From 64c10e68b6b0c9a761c3d080762bcd90f5d883c0 Mon Sep 17 00:00:00 2001
From: Glenn Vorhes <gavorhes@wisc.edu>
Date: Fri, 23 Feb 2018 06:01:28 -0600
Subject: [PATCH] fix map64 delay problem

---
 dist/_tests/demos/geocode.js      | 2 +-
 dist/_tests/demos/geocode.js.map  | 2 +-
 dist/olHelpers/mapToBase64.js     | 5 ++++-
 dist/olHelpers/mapToBase64.js.map | 2 +-
 src/_tests/demos/geocode.ts       | 2 +-
 src/olHelpers/mapToBase64.ts      | 5 ++++-
 test/serve/html/geocode.html      | 1 -
 test/serve/js/geocode.js          | 7 +++++--
 test/serve/js/geocode.js.map      | 2 +-
 9 files changed, 18 insertions(+), 10 deletions(-)

diff --git a/dist/_tests/demos/geocode.js b/dist/_tests/demos/geocode.js
index 225c7ce..c734baf 100644
--- a/dist/_tests/demos/geocode.js
+++ b/dist/_tests/demos/geocode.js
@@ -8,7 +8,7 @@ function callback(d) {
     console.log(d);
 }
 setTimeout(function () {
-    mapToBase64_1.mapToBase64(map, callback, { resize: { height: 400, width: 400 } });
+    mapToBase64_1.mapToBase64(map, callback, { delay: 1500 });
 }, 2000);
 console.log('it works');
 //# sourceMappingURL=geocode.js.map
\ No newline at end of file
diff --git a/dist/_tests/demos/geocode.js.map b/dist/_tests/demos/geocode.js.map
index 88257ef..906f3f2 100644
--- a/dist/_tests/demos/geocode.js.map
+++ b/dist/_tests/demos/geocode.js.map
@@ -1 +1 @@
-{"version":3,"file":"geocode.js","sourceRoot":"","sources":["../../../src/_tests/demos/geocode.ts"],"names":[],"mappings":";;AAEA,qDAAgD;AAChD,2DAAwD;AACxD,IAAI,GAAG,GAAG,kBAAQ,CAAC,EAAC,UAAU,EAAE,IAAI,EAAC,CAAC,CAAC;AAEvC,MAAM,CAAC,KAAK,CAAC,GAAG,GAAG,CAAC;AAEpB,kBAAkB,CAAS;IACvB,OAAO,CAAC,GAAG,CAAC,CAAC,CAAC,CAAC;AACnB,CAAC;AAED,UAAU,CAAC;IACP,yBAAW,CAAC,GAAG,EAAE,QAAQ,EAAE,EAAC,MAAM,EAAE,EAAC,MAAM,EAAE,GAAG,EAAE,KAAK,EAAE,GAAG,EAAC,EAAC,CAAC,CAAC;AACpE,CAAC,EAAE,IAAI,CAAC,CAAC;AAGT,OAAO,CAAC,GAAG,CAAC,UAAU,CAAC,CAAC","sourcesContent":["import ItsLayerCollection from '../../collections/ItsLayerCollection';\r\nimport LayerLegend from '../../collections/LayerLegend';\r\nimport quickMap from '../../olHelpers/quickMap';\r\nimport {mapToBase64} from '../../olHelpers/mapToBase64';\r\nlet map = quickMap({addGeocode: true});\r\n\r\nwindow['map'] = map;\r\n\r\nfunction callback(d: string){\r\n    console.log(d);\r\n}\r\n\r\nsetTimeout(() => {\r\n    mapToBase64(map, callback, {resize: {height: 400, width: 400}});\r\n}, 2000);\r\n\r\n\r\nconsole.log('it works');\r\n"]}
\ No newline at end of file
+{"version":3,"file":"geocode.js","sourceRoot":"","sources":["../../../src/_tests/demos/geocode.ts"],"names":[],"mappings":";;AAEA,qDAAgD;AAChD,2DAAwD;AACxD,IAAI,GAAG,GAAG,kBAAQ,CAAC,EAAC,UAAU,EAAE,IAAI,EAAC,CAAC,CAAC;AAEvC,MAAM,CAAC,KAAK,CAAC,GAAG,GAAG,CAAC;AAEpB,kBAAkB,CAAS;IACvB,OAAO,CAAC,GAAG,CAAC,CAAC,CAAC,CAAC;AACnB,CAAC;AAED,UAAU,CAAC;IACP,yBAAW,CAAC,GAAG,EAAE,QAAQ,EAAE,EAAC,KAAK,EAAE,IAAI,EAAC,CAAC,CAAC;AAC9C,CAAC,EAAE,IAAI,CAAC,CAAC;AAGT,OAAO,CAAC,GAAG,CAAC,UAAU,CAAC,CAAC","sourcesContent":["import ItsLayerCollection from '../../collections/ItsLayerCollection';\r\nimport LayerLegend from '../../collections/LayerLegend';\r\nimport quickMap from '../../olHelpers/quickMap';\r\nimport {mapToBase64} from '../../olHelpers/mapToBase64';\r\nlet map = quickMap({addGeocode: true});\r\n\r\nwindow['map'] = map;\r\n\r\nfunction callback(d: string){\r\n    console.log(d);\r\n}\r\n\r\nsetTimeout(() => {\r\n    mapToBase64(map, callback, {delay: 1500});\r\n}, 2000);\r\n\r\n\r\nconsole.log('it works');\r\n"]}
\ No newline at end of file
diff --git a/dist/olHelpers/mapToBase64.js b/dist/olHelpers/mapToBase64.js
index 7519f73..bb85b6b 100644
--- a/dist/olHelpers/mapToBase64.js
+++ b/dist/olHelpers/mapToBase64.js
@@ -10,7 +10,10 @@ var extentUtil_1 = require("../olHelpers/extentUtil");
  */
 function mapToBase64(map, callback, options) {
     options = options || {};
-    if (typeof options.delay === 'undefined' && (options.layers || options.resize)) {
+    if (typeof options.delay === 'number') {
+        //pass
+    }
+    else if (options.layers || options.resize) {
         options.delay = 2000;
     }
     else {
diff --git a/dist/olHelpers/mapToBase64.js.map b/dist/olHelpers/mapToBase64.js.map
index b9059a2..87c1e6e 100644
--- a/dist/olHelpers/mapToBase64.js.map
+++ b/dist/olHelpers/mapToBase64.js.map
@@ -1 +1 @@
-{"version":3,"file":"mapToBase64.js","sourceRoot":"","sources":["../../src/olHelpers/mapToBase64.ts"],"names":[],"mappings":";;AAEA,sDAAiD;AAYjD;;;;;;GAMG;AACH,qBAA4B,GAAW,EAAE,QAAmC,EAAE,OAA6B;IACvG,OAAO,GAAG,OAAO,IAAI,EAAE,CAAC;IAExB,EAAE,CAAC,CAAC,OAAO,OAAO,CAAC,KAAK,KAAM,WAAW,IAAI,CAAC,OAAO,CAAC,MAAM,IAAI,OAAO,CAAC,MAAM,CAAC,CAAC,CAAA,CAAC;QAC7E,OAAO,CAAC,KAAK,GAAG,IAAI,CAAC;IACzB,CAAC;IAAC,IAAI,CAAC,CAAC;QACJ,OAAO,CAAC,KAAK,GAAG,CAAC,CAAC;IACtB,CAAC;IAED,IAAI,SAAS,GAAmB,GAAG,CAAC,gBAAgB,EAAoB,CAAC;IAEzE,IAAI,cAAc,GAAG,SAAS,CAAC,KAAK,CAAC,MAAM,CAAC;IAC5C,IAAI,aAAa,GAAG,SAAS,CAAC,KAAK,CAAC,KAAK,CAAC;IAC1C,IAAI,gBAAgB,GAAG,SAAS,CAAC,KAAK,CAAC,QAAQ,CAAC;IAChD,IAAI,cAAc,GAAG,GAAG,CAAC,OAAO,EAAE,CAAC,SAAS,EAAE,CAAC;IAC/C,IAAI,YAAY,GAAG,GAAG,CAAC,OAAO,EAAE,CAAC,OAAO,EAAE,CAAC;IAE3C,sBAAsB;IAEtB,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,CAAC,CAAC,CAAC;QACjB,SAAS,CAAC,KAAK,CAAC,MAAM,GAAM,OAAO,CAAC,MAAM,CAAC,MAAM,OAAI,CAAC;QACtD,SAAS,CAAC,KAAK,CAAC,KAAK,GAAM,OAAO,CAAC,MAAM,CAAC,KAAK,OAAI,CAAC;QACpD,SAAS,CAAC,KAAK,CAAC,QAAQ,GAAG,UAAU,CAAC;QACtC,GAAG,CAAC,UAAU,EAAE,CAAC;IACrB,CAAC;IAED,GAAG,CAAC,IAAI,CAAC,YAAY,EAAE;QACnB,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,CAAC,CAAC,CAAC;YACjB,qBAAQ,CAAC,OAAO,CAAC,MAAM,EAAE,GAAG,CAAC,CAAC;QAClC,CAAC;QAED,UAAU,CAAC;YACP,GAAG,CAAC,IAAI,CAAC,aAAa,EAAE,UAAC,KAAK;gBAC1B,IAAI,CAAC;oBACD,IAAI,MAAM,GAAsB,KAAK,CAAC,SAAS,CAAC,CAAC,MAAM,CAAC;oBACxD,IAAI,OAAO,GAAG,MAAM,CAAC,SAAS,CAAC,WAAW,CAAC,CAAC;oBAC5C,QAAQ,CAAC,OAAO,CAAC,CAAC;gBACtB,CAAC;gBACD,KAAK,CAAC,CAAC,EAAE,CAAC,CAAC,CAAC;oBACR,kCAAkC;gBACtC,CAAC;wBAAS,CAAC;oBACP,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,CAAC,CAAC,CAAC;wBACjB,SAAS,CAAC,KAAK,CAAC,MAAM,GAAG,cAAc,CAAC;wBACxC,SAAS,CAAC,KAAK,CAAC,KAAK,GAAG,aAAa,CAAC;wBACtC,SAAS,CAAC,KAAK,CAAC,QAAQ,GAAG,gBAAgB,CAAC;wBAE5C,GAAG,CAAC,UAAU,EAAE,CAAC;wBACjB,GAAG,CAAC,OAAO,EAAE,CAAC,SAAS,CAAC,cAAc,CAAC,CAAC;wBACxC,GAAG,CAAC,OAAO,EAAE,CAAC,OAAO,CAAC,YAAY,CAAC,CAAC;oBACxC,CAAC;gBACL,CAAC;YACL,CAAC,CAAC,CAAC;YACH,GAAG,CAAC,UAAU,EAAE,CAAC;QACrB,CAAC,EAAE,OAAO,CAAC,KAAK,CAAC,CAAC;IACtB,CAAC,CAAC,CAAC;IAEH,GAAG,CAAC,UAAU,EAAE,CAAC;AAErB,CAAC;AA1DD,kCA0DC;AAED,kBAAe,WAAW,CAAC","sourcesContent":["import ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\nimport {fitToMap} from '../olHelpers/extentUtil';\r\nimport {layers} from \"../\";\r\n\r\ndeclare const glob: Object;\r\n\r\nexport interface iMapToBase64Options {\r\n    resize?: { width: number, height: number };\r\n    layers?: LayerBaseVector[] | LayerBaseVector[];\r\n    delay?: number;\r\n}\r\n\r\n\r\n/**\r\n *\r\n * @param {ol.Map} map\r\n * @param {(imgData) => string} callback\r\n * @param {iMapToBase64Options} options\r\n * @returns {any}\r\n */\r\nexport function mapToBase64(map: ol.Map, callback: (imgData: string) =>  any, options?: iMapToBase64Options): any {\r\n    options = options || {};\r\n\r\n    if (typeof options.delay  === 'undefined' && (options.layers || options.resize)){\r\n        options.delay = 2000;\r\n    } else {\r\n        options.delay = 1;\r\n    }\r\n\r\n    let mapTarget: HTMLDivElement = map.getTargetElement() as HTMLDivElement;\r\n\r\n    let originalHeight = mapTarget.style.height;\r\n    let originalWidth = mapTarget.style.width;\r\n    let originalPosition = mapTarget.style.position;\r\n    let originalCenter = map.getView().getCenter();\r\n    let originalZoom = map.getView().getZoom();\r\n\r\n    // let mapTimeout = 1;\r\n\r\n    if (options.resize) {\r\n        mapTarget.style.height = `${options.resize.height}px`;\r\n        mapTarget.style.width = `${options.resize.width}px`;\r\n        mapTarget.style.position = 'absolute';\r\n        map.updateSize();\r\n    }\r\n\r\n    map.once('postrender', () => {\r\n        if (options.layers) {\r\n            fitToMap(options.layers, map);\r\n        }\r\n\r\n        setTimeout(() => {\r\n            map.once('postcompose', (event) => {\r\n                try {\r\n                    let canvas: HTMLCanvasElement = event['context'].canvas;\r\n                    let imgData = canvas.toDataURL('image/png');\r\n                    callback(imgData);\r\n                }\r\n                catch (ex) {\r\n                    // reportParams['imgData'] = null;\r\n                } finally {\r\n                    if (options.resize) {\r\n                        mapTarget.style.height = originalHeight;\r\n                        mapTarget.style.width = originalWidth;\r\n                        mapTarget.style.position = originalPosition;\r\n\r\n                        map.updateSize();\r\n                        map.getView().setCenter(originalCenter);\r\n                        map.getView().setZoom(originalZoom);\r\n                    }\r\n                }\r\n            });\r\n            map.renderSync();\r\n        }, options.delay);\r\n    });\r\n\r\n    map.updateSize();\r\n\r\n}\r\n\r\nexport default mapToBase64;\r\n"]}
\ No newline at end of file
+{"version":3,"file":"mapToBase64.js","sourceRoot":"","sources":["../../src/olHelpers/mapToBase64.ts"],"names":[],"mappings":";;AAEA,sDAAiD;AAYjD;;;;;;GAMG;AACH,qBAA4B,GAAW,EAAE,QAAmC,EAAE,OAA6B;IACvG,OAAO,GAAG,OAAO,IAAI,EAAE,CAAC;IAExB,EAAE,CAAC,CAAC,OAAO,OAAO,CAAC,KAAK,KAAM,QAAQ,CAAC,CAAA,CAAC;QACpC,MAAM;IACV,CAAC;IAAC,IAAI,CAAC,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,IAAI,OAAO,CAAC,MAAM,CAAC,CAAA,CAAC;QACzC,OAAO,CAAC,KAAK,GAAG,IAAI,CAAC;IACzB,CAAC;IAAC,IAAI,CAAC,CAAC;QACJ,OAAO,CAAC,KAAK,GAAG,CAAC,CAAC;IACtB,CAAC;IAED,IAAI,SAAS,GAAmB,GAAG,CAAC,gBAAgB,EAAoB,CAAC;IAEzE,IAAI,cAAc,GAAG,SAAS,CAAC,KAAK,CAAC,MAAM,CAAC;IAC5C,IAAI,aAAa,GAAG,SAAS,CAAC,KAAK,CAAC,KAAK,CAAC;IAC1C,IAAI,gBAAgB,GAAG,SAAS,CAAC,KAAK,CAAC,QAAQ,CAAC;IAChD,IAAI,cAAc,GAAG,GAAG,CAAC,OAAO,EAAE,CAAC,SAAS,EAAE,CAAC;IAC/C,IAAI,YAAY,GAAG,GAAG,CAAC,OAAO,EAAE,CAAC,OAAO,EAAE,CAAC;IAE3C,sBAAsB;IAEtB,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,CAAC,CAAC,CAAC;QACjB,SAAS,CAAC,KAAK,CAAC,MAAM,GAAM,OAAO,CAAC,MAAM,CAAC,MAAM,OAAI,CAAC;QACtD,SAAS,CAAC,KAAK,CAAC,KAAK,GAAM,OAAO,CAAC,MAAM,CAAC,KAAK,OAAI,CAAC;QACpD,SAAS,CAAC,KAAK,CAAC,QAAQ,GAAG,UAAU,CAAC;QACtC,GAAG,CAAC,UAAU,EAAE,CAAC;IACrB,CAAC;IAED,GAAG,CAAC,IAAI,CAAC,YAAY,EAAE;QAEnB,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,CAAC,CAAC,CAAC;YACjB,qBAAQ,CAAC,OAAO,CAAC,MAAM,EAAE,GAAG,CAAC,CAAC;QAClC,CAAC;QAED,UAAU,CAAC;YACP,GAAG,CAAC,IAAI,CAAC,aAAa,EAAE,UAAC,KAAK;gBAC1B,IAAI,CAAC;oBACD,IAAI,MAAM,GAAsB,KAAK,CAAC,SAAS,CAAC,CAAC,MAAM,CAAC;oBACxD,IAAI,OAAO,GAAG,MAAM,CAAC,SAAS,CAAC,WAAW,CAAC,CAAC;oBAC5C,QAAQ,CAAC,OAAO,CAAC,CAAC;gBACtB,CAAC;gBACD,KAAK,CAAC,CAAC,EAAE,CAAC,CAAC,CAAC;oBACR,kCAAkC;gBACtC,CAAC;wBAAS,CAAC;oBACP,EAAE,CAAC,CAAC,OAAO,CAAC,MAAM,CAAC,CAAC,CAAC;wBACjB,SAAS,CAAC,KAAK,CAAC,MAAM,GAAG,cAAc,CAAC;wBACxC,SAAS,CAAC,KAAK,CAAC,KAAK,GAAG,aAAa,CAAC;wBACtC,SAAS,CAAC,KAAK,CAAC,QAAQ,GAAG,gBAAgB,CAAC;wBAE5C,GAAG,CAAC,UAAU,EAAE,CAAC;wBACjB,GAAG,CAAC,OAAO,EAAE,CAAC,SAAS,CAAC,cAAc,CAAC,CAAC;wBACxC,GAAG,CAAC,OAAO,EAAE,CAAC,OAAO,CAAC,YAAY,CAAC,CAAC;oBACxC,CAAC;gBACL,CAAC;YACL,CAAC,CAAC,CAAC;YACH,GAAG,CAAC,UAAU,EAAE,CAAC;QACrB,CAAC,EAAE,OAAO,CAAC,KAAK,CAAC,CAAC;IACtB,CAAC,CAAC,CAAC;IAEH,GAAG,CAAC,UAAU,EAAE,CAAC;AAErB,CAAC;AA7DD,kCA6DC;AAED,kBAAe,WAAW,CAAC","sourcesContent":["import ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\nimport {fitToMap} from '../olHelpers/extentUtil';\r\nimport {layers} from \"../\";\r\n\r\ndeclare const glob: Object;\r\n\r\nexport interface iMapToBase64Options {\r\n    resize?: { width: number, height: number };\r\n    layers?: LayerBaseVector[] | LayerBaseVector[];\r\n    delay?: number;\r\n}\r\n\r\n\r\n/**\r\n *\r\n * @param {ol.Map} map\r\n * @param {(imgData) => string} callback\r\n * @param {iMapToBase64Options} options\r\n * @returns {any}\r\n */\r\nexport function mapToBase64(map: ol.Map, callback: (imgData: string) =>  any, options?: iMapToBase64Options): any {\r\n    options = options || {};\r\n\r\n    if (typeof options.delay  === 'number'){\r\n        //pass\r\n    } else if (options.layers || options.resize){\r\n        options.delay = 2000;\r\n    } else {\r\n        options.delay = 1;\r\n    }\r\n\r\n    let mapTarget: HTMLDivElement = map.getTargetElement() as HTMLDivElement;\r\n\r\n    let originalHeight = mapTarget.style.height;\r\n    let originalWidth = mapTarget.style.width;\r\n    let originalPosition = mapTarget.style.position;\r\n    let originalCenter = map.getView().getCenter();\r\n    let originalZoom = map.getView().getZoom();\r\n\r\n    // let mapTimeout = 1;\r\n\r\n    if (options.resize) {\r\n        mapTarget.style.height = `${options.resize.height}px`;\r\n        mapTarget.style.width = `${options.resize.width}px`;\r\n        mapTarget.style.position = 'absolute';\r\n        map.updateSize();\r\n    }\r\n\r\n    map.once('postrender', () => {\r\n\r\n        if (options.layers) {\r\n            fitToMap(options.layers, map);\r\n        }\r\n\r\n        setTimeout(() => {\r\n            map.once('postcompose', (event) => {\r\n                try {\r\n                    let canvas: HTMLCanvasElement = event['context'].canvas;\r\n                    let imgData = canvas.toDataURL('image/png');\r\n                    callback(imgData);\r\n                }\r\n                catch (ex) {\r\n                    // reportParams['imgData'] = null;\r\n                } finally {\r\n                    if (options.resize) {\r\n                        mapTarget.style.height = originalHeight;\r\n                        mapTarget.style.width = originalWidth;\r\n                        mapTarget.style.position = originalPosition;\r\n\r\n                        map.updateSize();\r\n                        map.getView().setCenter(originalCenter);\r\n                        map.getView().setZoom(originalZoom);\r\n                    }\r\n                }\r\n            });\r\n            map.renderSync();\r\n        }, options.delay);\r\n    });\r\n\r\n    map.updateSize();\r\n\r\n}\r\n\r\nexport default mapToBase64;\r\n"]}
\ No newline at end of file
diff --git a/src/_tests/demos/geocode.ts b/src/_tests/demos/geocode.ts
index f0e98e9..3600f4f 100644
--- a/src/_tests/demos/geocode.ts
+++ b/src/_tests/demos/geocode.ts
@@ -11,7 +11,7 @@ function callback(d: string){
 }
 
 setTimeout(() => {
-    mapToBase64(map, callback, {resize: {height: 400, width: 400}});
+    mapToBase64(map, callback, {delay: 1500});
 }, 2000);
 
 
diff --git a/src/olHelpers/mapToBase64.ts b/src/olHelpers/mapToBase64.ts
index 1d894a2..cc47aeb 100644
--- a/src/olHelpers/mapToBase64.ts
+++ b/src/olHelpers/mapToBase64.ts
@@ -22,7 +22,9 @@ export interface iMapToBase64Options {
 export function mapToBase64(map: ol.Map, callback: (imgData: string) =>  any, options?: iMapToBase64Options): any {
     options = options || {};
 
-    if (typeof options.delay  === 'undefined' && (options.layers || options.resize)){
+    if (typeof options.delay  === 'number'){
+        //pass
+    } else if (options.layers || options.resize){
         options.delay = 2000;
     } else {
         options.delay = 1;
@@ -46,6 +48,7 @@ export function mapToBase64(map: ol.Map, callback: (imgData: string) =>  any, op
     }
 
     map.once('postrender', () => {
+
         if (options.layers) {
             fitToMap(options.layers, map);
         }
diff --git a/test/serve/html/geocode.html b/test/serve/html/geocode.html
index 7eec568..45f023c 100644
--- a/test/serve/html/geocode.html
+++ b/test/serve/html/geocode.html
@@ -23,7 +23,6 @@
 <script src="../lib/ol.js"></script>
 <script src="../js/geocode.js"></script>
 
-<a 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" download="example.txt"></a>
 
 </body>
 </html>
\ No newline at end of file
diff --git a/test/serve/js/geocode.js b/test/serve/js/geocode.js
index 1223e1c..9782e89 100644
--- a/test/serve/js/geocode.js
+++ b/test/serve/js/geocode.js
@@ -1237,7 +1237,7 @@ function callback(d) {
     console.log(d);
 }
 setTimeout(function () {
-    mapToBase64_1.mapToBase64(map, callback, { resize: { height: 400, width: 400 } });
+    mapToBase64_1.mapToBase64(map, callback, { delay: 1500 });
 }, 2000);
 console.log('it works');
 
@@ -1260,7 +1260,10 @@ var extentUtil_1 = __webpack_require__(78);
  */
 function mapToBase64(map, callback, options) {
     options = options || {};
-    if (typeof options.delay === 'undefined' && (options.layers || options.resize)) {
+    if (typeof options.delay === 'number') {
+        //pass
+    }
+    else if (options.layers || options.resize) {
         options.delay = 2000;
     }
     else {
diff --git a/test/serve/js/geocode.js.map b/test/serve/js/geocode.js.map
index 3e5fb69..eda546c 100644
--- a/test/serve/js/geocode.js.map
+++ b/test/serve/js/geocode.js.map
@@ -1 +1 @@
-{"version":3,"sources":["webpack:///webpack/bootstrap af6a29912b03cc0e11fe","webpack:///./src/util/provide.ts","webpack:///external \"$\"","webpack:///./src/util/checkDefined.ts","webpack:///external 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__webpack_require__(__webpack_require__.s = 70);\n\n\n\n// WEBPACK FOOTER //\n// webpack/bootstrap af6a29912b03cc0e11fe","/**\r\n * Created by gavorhes on 12/10/2015.\r\n */\r\n\r\ndeclare const window: Window;\r\n/**\r\n * create a namespace on the gv object\r\n * @param {string} namespace to create\r\n * @returns {object} object representing the namespace\r\n */\r\nfunction provide(namespace: string){\r\n    \"use strict\";\r\n    if (typeof (<any>window).gv == 'undefined'){\r\n        (<any>window).gv = {};\r\n    }\r\n\r\n    let parts = namespace.split('.');\r\n    let nameSpace = (<any>window).gv;\r\n\r\n    for (let i=0; i< parts.length; i++){\r\n        let newObject = nameSpace[parts[i]];\r\n\r\n        if (typeof newObject == 'undefined'){\r\n            nameSpace[parts[i]] = {};\r\n        }\r\n\r\n        nameSpace = nameSpace[parts[i]];\r\n    }\r\n\r\n    return nameSpace;\r\n}\r\n\r\nprovide('util');\r\n(<any>window).gv.util.provide = provide;\r\n\r\nexport default provide;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/util/provide.ts","module.exports = $;\n\n\n//////////////////\n// WEBPACK FOOTER\n// external \"$\"\n// module id = 1\n// module chunks = 0 1 2 4 5 6 7 8 9 11","import provide from './provide';\r\nlet nm = provide('util.checkDefined');\r\n\r\n/**\r\n * check if the input is undefined or null\r\n * @param input - input pointer\r\n * @returns true undefined or null\r\n */\r\nexport function undefinedOrNull (input: any): boolean{\r\n    \"use strict\";\r\n\r\n    return (typeof input === 'undefined' || input === null);\r\n}\r\n\r\nnm.undefinedOrNull = undefinedOrNull;\r\n\r\n\r\n/**\r\n * check if the input is defined and not null\r\n * @param input - input pointer\r\n * @returns true defined and not null\r\n */\r\nexport function definedAndNotNull (input: any): boolean{\r\n    \"use strict\";\r\n\r\n    return !(undefinedOrNull(input));\r\n}\r\n\r\nnm.definedAndNotNull = definedAndNotNull;\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/util/checkDefined.ts","module.exports = ol;\n\n\n//////////////////\n// WEBPACK FOOTER\n// external \"ol\"\n// module id = 2\n// module chunks = 2 4 5 6 11","import $ = require('jquery')\r\nimport {makeGuid} from '../util/makeGuid';\r\nimport ol = require('custom-ol');\r\nimport {proj3857, proj4326} from './projections';\r\n\r\n\r\nlet invalidClass = 'geocoder-invalid';\r\nlet geocoderLoadingClass = 'geocoder-loading';\r\n\r\n// let testAddress = '65 7th Street, Prairie du Sac, WI';\r\n\r\n\r\nexport class Geocode {\r\n    private theButton: HTMLButtonElement;\r\n    private theInput: HTMLInputElement;\r\n    private map: ol.Map;\r\n    private indicationLayer;\r\n\r\n    constructor(mapDiv: HTMLDivElement, map: ol.Map) {\r\n        let inputGuid = makeGuid();\r\n        let buttonGuid = makeGuid();\r\n\r\n        this.map = map;\r\n        this.indicationLayer = new ol.layer.Vector({\r\n            source: new ol.source.Vector(),\r\n            style: new ol.style.Style({\r\n                image: new ol.style.Circle({\r\n                    radius: 12,\r\n                    fill: new ol.style.Fill({color: 'rgba(255,0,0,0.5)'}),\r\n                    stroke: new ol.style.Stroke({color: 'red', width: 1})\r\n                })\r\n            })\r\n        });\r\n        this.map.addLayer(this.indicationLayer);\r\n\r\n        $(mapDiv).append('<div class=\"geocoder-el\">' +\r\n            `<input type=\"text\" id=\"${inputGuid}\">` +\r\n            `<button id=\"${buttonGuid}\">Search</button>` +\r\n            '</div>');\r\n\r\n        this.theButton = document.getElementById(buttonGuid) as HTMLButtonElement;\r\n        this.theInput = document.getElementById(inputGuid) as HTMLInputElement;\r\n\r\n        this.reset();\r\n\r\n        let $theButton = $(this.theButton);\r\n        let $theInput = $(this.theInput);\r\n\r\n        $theButton.click((evt) => {\r\n\r\n            evt.preventDefault();\r\n\r\n            $theButton.addClass(geocoderLoadingClass);\r\n            this.theButton.disabled = true;\r\n            this.indicationLayer.getSource().clear();\r\n\r\n            $.get(\r\n                `https://geocode.xyz/${this.theInput.value}?geoit=json`,\r\n                {},\r\n                (d) => {\r\n                    let lat = parseFloat(d['latt']);\r\n                    let lon = parseFloat(d['longt']);\r\n\r\n                    if ((lat == 0 && lon == 0) || d['error']) {\r\n                        $theInput.addClass(invalidClass);\r\n                        this.theInput.title = 'Specified Location Invalid';\r\n                        this.theButton.title = 'Specified Location Invalid';\r\n\r\n                    } else {\r\n                        let v = this.map.getView();\r\n                        let p = new ol.geom.Point([lon, lat]);\r\n                        let feat = new ol.Feature(p);\r\n                        this.indicationLayer.getSource().addFeature(feat);\r\n                        p.transform(proj4326, proj3857);\r\n\r\n                        v.setCenter(p.getCoordinates());\r\n                        v.setZoom(13);\r\n                    }\r\n\r\n                    $theButton.removeClass(geocoderLoadingClass);\r\n                    this.theButton.disabled = false;\r\n                },\r\n                'json');\r\n        });\r\n\r\n        $(this.theInput).keyup((evt) => {\r\n            evt.preventDefault();\r\n            this.theButton.disabled = this.theInput.value.length == 0;\r\n            $theInput.removeClass(invalidClass);\r\n            this.theInput.title = '';\r\n            this.theButton.title = '';\r\n\r\n            if (!this.theButton.disabled && evt.keyCode == 13) {\r\n                $theButton.click();\r\n            }\r\n        })\r\n    }\r\n\r\n    private reset() {\r\n        this.theButton.disabled = true;\r\n        this.theInput.value = '';\r\n    }\r\n\r\n\r\n// https://geocode.xyz/65%2075h%20street%20prairie%20du%20sac%20wi?geoit=json\r\n\r\n// error\r\n// geocoder-invalid\r\n\r\n}\r\n\r\n\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/geocode.ts","import LayerBaseVector from \"../layers/LayerBaseVector\";\r\nimport MapInteractionBase from './mapInteractionBase';\r\nimport * as checkDefined from '../util/checkDefined';\r\nimport provide from '../util/provide';\r\nimport makeGuid from '../util/makeGuid';\r\nimport ol = require('custom-ol');\r\nimport $ = require('jquery');\r\nconst nm = provide('olHelpers');\r\n\r\n\r\nexport interface extentObject{\r\n    minX: number;\r\n    minY: number;\r\n    maxX: number;\r\n    maxY: number;\r\n}\r\n\r\nexport interface mapMoveCallbackFunction{\r\n    /**\r\n     *\r\n     * @param extent extent as predefined object minX, minX, maxX, maxY\r\n     * @param zoomLevel current zoom level\r\n     * @param evtType the event type 'change:center', 'change:resolution'\r\n     */\r\n    (extent: extentObject, zoomLevel: number, evtType?: string): any\r\n}\r\n\r\n\r\n/**\r\n * assists with map move interactions, trigger callback functions\r\n * @augments MapInteractionBase\r\n */\r\nexport class MapMoveCls extends MapInteractionBase {\r\n    _mapExtent: extentObject;\r\n    _zoomLevel: number;\r\n    _lookupLayer: {[s: string]: LayerBaseVector};\r\n    _arrLayer: Array<LayerBaseVector>;\r\n    _arrLyrTimeout: Array<number>;\r\n    _mapMoveCallbackTimeout: Array<number>;\r\n    _mapMoveCallbackDelays: Array<number>;\r\n    _mapMoveCallbacksLookup: {[s: string]: mapMoveCallbackFunction};\r\n    _mapMoveCallbackContext: Array<Object>;\r\n    _mapMoveCallbacks: Array<mapMoveCallbackFunction>;\r\n    _arrLyrRequest: Array<any>;\r\n\r\n    /**\r\n     * constructor called implicitly\r\n     */\r\n    constructor() {\r\n        super('map move');\r\n        this._arrLyrRequest = [];\r\n        this._arrLyrTimeout = [];\r\n        this._arrLayer = [];\r\n        this._lookupLayer = {};\r\n\r\n        this._mapMoveCallbacks = [];\r\n        this._mapMoveCallbacksLookup = {};\r\n        this._mapMoveCallbackDelays = [];\r\n        this._mapMoveCallbackContext = [];\r\n        this._mapMoveCallbackTimeout = [];\r\n\r\n        this._mapExtent = undefined;\r\n        this._zoomLevel = undefined;\r\n\r\n    }\r\n\r\n    /**\r\n     * initialize the map move object\r\n     * @param theMap - the ol map\r\n     */\r\n    init(theMap: ol.Map){\r\n        super.init(theMap);\r\n\r\n        this.map.getView().on(['change:center', 'change:resolution'], (e: {type: string}) =>{\r\n\r\n           this._updateMapExtent();\r\n\r\n            // trigger the layer updates\r\n            for (let i = 0; i < this._arrLayer.length; i++) {\r\n                this.triggerLyrLoad(this._arrLayer[i], i, e.type);\r\n            }\r\n\r\n            // trigger the map callbacks\r\n            for (let i = 0; i < this._mapMoveCallbacks.length; i++) {\r\n                this.triggerMoveCallback(i, e.type);\r\n            }\r\n        });\r\n    }\r\n\r\n    _updateMapExtent() {\r\n        let theView = this.map.getView();\r\n        this._zoomLevel = theView.getZoom();\r\n\r\n        let extentArray = theView.calculateExtent(this.map.getSize());\r\n\r\n        this._mapExtent = {\r\n            minX: extentArray[0],\r\n            minY: extentArray[1],\r\n            maxX: extentArray[2],\r\n            maxY: extentArray[3]\r\n        };\r\n    }\r\n\r\n    /**\r\n     * return the map extent\r\n     */\r\n    get mapExtent() {\r\n        if (!this._mapExtent) {\r\n            this._updateMapExtent();\r\n        }\r\n\r\n        return this._mapExtent;\r\n    }\r\n\r\n    /**\r\n     * Trigger the layer load\r\n     * @param lyr the layer being acted on\r\n     * @param index index of the layer\r\n     * @param eventType the event triggering the load, as 'change:center' or 'change:resolution'\r\n     */\r\n    triggerLyrLoad(lyr: LayerBaseVector, index?: number, eventType?: string) {\r\n\r\n        if (checkDefined.undefinedOrNull(lyr) && checkDefined.undefinedOrNull(index)) {\r\n            throw 'need to define lyr or index';\r\n        } else if (checkDefined.definedAndNotNull(lyr) && checkDefined.undefinedOrNull(index)) {\r\n            index = this._arrLayer.indexOf(lyr);\r\n        } else if (checkDefined.undefinedOrNull(lyr) && checkDefined.definedAndNotNull(index)) {\r\n            lyr = this._arrLayer[index];\r\n        }\r\n\r\n        // clear the timeout\r\n        if (this._arrLyrTimeout[index] != null) {\r\n            clearTimeout(this._arrLyrTimeout[index]);\r\n            this._arrLyrTimeout[index] = null;\r\n        }\r\n\r\n        // abort if necessary and clear the request\r\n        if (this._arrLyrRequest[index] != null && this._arrLyrRequest[index] != 4) {\r\n            this._arrLyrRequest[index].abort();\r\n            this._arrLyrRequest[index] = null;\r\n        }\r\n\r\n        // dummy callback used if before load returns false\r\n        let callbackFunc = function () {};\r\n\r\n        if (lyr.mapMoveBefore(this._zoomLevel, eventType)) {\r\n            lyr.mapMoveMakeGetParams(this._mapExtent, this._zoomLevel);\r\n\r\n            let __this = this;\r\n\r\n            callbackFunc = function () {\r\n                function innerFunction(theLayer: LayerBaseVector, theIndex: number) {\r\n                    let _innerThis = this;\r\n                    this._arrLyrRequest[theIndex] = $.get(\r\n                        theLayer.url,\r\n                        theLayer.mapMoveParams,\r\n                        function (d) {\r\n                            /**\r\n                             * @type {LayerBaseVector}\r\n                             */\r\n                            theLayer.mapMoveCallback(d);\r\n                            theLayer.loadCallback();\r\n                        }, 'json').fail(\r\n                        function (jqXHR) {\r\n                            if (jqXHR.statusText != 'abort') {\r\n                                console.log('failed');\r\n                                console.log(theLayer.url);\r\n                                console.log(theLayer.mapMoveParams);\r\n                            }\r\n                        }).always(\r\n                        function () {\r\n                            _innerThis._arrLyrTimeout[theIndex] = null;\r\n                            _innerThis._arrLyrRequest[theIndex] = null;\r\n                        });\r\n                }\r\n                innerFunction.call(__this, lyr, index);\r\n            };\r\n        } else {\r\n            lyr.clear();\r\n        }\r\n        this._arrLyrTimeout[index] = setTimeout(callbackFunc, lyr.onDemandDelay);\r\n    }\r\n\r\n    /**\r\n     * trigger the map move call back at the given index\r\n     * @param ind - the index of the layer\r\n     * @param eventType=undefined the event triggering the load as 'change:center' or 'change:resolution'\r\n     * @param functionId=undefined the function id used to reference the added callback function\r\n     */\r\n    triggerMoveCallback(ind: number, eventType?: string, functionId?: string) {\r\n\r\n        if (typeof ind == 'undefined' && typeof functionId == 'undefined'){\r\n            throw 'either the function index or the id must be defined';\r\n        }\r\n\r\n        if (typeof ind !== 'number'){\r\n            ind = this._mapMoveCallbacks.indexOf(this._mapMoveCallbacksLookup[functionId]);\r\n        }\r\n\r\n        if (ind < 0){\r\n            console.log('function not found');\r\n\r\n            return;\r\n        }\r\n\r\n        // clear the timeout\r\n        if (this._mapMoveCallbackTimeout[ind] != null) {\r\n            clearTimeout(this._mapMoveCallbackTimeout[ind]);\r\n            this._mapMoveCallbackTimeout[ind] = null;\r\n        }\r\n\r\n        let ctx = this._mapMoveCallbackContext[ind];\r\n        let theFunc = this._mapMoveCallbacks[ind];\r\n\r\n        let __this = this;\r\n\r\n        let f = function () {\r\n            if (ctx !== null) {\r\n                theFunc.call(ctx, __this._mapExtent, __this._zoomLevel, eventType);\r\n            } else {\r\n                theFunc(__this._mapExtent, __this._zoomLevel, eventType);\r\n            }\r\n        };\r\n\r\n        this._mapMoveCallbackTimeout[ind] = setTimeout(f, this._mapMoveCallbackDelays[ind]);\r\n    }\r\n\r\n    /**\r\n     * Add a layer to the interaction\r\n     * @param  lyr - layer to add\r\n     * @param triggerOnAdd - if the layer should be loaded on add\r\n     */\r\n    addVectorLayer(lyr: LayerBaseVector, triggerOnAdd: boolean = true) {\r\n        if (this._arrLayer.indexOf(lyr) > -1) {\r\n            console.log('already added ' + lyr.name + ' to map move');\r\n\r\n            return;\r\n        }\r\n        this._checkInit();\r\n\r\n        this._arrLyrRequest.push(null);\r\n        this._arrLyrTimeout.push(null);\r\n        this._arrLayer.push(lyr);\r\n        this._lookupLayer[lyr.id] = lyr;\r\n\r\n        triggerOnAdd = typeof triggerOnAdd == 'boolean' ? triggerOnAdd : true;\r\n\r\n        if (triggerOnAdd) {\r\n            if (this._mapExtent === undefined) {\r\n                this._updateMapExtent();\r\n            }\r\n            this.triggerLyrLoad(lyr, this._arrLayer.length - 1);\r\n        }\r\n    }\r\n\r\n\r\n    /**\r\n     * add a callback to the map move event\r\n     * @param func - callback function\r\n     * @param context - the context to use for this function\r\n     * @param delay=50 the delay before call load\r\n     * @param triggerOnAdd if the layer should be loaded on add to mapMove\r\n     * @param functionId optional id to reference the function later for outside triggering\r\n     */\r\n    addCallback(func: mapMoveCallbackFunction, context?: any, delay?: number, triggerOnAdd? : boolean, functionId?: string) {\r\n\r\n        if (this._mapMoveCallbacks.indexOf(func) > -1) {\r\n            console.log('this function already added to map move');\r\n            return;\r\n        }\r\n        this._checkInit();\r\n        if (!functionId){\r\n            functionId = makeGuid();\r\n        }\r\n\r\n        this._mapMoveCallbacks.push(func);\r\n        this._mapMoveCallbacksLookup[functionId] = func;\r\n        this._mapMoveCallbackDelays.push(typeof delay == 'number' ? delay : 50);\r\n        this._mapMoveCallbackContext.push(checkDefined.definedAndNotNull(context) ? context : null);\r\n        this._mapMoveCallbackTimeout.push(null);\r\n\r\n        triggerOnAdd = typeof triggerOnAdd == 'boolean' ? triggerOnAdd : true;\r\n\r\n        if (triggerOnAdd) {\r\n            if (this._mapExtent === undefined) {\r\n                this._updateMapExtent();\r\n            }\r\n            this.triggerMoveCallback(this._mapMoveCallbacks.length - 1);\r\n        }\r\n    }\r\n}\r\n\r\nnm.MapMoveCls = MapMoveCls;\r\nexport default MapMoveCls;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapMoveCls.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport MapInteractionBase from './mapInteractionBase';\r\nimport propertiesZoomStyle from '../olHelpers/propertiesZoomStyle';\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\nimport {LayerBase} from \"../layers/LayerBase\";\r\nimport LayerEsriMapServer from \"../layers/LayerEsriMapServer\";\r\nimport $ = require('jquery');\r\n\r\nconst nm = provide('olHelpers');\r\n\r\nexport interface popupChangedFunction {\r\n    ($popContent: JQuery): any;\r\n}\r\n\r\n/**\r\n *\r\n */\r\nexport interface popupCallback {\r\n    /**\r\n     * Callback function for the popup\r\n     * @param featureProperties\r\n     * @param jqRef\r\n     */\r\n    (featureProperties: Object, jqRef?: JQuery): string | boolean;\r\n}\r\n\r\ninterface mapEvent {\r\n    coordinate: ol.Coordinate;\r\n    pixel: ol.Pixel;\r\n    dragging: boolean|any;\r\n    originalEvent: Event;\r\n}\r\n\r\n\r\nexport class FeatureLayerProperties {\r\n\r\n    feature: ol.Feature;\r\n    layer: LayerBaseVector|LayerEsriMapServer;\r\n    layerIndex: number;\r\n    selectionLayer: ol.layer.Vector;\r\n    popupContent: string;\r\n    esriLayerName: string;\r\n\r\n    /**\r\n     *\r\n     * @param feature the feature\r\n     * @param layer - the layer in the popup\r\n     * @param layerIndex - index of the layer\r\n     * @param selectionLayer - the ol selection layer\r\n     * @param [esriLayerName=undefined] - esri layer name\r\n     */\r\n    constructor(feature: ol.Feature, layer: LayerBaseVector|LayerEsriMapServer, layerIndex: number, selectionLayer: ol.layer.Vector, esriLayerName?: string) {\r\n        this.feature = feature;\r\n        this.layer = layer;\r\n        this.layerIndex = layerIndex;\r\n        this.selectionLayer = selectionLayer;\r\n        this.popupContent = '';\r\n        this.esriLayerName = typeof esriLayerName == 'string' ? esriLayerName : undefined;\r\n    }\r\n\r\n    get layerName() {\r\n        if (typeof this.esriLayerName == 'string') {\r\n            return this.esriLayerName;\r\n        } else {\r\n            return this.layer.name;\r\n        }\r\n    }\r\n}\r\n\r\n/**\r\n * map popup class\r\n * @augments MapInteractionBase\r\n */\r\nexport class MapPopupCls extends MapInteractionBase {\r\n    private _popupOpen: boolean;\r\n    private _passThroughLayerFeatureArray: Array<FeatureLayerProperties>;\r\n    private _currentPopupIndex: number;\r\n    private _popupContentLength: number;\r\n    private _esriMapServiceLayers: Array<LayerEsriMapServer>;\r\n    private _$popupCloser: JQuery;\r\n    private _$popupContent: JQuery;\r\n    private _$popupContainer: JQuery;\r\n    private _popupOverlay: ol.Overlay;\r\n    private _arrPopupLayers: Array<LayerBaseVector>;\r\n    private _popupCoordinate: ol.Coordinate;\r\n    private _popupChangedFunctions: Array<popupChangedFunction>;\r\n    private _mapClickFunctions: Array<Function>;\r\n    private _selectionLayerLookup: {[s: string]: ol.layer.Vector};\r\n    private _arrPopupLayerIds: Array<string>;\r\n    private _arrPopupLayerNames: Array<string>;\r\n    private _arrPopupOlLayers: Array<ol.layer.Vector>;\r\n    private _arrPopupContentFunction: Array<popupCallback>;\r\n    private _selectionLayers: Array<ol.layer.Vector>;\r\n\r\n    /**\r\n     * Definition for openlayers style function\r\n     * @callback olStyleFunction\r\n     * &param feature the openlayers vector feature\r\n     * $param\r\n     */\r\n\r\n\r\n    /**\r\n     * map popup constructor\r\n     */\r\n    constructor() {\r\n        super('map popup');\r\n        this._arrPopupLayerIds = [];\r\n        this._arrPopupLayerNames = [];\r\n        this._arrPopupLayers = [];\r\n        this._arrPopupOlLayers = [];\r\n        this._arrPopupContentFunction = [];\r\n        this._$popupContainer = undefined;\r\n        this._$popupContent = undefined;\r\n        this._$popupCloser = undefined;\r\n        this._popupOverlay = undefined;\r\n        this._selectionLayers = [];\r\n        this._selectionLayerLookup = {};\r\n        this._mapClickFunctions = [];\r\n\r\n        //let a = function($jqueryContent){console.log($jqueryContent)};\r\n        //this._popupChangedLookup = {'a': a};\r\n        this._popupChangedFunctions = [];\r\n        this._esriMapServiceLayers = [];\r\n\r\n        this._popupOpen = false;\r\n        this._popupCoordinate = null;\r\n\r\n        this._passThroughLayerFeatureArray = [];\r\n\r\n        this._currentPopupIndex = -1;\r\n        this._popupContentLength = 0;\r\n\r\n    }\r\n\r\n    /**\r\n     * map popup initialization\r\n     * @param {ol.Map} theMap - the ol map\r\n     */\r\n    init(theMap: ol.Map) {\r\n        super.init(theMap);\r\n\r\n        let $map;\r\n        let target = this.map.getTarget();\r\n\r\n        if (typeof target == 'string') {\r\n            $map = $('#' + target);\r\n        }\r\n        else {\r\n            $map = $(target);\r\n        }\r\n\r\n        $map.append(\r\n            '<div class=\"ol-popup\">' +\r\n            '<span class=\"ol-popup-closer\">X</span>' +\r\n            '<div class=\"popup-content\"></div>' +\r\n            '</div>'\r\n        );\r\n\r\n        this._$popupContainer = $map.find('.ol-popup');\r\n        this._$popupContent = $map.find('.popup-content');\r\n        this._$popupCloser = $map.find('.ol-popup-closer');\r\n\r\n        let _ease = (n: number): number => {\r\n            return ol.easing.inAndOut(n);\r\n        };\r\n\r\n\r\n        this._popupOverlay = new ol.Overlay({\r\n            element: this._$popupContainer[0],\r\n            autoPan: true,\r\n            autoPanAnimation: {\r\n                duration: 250,\r\n                source: theMap.getView().getCenter(),\r\n                easing: _ease\r\n            }\r\n        });\r\n\r\n        this._map.addOverlay(this._popupOverlay);\r\n\r\n        this._$popupCloser.click((evt) => {\r\n            this.closePopup();\r\n        });\r\n\r\n        // display popup on click\r\n        this._map.on('singleclick', (evt: {coordinate: [number, number], pixel: ol.Pixel}) => {\r\n\r\n            this.closePopup();\r\n            this._popupCoordinate = evt['coordinate'];\r\n\r\n            // esri map service layers\r\n            if (this._esriMapServiceLayers.length > 0) {\r\n\r\n                let queryParams = {\r\n                    geometry: evt['coordinate'].join(','),\r\n                    geometryType: 'esriGeometryPoint',\r\n                    layers: 'all',\r\n                    sr: this._map.getView().getProjection().getCode().split(':')[1],\r\n                    mapExtent: (this._map.getView().calculateExtent(this._map.getSize()) as number[]).join(','),\r\n                    imageDisplay: (this._map.getSize() as number[]).join(',') + ',96',\r\n                    returnGeometry: true,\r\n                    tolerance: 15,\r\n                    f: 'pjson'\r\n                };\r\n\r\n                for (let l of this._esriMapServiceLayers) {\r\n                    l.getPopupInfo(queryParams);\r\n                }\r\n            }\r\n\r\n            let layerFeatureObjectArray = this._featuresAtPixel(evt['pixel']);\r\n\r\n            this._passThroughLayerFeatureArray = [];\r\n            this._currentPopupIndex = -1;\r\n\r\n            for (let i = 0; i < layerFeatureObjectArray.length; i++) {\r\n                let featObj = layerFeatureObjectArray[i];\r\n\r\n                let props = featObj.feature.getProperties();\r\n\r\n                let popupContentResponse = this._arrPopupContentFunction[featObj.layerIndex](props, this._$popupContent);\r\n\r\n                //skip if return was false\r\n                if (popupContentResponse === false) {\r\n                    //continue;\r\n                } else if (typeof popupContentResponse == 'string') {\r\n                    featObj.popupContent = popupContentResponse as string;\r\n                    this._passThroughLayerFeatureArray.push(featObj);\r\n                } else {\r\n                    featObj.selectionLayer.getSource().addFeature(featObj.feature);\r\n                }\r\n            }\r\n\r\n            this._popupContentLength = this._passThroughLayerFeatureArray.length;\r\n\r\n            this._currentPopupIndex = -1;\r\n\r\n            let popupHtml = '<div class=\"ol-popup-nav\">';\r\n            popupHtml += '<span class=\"previous-popup ol-popup-nav-arrow\">&#9664;</span>';\r\n            popupHtml += '<span class=\"next-popup ol-popup-nav-arrow\">&#9654;</span>';\r\n            popupHtml += `<span class=\"current-popup-item-number\" style=\"font-weight: bold;\"></span>`;\r\n            popupHtml += `<span>&nbsp;of&nbsp;</span>`;\r\n            popupHtml += `<span class=\"popup-content-length\" style=\"font-weight: bold;\">${this._popupContentLength}</span>`;\r\n            popupHtml += `<span>&nbsp;&nbsp;-&nbsp;&nbsp;</span>`;\r\n            popupHtml += `<span class=\"current-popup-layer-name\"></span>`;\r\n            popupHtml += '</div>';\r\n            popupHtml += '<div class=\"ol-popup-inner\">';\r\n\r\n            popupHtml += '</div>';\r\n\r\n            this._$popupContent.html(popupHtml);\r\n\r\n            this._$popupContent.find('.previous-popup').click(() => {\r\n                if (this._popupContentLength == 1) {\r\n                    return;\r\n                }\r\n\r\n                if (this._currentPopupIndex == 0) {\r\n                    this._currentPopupIndex = this._popupContentLength - 1;\r\n                } else {\r\n                    this._currentPopupIndex--;\r\n                }\r\n                this._triggerFeatSelect();\r\n            });\r\n\r\n            let nextPopup = this._$popupContent.find('.next-popup');\r\n\r\n            nextPopup.click(() => {\r\n                if (this._popupContentLength == 1 && this._currentPopupIndex > -1) {\r\n                    return;\r\n                }\r\n\r\n                if (this._currentPopupIndex == this._popupContentLength - 1) {\r\n                    this._currentPopupIndex = 0;\r\n                } else {\r\n                    this._currentPopupIndex++;\r\n                }\r\n                this._triggerFeatSelect();\r\n            });\r\n\r\n\r\n            if (this._popupContentLength > 0) {\r\n                nextPopup.trigger('click');\r\n                this._popupOverlay.setPosition(this._popupCoordinate);\r\n                this._$popupContent.scrollTop(0);\r\n                this._popupOpen = true;\r\n            }\r\n        });\r\n\r\n        //change mouse cursor when over marker\r\n        this._map.on('pointermove', (evt: {dragging: boolean, originalEvent: Event}) => {\r\n            if (evt['dragging']) {\r\n                return;\r\n            }\r\n            let pixel = this.map.getEventPixel(evt['originalEvent']);\r\n            let hit = this.map.hasFeatureAtPixel(pixel, (lyrCandidate) => {\r\n                for (let olLayer of this._arrPopupOlLayers) {\r\n                    if (lyrCandidate == olLayer) {\r\n                        return true;\r\n                    }\r\n                }\r\n\r\n                return false;\r\n            });\r\n            let mapElement = this.map.getTargetElement() as HTMLElement;\r\n            mapElement.style.cursor = hit ? 'pointer' : '';\r\n        });\r\n\r\n        return true;\r\n    }\r\n\r\n    /**\r\n     * helper to select features\r\n     * @private\r\n     */\r\n    _triggerFeatSelect() {\r\n        let $currentPopupItemNumber = this._$popupContent.find('.current-popup-item-number');\r\n        let $innerPopup = this._$popupContent.find('.ol-popup-inner');\r\n        let $layerNameSpan = this._$popupContent.find('.current-popup-layer-name');\r\n        this.clearSelection();\r\n        let lyrFeatObj = this._passThroughLayerFeatureArray[this._currentPopupIndex];\r\n        $currentPopupItemNumber.html((this._currentPopupIndex + 1).toFixed());\r\n        $layerNameSpan.html(lyrFeatObj.layerName);\r\n        $innerPopup.html(lyrFeatObj.popupContent);\r\n        lyrFeatObj.selectionLayer.getSource().addFeature(lyrFeatObj.feature);\r\n        for (let f of this._popupChangedFunctions) {\r\n            f(this._$popupContent);\r\n        }\r\n    }\r\n\r\n\r\n    /**\r\n     *\r\n     * @param feature - the ol feature\r\n     * @param {LayerEsriMapServer} lyr - the map server layer\r\n     * @param {string} popupContent - popup content\r\n     * @param {string} esriName - esri layer name\r\n     */\r\n    addMapServicePopupContent(feature: ol.Feature, lyr: LayerEsriMapServer, popupContent: string, esriName: string) {\r\n\r\n        let featLayerObject = new FeatureLayerProperties(\r\n            feature, lyr, this._popupContentLength, this._selectionLayerLookup[lyr.id], esriName\r\n        );\r\n        featLayerObject.popupContent = popupContent;\r\n\r\n        this._passThroughLayerFeatureArray.push(featLayerObject);\r\n        this._popupContentLength++;\r\n\r\n        $('.popup-content-length').html(this._popupContentLength.toFixed());\r\n\r\n        if (!this._popupOpen) {\r\n            this._$popupContent.find('.next-popup').trigger('click');\r\n\r\n            this._popupOverlay.setPosition(this._popupCoordinate);\r\n            this._$popupContent.scrollTop(0);\r\n            this._popupOpen = true;\r\n        }\r\n    }\r\n\r\n    /**\r\n     *\r\n     * @param  pixel - the ol pixel\r\n     * @returns  feature layer properties\r\n     * @private\r\n     */\r\n    _featuresAtPixel(pixel: ol.Pixel): Array<FeatureLayerProperties> {\r\n        let layerFeatureObjectArray: FeatureLayerProperties[] = [];\r\n\r\n        this.map.forEachFeatureAtPixel(pixel, (feature: ol.Feature, layer: ol.layer.Vector) => {\r\n            let lyrIndex = this._arrPopupOlLayers.indexOf(layer);\r\n\r\n            if (lyrIndex > -1) {\r\n                layerFeatureObjectArray.push(\r\n                    new FeatureLayerProperties(\r\n                        feature, this._arrPopupLayers[lyrIndex], lyrIndex, this._selectionLayers[lyrIndex]));\r\n            }\r\n        });\r\n\r\n        return layerFeatureObjectArray;\r\n    }\r\n\r\n    closePopup() {\r\n        this._checkInit();\r\n        this._popupOpen = false;\r\n        this._popupOverlay.setPosition(undefined);\r\n        this._$popupCloser[0].blur();\r\n        this.clearSelection();\r\n        this._$popupContent.html('');\r\n\r\n        return false;\r\n    };\r\n\r\n\r\n    /**\r\n     *\r\n     * @param chgFunction - popup change function\r\n     */\r\n    addPopupChangedFunction(chgFunction: popupChangedFunction) {\r\n        this._popupChangedFunctions.push(chgFunction);\r\n    }\r\n\r\n    /**\r\n     *\r\n     * @param {LayerBase|*} lyr - the layer being acted on\r\n     * @param {object} [selectionStyle={}] the selection style configuration\r\n     * @param {string} [selectionStyle.color=rgba(255,170,0,0.5)] the selection color\r\n     * @param {number} [selectionStyle.width=10] the selection width for linear features\r\n     * @param {object|function} [selectionStyle.olStyle=undefined] an openlayers style object or function\r\n     * @returns  the new selection layer\r\n     * @private\r\n     */\r\n    _addPopupLayer(lyr: LayerBaseVector|LayerEsriMapServer, selectionStyle: {color?: string, width?: number, olStyle?: ol.style.Style}): ol.layer.Vector {\r\n        this._checkInit();\r\n\r\n        selectionStyle = selectionStyle || {};\r\n        selectionStyle.color = selectionStyle.color || 'rgba(255,170,0,0.5)';\r\n        selectionStyle.width = selectionStyle.width || 10;\r\n\r\n        let theStyle;\r\n\r\n        if (selectionStyle.olStyle) {\r\n            theStyle = selectionStyle.olStyle;\r\n        } else {\r\n            theStyle = new ol.style.Style({\r\n                stroke: new ol.style.Stroke({\r\n                    color: selectionStyle.color,\r\n                    width: selectionStyle.width\r\n                }),\r\n                image: new ol.style.Circle({\r\n                    radius: 7,\r\n                    fill: new ol.style.Fill({color: selectionStyle.color}),\r\n                    stroke: new ol.style.Stroke({color: selectionStyle.color, width: 1})\r\n                }),\r\n                fill: new ol.style.Fill({\r\n                    color: selectionStyle.color\r\n                })\r\n            });\r\n        }\r\n\r\n        let selectionLayer = new ol.layer.Vector(\r\n            {\r\n                source: new ol.source.Vector(),\r\n                style: theStyle\r\n            }\r\n        );\r\n\r\n        selectionLayer.setZIndex(100);\r\n\r\n        this._selectionLayers.push(selectionLayer);\r\n        this._selectionLayerLookup[lyr.id] = selectionLayer;\r\n        this.map.addLayer(selectionLayer);\r\n\r\n        return selectionLayer;\r\n    }\r\n\r\n\r\n    /**\r\n     * Add popup to the map\r\n     * @param {LayerBase|*} lyr The layer that the popup with act on\r\n     * @param {popupCallback} popupContentFunction - popup content function that makes popup info\r\n     * @param {object} [selectionStyle={}] the selection style configuration\r\n     * @param {string} [selectionStyle.color=rgba(255,170,0,0.5)] the selection color\r\n     * @param {number} [selectionStyle.width=10] the selection width for linear features\r\n     * @param {object|function} [selectionStyle.olStyle=undefined] an openlayers style object or function\r\n     * @returns {object} a reference to the ol selection layer\r\n     */\r\n    addVectorPopup(lyr: LayerBaseVector, popupContentFunction: popupCallback,\r\n                   selectionStyle?: {color?: string, width?: number, olStyle?: ol.style.Style}) {\r\n        let selectionLayer = this._addPopupLayer(lyr, selectionStyle);\r\n        this._arrPopupLayerIds.push(lyr.id);\r\n        this._arrPopupLayerNames.push(lyr.name);\r\n        this._arrPopupLayers.push(lyr);\r\n        this._arrPopupOlLayers.push(lyr.olLayer);\r\n        this._arrPopupContentFunction.push(popupContentFunction);\r\n\r\n        return selectionLayer;\r\n    };\r\n\r\n\r\n    /**\r\n     *\r\n     * @param {LayerBase} lyr - layer\r\n     */\r\n    removeVectorPopup(lyr: LayerBase) {\r\n        let idx = this._arrPopupLayerIds.indexOf(lyr.id);\r\n\r\n        if (idx > -1) {\r\n            this._arrPopupLayerIds.splice(idx, 1);\r\n            this._arrPopupLayerNames.splice(idx, 1);\r\n            this._arrPopupLayers.splice(idx, 1);\r\n            this._arrPopupOlLayers.splice(idx, 1);\r\n            this._arrPopupContentFunction.splice(idx, 1);\r\n            this._selectionLayers.splice(idx, 1);\r\n            delete this._selectionLayerLookup[lyr.id];\r\n        }\r\n    }\r\n\r\n    /**\r\n     *\r\n     * @param {LayerEsriMapServer} lyr - map server layer\r\n     * @param {object} [selectionStyle={}] the selection style configuration\r\n     * @param {string} [selectionStyle.color=rgba(255,170,0,0.5)] the selection color\r\n     * @param {number} [selectionStyle.width=10] the selection width for linear features\r\n     * @param {object|function} [selectionStyle.olStyle=undefined] an openlayers style object or function\r\n     * @returns {object} a reference to the ol selection layer\r\n     */\r\n    addMapServicePopup(lyr: LayerEsriMapServer, selectionStyle?: ol.style.Style|Array<ol.style.Style>|ol.StyleFunction) {\r\n        let selectionLayer = this._addPopupLayer(lyr, selectionStyle);\r\n        this._esriMapServiceLayers.push(lyr);\r\n\r\n        return selectionLayer;\r\n    }\r\n\r\n    clearSelection() {\r\n        this._checkInit();\r\n        for (let i = 0; i < this._selectionLayers.length; i++) {\r\n            this._selectionLayers[i].getSource().clear();\r\n        }\r\n        for (let f of this._mapClickFunctions) {\r\n            f();\r\n        }\r\n    };\r\n\r\n    /**\r\n     * Add a function to be called when the map is clicked but before any popups are implemented\r\n     * @param {function} func - the map click function\r\n     */\r\n    addMapClickFunction(func: Function) {\r\n        this._mapClickFunctions.push(func);\r\n    }\r\n}\r\nnm.MapPopupCls = MapPopupCls;\r\nexport default MapPopupCls;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapPopupCls.ts","/**\r\n * Created by gavorhes on 12/15/2015.\r\n */\r\n\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nimport $ = require('jquery');\r\nimport {Geocode} from './geocode';\r\nconst nm = provide('olHelpers');\r\n\r\nexport interface quickMapOptions {\r\n    divId?: string;\r\n    center?: {x: number, y: number};\r\n    zoom?: number;\r\n    minZoom?: number;\r\n    maxZoom?: number;\r\n    baseSwitcher?: boolean;\r\n    fullScreen?: boolean;\r\n    addGeocode?: boolean;\r\n}\r\n\r\n/**\r\n * Sets up a map with some default parameters and initializes\r\n * mapMove and mapPopup\r\n *\r\n * @param [options={}] config options\r\n * @param [options.divId=map] map div id\r\n * @param [options.center={}] center config object\r\n * @param [options.center.x=-10018378] center x, web mercator x or lon\r\n * @param [options.center.y=5574910] center y, web mercator y or lat\r\n * @param [options.zoom=7] zoom level\r\n * @param [options.minZoom=undefined] min zoom\r\n * @param [options.maxZoom=undefined] max zoom\r\n * @param [options.baseSwitcher=true] if add base map switcher\r\n * @param [options.fullScreen=false] if add base map switcher\r\n * @returns the ol map\r\n */\r\nexport function quickMapBase(options: quickMapOptions = {}): ol.Map {\r\n    options.divId = options.divId || 'map';\r\n    options.center = options.center || {x: -10018378, y: 5574910};\r\n    options.zoom = typeof options.zoom == 'number' ? options.zoom : 7;\r\n    options.baseSwitcher = typeof options.baseSwitcher == 'boolean' ? options.baseSwitcher : true;\r\n    options.fullScreen = typeof options.fullScreen == 'boolean' ? options.fullScreen : false;\r\n    options.addGeocode = options.addGeocode || false;\r\n\r\n\r\n    let $mapDiv = $('#' + options.divId);\r\n    $mapDiv.css('position', 'relative');\r\n\r\n    let osmLayer = new ol.layer.Tile({source: new ol.source.OSM()});\r\n    // let satLayer = new ol.layer.Tile({visible: false, source: new ol.source.MapQuest({layer: 'sat'})});\r\n\r\n    let osmCss = \"url('data:image/png;base64,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')\";\r\n    let aerialCss = \"url('data:image/png;base64,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')\";\r\n\r\n    if (options.baseSwitcher) {\r\n        //  let switcherContent = '<div class=\"base-map-switcher\" title=\"Toggle Base Layer\" style=\"';\r\n        //  switcherContent += 'position: absolute; top: 70px; left: 4px; border: solid black 1px; ';\r\n        //  switcherContent += `height: 50px; width: 50px; z-index: 10; border-radius: 4px; background: ${aerialCss};`;\r\n        //  switcherContent += '\"></div>';\r\n        //  $mapDiv.append(switcherContent);\r\n        //\r\n        // $mapDiv.find('.base-map-switcher').click(function() {\r\n        //      \"use strict\";\r\n        //      osmLayer.setVisible(!osmLayer.getVisible());\r\n        //      satLayer.setVisible(!satLayer.getVisible());\r\n        //\r\n        //      if (osmLayer.getVisible()){\r\n        //          $(this).css('background', aerialCss);\r\n        //      } else {\r\n        //          $(this).css('background', osmCss);\r\n        //      }\r\n        //  });\r\n    }\r\n\r\n    if (options.zoom < 0 || options.zoom > 28) {\r\n        throw 'zoom out of range';\r\n    }\r\n\r\n    if (options.center.x >= -180 && options.center.x <= 180 && options.center.y >= -90 && options.center.y <= 90) {\r\n        let p = new ol.geom.Point([options.center.x, options.center.y]);\r\n        new ol.proj.Projection({code: \"EPSG:4326\"});\r\n\r\n        p.transform(new ol.proj.Projection({code: \"EPSG:4326\"}), new ol.proj.Projection({code: \"EPSG:3857\"}));\r\n        let coordinates = p.getCoordinates();\r\n        options.center.x = coordinates[0];\r\n        options.center.y = coordinates[1];\r\n    }\r\n\r\n    const controls = ol.control.defaults({\r\n            attributionOptions: {collapsible: false}\r\n        }\r\n    );\r\n\r\n    const view = new ol.View({\r\n        center: [options.center.x, options.center.y],\r\n        zoom: options.zoom,\r\n        minZoom: options.minZoom,\r\n        maxZoom: options.maxZoom\r\n    });\r\n\r\n    let map = new ol.Map({\r\n        layers: [osmLayer],\r\n        target: options.divId,\r\n        controls: controls,\r\n        view: view\r\n    });\r\n\r\n    if (options.fullScreen) {\r\n        map.addControl(new ol.control.FullScreen({}));\r\n    }\r\n\r\n    if (options.addGeocode){\r\n        new Geocode(document.getElementById(options.divId) as HTMLDivElement, map);\r\n    }\r\n\r\n    return map;\r\n}\r\n\r\nnm.quickMapBase = quickMapBase;\r\nexport default quickMapBase;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/quickMapBase.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport provide from './provide';\r\nlet nm = provide('util');\r\n\r\n\r\n/**\r\n * guids are used to uniquely identify groups and features\r\n * @returns {string} a new guid\r\n */\r\nexport function makeGuid() {\r\n        return 'xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx'\r\n            .replace(/[xy]/g, function (c) {\r\n                let r = Math.random() * 16 | 0, v = c == 'x' ? r : r & 0x3 | 0x8;\r\n\r\n                return v.toString(16);\r\n            });\r\n\r\n}\r\nnm.makeGuid = makeGuid;\r\nexport default makeGuid;\r\n\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/util/makeGuid.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport MapPopupCls from './mapPopupCls';\r\n\r\n/**\r\n * The single popup object catch is that it is common to multimap pages\r\n * @type {MapPopupCls}\r\n */\r\nexport const mapPopup = new MapPopupCls() as MapPopupCls;\r\nexport default mapPopup;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapPopup.ts","/**\r\n * Created by gavorhes on 12/8/2015.\r\n */\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nconst nm = provide('olHelpers');\r\n\r\n\r\n\r\n/**\r\n * base interaction\r\n */\r\nexport class MapInteractionBase {\r\n    _map: ol.Map;\r\n    _initialized: boolean;\r\n    _subtype: string;\r\n\r\n    /**\r\n     * map interaction base\r\n     * @param subtype - the interaction subtype\r\n     */\r\n    constructor(subtype: string) {\r\n        this._map = null;\r\n        this._initialized = false;\r\n        this._subtype = subtype;\r\n    }\r\n\r\n    /**\r\n     * base initializer, returns true for already initialized\r\n     * @param theMap - the ol Map\r\n     * @returns true for already initialized\r\n     */\r\n    init(theMap: ol.Map){\r\n        if (!this._initialized){\r\n            this._map = theMap;\r\n            this._initialized = true;\r\n        }\r\n    }\r\n\r\n    /**\r\n     * get reference to the ol map object\r\n     * @returns {ol.Map} the map object\r\n     */\r\n    get map() {\r\n        return this._map;\r\n    }\r\n\r\n    /**\r\n     * get if is initialized\r\n     * @returns {boolean} is initialized\r\n     */\r\n    get initialized() {\r\n        return this._initialized;\r\n    }\r\n\r\n    /**\r\n     * Check the initialization status and throw exception if not valid yet\r\n     * @protected\r\n     */\r\n    _checkInit() {\r\n        if (!this.initialized) {\r\n            let msg = `${this._subtype} object not initialized`;\r\n            alert(msg);\r\n            console.log(msg);\r\n            throw msg;\r\n        }\r\n    }\r\n\r\n    /**\r\n     * Check the initialization status and throw exception if not valid yet\r\n     */\r\n    checkInit(){\r\n        this._checkInit();\r\n    }\r\n}\r\n\r\nnm.MapInteractionBase = MapInteractionBase;\r\nexport default MapInteractionBase;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapInteractionBase.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport MapMoveCls from './mapMoveCls';\r\n\r\n/**\r\n * The single map move object catch is that it is common to multimap pages\r\n * @type {MapMoveCls}\r\n */\r\n\r\nexport const mapMove = new MapMoveCls();\r\nexport default mapMove;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapMove.ts","/**\r\n * Created by gavorhes on 12/15/2015.\r\n */\r\n\r\nimport {quickMapOptions, quickMapBase} from './quickMapBase';\r\nimport provide from '../util/provide';\r\nimport mapMove from './mapMove';\r\nimport mapPopup from './mapPopup';\r\nimport ol = require('custom-ol');\r\nlet nm = provide('olHelpers');\r\n\r\nexport {quickMapOptions} from './quickMapBase';\r\n\r\n/**\r\n * Sets up a map with some default parameters and initializes\r\n * mapMove and mapPopup\r\n *\r\n * @param {object} [options={}] config options\r\n * @param {string} [options.divId=map] map div id\r\n * @param {object} [options.center={}] center config object\r\n * @param {number} [options.center.x=-10018378] center x, web mercator x or lon\r\n * @param {number} [options.center.y=5574910] center y, web mercator y or lat\r\n * @param {number} [options.zoom=7] zoom level\r\n * @param {number} [options.minZoom=undefined] min zoom\r\n * @param {number} [options.maxZoom=undefined] max zoom\r\n * @param {boolean} [options.baseSwitcher=true] if add base map switcher\r\n * @param {boolean} [options.fullScreen=false] if add base map switcher\r\n * @returns {ol.Map} the ol map\r\n */\r\nexport function quickMap(options : quickMapOptions = {}): ol.Map {\r\n    let m = quickMapBase(options);\r\n    mapMove.init(m);\r\n    mapPopup.init(m);\r\n    return m;\r\n}\r\n\r\n\r\nnm.quickMap = quickMap;\r\nexport default quickMap;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/quickMap.ts","import ItsLayerCollection from '../../collections/ItsLayerCollection';\r\nimport LayerLegend from '../../collections/LayerLegend';\r\nimport quickMap from '../../olHelpers/quickMap';\r\nimport {mapToBase64} from '../../olHelpers/mapToBase64';\r\nlet map = quickMap({addGeocode: true});\r\n\r\nwindow['map'] = map;\r\n\r\nfunction callback(d: string){\r\n    console.log(d);\r\n}\r\n\r\nsetTimeout(() => {\r\n    mapToBase64(map, callback, {resize: {height: 400, width: 400}});\r\n}, 2000);\r\n\r\n\r\nconsole.log('it works');\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/_tests/demos/geocode.ts","import ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\nimport {fitToMap} from '../olHelpers/extentUtil';\r\nimport {layers} from \"../\";\r\n\r\ndeclare const glob: Object;\r\n\r\nexport interface iMapToBase64Options {\r\n    resize?: { width: number, height: number };\r\n    layers?: LayerBaseVector[] | LayerBaseVector[];\r\n    delay?: number;\r\n}\r\n\r\n\r\n/**\r\n *\r\n * @param {ol.Map} map\r\n * @param {(imgData) => string} callback\r\n * @param {iMapToBase64Options} options\r\n * @returns {any}\r\n */\r\nexport function mapToBase64(map: ol.Map, callback: (imgData: string) =>  any, options?: iMapToBase64Options): any {\r\n    options = options || {};\r\n\r\n    if (typeof options.delay  === 'undefined' && (options.layers || options.resize)){\r\n        options.delay = 2000;\r\n    } else {\r\n        options.delay = 1;\r\n    }\r\n\r\n    let mapTarget: HTMLDivElement = map.getTargetElement() as HTMLDivElement;\r\n\r\n    let originalHeight = mapTarget.style.height;\r\n    let originalWidth = mapTarget.style.width;\r\n    let originalPosition = mapTarget.style.position;\r\n    let originalCenter = map.getView().getCenter();\r\n    let originalZoom = map.getView().getZoom();\r\n\r\n    // let mapTimeout = 1;\r\n\r\n    if (options.resize) {\r\n        mapTarget.style.height = `${options.resize.height}px`;\r\n        mapTarget.style.width = `${options.resize.width}px`;\r\n        mapTarget.style.position = 'absolute';\r\n        map.updateSize();\r\n    }\r\n\r\n    map.once('postrender', () => {\r\n        if (options.layers) {\r\n            fitToMap(options.layers, map);\r\n        }\r\n\r\n        setTimeout(() => {\r\n            map.once('postcompose', (event) => {\r\n                try {\r\n                    let canvas: HTMLCanvasElement = event['context'].canvas;\r\n                    let imgData = canvas.toDataURL('image/png');\r\n                    callback(imgData);\r\n                }\r\n                catch (ex) {\r\n                    // reportParams['imgData'] = null;\r\n                } finally {\r\n                    if (options.resize) {\r\n                        mapTarget.style.height = originalHeight;\r\n                        mapTarget.style.width = originalWidth;\r\n                        mapTarget.style.position = originalPosition;\r\n\r\n                        map.updateSize();\r\n                        map.getView().setCenter(originalCenter);\r\n                        map.getView().setZoom(originalZoom);\r\n                    }\r\n                }\r\n            });\r\n            map.renderSync();\r\n        }, options.delay);\r\n    });\r\n\r\n    map.updateSize();\r\n\r\n}\r\n\r\nexport default mapToBase64;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapToBase64.ts","/**\r\n * Created by gavorhes on 7/18/2016.\r\n */\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\n\r\n\r\nconst nm = provide('util');\r\n\r\n/**\r\n *\r\n * @param {Array<LayerBaseVector>|Array<ol.layer.Vector>|LayerBaseVector|ol.layer.Vector|*} layers - array of layers or single\r\n * @returns {ol.Extent|Array<number>|*} - collective extent\r\n */\r\nexport function calculateExtent(layers: ol.layer.Vector[]|LayerBaseVector[]): ol.Extent|Array<number>| ol.Extent| number[] {\r\n    \"use strict\";\r\n\r\n    let hasExtent = false;\r\n\r\n    let minX = 10E100;\r\n    let minY = 10E100;\r\n    let maxX = -10E100;\r\n    let maxY = -10E100;\r\n\r\n    for (let lyr of layers) {\r\n\r\n        let olLayer: ol.layer.Vector = (lyr as LayerBaseVector).olLayer || lyr as ol.layer.Vector;\r\n        \r\n        \r\n        if (olLayer.getSource().getFeatures().length > 0) {\r\n            hasExtent = true;\r\n            let ext = olLayer.getSource().getExtent();\r\n            minX = ext[0] < minX ? ext[0] : minX;\r\n            minY = ext[1] < minY ? ext[1] : minY;\r\n            maxX = ext[2] > maxX ? ext[2] : maxX;\r\n            maxY = ext[3] > maxY ? ext[3] : maxY;\r\n        }\r\n    }\r\n\r\n    if (hasExtent) {\r\n        return [minX, minY, maxX, maxY];\r\n    } else {\r\n        return undefined;\r\n    }\r\n}\r\n\r\nnm.calculateExtent = calculateExtent;\r\n \r\n\r\n/**\r\n * given one or an array of layers, fit to the map\r\n * @param layers - array of layers or single\r\n * @param  mp - the map to fit\r\n * @param [zoomOut=undefined] - levels to zoom out after fit\r\n */\r\nexport function fitToMap(layers: ol.layer.Vector[]|LayerBaseVector[], mp: ol.Map, zoomOut?: number){\r\n    \"use strict\";\r\n\r\n    let ext = calculateExtent(layers);\r\n    \r\n    if (typeof ext == 'undefined'){\r\n        return;\r\n    }\r\n    \r\n    mp.getView().fit(ext as ol.Extent, mp.getSize());\r\n    \r\n    if (typeof zoomOut == 'number'){\r\n        mp.getView().setZoom(mp.getView().getZoom() - zoomOut);\r\n    }\r\n}\r\n\r\nnm.calculateExtent = calculateExtent;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/extentUtil.ts","/**\r\n * Created by gavorhes on 10/3/2016.\r\n */\r\nimport ol = require('custom-ol');\r\n\r\n\r\nexport const proj4326 = new ol.proj.Projection({code: 'EPSG:4326'});\r\nexport const proj3857 = new ol.proj.Projection({code: 'EPSG:3857'});\r\nexport const proj3070 = new ol.proj.Projection({code: 'EPSG:3070'});\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/projections.ts"],"sourceRoot":""}
\ No newline at end of file
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__webpack_require__(__webpack_require__.s = 70);\n\n\n\n// WEBPACK FOOTER //\n// webpack/bootstrap 4a475da5ff42470d66f3","/**\r\n * Created by gavorhes on 12/10/2015.\r\n */\r\n\r\ndeclare const window: Window;\r\n/**\r\n * create a namespace on the gv object\r\n * @param {string} namespace to create\r\n * @returns {object} object representing the namespace\r\n */\r\nfunction provide(namespace: string){\r\n    \"use strict\";\r\n    if (typeof (<any>window).gv == 'undefined'){\r\n        (<any>window).gv = {};\r\n    }\r\n\r\n    let parts = namespace.split('.');\r\n    let nameSpace = (<any>window).gv;\r\n\r\n    for (let i=0; i< parts.length; i++){\r\n        let newObject = nameSpace[parts[i]];\r\n\r\n        if (typeof newObject == 'undefined'){\r\n            nameSpace[parts[i]] = {};\r\n        }\r\n\r\n        nameSpace = nameSpace[parts[i]];\r\n    }\r\n\r\n    return nameSpace;\r\n}\r\n\r\nprovide('util');\r\n(<any>window).gv.util.provide = provide;\r\n\r\nexport default provide;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/util/provide.ts","module.exports = $;\n\n\n//////////////////\n// WEBPACK FOOTER\n// external \"$\"\n// module id = 1\n// module chunks = 0 1 2 4 5 6 7 8 9 11","import provide from './provide';\r\nlet nm = provide('util.checkDefined');\r\n\r\n/**\r\n * check if the input is undefined or null\r\n * @param input - input pointer\r\n * @returns true undefined or null\r\n */\r\nexport function undefinedOrNull (input: any): boolean{\r\n    \"use strict\";\r\n\r\n    return (typeof input === 'undefined' || input === null);\r\n}\r\n\r\nnm.undefinedOrNull = undefinedOrNull;\r\n\r\n\r\n/**\r\n * check if the input is defined and not null\r\n * @param input - input pointer\r\n * @returns true defined and not null\r\n */\r\nexport function definedAndNotNull (input: any): boolean{\r\n    \"use strict\";\r\n\r\n    return !(undefinedOrNull(input));\r\n}\r\n\r\nnm.definedAndNotNull = definedAndNotNull;\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/util/checkDefined.ts","module.exports = ol;\n\n\n//////////////////\n// WEBPACK FOOTER\n// external \"ol\"\n// module id = 2\n// module chunks = 2 4 5 6 11","import $ = require('jquery')\r\nimport {makeGuid} from '../util/makeGuid';\r\nimport ol = require('custom-ol');\r\nimport {proj3857, proj4326} from './projections';\r\n\r\n\r\nlet invalidClass = 'geocoder-invalid';\r\nlet geocoderLoadingClass = 'geocoder-loading';\r\n\r\n// let testAddress = '65 7th Street, Prairie du Sac, WI';\r\n\r\n\r\nexport class Geocode {\r\n    private theButton: HTMLButtonElement;\r\n    private theInput: HTMLInputElement;\r\n    private map: ol.Map;\r\n    private indicationLayer;\r\n\r\n    constructor(mapDiv: HTMLDivElement, map: ol.Map) {\r\n        let inputGuid = makeGuid();\r\n        let buttonGuid = makeGuid();\r\n\r\n        this.map = map;\r\n        this.indicationLayer = new ol.layer.Vector({\r\n            source: new ol.source.Vector(),\r\n            style: new ol.style.Style({\r\n                image: new ol.style.Circle({\r\n                    radius: 12,\r\n                    fill: new ol.style.Fill({color: 'rgba(255,0,0,0.5)'}),\r\n                    stroke: new ol.style.Stroke({color: 'red', width: 1})\r\n                })\r\n            })\r\n        });\r\n        this.map.addLayer(this.indicationLayer);\r\n\r\n        $(mapDiv).append('<div class=\"geocoder-el\">' +\r\n            `<input type=\"text\" id=\"${inputGuid}\">` +\r\n            `<button id=\"${buttonGuid}\">Search</button>` +\r\n            '</div>');\r\n\r\n        this.theButton = document.getElementById(buttonGuid) as HTMLButtonElement;\r\n        this.theInput = document.getElementById(inputGuid) as HTMLInputElement;\r\n\r\n        this.reset();\r\n\r\n        let $theButton = $(this.theButton);\r\n        let $theInput = $(this.theInput);\r\n\r\n        $theButton.click((evt) => {\r\n\r\n            evt.preventDefault();\r\n\r\n            $theButton.addClass(geocoderLoadingClass);\r\n            this.theButton.disabled = true;\r\n            this.indicationLayer.getSource().clear();\r\n\r\n            $.get(\r\n                `https://geocode.xyz/${this.theInput.value}?geoit=json`,\r\n                {},\r\n                (d) => {\r\n                    let lat = parseFloat(d['latt']);\r\n                    let lon = parseFloat(d['longt']);\r\n\r\n                    if ((lat == 0 && lon == 0) || d['error']) {\r\n                        $theInput.addClass(invalidClass);\r\n                        this.theInput.title = 'Specified Location Invalid';\r\n                        this.theButton.title = 'Specified Location Invalid';\r\n\r\n                    } else {\r\n                        let v = this.map.getView();\r\n                        let p = new ol.geom.Point([lon, lat]);\r\n                        let feat = new ol.Feature(p);\r\n                        this.indicationLayer.getSource().addFeature(feat);\r\n                        p.transform(proj4326, proj3857);\r\n\r\n                        v.setCenter(p.getCoordinates());\r\n                        v.setZoom(13);\r\n                    }\r\n\r\n                    $theButton.removeClass(geocoderLoadingClass);\r\n                    this.theButton.disabled = false;\r\n                },\r\n                'json');\r\n        });\r\n\r\n        $(this.theInput).keyup((evt) => {\r\n            evt.preventDefault();\r\n            this.theButton.disabled = this.theInput.value.length == 0;\r\n            $theInput.removeClass(invalidClass);\r\n            this.theInput.title = '';\r\n            this.theButton.title = '';\r\n\r\n            if (!this.theButton.disabled && evt.keyCode == 13) {\r\n                $theButton.click();\r\n            }\r\n        })\r\n    }\r\n\r\n    private reset() {\r\n        this.theButton.disabled = true;\r\n        this.theInput.value = '';\r\n    }\r\n\r\n\r\n// https://geocode.xyz/65%2075h%20street%20prairie%20du%20sac%20wi?geoit=json\r\n\r\n// error\r\n// geocoder-invalid\r\n\r\n}\r\n\r\n\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/geocode.ts","import LayerBaseVector from \"../layers/LayerBaseVector\";\r\nimport MapInteractionBase from './mapInteractionBase';\r\nimport * as checkDefined from '../util/checkDefined';\r\nimport provide from '../util/provide';\r\nimport makeGuid from '../util/makeGuid';\r\nimport ol = require('custom-ol');\r\nimport $ = require('jquery');\r\nconst nm = provide('olHelpers');\r\n\r\n\r\nexport interface extentObject{\r\n    minX: number;\r\n    minY: number;\r\n    maxX: number;\r\n    maxY: number;\r\n}\r\n\r\nexport interface mapMoveCallbackFunction{\r\n    /**\r\n     *\r\n     * @param extent extent as predefined object minX, minX, maxX, maxY\r\n     * @param zoomLevel current zoom level\r\n     * @param evtType the event type 'change:center', 'change:resolution'\r\n     */\r\n    (extent: extentObject, zoomLevel: number, evtType?: string): any\r\n}\r\n\r\n\r\n/**\r\n * assists with map move interactions, trigger callback functions\r\n * @augments MapInteractionBase\r\n */\r\nexport class MapMoveCls extends MapInteractionBase {\r\n    _mapExtent: extentObject;\r\n    _zoomLevel: number;\r\n    _lookupLayer: {[s: string]: LayerBaseVector};\r\n    _arrLayer: Array<LayerBaseVector>;\r\n    _arrLyrTimeout: Array<number>;\r\n    _mapMoveCallbackTimeout: Array<number>;\r\n    _mapMoveCallbackDelays: Array<number>;\r\n    _mapMoveCallbacksLookup: {[s: string]: mapMoveCallbackFunction};\r\n    _mapMoveCallbackContext: Array<Object>;\r\n    _mapMoveCallbacks: Array<mapMoveCallbackFunction>;\r\n    _arrLyrRequest: Array<any>;\r\n\r\n    /**\r\n     * constructor called implicitly\r\n     */\r\n    constructor() {\r\n        super('map move');\r\n        this._arrLyrRequest = [];\r\n        this._arrLyrTimeout = [];\r\n        this._arrLayer = [];\r\n        this._lookupLayer = {};\r\n\r\n        this._mapMoveCallbacks = [];\r\n        this._mapMoveCallbacksLookup = {};\r\n        this._mapMoveCallbackDelays = [];\r\n        this._mapMoveCallbackContext = [];\r\n        this._mapMoveCallbackTimeout = [];\r\n\r\n        this._mapExtent = undefined;\r\n        this._zoomLevel = undefined;\r\n\r\n    }\r\n\r\n    /**\r\n     * initialize the map move object\r\n     * @param theMap - the ol map\r\n     */\r\n    init(theMap: ol.Map){\r\n        super.init(theMap);\r\n\r\n        this.map.getView().on(['change:center', 'change:resolution'], (e: {type: string}) =>{\r\n\r\n           this._updateMapExtent();\r\n\r\n            // trigger the layer updates\r\n            for (let i = 0; i < this._arrLayer.length; i++) {\r\n                this.triggerLyrLoad(this._arrLayer[i], i, e.type);\r\n            }\r\n\r\n            // trigger the map callbacks\r\n            for (let i = 0; i < this._mapMoveCallbacks.length; i++) {\r\n                this.triggerMoveCallback(i, e.type);\r\n            }\r\n        });\r\n    }\r\n\r\n    _updateMapExtent() {\r\n        let theView = this.map.getView();\r\n        this._zoomLevel = theView.getZoom();\r\n\r\n        let extentArray = theView.calculateExtent(this.map.getSize());\r\n\r\n        this._mapExtent = {\r\n            minX: extentArray[0],\r\n            minY: extentArray[1],\r\n            maxX: extentArray[2],\r\n            maxY: extentArray[3]\r\n        };\r\n    }\r\n\r\n    /**\r\n     * return the map extent\r\n     */\r\n    get mapExtent() {\r\n        if (!this._mapExtent) {\r\n            this._updateMapExtent();\r\n        }\r\n\r\n        return this._mapExtent;\r\n    }\r\n\r\n    /**\r\n     * Trigger the layer load\r\n     * @param lyr the layer being acted on\r\n     * @param index index of the layer\r\n     * @param eventType the event triggering the load, as 'change:center' or 'change:resolution'\r\n     */\r\n    triggerLyrLoad(lyr: LayerBaseVector, index?: number, eventType?: string) {\r\n\r\n        if (checkDefined.undefinedOrNull(lyr) && checkDefined.undefinedOrNull(index)) {\r\n            throw 'need to define lyr or index';\r\n        } else if (checkDefined.definedAndNotNull(lyr) && checkDefined.undefinedOrNull(index)) {\r\n            index = this._arrLayer.indexOf(lyr);\r\n        } else if (checkDefined.undefinedOrNull(lyr) && checkDefined.definedAndNotNull(index)) {\r\n            lyr = this._arrLayer[index];\r\n        }\r\n\r\n        // clear the timeout\r\n        if (this._arrLyrTimeout[index] != null) {\r\n            clearTimeout(this._arrLyrTimeout[index]);\r\n            this._arrLyrTimeout[index] = null;\r\n        }\r\n\r\n        // abort if necessary and clear the request\r\n        if (this._arrLyrRequest[index] != null && this._arrLyrRequest[index] != 4) {\r\n            this._arrLyrRequest[index].abort();\r\n            this._arrLyrRequest[index] = null;\r\n        }\r\n\r\n        // dummy callback used if before load returns false\r\n        let callbackFunc = function () {};\r\n\r\n        if (lyr.mapMoveBefore(this._zoomLevel, eventType)) {\r\n            lyr.mapMoveMakeGetParams(this._mapExtent, this._zoomLevel);\r\n\r\n            let __this = this;\r\n\r\n            callbackFunc = function () {\r\n                function innerFunction(theLayer: LayerBaseVector, theIndex: number) {\r\n                    let _innerThis = this;\r\n                    this._arrLyrRequest[theIndex] = $.get(\r\n                        theLayer.url,\r\n                        theLayer.mapMoveParams,\r\n                        function (d) {\r\n                            /**\r\n                             * @type {LayerBaseVector}\r\n                             */\r\n                            theLayer.mapMoveCallback(d);\r\n                            theLayer.loadCallback();\r\n                        }, 'json').fail(\r\n                        function (jqXHR) {\r\n                            if (jqXHR.statusText != 'abort') {\r\n                                console.log('failed');\r\n                                console.log(theLayer.url);\r\n                                console.log(theLayer.mapMoveParams);\r\n                            }\r\n                        }).always(\r\n                        function () {\r\n                            _innerThis._arrLyrTimeout[theIndex] = null;\r\n                            _innerThis._arrLyrRequest[theIndex] = null;\r\n                        });\r\n                }\r\n                innerFunction.call(__this, lyr, index);\r\n            };\r\n        } else {\r\n            lyr.clear();\r\n        }\r\n        this._arrLyrTimeout[index] = setTimeout(callbackFunc, lyr.onDemandDelay);\r\n    }\r\n\r\n    /**\r\n     * trigger the map move call back at the given index\r\n     * @param ind - the index of the layer\r\n     * @param eventType=undefined the event triggering the load as 'change:center' or 'change:resolution'\r\n     * @param functionId=undefined the function id used to reference the added callback function\r\n     */\r\n    triggerMoveCallback(ind: number, eventType?: string, functionId?: string) {\r\n\r\n        if (typeof ind == 'undefined' && typeof functionId == 'undefined'){\r\n            throw 'either the function index or the id must be defined';\r\n        }\r\n\r\n        if (typeof ind !== 'number'){\r\n            ind = this._mapMoveCallbacks.indexOf(this._mapMoveCallbacksLookup[functionId]);\r\n        }\r\n\r\n        if (ind < 0){\r\n            console.log('function not found');\r\n\r\n            return;\r\n        }\r\n\r\n        // clear the timeout\r\n        if (this._mapMoveCallbackTimeout[ind] != null) {\r\n            clearTimeout(this._mapMoveCallbackTimeout[ind]);\r\n            this._mapMoveCallbackTimeout[ind] = null;\r\n        }\r\n\r\n        let ctx = this._mapMoveCallbackContext[ind];\r\n        let theFunc = this._mapMoveCallbacks[ind];\r\n\r\n        let __this = this;\r\n\r\n        let f = function () {\r\n            if (ctx !== null) {\r\n                theFunc.call(ctx, __this._mapExtent, __this._zoomLevel, eventType);\r\n            } else {\r\n                theFunc(__this._mapExtent, __this._zoomLevel, eventType);\r\n            }\r\n        };\r\n\r\n        this._mapMoveCallbackTimeout[ind] = setTimeout(f, this._mapMoveCallbackDelays[ind]);\r\n    }\r\n\r\n    /**\r\n     * Add a layer to the interaction\r\n     * @param  lyr - layer to add\r\n     * @param triggerOnAdd - if the layer should be loaded on add\r\n     */\r\n    addVectorLayer(lyr: LayerBaseVector, triggerOnAdd: boolean = true) {\r\n        if (this._arrLayer.indexOf(lyr) > -1) {\r\n            console.log('already added ' + lyr.name + ' to map move');\r\n\r\n            return;\r\n        }\r\n        this._checkInit();\r\n\r\n        this._arrLyrRequest.push(null);\r\n        this._arrLyrTimeout.push(null);\r\n        this._arrLayer.push(lyr);\r\n        this._lookupLayer[lyr.id] = lyr;\r\n\r\n        triggerOnAdd = typeof triggerOnAdd == 'boolean' ? triggerOnAdd : true;\r\n\r\n        if (triggerOnAdd) {\r\n            if (this._mapExtent === undefined) {\r\n                this._updateMapExtent();\r\n            }\r\n            this.triggerLyrLoad(lyr, this._arrLayer.length - 1);\r\n        }\r\n    }\r\n\r\n\r\n    /**\r\n     * add a callback to the map move event\r\n     * @param func - callback function\r\n     * @param context - the context to use for this function\r\n     * @param delay=50 the delay before call load\r\n     * @param triggerOnAdd if the layer should be loaded on add to mapMove\r\n     * @param functionId optional id to reference the function later for outside triggering\r\n     */\r\n    addCallback(func: mapMoveCallbackFunction, context?: any, delay?: number, triggerOnAdd? : boolean, functionId?: string) {\r\n\r\n        if (this._mapMoveCallbacks.indexOf(func) > -1) {\r\n            console.log('this function already added to map move');\r\n            return;\r\n        }\r\n        this._checkInit();\r\n        if (!functionId){\r\n            functionId = makeGuid();\r\n        }\r\n\r\n        this._mapMoveCallbacks.push(func);\r\n        this._mapMoveCallbacksLookup[functionId] = func;\r\n        this._mapMoveCallbackDelays.push(typeof delay == 'number' ? delay : 50);\r\n        this._mapMoveCallbackContext.push(checkDefined.definedAndNotNull(context) ? context : null);\r\n        this._mapMoveCallbackTimeout.push(null);\r\n\r\n        triggerOnAdd = typeof triggerOnAdd == 'boolean' ? triggerOnAdd : true;\r\n\r\n        if (triggerOnAdd) {\r\n            if (this._mapExtent === undefined) {\r\n                this._updateMapExtent();\r\n            }\r\n            this.triggerMoveCallback(this._mapMoveCallbacks.length - 1);\r\n        }\r\n    }\r\n}\r\n\r\nnm.MapMoveCls = MapMoveCls;\r\nexport default MapMoveCls;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapMoveCls.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport MapInteractionBase from './mapInteractionBase';\r\nimport propertiesZoomStyle from '../olHelpers/propertiesZoomStyle';\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\nimport {LayerBase} from \"../layers/LayerBase\";\r\nimport LayerEsriMapServer from \"../layers/LayerEsriMapServer\";\r\nimport $ = require('jquery');\r\n\r\nconst nm = provide('olHelpers');\r\n\r\nexport interface popupChangedFunction {\r\n    ($popContent: JQuery): any;\r\n}\r\n\r\n/**\r\n *\r\n */\r\nexport interface popupCallback {\r\n    /**\r\n     * Callback function for the popup\r\n     * @param featureProperties\r\n     * @param jqRef\r\n     */\r\n    (featureProperties: Object, jqRef?: JQuery): string | boolean;\r\n}\r\n\r\ninterface mapEvent {\r\n    coordinate: ol.Coordinate;\r\n    pixel: ol.Pixel;\r\n    dragging: boolean|any;\r\n    originalEvent: Event;\r\n}\r\n\r\n\r\nexport class FeatureLayerProperties {\r\n\r\n    feature: ol.Feature;\r\n    layer: LayerBaseVector|LayerEsriMapServer;\r\n    layerIndex: number;\r\n    selectionLayer: ol.layer.Vector;\r\n    popupContent: string;\r\n    esriLayerName: string;\r\n\r\n    /**\r\n     *\r\n     * @param feature the feature\r\n     * @param layer - the layer in the popup\r\n     * @param layerIndex - index of the layer\r\n     * @param selectionLayer - the ol selection layer\r\n     * @param [esriLayerName=undefined] - esri layer name\r\n     */\r\n    constructor(feature: ol.Feature, layer: LayerBaseVector|LayerEsriMapServer, layerIndex: number, selectionLayer: ol.layer.Vector, esriLayerName?: string) {\r\n        this.feature = feature;\r\n        this.layer = layer;\r\n        this.layerIndex = layerIndex;\r\n        this.selectionLayer = selectionLayer;\r\n        this.popupContent = '';\r\n        this.esriLayerName = typeof esriLayerName == 'string' ? esriLayerName : undefined;\r\n    }\r\n\r\n    get layerName() {\r\n        if (typeof this.esriLayerName == 'string') {\r\n            return this.esriLayerName;\r\n        } else {\r\n            return this.layer.name;\r\n        }\r\n    }\r\n}\r\n\r\n/**\r\n * map popup class\r\n * @augments MapInteractionBase\r\n */\r\nexport class MapPopupCls extends MapInteractionBase {\r\n    private _popupOpen: boolean;\r\n    private _passThroughLayerFeatureArray: Array<FeatureLayerProperties>;\r\n    private _currentPopupIndex: number;\r\n    private _popupContentLength: number;\r\n    private _esriMapServiceLayers: Array<LayerEsriMapServer>;\r\n    private _$popupCloser: JQuery;\r\n    private _$popupContent: JQuery;\r\n    private _$popupContainer: JQuery;\r\n    private _popupOverlay: ol.Overlay;\r\n    private _arrPopupLayers: Array<LayerBaseVector>;\r\n    private _popupCoordinate: ol.Coordinate;\r\n    private _popupChangedFunctions: Array<popupChangedFunction>;\r\n    private _mapClickFunctions: Array<Function>;\r\n    private _selectionLayerLookup: {[s: string]: ol.layer.Vector};\r\n    private _arrPopupLayerIds: Array<string>;\r\n    private _arrPopupLayerNames: Array<string>;\r\n    private _arrPopupOlLayers: Array<ol.layer.Vector>;\r\n    private _arrPopupContentFunction: Array<popupCallback>;\r\n    private _selectionLayers: Array<ol.layer.Vector>;\r\n\r\n    /**\r\n     * Definition for openlayers style function\r\n     * @callback olStyleFunction\r\n     * &param feature the openlayers vector feature\r\n     * $param\r\n     */\r\n\r\n\r\n    /**\r\n     * map popup constructor\r\n     */\r\n    constructor() {\r\n        super('map popup');\r\n        this._arrPopupLayerIds = [];\r\n        this._arrPopupLayerNames = [];\r\n        this._arrPopupLayers = [];\r\n        this._arrPopupOlLayers = [];\r\n        this._arrPopupContentFunction = [];\r\n        this._$popupContainer = undefined;\r\n        this._$popupContent = undefined;\r\n        this._$popupCloser = undefined;\r\n        this._popupOverlay = undefined;\r\n        this._selectionLayers = [];\r\n        this._selectionLayerLookup = {};\r\n        this._mapClickFunctions = [];\r\n\r\n        //let a = function($jqueryContent){console.log($jqueryContent)};\r\n        //this._popupChangedLookup = {'a': a};\r\n        this._popupChangedFunctions = [];\r\n        this._esriMapServiceLayers = [];\r\n\r\n        this._popupOpen = false;\r\n        this._popupCoordinate = null;\r\n\r\n        this._passThroughLayerFeatureArray = [];\r\n\r\n        this._currentPopupIndex = -1;\r\n        this._popupContentLength = 0;\r\n\r\n    }\r\n\r\n    /**\r\n     * map popup initialization\r\n     * @param {ol.Map} theMap - the ol map\r\n     */\r\n    init(theMap: ol.Map) {\r\n        super.init(theMap);\r\n\r\n        let $map;\r\n        let target = this.map.getTarget();\r\n\r\n        if (typeof target == 'string') {\r\n            $map = $('#' + target);\r\n        }\r\n        else {\r\n            $map = $(target);\r\n        }\r\n\r\n        $map.append(\r\n            '<div class=\"ol-popup\">' +\r\n            '<span class=\"ol-popup-closer\">X</span>' +\r\n            '<div class=\"popup-content\"></div>' +\r\n            '</div>'\r\n        );\r\n\r\n        this._$popupContainer = $map.find('.ol-popup');\r\n        this._$popupContent = $map.find('.popup-content');\r\n        this._$popupCloser = $map.find('.ol-popup-closer');\r\n\r\n        let _ease = (n: number): number => {\r\n            return ol.easing.inAndOut(n);\r\n        };\r\n\r\n\r\n        this._popupOverlay = new ol.Overlay({\r\n            element: this._$popupContainer[0],\r\n            autoPan: true,\r\n            autoPanAnimation: {\r\n                duration: 250,\r\n                source: theMap.getView().getCenter(),\r\n                easing: _ease\r\n            }\r\n        });\r\n\r\n        this._map.addOverlay(this._popupOverlay);\r\n\r\n        this._$popupCloser.click((evt) => {\r\n            this.closePopup();\r\n        });\r\n\r\n        // display popup on click\r\n        this._map.on('singleclick', (evt: {coordinate: [number, number], pixel: ol.Pixel}) => {\r\n\r\n            this.closePopup();\r\n            this._popupCoordinate = evt['coordinate'];\r\n\r\n            // esri map service layers\r\n            if (this._esriMapServiceLayers.length > 0) {\r\n\r\n                let queryParams = {\r\n                    geometry: evt['coordinate'].join(','),\r\n                    geometryType: 'esriGeometryPoint',\r\n                    layers: 'all',\r\n                    sr: this._map.getView().getProjection().getCode().split(':')[1],\r\n                    mapExtent: (this._map.getView().calculateExtent(this._map.getSize()) as number[]).join(','),\r\n                    imageDisplay: (this._map.getSize() as number[]).join(',') + ',96',\r\n                    returnGeometry: true,\r\n                    tolerance: 15,\r\n                    f: 'pjson'\r\n                };\r\n\r\n                for (let l of this._esriMapServiceLayers) {\r\n                    l.getPopupInfo(queryParams);\r\n                }\r\n            }\r\n\r\n            let layerFeatureObjectArray = this._featuresAtPixel(evt['pixel']);\r\n\r\n            this._passThroughLayerFeatureArray = [];\r\n            this._currentPopupIndex = -1;\r\n\r\n            for (let i = 0; i < layerFeatureObjectArray.length; i++) {\r\n                let featObj = layerFeatureObjectArray[i];\r\n\r\n                let props = featObj.feature.getProperties();\r\n\r\n                let popupContentResponse = this._arrPopupContentFunction[featObj.layerIndex](props, this._$popupContent);\r\n\r\n                //skip if return was false\r\n                if (popupContentResponse === false) {\r\n                    //continue;\r\n                } else if (typeof popupContentResponse == 'string') {\r\n                    featObj.popupContent = popupContentResponse as string;\r\n                    this._passThroughLayerFeatureArray.push(featObj);\r\n                } else {\r\n                    featObj.selectionLayer.getSource().addFeature(featObj.feature);\r\n                }\r\n            }\r\n\r\n            this._popupContentLength = this._passThroughLayerFeatureArray.length;\r\n\r\n            this._currentPopupIndex = -1;\r\n\r\n            let popupHtml = '<div class=\"ol-popup-nav\">';\r\n            popupHtml += '<span class=\"previous-popup ol-popup-nav-arrow\">&#9664;</span>';\r\n            popupHtml += '<span class=\"next-popup ol-popup-nav-arrow\">&#9654;</span>';\r\n            popupHtml += `<span class=\"current-popup-item-number\" style=\"font-weight: bold;\"></span>`;\r\n            popupHtml += `<span>&nbsp;of&nbsp;</span>`;\r\n            popupHtml += `<span class=\"popup-content-length\" style=\"font-weight: bold;\">${this._popupContentLength}</span>`;\r\n            popupHtml += `<span>&nbsp;&nbsp;-&nbsp;&nbsp;</span>`;\r\n            popupHtml += `<span class=\"current-popup-layer-name\"></span>`;\r\n            popupHtml += '</div>';\r\n            popupHtml += '<div class=\"ol-popup-inner\">';\r\n\r\n            popupHtml += '</div>';\r\n\r\n            this._$popupContent.html(popupHtml);\r\n\r\n            this._$popupContent.find('.previous-popup').click(() => {\r\n                if (this._popupContentLength == 1) {\r\n                    return;\r\n                }\r\n\r\n                if (this._currentPopupIndex == 0) {\r\n                    this._currentPopupIndex = this._popupContentLength - 1;\r\n                } else {\r\n                    this._currentPopupIndex--;\r\n                }\r\n                this._triggerFeatSelect();\r\n            });\r\n\r\n            let nextPopup = this._$popupContent.find('.next-popup');\r\n\r\n            nextPopup.click(() => {\r\n                if (this._popupContentLength == 1 && this._currentPopupIndex > -1) {\r\n                    return;\r\n                }\r\n\r\n                if (this._currentPopupIndex == this._popupContentLength - 1) {\r\n                    this._currentPopupIndex = 0;\r\n                } else {\r\n                    this._currentPopupIndex++;\r\n                }\r\n                this._triggerFeatSelect();\r\n            });\r\n\r\n\r\n            if (this._popupContentLength > 0) {\r\n                nextPopup.trigger('click');\r\n                this._popupOverlay.setPosition(this._popupCoordinate);\r\n                this._$popupContent.scrollTop(0);\r\n                this._popupOpen = true;\r\n            }\r\n        });\r\n\r\n        //change mouse cursor when over marker\r\n        this._map.on('pointermove', (evt: {dragging: boolean, originalEvent: Event}) => {\r\n            if (evt['dragging']) {\r\n                return;\r\n            }\r\n            let pixel = this.map.getEventPixel(evt['originalEvent']);\r\n            let hit = this.map.hasFeatureAtPixel(pixel, (lyrCandidate) => {\r\n                for (let olLayer of this._arrPopupOlLayers) {\r\n                    if (lyrCandidate == olLayer) {\r\n                        return true;\r\n                    }\r\n                }\r\n\r\n                return false;\r\n            });\r\n            let mapElement = this.map.getTargetElement() as HTMLElement;\r\n            mapElement.style.cursor = hit ? 'pointer' : '';\r\n        });\r\n\r\n        return true;\r\n    }\r\n\r\n    /**\r\n     * helper to select features\r\n     * @private\r\n     */\r\n    _triggerFeatSelect() {\r\n        let $currentPopupItemNumber = this._$popupContent.find('.current-popup-item-number');\r\n        let $innerPopup = this._$popupContent.find('.ol-popup-inner');\r\n        let $layerNameSpan = this._$popupContent.find('.current-popup-layer-name');\r\n        this.clearSelection();\r\n        let lyrFeatObj = this._passThroughLayerFeatureArray[this._currentPopupIndex];\r\n        $currentPopupItemNumber.html((this._currentPopupIndex + 1).toFixed());\r\n        $layerNameSpan.html(lyrFeatObj.layerName);\r\n        $innerPopup.html(lyrFeatObj.popupContent);\r\n        lyrFeatObj.selectionLayer.getSource().addFeature(lyrFeatObj.feature);\r\n        for (let f of this._popupChangedFunctions) {\r\n            f(this._$popupContent);\r\n        }\r\n    }\r\n\r\n\r\n    /**\r\n     *\r\n     * @param feature - the ol feature\r\n     * @param {LayerEsriMapServer} lyr - the map server layer\r\n     * @param {string} popupContent - popup content\r\n     * @param {string} esriName - esri layer name\r\n     */\r\n    addMapServicePopupContent(feature: ol.Feature, lyr: LayerEsriMapServer, popupContent: string, esriName: string) {\r\n\r\n        let featLayerObject = new FeatureLayerProperties(\r\n            feature, lyr, this._popupContentLength, this._selectionLayerLookup[lyr.id], esriName\r\n        );\r\n        featLayerObject.popupContent = popupContent;\r\n\r\n        this._passThroughLayerFeatureArray.push(featLayerObject);\r\n        this._popupContentLength++;\r\n\r\n        $('.popup-content-length').html(this._popupContentLength.toFixed());\r\n\r\n        if (!this._popupOpen) {\r\n            this._$popupContent.find('.next-popup').trigger('click');\r\n\r\n            this._popupOverlay.setPosition(this._popupCoordinate);\r\n            this._$popupContent.scrollTop(0);\r\n            this._popupOpen = true;\r\n        }\r\n    }\r\n\r\n    /**\r\n     *\r\n     * @param  pixel - the ol pixel\r\n     * @returns  feature layer properties\r\n     * @private\r\n     */\r\n    _featuresAtPixel(pixel: ol.Pixel): Array<FeatureLayerProperties> {\r\n        let layerFeatureObjectArray: FeatureLayerProperties[] = [];\r\n\r\n        this.map.forEachFeatureAtPixel(pixel, (feature: ol.Feature, layer: ol.layer.Vector) => {\r\n            let lyrIndex = this._arrPopupOlLayers.indexOf(layer);\r\n\r\n            if (lyrIndex > -1) {\r\n                layerFeatureObjectArray.push(\r\n                    new FeatureLayerProperties(\r\n                        feature, this._arrPopupLayers[lyrIndex], lyrIndex, this._selectionLayers[lyrIndex]));\r\n            }\r\n        });\r\n\r\n        return layerFeatureObjectArray;\r\n    }\r\n\r\n    closePopup() {\r\n        this._checkInit();\r\n        this._popupOpen = false;\r\n        this._popupOverlay.setPosition(undefined);\r\n        this._$popupCloser[0].blur();\r\n        this.clearSelection();\r\n        this._$popupContent.html('');\r\n\r\n        return false;\r\n    };\r\n\r\n\r\n    /**\r\n     *\r\n     * @param chgFunction - popup change function\r\n     */\r\n    addPopupChangedFunction(chgFunction: popupChangedFunction) {\r\n        this._popupChangedFunctions.push(chgFunction);\r\n    }\r\n\r\n    /**\r\n     *\r\n     * @param {LayerBase|*} lyr - the layer being acted on\r\n     * @param {object} [selectionStyle={}] the selection style configuration\r\n     * @param {string} [selectionStyle.color=rgba(255,170,0,0.5)] the selection color\r\n     * @param {number} [selectionStyle.width=10] the selection width for linear features\r\n     * @param {object|function} [selectionStyle.olStyle=undefined] an openlayers style object or function\r\n     * @returns  the new selection layer\r\n     * @private\r\n     */\r\n    _addPopupLayer(lyr: LayerBaseVector|LayerEsriMapServer, selectionStyle: {color?: string, width?: number, olStyle?: ol.style.Style}): ol.layer.Vector {\r\n        this._checkInit();\r\n\r\n        selectionStyle = selectionStyle || {};\r\n        selectionStyle.color = selectionStyle.color || 'rgba(255,170,0,0.5)';\r\n        selectionStyle.width = selectionStyle.width || 10;\r\n\r\n        let theStyle;\r\n\r\n        if (selectionStyle.olStyle) {\r\n            theStyle = selectionStyle.olStyle;\r\n        } else {\r\n            theStyle = new ol.style.Style({\r\n                stroke: new ol.style.Stroke({\r\n                    color: selectionStyle.color,\r\n                    width: selectionStyle.width\r\n                }),\r\n                image: new ol.style.Circle({\r\n                    radius: 7,\r\n                    fill: new ol.style.Fill({color: selectionStyle.color}),\r\n                    stroke: new ol.style.Stroke({color: selectionStyle.color, width: 1})\r\n                }),\r\n                fill: new ol.style.Fill({\r\n                    color: selectionStyle.color\r\n                })\r\n            });\r\n        }\r\n\r\n        let selectionLayer = new ol.layer.Vector(\r\n            {\r\n                source: new ol.source.Vector(),\r\n                style: theStyle\r\n            }\r\n        );\r\n\r\n        selectionLayer.setZIndex(100);\r\n\r\n        this._selectionLayers.push(selectionLayer);\r\n        this._selectionLayerLookup[lyr.id] = selectionLayer;\r\n        this.map.addLayer(selectionLayer);\r\n\r\n        return selectionLayer;\r\n    }\r\n\r\n\r\n    /**\r\n     * Add popup to the map\r\n     * @param {LayerBase|*} lyr The layer that the popup with act on\r\n     * @param {popupCallback} popupContentFunction - popup content function that makes popup info\r\n     * @param {object} [selectionStyle={}] the selection style configuration\r\n     * @param {string} [selectionStyle.color=rgba(255,170,0,0.5)] the selection color\r\n     * @param {number} [selectionStyle.width=10] the selection width for linear features\r\n     * @param {object|function} [selectionStyle.olStyle=undefined] an openlayers style object or function\r\n     * @returns {object} a reference to the ol selection layer\r\n     */\r\n    addVectorPopup(lyr: LayerBaseVector, popupContentFunction: popupCallback,\r\n                   selectionStyle?: {color?: string, width?: number, olStyle?: ol.style.Style}) {\r\n        let selectionLayer = this._addPopupLayer(lyr, selectionStyle);\r\n        this._arrPopupLayerIds.push(lyr.id);\r\n        this._arrPopupLayerNames.push(lyr.name);\r\n        this._arrPopupLayers.push(lyr);\r\n        this._arrPopupOlLayers.push(lyr.olLayer);\r\n        this._arrPopupContentFunction.push(popupContentFunction);\r\n\r\n        return selectionLayer;\r\n    };\r\n\r\n\r\n    /**\r\n     *\r\n     * @param {LayerBase} lyr - layer\r\n     */\r\n    removeVectorPopup(lyr: LayerBase) {\r\n        let idx = this._arrPopupLayerIds.indexOf(lyr.id);\r\n\r\n        if (idx > -1) {\r\n            this._arrPopupLayerIds.splice(idx, 1);\r\n            this._arrPopupLayerNames.splice(idx, 1);\r\n            this._arrPopupLayers.splice(idx, 1);\r\n            this._arrPopupOlLayers.splice(idx, 1);\r\n            this._arrPopupContentFunction.splice(idx, 1);\r\n            this._selectionLayers.splice(idx, 1);\r\n            delete this._selectionLayerLookup[lyr.id];\r\n        }\r\n    }\r\n\r\n    /**\r\n     *\r\n     * @param {LayerEsriMapServer} lyr - map server layer\r\n     * @param {object} [selectionStyle={}] the selection style configuration\r\n     * @param {string} [selectionStyle.color=rgba(255,170,0,0.5)] the selection color\r\n     * @param {number} [selectionStyle.width=10] the selection width for linear features\r\n     * @param {object|function} [selectionStyle.olStyle=undefined] an openlayers style object or function\r\n     * @returns {object} a reference to the ol selection layer\r\n     */\r\n    addMapServicePopup(lyr: LayerEsriMapServer, selectionStyle?: ol.style.Style|Array<ol.style.Style>|ol.StyleFunction) {\r\n        let selectionLayer = this._addPopupLayer(lyr, selectionStyle);\r\n        this._esriMapServiceLayers.push(lyr);\r\n\r\n        return selectionLayer;\r\n    }\r\n\r\n    clearSelection() {\r\n        this._checkInit();\r\n        for (let i = 0; i < this._selectionLayers.length; i++) {\r\n            this._selectionLayers[i].getSource().clear();\r\n        }\r\n        for (let f of this._mapClickFunctions) {\r\n            f();\r\n        }\r\n    };\r\n\r\n    /**\r\n     * Add a function to be called when the map is clicked but before any popups are implemented\r\n     * @param {function} func - the map click function\r\n     */\r\n    addMapClickFunction(func: Function) {\r\n        this._mapClickFunctions.push(func);\r\n    }\r\n}\r\nnm.MapPopupCls = MapPopupCls;\r\nexport default MapPopupCls;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapPopupCls.ts","/**\r\n * Created by gavorhes on 12/15/2015.\r\n */\r\n\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nimport $ = require('jquery');\r\nimport {Geocode} from './geocode';\r\nconst nm = provide('olHelpers');\r\n\r\nexport interface quickMapOptions {\r\n    divId?: string;\r\n    center?: {x: number, y: number};\r\n    zoom?: number;\r\n    minZoom?: number;\r\n    maxZoom?: number;\r\n    baseSwitcher?: boolean;\r\n    fullScreen?: boolean;\r\n    addGeocode?: boolean;\r\n}\r\n\r\n/**\r\n * Sets up a map with some default parameters and initializes\r\n * mapMove and mapPopup\r\n *\r\n * @param [options={}] config options\r\n * @param [options.divId=map] map div id\r\n * @param [options.center={}] center config object\r\n * @param [options.center.x=-10018378] center x, web mercator x or lon\r\n * @param [options.center.y=5574910] center y, web mercator y or lat\r\n * @param [options.zoom=7] zoom level\r\n * @param [options.minZoom=undefined] min zoom\r\n * @param [options.maxZoom=undefined] max zoom\r\n * @param [options.baseSwitcher=true] if add base map switcher\r\n * @param [options.fullScreen=false] if add base map switcher\r\n * @returns the ol map\r\n */\r\nexport function quickMapBase(options: quickMapOptions = {}): ol.Map {\r\n    options.divId = options.divId || 'map';\r\n    options.center = options.center || {x: -10018378, y: 5574910};\r\n    options.zoom = typeof options.zoom == 'number' ? options.zoom : 7;\r\n    options.baseSwitcher = typeof options.baseSwitcher == 'boolean' ? options.baseSwitcher : true;\r\n    options.fullScreen = typeof options.fullScreen == 'boolean' ? options.fullScreen : false;\r\n    options.addGeocode = options.addGeocode || false;\r\n\r\n\r\n    let $mapDiv = $('#' + options.divId);\r\n    $mapDiv.css('position', 'relative');\r\n\r\n    let osmLayer = new ol.layer.Tile({source: new ol.source.OSM()});\r\n    // let satLayer = new ol.layer.Tile({visible: false, source: new ol.source.MapQuest({layer: 'sat'})});\r\n\r\n    let osmCss = \"url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAMAAABg3Am1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURQAAADQ1NDk5OURFREtLS1FHSFlZWGJRVGJiYWdmZWxsbHRmaXBpanN0c3V0dHp5eX5+fIVzd4F3eeV0jud5juZ8k4aHhomHhoyGh5eGj5OVlJiVlZiYl5qZmJydnKOTlaKZmqKdnaOioaqqqKuzsbOvrrSysLa3tbW4uLm6ub27ub+/vbGXwbCZwbCgxLKlxrOqyLStybO3yrSxyrWzzbW2y7a1zbK4y7W6zbW8y760yrTAzbTFzrPKzrLOzrTJzrTOzr7CwbXC0LXK0LTO0L3I0bPQz7TQz7PS0bXQ0LnR0brW1bzT0r7U077V1Lzc2dqNqteUsdyXscaquuOHneaGmueHnOeJnuiBleiKn+eNoOiOoOWUpOiRo+iSpeiUpeqYpumaqOmdrPSynemgruSqtOmisOmlsuuqtequuOW1vOuxu+uxvOq1ve+xvPK0pvW3o/W5pfO5qvS7qfCwvMOuwc2/wNenxNyyzNe/0Nq31Nq51dy72Oy3wOu4wOu+xey4wO+6xO2+xfTAr/TCsvfFtPHLvvTJuMPDwMfHxcXKyc3DxMvFyMvLyM3PzcDV08DV1MTX1cbY1s7X1sjZ1sra2Mnd3M7b2c7c2tfH1tnB1t7F2d7M29fX1tLY1tDd2tHe3NTf3NnS19rZ1tva2Nnf3t3d28rh3tXg3Nnh3tzj393k39ni4N7k4N7n5uXDyOfLz+zAxu3CyOzEyezKzeDJ3eLM3uvP0u3P0ePf2+7R0u7Q1u/U0+7U1ezc0+7a2e/d2+3f3vbFzvLOwfHN0PPQw/TUx/LWyvLYzPDQ1fPe0ubc4vve4uHh3+nh3+/h2u/h3vHj2vHl3uHm4eTn4uDp5ebo4+Xo5ODq6ebq6OTv6+nl4+/j4O7l4e7n5ujp4+np5Ozq5e7s5urt6O7t6Orw6u7x6u3x7vPj5PDl4fDo4vDq5fDt5vDu6PDv7PTv6fDx6vHx7fH17fXw6fXy7fb07/bz8fT18vn38vr39fr48/r59Pr6+P3++//+/gAAALNTSk0AAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAAGHRFWHRTb2Z0d2FyZQBwYWludC5uZXQgNC4wLjlsM35OAAAFNElEQVRIS1VVCZxVUxi/9l0UIUT2bMnY43bVI2c0Y01kSWIaS0j2JEtkN41piomZrPPKQ2aQ7JKImOZlnm2493TJzDufuU1Zi+v/fee+mZ//793vnPOd7zvfes5zDBEZkBBjAcIjb+Iiotqgdhat8AMK0vl7/R9N7GiWtshqIr+EZ5gYKibyUsXY1l/mfFpssvUlWQ0FkU3gy4+RB/+kwYcO8pRSnldcOU/r2lAHARSwk2ORgEmOdC1EsuRiYSqMPwwroMIraZk5V2fYJQjCKfZrRmh3gSAZi2i4b7wSylWu8EqZwS59JkFUaW96JbNSc+CEUmt4rorwuZmWdDaoc+uZETuQlTCU5xYzR7muUnVUVo+BcRhre/VwUpasgJwhH7JkYIYA0sNxhmCwUK+lw6vCKBZehw01dEiyw4Q4aE0Z4ahDhKaFQsGnJ2BgqKoTBsNjFy0SlW6whRAZTdm8DBJmkBZhDi1j4xJQBk6ywrWUTymaCxac8lROcdauRGzQSNtA7EHUYhXyEwhhgjFUqRuO+rauhF1awFpzCsmwUbjIFBR0u1bKtyGpulW/H/cVVzkyGaIWTIR9pFAV6GK2gPMXMX8gPk9zzxXgI1kimcAltEYr+cjio1imlKpEa9rOipLm+p+CZ6Bw//qd1/f/O+GwMxbSLpyoZEcwkyh2jIks+3hmdd2jWUw4scxNysnHxU7nSspTRcJjCZGL3IsjsYJMMg5mwgx7gaIOLBFCogAgBBoNa9w+DE6I+Bs7FTgwwrJbHjWDgpYo2KwtBTcYEDuloC9geQw+k2RGnPGpTaOlq7AS+YICUz4DZVaX2TiNDhuYfTtY4geLi0IoCm3XccwM9hx4kU28StQEljDs3ZEpFGA+8dKzLmV9ymIwF5FOGn2GdJM8KLHDJbXyiYVMG9MRTLiXGGg2QKaxM3khPSRrwM9zEIardxU2w/EiA0gOeYKHzDR0V7/QGV3lKIA9ktrDArxO3gdA+k6SKoBiVwcm7NjZb9+Hnztg282TuHVZ9LOISFNt9MgyCetZVczSxnyDbl17Penq6mqpg1IhRaEO2aVLUO4/r17H8tTv6f13h71dduvZI3Y+uMdWksNSauLovJw5hsqiPIUvt0ku7/iBeUR3sksmomYWtRbAjbiLfv2lX9/V7LVG4uYnUZXhQ7f2OPCZEx9wrYWTcePEQqPEML8pl4mMdr/jlXlvHiRiJ2+MSTFY4TTSYStuvz2R/JXh+PPeGXm055J+3/YDWuNu3R3DArPutyg0ZgykMVDU9Ndm22+wYalr2rse48CnsTIFcMn73vfhNrktx1EUcZnPv6ah3Yy5cDTRdBEoGoBeah71dqFyjZDJLkWk3N3v4uuktssjWpzciMPxQeHj8nMKzcGuB0tAyzFhdCKOYWv4HwOQVwIxLG99a6uvH3sJCyO3h+k4EZ+G7+xj5f4XXksoaGrdMRzSc8ARA8+cdOuk2x6fffNNt5x+Ro1omPlrT/CQDlcNlpx4NBIWXhkx7Y3Zp3ofNR7Uv89Om/beW0TLIynHv3vs1VsOFpSWSXvfuPUf9BrRFyxgXdHoKJnQFegPOovvzz59ntrzye240ig8UQ3lDI2VqwagrKIQcLXNFL3wglN2OHdBQ6/vI3kENDVBwRb3k1XtczFbjWn4EzMYi7CF3129+JTYuRSdrGuS92g5dpqn6qXoJQs5xmL8p+Wt4hLbt0mx2OLNZR2bbPy8zJNQGFM/f/CfXZekRYFjGCWjIJpM+WiCzGBPWHhoyaAsjRT/B2Gy5yzYJkwUAAAAAElFTkSuQmCC')\";\r\n    let aerialCss = \"url('data:image/png;base64,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')\";\r\n\r\n    if (options.baseSwitcher) {\r\n        //  let switcherContent = '<div class=\"base-map-switcher\" title=\"Toggle Base Layer\" style=\"';\r\n        //  switcherContent += 'position: absolute; top: 70px; left: 4px; border: solid black 1px; ';\r\n        //  switcherContent += `height: 50px; width: 50px; z-index: 10; border-radius: 4px; background: ${aerialCss};`;\r\n        //  switcherContent += '\"></div>';\r\n        //  $mapDiv.append(switcherContent);\r\n        //\r\n        // $mapDiv.find('.base-map-switcher').click(function() {\r\n        //      \"use strict\";\r\n        //      osmLayer.setVisible(!osmLayer.getVisible());\r\n        //      satLayer.setVisible(!satLayer.getVisible());\r\n        //\r\n        //      if (osmLayer.getVisible()){\r\n        //          $(this).css('background', aerialCss);\r\n        //      } else {\r\n        //          $(this).css('background', osmCss);\r\n        //      }\r\n        //  });\r\n    }\r\n\r\n    if (options.zoom < 0 || options.zoom > 28) {\r\n        throw 'zoom out of range';\r\n    }\r\n\r\n    if (options.center.x >= -180 && options.center.x <= 180 && options.center.y >= -90 && options.center.y <= 90) {\r\n        let p = new ol.geom.Point([options.center.x, options.center.y]);\r\n        new ol.proj.Projection({code: \"EPSG:4326\"});\r\n\r\n        p.transform(new ol.proj.Projection({code: \"EPSG:4326\"}), new ol.proj.Projection({code: \"EPSG:3857\"}));\r\n        let coordinates = p.getCoordinates();\r\n        options.center.x = coordinates[0];\r\n        options.center.y = coordinates[1];\r\n    }\r\n\r\n    const controls = ol.control.defaults({\r\n            attributionOptions: {collapsible: false}\r\n        }\r\n    );\r\n\r\n    const view = new ol.View({\r\n        center: [options.center.x, options.center.y],\r\n        zoom: options.zoom,\r\n        minZoom: options.minZoom,\r\n        maxZoom: options.maxZoom\r\n    });\r\n\r\n    let map = new ol.Map({\r\n        layers: [osmLayer],\r\n        target: options.divId,\r\n        controls: controls,\r\n        view: view\r\n    });\r\n\r\n    if (options.fullScreen) {\r\n        map.addControl(new ol.control.FullScreen({}));\r\n    }\r\n\r\n    if (options.addGeocode){\r\n        new Geocode(document.getElementById(options.divId) as HTMLDivElement, map);\r\n    }\r\n\r\n    return map;\r\n}\r\n\r\nnm.quickMapBase = quickMapBase;\r\nexport default quickMapBase;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/quickMapBase.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport provide from './provide';\r\nlet nm = provide('util');\r\n\r\n\r\n/**\r\n * guids are used to uniquely identify groups and features\r\n * @returns {string} a new guid\r\n */\r\nexport function makeGuid() {\r\n        return 'xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx'\r\n            .replace(/[xy]/g, function (c) {\r\n                let r = Math.random() * 16 | 0, v = c == 'x' ? r : r & 0x3 | 0x8;\r\n\r\n                return v.toString(16);\r\n            });\r\n\r\n}\r\nnm.makeGuid = makeGuid;\r\nexport default makeGuid;\r\n\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/util/makeGuid.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport MapPopupCls from './mapPopupCls';\r\n\r\n/**\r\n * The single popup object catch is that it is common to multimap pages\r\n * @type {MapPopupCls}\r\n */\r\nexport const mapPopup = new MapPopupCls() as MapPopupCls;\r\nexport default mapPopup;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapPopup.ts","/**\r\n * Created by gavorhes on 12/8/2015.\r\n */\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nconst nm = provide('olHelpers');\r\n\r\n\r\n\r\n/**\r\n * base interaction\r\n */\r\nexport class MapInteractionBase {\r\n    _map: ol.Map;\r\n    _initialized: boolean;\r\n    _subtype: string;\r\n\r\n    /**\r\n     * map interaction base\r\n     * @param subtype - the interaction subtype\r\n     */\r\n    constructor(subtype: string) {\r\n        this._map = null;\r\n        this._initialized = false;\r\n        this._subtype = subtype;\r\n    }\r\n\r\n    /**\r\n     * base initializer, returns true for already initialized\r\n     * @param theMap - the ol Map\r\n     * @returns true for already initialized\r\n     */\r\n    init(theMap: ol.Map){\r\n        if (!this._initialized){\r\n            this._map = theMap;\r\n            this._initialized = true;\r\n        }\r\n    }\r\n\r\n    /**\r\n     * get reference to the ol map object\r\n     * @returns {ol.Map} the map object\r\n     */\r\n    get map() {\r\n        return this._map;\r\n    }\r\n\r\n    /**\r\n     * get if is initialized\r\n     * @returns {boolean} is initialized\r\n     */\r\n    get initialized() {\r\n        return this._initialized;\r\n    }\r\n\r\n    /**\r\n     * Check the initialization status and throw exception if not valid yet\r\n     * @protected\r\n     */\r\n    _checkInit() {\r\n        if (!this.initialized) {\r\n            let msg = `${this._subtype} object not initialized`;\r\n            alert(msg);\r\n            console.log(msg);\r\n            throw msg;\r\n        }\r\n    }\r\n\r\n    /**\r\n     * Check the initialization status and throw exception if not valid yet\r\n     */\r\n    checkInit(){\r\n        this._checkInit();\r\n    }\r\n}\r\n\r\nnm.MapInteractionBase = MapInteractionBase;\r\nexport default MapInteractionBase;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapInteractionBase.ts","/**\r\n * Created by gavorhes on 11/3/2015.\r\n */\r\n\r\nimport MapMoveCls from './mapMoveCls';\r\n\r\n/**\r\n * The single map move object catch is that it is common to multimap pages\r\n * @type {MapMoveCls}\r\n */\r\n\r\nexport const mapMove = new MapMoveCls();\r\nexport default mapMove;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapMove.ts","/**\r\n * Created by gavorhes on 12/15/2015.\r\n */\r\n\r\nimport {quickMapOptions, quickMapBase} from './quickMapBase';\r\nimport provide from '../util/provide';\r\nimport mapMove from './mapMove';\r\nimport mapPopup from './mapPopup';\r\nimport ol = require('custom-ol');\r\nlet nm = provide('olHelpers');\r\n\r\nexport {quickMapOptions} from './quickMapBase';\r\n\r\n/**\r\n * Sets up a map with some default parameters and initializes\r\n * mapMove and mapPopup\r\n *\r\n * @param {object} [options={}] config options\r\n * @param {string} [options.divId=map] map div id\r\n * @param {object} [options.center={}] center config object\r\n * @param {number} [options.center.x=-10018378] center x, web mercator x or lon\r\n * @param {number} [options.center.y=5574910] center y, web mercator y or lat\r\n * @param {number} [options.zoom=7] zoom level\r\n * @param {number} [options.minZoom=undefined] min zoom\r\n * @param {number} [options.maxZoom=undefined] max zoom\r\n * @param {boolean} [options.baseSwitcher=true] if add base map switcher\r\n * @param {boolean} [options.fullScreen=false] if add base map switcher\r\n * @returns {ol.Map} the ol map\r\n */\r\nexport function quickMap(options : quickMapOptions = {}): ol.Map {\r\n    let m = quickMapBase(options);\r\n    mapMove.init(m);\r\n    mapPopup.init(m);\r\n    return m;\r\n}\r\n\r\n\r\nnm.quickMap = quickMap;\r\nexport default quickMap;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/quickMap.ts","import ItsLayerCollection from '../../collections/ItsLayerCollection';\r\nimport LayerLegend from '../../collections/LayerLegend';\r\nimport quickMap from '../../olHelpers/quickMap';\r\nimport {mapToBase64} from '../../olHelpers/mapToBase64';\r\nlet map = quickMap({addGeocode: true});\r\n\r\nwindow['map'] = map;\r\n\r\nfunction callback(d: string){\r\n    console.log(d);\r\n}\r\n\r\nsetTimeout(() => {\r\n    mapToBase64(map, callback, {delay: 1500});\r\n}, 2000);\r\n\r\n\r\nconsole.log('it works');\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/_tests/demos/geocode.ts","import ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\nimport {fitToMap} from '../olHelpers/extentUtil';\r\nimport {layers} from \"../\";\r\n\r\ndeclare const glob: Object;\r\n\r\nexport interface iMapToBase64Options {\r\n    resize?: { width: number, height: number };\r\n    layers?: LayerBaseVector[] | LayerBaseVector[];\r\n    delay?: number;\r\n}\r\n\r\n\r\n/**\r\n *\r\n * @param {ol.Map} map\r\n * @param {(imgData) => string} callback\r\n * @param {iMapToBase64Options} options\r\n * @returns {any}\r\n */\r\nexport function mapToBase64(map: ol.Map, callback: (imgData: string) =>  any, options?: iMapToBase64Options): any {\r\n    options = options || {};\r\n\r\n    if (typeof options.delay  === 'number'){\r\n        //pass\r\n    } else if (options.layers || options.resize){\r\n        options.delay = 2000;\r\n    } else {\r\n        options.delay = 1;\r\n    }\r\n\r\n    let mapTarget: HTMLDivElement = map.getTargetElement() as HTMLDivElement;\r\n\r\n    let originalHeight = mapTarget.style.height;\r\n    let originalWidth = mapTarget.style.width;\r\n    let originalPosition = mapTarget.style.position;\r\n    let originalCenter = map.getView().getCenter();\r\n    let originalZoom = map.getView().getZoom();\r\n\r\n    // let mapTimeout = 1;\r\n\r\n    if (options.resize) {\r\n        mapTarget.style.height = `${options.resize.height}px`;\r\n        mapTarget.style.width = `${options.resize.width}px`;\r\n        mapTarget.style.position = 'absolute';\r\n        map.updateSize();\r\n    }\r\n\r\n    map.once('postrender', () => {\r\n\r\n        if (options.layers) {\r\n            fitToMap(options.layers, map);\r\n        }\r\n\r\n        setTimeout(() => {\r\n            map.once('postcompose', (event) => {\r\n                try {\r\n                    let canvas: HTMLCanvasElement = event['context'].canvas;\r\n                    let imgData = canvas.toDataURL('image/png');\r\n                    callback(imgData);\r\n                }\r\n                catch (ex) {\r\n                    // reportParams['imgData'] = null;\r\n                } finally {\r\n                    if (options.resize) {\r\n                        mapTarget.style.height = originalHeight;\r\n                        mapTarget.style.width = originalWidth;\r\n                        mapTarget.style.position = originalPosition;\r\n\r\n                        map.updateSize();\r\n                        map.getView().setCenter(originalCenter);\r\n                        map.getView().setZoom(originalZoom);\r\n                    }\r\n                }\r\n            });\r\n            map.renderSync();\r\n        }, options.delay);\r\n    });\r\n\r\n    map.updateSize();\r\n\r\n}\r\n\r\nexport default mapToBase64;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/mapToBase64.ts","/**\r\n * Created by gavorhes on 7/18/2016.\r\n */\r\nimport provide from '../util/provide';\r\nimport ol = require('custom-ol');\r\nimport {LayerBaseVector} from \"../layers/LayerBaseVector\";\r\n\r\n\r\nconst nm = provide('util');\r\n\r\n/**\r\n *\r\n * @param {Array<LayerBaseVector>|Array<ol.layer.Vector>|LayerBaseVector|ol.layer.Vector|*} layers - array of layers or single\r\n * @returns {ol.Extent|Array<number>|*} - collective extent\r\n */\r\nexport function calculateExtent(layers: ol.layer.Vector[]|LayerBaseVector[]): ol.Extent|Array<number>| ol.Extent| number[] {\r\n    \"use strict\";\r\n\r\n    let hasExtent = false;\r\n\r\n    let minX = 10E100;\r\n    let minY = 10E100;\r\n    let maxX = -10E100;\r\n    let maxY = -10E100;\r\n\r\n    for (let lyr of layers) {\r\n\r\n        let olLayer: ol.layer.Vector = (lyr as LayerBaseVector).olLayer || lyr as ol.layer.Vector;\r\n        \r\n        \r\n        if (olLayer.getSource().getFeatures().length > 0) {\r\n            hasExtent = true;\r\n            let ext = olLayer.getSource().getExtent();\r\n            minX = ext[0] < minX ? ext[0] : minX;\r\n            minY = ext[1] < minY ? ext[1] : minY;\r\n            maxX = ext[2] > maxX ? ext[2] : maxX;\r\n            maxY = ext[3] > maxY ? ext[3] : maxY;\r\n        }\r\n    }\r\n\r\n    if (hasExtent) {\r\n        return [minX, minY, maxX, maxY];\r\n    } else {\r\n        return undefined;\r\n    }\r\n}\r\n\r\nnm.calculateExtent = calculateExtent;\r\n \r\n\r\n/**\r\n * given one or an array of layers, fit to the map\r\n * @param layers - array of layers or single\r\n * @param  mp - the map to fit\r\n * @param [zoomOut=undefined] - levels to zoom out after fit\r\n */\r\nexport function fitToMap(layers: ol.layer.Vector[]|LayerBaseVector[], mp: ol.Map, zoomOut?: number){\r\n    \"use strict\";\r\n\r\n    let ext = calculateExtent(layers);\r\n    \r\n    if (typeof ext == 'undefined'){\r\n        return;\r\n    }\r\n    \r\n    mp.getView().fit(ext as ol.Extent, mp.getSize());\r\n    \r\n    if (typeof zoomOut == 'number'){\r\n        mp.getView().setZoom(mp.getView().getZoom() - zoomOut);\r\n    }\r\n}\r\n\r\nnm.calculateExtent = calculateExtent;\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/extentUtil.ts","/**\r\n * Created by gavorhes on 10/3/2016.\r\n */\r\nimport ol = require('custom-ol');\r\n\r\n\r\nexport const proj4326 = new ol.proj.Projection({code: 'EPSG:4326'});\r\nexport const proj3857 = new ol.proj.Projection({code: 'EPSG:3857'});\r\nexport const proj3070 = new ol.proj.Projection({code: 'EPSG:3070'});\r\n\r\n\n\n\n// WEBPACK FOOTER //\n// ./src/olHelpers/projections.ts"],"sourceRoot":""}
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