": "^3.0.2"
+ }
+ },
+ "xdg-basedir": {
+ "version": "3.0.0",
+ "resolved": "https://registry.npmjs.org/xdg-basedir/-/xdg-basedir-3.0.0.tgz",
+ "integrity": "sha1-SWsswQnsqNus/i3HK2A8F8WHCtQ=",
+ "dev": true
+ },
+ "yallist": {
+ "version": "3.0.3",
+ "resolved": "https://registry.npmjs.org/yallist/-/yallist-3.0.3.tgz",
+ "integrity": "sha512-S+Zk8DEWE6oKpV+vI3qWkaK+jSbIK86pCwe2IF/xwIpQ8jEuxpw9NyaGjmp9+BoJv5FV2piqCDcoCtStppiq2A==",
+ "dev": true
+ }
+ }
+}
msa/web-ui/pom.xml 4(+2 -2)
diff --git a/msa/web-ui/pom.xml b/msa/web-ui/pom.xml
index 83124df..7ac25f0 100644
--- a/msa/web-ui/pom.xml
+++ b/msa/web-ui/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>msa</artifactId>
</parent>
<groupId>org.thingsboard.msa</groupId>
@@ -78,7 +78,7 @@
</goals>
<configuration>
<nodeVersion>v8.11.3</nodeVersion>
- <npmVersion>5.6.0</npmVersion>
+ <npmVersion>6.4.1</npmVersion>
</configuration>
</execution>
<execution>
msa/web-ui/server.js 5(+4 -1)
diff --git a/msa/web-ui/server.js b/msa/web-ui/server.js
index 31d35a2..d4122e2 100644
--- a/msa/web-ui/server.js
+++ b/msa/web-ui/server.js
@@ -17,6 +17,7 @@
const config = require('config'),
logger = require('./config/logger')('main'),
express = require('express'),
+ compression = require('compression'),
http = require('http'),
httpProxy = require('http-proxy'),
path = require('path'),
@@ -54,8 +55,9 @@ var server;
const app = express();
server = http.createServer(app);
+ var apiProxy;
if (useApiProxy) {
- const apiProxy = httpProxy.createProxyServer({
+ apiProxy = httpProxy.createProxyServer({
target: {
host: thingsboardHost,
port: thingsboardPort
@@ -85,6 +87,7 @@ var server;
}
app.use(historyApiFallback());
+ app.use(compression());
const root = path.join(webDir, 'public');
netty-mqtt/pom.xml 4(+2 -2)
diff --git a/netty-mqtt/pom.xml b/netty-mqtt/pom.xml
index 80e8a5d..f2ea426 100644
--- a/netty-mqtt/pom.xml
+++ b/netty-mqtt/pom.xml
@@ -19,12 +19,12 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<groupId>org.thingsboard</groupId>
<artifactId>netty-mqtt</artifactId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<packaging>jar</packaging>
<name>Netty MQTT Client</name>
pom.xml 2(+1 -1)
diff --git a/pom.xml b/pom.xml
index 5ed7bab..b3182f7 100755
--- a/pom.xml
+++ b/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<groupId>org.thingsboard</groupId>
<artifactId>thingsboard</artifactId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<packaging>pom</packaging>
<name>Thingsboard</name>
rule-engine/pom.xml 2(+1 -1)
diff --git a/rule-engine/pom.xml b/rule-engine/pom.xml
index 15341b0..c164ed0 100644
--- a/rule-engine/pom.xml
+++ b/rule-engine/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<artifactId>rule-engine</artifactId>
rule-engine/rule-engine-api/pom.xml 2(+1 -1)
diff --git a/rule-engine/rule-engine-api/pom.xml b/rule-engine/rule-engine-api/pom.xml
index 46849b0..0deff04 100644
--- a/rule-engine/rule-engine-api/pom.xml
+++ b/rule-engine/rule-engine-api/pom.xml
@@ -22,7 +22,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>rule-engine</artifactId>
</parent>
<groupId>org.thingsboard.rule-engine</groupId>
diff --git a/rule-engine/rule-engine-components/pom.xml b/rule-engine/rule-engine-components/pom.xml
index c22ce78..abad8c1 100644
--- a/rule-engine/rule-engine-components/pom.xml
+++ b/rule-engine/rule-engine-components/pom.xml
@@ -22,7 +22,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>rule-engine</artifactId>
</parent>
<groupId>org.thingsboard.rule-engine</groupId>
tools/pom.xml 2(+1 -1)
diff --git a/tools/pom.xml b/tools/pom.xml
index f61634f..c1c1ded 100644
--- a/tools/pom.xml
+++ b/tools/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<groupId>org.thingsboard</groupId>
transport/coap/pom.xml 2(+1 -1)
diff --git a/transport/coap/pom.xml b/transport/coap/pom.xml
index a5e8107..64324bb 100644
--- a/transport/coap/pom.xml
+++ b/transport/coap/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.transport</groupId>
transport/http/pom.xml 2(+1 -1)
diff --git a/transport/http/pom.xml b/transport/http/pom.xml
index 407d995..936221b 100644
--- a/transport/http/pom.xml
+++ b/transport/http/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.transport</groupId>
transport/mqtt/pom.xml 2(+1 -1)
diff --git a/transport/mqtt/pom.xml b/transport/mqtt/pom.xml
index 6395b40..c6d833c 100644
--- a/transport/mqtt/pom.xml
+++ b/transport/mqtt/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>transport</artifactId>
</parent>
<groupId>org.thingsboard.transport</groupId>
transport/pom.xml 2(+1 -1)
diff --git a/transport/pom.xml b/transport/pom.xml
index 0bb9300..2b0bfba 100644
--- a/transport/pom.xml
+++ b/transport/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<artifactId>transport</artifactId>
ui/package.json 4(+2 -2)
diff --git a/ui/package.json b/ui/package.json
index 7050ae7..24f4bf6 100644
--- a/ui/package.json
+++ b/ui/package.json
@@ -1,7 +1,7 @@
{
"name": "thingsboard",
"private": true,
- "version": "2.2.0",
+ "version": "2.2.1",
"description": "ThingsBoard UI",
"licenses": [
{
@@ -53,7 +53,7 @@
"compass-sass-mixins": "^0.12.7",
"event-source-polyfill": "0.0.9",
"flot": "git://github.com/thingsboard/flot.git#0.9-work",
- "flot-curvedlines": "git://github.com/MichaelZinsmaier/CurvedLines.git#master",
+ "flot.curvedlines": "git://github.com/MichaelZinsmaier/CurvedLines.git#master",
"font-awesome": "^4.6.3",
"javascript-detect-element-resize": "^0.5.3",
"jquery": "^3.1.0",
ui/package-lock.json 16437(+16437 -0)
diff --git a/ui/package-lock.json b/ui/package-lock.json
new file mode 100644
index 0000000..93adbd1
--- /dev/null
+++ b/ui/package-lock.json
@@ -0,0 +1,16437 @@
+{
+ "name": "thingsboard",
+ "version": "2.2.1",
+ "lockfileVersion": 1,
+ "requires": true,
+ "dependencies": {
+ "@babel/code-frame": {
+ "version": "7.0.0",
+ "resolved": "https://registry.npmjs.org/@babel/code-frame/-/code-frame-7.0.0.tgz",
+ "integrity": "sha512-OfC2uemaknXr87bdLUkWog7nYuliM9Ij5HUcajsVcMCpQrcLmtxRbVFTIqmcSkSeYRBFBRxs2FiUqFJDLdiebA==",
+ "dev": true,
+ "requires": {
+ "@babel/highlight": "^7.0.0"
+ }
+ },
+ "@babel/core": {
+ "version": "7.1.6",
+ "resolved": "https://registry.npmjs.org/@babel/core/-/core-7.1.6.tgz",
+ "integrity": "sha512-Hz6PJT6e44iUNpAn8AoyAs6B3bl60g7MJQaI0rZEar6ECzh6+srYO1xlIdssio34mPaUtAb1y+XlkkSJzok3yw==",
+ "dev": true,
+ "requires": {
+ "@babel/code-frame": "^7.0.0",
+ "@babel/generator": "^7.1.6",
+ "@babel/helpers": "^7.1.5",
+ "@babel/parser": "^7.1.6",
+ "@babel/template": "^7.1.2",
+ "@babel/traverse": "^7.1.6",
+ "@babel/types": "^7.1.6",
+ "convert-source-map": "^1.1.0",
+ "debug": "^4.1.0",
+ "json5": "^2.1.0",
+ "lodash": "^4.17.10",
+ "resolve": "^1.3.2",
+ "semver": "^5.4.1",
+ "source-map": "^0.5.0"
+ },
+ "dependencies": {
+ "debug": {
+ "version": "4.1.0",
+ "resolved": "https://registry.npmjs.org/debug/-/debug-4.1.0.tgz",
+ "integrity": "sha512-heNPJUJIqC+xB6ayLAMHaIrmN9HKa7aQO8MGqKpvCA+uJYVcvR6l5kgdrhRuwPFHU7P5/A1w0BjByPHwpfTDKg==",
+ "dev": true,
+ "requires": {
+ "ms": "^2.1.1"
+ }
+ },
+ "json5": {
+ "version": "2.1.0",
+ "resolved": "https://registry.npmjs.org/json5/-/json5-2.1.0.tgz",
+ "integrity": "sha512-8Mh9h6xViijj36g7Dxi+Y4S6hNGV96vcJZr/SrlHh1LR/pEn/8j/+qIBbs44YKl69Lrfctp4QD+AdWLTMqEZAQ==",
+ "dev": true,
+ "requires": {
+ "minimist": "^1.2.0"
+ }
+ },
+ "ms": {
+ "version": "2.1.1",
+ "resolved": "https://registry.npmjs.org/ms/-/ms-2.1.1.tgz",
+ "integrity": "sha512-tgp+dl5cGk28utYktBsrFqA7HKgrhgPsg6Z/EfhWI4gl1Hwq8B/GmY/0oXZ6nF8hDVesS/FpnYaD/kOWhYQvyg==",
+ "dev": true
+ }
+ }
+ },
+ "@babel/generator": {
+ "version": "7.1.6",
+ "resolved": "https://registry.npmjs.org/@babel/generator/-/generator-7.1.6.tgz",
+ "integrity": "sha512-brwPBtVvdYdGxtenbQgfCdDPmtkmUBZPjUoK5SXJEBuHaA5BCubh9ly65fzXz7R6o5rA76Rs22ES8Z+HCc0YIQ==",
+ "dev": true,
+ "requires": {
+ "@babel/types": "^7.1.6",
+ "jsesc": "^2.5.1",
+ "lodash": "^4.17.10",
+ "source-map": "^0.5.0",
+ "trim-right": "^1.0.1"
+ },
+ "dependencies": {
+ "jsesc": {
+ "version": "2.5.2",
+ "resolved": "https://registry.npmjs.org/jsesc/-/jsesc-2.5.2.tgz",
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+ "dev": true
+ }
+ }
+ },
+ "@babel/helper-function-name": {
+ "version": "7.1.0",
+ "resolved": "https://registry.npmjs.org/@babel/helper-function-name/-/helper-function-name-7.1.0.tgz",
+ "integrity": "sha512-A95XEoCpb3TO+KZzJ4S/5uW5fNe26DjBGqf1o9ucyLyCmi1dXq/B3c8iaWTfBk3VvetUxl16e8tIrd5teOCfGw==",
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+ "@babel/template": "^7.1.0",
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+ "@babel/helper-get-function-arity": {
+ "version": "7.0.0",
+ "resolved": "https://registry.npmjs.org/@babel/helper-get-function-arity/-/helper-get-function-arity-7.0.0.tgz",
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+ "dev": true,
+ "requires": {
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+ }
+ },
+ "@babel/helper-split-export-declaration": {
+ "version": "7.0.0",
+ "resolved": "https://registry.npmjs.org/@babel/helper-split-export-declaration/-/helper-split-export-declaration-7.0.0.tgz",
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+ "dev": true,
+ "requires": {
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+ }
+ },
+ "@babel/helpers": {
+ "version": "7.1.5",
+ "resolved": "https://registry.npmjs.org/@babel/helpers/-/helpers-7.1.5.tgz",
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+ "requires": {
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+ "@babel/traverse": "^7.1.5",
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+ "dev": true,
+ "requires": {
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+ "resolved": "https://registry.npmjs.org/@babel/runtime/-/runtime-7.1.5.tgz",
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+ },
+ "@babel/template": {
+ "version": "7.1.2",
+ "resolved": "https://registry.npmjs.org/@babel/template/-/template-7.1.2.tgz",
+ "integrity": "sha512-SY1MmplssORfFiLDcOETrW7fCLl+PavlwMh92rrGcikQaRq4iWPVH0MpwPpY3etVMx6RnDjXtr6VZYr/IbP/Ag==",
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+ "requires": {
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+ "integrity": "sha512-nqHUnMXmBzT0w570r2JpJxfiSD1IzoI+HGVdd3aZ0yNi3ngvQ4jv1dtHt5VGxfI2yj5yqImPhOK4vmIh2xMbGg==",
+ "dev": true
+ },
+ "whatwg-fetch": {
+ "version": "3.0.0",
+ "resolved": "https://registry.npmjs.org/whatwg-fetch/-/whatwg-fetch-3.0.0.tgz",
+ "integrity": "sha512-9GSJUgz1D4MfyKU7KRqwOjXCXTqWdFNvEr7eUBYchQiVc744mqK/MzXPNR2WsPkmkOa4ywfg8C2n8h+13Bey1Q=="
+ },
+ "whet.extend": {
+ "version": "0.9.9",
+ "resolved": "https://registry.npmjs.org/whet.extend/-/whet.extend-0.9.9.tgz",
+ "integrity": "sha1-+HfVv2SMl+WqVC+twW1qJZucEaE=",
+ "dev": true
+ },
+ "which": {
+ "version": "1.3.1",
+ "resolved": "https://registry.npmjs.org/which/-/which-1.3.1.tgz",
+ "integrity": "sha512-HxJdYWq1MTIQbJ3nw0cqssHoTNU267KlrDuGZ1WYlxDStUtKUhOaJmh112/TZmHxxUfuJqPXSOm7tDyas0OSIQ==",
+ "dev": true,
+ "requires": {
+ "isexe": "^2.0.0"
+ }
+ },
+ "which-module": {
+ "version": "1.0.0",
+ "resolved": "https://registry.npmjs.org/which-module/-/which-module-1.0.0.tgz",
+ "integrity": "sha1-u6Y8qGGUiZT/MHc2CJ47lgJsKk8=",
+ "dev": true
+ },
+ "wide-align": {
+ "version": "1.1.3",
+ "resolved": "https://registry.npmjs.org/wide-align/-/wide-align-1.1.3.tgz",
+ "integrity": "sha512-QGkOQc8XL6Bt5PwnsExKBPuMKBxnGxWWW3fU55Xt4feHozMUhdUMaBCk290qpm/wG5u/RSKzwdAC4i51YigihA==",
+ "dev": true,
+ "requires": {
+ "string-width": "^1.0.2 || 2"
+ }
+ },
+ "window-size": {
+ "version": "0.1.0",
+ "resolved": "https://registry.npmjs.org/window-size/-/window-size-0.1.0.tgz",
+ "integrity": "sha1-VDjNLqk7IC76Ohn+iIeu58lPnJ0=",
+ "dev": true
+ },
+ "wordwrap": {
+ "version": "1.0.0",
+ "resolved": "https://registry.npmjs.org/wordwrap/-/wordwrap-1.0.0.tgz",
+ "integrity": "sha1-J1hIEIkUVqQXHI0CJkQa3pDLyus=",
+ "dev": true
+ },
+ "wrap-ansi": {
+ "version": "2.1.0",
+ "resolved": "http://registry.npmjs.org/wrap-ansi/-/wrap-ansi-2.1.0.tgz",
+ "integrity": "sha1-2Pw9KE3QV5T+hJc8rs3Rz4JP3YU=",
+ "dev": true,
+ "requires": {
+ "string-width": "^1.0.1",
+ "strip-ansi": "^3.0.1"
+ },
+ "dependencies": {
+ "is-fullwidth-code-point": {
+ "version": "1.0.0",
+ "resolved": "https://registry.npmjs.org/is-fullwidth-code-point/-/is-fullwidth-code-point-1.0.0.tgz",
+ "integrity": "sha1-754xOG8DGn8NZDr4L95QxFfvAMs=",
+ "dev": true,
+ "requires": {
+ "number-is-nan": "^1.0.0"
+ }
+ },
+ "string-width": {
+ "version": "1.0.2",
+ "resolved": "https://registry.npmjs.org/string-width/-/string-width-1.0.2.tgz",
+ "integrity": "sha1-EYvfW4zcUaKn5w0hHgfisLmxB9M=",
+ "dev": true,
+ "requires": {
+ "code-point-at": "^1.0.0",
+ "is-fullwidth-code-point": "^1.0.0",
+ "strip-ansi": "^3.0.0"
+ }
+ }
+ }
+ },
+ "wrap-fn": {
+ "version": "0.1.5",
+ "resolved": "https://registry.npmjs.org/wrap-fn/-/wrap-fn-0.1.5.tgz",
+ "integrity": "sha1-8htuQQFv9KfjFyDbxjoJAWvfmEU=",
+ "dev": true,
+ "requires": {
+ "co": "3.1.0"
+ },
+ "dependencies": {
+ "co": {
+ "version": "3.1.0",
+ "resolved": "https://registry.npmjs.org/co/-/co-3.1.0.tgz",
+ "integrity": "sha1-TqVOpaCJOBUxheFSEMaNkJK8G3g=",
+ "dev": true
+ }
+ }
+ },
+ "wrappy": {
+ "version": "1.0.2",
+ "resolved": "https://registry.npmjs.org/wrappy/-/wrappy-1.0.2.tgz",
+ "integrity": "sha1-tSQ9jz7BqjXxNkYFvA0QNuMKtp8="
+ },
+ "write": {
+ "version": "0.2.1",
+ "resolved": "https://registry.npmjs.org/write/-/write-0.2.1.tgz",
+ "integrity": "sha1-X8A4KOJkzqP+kUVUdvejxWbLB1c=",
+ "dev": true,
+ "requires": {
+ "mkdirp": "^0.5.1"
+ }
+ },
+ "ws": {
+ "version": "1.1.5",
+ "resolved": "https://registry.npmjs.org/ws/-/ws-1.1.5.tgz",
+ "integrity": "sha512-o3KqipXNUdS7wpQzBHSe180lBGO60SoK0yVo3CYJgb2MkobuWuBX6dhkYP5ORCLd55y+SaflMOV5fqAB53ux4w==",
+ "requires": {
+ "options": ">=0.0.5",
+ "ultron": "1.0.x"
+ }
+ },
+ "x-is-string": {
+ "version": "0.1.0",
+ "resolved": "https://registry.npmjs.org/x-is-string/-/x-is-string-0.1.0.tgz",
+ "integrity": "sha1-R0tQhlrzpJqcRlfwWs0UVFj3fYI=",
+ "dev": true
+ },
+ "xtend": {
+ "version": "4.0.1",
+ "resolved": "https://registry.npmjs.org/xtend/-/xtend-4.0.1.tgz",
+ "integrity": "sha1-pcbVMr5lbiPbgg77lDofBJmNY68=",
+ "dev": true
+ },
+ "y18n": {
+ "version": "4.0.0",
+ "resolved": "https://registry.npmjs.org/y18n/-/y18n-4.0.0.tgz",
+ "integrity": "sha512-r9S/ZyXu/Xu9q1tYlpsLIsa3EeLXXk0VwlxqTcFRfg9EhMW+17kbt9G0NrgCmhGb5vT2hyhJZLfDGx+7+5Uj/w==",
+ "dev": true
+ },
+ "yallist": {
+ "version": "3.0.2",
+ "resolved": "https://registry.npmjs.org/yallist/-/yallist-3.0.2.tgz",
+ "integrity": "sha1-hFK0u36Dx8GI2AQcGoN8dz1ti7k="
+ },
+ "yargs": {
+ "version": "7.1.0",
+ "resolved": "https://registry.npmjs.org/yargs/-/yargs-7.1.0.tgz",
+ "integrity": "sha1-a6MY6xaWFyf10oT46gA+jWFU0Mg=",
+ "dev": true,
+ "requires": {
+ "camelcase": "^3.0.0",
+ "cliui": "^3.2.0",
+ "decamelize": "^1.1.1",
+ "get-caller-file": "^1.0.1",
+ "os-locale": "^1.4.0",
+ "read-pkg-up": "^1.0.1",
+ "require-directory": "^2.1.1",
+ "require-main-filename": "^1.0.1",
+ "set-blocking": "^2.0.0",
+ "string-width": "^1.0.2",
+ "which-module": "^1.0.0",
+ "y18n": "^3.2.1",
+ "yargs-parser": "^5.0.0"
+ },
+ "dependencies": {
+ "camelcase": {
+ "version": "3.0.0",
+ "resolved": "https://registry.npmjs.org/camelcase/-/camelcase-3.0.0.tgz",
+ "integrity": "sha1-MvxLn82vhF/N9+c7uXysImHwqwo=",
+ "dev": true
+ },
+ "is-fullwidth-code-point": {
+ "version": "1.0.0",
+ "resolved": "https://registry.npmjs.org/is-fullwidth-code-point/-/is-fullwidth-code-point-1.0.0.tgz",
+ "integrity": "sha1-754xOG8DGn8NZDr4L95QxFfvAMs=",
+ "dev": true,
+ "requires": {
+ "number-is-nan": "^1.0.0"
+ }
+ },
+ "string-width": {
+ "version": "1.0.2",
+ "resolved": "https://registry.npmjs.org/string-width/-/string-width-1.0.2.tgz",
+ "integrity": "sha1-EYvfW4zcUaKn5w0hHgfisLmxB9M=",
+ "dev": true,
+ "requires": {
+ "code-point-at": "^1.0.0",
+ "is-fullwidth-code-point": "^1.0.0",
+ "strip-ansi": "^3.0.0"
+ }
+ },
+ "y18n": {
+ "version": "3.2.1",
+ "resolved": "https://registry.npmjs.org/y18n/-/y18n-3.2.1.tgz",
+ "integrity": "sha1-bRX7qITAhnnA136I53WegR4H+kE=",
+ "dev": true
+ }
+ }
+ },
+ "yargs-parser": {
+ "version": "5.0.0",
+ "resolved": "https://registry.npmjs.org/yargs-parser/-/yargs-parser-5.0.0.tgz",
+ "integrity": "sha1-J17PDX/+Bcd+ZOfIbkzZS/DhIoo=",
+ "dev": true,
+ "requires": {
+ "camelcase": "^3.0.0"
+ },
+ "dependencies": {
+ "camelcase": {
+ "version": "3.0.0",
+ "resolved": "https://registry.npmjs.org/camelcase/-/camelcase-3.0.0.tgz",
+ "integrity": "sha1-MvxLn82vhF/N9+c7uXysImHwqwo=",
+ "dev": true
+ }
+ }
+ },
+ "yauzl": {
+ "version": "2.10.0",
+ "resolved": "https://registry.npmjs.org/yauzl/-/yauzl-2.10.0.tgz",
+ "integrity": "sha1-x+sXyT4RLLEIb6bY5R+wZnt5pfk=",
+ "dev": true,
+ "requires": {
+ "buffer-crc32": "~0.2.3",
+ "fd-slicer": "~1.1.0"
+ }
+ }
+ }
+}
ui/pom.xml 4(+2 -2)
diff --git a/ui/pom.xml b/ui/pom.xml
index 52c309c..b8e5d36 100644
--- a/ui/pom.xml
+++ b/ui/pom.xml
@@ -20,7 +20,7 @@
<modelVersion>4.0.0</modelVersion>
<parent>
<groupId>org.thingsboard</groupId>
- <version>2.2.0-SNAPSHOT</version>
+ <version>2.2.1-SNAPSHOT</version>
<artifactId>thingsboard</artifactId>
</parent>
<groupId>org.thingsboard</groupId>
@@ -58,7 +58,7 @@
</goals>
<configuration>
<nodeVersion>v6.9.1</nodeVersion>
- <npmVersion>3.10.8</npmVersion>
+ <npmVersion>6.4.1</npmVersion>
</configuration>
</execution>
<execution>
ui/src/app/api/alias-controller.js 10(+10 -0)
diff --git a/ui/src/app/api/alias-controller.js b/ui/src/app/api/alias-controller.js
index 66781a8..9074fef 100644
--- a/ui/src/app/api/alias-controller.js
+++ b/ui/src/app/api/alias-controller.js
@@ -143,6 +143,11 @@ export default class AliasController {
for (var i=0;i<resolvedEntities.length;i++) {
var resolvedEntity = resolvedEntities[i];
newDatasource = angular.copy(datasource);
+ if (resolvedEntity.origEntity) {
+ newDatasource.entity = angular.copy(resolvedEntity.origEntity);
+ } else {
+ newDatasource.entity = {};
+ }
newDatasource.entityId = resolvedEntity.id;
newDatasource.entityType = resolvedEntity.entityType;
newDatasource.entityName = resolvedEntity.name;
@@ -164,6 +169,11 @@ export default class AliasController {
} else {
var entity = aliasInfo.currentEntity;
if (entity) {
+ if (entity.origEntity) {
+ datasource.entity = angular.copy(entity.origEntity);
+ } else {
+ datasource.entity = {};
+ }
datasource.entityId = entity.id;
datasource.entityType = entity.entityType;
datasource.entityName = entity.name;
ui/src/app/api/entity.service.js 44(+32 -12)
diff --git a/ui/src/app/api/entity.service.js b/ui/src/app/api/entity.service.js
index 00c7ecf..d5751f1 100644
--- a/ui/src/app/api/entity.service.js
+++ b/ui/src/app/api/entity.service.js
@@ -344,17 +344,21 @@ function EntityService($http, $q, $filter, $translate, $log, userService, device
}
function entityToEntityInfo(entity) {
- return { name: entity.name, entityType: entity.id.entityType, id: entity.id.id, entityDescription: entity.additionalInfo?entity.additionalInfo.description:"" };
+ return { origEntity: entity, name: entity.name, entityType: entity.id.entityType, id: entity.id.id, entityDescription: entity.additionalInfo?entity.additionalInfo.description:"" };
}
function entityRelationInfoToEntityInfo(entityRelationInfo, direction) {
+ var deferred = $q.defer();
var entityId = direction == types.entitySearchDirection.from ? entityRelationInfo.to : entityRelationInfo.from;
- var name = direction == types.entitySearchDirection.from ? entityRelationInfo.toName : entityRelationInfo.fromName;
- return {
- name: name,
- entityType: entityId.entityType,
- id: entityId.id
- };
+ getEntity(entityId.entityType, entityId.id, {ignoreLoading: true}).then(
+ function success(entity) {
+ deferred.resolve(entityToEntityInfo(entity));
+ },
+ function fail() {
+ deferred.reject();
+ }
+ );
+ return deferred.promise;
}
function entitiesToEntitiesInfo(entities) {
@@ -368,13 +372,22 @@ function EntityService($http, $q, $filter, $translate, $log, userService, device
}
function entityRelationInfosToEntitiesInfo(entityRelations, direction) {
- var entitiesInfo = [];
+ var deferred = $q.defer();
+ var entitiesInfoTaks = [];
if (entityRelations) {
for (var d = 0; d < entityRelations.length; d++) {
- entitiesInfo.push(entityRelationInfoToEntityInfo(entityRelations[d], direction));
+ entitiesInfoTaks.push(entityRelationInfoToEntityInfo(entityRelations[d], direction));
}
}
- return entitiesInfo;
+ $q.all(entitiesInfoTaks).then(
+ function success(entitiesInfo) {
+ deferred.resolve(entitiesInfo);
+ },
+ function fail() {
+ deferred.reject();
+ }
+ );
+ return deferred.promise;
}
@@ -581,8 +594,15 @@ function EntityService($http, $q, $filter, $translate, $log, userService, device
var limit = Math.min(allRelations.length, maxItems);
allRelations.length = limit;
}
- result.entities = entityRelationInfosToEntitiesInfo(allRelations, filter.direction);
- deferred.resolve(result);
+ entityRelationInfosToEntitiesInfo(allRelations, filter.direction).then(
+ function success(entities) {
+ result.entities = entities;
+ deferred.resolve(result);
+ },
+ function fail() {
+ deferred.reject();
+ }
+ );
} else {
deferred.reject();
}
diff --git a/ui/src/app/entity/attribute/attribute-table.tpl.html b/ui/src/app/entity/attribute/attribute-table.tpl.html
index 39c1c61..7e5de22 100644
--- a/ui/src/app/entity/attribute/attribute-table.tpl.html
+++ b/ui/src/app/entity/attribute/attribute-table.tpl.html
@@ -126,7 +126,7 @@
</md-toolbar>
<md-table-container ng-show="mode!='widget'">
<table class="tb-attribute-table" md-table md-row-select multiple="" ng-model="selectedAttributes" md-progress="attributesDeferred.promise">
- <thead fix-head md-head md-order="query.order" md-on-reorder="onReorder">
+ <thead ng-show="mode!='widget'" fix-head md-head md-order="query.order" md-on-reorder="onReorder">
<tr md-row>
<th md-column md-order-by="lastUpdateTs"><span translate>attribute.last-update-time</span></th>
<th md-column md-order-by="key"><span translate>attribute.key</span></th>
ui/src/app/widget/lib/google-map.js 12(+6 -6)
diff --git a/ui/src/app/widget/lib/google-map.js b/ui/src/app/widget/lib/google-map.js
index 2fe7ce4..ccf931a 100644
--- a/ui/src/app/widget/lib/google-map.js
+++ b/ui/src/app/widget/lib/google-map.js
@@ -221,7 +221,7 @@ export default class TbGoogleMap {
/* eslint-enable no-undef */
/* eslint-disable no-undef */
- createMarker(location, settings, onClickListener, markerArgs) {
+ createMarker(location, dsIndex, settings, onClickListener, markerArgs) {
var marker;
if (settings.showLabel) {
marker = new MarkerWithLabel({
@@ -244,7 +244,7 @@ export default class TbGoogleMap {
});
if (settings.displayTooltip) {
- this.createTooltip(marker, settings.tooltipPattern, settings.tooltipReplaceInfo, settings.autocloseTooltip, markerArgs);
+ this.createTooltip(marker, dsIndex, settings, markerArgs);
}
if (onClickListener) {
@@ -261,13 +261,13 @@ export default class TbGoogleMap {
/* eslint-enable no-undef */
/* eslint-disable no-undef */
- createTooltip(marker, pattern, replaceInfo, autoClose, markerArgs) {
+ createTooltip(marker, dsIndex, settings, markerArgs) {
var popup = new google.maps.InfoWindow({
content: ''
});
var map = this;
marker.addListener('click', function() {
- if (autoClose) {
+ if (settings.autocloseTooltip) {
map.tooltips.forEach((tooltip) => {
tooltip.popup.close();
});
@@ -277,8 +277,8 @@ export default class TbGoogleMap {
this.tooltips.push( {
markerArgs: markerArgs,
popup: popup,
- pattern: pattern,
- replaceInfo: replaceInfo
+ locationSettings: settings,
+ dsIndex: dsIndex
});
}
/* eslint-enable no-undef */
ui/src/app/widget/lib/image-map.js 12(+6 -6)
diff --git a/ui/src/app/widget/lib/image-map.js b/ui/src/app/widget/lib/image-map.js
index 18e6ed0..74f5841 100644
--- a/ui/src/app/widget/lib/image-map.js
+++ b/ui/src/app/widget/lib/image-map.js
@@ -298,7 +298,7 @@ export default class TbImageMap {
onMarkerIconReady(iconInfo);
}
- createMarker(position, settings, onClickListener, markerArgs) {
+ createMarker(position, dsIndex, settings, onClickListener, markerArgs) {
var pos = this.posFunction(position.x, position.y);
var x = pos.x * this.width;
var y = pos.y * this.height;
@@ -319,7 +319,7 @@ export default class TbImageMap {
});
if (settings.displayTooltip) {
- this.createTooltip(marker, settings.tooltipPattern, settings.tooltipReplaceInfo, settings.autocloseTooltip, markerArgs);
+ this.createTooltip(marker, dsIndex, settings, markerArgs);
}
if (onClickListener) {
@@ -348,15 +348,15 @@ export default class TbImageMap {
}
}
- createTooltip(marker, pattern, replaceInfo, autoClose, markerArgs) {
+ createTooltip(marker, dsIndex, settings, markerArgs) {
var popup = L.popup();
popup.setContent('');
- marker.bindPopup(popup, {autoClose: autoClose, closeOnClick: false});
+ marker.bindPopup(popup, {autoClose: settings.autocloseTooltip, closeOnClick: false});
this.tooltips.push( {
markerArgs: markerArgs,
popup: popup,
- pattern: pattern,
- replaceInfo: replaceInfo
+ locationSettings: settings,
+ dsIndex: dsIndex
});
}
ui/src/app/widget/lib/map-widget.js 7(+4 -3)
diff --git a/ui/src/app/widget/lib/map-widget.js b/ui/src/app/widget/lib/map-widget.js
index 0191034..ca038c2 100644
--- a/ui/src/app/widget/lib/map-widget.js
+++ b/ui/src/app/widget/lib/map-widget.js
@@ -403,7 +403,7 @@ export default class TbMapWidget {
if (image && (!location.settings.currentImage || !angular.equals(location.settings.currentImage, image))) {
location.settings.currentImage = image;
}
- location.marker = tbMap.map.createMarker(markerLocation, location.settings,
+ location.marker = tbMap.map.createMarker(markerLocation, location.dsIndex, location.settings,
function() {
tbMap.callbacks.onLocationClick(location);
}
@@ -563,8 +563,9 @@ export default class TbMapWidget {
var tooltips = this.map.getTooltips();
for (var t=0; t < tooltips.length; t++) {
var tooltip = tooltips[t];
- var text = tooltip.pattern;
- var replaceInfo = tooltip.replaceInfo;
+ var settings = tooltip.locationSettings;
+ var text = settings.tooltipPattern;
+ var replaceInfo = settings.tooltipReplaceInfo;
for (var v = 0; v < replaceInfo.variables.length; v++) {
var variableInfo = replaceInfo.variables[v];
var txtVal = '';
ui/src/app/widget/lib/map-widget2.js 126(+117 -9)
diff --git a/ui/src/app/widget/lib/map-widget2.js b/ui/src/app/widget/lib/map-widget2.js
index 00a9ea0..0ed70c5 100644
--- a/ui/src/app/widget/lib/map-widget2.js
+++ b/ui/src/app/widget/lib/map-widget2.js
@@ -138,6 +138,24 @@ export default class TbMapWidgetV2 {
this.locationSettings.label = this.ctx.settings.label || "${entityName}";
this.locationSettings.color = this.ctx.settings.color ? tinycolor(this.ctx.settings.color).toHexString() : "#FE7569";
+ this.locationSettings.useLabelFunction = this.ctx.settings.useLabelFunction === true;
+ if (angular.isDefined(this.ctx.settings.labelFunction) && this.ctx.settings.labelFunction.length > 0) {
+ try {
+ this.locationSettings.labelFunction = new Function('data, dsData, dsIndex', this.ctx.settings.labelFunction);
+ } catch (e) {
+ this.locationSettings.labelFunction = null;
+ }
+ }
+
+ this.locationSettings.useTooltipFunction = this.ctx.settings.useTooltipFunction === true;
+ if (angular.isDefined(this.ctx.settings.tooltipFunction) && this.ctx.settings.tooltipFunction.length > 0) {
+ try {
+ this.locationSettings.tooltipFunction = new Function('data, dsData, dsIndex', this.ctx.settings.tooltipFunction);
+ } catch (e) {
+ this.locationSettings.tooltipFunction = null;
+ }
+ }
+
this.locationSettings.useColorFunction = this.ctx.settings.useColorFunction === true;
if (angular.isDefined(this.ctx.settings.colorFunction) && this.ctx.settings.colorFunction.length > 0) {
try {
@@ -192,14 +210,30 @@ export default class TbMapWidgetV2 {
var tbMap = this;
- function updateLocationLabel(location) {
- if (location.settings.showLabel && location.settings.labelReplaceInfo.variables.length) {
- location.settings.labelText = fillPattern(location.settings.label,
- location.settings.labelReplaceInfo, tbMap.subscription.data);
+ function updateLocationLabel(location, dataMap) {
+ if (location.settings.showLabel) {
+ if (location.settings.useLabelFunction && location.settings.labelFunction) {
+ try {
+ location.settings.label = location.settings.labelFunction(dataMap.dataMap, dataMap.dsDataMap, location.dsIndex);
+ } catch (e) {
+ location.settings.label = null;
+ }
+ if (location.settings.label) {
+ var datasources = tbMap.subscription.datasources;
+ location.settings.label = tbMap.utils.createLabelFromDatasource(datasources[location.dsIndex], location.settings.label);
+ location.settings.labelReplaceInfo = processPattern(location.settings.label, datasources, location.dsIndex);
+ location.settings.labelText = location.settings.label;
+ }
+ }
+ if (location.settings.labelReplaceInfo.variables.length) {
+ location.settings.labelText = fillPattern(location.settings.label,
+ location.settings.labelReplaceInfo, tbMap.subscription.data);
+ }
tbMap.map.updateMarkerLabel(location.marker, location.settings);
}
}
+
function calculateLocationColor(location, dataMap) {
if (location.settings.useColorFunction && location.settings.colorFunction) {
var color;
@@ -249,7 +283,7 @@ export default class TbMapWidgetV2 {
}
function updateLocationStyle(location, dataMap) {
- updateLocationLabel(location);
+ updateLocationLabel(location, dataMap);
var color = calculateLocationColor(location, dataMap);
var image = calculateLocationMarkerImage(location, dataMap);
updateLocationColor(location, color, image);
@@ -263,7 +297,7 @@ export default class TbMapWidgetV2 {
if (image && (!location.settings.currentImage || !angular.equals(location.settings.currentImage, image))) {
location.settings.currentImage = image;
}
- location.marker = tbMap.map.createMarker(markerLocation, location.settings,
+ location.marker = tbMap.map.createMarker(markerLocation, location.dsIndex, location.settings,
function (event) {
tbMap.callbacks.onLocationClick(location);
locationRowClick(event, location);
@@ -425,6 +459,25 @@ export default class TbMapWidgetV2 {
}
}
+ function createTooltipContent(tooltip, data, datasources) {
+ var content;
+ var settings = tooltip.locationSettings;
+ if (settings.useTooltipFunction && settings.tooltipFunction) {
+ var dataMap = toLabelValueMap(data, datasources);
+ try {
+ settings.tooltipPattern = settings.tooltipFunction(dataMap.dataMap, dataMap.dsDataMap, tooltip.dsIndex);
+ } catch (e) {
+ settings.tooltipPattern = null;
+ }
+ if (settings.tooltipPattern) {
+ settings.tooltipPattern = tbMap.utils.createLabelFromDatasource(datasources[tooltip.dsIndex], settings.tooltipPattern);
+ settings.tooltipReplaceInfo = processPattern(settings.tooltipPattern, datasources, tooltip.dsIndex);
+ }
+ }
+ content = fillPattern(settings.tooltipPattern, settings.tooltipReplaceInfo, data);
+ return fillPatternWithActions(content, 'onTooltipAction', tooltip.markerArgs);
+ }
+
if (this.map && this.map.inited() && this.subscription) {
if (this.subscription.data) {
if (!this.locations) {
@@ -433,10 +486,9 @@ export default class TbMapWidgetV2 {
updateLocations(this.subscription.data, this.subscription.datasources);
}
var tooltips = this.map.getTooltips();
- for (var t=0; t < tooltips.length; t++) {
+ for (var t = 0; t < tooltips.length; t++) {
var tooltip = tooltips[t];
- var text = fillPattern(tooltip.pattern, tooltip.replaceInfo, this.subscription.data);
- text = fillPatternWithActions(text, 'onTooltipAction', tooltip.markerArgs);
+ var text = createTooltipContent(tooltip, this.subscription.data, this.subscription.datasources);
tooltip.popup.setContent(text);
}
}
@@ -683,6 +735,15 @@ const commonMapSettingsSchema =
"type":"string",
"default":"${entityName}"
},
+ "useLabelFunction": {
+ "title":"Use label function",
+ "type":"boolean",
+ "default":false
+ },
+ "labelFunction":{
+ "title":"Label function: f(data, dsData, dsIndex)",
+ "type":"string"
+ },
"showTooltip": {
"title": "Show tooltip",
"type":"boolean",
@@ -698,6 +759,15 @@ const commonMapSettingsSchema =
"type":"string",
"default":"<b>${entityName}</b><br/><br/><b>Latitude:</b> ${latitude:7}<br/><b>Longitude:</b> ${longitude:7}"
},
+ "useTooltipFunction": {
+ "title":"Use tooltip function",
+ "type":"boolean",
+ "default":false
+ },
+ "tooltipFunction":{
+ "title":"Tooltip function: f(data, dsData, dsIndex)",
+ "type":"string"
+ },
"color":{
"title":"Color",
"type":"string"
@@ -747,12 +817,22 @@ const commonMapSettingsSchema =
"lngKeyName",
"showLabel",
"label",
+ "useLabelFunction",
+ {
+ "key":"labelFunction",
+ "type":"javascript"
+ },
"showTooltip",
"autocloseTooltip",
{
"key": "tooltipPattern",
"type": "textarea"
},
+ "useTooltipFunction",
+ {
+ "key":"tooltipFunction",
+ "type":"javascript"
+ },
{
"key":"color",
"type":"color"
@@ -851,6 +931,15 @@ const imageMapSettingsSchema =
"type":"string",
"default":"${entityName}"
},
+ "useLabelFunction": {
+ "title":"Use label function",
+ "type":"boolean",
+ "default":false
+ },
+ "labelFunction":{
+ "title":"Label function: f(data, dsData, dsIndex)",
+ "type":"string"
+ },
"showTooltip": {
"title": "Show tooltip",
"type":"boolean",
@@ -866,6 +955,15 @@ const imageMapSettingsSchema =
"type":"string",
"default":"<b>${entityName}</b><br/><br/><b>X Pos:</b> ${xPos:2}<br/><b>Y Pos:</b> ${yPos:2}"
},
+ "useTooltipFunction": {
+ "title":"Use tooltip function",
+ "type":"boolean",
+ "default":false
+ },
+ "tooltipFunction":{
+ "title":"Tooltip function: f(data, dsData, dsIndex)",
+ "type":"string"
+ },
"color":{
"title":"Color",
"type":"string"
@@ -934,12 +1032,22 @@ const imageMapSettingsSchema =
"yPosKeyName",
"showLabel",
"label",
+ "useLabelFunction",
+ {
+ "key":"labelFunction",
+ "type":"javascript"
+ },
"showTooltip",
"autocloseTooltip",
{
"key": "tooltipPattern",
"type": "textarea"
},
+ "useTooltipFunction",
+ {
+ "key":"tooltipFunction",
+ "type":"javascript"
+ },
{
"key":"color",
"type":"color"
ui/src/app/widget/lib/openstreet-map.js 12(+6 -6)
diff --git a/ui/src/app/widget/lib/openstreet-map.js b/ui/src/app/widget/lib/openstreet-map.js
index 2d5f959..2f9c1bc 100644
--- a/ui/src/app/widget/lib/openstreet-map.js
+++ b/ui/src/app/widget/lib/openstreet-map.js
@@ -126,7 +126,7 @@ export default class TbOpenStreetMap {
onMarkerIconReady(iconInfo);
}
- createMarker(location, settings, onClickListener, markerArgs) {
+ createMarker(location, dsIndex, settings, onClickListener, markerArgs) {
var marker = L.marker(location, {});
var opMap = this;
this.createMarkerIcon(marker, settings, (iconInfo) => {
@@ -140,7 +140,7 @@ export default class TbOpenStreetMap {
});
if (settings.displayTooltip) {
- this.createTooltip(marker, settings.tooltipPattern, settings.tooltipReplaceInfo, settings.autocloseTooltip, markerArgs);
+ this.createTooltip(marker, dsIndex, settings, markerArgs);
}
if (onClickListener) {
@@ -154,15 +154,15 @@ export default class TbOpenStreetMap {
this.map.removeLayer(marker);
}
- createTooltip(marker, pattern, replaceInfo, autoClose, markerArgs) {
+ createTooltip(marker, dsIndex, settings, markerArgs) {
var popup = L.popup();
popup.setContent('');
- marker.bindPopup(popup, {autoClose: autoClose, closeOnClick: false});
+ marker.bindPopup(popup, {autoClose: settings.autocloseTooltip, closeOnClick: false});
this.tooltips.push( {
markerArgs: markerArgs,
popup: popup,
- pattern: pattern,
- replaceInfo: replaceInfo
+ locationSettings: settings,
+ dsIndex: dsIndex
});
}
ui/src/app/widget/lib/tencent-map.js 12(+6 -6)
diff --git a/ui/src/app/widget/lib/tencent-map.js b/ui/src/app/widget/lib/tencent-map.js
index e0a9c5c..94fc43a 100644
--- a/ui/src/app/widget/lib/tencent-map.js
+++ b/ui/src/app/widget/lib/tencent-map.js
@@ -224,7 +224,7 @@ export default class TbTencentMap {
/* eslint-enable no-undef */
/* eslint-disable no-undef */
- createMarker(location, settings, onClickListener, markerArgs) {
+ createMarker(location, dsIndex, settings, onClickListener, markerArgs) {
var marker = new qq.maps.Marker({
position: location
});
@@ -247,7 +247,7 @@ export default class TbTencentMap {
});
if (settings.displayTooltip) {
- this.createTooltip(marker, settings.tooltipPattern, settings.tooltipReplaceInfo, settings.autocloseTooltip, markerArgs);
+ this.createTooltip(marker, dsIndex, settings, markerArgs);
}
if (onClickListener) {
@@ -268,13 +268,13 @@ export default class TbTencentMap {
/* eslint-enable no-undef */
/* eslint-disable no-undef */
- createTooltip(marker, pattern, replaceInfo, autoClose, markerArgs) {
+ createTooltip(marker, dsIndex, settings, markerArgs) {
var popup = new qq.maps.InfoWindow({
map :this.map
});
var map = this;
qq.maps.event.addListener(marker, 'click', function() {
- if (autoClose) {
+ if (settings.autocloseTooltip) {
map.tooltips.forEach((tooltip) => {
tooltip.popup.close();
});
@@ -285,8 +285,8 @@ export default class TbTencentMap {
this.tooltips.push( {
markerArgs: markerArgs,
popup: popup,
- pattern: pattern,
- replaceInfo: replaceInfo
+ locationSettings: settings,
+ dsIndex: dsIndex
});
}
/* eslint-enable no-undef */
diff --git a/ui/src/app/widget/lib/widget-utils.js b/ui/src/app/widget/lib/widget-utils.js
index 58316d1..6ddeba5 100644
--- a/ui/src/app/widget/lib/widget-utils.js
+++ b/ui/src/app/widget/lib/widget-utils.js
@@ -139,7 +139,9 @@ export function toLabelValueMap(data, datasources) {
var dataMap = {};
var dsDataMap = [];
for (var d=0;d<datasources.length;d++) {
- dsDataMap[d] = {};
+ dsDataMap[d] = {
+ $datasource: datasources[d]
+ };
}
for (var i = 0; i < data.length; i++) {
var dataKey = data[i].dataKey;