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
717 KiB
HTML
1622 lines
717 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="visor.html" selected>Croacia · 46</option>
|
||
<option value="../eg/visor.html">Egipto · 753</option>
|
||
<option value="../visor.html">España · 355</option>
|
||
<option value="../fi/visor.html">Finlandia · 121</option>
|
||
<option value="../fr/visor.html">Francia · 16</option>
|
||
<option value="../gr/visor.html">Grecia · 155</option>
|
||
<option value="../ie/visor.html">Irlanda · 12</option>
|
||
<option value="../is/visor.html">Islandia · 143</option>
|
||
<option value="../it/visor.html">Italia · 46</option>
|
||
<option value="../ly/visor.html">Libia · 1246</option>
|
||
<option value="../ma/visor.html">Marruecos · 640</option>
|
||
<option value="../mr/visor.html">Mauritania · 674</option>
|
||
<option value="../no/visor.html">Noruega · 142</option>
|
||
<option value="../pl/visor.html">Polonia · 2</option>
|
||
<option value="../pt/visor.html">Portugal · 16</option>
|
||
<option value="../gb/visor.html">Reino Unido · 88</option>
|
||
<option value="../ro/visor.html">Rumanía · 274</option>
|
||
<option value="../se/visor.html">Suecia · 429</option>
|
||
<option value="../tn/visor.html">Túnez · 213</option>
|
||
<option disabled>──────────</option>
|
||
<option disabled>Andorra · sin calcular</option>
|
||
<option disabled>Bélgica · sin calcular</option>
|
||
<option disabled>Países Bajos · sin calcular</option>
|
||
<option disabled>Suiza · sin calcular</option></select>
|
||
<select id="lang" aria-label="Idioma"><option value="es">ES</option>
|
||
<option value="en">EN</option><option value="fr">FR</option>
|
||
<option value="pt">PT</option></select></div>
|
||
</header>
|
||
|
||
<div class="filters">
|
||
<div class="f-row">
|
||
<label data-i18n="minstars">Estrellas mínimas</label>
|
||
<div class="starbtns" id="starf">
|
||
<button data-s="1" aria-pressed="true">1+</button>
|
||
<button data-s="2" aria-pressed="false">2+</button>
|
||
<button data-s="3" aria-pressed="false">3+</button>
|
||
<button data-s="4" aria-pressed="false">4+</button>
|
||
<button data-s="5" aria-pressed="false">5</button>
|
||
</div>
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="reg" data-i18n="region">Comunidad</label>
|
||
<select id="reg"><option value="" data-i18n="all">todas</option></select>
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="fson"><span data-i18n="fsound">Aislamiento sonoro mínimo</span> <b id="vson">0</b></label>
|
||
<input type="range" id="fson" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="fagu"><span data-i18n="fwater">Agua cerca mínimo</span> <b id="vagu">0</b></label>
|
||
<input type="range" id="fagu" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="farb"><span data-i18n="ftrees">Arbolado mínimo</span> <b id="varb">0</b></label>
|
||
<input type="range" id="farb" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="facc"><span data-i18n="faccess">Acceso mínimo</span> <b id="vacc">0</b></label>
|
||
<input type="range" id="facc" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
</div>
|
||
|
||
<div class="count"><span id="cnt">—</span><span id="cnt2"></span></div>
|
||
<div id="list"></div>
|
||
</aside>
|
||
|
||
<div id="main">
|
||
<canvas id="map"></canvas>
|
||
<div id="leaf"></div>
|
||
<div id="nosel" data-i18n="nosel">Elige una localización en la lista para verla de cerca</div>
|
||
|
||
<div class="toolbar">
|
||
<button id="bEsp" aria-pressed="true" data-i18n="mrelief">Relieve</button>
|
||
<button id="bMapa" aria-pressed="false" data-i18n="mmap">Mapa</button>
|
||
<button id="bCerca" aria-pressed="false" data-i18n="mclose">Ver de cerca</button>
|
||
<span style="width:9px"></span>
|
||
<button id="bRel" aria-pressed="true" class="only-esp" data-i18n="lshade">Sombreado</button>
|
||
<button id="bIso" aria-pressed="false" class="only-esp" data-i18n="liso">Aislamiento</button>
|
||
<button id="bProt" aria-pressed="true" class="only-esp" data-i18n="lprot">Protegidos</button>
|
||
<button id="bFit" class="only-esp" data-i18n="lfit">Encajar</button>
|
||
</div>
|
||
|
||
<div id="layers">
|
||
<div class="grp">
|
||
<span class="ttl" data-i18n="base">Fondo</span>
|
||
<label class="soloes"><input type="radio" name="base" value="pnoa" checked> <span data-i18n="bsat">Satélite (PNOA)</span></label>
|
||
<label class="soloes"><input type="radio" name="base" value="mtn"> <span data-i18n="btopo">Topográfico (MTN)</span></label>
|
||
<label><input type="radio" name="base" value="osm"> <span data-i18n="bosm">OpenStreetMap</span></label>
|
||
</div>
|
||
<div class="grp">
|
||
<span class="ttl" data-i18n="over">Encima</span>
|
||
<label class="soloes"><input type="checkbox" id="ovCat"> <span data-i18n="ocad">Parcelas del catastro</span></label>
|
||
<label class="soloes"><input type="checkbox" id="ovN2k" checked> <span data-i18n="on2k">Red Natura 2000</span></label>
|
||
<label class="soloes"><input type="checkbox" id="ovEnp" checked> <span data-i18n="oenp">Espacios protegidos</span></label>
|
||
<label><input type="checkbox" id="ovPts" checked> <span data-i18n="opts">Otras localizaciones</span></label>
|
||
</div>
|
||
</div>
|
||
<div class="bottombar">
|
||
<div class="legend" id="legend"></div>
|
||
<div class="maplinks" id="mapLinks"></div>
|
||
</div>
|
||
|
||
<aside id="detail">
|
||
<div class="d-head">
|
||
<button id="close" aria-label="Cerrar">×</button>
|
||
<h2 id="dName">—</h2>
|
||
<div class="loc" id="dLoc"></div>
|
||
<div class="stars" id="dStars"></div>
|
||
<button class="btn-cerca" id="bVerCercaTop" data-i18n="seeclose">Ver de cerca en el mapa</button>
|
||
</div>
|
||
<div class="tabs">
|
||
<button id="tabSat" class="soloes" aria-pressed="true" data-i18n="tabaer">Vista aérea</button>
|
||
<button id="tab3d" aria-pressed="false" data-i18n="tab3d">Relieve 3D</button>
|
||
</div>
|
||
<img id="ortho" alt="Vista aérea de la localización" src="">
|
||
<canvas id="tcanvas"></canvas>
|
||
<div class="tlabel"><span id="tHint">ortofoto PNOA · 640 m de lado · pulsa para ampliar</span>
|
||
<span id="tRange"></span></div>
|
||
<div class="crits" id="dCrits"></div>
|
||
<div class="facts" id="dFacts"></div>
|
||
<div id="dWarn"></div>
|
||
<div style="padding:0 18px">
|
||
<button class="btn-cerca" id="bVerCerca" data-i18n="seeclose">Ver de cerca en el mapa</button>
|
||
</div>
|
||
</aside>
|
||
</div>
|
||
|
||
<script>/* @preserve
|
||
* Leaflet 1.9.4, a JS library for interactive maps. https://leafletjs.com
|
||
* (c) 2010-2023 Vladimir Agafonkin, (c) 2010-2011 CloudMade
|
||
*/
|
||
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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});
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//# sourceMappingURL=leaflet.js.map</script>
|
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<script>
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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":[[1,45.54173,17.425,5,73.7,"Gornji Borki","Bjelovarsko-bilogorska županija",78,71,100,0,92,88,34.0,5842,1000,0,900,900,"Pakra i Bijela (Natura 2000)",0.9,100,0,4.1,-47.1,471,24.8,-3.0,638.0,270.2,[305.3,568.4]],[2,44.49189,15.89085,4,69.2,"Visuć","Ličko-senjska županija",68,77,0,99,87,81,35.7,5913,3047,100,7294,1081,"Lička Plješivica (Natura 2000)",1.1,65,0,3.6,-68.7,966,21.9,-4.3,416.6,524.0,[543.0,1013.7]],[3,45.75117,17.35291,4,64.3,"Turčević Polje","Bjelovarsko-bilogorska županija",57,61,71,35,92,94,37.7,4400,2340,0,1802,2340,"Bilogora i Kalničko gorje (Natura 2000)",2.4,88,0,4.2,-49.1,182,27.0,-2.1,622.4,225.0,[137.4,146.9]],[4,45.08303,15.03884,4,63.5,"Vodoteč","Ličko-senjska županija",62,60,83,0,92,83,36.9,4428,2483,100,1442,1208,"Gorski kotar i sjeverna Lika (Natura 2000)",1.2,100,0,1.9,-56.1,694,23.0,-4.0,272.8,403.0,[505.9,611.0]],[5,45.25628,15.79457,3,61.9,"Crni Potok","Sisačko-moslavačka županija",47,54,100,52,91,91,39.5,3847,2236,0,854,1334," (Designación nacional)",1.4,82,0,4.7,-58.8,290,25.6,-2.6,388.8,356.0,[133.6,356.4]],[6,45.29723,17.53026,3,61.4,"Tisovac","Brodsko-posavska županija",56,66,100,0,74,83,37.9,4016,3337,200,500,4716,"Orljavica (Natura 2000)",4.7,100,0,5.6,-58.7,433,25.3,-4.1,659.6,322.6,[151.3,477.0]],[7,45.21675,15.64121,3,59.5,"Kestenovac","Karlovačka županija",52,42,100,76,76,92,38.6,4420,400,0,141,6440,"Jama pod Debelom glavom (Natura 2000)",6.5,74,0,9.6,-47.4,168,26.7,-2.4,365.4,366.6,[149.0,210.4]],[8,44.41802,15.75743,3,58.9,"Komić","Ličko-senjska županija",41,59,44,100,100,80,40.7,3807,3041,0,2624,2483,"Lička krška polja (Natura 2000)",2.5,64,0,0.7,-51.4,863,23.1,-4.4,396.6,542.0,[578.0,625.6]],[9,45.46252,17.91648,3,58.6,"Gornja Motičina","Osječko-baranjska županija",52,58,72,0,94,86,38.6,3757,2580,0,1769,1280,"Papuk (Natura 2000)",1.3,100,0,3.6,-59.4,384,25.1,-3.5,716.2,279.8,[165.9,513.8]],[10,44.89577,15.4769,3,57.8,"Rudopolje","Ličko-senjska županija",41,56,97,28,99,80,40.6,3289,3138,0,1004,300," (Designación nacional)",0.3,90,0,1.9,-105.8,822,22.2,-4.4,344.6,439.6,[694.6,564.2]],[11,45.40024,17.44305,3,57.0,"Koprivna","Požeško-slavonska županija",55,53,80,0,76,85,38.1,3956,2236,0,1523,1303,"Psunj (Natura 2000)",1.4,100,0,9.8,-73.4,520,24.5,-3.7,643.8,301.2,[205.1,714.3]],[12,45.26916,18.13711,3,54.0,"Ratkov Dol","Osječko-baranjska županija",56,45,60,0,92,86,38.0,4101,1019,0,2147,400,"Šume na Dilj gori (Natura 2000)",0.4,100,0,4.3,-46.9,212,26.2,-3.5,755.0,318.8,[121.2,315.5]],[13,44.60405,15.52668,3,53.9,"Široka Kula","Ličko-senjska županija",52,72,0,50,68,79,38.7,4110,4204,400,5178,5100,"Lička krška polja (Natura 2000)",5.1,83,0,3.2,-52.6,849,22.9,-4.6,357.0,503.6,[592.2,603.7]],[14,45.3308,17.15319,3,53.0,"Rajčići","Sisačko-moslavačka županija",32,37,72,87,98,91,42.3,3162,1264,0,1780,6685,"Lonjsko polje (Natura 2000)",6.7,69,0,2.3,-67.2,185,26.9,-2.6,600.0,321.0,[99.6,349.2]],[15,45.46865,14.09779,2,51.8,"Vodice","Istarska županija",44,38,100,14,78,91,40.1,3354,400,300,412,1486," (Designación nacional)",1.5,95,0,2.1,-60.2,696,23.6,-2.6,120.2,326.6,[536.8,531.4]],[16,45.34498,18.20991,2,50.5,"Gašinci","Osječko-baranjska županija",46,59,45,0,72,87,39.7,3701,2800,400,2617,600,"Područje oko jezera Borovik (Natura 2000)",0.6,100,0,1.7,-44.2,166,26.6,-3.3,764.6,300.8,[117.3,155.4]],[17,45.6758,17.58765,2,50.0,"Lukavac","Virovitičko-podravska županija",23,44,100,64,91,93,43.8,2692,2193,0,223,7023,"Potoci oko Papuka (Natura 2000)",7.0,78,0,4.5,-46.4,135,27.1,-2.2,660.4,238.0,[116.2,167.1]],[18,45.34154,15.5364,2,49.7,"Donji Skrad","Karlovačka županija",35,32,67,59,93,89,41.7,3157,565,100,1920,1843,"Korana nizvodno od Slunja (Natura 2000)",1.9,79,0,1.5,-49.5,186,26.5,-3.0,347.0,340.2,[119.2,302.1]],[19,44.90663,15.66309,2,49.2,"Rastovača","Ličko-senjska županija",43,40,59,0,93,87,40.3,3201,1104,100,2158,721,"NP Plitvička jezera (Natura 2000)",0.8,100,0,0.9,-49.0,460,25.0,-3.2,373.8,435.0,[300.3,576.5]],[20,44.95904,15.19254,2,48.8,"Drenov Klanac","Ličko-senjska županija",40,39,57,0,100,81,40.8,3100,1649,0,2247,3640,"Siničić špilja (Natura 2000)",3.7,100,0,1.4,-47.4,672,24.1,-4.4,298.8,428.8,[423.4,544.9]],[21,45.6651,17.72281,2,45.9,"Kozice","Virovitičko-podravska županija",28,39,100,0,88,91,43.0,2647,2022,0,500,4031," (Designación nacional)",4.1,100,0,5.4,-44.8,149,26.9,-2.5,681.6,238.2,[100.1,167.4]],[22,45.38103,15.18621,2,45.7,"Osojnik","Primorsko-goranska županija",29,28,100,28,84,86,42.8,2641,400,200,700,1236,"Područje oko Kuštrovke (Natura 2000)",1.2,90,0,2.3,-91.8,399,25.0,-3.4,291.6,335.4,[173.9,563.5]],[23,42.77131,17.98649,2,45.7,"Mravinjac","Dubrovačko-neretvanska županija",32,47,0,85,77,100,42.3,3140,2729,300,4925,3140," (Designación nacional)",3.2,70,0,2.4,-105.7,552,27.1,2.2,787.2,872.8,[0.0,920.3]],[24,44.07788,16.27447,2,45.5,"Vrpolje","Šibensko-kninska županija",25,52,79,100,34,99,43.5,2879,2915,670,1555,1252,"Dinara (Natura 2000)",1.2,64,0,8.2,-67.9,591,25.8,-1.1,484.8,610.6,[216.6,1075.7]],[25,44.417,16.0302,2,45.0,"Gornja Suvaja","Zadarska županija",29,56,0,100,72,76,42.7,3354,3189,100,6184,700,"Lisac (Natura 2000)",0.7,62,0,8.6,-45.4,1088,21.3,-5.2,440.0,538.8,[416.4,976.1]],[26,45.59672,15.38631,2,44.7,"Jugovac","Karlovačka županija",34,41,58,0,86,85,42.0,3352,1526,200,2195,2435,"Pivnica (Natura 2000)",2.5,100,0,1.0,-39.4,333,25.2,-3.6,319.6,285.4,[130.0,410.5]],[27,44.79941,15.24226,2,44.7,"Prozor","Ličko-senjska županija",39,49,0,0,99,83,41.0,2973,2059,0,4080,3894,"Lička krška polja (Natura 2000)",3.9,100,0,1.8,-87.4,660,24.0,-3.9,309.0,463.6,[449.1,632.1]],[28,45.95949,17.02763,2,44.1,"Sirova Katalena","Koprivničko-križevačka županija",28,27,84,0,100,93,43.0,2500,761,0,1389,1442,"Čepelovačke livade (Natura 2000)",1.4,100,0,1.6,-47.2,184,26.9,-2.3,567.8,183.8,[129.0,165.3]],[29,43.91946,16.35069,2,44.0,"Maovice","Splitsko-dalmatinska županija",25,42,0,94,93,93,43.5,2863,2109,0,4501,2630,"Svilaja (Natura 2000)",2.7,67,0,3.8,-47.5,848,24.4,-2.2,499.8,644.6,[370.5,800.7]],[30,45.21386,17.90122,2,43.1,"Grgurevići","Brodsko-posavska županija",28,37,50,31,87,86,42.9,2624,1421,100,2459,3201,"Južni Dilj (Natura 2000)",3.2,89,0,3.5,-62.1,161,27.1,-3.5,719.4,335.0,[87.1,313.2]],[31,44.31039,16.13688,2,42.9,"Kupirovo","Zadarska županija",31,42,45,0,85,94,42.4,2600,2267,0,2600,2641,"Poštak (Natura 2000)",2.7,100,0,6.4,-148.8,615,24.4,-2.1,458.8,561.0,[420.4,889.6]],[32,43.52917,16.98217,2,42.5,"Svib","Splitsko-dalmatinska županija",36,38,0,0,97,100,41.5,2842,1676,0,6700,10153," (Designación nacional)",10.2,100,0,2.5,-50.4,558,26.7,-0.8,608.6,721.8,[443.1,463.2]],[33,44.68715,15.17497,2,42.1,"Velika Plana","Ličko-senjska županija",18,40,57,99,70,83,44.7,2531,2302,141,2236,2300,"Lička krška polja (Natura 2000)",2.3,65,0,8.3,-49.1,777,22.9,-4.1,300.0,489.2,[494.5,848.5]],[34,44.72679,15.5969,1,40.6,"Čanak","Ličko-senjska županija",29,31,54,28,76,76,42.8,2640,761,223,2325,1615,"Lička krška polja (Natura 2000)",1.6,90,0,4.3,-49.2,856,22.7,-5.2,366.2,475.6,[640.0,616.0]],[35,45.58651,16.80082,1,39.5,"Krajiška Kutinica","Sisačko-moslavačka županija",25,37,100,14,45,92,43.6,3569,707,707,848,707," (Designación nacional)",0.7,95,0,3.5,-31.6,148,26.9,-2.3,540.0,269.6,[120.6,370.0]],[36,46.24028,15.88336,1,38.7,"Ježovec","Varaždinska županija",22,27,83,80,36,85,44.0,2758,412,2154,100,1562,"Livade kod Hudinčeca (Natura 2000)",1.5,72,0,4.4,-46.1,274,25.0,-3.6,386.2,137.0,[193.1,418.1]],[37,45.08847,15.29492,1,38.5,"Kunić","Karlovačka županija",30,48,44,7,52,82,42.6,2961,2600,424,2640,424,"Gorski kotar i sjeverna Lika (Natura 2000)",0.5,98,0,8.0,-42.4,660,23.4,-4.1,313.0,399.0,[373.1,735.6]],[38,43.36448,17.22833,1,38.2,"Podosoje","Splitsko-dalmatinska županija",18,24,45,54,87,100,44.8,2280,400,141,2617,2561,"Vrljika (Natura 2000)",2.6,81,0,2.7,-70.1,366,28.9,0.7,651.6,754.4,[250.3,574.0]],[39,44.32631,15.89375,1,37.3,"Kijani","Zadarska županija",17,21,90,80,46,87,44.9,2404,500,447,1208,1897,"Otuča (Natura 2000)",1.9,72,0,9.4,-93.8,693,24.5,-3.3,419.8,560.6,[546.2,583.5]],[40,46.04931,16.34701,1,37.2,"Fodrovec Riječki","Koprivničko-križevačka županija",17,27,84,21,76,88,45.0,2451,806,141,1403,4257,"Lonja (Natura 2000)",4.2,93,0,6.3,-41.8,167,26.0,-3.0,461.0,173.4,[130.4,182.5]],[41,43.63791,16.94062,1,37.0,"Kamensko","Splitsko-dalmatinska županija",20,31,13,50,93,84,44.4,2353,1118,0,3584,2941," (Designación nacional)",3.0,83,0,3.8,-48.3,1051,22.9,-3.8,599.8,698.4,[631.2,765.0]],[42,45.66605,16.65882,1,36.8,"Mustafina Klada","Sisačko-moslavačka županija",17,35,62,0,88,90,44.9,3189,860,0,2080,360," (Designación nacional)",0.4,100,0,5.7,-29.8,235,26.1,-2.8,516.4,254.0,[101.8,281.4]],[43,45.08985,16.17811,1,36.8,"Majdan","Sisačko-moslavačka županija",18,43,0,47,89,93,44.7,2267,2600,0,5515,3905,"Zrinska gora (Natura 2000)",3.9,83,0,5.3,-82.7,299,25.8,-2.3,451.8,388.0,[182.9,419.4]],[44,45.42999,15.7066,1,35.4,"Klipino Brdo","Karlovačka županija",17,22,67,0,90,90,44.9,2024,1081,0,1910,4709,"Vukmanić - cret (Natura 2000)",4.7,100,0,5.0,-47.7,157,26.3,-2.7,372.2,318.6,[105.8,251.3]],[45,45.46621,15.04958,1,34.7,"Blaževci","Primorsko-goranska županija",24,30,51,0,66,80,43.7,2282,1526,300,2416,1897,"Kupa (Natura 2000)",1.9,100,0,6.1,-50.4,590,23.7,-4.4,269.0,318.0,[179.7,699.4]],[46,44.08881,15.88924,1,34.0,"Ervenik","Šibensko-kninska županija",21,35,16,100,24,100,44.2,3640,400,1236,3511,1208,"Područje oko špilje Golubnjače, Žegar (Natura 2000)",1.2,36,0,8.7,-42.6,327,28.3,-0.0,423.0,613.2,[99.8,545.5]]],"img_w":1046,"img_h":1034};
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const NT = 48;
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const NCAND = "46";
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// Fuera de España no hay ni ortofoto incrustada ni cartografía oficial que
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// pedir: lo español se esconde en vez de enseñar capas en blanco.
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const ES = false, HAS_ORTHO = false, NPAISES = 23;
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if(!ES) document.body.classList.add('noes');
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// ---- desempaquetado ----
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const K = {}; DATA.keys.forEach((k,i)=>K[k]=i);
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const C = DATA.rows;
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const terrainRaw = 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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',"UklGRoh7AABXRUJQVlA4WAoAAAAQAAAAFQQACQQAQUxQSOEZAAABDzD/ERFyFLRtI9X8Ye+7YxARE5DWx5Q5ZQzh2Rob3R02NYX0uOD/c8RGyq/VWo0PtBpdNqzxiJxBS9RxRiNyDo8ZROYJLp+o0nnalzM555xhecuoXab28nnJGfcGykt0Gy/r9rrVv4fp7mld+U8OEf2fAMzW/jfW7OQv6/jIoW05Ac4iMz3MnEXmJuIdwMjZVpEzH8PMuQsWsy7noT1jMXI5fsysdi9o9Tpq/Qa7au+/VP+/mkxE/ycA/+///3f7Yv5jYKMJzG+dgV83+hU4/Rp+WT/giXoLAKPdCsBqBwBuBsIMJOWWGdh2fvRN+iF9aAKA185A1Gw5SDPwUDM6wBSYGbCatZlw/0HgNasH4TmvHMQXJyC5CcAUPHyPXusVH9ZrOQJeVIuusTqt5rqg02YnoLjroFMLL12VVKpI/5ivgdHp1imwGpWbjEZ5RqxG238QrDPiZsBrlGegTMCCGYkKrbel/yCAQp9ncOosTxi8OisYwwzEV2mzccBqU2agTUAGr9GlMDldwBxUWbjSDMBosrFZTSrbxxRZwZ4UyXxwM/BEj60D/qPAqpF7eDW2Hk6N3MMr8WAG2sdKj6AEUu3hdFiRWg+vRd8wA3evmoCvWhWWTpiCoMLay6mw/QdB7vUhFWqvqEKbIMxANBrUXvAaoLubAdvNStDOtjgJ6tk2FdDph4vV7zcaaRC7BMpRBd9ji1q4LjCbDqGP35IIpVu0XcIGowG+8Bq+DGxwEuR+33g7XwGewqvwLx0qADgJ1tbtb1/LVy6sBFS73Xm+DODrRoWvBr7vAwgk4trtK1/ha3Is3QAFqHZ7NRn5cr/V0wvSbd2+seLlyANB1m6PFiB1eLsMWzf8GYAOn5Uh97sDYNi8FpeOY91pini2oElgA2QoY0SOTZ3EkSXJpymSlDHAUXeSDPVk79NENXh2kUg3XEZaFdHLloPNSFBOspadRFmxbQ+mKNItw36oVoJ8stScHr1uBVg9+L3/FqBuZjTpCiaD4yekyTWV8ZcG0GuuMVYTfg1gOvirE+iz16xOFQJv7+E5gdo1VZszHBBIGJgroE3iNLucQFf8mzKK5BBJJpgrfleEMtCr2NSRLpfbeBHq2SBCG6i1kQAz0J4H3Ax4CeoMtOcBOwNmAiJJWGYgnw1Ggm0G8uno/Jbq2e7O91dxwdm/d75/SuvpYE5X8K0ZuD8fnf1NBed3p/tQnYCKCWgS2P88qhKAXjpZk+Hj54KMJ1tlSPTpU21S1FNlGUCIZ6pCfAEwJ2pCAHDnWTABmyD+PHkGqiDuPJiARRJ7mlWOO5jTbHL4QKfNgtB5ixxu7upzhT9RSXUC4gQscrgzBTH8mXyZgDdUKcKJ6MG/SxHP9PbvSoEzvenzYtgT0fI84c5E/1HQpLATEOnMQQp/qgYh3VCLVHas99xQoFK8oT5PuDMVMfxYQag41HoL5LTnWQRxI21iYQriQPkGkiSNNC5oKgUuqIJgoEgtH/8NYMn+3wLDHcuMRCWdIamriiSW6IVxujtVIPJjWJL9nSoRBfVgFz/OcMcK20myKIA7x6aRI9lXrRrZRYs87z0BCROphJFWDposAEZwJC8rAP1BESeO0gFmONjESQMEkuwBMx4s4mCAOBsBwwNq+qTZNDMHENf0Y1bB8Of3VmHuR7C5HoZ4aWcTZgWou8uNAPHUyJT6+ZIh4C6yMMsI6c4WKxaAr8sZ5qfS4mTJMB02ewD7dT63oYmywuLTbAcDgAC4AhEJRKIMWQ3sA2IP40zBl1QikIiKMPaPzGs6gIjqT1M9+hwuiao01LPAErVPLTh+tmNU2eCIGu6v2PfU5Hv70Yro3tjw5La3S2M46tECvJwabg/iEIu9hjcWyNf8AXGJm3jiwaJEZKlpBmBUeRJYMixRtkSrDn/omSIRHOXv6WCJdQPsCkcFimXANTiqmm1AABw15R4CnqDcpdHC8eQ9d6owkudZ9849VBDLtxmoE/DGkaJY7m6gJJY53SJApIf3JyMBQHhytibBT/HFfFNkwvlfJvpo43gKIIzSRHiJI+VHgDt6fJCYICARccScAZuBAuD+Gwdgard8/QTvIaLKsW2A3WrcgK+MFsZ6cvFmIioAXr4hrCtgqZoV4e7+cweJqd7iy1CXZu8OwLVA5n20Iry7fGOwZaR6YaYBWJLD9QaOiBbg7fXRWI7yOOntKIFk78njKkf6vXe0VzrlWywt4wRCmHwukL0hQ0UPn6OGN3Urt9E4nmAHm7PLOrhCSUSPD8BUGfIwjoBTSGpmal6WAUC6o20sQ7QOBWwhG9mD00zNJgApt/0m0ToWES2DFT07pDEkEqWY7AX9BtEyHOFZl6dcjh3C2cN0a4Iv7Hg6ojJSumiPO9zV9Qp7HRQA7KTrE1yh/DNElPcSU+Eo9x3Cp4ktn57Vw5Jk1WWnzJH/me/uzR+idmRY+B5rQJN1LzJtHMsTPkfU62EAiOS0aNkLP8ND+bp4QaVP7ZMN5NjKZaYy1IvXWT4kDovWPVsMT+XIfDROv+x+B+BZMFK6aCPEFqb1IJZ/ZYs3mA6B3aKFDixP46hs4WIdwVEtIkKXel3Y+Us2fwN1tEQ7w5M5fqWdDVODpU/jqM+6LAepy3oDOqBh8AqXu6CD2KXpXmACR3vMZXfaXjiHZ2rX+Yu1lj51z4/WduwwS33Up+zZ0eqOYaocz77QJ+/R6GWHmAsDwXK5q+Job7pIbPk6t9NcZfJn+viFbwPBly7bOQoAuDpSyPLkC/tbQ21M4ao02rZD3LGNeReIoy19Hmsytopi+SYTTmTZCaOtfUKLNCG1STt0IjdSvIbQJu6V8/gxdO5b4dqEvfUUdBHY4gK3CiC9qTsZaqdoAOIoAwBe/Qx7MvUUpUtY4McZJ7TxB+UUG4DE5uvUzMzSHYe6uCVTIZxIBuDGaz1CG8LdeSrg2PyCkJuAdFJ2vAIYNleHMGZGwLdwB9s5sid+uyBWuBb2YAVgxuu6JA0wryIHAC2MWK5qQhphL5MjgHgCCwAril/AEZbt7AEVwIjilgwV6SQ2wIr1kUgjTCGeyGNh7EfX9HWhgTuiDCOKiTUDOMIV/ImsIFlTTY80IpKcGvlrXi1ZGJFI8sSkNazzBQU4oTr4KXdVwzYIYqFKwzNHYVKdI2LBNIhyhRpV0zVJKgCWKhQgia8YAUPlTwByhToE5WSbAHhtS+m2JNdjC1xnyCmxbwK5/ALbITPIEpYlHiWOQFTkdMVRLpKJUxMn12osTQBMj8BbJIFwmxUsLNqiI6kFswNwAJI9vCY+d6UCs6GFkwuuRABunCVybGEFeyT3o7mpMMFp4nJHpKoi7G1Gvh/NWM44M7dZwZCqDBWUIXkkDKsQFTRITsBtTrKUmSL17OqtDpFH0sQMb2cCbwwIHDaBdpNX5NKA/ThAmJC7kfHsRiCM0vjcTarcLhAmALg5KPAwkel3JELKvCTN9qkBWKk+8UUzTwVgZbdJFC1mzu4DUDmgg9FoAwB0KAzShArTeSI7SeMza7PeFSjSCAC2IqkGEM3NppkZbCF2lsFoE5pYwbbsbMyMJdvECXZoalhC7xi8YL7G8v7SegsrmMOsy7GEFkYyPetnSJwy+00SCf5tfQvXJEqGITXwuoWVbDPTZWKpa+EkMz86UwucNHsfSHLEAtvD3+Ylw8tIcgk6YcyFVBEKq2aQBeqInErMHJoh3BZEww9V+NxBvNAiimZ+bFk4xoZX5hLJCgXAE6sNkmx/Sk4LHIFwG0QDl9kJ8AxGtMfIsUIDMAMQlHHksAC7bawuewnwDE66Medy5lg1epNsU84Wbusmnt6ngkvsALySXZNIHxfMkGMOMfO77JtgKaLdmBZMHNp87qmRCy++zgWJIxwLrGDpKlUucDXDNt8SLfxqKRIAIqma3MMJtr37VciuRyoAgdRNAAiGDSzwR+wEUrm1QA3ATewtT5JsraYDYK6koREk+3xU9JjfGg2TFWyj0PmCneQ5W1jzHDKvFuiMyq2U7uNFJifYWRRL++kCkxescotjxsSXMUUNwD6D229iShqY0uOvYoJXoQOwCqRmQQ0AUTCwz/2Z5op67GEbXEmFYWbxHDStjMrsWeVQmWDk0xwBWKsh2AdmYDqgqMUceiArxswAbFykgprtyrWP0jm5DsBjdlsADkW7xW4PQABWpiTeIfggewDwCguTFy+Cl3JOg5iceAnpZTmrQZXHizchaXaZTqweUfMLZqYHFcWuzDCINSDoRDXbbRYU8DrmDkGZJ4q3AafihHmwngninYVVIecfDFxGODPAaDdm3NW4MVnpRpjO5uxVrEwQDjMzZMxlPivcc4AOOvej+G0uL5wDNlA8gtPJAmdL5+G5gnAAhlKAr0rZseThi06rdeFrTFG6dTuVHAIxJel2LEsGkZpKWzUWiSoPpNuz11TpIagwGeHMg1+gCyY0k3W6+K1rMCqD4jYmEv+ldwMZ4FFYlXrzPSjWb8EoZT6+VCxs0wn/XMq+uMJj5IuqsIXsM4/VJBW1Ql9YkcPGY+TzY8WPvG9Vyk2FAvu+hccKdxYwNe7jWiGdzmW4jXi8cHF2b+b0hvCAGksQ7hBAfHFmZ0V4N1WWKNxpAKHLPGdBfB8Vheb+UzL7hFRoY0kKuC4DWlHMwhIVsHcVCI8cj1MAp3IPqD321DhIw53cWcSbE2ILJcFh7hwCiSDU+dxBxrWYJEglRyrTgoI4GFK36QWIKmM1yA5NBgHma4DpMqnFKMR8QOKA2GKSYg3YReSEINgAHCCSSjA7AC7jW4wy9GYE8KQYqFyLQQADM2TwRZ7aygTYMQfLwbToZTEcIdaAcTtHJKHMgI39mSdVaNCJgDM4a2eB7KxUOxhMoTdi+RGFAUko7yesAPC8MiAs62UIF4m55TjCC+UVVY7nVyDSCqxKGU9e1wgSbcLqiMLDHaxEZwDlM+5NfNWwZRYNEuyg+Azbs5uAJNBBaTSDR1KIS0YJvCpQ7xodtUz9Zi594CG60MEvoQRm2C9M/kmnfAcnEAZT4IMfDds3UBKcQz7yZVdhRiAt0RI8pxBe1b+fNlQ4FMgXfDc8pw/UOBPlgco5teb6wB4IC5QIlR9jB8/hQCarcodm8pzi4AXyF3QuGjqSPF7QyfCTfY6KF2dLexHszZLmm1oMMvzrmIuv4rUWowh48MsLN9l0kuHR67nAxjKYG+pklAhwOmMLF5Z0Mtg+gwLSgl4EY/tTmZTp4ReMIsAQVR2cRKDOMNvDLpiEuP38qtG8bAFlWP+XF1dNtluiRPjc+1lF96NLtAinXk9VdYMSYT0CgC0sF2Ln0AIwsm3vz5BadTLAWF13LBLe9L51YcEkwx7e2APwJb+ASgSoMz8KwDXTMnzS9tl3A2zp+pJOhkvve+60gindEOlVXXjWKlBa3Mtwdgg3NoDUiqMG2+fOuYffC4jNJg1OxQN3+SUnQQ1+/fZFO9wCkmTh5qeYMSrZPDV2YwffbNLAUmPHD7KBz8SmG0+AKry9BwzhRDNUAGFFAwGwM+1+Q4UIIAxoB6tBAOAnxHZOA68AN8G38xq4LuNEe/NlwHL1BIIGdtIfZbhq20UNDLsXgeoEkgZg51TqTgAqxP5RHXtzAkYD3/sujJDNDa5zI0I7q4EdXO+okmhmNIOlCu2cBhhxxVzWkG13I+IPNZJoh+uHeHOH2MyrcLAeFXqEZkkFf853uOcEYFU4dB0I385p4L7l2zocK9fOa2AfRg+vhbuEdfjBtAsamA6n4Sa0ixpgAGCJ1Cwp4PSoAMML7SCeI/V5DYA6CmVJUqd1AKkL7axkllkdRwBxerydk4yFkOHr23nJUsGPCgi8u12ULJYmPbsnNYNkvuCmFcDxrtjOCOZyneXLAMMnnYAVzBQMOwB8WWrnBUOqWN8Du9guShZy4HgGOgyhXZLMF9K4gw0/+naQzBXitL15j6cVyRYC959zr6eK7YxgpuB5AVuOOkiEgrvdbZqLt7pvEykWbo7Aiu8hUsiZqxOwagckiVwO5Gng1feAEtnCRjoNfJ9CkgiFzzy0GvcpBJFS7jn+4c+AUXDNrGiRZA8469+0AsBKZt/00BWNZ+L+Zk60kMOvdmkFG0/7stTKi+YL16aocOrcQWwVRHOFb2LQwMEDYXbUIIpmC3u7D3bAttWJ5JCWJdFMwYy2B4CVTFyGqMHWbQzAFgZPcmwByVBAUmcAa57tSE6hhdHAdzuA+aTfsrNHW1jJUsH19wHA0W/MgjCxcGm0CsDulAT7q8kAwGEiSd/CSRYKiWoWjme3W3jJfOEg6pm/PWsaNNgOb5q5oVmSzJHDbP+RYWbG1ApGMFv4MZfBGMlrbZxgpmC+c8ycT2ztBUMBmDLJS5QKp1ImPNgsSBYLCGrm3rtZlCwU9re7GeBvy2Xf92xm1TvebgLJfAH9TgZbljfbWMFsKezl9k7zahsnmCn5CzpjdtKbpEFpv1vLPSdcaeMlSwXT7+Su7zcKkoUC7vHAKcA8rNg2SuZLX2SR7bQ8rrSHDWytrGIDqU2SzI4FjBvYwjmsbcc2UMG8cx3ANvCc0MgIZkr4fgVs+W9E/LWjNk4wVGwC2L/xoApqbOMl2y1hDbB/e6nz+nybINm5irtXYb71W3unY5so2U7FcwD8TX/Odkmc7dLm/QqI3T66x9skybZKWNXAztoWnmHbQLLaTQD2a/XK01oZFQA8G1jB1ksbWS2mlT3g27YbOS3YAUBq5LWIPbDXLGjhBuAUTKOohR0B4PsaQQtDBeB2K6MEUgcgtApa3PeVJ5G02LMnAaNE1v9bxs1AmIE4A5gCo8gD7Zwitp0vVg1funRb82rcKIHaDUBUwxVG0HYT1DCFHlRvM1q4igW3Wy1socPK4LQwBY1FsZQZgaIXfj3TA009DijPfrdp9UuzIU0wgFhb5GC0pwYQpQLJu+DZAfBS3SL5lc6TGnBSPUFyCiQVYKQKJOmnx3oAWKLFeIDkZHpkg1B7/0gO6HJ2gRIDH5aoUV4AQX+XqExVkyTveb7mzx6soSBWo9rJtNRWKVHO/xsDQtmXsSrVaEH8q6hqsHnlpkAPvGkB4AqdILj6zVhoJXqoX2IKvSRWLUESCMDWgpgbJDHKUdcFgQDPfvaFBZ8bRTEP8goQv5QcM1Yi3CBXEElymJncJMsj5FqO12ooy5+RPUKGVIBIlhzhCxpIOSUKIie4wr1AEMmSFQR8TsuCJ6q0VJ7KlnrYXCeMpfalESbXC2PYhRKB3CAMOFRMQMqM0vixLspkj65XpcwkDX7lRlUQ6hTLA+CFQp3NUJ5UZXIfKE4oPRNAylBL82MlDSDmemnMcUHVDNIg5CYACLlRHJfrqiZxTA5zL1aaIetyFAeBpMpZsWCOFYpyVYf/PPD/FnD/FrC5Xp6+BseZQRwzVIXMJI7vjarwGQp0f1/hcp007ndYY3ODNHuxCj5DabDA5LQsaQgca5DrZeHoOakalxlFsZwcWWUzlOTHAnmB1DXIdYIEkldJAHullBkE8cwquOsrOwDOADEzCoJcl0jyCn6PGj5DSUKmtgNyWhC3SAEp04vxao0lE4CQGcR4+7SypAfghdkjN1PVhIpRDDz2lQg1R5g7aX5oE7biE1A1yXEKwMtIapAd8laabOCA+gyFQVQLkkiLc0q2+G8BfzzTsjnOO2mo6qxIlrpFL4xbYg5ngzQTFv62RMt/7t8CdjYKh0Ryksl1pUiSMpm+lAQbsadrlEwEOcyCGBZqCY5Jsi9pAfZ4tV+UZpQk8HaVqekAP4OA5K2qbG4ELMlRAEseL7LM5zoBHMlFOM51GSWAJ9ktcrkBICcIGEnqRYZkIicgcZRCLQI5BpIakYMEBySx3HDwJEcE9hJspxYHACzJCW6CiIlcW2JGAIYkIWXihPLTZob8SuwjkVQATI/TAhyVLDWAQPJKh0ASABx1FOClpcgeMJx3sCRVpo9KOg4oWpKqsAok8skfBXiOSYt1NmOpSnubJFXIfAbgyF91syl1UpkhN6I2kR/J7F0Khpxcj0CmXirbZ/ZQ/QTLPQCSl8cZ71xdZuEjFR2AdExSxTtZ21gxAoAn2YuTKjhzJEcBTtcZVl6ZGZLTYzfJQbaDOuRe/KdkP0Mi+eeUxeYUHp1Q8WKSoyI+h0rOg0RThcmQnNT5yBbU5OKsq0CaXSPpRPuiOntXJKlq/Gwk6UU7VYe7A8cJtWY2JdKJtnQTMH0VAvOa7MN2qDcFq0hLl3OqIWZgVHOcEomgGsjrJKJu+7x6OSDphvStvQeMbn7o/CvwupmnrtinCLphG/aZevtAQ1Rqs+Ak+zGd8zM4nXyf29eoQNTpieOc0++XAahkEnUGT4kbAKORJakyXxSoAVYjQ3LIuIdcAZxGuEayn9lrIQNRpR8lSQ0Af5NWACr5GyTH2T9iAWA0Mg+XDEzTRuWASJIKAGxVxlSsR5J3Ayivzcp8Gyo9yQnA9toVIE09sFmwkaQCVqKHcGr82Et4AbWO5ADQRgVJC3tM3lsFOI4ArYYALcwx+awFiANAxdqmB0kstRNA+Su2wmjxTw3uewFA2+f89/F++dZn+HtOi/AczB80QL5dAPuwLfIvNMCIdx7AAR5vRxWw4o2YO44n4aQzKvetQ7OfAbx4yBrdN6MVntagAVZUu7e3sNQo2rvim8onViTtcv6GekTrU0A/AGYG3AyEGYjafQ0AlPuZfGF0ox2r3OdnYLlwz380BXUGygxsM7D8BwE1wKtXZmCbAZqCOgN5BtYZoDYDNU5AwQSssPoR3AS0CVjg9aMWJuCFOAGv+ewEUJ2BYicguwnY7AQsZgLIzsCLM/BgBt4+A//v///qac0E/L///++qAFZQOCCAYQAAUPICnQEqFgQKBD49Ho5Eoj+jISKzSQPwB4lpbvGoXKCB8WiyJ/M/wN/Q7+AaD5ud4h/QD+Da5zeDkp9Df4bqLj08m/mX8f/B79AP4V6Dv7B+AH6AfwD35sgHyB/xH+Qfgr+hX8N28nZqM3n/K/2D8E/0A/gvyY+v/+B+EHGn9F9X/32MZfV3nl1cy+iUZG/26azQ7Gv/j9anmLfsl1FfNv+7nrOfl38Cv836hf9r6mb0HfOK9XD+99IB///a+/gH//4Yv8EP0A/pv1h9Tu2j9KfZf8y99vsd6Sbj//9/zuSn8//0/D/4/PL1CV95fD23Qvbb/z5+Pr96aRz3/78//3sIDG2Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw82HmvhDjWBIgJEBIgJEBIgJEBIgJEBIgJEBIgJEBIgJEBIZ6fq4gUsAeCrlIfaCPVn6s/Vn6s/Vn6s/Vn6s/Vn6s/Vn6s/Vn6s/VlwJn7zEk2yw8M9ai7RK4DYebDzYebDzYebDzYebDzYebDzYebDzYebDXmlPubEWvr5bjHcY7jHcY7jHcY7jHcY7jHcY7jHcY7jHVzF823qc7kt7nFe2oTcLldIq6th9xrNh5sPNh5sPNh5sPNh5sPNh5sPNh5sPEm+rEZbhLH8ae3ZNyHq7q37+z9DOUzo0v3MATYJkgrY5Z3FsXxh3zI2Ra68qZ1SMELLK6bXYpl/Mv5l/Mv5l/Mv5l/Mv5l/Mv5l/L7T6g7Whf5lQB141Y6ouT6yc12QPmTENU5L3uXB8nUda3DvEY60qYYLciq7QmfBj6DPxQCPSvSuV0itPtcYgJEBIgJEBIgJEBIgJEBIgJEBIgI6/kw9F6KBcofTISnp7fMB/FJ/ussrRj6Fhg2MLJGN+mfFAoSqZwaZagmXKjIwhKig4kyrGImX8y/mWUzTuuijJZpTNoZtDNoZtDNoZtDNoZsAbd99H4kzEpLfqNxWo+P2qUL+VuL807NjqHdAMAqby/7gpYHUpelHbDhejLXIwPbKcKZwpJIr3qoZ2bdwpn6s9+2lMkCdkVkE8hqHZ5sPNh5sPNh5sPNh5sPM3tz04TT8RKtou7LxUhZLCBMzW8iFWsySLnDF2uLnE5Ruq21VdhfXsLCJZrv8K1JwJGdAs4Q3yk0hnUV8Y6er5rCuWolpgUCiPd8EfhLmxlW3Yx29WuMQEiAkQEiAkQEiAkQEc00xBBvjFvGtmyQNq3Ta6UiTaBMhuEbMCkQJCH9MRZAVIM8h6oHMhTwMKWJm5dOHe0FMuc5Uy4sJ9W7Ot6SxV9w0W0dcR0beZfzL+ZfzL+ZfzL+ZfNmdAa4Es3Iwgi8BTQ8DnhvFr58/Q/0QZCRJ+yWsEAjc++ArPfVOl1bRFguw84+Ijx5lzEXkMGIIKy/QpsiCOmoSvZCHD0sQW0Lr6UqdaL2ELM1n6s/Vn6s/Vn6s/VlonKFe19rYUSuzZt1ErOQlRA/LjhMYC8D311bCuLXS/aaWYKR1XQZjQntRx+kpj3OP2+r6g1jeC0SkZn54o3grqUJf2PjHlDVnoYLIc4qoNJ7WITVWoB9gqxMEi9PrxjKDTxreeXcY7jHcY7jHcY7jHV6mopyycgzQaWuYrcx5Ek5/KXB8TKM8DylO17E/swiaPqyISe22S+z7gEewp6sVf9bHAuYLWusQdSRZrJmn1jAPsEu6n2bQHTmpFIHgaph/V1P5Qo/0xth5sPNh5sPDpLUvTAFn354TPE/LllMHNwQSGL3CKshrH7XBm2BzfdtpU+QBVXJNtbA9vLcCxLnEvgxAVe2Jse2cpKhCuKPSJFZaV8x3pKBUsvrEru9AEItx0s6WIzKtHPOYAQpchXgC6ZeHHyOveLPz7sK3Np8pjcKwpl/Mv5l/Mv5fFAJxhuHELcyWRwdAB4wy1i6GxN9BVk566MWCkK/xWLhGZFIBmE6vI3p7DVG4Zq83/4GKy/SpL/UrajOvLixB78NqfDFXhN35wvQdr/XUgldFNiaivbpQiNZ/cejuRS4xcAkKLD6xZOAclqeNyFeU43H0LJbys3uKZfy+mL+7SaCBQjGen27XN+NqD55+drAy1fy0wC8r8Yk3dnAPjMU38aScrav7FFueauOdk3pJx9ROsZHSxbBfF2YRKK4ny1sutUx1Ew3ChqMMW0mUqAzau/Ojama6MO0R7IxDK57UU7SxI0rKyKxf0WyY0UOzmTZUae4Y2pmi+KtZcGKOjwEg1j7F/TNfQhojYYIJc0UEYUspGiQ3eS56RvezsNeOyGSxw+8/TIRNUMhJO3shxOyBejND+ea91OkCcYt4olnFimRnX77PPmRUPCCKVwh9TNH/uTBTHrk5o/RSzGG8h4Gjqd0NeiF4/Dw+Q2HKtImvAjkOeXm98Gr/OkcW3XopfR+CCFHLro/0lsnV6oCPcca41/7ATVO4TxtsSB8sgpE7ljA7WmV6/yE6GCYLhwEqm6ydDkFu1cCfgf3v3uwLw8lw6cWfbI+9q9bmjTwkfKia06F79TlZjrqdusSHOUwZjBzc7Vxr2cDzlkGynHYfYFeFJSPKyu++W2wnwGpl45a0jdfPWzd3Yz/jr7LyFJeDcj27eostjbEjzi/MbRnzIlSc3TY6sOv1Z8TyT6jYn1cNAEJn/SauGv+x6BOOoNT7kF+p+Cpu/AcQAXKih8XMF24zG/1RnMfk8JSkXr34eVEhUPdfowFLhwI6RkSfcDg3gRC/NTaXtyUTNZx8iJQG0RxYWXfjskp+6Vq4da6JF7bcPQPvxQ7yedSM2Qjf2gj/cBuEllRk9nDBzTy/+Up7E6H+MO7HMDTAL0/hCa1NF1pmUnzr0zyQWkDq1Vs3Z0J7Qab3dO3slHOP5tkCCqM6AFQDy0W7dM818uytOqofXKmJrMDEpKp4EH2EaIQlGQoaWGwTdkNLjW/+eqqAG5q1blml9ml2TZfMJ2XxJFMaVT1t8lKfbI5LWMPsctwUvlO2pgGv0jbJnK3T67DC8Hd33/c98RoOPfeUU/kysJPjOP6h9Mnx79yFsPV9N8e59Jy0op62IBErGEv4y+zGxk28oJ+m1u9FeM7xeY2IRQPOPe89nKw2IPAhHt6AutHKbQOQXg7K72cyBPtonuNOoLqwfuoYGaIEKE6oF1lzEmxPAbWHUfoY87IprMcqLiGswUcdAT5rA+4dM82GsMDKLXrW0PKxDyOJJ1zYGIun9MpM/+iqQJ8Djdac8EYeuA9vxJOC8QvQ4fw3wM5ormwg0zMiBAinr3nXCd1JXUJYNDirk/O6Q9sCokqCDGAQ63Il+Vgx8gqaz6CAcH7US2JoTOrMXPDKZrvbauXj6qBFYTq6S7Rf6JjIGcsm06/6OuChLfYyBEk3oUjd7HnJni2+y32W+y1KLEYl0Xx669yetn6bctRKacpm0M2fGp22hHFS6oVYbzjafktYcD2aMSalrXTqGIbSOITURvLBNNgWlHvIxgFOgCE9YYSvaXw2jmboCS7G43IfTQ0tS9dJXbb97eUVIAqGg9D/oviTapMRWuD6GImdqcZzU2eqNmHWjbkczZppSeJ/DOqqm9cL0LMdXwHMpTqUgckQEiAkQEiAkP3IetxxJUO4LMQFMv5guSntPAOMjGNcL3nY9ILE4k49wdy5eahsZUe+2GAyKK9OMKx0F2Px9yK+OEYJtiYKTAPa8fAAyCNZTW6uga9zDOmJv70dUehA9Lq33YCTbw8r3SpETiNsrglB6gde7gRDOXbKMJKUtq8M05NWVAn1LtQfTHluPf6s/Vn6s/Vn6s+KSJAQpEBIgHWD936p8QJa9C5BPUXp/2eMkPUefNs7YZcfVxUn5ZIok0nUI09PFbrXqCfcfhk3VrwwILsmoaiMFJY/IN62xCMcP1IpSzEoji1OkIcH1IkytfS57F45mw8Kt2RPnLTfORGTs82Hmw82Hmw82Hmw82Hmw82Hmw8W2UqDHqwlZ8nKQ7objun7vIZxMIin+8qaRHcrlEsU7gR4WPPxndVoBWc0MSw4f/4UA0aB3WiKLn2TyjK9l51by6NW1vmw35lTdZR3Jv+kzbhhJ+Gxm9ZqzGipstra7y3fDRH3I3JKLX0C4OClrjEBIgJEBIgJEBIgJEBIgJEBIgI7ywrJR25ZGw4TOk9O6B6XyZTDDzuyO3SIJ0OBgidT71nu/G3394u2jV2l+RE4q2YZQjXSjIkqFJV0u7Ptaa/+HAezlUkgLxyRs4l+X3Img8YgJEBIgJEBIgJEBIgJEBIgJEA6wfhIaU65ZiemQpI41Yg3JpDzCA99b9Ju1bVbYG8GfPzHmFeBC2a9eN4nBBeHMjhbJ6NofoNnrg045fkz4nWsWx2dO5OcT85hBuF3s4qRN4GAqk1ryyQ3oPWi24J+sJkBicUnopcEuHTPNh5sPNh5sPNh5sPNh5sPNh5npBwD8MYRWI9FCdAPmxgrbTq8vv0nIUTg+pANYf6dLmpcXbq7yccdbPZhUzMvlQ4iTp+SW0vQDyAJbdTDCg2XvYAqBOFTf+AfLZIge1xiAkQEiAkQEiAkQEiAkQEiAkQEh+/H2k/pDiPnNWw7zVss0apn29EgoobX3Bpm6F7Xl23uKPoHrWm8PA4N0AEAYpA6M4j8xEhb3WPOtn6PCIcko9PAILnI+A18im+YHIkoVFXEIi7BSo216wJEBIgJEBIgJEBIgJEBIgJEBIgI7ksfJP7fkfg4+X6h/M74i0oiRFusYGJ+vFioF3kQXGs1BLrozKzJF37dI5vwwRP2eNyC2e08gGsaMss4EPZ1YEpR/8AvZ+3fABuviVO1phQOQwcdmB8rAMiU/Mv5l/Mv5l/Mv5l/Mv5l/Mv5l/Msws9ZXBVICKuat4s5H7VUlaIbcI9orqR3xcArugoKTC0Gi2Y+WTcMlo+GbxT+NLsHMM4Sl87f0p7W84O8XegR2zx/WTNT/QOm90qz8w8wmW4x3GO4x3GO4x3GO4x3GO4x3GO4xl+8H3UO4Min1Ce8WlLs4Wkv+PH7c1k1Yr1XA1aukI+/fX0w+PlR4O0xFxgQIQjVVIXSZ2kYCTDUfs5kmcevZNEvj4dM8BpEite/A1XghTL+ZfzL+ZfzL+ZfzL+ZfzL+ZfzL+YM5CWJwNkhqgXVlc5nneUD7osxbxzwkRKfuEN3hHKgYRyDpHL2BnWOTVwGPIneis9UyzBQKVylcP6jsyfEPhE3JSvZbnIWwlUfBdCVBIgJEBIgJEBIgJEBIgJEBIgJEBIgJDYwLX6opf1qdgvLXNNNpeNvAyPCZjsrb45y8gOa42ZVueMAj8LUygg8Wmx33undOPPKCpTZROrJ7IQSqciT0YoO1T9Ebx3pm1HeWs2Hmw82Hmw82Hmw82Hmw82Hmw82Hmvm/QRo52vF//peGQPR8C/ILwbWKJGhEFETSjHSA8J43g7Qug5SD2V7ox93uK8nSuWRezGO4x3GO4x3GO4x3GO4x3GO4x3GO4xjycyv0+J+SGyr5ekb3uMkOXxuHTg42dvprz2lRzUq9K+nM9xYQ57L4jUBwcaojlqK9y2M8kIFfvPC1xiAkQEiAkQEiAkQEiAkQEiAkQEiAjn+TrUfumaVTTrewaXyrLT09fmcZ7PVU184q6jrol6B6w8BWcCPbQiN5GAMbX0YDrDEFrjEBIgJEBIgJEBIgJEBIgJEBIgJDXuovNd8zpFQiSQROcxzwlbqzTylXj/g0/T2xMT8E4Wo4G1bIpcrjx2mdqx55aOCV5KLXvGJ4tUD3Vt1I/5orzFedOZXE2niSWbQNh5sPNh5sPNh5sPNh5sPNh5sPNfAo/ohYKyax/dUEkVaxdvZr570qwhJsrtlAJo/KMAmhqGzyoJinx+FrHr/dybfKvCnQ6TPBK99t6Ut8wZS0Xrxa6eEyfPcUy/mX8y/mX8y/mX8y/mX8y/mX0qTFRDgjOnEfeHZlGmmSrO0rS96WtE0s42DJkGFPDX5dyw2HvJbDnMNqG3IRy54raFlrb1jNE5qkjGw7mXgBEGp7w12alwaCF0ywUvVn6s/Vn6s/Vn6s/Vn6s/Vn6s/VLFlb12MTwxqSWJ+8OyILfUHNrBE41oMAaeAP5221uFAZd1qaW10J7tBwi+eDhoK5ymoHbhdrw4MnYXAdGlE/dCsTX6Ajxf5hSW80QzP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rPhAgzROAlxR+HZaRFUHuTOdbw+bEB12hmwjko6xUZSWm/7VzHoKva2LoOueua2nG6U/VO5xgVjQE/REMbr/TkMyzB7gOMZY1mw82Hmw82Hmw82Hmw82Hmw82Hmw818vTNxjCeK7raB1zz3RlStxcrFu9lvZWNHXo6ZBgDAk/90cHGExY2Hchtj7ijTZ+rERqsyiUXxzNyR82nxinKAlJAPhW6tYd8HELH7bjg8uhWbDzYebDzYebDzYebDzYebDzYebDzYeH5HW+/Jh3EHZohzchE98S7WE7/1iH8+VQ5+sernqBarlCzNpQXqWEjKkgyA0sUBH78ZjaE+yFyGwduvGS2vSExQt6RASICRASICRASICRASICRASICRASICQ1zOT3Jra8ZBL5ao6/STYcb43rYR61PovXYXn9jZ4EsBfZtIblB1HP4MMCUumfSez3svSFNScD5GKeRyy4peIX1Ds82Hmw82Hmw82Hmw82Hmw82Hmw82Hmw8W31Pn+cQFhc1ujTDHinL+uoNUJ6xTiKqRvF0cqHdaFUGE3Lipj1giz9ufE5acdbLfKIpwZ7qDdenL2wItBrfc8OW+dBMtxjuMdxjuMdxjuMdxjuMdxjuMdxjuMdxjLwbFyYbB++YWKoH0duT374rQ6CeEHq0wdJmUTvUfbAq3Y2RW5+sbGgbDzYebDzYebDzYebDzYebDzYebDzYea9kpPB0hQDZtHekxW83Opq6vysd2ntSJBSgfTjGD+aoCgSyBfqn1RirO1ct5qZUfsTL0dv+N3Vr7SZCc/hImHcP771wu8t/hnzjkBTL+ZfzL+ZfzL+ZfzL+ZfzL+ZfzL+YM7YCTNn21q1mzI+AevnHwrcCoSXF6LSmxaGuXJ141rego7Ln/EJ4VKvcYgJEBIgJEBIgJEBIgJEBIgJEBIgI5IJ//0SaRIMbrijM7mTr2QXPLuaft5z1YP6drmkOfXb0zrxGNNq/uzGgOWbAAoI8C5WsMC69SqPQOWEi6TFBE1OatSi9rnMagkQEiAkQEiAkQEiAkQEiAkQEiAc/+Yce1RmWDGWDCExHAJaSmYUraqIdcXtxnXe9MFa7bbMGaqKONM9iKvZYpT9/FaJAYQ+/G8C3N26v2DAIzz/qKAQtCOYLOuZSzGRszqNZsPNh5sPNh5sPNh5sPNh5sPNh5npAMbXxoKCdmeDKdENy2C/qOSRWCCQDhNAe9Gkvt9XiGX8y/mX8y/mX8y/mX8y/mX8y/mX8y+kNoVvWqBAkZuj5duTvPm7J/xo+SW4fP3m26BD4SmaiCOWStaItB+p0VneK6ORnrHyk/NQT2pnmw82Hmw82Hmw82Hmw82Hmw82HmvdTt6tv1W5tevvID28/l0Wwfx44QGEXJV6JTePK3N36UkeYmP7ILazKcmWnO6RgShdUz1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z8PnISf57oystDqfoqzo3SHInYo+6FZsPNh5sPNh5sPNh5sPNh5sPNh5sPNh5sPNh5sPFtSSnIWgp7SPsvcUy/mX8y/mX8y/mX8y/mX8y/mX8y/mX8y/mX8wZi0tjeQrxiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQEiAkQDn+h5MOe/1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z+rP1Z7gAD+zwQAAAAAAAAAAAAAAAABMVxJcSZELjpx0AAAAHz+L7Hfxf1XXj1stJjfcbc0kSTP9zMesvFhVC5SzSy0BbtzrAZSu867rRrPLNml0FZ1qD0etcAAABD26SdZBSNn7x//nrpD9np3B2ctOPa68aNjP5P75dg4Gkj5e0UtUEEGlusbgAAAB6yoRCiGgr+UeY3J1M/jF90JH3R08VyHTLYt16Ou9C1wRESMpghdoHYIWNib/PyIfqUsKUAAAAEh+AFaUKcpkal92JhBTTstcPAgyH1/ibNCcgpdDF4sjfqrj84jEdqiGCPElFpzO4idjxuZORH08I1H87FAlZ3bjV5C7eisDg8oAJopYh9q+AsTVaZj/Fa6kVQpZmgAAAY/4v5y8z7r6GaqhnukLJ84fyfVePV5JGB+E1gEqxqLnGwQFszC+zX4BsncOEnLX0z8WsROIpdgWPUwL5QKFzpnQTWCM8u0YFNkCCclPPpsUJAY045T+qMeUsCzyBLsh0+0NDBuFJY1Q4EGHWAG//0KpiAtDBqJDoiJn9JjL5GDgtBVsc84wPJIvFL2n7LVj73vZrytSFxHY2GXfDI+Q5F8xsf8fZml0WjLI6WBvmanQ9EvurMjrEB35sZUglzpBVdlk20GZoQaRnCodHDSumGW/ZEpYXEAIqCfsyheLoTtNjtMicDsCAAAYX4vqNTjTyGwFo22raTI5JUZgdzA6X7f64tLzGQkuRTS22n/yRQtyoO0+KDVxmcg/4Q9CLuda/6weAcIJMy51AIV9vfjtnBytFdUpWf/DQAIla0DRnPBFWp/1pWB9tLftXJ4Ej1fJ7sAlwTipui8NpHVaMzC8uFy4nhymbiS3cIVAxDa3dprQo+fDKVi1df1yJNUguFQ0KMqlfqwXyzbQ6QGg8cH2FtZ5U3zB2khQdaAc+mCLA2u1OcmcQjxylsf1QqcVBm5x3BBkWCysrIOxEzJwjwY0l2eHj95zzCqnxYyVi2vUfMFbAsvqIFmOj+ToA9rgylS2cKkFggUnJruC1eV8PlhK/oDEUoHgkbZDBX9rpDCiVA/qVrGeh/7xCAAABoysfJ6ZQr0PgBELfwPGIkMfdjFV+7E1Zv/i+UCBUDm2BUAMs7r1kjEkco+P0Cf7RWDHhaYiJJdzTSZt8XyLtaAuXCzKhqF8P4tJaT6D2fvSr+lSwi8Q00wY+HveCXOHBO4Kbx3gIMxaZJ3yTvHzbpsRv1kJGeoeL7OD/3Ibus8Ig1RMiHCRQU/YhpOZUdaSfFWWLnUUcirCmn1cGLoOEYMGJJ9e7iqzWd+IgIXWqhpxzjHrxzp9syWLS1toe9YjM/jiBs1i17xtUQC+vyG0MMajt01+XJ8CAAAHrsaNtq72VJqvuu/I5qnxslVYq5rbUVtwC6qhC27ErJJwHAu3LZJAKuttNAEFSVcGkSpNqSYIkxBt1dK0ucFvfUEz9GEm1mdfOAd4DVTMh6bp6ajTzBTnwPn6/8o3i3O4xUk7PMp7n0m1GW3Q8GqSmw96aXRkWiBVLDIQZn1JzWAH7mSvHlcSAn85FoR7ysDytPyxGsa9HG+QXbybhmoOk+m+ah44GMJ8JFgrJrusru0xhar/+zGOf1WHG7BZeDgUw5fXtqRie/F9ma7iVH9k2aNIpt0TM+bugzs1SHRZvJ8LQP4S82UpDTNuX1+z9MskRMoieY1HcIcA1gAAdlpIjMt6YaBJCsRs+qRrlbx0pZ8DY/QALAJcQ2TsnoF4lvouozBEhlGdOIRjIn0uth3B6St9NFox5XWPpJIJ5iBF2c+Laxebwo64Fr5UwpmRuyPL7rC2IY2YYVq47XhPgAoLzOqybBZpXy5AQmbJs0cUBCbtZkVL8FKFxj0NdM7mOFztKVLt3moE3yM/MJQRrNd94dIzfHZwizWaUn40q4bSgtpCcj/n1/3vtqMLi98f6mWM2qQ5ksq5ucMjtmuY8ls6PnARMT2tmV7+l4Twphh//jiKPZOp0p1/HEFI1oqB4VK8fx0N/J18xCYSfvzEJqfBjBEf6miAZID+WaiVk1M7RYwq2v3CfHzzd1+ZT3SK2W8AAfs8ax1oMkGBXY5LtHLK3yjZhgILhrQ+pri9vbbVI+P9G11yDlTfSotoNd0q0OvBXAGifaq+4M6VPe4mMFk01PVrJ+H6FX1V/Sd7dG0Z8uicZpYYEU+4opLZOkYzawgu1ArDWBCpGRrHCCAvLoiVfsDSMst4iD5IEzrpoWldhprmzOLTwH/RWMTzpUvXCaDbp/w0h60OvN0z4YsFesL6A3+8sxr1Aq/uOWTxkrKPJi3dpjRnAEJQ61xjNAF3ssWYjnhJz2Y5lEIgpHHreDyr1BmFrmDIbjO3JgJdDgc/FSedZxs1SLt3N4AAnfxDJ0wb662HJx+QXX/h5yfmx7ft5J6/4v61fkGTNRIAQ7PRyNVDFAK8z0+2NWFK3OjbQfz9MQIEGuHXy/6y9uivn/rGjvja/KAWEp4h6rNu8xtbzZ3uQFAK/Xe0mncoyMSxlZYGu3vXfTLeNADMqNg6BwX6wDXc2d3/9o5a0PI3x4lq+UPCdeFZQxx6FMJkYAMcVjHtoFT1aLGDQmJaLlUKPjJxYBivaIFWog92cFIrg+EtRD/wRCHjYOepg/9lnyNXDQ0YRgo+lmPfzPLbmnMZZG8vRd3RWRRe1whNAOz1PJB6+boMAhMywl1AbDjaU8oH2TFlzm9RNAVHAxJeP+PP6DT+3lhaIJuf54oAAAZPVI/LTunP73PRzg5RlvhvwbZarzPcO125sQDQMpLFTBDEN1t5YVrY+wh6QPzyrUJFr9VHuhQQVfrHFHAlt6b2Of2atVyVm5DPJvJ8mMdogcgzEWcSA3kyAiVwFCb6Rk9Yt3KQB6WAXb2LAoYgTz1BX+zhhbO9BDRuPuV0eevxpkUXSVSJnp/Yz/t0togga1MMnM8loVe8Cz3PhzgxkRCLnHosD0JLTeRQiwEw6vTxEaoB/LF07x8GNiAKnD6BT4EwlSfPQwRO5Up0avTBxj4Xgw4SAhd+ZDAObanv2MTbaRbMtjL+41Tx2zHYddWFIVbOll+E/GgSU2OWzH7AKyuzkdUj0/ffQ1QAi8T1y+R3WFq6tPYEd/3x1d8CagL/vjazcs/l/aFZbMFjKACV4X2dRwsEo5jlH9NWPXj1wxp77uNSGQsYcnc7rdRJsbpKcOXojuuWRZ+ncxFgRsZKPWAOa58kidkBJr+5JEejg0ZRNgxVrbU8Vgi1L8Hm0BcIaSEjLR7AAqCiTwyFaZ7Lq7MjVUzJG+ryW7w+i8aStyOSsNXf2Ks4wOxhOHmTvNJA1mwnxVBlQI4JmFyRol3mLSKTxv6kf1YM0O5Pp24UYThKg36VXSL4SMI+VRdU7QJTe1yyJRtYKt5UJRFsD/JX+xftWDils+Lx9UkneBMBl/Zl+P2zXXhFkVecUTTqXsmFMeFDM+BWQuM0oAZFXi7x3nFhK7PBXr/J+acDgUxVPmFYKWF2fSfdWw7Jp42VLJS2GpoZk0KFzc0f5xqUjMEW68/q7jz2ClmpenTw23N2jfHk6cnWGcg3bwspY5Gx9u6HXCBTRIgjpRrPYVp/XjcHCU0wZCTtIVCxnbbMTgzQBXEnIrMdjDqxvjk5sfCwv0xlrOx1k3p/HwhSkMaavVxgm1aiqqQZMZC15wBqea9d90qBoE+HelTQv2Zxn7qTbByqRo8TEDWe34jSaZGns9qQ/EFAnnAYS11kvX5kioSQ5uIO5i0YRJge2p/gKX1yL3bG0sWLCvO/706UlRNFIPrZc1GqP0P2uaEcas/qNqWCfXL4R/488nJx98LZYelAABhO8j+awLZhhEcWddj0iYEViqFw517fop780vkeNXnunIYBofvVLLmrKCMGDzK4rI+fxNEa1zixkelXhnXj2O7VszYvpfsySKMjMXmcazF0/yDYbdDRPNwD2MlOmj/RXrCGagWwGehLizYP3YB+eS8vm0OHiLaFaI+Vm8OsxjZ2XoqG1d2WpMoY8+uJ9QHnbaOFUJVZZSMEiePI5igf02NJF0qTGF1e/enW7DclfQ4GRZXvVz6B7MGiYQ5OgWbyXO1LRmODZe4fU/8ca4XSC7nWD+ssOV0Zqa1WX7p0c9K8aytnk/Sp3USzvCFi/3m+oJliXZe8uYeR5U+brfGdc9CJI/a1Jn3zI4F58pxr6pEMy7zEGZF2UwGHegI1BIi81+LKFuRKhe1bLb5ai/OZ20A6FKafDX1meQSWxynupdqVmIBxurBZ/fiXuqV1IELslBa0Vgo30+AiNQhWU7YcKSYxWBFEU8U18SK6hShXQ7dV3QXuszXzNvyWW633KYKi+y0lmTMO1+Jc0F8QRgGdenohs0cM6UYIWlhKgQCVgkmYfElv1FODFqGO1kmANC/0eb3QIA+rpdAbz3i9IiTC7kg7W85wUGVegkITsn4dRj5OLdsTPd06Gu2eXBgyBZlYmzmZVCJpIoSiDd1/6PioCBX/ThO38leMOC6ckp78pJ7kI9OlULGNQWGPDfKXeHJ7jGO+BmXa8PisbPMKAR68wGHVfCKBI2Cnp8YtksLlQFMSeNd9CAsqJEIb/y4J2yDbfvscSrQA9rcZXOVJg5w7A+DCQXNnmVsQTpFPNgTGJZVkXLvrpmOhLxQc9860zagar4iccsLyl/T4S6ZbxlRXEDxJWTySyIvkQWKU1TQX9asaTO2yN6a1jOXl+TlERjJ+FmKvLQpvnSI78pPKE6mYW9cVT+1rgJW1W2qCzx2Of2nNhPQ3o0HGb69OSZqko6hSJdJzLabcRcJ50wMynVoGEHTd+yKPJqsS9SRhLaGKu53QyIs3xR7F9jK8TBjuhwYEUBQD2bouwhoXkCjXRjzEGskF0gUUXVw2ePgWoiAtHihl6v/cJI2uxTrg9Ec/l2n6k2Ga/mnEkxZVM7+/gOoBMZ4jcBNzkDpSP2CsP8ZKAT934Fb+fkQOv7/RiRMrPdXl9zePz+OIDKJJ3f/ILfWCEIfkixY8fBU9bi+cdeV/lepcV8J7YmdNgav4AH2/oQQN7nG10SIhhuRvL1+RzV8+21H5d3Eyr/8YWPE1K/6oj5RXMLRL5KAicxzp0dGIK5oveCZ9TtXZL0evpcUAJ7Vw6KfvdjCkTK7dycB6kYuLy1sjSjtJMDdNCQHvEij+Qp2TcB/8XhRWvf1+In/XXJ8PK0sFtj1MoCMZLTx0lv9HWC+sRtaqXLeLhweAPnTXUd1vjhpJihidriDUkaN/JxRD27/yDV2p5BoFeKcdUq8zlk2NPxtXnk1Kls3LKXbT6FdUvG0ISSKv4WWQM0hzivcnyBZKqELdTjaEt/XuBpe7/E0ieBUoSw5b41FGtlLdt7UEydcd3DHghpSnfkgREWq/Za+GHllrFnKOEDLDenGMLrJrmVzObqB1zmiAbcmpd0SeVrly0slxOwP18Gh/Qu1lsWJZXCN7iza8r6I8OZPvkY8NMl9+l+iHkPXZ5cw/RpIOHt4wo979bjOavOErr1lWUVPhZnMO+hRR2hj1xsu/vWBA+AtYETiFzPXBEQncpS5er3hJus6jO/8Oq+kw0FouUDq88KKzNYEq2OQQeo8IWbmNcB6PQayY1WTyFPVy1SUuEsurdKMT/AW9bfXr3DHBw86GvDYga+vuvUEshxa81W5oqA56x3ofYtFvxWWEBsmmrnrrV3ZXRyqTEw3SpFFOYqvxL7S7VF82Lhk/7kPp/BZqBSDo+whsTvZw4MFr0D19uSuMdOKpI2JYBb8S39qQd7v7nIylO2ALVedeHyxtQsT0H6jt/OFyZRcTlzXhMLtZ23lpTRTt6eW2dUL/kmzjNGksJdF7qcXF/uLXYa4YYx6IgUJYYBsvP4lzamOZGCouauLkdlagX3kLO5kz4gS4CFxbcHJ6ylMB2uEDg/Re0QYqWKgza2vGkV65B664wzR6H5iYEvP48mKCFTxruKMeYlAyHV7EjJhB2xmlmE5Bf40EA8/ykRLasMxjg1Hi8js7zo9/4vn8B/MOQbGzeURJ+CE88aWubIxOyE52TUuCb+HX+2KVGpb6Q5z2QCAQqwoaW91y/jfLeftBL7wZqs56I6XyZaHBoyD2OUY7imwyKnmhYpPps8VxIFfVjnPWbJg1O53PiMnKsX2K2UCIdhdqszCZWux7kM78qkvvPlJkmgQgqZt8Awb+1Uv7T70zITrzYBYeYt41SDt5nNPAFH0x4ZJ1FbLwbdaUQrlgUF2uhoToQIjY9OdS3FZzsK82lM5GTVbu8kKXjtClohfDcGN5VkAtf5WOhdUoQjA0crkUEd6axYyBubweOSiBAJIwjOed+SgDQFst/mIddIHdbZGdC1K1otFNbySGckONvCcCEtDIX8xSsfk6N/nCnXDDWWD/j3nYgAMq4ZgvZkFTipvpbbfMcF/bTUaDMOgimACq2veXtWOh57CzTGK3wMPyjbFgwIhrrALAYksJfsl3qar/lu1RO/tbFqRdz2uAlgPpsJJBWeNJxlyFf6KDr030q0tsZUnCiQ2o26J+j/4n+ulTimiyCV1ZWQ5+l8AFjn0/q4QGMUGgJaD68bi8VD8Ft024OvuQJRQTACj9pwSx64PCi7PcFdhyTmEKD4yVjVCcBZopvAcurt5TuybCfJuvL323+FWh1LmTjWWC0f2Trm4YwCBtGYZVBQOsKGvs3xYEUcr8O0l9YKzTdQap3cZUTz/KMMXEJ9U9TF/v+qrMdwXLd+FtDl2yucrXony2Iwx1PkD2R8g00mRAgCLqzl0njAFPs0jzaxTanHJBn9gvcdiAeUc9awryVtgphXAic+Bmp6A3P0jRr/Bl9/XmkM53Cf2+bOIvkJgeYCe0hCpNzhK2eg8Sv0ktPpxjy9OzydlFkFvudgc4XhlPKJNpZS3b3OhqYRx438LKpaT5HQp/Z9o44PBp0JJ7MT/UZIJ9r0euJBcMR+N/ctaVjfZh7bNYyV54WefwZYrkpECqa5e2YA6eInsn596Elx2Ly50gx29/S3GWpsEfiQMwyXM7wt+L/Sa8gZbGnmPNQzEbOMlCheS3c5M5WIKQO1G+zpUK8iJEKGaWlPguabGrm5Yp5NDdRTzDqsXlNijJALC6uvI4Gxv+e0LcjSw2X33pUc/KCvworJAZaQET1UNc7hqb6mQs0eXzIrbn6Zr9ioR8WCDlNdt8jKPMwm4Lmb3Cv6R6/Zn4NLgoWlaiMaBlGe2VKvwMuLNgHkJkmfPMkNW8swJUUtjTxCYL/1Gd4iSG3xwe4GbhJ9GjO66plgF0g4LdAk93EHOVpPtucMm8oWzP52fQLEv4mCp5LIHDRsXaOER6p0RGB4myx4JrSBTmFA4w0p75FnlNUrxf1jGRpQ2lLarfqERy6zTfjoNVC4dSvQFLuecYL0fpOvPpgU616FbHwRJrwWGcCIoCirz/0p60kvSVVniaD1J9/z+Uali+GO6STs5Xm7R+fSvemN5/dpTGmMJWDl6tNXqvykjgpGv64SgKbI1vhbPQsqJ+kUes5NFJcSGdiSNEu+7O6r/UEVE4rYAs+VlWTcdXHjb1XHbeP+hwi0WtkjxTZjGTyS9S3l4k9068A3VSIbhxNI48bA4VmXwyInzRIk2D+DxS9Cs3X+PGr2d6CqR5hgsWvB5znkEF5nsicJGDnmRSe2ijPw/LqqpqqDB4kHxgY6Xt2KGMnUDuzCwe7tm+siWwjYAm8oTEsSN09vh0v5WcZH5l725TYB7k6/oiq0yr6xjIlsKUhb/fQ3IKxgMz34E/GWRNehS28tZhbmv0zDHCRKqqzGX0BBFEsR419bxa6u1ON72V5vioo0g6XJzmv1EPm/GdTpUT3lClidIci1AyL8AqU7BdaV1DDKYOzXZ74bKTx8PnOyWRFfjwmPfc+FDm+7UueraGjUD6Z8sUPJhVpMRgnnWMcR/Hn18Sb6iSulWT6MhHHaGp+THVAuY1Q9CoD7ukhsPgd+YcQUQ1gGNk3Y9ybYCJu449tcKIGtu67XqnvZhQR8HPKN0ZYGg3R4FkdC8kcUBuAOGiKCIedYftcgLipFqgnEbh07X0/fc3yKrgE3oa1nt2fKqHa00/IUOR1h5LvP7vLIYN8MUpd/U3EPFvemtZZ1q6Mnj1P5jVWEZK4YrkSoATG2rzsr9Ull3IAAXFp84IF+A7dTkaYmnkrJoOoOw9bVFesnc9ST/vvy8nA9dRaT5f7v65K/HVe7s3jHdCF2C6C/2SvZcp19zKUicqDliyWn18nVvPpGfbRu3jG7veRKWn4hWR5b0Wia8onjTuqwBaoPOn+oredUHv1zA1JbsKmZX+AX4j5xxjK4qVowiSg6LoIRdXGhekjPfMlfhmVB7BSl9Nus1cVELITw3ODQI8veTAzHxmBlJpdvbbfmfsDVWZtgPVyH1SmphkZdSZlgyr+gQmUURjQyuNtNoI+8SQIPoWINCHjum2PeWuHTRXrDF83yDaFrGEb4mojKbhXgDHtxQymHcI++qrzR4pjTMkly680n9OmCzg3FX33JukyZ04FgprPtQdwya36GFDogXrT4j0phcXifWzo0ZzlT7StZjGg8Fn7RebDFgItmvYyzN7FuXT6mC1qd3fzjMu72wWDeUfoEy7bSxx16rGv/Bgdf9AjH0kC1NvuaBoJPCNXjkbvJC9eWT/xFqdnB4sUamZlfYNoEOrLT574AZBSGN34iSxVBXrpNxebH4+QwM8p/YpHR86F4tLco2HRla5dvJQTyGgRUAKnfiUIPZ/3pXeg0XNnUY5JO6Qt563LrRQaEio1ioxqQF6hAuNyTDBTieRSU4VQTfkP6nreptAx15rrOwRgIRzdG5bKH79aiXFDIaczy9TFs47+hqcoKO0YVD99TJr1U5dhmdoUfNhUnv9IFAic3AyIQTvChhej/6a5oU3WgX2z4nlhnxO0CvCcaBwWSZpUsQwr1vkZEBNIOKB17Hzy8B35hnpAxrENQW5a5QyovHPOm0X3tKBddja6AgyQdxUXODtkUM6C11cxrqWy+NAhhzvQAEpfUX1VpypRVun5YgpQScFz8cFULbkwAONvx59GrPPbkoqWI8tZA570eVCe4rhDNoCyl1L3z33LmIkeb8aGsyV0M1VvhfKtwXmHQL6v2aIrnYH+PQAUxCwDagBt5pduTFsLzwQ0wOzc/yGWl7xYg/x6YlFifUpfifqA/okxWLwuQqOekxUFnT8YJKNpw4H+PPgFjeJ5jIPQtf9b8zuLJlg1sl3NQHw4YLY2BNjBbmWD4NQr4YPfunQTBJbz6PDLyvr7GNBmYkXtln0kIbmIphF7Y4mYzo1+US25QnkuEYwwEdGTtCzbduyTqTkhTlM0LByhRB8hnHHlBGuyNKzO7W/xPca7GNkgl08sVdehxS0pUKVakElSHLtyxcfRyA8yRoZ2wRGofHl475DpQs+cyMf8CCRfQeb6Ze3BoOWSrWojhOi/NLj0pnlv1pa659AGEz+UiPp1RerqtxrW8VOE3J3IXvcvxtHejGz5E6hMUYQXkPXLmrIHPPFWhOHjSQrdt6UKBIkCERPdUr2G7pImaSGNG2f5k4/jwMwmdfIQsoLZEATMgFhD3LBVQweJGAV0MNSs0FGv+jW5LxTuxmcszyYZf8F63v9JEwK8/RZJTit4kWgv3BABAQyssM9GDIb5vopOydho693QBG7RWs/p+LoTGH6JSLoiA2AhILSNASrHEYZwYdGHAIXbBdSc5aUYh5aq1PBTPbfkJ/eL1P4NQCCm+6X0TJbQqt17ydN/hBZnp3+VHXI/5RlSeFG175X0CDxTZsNsM5SOPjypKauNNZdljhezrHX63n7hTGpAT1BazYtB5bU+Jb715zAxdwB/903y4t+1QGoxtdj5nuIPWSSc08v6ga0x0ZIsbZjlyEDZyQMrJjbJLjmjbhfEVOWZVkOYGMVaLKAdFu3px7V33N2liqpHx/VIvkY2DqsMBQiYDss/OUBp5f8oPH8Vidvvl82AAAAAAAkAAbFW8+VTr6qXu8p+xtu6333/AAAALerRmbH34Us6jvh1sSRyE2Hf0hXzBrlc0e0yBnmP49Ked85sjmULEuDxhsMAZfmq01bnc8vdBogM/br1J8Xf2Xx7H9qvH+NeG2tmf6vuv3JOUZ0M6JaN4iqUvWtyykpBvqYHlEJHbSm+nYuiFI21m1RAE98dF5d5TU1WwL86urD0Rtbx77Buvmp3JErqPm0MIKiAdmuNiXiRBIcJJuHtszWLNTaXQWajawKoA65aHRWknq9AUSpEbLC0xYYi0YiM3166G3DzmNUPEMKYuPTHqa+qoaCIXfPZcqlw5OtQB13qZUEW2WMLG9CxGjxOKxkbrvRh16pCN/k7u9GRUNltsgjAtFO3wYlalFqgZ0XYa+kzAs4IChyBKrcuOVbJx26KnOfp4MwJ4/HEEZtG4InIQPhN90Q7rIMqz+iUSXVnGbws7jWOjcOFEEQ6CrFcOsLcfQFuim7RqXs/DHKXj+7+JtFCiLl1DAUtWapDqN26Ox7r4yPPHyr6iIsNzI187fGkQBHLQhD92tZudCzCaScaxjCjo71tmhUpm7pONiUwllQ4isUpK6bN6msXs+A4WDW310a5DDFlDmUyuJ6/DMbgcgZ0ZD7OQyXarYxLHa6Tv2lPLbK93vewJmhZuyT7PscCeckhl0ELoCPRQWfRCWy63R2A2blWDNd5H6LBdmE0rECeRR4yAAEsAnhppzErtgL+W9KmsC9TuzbkLN3jmzNzcGBt5Nw/3gEErIoIhF6HtX3pKaYlNKXnuayBZ4qzASEg1uawx1NF6uBOte4HGL37xFVg9eHBPePBlCPBjFMpVUqkAPAclz+yOUPfszUt1vhpAN53AuUtbgYAopPSII5++dk6cZr3XE8U8kNlekpEcD9UpN9GHihn/0YNKMeV/8zkaNFGdwhhe7POkd6I6JT9XjKYKQSGVgutdADLi264ItlWuCsVV5UXgL98ZugzZ8bsNYNupI/uI7e+HFU5GTdIC1Hh+FZdI//OaVIauMzXf3YZcUNmb15xoa18WsXjgRWH2pRnipNCDlan0QAVVewNySoGtHZMJRrJE2vxY94ykduberTozIf6eUk9VRFd4t3NpscgwjlRqZO03st2lWmOWTgxGGCzssBeiPzOwdki2VVyU2lKi70nmUqwHvlRqvqAjk8AIZ/KA3S1fl35yRQ3ROcZW9p8Ogi9yB/yUXThuQUTMioOuirsj4GG/jfneqvrLQjZtQP8gpkfjWN4SoqebNLbyp7QbXRQuK1M+0X1upvbEVuo0R5WzPvvFSmM9xuVtsDeZNmph5x2AItAR+RFKKwIuM8DkfMQ/XBaIMzmV4A8dCqrOaCSmwX30poh8wCeZyPg/OGt8sQZBEtdgKgFFEAAAAAAbgFRW4ToSzGdPb4eZRPG+9FsKvkipMJw5Yx3CgUdCeyUstBfB+O6fjgFmkL0AfqBbLUpSbKWu+3ZH44ergQ5Q6dnYcR+C6aTlV5a+hkXY6macJ1VbZoSvGFvvxd35+VlJipW9BkHIOyKupTiKatJWd8h/ckVayE625mlH1mq9sHscfmVXSXvFmu+RAgonXfhJ9uuDtgp3nxjUDFbr+VmJpbH0gEfdKwOWbUSGoHjxsXKRVgSOiRnaGnF6Sa68mD23ulAK6guQgmRxm4eFBiLCFd3nt/eRSbj0iaVXBHF9fhLikHd6+24cb1HrNHtqoCvyjz0w+Ve6HqTO+6e3/z25xipCb0SnLxKi1aNTh4APmFb63F8DiivTY4um9oD9AZKqiqznFyYsir/06Roe7GIBi7i5/5LJK9vzS6QbP+T/ACPx2StyKUrrjVrTinfsPZdnUi+7C00H7GDtc/jbidncsFn6SpLeBMx1Ox7yRUawgG0YVJxmjbCwE1zD8uWYyjP4CqqoUTIX1VSo12GWsW9mwoshLkTBRUC2py0U9opcMiaNWSyxx0PqdaIFwPxTEN9h7eoETyVSLl0Qdh9N6eWqFL6t7U424AAAA86ABJx+BaPYuBjVt6z9dvU+uNdfziyvuaXnycyR2CpJrRYyqH2THr/E4wPMdTbAtjBYNClnD7me5/uIJnn54QJffmnHKJZYqTBQG69ft1OYBtz9RVt2RmfghFOQThguo9lST5Xn2yHAd+0FGLWcz65WZaM9kRQ0y/D5JytBr7YgOWlXH0ounbm/c3S5jQUpl9dxSkAuZFLkpo7bxf1makBAFhqFXw/CQsVCGSpOkWkOBjK6X5ujedAsxx0AtA7ew7UHrmW4HQCzoyIKZW0lWrBhTJd2F8g+j6N3O5RU1pDyPCYA2FHducFjzZobqLmwIRhZ6ubVw5GvLzFVfws2lqd9PCVYKVkVlq7D1pNt4AC6FPpkJOAIUOr+zXGk9V8GQYPTbapPX3AcAfelKaPsguxudEd/EOQxops8vzNoUyIjTRMFkPwvVOn2or1hIrrYa5ACKSbsRl0/iRuo2AzJ3Q95fTdrVcIiPi0CcDFQu7vP5AEwKBps4I5mNkUMvu5dt3OAAAWSs6EY5jjKrjNxpi8HhQDNcAu+jsKyXWqtMeSKjk9M7SKXEubx5iw1Yb70cLIVzMVWX+uguTAYLTQxKSRH9ftb/ED5h858JB1fONWjWLt4hcVn6uA0usGN2gvweqNpR28Vw5pQytimQCygjbjBv/lIzvw6wUF4Y4eODaapBMKo/snPCIpTNR0R/JsrEojruCHq1zBQK8DcNjIBdF5MqRqp4J4AxHc75DZit6MgHaaI2FSMBVwGFmm8wTw2BYw2MW5vw5Tuhufjwju/FgM97nSR2SXROPl9K6RZAxoXF7A/HR7F4SoL+8jE/LGwYhKpwZQS8oHgRbOms79LGgk5u6AdMkcc4tgqH+f/67sfevUqMYhP7t29FdYBML4ht1orSTN52rhiVRPyumYy4Z3HOicR6pjy7xX6kkq1X4/G+EQ6kEU+dnVShAAXz2M2BywP+s/mh1Yred8I6bPkr2KcAQr+4l/UOEHw5gnpnskWpWcx+fHINkAAAByLkShdAoyTXQ8YtYIjm8lb9z2diepa35iQUbIavC69AnHrXXOmCRA4pm7VawQQFXndlkV3KuD7/2O9Vys/rKd/sGmvP1t87ZfrO1Xla90oC5Yo+YiTIMfJ+XGKRCfbTbhImam6rzPh1VFhw0G8Pjy3jvr90BY7S0b1WPAhNmA4LpnDe9DIoVCGN2bF62nUa2wGRF2nTQ3pGvb/xp552VlR+NGq4SK3YUx5nkXL0VyLSneqdV0V8pz8BKUHgmeC4yFr/QdQ4CfO9WIM0LWUQHaM0IPAhwDJw6lVjL6nDH2R9GbqHPeK9ev2nZeWLkSyPwBjWumg+3vlwC5+SlDR7+/gmF3wvFBHpP3GH7iXkL92lMHvVZSHWmGRimCi3EvLLwIRyncxkLT9KbjqUxfKwydEWGmUtuCFlfCZ6K0VMnpcczJYvGI1P5ugNjE8qoLc1gheq53sGU33lVhidrTzPA9x+dud5jeECS0+AAAKSe9+pLSP6KXZfJ0loQ1ZqX3WApLD2RKavtqVVrwnArvJ+zDWkGie+fVV5aLIdiC9J0AQ7h2WyP7oHj3q7VPqo3UQgiNy2oBbr9/+iZNDuJHnILlRKenBJa43w20iqFHJ6MnJZ2AxP7RI3cmUUCyLLe0a8E8lYcpPdwPV1yOO/cJ4RBK6ETJJOm9upwAxBbs4Ipuzjx3/1gQ+4B+0P1CTaCmNWr+md/vNI4j5Xigjurui/dIuzlX6dsDdkHlqvOZZrFBjMCsY80tn+WcuzXHw3dAxFohbwZf6e5Z86qzyUc4KuzU5pE5wZ39W4uvcabVW3R+TmHp4CucSId3/owWRXpTFe0cHf4Z7MgtuBpFigFlSo/Een26zgNLIE/Klc8hwCKyf6x19kRKSCEIAFU9Qs0vGpmDx4lr54zR8ieroi0ENcc4r+ggSmq8VAjfOZ4GxYgAABE/ykZo/5aJX6rkoHBgbAbwdUuAtmT4OV/HNQLeCwpnRvwjXPBgrIaui4ufQi3RiQC7+LfsG8HSF+NLVlo0rgFzFzKUJxKwbRRSBCuaq5GK7zdHRV7HnIrHqQRVINBe+aOgiiepnVaiW1SMDfICo+qp7PB02rSmuE84Yq9UTaaSfGBPGE0d3xMxiLMah3Lvwyqdygtqqm95uESGjAuKCrLQwp30gYBoqHwCnxxCBQfk3OcGbRZ7QHGG5lIUgPqme/EgRJFaOc1mD7llhzedSIkgmhhhZZGds7sw7xzQEPVpnLch+xHYqL3zG8KdqhvSrQj8XG18Yz+NK5MN2MIuNm7xmsKMISi0uP33/NOm/elnYofY1zx4jbiVpqzD6vjn63A/U1volBSoev7mRnwAYa1o1Tto0gHm+jg3uGCJKOwp1GZQFMLvi41yN7MJmUJGdAAAE6NCDftWlCh4qE9aq59UAp0JjMSnefGURaTWyoaBVnSjVS+5lmYE1gBl+iE821DG3dzIFGhXSE5guRuqMJrxC1nW3toKX0tzcNPQ2wJkCkEdDBkGWHCjg6o6nljoS8ChHE4c2wK2fwwbp0Yn7dg+dutd/yMGaIRzHJI5Dp/59vNEEQwkQs7hM4qjJfde6zCVq9rRunL1//33gbEsy/iwc8Bkb1IyEtnph/fC43VLa2P6Z9AkpT3B1yIP4J8vMZ+wqy0b99BrOQzgFNtG43EHAHwM5ZNjNBw4xi7Bz3X/rjOZe7fV2xffD3voenq24HAeFj+rHGFEqU06gcxv+7KFhmd+1Se6GVGU2xIg1Z2CMV0VTUBiKtsOHpPfbOJeBaFnItGAhMDlRBnjz7VAcGJ+0uxTM1kxLaAp8GdezK+ms4/AAACe+yMfEFMCiy4/wiFTIQ0N/k49oTA/JXLujipKc3rVE2DPxeUzbXo4oIv+UiVIDOV7OpMvrldaIJRBIgWSdbi2CcpmlUhAuo7ZfEhct1D8NXNPC4u3J+6xc7A1jDLuSL8+ArQmnafhPIkFim0e5/wtaLHrXyKBcFJiJSqDdQSUEI2B95Dq2ypxFQFhzyz4+iZi4mGn2AqMJgQB4oTVOBBvY9GWz1XD0VeezLPywMYXd3sbK4YLwBgdLMxeD+gC0Rhz25XSHWdfCJTds1wuhEH3ff5U74wn3YnQRlYQ/qelvavRYOQTaF/Dnt6gARIvJSs35Gtp/VaiAoEZO9wg3tqasHXNnvBzq7RDPGHCjQIG0SnlprUM76HjzJIlDGHmFbTDafujdJ3E3V4QQJIFpxl6wSDrIaKN/lZv/AbF/f53h1PljxnzSXACey0EJMhHR9gYRCOQDFoSMSsunDcCPqc+a1AAAAOQ5gedXu1H+RwO74sh1moIk4rNKV2Z5SJQWbD/rHqJXYmQak3D2rbSIX7ysE/RBXbKbGRAaMUE9JSAJneb7xRebaB+TsWcVwX5giDJ769IHiPp5BHjBJTBXjUCRePw2WTHcRbfzIjbCE/7F56yvFk/edqkPPyP8vnjht686B2zNW02ETe/ATRc2b3ovVpMcwKl8QCZ1CSYUWo5mYu5lNF8gwIpk7t2K602U7Q9t6rrLVia9dXDwocgNZ3CQjtanP4Zkq2/8vVv1kJiVs/UWiU3sDFFuDsjiLsQ1BXh/r5PMY1ycPnvyrm/X8ZG+sMgVds1T91uQg8KGVCP1RAVy6uSK8RaayII1FR+vVl4xCgZ9KPOzDfXp9sJFcw/R/p4QrkI26R6iMnZgXi4Cl/32vJ0ragSafmsC+wpIIkDGYrq2Qg1ZZ+BNru6T96FP51EqPcGQu4tRlce90lw96VyLF3b9tlauUHNAAAEs2MfR0//qHr2rPfqdXDdPnXE/KiPBUevSV+gCg/ydEaOYVLssif6yBYkils/k/lN8Yg57rCU1POcG7wR9xuCH3wZMh/gWQGx7uzRlDkmidGYjxO1COJEjlpxY7ZlL75ynz+8EZ5kKf0G2iNr3RpCTUVrUr2VgLWP3V9iLBQe0VbZa4E9/f+Hju1R24c6hV3S1vVfmniyoAXfVT7c441H54kKzkhelbkLoa0zFWC/MQj75CeRHe5hFcPliZcNyOK9t+yRI9JRd2hp3LFdZirnyze3BNtFCMOdra1aR9apQFS9fkcSycE24QfCJ8Tg85hMtwOqzEbMdlqNwQE5GFvmVK4+bH2bYtyaClj+hpO5U11cVqUr5brVAwNLHK7BBpxar2aMYSB7gNdDL1gabwNWS9bY3rGKtrvgMVbT233oE4Hoq7/x//4hep6n5xGMgfMG70cbqW59i6pN7ipB6dG77ozOtg+5w79lUklkLxK40rsAAAHLYLrc6mP9g1fpaLr0O3hu6V8bx8/+mb0WVzNZGAF2GOy79lxLdAxMYyYZ2IDljCH+R6bBOigXFdILoSFWH8hCWcggNfVSqruih1FuUphHU/ySVXca/UBwAzPu2R5jNmgWsJNSucvJxy14HDrY7EsN0RjiagqksUYjtq8gLU1KEMqEiFyRopvLI7z9aM8tvuMwiHISUpqQU/5U5zTCiX1knaD0XFF03ONNhE+Hp9STcEH9am9ZlsodxQQuht39z5xbEqaIxdNi+EEHiey4VCpWvijc/7EWMoyr3A0rxXxdorGHpqAEYUy0ONavOOgzefmjzNXO+3szRXd0NQ45wjnsGnrJlS5NE4oe5iXS9RqbT69fs74L6Ek2Rn92HGSM3opKbSYI73jjf6YUqh45IXtNkqRbNbBBJfvm1lnEbhE2GGohfImrYjSS6xYWeEAfZoL2foAAAAmpCvtGqaSdHav9jTKoCDjD1nifL5WOnbCgycz5E9q0nAzjjqSwfjKEIn1Y+jllc4H23rN5RzIuE1fJ8Tj6kuSRR6sL3qsOLP1WEvMHCcK2WIzq+aQmd0z3D51z0xIrPvmwwKi4JzgXz3LUEVGTXKugWad8BFi/ftLQSPROM7DHxmOcPykz4LwlQOC3+5fQeos2Mkb7ggXiZFBFwt7horKIT5ahxsgmDJdN9Qe7jxBkNE2UXfjpR71r+2c7foTCy21Wjs7VIY95Eoze9eSteO3G9P+vyxKOGhpTGRRGhW6LV2fEg+z7443FTpNdgUvwGDTujpheANCLjWJXtwLj2bbRKjBf/gDvpW9luxilnT2o53aiOD5m2jI0HP2ARZn8Aat8pkxjoVCUkiak1Ik0K327lnAAAHe/6brT/7AzQ7jQAp4LUsjbEayNgxYmhYBrReKdy8PMN91HJzqm/oZ34ZMo802NQeeEsUDP4dtb8lB95TAdC0FFCMU+Sxo7p2/RWWwQRyGfdnQqXuWRALfeXCXFMjwLvBWdhIjLqM3HEZeFls6WoUsES/QImbuyE2+z0v/t7ASbkTOK6jA0oGQ8yRptDKpb+351DvVXTLX623SqIoKfx5Ge1RlAyWZmKEjy8OOkCUj5L3G1dCX1H7GVmBnICE+AgkYtCzBrG1EO4hSiFcQaLf6MosBSLn9rCFo/34iqqVIF+x+b5jNvvr1V9zBzcnq45izehugg4j+bpQnYViiEgx6+7Q1NxVjbcG8diTe3KC8H6oC8dyR6GwUA2jLqgMgAAEnj2hrKWTjZLrTLN+SibpwNZhxubcakOlC0vLcQ0zum7kFVfOKs+HOqnLH1NxRU0LRPKy1Mq7xBXrogag8viAJ+s/U02xSMh8bAgBHBeMzQXFYAFoB1/t+QaXjMGg1tFjySY1eX5j7pqd77y7VPI/scsV/tzZMNfUl9dsZ32LGwT3NmEC08gtMAkMrtJacifxE83Nfu0n6KlavDerWtDkcxj1+V2jOasiomUnxhvbVZqc6g9uq4Y/JRsawo5S39AdTmwkQmf+OagTJTepl2X1HjxaYwCaHEjfRT2wFPid4y/pc+HCsMOUDXdvc+2MMO4jVn83MVof1LyLlzPWa4Q3LD6c5PiKJ2Qjjpp/+30ZMpNKvVsTgxq2MVrKIu72PkNJgmh7QWDxVyMkTsGcE1PwMAAAyeTXdcI/+zy2kWKsqkmKJWIwFy/5zQZvfMMiGJLAZa80GCd+h93OejFpQlYuHr+ThZPk8TLbvThkIg+Td9ibyBAuVmEW7mGdRfNnZ4CT/58MFvN2ulPTmxWPFc7YlzDQFUcJtsXS94r+GbWqAn3hD+zbxba62cf3+lfPHvpi1WUCBOh6RrYDcXqa0kbDhNzgth5IddMoX6Yof/pg6Vyw/V0rAR80Gite4w7vtT01/ga7/XM+JiN98AqtTEWFgZdxk/sLCvgsV4jcNsAtPR8CvQ6qtuwSzFjwT9JTfa4jB2I67UofxpDnC9I5hceGc/5hd17nOL2dHTegFPVT2LQ//wjbA3vx4wvekPtRhuMWafLrYysnNc2iY2PsKVk0t5XMKD47y0lFHsv1py6Izm4Ca+tDZW3cLE4eUqUP7QAAAAYCHBEbmXMjaZaiwon12QzPawtAYvEeJq4EhEzAtzHtZFeIEOLzAVR0M4cdcB72pQahpSXt4/VAN6wmvphHRkOGDfPvEZXNcSH3YGEOiSuModFl/UvFwKl/uBtUJq4lG0CWU4U5nhluIg8cG2+LnIWFr21IqI6oRtj1D71NsnRJeFlfB5/dLwwlgQ+6z2gMM+b4rMJnYCKUaX5EFc5v7hR5ccyGM6lYhEVqoqXd9+v0ZjIxY8Mny3UMDY2IyLy03smXqdel00CGSTUqXtLV2irc/mV5KVb5YWZ4Um0ElZX2rxS+SHpj4iad3YH5Bwzowo7mqLj3GW9y4wdZFz8tedV6cvppyKMryEn2rzsxwB3vlKHvL18+DVFQojnKJ+XDfFNVj3no9uACsC8f93jw/ACSyshisTrcNLgD15+Hpwb7MV/fxkdAHkK9zgOZGMeiAAAAdstA9x/uWHuqmpJFpexJmSLnUrA8IA8/2EbZEU38R7GegSEVvTSG5plxgDei5n7MaqHKc8+QtRrbLI6t8rBgKHXk0j/96pkEfGnKyr8oAZUXV/cVCabnpfNqtpacnRTn8aaD07JQVcrfR0WHUZoiAv20pXcSEy1AS5fT68W+OhIem9HhziMZTlTlOCf0vS/ySjw6GaSMuxpvL6JBoQKxRfmTiGAAN12A651oO6LBFPiLH5EzYlDbh4Kk4T98WO3OT84JliN/VZNK7u4qPZtXWB1VG6KrSgCirEowOvSUx2hWRwW6Va+z1HnQEp0Z5u4eiC9SCSdX2DO6jrrpaM1ZtKkCc7+D2//5++vqFVihyz5AapUMCLgPvx1UO0r6sIg8Xy8GG8Tj1jr24mQPjWf252PiV46O1NnLSbhyeDfIy1bVz5vAdGixewoeSKvtEYbijPQAAABlpDzbRrw1Px9Co4PxQzcUX2akRbyssSzQU63ZYE1wjRmLlrYpEtBdwAqv8AZW6NFgC0Pejb6abq1ckO9YjVELtI+NwWGjyGFgYVKRFjWa06TySxQonjSXq30bnPKa++twRIuO1WB68Pj6DEvNUDl/tRLkOm6rSrqFKPGQXJlkytW94tSzDXdlGORxu9UtYhQ/CChpVU3w9g2tHql5jzZOA47Lz8iu5WVoxCVA64wqCUcCeDN5KEZxZ9O1WPl6lkesCAtHoYhTdF4uPM/5deE8LcNlL2f/z/Nb+VliLWqMaCEelFWfOWMQr7WvvWMjNROe4F8IRoMs296O5kHPXNmlWOTCATHAdtD1jNAQI31dryyoB7y+bpn5xaZgGZEkRpKv45pFVGjSQzPNftewdVvIy4tuxFKewaJ4mjEnV6R0O7jF1P8YDbCfKv68144IVLqVc+lqtuetGjHmXFvewOoFMAAACwNvA9b30tKNYB1kdERz8H3xrSfdqs37mJVVsRjS9fVh54i8fFWcOsrS4nrnMgy11QhcyYFZM+ES54kn7u8xBb+MolXxduyKzmvARHHUTQPCXjBNFGiOpn7o19DFlaM7wPnNDtnuwdNhJRSkuiEKSvH/B/grZzC/A5NVMePF2PHODhFApGW64Gobc0QoGZc+RsIW5EFSx3GwZbylsl8kIYBWbwo2j0puncO7zQp+WMBdt+SUE/IPvJy17OfGzR9CISOH3as1/KkO0634kwnCDPnFNyPJvyo4AoSm1yYTxyo7+h6IhRLrRHBK0Rkiuqp7sdEQ0vTNm4VH/BiV2k/AdefnhToIZGx+Egt4bkZCDTNSas9TQvLu4D3xXfcPxVrJvocSrDjEtKd0NoAyz5dPX6oPxMUcE5BrnWEZIQVTmpYocdZcoM6zJbNSwoGzTAHuIuiJGMhYW7oPCL0N9O0i9JqE4HFdS/3am3sy3GKJF6lixQKOZ7i4RzsfmZS2NQAAAAA2jZq1PuJqkDYe/0zHq+AQWLOKPRfv2x/6YmAjjzej0T/LoXfUxTP6OMj7Lu424m4cSJQiWnl3+yw2zj6kzAH2L7Lf9cj9dK4Dq5pY5QTM3iFyN9Uimpu4tnKTDyYlEihmIoJ1O2H6jVn3ZWVvSNQWiptJDl8DXtbgTXNzy/6JeRIF6JfAOFg873HCcg65CC2/ThxEgtAVe44vX95AveSkkS1QM7kUc+srL+4MoWEiK+LSAsmTSPDy4gDd5xPY4U2s+3KGolXVLPAugt6jvGNQpVc5Svxvq5NFjVKHaWOGC2Qrc1ER8m8VnQyFhDeY0o03IWfx6bnMoUZJbw5EbzvjIJ0f4uyEOL9m9y1qsVpGlz8z2a5RDna70zv3gl0pOKAi8l0choncuwha2savicuSAYGVWcP1tFl1EeFhE+rl4Rj7ZGpNZRLN9Of3mXc6cpVmgz9SsK88rLua9QAAC0xGofmlks8KOh0IOeTfW8baNPHkPyvSLiJwlObpCd1bFLztOVEZCcZz6NKR3+xLod8HcdNno4VQdsISubm3R1qXKgmnFDCC4tP83DPWYfkurui8pKhD7m3E89ch6YW5jsLKj07qIyRmomGFH4omjKlratsoB5izpyD1bS8AeAWI2i/WnOkfADvnXVDysk8StD8KO7aSPkVrEkNFZGTbTaLWHDf3U4Xw4GGheQqZBgG4TI75U0pAgaYBBmnNSoqxVFy07K/7wh9horPKtR17SoJ1yIHGsKMzE2ZdX/quO03/PCowcrk6IYTO9bbGJt1OPDGakXJp2FMD6yef+NyCyFHAEjRIH2bvH8BdJHUJc8nVXLFGd2h+Dp41RyfAWVKPa79+gsWioUSWple/xIkgvLXAyuTT+gIYAAACdIq3RR3ZRBTVoqXkJ1kXlRqmI+SCiRGwKrqbwY6GGp3mvGc1H6aOTwit51cc3qIw1ohZ/KVEiyauDqHAKP8xBGRgRttf8ZXX1LQGyEGqbQfyWLJh9tWptA5qvU8ppqA1B1iV+kfytTNF/urGeCUU3sa8D6G6Hvq/NvwBg9TM4BXcUrbA1eXJuiNQy3sDZ8y4sSQPYcSmoWSkDVx0Qy2LbRM4CYLg98LiGT2LmhK116MtWoX2dalCc/ommMcf7FxhEBiRsnNz7SqpcGorkSM0dSQzE2ytfXoNqHxqI+1jKlZ9I/eoxLC2rq1updd3uV4xzibGilcpqlJeg/okjduvvlF4T/T9mg2FUjAAAAAKRiBeh66DWB1s1nEp7ugzxz7r8hdLA/mkd/oOmqyuu3GvmZQpg8l+PI4WdW24LumjKwolGTyY/vN0Y4qQKav4uuanK/aibp5qAQLbKBMzXKAAACMRj6iAMpZ+Tf01yroA70njrT3aZivpIWYSA8j0bkOiB45N9sc96cF7t7BgF30E6yTNoz+fhrZ0GkTarDw95XaZIgAy96QQ4hI8qS7TRkizRE16bkscqOrA3Aj5e3N1hDLlHPI6OWUbkfp0d33q5FfF01ql9mFa0zmxvpDpEu7mKFK9aGhiHV/Rmq1AJF8zoaXItdiQiwtHKSynf6ekUWwb4fptHJHHBb24R89b8/TQKtCogABfTzPg+Ngg+EZt+U6KBrVgAAAAtRsvhTjDFYwRW6Rj97Fj3NOCWYPL4/N+pU7q1J0lfmz2fgW/Xy8426mkY8mFwFo6kbXg4oEJtL9ryw/XI8dq2HoaDMimYGFWsQAZcophsrTdX7KQuQUltW0Z96BmMlgbglV+RQea2KeO51v6Lky63XwaqNOcLc3VamIqS+FG9mHU9pBzyRo6h9ooZcyjhOHjpI71z9O1dqCcvcsyouRUs9YT1AZvwjSwn+s1k2cylV+WcM7SNdVj1nnhBlWwYCqDgeNC+NZlkfhg+OdijoQj/mBG8I+q/AaRd7kJykgmfADNwAUPhgHO8cOh0FjZKm0r/5RI5+AAAA4fykXhxVY1fyUt2NfRtvfSK7ryxTVlkGarcoAar0Xi+uLN4O4s3LEvD3cp51j9mIqXu0vH098tl+0bTKcoUFn6gP/t6DO1VEa/nj9mb28f8brPWscaL+CVKl707gTl6+aSvKL5sL1id1EIa3U+ZoQU7Yi3S9s8qBk+l91ZR1NPmp0MSXztEZNs8ughqcWNSBTRAnoB2fgdRpbcOrdBFMMisXoPA88hEwH4DFWGxYv131bgoEhgHw1SngWLtYdoSKCGVhvNOPR8UUC8bh/oyQIV9jNuWQ5wZmWbuU7/KTtW/cr73V5u6V6j39eaPhuSpz5r2cX2c/2Sixhx19eItwbITXlBW1ZIkfi7eU77JynM46DJZjnYiC6fQRJdxTW4wQLv84ONhZC4SMY8R4XMIr6KFkcH4mJSSi5iWGogOxI6yoDBVr2emfrc0QyPHqcDl+PKUtST5UDoj6H/Yu1pfmnud+eR9jF9QjAuZ6XniR3JdeoAAAAAAUJ5jqiA3Lto8smo5eu6lvV4NWP3X0ASWPaCOORBaeL26oqXnABbpuNmnpFcrcbeQL3oUU3+af0lfOU36drbxQr6HTKgyjzkRK2h4jMWN3AsNqduKoTBdnNpKCaRpri3kTXLmyDxf5GD0pl8DGEYM7SwVxM2TLTnQ8O0KMORN76ddaCdtWlgGrR51krZGsOeBrmhk8vLCI8wzqvAAATP5aZVJVDftoudGxbBY7uxb3p1PUGfH881p9IAbz9X4JM6CrAaOtrZ8ShAsjlNwz9rorljuW7+r8FU4Ml39HxugPuhAJGp2u+r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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>
|