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
674 KiB
HTML
1622 lines
674 KiB
HTML
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|
||
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="../at/visor.html">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="visor.html" selected>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
|
||
*/
|
||
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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":[[1,53.9508,-9.65972,4,62.3,"Westport-Belmullet Municipal District","County Mayo",48,76,100,19,76,100,39.3,3667,3492,223,141,500,"Owenduff/Nephin Complex SPA (Natura 2000)",0.5,93,0,4.4,-60.8,145,17.5,2.8,297.8,370.0,[1.2,677.5]],[2,55.05682,-8.05512,3,56.8,"Glenties Municipal District","County Donegal",37,49,100,80,75,100,41.4,3397,1208,200,500,316,"Cloghernagore Bog and Glenveagh National Park SAC (Natura 2000)",0.4,72,0,5.2,-51.4,205,16.6,2.5,562.4,185.0,[41.5,650.5]],[3,52.11567,-8.47156,3,56.1,"The Municipal District of Fermoy","County Cork",48,45,81,0,99,100,39.4,3492,806,0,1486,2961,"Blackwater River (Cork/Waterford) SAC (Natura 2000)",3.0,100,0,1.8,-72.6,187,18.3,2.8,343.6,807.8,[29.9,390.9]],[4,53.06876,-6.39851,2,51.2,"The Municipal District of Baltinglass","County Wicklow",28,55,83,66,78,100,43.0,2823,1697,100,100,300," (Designación nacional)",0.3,77,0,6.8,-59.8,498,16.8,1.0,666.0,667.8,[211.7,622.6]],[5,51.78448,-9.26477,2,51.1,"West Cork","County Cork",24,46,100,100,69,100,43.6,2983,400,100,200,5966," (Designación nacional)",6.0,57,0,9.8,-53.7,199,17.7,3.1,219.8,851.4,[54.0,481.3]],[6,52.83322,-8.56269,2,50.7,"Killaloe Municipal District","County Clare",36,55,47,28,92,100,41.6,2983,3041,100,2549,316,"Slieve Bernagh Bog SAC (Natura 2000)",0.4,90,0,1.8,-84.4,247,18.1,2.0,372.2,649.4,[30.9,496.9]],[7,54.13039,-7.86703,2,50.0,"Ballinamore Municipal District","County Cavan",28,53,83,33,88,100,42.9,2640,2024,0,100,300,"Cuilcagh - Anierin Uplands SAC (Natura 2000)",0.3,88,0,5.5,-52.0,294,17.6,1.6,534.0,391.6,[78.2,456.0]],[8,51.77904,-9.495,2,49.4,"West Cork","County Cork",25,33,100,90,78,100,43.6,2789,1208,0,200,2088,"Derryclogher (Knockboy) Bog SAC (Natura 2000)",2.1,69,0,9.0,-52.6,248,17.4,2.9,189.0,844.2,[0.0,694.3]],[9,52.23666,-7.89903,2,48.5,"The Municipal District of Cahir — Cashel","County Tipperary",21,52,100,59,77,100,44.2,2459,2941,0,141,4244,"Lower River Suir SAC (Natura 2000)",4.3,79,0,9.2,-124.9,300,18.4,1.8,425.8,801.0,[29.8,742.3]],[10,51.8854,-9.20943,2,48.2,"Municipal District of Macroom","County Cork",21,34,93,99,78,100,44.1,2692,400,141,1118,4565," (Designación nacional)",4.6,65,0,5.8,-78.1,196,17.6,3.0,233.0,831.6,[82.5,397.8]],[11,54.70365,-7.8804,2,44.1,"Lifford-Stranorlar Municipal District","County Donegal",20,72,83,26,54,100,44.4,3671,2789,632,100,1843," (Designación nacional)",1.9,91,0,2.3,-27.9,257,16.7,1.6,564.2,267.0,[98.6,403.8]],[12,53.33832,-9.38305,2,42.4,"Conamara Municipal District","County Galway",19,58,83,26,61,100,44.5,3124,3465,447,100,1272,"Connemara Bog Complex SAC (Natura 2000)",1.3,91,0,4.2,-34.2,102,18.2,2.8,296.0,511.8,[47.9,228.8]]],"img_w":925,"img_h":1086};
|
||
const NT = 48;
|
||
const NCAND = "12";
|
||
// 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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")])
|
||
.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>
|