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
752 KiB
HTML
1622 lines
752 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="../ie/visor.html">Irlanda · 12</option>
|
||
<option value="../is/visor.html">Islandia · 143</option>
|
||
<option value="../it/visor.html">Italia · 46</option>
|
||
<option value="../ly/visor.html">Libia · 1246</option>
|
||
<option value="../ma/visor.html">Marruecos · 640</option>
|
||
<option value="../mr/visor.html">Mauritania · 674</option>
|
||
<option value="../no/visor.html">Noruega · 142</option>
|
||
<option value="../pl/visor.html">Polonia · 2</option>
|
||
<option value="visor.html" selected>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":[[1,40.05822,-6.9093,4,63.5,"Penha Garcia","Castelo Branco",48,90,83,14,85,96,39.4,5727,5688,100,100,500,"Río Erjas (Natura 2000)",0.6,95,0,4.2,-27.7,292,30.7,4.7,607.0,572.6,[263.6,501.8]],[2,40.20331,-7.68042,3,55.7,"Casegas","Castelo Branco",29,48,100,83,94,100,42.8,3275,2080,0,141,3310," (Designación nacional)",3.4,71,0,3.6,-44.2,523,28.7,3.9,485.4,511.2,[382.0,668.2]],[3,39.77426,-7.65958,3,54.8,"Santo André das Tojeiras","Castelo Branco",27,46,100,100,90,92,43.1,3676,1341,100,282,12745,"",12.8,30,0,2.5,-56.4,194,31.4,5.3,468.8,605.0,[159.5,235.9]],[4,39.88274,-7.78231,3,53.6,"Estreito-Vilar Barroco","Castelo Branco",55,39,83,9,78,100,38.0,4044,500,0,100,24520,"",null,97,0,8.9,-56.1,402,30.0,4.8,453.4,576.6,[236.4,619.3]],[5,40.42401,-8.34519,3,52.7,"Vila Nova de Monsarros","Aveiro",45,38,83,0,100,100,39.9,3313,1131,0,100,13800,"",13.8,100,0,0.5,-57.1,163,27.6,5.3,386.0,436.6,[56.2,368.5]],[6,41.45399,-7.38757,2,51.9,"Noura e Palheiros","Vila Real",29,41,83,100,78,100,42.8,4052,728,100,100,4167," (Designación nacional)",4.2,59,0,6.7,-37.8,626,25.6,2.5,592.2,251.4,[355.5,619.9]],[7,37.40009,-7.63085,2,51.1,"Alcoutim e Pereiro","Faro",28,43,83,62,100,83,42.9,4110,640,0,100,9521,"Guadiana (Natura 2000)",9.6,12,0,1.2,-56.6,81,32.9,6.7,364.8,1120.2,[53.4,234.0]],[8,40.47085,-8.2341,2,48.7,"Pala","Viseu",44,38,83,0,72,100,40.1,3255,1204,100,100,14601,"",14.6,100,0,8.7,-58.8,309,27.1,4.7,406.6,431.0,[115.5,648.3]],[9,39.9324,-7.32239,2,47.1,"Lousa","Castelo Branco",28,52,83,0,93,88,43.0,4382,608,100,100,948,"Tejo Internacional, Erges e Pônsul (Natura 2000)",1.0,0,0,0.6,-50.2,197,32.0,5.2,532.4,584.0,[182.3,225.4]],[10,41.12552,-6.94809,2,47.0,"Mós","Bragança",22,55,100,0,93,100,44.0,3982,1649,0,282,400,"Douro Internacional e Vale do Águeda (Natura 2000)",0.4,0,0,4.0,-54.4,375,27.8,4.0,648.8,339.4,[235.2,593.0]],[11,40.09156,-7.05512,1,41.9,"Penamacor","Castelo Branco",17,38,83,28,88,100,44.9,3114,1476,0,100,2846,"Malcata (Natura 2000)",2.9,90,0,5.7,-32.9,480,29.5,3.9,584.2,559.8,[337.3,416.8]],[12,40.78454,-7.99317,1,39.5,"Pinho","Viseu",26,28,83,0,67,100,43.3,2376,670,316,100,6661,"Serras da Freita e Arada (Natura 2000)",6.7,100,0,5.3,-55.6,389,26.8,4.2,461.4,372.8,[177.1,444.1]],[13,41.52147,-7.52148,1,37.5,"Tresminas","Vila Real",27,27,0,35,87,100,43.2,2580,400,0,0,8709,"Alvão / Marão (Natura 2000)",8.7,88,0,6.0,-67.6,871,25.0,1.5,573.6,231.6,[518.4,623.8]],[14,40.3429,-7.46036,1,37.4,"Teixoso e Sarzedo","Castelo Branco",27,26,0,12,100,100,43.1,2475,707,0,0,1140," (Designación nacional)",1.2,96,0,1.5,-65.3,718,27.0,3.2,528.4,489.6,[431.8,1013.8]],[15,41.46097,-6.7206,1,34.0,"Talhas","Bragança",17,61,0,0,72,100,44.9,3671,3189,100,0,1615,"Rios Sabor e Maçãs (Natura 2000)",1.6,0,0,8.7,-63.6,404,28.6,2.7,701.2,275.0,[225.4,515.5]],[16,40.26196,-8.37119,1,32.1,"Eiras e São Paulo de Frades","Coimbra",17,17,83,0,58,100,45.0,2000,500,316,100,9002," (Designación nacional)",9.0,100,0,8.5,-56.5,220,28.4,5.2,373.8,470.6,[19.0,509.4]]],"img_w":835,"img_h":1288};
|
||
const NT = 48;
|
||
const NCAND = "16";
|
||
// 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>
|