d817c66dec
23 países con sitios y cuatro sin ninguno. Andorra, Países Bajos, Bélgica y Suiza dan cero y es la respuesta correcta, no un fallo: en Holanda solo 132 km2 de 35.193 están a más de 2 km de una casa, y en Suiza el cruce de "lejos de todo" con "menos de 10 grados de pendiente" deja 430 km2 que no sobreviven al resto de filtros. El reparto no tiene que ver con el tamaño de los países sino con cómo está repartida la gente. El norte de África concentra 5.272 de las 7.337 localizaciones; Alemania, Polonia, Austria, Chequia, Bélgica, Países Bajos y Suiza juntos, más de un millón de km2, suman nueve. Alemania tiene una: Bad Arolsen, a 44,4 dB. La mediana de distancia al edificio más cercano va de los 141 m de los Países Bajos a los 48 km de Libia. De cada país entra el visor, que es autónomo, y los datos en CSV. Los WebP van ya incrustados dentro del visor y los PNG de los mapas solo los usa el informe. Dos límites del modelo que conviene tener presentes al leer estas cifras: - Las estrellas no son comparables entre países. Las bandas son absolutas (cinco estrellas a partir de 72 puntos) pero los criterios saturan en extremos opuestos: en Libia el 72 % de los candidatos tiene el sonido, que pesa un 30 %, clavado en el máximo, y en España el 0 %; los 121 candidatos finlandeses tienen exactamente la misma nota de clima porque el umbral del frío se acaba en -8 grados y allí el mínimo va de -11 a -20. - La columna db_en_casa da negativos en el desierto y no significa nada. El mejor candidato argelino tiene la casa más cercana a 265 km, y el término de absorción atmosférica extrapolado a esa distancia son 132 dB él solo. La aproximación vale para unos pocos kilómetros, no para cientos. Ocho países no tienen filtro legal: los seis del norte de África más Andorra y Reino Unido. Libia es el extremo, con 10 polígonos de OSM y el 0,0 % del país.
1622 lines
700 KiB
HTML
1622 lines
700 KiB
HTML
<!doctype html>
|
||
<html lang="es">
|
||
<head>
|
||
<meta charset="utf-8">
|
||
<meta name="viewport" content="width=device-width, initial-scale=1">
|
||
<title>Visor de localizaciones · Austria</title>
|
||
<style>/* required styles */
|
||
|
||
.leaflet-pane,
|
||
.leaflet-tile,
|
||
.leaflet-marker-icon,
|
||
.leaflet-marker-shadow,
|
||
.leaflet-tile-container,
|
||
.leaflet-pane > svg,
|
||
.leaflet-pane > canvas,
|
||
.leaflet-zoom-box,
|
||
.leaflet-image-layer,
|
||
.leaflet-layer {
|
||
position: absolute;
|
||
left: 0;
|
||
top: 0;
|
||
}
|
||
.leaflet-container {
|
||
overflow: hidden;
|
||
}
|
||
.leaflet-tile,
|
||
.leaflet-marker-icon,
|
||
.leaflet-marker-shadow {
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
user-select: none;
|
||
-webkit-user-drag: none;
|
||
}
|
||
/* Prevents IE11 from highlighting tiles in blue */
|
||
.leaflet-tile::selection {
|
||
background: transparent;
|
||
}
|
||
/* Safari renders non-retina tile on retina better with this, but Chrome is worse */
|
||
.leaflet-safari .leaflet-tile {
|
||
image-rendering: -webkit-optimize-contrast;
|
||
}
|
||
/* hack that prevents hw layers "stretching" when loading new tiles */
|
||
.leaflet-safari .leaflet-tile-container {
|
||
width: 1600px;
|
||
height: 1600px;
|
||
-webkit-transform-origin: 0 0;
|
||
}
|
||
.leaflet-marker-icon,
|
||
.leaflet-marker-shadow {
|
||
display: block;
|
||
}
|
||
/* .leaflet-container svg: reset svg max-width decleration shipped in Joomla! (joomla.org) 3.x */
|
||
/* .leaflet-container img: map is broken in FF if you have max-width: 100% on tiles */
|
||
.leaflet-container .leaflet-overlay-pane svg {
|
||
max-width: none !important;
|
||
max-height: none !important;
|
||
}
|
||
.leaflet-container .leaflet-marker-pane img,
|
||
.leaflet-container .leaflet-shadow-pane img,
|
||
.leaflet-container .leaflet-tile-pane img,
|
||
.leaflet-container img.leaflet-image-layer,
|
||
.leaflet-container .leaflet-tile {
|
||
max-width: none !important;
|
||
max-height: none !important;
|
||
width: auto;
|
||
padding: 0;
|
||
}
|
||
|
||
.leaflet-container img.leaflet-tile {
|
||
/* See: https://bugs.chromium.org/p/chromium/issues/detail?id=600120 */
|
||
mix-blend-mode: plus-lighter;
|
||
}
|
||
|
||
.leaflet-container.leaflet-touch-zoom {
|
||
-ms-touch-action: pan-x pan-y;
|
||
touch-action: pan-x pan-y;
|
||
}
|
||
.leaflet-container.leaflet-touch-drag {
|
||
-ms-touch-action: pinch-zoom;
|
||
/* Fallback for FF which doesn't support pinch-zoom */
|
||
touch-action: none;
|
||
touch-action: pinch-zoom;
|
||
}
|
||
.leaflet-container.leaflet-touch-drag.leaflet-touch-zoom {
|
||
-ms-touch-action: none;
|
||
touch-action: none;
|
||
}
|
||
.leaflet-container {
|
||
-webkit-tap-highlight-color: transparent;
|
||
}
|
||
.leaflet-container a {
|
||
-webkit-tap-highlight-color: rgba(51, 181, 229, 0.4);
|
||
}
|
||
.leaflet-tile {
|
||
filter: inherit;
|
||
visibility: hidden;
|
||
}
|
||
.leaflet-tile-loaded {
|
||
visibility: inherit;
|
||
}
|
||
.leaflet-zoom-box {
|
||
width: 0;
|
||
height: 0;
|
||
-moz-box-sizing: border-box;
|
||
box-sizing: border-box;
|
||
z-index: 800;
|
||
}
|
||
/* workaround for https://bugzilla.mozilla.org/show_bug.cgi?id=888319 */
|
||
.leaflet-overlay-pane svg {
|
||
-moz-user-select: none;
|
||
}
|
||
|
||
.leaflet-pane { z-index: 400; }
|
||
|
||
.leaflet-tile-pane { z-index: 200; }
|
||
.leaflet-overlay-pane { z-index: 400; }
|
||
.leaflet-shadow-pane { z-index: 500; }
|
||
.leaflet-marker-pane { z-index: 600; }
|
||
.leaflet-tooltip-pane { z-index: 650; }
|
||
.leaflet-popup-pane { z-index: 700; }
|
||
|
||
.leaflet-map-pane canvas { z-index: 100; }
|
||
.leaflet-map-pane svg { z-index: 200; }
|
||
|
||
.leaflet-vml-shape {
|
||
width: 1px;
|
||
height: 1px;
|
||
}
|
||
.lvml {
|
||
behavior: url(#default#VML);
|
||
display: inline-block;
|
||
position: absolute;
|
||
}
|
||
|
||
|
||
/* control positioning */
|
||
|
||
.leaflet-control {
|
||
position: relative;
|
||
z-index: 800;
|
||
pointer-events: visiblePainted; /* IE 9-10 doesn't have auto */
|
||
pointer-events: auto;
|
||
}
|
||
.leaflet-top,
|
||
.leaflet-bottom {
|
||
position: absolute;
|
||
z-index: 1000;
|
||
pointer-events: none;
|
||
}
|
||
.leaflet-top {
|
||
top: 0;
|
||
}
|
||
.leaflet-right {
|
||
right: 0;
|
||
}
|
||
.leaflet-bottom {
|
||
bottom: 0;
|
||
}
|
||
.leaflet-left {
|
||
left: 0;
|
||
}
|
||
.leaflet-control {
|
||
float: left;
|
||
clear: both;
|
||
}
|
||
.leaflet-right .leaflet-control {
|
||
float: right;
|
||
}
|
||
.leaflet-top .leaflet-control {
|
||
margin-top: 10px;
|
||
}
|
||
.leaflet-bottom .leaflet-control {
|
||
margin-bottom: 10px;
|
||
}
|
||
.leaflet-left .leaflet-control {
|
||
margin-left: 10px;
|
||
}
|
||
.leaflet-right .leaflet-control {
|
||
margin-right: 10px;
|
||
}
|
||
|
||
|
||
/* zoom and fade animations */
|
||
|
||
.leaflet-fade-anim .leaflet-popup {
|
||
opacity: 0;
|
||
-webkit-transition: opacity 0.2s linear;
|
||
-moz-transition: opacity 0.2s linear;
|
||
transition: opacity 0.2s linear;
|
||
}
|
||
.leaflet-fade-anim .leaflet-map-pane .leaflet-popup {
|
||
opacity: 1;
|
||
}
|
||
.leaflet-zoom-animated {
|
||
-webkit-transform-origin: 0 0;
|
||
-ms-transform-origin: 0 0;
|
||
transform-origin: 0 0;
|
||
}
|
||
svg.leaflet-zoom-animated {
|
||
will-change: transform;
|
||
}
|
||
|
||
.leaflet-zoom-anim .leaflet-zoom-animated {
|
||
-webkit-transition: -webkit-transform 0.25s cubic-bezier(0,0,0.25,1);
|
||
-moz-transition: -moz-transform 0.25s cubic-bezier(0,0,0.25,1);
|
||
transition: transform 0.25s cubic-bezier(0,0,0.25,1);
|
||
}
|
||
.leaflet-zoom-anim .leaflet-tile,
|
||
.leaflet-pan-anim .leaflet-tile {
|
||
-webkit-transition: none;
|
||
-moz-transition: none;
|
||
transition: none;
|
||
}
|
||
|
||
.leaflet-zoom-anim .leaflet-zoom-hide {
|
||
visibility: hidden;
|
||
}
|
||
|
||
|
||
/* cursors */
|
||
|
||
.leaflet-interactive {
|
||
cursor: pointer;
|
||
}
|
||
.leaflet-grab {
|
||
cursor: -webkit-grab;
|
||
cursor: -moz-grab;
|
||
cursor: grab;
|
||
}
|
||
.leaflet-crosshair,
|
||
.leaflet-crosshair .leaflet-interactive {
|
||
cursor: crosshair;
|
||
}
|
||
.leaflet-popup-pane,
|
||
.leaflet-control {
|
||
cursor: auto;
|
||
}
|
||
.leaflet-dragging .leaflet-grab,
|
||
.leaflet-dragging .leaflet-grab .leaflet-interactive,
|
||
.leaflet-dragging .leaflet-marker-draggable {
|
||
cursor: move;
|
||
cursor: -webkit-grabbing;
|
||
cursor: -moz-grabbing;
|
||
cursor: grabbing;
|
||
}
|
||
|
||
/* marker & overlays interactivity */
|
||
.leaflet-marker-icon,
|
||
.leaflet-marker-shadow,
|
||
.leaflet-image-layer,
|
||
.leaflet-pane > svg path,
|
||
.leaflet-tile-container {
|
||
pointer-events: none;
|
||
}
|
||
|
||
.leaflet-marker-icon.leaflet-interactive,
|
||
.leaflet-image-layer.leaflet-interactive,
|
||
.leaflet-pane > svg path.leaflet-interactive,
|
||
svg.leaflet-image-layer.leaflet-interactive path {
|
||
pointer-events: visiblePainted; /* IE 9-10 doesn't have auto */
|
||
pointer-events: auto;
|
||
}
|
||
|
||
/* visual tweaks */
|
||
|
||
.leaflet-container {
|
||
background: #ddd;
|
||
outline-offset: 1px;
|
||
}
|
||
.leaflet-container a {
|
||
color: #0078A8;
|
||
}
|
||
.leaflet-zoom-box {
|
||
border: 2px dotted #38f;
|
||
background: rgba(255,255,255,0.5);
|
||
}
|
||
|
||
|
||
/* general typography */
|
||
.leaflet-container {
|
||
font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;
|
||
font-size: 12px;
|
||
font-size: 0.75rem;
|
||
line-height: 1.5;
|
||
}
|
||
|
||
|
||
/* general toolbar styles */
|
||
|
||
.leaflet-bar {
|
||
box-shadow: 0 1px 5px rgba(0,0,0,0.65);
|
||
border-radius: 4px;
|
||
}
|
||
.leaflet-bar a {
|
||
background-color: #fff;
|
||
border-bottom: 1px solid #ccc;
|
||
width: 26px;
|
||
height: 26px;
|
||
line-height: 26px;
|
||
display: block;
|
||
text-align: center;
|
||
text-decoration: none;
|
||
color: black;
|
||
}
|
||
.leaflet-bar a,
|
||
.leaflet-control-layers-toggle {
|
||
background-position: 50% 50%;
|
||
background-repeat: no-repeat;
|
||
display: block;
|
||
}
|
||
.leaflet-bar a:hover,
|
||
.leaflet-bar a:focus {
|
||
background-color: #f4f4f4;
|
||
}
|
||
.leaflet-bar a:first-child {
|
||
border-top-left-radius: 4px;
|
||
border-top-right-radius: 4px;
|
||
}
|
||
.leaflet-bar a:last-child {
|
||
border-bottom-left-radius: 4px;
|
||
border-bottom-right-radius: 4px;
|
||
border-bottom: none;
|
||
}
|
||
.leaflet-bar a.leaflet-disabled {
|
||
cursor: default;
|
||
background-color: #f4f4f4;
|
||
color: #bbb;
|
||
}
|
||
|
||
.leaflet-touch .leaflet-bar a {
|
||
width: 30px;
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
.leaflet-touch .leaflet-bar a:first-child {
|
||
border-top-left-radius: 2px;
|
||
border-top-right-radius: 2px;
|
||
}
|
||
.leaflet-touch .leaflet-bar a:last-child {
|
||
border-bottom-left-radius: 2px;
|
||
border-bottom-right-radius: 2px;
|
||
}
|
||
|
||
/* zoom control */
|
||
|
||
.leaflet-control-zoom-in,
|
||
.leaflet-control-zoom-out {
|
||
font: bold 18px 'Lucida Console', Monaco, monospace;
|
||
text-indent: 1px;
|
||
}
|
||
|
||
.leaflet-touch .leaflet-control-zoom-in, .leaflet-touch .leaflet-control-zoom-out {
|
||
font-size: 22px;
|
||
}
|
||
|
||
|
||
/* layers control */
|
||
|
||
.leaflet-control-layers {
|
||
box-shadow: 0 1px 5px rgba(0,0,0,0.4);
|
||
background: #fff;
|
||
border-radius: 5px;
|
||
}
|
||
.leaflet-control-layers-toggle {
|
||
background-image: url(images/layers.png);
|
||
width: 36px;
|
||
height: 36px;
|
||
}
|
||
.leaflet-retina .leaflet-control-layers-toggle {
|
||
background-image: url(images/layers-2x.png);
|
||
background-size: 26px 26px;
|
||
}
|
||
.leaflet-touch .leaflet-control-layers-toggle {
|
||
width: 44px;
|
||
height: 44px;
|
||
}
|
||
.leaflet-control-layers .leaflet-control-layers-list,
|
||
.leaflet-control-layers-expanded .leaflet-control-layers-toggle {
|
||
display: none;
|
||
}
|
||
.leaflet-control-layers-expanded .leaflet-control-layers-list {
|
||
display: block;
|
||
position: relative;
|
||
}
|
||
.leaflet-control-layers-expanded {
|
||
padding: 6px 10px 6px 6px;
|
||
color: #333;
|
||
background: #fff;
|
||
}
|
||
.leaflet-control-layers-scrollbar {
|
||
overflow-y: scroll;
|
||
overflow-x: hidden;
|
||
padding-right: 5px;
|
||
}
|
||
.leaflet-control-layers-selector {
|
||
margin-top: 2px;
|
||
position: relative;
|
||
top: 1px;
|
||
}
|
||
.leaflet-control-layers label {
|
||
display: block;
|
||
font-size: 13px;
|
||
font-size: 1.08333em;
|
||
}
|
||
.leaflet-control-layers-separator {
|
||
height: 0;
|
||
border-top: 1px solid #ddd;
|
||
margin: 5px -10px 5px -6px;
|
||
}
|
||
|
||
/* Default icon URLs */
|
||
.leaflet-default-icon-path { /* used only in path-guessing heuristic, see L.Icon.Default */
|
||
background-image: url(images/marker-icon.png);
|
||
}
|
||
|
||
|
||
/* attribution and scale controls */
|
||
|
||
.leaflet-container .leaflet-control-attribution {
|
||
background: #fff;
|
||
background: rgba(255, 255, 255, 0.8);
|
||
margin: 0;
|
||
}
|
||
.leaflet-control-attribution,
|
||
.leaflet-control-scale-line {
|
||
padding: 0 5px;
|
||
color: #333;
|
||
line-height: 1.4;
|
||
}
|
||
.leaflet-control-attribution a {
|
||
text-decoration: none;
|
||
}
|
||
.leaflet-control-attribution a:hover,
|
||
.leaflet-control-attribution a:focus {
|
||
text-decoration: underline;
|
||
}
|
||
.leaflet-attribution-flag {
|
||
display: inline !important;
|
||
vertical-align: baseline !important;
|
||
width: 1em;
|
||
height: 0.6669em;
|
||
}
|
||
.leaflet-left .leaflet-control-scale {
|
||
margin-left: 5px;
|
||
}
|
||
.leaflet-bottom .leaflet-control-scale {
|
||
margin-bottom: 5px;
|
||
}
|
||
.leaflet-control-scale-line {
|
||
border: 2px solid #777;
|
||
border-top: none;
|
||
line-height: 1.1;
|
||
padding: 2px 5px 1px;
|
||
white-space: nowrap;
|
||
-moz-box-sizing: border-box;
|
||
box-sizing: border-box;
|
||
background: rgba(255, 255, 255, 0.8);
|
||
text-shadow: 1px 1px #fff;
|
||
}
|
||
.leaflet-control-scale-line:not(:first-child) {
|
||
border-top: 2px solid #777;
|
||
border-bottom: none;
|
||
margin-top: -2px;
|
||
}
|
||
.leaflet-control-scale-line:not(:first-child):not(:last-child) {
|
||
border-bottom: 2px solid #777;
|
||
}
|
||
|
||
.leaflet-touch .leaflet-control-attribution,
|
||
.leaflet-touch .leaflet-control-layers,
|
||
.leaflet-touch .leaflet-bar {
|
||
box-shadow: none;
|
||
}
|
||
.leaflet-touch .leaflet-control-layers,
|
||
.leaflet-touch .leaflet-bar {
|
||
border: 2px solid rgba(0,0,0,0.2);
|
||
background-clip: padding-box;
|
||
}
|
||
|
||
|
||
/* popup */
|
||
|
||
.leaflet-popup {
|
||
position: absolute;
|
||
text-align: center;
|
||
margin-bottom: 20px;
|
||
}
|
||
.leaflet-popup-content-wrapper {
|
||
padding: 1px;
|
||
text-align: left;
|
||
border-radius: 12px;
|
||
}
|
||
.leaflet-popup-content {
|
||
margin: 13px 24px 13px 20px;
|
||
line-height: 1.3;
|
||
font-size: 13px;
|
||
font-size: 1.08333em;
|
||
min-height: 1px;
|
||
}
|
||
.leaflet-popup-content p {
|
||
margin: 17px 0;
|
||
margin: 1.3em 0;
|
||
}
|
||
.leaflet-popup-tip-container {
|
||
width: 40px;
|
||
height: 20px;
|
||
position: absolute;
|
||
left: 50%;
|
||
margin-top: -1px;
|
||
margin-left: -20px;
|
||
overflow: hidden;
|
||
pointer-events: none;
|
||
}
|
||
.leaflet-popup-tip {
|
||
width: 17px;
|
||
height: 17px;
|
||
padding: 1px;
|
||
|
||
margin: -10px auto 0;
|
||
pointer-events: auto;
|
||
|
||
-webkit-transform: rotate(45deg);
|
||
-moz-transform: rotate(45deg);
|
||
-ms-transform: rotate(45deg);
|
||
transform: rotate(45deg);
|
||
}
|
||
.leaflet-popup-content-wrapper,
|
||
.leaflet-popup-tip {
|
||
background: white;
|
||
color: #333;
|
||
box-shadow: 0 3px 14px rgba(0,0,0,0.4);
|
||
}
|
||
.leaflet-container a.leaflet-popup-close-button {
|
||
position: absolute;
|
||
top: 0;
|
||
right: 0;
|
||
border: none;
|
||
text-align: center;
|
||
width: 24px;
|
||
height: 24px;
|
||
font: 16px/24px Tahoma, Verdana, sans-serif;
|
||
color: #757575;
|
||
text-decoration: none;
|
||
background: transparent;
|
||
}
|
||
.leaflet-container a.leaflet-popup-close-button:hover,
|
||
.leaflet-container a.leaflet-popup-close-button:focus {
|
||
color: #585858;
|
||
}
|
||
.leaflet-popup-scrolled {
|
||
overflow: auto;
|
||
}
|
||
|
||
.leaflet-oldie .leaflet-popup-content-wrapper {
|
||
-ms-zoom: 1;
|
||
}
|
||
.leaflet-oldie .leaflet-popup-tip {
|
||
width: 24px;
|
||
margin: 0 auto;
|
||
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.Matrix(M11=0.70710678, M12=0.70710678, M21=-0.70710678, M22=0.70710678)";
|
||
filter: progid:DXImageTransform.Microsoft.Matrix(M11=0.70710678, M12=0.70710678, M21=-0.70710678, M22=0.70710678);
|
||
}
|
||
|
||
.leaflet-oldie .leaflet-control-zoom,
|
||
.leaflet-oldie .leaflet-control-layers,
|
||
.leaflet-oldie .leaflet-popup-content-wrapper,
|
||
.leaflet-oldie .leaflet-popup-tip {
|
||
border: 1px solid #999;
|
||
}
|
||
|
||
|
||
/* div icon */
|
||
|
||
.leaflet-div-icon {
|
||
background: #fff;
|
||
border: 1px solid #666;
|
||
}
|
||
|
||
|
||
/* Tooltip */
|
||
/* Base styles for the element that has a tooltip */
|
||
.leaflet-tooltip {
|
||
position: absolute;
|
||
padding: 6px;
|
||
background-color: #fff;
|
||
border: 1px solid #fff;
|
||
border-radius: 3px;
|
||
color: #222;
|
||
white-space: nowrap;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
pointer-events: none;
|
||
box-shadow: 0 1px 3px rgba(0,0,0,0.4);
|
||
}
|
||
.leaflet-tooltip.leaflet-interactive {
|
||
cursor: pointer;
|
||
pointer-events: auto;
|
||
}
|
||
.leaflet-tooltip-top:before,
|
||
.leaflet-tooltip-bottom:before,
|
||
.leaflet-tooltip-left:before,
|
||
.leaflet-tooltip-right:before {
|
||
position: absolute;
|
||
pointer-events: none;
|
||
border: 6px solid transparent;
|
||
background: transparent;
|
||
content: "";
|
||
}
|
||
|
||
/* Directions */
|
||
|
||
.leaflet-tooltip-bottom {
|
||
margin-top: 6px;
|
||
}
|
||
.leaflet-tooltip-top {
|
||
margin-top: -6px;
|
||
}
|
||
.leaflet-tooltip-bottom:before,
|
||
.leaflet-tooltip-top:before {
|
||
left: 50%;
|
||
margin-left: -6px;
|
||
}
|
||
.leaflet-tooltip-top:before {
|
||
bottom: 0;
|
||
margin-bottom: -12px;
|
||
border-top-color: #fff;
|
||
}
|
||
.leaflet-tooltip-bottom:before {
|
||
top: 0;
|
||
margin-top: -12px;
|
||
margin-left: -6px;
|
||
border-bottom-color: #fff;
|
||
}
|
||
.leaflet-tooltip-left {
|
||
margin-left: -6px;
|
||
}
|
||
.leaflet-tooltip-right {
|
||
margin-left: 6px;
|
||
}
|
||
.leaflet-tooltip-left:before,
|
||
.leaflet-tooltip-right:before {
|
||
top: 50%;
|
||
margin-top: -6px;
|
||
}
|
||
.leaflet-tooltip-left:before {
|
||
right: 0;
|
||
margin-right: -12px;
|
||
border-left-color: #fff;
|
||
}
|
||
.leaflet-tooltip-right:before {
|
||
left: 0;
|
||
margin-left: -12px;
|
||
border-right-color: #fff;
|
||
}
|
||
|
||
/* Printing */
|
||
|
||
@media print {
|
||
/* Prevent printers from removing background-images of controls. */
|
||
.leaflet-control {
|
||
-webkit-print-color-adjust: exact;
|
||
print-color-adjust: exact;
|
||
}
|
||
}
|
||
</style>
|
||
<style>
|
||
*,*::before,*::after{box-sizing:border-box}
|
||
:root{
|
||
--bg:#0e1116; --panel:#151a21; --panel2:#1b222b; --line:#273140;
|
||
--ink:#e7ecf3; --ink2:#9dabba; --muted:#6c7a89; --accent:#5aa2f0;
|
||
--s1:#8a7a4a; --s2:#a8923f; --s3:#c9a92f; --s4:#e6c235; --s5:#ffd95e;
|
||
--danger:#e0603f; --good:#4bb37b;
|
||
}
|
||
html,body{height:100%;margin:0}
|
||
body{background:var(--bg);color:var(--ink);
|
||
font:14px/1.5 system-ui,-apple-system,"Segoe UI",Roboto,sans-serif;
|
||
display:flex;overflow:hidden}
|
||
button,input,select{font:inherit;color:inherit}
|
||
.mono{font-family:ui-monospace,SFMono-Regular,Menlo,Consolas,monospace}
|
||
|
||
/* ---------- barra lateral ---------- */
|
||
#side{width:328px;flex:0 0 328px;background:var(--panel);
|
||
border-right:1px solid var(--line);display:flex;flex-direction:column;height:100vh}
|
||
#side header{padding:16px 18px 12px;border-bottom:1px solid var(--line)}
|
||
#side h1{margin:0;font-size:15px;letter-spacing:.02em}
|
||
#side .sub{color:var(--muted);font-size:11.5px;margin-top:3px;display:flex;
|
||
justify-content:space-between;align-items:center;gap:8px}
|
||
#lang,#pais{width:auto;padding:2px 5px;font-size:11px;background:var(--panel2);
|
||
border:1px solid var(--line);border-radius:4px;color:var(--ink2);cursor:pointer}
|
||
/* El país manda sobre el idioma: se le da algo más de peso y el resto del
|
||
hueco, que "España · 355" no cabe en lo que ocupa un "ES". */
|
||
#pais{margin-left:auto;color:var(--ink);max-width:60%}
|
||
#side .sub #subtxt{flex:0 1 auto;overflow:hidden;text-overflow:ellipsis;
|
||
white-space:nowrap}
|
||
.filters{padding:14px 18px;display:flex;flex-direction:column;gap:13px;
|
||
border-bottom:1px solid var(--line)}
|
||
.f-row{display:flex;flex-direction:column;gap:6px}
|
||
.f-row label{font-size:10.5px;letter-spacing:.09em;text-transform:uppercase;
|
||
color:var(--muted);display:flex;justify-content:space-between;align-items:baseline}
|
||
.f-row label b{color:var(--ink2);font-weight:600;letter-spacing:0;text-transform:none;
|
||
font-size:11.5px}
|
||
input[type=range]{width:100%;accent-color:var(--accent);height:16px}
|
||
select{width:100%;background:var(--panel2);border:1px solid var(--line);
|
||
border-radius:4px;padding:5px 7px;font-size:12.5px}
|
||
.starbtns{display:flex;gap:4px}
|
||
.starbtns button{flex:1;background:var(--panel2);border:1px solid var(--line);
|
||
border-radius:4px;padding:5px 0;cursor:pointer;font-size:12px;color:var(--ink2)}
|
||
.starbtns button[aria-pressed=true]{background:var(--accent);border-color:var(--accent);
|
||
color:#08131f;font-weight:600}
|
||
.count{padding:9px 18px;font-size:11.5px;color:var(--muted);
|
||
border-bottom:1px solid var(--line);display:flex;justify-content:space-between}
|
||
#list{flex:1;overflow-y:auto}
|
||
.item{padding:9px 18px;border-bottom:1px solid rgba(39,49,64,.55);cursor:pointer;
|
||
display:flex;gap:10px;align-items:baseline}
|
||
.item:hover{background:var(--panel2)}
|
||
.item[aria-selected=true]{background:#1d2836;box-shadow:inset 3px 0 0 var(--accent)}
|
||
.item .st{font-size:11px;letter-spacing:-.5px;white-space:nowrap}
|
||
.item .nm{flex:1;min-width:0;overflow:hidden;text-overflow:ellipsis;white-space:nowrap;
|
||
font-size:12.5px}
|
||
.item .sc{font-size:11px;color:var(--muted)}
|
||
|
||
/* ---------- mapa ---------- */
|
||
#main{flex:1;position:relative;min-width:0}
|
||
/* width/height explícitos, no solo inset: canvas es un elemento reemplazado y
|
||
con width:auto el navegador usa su tamaño intrínseco (300x150) e ignora el
|
||
right/bottom del inset. */
|
||
#map{position:absolute;top:0;left:0;width:100%;height:100%;cursor:grab;display:block}
|
||
#map.drag{cursor:grabbing}
|
||
.toolbar{position:absolute;top:12px;left:12px;display:flex;gap:6px;flex-wrap:wrap;z-index:5}
|
||
.toolbar button{background:rgba(21,26,33,.93);border:1px solid var(--line);
|
||
border-radius:5px;padding:6px 11px;font-size:12px;cursor:pointer;color:var(--ink2)}
|
||
.toolbar button[aria-pressed=true]{background:var(--accent);border-color:var(--accent);
|
||
color:#08131f;font-weight:600}
|
||
/* Barra inferior: leyenda a la izquierda y, a su derecha, los enlaces a mapas
|
||
externos de la localización elegida. Antes había que abrir la ficha y bajar
|
||
hasta el final para encontrarlos. */
|
||
.bottombar{position:absolute;bottom:12px;left:12px;right:12px;z-index:5;
|
||
display:flex;gap:10px;align-items:center;justify-content:space-between;
|
||
flex-wrap:wrap;pointer-events:none}
|
||
.bottombar>*{pointer-events:auto}
|
||
.legend{background:rgba(21,26,33,.93);border:1px solid var(--line);
|
||
border-radius:5px;padding:9px 12px;font-size:11px;display:flex;gap:13px;
|
||
align-items:center}
|
||
.legend i{width:9px;height:9px;border-radius:50%;display:inline-block;margin-right:4px}
|
||
.maplinks{background:rgba(21,26,33,.93);border:1px solid var(--line);
|
||
border-radius:5px;padding:5px 6px;display:flex;gap:4px;align-items:center;
|
||
flex-wrap:wrap;max-width:100%}
|
||
.maplinks a{display:flex;flex-direction:column;gap:0;padding:5px 9px;
|
||
border-radius:4px;text-decoration:none;line-height:1.2;white-space:nowrap}
|
||
.maplinks a b{color:var(--accent);font-size:11.5px;font-weight:600}
|
||
.maplinks a span{color:var(--muted);font-size:9.5px}
|
||
.maplinks a:hover{background:#1d2836}
|
||
.ml-sel{padding:5px 10px 5px 6px;border-right:1px solid var(--line);
|
||
margin-right:3px;font-size:11px;color:var(--ink2);white-space:nowrap;
|
||
display:flex;flex-direction:column;line-height:1.25}
|
||
.ml-sel b{font-size:11.5px;color:var(--ink)}
|
||
.ml-hint{color:var(--muted);font-size:11px;padding:6px 9px}
|
||
|
||
/* ---------- mapa de cerca (Leaflet) ---------- */
|
||
#leaf{position:absolute;top:0;left:0;width:100%;height:100%;display:none;
|
||
background:#0a0d12;z-index:1}
|
||
body.cerca #map{display:none}
|
||
body.cerca #leaf{display:block}
|
||
body.cerca .legend{display:none}
|
||
/* los conmutadores del relieve solo tienen sentido en su propio modo */
|
||
body.cerca .only-esp{display:none}
|
||
#layers{position:absolute;top:52px;left:12px;z-index:6;width:186px;
|
||
background:rgba(21,26,33,.95);border:1px solid var(--line);border-radius:6px;
|
||
padding:9px 11px;display:none;flex-direction:column;gap:8px;font-size:12px}
|
||
body.cerca #layers{display:flex}
|
||
#layers .grp{display:flex;flex-direction:column;gap:4px}
|
||
#layers .ttl{font-size:9.5px;letter-spacing:.11em;text-transform:uppercase;
|
||
color:var(--muted)}
|
||
#layers label{display:flex;gap:7px;align-items:center;cursor:pointer;
|
||
color:var(--ink2);padding:1px 0}
|
||
#layers label:hover{color:var(--ink)}
|
||
#layers input{accent-color:var(--accent);margin:0}
|
||
/* Lo que solo existe en España (IGN, Catastro, MITECO, ortofoto del PNOA) */
|
||
body.noes .soloes{display:none}
|
||
#nosel{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);
|
||
color:var(--muted);font-size:13px;text-align:center;z-index:2;display:none}
|
||
body.cerca.sinsel #nosel{display:block}
|
||
.leaflet-container{background:#0a0d12;font:inherit}
|
||
.leaflet-control-attribution{background:rgba(21,26,33,.9)!important;
|
||
color:var(--muted)!important;font-size:10px!important}
|
||
.leaflet-control-attribution a{color:var(--accent)!important}
|
||
.leaflet-bar a{background:#1b222b;color:var(--ink);border-color:var(--line)}
|
||
.leaflet-bar a:hover{background:#273140;color:#fff}
|
||
.leaflet-control-scale-line{background:rgba(21,26,33,.85);color:var(--ink2);
|
||
border-color:var(--line)}
|
||
.btn-cerca{width:100%;margin-top:2px;background:var(--accent);border:0;
|
||
border-radius:4px;padding:8px 0;font-size:12.5px;font-weight:600;color:#08131f;
|
||
cursor:pointer}
|
||
.btn-cerca:hover{filter:brightness(1.08)}
|
||
|
||
/* ---------- detalle ---------- */
|
||
#detail{position:absolute;top:0;right:0;width:372px;height:100%;background:var(--panel);
|
||
border-left:1px solid var(--line);transform:translateX(100%);
|
||
transition:transform .18s ease;overflow-y:auto;z-index:10}
|
||
#detail.open{transform:none}
|
||
@media (prefers-reduced-motion:reduce){#detail{transition:none}}
|
||
.d-head{padding:15px 18px;border-bottom:1px solid var(--line);position:relative}
|
||
.d-head h2{margin:0 26px 0 0;font-size:16px}
|
||
.d-head .loc{color:var(--muted);font-size:12px;margin-top:2px}
|
||
.d-head .stars{font-size:16px;margin-top:7px;letter-spacing:1px}
|
||
.d-head .btn-cerca{margin-top:11px}
|
||
#close{position:absolute;top:13px;right:14px;background:none;border:0;
|
||
color:var(--muted);font-size:20px;cursor:pointer;line-height:1;padding:2px 5px}
|
||
#close:hover{color:var(--ink)}
|
||
.tabs{display:flex;border-bottom:1px solid var(--line);background:var(--panel2)}
|
||
.tabs button{flex:1;background:none;border:0;padding:8px 0;font-size:11.5px;
|
||
color:var(--muted);cursor:pointer;border-bottom:2px solid transparent}
|
||
.tabs button[aria-pressed=true]{color:var(--ink);border-bottom-color:var(--accent)}
|
||
.tabs button:hover{color:var(--ink2)}
|
||
#ortho{display:block;width:100%;height:246px;object-fit:cover;background:#0a0d12;
|
||
border-bottom:1px solid var(--line);cursor:zoom-in}
|
||
#tcanvas{display:none;width:100%;height:246px;background:#0a0d12;cursor:grab;
|
||
border-bottom:1px solid var(--line)}
|
||
#tcanvas.drag{cursor:grabbing}
|
||
#detail.t3d #ortho{display:none}
|
||
#detail.t3d #tcanvas{display:block}
|
||
.tlabel{padding:6px 18px;font-size:10.5px;color:var(--muted);
|
||
border-bottom:1px solid var(--line);display:flex;justify-content:space-between}
|
||
.crits{padding:14px 18px;display:flex;flex-direction:column;gap:9px;
|
||
border-bottom:1px solid var(--line)}
|
||
.crit{display:grid;grid-template-columns:74px 1fr 30px;gap:9px;align-items:center;
|
||
font-size:11.5px}
|
||
.crit .bar{height:6px;background:var(--panel2);border-radius:3px;overflow:hidden}
|
||
.crit .bar i{display:block;height:100%;background:var(--accent);border-radius:3px}
|
||
.crit .v{text-align:right;color:var(--ink2);font-size:11px}
|
||
.facts{padding:14px 18px;display:flex;flex-direction:column;gap:0;
|
||
border-bottom:1px solid var(--line)}
|
||
.fact{display:flex;justify-content:space-between;gap:10px;padding:4px 0;font-size:12px;
|
||
border-bottom:1px solid rgba(39,49,64,.45)}
|
||
.fact:last-child{border-bottom:0}
|
||
.fact span{color:var(--muted)}
|
||
.fact b{font-weight:500}
|
||
.warn{margin:14px 18px;padding:10px 12px;border-left:3px solid var(--danger);
|
||
background:rgba(224,96,63,.09);font-size:11.5px;color:var(--ink2)}
|
||
.links{padding:12px 18px 24px;display:grid;grid-template-columns:1fr 1fr;gap:7px}
|
||
.links a{background:var(--panel2);border:1px solid var(--line);border-radius:5px;
|
||
padding:9px 11px;font-size:12.5px;text-decoration:none;color:var(--ink2);
|
||
display:flex;flex-direction:column;gap:1px;line-height:1.25}
|
||
.links a b{color:var(--accent);font-weight:600;font-size:12.5px}
|
||
.links a span{font-size:10.5px;color:var(--muted)}
|
||
.links a:hover{border-color:var(--accent);background:#1d2836}
|
||
.links-ttl{padding:2px 18px 0;font-size:9.5px;letter-spacing:.11em;
|
||
text-transform:uppercase;color:var(--muted)}
|
||
:focus-visible{outline:2px solid var(--accent);outline-offset:2px}
|
||
|
||
/* ---------- móvil y pantallas estrechas ---------- */
|
||
/* El mapa arriba y los controles debajo: en vertical la barra lateral fija de
|
||
328 px no cabe, y el panel de detalle tiene que poder ocupar la pantalla. */
|
||
@media (max-width:860px){
|
||
body{flex-direction:column}
|
||
#side{width:100%;flex:0 0 auto;height:auto;max-height:46vh;order:2;
|
||
border-right:0;border-top:1px solid var(--line)}
|
||
#main{order:1;flex:1 1 auto;min-height:54vh}
|
||
.filters{display:grid;grid-template-columns:1fr 1fr;gap:11px 14px;padding:12px 14px}
|
||
.filters .f-row:first-child,.filters .f-row:nth-child(2){grid-column:1/-1}
|
||
#side header{padding:11px 14px 9px}
|
||
#side h1{font-size:14px}
|
||
.count,.item{padding-left:14px;padding-right:14px}
|
||
/* a pantalla completa: dentro de #main solo tendría el 54% del alto */
|
||
#detail{position:fixed;inset:0;width:100%;height:100dvh;border-left:0;z-index:50}
|
||
#ortho,#tcanvas{height:38vh;max-height:300px}
|
||
.toolbar{gap:5px;max-width:calc(100% - 24px)}
|
||
.toolbar button{padding:5px 9px;font-size:11.5px}
|
||
#layers{top:auto;bottom:12px;left:12px;width:170px}
|
||
.hint{display:none}
|
||
.legend{font-size:10px;padding:7px 9px;gap:9px}
|
||
}
|
||
@media (max-width:520px){
|
||
.filters{grid-template-columns:1fr}
|
||
.filters .f-row:first-child,.filters .f-row:nth-child(2){grid-column:auto}
|
||
.links{grid-template-columns:1fr}
|
||
#side{max-height:42vh}
|
||
}
|
||
</style>
|
||
</head>
|
||
<body>
|
||
|
||
<aside id="side">
|
||
<header>
|
||
<h1 data-i18n="title">Localizaciones</h1>
|
||
<div class="sub"><span id="subtxt"></span>
|
||
<select id="pais" aria-label="País">
|
||
<option value="../de/visor.html">Alemania · 1</option>
|
||
<option value="../dz/visor.html">Argelia · 1959</option>
|
||
<option value="visor.html" selected>Austria · 2</option>
|
||
<option value="../cz/visor.html">Chequia · 4</option>
|
||
<option value="../hr/visor.html">Croacia · 46</option>
|
||
<option value="../eg/visor.html">Egipto · 753</option>
|
||
<option value="../visor.html">España · 355</option>
|
||
<option value="../fi/visor.html">Finlandia · 121</option>
|
||
<option value="../fr/visor.html">Francia · 16</option>
|
||
<option value="../gr/visor.html">Grecia · 155</option>
|
||
<option value="../ie/visor.html">Irlanda · 12</option>
|
||
<option value="../is/visor.html">Islandia · 143</option>
|
||
<option value="../it/visor.html">Italia · 46</option>
|
||
<option value="../ly/visor.html">Libia · 1246</option>
|
||
<option value="../ma/visor.html">Marruecos · 640</option>
|
||
<option value="../mr/visor.html">Mauritania · 674</option>
|
||
<option value="../no/visor.html">Noruega · 142</option>
|
||
<option value="../pl/visor.html">Polonia · 2</option>
|
||
<option value="../pt/visor.html">Portugal · 16</option>
|
||
<option value="../gb/visor.html">Reino Unido · 88</option>
|
||
<option value="../ro/visor.html">Rumanía · 274</option>
|
||
<option value="../se/visor.html">Suecia · 429</option>
|
||
<option value="../tn/visor.html">Túnez · 213</option>
|
||
<option disabled>──────────</option>
|
||
<option disabled>Andorra · sin calcular</option>
|
||
<option disabled>Bélgica · sin calcular</option>
|
||
<option disabled>Países Bajos · sin calcular</option>
|
||
<option disabled>Suiza · sin calcular</option></select>
|
||
<select id="lang" aria-label="Idioma"><option value="es">ES</option>
|
||
<option value="en">EN</option><option value="fr">FR</option>
|
||
<option value="pt">PT</option></select></div>
|
||
</header>
|
||
|
||
<div class="filters">
|
||
<div class="f-row">
|
||
<label data-i18n="minstars">Estrellas mínimas</label>
|
||
<div class="starbtns" id="starf">
|
||
<button data-s="1" aria-pressed="true">1+</button>
|
||
<button data-s="2" aria-pressed="false">2+</button>
|
||
<button data-s="3" aria-pressed="false">3+</button>
|
||
<button data-s="4" aria-pressed="false">4+</button>
|
||
<button data-s="5" aria-pressed="false">5</button>
|
||
</div>
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="reg" data-i18n="region">Comunidad</label>
|
||
<select id="reg"><option value="" data-i18n="all">todas</option></select>
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="fson"><span data-i18n="fsound">Aislamiento sonoro mínimo</span> <b id="vson">0</b></label>
|
||
<input type="range" id="fson" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="fagu"><span data-i18n="fwater">Agua cerca mínimo</span> <b id="vagu">0</b></label>
|
||
<input type="range" id="fagu" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="farb"><span data-i18n="ftrees">Arbolado mínimo</span> <b id="varb">0</b></label>
|
||
<input type="range" id="farb" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="facc"><span data-i18n="faccess">Acceso mínimo</span> <b id="vacc">0</b></label>
|
||
<input type="range" id="facc" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
</div>
|
||
|
||
<div class="count"><span id="cnt">—</span><span id="cnt2"></span></div>
|
||
<div id="list"></div>
|
||
</aside>
|
||
|
||
<div id="main">
|
||
<canvas id="map"></canvas>
|
||
<div id="leaf"></div>
|
||
<div id="nosel" data-i18n="nosel">Elige una localización en la lista para verla de cerca</div>
|
||
|
||
<div class="toolbar">
|
||
<button id="bEsp" aria-pressed="true" data-i18n="mrelief">Relieve</button>
|
||
<button id="bMapa" aria-pressed="false" data-i18n="mmap">Mapa</button>
|
||
<button id="bCerca" aria-pressed="false" data-i18n="mclose">Ver de cerca</button>
|
||
<span style="width:9px"></span>
|
||
<button id="bRel" aria-pressed="true" class="only-esp" data-i18n="lshade">Sombreado</button>
|
||
<button id="bIso" aria-pressed="false" class="only-esp" data-i18n="liso">Aislamiento</button>
|
||
<button id="bProt" aria-pressed="true" class="only-esp" data-i18n="lprot">Protegidos</button>
|
||
<button id="bFit" class="only-esp" data-i18n="lfit">Encajar</button>
|
||
</div>
|
||
|
||
<div id="layers">
|
||
<div class="grp">
|
||
<span class="ttl" data-i18n="base">Fondo</span>
|
||
<label class="soloes"><input type="radio" name="base" value="pnoa" checked> <span data-i18n="bsat">Satélite (PNOA)</span></label>
|
||
<label class="soloes"><input type="radio" name="base" value="mtn"> <span data-i18n="btopo">Topográfico (MTN)</span></label>
|
||
<label><input type="radio" name="base" value="osm"> <span data-i18n="bosm">OpenStreetMap</span></label>
|
||
</div>
|
||
<div class="grp">
|
||
<span class="ttl" data-i18n="over">Encima</span>
|
||
<label class="soloes"><input type="checkbox" id="ovCat"> <span data-i18n="ocad">Parcelas del catastro</span></label>
|
||
<label class="soloes"><input type="checkbox" id="ovN2k" checked> <span data-i18n="on2k">Red Natura 2000</span></label>
|
||
<label class="soloes"><input type="checkbox" id="ovEnp" checked> <span data-i18n="oenp">Espacios protegidos</span></label>
|
||
<label><input type="checkbox" id="ovPts" checked> <span data-i18n="opts">Otras localizaciones</span></label>
|
||
</div>
|
||
</div>
|
||
<div class="bottombar">
|
||
<div class="legend" id="legend"></div>
|
||
<div class="maplinks" id="mapLinks"></div>
|
||
</div>
|
||
|
||
<aside id="detail">
|
||
<div class="d-head">
|
||
<button id="close" aria-label="Cerrar">×</button>
|
||
<h2 id="dName">—</h2>
|
||
<div class="loc" id="dLoc"></div>
|
||
<div class="stars" id="dStars"></div>
|
||
<button class="btn-cerca" id="bVerCercaTop" data-i18n="seeclose">Ver de cerca en el mapa</button>
|
||
</div>
|
||
<div class="tabs">
|
||
<button id="tabSat" class="soloes" aria-pressed="true" data-i18n="tabaer">Vista aérea</button>
|
||
<button id="tab3d" aria-pressed="false" data-i18n="tab3d">Relieve 3D</button>
|
||
</div>
|
||
<img id="ortho" alt="Vista aérea de la localización" src="">
|
||
<canvas id="tcanvas"></canvas>
|
||
<div class="tlabel"><span id="tHint">ortofoto PNOA · 640 m de lado · pulsa para ampliar</span>
|
||
<span id="tRange"></span></div>
|
||
<div class="crits" id="dCrits"></div>
|
||
<div class="facts" id="dFacts"></div>
|
||
<div id="dWarn"></div>
|
||
<div style="padding:0 18px">
|
||
<button class="btn-cerca" id="bVerCerca" data-i18n="seeclose">Ver de cerca en el mapa</button>
|
||
</div>
|
||
</aside>
|
||
</div>
|
||
|
||
<script>/* @preserve
|
||
* Leaflet 1.9.4, a JS library for interactive maps. https://leafletjs.com
|
||
* (c) 2010-2023 Vladimir Agafonkin, (c) 2010-2011 CloudMade
|
||
*/
|
||
!function(t,e){"object"==typeof exports&&"undefined"!=typeof module?e(exports):"function"==typeof define&&define.amd?define(["exports"],e):e((t="undefined"!=typeof globalThis?globalThis:t||self).leaflet={})}(this,function(t){"use strict";function l(t){for(var e,i,n=1,o=arguments.length;n<o;n++)for(e in i=arguments[n])t[e]=i[e];return t}var R=Object.create||function(t){return N.prototype=t,new N};function N(){}function a(t,e){var i,n=Array.prototype.slice;return t.bind?t.bind.apply(t,n.call(arguments,1)):(i=n.call(arguments,2),function(){return t.apply(e,i.length?i.concat(n.call(arguments)):arguments)})}var D=0;function h(t){return"_leaflet_id"in t||(t._leaflet_id=++D),t._leaflet_id}function j(t,e,i){var n,o,s=function(){n=!1,o&&(r.apply(i,o),o=!1)},r=function(){n?o=arguments:(t.apply(i,arguments),setTimeout(s,e),n=!0)};return r}function H(t,e,i){var n=e[1],e=e[0],o=n-e;return t===n&&i?t:((t-e)%o+o)%o+e}function u(){return!1}function i(t,e){return!1===e?t:(e=Math.pow(10,void 0===e?6:e),Math.round(t*e)/e)}function W(t){return t.trim?t.trim():t.replace(/^\s+|\s+$/g,"")}function F(t){return W(t).split(/\s+/)}function c(t,e){for(var i in Object.prototype.hasOwnProperty.call(t,"options")||(t.options=t.options?R(t.options):{}),e)t.options[i]=e[i];return t.options}function U(t,e,i){var n,o=[];for(n in t)o.push(encodeURIComponent(i?n.toUpperCase():n)+"="+encodeURIComponent(t[n]));return(e&&-1!==e.indexOf("?")?"&":"?")+o.join("&")}var V=/\{ *([\w_ -]+) *\}/g;function q(t,i){return t.replace(V,function(t,e){e=i[e];if(void 0===e)throw new Error("No value provided for variable "+t);return e="function"==typeof e?e(i):e})}var d=Array.isArray||function(t){return"[object Array]"===Object.prototype.toString.call(t)};function G(t,e){for(var i=0;i<t.length;i++)if(t[i]===e)return i;return-1}var K="data:image/gif;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs=";function Y(t){return window["webkit"+t]||window["moz"+t]||window["ms"+t]}var X=0;function J(t){var e=+new Date,i=Math.max(0,16-(e-X));return X=e+i,window.setTimeout(t,i)}var $=window.requestAnimationFrame||Y("RequestAnimationFrame")||J,Q=window.cancelAnimationFrame||Y("CancelAnimationFrame")||Y("CancelRequestAnimationFrame")||function(t){window.clearTimeout(t)};function x(t,e,i){if(!i||$!==J)return $.call(window,a(t,e));t.call(e)}function r(t){t&&Q.call(window,t)}var tt={__proto__:null,extend:l,create:R,bind:a,get lastId(){return D},stamp:h,throttle:j,wrapNum:H,falseFn:u,formatNum:i,trim:W,splitWords:F,setOptions:c,getParamString:U,template:q,isArray:d,indexOf:G,emptyImageUrl:K,requestFn:$,cancelFn:Q,requestAnimFrame:x,cancelAnimFrame:r};function et(){}et.extend=function(t){function e(){c(this),this.initialize&&this.initialize.apply(this,arguments),this.callInitHooks()}var i,n=e.__super__=this.prototype,o=R(n);for(i in(o.constructor=e).prototype=o,this)Object.prototype.hasOwnProperty.call(this,i)&&"prototype"!==i&&"__super__"!==i&&(e[i]=this[i]);if(t.statics&&l(e,t.statics),t.includes){var s=t.includes;if("undefined"!=typeof L&&L&&L.Mixin){s=d(s)?s:[s];for(var r=0;r<s.length;r++)s[r]===L.Mixin.Events&&console.warn("Deprecated include of L.Mixin.Events: this property will be removed in future releases, please inherit from L.Evented instead.",(new Error).stack)}l.apply(null,[o].concat(t.includes))}return l(o,t),delete o.statics,delete o.includes,o.options&&(o.options=n.options?R(n.options):{},l(o.options,t.options)),o._initHooks=[],o.callInitHooks=function(){if(!this._initHooksCalled){n.callInitHooks&&n.callInitHooks.call(this),this._initHooksCalled=!0;for(var t=0,e=o._initHooks.length;t<e;t++)o._initHooks[t].call(this)}},e},et.include=function(t){var e=this.prototype.options;return l(this.prototype,t),t.options&&(this.prototype.options=e,this.mergeOptions(t.options)),this},et.mergeOptions=function(t){return l(this.prototype.options,t),this},et.addInitHook=function(t){var e=Array.prototype.slice.call(arguments,1),i="function"==typeof t?t:function(){this[t].apply(this,e)};return this.prototype._initHooks=this.prototype._initHooks||[],this.prototype._initHooks.push(i),this};var e={on:function(t,e,i){if("object"==typeof t)for(var n in t)this._on(n,t[n],e);else for(var o=0,s=(t=F(t)).length;o<s;o++)this._on(t[o],e,i);return this},off:function(t,e,i){if(arguments.length)if("object"==typeof t)for(var n in t)this._off(n,t[n],e);else{t=F(t);for(var o=1===arguments.length,s=0,r=t.length;s<r;s++)o?this._off(t[s]):this._off(t[s],e,i)}else delete this._events;return this},_on:function(t,e,i,n){"function"!=typeof e?console.warn("wrong listener type: "+typeof e):!1===this._listens(t,e,i)&&(e={fn:e,ctx:i=i===this?void 0:i},n&&(e.once=!0),this._events=this._events||{},this._events[t]=this._events[t]||[],this._events[t].push(e))},_off:function(t,e,i){var n,o,s;if(this._events&&(n=this._events[t]))if(1===arguments.length){if(this._firingCount)for(o=0,s=n.length;o<s;o++)n[o].fn=u;delete this._events[t]}else"function"!=typeof e?console.warn("wrong listener type: "+typeof e):!1!==(e=this._listens(t,e,i))&&(i=n[e],this._firingCount&&(i.fn=u,this._events[t]=n=n.slice()),n.splice(e,1))},fire:function(t,e,i){if(this.listens(t,i)){var n=l({},e,{type:t,target:this,sourceTarget:e&&e.sourceTarget||this});if(this._events){var o=this._events[t];if(o){this._firingCount=this._firingCount+1||1;for(var s=0,r=o.length;s<r;s++){var a=o[s],h=a.fn;a.once&&this.off(t,h,a.ctx),h.call(a.ctx||this,n)}this._firingCount--}}i&&this._propagateEvent(n)}return this},listens:function(t,e,i,n){"string"!=typeof t&&console.warn('"string" type argument expected');var o=e,s=("function"!=typeof e&&(n=!!e,i=o=void 0),this._events&&this._events[t]);if(s&&s.length&&!1!==this._listens(t,o,i))return!0;if(n)for(var r in this._eventParents)if(this._eventParents[r].listens(t,e,i,n))return!0;return!1},_listens:function(t,e,i){if(this._events){var n=this._events[t]||[];if(!e)return!!n.length;i===this&&(i=void 0);for(var o=0,s=n.length;o<s;o++)if(n[o].fn===e&&n[o].ctx===i)return o}return!1},once:function(t,e,i){if("object"==typeof t)for(var n in t)this._on(n,t[n],e,!0);else for(var o=0,s=(t=F(t)).length;o<s;o++)this._on(t[o],e,i,!0);return this},addEventParent:function(t){return this._eventParents=this._eventParents||{},this._eventParents[h(t)]=t,this},removeEventParent:function(t){return this._eventParents&&delete this._eventParents[h(t)],this},_propagateEvent:function(t){for(var e in this._eventParents)this._eventParents[e].fire(t.type,l({layer:t.target,propagatedFrom:t.target},t),!0)}},it=(e.addEventListener=e.on,e.removeEventListener=e.clearAllEventListeners=e.off,e.addOneTimeEventListener=e.once,e.fireEvent=e.fire,e.hasEventListeners=e.listens,et.extend(e));function p(t,e,i){this.x=i?Math.round(t):t,this.y=i?Math.round(e):e}var nt=Math.trunc||function(t){return 0<t?Math.floor(t):Math.ceil(t)};function m(t,e,i){return t instanceof p?t:d(t)?new p(t[0],t[1]):null==t?t:"object"==typeof t&&"x"in t&&"y"in t?new p(t.x,t.y):new p(t,e,i)}function f(t,e){if(t)for(var i=e?[t,e]:t,n=0,o=i.length;n<o;n++)this.extend(i[n])}function _(t,e){return!t||t instanceof f?t:new f(t,e)}function s(t,e){if(t)for(var i=e?[t,e]:t,n=0,o=i.length;n<o;n++)this.extend(i[n])}function g(t,e){return t instanceof s?t:new s(t,e)}function v(t,e,i){if(isNaN(t)||isNaN(e))throw new Error("Invalid LatLng object: ("+t+", "+e+")");this.lat=+t,this.lng=+e,void 0!==i&&(this.alt=+i)}function w(t,e,i){return t instanceof v?t:d(t)&&"object"!=typeof t[0]?3===t.length?new v(t[0],t[1],t[2]):2===t.length?new v(t[0],t[1]):null:null==t?t:"object"==typeof t&&"lat"in t?new v(t.lat,"lng"in t?t.lng:t.lon,t.alt):void 0===e?null:new v(t,e,i)}p.prototype={clone:function(){return new p(this.x,this.y)},add:function(t){return this.clone()._add(m(t))},_add:function(t){return this.x+=t.x,this.y+=t.y,this},subtract:function(t){return this.clone()._subtract(m(t))},_subtract:function(t){return this.x-=t.x,this.y-=t.y,this},divideBy:function(t){return this.clone()._divideBy(t)},_divideBy:function(t){return this.x/=t,this.y/=t,this},multiplyBy:function(t){return this.clone()._multiplyBy(t)},_multiplyBy:function(t){return this.x*=t,this.y*=t,this},scaleBy:function(t){return new p(this.x*t.x,this.y*t.y)},unscaleBy:function(t){return new p(this.x/t.x,this.y/t.y)},round:function(){return this.clone()._round()},_round:function(){return this.x=Math.round(this.x),this.y=Math.round(this.y),this},floor:function(){return this.clone()._floor()},_floor:function(){return this.x=Math.floor(this.x),this.y=Math.floor(this.y),this},ceil:function(){return this.clone()._ceil()},_ceil:function(){return this.x=Math.ceil(this.x),this.y=Math.ceil(this.y),this},trunc:function(){return this.clone()._trunc()},_trunc:function(){return this.x=nt(this.x),this.y=nt(this.y),this},distanceTo:function(t){var e=(t=m(t)).x-this.x,t=t.y-this.y;return Math.sqrt(e*e+t*t)},equals:function(t){return(t=m(t)).x===this.x&&t.y===this.y},contains:function(t){return t=m(t),Math.abs(t.x)<=Math.abs(this.x)&&Math.abs(t.y)<=Math.abs(this.y)},toString:function(){return"Point("+i(this.x)+", "+i(this.y)+")"}},f.prototype={extend:function(t){var e,i;if(t){if(t instanceof p||"number"==typeof t[0]||"x"in t)e=i=m(t);else if(e=(t=_(t)).min,i=t.max,!e||!i)return this;this.min||this.max?(this.min.x=Math.min(e.x,this.min.x),this.max.x=Math.max(i.x,this.max.x),this.min.y=Math.min(e.y,this.min.y),this.max.y=Math.max(i.y,this.max.y)):(this.min=e.clone(),this.max=i.clone())}return this},getCenter:function(t){return m((this.min.x+this.max.x)/2,(this.min.y+this.max.y)/2,t)},getBottomLeft:function(){return m(this.min.x,this.max.y)},getTopRight:function(){return m(this.max.x,this.min.y)},getTopLeft:function(){return this.min},getBottomRight:function(){return this.max},getSize:function(){return this.max.subtract(this.min)},contains:function(t){var e,i;return(t=("number"==typeof t[0]||t instanceof p?m:_)(t))instanceof f?(e=t.min,i=t.max):e=i=t,e.x>=this.min.x&&i.x<=this.max.x&&e.y>=this.min.y&&i.y<=this.max.y},intersects:function(t){t=_(t);var e=this.min,i=this.max,n=t.min,t=t.max,o=t.x>=e.x&&n.x<=i.x,t=t.y>=e.y&&n.y<=i.y;return o&&t},overlaps:function(t){t=_(t);var e=this.min,i=this.max,n=t.min,t=t.max,o=t.x>e.x&&n.x<i.x,t=t.y>e.y&&n.y<i.y;return o&&t},isValid:function(){return!(!this.min||!this.max)},pad:function(t){var e=this.min,i=this.max,n=Math.abs(e.x-i.x)*t,t=Math.abs(e.y-i.y)*t;return _(m(e.x-n,e.y-t),m(i.x+n,i.y+t))},equals:function(t){return!!t&&(t=_(t),this.min.equals(t.getTopLeft())&&this.max.equals(t.getBottomRight()))}},s.prototype={extend:function(t){var e,i,n=this._southWest,o=this._northEast;if(t instanceof v)i=e=t;else{if(!(t instanceof s))return t?this.extend(w(t)||g(t)):this;if(e=t._southWest,i=t._northEast,!e||!i)return this}return n||o?(n.lat=Math.min(e.lat,n.lat),n.lng=Math.min(e.lng,n.lng),o.lat=Math.max(i.lat,o.lat),o.lng=Math.max(i.lng,o.lng)):(this._southWest=new v(e.lat,e.lng),this._northEast=new v(i.lat,i.lng)),this},pad:function(t){var e=this._southWest,i=this._northEast,n=Math.abs(e.lat-i.lat)*t,t=Math.abs(e.lng-i.lng)*t;return new s(new v(e.lat-n,e.lng-t),new v(i.lat+n,i.lng+t))},getCenter:function(){return new v((this._southWest.lat+this._northEast.lat)/2,(this._southWest.lng+this._northEast.lng)/2)},getSouthWest:function(){return this._southWest},getNorthEast:function(){return this._northEast},getNorthWest:function(){return new v(this.getNorth(),this.getWest())},getSouthEast:function(){return new v(this.getSouth(),this.getEast())},getWest:function(){return this._southWest.lng},getSouth:function(){return this._southWest.lat},getEast:function(){return this._northEast.lng},getNorth:function(){return this._northEast.lat},contains:function(t){t=("number"==typeof t[0]||t instanceof v||"lat"in t?w:g)(t);var e,i,n=this._southWest,o=this._northEast;return t instanceof s?(e=t.getSouthWest(),i=t.getNorthEast()):e=i=t,e.lat>=n.lat&&i.lat<=o.lat&&e.lng>=n.lng&&i.lng<=o.lng},intersects:function(t){t=g(t);var e=this._southWest,i=this._northEast,n=t.getSouthWest(),t=t.getNorthEast(),o=t.lat>=e.lat&&n.lat<=i.lat,t=t.lng>=e.lng&&n.lng<=i.lng;return o&&t},overlaps:function(t){t=g(t);var e=this._southWest,i=this._northEast,n=t.getSouthWest(),t=t.getNorthEast(),o=t.lat>e.lat&&n.lat<i.lat,t=t.lng>e.lng&&n.lng<i.lng;return o&&t},toBBoxString:function(){return[this.getWest(),this.getSouth(),this.getEast(),this.getNorth()].join(",")},equals:function(t,e){return!!t&&(t=g(t),this._southWest.equals(t.getSouthWest(),e)&&this._northEast.equals(t.getNorthEast(),e))},isValid:function(){return!(!this._southWest||!this._northEast)}};var ot={latLngToPoint:function(t,e){t=this.projection.project(t),e=this.scale(e);return this.transformation._transform(t,e)},pointToLatLng:function(t,e){e=this.scale(e),t=this.transformation.untransform(t,e);return this.projection.unproject(t)},project:function(t){return this.projection.project(t)},unproject:function(t){return this.projection.unproject(t)},scale:function(t){return 256*Math.pow(2,t)},zoom:function(t){return Math.log(t/256)/Math.LN2},getProjectedBounds:function(t){var e;return this.infinite?null:(e=this.projection.bounds,t=this.scale(t),new f(this.transformation.transform(e.min,t),this.transformation.transform(e.max,t)))},infinite:!(v.prototype={equals:function(t,e){return!!t&&(t=w(t),Math.max(Math.abs(this.lat-t.lat),Math.abs(this.lng-t.lng))<=(void 0===e?1e-9:e))},toString:function(t){return"LatLng("+i(this.lat,t)+", "+i(this.lng,t)+")"},distanceTo:function(t){return st.distance(this,w(t))},wrap:function(){return st.wrapLatLng(this)},toBounds:function(t){var t=180*t/40075017,e=t/Math.cos(Math.PI/180*this.lat);return g([this.lat-t,this.lng-e],[this.lat+t,this.lng+e])},clone:function(){return new v(this.lat,this.lng,this.alt)}}),wrapLatLng:function(t){var e=this.wrapLng?H(t.lng,this.wrapLng,!0):t.lng;return new v(this.wrapLat?H(t.lat,this.wrapLat,!0):t.lat,e,t.alt)},wrapLatLngBounds:function(t){var e=t.getCenter(),i=this.wrapLatLng(e),n=e.lat-i.lat,e=e.lng-i.lng;return 0==n&&0==e?t:(i=t.getSouthWest(),t=t.getNorthEast(),new s(new v(i.lat-n,i.lng-e),new v(t.lat-n,t.lng-e)))}},st=l({},ot,{wrapLng:[-180,180],R:6371e3,distance:function(t,e){var i=Math.PI/180,n=t.lat*i,o=e.lat*i,s=Math.sin((e.lat-t.lat)*i/2),e=Math.sin((e.lng-t.lng)*i/2),t=s*s+Math.cos(n)*Math.cos(o)*e*e,i=2*Math.atan2(Math.sqrt(t),Math.sqrt(1-t));return this.R*i}}),rt=6378137,rt={R:rt,MAX_LATITUDE:85.0511287798,project:function(t){var e=Math.PI/180,i=this.MAX_LATITUDE,i=Math.max(Math.min(i,t.lat),-i),i=Math.sin(i*e);return new p(this.R*t.lng*e,this.R*Math.log((1+i)/(1-i))/2)},unproject:function(t){var e=180/Math.PI;return new v((2*Math.atan(Math.exp(t.y/this.R))-Math.PI/2)*e,t.x*e/this.R)},bounds:new f([-(rt=rt*Math.PI),-rt],[rt,rt])};function at(t,e,i,n){d(t)?(this._a=t[0],this._b=t[1],this._c=t[2],this._d=t[3]):(this._a=t,this._b=e,this._c=i,this._d=n)}function ht(t,e,i,n){return new at(t,e,i,n)}at.prototype={transform:function(t,e){return this._transform(t.clone(),e)},_transform:function(t,e){return t.x=(e=e||1)*(this._a*t.x+this._b),t.y=e*(this._c*t.y+this._d),t},untransform:function(t,e){return new p((t.x/(e=e||1)-this._b)/this._a,(t.y/e-this._d)/this._c)}};var lt=l({},st,{code:"EPSG:3857",projection:rt,transformation:ht(lt=.5/(Math.PI*rt.R),.5,-lt,.5)}),ut=l({},lt,{code:"EPSG:900913"});function ct(t){return document.createElementNS("http://www.w3.org/2000/svg",t)}function dt(t,e){for(var i,n,o,s,r="",a=0,h=t.length;a<h;a++){for(i=0,n=(o=t[a]).length;i<n;i++)r+=(i?"L":"M")+(s=o[i]).x+" "+s.y;r+=e?b.svg?"z":"x":""}return r||"M0 0"}var _t=document.documentElement.style,pt="ActiveXObject"in window,mt=pt&&!document.addEventListener,n="msLaunchUri"in navigator&&!("documentMode"in document),ft=y("webkit"),gt=y("android"),vt=y("android 2")||y("android 3"),yt=parseInt(/WebKit\/([0-9]+)|$/.exec(navigator.userAgent)[1],10),yt=gt&&y("Google")&&yt<537&&!("AudioNode"in window),xt=!!window.opera,wt=!n&&y("chrome"),bt=y("gecko")&&!ft&&!xt&&!pt,Pt=!wt&&y("safari"),Lt=y("phantom"),o="OTransition"in _t,Tt=0===navigator.platform.indexOf("Win"),Mt=pt&&"transition"in _t,zt="WebKitCSSMatrix"in window&&"m11"in new window.WebKitCSSMatrix&&!vt,_t="MozPerspective"in _t,Ct=!window.L_DISABLE_3D&&(Mt||zt||_t)&&!o&&!Lt,Zt="undefined"!=typeof orientation||y("mobile"),St=Zt&&ft,Et=Zt&&zt,kt=!window.PointerEvent&&window.MSPointerEvent,Ot=!(!window.PointerEvent&&!kt),At="ontouchstart"in window||!!window.TouchEvent,Bt=!window.L_NO_TOUCH&&(At||Ot),It=Zt&&xt,Rt=Zt&&bt,Nt=1<(window.devicePixelRatio||window.screen.deviceXDPI/window.screen.logicalXDPI),Dt=function(){var t=!1;try{var e=Object.defineProperty({},"passive",{get:function(){t=!0}});window.addEventListener("testPassiveEventSupport",u,e),window.removeEventListener("testPassiveEventSupport",u,e)}catch(t){}return t}(),jt=!!document.createElement("canvas").getContext,Ht=!(!document.createElementNS||!ct("svg").createSVGRect),Wt=!!Ht&&((Wt=document.createElement("div")).innerHTML="<svg/>","http://www.w3.org/2000/svg"===(Wt.firstChild&&Wt.firstChild.namespaceURI));function y(t){return 0<=navigator.userAgent.toLowerCase().indexOf(t)}var b={ie:pt,ielt9:mt,edge:n,webkit:ft,android:gt,android23:vt,androidStock:yt,opera:xt,chrome:wt,gecko:bt,safari:Pt,phantom:Lt,opera12:o,win:Tt,ie3d:Mt,webkit3d:zt,gecko3d:_t,any3d:Ct,mobile:Zt,mobileWebkit:St,mobileWebkit3d:Et,msPointer:kt,pointer:Ot,touch:Bt,touchNative:At,mobileOpera:It,mobileGecko:Rt,retina:Nt,passiveEvents:Dt,canvas:jt,svg:Ht,vml:!Ht&&function(){try{var t=document.createElement("div"),e=(t.innerHTML='<v:shape adj="1"/>',t.firstChild);return e.style.behavior="url(#default#VML)",e&&"object"==typeof e.adj}catch(t){return!1}}(),inlineSvg:Wt,mac:0===navigator.platform.indexOf("Mac"),linux:0===navigator.platform.indexOf("Linux")},Ft=b.msPointer?"MSPointerDown":"pointerdown",Ut=b.msPointer?"MSPointerMove":"pointermove",Vt=b.msPointer?"MSPointerUp":"pointerup",qt=b.msPointer?"MSPointerCancel":"pointercancel",Gt={touchstart:Ft,touchmove:Ut,touchend:Vt,touchcancel:qt},Kt={touchstart:function(t,e){e.MSPOINTER_TYPE_TOUCH&&e.pointerType===e.MSPOINTER_TYPE_TOUCH&&O(e);ee(t,e)},touchmove:ee,touchend:ee,touchcancel:ee},Yt={},Xt=!1;function Jt(t,e,i){return"touchstart"!==e||Xt||(document.addEventListener(Ft,$t,!0),document.addEventListener(Ut,Qt,!0),document.addEventListener(Vt,te,!0),document.addEventListener(qt,te,!0),Xt=!0),Kt[e]?(i=Kt[e].bind(this,i),t.addEventListener(Gt[e],i,!1),i):(console.warn("wrong event specified:",e),u)}function $t(t){Yt[t.pointerId]=t}function Qt(t){Yt[t.pointerId]&&(Yt[t.pointerId]=t)}function te(t){delete Yt[t.pointerId]}function ee(t,e){if(e.pointerType!==(e.MSPOINTER_TYPE_MOUSE||"mouse")){for(var i in e.touches=[],Yt)e.touches.push(Yt[i]);e.changedTouches=[e],t(e)}}var ie=200;function ne(t,i){t.addEventListener("dblclick",i);var n,o=0;function e(t){var e;1!==t.detail?n=t.detail:"mouse"===t.pointerType||t.sourceCapabilities&&!t.sourceCapabilities.firesTouchEvents||((e=Ne(t)).some(function(t){return t instanceof HTMLLabelElement&&t.attributes.for})&&!e.some(function(t){return t instanceof HTMLInputElement||t instanceof HTMLSelectElement})||((e=Date.now())-o<=ie?2===++n&&i(function(t){var e,i,n={};for(i in t)e=t[i],n[i]=e&&e.bind?e.bind(t):e;return(t=n).type="dblclick",n.detail=2,n.isTrusted=!1,n._simulated=!0,n}(t)):n=1,o=e))}return t.addEventListener("click",e),{dblclick:i,simDblclick:e}}var oe,se,re,ae,he,le,ue=we(["transform","webkitTransform","OTransform","MozTransform","msTransform"]),ce=we(["webkitTransition","transition","OTransition","MozTransition","msTransition"]),de="webkitTransition"===ce||"OTransition"===ce?ce+"End":"transitionend";function _e(t){return"string"==typeof t?document.getElementById(t):t}function pe(t,e){var i=t.style[e]||t.currentStyle&&t.currentStyle[e];return"auto"===(i=i&&"auto"!==i||!document.defaultView?i:(t=document.defaultView.getComputedStyle(t,null))?t[e]:null)?null:i}function P(t,e,i){t=document.createElement(t);return t.className=e||"",i&&i.appendChild(t),t}function T(t){var e=t.parentNode;e&&e.removeChild(t)}function me(t){for(;t.firstChild;)t.removeChild(t.firstChild)}function fe(t){var e=t.parentNode;e&&e.lastChild!==t&&e.appendChild(t)}function ge(t){var e=t.parentNode;e&&e.firstChild!==t&&e.insertBefore(t,e.firstChild)}function ve(t,e){return void 0!==t.classList?t.classList.contains(e):0<(t=xe(t)).length&&new RegExp("(^|\\s)"+e+"(\\s|$)").test(t)}function M(t,e){var i;if(void 0!==t.classList)for(var n=F(e),o=0,s=n.length;o<s;o++)t.classList.add(n[o]);else ve(t,e)||ye(t,((i=xe(t))?i+" ":"")+e)}function z(t,e){void 0!==t.classList?t.classList.remove(e):ye(t,W((" "+xe(t)+" ").replace(" "+e+" "," ")))}function ye(t,e){void 0===t.className.baseVal?t.className=e:t.className.baseVal=e}function xe(t){return void 0===(t=t.correspondingElement?t.correspondingElement:t).className.baseVal?t.className:t.className.baseVal}function C(t,e){if("opacity"in t.style)t.style.opacity=e;else if("filter"in t.style){var i=!1,n="DXImageTransform.Microsoft.Alpha";try{i=t.filters.item(n)}catch(t){if(1===e)return}e=Math.round(100*e),i?(i.Enabled=100!==e,i.Opacity=e):t.style.filter+=" progid:"+n+"(opacity="+e+")"}}function we(t){for(var e=document.documentElement.style,i=0;i<t.length;i++)if(t[i]in e)return t[i];return!1}function be(t,e,i){e=e||new p(0,0);t.style[ue]=(b.ie3d?"translate("+e.x+"px,"+e.y+"px)":"translate3d("+e.x+"px,"+e.y+"px,0)")+(i?" scale("+i+")":"")}function Z(t,e){t._leaflet_pos=e,b.any3d?be(t,e):(t.style.left=e.x+"px",t.style.top=e.y+"px")}function Pe(t){return t._leaflet_pos||new p(0,0)}function Le(){S(window,"dragstart",O)}function Te(){k(window,"dragstart",O)}function Me(t){for(;-1===t.tabIndex;)t=t.parentNode;t.style&&(ze(),le=(he=t).style.outlineStyle,t.style.outlineStyle="none",S(window,"keydown",ze))}function ze(){he&&(he.style.outlineStyle=le,le=he=void 0,k(window,"keydown",ze))}function Ce(t){for(;!((t=t.parentNode).offsetWidth&&t.offsetHeight||t===document.body););return t}function Ze(t){var e=t.getBoundingClientRect();return{x:e.width/t.offsetWidth||1,y:e.height/t.offsetHeight||1,boundingClientRect:e}}ae="onselectstart"in document?(re=function(){S(window,"selectstart",O)},function(){k(window,"selectstart",O)}):(se=we(["userSelect","WebkitUserSelect","OUserSelect","MozUserSelect","msUserSelect"]),re=function(){var t;se&&(t=document.documentElement.style,oe=t[se],t[se]="none")},function(){se&&(document.documentElement.style[se]=oe,oe=void 0)});pt={__proto__:null,TRANSFORM:ue,TRANSITION:ce,TRANSITION_END:de,get:_e,getStyle:pe,create:P,remove:T,empty:me,toFront:fe,toBack:ge,hasClass:ve,addClass:M,removeClass:z,setClass:ye,getClass:xe,setOpacity:C,testProp:we,setTransform:be,setPosition:Z,getPosition:Pe,get disableTextSelection(){return re},get enableTextSelection(){return ae},disableImageDrag:Le,enableImageDrag:Te,preventOutline:Me,restoreOutline:ze,getSizedParentNode:Ce,getScale:Ze};function S(t,e,i,n){if(e&&"object"==typeof e)for(var o in e)ke(t,o,e[o],i);else for(var s=0,r=(e=F(e)).length;s<r;s++)ke(t,e[s],i,n);return this}var E="_leaflet_events";function k(t,e,i,n){if(1===arguments.length)Se(t),delete t[E];else if(e&&"object"==typeof e)for(var o in e)Oe(t,o,e[o],i);else if(e=F(e),2===arguments.length)Se(t,function(t){return-1!==G(e,t)});else for(var s=0,r=e.length;s<r;s++)Oe(t,e[s],i,n);return this}function Se(t,e){for(var i in t[E]){var n=i.split(/\d/)[0];e&&!e(n)||Oe(t,n,null,null,i)}}var Ee={mouseenter:"mouseover",mouseleave:"mouseout",wheel:!("onwheel"in window)&&"mousewheel"};function ke(e,t,i,n){var o,s,r=t+h(i)+(n?"_"+h(n):"");e[E]&&e[E][r]||(s=o=function(t){return i.call(n||e,t||window.event)},!b.touchNative&&b.pointer&&0===t.indexOf("touch")?o=Jt(e,t,o):b.touch&&"dblclick"===t?o=ne(e,o):"addEventListener"in e?"touchstart"===t||"touchmove"===t||"wheel"===t||"mousewheel"===t?e.addEventListener(Ee[t]||t,o,!!b.passiveEvents&&{passive:!1}):"mouseenter"===t||"mouseleave"===t?e.addEventListener(Ee[t],o=function(t){t=t||window.event,We(e,t)&&s(t)},!1):e.addEventListener(t,s,!1):e.attachEvent("on"+t,o),e[E]=e[E]||{},e[E][r]=o)}function Oe(t,e,i,n,o){o=o||e+h(i)+(n?"_"+h(n):"");var s,r,i=t[E]&&t[E][o];i&&(!b.touchNative&&b.pointer&&0===e.indexOf("touch")?(n=t,r=i,Gt[s=e]?n.removeEventListener(Gt[s],r,!1):console.warn("wrong event specified:",s)):b.touch&&"dblclick"===e?(n=i,(r=t).removeEventListener("dblclick",n.dblclick),r.removeEventListener("click",n.simDblclick)):"removeEventListener"in t?t.removeEventListener(Ee[e]||e,i,!1):t.detachEvent("on"+e,i),t[E][o]=null)}function Ae(t){return t.stopPropagation?t.stopPropagation():t.originalEvent?t.originalEvent._stopped=!0:t.cancelBubble=!0,this}function Be(t){return ke(t,"wheel",Ae),this}function Ie(t){return S(t,"mousedown touchstart dblclick contextmenu",Ae),t._leaflet_disable_click=!0,this}function O(t){return t.preventDefault?t.preventDefault():t.returnValue=!1,this}function Re(t){return O(t),Ae(t),this}function Ne(t){if(t.composedPath)return t.composedPath();for(var e=[],i=t.target;i;)e.push(i),i=i.parentNode;return e}function De(t,e){var i,n;return e?(n=(i=Ze(e)).boundingClientRect,new p((t.clientX-n.left)/i.x-e.clientLeft,(t.clientY-n.top)/i.y-e.clientTop)):new p(t.clientX,t.clientY)}var je=b.linux&&b.chrome?window.devicePixelRatio:b.mac?3*window.devicePixelRatio:0<window.devicePixelRatio?2*window.devicePixelRatio:1;function He(t){return b.edge?t.wheelDeltaY/2:t.deltaY&&0===t.deltaMode?-t.deltaY/je:t.deltaY&&1===t.deltaMode?20*-t.deltaY:t.deltaY&&2===t.deltaMode?60*-t.deltaY:t.deltaX||t.deltaZ?0:t.wheelDelta?(t.wheelDeltaY||t.wheelDelta)/2:t.detail&&Math.abs(t.detail)<32765?20*-t.detail:t.detail?t.detail/-32765*60:0}function We(t,e){var i=e.relatedTarget;if(!i)return!0;try{for(;i&&i!==t;)i=i.parentNode}catch(t){return!1}return i!==t}var mt={__proto__:null,on:S,off:k,stopPropagation:Ae,disableScrollPropagation:Be,disableClickPropagation:Ie,preventDefault:O,stop:Re,getPropagationPath:Ne,getMousePosition:De,getWheelDelta:He,isExternalTarget:We,addListener:S,removeListener:k},Fe=it.extend({run:function(t,e,i,n){this.stop(),this._el=t,this._inProgress=!0,this._duration=i||.25,this._easeOutPower=1/Math.max(n||.5,.2),this._startPos=Pe(t),this._offset=e.subtract(this._startPos),this._startTime=+new Date,this.fire("start"),this._animate()},stop:function(){this._inProgress&&(this._step(!0),this._complete())},_animate:function(){this._animId=x(this._animate,this),this._step()},_step:function(t){var e=+new Date-this._startTime,i=1e3*this._duration;e<i?this._runFrame(this._easeOut(e/i),t):(this._runFrame(1),this._complete())},_runFrame:function(t,e){t=this._startPos.add(this._offset.multiplyBy(t));e&&t._round(),Z(this._el,t),this.fire("step")},_complete:function(){r(this._animId),this._inProgress=!1,this.fire("end")},_easeOut:function(t){return 1-Math.pow(1-t,this._easeOutPower)}}),A=it.extend({options:{crs:lt,center:void 0,zoom:void 0,minZoom:void 0,maxZoom:void 0,layers:[],maxBounds:void 0,renderer:void 0,zoomAnimation:!0,zoomAnimationThreshold:4,fadeAnimation:!0,markerZoomAnimation:!0,transform3DLimit:8388608,zoomSnap:1,zoomDelta:1,trackResize:!0},initialize:function(t,e){e=c(this,e),this._handlers=[],this._layers={},this._zoomBoundLayers={},this._sizeChanged=!0,this._initContainer(t),this._initLayout(),this._onResize=a(this._onResize,this),this._initEvents(),e.maxBounds&&this.setMaxBounds(e.maxBounds),void 0!==e.zoom&&(this._zoom=this._limitZoom(e.zoom)),e.center&&void 0!==e.zoom&&this.setView(w(e.center),e.zoom,{reset:!0}),this.callInitHooks(),this._zoomAnimated=ce&&b.any3d&&!b.mobileOpera&&this.options.zoomAnimation,this._zoomAnimated&&(this._createAnimProxy(),S(this._proxy,de,this._catchTransitionEnd,this)),this._addLayers(this.options.layers)},setView:function(t,e,i){if((e=void 0===e?this._zoom:this._limitZoom(e),t=this._limitCenter(w(t),e,this.options.maxBounds),i=i||{},this._stop(),this._loaded&&!i.reset&&!0!==i)&&(void 0!==i.animate&&(i.zoom=l({animate:i.animate},i.zoom),i.pan=l({animate:i.animate,duration:i.duration},i.pan)),this._zoom!==e?this._tryAnimatedZoom&&this._tryAnimatedZoom(t,e,i.zoom):this._tryAnimatedPan(t,i.pan)))return clearTimeout(this._sizeTimer),this;return this._resetView(t,e,i.pan&&i.pan.noMoveStart),this},setZoom:function(t,e){return this._loaded?this.setView(this.getCenter(),t,{zoom:e}):(this._zoom=t,this)},zoomIn:function(t,e){return t=t||(b.any3d?this.options.zoomDelta:1),this.setZoom(this._zoom+t,e)},zoomOut:function(t,e){return t=t||(b.any3d?this.options.zoomDelta:1),this.setZoom(this._zoom-t,e)},setZoomAround:function(t,e,i){var n=this.getZoomScale(e),o=this.getSize().divideBy(2),t=(t instanceof p?t:this.latLngToContainerPoint(t)).subtract(o).multiplyBy(1-1/n),n=this.containerPointToLatLng(o.add(t));return this.setView(n,e,{zoom:i})},_getBoundsCenterZoom:function(t,e){e=e||{},t=t.getBounds?t.getBounds():g(t);var i=m(e.paddingTopLeft||e.padding||[0,0]),n=m(e.paddingBottomRight||e.padding||[0,0]),o=this.getBoundsZoom(t,!1,i.add(n));return(o="number"==typeof e.maxZoom?Math.min(e.maxZoom,o):o)===1/0?{center:t.getCenter(),zoom:o}:(e=n.subtract(i).divideBy(2),n=this.project(t.getSouthWest(),o),i=this.project(t.getNorthEast(),o),{center:this.unproject(n.add(i).divideBy(2).add(e),o),zoom:o})},fitBounds:function(t,e){if((t=g(t)).isValid())return t=this._getBoundsCenterZoom(t,e),this.setView(t.center,t.zoom,e);throw new Error("Bounds are not valid.")},fitWorld:function(t){return this.fitBounds([[-90,-180],[90,180]],t)},panTo:function(t,e){return this.setView(t,this._zoom,{pan:e})},panBy:function(t,e){var i;return e=e||{},(t=m(t).round()).x||t.y?(!0===e.animate||this.getSize().contains(t)?(this._panAnim||(this._panAnim=new Fe,this._panAnim.on({step:this._onPanTransitionStep,end:this._onPanTransitionEnd},this)),e.noMoveStart||this.fire("movestart"),!1!==e.animate?(M(this._mapPane,"leaflet-pan-anim"),i=this._getMapPanePos().subtract(t).round(),this._panAnim.run(this._mapPane,i,e.duration||.25,e.easeLinearity)):(this._rawPanBy(t),this.fire("move").fire("moveend"))):this._resetView(this.unproject(this.project(this.getCenter()).add(t)),this.getZoom()),this):this.fire("moveend")},flyTo:function(n,o,t){if(!1===(t=t||{}).animate||!b.any3d)return this.setView(n,o,t);this._stop();var s=this.project(this.getCenter()),r=this.project(n),e=this.getSize(),a=this._zoom,h=(n=w(n),o=void 0===o?a:o,Math.max(e.x,e.y)),i=h*this.getZoomScale(a,o),l=r.distanceTo(s)||1,u=1.42,c=u*u;function d(t){t=(i*i-h*h+(t?-1:1)*c*c*l*l)/(2*(t?i:h)*c*l),t=Math.sqrt(t*t+1)-t;return t<1e-9?-18:Math.log(t)}function _(t){return(Math.exp(t)-Math.exp(-t))/2}function p(t){return(Math.exp(t)+Math.exp(-t))/2}var m=d(0);function f(t){return h*(p(m)*(_(t=m+u*t)/p(t))-_(m))/c}var g=Date.now(),v=(d(1)-m)/u,y=t.duration?1e3*t.duration:1e3*v*.8;return this._moveStart(!0,t.noMoveStart),function t(){var e=(Date.now()-g)/y,i=(1-Math.pow(1-e,1.5))*v;e<=1?(this._flyToFrame=x(t,this),this._move(this.unproject(s.add(r.subtract(s).multiplyBy(f(i)/l)),a),this.getScaleZoom(h/(e=i,h*(p(m)/p(m+u*e))),a),{flyTo:!0})):this._move(n,o)._moveEnd(!0)}.call(this),this},flyToBounds:function(t,e){t=this._getBoundsCenterZoom(t,e);return this.flyTo(t.center,t.zoom,e)},setMaxBounds:function(t){return t=g(t),this.listens("moveend",this._panInsideMaxBounds)&&this.off("moveend",this._panInsideMaxBounds),t.isValid()?(this.options.maxBounds=t,this._loaded&&this._panInsideMaxBounds(),this.on("moveend",this._panInsideMaxBounds)):(this.options.maxBounds=null,this)},setMinZoom:function(t){var e=this.options.minZoom;return this.options.minZoom=t,this._loaded&&e!==t&&(this.fire("zoomlevelschange"),this.getZoom()<this.options.minZoom)?this.setZoom(t):this},setMaxZoom:function(t){var e=this.options.maxZoom;return this.options.maxZoom=t,this._loaded&&e!==t&&(this.fire("zoomlevelschange"),this.getZoom()>this.options.maxZoom)?this.setZoom(t):this},panInsideBounds:function(t,e){this._enforcingBounds=!0;var i=this.getCenter(),t=this._limitCenter(i,this._zoom,g(t));return i.equals(t)||this.panTo(t,e),this._enforcingBounds=!1,this},panInside:function(t,e){var i=m((e=e||{}).paddingTopLeft||e.padding||[0,0]),n=m(e.paddingBottomRight||e.padding||[0,0]),o=this.project(this.getCenter()),t=this.project(t),s=this.getPixelBounds(),i=_([s.min.add(i),s.max.subtract(n)]),s=i.getSize();return i.contains(t)||(this._enforcingBounds=!0,n=t.subtract(i.getCenter()),i=i.extend(t).getSize().subtract(s),o.x+=n.x<0?-i.x:i.x,o.y+=n.y<0?-i.y:i.y,this.panTo(this.unproject(o),e),this._enforcingBounds=!1),this},invalidateSize:function(t){if(!this._loaded)return this;t=l({animate:!1,pan:!0},!0===t?{animate:!0}:t);var e=this.getSize(),i=(this._sizeChanged=!0,this._lastCenter=null,this.getSize()),n=e.divideBy(2).round(),o=i.divideBy(2).round(),n=n.subtract(o);return n.x||n.y?(t.animate&&t.pan?this.panBy(n):(t.pan&&this._rawPanBy(n),this.fire("move"),t.debounceMoveend?(clearTimeout(this._sizeTimer),this._sizeTimer=setTimeout(a(this.fire,this,"moveend"),200)):this.fire("moveend")),this.fire("resize",{oldSize:e,newSize:i})):this},stop:function(){return this.setZoom(this._limitZoom(this._zoom)),this.options.zoomSnap||this.fire("viewreset"),this._stop()},locate:function(t){var e,i;return t=this._locateOptions=l({timeout:1e4,watch:!1},t),"geolocation"in navigator?(e=a(this._handleGeolocationResponse,this),i=a(this._handleGeolocationError,this),t.watch?this._locationWatchId=navigator.geolocation.watchPosition(e,i,t):navigator.geolocation.getCurrentPosition(e,i,t)):this._handleGeolocationError({code:0,message:"Geolocation not supported."}),this},stopLocate:function(){return navigator.geolocation&&navigator.geolocation.clearWatch&&navigator.geolocation.clearWatch(this._locationWatchId),this._locateOptions&&(this._locateOptions.setView=!1),this},_handleGeolocationError:function(t){var e;this._container._leaflet_id&&(e=t.code,t=t.message||(1===e?"permission denied":2===e?"position unavailable":"timeout"),this._locateOptions.setView&&!this._loaded&&this.fitWorld(),this.fire("locationerror",{code:e,message:"Geolocation error: "+t+"."}))},_handleGeolocationResponse:function(t){if(this._container._leaflet_id){var e,i,n=new v(t.coords.latitude,t.coords.longitude),o=n.toBounds(2*t.coords.accuracy),s=this._locateOptions,r=(s.setView&&(e=this.getBoundsZoom(o),this.setView(n,s.maxZoom?Math.min(e,s.maxZoom):e)),{latlng:n,bounds:o,timestamp:t.timestamp});for(i in t.coords)"number"==typeof t.coords[i]&&(r[i]=t.coords[i]);this.fire("locationfound",r)}},addHandler:function(t,e){return e&&(e=this[t]=new e(this),this._handlers.push(e),this.options[t]&&e.enable()),this},remove:function(){if(this._initEvents(!0),this.options.maxBounds&&this.off("moveend",this._panInsideMaxBounds),this._containerId!==this._container._leaflet_id)throw new Error("Map container is being reused by another instance");try{delete this._container._leaflet_id,delete this._containerId}catch(t){this._container._leaflet_id=void 0,this._containerId=void 0}for(var t in void 0!==this._locationWatchId&&this.stopLocate(),this._stop(),T(this._mapPane),this._clearControlPos&&this._clearControlPos(),this._resizeRequest&&(r(this._resizeRequest),this._resizeRequest=null),this._clearHandlers(),this._loaded&&this.fire("unload"),this._layers)this._layers[t].remove();for(t in this._panes)T(this._panes[t]);return this._layers=[],this._panes=[],delete this._mapPane,delete this._renderer,this},createPane:function(t,e){e=P("div","leaflet-pane"+(t?" leaflet-"+t.replace("Pane","")+"-pane":""),e||this._mapPane);return t&&(this._panes[t]=e),e},getCenter:function(){return this._checkIfLoaded(),this._lastCenter&&!this._moved()?this._lastCenter.clone():this.layerPointToLatLng(this._getCenterLayerPoint())},getZoom:function(){return this._zoom},getBounds:function(){var t=this.getPixelBounds();return new s(this.unproject(t.getBottomLeft()),this.unproject(t.getTopRight()))},getMinZoom:function(){return void 0===this.options.minZoom?this._layersMinZoom||0:this.options.minZoom},getMaxZoom:function(){return void 0===this.options.maxZoom?void 0===this._layersMaxZoom?1/0:this._layersMaxZoom:this.options.maxZoom},getBoundsZoom:function(t,e,i){t=g(t),i=m(i||[0,0]);var n=this.getZoom()||0,o=this.getMinZoom(),s=this.getMaxZoom(),r=t.getNorthWest(),t=t.getSouthEast(),i=this.getSize().subtract(i),t=_(this.project(t,n),this.project(r,n)).getSize(),r=b.any3d?this.options.zoomSnap:1,a=i.x/t.x,i=i.y/t.y,t=e?Math.max(a,i):Math.min(a,i),n=this.getScaleZoom(t,n);return r&&(n=Math.round(n/(r/100))*(r/100),n=e?Math.ceil(n/r)*r:Math.floor(n/r)*r),Math.max(o,Math.min(s,n))},getSize:function(){return this._size&&!this._sizeChanged||(this._size=new p(this._container.clientWidth||0,this._container.clientHeight||0),this._sizeChanged=!1),this._size.clone()},getPixelBounds:function(t,e){t=this._getTopLeftPoint(t,e);return new f(t,t.add(this.getSize()))},getPixelOrigin:function(){return this._checkIfLoaded(),this._pixelOrigin},getPixelWorldBounds:function(t){return this.options.crs.getProjectedBounds(void 0===t?this.getZoom():t)},getPane:function(t){return"string"==typeof t?this._panes[t]:t},getPanes:function(){return this._panes},getContainer:function(){return this._container},getZoomScale:function(t,e){var i=this.options.crs;return e=void 0===e?this._zoom:e,i.scale(t)/i.scale(e)},getScaleZoom:function(t,e){var i=this.options.crs,t=(e=void 0===e?this._zoom:e,i.zoom(t*i.scale(e)));return isNaN(t)?1/0:t},project:function(t,e){return e=void 0===e?this._zoom:e,this.options.crs.latLngToPoint(w(t),e)},unproject:function(t,e){return e=void 0===e?this._zoom:e,this.options.crs.pointToLatLng(m(t),e)},layerPointToLatLng:function(t){t=m(t).add(this.getPixelOrigin());return this.unproject(t)},latLngToLayerPoint:function(t){return this.project(w(t))._round()._subtract(this.getPixelOrigin())},wrapLatLng:function(t){return this.options.crs.wrapLatLng(w(t))},wrapLatLngBounds:function(t){return this.options.crs.wrapLatLngBounds(g(t))},distance:function(t,e){return this.options.crs.distance(w(t),w(e))},containerPointToLayerPoint:function(t){return m(t).subtract(this._getMapPanePos())},layerPointToContainerPoint:function(t){return m(t).add(this._getMapPanePos())},containerPointToLatLng:function(t){t=this.containerPointToLayerPoint(m(t));return this.layerPointToLatLng(t)},latLngToContainerPoint:function(t){return this.layerPointToContainerPoint(this.latLngToLayerPoint(w(t)))},mouseEventToContainerPoint:function(t){return De(t,this._container)},mouseEventToLayerPoint:function(t){return this.containerPointToLayerPoint(this.mouseEventToContainerPoint(t))},mouseEventToLatLng:function(t){return this.layerPointToLatLng(this.mouseEventToLayerPoint(t))},_initContainer:function(t){t=this._container=_e(t);if(!t)throw new Error("Map container not found.");if(t._leaflet_id)throw new Error("Map container is already initialized.");S(t,"scroll",this._onScroll,this),this._containerId=h(t)},_initLayout:function(){var t=this._container,e=(this._fadeAnimated=this.options.fadeAnimation&&b.any3d,M(t,"leaflet-container"+(b.touch?" leaflet-touch":"")+(b.retina?" leaflet-retina":"")+(b.ielt9?" leaflet-oldie":"")+(b.safari?" leaflet-safari":"")+(this._fadeAnimated?" leaflet-fade-anim":"")),pe(t,"position"));"absolute"!==e&&"relative"!==e&&"fixed"!==e&&"sticky"!==e&&(t.style.position="relative"),this._initPanes(),this._initControlPos&&this._initControlPos()},_initPanes:function(){var t=this._panes={};this._paneRenderers={},this._mapPane=this.createPane("mapPane",this._container),Z(this._mapPane,new p(0,0)),this.createPane("tilePane"),this.createPane("overlayPane"),this.createPane("shadowPane"),this.createPane("markerPane"),this.createPane("tooltipPane"),this.createPane("popupPane"),this.options.markerZoomAnimation||(M(t.markerPane,"leaflet-zoom-hide"),M(t.shadowPane,"leaflet-zoom-hide"))},_resetView:function(t,e,i){Z(this._mapPane,new p(0,0));var n=!this._loaded,o=(this._loaded=!0,e=this._limitZoom(e),this.fire("viewprereset"),this._zoom!==e);this._moveStart(o,i)._move(t,e)._moveEnd(o),this.fire("viewreset"),n&&this.fire("load")},_moveStart:function(t,e){return t&&this.fire("zoomstart"),e||this.fire("movestart"),this},_move:function(t,e,i,n){void 0===e&&(e=this._zoom);var o=this._zoom!==e;return this._zoom=e,this._lastCenter=t,this._pixelOrigin=this._getNewPixelOrigin(t),n?i&&i.pinch&&this.fire("zoom",i):((o||i&&i.pinch)&&this.fire("zoom",i),this.fire("move",i)),this},_moveEnd:function(t){return t&&this.fire("zoomend"),this.fire("moveend")},_stop:function(){return r(this._flyToFrame),this._panAnim&&this._panAnim.stop(),this},_rawPanBy:function(t){Z(this._mapPane,this._getMapPanePos().subtract(t))},_getZoomSpan:function(){return this.getMaxZoom()-this.getMinZoom()},_panInsideMaxBounds:function(){this._enforcingBounds||this.panInsideBounds(this.options.maxBounds)},_checkIfLoaded:function(){if(!this._loaded)throw new Error("Set map center and zoom first.")},_initEvents:function(t){this._targets={};var e=t?k:S;e((this._targets[h(this._container)]=this)._container,"click dblclick mousedown mouseup mouseover mouseout mousemove contextmenu keypress keydown keyup",this._handleDOMEvent,this),this.options.trackResize&&e(window,"resize",this._onResize,this),b.any3d&&this.options.transform3DLimit&&(t?this.off:this.on).call(this,"moveend",this._onMoveEnd)},_onResize:function(){r(this._resizeRequest),this._resizeRequest=x(function(){this.invalidateSize({debounceMoveend:!0})},this)},_onScroll:function(){this._container.scrollTop=0,this._container.scrollLeft=0},_onMoveEnd:function(){var t=this._getMapPanePos();Math.max(Math.abs(t.x),Math.abs(t.y))>=this.options.transform3DLimit&&this._resetView(this.getCenter(),this.getZoom())},_findEventTargets:function(t,e){for(var i,n=[],o="mouseout"===e||"mouseover"===e,s=t.target||t.srcElement,r=!1;s;){if((i=this._targets[h(s)])&&("click"===e||"preclick"===e)&&this._draggableMoved(i)){r=!0;break}if(i&&i.listens(e,!0)){if(o&&!We(s,t))break;if(n.push(i),o)break}if(s===this._container)break;s=s.parentNode}return n=n.length||r||o||!this.listens(e,!0)?n:[this]},_isClickDisabled:function(t){for(;t&&t!==this._container;){if(t._leaflet_disable_click)return!0;t=t.parentNode}},_handleDOMEvent:function(t){var e,i=t.target||t.srcElement;!this._loaded||i._leaflet_disable_events||"click"===t.type&&this._isClickDisabled(i)||("mousedown"===(e=t.type)&&Me(i),this._fireDOMEvent(t,e))},_mouseEvents:["click","dblclick","mouseover","mouseout","contextmenu"],_fireDOMEvent:function(t,e,i){"click"===t.type&&((a=l({},t)).type="preclick",this._fireDOMEvent(a,a.type,i));var n=this._findEventTargets(t,e);if(i){for(var o=[],s=0;s<i.length;s++)i[s].listens(e,!0)&&o.push(i[s]);n=o.concat(n)}if(n.length){"contextmenu"===e&&O(t);var r,a=n[0],h={originalEvent:t};for("keypress"!==t.type&&"keydown"!==t.type&&"keyup"!==t.type&&(r=a.getLatLng&&(!a._radius||a._radius<=10),h.containerPoint=r?this.latLngToContainerPoint(a.getLatLng()):this.mouseEventToContainerPoint(t),h.layerPoint=this.containerPointToLayerPoint(h.containerPoint),h.latlng=r?a.getLatLng():this.layerPointToLatLng(h.layerPoint)),s=0;s<n.length;s++)if(n[s].fire(e,h,!0),h.originalEvent._stopped||!1===n[s].options.bubblingMouseEvents&&-1!==G(this._mouseEvents,e))return}},_draggableMoved:function(t){return(t=t.dragging&&t.dragging.enabled()?t:this).dragging&&t.dragging.moved()||this.boxZoom&&this.boxZoom.moved()},_clearHandlers:function(){for(var t=0,e=this._handlers.length;t<e;t++)this._handlers[t].disable()},whenReady:function(t,e){return this._loaded?t.call(e||this,{target:this}):this.on("load",t,e),this},_getMapPanePos:function(){return Pe(this._mapPane)||new p(0,0)},_moved:function(){var t=this._getMapPanePos();return t&&!t.equals([0,0])},_getTopLeftPoint:function(t,e){return(t&&void 0!==e?this._getNewPixelOrigin(t,e):this.getPixelOrigin()).subtract(this._getMapPanePos())},_getNewPixelOrigin:function(t,e){var i=this.getSize()._divideBy(2);return this.project(t,e)._subtract(i)._add(this._getMapPanePos())._round()},_latLngToNewLayerPoint:function(t,e,i){i=this._getNewPixelOrigin(i,e);return this.project(t,e)._subtract(i)},_latLngBoundsToNewLayerBounds:function(t,e,i){i=this._getNewPixelOrigin(i,e);return _([this.project(t.getSouthWest(),e)._subtract(i),this.project(t.getNorthWest(),e)._subtract(i),this.project(t.getSouthEast(),e)._subtract(i),this.project(t.getNorthEast(),e)._subtract(i)])},_getCenterLayerPoint:function(){return this.containerPointToLayerPoint(this.getSize()._divideBy(2))},_getCenterOffset:function(t){return this.latLngToLayerPoint(t).subtract(this._getCenterLayerPoint())},_limitCenter:function(t,e,i){var n,o;return!i||(n=this.project(t,e),o=this.getSize().divideBy(2),o=new f(n.subtract(o),n.add(o)),o=this._getBoundsOffset(o,i,e),Math.abs(o.x)<=1&&Math.abs(o.y)<=1)?t:this.unproject(n.add(o),e)},_limitOffset:function(t,e){var i;return e?(i=new f((i=this.getPixelBounds()).min.add(t),i.max.add(t)),t.add(this._getBoundsOffset(i,e))):t},_getBoundsOffset:function(t,e,i){e=_(this.project(e.getNorthEast(),i),this.project(e.getSouthWest(),i)),i=e.min.subtract(t.min),e=e.max.subtract(t.max);return new p(this._rebound(i.x,-e.x),this._rebound(i.y,-e.y))},_rebound:function(t,e){return 0<t+e?Math.round(t-e)/2:Math.max(0,Math.ceil(t))-Math.max(0,Math.floor(e))},_limitZoom:function(t){var e=this.getMinZoom(),i=this.getMaxZoom(),n=b.any3d?this.options.zoomSnap:1;return n&&(t=Math.round(t/n)*n),Math.max(e,Math.min(i,t))},_onPanTransitionStep:function(){this.fire("move")},_onPanTransitionEnd:function(){z(this._mapPane,"leaflet-pan-anim"),this.fire("moveend")},_tryAnimatedPan:function(t,e){t=this._getCenterOffset(t)._trunc();return!(!0!==(e&&e.animate)&&!this.getSize().contains(t))&&(this.panBy(t,e),!0)},_createAnimProxy:function(){var t=this._proxy=P("div","leaflet-proxy leaflet-zoom-animated");this._panes.mapPane.appendChild(t),this.on("zoomanim",function(t){var e=ue,i=this._proxy.style[e];be(this._proxy,this.project(t.center,t.zoom),this.getZoomScale(t.zoom,1)),i===this._proxy.style[e]&&this._animatingZoom&&this._onZoomTransitionEnd()},this),this.on("load moveend",this._animMoveEnd,this),this._on("unload",this._destroyAnimProxy,this)},_destroyAnimProxy:function(){T(this._proxy),this.off("load moveend",this._animMoveEnd,this),delete this._proxy},_animMoveEnd:function(){var t=this.getCenter(),e=this.getZoom();be(this._proxy,this.project(t,e),this.getZoomScale(e,1))},_catchTransitionEnd:function(t){this._animatingZoom&&0<=t.propertyName.indexOf("transform")&&this._onZoomTransitionEnd()},_nothingToAnimate:function(){return!this._container.getElementsByClassName("leaflet-zoom-animated").length},_tryAnimatedZoom:function(t,e,i){if(!this._animatingZoom){if(i=i||{},!this._zoomAnimated||!1===i.animate||this._nothingToAnimate()||Math.abs(e-this._zoom)>this.options.zoomAnimationThreshold)return!1;var n=this.getZoomScale(e),n=this._getCenterOffset(t)._divideBy(1-1/n);if(!0!==i.animate&&!this.getSize().contains(n))return!1;x(function(){this._moveStart(!0,i.noMoveStart||!1)._animateZoom(t,e,!0)},this)}return!0},_animateZoom:function(t,e,i,n){this._mapPane&&(i&&(this._animatingZoom=!0,this._animateToCenter=t,this._animateToZoom=e,M(this._mapPane,"leaflet-zoom-anim")),this.fire("zoomanim",{center:t,zoom:e,noUpdate:n}),this._tempFireZoomEvent||(this._tempFireZoomEvent=this._zoom!==this._animateToZoom),this._move(this._animateToCenter,this._animateToZoom,void 0,!0),setTimeout(a(this._onZoomTransitionEnd,this),250))},_onZoomTransitionEnd:function(){this._animatingZoom&&(this._mapPane&&z(this._mapPane,"leaflet-zoom-anim"),this._animatingZoom=!1,this._move(this._animateToCenter,this._animateToZoom,void 0,!0),this._tempFireZoomEvent&&this.fire("zoom"),delete this._tempFireZoomEvent,this.fire("move"),this._moveEnd(!0))}});function Ue(t){return new B(t)}var B=et.extend({options:{position:"topright"},initialize:function(t){c(this,t)},getPosition:function(){return this.options.position},setPosition:function(t){var e=this._map;return e&&e.removeControl(this),this.options.position=t,e&&e.addControl(this),this},getContainer:function(){return this._container},addTo:function(t){this.remove(),this._map=t;var e=this._container=this.onAdd(t),i=this.getPosition(),t=t._controlCorners[i];return M(e,"leaflet-control"),-1!==i.indexOf("bottom")?t.insertBefore(e,t.firstChild):t.appendChild(e),this._map.on("unload",this.remove,this),this},remove:function(){return this._map&&(T(this._container),this.onRemove&&this.onRemove(this._map),this._map.off("unload",this.remove,this),this._map=null),this},_refocusOnMap:function(t){this._map&&t&&0<t.screenX&&0<t.screenY&&this._map.getContainer().focus()}}),Ve=(A.include({addControl:function(t){return t.addTo(this),this},removeControl:function(t){return t.remove(),this},_initControlPos:function(){var i=this._controlCorners={},n="leaflet-",o=this._controlContainer=P("div",n+"control-container",this._container);function t(t,e){i[t+e]=P("div",n+t+" "+n+e,o)}t("top","left"),t("top","right"),t("bottom","left"),t("bottom","right")},_clearControlPos:function(){for(var t in this._controlCorners)T(this._controlCorners[t]);T(this._controlContainer),delete this._controlCorners,delete this._controlContainer}}),B.extend({options:{collapsed:!0,position:"topright",autoZIndex:!0,hideSingleBase:!1,sortLayers:!1,sortFunction:function(t,e,i,n){return i<n?-1:n<i?1:0}},initialize:function(t,e,i){for(var n in c(this,i),this._layerControlInputs=[],this._layers=[],this._lastZIndex=0,this._handlingClick=!1,this._preventClick=!1,t)this._addLayer(t[n],n);for(n in e)this._addLayer(e[n],n,!0)},onAdd:function(t){this._initLayout(),this._update(),(this._map=t).on("zoomend",this._checkDisabledLayers,this);for(var e=0;e<this._layers.length;e++)this._layers[e].layer.on("add remove",this._onLayerChange,this);return this._container},addTo:function(t){return B.prototype.addTo.call(this,t),this._expandIfNotCollapsed()},onRemove:function(){this._map.off("zoomend",this._checkDisabledLayers,this);for(var t=0;t<this._layers.length;t++)this._layers[t].layer.off("add remove",this._onLayerChange,this)},addBaseLayer:function(t,e){return this._addLayer(t,e),this._map?this._update():this},addOverlay:function(t,e){return this._addLayer(t,e,!0),this._map?this._update():this},removeLayer:function(t){t.off("add remove",this._onLayerChange,this);t=this._getLayer(h(t));return t&&this._layers.splice(this._layers.indexOf(t),1),this._map?this._update():this},expand:function(){M(this._container,"leaflet-control-layers-expanded"),this._section.style.height=null;var t=this._map.getSize().y-(this._container.offsetTop+50);return t<this._section.clientHeight?(M(this._section,"leaflet-control-layers-scrollbar"),this._section.style.height=t+"px"):z(this._section,"leaflet-control-layers-scrollbar"),this._checkDisabledLayers(),this},collapse:function(){return z(this._container,"leaflet-control-layers-expanded"),this},_initLayout:function(){var t="leaflet-control-layers",e=this._container=P("div",t),i=this.options.collapsed,n=(e.setAttribute("aria-haspopup",!0),Ie(e),Be(e),this._section=P("section",t+"-list")),o=(i&&(this._map.on("click",this.collapse,this),S(e,{mouseenter:this._expandSafely,mouseleave:this.collapse},this)),this._layersLink=P("a",t+"-toggle",e));o.href="#",o.title="Layers",o.setAttribute("role","button"),S(o,{keydown:function(t){13===t.keyCode&&this._expandSafely()},click:function(t){O(t),this._expandSafely()}},this),i||this.expand(),this._baseLayersList=P("div",t+"-base",n),this._separator=P("div",t+"-separator",n),this._overlaysList=P("div",t+"-overlays",n),e.appendChild(n)},_getLayer:function(t){for(var e=0;e<this._layers.length;e++)if(this._layers[e]&&h(this._layers[e].layer)===t)return this._layers[e]},_addLayer:function(t,e,i){this._map&&t.on("add remove",this._onLayerChange,this),this._layers.push({layer:t,name:e,overlay:i}),this.options.sortLayers&&this._layers.sort(a(function(t,e){return this.options.sortFunction(t.layer,e.layer,t.name,e.name)},this)),this.options.autoZIndex&&t.setZIndex&&(this._lastZIndex++,t.setZIndex(this._lastZIndex)),this._expandIfNotCollapsed()},_update:function(){if(this._container){me(this._baseLayersList),me(this._overlaysList),this._layerControlInputs=[];for(var t,e,i,n=0,o=0;o<this._layers.length;o++)i=this._layers[o],this._addItem(i),e=e||i.overlay,t=t||!i.overlay,n+=i.overlay?0:1;this.options.hideSingleBase&&(this._baseLayersList.style.display=(t=t&&1<n)?"":"none"),this._separator.style.display=e&&t?"":"none"}return this},_onLayerChange:function(t){this._handlingClick||this._update();var e=this._getLayer(h(t.target)),t=e.overlay?"add"===t.type?"overlayadd":"overlayremove":"add"===t.type?"baselayerchange":null;t&&this._map.fire(t,e)},_createRadioElement:function(t,e){t='<input type="radio" class="leaflet-control-layers-selector" name="'+t+'"'+(e?' checked="checked"':"")+"/>",e=document.createElement("div");return e.innerHTML=t,e.firstChild},_addItem:function(t){var e,i=document.createElement("label"),n=this._map.hasLayer(t.layer),n=(t.overlay?((e=document.createElement("input")).type="checkbox",e.className="leaflet-control-layers-selector",e.defaultChecked=n):e=this._createRadioElement("leaflet-base-layers_"+h(this),n),this._layerControlInputs.push(e),e.layerId=h(t.layer),S(e,"click",this._onInputClick,this),document.createElement("span")),o=(n.innerHTML=" "+t.name,document.createElement("span"));return i.appendChild(o),o.appendChild(e),o.appendChild(n),(t.overlay?this._overlaysList:this._baseLayersList).appendChild(i),this._checkDisabledLayers(),i},_onInputClick:function(){if(!this._preventClick){var t,e,i=this._layerControlInputs,n=[],o=[];this._handlingClick=!0;for(var s=i.length-1;0<=s;s--)t=i[s],e=this._getLayer(t.layerId).layer,t.checked?n.push(e):t.checked||o.push(e);for(s=0;s<o.length;s++)this._map.hasLayer(o[s])&&this._map.removeLayer(o[s]);for(s=0;s<n.length;s++)this._map.hasLayer(n[s])||this._map.addLayer(n[s]);this._handlingClick=!1,this._refocusOnMap()}},_checkDisabledLayers:function(){for(var t,e,i=this._layerControlInputs,n=this._map.getZoom(),o=i.length-1;0<=o;o--)t=i[o],e=this._getLayer(t.layerId).layer,t.disabled=void 0!==e.options.minZoom&&n<e.options.minZoom||void 0!==e.options.maxZoom&&n>e.options.maxZoom},_expandIfNotCollapsed:function(){return this._map&&!this.options.collapsed&&this.expand(),this},_expandSafely:function(){var t=this._section,e=(this._preventClick=!0,S(t,"click",O),this.expand(),this);setTimeout(function(){k(t,"click",O),e._preventClick=!1})}})),qe=B.extend({options:{position:"topleft",zoomInText:'<span aria-hidden="true">+</span>',zoomInTitle:"Zoom in",zoomOutText:'<span aria-hidden="true">−</span>',zoomOutTitle:"Zoom out"},onAdd:function(t){var e="leaflet-control-zoom",i=P("div",e+" leaflet-bar"),n=this.options;return this._zoomInButton=this._createButton(n.zoomInText,n.zoomInTitle,e+"-in",i,this._zoomIn),this._zoomOutButton=this._createButton(n.zoomOutText,n.zoomOutTitle,e+"-out",i,this._zoomOut),this._updateDisabled(),t.on("zoomend zoomlevelschange",this._updateDisabled,this),i},onRemove:function(t){t.off("zoomend zoomlevelschange",this._updateDisabled,this)},disable:function(){return this._disabled=!0,this._updateDisabled(),this},enable:function(){return this._disabled=!1,this._updateDisabled(),this},_zoomIn:function(t){!this._disabled&&this._map._zoom<this._map.getMaxZoom()&&this._map.zoomIn(this._map.options.zoomDelta*(t.shiftKey?3:1))},_zoomOut:function(t){!this._disabled&&this._map._zoom>this._map.getMinZoom()&&this._map.zoomOut(this._map.options.zoomDelta*(t.shiftKey?3:1))},_createButton:function(t,e,i,n,o){i=P("a",i,n);return i.innerHTML=t,i.href="#",i.title=e,i.setAttribute("role","button"),i.setAttribute("aria-label",e),Ie(i),S(i,"click",Re),S(i,"click",o,this),S(i,"click",this._refocusOnMap,this),i},_updateDisabled:function(){var t=this._map,e="leaflet-disabled";z(this._zoomInButton,e),z(this._zoomOutButton,e),this._zoomInButton.setAttribute("aria-disabled","false"),this._zoomOutButton.setAttribute("aria-disabled","false"),!this._disabled&&t._zoom!==t.getMinZoom()||(M(this._zoomOutButton,e),this._zoomOutButton.setAttribute("aria-disabled","true")),!this._disabled&&t._zoom!==t.getMaxZoom()||(M(this._zoomInButton,e),this._zoomInButton.setAttribute("aria-disabled","true"))}}),Ge=(A.mergeOptions({zoomControl:!0}),A.addInitHook(function(){this.options.zoomControl&&(this.zoomControl=new qe,this.addControl(this.zoomControl))}),B.extend({options:{position:"bottomleft",maxWidth:100,metric:!0,imperial:!0},onAdd:function(t){var e="leaflet-control-scale",i=P("div",e),n=this.options;return this._addScales(n,e+"-line",i),t.on(n.updateWhenIdle?"moveend":"move",this._update,this),t.whenReady(this._update,this),i},onRemove:function(t){t.off(this.options.updateWhenIdle?"moveend":"move",this._update,this)},_addScales:function(t,e,i){t.metric&&(this._mScale=P("div",e,i)),t.imperial&&(this._iScale=P("div",e,i))},_update:function(){var t=this._map,e=t.getSize().y/2,t=t.distance(t.containerPointToLatLng([0,e]),t.containerPointToLatLng([this.options.maxWidth,e]));this._updateScales(t)},_updateScales:function(t){this.options.metric&&t&&this._updateMetric(t),this.options.imperial&&t&&this._updateImperial(t)},_updateMetric:function(t){var e=this._getRoundNum(t);this._updateScale(this._mScale,e<1e3?e+" m":e/1e3+" km",e/t)},_updateImperial:function(t){var e,i,t=3.2808399*t;5280<t?(i=this._getRoundNum(e=t/5280),this._updateScale(this._iScale,i+" mi",i/e)):(i=this._getRoundNum(t),this._updateScale(this._iScale,i+" ft",i/t))},_updateScale:function(t,e,i){t.style.width=Math.round(this.options.maxWidth*i)+"px",t.innerHTML=e},_getRoundNum:function(t){var e=Math.pow(10,(Math.floor(t)+"").length-1),t=t/e;return e*(t=10<=t?10:5<=t?5:3<=t?3:2<=t?2:1)}})),Ke=B.extend({options:{position:"bottomright",prefix:'<a href="https://leafletjs.com" title="A JavaScript library for interactive maps">'+(b.inlineSvg?'<svg aria-hidden="true" xmlns="http://www.w3.org/2000/svg" width="12" height="8" viewBox="0 0 12 8" class="leaflet-attribution-flag"><path fill="#4C7BE1" d="M0 0h12v4H0z"/><path fill="#FFD500" d="M0 4h12v3H0z"/><path fill="#E0BC00" d="M0 7h12v1H0z"/></svg> ':"")+"Leaflet</a>"},initialize:function(t){c(this,t),this._attributions={}},onAdd:function(t){for(var e in(t.attributionControl=this)._container=P("div","leaflet-control-attribution"),Ie(this._container),t._layers)t._layers[e].getAttribution&&this.addAttribution(t._layers[e].getAttribution());return this._update(),t.on("layeradd",this._addAttribution,this),this._container},onRemove:function(t){t.off("layeradd",this._addAttribution,this)},_addAttribution:function(t){t.layer.getAttribution&&(this.addAttribution(t.layer.getAttribution()),t.layer.once("remove",function(){this.removeAttribution(t.layer.getAttribution())},this))},setPrefix:function(t){return this.options.prefix=t,this._update(),this},addAttribution:function(t){return t&&(this._attributions[t]||(this._attributions[t]=0),this._attributions[t]++,this._update()),this},removeAttribution:function(t){return t&&this._attributions[t]&&(this._attributions[t]--,this._update()),this},_update:function(){if(this._map){var t,e=[];for(t in this._attributions)this._attributions[t]&&e.push(t);var i=[];this.options.prefix&&i.push(this.options.prefix),e.length&&i.push(e.join(", ")),this._container.innerHTML=i.join(' <span aria-hidden="true">|</span> ')}}}),n=(A.mergeOptions({attributionControl:!0}),A.addInitHook(function(){this.options.attributionControl&&(new Ke).addTo(this)}),B.Layers=Ve,B.Zoom=qe,B.Scale=Ge,B.Attribution=Ke,Ue.layers=function(t,e,i){return new Ve(t,e,i)},Ue.zoom=function(t){return new qe(t)},Ue.scale=function(t){return new Ge(t)},Ue.attribution=function(t){return new Ke(t)},et.extend({initialize:function(t){this._map=t},enable:function(){return this._enabled||(this._enabled=!0,this.addHooks()),this},disable:function(){return this._enabled&&(this._enabled=!1,this.removeHooks()),this},enabled:function(){return!!this._enabled}})),ft=(n.addTo=function(t,e){return t.addHandler(e,this),this},{Events:e}),Ye=b.touch?"touchstart mousedown":"mousedown",Xe=it.extend({options:{clickTolerance:3},initialize:function(t,e,i,n){c(this,n),this._element=t,this._dragStartTarget=e||t,this._preventOutline=i},enable:function(){this._enabled||(S(this._dragStartTarget,Ye,this._onDown,this),this._enabled=!0)},disable:function(){this._enabled&&(Xe._dragging===this&&this.finishDrag(!0),k(this._dragStartTarget,Ye,this._onDown,this),this._enabled=!1,this._moved=!1)},_onDown:function(t){var e,i;this._enabled&&(this._moved=!1,ve(this._element,"leaflet-zoom-anim")||(t.touches&&1!==t.touches.length?Xe._dragging===this&&this.finishDrag():Xe._dragging||t.shiftKey||1!==t.which&&1!==t.button&&!t.touches||((Xe._dragging=this)._preventOutline&&Me(this._element),Le(),re(),this._moving||(this.fire("down"),i=t.touches?t.touches[0]:t,e=Ce(this._element),this._startPoint=new p(i.clientX,i.clientY),this._startPos=Pe(this._element),this._parentScale=Ze(e),i="mousedown"===t.type,S(document,i?"mousemove":"touchmove",this._onMove,this),S(document,i?"mouseup":"touchend touchcancel",this._onUp,this)))))},_onMove:function(t){var e;this._enabled&&(t.touches&&1<t.touches.length?this._moved=!0:!(e=new p((e=t.touches&&1===t.touches.length?t.touches[0]:t).clientX,e.clientY)._subtract(this._startPoint)).x&&!e.y||Math.abs(e.x)+Math.abs(e.y)<this.options.clickTolerance||(e.x/=this._parentScale.x,e.y/=this._parentScale.y,O(t),this._moved||(this.fire("dragstart"),this._moved=!0,M(document.body,"leaflet-dragging"),this._lastTarget=t.target||t.srcElement,window.SVGElementInstance&&this._lastTarget instanceof window.SVGElementInstance&&(this._lastTarget=this._lastTarget.correspondingUseElement),M(this._lastTarget,"leaflet-drag-target")),this._newPos=this._startPos.add(e),this._moving=!0,this._lastEvent=t,this._updatePosition()))},_updatePosition:function(){var t={originalEvent:this._lastEvent};this.fire("predrag",t),Z(this._element,this._newPos),this.fire("drag",t)},_onUp:function(){this._enabled&&this.finishDrag()},finishDrag:function(t){z(document.body,"leaflet-dragging"),this._lastTarget&&(z(this._lastTarget,"leaflet-drag-target"),this._lastTarget=null),k(document,"mousemove touchmove",this._onMove,this),k(document,"mouseup touchend touchcancel",this._onUp,this),Te(),ae();var e=this._moved&&this._moving;this._moving=!1,Xe._dragging=!1,e&&this.fire("dragend",{noInertia:t,distance:this._newPos.distanceTo(this._startPos)})}});function Je(t,e,i){for(var n,o,s,r,a,h,l,u=[1,4,2,8],c=0,d=t.length;c<d;c++)t[c]._code=si(t[c],e);for(s=0;s<4;s++){for(h=u[s],n=[],c=0,o=(d=t.length)-1;c<d;o=c++)r=t[c],a=t[o],r._code&h?a._code&h||((l=oi(a,r,h,e,i))._code=si(l,e),n.push(l)):(a._code&h&&((l=oi(a,r,h,e,i))._code=si(l,e),n.push(l)),n.push(r));t=n}return t}function $e(t,e){var i,n,o,s,r,a,h;if(!t||0===t.length)throw new Error("latlngs not passed");I(t)||(console.warn("latlngs are not flat! Only the first ring will be used"),t=t[0]);for(var l=w([0,0]),u=g(t),c=(u.getNorthWest().distanceTo(u.getSouthWest())*u.getNorthEast().distanceTo(u.getNorthWest())<1700&&(l=Qe(t)),t.length),d=[],_=0;_<c;_++){var p=w(t[_]);d.push(e.project(w([p.lat-l.lat,p.lng-l.lng])))}for(_=r=a=h=0,i=c-1;_<c;i=_++)n=d[_],o=d[i],s=n.y*o.x-o.y*n.x,a+=(n.x+o.x)*s,h+=(n.y+o.y)*s,r+=3*s;u=0===r?d[0]:[a/r,h/r],u=e.unproject(m(u));return w([u.lat+l.lat,u.lng+l.lng])}function Qe(t){for(var e=0,i=0,n=0,o=0;o<t.length;o++){var s=w(t[o]);e+=s.lat,i+=s.lng,n++}return w([e/n,i/n])}var ti,gt={__proto__:null,clipPolygon:Je,polygonCenter:$e,centroid:Qe};function ei(t,e){if(e&&t.length){var i=t=function(t,e){for(var i=[t[0]],n=1,o=0,s=t.length;n<s;n++)(function(t,e){var i=e.x-t.x,e=e.y-t.y;return i*i+e*e})(t[n],t[o])>e&&(i.push(t[n]),o=n);o<s-1&&i.push(t[s-1]);return i}(t,e=e*e),n=i.length,o=new(typeof Uint8Array!=void 0+""?Uint8Array:Array)(n);o[0]=o[n-1]=1,function t(e,i,n,o,s){var r,a,h,l=0;for(a=o+1;a<=s-1;a++)h=ri(e[a],e[o],e[s],!0),l<h&&(r=a,l=h);n<l&&(i[r]=1,t(e,i,n,o,r),t(e,i,n,r,s))}(i,o,e,0,n-1);var s,r=[];for(s=0;s<n;s++)o[s]&&r.push(i[s]);return r}return t.slice()}function ii(t,e,i){return Math.sqrt(ri(t,e,i,!0))}function ni(t,e,i,n,o){var s,r,a,h=n?ti:si(t,i),l=si(e,i);for(ti=l;;){if(!(h|l))return[t,e];if(h&l)return!1;a=si(r=oi(t,e,s=h||l,i,o),i),s===h?(t=r,h=a):(e=r,l=a)}}function oi(t,e,i,n,o){var s,r,a=e.x-t.x,e=e.y-t.y,h=n.min,n=n.max;return 8&i?(s=t.x+a*(n.y-t.y)/e,r=n.y):4&i?(s=t.x+a*(h.y-t.y)/e,r=h.y):2&i?(s=n.x,r=t.y+e*(n.x-t.x)/a):1&i&&(s=h.x,r=t.y+e*(h.x-t.x)/a),new p(s,r,o)}function si(t,e){var i=0;return t.x<e.min.x?i|=1:t.x>e.max.x&&(i|=2),t.y<e.min.y?i|=4:t.y>e.max.y&&(i|=8),i}function ri(t,e,i,n){var o=e.x,e=e.y,s=i.x-o,r=i.y-e,a=s*s+r*r;return 0<a&&(1<(a=((t.x-o)*s+(t.y-e)*r)/a)?(o=i.x,e=i.y):0<a&&(o+=s*a,e+=r*a)),s=t.x-o,r=t.y-e,n?s*s+r*r:new p(o,e)}function I(t){return!d(t[0])||"object"!=typeof t[0][0]&&void 0!==t[0][0]}function ai(t){return console.warn("Deprecated use of _flat, please use L.LineUtil.isFlat instead."),I(t)}function hi(t,e){var i,n,o,s,r,a;if(!t||0===t.length)throw new Error("latlngs not passed");I(t)||(console.warn("latlngs are not flat! Only the first ring will be used"),t=t[0]);for(var h=w([0,0]),l=g(t),u=(l.getNorthWest().distanceTo(l.getSouthWest())*l.getNorthEast().distanceTo(l.getNorthWest())<1700&&(h=Qe(t)),t.length),c=[],d=0;d<u;d++){var _=w(t[d]);c.push(e.project(w([_.lat-h.lat,_.lng-h.lng])))}for(i=d=0;d<u-1;d++)i+=c[d].distanceTo(c[d+1])/2;if(0===i)a=c[0];else for(n=d=0;d<u-1;d++)if(o=c[d],s=c[d+1],i<(n+=r=o.distanceTo(s))){a=[s.x-(r=(n-i)/r)*(s.x-o.x),s.y-r*(s.y-o.y)];break}l=e.unproject(m(a));return w([l.lat+h.lat,l.lng+h.lng])}var vt={__proto__:null,simplify:ei,pointToSegmentDistance:ii,closestPointOnSegment:function(t,e,i){return ri(t,e,i)},clipSegment:ni,_getEdgeIntersection:oi,_getBitCode:si,_sqClosestPointOnSegment:ri,isFlat:I,_flat:ai,polylineCenter:hi},yt={project:function(t){return new p(t.lng,t.lat)},unproject:function(t){return new v(t.y,t.x)},bounds:new f([-180,-90],[180,90])},xt={R:6378137,R_MINOR:6356752.314245179,bounds:new f([-20037508.34279,-15496570.73972],[20037508.34279,18764656.23138]),project:function(t){var e=Math.PI/180,i=this.R,n=t.lat*e,o=this.R_MINOR/i,o=Math.sqrt(1-o*o),s=o*Math.sin(n),s=Math.tan(Math.PI/4-n/2)/Math.pow((1-s)/(1+s),o/2),n=-i*Math.log(Math.max(s,1e-10));return new p(t.lng*e*i,n)},unproject:function(t){for(var e,i=180/Math.PI,n=this.R,o=this.R_MINOR/n,s=Math.sqrt(1-o*o),r=Math.exp(-t.y/n),a=Math.PI/2-2*Math.atan(r),h=0,l=.1;h<15&&1e-7<Math.abs(l);h++)e=s*Math.sin(a),e=Math.pow((1-e)/(1+e),s/2),a+=l=Math.PI/2-2*Math.atan(r*e)-a;return new v(a*i,t.x*i/n)}},wt={__proto__:null,LonLat:yt,Mercator:xt,SphericalMercator:rt},Pt=l({},st,{code:"EPSG:3395",projection:xt,transformation:ht(bt=.5/(Math.PI*xt.R),.5,-bt,.5)}),li=l({},st,{code:"EPSG:4326",projection:yt,transformation:ht(1/180,1,-1/180,.5)}),Lt=l({},ot,{projection:yt,transformation:ht(1,0,-1,0),scale:function(t){return Math.pow(2,t)},zoom:function(t){return Math.log(t)/Math.LN2},distance:function(t,e){var i=e.lng-t.lng,e=e.lat-t.lat;return Math.sqrt(i*i+e*e)},infinite:!0}),o=(ot.Earth=st,ot.EPSG3395=Pt,ot.EPSG3857=lt,ot.EPSG900913=ut,ot.EPSG4326=li,ot.Simple=Lt,it.extend({options:{pane:"overlayPane",attribution:null,bubblingMouseEvents:!0},addTo:function(t){return t.addLayer(this),this},remove:function(){return this.removeFrom(this._map||this._mapToAdd)},removeFrom:function(t){return t&&t.removeLayer(this),this},getPane:function(t){return this._map.getPane(t?this.options[t]||t:this.options.pane)},addInteractiveTarget:function(t){return this._map._targets[h(t)]=this},removeInteractiveTarget:function(t){return delete this._map._targets[h(t)],this},getAttribution:function(){return this.options.attribution},_layerAdd:function(t){var e,i=t.target;i.hasLayer(this)&&(this._map=i,this._zoomAnimated=i._zoomAnimated,this.getEvents&&(e=this.getEvents(),i.on(e,this),this.once("remove",function(){i.off(e,this)},this)),this.onAdd(i),this.fire("add"),i.fire("layeradd",{layer:this}))}})),ui=(A.include({addLayer:function(t){var e;if(t._layerAdd)return e=h(t),this._layers[e]||((this._layers[e]=t)._mapToAdd=this,t.beforeAdd&&t.beforeAdd(this),this.whenReady(t._layerAdd,t)),this;throw new Error("The provided object is not a Layer.")},removeLayer:function(t){var e=h(t);return this._layers[e]&&(this._loaded&&t.onRemove(this),delete this._layers[e],this._loaded&&(this.fire("layerremove",{layer:t}),t.fire("remove")),t._map=t._mapToAdd=null),this},hasLayer:function(t){return h(t)in this._layers},eachLayer:function(t,e){for(var i in this._layers)t.call(e,this._layers[i]);return this},_addLayers:function(t){for(var e=0,i=(t=t?d(t)?t:[t]:[]).length;e<i;e++)this.addLayer(t[e])},_addZoomLimit:function(t){isNaN(t.options.maxZoom)&&isNaN(t.options.minZoom)||(this._zoomBoundLayers[h(t)]=t,this._updateZoomLevels())},_removeZoomLimit:function(t){t=h(t);this._zoomBoundLayers[t]&&(delete this._zoomBoundLayers[t],this._updateZoomLevels())},_updateZoomLevels:function(){var t,e=1/0,i=-1/0,n=this._getZoomSpan();for(t in this._zoomBoundLayers)var o=this._zoomBoundLayers[t].options,e=void 0===o.minZoom?e:Math.min(e,o.minZoom),i=void 0===o.maxZoom?i:Math.max(i,o.maxZoom);this._layersMaxZoom=i===-1/0?void 0:i,this._layersMinZoom=e===1/0?void 0:e,n!==this._getZoomSpan()&&this.fire("zoomlevelschange"),void 0===this.options.maxZoom&&this._layersMaxZoom&&this.getZoom()>this._layersMaxZoom&&this.setZoom(this._layersMaxZoom),void 0===this.options.minZoom&&this._layersMinZoom&&this.getZoom()<this._layersMinZoom&&this.setZoom(this._layersMinZoom)}}),o.extend({initialize:function(t,e){var i,n;if(c(this,e),this._layers={},t)for(i=0,n=t.length;i<n;i++)this.addLayer(t[i])},addLayer:function(t){var e=this.getLayerId(t);return this._layers[e]=t,this._map&&this._map.addLayer(t),this},removeLayer:function(t){t=t in this._layers?t:this.getLayerId(t);return this._map&&this._layers[t]&&this._map.removeLayer(this._layers[t]),delete this._layers[t],this},hasLayer:function(t){return("number"==typeof t?t:this.getLayerId(t))in this._layers},clearLayers:function(){return this.eachLayer(this.removeLayer,this)},invoke:function(t){var e,i,n=Array.prototype.slice.call(arguments,1);for(e in this._layers)(i=this._layers[e])[t]&&i[t].apply(i,n);return this},onAdd:function(t){this.eachLayer(t.addLayer,t)},onRemove:function(t){this.eachLayer(t.removeLayer,t)},eachLayer:function(t,e){for(var i in this._layers)t.call(e,this._layers[i]);return this},getLayer:function(t){return this._layers[t]},getLayers:function(){var t=[];return this.eachLayer(t.push,t),t},setZIndex:function(t){return this.invoke("setZIndex",t)},getLayerId:h})),ci=ui.extend({addLayer:function(t){return this.hasLayer(t)?this:(t.addEventParent(this),ui.prototype.addLayer.call(this,t),this.fire("layeradd",{layer:t}))},removeLayer:function(t){return this.hasLayer(t)?((t=t in this._layers?this._layers[t]:t).removeEventParent(this),ui.prototype.removeLayer.call(this,t),this.fire("layerremove",{layer:t})):this},setStyle:function(t){return this.invoke("setStyle",t)},bringToFront:function(){return this.invoke("bringToFront")},bringToBack:function(){return this.invoke("bringToBack")},getBounds:function(){var t,e=new s;for(t in this._layers){var i=this._layers[t];e.extend(i.getBounds?i.getBounds():i.getLatLng())}return e}}),di=et.extend({options:{popupAnchor:[0,0],tooltipAnchor:[0,0],crossOrigin:!1},initialize:function(t){c(this,t)},createIcon:function(t){return this._createIcon("icon",t)},createShadow:function(t){return this._createIcon("shadow",t)},_createIcon:function(t,e){var i=this._getIconUrl(t);if(i)return i=this._createImg(i,e&&"IMG"===e.tagName?e:null),this._setIconStyles(i,t),!this.options.crossOrigin&&""!==this.options.crossOrigin||(i.crossOrigin=!0===this.options.crossOrigin?"":this.options.crossOrigin),i;if("icon"===t)throw new Error("iconUrl not set in Icon options (see the docs).");return null},_setIconStyles:function(t,e){var i=this.options,n=i[e+"Size"],n=m(n="number"==typeof n?[n,n]:n),o=m("shadow"===e&&i.shadowAnchor||i.iconAnchor||n&&n.divideBy(2,!0));t.className="leaflet-marker-"+e+" "+(i.className||""),o&&(t.style.marginLeft=-o.x+"px",t.style.marginTop=-o.y+"px"),n&&(t.style.width=n.x+"px",t.style.height=n.y+"px")},_createImg:function(t,e){return(e=e||document.createElement("img")).src=t,e},_getIconUrl:function(t){return b.retina&&this.options[t+"RetinaUrl"]||this.options[t+"Url"]}});var _i=di.extend({options:{iconUrl:"marker-icon.png",iconRetinaUrl:"marker-icon-2x.png",shadowUrl:"marker-shadow.png",iconSize:[25,41],iconAnchor:[12,41],popupAnchor:[1,-34],tooltipAnchor:[16,-28],shadowSize:[41,41]},_getIconUrl:function(t){return"string"!=typeof _i.imagePath&&(_i.imagePath=this._detectIconPath()),(this.options.imagePath||_i.imagePath)+di.prototype._getIconUrl.call(this,t)},_stripUrl:function(t){function e(t,e,i){return(e=e.exec(t))&&e[i]}return(t=e(t,/^url\((['"])?(.+)\1\)$/,2))&&e(t,/^(.*)marker-icon\.png$/,1)},_detectIconPath:function(){var t=P("div","leaflet-default-icon-path",document.body),e=pe(t,"background-image")||pe(t,"backgroundImage");return document.body.removeChild(t),(e=this._stripUrl(e))?e:(t=document.querySelector('link[href$="leaflet.css"]'))?t.href.substring(0,t.href.length-"leaflet.css".length-1):""}}),pi=n.extend({initialize:function(t){this._marker=t},addHooks:function(){var t=this._marker._icon;this._draggable||(this._draggable=new Xe(t,t,!0)),this._draggable.on({dragstart:this._onDragStart,predrag:this._onPreDrag,drag:this._onDrag,dragend:this._onDragEnd},this).enable(),M(t,"leaflet-marker-draggable")},removeHooks:function(){this._draggable.off({dragstart:this._onDragStart,predrag:this._onPreDrag,drag:this._onDrag,dragend:this._onDragEnd},this).disable(),this._marker._icon&&z(this._marker._icon,"leaflet-marker-draggable")},moved:function(){return this._draggable&&this._draggable._moved},_adjustPan:function(t){var e=this._marker,i=e._map,n=this._marker.options.autoPanSpeed,o=this._marker.options.autoPanPadding,s=Pe(e._icon),r=i.getPixelBounds(),a=i.getPixelOrigin(),a=_(r.min._subtract(a).add(o),r.max._subtract(a).subtract(o));a.contains(s)||(o=m((Math.max(a.max.x,s.x)-a.max.x)/(r.max.x-a.max.x)-(Math.min(a.min.x,s.x)-a.min.x)/(r.min.x-a.min.x),(Math.max(a.max.y,s.y)-a.max.y)/(r.max.y-a.max.y)-(Math.min(a.min.y,s.y)-a.min.y)/(r.min.y-a.min.y)).multiplyBy(n),i.panBy(o,{animate:!1}),this._draggable._newPos._add(o),this._draggable._startPos._add(o),Z(e._icon,this._draggable._newPos),this._onDrag(t),this._panRequest=x(this._adjustPan.bind(this,t)))},_onDragStart:function(){this._oldLatLng=this._marker.getLatLng(),this._marker.closePopup&&this._marker.closePopup(),this._marker.fire("movestart").fire("dragstart")},_onPreDrag:function(t){this._marker.options.autoPan&&(r(this._panRequest),this._panRequest=x(this._adjustPan.bind(this,t)))},_onDrag:function(t){var e=this._marker,i=e._shadow,n=Pe(e._icon),o=e._map.layerPointToLatLng(n);i&&Z(i,n),e._latlng=o,t.latlng=o,t.oldLatLng=this._oldLatLng,e.fire("move",t).fire("drag",t)},_onDragEnd:function(t){r(this._panRequest),delete this._oldLatLng,this._marker.fire("moveend").fire("dragend",t)}}),mi=o.extend({options:{icon:new _i,interactive:!0,keyboard:!0,title:"",alt:"Marker",zIndexOffset:0,opacity:1,riseOnHover:!1,riseOffset:250,pane:"markerPane",shadowPane:"shadowPane",bubblingMouseEvents:!1,autoPanOnFocus:!0,draggable:!1,autoPan:!1,autoPanPadding:[50,50],autoPanSpeed:10},initialize:function(t,e){c(this,e),this._latlng=w(t)},onAdd:function(t){this._zoomAnimated=this._zoomAnimated&&t.options.markerZoomAnimation,this._zoomAnimated&&t.on("zoomanim",this._animateZoom,this),this._initIcon(),this.update()},onRemove:function(t){this.dragging&&this.dragging.enabled()&&(this.options.draggable=!0,this.dragging.removeHooks()),delete this.dragging,this._zoomAnimated&&t.off("zoomanim",this._animateZoom,this),this._removeIcon(),this._removeShadow()},getEvents:function(){return{zoom:this.update,viewreset:this.update}},getLatLng:function(){return this._latlng},setLatLng:function(t){var e=this._latlng;return this._latlng=w(t),this.update(),this.fire("move",{oldLatLng:e,latlng:this._latlng})},setZIndexOffset:function(t){return this.options.zIndexOffset=t,this.update()},getIcon:function(){return this.options.icon},setIcon:function(t){return this.options.icon=t,this._map&&(this._initIcon(),this.update()),this._popup&&this.bindPopup(this._popup,this._popup.options),this},getElement:function(){return this._icon},update:function(){var t;return this._icon&&this._map&&(t=this._map.latLngToLayerPoint(this._latlng).round(),this._setPos(t)),this},_initIcon:function(){var t=this.options,e="leaflet-zoom-"+(this._zoomAnimated?"animated":"hide"),i=t.icon.createIcon(this._icon),n=!1,i=(i!==this._icon&&(this._icon&&this._removeIcon(),n=!0,t.title&&(i.title=t.title),"IMG"===i.tagName&&(i.alt=t.alt||"")),M(i,e),t.keyboard&&(i.tabIndex="0",i.setAttribute("role","button")),this._icon=i,t.riseOnHover&&this.on({mouseover:this._bringToFront,mouseout:this._resetZIndex}),this.options.autoPanOnFocus&&S(i,"focus",this._panOnFocus,this),t.icon.createShadow(this._shadow)),o=!1;i!==this._shadow&&(this._removeShadow(),o=!0),i&&(M(i,e),i.alt=""),this._shadow=i,t.opacity<1&&this._updateOpacity(),n&&this.getPane().appendChild(this._icon),this._initInteraction(),i&&o&&this.getPane(t.shadowPane).appendChild(this._shadow)},_removeIcon:function(){this.options.riseOnHover&&this.off({mouseover:this._bringToFront,mouseout:this._resetZIndex}),this.options.autoPanOnFocus&&k(this._icon,"focus",this._panOnFocus,this),T(this._icon),this.removeInteractiveTarget(this._icon),this._icon=null},_removeShadow:function(){this._shadow&&T(this._shadow),this._shadow=null},_setPos:function(t){this._icon&&Z(this._icon,t),this._shadow&&Z(this._shadow,t),this._zIndex=t.y+this.options.zIndexOffset,this._resetZIndex()},_updateZIndex:function(t){this._icon&&(this._icon.style.zIndex=this._zIndex+t)},_animateZoom:function(t){t=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center).round();this._setPos(t)},_initInteraction:function(){var t;this.options.interactive&&(M(this._icon,"leaflet-interactive"),this.addInteractiveTarget(this._icon),pi&&(t=this.options.draggable,this.dragging&&(t=this.dragging.enabled(),this.dragging.disable()),this.dragging=new pi(this),t&&this.dragging.enable()))},setOpacity:function(t){return this.options.opacity=t,this._map&&this._updateOpacity(),this},_updateOpacity:function(){var t=this.options.opacity;this._icon&&C(this._icon,t),this._shadow&&C(this._shadow,t)},_bringToFront:function(){this._updateZIndex(this.options.riseOffset)},_resetZIndex:function(){this._updateZIndex(0)},_panOnFocus:function(){var t,e,i=this._map;i&&(t=(e=this.options.icon.options).iconSize?m(e.iconSize):m(0,0),e=e.iconAnchor?m(e.iconAnchor):m(0,0),i.panInside(this._latlng,{paddingTopLeft:e,paddingBottomRight:t.subtract(e)}))},_getPopupAnchor:function(){return this.options.icon.options.popupAnchor},_getTooltipAnchor:function(){return this.options.icon.options.tooltipAnchor}});var fi=o.extend({options:{stroke:!0,color:"#3388ff",weight:3,opacity:1,lineCap:"round",lineJoin:"round",dashArray:null,dashOffset:null,fill:!1,fillColor:null,fillOpacity:.2,fillRule:"evenodd",interactive:!0,bubblingMouseEvents:!0},beforeAdd:function(t){this._renderer=t.getRenderer(this)},onAdd:function(){this._renderer._initPath(this),this._reset(),this._renderer._addPath(this)},onRemove:function(){this._renderer._removePath(this)},redraw:function(){return this._map&&this._renderer._updatePath(this),this},setStyle:function(t){return c(this,t),this._renderer&&(this._renderer._updateStyle(this),this.options.stroke&&t&&Object.prototype.hasOwnProperty.call(t,"weight")&&this._updateBounds()),this},bringToFront:function(){return this._renderer&&this._renderer._bringToFront(this),this},bringToBack:function(){return this._renderer&&this._renderer._bringToBack(this),this},getElement:function(){return this._path},_reset:function(){this._project(),this._update()},_clickTolerance:function(){return(this.options.stroke?this.options.weight/2:0)+(this._renderer.options.tolerance||0)}}),gi=fi.extend({options:{fill:!0,radius:10},initialize:function(t,e){c(this,e),this._latlng=w(t),this._radius=this.options.radius},setLatLng:function(t){var e=this._latlng;return this._latlng=w(t),this.redraw(),this.fire("move",{oldLatLng:e,latlng:this._latlng})},getLatLng:function(){return this._latlng},setRadius:function(t){return this.options.radius=this._radius=t,this.redraw()},getRadius:function(){return this._radius},setStyle:function(t){var e=t&&t.radius||this._radius;return fi.prototype.setStyle.call(this,t),this.setRadius(e),this},_project:function(){this._point=this._map.latLngToLayerPoint(this._latlng),this._updateBounds()},_updateBounds:function(){var t=this._radius,e=this._radiusY||t,i=this._clickTolerance(),t=[t+i,e+i];this._pxBounds=new f(this._point.subtract(t),this._point.add(t))},_update:function(){this._map&&this._updatePath()},_updatePath:function(){this._renderer._updateCircle(this)},_empty:function(){return this._radius&&!this._renderer._bounds.intersects(this._pxBounds)},_containsPoint:function(t){return t.distanceTo(this._point)<=this._radius+this._clickTolerance()}});var vi=gi.extend({initialize:function(t,e,i){if(c(this,e="number"==typeof e?l({},i,{radius:e}):e),this._latlng=w(t),isNaN(this.options.radius))throw new Error("Circle radius cannot be NaN");this._mRadius=this.options.radius},setRadius:function(t){return this._mRadius=t,this.redraw()},getRadius:function(){return this._mRadius},getBounds:function(){var t=[this._radius,this._radiusY||this._radius];return new s(this._map.layerPointToLatLng(this._point.subtract(t)),this._map.layerPointToLatLng(this._point.add(t)))},setStyle:fi.prototype.setStyle,_project:function(){var t,e,i,n,o,s=this._latlng.lng,r=this._latlng.lat,a=this._map,h=a.options.crs;h.distance===st.distance?(n=Math.PI/180,o=this._mRadius/st.R/n,t=a.project([r+o,s]),e=a.project([r-o,s]),e=t.add(e).divideBy(2),i=a.unproject(e).lat,n=Math.acos((Math.cos(o*n)-Math.sin(r*n)*Math.sin(i*n))/(Math.cos(r*n)*Math.cos(i*n)))/n,!isNaN(n)&&0!==n||(n=o/Math.cos(Math.PI/180*r)),this._point=e.subtract(a.getPixelOrigin()),this._radius=isNaN(n)?0:e.x-a.project([i,s-n]).x,this._radiusY=e.y-t.y):(o=h.unproject(h.project(this._latlng).subtract([this._mRadius,0])),this._point=a.latLngToLayerPoint(this._latlng),this._radius=this._point.x-a.latLngToLayerPoint(o).x),this._updateBounds()}});var yi=fi.extend({options:{smoothFactor:1,noClip:!1},initialize:function(t,e){c(this,e),this._setLatLngs(t)},getLatLngs:function(){return this._latlngs},setLatLngs:function(t){return this._setLatLngs(t),this.redraw()},isEmpty:function(){return!this._latlngs.length},closestLayerPoint:function(t){for(var e=1/0,i=null,n=ri,o=0,s=this._parts.length;o<s;o++)for(var r=this._parts[o],a=1,h=r.length;a<h;a++){var l,u,c=n(t,l=r[a-1],u=r[a],!0);c<e&&(e=c,i=n(t,l,u))}return i&&(i.distance=Math.sqrt(e)),i},getCenter:function(){if(this._map)return hi(this._defaultShape(),this._map.options.crs);throw new Error("Must add layer to map before using getCenter()")},getBounds:function(){return this._bounds},addLatLng:function(t,e){return e=e||this._defaultShape(),t=w(t),e.push(t),this._bounds.extend(t),this.redraw()},_setLatLngs:function(t){this._bounds=new s,this._latlngs=this._convertLatLngs(t)},_defaultShape:function(){return I(this._latlngs)?this._latlngs:this._latlngs[0]},_convertLatLngs:function(t){for(var e=[],i=I(t),n=0,o=t.length;n<o;n++)i?(e[n]=w(t[n]),this._bounds.extend(e[n])):e[n]=this._convertLatLngs(t[n]);return e},_project:function(){var t=new f;this._rings=[],this._projectLatlngs(this._latlngs,this._rings,t),this._bounds.isValid()&&t.isValid()&&(this._rawPxBounds=t,this._updateBounds())},_updateBounds:function(){var t=this._clickTolerance(),t=new p(t,t);this._rawPxBounds&&(this._pxBounds=new f([this._rawPxBounds.min.subtract(t),this._rawPxBounds.max.add(t)]))},_projectLatlngs:function(t,e,i){var n,o,s=t[0]instanceof v,r=t.length;if(s){for(o=[],n=0;n<r;n++)o[n]=this._map.latLngToLayerPoint(t[n]),i.extend(o[n]);e.push(o)}else for(n=0;n<r;n++)this._projectLatlngs(t[n],e,i)},_clipPoints:function(){var t=this._renderer._bounds;if(this._parts=[],this._pxBounds&&this._pxBounds.intersects(t))if(this.options.noClip)this._parts=this._rings;else for(var e,i,n,o,s=this._parts,r=0,a=0,h=this._rings.length;r<h;r++)for(e=0,i=(o=this._rings[r]).length;e<i-1;e++)(n=ni(o[e],o[e+1],t,e,!0))&&(s[a]=s[a]||[],s[a].push(n[0]),n[1]===o[e+1]&&e!==i-2||(s[a].push(n[1]),a++))},_simplifyPoints:function(){for(var t=this._parts,e=this.options.smoothFactor,i=0,n=t.length;i<n;i++)t[i]=ei(t[i],e)},_update:function(){this._map&&(this._clipPoints(),this._simplifyPoints(),this._updatePath())},_updatePath:function(){this._renderer._updatePoly(this)},_containsPoint:function(t,e){var i,n,o,s,r,a,h=this._clickTolerance();if(this._pxBounds&&this._pxBounds.contains(t))for(i=0,s=this._parts.length;i<s;i++)for(n=0,o=(r=(a=this._parts[i]).length)-1;n<r;o=n++)if((e||0!==n)&&ii(t,a[o],a[n])<=h)return!0;return!1}});yi._flat=ai;var xi=yi.extend({options:{fill:!0},isEmpty:function(){return!this._latlngs.length||!this._latlngs[0].length},getCenter:function(){if(this._map)return $e(this._defaultShape(),this._map.options.crs);throw new Error("Must add layer to map before using getCenter()")},_convertLatLngs:function(t){var t=yi.prototype._convertLatLngs.call(this,t),e=t.length;return 2<=e&&t[0]instanceof v&&t[0].equals(t[e-1])&&t.pop(),t},_setLatLngs:function(t){yi.prototype._setLatLngs.call(this,t),I(this._latlngs)&&(this._latlngs=[this._latlngs])},_defaultShape:function(){return(I(this._latlngs[0])?this._latlngs:this._latlngs[0])[0]},_clipPoints:function(){var t=this._renderer._bounds,e=this.options.weight,e=new p(e,e),t=new f(t.min.subtract(e),t.max.add(e));if(this._parts=[],this._pxBounds&&this._pxBounds.intersects(t))if(this.options.noClip)this._parts=this._rings;else for(var i,n=0,o=this._rings.length;n<o;n++)(i=Je(this._rings[n],t,!0)).length&&this._parts.push(i)},_updatePath:function(){this._renderer._updatePoly(this,!0)},_containsPoint:function(t){var e,i,n,o,s,r,a,h,l=!1;if(!this._pxBounds||!this._pxBounds.contains(t))return!1;for(o=0,a=this._parts.length;o<a;o++)for(s=0,r=(h=(e=this._parts[o]).length)-1;s<h;r=s++)i=e[s],n=e[r],i.y>t.y!=n.y>t.y&&t.x<(n.x-i.x)*(t.y-i.y)/(n.y-i.y)+i.x&&(l=!l);return l||yi.prototype._containsPoint.call(this,t,!0)}});var wi=ci.extend({initialize:function(t,e){c(this,e),this._layers={},t&&this.addData(t)},addData:function(t){var e,i,n,o=d(t)?t:t.features;if(o){for(e=0,i=o.length;e<i;e++)((n=o[e]).geometries||n.geometry||n.features||n.coordinates)&&this.addData(n);return this}var s,r=this.options;return(!r.filter||r.filter(t))&&(s=bi(t,r))?(s.feature=Zi(t),s.defaultOptions=s.options,this.resetStyle(s),r.onEachFeature&&r.onEachFeature(t,s),this.addLayer(s)):this},resetStyle:function(t){return void 0===t?this.eachLayer(this.resetStyle,this):(t.options=l({},t.defaultOptions),this._setLayerStyle(t,this.options.style),this)},setStyle:function(e){return this.eachLayer(function(t){this._setLayerStyle(t,e)},this)},_setLayerStyle:function(t,e){t.setStyle&&("function"==typeof e&&(e=e(t.feature)),t.setStyle(e))}});function bi(t,e){var i,n,o,s,r="Feature"===t.type?t.geometry:t,a=r?r.coordinates:null,h=[],l=e&&e.pointToLayer,u=e&&e.coordsToLatLng||Li;if(!a&&!r)return null;switch(r.type){case"Point":return Pi(l,t,i=u(a),e);case"MultiPoint":for(o=0,s=a.length;o<s;o++)i=u(a[o]),h.push(Pi(l,t,i,e));return new ci(h);case"LineString":case"MultiLineString":return n=Ti(a,"LineString"===r.type?0:1,u),new yi(n,e);case"Polygon":case"MultiPolygon":return n=Ti(a,"Polygon"===r.type?1:2,u),new xi(n,e);case"GeometryCollection":for(o=0,s=r.geometries.length;o<s;o++){var c=bi({geometry:r.geometries[o],type:"Feature",properties:t.properties},e);c&&h.push(c)}return new ci(h);case"FeatureCollection":for(o=0,s=r.features.length;o<s;o++){var d=bi(r.features[o],e);d&&h.push(d)}return new ci(h);default:throw new Error("Invalid GeoJSON object.")}}function Pi(t,e,i,n){return t?t(e,i):new mi(i,n&&n.markersInheritOptions&&n)}function Li(t){return new v(t[1],t[0],t[2])}function Ti(t,e,i){for(var n,o=[],s=0,r=t.length;s<r;s++)n=e?Ti(t[s],e-1,i):(i||Li)(t[s]),o.push(n);return o}function Mi(t,e){return void 0!==(t=w(t)).alt?[i(t.lng,e),i(t.lat,e),i(t.alt,e)]:[i(t.lng,e),i(t.lat,e)]}function zi(t,e,i,n){for(var o=[],s=0,r=t.length;s<r;s++)o.push(e?zi(t[s],I(t[s])?0:e-1,i,n):Mi(t[s],n));return!e&&i&&0<o.length&&o.push(o[0].slice()),o}function Ci(t,e){return t.feature?l({},t.feature,{geometry:e}):Zi(e)}function Zi(t){return"Feature"===t.type||"FeatureCollection"===t.type?t:{type:"Feature",properties:{},geometry:t}}Tt={toGeoJSON:function(t){return Ci(this,{type:"Point",coordinates:Mi(this.getLatLng(),t)})}};function Si(t,e){return new wi(t,e)}mi.include(Tt),vi.include(Tt),gi.include(Tt),yi.include({toGeoJSON:function(t){var e=!I(this._latlngs);return Ci(this,{type:(e?"Multi":"")+"LineString",coordinates:zi(this._latlngs,e?1:0,!1,t)})}}),xi.include({toGeoJSON:function(t){var e=!I(this._latlngs),i=e&&!I(this._latlngs[0]),t=zi(this._latlngs,i?2:e?1:0,!0,t);return Ci(this,{type:(i?"Multi":"")+"Polygon",coordinates:t=e?t:[t]})}}),ui.include({toMultiPoint:function(e){var i=[];return this.eachLayer(function(t){i.push(t.toGeoJSON(e).geometry.coordinates)}),Ci(this,{type:"MultiPoint",coordinates:i})},toGeoJSON:function(e){var i,n,t=this.feature&&this.feature.geometry&&this.feature.geometry.type;return"MultiPoint"===t?this.toMultiPoint(e):(i="GeometryCollection"===t,n=[],this.eachLayer(function(t){t.toGeoJSON&&(t=t.toGeoJSON(e),i?n.push(t.geometry):"FeatureCollection"===(t=Zi(t)).type?n.push.apply(n,t.features):n.push(t))}),i?Ci(this,{geometries:n,type:"GeometryCollection"}):{type:"FeatureCollection",features:n})}});var Mt=Si,Ei=o.extend({options:{opacity:1,alt:"",interactive:!1,crossOrigin:!1,errorOverlayUrl:"",zIndex:1,className:""},initialize:function(t,e,i){this._url=t,this._bounds=g(e),c(this,i)},onAdd:function(){this._image||(this._initImage(),this.options.opacity<1&&this._updateOpacity()),this.options.interactive&&(M(this._image,"leaflet-interactive"),this.addInteractiveTarget(this._image)),this.getPane().appendChild(this._image),this._reset()},onRemove:function(){T(this._image),this.options.interactive&&this.removeInteractiveTarget(this._image)},setOpacity:function(t){return this.options.opacity=t,this._image&&this._updateOpacity(),this},setStyle:function(t){return t.opacity&&this.setOpacity(t.opacity),this},bringToFront:function(){return this._map&&fe(this._image),this},bringToBack:function(){return this._map&&ge(this._image),this},setUrl:function(t){return this._url=t,this._image&&(this._image.src=t),this},setBounds:function(t){return this._bounds=g(t),this._map&&this._reset(),this},getEvents:function(){var t={zoom:this._reset,viewreset:this._reset};return this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},setZIndex:function(t){return this.options.zIndex=t,this._updateZIndex(),this},getBounds:function(){return this._bounds},getElement:function(){return this._image},_initImage:function(){var t="IMG"===this._url.tagName,e=this._image=t?this._url:P("img");M(e,"leaflet-image-layer"),this._zoomAnimated&&M(e,"leaflet-zoom-animated"),this.options.className&&M(e,this.options.className),e.onselectstart=u,e.onmousemove=u,e.onload=a(this.fire,this,"load"),e.onerror=a(this._overlayOnError,this,"error"),!this.options.crossOrigin&&""!==this.options.crossOrigin||(e.crossOrigin=!0===this.options.crossOrigin?"":this.options.crossOrigin),this.options.zIndex&&this._updateZIndex(),t?this._url=e.src:(e.src=this._url,e.alt=this.options.alt)},_animateZoom:function(t){var e=this._map.getZoomScale(t.zoom),t=this._map._latLngBoundsToNewLayerBounds(this._bounds,t.zoom,t.center).min;be(this._image,t,e)},_reset:function(){var t=this._image,e=new f(this._map.latLngToLayerPoint(this._bounds.getNorthWest()),this._map.latLngToLayerPoint(this._bounds.getSouthEast())),i=e.getSize();Z(t,e.min),t.style.width=i.x+"px",t.style.height=i.y+"px"},_updateOpacity:function(){C(this._image,this.options.opacity)},_updateZIndex:function(){this._image&&void 0!==this.options.zIndex&&null!==this.options.zIndex&&(this._image.style.zIndex=this.options.zIndex)},_overlayOnError:function(){this.fire("error");var t=this.options.errorOverlayUrl;t&&this._url!==t&&(this._url=t,this._image.src=t)},getCenter:function(){return this._bounds.getCenter()}}),ki=Ei.extend({options:{autoplay:!0,loop:!0,keepAspectRatio:!0,muted:!1,playsInline:!0},_initImage:function(){var t="VIDEO"===this._url.tagName,e=this._image=t?this._url:P("video");if(M(e,"leaflet-image-layer"),this._zoomAnimated&&M(e,"leaflet-zoom-animated"),this.options.className&&M(e,this.options.className),e.onselectstart=u,e.onmousemove=u,e.onloadeddata=a(this.fire,this,"load"),t){for(var i=e.getElementsByTagName("source"),n=[],o=0;o<i.length;o++)n.push(i[o].src);this._url=0<i.length?n:[e.src]}else{d(this._url)||(this._url=[this._url]),!this.options.keepAspectRatio&&Object.prototype.hasOwnProperty.call(e.style,"objectFit")&&(e.style.objectFit="fill"),e.autoplay=!!this.options.autoplay,e.loop=!!this.options.loop,e.muted=!!this.options.muted,e.playsInline=!!this.options.playsInline;for(var s=0;s<this._url.length;s++){var r=P("source");r.src=this._url[s],e.appendChild(r)}}}});var Oi=Ei.extend({_initImage:function(){var t=this._image=this._url;M(t,"leaflet-image-layer"),this._zoomAnimated&&M(t,"leaflet-zoom-animated"),this.options.className&&M(t,this.options.className),t.onselectstart=u,t.onmousemove=u}});var Ai=o.extend({options:{interactive:!1,offset:[0,0],className:"",pane:void 0,content:""},initialize:function(t,e){t&&(t instanceof v||d(t))?(this._latlng=w(t),c(this,e)):(c(this,t),this._source=e),this.options.content&&(this._content=this.options.content)},openOn:function(t){return(t=arguments.length?t:this._source._map).hasLayer(this)||t.addLayer(this),this},close:function(){return this._map&&this._map.removeLayer(this),this},toggle:function(t){return this._map?this.close():(arguments.length?this._source=t:t=this._source,this._prepareOpen(),this.openOn(t._map)),this},onAdd:function(t){this._zoomAnimated=t._zoomAnimated,this._container||this._initLayout(),t._fadeAnimated&&C(this._container,0),clearTimeout(this._removeTimeout),this.getPane().appendChild(this._container),this.update(),t._fadeAnimated&&C(this._container,1),this.bringToFront(),this.options.interactive&&(M(this._container,"leaflet-interactive"),this.addInteractiveTarget(this._container))},onRemove:function(t){t._fadeAnimated?(C(this._container,0),this._removeTimeout=setTimeout(a(T,void 0,this._container),200)):T(this._container),this.options.interactive&&(z(this._container,"leaflet-interactive"),this.removeInteractiveTarget(this._container))},getLatLng:function(){return this._latlng},setLatLng:function(t){return this._latlng=w(t),this._map&&(this._updatePosition(),this._adjustPan()),this},getContent:function(){return this._content},setContent:function(t){return this._content=t,this.update(),this},getElement:function(){return this._container},update:function(){this._map&&(this._container.style.visibility="hidden",this._updateContent(),this._updateLayout(),this._updatePosition(),this._container.style.visibility="",this._adjustPan())},getEvents:function(){var t={zoom:this._updatePosition,viewreset:this._updatePosition};return this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},isOpen:function(){return!!this._map&&this._map.hasLayer(this)},bringToFront:function(){return this._map&&fe(this._container),this},bringToBack:function(){return this._map&&ge(this._container),this},_prepareOpen:function(t){if(!(i=this._source)._map)return!1;if(i instanceof ci){var e,i=null,n=this._source._layers;for(e in n)if(n[e]._map){i=n[e];break}if(!i)return!1;this._source=i}if(!t)if(i.getCenter)t=i.getCenter();else if(i.getLatLng)t=i.getLatLng();else{if(!i.getBounds)throw new Error("Unable to get source layer LatLng.");t=i.getBounds().getCenter()}return this.setLatLng(t),this._map&&this.update(),!0},_updateContent:function(){if(this._content){var t=this._contentNode,e="function"==typeof this._content?this._content(this._source||this):this._content;if("string"==typeof e)t.innerHTML=e;else{for(;t.hasChildNodes();)t.removeChild(t.firstChild);t.appendChild(e)}this.fire("contentupdate")}},_updatePosition:function(){var t,e,i;this._map&&(e=this._map.latLngToLayerPoint(this._latlng),t=m(this.options.offset),i=this._getAnchor(),this._zoomAnimated?Z(this._container,e.add(i)):t=t.add(e).add(i),e=this._containerBottom=-t.y,i=this._containerLeft=-Math.round(this._containerWidth/2)+t.x,this._container.style.bottom=e+"px",this._container.style.left=i+"px")},_getAnchor:function(){return[0,0]}}),Bi=(A.include({_initOverlay:function(t,e,i,n){var o=e;return o instanceof t||(o=new t(n).setContent(e)),i&&o.setLatLng(i),o}}),o.include({_initOverlay:function(t,e,i,n){var o=i;return o instanceof t?(c(o,n),o._source=this):(o=e&&!n?e:new t(n,this)).setContent(i),o}}),Ai.extend({options:{pane:"popupPane",offset:[0,7],maxWidth:300,minWidth:50,maxHeight:null,autoPan:!0,autoPanPaddingTopLeft:null,autoPanPaddingBottomRight:null,autoPanPadding:[5,5],keepInView:!1,closeButton:!0,autoClose:!0,closeOnEscapeKey:!0,className:""},openOn:function(t){return!(t=arguments.length?t:this._source._map).hasLayer(this)&&t._popup&&t._popup.options.autoClose&&t.removeLayer(t._popup),t._popup=this,Ai.prototype.openOn.call(this,t)},onAdd:function(t){Ai.prototype.onAdd.call(this,t),t.fire("popupopen",{popup:this}),this._source&&(this._source.fire("popupopen",{popup:this},!0),this._source instanceof fi||this._source.on("preclick",Ae))},onRemove:function(t){Ai.prototype.onRemove.call(this,t),t.fire("popupclose",{popup:this}),this._source&&(this._source.fire("popupclose",{popup:this},!0),this._source instanceof fi||this._source.off("preclick",Ae))},getEvents:function(){var t=Ai.prototype.getEvents.call(this);return(void 0!==this.options.closeOnClick?this.options.closeOnClick:this._map.options.closePopupOnClick)&&(t.preclick=this.close),this.options.keepInView&&(t.moveend=this._adjustPan),t},_initLayout:function(){var t="leaflet-popup",e=this._container=P("div",t+" "+(this.options.className||"")+" leaflet-zoom-animated"),i=this._wrapper=P("div",t+"-content-wrapper",e);this._contentNode=P("div",t+"-content",i),Ie(e),Be(this._contentNode),S(e,"contextmenu",Ae),this._tipContainer=P("div",t+"-tip-container",e),this._tip=P("div",t+"-tip",this._tipContainer),this.options.closeButton&&((i=this._closeButton=P("a",t+"-close-button",e)).setAttribute("role","button"),i.setAttribute("aria-label","Close popup"),i.href="#close",i.innerHTML='<span aria-hidden="true">×</span>',S(i,"click",function(t){O(t),this.close()},this))},_updateLayout:function(){var t=this._contentNode,e=t.style,i=(e.width="",e.whiteSpace="nowrap",t.offsetWidth),i=Math.min(i,this.options.maxWidth),i=(i=Math.max(i,this.options.minWidth),e.width=i+1+"px",e.whiteSpace="",e.height="",t.offsetHeight),n=this.options.maxHeight,o="leaflet-popup-scrolled";(n&&n<i?(e.height=n+"px",M):z)(t,o),this._containerWidth=this._container.offsetWidth},_animateZoom:function(t){var t=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center),e=this._getAnchor();Z(this._container,t.add(e))},_adjustPan:function(){var t,e,i,n,o,s,r,a;this.options.autoPan&&(this._map._panAnim&&this._map._panAnim.stop(),this._autopanning?this._autopanning=!1:(t=this._map,e=parseInt(pe(this._container,"marginBottom"),10)||0,e=this._container.offsetHeight+e,a=this._containerWidth,(i=new p(this._containerLeft,-e-this._containerBottom))._add(Pe(this._container)),i=t.layerPointToContainerPoint(i),o=m(this.options.autoPanPadding),n=m(this.options.autoPanPaddingTopLeft||o),o=m(this.options.autoPanPaddingBottomRight||o),s=t.getSize(),r=0,i.x+a+o.x>s.x&&(r=i.x+a-s.x+o.x),i.x-r-n.x<(a=0)&&(r=i.x-n.x),i.y+e+o.y>s.y&&(a=i.y+e-s.y+o.y),i.y-a-n.y<0&&(a=i.y-n.y),(r||a)&&(this.options.keepInView&&(this._autopanning=!0),t.fire("autopanstart").panBy([r,a]))))},_getAnchor:function(){return m(this._source&&this._source._getPopupAnchor?this._source._getPopupAnchor():[0,0])}})),Ii=(A.mergeOptions({closePopupOnClick:!0}),A.include({openPopup:function(t,e,i){return this._initOverlay(Bi,t,e,i).openOn(this),this},closePopup:function(t){return(t=arguments.length?t:this._popup)&&t.close(),this}}),o.include({bindPopup:function(t,e){return this._popup=this._initOverlay(Bi,this._popup,t,e),this._popupHandlersAdded||(this.on({click:this._openPopup,keypress:this._onKeyPress,remove:this.closePopup,move:this._movePopup}),this._popupHandlersAdded=!0),this},unbindPopup:function(){return this._popup&&(this.off({click:this._openPopup,keypress:this._onKeyPress,remove:this.closePopup,move:this._movePopup}),this._popupHandlersAdded=!1,this._popup=null),this},openPopup:function(t){return this._popup&&(this instanceof ci||(this._popup._source=this),this._popup._prepareOpen(t||this._latlng)&&this._popup.openOn(this._map)),this},closePopup:function(){return this._popup&&this._popup.close(),this},togglePopup:function(){return this._popup&&this._popup.toggle(this),this},isPopupOpen:function(){return!!this._popup&&this._popup.isOpen()},setPopupContent:function(t){return this._popup&&this._popup.setContent(t),this},getPopup:function(){return this._popup},_openPopup:function(t){var e;this._popup&&this._map&&(Re(t),e=t.layer||t.target,this._popup._source!==e||e instanceof fi?(this._popup._source=e,this.openPopup(t.latlng)):this._map.hasLayer(this._popup)?this.closePopup():this.openPopup(t.latlng))},_movePopup:function(t){this._popup.setLatLng(t.latlng)},_onKeyPress:function(t){13===t.originalEvent.keyCode&&this._openPopup(t)}}),Ai.extend({options:{pane:"tooltipPane",offset:[0,0],direction:"auto",permanent:!1,sticky:!1,opacity:.9},onAdd:function(t){Ai.prototype.onAdd.call(this,t),this.setOpacity(this.options.opacity),t.fire("tooltipopen",{tooltip:this}),this._source&&(this.addEventParent(this._source),this._source.fire("tooltipopen",{tooltip:this},!0))},onRemove:function(t){Ai.prototype.onRemove.call(this,t),t.fire("tooltipclose",{tooltip:this}),this._source&&(this.removeEventParent(this._source),this._source.fire("tooltipclose",{tooltip:this},!0))},getEvents:function(){var t=Ai.prototype.getEvents.call(this);return this.options.permanent||(t.preclick=this.close),t},_initLayout:function(){var t="leaflet-tooltip "+(this.options.className||"")+" leaflet-zoom-"+(this._zoomAnimated?"animated":"hide");this._contentNode=this._container=P("div",t),this._container.setAttribute("role","tooltip"),this._container.setAttribute("id","leaflet-tooltip-"+h(this))},_updateLayout:function(){},_adjustPan:function(){},_setPosition:function(t){var e,i=this._map,n=this._container,o=i.latLngToContainerPoint(i.getCenter()),i=i.layerPointToContainerPoint(t),s=this.options.direction,r=n.offsetWidth,a=n.offsetHeight,h=m(this.options.offset),l=this._getAnchor(),i="top"===s?(e=r/2,a):"bottom"===s?(e=r/2,0):(e="center"===s?r/2:"right"===s?0:"left"===s?r:i.x<o.x?(s="right",0):(s="left",r+2*(h.x+l.x)),a/2);t=t.subtract(m(e,i,!0)).add(h).add(l),z(n,"leaflet-tooltip-right"),z(n,"leaflet-tooltip-left"),z(n,"leaflet-tooltip-top"),z(n,"leaflet-tooltip-bottom"),M(n,"leaflet-tooltip-"+s),Z(n,t)},_updatePosition:function(){var t=this._map.latLngToLayerPoint(this._latlng);this._setPosition(t)},setOpacity:function(t){this.options.opacity=t,this._container&&C(this._container,t)},_animateZoom:function(t){t=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center);this._setPosition(t)},_getAnchor:function(){return m(this._source&&this._source._getTooltipAnchor&&!this.options.sticky?this._source._getTooltipAnchor():[0,0])}})),Ri=(A.include({openTooltip:function(t,e,i){return this._initOverlay(Ii,t,e,i).openOn(this),this},closeTooltip:function(t){return t.close(),this}}),o.include({bindTooltip:function(t,e){return this._tooltip&&this.isTooltipOpen()&&this.unbindTooltip(),this._tooltip=this._initOverlay(Ii,this._tooltip,t,e),this._initTooltipInteractions(),this._tooltip.options.permanent&&this._map&&this._map.hasLayer(this)&&this.openTooltip(),this},unbindTooltip:function(){return this._tooltip&&(this._initTooltipInteractions(!0),this.closeTooltip(),this._tooltip=null),this},_initTooltipInteractions:function(t){var e,i;!t&&this._tooltipHandlersAdded||(e=t?"off":"on",i={remove:this.closeTooltip,move:this._moveTooltip},this._tooltip.options.permanent?i.add=this._openTooltip:(i.mouseover=this._openTooltip,i.mouseout=this.closeTooltip,i.click=this._openTooltip,this._map?this._addFocusListeners():i.add=this._addFocusListeners),this._tooltip.options.sticky&&(i.mousemove=this._moveTooltip),this[e](i),this._tooltipHandlersAdded=!t)},openTooltip:function(t){return this._tooltip&&(this instanceof ci||(this._tooltip._source=this),this._tooltip._prepareOpen(t)&&(this._tooltip.openOn(this._map),this.getElement?this._setAriaDescribedByOnLayer(this):this.eachLayer&&this.eachLayer(this._setAriaDescribedByOnLayer,this))),this},closeTooltip:function(){if(this._tooltip)return this._tooltip.close()},toggleTooltip:function(){return this._tooltip&&this._tooltip.toggle(this),this},isTooltipOpen:function(){return this._tooltip.isOpen()},setTooltipContent:function(t){return this._tooltip&&this._tooltip.setContent(t),this},getTooltip:function(){return this._tooltip},_addFocusListeners:function(){this.getElement?this._addFocusListenersOnLayer(this):this.eachLayer&&this.eachLayer(this._addFocusListenersOnLayer,this)},_addFocusListenersOnLayer:function(t){var e="function"==typeof t.getElement&&t.getElement();e&&(S(e,"focus",function(){this._tooltip._source=t,this.openTooltip()},this),S(e,"blur",this.closeTooltip,this))},_setAriaDescribedByOnLayer:function(t){t="function"==typeof t.getElement&&t.getElement();t&&t.setAttribute("aria-describedby",this._tooltip._container.id)},_openTooltip:function(t){var e;this._tooltip&&this._map&&(this._map.dragging&&this._map.dragging.moving()&&!this._openOnceFlag?(this._openOnceFlag=!0,(e=this)._map.once("moveend",function(){e._openOnceFlag=!1,e._openTooltip(t)})):(this._tooltip._source=t.layer||t.target,this.openTooltip(this._tooltip.options.sticky?t.latlng:void 0)))},_moveTooltip:function(t){var e=t.latlng;this._tooltip.options.sticky&&t.originalEvent&&(t=this._map.mouseEventToContainerPoint(t.originalEvent),t=this._map.containerPointToLayerPoint(t),e=this._map.layerPointToLatLng(t)),this._tooltip.setLatLng(e)}}),di.extend({options:{iconSize:[12,12],html:!1,bgPos:null,className:"leaflet-div-icon"},createIcon:function(t){var t=t&&"DIV"===t.tagName?t:document.createElement("div"),e=this.options;return e.html instanceof Element?(me(t),t.appendChild(e.html)):t.innerHTML=!1!==e.html?e.html:"",e.bgPos&&(e=m(e.bgPos),t.style.backgroundPosition=-e.x+"px "+-e.y+"px"),this._setIconStyles(t,"icon"),t},createShadow:function(){return null}}));di.Default=_i;var Ni=o.extend({options:{tileSize:256,opacity:1,updateWhenIdle:b.mobile,updateWhenZooming:!0,updateInterval:200,zIndex:1,bounds:null,minZoom:0,maxZoom:void 0,maxNativeZoom:void 0,minNativeZoom:void 0,noWrap:!1,pane:"tilePane",className:"",keepBuffer:2},initialize:function(t){c(this,t)},onAdd:function(){this._initContainer(),this._levels={},this._tiles={},this._resetView()},beforeAdd:function(t){t._addZoomLimit(this)},onRemove:function(t){this._removeAllTiles(),T(this._container),t._removeZoomLimit(this),this._container=null,this._tileZoom=void 0},bringToFront:function(){return this._map&&(fe(this._container),this._setAutoZIndex(Math.max)),this},bringToBack:function(){return this._map&&(ge(this._container),this._setAutoZIndex(Math.min)),this},getContainer:function(){return this._container},setOpacity:function(t){return this.options.opacity=t,this._updateOpacity(),this},setZIndex:function(t){return this.options.zIndex=t,this._updateZIndex(),this},isLoading:function(){return this._loading},redraw:function(){var t;return this._map&&(this._removeAllTiles(),(t=this._clampZoom(this._map.getZoom()))!==this._tileZoom&&(this._tileZoom=t,this._updateLevels()),this._update()),this},getEvents:function(){var t={viewprereset:this._invalidateAll,viewreset:this._resetView,zoom:this._resetView,moveend:this._onMoveEnd};return this.options.updateWhenIdle||(this._onMove||(this._onMove=j(this._onMoveEnd,this.options.updateInterval,this)),t.move=this._onMove),this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},createTile:function(){return document.createElement("div")},getTileSize:function(){var t=this.options.tileSize;return t instanceof p?t:new p(t,t)},_updateZIndex:function(){this._container&&void 0!==this.options.zIndex&&null!==this.options.zIndex&&(this._container.style.zIndex=this.options.zIndex)},_setAutoZIndex:function(t){for(var e,i=this.getPane().children,n=-t(-1/0,1/0),o=0,s=i.length;o<s;o++)e=i[o].style.zIndex,i[o]!==this._container&&e&&(n=t(n,+e));isFinite(n)&&(this.options.zIndex=n+t(-1,1),this._updateZIndex())},_updateOpacity:function(){if(this._map&&!b.ielt9){C(this._container,this.options.opacity);var t,e=+new Date,i=!1,n=!1;for(t in this._tiles){var o,s=this._tiles[t];s.current&&s.loaded&&(o=Math.min(1,(e-s.loaded)/200),C(s.el,o),o<1?i=!0:(s.active?n=!0:this._onOpaqueTile(s),s.active=!0))}n&&!this._noPrune&&this._pruneTiles(),i&&(r(this._fadeFrame),this._fadeFrame=x(this._updateOpacity,this))}},_onOpaqueTile:u,_initContainer:function(){this._container||(this._container=P("div","leaflet-layer "+(this.options.className||"")),this._updateZIndex(),this.options.opacity<1&&this._updateOpacity(),this.getPane().appendChild(this._container))},_updateLevels:function(){var t=this._tileZoom,e=this.options.maxZoom;if(void 0!==t){for(var i in this._levels)i=Number(i),this._levels[i].el.children.length||i===t?(this._levels[i].el.style.zIndex=e-Math.abs(t-i),this._onUpdateLevel(i)):(T(this._levels[i].el),this._removeTilesAtZoom(i),this._onRemoveLevel(i),delete this._levels[i]);var n=this._levels[t],o=this._map;return n||((n=this._levels[t]={}).el=P("div","leaflet-tile-container leaflet-zoom-animated",this._container),n.el.style.zIndex=e,n.origin=o.project(o.unproject(o.getPixelOrigin()),t).round(),n.zoom=t,this._setZoomTransform(n,o.getCenter(),o.getZoom()),u(n.el.offsetWidth),this._onCreateLevel(n)),this._level=n}},_onUpdateLevel:u,_onRemoveLevel:u,_onCreateLevel:u,_pruneTiles:function(){if(this._map){var t,e,i,n=this._map.getZoom();if(n>this.options.maxZoom||n<this.options.minZoom)this._removeAllTiles();else{for(t in this._tiles)(i=this._tiles[t]).retain=i.current;for(t in this._tiles)(i=this._tiles[t]).current&&!i.active&&(e=i.coords,this._retainParent(e.x,e.y,e.z,e.z-5)||this._retainChildren(e.x,e.y,e.z,e.z+2));for(t in this._tiles)this._tiles[t].retain||this._removeTile(t)}}},_removeTilesAtZoom:function(t){for(var e in this._tiles)this._tiles[e].coords.z===t&&this._removeTile(e)},_removeAllTiles:function(){for(var t in this._tiles)this._removeTile(t)},_invalidateAll:function(){for(var t in this._levels)T(this._levels[t].el),this._onRemoveLevel(Number(t)),delete this._levels[t];this._removeAllTiles(),this._tileZoom=void 0},_retainParent:function(t,e,i,n){var t=Math.floor(t/2),e=Math.floor(e/2),i=i-1,o=new p(+t,+e),o=(o.z=i,this._tileCoordsToKey(o)),o=this._tiles[o];return o&&o.active?o.retain=!0:(o&&o.loaded&&(o.retain=!0),n<i&&this._retainParent(t,e,i,n))},_retainChildren:function(t,e,i,n){for(var o=2*t;o<2*t+2;o++)for(var s=2*e;s<2*e+2;s++){var r=new p(o,s),r=(r.z=i+1,this._tileCoordsToKey(r)),r=this._tiles[r];r&&r.active?r.retain=!0:(r&&r.loaded&&(r.retain=!0),i+1<n&&this._retainChildren(o,s,i+1,n))}},_resetView:function(t){t=t&&(t.pinch||t.flyTo);this._setView(this._map.getCenter(),this._map.getZoom(),t,t)},_animateZoom:function(t){this._setView(t.center,t.zoom,!0,t.noUpdate)},_clampZoom:function(t){var e=this.options;return void 0!==e.minNativeZoom&&t<e.minNativeZoom?e.minNativeZoom:void 0!==e.maxNativeZoom&&e.maxNativeZoom<t?e.maxNativeZoom:t},_setView:function(t,e,i,n){var o=Math.round(e),o=void 0!==this.options.maxZoom&&o>this.options.maxZoom||void 0!==this.options.minZoom&&o<this.options.minZoom?void 0:this._clampZoom(o),s=this.options.updateWhenZooming&&o!==this._tileZoom;n&&!s||(this._tileZoom=o,this._abortLoading&&this._abortLoading(),this._updateLevels(),this._resetGrid(),void 0!==o&&this._update(t),i||this._pruneTiles(),this._noPrune=!!i),this._setZoomTransforms(t,e)},_setZoomTransforms:function(t,e){for(var i in this._levels)this._setZoomTransform(this._levels[i],t,e)},_setZoomTransform:function(t,e,i){var n=this._map.getZoomScale(i,t.zoom),e=t.origin.multiplyBy(n).subtract(this._map._getNewPixelOrigin(e,i)).round();b.any3d?be(t.el,e,n):Z(t.el,e)},_resetGrid:function(){var t=this._map,e=t.options.crs,i=this._tileSize=this.getTileSize(),n=this._tileZoom,o=this._map.getPixelWorldBounds(this._tileZoom);o&&(this._globalTileRange=this._pxBoundsToTileRange(o)),this._wrapX=e.wrapLng&&!this.options.noWrap&&[Math.floor(t.project([0,e.wrapLng[0]],n).x/i.x),Math.ceil(t.project([0,e.wrapLng[1]],n).x/i.y)],this._wrapY=e.wrapLat&&!this.options.noWrap&&[Math.floor(t.project([e.wrapLat[0],0],n).y/i.x),Math.ceil(t.project([e.wrapLat[1],0],n).y/i.y)]},_onMoveEnd:function(){this._map&&!this._map._animatingZoom&&this._update()},_getTiledPixelBounds:function(t){var e=this._map,i=e._animatingZoom?Math.max(e._animateToZoom,e.getZoom()):e.getZoom(),i=e.getZoomScale(i,this._tileZoom),t=e.project(t,this._tileZoom).floor(),e=e.getSize().divideBy(2*i);return new f(t.subtract(e),t.add(e))},_update:function(t){var e=this._map;if(e){var i=this._clampZoom(e.getZoom());if(void 0===t&&(t=e.getCenter()),void 0!==this._tileZoom){var n,e=this._getTiledPixelBounds(t),o=this._pxBoundsToTileRange(e),s=o.getCenter(),r=[],e=this.options.keepBuffer,a=new f(o.getBottomLeft().subtract([e,-e]),o.getTopRight().add([e,-e]));if(!(isFinite(o.min.x)&&isFinite(o.min.y)&&isFinite(o.max.x)&&isFinite(o.max.y)))throw new Error("Attempted to load an infinite number of tiles");for(n in this._tiles){var h=this._tiles[n].coords;h.z===this._tileZoom&&a.contains(new p(h.x,h.y))||(this._tiles[n].current=!1)}if(1<Math.abs(i-this._tileZoom))this._setView(t,i);else{for(var l=o.min.y;l<=o.max.y;l++)for(var u=o.min.x;u<=o.max.x;u++){var c,d=new p(u,l);d.z=this._tileZoom,this._isValidTile(d)&&((c=this._tiles[this._tileCoordsToKey(d)])?c.current=!0:r.push(d))}if(r.sort(function(t,e){return t.distanceTo(s)-e.distanceTo(s)}),0!==r.length){this._loading||(this._loading=!0,this.fire("loading"));for(var _=document.createDocumentFragment(),u=0;u<r.length;u++)this._addTile(r[u],_);this._level.el.appendChild(_)}}}}},_isValidTile:function(t){var e=this._map.options.crs;if(!e.infinite){var i=this._globalTileRange;if(!e.wrapLng&&(t.x<i.min.x||t.x>i.max.x)||!e.wrapLat&&(t.y<i.min.y||t.y>i.max.y))return!1}return!this.options.bounds||(e=this._tileCoordsToBounds(t),g(this.options.bounds).overlaps(e))},_keyToBounds:function(t){return this._tileCoordsToBounds(this._keyToTileCoords(t))},_tileCoordsToNwSe:function(t){var e=this._map,i=this.getTileSize(),n=t.scaleBy(i),i=n.add(i);return[e.unproject(n,t.z),e.unproject(i,t.z)]},_tileCoordsToBounds:function(t){t=this._tileCoordsToNwSe(t),t=new s(t[0],t[1]);return t=this.options.noWrap?t:this._map.wrapLatLngBounds(t)},_tileCoordsToKey:function(t){return t.x+":"+t.y+":"+t.z},_keyToTileCoords:function(t){var t=t.split(":"),e=new p(+t[0],+t[1]);return e.z=+t[2],e},_removeTile:function(t){var e=this._tiles[t];e&&(T(e.el),delete this._tiles[t],this.fire("tileunload",{tile:e.el,coords:this._keyToTileCoords(t)}))},_initTile:function(t){M(t,"leaflet-tile");var e=this.getTileSize();t.style.width=e.x+"px",t.style.height=e.y+"px",t.onselectstart=u,t.onmousemove=u,b.ielt9&&this.options.opacity<1&&C(t,this.options.opacity)},_addTile:function(t,e){var i=this._getTilePos(t),n=this._tileCoordsToKey(t),o=this.createTile(this._wrapCoords(t),a(this._tileReady,this,t));this._initTile(o),this.createTile.length<2&&x(a(this._tileReady,this,t,null,o)),Z(o,i),this._tiles[n]={el:o,coords:t,current:!0},e.appendChild(o),this.fire("tileloadstart",{tile:o,coords:t})},_tileReady:function(t,e,i){e&&this.fire("tileerror",{error:e,tile:i,coords:t});var n=this._tileCoordsToKey(t);(i=this._tiles[n])&&(i.loaded=+new Date,this._map._fadeAnimated?(C(i.el,0),r(this._fadeFrame),this._fadeFrame=x(this._updateOpacity,this)):(i.active=!0,this._pruneTiles()),e||(M(i.el,"leaflet-tile-loaded"),this.fire("tileload",{tile:i.el,coords:t})),this._noTilesToLoad()&&(this._loading=!1,this.fire("load"),b.ielt9||!this._map._fadeAnimated?x(this._pruneTiles,this):setTimeout(a(this._pruneTiles,this),250)))},_getTilePos:function(t){return t.scaleBy(this.getTileSize()).subtract(this._level.origin)},_wrapCoords:function(t){var e=new p(this._wrapX?H(t.x,this._wrapX):t.x,this._wrapY?H(t.y,this._wrapY):t.y);return e.z=t.z,e},_pxBoundsToTileRange:function(t){var e=this.getTileSize();return new f(t.min.unscaleBy(e).floor(),t.max.unscaleBy(e).ceil().subtract([1,1]))},_noTilesToLoad:function(){for(var t in this._tiles)if(!this._tiles[t].loaded)return!1;return!0}});var Di=Ni.extend({options:{minZoom:0,maxZoom:18,subdomains:"abc",errorTileUrl:"",zoomOffset:0,tms:!1,zoomReverse:!1,detectRetina:!1,crossOrigin:!1,referrerPolicy:!1},initialize:function(t,e){this._url=t,(e=c(this,e)).detectRetina&&b.retina&&0<e.maxZoom?(e.tileSize=Math.floor(e.tileSize/2),e.zoomReverse?(e.zoomOffset--,e.minZoom=Math.min(e.maxZoom,e.minZoom+1)):(e.zoomOffset++,e.maxZoom=Math.max(e.minZoom,e.maxZoom-1)),e.minZoom=Math.max(0,e.minZoom)):e.zoomReverse?e.minZoom=Math.min(e.maxZoom,e.minZoom):e.maxZoom=Math.max(e.minZoom,e.maxZoom),"string"==typeof e.subdomains&&(e.subdomains=e.subdomains.split("")),this.on("tileunload",this._onTileRemove)},setUrl:function(t,e){return this._url===t&&void 0===e&&(e=!0),this._url=t,e||this.redraw(),this},createTile:function(t,e){var i=document.createElement("img");return S(i,"load",a(this._tileOnLoad,this,e,i)),S(i,"error",a(this._tileOnError,this,e,i)),!this.options.crossOrigin&&""!==this.options.crossOrigin||(i.crossOrigin=!0===this.options.crossOrigin?"":this.options.crossOrigin),"string"==typeof this.options.referrerPolicy&&(i.referrerPolicy=this.options.referrerPolicy),i.alt="",i.src=this.getTileUrl(t),i},getTileUrl:function(t){var e={r:b.retina?"@2x":"",s:this._getSubdomain(t),x:t.x,y:t.y,z:this._getZoomForUrl()};return this._map&&!this._map.options.crs.infinite&&(t=this._globalTileRange.max.y-t.y,this.options.tms&&(e.y=t),e["-y"]=t),q(this._url,l(e,this.options))},_tileOnLoad:function(t,e){b.ielt9?setTimeout(a(t,this,null,e),0):t(null,e)},_tileOnError:function(t,e,i){var n=this.options.errorTileUrl;n&&e.getAttribute("src")!==n&&(e.src=n),t(i,e)},_onTileRemove:function(t){t.tile.onload=null},_getZoomForUrl:function(){var t=this._tileZoom,e=this.options.maxZoom;return(t=this.options.zoomReverse?e-t:t)+this.options.zoomOffset},_getSubdomain:function(t){t=Math.abs(t.x+t.y)%this.options.subdomains.length;return this.options.subdomains[t]},_abortLoading:function(){var t,e,i;for(t in this._tiles)this._tiles[t].coords.z!==this._tileZoom&&((i=this._tiles[t].el).onload=u,i.onerror=u,i.complete||(i.src=K,e=this._tiles[t].coords,T(i),delete this._tiles[t],this.fire("tileabort",{tile:i,coords:e})))},_removeTile:function(t){var e=this._tiles[t];if(e)return e.el.setAttribute("src",K),Ni.prototype._removeTile.call(this,t)},_tileReady:function(t,e,i){if(this._map&&(!i||i.getAttribute("src")!==K))return Ni.prototype._tileReady.call(this,t,e,i)}});function ji(t,e){return new Di(t,e)}var Hi=Di.extend({defaultWmsParams:{service:"WMS",request:"GetMap",layers:"",styles:"",format:"image/jpeg",transparent:!1,version:"1.1.1"},options:{crs:null,uppercase:!1},initialize:function(t,e){this._url=t;var i,n=l({},this.defaultWmsParams);for(i in e)i in this.options||(n[i]=e[i]);var t=(e=c(this,e)).detectRetina&&b.retina?2:1,o=this.getTileSize();n.width=o.x*t,n.height=o.y*t,this.wmsParams=n},onAdd:function(t){this._crs=this.options.crs||t.options.crs,this._wmsVersion=parseFloat(this.wmsParams.version);var e=1.3<=this._wmsVersion?"crs":"srs";this.wmsParams[e]=this._crs.code,Di.prototype.onAdd.call(this,t)},getTileUrl:function(t){var e=this._tileCoordsToNwSe(t),i=this._crs,i=_(i.project(e[0]),i.project(e[1])),e=i.min,i=i.max,e=(1.3<=this._wmsVersion&&this._crs===li?[e.y,e.x,i.y,i.x]:[e.x,e.y,i.x,i.y]).join(","),i=Di.prototype.getTileUrl.call(this,t);return i+U(this.wmsParams,i,this.options.uppercase)+(this.options.uppercase?"&BBOX=":"&bbox=")+e},setParams:function(t,e){return l(this.wmsParams,t),e||this.redraw(),this}});Di.WMS=Hi,ji.wms=function(t,e){return new Hi(t,e)};var Wi=o.extend({options:{padding:.1},initialize:function(t){c(this,t),h(this),this._layers=this._layers||{}},onAdd:function(){this._container||(this._initContainer(),M(this._container,"leaflet-zoom-animated")),this.getPane().appendChild(this._container),this._update(),this.on("update",this._updatePaths,this)},onRemove:function(){this.off("update",this._updatePaths,this),this._destroyContainer()},getEvents:function(){var t={viewreset:this._reset,zoom:this._onZoom,moveend:this._update,zoomend:this._onZoomEnd};return this._zoomAnimated&&(t.zoomanim=this._onAnimZoom),t},_onAnimZoom:function(t){this._updateTransform(t.center,t.zoom)},_onZoom:function(){this._updateTransform(this._map.getCenter(),this._map.getZoom())},_updateTransform:function(t,e){var i=this._map.getZoomScale(e,this._zoom),n=this._map.getSize().multiplyBy(.5+this.options.padding),o=this._map.project(this._center,e),n=n.multiplyBy(-i).add(o).subtract(this._map._getNewPixelOrigin(t,e));b.any3d?be(this._container,n,i):Z(this._container,n)},_reset:function(){for(var t in this._update(),this._updateTransform(this._center,this._zoom),this._layers)this._layers[t]._reset()},_onZoomEnd:function(){for(var t in this._layers)this._layers[t]._project()},_updatePaths:function(){for(var t in this._layers)this._layers[t]._update()},_update:function(){var t=this.options.padding,e=this._map.getSize(),i=this._map.containerPointToLayerPoint(e.multiplyBy(-t)).round();this._bounds=new f(i,i.add(e.multiplyBy(1+2*t)).round()),this._center=this._map.getCenter(),this._zoom=this._map.getZoom()}}),Fi=Wi.extend({options:{tolerance:0},getEvents:function(){var t=Wi.prototype.getEvents.call(this);return t.viewprereset=this._onViewPreReset,t},_onViewPreReset:function(){this._postponeUpdatePaths=!0},onAdd:function(){Wi.prototype.onAdd.call(this),this._draw()},_initContainer:function(){var t=this._container=document.createElement("canvas");S(t,"mousemove",this._onMouseMove,this),S(t,"click dblclick mousedown mouseup contextmenu",this._onClick,this),S(t,"mouseout",this._handleMouseOut,this),t._leaflet_disable_events=!0,this._ctx=t.getContext("2d")},_destroyContainer:function(){r(this._redrawRequest),delete this._ctx,T(this._container),k(this._container),delete this._container},_updatePaths:function(){if(!this._postponeUpdatePaths){for(var t in this._redrawBounds=null,this._layers)this._layers[t]._update();this._redraw()}},_update:function(){var t,e,i,n;this._map._animatingZoom&&this._bounds||(Wi.prototype._update.call(this),t=this._bounds,e=this._container,i=t.getSize(),n=b.retina?2:1,Z(e,t.min),e.width=n*i.x,e.height=n*i.y,e.style.width=i.x+"px",e.style.height=i.y+"px",b.retina&&this._ctx.scale(2,2),this._ctx.translate(-t.min.x,-t.min.y),this.fire("update"))},_reset:function(){Wi.prototype._reset.call(this),this._postponeUpdatePaths&&(this._postponeUpdatePaths=!1,this._updatePaths())},_initPath:function(t){this._updateDashArray(t);t=(this._layers[h(t)]=t)._order={layer:t,prev:this._drawLast,next:null};this._drawLast&&(this._drawLast.next=t),this._drawLast=t,this._drawFirst=this._drawFirst||this._drawLast},_addPath:function(t){this._requestRedraw(t)},_removePath:function(t){var e=t._order,i=e.next,e=e.prev;i?i.prev=e:this._drawLast=e,e?e.next=i:this._drawFirst=i,delete t._order,delete this._layers[h(t)],this._requestRedraw(t)},_updatePath:function(t){this._extendRedrawBounds(t),t._project(),t._update(),this._requestRedraw(t)},_updateStyle:function(t){this._updateDashArray(t),this._requestRedraw(t)},_updateDashArray:function(t){if("string"==typeof t.options.dashArray){for(var e,i=t.options.dashArray.split(/[, ]+/),n=[],o=0;o<i.length;o++){if(e=Number(i[o]),isNaN(e))return;n.push(e)}t.options._dashArray=n}else t.options._dashArray=t.options.dashArray},_requestRedraw:function(t){this._map&&(this._extendRedrawBounds(t),this._redrawRequest=this._redrawRequest||x(this._redraw,this))},_extendRedrawBounds:function(t){var e;t._pxBounds&&(e=(t.options.weight||0)+1,this._redrawBounds=this._redrawBounds||new f,this._redrawBounds.extend(t._pxBounds.min.subtract([e,e])),this._redrawBounds.extend(t._pxBounds.max.add([e,e])))},_redraw:function(){this._redrawRequest=null,this._redrawBounds&&(this._redrawBounds.min._floor(),this._redrawBounds.max._ceil()),this._clear(),this._draw(),this._redrawBounds=null},_clear:function(){var t,e=this._redrawBounds;e?(t=e.getSize(),this._ctx.clearRect(e.min.x,e.min.y,t.x,t.y)):(this._ctx.save(),this._ctx.setTransform(1,0,0,1,0,0),this._ctx.clearRect(0,0,this._container.width,this._container.height),this._ctx.restore())},_draw:function(){var t,e,i=this._redrawBounds;this._ctx.save(),i&&(e=i.getSize(),this._ctx.beginPath(),this._ctx.rect(i.min.x,i.min.y,e.x,e.y),this._ctx.clip()),this._drawing=!0;for(var n=this._drawFirst;n;n=n.next)t=n.layer,(!i||t._pxBounds&&t._pxBounds.intersects(i))&&t._updatePath();this._drawing=!1,this._ctx.restore()},_updatePoly:function(t,e){if(this._drawing){var i,n,o,s,r=t._parts,a=r.length,h=this._ctx;if(a){for(h.beginPath(),i=0;i<a;i++){for(n=0,o=r[i].length;n<o;n++)s=r[i][n],h[n?"lineTo":"moveTo"](s.x,s.y);e&&h.closePath()}this._fillStroke(h,t)}}},_updateCircle:function(t){var e,i,n,o;this._drawing&&!t._empty()&&(e=t._point,i=this._ctx,n=Math.max(Math.round(t._radius),1),1!=(o=(Math.max(Math.round(t._radiusY),1)||n)/n)&&(i.save(),i.scale(1,o)),i.beginPath(),i.arc(e.x,e.y/o,n,0,2*Math.PI,!1),1!=o&&i.restore(),this._fillStroke(i,t))},_fillStroke:function(t,e){var i=e.options;i.fill&&(t.globalAlpha=i.fillOpacity,t.fillStyle=i.fillColor||i.color,t.fill(i.fillRule||"evenodd")),i.stroke&&0!==i.weight&&(t.setLineDash&&t.setLineDash(e.options&&e.options._dashArray||[]),t.globalAlpha=i.opacity,t.lineWidth=i.weight,t.strokeStyle=i.color,t.lineCap=i.lineCap,t.lineJoin=i.lineJoin,t.stroke())},_onClick:function(t){for(var e,i,n=this._map.mouseEventToLayerPoint(t),o=this._drawFirst;o;o=o.next)(e=o.layer).options.interactive&&e._containsPoint(n)&&(("click"===t.type||"preclick"===t.type)&&this._map._draggableMoved(e)||(i=e));this._fireEvent(!!i&&[i],t)},_onMouseMove:function(t){var e;!this._map||this._map.dragging.moving()||this._map._animatingZoom||(e=this._map.mouseEventToLayerPoint(t),this._handleMouseHover(t,e))},_handleMouseOut:function(t){var e=this._hoveredLayer;e&&(z(this._container,"leaflet-interactive"),this._fireEvent([e],t,"mouseout"),this._hoveredLayer=null,this._mouseHoverThrottled=!1)},_handleMouseHover:function(t,e){if(!this._mouseHoverThrottled){for(var i,n,o=this._drawFirst;o;o=o.next)(i=o.layer).options.interactive&&i._containsPoint(e)&&(n=i);n!==this._hoveredLayer&&(this._handleMouseOut(t),n&&(M(this._container,"leaflet-interactive"),this._fireEvent([n],t,"mouseover"),this._hoveredLayer=n)),this._fireEvent(!!this._hoveredLayer&&[this._hoveredLayer],t),this._mouseHoverThrottled=!0,setTimeout(a(function(){this._mouseHoverThrottled=!1},this),32)}},_fireEvent:function(t,e,i){this._map._fireDOMEvent(e,i||e.type,t)},_bringToFront:function(t){var e,i,n=t._order;n&&(e=n.next,i=n.prev,e&&((e.prev=i)?i.next=e:e&&(this._drawFirst=e),n.prev=this._drawLast,(this._drawLast.next=n).next=null,this._drawLast=n,this._requestRedraw(t)))},_bringToBack:function(t){var e,i,n=t._order;n&&(e=n.next,(i=n.prev)&&((i.next=e)?e.prev=i:i&&(this._drawLast=i),n.prev=null,n.next=this._drawFirst,this._drawFirst.prev=n,this._drawFirst=n,this._requestRedraw(t)))}});function Ui(t){return b.canvas?new Fi(t):null}var Vi=function(){try{return document.namespaces.add("lvml","urn:schemas-microsoft-com:vml"),function(t){return document.createElement("<lvml:"+t+' class="lvml">')}}catch(t){}return function(t){return document.createElement("<"+t+' xmlns="urn:schemas-microsoft.com:vml" class="lvml">')}}(),zt={_initContainer:function(){this._container=P("div","leaflet-vml-container")},_update:function(){this._map._animatingZoom||(Wi.prototype._update.call(this),this.fire("update"))},_initPath:function(t){var e=t._container=Vi("shape");M(e,"leaflet-vml-shape "+(this.options.className||"")),e.coordsize="1 1",t._path=Vi("path"),e.appendChild(t._path),this._updateStyle(t),this._layers[h(t)]=t},_addPath:function(t){var e=t._container;this._container.appendChild(e),t.options.interactive&&t.addInteractiveTarget(e)},_removePath:function(t){var e=t._container;T(e),t.removeInteractiveTarget(e),delete this._layers[h(t)]},_updateStyle:function(t){var e=t._stroke,i=t._fill,n=t.options,o=t._container;o.stroked=!!n.stroke,o.filled=!!n.fill,n.stroke?(e=e||(t._stroke=Vi("stroke")),o.appendChild(e),e.weight=n.weight+"px",e.color=n.color,e.opacity=n.opacity,n.dashArray?e.dashStyle=d(n.dashArray)?n.dashArray.join(" "):n.dashArray.replace(/( *, *)/g," "):e.dashStyle="",e.endcap=n.lineCap.replace("butt","flat"),e.joinstyle=n.lineJoin):e&&(o.removeChild(e),t._stroke=null),n.fill?(i=i||(t._fill=Vi("fill")),o.appendChild(i),i.color=n.fillColor||n.color,i.opacity=n.fillOpacity):i&&(o.removeChild(i),t._fill=null)},_updateCircle:function(t){var e=t._point.round(),i=Math.round(t._radius),n=Math.round(t._radiusY||i);this._setPath(t,t._empty()?"M0 0":"AL "+e.x+","+e.y+" "+i+","+n+" 0,23592600")},_setPath:function(t,e){t._path.v=e},_bringToFront:function(t){fe(t._container)},_bringToBack:function(t){ge(t._container)}},qi=b.vml?Vi:ct,Gi=Wi.extend({_initContainer:function(){this._container=qi("svg"),this._container.setAttribute("pointer-events","none"),this._rootGroup=qi("g"),this._container.appendChild(this._rootGroup)},_destroyContainer:function(){T(this._container),k(this._container),delete this._container,delete this._rootGroup,delete this._svgSize},_update:function(){var t,e,i;this._map._animatingZoom&&this._bounds||(Wi.prototype._update.call(this),e=(t=this._bounds).getSize(),i=this._container,this._svgSize&&this._svgSize.equals(e)||(this._svgSize=e,i.setAttribute("width",e.x),i.setAttribute("height",e.y)),Z(i,t.min),i.setAttribute("viewBox",[t.min.x,t.min.y,e.x,e.y].join(" ")),this.fire("update"))},_initPath:function(t){var e=t._path=qi("path");t.options.className&&M(e,t.options.className),t.options.interactive&&M(e,"leaflet-interactive"),this._updateStyle(t),this._layers[h(t)]=t},_addPath:function(t){this._rootGroup||this._initContainer(),this._rootGroup.appendChild(t._path),t.addInteractiveTarget(t._path)},_removePath:function(t){T(t._path),t.removeInteractiveTarget(t._path),delete this._layers[h(t)]},_updatePath:function(t){t._project(),t._update()},_updateStyle:function(t){var e=t._path,t=t.options;e&&(t.stroke?(e.setAttribute("stroke",t.color),e.setAttribute("stroke-opacity",t.opacity),e.setAttribute("stroke-width",t.weight),e.setAttribute("stroke-linecap",t.lineCap),e.setAttribute("stroke-linejoin",t.lineJoin),t.dashArray?e.setAttribute("stroke-dasharray",t.dashArray):e.removeAttribute("stroke-dasharray"),t.dashOffset?e.setAttribute("stroke-dashoffset",t.dashOffset):e.removeAttribute("stroke-dashoffset")):e.setAttribute("stroke","none"),t.fill?(e.setAttribute("fill",t.fillColor||t.color),e.setAttribute("fill-opacity",t.fillOpacity),e.setAttribute("fill-rule",t.fillRule||"evenodd")):e.setAttribute("fill","none"))},_updatePoly:function(t,e){this._setPath(t,dt(t._parts,e))},_updateCircle:function(t){var e=t._point,i=Math.max(Math.round(t._radius),1),n="a"+i+","+(Math.max(Math.round(t._radiusY),1)||i)+" 0 1,0 ",e=t._empty()?"M0 0":"M"+(e.x-i)+","+e.y+n+2*i+",0 "+n+2*-i+",0 ";this._setPath(t,e)},_setPath:function(t,e){t._path.setAttribute("d",e)},_bringToFront:function(t){fe(t._path)},_bringToBack:function(t){ge(t._path)}});function Ki(t){return b.svg||b.vml?new Gi(t):null}b.vml&&Gi.include(zt),A.include({getRenderer:function(t){t=(t=t.options.renderer||this._getPaneRenderer(t.options.pane)||this.options.renderer||this._renderer)||(this._renderer=this._createRenderer());return this.hasLayer(t)||this.addLayer(t),t},_getPaneRenderer:function(t){var e;return"overlayPane"!==t&&void 0!==t&&(void 0===(e=this._paneRenderers[t])&&(e=this._createRenderer({pane:t}),this._paneRenderers[t]=e),e)},_createRenderer:function(t){return this.options.preferCanvas&&Ui(t)||Ki(t)}});var Yi=xi.extend({initialize:function(t,e){xi.prototype.initialize.call(this,this._boundsToLatLngs(t),e)},setBounds:function(t){return this.setLatLngs(this._boundsToLatLngs(t))},_boundsToLatLngs:function(t){return[(t=g(t)).getSouthWest(),t.getNorthWest(),t.getNorthEast(),t.getSouthEast()]}});Gi.create=qi,Gi.pointsToPath=dt,wi.geometryToLayer=bi,wi.coordsToLatLng=Li,wi.coordsToLatLngs=Ti,wi.latLngToCoords=Mi,wi.latLngsToCoords=zi,wi.getFeature=Ci,wi.asFeature=Zi,A.mergeOptions({boxZoom:!0});var _t=n.extend({initialize:function(t){this._map=t,this._container=t._container,this._pane=t._panes.overlayPane,this._resetStateTimeout=0,t.on("unload",this._destroy,this)},addHooks:function(){S(this._container,"mousedown",this._onMouseDown,this)},removeHooks:function(){k(this._container,"mousedown",this._onMouseDown,this)},moved:function(){return this._moved},_destroy:function(){T(this._pane),delete this._pane},_resetState:function(){this._resetStateTimeout=0,this._moved=!1},_clearDeferredResetState:function(){0!==this._resetStateTimeout&&(clearTimeout(this._resetStateTimeout),this._resetStateTimeout=0)},_onMouseDown:function(t){if(!t.shiftKey||1!==t.which&&1!==t.button)return!1;this._clearDeferredResetState(),this._resetState(),re(),Le(),this._startPoint=this._map.mouseEventToContainerPoint(t),S(document,{contextmenu:Re,mousemove:this._onMouseMove,mouseup:this._onMouseUp,keydown:this._onKeyDown},this)},_onMouseMove:function(t){this._moved||(this._moved=!0,this._box=P("div","leaflet-zoom-box",this._container),M(this._container,"leaflet-crosshair"),this._map.fire("boxzoomstart")),this._point=this._map.mouseEventToContainerPoint(t);var t=new f(this._point,this._startPoint),e=t.getSize();Z(this._box,t.min),this._box.style.width=e.x+"px",this._box.style.height=e.y+"px"},_finish:function(){this._moved&&(T(this._box),z(this._container,"leaflet-crosshair")),ae(),Te(),k(document,{contextmenu:Re,mousemove:this._onMouseMove,mouseup:this._onMouseUp,keydown:this._onKeyDown},this)},_onMouseUp:function(t){1!==t.which&&1!==t.button||(this._finish(),this._moved&&(this._clearDeferredResetState(),this._resetStateTimeout=setTimeout(a(this._resetState,this),0),t=new s(this._map.containerPointToLatLng(this._startPoint),this._map.containerPointToLatLng(this._point)),this._map.fitBounds(t).fire("boxzoomend",{boxZoomBounds:t})))},_onKeyDown:function(t){27===t.keyCode&&(this._finish(),this._clearDeferredResetState(),this._resetState())}}),Ct=(A.addInitHook("addHandler","boxZoom",_t),A.mergeOptions({doubleClickZoom:!0}),n.extend({addHooks:function(){this._map.on("dblclick",this._onDoubleClick,this)},removeHooks:function(){this._map.off("dblclick",this._onDoubleClick,this)},_onDoubleClick:function(t){var e=this._map,i=e.getZoom(),n=e.options.zoomDelta,i=t.originalEvent.shiftKey?i-n:i+n;"center"===e.options.doubleClickZoom?e.setZoom(i):e.setZoomAround(t.containerPoint,i)}})),Zt=(A.addInitHook("addHandler","doubleClickZoom",Ct),A.mergeOptions({dragging:!0,inertia:!0,inertiaDeceleration:3400,inertiaMaxSpeed:1/0,easeLinearity:.2,worldCopyJump:!1,maxBoundsViscosity:0}),n.extend({addHooks:function(){var t;this._draggable||(t=this._map,this._draggable=new Xe(t._mapPane,t._container),this._draggable.on({dragstart:this._onDragStart,drag:this._onDrag,dragend:this._onDragEnd},this),this._draggable.on("predrag",this._onPreDragLimit,this),t.options.worldCopyJump&&(this._draggable.on("predrag",this._onPreDragWrap,this),t.on("zoomend",this._onZoomEnd,this),t.whenReady(this._onZoomEnd,this))),M(this._map._container,"leaflet-grab leaflet-touch-drag"),this._draggable.enable(),this._positions=[],this._times=[]},removeHooks:function(){z(this._map._container,"leaflet-grab"),z(this._map._container,"leaflet-touch-drag"),this._draggable.disable()},moved:function(){return this._draggable&&this._draggable._moved},moving:function(){return this._draggable&&this._draggable._moving},_onDragStart:function(){var t,e=this._map;e._stop(),this._map.options.maxBounds&&this._map.options.maxBoundsViscosity?(t=g(this._map.options.maxBounds),this._offsetLimit=_(this._map.latLngToContainerPoint(t.getNorthWest()).multiplyBy(-1),this._map.latLngToContainerPoint(t.getSouthEast()).multiplyBy(-1).add(this._map.getSize())),this._viscosity=Math.min(1,Math.max(0,this._map.options.maxBoundsViscosity))):this._offsetLimit=null,e.fire("movestart").fire("dragstart"),e.options.inertia&&(this._positions=[],this._times=[])},_onDrag:function(t){var e,i;this._map.options.inertia&&(e=this._lastTime=+new Date,i=this._lastPos=this._draggable._absPos||this._draggable._newPos,this._positions.push(i),this._times.push(e),this._prunePositions(e)),this._map.fire("move",t).fire("drag",t)},_prunePositions:function(t){for(;1<this._positions.length&&50<t-this._times[0];)this._positions.shift(),this._times.shift()},_onZoomEnd:function(){var t=this._map.getSize().divideBy(2),e=this._map.latLngToLayerPoint([0,0]);this._initialWorldOffset=e.subtract(t).x,this._worldWidth=this._map.getPixelWorldBounds().getSize().x},_viscousLimit:function(t,e){return t-(t-e)*this._viscosity},_onPreDragLimit:function(){var t,e;this._viscosity&&this._offsetLimit&&(t=this._draggable._newPos.subtract(this._draggable._startPos),e=this._offsetLimit,t.x<e.min.x&&(t.x=this._viscousLimit(t.x,e.min.x)),t.y<e.min.y&&(t.y=this._viscousLimit(t.y,e.min.y)),t.x>e.max.x&&(t.x=this._viscousLimit(t.x,e.max.x)),t.y>e.max.y&&(t.y=this._viscousLimit(t.y,e.max.y)),this._draggable._newPos=this._draggable._startPos.add(t))},_onPreDragWrap:function(){var t=this._worldWidth,e=Math.round(t/2),i=this._initialWorldOffset,n=this._draggable._newPos.x,o=(n-e+i)%t+e-i,n=(n+e+i)%t-e-i,t=Math.abs(o+i)<Math.abs(n+i)?o:n;this._draggable._absPos=this._draggable._newPos.clone(),this._draggable._newPos.x=t},_onDragEnd:function(t){var e,i,n,o,s=this._map,r=s.options,a=!r.inertia||t.noInertia||this._times.length<2;s.fire("dragend",t),!a&&(this._prunePositions(+new Date),t=this._lastPos.subtract(this._positions[0]),a=(this._lastTime-this._times[0])/1e3,e=r.easeLinearity,a=(t=t.multiplyBy(e/a)).distanceTo([0,0]),i=Math.min(r.inertiaMaxSpeed,a),t=t.multiplyBy(i/a),n=i/(r.inertiaDeceleration*e),(o=t.multiplyBy(-n/2).round()).x||o.y)?(o=s._limitOffset(o,s.options.maxBounds),x(function(){s.panBy(o,{duration:n,easeLinearity:e,noMoveStart:!0,animate:!0})})):s.fire("moveend")}})),St=(A.addInitHook("addHandler","dragging",Zt),A.mergeOptions({keyboard:!0,keyboardPanDelta:80}),n.extend({keyCodes:{left:[37],right:[39],down:[40],up:[38],zoomIn:[187,107,61,171],zoomOut:[189,109,54,173]},initialize:function(t){this._map=t,this._setPanDelta(t.options.keyboardPanDelta),this._setZoomDelta(t.options.zoomDelta)},addHooks:function(){var t=this._map._container;t.tabIndex<=0&&(t.tabIndex="0"),S(t,{focus:this._onFocus,blur:this._onBlur,mousedown:this._onMouseDown},this),this._map.on({focus:this._addHooks,blur:this._removeHooks},this)},removeHooks:function(){this._removeHooks(),k(this._map._container,{focus:this._onFocus,blur:this._onBlur,mousedown:this._onMouseDown},this),this._map.off({focus:this._addHooks,blur:this._removeHooks},this)},_onMouseDown:function(){var t,e,i;this._focused||(i=document.body,t=document.documentElement,e=i.scrollTop||t.scrollTop,i=i.scrollLeft||t.scrollLeft,this._map._container.focus(),window.scrollTo(i,e))},_onFocus:function(){this._focused=!0,this._map.fire("focus")},_onBlur:function(){this._focused=!1,this._map.fire("blur")},_setPanDelta:function(t){for(var e=this._panKeys={},i=this.keyCodes,n=0,o=i.left.length;n<o;n++)e[i.left[n]]=[-1*t,0];for(n=0,o=i.right.length;n<o;n++)e[i.right[n]]=[t,0];for(n=0,o=i.down.length;n<o;n++)e[i.down[n]]=[0,t];for(n=0,o=i.up.length;n<o;n++)e[i.up[n]]=[0,-1*t]},_setZoomDelta:function(t){for(var e=this._zoomKeys={},i=this.keyCodes,n=0,o=i.zoomIn.length;n<o;n++)e[i.zoomIn[n]]=t;for(n=0,o=i.zoomOut.length;n<o;n++)e[i.zoomOut[n]]=-t},_addHooks:function(){S(document,"keydown",this._onKeyDown,this)},_removeHooks:function(){k(document,"keydown",this._onKeyDown,this)},_onKeyDown:function(t){if(!(t.altKey||t.ctrlKey||t.metaKey)){var e,i,n=t.keyCode,o=this._map;if(n in this._panKeys)o._panAnim&&o._panAnim._inProgress||(i=this._panKeys[n],t.shiftKey&&(i=m(i).multiplyBy(3)),o.options.maxBounds&&(i=o._limitOffset(m(i),o.options.maxBounds)),o.options.worldCopyJump?(e=o.wrapLatLng(o.unproject(o.project(o.getCenter()).add(i))),o.panTo(e)):o.panBy(i));else if(n in this._zoomKeys)o.setZoom(o.getZoom()+(t.shiftKey?3:1)*this._zoomKeys[n]);else{if(27!==n||!o._popup||!o._popup.options.closeOnEscapeKey)return;o.closePopup()}Re(t)}}})),Et=(A.addInitHook("addHandler","keyboard",St),A.mergeOptions({scrollWheelZoom:!0,wheelDebounceTime:40,wheelPxPerZoomLevel:60}),n.extend({addHooks:function(){S(this._map._container,"wheel",this._onWheelScroll,this),this._delta=0},removeHooks:function(){k(this._map._container,"wheel",this._onWheelScroll,this)},_onWheelScroll:function(t){var e=He(t),i=this._map.options.wheelDebounceTime,e=(this._delta+=e,this._lastMousePos=this._map.mouseEventToContainerPoint(t),this._startTime||(this._startTime=+new Date),Math.max(i-(+new Date-this._startTime),0));clearTimeout(this._timer),this._timer=setTimeout(a(this._performZoom,this),e),Re(t)},_performZoom:function(){var t=this._map,e=t.getZoom(),i=this._map.options.zoomSnap||0,n=(t._stop(),this._delta/(4*this._map.options.wheelPxPerZoomLevel)),n=4*Math.log(2/(1+Math.exp(-Math.abs(n))))/Math.LN2,i=i?Math.ceil(n/i)*i:n,n=t._limitZoom(e+(0<this._delta?i:-i))-e;this._delta=0,this._startTime=null,n&&("center"===t.options.scrollWheelZoom?t.setZoom(e+n):t.setZoomAround(this._lastMousePos,e+n))}})),kt=(A.addInitHook("addHandler","scrollWheelZoom",Et),A.mergeOptions({tapHold:b.touchNative&&b.safari&&b.mobile,tapTolerance:15}),n.extend({addHooks:function(){S(this._map._container,"touchstart",this._onDown,this)},removeHooks:function(){k(this._map._container,"touchstart",this._onDown,this)},_onDown:function(t){var e;clearTimeout(this._holdTimeout),1===t.touches.length&&(e=t.touches[0],this._startPos=this._newPos=new p(e.clientX,e.clientY),this._holdTimeout=setTimeout(a(function(){this._cancel(),this._isTapValid()&&(S(document,"touchend",O),S(document,"touchend touchcancel",this._cancelClickPrevent),this._simulateEvent("contextmenu",e))},this),600),S(document,"touchend touchcancel contextmenu",this._cancel,this),S(document,"touchmove",this._onMove,this))},_cancelClickPrevent:function t(){k(document,"touchend",O),k(document,"touchend touchcancel",t)},_cancel:function(){clearTimeout(this._holdTimeout),k(document,"touchend touchcancel contextmenu",this._cancel,this),k(document,"touchmove",this._onMove,this)},_onMove:function(t){t=t.touches[0];this._newPos=new p(t.clientX,t.clientY)},_isTapValid:function(){return this._newPos.distanceTo(this._startPos)<=this._map.options.tapTolerance},_simulateEvent:function(t,e){t=new MouseEvent(t,{bubbles:!0,cancelable:!0,view:window,screenX:e.screenX,screenY:e.screenY,clientX:e.clientX,clientY:e.clientY});t._simulated=!0,e.target.dispatchEvent(t)}})),Ot=(A.addInitHook("addHandler","tapHold",kt),A.mergeOptions({touchZoom:b.touch,bounceAtZoomLimits:!0}),n.extend({addHooks:function(){M(this._map._container,"leaflet-touch-zoom"),S(this._map._container,"touchstart",this._onTouchStart,this)},removeHooks:function(){z(this._map._container,"leaflet-touch-zoom"),k(this._map._container,"touchstart",this._onTouchStart,this)},_onTouchStart:function(t){var e,i,n=this._map;!t.touches||2!==t.touches.length||n._animatingZoom||this._zooming||(e=n.mouseEventToContainerPoint(t.touches[0]),i=n.mouseEventToContainerPoint(t.touches[1]),this._centerPoint=n.getSize()._divideBy(2),this._startLatLng=n.containerPointToLatLng(this._centerPoint),"center"!==n.options.touchZoom&&(this._pinchStartLatLng=n.containerPointToLatLng(e.add(i)._divideBy(2))),this._startDist=e.distanceTo(i),this._startZoom=n.getZoom(),this._moved=!1,this._zooming=!0,n._stop(),S(document,"touchmove",this._onTouchMove,this),S(document,"touchend touchcancel",this._onTouchEnd,this),O(t))},_onTouchMove:function(t){if(t.touches&&2===t.touches.length&&this._zooming){var e=this._map,i=e.mouseEventToContainerPoint(t.touches[0]),n=e.mouseEventToContainerPoint(t.touches[1]),o=i.distanceTo(n)/this._startDist;if(this._zoom=e.getScaleZoom(o,this._startZoom),!e.options.bounceAtZoomLimits&&(this._zoom<e.getMinZoom()&&o<1||this._zoom>e.getMaxZoom()&&1<o)&&(this._zoom=e._limitZoom(this._zoom)),"center"===e.options.touchZoom){if(this._center=this._startLatLng,1==o)return}else{i=i._add(n)._divideBy(2)._subtract(this._centerPoint);if(1==o&&0===i.x&&0===i.y)return;this._center=e.unproject(e.project(this._pinchStartLatLng,this._zoom).subtract(i),this._zoom)}this._moved||(e._moveStart(!0,!1),this._moved=!0),r(this._animRequest);n=a(e._move,e,this._center,this._zoom,{pinch:!0,round:!1},void 0);this._animRequest=x(n,this,!0),O(t)}},_onTouchEnd:function(){this._moved&&this._zooming?(this._zooming=!1,r(this._animRequest),k(document,"touchmove",this._onTouchMove,this),k(document,"touchend touchcancel",this._onTouchEnd,this),this._map.options.zoomAnimation?this._map._animateZoom(this._center,this._map._limitZoom(this._zoom),!0,this._map.options.zoomSnap):this._map._resetView(this._center,this._map._limitZoom(this._zoom))):this._zooming=!1}})),Xi=(A.addInitHook("addHandler","touchZoom",Ot),A.BoxZoom=_t,A.DoubleClickZoom=Ct,A.Drag=Zt,A.Keyboard=St,A.ScrollWheelZoom=Et,A.TapHold=kt,A.TouchZoom=Ot,t.Bounds=f,t.Browser=b,t.CRS=ot,t.Canvas=Fi,t.Circle=vi,t.CircleMarker=gi,t.Class=et,t.Control=B,t.DivIcon=Ri,t.DivOverlay=Ai,t.DomEvent=mt,t.DomUtil=pt,t.Draggable=Xe,t.Evented=it,t.FeatureGroup=ci,t.GeoJSON=wi,t.GridLayer=Ni,t.Handler=n,t.Icon=di,t.ImageOverlay=Ei,t.LatLng=v,t.LatLngBounds=s,t.Layer=o,t.LayerGroup=ui,t.LineUtil=vt,t.Map=A,t.Marker=mi,t.Mixin=ft,t.Path=fi,t.Point=p,t.PolyUtil=gt,t.Polygon=xi,t.Polyline=yi,t.Popup=Bi,t.PosAnimation=Fe,t.Projection=wt,t.Rectangle=Yi,t.Renderer=Wi,t.SVG=Gi,t.SVGOverlay=Oi,t.TileLayer=Di,t.Tooltip=Ii,t.Transformation=at,t.Util=tt,t.VideoOverlay=ki,t.bind=a,t.bounds=_,t.canvas=Ui,t.circle=function(t,e,i){return new vi(t,e,i)},t.circleMarker=function(t,e){return new gi(t,e)},t.control=Ue,t.divIcon=function(t){return new Ri(t)},t.extend=l,t.featureGroup=function(t,e){return new ci(t,e)},t.geoJSON=Si,t.geoJson=Mt,t.gridLayer=function(t){return new Ni(t)},t.icon=function(t){return new di(t)},t.imageOverlay=function(t,e,i){return new Ei(t,e,i)},t.latLng=w,t.latLngBounds=g,t.layerGroup=function(t,e){return new ui(t,e)},t.map=function(t,e){return new A(t,e)},t.marker=function(t,e){return new mi(t,e)},t.point=m,t.polygon=function(t,e){return new xi(t,e)},t.polyline=function(t,e){return new yi(t,e)},t.popup=function(t,e){return new Bi(t,e)},t.rectangle=function(t,e){return new Yi(t,e)},t.setOptions=c,t.stamp=h,t.svg=Ki,t.svgOverlay=function(t,e,i){return new Oi(t,e,i)},t.tileLayer=ji,t.tooltip=function(t,e){return new Ii(t,e)},t.transformation=ht,t.version="1.9.4",t.videoOverlay=function(t,e,i){return new ki(t,e,i)},window.L);t.noConflict=function(){return window.L=Xi,this},window.L=t});
|
||
//# sourceMappingURL=leaflet.js.map</script>
|
||
<script>
|
||
const DATA = {"keys":["id","lat","lon","estrellas","score","municipio","comunidad","c_sonido","c_soledad","c_agua","c_arbolado","c_acceso","c_clima","db_en_casa","d_edificio","d_carretera","d_pista","d_agua","d_protegido","protegido_cerca","km_protegido","arbolado_pct","roca_pct","pendiente","tpi","cota","tmax","tmin","px","py","tmeta"],"rows":[[1,46.69701,13.56417,1,38.4,"Stockenboi","Kärnten",17,30,97,0,95,60,44.9,2024,1969,0,984,5742,"Obere Drau (Natura 2000)",5.8,100,0,3.1,-92.2,1231,19.9,-8.0,622.6,572.4,[509.2,1135.0]],[2,47.82014,14.3263,1,31.1,"Molln","Oberösterreich",17,34,0,5,91,80,45.0,2022,2308,0,0,900," (Designación nacional)",0.9,98,0,4.4,-187.1,733,21.3,-4.5,725.0,317.0,[490.8,1429.6]]],"img_w":1186,"img_h":673};
|
||
const NT = 48;
|
||
const NCAND = "2";
|
||
// Fuera de España no hay ni ortofoto incrustada ni cartografía oficial que
|
||
// pedir: lo español se esconde en vez de enseñar capas en blanco.
|
||
const ES = false, HAS_ORTHO = false, NPAISES = 23;
|
||
if(!ES) document.body.classList.add('noes');
|
||
|
||
// ---- desempaquetado ----
|
||
const K = {}; DATA.keys.forEach((k,i)=>K[k]=i);
|
||
const C = DATA.rows;
|
||
const terrainRaw = atob("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");
|
||
const TER = new Uint8Array(terrainRaw.length);
|
||
for(let i=0;i<terrainRaw.length;i++) TER[i]=terrainRaw.charCodeAt(i);
|
||
const TSIZE = NT*NT;
|
||
|
||
// Los nombres vienen de OpenStreetMap y de los ficheros oficiales, o sea de
|
||
// terceros: cualquiera puede editar el nombre de un municipio en OSM. Todo lo
|
||
// que salga de los datos y acabe en innerHTML pasa por aquí antes.
|
||
const ESCMAP={'&':'&','<':'<','>':'>','"':'"',"'":'''};
|
||
const esc = s => String(s==null?'':s).replace(/[&<>"']/g, ch => ESCMAP[ch]);
|
||
|
||
const SCOL = ["","#8a7a4a","#a8923f","#c9a92f","#e6c235","#ffd95e"];
|
||
const stars = n => "★".repeat(n)+"☆".repeat(5-n);
|
||
|
||
|
||
// ---- idiomas ----
|
||
// El proyecto sirve para cualquier país del catálogo, así que la interfaz no
|
||
// puede estar solo en castellano. Las cadenas de datos (municipios, comunidades)
|
||
// vienen del país y no se traducen.
|
||
const I18N = {
|
||
title:{es:"Localizaciones",en:"Locations",fr:"Emplacements",pt:"Localizações"},
|
||
minstars:{es:"Estrellas mínimas",en:"Minimum stars",fr:"Étoiles minimum",pt:"Estrelas mínimas"},
|
||
region:{es:"Comunidad",en:"Region",fr:"Région",pt:"Região"},
|
||
all:{es:"todas",en:"all",fr:"toutes",pt:"todas"},
|
||
fsound:{es:"Aislamiento sonoro mínimo",en:"Min. sound isolation",fr:"Isolement sonore min.",pt:"Isolamento sonoro mín."},
|
||
fwater:{es:"Agua cerca mínimo",en:"Min. water nearby",fr:"Eau à proximité min.",pt:"Água perto mín."},
|
||
ftrees:{es:"Arbolado mínimo",en:"Min. tree cover",fr:"Couvert arboré min.",pt:"Arvoredo mínimo"},
|
||
faccess:{es:"Acceso mínimo",en:"Min. access",fr:"Accès minimum",pt:"Acesso mínimo"},
|
||
mrelief:{es:"Relieve",en:"Relief",fr:"Relief",pt:"Relevo"},
|
||
mmap:{es:"Mapa",en:"Map",fr:"Carte",pt:"Mapa"},
|
||
mclose:{es:"Ver de cerca",en:"Zoom in",fr:"Vue rapprochée",pt:"Ver de perto"},
|
||
lshade:{es:"Sombreado",en:"Hillshade",fr:"Ombrage",pt:"Sombreado"},
|
||
liso:{es:"Aislamiento",en:"Isolation",fr:"Isolement",pt:"Isolamento"},
|
||
lprot:{es:"Protegidos",en:"Protected",fr:"Protégés",pt:"Protegidos"},
|
||
lfit:{es:"Encajar",en:"Fit",fr:"Ajuster",pt:"Ajustar"},
|
||
base:{es:"Fondo",en:"Base map",fr:"Fond",pt:"Fundo"},
|
||
over:{es:"Encima",en:"Overlays",fr:"Calques",pt:"Camadas"},
|
||
bsat:{es:"Satélite (PNOA)",en:"Satellite (PNOA)",fr:"Satellite (PNOA)",pt:"Satélite (PNOA)"},
|
||
btopo:{es:"Topográfico (MTN)",en:"Topographic (MTN)",fr:"Topographique (MTN)",pt:"Topográfico (MTN)"},
|
||
bosm:{es:"OpenStreetMap",en:"OpenStreetMap",fr:"OpenStreetMap",pt:"OpenStreetMap"},
|
||
ocad:{es:"Parcelas del catastro",en:"Cadastral parcels",fr:"Parcelles cadastrales",pt:"Parcelas cadastrais"},
|
||
on2k:{es:"Red Natura 2000",en:"Natura 2000 network",fr:"Réseau Natura 2000",pt:"Rede Natura 2000"},
|
||
oenp:{es:"Espacios protegidos",en:"Protected areas",fr:"Espaces protégés",pt:"Áreas protegidas"},
|
||
opts:{es:"Otras localizaciones",en:"Other locations",fr:"Autres emplacements",pt:"Outras localizações"},
|
||
tabaer:{es:"Vista aérea",en:"Aerial view",fr:"Vue aérienne",pt:"Vista aérea"},
|
||
tab3d:{es:"Relieve 3D",en:"3D relief",fr:"Relief 3D",pt:"Relevo 3D"},
|
||
seeclose:{es:"Ver de cerca en el mapa",en:"Zoom in on the map",fr:"Voir de près sur la carte",pt:"Ver de perto no mapa"},
|
||
nosel:{es:"Elige una localización en la lista para verla de cerca",en:"Pick a location from the list to zoom in",fr:"Choisissez un emplacement dans la liste",pt:"Escolhe uma localização na lista"},
|
||
sound:{es:"Sonido",en:"Sound",fr:"Son",pt:"Som"},
|
||
solitude:{es:"Soledad",en:"Solitude",fr:"Solitude",pt:"Solidão"},
|
||
access:{es:"Acceso",en:"Access",fr:"Accès",pt:"Acesso"},
|
||
water:{es:"Agua",en:"Water",fr:"Eau",pt:"Água"},
|
||
trees:{es:"Arbolado",en:"Tree cover",fr:"Couvert arboré",pt:"Arvoredo"},
|
||
climate:{es:"Clima",en:"Climate",fr:"Climat",pt:"Clima"},
|
||
fdb:{es:"Nivel en la casa más cercana",en:"Level at nearest dwelling",fr:"Niveau à la maison la plus proche",pt:"Nível na casa mais próxima"},
|
||
fbuild:{es:"Edificio más cercano",en:"Nearest building",fr:"Bâtiment le plus proche",pt:"Edifício mais próximo"},
|
||
froad:{es:"Carretera más cercana",en:"Nearest road",fr:"Route la plus proche",pt:"Estrada mais próxima"},
|
||
ftrack:{es:"Pista de acceso",en:"Access track",fr:"Piste d'accès",pt:"Pista de acesso"},
|
||
fwat:{es:"Agua más cercana",en:"Nearest water",fr:"Eau la plus proche",pt:"Água mais próxima"},
|
||
ftree:{es:"Arbolado alrededor",en:"Tree cover around",fr:"Couvert arboré autour",pt:"Arvoredo à volta"},
|
||
frock:{es:"Roca desnuda",en:"Bare rock",fr:"Roche nue",pt:"Rocha nua"},
|
||
fslope:{es:"Pendiente",en:"Slope",fr:"Pente",pt:"Declive"},
|
||
ftpi:{es:"Hondonada (TPI)",en:"Hollow (TPI)",fr:"Cuvette (TPI)",pt:"Depressão (TPI)"},
|
||
ftmax:{es:"Máx. mes más cálido",en:"Max. warmest month",fr:"Max. mois le plus chaud",pt:"Máx. mês mais quente"},
|
||
ftmin:{es:"Mín. mes más frío",en:"Min. coldest month",fr:"Min. mois le plus froid",pt:"Mín. mês mais frio"},
|
||
far:{es:"lejos",en:"far",fr:"loin",pt:"longe"},
|
||
locs:{es:"localizaciones",en:"locations",fr:"emplacements",pt:"localizações"},
|
||
loc1:{es:"localización",en:"location",fr:"emplacement",pt:"localização"},
|
||
more:{es:"más (afina los filtros)",en:"more (narrow the filters)",fr:"de plus (affinez les filtres)",pt:"mais (afina os filtros)"},
|
||
pick:{es:"elige una localización para abrirla en otros mapas",en:"pick a location to open it in other maps",fr:"choisissez un emplacement pour l'ouvrir ailleurs",pt:"escolhe uma localização para abrir noutros mapas"},
|
||
lsat:{es:"Satélite",en:"Satellite",fr:"Satellite",pt:"Satélite"},
|
||
lsatd:{es:"vista aérea",en:"aerial view",fr:"vue aérienne",pt:"vista aérea"},
|
||
lsvd:{es:"entrada desde el asfalto",en:"the turn-off from the road",fr:"l'entrée depuis la route",pt:"entrada a partir do asfalto"},
|
||
lmpd:{es:"fotos de pista",en:"track-level photos",fr:"photos de piste",pt:"fotos de pista"},
|
||
losmd:{es:"caminos y topónimos",en:"tracks and place names",fr:"chemins et toponymes",pt:"caminhos e topónimos"},
|
||
lcad:{es:"Catastro",en:"Cadastre",fr:"Cadastre",pt:"Cadastro"},
|
||
lcadd:{es:"de quién es la finca",en:"who owns the land",fr:"à qui appartient le terrain",pt:"de quem é o terreno"},
|
||
lgo:{es:"Cómo llegar",en:"Directions",fr:"Itinéraire",pt:"Como chegar"},
|
||
lgod:{es:"ruta desde donde estés",en:"route from where you are",fr:"itinéraire depuis chez vous",pt:"rota de onde estiveres"},
|
||
aerhint:{es:"ortofoto · 640 m de lado · pulsa para ampliar",en:"orthophoto · 640 m across · tap to zoom",fr:"orthophoto · 640 m de côté · cliquez pour agrandir",pt:"ortofoto · 640 m de lado · toca para ampliar"},
|
||
relhint:{es:"relieve 9,6 × 9,6 km · arrastra para girar",en:"relief 9.6 × 9.6 km · drag to rotate",fr:"relief 9,6 × 9,6 km · faites glisser pour tourner",pt:"relevo 9,6 × 9,6 km · arrasta para girar"},
|
||
protnear:{es:"Espacio protegido a",en:"Protected area at",fr:"Espace protégé à",pt:"Área protegida a"},
|
||
protwarn:{es:"Está fuera, pero comprueba el límite exacto en el visor oficial antes de ir.",en:"It is outside, but check the exact boundary on the official viewer before going.",fr:"Il est en dehors, mais vérifiez la limite exacte avant d'y aller.",pt:"Está fora, mas confirma o limite exato antes de ir."},
|
||
grid:{es:"malla de 100 m",en:"100 m grid",fr:"grille de 100 m",pt:"malha de 100 m"},
|
||
legprot:{es:"espacio protegido",en:"protected area",fr:"espace protégé",pt:"área protegida"},
|
||
noprot:{es:"Sin espacio protegido cartografiado en 12 km. Aun así, comprueba la propiedad del terreno: casi todo esto es finca privada.",en:"No mapped protected area within 12 km. Even so, check land ownership: nearly all of this is private.",fr:"Aucun espace protégé cartographié à moins de 12 km. Vérifiez tout de même la propriété du terrain.",pt:"Sem área protegida cartografada em 12 km. Ainda assim, confirma a propriedade do terreno."},
|
||
};
|
||
let LANG = localStorage.getItem('rs_lang') ||
|
||
(navigator.language||'es').slice(0,2);
|
||
if(!['es','en','fr','pt'].includes(LANG)) LANG='es';
|
||
const t = k => (I18N[k] && (I18N[k][LANG] || I18N[k].es)) || k;
|
||
|
||
function applyLang(){
|
||
document.documentElement.lang = LANG;
|
||
document.querySelectorAll('[data-i18n]').forEach(e=>{
|
||
e.textContent = t(e.dataset.i18n);
|
||
});
|
||
el('lang').value = LANG;
|
||
el('subtxt').textContent = NCAND + ' ' + t('locs') + ' · ' + t('grid');
|
||
el('legend').innerHTML = [5,4,3,2,1].map(s=>
|
||
`<span><i style="background:${SCOL[s]}"></i>${s}★</span>`).join("")+
|
||
`<span style="color:var(--muted);border-left:1px solid var(--line);padding-left:12px">`+
|
||
`<i style="background:#c43f2f;opacity:.75"></i>${t('legprot')}</span>`;
|
||
if(selected) select(selected); else renderMapLinks(null);
|
||
apply();
|
||
setTab(document.getElementById('detail').classList.contains('t3d'));
|
||
}
|
||
|
||
// ---- imágenes ----
|
||
const layers = {};
|
||
function loadImg(name, b64){
|
||
return new Promise(res=>{ const i=new Image();
|
||
i.onload=()=>{layers[name]=i;res();}; i.onerror=()=>res();
|
||
i.src="data:image/webp;base64,"+b64; });
|
||
}
|
||
|
||
// ---- estado del mapa ----
|
||
const cv = document.getElementById('map'), cx = cv.getContext('2d');
|
||
let view = {x:0,y:0,k:1}, dpr = Math.min(devicePixelRatio||1,2);
|
||
let visible = [], selected = null;
|
||
// Una capa cada vez: las tres a la vez se tapaban entre ellas y no se veía
|
||
// ninguna bien. 'rel' es la de arranque porque es la única que se lee sola.
|
||
let capa = 'rel';
|
||
const show = {rel:true, iso:false, prot:false};
|
||
|
||
function resize(){
|
||
const r = cv.getBoundingClientRect();
|
||
cv.width = r.width*dpr; cv.height = r.height*dpr;
|
||
draw();
|
||
}
|
||
function fit(){
|
||
const r = cv.getBoundingClientRect();
|
||
const k = Math.min(r.width/DATA.img_w, r.height/DATA.img_h)*0.96;
|
||
view.k = k;
|
||
view.x = (r.width - DATA.img_w*k)/2;
|
||
view.y = (r.height - DATA.img_h*k)/2;
|
||
draw();
|
||
}
|
||
function draw(){
|
||
const r = cv.getBoundingClientRect();
|
||
cx.setTransform(dpr,0,0,dpr,0,0);
|
||
cx.clearRect(0,0,r.width,r.height);
|
||
cx.fillStyle="#0e1116"; cx.fillRect(0,0,r.width,r.height);
|
||
cx.save();
|
||
cx.translate(view.x,view.y); cx.scale(view.k,view.k);
|
||
cx.imageSmoothingEnabled = view.k < 3;
|
||
if(show.rel && layers.rel) cx.drawImage(layers.rel,0,0,DATA.img_w,DATA.img_h);
|
||
if(show.iso && layers.iso) cx.drawImage(layers.iso,0,0,DATA.img_w,DATA.img_h);
|
||
if(show.prot && layers.prot) cx.drawImage(layers.prot,0,0,DATA.img_w,DATA.img_h);
|
||
cx.restore();
|
||
|
||
for(const c of visible){
|
||
const px = view.x + c[K.px]*view.k, py = view.y + c[K.py]*view.k;
|
||
if(px<-20||py<-20||px>r.width+20||py>r.height+20) continue;
|
||
const s = c[K.estrellas];
|
||
const rad = (s>=5?5.5:s>=4?4.6:s>=3?3.8:3.1) * (selected===c?1.6:1);
|
||
cx.beginPath(); cx.arc(px,py,rad+1.6,0,7); cx.fillStyle="rgba(8,11,16,.85)"; cx.fill();
|
||
cx.beginPath(); cx.arc(px,py,rad,0,7); cx.fillStyle=SCOL[s]; cx.fill();
|
||
if(selected===c){ cx.beginPath(); cx.arc(px,py,rad+5,0,7);
|
||
cx.strokeStyle="#5aa2f0"; cx.lineWidth=2; cx.stroke(); }
|
||
}
|
||
}
|
||
|
||
// ---- interacción del mapa ----
|
||
let drag=null;
|
||
cv.addEventListener('pointerdown',e=>{drag={x:e.clientX,y:e.clientY,vx:view.x,vy:view.y,moved:0};
|
||
cv.classList.add('drag'); cv.setPointerCapture(e.pointerId);});
|
||
cv.addEventListener('pointermove',e=>{ if(!drag) return;
|
||
drag.moved += Math.abs(e.clientX-drag.x)+Math.abs(e.clientY-drag.y);
|
||
view.x = drag.vx + (e.clientX-drag.x); view.y = drag.vy + (e.clientY-drag.y); draw();});
|
||
cv.addEventListener('pointerup',e=>{
|
||
cv.classList.remove('drag');
|
||
if(drag && drag.moved<5) pick(e);
|
||
drag=null;});
|
||
cv.addEventListener('wheel',e=>{
|
||
e.preventDefault();
|
||
const r=cv.getBoundingClientRect(), mx=e.clientX-r.left, my=e.clientY-r.top;
|
||
const f = Math.exp(-e.deltaY*0.0016), nk = Math.min(40,Math.max(0.15,view.k*f));
|
||
view.x = mx - (mx-view.x)*(nk/view.k); view.y = my - (my-view.y)*(nk/view.k);
|
||
view.k = nk; draw();},{passive:false});
|
||
|
||
function pick(e){
|
||
const r=cv.getBoundingClientRect(), mx=e.clientX-r.left, my=e.clientY-r.top;
|
||
let best=null, bd=18*18;
|
||
for(const c of visible){
|
||
const dx = view.x + c[K.px]*view.k - mx, dy = view.y + c[K.py]*view.k - my;
|
||
const d = dx*dx+dy*dy;
|
||
if(d<bd){bd=d;best=c;}
|
||
}
|
||
if(best) select(best);
|
||
}
|
||
|
||
// ---- filtros y lista ----
|
||
const el = id => document.getElementById(id);
|
||
let minStars = 1;
|
||
function apply(){
|
||
const reg = el('reg').value;
|
||
const son=+el('fson').value, agu=+el('fagu').value,
|
||
arb=+el('farb').value, acc=+el('facc').value;
|
||
visible = C.filter(c =>
|
||
c[K.estrellas] >= minStars &&
|
||
(!reg || c[K.comunidad]===reg) &&
|
||
c[K.c_sonido]>=son && c[K.c_agua]>=agu &&
|
||
c[K.c_arbolado]>=arb && c[K.c_acceso]>=acc);
|
||
visible.sort((a,b)=>b[K.score]-a[K.score]);
|
||
el('cnt').textContent = visible.length + " " + (visible.length===1?t("loc1"):t("locs"));
|
||
const n5 = visible.filter(c=>c[K.estrellas]===5).length;
|
||
el('cnt2').textContent = n5 ? n5+" de 5★" : "";
|
||
renderList(); draw();
|
||
}
|
||
function renderList(){
|
||
const box = el('list');
|
||
box.innerHTML = "";
|
||
const frag = document.createDocumentFragment();
|
||
for(const c of visible.slice(0,400)){
|
||
const d = document.createElement('div');
|
||
d.className='item'; d.setAttribute('role','option');
|
||
d.setAttribute('aria-selected', selected===c ? 'true':'false');
|
||
d.innerHTML = `<span class="st" style="color:${SCOL[c[K.estrellas]]}">${"★".repeat(c[K.estrellas])}</span>`+
|
||
`<span class="nm">${esc(c[K.municipio])||'—'}</span>`+
|
||
`<span class="sc mono">${c[K.score].toFixed(0)}</span>`;
|
||
d.onclick = ()=>select(c);
|
||
frag.appendChild(d);
|
||
}
|
||
box.appendChild(frag);
|
||
if(visible.length>400){
|
||
const m=document.createElement('div');
|
||
m.className='item'; m.style.color='var(--muted)';
|
||
m.innerHTML=`<span class="nm">… ${visible.length-400} ${t("more")}</span>`;
|
||
box.appendChild(m);
|
||
}
|
||
}
|
||
|
||
// ---- panel de detalle ----
|
||
const CRITS = [["c_sonido","sound"],["c_soledad","solitude"],["c_acceso","access"],
|
||
["c_agua","water"],["c_arbolado","trees"],["c_clima","climate"]];
|
||
function select(c){
|
||
selected = c;
|
||
el('detail').classList.add('open');
|
||
el('dName').textContent = c[K.municipio] || "Sin municipio";
|
||
el('dLoc').textContent = `${c[K.comunidad]} · ${c[K.lat].toFixed(5)}, ${c[K.lon].toFixed(5)} · ${c[K.cota]} m`;
|
||
el('dStars').innerHTML = `<span style="color:${SCOL[c[K.estrellas]]}">${stars(c[K.estrellas])}</span>`+
|
||
`<span style="color:var(--muted);font-size:12px;margin-left:8px">${c[K.score].toFixed(1)}/100</span>`;
|
||
|
||
el('dCrits').innerHTML = CRITS.map(([k,lab])=>{
|
||
const v = c[K[k]];
|
||
return `<div class="crit"><span style="color:var(--ink2)">${t(lab)}</span>`+
|
||
`<span class="bar"><i style="width:${v}%"></i></span>`+
|
||
`<span class="v mono">${v}</span></div>`;
|
||
}).join("");
|
||
|
||
const f = [
|
||
[t("fdb"), c[K.db_en_casa].toFixed(0)+" dB"],
|
||
[t("fbuild"), (c[K.d_edificio]/1000).toFixed(1)+" km"],
|
||
[t("froad"), (c[K.d_carretera]/1000).toFixed(1)+" km"],
|
||
[t("ftrack"), c[K.d_pista]+" m"],
|
||
[t("fwat"), c[K.d_agua]<10000 ? (c[K.d_agua]/1000).toFixed(1)+" km" : t("far")],
|
||
[t("ftree"), c[K.arbolado_pct]+" %"],
|
||
[t("frock"), c[K.roca_pct]+" %"],
|
||
[t("fslope"), c[K.pendiente]+"°"],
|
||
[t("ftpi"), c[K.tpi]+" m"],
|
||
[t("ftmax"), c[K.tmax].toFixed(0)+" °C"],
|
||
[t("ftmin"), c[K.tmin].toFixed(0)+" °C"],
|
||
];
|
||
el('dFacts').innerHTML = f.map(([a,b])=>`<div class="fact"><span>${a}</span><b>${b}</b></div>`).join("");
|
||
|
||
const pk = c[K.protegido_cerca], pkm = c[K.km_protegido];
|
||
el('dWarn').innerHTML = pk
|
||
? `<div class="warn"><b>${t('protnear')} ${pkm} km:</b> ${esc(pk)}. ${t('protwarn')}</div>`
|
||
: `<div class="warn">${t('noprot')}</div>`;
|
||
|
||
renderMapLinks(c);
|
||
|
||
// La foto aérea se carga solo al seleccionar, no las 355 de golpe.
|
||
if(HAS_ORTHO) el('ortho').src = 'ortho/' + c[K.id] + '.jpg';
|
||
if(document.getElementById('detail').classList.contains('t3d')) drawTerrain(c);
|
||
else curTile = c;
|
||
// La marca siempre se mueve; recentrar solo en el modo de cerca. En el modo
|
||
// Mapa se está mirando el país entero y no tiene sentido hacer zoom cada vez
|
||
// que se pincha un punto.
|
||
if(L2){
|
||
document.body.classList.remove('sinsel');
|
||
selMarker.setLatLng([c[K.lat],c[K.lon]]).setStyle({opacity:1,fillOpacity:.28});
|
||
selMarker.bringToFront();
|
||
if(el('bCerca').getAttribute('aria-pressed') === 'true'){
|
||
L2.setView([c[K.lat],c[K.lon]], Math.max(L2.getZoom(),15));
|
||
}
|
||
}
|
||
renderList(); draw();
|
||
}
|
||
el('close').onclick = ()=>{el('detail').classList.remove('open'); selected=null;
|
||
renderMapLinks(null); renderList(); draw();};
|
||
|
||
// ---- terreno 3D (canvas 2D, algoritmo del pintor) ----
|
||
const tc = document.getElementById('tcanvas'), tx = tc.getContext('2d');
|
||
let rot = 0.62, tilt = 0.58, curTile = null;
|
||
function drawTerrain(c){
|
||
curTile = c;
|
||
const r = tc.getBoundingClientRect();
|
||
tc.width = r.width*dpr; tc.height = r.height*dpr;
|
||
tx.setTransform(dpr,0,0,dpr,0,0);
|
||
tx.clearRect(0,0,r.width,r.height);
|
||
tx.fillStyle="#0a0d12"; tx.fillRect(0,0,r.width,r.height);
|
||
|
||
const idx = C.indexOf(c), off = idx*TSIZE;
|
||
const [lo,rng] = c[K.tmeta];
|
||
el('tRange').textContent = `${Math.round(lo)}–${Math.round(lo+rng)} m`;
|
||
|
||
// exageración relativa: si el rango real es pequeño, se amplifica para que
|
||
// una vaguada suave siga leyéndose como vaguada
|
||
const vex = Math.min(2.6, Math.max(0.8, 260/Math.max(rng,40)));
|
||
const cs = Math.min(r.width/(NT*1.5), r.height/(NT*1.15));
|
||
const cxp = r.width/2, cyp = r.height*0.60;
|
||
const ca=Math.cos(rot), sa=Math.sin(rot), ct=Math.cos(tilt), st=Math.sin(tilt);
|
||
|
||
// h viene en 0-255: hay que devolverlo a metros (h/255*rng) antes de pasarlo
|
||
// a píxeles con la escala del terreno (cs píxeles cada 200 m de celda).
|
||
function proj(i,j,h){
|
||
const x=(j-NT/2), y=(i-NT/2);
|
||
const rx = x*ca - y*sa, ry = x*sa + y*ca;
|
||
const hpx = (h/255)*rng*vex*cs/200;
|
||
return [cxp + rx*cs, cyp + ry*cs*ct - hpx];
|
||
}
|
||
// pintamos de atrás hacia delante según la rotación
|
||
const order=[];
|
||
for(let i=0;i<NT-1;i++) for(let j=0;j<NT-1;j++){
|
||
const x=(j-NT/2), y=(i-NT/2);
|
||
order.push([x*sa + y*ca, i, j]);
|
||
}
|
||
order.sort((a,b)=>a[0]-b[0]);
|
||
|
||
for(const [,i,j] of order){
|
||
const h00=TER[off+i*NT+j], h10=TER[off+i*NT+j+1],
|
||
h01=TER[off+(i+1)*NT+j], h11=TER[off+(i+1)*NT+j+1];
|
||
const p0=proj(i,j,h00), p1=proj(i,j+1,h10), p2=proj(i+1,j+1,h11), p3=proj(i+1,j,h01);
|
||
// sombreado por pendiente local
|
||
const dzx=(h10-h00), dzy=(h01-h00);
|
||
const nz = 1/Math.sqrt(dzx*dzx*0.0016+dzy*dzy*0.0016+1);
|
||
const lightv = Math.max(0, Math.min(1, 0.34 + 0.66*nz - (dzx+dzy)*0.014));
|
||
const t = h00/255;
|
||
const rr=Math.round((58+t*150)*lightv), gg=Math.round((74+t*136)*lightv),
|
||
bb=Math.round((66+t*104)*lightv);
|
||
tx.fillStyle=`rgb(${rr},${gg},${bb})`;
|
||
tx.beginPath(); tx.moveTo(p0[0],p0[1]); tx.lineTo(p1[0],p1[1]);
|
||
tx.lineTo(p2[0],p2[1]); tx.lineTo(p3[0],p3[1]); tx.closePath(); tx.fill();
|
||
}
|
||
// marca del punto exacto, en el centro del recorte
|
||
const cP = proj(NT/2, NT/2, TER[off+(NT/2|0)*NT+(NT/2|0)]);
|
||
tx.beginPath(); tx.arc(cP[0],cP[1]-9,4.5,0,7); tx.fillStyle="#ff7a45"; tx.fill();
|
||
tx.strokeStyle="#ff7a45"; tx.lineWidth=1.5;
|
||
tx.beginPath(); tx.moveTo(cP[0],cP[1]-5); tx.lineTo(cP[0],cP[1]); tx.stroke();
|
||
}
|
||
// enlaces a mapas externos, en la barra inferior y no dentro de la ficha
|
||
function renderMapLinks(c){
|
||
const box = el('mapLinks');
|
||
if(!c){
|
||
box.innerHTML = '<span class="ml-hint">'+t('pick')+'</span>';
|
||
return;
|
||
}
|
||
const la=c[K.lat], lo=c[K.lon];
|
||
const lnk=(href,t,s)=>`<a href="${href}" target="_blank" rel="noopener" title="${s}">`+
|
||
`<b>${t}</b><span>${s}</span></a>`;
|
||
box.innerHTML =
|
||
`<span class="ml-sel"><b>${esc(c[K.municipio])||'—'}</b>`+
|
||
`<span style="color:${SCOL[c[K.estrellas]]}">${'★'.repeat(c[K.estrellas])}</span></span>` +
|
||
lnk(`https://www.google.com/maps/@${la},${lo},1500m/data=!3m1!1e3`,
|
||
t('lsat'),t('lsatd')) +
|
||
lnk(`https://www.google.com/maps/@?api=1&map_action=pano&viewpoint=${la},${lo}`,
|
||
'Street View',t('lsvd')) +
|
||
lnk(`https://www.mapillary.com/app/?lat=${la}&lng=${lo}&z=15`,
|
||
'Mapillary',t('lmpd')) +
|
||
lnk(`https://www.openstreetmap.org/#map=16/${la}/${lo}`,
|
||
'OSM',t('losmd')) +
|
||
(ES ? lnk(`https://www1.sedecatastro.gob.es/CYCBienInmueble/OVCListaBienes.aspx?`+
|
||
`del=0&mun=0&RCCompleta=&latitud=${la}&longitud=${lo}`,
|
||
t('lcad'),t('lcadd')) : '') +
|
||
lnk(`https://www.google.com/maps/dir/?api=1&destination=${la},${lo}`,
|
||
t('lgo'),t('lgod'));
|
||
}
|
||
|
||
// pestañas del panel: la vista aérea es lo primero que se ve, y el 3D solo se
|
||
// dibuja si se pide, que es lo caro
|
||
function setTab(t3d){
|
||
const d=document.getElementById('detail');
|
||
d.classList.toggle('t3d', t3d);
|
||
el('tabSat').setAttribute('aria-pressed', String(!t3d));
|
||
el('tab3d').setAttribute('aria-pressed', String(t3d));
|
||
el('tHint').textContent = t3d ? t('relhint') : t('aerhint');
|
||
el('tRange').style.display = t3d ? '' : 'none';
|
||
if(t3d && curTile) drawTerrain(curTile);
|
||
}
|
||
el('tabSat').onclick=()=>setTab(false);
|
||
el('tab3d').onclick=()=>setTab(true);
|
||
el('ortho').onclick=()=>{ if(selected) goCerca(selected); };
|
||
|
||
let tdrag=null;
|
||
tc.addEventListener('pointerdown',e=>{tdrag={x:e.clientX,y:e.clientY,r:rot,t:tilt};
|
||
tc.classList.add('drag'); tc.setPointerCapture(e.pointerId);});
|
||
tc.addEventListener('pointermove',e=>{ if(!tdrag||!curTile) return;
|
||
rot = tdrag.r + (e.clientX-tdrag.x)*0.011;
|
||
tilt = Math.max(0.12, Math.min(1.25, tdrag.t + (e.clientY-tdrag.y)*0.006));
|
||
drawTerrain(curTile);});
|
||
tc.addEventListener('pointerup',()=>{tdrag=null;tc.classList.remove('drag');});
|
||
|
||
// ---- mapa de cerca (Leaflet + servicios oficiales) ----
|
||
// Esta es la única parte que necesita internet: las teselas vienen del IGN,
|
||
// del Catastro y de OSM. Sin conexión, el resto del visor sigue funcionando.
|
||
let L2=null, baseLayers={}, overlays={}, ptsLayer=null, selMarker=null,
|
||
curBase = ES ? 'pnoa' : 'osm';
|
||
const IGN_ATTR='<a href="https://www.ign.es">IGN</a> · PNOA';
|
||
|
||
function initLeaf(){
|
||
if(L2) return;
|
||
L2 = L.map('leaf',{zoomControl:true, attributionControl:true}).setView([40.0,-4.0],14);
|
||
const wmts=(layer,fmt)=>'https://www.ign.es/wmts/'+layer+
|
||
'?service=WMTS&request=GetTile&version=1.0.0&format='+fmt+
|
||
'&layer={lyr}&style=default&tilematrixset=GoogleMapsCompatible'+
|
||
'&TileMatrix={z}&TileRow={y}&TileCol={x}';
|
||
baseLayers.osm = L.tileLayer('https://tile.openstreetmap.org/{z}/{x}/{y}.png',
|
||
{maxZoom:19, attribution:'© <a href="https://www.openstreetmap.org/copyright">OpenStreetMap</a>'});
|
||
if(ES){
|
||
baseLayers.pnoa = L.tileLayer(
|
||
wmts('pnoa-ma','image/jpeg').replace('{lyr}','OI.OrthoimageCoverage'),
|
||
{maxZoom:19, attribution:IGN_ATTR});
|
||
baseLayers.mtn = L.tileLayer(
|
||
wmts('mapa-raster','image/jpeg').replace('{lyr}','MTN'),
|
||
{maxZoom:19, attribution:IGN_ATTR});
|
||
}
|
||
baseLayers[curBase].addTo(L2);
|
||
|
||
if(ES){
|
||
overlays.cat = L.tileLayer.wms('https://ovc.catastro.meh.es/Cartografia/WMS/ServidorWMS.aspx',
|
||
{layers:'Catastro', format:'image/png', transparent:true, maxZoom:19,
|
||
attribution:'Dirección General del Catastro'});
|
||
overlays.n2k = L.tileLayer.wms('https://geoserver.iepnb.es/geoserver/RN2000/rn2000/wms',
|
||
{layers:'rn2000', format:'image/png', transparent:true, opacity:.45, maxZoom:19,
|
||
attribution:'MITECO · Red Natura 2000'});
|
||
overlays.enp = L.tileLayer.wms('https://geoserver.iepnb.es/geoserver/ENP/enp/wms',
|
||
{layers:'enp', format:'image/png', transparent:true, opacity:.45, maxZoom:19,
|
||
attribution:'MITECO · ENP'});
|
||
if(el('ovN2k').checked) overlays.n2k.addTo(L2);
|
||
if(el('ovEnp').checked) overlays.enp.addTo(L2);
|
||
}
|
||
|
||
ptsLayer = L.layerGroup();
|
||
for(const c of C){
|
||
const m = L.circleMarker([c[K.lat],c[K.lon]],{
|
||
radius: c[K.estrellas]>=4?6:4, color:'#0a0d12', weight:1.5,
|
||
fillColor:SCOL[c[K.estrellas]], fillOpacity:.95});
|
||
m.bindTooltip(`${'★'.repeat(c[K.estrellas])} ${esc(c[K.municipio])||'—'}`,{direction:'top'});
|
||
m.on('click',()=>select(c));
|
||
ptsLayer.addLayer(m);
|
||
}
|
||
if(el('ovPts').checked) ptsLayer.addTo(L2);
|
||
|
||
L.control.scale({imperial:false}).addTo(L2);
|
||
// El punto exacto, siempre encima de todo.
|
||
selMarker = L.circleMarker([0,0],{radius:9,color:'#ff7a45',weight:3,
|
||
fillColor:'#ff7a45',fillOpacity:.28}).addTo(L2);
|
||
selMarker.setStyle({opacity:0,fillOpacity:0});
|
||
}
|
||
|
||
function setMode(m){ // 'esp' | 'mapa' | 'cerca'
|
||
document.body.classList.toggle('cerca', m !== 'esp');
|
||
el('bEsp').setAttribute('aria-pressed', String(m === 'esp'));
|
||
el('bMapa').setAttribute('aria-pressed', String(m === 'mapa'));
|
||
el('bCerca').setAttribute('aria-pressed', String(m === 'cerca'));
|
||
}
|
||
|
||
// Encaja todo el país sobre el mapa real. Los límites salen de los propios
|
||
// candidatos con margen, no de un rectángulo fijo.
|
||
function spainBounds(){
|
||
let a=90,b=180,c2=-90,d=-180;
|
||
for(const c of C){ a=Math.min(a,c[K.lat]); c2=Math.max(c2,c[K.lat]);
|
||
b=Math.min(b,c[K.lon]); d=Math.max(d,c[K.lon]); }
|
||
return L.latLngBounds([a-0.5,b-0.7],[c2+0.5,d+0.7]);
|
||
}
|
||
|
||
function goMapa(){
|
||
setMode('mapa');
|
||
initLeaf();
|
||
document.body.classList.remove('sinsel');
|
||
setTimeout(()=>{ L2.invalidateSize(); L2.fitBounds(spainBounds()); }, 30);
|
||
}
|
||
|
||
function goCerca(c){
|
||
setMode('cerca');
|
||
initLeaf();
|
||
document.body.classList.toggle('sinsel', !c);
|
||
setTimeout(()=>{
|
||
L2.invalidateSize();
|
||
if(c){
|
||
L2.setView([c[K.lat],c[K.lon]], 16);
|
||
selMarker.setLatLng([c[K.lat],c[K.lon]]).setStyle({opacity:1,fillOpacity:.28});
|
||
selMarker.bringToFront();
|
||
} else {
|
||
L2.fitBounds(spainBounds());
|
||
}
|
||
},30);
|
||
}
|
||
function goEspana(){
|
||
setMode('esp');
|
||
resize();
|
||
}
|
||
el('bCerca').onclick=()=>goCerca(selected);
|
||
el('bMapa').onclick=goMapa;
|
||
el('bEsp').onclick=goEspana;
|
||
el('bVerCerca').onclick=()=>{ if(selected) goCerca(selected); };
|
||
el('bVerCercaTop').onclick=()=>{ if(selected) goCerca(selected); };
|
||
|
||
document.querySelectorAll('input[name=base]').forEach(r=>{
|
||
r.onchange=()=>{ if(!L2) return;
|
||
L2.removeLayer(baseLayers[curBase]); curBase=r.value;
|
||
baseLayers[curBase].addTo(L2);
|
||
// los fondos van por debajo de todo lo demás
|
||
baseLayers[curBase].bringToBack(); };
|
||
});
|
||
const ovMap={ovCat:'cat',ovN2k:'n2k',ovEnp:'enp'};
|
||
Object.keys(ovMap).forEach(id=>{
|
||
el(id).onchange=()=>{ if(!L2) return;
|
||
const l=overlays[ovMap[id]];
|
||
if(!l) return;
|
||
if(el(id).checked){ l.addTo(L2); if(selMarker) selMarker.bringToFront(); }
|
||
else L2.removeLayer(l); };
|
||
});
|
||
el('ovPts').onchange=()=>{ if(!L2) return;
|
||
if(el('ovPts').checked) ptsLayer.addTo(L2); else L2.removeLayer(ptsLayer); };
|
||
|
||
// ---- controles ----
|
||
document.querySelectorAll('#starf button').forEach(b=>{
|
||
b.onclick=()=>{ minStars=+b.dataset.s;
|
||
document.querySelectorAll('#starf button').forEach(o=>
|
||
o.setAttribute('aria-pressed', o===b ? 'true':'false'));
|
||
apply(); };
|
||
});
|
||
const sliders = [['fson','vson',v=>v], ['fagu','vagu',v=>v],
|
||
['farb','varb',v=>v], ['facc','vacc',v=>v]];
|
||
sliders.forEach(([id,out,fmt])=>{
|
||
const i=el(id); i.oninput=()=>{ el(out).textContent=fmt(+i.value); apply(); };
|
||
});
|
||
// Excluyentes: al encender una se apagan las otras dos.
|
||
const CAPAS = {bRel:'rel', bIso:'iso', bProt:'prot'};
|
||
function setCapa(k){
|
||
capa = k;
|
||
for(const [id, n] of Object.entries(CAPAS)){
|
||
show[n] = (n === k);
|
||
el(id).setAttribute('aria-pressed', String(n === k));
|
||
}
|
||
draw();
|
||
}
|
||
Object.keys(CAPAS).forEach(id => { el(id).onclick = () => setCapa(CAPAS[id]); });
|
||
setCapa('rel');
|
||
el('bFit').onclick=fit;
|
||
addEventListener('resize',resize);
|
||
// El canvas también cambia de tamaño sin que cambie la ventana (p. ej. al
|
||
// abrirse el panel lateral), así que observamos su caja además del resize.
|
||
if(window.ResizeObserver) new ResizeObserver(()=>resize()).observe(document.getElementById('main'));
|
||
|
||
// comunidades
|
||
[...new Set(C.map(c=>c[K.comunidad]).filter(Boolean))].sort()
|
||
.forEach(r=>{const o=document.createElement('option');o.value=o.textContent=r;el('reg').appendChild(o);});
|
||
|
||
el('legend').innerHTML = [5,4,3,2,1].map(s=>
|
||
`<span><i style="background:${SCOL[s]}"></i>${s}★</span>`).join("")+
|
||
`<span style="color:var(--muted);border-left:1px solid var(--line);padding-left:12px">`+
|
||
`<i style="background:#c43f2f;opacity:.75"></i>espacio protegido</span>`;
|
||
|
||
Promise.all([loadImg('rel',"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"),loadImg('prot',"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"),loadImg('iso',"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")])
|
||
.then(()=>{ resize(); fit(); apply(); });
|
||
el('lang').onchange=()=>{ LANG=el('lang').value;
|
||
localStorage.setItem('rs_lang',LANG); applyLang(); };
|
||
// Cambiar de país es saltar al visor del otro: cada uno es un fichero completo
|
||
// con su relieve dentro, y cargar dos a la vez serían decenas de MB.
|
||
if(NPAISES < 2) el('pais').style.display='none';
|
||
el('pais').onchange=()=>{ if(el('pais').value) location.href = el('pais').value; };
|
||
renderMapLinks(null);
|
||
// Sin ortofoto incrustada la pestaña aérea no tiene nada que enseñar: se abre
|
||
// directamente en el relieve 3D, que se calcula con datos propios.
|
||
if(!HAS_ORTHO){ setTab(true); document.querySelector('input[name=base][value=osm]').checked = true; }
|
||
apply(); resize(); applyLang();
|
||
</script>
|
||
</body>
|
||
</html>
|