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
721 KiB
HTML
1622 lines
721 KiB
HTML
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position: absolute;
|
||
left: 50%;
|
||
margin-top: -1px;
|
||
margin-left: -20px;
|
||
overflow: hidden;
|
||
pointer-events: none;
|
||
}
|
||
.leaflet-popup-tip {
|
||
width: 17px;
|
||
height: 17px;
|
||
padding: 1px;
|
||
|
||
margin: -10px auto 0;
|
||
pointer-events: auto;
|
||
|
||
-webkit-transform: rotate(45deg);
|
||
-moz-transform: rotate(45deg);
|
||
-ms-transform: rotate(45deg);
|
||
transform: rotate(45deg);
|
||
}
|
||
.leaflet-popup-content-wrapper,
|
||
.leaflet-popup-tip {
|
||
background: white;
|
||
color: #333;
|
||
box-shadow: 0 3px 14px rgba(0,0,0,0.4);
|
||
}
|
||
.leaflet-container a.leaflet-popup-close-button {
|
||
position: absolute;
|
||
top: 0;
|
||
right: 0;
|
||
border: none;
|
||
text-align: center;
|
||
width: 24px;
|
||
height: 24px;
|
||
font: 16px/24px Tahoma, Verdana, sans-serif;
|
||
color: #757575;
|
||
text-decoration: none;
|
||
background: transparent;
|
||
}
|
||
.leaflet-container a.leaflet-popup-close-button:hover,
|
||
.leaflet-container a.leaflet-popup-close-button:focus {
|
||
color: #585858;
|
||
}
|
||
.leaflet-popup-scrolled {
|
||
overflow: auto;
|
||
}
|
||
|
||
.leaflet-oldie .leaflet-popup-content-wrapper {
|
||
-ms-zoom: 1;
|
||
}
|
||
.leaflet-oldie .leaflet-popup-tip {
|
||
width: 24px;
|
||
margin: 0 auto;
|
||
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.Matrix(M11=0.70710678, M12=0.70710678, M21=-0.70710678, M22=0.70710678)";
|
||
filter: progid:DXImageTransform.Microsoft.Matrix(M11=0.70710678, M12=0.70710678, M21=-0.70710678, M22=0.70710678);
|
||
}
|
||
|
||
.leaflet-oldie .leaflet-control-zoom,
|
||
.leaflet-oldie .leaflet-control-layers,
|
||
.leaflet-oldie .leaflet-popup-content-wrapper,
|
||
.leaflet-oldie .leaflet-popup-tip {
|
||
border: 1px solid #999;
|
||
}
|
||
|
||
|
||
/* div icon */
|
||
|
||
.leaflet-div-icon {
|
||
background: #fff;
|
||
border: 1px solid #666;
|
||
}
|
||
|
||
|
||
/* Tooltip */
|
||
/* Base styles for the element that has a tooltip */
|
||
.leaflet-tooltip {
|
||
position: absolute;
|
||
padding: 6px;
|
||
background-color: #fff;
|
||
border: 1px solid #fff;
|
||
border-radius: 3px;
|
||
color: #222;
|
||
white-space: nowrap;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
pointer-events: none;
|
||
box-shadow: 0 1px 3px rgba(0,0,0,0.4);
|
||
}
|
||
.leaflet-tooltip.leaflet-interactive {
|
||
cursor: pointer;
|
||
pointer-events: auto;
|
||
}
|
||
.leaflet-tooltip-top:before,
|
||
.leaflet-tooltip-bottom:before,
|
||
.leaflet-tooltip-left:before,
|
||
.leaflet-tooltip-right:before {
|
||
position: absolute;
|
||
pointer-events: none;
|
||
border: 6px solid transparent;
|
||
background: transparent;
|
||
content: "";
|
||
}
|
||
|
||
/* Directions */
|
||
|
||
.leaflet-tooltip-bottom {
|
||
margin-top: 6px;
|
||
}
|
||
.leaflet-tooltip-top {
|
||
margin-top: -6px;
|
||
}
|
||
.leaflet-tooltip-bottom:before,
|
||
.leaflet-tooltip-top:before {
|
||
left: 50%;
|
||
margin-left: -6px;
|
||
}
|
||
.leaflet-tooltip-top:before {
|
||
bottom: 0;
|
||
margin-bottom: -12px;
|
||
border-top-color: #fff;
|
||
}
|
||
.leaflet-tooltip-bottom:before {
|
||
top: 0;
|
||
margin-top: -12px;
|
||
margin-left: -6px;
|
||
border-bottom-color: #fff;
|
||
}
|
||
.leaflet-tooltip-left {
|
||
margin-left: -6px;
|
||
}
|
||
.leaflet-tooltip-right {
|
||
margin-left: 6px;
|
||
}
|
||
.leaflet-tooltip-left:before,
|
||
.leaflet-tooltip-right:before {
|
||
top: 50%;
|
||
margin-top: -6px;
|
||
}
|
||
.leaflet-tooltip-left:before {
|
||
right: 0;
|
||
margin-right: -12px;
|
||
border-left-color: #fff;
|
||
}
|
||
.leaflet-tooltip-right:before {
|
||
left: 0;
|
||
margin-left: -12px;
|
||
border-right-color: #fff;
|
||
}
|
||
|
||
/* Printing */
|
||
|
||
@media print {
|
||
/* Prevent printers from removing background-images of controls. */
|
||
.leaflet-control {
|
||
-webkit-print-color-adjust: exact;
|
||
print-color-adjust: exact;
|
||
}
|
||
}
|
||
</style>
|
||
<style>
|
||
*,*::before,*::after{box-sizing:border-box}
|
||
:root{
|
||
--bg:#0e1116; --panel:#151a21; --panel2:#1b222b; --line:#273140;
|
||
--ink:#e7ecf3; --ink2:#9dabba; --muted:#6c7a89; --accent:#5aa2f0;
|
||
--s1:#8a7a4a; --s2:#a8923f; --s3:#c9a92f; --s4:#e6c235; --s5:#ffd95e;
|
||
--danger:#e0603f; --good:#4bb37b;
|
||
}
|
||
html,body{height:100%;margin:0}
|
||
body{background:var(--bg);color:var(--ink);
|
||
font:14px/1.5 system-ui,-apple-system,"Segoe UI",Roboto,sans-serif;
|
||
display:flex;overflow:hidden}
|
||
button,input,select{font:inherit;color:inherit}
|
||
.mono{font-family:ui-monospace,SFMono-Regular,Menlo,Consolas,monospace}
|
||
|
||
/* ---------- barra lateral ---------- */
|
||
#side{width:328px;flex:0 0 328px;background:var(--panel);
|
||
border-right:1px solid var(--line);display:flex;flex-direction:column;height:100vh}
|
||
#side header{padding:16px 18px 12px;border-bottom:1px solid var(--line)}
|
||
#side h1{margin:0;font-size:15px;letter-spacing:.02em}
|
||
#side .sub{color:var(--muted);font-size:11.5px;margin-top:3px;display:flex;
|
||
justify-content:space-between;align-items:center;gap:8px}
|
||
#lang,#pais{width:auto;padding:2px 5px;font-size:11px;background:var(--panel2);
|
||
border:1px solid var(--line);border-radius:4px;color:var(--ink2);cursor:pointer}
|
||
/* El país manda sobre el idioma: se le da algo más de peso y el resto del
|
||
hueco, que "España · 355" no cabe en lo que ocupa un "ES". */
|
||
#pais{margin-left:auto;color:var(--ink);max-width:60%}
|
||
#side .sub #subtxt{flex:0 1 auto;overflow:hidden;text-overflow:ellipsis;
|
||
white-space:nowrap}
|
||
.filters{padding:14px 18px;display:flex;flex-direction:column;gap:13px;
|
||
border-bottom:1px solid var(--line)}
|
||
.f-row{display:flex;flex-direction:column;gap:6px}
|
||
.f-row label{font-size:10.5px;letter-spacing:.09em;text-transform:uppercase;
|
||
color:var(--muted);display:flex;justify-content:space-between;align-items:baseline}
|
||
.f-row label b{color:var(--ink2);font-weight:600;letter-spacing:0;text-transform:none;
|
||
font-size:11.5px}
|
||
input[type=range]{width:100%;accent-color:var(--accent);height:16px}
|
||
select{width:100%;background:var(--panel2);border:1px solid var(--line);
|
||
border-radius:4px;padding:5px 7px;font-size:12.5px}
|
||
.starbtns{display:flex;gap:4px}
|
||
.starbtns button{flex:1;background:var(--panel2);border:1px solid var(--line);
|
||
border-radius:4px;padding:5px 0;cursor:pointer;font-size:12px;color:var(--ink2)}
|
||
.starbtns button[aria-pressed=true]{background:var(--accent);border-color:var(--accent);
|
||
color:#08131f;font-weight:600}
|
||
.count{padding:9px 18px;font-size:11.5px;color:var(--muted);
|
||
border-bottom:1px solid var(--line);display:flex;justify-content:space-between}
|
||
#list{flex:1;overflow-y:auto}
|
||
.item{padding:9px 18px;border-bottom:1px solid rgba(39,49,64,.55);cursor:pointer;
|
||
display:flex;gap:10px;align-items:baseline}
|
||
.item:hover{background:var(--panel2)}
|
||
.item[aria-selected=true]{background:#1d2836;box-shadow:inset 3px 0 0 var(--accent)}
|
||
.item .st{font-size:11px;letter-spacing:-.5px;white-space:nowrap}
|
||
.item .nm{flex:1;min-width:0;overflow:hidden;text-overflow:ellipsis;white-space:nowrap;
|
||
font-size:12.5px}
|
||
.item .sc{font-size:11px;color:var(--muted)}
|
||
|
||
/* ---------- mapa ---------- */
|
||
#main{flex:1;position:relative;min-width:0}
|
||
/* width/height explícitos, no solo inset: canvas es un elemento reemplazado y
|
||
con width:auto el navegador usa su tamaño intrínseco (300x150) e ignora el
|
||
right/bottom del inset. */
|
||
#map{position:absolute;top:0;left:0;width:100%;height:100%;cursor:grab;display:block}
|
||
#map.drag{cursor:grabbing}
|
||
.toolbar{position:absolute;top:12px;left:12px;display:flex;gap:6px;flex-wrap:wrap;z-index:5}
|
||
.toolbar button{background:rgba(21,26,33,.93);border:1px solid var(--line);
|
||
border-radius:5px;padding:6px 11px;font-size:12px;cursor:pointer;color:var(--ink2)}
|
||
.toolbar button[aria-pressed=true]{background:var(--accent);border-color:var(--accent);
|
||
color:#08131f;font-weight:600}
|
||
/* Barra inferior: leyenda a la izquierda y, a su derecha, los enlaces a mapas
|
||
externos de la localización elegida. Antes había que abrir la ficha y bajar
|
||
hasta el final para encontrarlos. */
|
||
.bottombar{position:absolute;bottom:12px;left:12px;right:12px;z-index:5;
|
||
display:flex;gap:10px;align-items:center;justify-content:space-between;
|
||
flex-wrap:wrap;pointer-events:none}
|
||
.bottombar>*{pointer-events:auto}
|
||
.legend{background:rgba(21,26,33,.93);border:1px solid var(--line);
|
||
border-radius:5px;padding:9px 12px;font-size:11px;display:flex;gap:13px;
|
||
align-items:center}
|
||
.legend i{width:9px;height:9px;border-radius:50%;display:inline-block;margin-right:4px}
|
||
.maplinks{background:rgba(21,26,33,.93);border:1px solid var(--line);
|
||
border-radius:5px;padding:5px 6px;display:flex;gap:4px;align-items:center;
|
||
flex-wrap:wrap;max-width:100%}
|
||
.maplinks a{display:flex;flex-direction:column;gap:0;padding:5px 9px;
|
||
border-radius:4px;text-decoration:none;line-height:1.2;white-space:nowrap}
|
||
.maplinks a b{color:var(--accent);font-size:11.5px;font-weight:600}
|
||
.maplinks a span{color:var(--muted);font-size:9.5px}
|
||
.maplinks a:hover{background:#1d2836}
|
||
.ml-sel{padding:5px 10px 5px 6px;border-right:1px solid var(--line);
|
||
margin-right:3px;font-size:11px;color:var(--ink2);white-space:nowrap;
|
||
display:flex;flex-direction:column;line-height:1.25}
|
||
.ml-sel b{font-size:11.5px;color:var(--ink)}
|
||
.ml-hint{color:var(--muted);font-size:11px;padding:6px 9px}
|
||
|
||
/* ---------- mapa de cerca (Leaflet) ---------- */
|
||
#leaf{position:absolute;top:0;left:0;width:100%;height:100%;display:none;
|
||
background:#0a0d12;z-index:1}
|
||
body.cerca #map{display:none}
|
||
body.cerca #leaf{display:block}
|
||
body.cerca .legend{display:none}
|
||
/* los conmutadores del relieve solo tienen sentido en su propio modo */
|
||
body.cerca .only-esp{display:none}
|
||
#layers{position:absolute;top:52px;left:12px;z-index:6;width:186px;
|
||
background:rgba(21,26,33,.95);border:1px solid var(--line);border-radius:6px;
|
||
padding:9px 11px;display:none;flex-direction:column;gap:8px;font-size:12px}
|
||
body.cerca #layers{display:flex}
|
||
#layers .grp{display:flex;flex-direction:column;gap:4px}
|
||
#layers .ttl{font-size:9.5px;letter-spacing:.11em;text-transform:uppercase;
|
||
color:var(--muted)}
|
||
#layers label{display:flex;gap:7px;align-items:center;cursor:pointer;
|
||
color:var(--ink2);padding:1px 0}
|
||
#layers label:hover{color:var(--ink)}
|
||
#layers input{accent-color:var(--accent);margin:0}
|
||
/* Lo que solo existe en España (IGN, Catastro, MITECO, ortofoto del PNOA) */
|
||
body.noes .soloes{display:none}
|
||
#nosel{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);
|
||
color:var(--muted);font-size:13px;text-align:center;z-index:2;display:none}
|
||
body.cerca.sinsel #nosel{display:block}
|
||
.leaflet-container{background:#0a0d12;font:inherit}
|
||
.leaflet-control-attribution{background:rgba(21,26,33,.9)!important;
|
||
color:var(--muted)!important;font-size:10px!important}
|
||
.leaflet-control-attribution a{color:var(--accent)!important}
|
||
.leaflet-bar a{background:#1b222b;color:var(--ink);border-color:var(--line)}
|
||
.leaflet-bar a:hover{background:#273140;color:#fff}
|
||
.leaflet-control-scale-line{background:rgba(21,26,33,.85);color:var(--ink2);
|
||
border-color:var(--line)}
|
||
.btn-cerca{width:100%;margin-top:2px;background:var(--accent);border:0;
|
||
border-radius:4px;padding:8px 0;font-size:12.5px;font-weight:600;color:#08131f;
|
||
cursor:pointer}
|
||
.btn-cerca:hover{filter:brightness(1.08)}
|
||
|
||
/* ---------- detalle ---------- */
|
||
#detail{position:absolute;top:0;right:0;width:372px;height:100%;background:var(--panel);
|
||
border-left:1px solid var(--line);transform:translateX(100%);
|
||
transition:transform .18s ease;overflow-y:auto;z-index:10}
|
||
#detail.open{transform:none}
|
||
@media (prefers-reduced-motion:reduce){#detail{transition:none}}
|
||
.d-head{padding:15px 18px;border-bottom:1px solid var(--line);position:relative}
|
||
.d-head h2{margin:0 26px 0 0;font-size:16px}
|
||
.d-head .loc{color:var(--muted);font-size:12px;margin-top:2px}
|
||
.d-head .stars{font-size:16px;margin-top:7px;letter-spacing:1px}
|
||
.d-head .btn-cerca{margin-top:11px}
|
||
#close{position:absolute;top:13px;right:14px;background:none;border:0;
|
||
color:var(--muted);font-size:20px;cursor:pointer;line-height:1;padding:2px 5px}
|
||
#close:hover{color:var(--ink)}
|
||
.tabs{display:flex;border-bottom:1px solid var(--line);background:var(--panel2)}
|
||
.tabs button{flex:1;background:none;border:0;padding:8px 0;font-size:11.5px;
|
||
color:var(--muted);cursor:pointer;border-bottom:2px solid transparent}
|
||
.tabs button[aria-pressed=true]{color:var(--ink);border-bottom-color:var(--accent)}
|
||
.tabs button:hover{color:var(--ink2)}
|
||
#ortho{display:block;width:100%;height:246px;object-fit:cover;background:#0a0d12;
|
||
border-bottom:1px solid var(--line);cursor:zoom-in}
|
||
#tcanvas{display:none;width:100%;height:246px;background:#0a0d12;cursor:grab;
|
||
border-bottom:1px solid var(--line)}
|
||
#tcanvas.drag{cursor:grabbing}
|
||
#detail.t3d #ortho{display:none}
|
||
#detail.t3d #tcanvas{display:block}
|
||
.tlabel{padding:6px 18px;font-size:10.5px;color:var(--muted);
|
||
border-bottom:1px solid var(--line);display:flex;justify-content:space-between}
|
||
.crits{padding:14px 18px;display:flex;flex-direction:column;gap:9px;
|
||
border-bottom:1px solid var(--line)}
|
||
.crit{display:grid;grid-template-columns:74px 1fr 30px;gap:9px;align-items:center;
|
||
font-size:11.5px}
|
||
.crit .bar{height:6px;background:var(--panel2);border-radius:3px;overflow:hidden}
|
||
.crit .bar i{display:block;height:100%;background:var(--accent);border-radius:3px}
|
||
.crit .v{text-align:right;color:var(--ink2);font-size:11px}
|
||
.facts{padding:14px 18px;display:flex;flex-direction:column;gap:0;
|
||
border-bottom:1px solid var(--line)}
|
||
.fact{display:flex;justify-content:space-between;gap:10px;padding:4px 0;font-size:12px;
|
||
border-bottom:1px solid rgba(39,49,64,.45)}
|
||
.fact:last-child{border-bottom:0}
|
||
.fact span{color:var(--muted)}
|
||
.fact b{font-weight:500}
|
||
.warn{margin:14px 18px;padding:10px 12px;border-left:3px solid var(--danger);
|
||
background:rgba(224,96,63,.09);font-size:11.5px;color:var(--ink2)}
|
||
.links{padding:12px 18px 24px;display:grid;grid-template-columns:1fr 1fr;gap:7px}
|
||
.links a{background:var(--panel2);border:1px solid var(--line);border-radius:5px;
|
||
padding:9px 11px;font-size:12.5px;text-decoration:none;color:var(--ink2);
|
||
display:flex;flex-direction:column;gap:1px;line-height:1.25}
|
||
.links a b{color:var(--accent);font-weight:600;font-size:12.5px}
|
||
.links a span{font-size:10.5px;color:var(--muted)}
|
||
.links a:hover{border-color:var(--accent);background:#1d2836}
|
||
.links-ttl{padding:2px 18px 0;font-size:9.5px;letter-spacing:.11em;
|
||
text-transform:uppercase;color:var(--muted)}
|
||
:focus-visible{outline:2px solid var(--accent);outline-offset:2px}
|
||
|
||
/* ---------- móvil y pantallas estrechas ---------- */
|
||
/* El mapa arriba y los controles debajo: en vertical la barra lateral fija de
|
||
328 px no cabe, y el panel de detalle tiene que poder ocupar la pantalla. */
|
||
@media (max-width:860px){
|
||
body{flex-direction:column}
|
||
#side{width:100%;flex:0 0 auto;height:auto;max-height:46vh;order:2;
|
||
border-right:0;border-top:1px solid var(--line)}
|
||
#main{order:1;flex:1 1 auto;min-height:54vh}
|
||
.filters{display:grid;grid-template-columns:1fr 1fr;gap:11px 14px;padding:12px 14px}
|
||
.filters .f-row:first-child,.filters .f-row:nth-child(2){grid-column:1/-1}
|
||
#side header{padding:11px 14px 9px}
|
||
#side h1{font-size:14px}
|
||
.count,.item{padding-left:14px;padding-right:14px}
|
||
/* a pantalla completa: dentro de #main solo tendría el 54% del alto */
|
||
#detail{position:fixed;inset:0;width:100%;height:100dvh;border-left:0;z-index:50}
|
||
#ortho,#tcanvas{height:38vh;max-height:300px}
|
||
.toolbar{gap:5px;max-width:calc(100% - 24px)}
|
||
.toolbar button{padding:5px 9px;font-size:11.5px}
|
||
#layers{top:auto;bottom:12px;left:12px;width:170px}
|
||
.hint{display:none}
|
||
.legend{font-size:10px;padding:7px 9px;gap:9px}
|
||
}
|
||
@media (max-width:520px){
|
||
.filters{grid-template-columns:1fr}
|
||
.filters .f-row:first-child,.filters .f-row:nth-child(2){grid-column:auto}
|
||
.links{grid-template-columns:1fr}
|
||
#side{max-height:42vh}
|
||
}
|
||
</style>
|
||
</head>
|
||
<body>
|
||
|
||
<aside id="side">
|
||
<header>
|
||
<h1 data-i18n="title">Localizaciones</h1>
|
||
<div class="sub"><span id="subtxt"></span>
|
||
<select id="pais" aria-label="País">
|
||
<option value="../de/visor.html">Alemania · 1</option>
|
||
<option value="../dz/visor.html">Argelia · 1959</option>
|
||
<option value="../at/visor.html">Austria · 2</option>
|
||
<option value="visor.html" selected>Chequia · 4</option>
|
||
<option value="../hr/visor.html">Croacia · 46</option>
|
||
<option value="../eg/visor.html">Egipto · 753</option>
|
||
<option value="../visor.html">España · 355</option>
|
||
<option value="../fi/visor.html">Finlandia · 121</option>
|
||
<option value="../fr/visor.html">Francia · 16</option>
|
||
<option value="../gr/visor.html">Grecia · 155</option>
|
||
<option value="../ie/visor.html">Irlanda · 12</option>
|
||
<option value="../is/visor.html">Islandia · 143</option>
|
||
<option value="../it/visor.html">Italia · 46</option>
|
||
<option value="../ly/visor.html">Libia · 1246</option>
|
||
<option value="../ma/visor.html">Marruecos · 640</option>
|
||
<option value="../mr/visor.html">Mauritania · 674</option>
|
||
<option value="../no/visor.html">Noruega · 142</option>
|
||
<option value="../pl/visor.html">Polonia · 2</option>
|
||
<option value="../pt/visor.html">Portugal · 16</option>
|
||
<option value="../gb/visor.html">Reino Unido · 88</option>
|
||
<option value="../ro/visor.html">Rumanía · 274</option>
|
||
<option value="../se/visor.html">Suecia · 429</option>
|
||
<option value="../tn/visor.html">Túnez · 213</option>
|
||
<option disabled>──────────</option>
|
||
<option disabled>Andorra · sin calcular</option>
|
||
<option disabled>Bélgica · sin calcular</option>
|
||
<option disabled>Países Bajos · sin calcular</option>
|
||
<option disabled>Suiza · sin calcular</option></select>
|
||
<select id="lang" aria-label="Idioma"><option value="es">ES</option>
|
||
<option value="en">EN</option><option value="fr">FR</option>
|
||
<option value="pt">PT</option></select></div>
|
||
</header>
|
||
|
||
<div class="filters">
|
||
<div class="f-row">
|
||
<label data-i18n="minstars">Estrellas mínimas</label>
|
||
<div class="starbtns" id="starf">
|
||
<button data-s="1" aria-pressed="true">1+</button>
|
||
<button data-s="2" aria-pressed="false">2+</button>
|
||
<button data-s="3" aria-pressed="false">3+</button>
|
||
<button data-s="4" aria-pressed="false">4+</button>
|
||
<button data-s="5" aria-pressed="false">5</button>
|
||
</div>
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="reg" data-i18n="region">Comunidad</label>
|
||
<select id="reg"><option value="" data-i18n="all">todas</option></select>
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="fson"><span data-i18n="fsound">Aislamiento sonoro mínimo</span> <b id="vson">0</b></label>
|
||
<input type="range" id="fson" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="fagu"><span data-i18n="fwater">Agua cerca mínimo</span> <b id="vagu">0</b></label>
|
||
<input type="range" id="fagu" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="farb"><span data-i18n="ftrees">Arbolado mínimo</span> <b id="varb">0</b></label>
|
||
<input type="range" id="farb" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
<div class="f-row">
|
||
<label for="facc"><span data-i18n="faccess">Acceso mínimo</span> <b id="vacc">0</b></label>
|
||
<input type="range" id="facc" min="0" max="100" step="5" value="0">
|
||
</div>
|
||
</div>
|
||
|
||
<div class="count"><span id="cnt">—</span><span id="cnt2"></span></div>
|
||
<div id="list"></div>
|
||
</aside>
|
||
|
||
<div id="main">
|
||
<canvas id="map"></canvas>
|
||
<div id="leaf"></div>
|
||
<div id="nosel" data-i18n="nosel">Elige una localización en la lista para verla de cerca</div>
|
||
|
||
<div class="toolbar">
|
||
<button id="bEsp" aria-pressed="true" data-i18n="mrelief">Relieve</button>
|
||
<button id="bMapa" aria-pressed="false" data-i18n="mmap">Mapa</button>
|
||
<button id="bCerca" aria-pressed="false" data-i18n="mclose">Ver de cerca</button>
|
||
<span style="width:9px"></span>
|
||
<button id="bRel" aria-pressed="true" class="only-esp" data-i18n="lshade">Sombreado</button>
|
||
<button id="bIso" aria-pressed="false" class="only-esp" data-i18n="liso">Aislamiento</button>
|
||
<button id="bProt" aria-pressed="true" class="only-esp" data-i18n="lprot">Protegidos</button>
|
||
<button id="bFit" class="only-esp" data-i18n="lfit">Encajar</button>
|
||
</div>
|
||
|
||
<div id="layers">
|
||
<div class="grp">
|
||
<span class="ttl" data-i18n="base">Fondo</span>
|
||
<label class="soloes"><input type="radio" name="base" value="pnoa" checked> <span data-i18n="bsat">Satélite (PNOA)</span></label>
|
||
<label class="soloes"><input type="radio" name="base" value="mtn"> <span data-i18n="btopo">Topográfico (MTN)</span></label>
|
||
<label><input type="radio" name="base" value="osm"> <span data-i18n="bosm">OpenStreetMap</span></label>
|
||
</div>
|
||
<div class="grp">
|
||
<span class="ttl" data-i18n="over">Encima</span>
|
||
<label class="soloes"><input type="checkbox" id="ovCat"> <span data-i18n="ocad">Parcelas del catastro</span></label>
|
||
<label class="soloes"><input type="checkbox" id="ovN2k" checked> <span data-i18n="on2k">Red Natura 2000</span></label>
|
||
<label class="soloes"><input type="checkbox" id="ovEnp" checked> <span data-i18n="oenp">Espacios protegidos</span></label>
|
||
<label><input type="checkbox" id="ovPts" checked> <span data-i18n="opts">Otras localizaciones</span></label>
|
||
</div>
|
||
</div>
|
||
<div class="bottombar">
|
||
<div class="legend" id="legend"></div>
|
||
<div class="maplinks" id="mapLinks"></div>
|
||
</div>
|
||
|
||
<aside id="detail">
|
||
<div class="d-head">
|
||
<button id="close" aria-label="Cerrar">×</button>
|
||
<h2 id="dName">—</h2>
|
||
<div class="loc" id="dLoc"></div>
|
||
<div class="stars" id="dStars"></div>
|
||
<button class="btn-cerca" id="bVerCercaTop" data-i18n="seeclose">Ver de cerca en el mapa</button>
|
||
</div>
|
||
<div class="tabs">
|
||
<button id="tabSat" class="soloes" aria-pressed="true" data-i18n="tabaer">Vista aérea</button>
|
||
<button id="tab3d" aria-pressed="false" data-i18n="tab3d">Relieve 3D</button>
|
||
</div>
|
||
<img id="ortho" alt="Vista aérea de la localización" src="">
|
||
<canvas id="tcanvas"></canvas>
|
||
<div class="tlabel"><span id="tHint">ortofoto PNOA · 640 m de lado · pulsa para ampliar</span>
|
||
<span id="tRange"></span></div>
|
||
<div class="crits" id="dCrits"></div>
|
||
<div class="facts" id="dFacts"></div>
|
||
<div id="dWarn"></div>
|
||
<div style="padding:0 18px">
|
||
<button class="btn-cerca" id="bVerCerca" data-i18n="seeclose">Ver de cerca en el mapa</button>
|
||
</div>
|
||
</aside>
|
||
</div>
|
||
|
||
<script>/* @preserve
|
||
* Leaflet 1.9.4, a JS library for interactive maps. https://leafletjs.com
|
||
* (c) 2010-2023 Vladimir Agafonkin, (c) 2010-2011 CloudMade
|
||
*/
|
||
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Date-this._startTime,i=1e3*this._duration;e<i?this._runFrame(this._easeOut(e/i),t):(this._runFrame(1),this._complete())},_runFrame:function(t,e){t=this._startPos.add(this._offset.multiplyBy(t));e&&t._round(),Z(this._el,t),this.fire("step")},_complete:function(){r(this._animId),this._inProgress=!1,this.fire("end")},_easeOut:function(t){return 1-Math.pow(1-t,this._easeOutPower)}}),A=it.extend({options:{crs:lt,center:void 0,zoom:void 0,minZoom:void 0,maxZoom:void 0,layers:[],maxBounds:void 0,renderer:void 0,zoomAnimation:!0,zoomAnimationThreshold:4,fadeAnimation:!0,markerZoomAnimation:!0,transform3DLimit:8388608,zoomSnap:1,zoomDelta:1,trackResize:!0},initialize:function(t,e){e=c(this,e),this._handlers=[],this._layers={},this._zoomBoundLayers={},this._sizeChanged=!0,this._initContainer(t),this._initLayout(),this._onResize=a(this._onResize,this),this._initEvents(),e.maxBounds&&this.setMaxBounds(e.maxBounds),void 0!==e.zoom&&(this._zoom=this._limitZoom(e.zoom)),e.center&&void 0!==e.zoom&&this.setView(w(e.center),e.zoom,{reset:!0}),this.callInitHooks(),this._zoomAnimated=ce&&b.any3d&&!b.mobileOpera&&this.options.zoomAnimation,this._zoomAnimated&&(this._createAnimProxy(),S(this._proxy,de,this._catchTransitionEnd,this)),this._addLayers(this.options.layers)},setView:function(t,e,i){if((e=void 0===e?this._zoom:this._limitZoom(e),t=this._limitCenter(w(t),e,this.options.maxBounds),i=i||{},this._stop(),this._loaded&&!i.reset&&!0!==i)&&(void 0!==i.animate&&(i.zoom=l({animate:i.animate},i.zoom),i.pan=l({animate:i.animate,duration:i.duration},i.pan)),this._zoom!==e?this._tryAnimatedZoom&&this._tryAnimatedZoom(t,e,i.zoom):this._tryAnimatedPan(t,i.pan)))return clearTimeout(this._sizeTimer),this;return this._resetView(t,e,i.pan&&i.pan.noMoveStart),this},setZoom:function(t,e){return this._loaded?this.setView(this.getCenter(),t,{zoom:e}):(this._zoom=t,this)},zoomIn:function(t,e){return t=t||(b.any3d?this.options.zoomDelta:1),this.setZoom(this._zoom+t,e)},zoomOut:function(t,e){return t=t||(b.any3d?this.options.zoomDelta:1),this.setZoom(this._zoom-t,e)},setZoomAround:function(t,e,i){var n=this.getZoomScale(e),o=this.getSize().divideBy(2),t=(t instanceof p?t:this.latLngToContainerPoint(t)).subtract(o).multiplyBy(1-1/n),n=this.containerPointToLatLng(o.add(t));return this.setView(n,e,{zoom:i})},_getBoundsCenterZoom:function(t,e){e=e||{},t=t.getBounds?t.getBounds():g(t);var i=m(e.paddingTopLeft||e.padding||[0,0]),n=m(e.paddingBottomRight||e.padding||[0,0]),o=this.getBoundsZoom(t,!1,i.add(n));return(o="number"==typeof e.maxZoom?Math.min(e.maxZoom,o):o)===1/0?{center:t.getCenter(),zoom:o}:(e=n.subtract(i).divideBy(2),n=this.project(t.getSouthWest(),o),i=this.project(t.getNorthEast(),o),{center:this.unproject(n.add(i).divideBy(2).add(e),o),zoom:o})},fitBounds:function(t,e){if((t=g(t)).isValid())return t=this._getBoundsCenterZoom(t,e),this.setView(t.center,t.zoom,e);throw new Error("Bounds are not valid.")},fitWorld:function(t){return this.fitBounds([[-90,-180],[90,180]],t)},panTo:function(t,e){return this.setView(t,this._zoom,{pan:e})},panBy:function(t,e){var i;return e=e||{},(t=m(t).round()).x||t.y?(!0===e.animate||this.getSize().contains(t)?(this._panAnim||(this._panAnim=new Fe,this._panAnim.on({step:this._onPanTransitionStep,end:this._onPanTransitionEnd},this)),e.noMoveStart||this.fire("movestart"),!1!==e.animate?(M(this._mapPane,"leaflet-pan-anim"),i=this._getMapPanePos().subtract(t).round(),this._panAnim.run(this._mapPane,i,e.duration||.25,e.easeLinearity)):(this._rawPanBy(t),this.fire("move").fire("moveend"))):this._resetView(this.unproject(this.project(this.getCenter()).add(t)),this.getZoom()),this):this.fire("moveend")},flyTo:function(n,o,t){if(!1===(t=t||{}).animate||!b.any3d)return this.setView(n,o,t);this._stop();var s=this.project(this.getCenter()),r=this.project(n),e=this.getSize(),a=this._zoom,h=(n=w(n),o=void 0===o?a:o,Math.max(e.x,e.y)),i=h*this.getZoomScale(a,o),l=r.distanceTo(s)||1,u=1.42,c=u*u;function d(t){t=(i*i-h*h+(t?-1:1)*c*c*l*l)/(2*(t?i:h)*c*l),t=Math.sqrt(t*t+1)-t;return t<1e-9?-18:Math.log(t)}function _(t){return(Math.exp(t)-Math.exp(-t))/2}function p(t){return(Math.exp(t)+Math.exp(-t))/2}var m=d(0);function f(t){return h*(p(m)*(_(t=m+u*t)/p(t))-_(m))/c}var g=Date.now(),v=(d(1)-m)/u,y=t.duration?1e3*t.duration:1e3*v*.8;return this._moveStart(!0,t.noMoveStart),function t(){var e=(Date.now()-g)/y,i=(1-Math.pow(1-e,1.5))*v;e<=1?(this._flyToFrame=x(t,this),this._move(this.unproject(s.add(r.subtract(s).multiplyBy(f(i)/l)),a),this.getScaleZoom(h/(e=i,h*(p(m)/p(m+u*e))),a),{flyTo:!0})):this._move(n,o)._moveEnd(!0)}.call(this),this},flyToBounds:function(t,e){t=this._getBoundsCenterZoom(t,e);return this.flyTo(t.center,t.zoom,e)},setMaxBounds:function(t){return t=g(t),this.listens("moveend",this._panInsideMaxBounds)&&this.off("moveend",this._panInsideMaxBounds),t.isValid()?(this.options.maxBounds=t,this._loaded&&this._panInsideMaxBounds(),this.on("moveend",this._panInsideMaxBounds)):(this.options.maxBounds=null,this)},setMinZoom:function(t){var e=this.options.minZoom;return this.options.minZoom=t,this._loaded&&e!==t&&(this.fire("zoomlevelschange"),this.getZoom()<this.options.minZoom)?this.setZoom(t):this},setMaxZoom:function(t){var e=this.options.maxZoom;return this.options.maxZoom=t,this._loaded&&e!==t&&(this.fire("zoomlevelschange"),this.getZoom()>this.options.maxZoom)?this.setZoom(t):this},panInsideBounds:function(t,e){this._enforcingBounds=!0;var i=this.getCenter(),t=this._limitCenter(i,this._zoom,g(t));return i.equals(t)||this.panTo(t,e),this._enforcingBounds=!1,this},panInside:function(t,e){var i=m((e=e||{}).paddingTopLeft||e.padding||[0,0]),n=m(e.paddingBottomRight||e.padding||[0,0]),o=this.project(this.getCenter()),t=this.project(t),s=this.getPixelBounds(),i=_([s.min.add(i),s.max.subtract(n)]),s=i.getSize();return i.contains(t)||(this._enforcingBounds=!0,n=t.subtract(i.getCenter()),i=i.extend(t).getSize().subtract(s),o.x+=n.x<0?-i.x:i.x,o.y+=n.y<0?-i.y:i.y,this.panTo(this.unproject(o),e),this._enforcingBounds=!1),this},invalidateSize:function(t){if(!this._loaded)return this;t=l({animate:!1,pan:!0},!0===t?{animate:!0}:t);var e=this.getSize(),i=(this._sizeChanged=!0,this._lastCenter=null,this.getSize()),n=e.divideBy(2).round(),o=i.divideBy(2).round(),n=n.subtract(o);return n.x||n.y?(t.animate&&t.pan?this.panBy(n):(t.pan&&this._rawPanBy(n),this.fire("move"),t.debounceMoveend?(clearTimeout(this._sizeTimer),this._sizeTimer=setTimeout(a(this.fire,this,"moveend"),200)):this.fire("moveend")),this.fire("resize",{oldSize:e,newSize:i})):this},stop:function(){return this.setZoom(this._limitZoom(this._zoom)),this.options.zoomSnap||this.fire("viewreset"),this._stop()},locate:function(t){var e,i;return t=this._locateOptions=l({timeout:1e4,watch:!1},t),"geolocation"in navigator?(e=a(this._handleGeolocationResponse,this),i=a(this._handleGeolocationError,this),t.watch?this._locationWatchId=navigator.geolocation.watchPosition(e,i,t):navigator.geolocation.getCurrentPosition(e,i,t)):this._handleGeolocationError({code:0,message:"Geolocation not supported."}),this},stopLocate:function(){return navigator.geolocation&&navigator.geolocation.clearWatch&&navigator.geolocation.clearWatch(this._locationWatchId),this._locateOptions&&(this._locateOptions.setView=!1),this},_handleGeolocationError:function(t){var e;this._container._leaflet_id&&(e=t.code,t=t.message||(1===e?"permission denied":2===e?"position unavailable":"timeout"),this._locateOptions.setView&&!this._loaded&&this.fitWorld(),this.fire("locationerror",{code:e,message:"Geolocation error: "+t+"."}))},_handleGeolocationResponse:function(t){if(this._container._leaflet_id){var e,i,n=new v(t.coords.latitude,t.coords.longitude),o=n.toBounds(2*t.coords.accuracy),s=this._locateOptions,r=(s.setView&&(e=this.getBoundsZoom(o),this.setView(n,s.maxZoom?Math.min(e,s.maxZoom):e)),{latlng:n,bounds:o,timestamp:t.timestamp});for(i in t.coords)"number"==typeof t.coords[i]&&(r[i]=t.coords[i]);this.fire("locationfound",r)}},addHandler:function(t,e){return e&&(e=this[t]=new e(this),this._handlers.push(e),this.options[t]&&e.enable()),this},remove:function(){if(this._initEvents(!0),this.options.maxBounds&&this.off("moveend",this._panInsideMaxBounds),this._containerId!==this._container._leaflet_id)throw new Error("Map container is being reused by another instance");try{delete this._container._leaflet_id,delete this._containerId}catch(t){this._container._leaflet_id=void 0,this._containerId=void 0}for(var t in void 0!==this._locationWatchId&&this.stopLocate(),this._stop(),T(this._mapPane),this._clearControlPos&&this._clearControlPos(),this._resizeRequest&&(r(this._resizeRequest),this._resizeRequest=null),this._clearHandlers(),this._loaded&&this.fire("unload"),this._layers)this._layers[t].remove();for(t in this._panes)T(this._panes[t]);return this._layers=[],this._panes=[],delete this._mapPane,delete this._renderer,this},createPane:function(t,e){e=P("div","leaflet-pane"+(t?" leaflet-"+t.replace("Pane","")+"-pane":""),e||this._mapPane);return t&&(this._panes[t]=e),e},getCenter:function(){return this._checkIfLoaded(),this._lastCenter&&!this._moved()?this._lastCenter.clone():this.layerPointToLatLng(this._getCenterLayerPoint())},getZoom:function(){return this._zoom},getBounds:function(){var t=this.getPixelBounds();return new s(this.unproject(t.getBottomLeft()),this.unproject(t.getTopRight()))},getMinZoom:function(){return void 0===this.options.minZoom?this._layersMinZoom||0:this.options.minZoom},getMaxZoom:function(){return void 0===this.options.maxZoom?void 0===this._layersMaxZoom?1/0:this._layersMaxZoom:this.options.maxZoom},getBoundsZoom:function(t,e,i){t=g(t),i=m(i||[0,0]);var n=this.getZoom()||0,o=this.getMinZoom(),s=this.getMaxZoom(),r=t.getNorthWest(),t=t.getSouthEast(),i=this.getSize().subtract(i),t=_(this.project(t,n),this.project(r,n)).getSize(),r=b.any3d?this.options.zoomSnap:1,a=i.x/t.x,i=i.y/t.y,t=e?Math.max(a,i):Math.min(a,i),n=this.getScaleZoom(t,n);return r&&(n=Math.round(n/(r/100))*(r/100),n=e?Math.ceil(n/r)*r:Math.floor(n/r)*r),Math.max(o,Math.min(s,n))},getSize:function(){return this._size&&!this._sizeChanged||(this._size=new p(this._container.clientWidth||0,this._container.clientHeight||0),this._sizeChanged=!1),this._size.clone()},getPixelBounds:function(t,e){t=this._getTopLeftPoint(t,e);return new f(t,t.add(this.getSize()))},getPixelOrigin:function(){return this._checkIfLoaded(),this._pixelOrigin},getPixelWorldBounds:function(t){return this.options.crs.getProjectedBounds(void 0===t?this.getZoom():t)},getPane:function(t){return"string"==typeof t?this._panes[t]:t},getPanes:function(){return this._panes},getContainer:function(){return this._container},getZoomScale:function(t,e){var i=this.options.crs;return e=void 0===e?this._zoom:e,i.scale(t)/i.scale(e)},getScaleZoom:function(t,e){var i=this.options.crs,t=(e=void 0===e?this._zoom:e,i.zoom(t*i.scale(e)));return isNaN(t)?1/0:t},project:function(t,e){return e=void 0===e?this._zoom:e,this.options.crs.latLngToPoint(w(t),e)},unproject:function(t,e){return e=void 0===e?this._zoom:e,this.options.crs.pointToLatLng(m(t),e)},layerPointToLatLng:function(t){t=m(t).add(this.getPixelOrigin());return this.unproject(t)},latLngToLayerPoint:function(t){return this.project(w(t))._round()._subtract(this.getPixelOrigin())},wrapLatLng:function(t){return this.options.crs.wrapLatLng(w(t))},wrapLatLngBounds:function(t){return this.options.crs.wrapLatLngBounds(g(t))},distance:function(t,e){return this.options.crs.distance(w(t),w(e))},containerPointToLayerPoint:function(t){return m(t).subtract(this._getMapPanePos())},layerPointToContainerPoint:function(t){return m(t).add(this._getMapPanePos())},containerPointToLatLng:function(t){t=this.containerPointToLayerPoint(m(t));return this.layerPointToLatLng(t)},latLngToContainerPoint:function(t){return this.layerPointToContainerPoint(this.latLngToLayerPoint(w(t)))},mouseEventToContainerPoint:function(t){return De(t,this._container)},mouseEventToLayerPoint:function(t){return this.containerPointToLayerPoint(this.mouseEventToContainerPoint(t))},mouseEventToLatLng:function(t){return this.layerPointToLatLng(this.mouseEventToLayerPoint(t))},_initContainer:function(t){t=this._container=_e(t);if(!t)throw new Error("Map container not found.");if(t._leaflet_id)throw new Error("Map container is already initialized.");S(t,"scroll",this._onScroll,this),this._containerId=h(t)},_initLayout:function(){var t=this._container,e=(this._fadeAnimated=this.options.fadeAnimation&&b.any3d,M(t,"leaflet-container"+(b.touch?" leaflet-touch":"")+(b.retina?" leaflet-retina":"")+(b.ielt9?" leaflet-oldie":"")+(b.safari?" leaflet-safari":"")+(this._fadeAnimated?" leaflet-fade-anim":"")),pe(t,"position"));"absolute"!==e&&"relative"!==e&&"fixed"!==e&&"sticky"!==e&&(t.style.position="relative"),this._initPanes(),this._initControlPos&&this._initControlPos()},_initPanes:function(){var t=this._panes={};this._paneRenderers={},this._mapPane=this.createPane("mapPane",this._container),Z(this._mapPane,new p(0,0)),this.createPane("tilePane"),this.createPane("overlayPane"),this.createPane("shadowPane"),this.createPane("markerPane"),this.createPane("tooltipPane"),this.createPane("popupPane"),this.options.markerZoomAnimation||(M(t.markerPane,"leaflet-zoom-hide"),M(t.shadowPane,"leaflet-zoom-hide"))},_resetView:function(t,e,i){Z(this._mapPane,new p(0,0));var n=!this._loaded,o=(this._loaded=!0,e=this._limitZoom(e),this.fire("viewprereset"),this._zoom!==e);this._moveStart(o,i)._move(t,e)._moveEnd(o),this.fire("viewreset"),n&&this.fire("load")},_moveStart:function(t,e){return t&&this.fire("zoomstart"),e||this.fire("movestart"),this},_move:function(t,e,i,n){void 0===e&&(e=this._zoom);var o=this._zoom!==e;return this._zoom=e,this._lastCenter=t,this._pixelOrigin=this._getNewPixelOrigin(t),n?i&&i.pinch&&this.fire("zoom",i):((o||i&&i.pinch)&&this.fire("zoom",i),this.fire("move",i)),this},_moveEnd:function(t){return t&&this.fire("zoomend"),this.fire("moveend")},_stop:function(){return r(this._flyToFrame),this._panAnim&&this._panAnim.stop(),this},_rawPanBy:function(t){Z(this._mapPane,this._getMapPanePos().subtract(t))},_getZoomSpan:function(){return this.getMaxZoom()-this.getMinZoom()},_panInsideMaxBounds:function(){this._enforcingBounds||this.panInsideBounds(this.options.maxBounds)},_checkIfLoaded:function(){if(!this._loaded)throw new Error("Set map center and zoom first.")},_initEvents:function(t){this._targets={};var e=t?k:S;e((this._targets[h(this._container)]=this)._container,"click dblclick mousedown mouseup mouseover mouseout mousemove contextmenu keypress keydown keyup",this._handleDOMEvent,this),this.options.trackResize&&e(window,"resize",this._onResize,this),b.any3d&&this.options.transform3DLimit&&(t?this.off:this.on).call(this,"moveend",this._onMoveEnd)},_onResize:function(){r(this._resizeRequest),this._resizeRequest=x(function(){this.invalidateSize({debounceMoveend:!0})},this)},_onScroll:function(){this._container.scrollTop=0,this._container.scrollLeft=0},_onMoveEnd:function(){var t=this._getMapPanePos();Math.max(Math.abs(t.x),Math.abs(t.y))>=this.options.transform3DLimit&&this._resetView(this.getCenter(),this.getZoom())},_findEventTargets:function(t,e){for(var i,n=[],o="mouseout"===e||"mouseover"===e,s=t.target||t.srcElement,r=!1;s;){if((i=this._targets[h(s)])&&("click"===e||"preclick"===e)&&this._draggableMoved(i)){r=!0;break}if(i&&i.listens(e,!0)){if(o&&!We(s,t))break;if(n.push(i),o)break}if(s===this._container)break;s=s.parentNode}return n=n.length||r||o||!this.listens(e,!0)?n:[this]},_isClickDisabled:function(t){for(;t&&t!==this._container;){if(t._leaflet_disable_click)return!0;t=t.parentNode}},_handleDOMEvent:function(t){var e,i=t.target||t.srcElement;!this._loaded||i._leaflet_disable_events||"click"===t.type&&this._isClickDisabled(i)||("mousedown"===(e=t.type)&&Me(i),this._fireDOMEvent(t,e))},_mouseEvents:["click","dblclick","mouseover","mouseout","contextmenu"],_fireDOMEvent:function(t,e,i){"click"===t.type&&((a=l({},t)).type="preclick",this._fireDOMEvent(a,a.type,i));var n=this._findEventTargets(t,e);if(i){for(var o=[],s=0;s<i.length;s++)i[s].listens(e,!0)&&o.push(i[s]);n=o.concat(n)}if(n.length){"contextmenu"===e&&O(t);var r,a=n[0],h={originalEvent:t};for("keypress"!==t.type&&"keydown"!==t.type&&"keyup"!==t.type&&(r=a.getLatLng&&(!a._radius||a._radius<=10),h.containerPoint=r?this.latLngToContainerPoint(a.getLatLng()):this.mouseEventToContainerPoint(t),h.layerPoint=this.containerPointToLayerPoint(h.containerPoint),h.latlng=r?a.getLatLng():this.layerPointToLatLng(h.layerPoint)),s=0;s<n.length;s++)if(n[s].fire(e,h,!0),h.originalEvent._stopped||!1===n[s].options.bubblingMouseEvents&&-1!==G(this._mouseEvents,e))return}},_draggableMoved:function(t){return(t=t.dragging&&t.dragging.enabled()?t:this).dragging&&t.dragging.moved()||this.boxZoom&&this.boxZoom.moved()},_clearHandlers:function(){for(var t=0,e=this._handlers.length;t<e;t++)this._handlers[t].disable()},whenReady:function(t,e){return this._loaded?t.call(e||this,{target:this}):this.on("load",t,e),this},_getMapPanePos:function(){return Pe(this._mapPane)||new p(0,0)},_moved:function(){var t=this._getMapPanePos();return t&&!t.equals([0,0])},_getTopLeftPoint:function(t,e){return(t&&void 0!==e?this._getNewPixelOrigin(t,e):this.getPixelOrigin()).subtract(this._getMapPanePos())},_getNewPixelOrigin:function(t,e){var i=this.getSize()._divideBy(2);return this.project(t,e)._subtract(i)._add(this._getMapPanePos())._round()},_latLngToNewLayerPoint:function(t,e,i){i=this._getNewPixelOrigin(i,e);return this.project(t,e)._subtract(i)},_latLngBoundsToNewLayerBounds:function(t,e,i){i=this._getNewPixelOrigin(i,e);return _([this.project(t.getSouthWest(),e)._subtract(i),this.project(t.getNorthWest(),e)._subtract(i),this.project(t.getSouthEast(),e)._subtract(i),this.project(t.getNorthEast(),e)._subtract(i)])},_getCenterLayerPoint:function(){return this.containerPointToLayerPoint(this.getSize()._divideBy(2))},_getCenterOffset:function(t){return this.latLngToLayerPoint(t).subtract(this._getCenterLayerPoint())},_limitCenter:function(t,e,i){var n,o;return!i||(n=this.project(t,e),o=this.getSize().divideBy(2),o=new f(n.subtract(o),n.add(o)),o=this._getBoundsOffset(o,i,e),Math.abs(o.x)<=1&&Math.abs(o.y)<=1)?t:this.unproject(n.add(o),e)},_limitOffset:function(t,e){var i;return e?(i=new f((i=this.getPixelBounds()).min.add(t),i.max.add(t)),t.add(this._getBoundsOffset(i,e))):t},_getBoundsOffset:function(t,e,i){e=_(this.project(e.getNorthEast(),i),this.project(e.getSouthWest(),i)),i=e.min.subtract(t.min),e=e.max.subtract(t.max);return new p(this._rebound(i.x,-e.x),this._rebound(i.y,-e.y))},_rebound:function(t,e){return 0<t+e?Math.round(t-e)/2:Math.max(0,Math.ceil(t))-Math.max(0,Math.floor(e))},_limitZoom:function(t){var e=this.getMinZoom(),i=this.getMaxZoom(),n=b.any3d?this.options.zoomSnap:1;return n&&(t=Math.round(t/n)*n),Math.max(e,Math.min(i,t))},_onPanTransitionStep:function(){this.fire("move")},_onPanTransitionEnd:function(){z(this._mapPane,"leaflet-pan-anim"),this.fire("moveend")},_tryAnimatedPan:function(t,e){t=this._getCenterOffset(t)._trunc();return!(!0!==(e&&e.animate)&&!this.getSize().contains(t))&&(this.panBy(t,e),!0)},_createAnimProxy:function(){var t=this._proxy=P("div","leaflet-proxy leaflet-zoom-animated");this._panes.mapPane.appendChild(t),this.on("zoomanim",function(t){var e=ue,i=this._proxy.style[e];be(this._proxy,this.project(t.center,t.zoom),this.getZoomScale(t.zoom,1)),i===this._proxy.style[e]&&this._animatingZoom&&this._onZoomTransitionEnd()},this),this.on("load moveend",this._animMoveEnd,this),this._on("unload",this._destroyAnimProxy,this)},_destroyAnimProxy:function(){T(this._proxy),this.off("load moveend",this._animMoveEnd,this),delete this._proxy},_animMoveEnd:function(){var t=this.getCenter(),e=this.getZoom();be(this._proxy,this.project(t,e),this.getZoomScale(e,1))},_catchTransitionEnd:function(t){this._animatingZoom&&0<=t.propertyName.indexOf("transform")&&this._onZoomTransitionEnd()},_nothingToAnimate:function(){return!this._container.getElementsByClassName("leaflet-zoom-animated").length},_tryAnimatedZoom:function(t,e,i){if(!this._animatingZoom){if(i=i||{},!this._zoomAnimated||!1===i.animate||this._nothingToAnimate()||Math.abs(e-this._zoom)>this.options.zoomAnimationThreshold)return!1;var n=this.getZoomScale(e),n=this._getCenterOffset(t)._divideBy(1-1/n);if(!0!==i.animate&&!this.getSize().contains(n))return!1;x(function(){this._moveStart(!0,i.noMoveStart||!1)._animateZoom(t,e,!0)},this)}return!0},_animateZoom:function(t,e,i,n){this._mapPane&&(i&&(this._animatingZoom=!0,this._animateToCenter=t,this._animateToZoom=e,M(this._mapPane,"leaflet-zoom-anim")),this.fire("zoomanim",{center:t,zoom:e,noUpdate:n}),this._tempFireZoomEvent||(this._tempFireZoomEvent=this._zoom!==this._animateToZoom),this._move(this._animateToCenter,this._animateToZoom,void 0,!0),setTimeout(a(this._onZoomTransitionEnd,this),250))},_onZoomTransitionEnd:function(){this._animatingZoom&&(this._mapPane&&z(this._mapPane,"leaflet-zoom-anim"),this._animatingZoom=!1,this._move(this._animateToCenter,this._animateToZoom,void 0,!0),this._tempFireZoomEvent&&this.fire("zoom"),delete this._tempFireZoomEvent,this.fire("move"),this._moveEnd(!0))}});function Ue(t){return new B(t)}var B=et.extend({options:{position:"topright"},initialize:function(t){c(this,t)},getPosition:function(){return this.options.position},setPosition:function(t){var e=this._map;return e&&e.removeControl(this),this.options.position=t,e&&e.addControl(this),this},getContainer:function(){return this._container},addTo:function(t){this.remove(),this._map=t;var e=this._container=this.onAdd(t),i=this.getPosition(),t=t._controlCorners[i];return M(e,"leaflet-control"),-1!==i.indexOf("bottom")?t.insertBefore(e,t.firstChild):t.appendChild(e),this._map.on("unload",this.remove,this),this},remove:function(){return this._map&&(T(this._container),this.onRemove&&this.onRemove(this._map),this._map.off("unload",this.remove,this),this._map=null),this},_refocusOnMap:function(t){this._map&&t&&0<t.screenX&&0<t.screenY&&this._map.getContainer().focus()}}),Ve=(A.include({addControl:function(t){return t.addTo(this),this},removeControl:function(t){return t.remove(),this},_initControlPos:function(){var i=this._controlCorners={},n="leaflet-",o=this._controlContainer=P("div",n+"control-container",this._container);function t(t,e){i[t+e]=P("div",n+t+" "+n+e,o)}t("top","left"),t("top","right"),t("bottom","left"),t("bottom","right")},_clearControlPos:function(){for(var t in this._controlCorners)T(this._controlCorners[t]);T(this._controlContainer),delete this._controlCorners,delete this._controlContainer}}),B.extend({options:{collapsed:!0,position:"topright",autoZIndex:!0,hideSingleBase:!1,sortLayers:!1,sortFunction:function(t,e,i,n){return i<n?-1:n<i?1:0}},initialize:function(t,e,i){for(var n in c(this,i),this._layerControlInputs=[],this._layers=[],this._lastZIndex=0,this._handlingClick=!1,this._preventClick=!1,t)this._addLayer(t[n],n);for(n in e)this._addLayer(e[n],n,!0)},onAdd:function(t){this._initLayout(),this._update(),(this._map=t).on("zoomend",this._checkDisabledLayers,this);for(var e=0;e<this._layers.length;e++)this._layers[e].layer.on("add remove",this._onLayerChange,this);return this._container},addTo:function(t){return B.prototype.addTo.call(this,t),this._expandIfNotCollapsed()},onRemove:function(){this._map.off("zoomend",this._checkDisabledLayers,this);for(var t=0;t<this._layers.length;t++)this._layers[t].layer.off("add remove",this._onLayerChange,this)},addBaseLayer:function(t,e){return this._addLayer(t,e),this._map?this._update():this},addOverlay:function(t,e){return this._addLayer(t,e,!0),this._map?this._update():this},removeLayer:function(t){t.off("add remove",this._onLayerChange,this);t=this._getLayer(h(t));return t&&this._layers.splice(this._layers.indexOf(t),1),this._map?this._update():this},expand:function(){M(this._container,"leaflet-control-layers-expanded"),this._section.style.height=null;var t=this._map.getSize().y-(this._container.offsetTop+50);return t<this._section.clientHeight?(M(this._section,"leaflet-control-layers-scrollbar"),this._section.style.height=t+"px"):z(this._section,"leaflet-control-layers-scrollbar"),this._checkDisabledLayers(),this},collapse:function(){return z(this._container,"leaflet-control-layers-expanded"),this},_initLayout:function(){var t="leaflet-control-layers",e=this._container=P("div",t),i=this.options.collapsed,n=(e.setAttribute("aria-haspopup",!0),Ie(e),Be(e),this._section=P("section",t+"-list")),o=(i&&(this._map.on("click",this.collapse,this),S(e,{mouseenter:this._expandSafely,mouseleave:this.collapse},this)),this._layersLink=P("a",t+"-toggle",e));o.href="#",o.title="Layers",o.setAttribute("role","button"),S(o,{keydown:function(t){13===t.keyCode&&this._expandSafely()},click:function(t){O(t),this._expandSafely()}},this),i||this.expand(),this._baseLayersList=P("div",t+"-base",n),this._separator=P("div",t+"-separator",n),this._overlaysList=P("div",t+"-overlays",n),e.appendChild(n)},_getLayer:function(t){for(var e=0;e<this._layers.length;e++)if(this._layers[e]&&h(this._layers[e].layer)===t)return this._layers[e]},_addLayer:function(t,e,i){this._map&&t.on("add remove",this._onLayerChange,this),this._layers.push({layer:t,name:e,overlay:i}),this.options.sortLayers&&this._layers.sort(a(function(t,e){return this.options.sortFunction(t.layer,e.layer,t.name,e.name)},this)),this.options.autoZIndex&&t.setZIndex&&(this._lastZIndex++,t.setZIndex(this._lastZIndex)),this._expandIfNotCollapsed()},_update:function(){if(this._container){me(this._baseLayersList),me(this._overlaysList),this._layerControlInputs=[];for(var t,e,i,n=0,o=0;o<this._layers.length;o++)i=this._layers[o],this._addItem(i),e=e||i.overlay,t=t||!i.overlay,n+=i.overlay?0:1;this.options.hideSingleBase&&(this._baseLayersList.style.display=(t=t&&1<n)?"":"none"),this._separator.style.display=e&&t?"":"none"}return this},_onLayerChange:function(t){this._handlingClick||this._update();var e=this._getLayer(h(t.target)),t=e.overlay?"add"===t.type?"overlayadd":"overlayremove":"add"===t.type?"baselayerchange":null;t&&this._map.fire(t,e)},_createRadioElement:function(t,e){t='<input type="radio" class="leaflet-control-layers-selector" name="'+t+'"'+(e?' checked="checked"':"")+"/>",e=document.createElement("div");return e.innerHTML=t,e.firstChild},_addItem:function(t){var e,i=document.createElement("label"),n=this._map.hasLayer(t.layer),n=(t.overlay?((e=document.createElement("input")).type="checkbox",e.className="leaflet-control-layers-selector",e.defaultChecked=n):e=this._createRadioElement("leaflet-base-layers_"+h(this),n),this._layerControlInputs.push(e),e.layerId=h(t.layer),S(e,"click",this._onInputClick,this),document.createElement("span")),o=(n.innerHTML=" "+t.name,document.createElement("span"));return i.appendChild(o),o.appendChild(e),o.appendChild(n),(t.overlay?this._overlaysList:this._baseLayersList).appendChild(i),this._checkDisabledLayers(),i},_onInputClick:function(){if(!this._preventClick){var t,e,i=this._layerControlInputs,n=[],o=[];this._handlingClick=!0;for(var s=i.length-1;0<=s;s--)t=i[s],e=this._getLayer(t.layerId).layer,t.checked?n.push(e):t.checked||o.push(e);for(s=0;s<o.length;s++)this._map.hasLayer(o[s])&&this._map.removeLayer(o[s]);for(s=0;s<n.length;s++)this._map.hasLayer(n[s])||this._map.addLayer(n[s]);this._handlingClick=!1,this._refocusOnMap()}},_checkDisabledLayers:function(){for(var t,e,i=this._layerControlInputs,n=this._map.getZoom(),o=i.length-1;0<=o;o--)t=i[o],e=this._getLayer(t.layerId).layer,t.disabled=void 0!==e.options.minZoom&&n<e.options.minZoom||void 0!==e.options.maxZoom&&n>e.options.maxZoom},_expandIfNotCollapsed:function(){return this._map&&!this.options.collapsed&&this.expand(),this},_expandSafely:function(){var t=this._section,e=(this._preventClick=!0,S(t,"click",O),this.expand(),this);setTimeout(function(){k(t,"click",O),e._preventClick=!1})}})),qe=B.extend({options:{position:"topleft",zoomInText:'<span aria-hidden="true">+</span>',zoomInTitle:"Zoom in",zoomOutText:'<span aria-hidden="true">−</span>',zoomOutTitle:"Zoom out"},onAdd:function(t){var e="leaflet-control-zoom",i=P("div",e+" leaflet-bar"),n=this.options;return this._zoomInButton=this._createButton(n.zoomInText,n.zoomInTitle,e+"-in",i,this._zoomIn),this._zoomOutButton=this._createButton(n.zoomOutText,n.zoomOutTitle,e+"-out",i,this._zoomOut),this._updateDisabled(),t.on("zoomend zoomlevelschange",this._updateDisabled,this),i},onRemove:function(t){t.off("zoomend zoomlevelschange",this._updateDisabled,this)},disable:function(){return this._disabled=!0,this._updateDisabled(),this},enable:function(){return this._disabled=!1,this._updateDisabled(),this},_zoomIn:function(t){!this._disabled&&this._map._zoom<this._map.getMaxZoom()&&this._map.zoomIn(this._map.options.zoomDelta*(t.shiftKey?3:1))},_zoomOut:function(t){!this._disabled&&this._map._zoom>this._map.getMinZoom()&&this._map.zoomOut(this._map.options.zoomDelta*(t.shiftKey?3:1))},_createButton:function(t,e,i,n,o){i=P("a",i,n);return i.innerHTML=t,i.href="#",i.title=e,i.setAttribute("role","button"),i.setAttribute("aria-label",e),Ie(i),S(i,"click",Re),S(i,"click",o,this),S(i,"click",this._refocusOnMap,this),i},_updateDisabled:function(){var t=this._map,e="leaflet-disabled";z(this._zoomInButton,e),z(this._zoomOutButton,e),this._zoomInButton.setAttribute("aria-disabled","false"),this._zoomOutButton.setAttribute("aria-disabled","false"),!this._disabled&&t._zoom!==t.getMinZoom()||(M(this._zoomOutButton,e),this._zoomOutButton.setAttribute("aria-disabled","true")),!this._disabled&&t._zoom!==t.getMaxZoom()||(M(this._zoomInButton,e),this._zoomInButton.setAttribute("aria-disabled","true"))}}),Ge=(A.mergeOptions({zoomControl:!0}),A.addInitHook(function(){this.options.zoomControl&&(this.zoomControl=new qe,this.addControl(this.zoomControl))}),B.extend({options:{position:"bottomleft",maxWidth:100,metric:!0,imperial:!0},onAdd:function(t){var e="leaflet-control-scale",i=P("div",e),n=this.options;return this._addScales(n,e+"-line",i),t.on(n.updateWhenIdle?"moveend":"move",this._update,this),t.whenReady(this._update,this),i},onRemove:function(t){t.off(this.options.updateWhenIdle?"moveend":"move",this._update,this)},_addScales:function(t,e,i){t.metric&&(this._mScale=P("div",e,i)),t.imperial&&(this._iScale=P("div",e,i))},_update:function(){var t=this._map,e=t.getSize().y/2,t=t.distance(t.containerPointToLatLng([0,e]),t.containerPointToLatLng([this.options.maxWidth,e]));this._updateScales(t)},_updateScales:function(t){this.options.metric&&t&&this._updateMetric(t),this.options.imperial&&t&&this._updateImperial(t)},_updateMetric:function(t){var e=this._getRoundNum(t);this._updateScale(this._mScale,e<1e3?e+" m":e/1e3+" km",e/t)},_updateImperial:function(t){var e,i,t=3.2808399*t;5280<t?(i=this._getRoundNum(e=t/5280),this._updateScale(this._iScale,i+" mi",i/e)):(i=this._getRoundNum(t),this._updateScale(this._iScale,i+" ft",i/t))},_updateScale:function(t,e,i){t.style.width=Math.round(this.options.maxWidth*i)+"px",t.innerHTML=e},_getRoundNum:function(t){var e=Math.pow(10,(Math.floor(t)+"").length-1),t=t/e;return e*(t=10<=t?10:5<=t?5:3<=t?3:2<=t?2:1)}})),Ke=B.extend({options:{position:"bottomright",prefix:'<a href="https://leafletjs.com" title="A JavaScript library for interactive maps">'+(b.inlineSvg?'<svg aria-hidden="true" xmlns="http://www.w3.org/2000/svg" width="12" height="8" viewBox="0 0 12 8" class="leaflet-attribution-flag"><path fill="#4C7BE1" d="M0 0h12v4H0z"/><path fill="#FFD500" d="M0 4h12v3H0z"/><path fill="#E0BC00" d="M0 7h12v1H0z"/></svg> ':"")+"Leaflet</a>"},initialize:function(t){c(this,t),this._attributions={}},onAdd:function(t){for(var e in(t.attributionControl=this)._container=P("div","leaflet-control-attribution"),Ie(this._container),t._layers)t._layers[e].getAttribution&&this.addAttribution(t._layers[e].getAttribution());return this._update(),t.on("layeradd",this._addAttribution,this),this._container},onRemove:function(t){t.off("layeradd",this._addAttribution,this)},_addAttribution:function(t){t.layer.getAttribution&&(this.addAttribution(t.layer.getAttribution()),t.layer.once("remove",function(){this.removeAttribution(t.layer.getAttribution())},this))},setPrefix:function(t){return this.options.prefix=t,this._update(),this},addAttribution:function(t){return t&&(this._attributions[t]||(this._attributions[t]=0),this._attributions[t]++,this._update()),this},removeAttribution:function(t){return t&&this._attributions[t]&&(this._attributions[t]--,this._update()),this},_update:function(){if(this._map){var t,e=[];for(t in this._attributions)this._attributions[t]&&e.push(t);var i=[];this.options.prefix&&i.push(this.options.prefix),e.length&&i.push(e.join(", ")),this._container.innerHTML=i.join(' <span aria-hidden="true">|</span> ')}}}),n=(A.mergeOptions({attributionControl:!0}),A.addInitHook(function(){this.options.attributionControl&&(new Ke).addTo(this)}),B.Layers=Ve,B.Zoom=qe,B.Scale=Ge,B.Attribution=Ke,Ue.layers=function(t,e,i){return new Ve(t,e,i)},Ue.zoom=function(t){return new qe(t)},Ue.scale=function(t){return new Ge(t)},Ue.attribution=function(t){return new Ke(t)},et.extend({initialize:function(t){this._map=t},enable:function(){return this._enabled||(this._enabled=!0,this.addHooks()),this},disable:function(){return this._enabled&&(this._enabled=!1,this.removeHooks()),this},enabled:function(){return!!this._enabled}})),ft=(n.addTo=function(t,e){return t.addHandler(e,this),this},{Events:e}),Ye=b.touch?"touchstart mousedown":"mousedown",Xe=it.extend({options:{clickTolerance:3},initialize:function(t,e,i,n){c(this,n),this._element=t,this._dragStartTarget=e||t,this._preventOutline=i},enable:function(){this._enabled||(S(this._dragStartTarget,Ye,this._onDown,this),this._enabled=!0)},disable:function(){this._enabled&&(Xe._dragging===this&&this.finishDrag(!0),k(this._dragStartTarget,Ye,this._onDown,this),this._enabled=!1,this._moved=!1)},_onDown:function(t){var e,i;this._enabled&&(this._moved=!1,ve(this._element,"leaflet-zoom-anim")||(t.touches&&1!==t.touches.length?Xe._dragging===this&&this.finishDrag():Xe._dragging||t.shiftKey||1!==t.which&&1!==t.button&&!t.touches||((Xe._dragging=this)._preventOutline&&Me(this._element),Le(),re(),this._moving||(this.fire("down"),i=t.touches?t.touches[0]:t,e=Ce(this._element),this._startPoint=new p(i.clientX,i.clientY),this._startPos=Pe(this._element),this._parentScale=Ze(e),i="mousedown"===t.type,S(document,i?"mousemove":"touchmove",this._onMove,this),S(document,i?"mouseup":"touchend touchcancel",this._onUp,this)))))},_onMove:function(t){var e;this._enabled&&(t.touches&&1<t.touches.length?this._moved=!0:!(e=new p((e=t.touches&&1===t.touches.length?t.touches[0]:t).clientX,e.clientY)._subtract(this._startPoint)).x&&!e.y||Math.abs(e.x)+Math.abs(e.y)<this.options.clickTolerance||(e.x/=this._parentScale.x,e.y/=this._parentScale.y,O(t),this._moved||(this.fire("dragstart"),this._moved=!0,M(document.body,"leaflet-dragging"),this._lastTarget=t.target||t.srcElement,window.SVGElementInstance&&this._lastTarget instanceof window.SVGElementInstance&&(this._lastTarget=this._lastTarget.correspondingUseElement),M(this._lastTarget,"leaflet-drag-target")),this._newPos=this._startPos.add(e),this._moving=!0,this._lastEvent=t,this._updatePosition()))},_updatePosition:function(){var t={originalEvent:this._lastEvent};this.fire("predrag",t),Z(this._element,this._newPos),this.fire("drag",t)},_onUp:function(){this._enabled&&this.finishDrag()},finishDrag:function(t){z(document.body,"leaflet-dragging"),this._lastTarget&&(z(this._lastTarget,"leaflet-drag-target"),this._lastTarget=null),k(document,"mousemove touchmove",this._onMove,this),k(document,"mouseup touchend touchcancel",this._onUp,this),Te(),ae();var e=this._moved&&this._moving;this._moving=!1,Xe._dragging=!1,e&&this.fire("dragend",{noInertia:t,distance:this._newPos.distanceTo(this._startPos)})}});function Je(t,e,i){for(var n,o,s,r,a,h,l,u=[1,4,2,8],c=0,d=t.length;c<d;c++)t[c]._code=si(t[c],e);for(s=0;s<4;s++){for(h=u[s],n=[],c=0,o=(d=t.length)-1;c<d;o=c++)r=t[c],a=t[o],r._code&h?a._code&h||((l=oi(a,r,h,e,i))._code=si(l,e),n.push(l)):(a._code&h&&((l=oi(a,r,h,e,i))._code=si(l,e),n.push(l)),n.push(r));t=n}return t}function $e(t,e){var i,n,o,s,r,a,h;if(!t||0===t.length)throw new Error("latlngs not passed");I(t)||(console.warn("latlngs are not flat! Only the first ring will be used"),t=t[0]);for(var l=w([0,0]),u=g(t),c=(u.getNorthWest().distanceTo(u.getSouthWest())*u.getNorthEast().distanceTo(u.getNorthWest())<1700&&(l=Qe(t)),t.length),d=[],_=0;_<c;_++){var p=w(t[_]);d.push(e.project(w([p.lat-l.lat,p.lng-l.lng])))}for(_=r=a=h=0,i=c-1;_<c;i=_++)n=d[_],o=d[i],s=n.y*o.x-o.y*n.x,a+=(n.x+o.x)*s,h+=(n.y+o.y)*s,r+=3*s;u=0===r?d[0]:[a/r,h/r],u=e.unproject(m(u));return w([u.lat+l.lat,u.lng+l.lng])}function Qe(t){for(var e=0,i=0,n=0,o=0;o<t.length;o++){var s=w(t[o]);e+=s.lat,i+=s.lng,n++}return w([e/n,i/n])}var ti,gt={__proto__:null,clipPolygon:Je,polygonCenter:$e,centroid:Qe};function ei(t,e){if(e&&t.length){var i=t=function(t,e){for(var i=[t[0]],n=1,o=0,s=t.length;n<s;n++)(function(t,e){var i=e.x-t.x,e=e.y-t.y;return i*i+e*e})(t[n],t[o])>e&&(i.push(t[n]),o=n);o<s-1&&i.push(t[s-1]);return i}(t,e=e*e),n=i.length,o=new(typeof Uint8Array!=void 0+""?Uint8Array:Array)(n);o[0]=o[n-1]=1,function t(e,i,n,o,s){var r,a,h,l=0;for(a=o+1;a<=s-1;a++)h=ri(e[a],e[o],e[s],!0),l<h&&(r=a,l=h);n<l&&(i[r]=1,t(e,i,n,o,r),t(e,i,n,r,s))}(i,o,e,0,n-1);var s,r=[];for(s=0;s<n;s++)o[s]&&r.push(i[s]);return r}return t.slice()}function ii(t,e,i){return Math.sqrt(ri(t,e,i,!0))}function ni(t,e,i,n,o){var s,r,a,h=n?ti:si(t,i),l=si(e,i);for(ti=l;;){if(!(h|l))return[t,e];if(h&l)return!1;a=si(r=oi(t,e,s=h||l,i,o),i),s===h?(t=r,h=a):(e=r,l=a)}}function oi(t,e,i,n,o){var s,r,a=e.x-t.x,e=e.y-t.y,h=n.min,n=n.max;return 8&i?(s=t.x+a*(n.y-t.y)/e,r=n.y):4&i?(s=t.x+a*(h.y-t.y)/e,r=h.y):2&i?(s=n.x,r=t.y+e*(n.x-t.x)/a):1&i&&(s=h.x,r=t.y+e*(h.x-t.x)/a),new p(s,r,o)}function si(t,e){var i=0;return t.x<e.min.x?i|=1:t.x>e.max.x&&(i|=2),t.y<e.min.y?i|=4:t.y>e.max.y&&(i|=8),i}function ri(t,e,i,n){var o=e.x,e=e.y,s=i.x-o,r=i.y-e,a=s*s+r*r;return 0<a&&(1<(a=((t.x-o)*s+(t.y-e)*r)/a)?(o=i.x,e=i.y):0<a&&(o+=s*a,e+=r*a)),s=t.x-o,r=t.y-e,n?s*s+r*r:new p(o,e)}function I(t){return!d(t[0])||"object"!=typeof t[0][0]&&void 0!==t[0][0]}function ai(t){return console.warn("Deprecated use of _flat, please use L.LineUtil.isFlat instead."),I(t)}function hi(t,e){var i,n,o,s,r,a;if(!t||0===t.length)throw new Error("latlngs not passed");I(t)||(console.warn("latlngs are not flat! Only the first ring will be used"),t=t[0]);for(var h=w([0,0]),l=g(t),u=(l.getNorthWest().distanceTo(l.getSouthWest())*l.getNorthEast().distanceTo(l.getNorthWest())<1700&&(h=Qe(t)),t.length),c=[],d=0;d<u;d++){var _=w(t[d]);c.push(e.project(w([_.lat-h.lat,_.lng-h.lng])))}for(i=d=0;d<u-1;d++)i+=c[d].distanceTo(c[d+1])/2;if(0===i)a=c[0];else for(n=d=0;d<u-1;d++)if(o=c[d],s=c[d+1],i<(n+=r=o.distanceTo(s))){a=[s.x-(r=(n-i)/r)*(s.x-o.x),s.y-r*(s.y-o.y)];break}l=e.unproject(m(a));return w([l.lat+h.lat,l.lng+h.lng])}var vt={__proto__:null,simplify:ei,pointToSegmentDistance:ii,closestPointOnSegment:function(t,e,i){return ri(t,e,i)},clipSegment:ni,_getEdgeIntersection:oi,_getBitCode:si,_sqClosestPointOnSegment:ri,isFlat:I,_flat:ai,polylineCenter:hi},yt={project:function(t){return new p(t.lng,t.lat)},unproject:function(t){return new v(t.y,t.x)},bounds:new f([-180,-90],[180,90])},xt={R:6378137,R_MINOR:6356752.314245179,bounds:new f([-20037508.34279,-15496570.73972],[20037508.34279,18764656.23138]),project:function(t){var e=Math.PI/180,i=this.R,n=t.lat*e,o=this.R_MINOR/i,o=Math.sqrt(1-o*o),s=o*Math.sin(n),s=Math.tan(Math.PI/4-n/2)/Math.pow((1-s)/(1+s),o/2),n=-i*Math.log(Math.max(s,1e-10));return new p(t.lng*e*i,n)},unproject:function(t){for(var e,i=180/Math.PI,n=this.R,o=this.R_MINOR/n,s=Math.sqrt(1-o*o),r=Math.exp(-t.y/n),a=Math.PI/2-2*Math.atan(r),h=0,l=.1;h<15&&1e-7<Math.abs(l);h++)e=s*Math.sin(a),e=Math.pow((1-e)/(1+e),s/2),a+=l=Math.PI/2-2*Math.atan(r*e)-a;return new v(a*i,t.x*i/n)}},wt={__proto__:null,LonLat:yt,Mercator:xt,SphericalMercator:rt},Pt=l({},st,{code:"EPSG:3395",projection:xt,transformation:ht(bt=.5/(Math.PI*xt.R),.5,-bt,.5)}),li=l({},st,{code:"EPSG:4326",projection:yt,transformation:ht(1/180,1,-1/180,.5)}),Lt=l({},ot,{projection:yt,transformation:ht(1,0,-1,0),scale:function(t){return Math.pow(2,t)},zoom:function(t){return Math.log(t)/Math.LN2},distance:function(t,e){var i=e.lng-t.lng,e=e.lat-t.lat;return Math.sqrt(i*i+e*e)},infinite:!0}),o=(ot.Earth=st,ot.EPSG3395=Pt,ot.EPSG3857=lt,ot.EPSG900913=ut,ot.EPSG4326=li,ot.Simple=Lt,it.extend({options:{pane:"overlayPane",attribution:null,bubblingMouseEvents:!0},addTo:function(t){return t.addLayer(this),this},remove:function(){return this.removeFrom(this._map||this._mapToAdd)},removeFrom:function(t){return t&&t.removeLayer(this),this},getPane:function(t){return this._map.getPane(t?this.options[t]||t:this.options.pane)},addInteractiveTarget:function(t){return this._map._targets[h(t)]=this},removeInteractiveTarget:function(t){return delete this._map._targets[h(t)],this},getAttribution:function(){return this.options.attribution},_layerAdd:function(t){var e,i=t.target;i.hasLayer(this)&&(this._map=i,this._zoomAnimated=i._zoomAnimated,this.getEvents&&(e=this.getEvents(),i.on(e,this),this.once("remove",function(){i.off(e,this)},this)),this.onAdd(i),this.fire("add"),i.fire("layeradd",{layer:this}))}})),ui=(A.include({addLayer:function(t){var e;if(t._layerAdd)return e=h(t),this._layers[e]||((this._layers[e]=t)._mapToAdd=this,t.beforeAdd&&t.beforeAdd(this),this.whenReady(t._layerAdd,t)),this;throw new Error("The provided object is not a Layer.")},removeLayer:function(t){var e=h(t);return this._layers[e]&&(this._loaded&&t.onRemove(this),delete this._layers[e],this._loaded&&(this.fire("layerremove",{layer:t}),t.fire("remove")),t._map=t._mapToAdd=null),this},hasLayer:function(t){return h(t)in this._layers},eachLayer:function(t,e){for(var i in this._layers)t.call(e,this._layers[i]);return this},_addLayers:function(t){for(var e=0,i=(t=t?d(t)?t:[t]:[]).length;e<i;e++)this.addLayer(t[e])},_addZoomLimit:function(t){isNaN(t.options.maxZoom)&&isNaN(t.options.minZoom)||(this._zoomBoundLayers[h(t)]=t,this._updateZoomLevels())},_removeZoomLimit:function(t){t=h(t);this._zoomBoundLayers[t]&&(delete this._zoomBoundLayers[t],this._updateZoomLevels())},_updateZoomLevels:function(){var t,e=1/0,i=-1/0,n=this._getZoomSpan();for(t in this._zoomBoundLayers)var o=this._zoomBoundLayers[t].options,e=void 0===o.minZoom?e:Math.min(e,o.minZoom),i=void 0===o.maxZoom?i:Math.max(i,o.maxZoom);this._layersMaxZoom=i===-1/0?void 0:i,this._layersMinZoom=e===1/0?void 0:e,n!==this._getZoomSpan()&&this.fire("zoomlevelschange"),void 0===this.options.maxZoom&&this._layersMaxZoom&&this.getZoom()>this._layersMaxZoom&&this.setZoom(this._layersMaxZoom),void 0===this.options.minZoom&&this._layersMinZoom&&this.getZoom()<this._layersMinZoom&&this.setZoom(this._layersMinZoom)}}),o.extend({initialize:function(t,e){var i,n;if(c(this,e),this._layers={},t)for(i=0,n=t.length;i<n;i++)this.addLayer(t[i])},addLayer:function(t){var e=this.getLayerId(t);return this._layers[e]=t,this._map&&this._map.addLayer(t),this},removeLayer:function(t){t=t in this._layers?t:this.getLayerId(t);return this._map&&this._layers[t]&&this._map.removeLayer(this._layers[t]),delete this._layers[t],this},hasLayer:function(t){return("number"==typeof t?t:this.getLayerId(t))in this._layers},clearLayers:function(){return this.eachLayer(this.removeLayer,this)},invoke:function(t){var e,i,n=Array.prototype.slice.call(arguments,1);for(e in this._layers)(i=this._layers[e])[t]&&i[t].apply(i,n);return this},onAdd:function(t){this.eachLayer(t.addLayer,t)},onRemove:function(t){this.eachLayer(t.removeLayer,t)},eachLayer:function(t,e){for(var i in this._layers)t.call(e,this._layers[i]);return this},getLayer:function(t){return this._layers[t]},getLayers:function(){var t=[];return this.eachLayer(t.push,t),t},setZIndex:function(t){return this.invoke("setZIndex",t)},getLayerId:h})),ci=ui.extend({addLayer:function(t){return this.hasLayer(t)?this:(t.addEventParent(this),ui.prototype.addLayer.call(this,t),this.fire("layeradd",{layer:t}))},removeLayer:function(t){return this.hasLayer(t)?((t=t in this._layers?this._layers[t]:t).removeEventParent(this),ui.prototype.removeLayer.call(this,t),this.fire("layerremove",{layer:t})):this},setStyle:function(t){return this.invoke("setStyle",t)},bringToFront:function(){return this.invoke("bringToFront")},bringToBack:function(){return this.invoke("bringToBack")},getBounds:function(){var t,e=new s;for(t in this._layers){var i=this._layers[t];e.extend(i.getBounds?i.getBounds():i.getLatLng())}return e}}),di=et.extend({options:{popupAnchor:[0,0],tooltipAnchor:[0,0],crossOrigin:!1},initialize:function(t){c(this,t)},createIcon:function(t){return this._createIcon("icon",t)},createShadow:function(t){return this._createIcon("shadow",t)},_createIcon:function(t,e){var i=this._getIconUrl(t);if(i)return i=this._createImg(i,e&&"IMG"===e.tagName?e:null),this._setIconStyles(i,t),!this.options.crossOrigin&&""!==this.options.crossOrigin||(i.crossOrigin=!0===this.options.crossOrigin?"":this.options.crossOrigin),i;if("icon"===t)throw new Error("iconUrl not set in Icon options (see the docs).");return null},_setIconStyles:function(t,e){var i=this.options,n=i[e+"Size"],n=m(n="number"==typeof n?[n,n]:n),o=m("shadow"===e&&i.shadowAnchor||i.iconAnchor||n&&n.divideBy(2,!0));t.className="leaflet-marker-"+e+" "+(i.className||""),o&&(t.style.marginLeft=-o.x+"px",t.style.marginTop=-o.y+"px"),n&&(t.style.width=n.x+"px",t.style.height=n.y+"px")},_createImg:function(t,e){return(e=e||document.createElement("img")).src=t,e},_getIconUrl:function(t){return b.retina&&this.options[t+"RetinaUrl"]||this.options[t+"Url"]}});var _i=di.extend({options:{iconUrl:"marker-icon.png",iconRetinaUrl:"marker-icon-2x.png",shadowUrl:"marker-shadow.png",iconSize:[25,41],iconAnchor:[12,41],popupAnchor:[1,-34],tooltipAnchor:[16,-28],shadowSize:[41,41]},_getIconUrl:function(t){return"string"!=typeof _i.imagePath&&(_i.imagePath=this._detectIconPath()),(this.options.imagePath||_i.imagePath)+di.prototype._getIconUrl.call(this,t)},_stripUrl:function(t){function e(t,e,i){return(e=e.exec(t))&&e[i]}return(t=e(t,/^url\((['"])?(.+)\1\)$/,2))&&e(t,/^(.*)marker-icon\.png$/,1)},_detectIconPath:function(){var t=P("div","leaflet-default-icon-path",document.body),e=pe(t,"background-image")||pe(t,"backgroundImage");return document.body.removeChild(t),(e=this._stripUrl(e))?e:(t=document.querySelector('link[href$="leaflet.css"]'))?t.href.substring(0,t.href.length-"leaflet.css".length-1):""}}),pi=n.extend({initialize:function(t){this._marker=t},addHooks:function(){var t=this._marker._icon;this._draggable||(this._draggable=new Xe(t,t,!0)),this._draggable.on({dragstart:this._onDragStart,predrag:this._onPreDrag,drag:this._onDrag,dragend:this._onDragEnd},this).enable(),M(t,"leaflet-marker-draggable")},removeHooks:function(){this._draggable.off({dragstart:this._onDragStart,predrag:this._onPreDrag,drag:this._onDrag,dragend:this._onDragEnd},this).disable(),this._marker._icon&&z(this._marker._icon,"leaflet-marker-draggable")},moved:function(){return this._draggable&&this._draggable._moved},_adjustPan:function(t){var e=this._marker,i=e._map,n=this._marker.options.autoPanSpeed,o=this._marker.options.autoPanPadding,s=Pe(e._icon),r=i.getPixelBounds(),a=i.getPixelOrigin(),a=_(r.min._subtract(a).add(o),r.max._subtract(a).subtract(o));a.contains(s)||(o=m((Math.max(a.max.x,s.x)-a.max.x)/(r.max.x-a.max.x)-(Math.min(a.min.x,s.x)-a.min.x)/(r.min.x-a.min.x),(Math.max(a.max.y,s.y)-a.max.y)/(r.max.y-a.max.y)-(Math.min(a.min.y,s.y)-a.min.y)/(r.min.y-a.min.y)).multiplyBy(n),i.panBy(o,{animate:!1}),this._draggable._newPos._add(o),this._draggable._startPos._add(o),Z(e._icon,this._draggable._newPos),this._onDrag(t),this._panRequest=x(this._adjustPan.bind(this,t)))},_onDragStart:function(){this._oldLatLng=this._marker.getLatLng(),this._marker.closePopup&&this._marker.closePopup(),this._marker.fire("movestart").fire("dragstart")},_onPreDrag:function(t){this._marker.options.autoPan&&(r(this._panRequest),this._panRequest=x(this._adjustPan.bind(this,t)))},_onDrag:function(t){var e=this._marker,i=e._shadow,n=Pe(e._icon),o=e._map.layerPointToLatLng(n);i&&Z(i,n),e._latlng=o,t.latlng=o,t.oldLatLng=this._oldLatLng,e.fire("move",t).fire("drag",t)},_onDragEnd:function(t){r(this._panRequest),delete this._oldLatLng,this._marker.fire("moveend").fire("dragend",t)}}),mi=o.extend({options:{icon:new _i,interactive:!0,keyboard:!0,title:"",alt:"Marker",zIndexOffset:0,opacity:1,riseOnHover:!1,riseOffset:250,pane:"markerPane",shadowPane:"shadowPane",bubblingMouseEvents:!1,autoPanOnFocus:!0,draggable:!1,autoPan:!1,autoPanPadding:[50,50],autoPanSpeed:10},initialize:function(t,e){c(this,e),this._latlng=w(t)},onAdd:function(t){this._zoomAnimated=this._zoomAnimated&&t.options.markerZoomAnimation,this._zoomAnimated&&t.on("zoomanim",this._animateZoom,this),this._initIcon(),this.update()},onRemove:function(t){this.dragging&&this.dragging.enabled()&&(this.options.draggable=!0,this.dragging.removeHooks()),delete this.dragging,this._zoomAnimated&&t.off("zoomanim",this._animateZoom,this),this._removeIcon(),this._removeShadow()},getEvents:function(){return{zoom:this.update,viewreset:this.update}},getLatLng:function(){return this._latlng},setLatLng:function(t){var e=this._latlng;return this._latlng=w(t),this.update(),this.fire("move",{oldLatLng:e,latlng:this._latlng})},setZIndexOffset:function(t){return this.options.zIndexOffset=t,this.update()},getIcon:function(){return this.options.icon},setIcon:function(t){return this.options.icon=t,this._map&&(this._initIcon(),this.update()),this._popup&&this.bindPopup(this._popup,this._popup.options),this},getElement:function(){return this._icon},update:function(){var t;return this._icon&&this._map&&(t=this._map.latLngToLayerPoint(this._latlng).round(),this._setPos(t)),this},_initIcon:function(){var t=this.options,e="leaflet-zoom-"+(this._zoomAnimated?"animated":"hide"),i=t.icon.createIcon(this._icon),n=!1,i=(i!==this._icon&&(this._icon&&this._removeIcon(),n=!0,t.title&&(i.title=t.title),"IMG"===i.tagName&&(i.alt=t.alt||"")),M(i,e),t.keyboard&&(i.tabIndex="0",i.setAttribute("role","button")),this._icon=i,t.riseOnHover&&this.on({mouseover:this._bringToFront,mouseout:this._resetZIndex}),this.options.autoPanOnFocus&&S(i,"focus",this._panOnFocus,this),t.icon.createShadow(this._shadow)),o=!1;i!==this._shadow&&(this._removeShadow(),o=!0),i&&(M(i,e),i.alt=""),this._shadow=i,t.opacity<1&&this._updateOpacity(),n&&this.getPane().appendChild(this._icon),this._initInteraction(),i&&o&&this.getPane(t.shadowPane).appendChild(this._shadow)},_removeIcon:function(){this.options.riseOnHover&&this.off({mouseover:this._bringToFront,mouseout:this._resetZIndex}),this.options.autoPanOnFocus&&k(this._icon,"focus",this._panOnFocus,this),T(this._icon),this.removeInteractiveTarget(this._icon),this._icon=null},_removeShadow:function(){this._shadow&&T(this._shadow),this._shadow=null},_setPos:function(t){this._icon&&Z(this._icon,t),this._shadow&&Z(this._shadow,t),this._zIndex=t.y+this.options.zIndexOffset,this._resetZIndex()},_updateZIndex:function(t){this._icon&&(this._icon.style.zIndex=this._zIndex+t)},_animateZoom:function(t){t=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center).round();this._setPos(t)},_initInteraction:function(){var t;this.options.interactive&&(M(this._icon,"leaflet-interactive"),this.addInteractiveTarget(this._icon),pi&&(t=this.options.draggable,this.dragging&&(t=this.dragging.enabled(),this.dragging.disable()),this.dragging=new pi(this),t&&this.dragging.enable()))},setOpacity:function(t){return this.options.opacity=t,this._map&&this._updateOpacity(),this},_updateOpacity:function(){var t=this.options.opacity;this._icon&&C(this._icon,t),this._shadow&&C(this._shadow,t)},_bringToFront:function(){this._updateZIndex(this.options.riseOffset)},_resetZIndex:function(){this._updateZIndex(0)},_panOnFocus:function(){var t,e,i=this._map;i&&(t=(e=this.options.icon.options).iconSize?m(e.iconSize):m(0,0),e=e.iconAnchor?m(e.iconAnchor):m(0,0),i.panInside(this._latlng,{paddingTopLeft:e,paddingBottomRight:t.subtract(e)}))},_getPopupAnchor:function(){return this.options.icon.options.popupAnchor},_getTooltipAnchor:function(){return this.options.icon.options.tooltipAnchor}});var fi=o.extend({options:{stroke:!0,color:"#3388ff",weight:3,opacity:1,lineCap:"round",lineJoin:"round",dashArray:null,dashOffset:null,fill:!1,fillColor:null,fillOpacity:.2,fillRule:"evenodd",interactive:!0,bubblingMouseEvents:!0},beforeAdd:function(t){this._renderer=t.getRenderer(this)},onAdd:function(){this._renderer._initPath(this),this._reset(),this._renderer._addPath(this)},onRemove:function(){this._renderer._removePath(this)},redraw:function(){return this._map&&this._renderer._updatePath(this),this},setStyle:function(t){return c(this,t),this._renderer&&(this._renderer._updateStyle(this),this.options.stroke&&t&&Object.prototype.hasOwnProperty.call(t,"weight")&&this._updateBounds()),this},bringToFront:function(){return this._renderer&&this._renderer._bringToFront(this),this},bringToBack:function(){return this._renderer&&this._renderer._bringToBack(this),this},getElement:function(){return this._path},_reset:function(){this._project(),this._update()},_clickTolerance:function(){return(this.options.stroke?this.options.weight/2:0)+(this._renderer.options.tolerance||0)}}),gi=fi.extend({options:{fill:!0,radius:10},initialize:function(t,e){c(this,e),this._latlng=w(t),this._radius=this.options.radius},setLatLng:function(t){var e=this._latlng;return this._latlng=w(t),this.redraw(),this.fire("move",{oldLatLng:e,latlng:this._latlng})},getLatLng:function(){return this._latlng},setRadius:function(t){return this.options.radius=this._radius=t,this.redraw()},getRadius:function(){return this._radius},setStyle:function(t){var e=t&&t.radius||this._radius;return fi.prototype.setStyle.call(this,t),this.setRadius(e),this},_project:function(){this._point=this._map.latLngToLayerPoint(this._latlng),this._updateBounds()},_updateBounds:function(){var t=this._radius,e=this._radiusY||t,i=this._clickTolerance(),t=[t+i,e+i];this._pxBounds=new f(this._point.subtract(t),this._point.add(t))},_update:function(){this._map&&this._updatePath()},_updatePath:function(){this._renderer._updateCircle(this)},_empty:function(){return this._radius&&!this._renderer._bounds.intersects(this._pxBounds)},_containsPoint:function(t){return t.distanceTo(this._point)<=this._radius+this._clickTolerance()}});var vi=gi.extend({initialize:function(t,e,i){if(c(this,e="number"==typeof e?l({},i,{radius:e}):e),this._latlng=w(t),isNaN(this.options.radius))throw new Error("Circle radius cannot be NaN");this._mRadius=this.options.radius},setRadius:function(t){return this._mRadius=t,this.redraw()},getRadius:function(){return this._mRadius},getBounds:function(){var t=[this._radius,this._radiusY||this._radius];return new s(this._map.layerPointToLatLng(this._point.subtract(t)),this._map.layerPointToLatLng(this._point.add(t)))},setStyle:fi.prototype.setStyle,_project:function(){var t,e,i,n,o,s=this._latlng.lng,r=this._latlng.lat,a=this._map,h=a.options.crs;h.distance===st.distance?(n=Math.PI/180,o=this._mRadius/st.R/n,t=a.project([r+o,s]),e=a.project([r-o,s]),e=t.add(e).divideBy(2),i=a.unproject(e).lat,n=Math.acos((Math.cos(o*n)-Math.sin(r*n)*Math.sin(i*n))/(Math.cos(r*n)*Math.cos(i*n)))/n,!isNaN(n)&&0!==n||(n=o/Math.cos(Math.PI/180*r)),this._point=e.subtract(a.getPixelOrigin()),this._radius=isNaN(n)?0:e.x-a.project([i,s-n]).x,this._radiusY=e.y-t.y):(o=h.unproject(h.project(this._latlng).subtract([this._mRadius,0])),this._point=a.latLngToLayerPoint(this._latlng),this._radius=this._point.x-a.latLngToLayerPoint(o).x),this._updateBounds()}});var yi=fi.extend({options:{smoothFactor:1,noClip:!1},initialize:function(t,e){c(this,e),this._setLatLngs(t)},getLatLngs:function(){return this._latlngs},setLatLngs:function(t){return this._setLatLngs(t),this.redraw()},isEmpty:function(){return!this._latlngs.length},closestLayerPoint:function(t){for(var e=1/0,i=null,n=ri,o=0,s=this._parts.length;o<s;o++)for(var r=this._parts[o],a=1,h=r.length;a<h;a++){var l,u,c=n(t,l=r[a-1],u=r[a],!0);c<e&&(e=c,i=n(t,l,u))}return i&&(i.distance=Math.sqrt(e)),i},getCenter:function(){if(this._map)return hi(this._defaultShape(),this._map.options.crs);throw new Error("Must add layer to map before using getCenter()")},getBounds:function(){return this._bounds},addLatLng:function(t,e){return e=e||this._defaultShape(),t=w(t),e.push(t),this._bounds.extend(t),this.redraw()},_setLatLngs:function(t){this._bounds=new s,this._latlngs=this._convertLatLngs(t)},_defaultShape:function(){return I(this._latlngs)?this._latlngs:this._latlngs[0]},_convertLatLngs:function(t){for(var e=[],i=I(t),n=0,o=t.length;n<o;n++)i?(e[n]=w(t[n]),this._bounds.extend(e[n])):e[n]=this._convertLatLngs(t[n]);return e},_project:function(){var t=new f;this._rings=[],this._projectLatlngs(this._latlngs,this._rings,t),this._bounds.isValid()&&t.isValid()&&(this._rawPxBounds=t,this._updateBounds())},_updateBounds:function(){var t=this._clickTolerance(),t=new p(t,t);this._rawPxBounds&&(this._pxBounds=new f([this._rawPxBounds.min.subtract(t),this._rawPxBounds.max.add(t)]))},_projectLatlngs:function(t,e,i){var n,o,s=t[0]instanceof v,r=t.length;if(s){for(o=[],n=0;n<r;n++)o[n]=this._map.latLngToLayerPoint(t[n]),i.extend(o[n]);e.push(o)}else for(n=0;n<r;n++)this._projectLatlngs(t[n],e,i)},_clipPoints:function(){var t=this._renderer._bounds;if(this._parts=[],this._pxBounds&&this._pxBounds.intersects(t))if(this.options.noClip)this._parts=this._rings;else for(var e,i,n,o,s=this._parts,r=0,a=0,h=this._rings.length;r<h;r++)for(e=0,i=(o=this._rings[r]).length;e<i-1;e++)(n=ni(o[e],o[e+1],t,e,!0))&&(s[a]=s[a]||[],s[a].push(n[0]),n[1]===o[e+1]&&e!==i-2||(s[a].push(n[1]),a++))},_simplifyPoints:function(){for(var t=this._parts,e=this.options.smoothFactor,i=0,n=t.length;i<n;i++)t[i]=ei(t[i],e)},_update:function(){this._map&&(this._clipPoints(),this._simplifyPoints(),this._updatePath())},_updatePath:function(){this._renderer._updatePoly(this)},_containsPoint:function(t,e){var i,n,o,s,r,a,h=this._clickTolerance();if(this._pxBounds&&this._pxBounds.contains(t))for(i=0,s=this._parts.length;i<s;i++)for(n=0,o=(r=(a=this._parts[i]).length)-1;n<r;o=n++)if((e||0!==n)&&ii(t,a[o],a[n])<=h)return!0;return!1}});yi._flat=ai;var xi=yi.extend({options:{fill:!0},isEmpty:function(){return!this._latlngs.length||!this._latlngs[0].length},getCenter:function(){if(this._map)return $e(this._defaultShape(),this._map.options.crs);throw new Error("Must add layer to map before using getCenter()")},_convertLatLngs:function(t){var t=yi.prototype._convertLatLngs.call(this,t),e=t.length;return 2<=e&&t[0]instanceof v&&t[0].equals(t[e-1])&&t.pop(),t},_setLatLngs:function(t){yi.prototype._setLatLngs.call(this,t),I(this._latlngs)&&(this._latlngs=[this._latlngs])},_defaultShape:function(){return(I(this._latlngs[0])?this._latlngs:this._latlngs[0])[0]},_clipPoints:function(){var t=this._renderer._bounds,e=this.options.weight,e=new p(e,e),t=new f(t.min.subtract(e),t.max.add(e));if(this._parts=[],this._pxBounds&&this._pxBounds.intersects(t))if(this.options.noClip)this._parts=this._rings;else for(var i,n=0,o=this._rings.length;n<o;n++)(i=Je(this._rings[n],t,!0)).length&&this._parts.push(i)},_updatePath:function(){this._renderer._updatePoly(this,!0)},_containsPoint:function(t){var e,i,n,o,s,r,a,h,l=!1;if(!this._pxBounds||!this._pxBounds.contains(t))return!1;for(o=0,a=this._parts.length;o<a;o++)for(s=0,r=(h=(e=this._parts[o]).length)-1;s<h;r=s++)i=e[s],n=e[r],i.y>t.y!=n.y>t.y&&t.x<(n.x-i.x)*(t.y-i.y)/(n.y-i.y)+i.x&&(l=!l);return l||yi.prototype._containsPoint.call(this,t,!0)}});var wi=ci.extend({initialize:function(t,e){c(this,e),this._layers={},t&&this.addData(t)},addData:function(t){var e,i,n,o=d(t)?t:t.features;if(o){for(e=0,i=o.length;e<i;e++)((n=o[e]).geometries||n.geometry||n.features||n.coordinates)&&this.addData(n);return this}var s,r=this.options;return(!r.filter||r.filter(t))&&(s=bi(t,r))?(s.feature=Zi(t),s.defaultOptions=s.options,this.resetStyle(s),r.onEachFeature&&r.onEachFeature(t,s),this.addLayer(s)):this},resetStyle:function(t){return void 0===t?this.eachLayer(this.resetStyle,this):(t.options=l({},t.defaultOptions),this._setLayerStyle(t,this.options.style),this)},setStyle:function(e){return this.eachLayer(function(t){this._setLayerStyle(t,e)},this)},_setLayerStyle:function(t,e){t.setStyle&&("function"==typeof e&&(e=e(t.feature)),t.setStyle(e))}});function bi(t,e){var i,n,o,s,r="Feature"===t.type?t.geometry:t,a=r?r.coordinates:null,h=[],l=e&&e.pointToLayer,u=e&&e.coordsToLatLng||Li;if(!a&&!r)return null;switch(r.type){case"Point":return Pi(l,t,i=u(a),e);case"MultiPoint":for(o=0,s=a.length;o<s;o++)i=u(a[o]),h.push(Pi(l,t,i,e));return new ci(h);case"LineString":case"MultiLineString":return n=Ti(a,"LineString"===r.type?0:1,u),new yi(n,e);case"Polygon":case"MultiPolygon":return n=Ti(a,"Polygon"===r.type?1:2,u),new xi(n,e);case"GeometryCollection":for(o=0,s=r.geometries.length;o<s;o++){var c=bi({geometry:r.geometries[o],type:"Feature",properties:t.properties},e);c&&h.push(c)}return new ci(h);case"FeatureCollection":for(o=0,s=r.features.length;o<s;o++){var d=bi(r.features[o],e);d&&h.push(d)}return new ci(h);default:throw new Error("Invalid GeoJSON object.")}}function Pi(t,e,i,n){return t?t(e,i):new mi(i,n&&n.markersInheritOptions&&n)}function Li(t){return new v(t[1],t[0],t[2])}function Ti(t,e,i){for(var n,o=[],s=0,r=t.length;s<r;s++)n=e?Ti(t[s],e-1,i):(i||Li)(t[s]),o.push(n);return o}function Mi(t,e){return void 0!==(t=w(t)).alt?[i(t.lng,e),i(t.lat,e),i(t.alt,e)]:[i(t.lng,e),i(t.lat,e)]}function zi(t,e,i,n){for(var o=[],s=0,r=t.length;s<r;s++)o.push(e?zi(t[s],I(t[s])?0:e-1,i,n):Mi(t[s],n));return!e&&i&&0<o.length&&o.push(o[0].slice()),o}function Ci(t,e){return t.feature?l({},t.feature,{geometry:e}):Zi(e)}function Zi(t){return"Feature"===t.type||"FeatureCollection"===t.type?t:{type:"Feature",properties:{},geometry:t}}Tt={toGeoJSON:function(t){return Ci(this,{type:"Point",coordinates:Mi(this.getLatLng(),t)})}};function Si(t,e){return new wi(t,e)}mi.include(Tt),vi.include(Tt),gi.include(Tt),yi.include({toGeoJSON:function(t){var e=!I(this._latlngs);return Ci(this,{type:(e?"Multi":"")+"LineString",coordinates:zi(this._latlngs,e?1:0,!1,t)})}}),xi.include({toGeoJSON:function(t){var e=!I(this._latlngs),i=e&&!I(this._latlngs[0]),t=zi(this._latlngs,i?2:e?1:0,!0,t);return Ci(this,{type:(i?"Multi":"")+"Polygon",coordinates:t=e?t:[t]})}}),ui.include({toMultiPoint:function(e){var i=[];return this.eachLayer(function(t){i.push(t.toGeoJSON(e).geometry.coordinates)}),Ci(this,{type:"MultiPoint",coordinates:i})},toGeoJSON:function(e){var i,n,t=this.feature&&this.feature.geometry&&this.feature.geometry.type;return"MultiPoint"===t?this.toMultiPoint(e):(i="GeometryCollection"===t,n=[],this.eachLayer(function(t){t.toGeoJSON&&(t=t.toGeoJSON(e),i?n.push(t.geometry):"FeatureCollection"===(t=Zi(t)).type?n.push.apply(n,t.features):n.push(t))}),i?Ci(this,{geometries:n,type:"GeometryCollection"}):{type:"FeatureCollection",features:n})}});var Mt=Si,Ei=o.extend({options:{opacity:1,alt:"",interactive:!1,crossOrigin:!1,errorOverlayUrl:"",zIndex:1,className:""},initialize:function(t,e,i){this._url=t,this._bounds=g(e),c(this,i)},onAdd:function(){this._image||(this._initImage(),this.options.opacity<1&&this._updateOpacity()),this.options.interactive&&(M(this._image,"leaflet-interactive"),this.addInteractiveTarget(this._image)),this.getPane().appendChild(this._image),this._reset()},onRemove:function(){T(this._image),this.options.interactive&&this.removeInteractiveTarget(this._image)},setOpacity:function(t){return this.options.opacity=t,this._image&&this._updateOpacity(),this},setStyle:function(t){return t.opacity&&this.setOpacity(t.opacity),this},bringToFront:function(){return this._map&&fe(this._image),this},bringToBack:function(){return this._map&&ge(this._image),this},setUrl:function(t){return this._url=t,this._image&&(this._image.src=t),this},setBounds:function(t){return this._bounds=g(t),this._map&&this._reset(),this},getEvents:function(){var t={zoom:this._reset,viewreset:this._reset};return this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},setZIndex:function(t){return this.options.zIndex=t,this._updateZIndex(),this},getBounds:function(){return this._bounds},getElement:function(){return this._image},_initImage:function(){var t="IMG"===this._url.tagName,e=this._image=t?this._url:P("img");M(e,"leaflet-image-layer"),this._zoomAnimated&&M(e,"leaflet-zoom-animated"),this.options.className&&M(e,this.options.className),e.onselectstart=u,e.onmousemove=u,e.onload=a(this.fire,this,"load"),e.onerror=a(this._overlayOnError,this,"error"),!this.options.crossOrigin&&""!==this.options.crossOrigin||(e.crossOrigin=!0===this.options.crossOrigin?"":this.options.crossOrigin),this.options.zIndex&&this._updateZIndex(),t?this._url=e.src:(e.src=this._url,e.alt=this.options.alt)},_animateZoom:function(t){var e=this._map.getZoomScale(t.zoom),t=this._map._latLngBoundsToNewLayerBounds(this._bounds,t.zoom,t.center).min;be(this._image,t,e)},_reset:function(){var t=this._image,e=new f(this._map.latLngToLayerPoint(this._bounds.getNorthWest()),this._map.latLngToLayerPoint(this._bounds.getSouthEast())),i=e.getSize();Z(t,e.min),t.style.width=i.x+"px",t.style.height=i.y+"px"},_updateOpacity:function(){C(this._image,this.options.opacity)},_updateZIndex:function(){this._image&&void 0!==this.options.zIndex&&null!==this.options.zIndex&&(this._image.style.zIndex=this.options.zIndex)},_overlayOnError:function(){this.fire("error");var t=this.options.errorOverlayUrl;t&&this._url!==t&&(this._url=t,this._image.src=t)},getCenter:function(){return this._bounds.getCenter()}}),ki=Ei.extend({options:{autoplay:!0,loop:!0,keepAspectRatio:!0,muted:!1,playsInline:!0},_initImage:function(){var t="VIDEO"===this._url.tagName,e=this._image=t?this._url:P("video");if(M(e,"leaflet-image-layer"),this._zoomAnimated&&M(e,"leaflet-zoom-animated"),this.options.className&&M(e,this.options.className),e.onselectstart=u,e.onmousemove=u,e.onloadeddata=a(this.fire,this,"load"),t){for(var i=e.getElementsByTagName("source"),n=[],o=0;o<i.length;o++)n.push(i[o].src);this._url=0<i.length?n:[e.src]}else{d(this._url)||(this._url=[this._url]),!this.options.keepAspectRatio&&Object.prototype.hasOwnProperty.call(e.style,"objectFit")&&(e.style.objectFit="fill"),e.autoplay=!!this.options.autoplay,e.loop=!!this.options.loop,e.muted=!!this.options.muted,e.playsInline=!!this.options.playsInline;for(var s=0;s<this._url.length;s++){var r=P("source");r.src=this._url[s],e.appendChild(r)}}}});var Oi=Ei.extend({_initImage:function(){var t=this._image=this._url;M(t,"leaflet-image-layer"),this._zoomAnimated&&M(t,"leaflet-zoom-animated"),this.options.className&&M(t,this.options.className),t.onselectstart=u,t.onmousemove=u}});var Ai=o.extend({options:{interactive:!1,offset:[0,0],className:"",pane:void 0,content:""},initialize:function(t,e){t&&(t instanceof v||d(t))?(this._latlng=w(t),c(this,e)):(c(this,t),this._source=e),this.options.content&&(this._content=this.options.content)},openOn:function(t){return(t=arguments.length?t:this._source._map).hasLayer(this)||t.addLayer(this),this},close:function(){return this._map&&this._map.removeLayer(this),this},toggle:function(t){return this._map?this.close():(arguments.length?this._source=t:t=this._source,this._prepareOpen(),this.openOn(t._map)),this},onAdd:function(t){this._zoomAnimated=t._zoomAnimated,this._container||this._initLayout(),t._fadeAnimated&&C(this._container,0),clearTimeout(this._removeTimeout),this.getPane().appendChild(this._container),this.update(),t._fadeAnimated&&C(this._container,1),this.bringToFront(),this.options.interactive&&(M(this._container,"leaflet-interactive"),this.addInteractiveTarget(this._container))},onRemove:function(t){t._fadeAnimated?(C(this._container,0),this._removeTimeout=setTimeout(a(T,void 0,this._container),200)):T(this._container),this.options.interactive&&(z(this._container,"leaflet-interactive"),this.removeInteractiveTarget(this._container))},getLatLng:function(){return this._latlng},setLatLng:function(t){return this._latlng=w(t),this._map&&(this._updatePosition(),this._adjustPan()),this},getContent:function(){return this._content},setContent:function(t){return this._content=t,this.update(),this},getElement:function(){return this._container},update:function(){this._map&&(this._container.style.visibility="hidden",this._updateContent(),this._updateLayout(),this._updatePosition(),this._container.style.visibility="",this._adjustPan())},getEvents:function(){var t={zoom:this._updatePosition,viewreset:this._updatePosition};return this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},isOpen:function(){return!!this._map&&this._map.hasLayer(this)},bringToFront:function(){return this._map&&fe(this._container),this},bringToBack:function(){return this._map&&ge(this._container),this},_prepareOpen:function(t){if(!(i=this._source)._map)return!1;if(i instanceof ci){var e,i=null,n=this._source._layers;for(e in n)if(n[e]._map){i=n[e];break}if(!i)return!1;this._source=i}if(!t)if(i.getCenter)t=i.getCenter();else if(i.getLatLng)t=i.getLatLng();else{if(!i.getBounds)throw new Error("Unable to get source layer LatLng.");t=i.getBounds().getCenter()}return this.setLatLng(t),this._map&&this.update(),!0},_updateContent:function(){if(this._content){var t=this._contentNode,e="function"==typeof this._content?this._content(this._source||this):this._content;if("string"==typeof e)t.innerHTML=e;else{for(;t.hasChildNodes();)t.removeChild(t.firstChild);t.appendChild(e)}this.fire("contentupdate")}},_updatePosition:function(){var t,e,i;this._map&&(e=this._map.latLngToLayerPoint(this._latlng),t=m(this.options.offset),i=this._getAnchor(),this._zoomAnimated?Z(this._container,e.add(i)):t=t.add(e).add(i),e=this._containerBottom=-t.y,i=this._containerLeft=-Math.round(this._containerWidth/2)+t.x,this._container.style.bottom=e+"px",this._container.style.left=i+"px")},_getAnchor:function(){return[0,0]}}),Bi=(A.include({_initOverlay:function(t,e,i,n){var o=e;return o instanceof t||(o=new t(n).setContent(e)),i&&o.setLatLng(i),o}}),o.include({_initOverlay:function(t,e,i,n){var o=i;return o instanceof t?(c(o,n),o._source=this):(o=e&&!n?e:new t(n,this)).setContent(i),o}}),Ai.extend({options:{pane:"popupPane",offset:[0,7],maxWidth:300,minWidth:50,maxHeight:null,autoPan:!0,autoPanPaddingTopLeft:null,autoPanPaddingBottomRight:null,autoPanPadding:[5,5],keepInView:!1,closeButton:!0,autoClose:!0,closeOnEscapeKey:!0,className:""},openOn:function(t){return!(t=arguments.length?t:this._source._map).hasLayer(this)&&t._popup&&t._popup.options.autoClose&&t.removeLayer(t._popup),t._popup=this,Ai.prototype.openOn.call(this,t)},onAdd:function(t){Ai.prototype.onAdd.call(this,t),t.fire("popupopen",{popup:this}),this._source&&(this._source.fire("popupopen",{popup:this},!0),this._source instanceof fi||this._source.on("preclick",Ae))},onRemove:function(t){Ai.prototype.onRemove.call(this,t),t.fire("popupclose",{popup:this}),this._source&&(this._source.fire("popupclose",{popup:this},!0),this._source instanceof fi||this._source.off("preclick",Ae))},getEvents:function(){var t=Ai.prototype.getEvents.call(this);return(void 0!==this.options.closeOnClick?this.options.closeOnClick:this._map.options.closePopupOnClick)&&(t.preclick=this.close),this.options.keepInView&&(t.moveend=this._adjustPan),t},_initLayout:function(){var t="leaflet-popup",e=this._container=P("div",t+" "+(this.options.className||"")+" leaflet-zoom-animated"),i=this._wrapper=P("div",t+"-content-wrapper",e);this._contentNode=P("div",t+"-content",i),Ie(e),Be(this._contentNode),S(e,"contextmenu",Ae),this._tipContainer=P("div",t+"-tip-container",e),this._tip=P("div",t+"-tip",this._tipContainer),this.options.closeButton&&((i=this._closeButton=P("a",t+"-close-button",e)).setAttribute("role","button"),i.setAttribute("aria-label","Close popup"),i.href="#close",i.innerHTML='<span aria-hidden="true">×</span>',S(i,"click",function(t){O(t),this.close()},this))},_updateLayout:function(){var t=this._contentNode,e=t.style,i=(e.width="",e.whiteSpace="nowrap",t.offsetWidth),i=Math.min(i,this.options.maxWidth),i=(i=Math.max(i,this.options.minWidth),e.width=i+1+"px",e.whiteSpace="",e.height="",t.offsetHeight),n=this.options.maxHeight,o="leaflet-popup-scrolled";(n&&n<i?(e.height=n+"px",M):z)(t,o),this._containerWidth=this._container.offsetWidth},_animateZoom:function(t){var t=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center),e=this._getAnchor();Z(this._container,t.add(e))},_adjustPan:function(){var t,e,i,n,o,s,r,a;this.options.autoPan&&(this._map._panAnim&&this._map._panAnim.stop(),this._autopanning?this._autopanning=!1:(t=this._map,e=parseInt(pe(this._container,"marginBottom"),10)||0,e=this._container.offsetHeight+e,a=this._containerWidth,(i=new p(this._containerLeft,-e-this._containerBottom))._add(Pe(this._container)),i=t.layerPointToContainerPoint(i),o=m(this.options.autoPanPadding),n=m(this.options.autoPanPaddingTopLeft||o),o=m(this.options.autoPanPaddingBottomRight||o),s=t.getSize(),r=0,i.x+a+o.x>s.x&&(r=i.x+a-s.x+o.x),i.x-r-n.x<(a=0)&&(r=i.x-n.x),i.y+e+o.y>s.y&&(a=i.y+e-s.y+o.y),i.y-a-n.y<0&&(a=i.y-n.y),(r||a)&&(this.options.keepInView&&(this._autopanning=!0),t.fire("autopanstart").panBy([r,a]))))},_getAnchor:function(){return m(this._source&&this._source._getPopupAnchor?this._source._getPopupAnchor():[0,0])}})),Ii=(A.mergeOptions({closePopupOnClick:!0}),A.include({openPopup:function(t,e,i){return this._initOverlay(Bi,t,e,i).openOn(this),this},closePopup:function(t){return(t=arguments.length?t:this._popup)&&t.close(),this}}),o.include({bindPopup:function(t,e){return this._popup=this._initOverlay(Bi,this._popup,t,e),this._popupHandlersAdded||(this.on({click:this._openPopup,keypress:this._onKeyPress,remove:this.closePopup,move:this._movePopup}),this._popupHandlersAdded=!0),this},unbindPopup:function(){return this._popup&&(this.off({click:this._openPopup,keypress:this._onKeyPress,remove:this.closePopup,move:this._movePopup}),this._popupHandlersAdded=!1,this._popup=null),this},openPopup:function(t){return this._popup&&(this instanceof ci||(this._popup._source=this),this._popup._prepareOpen(t||this._latlng)&&this._popup.openOn(this._map)),this},closePopup:function(){return this._popup&&this._popup.close(),this},togglePopup:function(){return this._popup&&this._popup.toggle(this),this},isPopupOpen:function(){return!!this._popup&&this._popup.isOpen()},setPopupContent:function(t){return this._popup&&this._popup.setContent(t),this},getPopup:function(){return this._popup},_openPopup:function(t){var e;this._popup&&this._map&&(Re(t),e=t.layer||t.target,this._popup._source!==e||e instanceof fi?(this._popup._source=e,this.openPopup(t.latlng)):this._map.hasLayer(this._popup)?this.closePopup():this.openPopup(t.latlng))},_movePopup:function(t){this._popup.setLatLng(t.latlng)},_onKeyPress:function(t){13===t.originalEvent.keyCode&&this._openPopup(t)}}),Ai.extend({options:{pane:"tooltipPane",offset:[0,0],direction:"auto",permanent:!1,sticky:!1,opacity:.9},onAdd:function(t){Ai.prototype.onAdd.call(this,t),this.setOpacity(this.options.opacity),t.fire("tooltipopen",{tooltip:this}),this._source&&(this.addEventParent(this._source),this._source.fire("tooltipopen",{tooltip:this},!0))},onRemove:function(t){Ai.prototype.onRemove.call(this,t),t.fire("tooltipclose",{tooltip:this}),this._source&&(this.removeEventParent(this._source),this._source.fire("tooltipclose",{tooltip:this},!0))},getEvents:function(){var t=Ai.prototype.getEvents.call(this);return this.options.permanent||(t.preclick=this.close),t},_initLayout:function(){var t="leaflet-tooltip "+(this.options.className||"")+" leaflet-zoom-"+(this._zoomAnimated?"animated":"hide");this._contentNode=this._container=P("div",t),this._container.setAttribute("role","tooltip"),this._container.setAttribute("id","leaflet-tooltip-"+h(this))},_updateLayout:function(){},_adjustPan:function(){},_setPosition:function(t){var e,i=this._map,n=this._container,o=i.latLngToContainerPoint(i.getCenter()),i=i.layerPointToContainerPoint(t),s=this.options.direction,r=n.offsetWidth,a=n.offsetHeight,h=m(this.options.offset),l=this._getAnchor(),i="top"===s?(e=r/2,a):"bottom"===s?(e=r/2,0):(e="center"===s?r/2:"right"===s?0:"left"===s?r:i.x<o.x?(s="right",0):(s="left",r+2*(h.x+l.x)),a/2);t=t.subtract(m(e,i,!0)).add(h).add(l),z(n,"leaflet-tooltip-right"),z(n,"leaflet-tooltip-left"),z(n,"leaflet-tooltip-top"),z(n,"leaflet-tooltip-bottom"),M(n,"leaflet-tooltip-"+s),Z(n,t)},_updatePosition:function(){var t=this._map.latLngToLayerPoint(this._latlng);this._setPosition(t)},setOpacity:function(t){this.options.opacity=t,this._container&&C(this._container,t)},_animateZoom:function(t){t=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center);this._setPosition(t)},_getAnchor:function(){return m(this._source&&this._source._getTooltipAnchor&&!this.options.sticky?this._source._getTooltipAnchor():[0,0])}})),Ri=(A.include({openTooltip:function(t,e,i){return this._initOverlay(Ii,t,e,i).openOn(this),this},closeTooltip:function(t){return t.close(),this}}),o.include({bindTooltip:function(t,e){return this._tooltip&&this.isTooltipOpen()&&this.unbindTooltip(),this._tooltip=this._initOverlay(Ii,this._tooltip,t,e),this._initTooltipInteractions(),this._tooltip.options.permanent&&this._map&&this._map.hasLayer(this)&&this.openTooltip(),this},unbindTooltip:function(){return this._tooltip&&(this._initTooltipInteractions(!0),this.closeTooltip(),this._tooltip=null),this},_initTooltipInteractions:function(t){var e,i;!t&&this._tooltipHandlersAdded||(e=t?"off":"on",i={remove:this.closeTooltip,move:this._moveTooltip},this._tooltip.options.permanent?i.add=this._openTooltip:(i.mouseover=this._openTooltip,i.mouseout=this.closeTooltip,i.click=this._openTooltip,this._map?this._addFocusListeners():i.add=this._addFocusListeners),this._tooltip.options.sticky&&(i.mousemove=this._moveTooltip),this[e](i),this._tooltipHandlersAdded=!t)},openTooltip:function(t){return this._tooltip&&(this instanceof ci||(this._tooltip._source=this),this._tooltip._prepareOpen(t)&&(this._tooltip.openOn(this._map),this.getElement?this._setAriaDescribedByOnLayer(this):this.eachLayer&&this.eachLayer(this._setAriaDescribedByOnLayer,this))),this},closeTooltip:function(){if(this._tooltip)return this._tooltip.close()},toggleTooltip:function(){return this._tooltip&&this._tooltip.toggle(this),this},isTooltipOpen:function(){return this._tooltip.isOpen()},setTooltipContent:function(t){return this._tooltip&&this._tooltip.setContent(t),this},getTooltip:function(){return this._tooltip},_addFocusListeners:function(){this.getElement?this._addFocusListenersOnLayer(this):this.eachLayer&&this.eachLayer(this._addFocusListenersOnLayer,this)},_addFocusListenersOnLayer:function(t){var e="function"==typeof t.getElement&&t.getElement();e&&(S(e,"focus",function(){this._tooltip._source=t,this.openTooltip()},this),S(e,"blur",this.closeTooltip,this))},_setAriaDescribedByOnLayer:function(t){t="function"==typeof t.getElement&&t.getElement();t&&t.setAttribute("aria-describedby",this._tooltip._container.id)},_openTooltip:function(t){var e;this._tooltip&&this._map&&(this._map.dragging&&this._map.dragging.moving()&&!this._openOnceFlag?(this._openOnceFlag=!0,(e=this)._map.once("moveend",function(){e._openOnceFlag=!1,e._openTooltip(t)})):(this._tooltip._source=t.layer||t.target,this.openTooltip(this._tooltip.options.sticky?t.latlng:void 0)))},_moveTooltip:function(t){var e=t.latlng;this._tooltip.options.sticky&&t.originalEvent&&(t=this._map.mouseEventToContainerPoint(t.originalEvent),t=this._map.containerPointToLayerPoint(t),e=this._map.layerPointToLatLng(t)),this._tooltip.setLatLng(e)}}),di.extend({options:{iconSize:[12,12],html:!1,bgPos:null,className:"leaflet-div-icon"},createIcon:function(t){var t=t&&"DIV"===t.tagName?t:document.createElement("div"),e=this.options;return e.html instanceof Element?(me(t),t.appendChild(e.html)):t.innerHTML=!1!==e.html?e.html:"",e.bgPos&&(e=m(e.bgPos),t.style.backgroundPosition=-e.x+"px "+-e.y+"px"),this._setIconStyles(t,"icon"),t},createShadow:function(){return null}}));di.Default=_i;var Ni=o.extend({options:{tileSize:256,opacity:1,updateWhenIdle:b.mobile,updateWhenZooming:!0,updateInterval:200,zIndex:1,bounds:null,minZoom:0,maxZoom:void 0,maxNativeZoom:void 0,minNativeZoom:void 0,noWrap:!1,pane:"tilePane",className:"",keepBuffer:2},initialize:function(t){c(this,t)},onAdd:function(){this._initContainer(),this._levels={},this._tiles={},this._resetView()},beforeAdd:function(t){t._addZoomLimit(this)},onRemove:function(t){this._removeAllTiles(),T(this._container),t._removeZoomLimit(this),this._container=null,this._tileZoom=void 0},bringToFront:function(){return this._map&&(fe(this._container),this._setAutoZIndex(Math.max)),this},bringToBack:function(){return this._map&&(ge(this._container),this._setAutoZIndex(Math.min)),this},getContainer:function(){return this._container},setOpacity:function(t){return this.options.opacity=t,this._updateOpacity(),this},setZIndex:function(t){return this.options.zIndex=t,this._updateZIndex(),this},isLoading:function(){return this._loading},redraw:function(){var t;return this._map&&(this._removeAllTiles(),(t=this._clampZoom(this._map.getZoom()))!==this._tileZoom&&(this._tileZoom=t,this._updateLevels()),this._update()),this},getEvents:function(){var t={viewprereset:this._invalidateAll,viewreset:this._resetView,zoom:this._resetView,moveend:this._onMoveEnd};return this.options.updateWhenIdle||(this._onMove||(this._onMove=j(this._onMoveEnd,this.options.updateInterval,this)),t.move=this._onMove),this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},createTile:function(){return document.createElement("div")},getTileSize:function(){var t=this.options.tileSize;return t instanceof p?t:new p(t,t)},_updateZIndex:function(){this._container&&void 0!==this.options.zIndex&&null!==this.options.zIndex&&(this._container.style.zIndex=this.options.zIndex)},_setAutoZIndex:function(t){for(var e,i=this.getPane().children,n=-t(-1/0,1/0),o=0,s=i.length;o<s;o++)e=i[o].style.zIndex,i[o]!==this._container&&e&&(n=t(n,+e));isFinite(n)&&(this.options.zIndex=n+t(-1,1),this._updateZIndex())},_updateOpacity:function(){if(this._map&&!b.ielt9){C(this._container,this.options.opacity);var t,e=+new Date,i=!1,n=!1;for(t in this._tiles){var o,s=this._tiles[t];s.current&&s.loaded&&(o=Math.min(1,(e-s.loaded)/200),C(s.el,o),o<1?i=!0:(s.active?n=!0:this._onOpaqueTile(s),s.active=!0))}n&&!this._noPrune&&this._pruneTiles(),i&&(r(this._fadeFrame),this._fadeFrame=x(this._updateOpacity,this))}},_onOpaqueTile:u,_initContainer:function(){this._container||(this._container=P("div","leaflet-layer "+(this.options.className||"")),this._updateZIndex(),this.options.opacity<1&&this._updateOpacity(),this.getPane().appendChild(this._container))},_updateLevels:function(){var t=this._tileZoom,e=this.options.maxZoom;if(void 0!==t){for(var i in this._levels)i=Number(i),this._levels[i].el.children.length||i===t?(this._levels[i].el.style.zIndex=e-Math.abs(t-i),this._onUpdateLevel(i)):(T(this._levels[i].el),this._removeTilesAtZoom(i),this._onRemoveLevel(i),delete this._levels[i]);var n=this._levels[t],o=this._map;return n||((n=this._levels[t]={}).el=P("div","leaflet-tile-container leaflet-zoom-animated",this._container),n.el.style.zIndex=e,n.origin=o.project(o.unproject(o.getPixelOrigin()),t).round(),n.zoom=t,this._setZoomTransform(n,o.getCenter(),o.getZoom()),u(n.el.offsetWidth),this._onCreateLevel(n)),this._level=n}},_onUpdateLevel:u,_onRemoveLevel:u,_onCreateLevel:u,_pruneTiles:function(){if(this._map){var t,e,i,n=this._map.getZoom();if(n>this.options.maxZoom||n<this.options.minZoom)this._removeAllTiles();else{for(t in this._tiles)(i=this._tiles[t]).retain=i.current;for(t in this._tiles)(i=this._tiles[t]).current&&!i.active&&(e=i.coords,this._retainParent(e.x,e.y,e.z,e.z-5)||this._retainChildren(e.x,e.y,e.z,e.z+2));for(t in this._tiles)this._tiles[t].retain||this._removeTile(t)}}},_removeTilesAtZoom:function(t){for(var e in this._tiles)this._tiles[e].coords.z===t&&this._removeTile(e)},_removeAllTiles:function(){for(var t in this._tiles)this._removeTile(t)},_invalidateAll:function(){for(var t in this._levels)T(this._levels[t].el),this._onRemoveLevel(Number(t)),delete this._levels[t];this._removeAllTiles(),this._tileZoom=void 0},_retainParent:function(t,e,i,n){var t=Math.floor(t/2),e=Math.floor(e/2),i=i-1,o=new p(+t,+e),o=(o.z=i,this._tileCoordsToKey(o)),o=this._tiles[o];return o&&o.active?o.retain=!0:(o&&o.loaded&&(o.retain=!0),n<i&&this._retainParent(t,e,i,n))},_retainChildren:function(t,e,i,n){for(var o=2*t;o<2*t+2;o++)for(var s=2*e;s<2*e+2;s++){var r=new p(o,s),r=(r.z=i+1,this._tileCoordsToKey(r)),r=this._tiles[r];r&&r.active?r.retain=!0:(r&&r.loaded&&(r.retain=!0),i+1<n&&this._retainChildren(o,s,i+1,n))}},_resetView:function(t){t=t&&(t.pinch||t.flyTo);this._setView(this._map.getCenter(),this._map.getZoom(),t,t)},_animateZoom:function(t){this._setView(t.center,t.zoom,!0,t.noUpdate)},_clampZoom:function(t){var e=this.options;return void 0!==e.minNativeZoom&&t<e.minNativeZoom?e.minNativeZoom:void 0!==e.maxNativeZoom&&e.maxNativeZoom<t?e.maxNativeZoom:t},_setView:function(t,e,i,n){var o=Math.round(e),o=void 0!==this.options.maxZoom&&o>this.options.maxZoom||void 0!==this.options.minZoom&&o<this.options.minZoom?void 0:this._clampZoom(o),s=this.options.updateWhenZooming&&o!==this._tileZoom;n&&!s||(this._tileZoom=o,this._abortLoading&&this._abortLoading(),this._updateLevels(),this._resetGrid(),void 0!==o&&this._update(t),i||this._pruneTiles(),this._noPrune=!!i),this._setZoomTransforms(t,e)},_setZoomTransforms:function(t,e){for(var i in this._levels)this._setZoomTransform(this._levels[i],t,e)},_setZoomTransform:function(t,e,i){var n=this._map.getZoomScale(i,t.zoom),e=t.origin.multiplyBy(n).subtract(this._map._getNewPixelOrigin(e,i)).round();b.any3d?be(t.el,e,n):Z(t.el,e)},_resetGrid:function(){var t=this._map,e=t.options.crs,i=this._tileSize=this.getTileSize(),n=this._tileZoom,o=this._map.getPixelWorldBounds(this._tileZoom);o&&(this._globalTileRange=this._pxBoundsToTileRange(o)),this._wrapX=e.wrapLng&&!this.options.noWrap&&[Math.floor(t.project([0,e.wrapLng[0]],n).x/i.x),Math.ceil(t.project([0,e.wrapLng[1]],n).x/i.y)],this._wrapY=e.wrapLat&&!this.options.noWrap&&[Math.floor(t.project([e.wrapLat[0],0],n).y/i.x),Math.ceil(t.project([e.wrapLat[1],0],n).y/i.y)]},_onMoveEnd:function(){this._map&&!this._map._animatingZoom&&this._update()},_getTiledPixelBounds:function(t){var e=this._map,i=e._animatingZoom?Math.max(e._animateToZoom,e.getZoom()):e.getZoom(),i=e.getZoomScale(i,this._tileZoom),t=e.project(t,this._tileZoom).floor(),e=e.getSize().divideBy(2*i);return new f(t.subtract(e),t.add(e))},_update:function(t){var e=this._map;if(e){var i=this._clampZoom(e.getZoom());if(void 0===t&&(t=e.getCenter()),void 0!==this._tileZoom){var n,e=this._getTiledPixelBounds(t),o=this._pxBoundsToTileRange(e),s=o.getCenter(),r=[],e=this.options.keepBuffer,a=new f(o.getBottomLeft().subtract([e,-e]),o.getTopRight().add([e,-e]));if(!(isFinite(o.min.x)&&isFinite(o.min.y)&&isFinite(o.max.x)&&isFinite(o.max.y)))throw new Error("Attempted to load an infinite number of tiles");for(n in this._tiles){var h=this._tiles[n].coords;h.z===this._tileZoom&&a.contains(new p(h.x,h.y))||(this._tiles[n].current=!1)}if(1<Math.abs(i-this._tileZoom))this._setView(t,i);else{for(var l=o.min.y;l<=o.max.y;l++)for(var u=o.min.x;u<=o.max.x;u++){var c,d=new p(u,l);d.z=this._tileZoom,this._isValidTile(d)&&((c=this._tiles[this._tileCoordsToKey(d)])?c.current=!0:r.push(d))}if(r.sort(function(t,e){return t.distanceTo(s)-e.distanceTo(s)}),0!==r.length){this._loading||(this._loading=!0,this.fire("loading"));for(var _=document.createDocumentFragment(),u=0;u<r.length;u++)this._addTile(r[u],_);this._level.el.appendChild(_)}}}}},_isValidTile:function(t){var e=this._map.options.crs;if(!e.infinite){var i=this._globalTileRange;if(!e.wrapLng&&(t.x<i.min.x||t.x>i.max.x)||!e.wrapLat&&(t.y<i.min.y||t.y>i.max.y))return!1}return!this.options.bounds||(e=this._tileCoordsToBounds(t),g(this.options.bounds).overlaps(e))},_keyToBounds:function(t){return this._tileCoordsToBounds(this._keyToTileCoords(t))},_tileCoordsToNwSe:function(t){var e=this._map,i=this.getTileSize(),n=t.scaleBy(i),i=n.add(i);return[e.unproject(n,t.z),e.unproject(i,t.z)]},_tileCoordsToBounds:function(t){t=this._tileCoordsToNwSe(t),t=new s(t[0],t[1]);return t=this.options.noWrap?t:this._map.wrapLatLngBounds(t)},_tileCoordsToKey:function(t){return t.x+":"+t.y+":"+t.z},_keyToTileCoords:function(t){var t=t.split(":"),e=new p(+t[0],+t[1]);return e.z=+t[2],e},_removeTile:function(t){var e=this._tiles[t];e&&(T(e.el),delete this._tiles[t],this.fire("tileunload",{tile:e.el,coords:this._keyToTileCoords(t)}))},_initTile:function(t){M(t,"leaflet-tile");var e=this.getTileSize();t.style.width=e.x+"px",t.style.height=e.y+"px",t.onselectstart=u,t.onmousemove=u,b.ielt9&&this.options.opacity<1&&C(t,this.options.opacity)},_addTile:function(t,e){var i=this._getTilePos(t),n=this._tileCoordsToKey(t),o=this.createTile(this._wrapCoords(t),a(this._tileReady,this,t));this._initTile(o),this.createTile.length<2&&x(a(this._tileReady,this,t,null,o)),Z(o,i),this._tiles[n]={el:o,coords:t,current:!0},e.appendChild(o),this.fire("tileloadstart",{tile:o,coords:t})},_tileReady:function(t,e,i){e&&this.fire("tileerror",{error:e,tile:i,coords:t});var n=this._tileCoordsToKey(t);(i=this._tiles[n])&&(i.loaded=+new Date,this._map._fadeAnimated?(C(i.el,0),r(this._fadeFrame),this._fadeFrame=x(this._updateOpacity,this)):(i.active=!0,this._pruneTiles()),e||(M(i.el,"leaflet-tile-loaded"),this.fire("tileload",{tile:i.el,coords:t})),this._noTilesToLoad()&&(this._loading=!1,this.fire("load"),b.ielt9||!this._map._fadeAnimated?x(this._pruneTiles,this):setTimeout(a(this._pruneTiles,this),250)))},_getTilePos:function(t){return t.scaleBy(this.getTileSize()).subtract(this._level.origin)},_wrapCoords:function(t){var e=new p(this._wrapX?H(t.x,this._wrapX):t.x,this._wrapY?H(t.y,this._wrapY):t.y);return e.z=t.z,e},_pxBoundsToTileRange:function(t){var e=this.getTileSize();return new f(t.min.unscaleBy(e).floor(),t.max.unscaleBy(e).ceil().subtract([1,1]))},_noTilesToLoad:function(){for(var t in this._tiles)if(!this._tiles[t].loaded)return!1;return!0}});var Di=Ni.extend({options:{minZoom:0,maxZoom:18,subdomains:"abc",errorTileUrl:"",zoomOffset:0,tms:!1,zoomReverse:!1,detectRetina:!1,crossOrigin:!1,referrerPolicy:!1},initialize:function(t,e){this._url=t,(e=c(this,e)).detectRetina&&b.retina&&0<e.maxZoom?(e.tileSize=Math.floor(e.tileSize/2),e.zoomReverse?(e.zoomOffset--,e.minZoom=Math.min(e.maxZoom,e.minZoom+1)):(e.zoomOffset++,e.maxZoom=Math.max(e.minZoom,e.maxZoom-1)),e.minZoom=Math.max(0,e.minZoom)):e.zoomReverse?e.minZoom=Math.min(e.maxZoom,e.minZoom):e.maxZoom=Math.max(e.minZoom,e.maxZoom),"string"==typeof e.subdomains&&(e.subdomains=e.subdomains.split("")),this.on("tileunload",this._onTileRemove)},setUrl:function(t,e){return this._url===t&&void 0===e&&(e=!0),this._url=t,e||this.redraw(),this},createTile:function(t,e){var i=document.createElement("img");return S(i,"load",a(this._tileOnLoad,this,e,i)),S(i,"error",a(this._tileOnError,this,e,i)),!this.options.crossOrigin&&""!==this.options.crossOrigin||(i.crossOrigin=!0===this.options.crossOrigin?"":this.options.crossOrigin),"string"==typeof this.options.referrerPolicy&&(i.referrerPolicy=this.options.referrerPolicy),i.alt="",i.src=this.getTileUrl(t),i},getTileUrl:function(t){var e={r:b.retina?"@2x":"",s:this._getSubdomain(t),x:t.x,y:t.y,z:this._getZoomForUrl()};return this._map&&!this._map.options.crs.infinite&&(t=this._globalTileRange.max.y-t.y,this.options.tms&&(e.y=t),e["-y"]=t),q(this._url,l(e,this.options))},_tileOnLoad:function(t,e){b.ielt9?setTimeout(a(t,this,null,e),0):t(null,e)},_tileOnError:function(t,e,i){var n=this.options.errorTileUrl;n&&e.getAttribute("src")!==n&&(e.src=n),t(i,e)},_onTileRemove:function(t){t.tile.onload=null},_getZoomForUrl:function(){var t=this._tileZoom,e=this.options.maxZoom;return(t=this.options.zoomReverse?e-t:t)+this.options.zoomOffset},_getSubdomain:function(t){t=Math.abs(t.x+t.y)%this.options.subdomains.length;return this.options.subdomains[t]},_abortLoading:function(){var t,e,i;for(t in this._tiles)this._tiles[t].coords.z!==this._tileZoom&&((i=this._tiles[t].el).onload=u,i.onerror=u,i.complete||(i.src=K,e=this._tiles[t].coords,T(i),delete this._tiles[t],this.fire("tileabort",{tile:i,coords:e})))},_removeTile:function(t){var e=this._tiles[t];if(e)return e.el.setAttribute("src",K),Ni.prototype._removeTile.call(this,t)},_tileReady:function(t,e,i){if(this._map&&(!i||i.getAttribute("src")!==K))return Ni.prototype._tileReady.call(this,t,e,i)}});function ji(t,e){return new Di(t,e)}var Hi=Di.extend({defaultWmsParams:{service:"WMS",request:"GetMap",layers:"",styles:"",format:"image/jpeg",transparent:!1,version:"1.1.1"},options:{crs:null,uppercase:!1},initialize:function(t,e){this._url=t;var i,n=l({},this.defaultWmsParams);for(i in e)i in this.options||(n[i]=e[i]);var t=(e=c(this,e)).detectRetina&&b.retina?2:1,o=this.getTileSize();n.width=o.x*t,n.height=o.y*t,this.wmsParams=n},onAdd:function(t){this._crs=this.options.crs||t.options.crs,this._wmsVersion=parseFloat(this.wmsParams.version);var e=1.3<=this._wmsVersion?"crs":"srs";this.wmsParams[e]=this._crs.code,Di.prototype.onAdd.call(this,t)},getTileUrl:function(t){var e=this._tileCoordsToNwSe(t),i=this._crs,i=_(i.project(e[0]),i.project(e[1])),e=i.min,i=i.max,e=(1.3<=this._wmsVersion&&this._crs===li?[e.y,e.x,i.y,i.x]:[e.x,e.y,i.x,i.y]).join(","),i=Di.prototype.getTileUrl.call(this,t);return i+U(this.wmsParams,i,this.options.uppercase)+(this.options.uppercase?"&BBOX=":"&bbox=")+e},setParams:function(t,e){return l(this.wmsParams,t),e||this.redraw(),this}});Di.WMS=Hi,ji.wms=function(t,e){return new Hi(t,e)};var Wi=o.extend({options:{padding:.1},initialize:function(t){c(this,t),h(this),this._layers=this._layers||{}},onAdd:function(){this._container||(this._initContainer(),M(this._container,"leaflet-zoom-animated")),this.getPane().appendChild(this._container),this._update(),this.on("update",this._updatePaths,this)},onRemove:function(){this.off("update",this._updatePaths,this),this._destroyContainer()},getEvents:function(){var t={viewreset:this._reset,zoom:this._onZoom,moveend:this._update,zoomend:this._onZoomEnd};return this._zoomAnimated&&(t.zoomanim=this._onAnimZoom),t},_onAnimZoom:function(t){this._updateTransform(t.center,t.zoom)},_onZoom:function(){this._updateTransform(this._map.getCenter(),this._map.getZoom())},_updateTransform:function(t,e){var i=this._map.getZoomScale(e,this._zoom),n=this._map.getSize().multiplyBy(.5+this.options.padding),o=this._map.project(this._center,e),n=n.multiplyBy(-i).add(o).subtract(this._map._getNewPixelOrigin(t,e));b.any3d?be(this._container,n,i):Z(this._container,n)},_reset:function(){for(var t in this._update(),this._updateTransform(this._center,this._zoom),this._layers)this._layers[t]._reset()},_onZoomEnd:function(){for(var t in this._layers)this._layers[t]._project()},_updatePaths:function(){for(var t in this._layers)this._layers[t]._update()},_update:function(){var t=this.options.padding,e=this._map.getSize(),i=this._map.containerPointToLayerPoint(e.multiplyBy(-t)).round();this._bounds=new f(i,i.add(e.multiplyBy(1+2*t)).round()),this._center=this._map.getCenter(),this._zoom=this._map.getZoom()}}),Fi=Wi.extend({options:{tolerance:0},getEvents:function(){var t=Wi.prototype.getEvents.call(this);return t.viewprereset=this._onViewPreReset,t},_onViewPreReset:function(){this._postponeUpdatePaths=!0},onAdd:function(){Wi.prototype.onAdd.call(this),this._draw()},_initContainer:function(){var t=this._container=document.createElement("canvas");S(t,"mousemove",this._onMouseMove,this),S(t,"click dblclick mousedown mouseup contextmenu",this._onClick,this),S(t,"mouseout",this._handleMouseOut,this),t._leaflet_disable_events=!0,this._ctx=t.getContext("2d")},_destroyContainer:function(){r(this._redrawRequest),delete this._ctx,T(this._container),k(this._container),delete this._container},_updatePaths:function(){if(!this._postponeUpdatePaths){for(var t in this._redrawBounds=null,this._layers)this._layers[t]._update();this._redraw()}},_update:function(){var t,e,i,n;this._map._animatingZoom&&this._bounds||(Wi.prototype._update.call(this),t=this._bounds,e=this._container,i=t.getSize(),n=b.retina?2:1,Z(e,t.min),e.width=n*i.x,e.height=n*i.y,e.style.width=i.x+"px",e.style.height=i.y+"px",b.retina&&this._ctx.scale(2,2),this._ctx.translate(-t.min.x,-t.min.y),this.fire("update"))},_reset:function(){Wi.prototype._reset.call(this),this._postponeUpdatePaths&&(this._postponeUpdatePaths=!1,this._updatePaths())},_initPath:function(t){this._updateDashArray(t);t=(this._layers[h(t)]=t)._order={layer:t,prev:this._drawLast,next:null};this._drawLast&&(this._drawLast.next=t),this._drawLast=t,this._drawFirst=this._drawFirst||this._drawLast},_addPath:function(t){this._requestRedraw(t)},_removePath:function(t){var e=t._order,i=e.next,e=e.prev;i?i.prev=e:this._drawLast=e,e?e.next=i:this._drawFirst=i,delete t._order,delete this._layers[h(t)],this._requestRedraw(t)},_updatePath:function(t){this._extendRedrawBounds(t),t._project(),t._update(),this._requestRedraw(t)},_updateStyle:function(t){this._updateDashArray(t),this._requestRedraw(t)},_updateDashArray:function(t){if("string"==typeof t.options.dashArray){for(var e,i=t.options.dashArray.split(/[, ]+/),n=[],o=0;o<i.length;o++){if(e=Number(i[o]),isNaN(e))return;n.push(e)}t.options._dashArray=n}else t.options._dashArray=t.options.dashArray},_requestRedraw:function(t){this._map&&(this._extendRedrawBounds(t),this._redrawRequest=this._redrawRequest||x(this._redraw,this))},_extendRedrawBounds:function(t){var e;t._pxBounds&&(e=(t.options.weight||0)+1,this._redrawBounds=this._redrawBounds||new f,this._redrawBounds.extend(t._pxBounds.min.subtract([e,e])),this._redrawBounds.extend(t._pxBounds.max.add([e,e])))},_redraw:function(){this._redrawRequest=null,this._redrawBounds&&(this._redrawBounds.min._floor(),this._redrawBounds.max._ceil()),this._clear(),this._draw(),this._redrawBounds=null},_clear:function(){var t,e=this._redrawBounds;e?(t=e.getSize(),this._ctx.clearRect(e.min.x,e.min.y,t.x,t.y)):(this._ctx.save(),this._ctx.setTransform(1,0,0,1,0,0),this._ctx.clearRect(0,0,this._container.width,this._container.height),this._ctx.restore())},_draw:function(){var t,e,i=this._redrawBounds;this._ctx.save(),i&&(e=i.getSize(),this._ctx.beginPath(),this._ctx.rect(i.min.x,i.min.y,e.x,e.y),this._ctx.clip()),this._drawing=!0;for(var n=this._drawFirst;n;n=n.next)t=n.layer,(!i||t._pxBounds&&t._pxBounds.intersects(i))&&t._updatePath();this._drawing=!1,this._ctx.restore()},_updatePoly:function(t,e){if(this._drawing){var i,n,o,s,r=t._parts,a=r.length,h=this._ctx;if(a){for(h.beginPath(),i=0;i<a;i++){for(n=0,o=r[i].length;n<o;n++)s=r[i][n],h[n?"lineTo":"moveTo"](s.x,s.y);e&&h.closePath()}this._fillStroke(h,t)}}},_updateCircle:function(t){var e,i,n,o;this._drawing&&!t._empty()&&(e=t._point,i=this._ctx,n=Math.max(Math.round(t._radius),1),1!=(o=(Math.max(Math.round(t._radiusY),1)||n)/n)&&(i.save(),i.scale(1,o)),i.beginPath(),i.arc(e.x,e.y/o,n,0,2*Math.PI,!1),1!=o&&i.restore(),this._fillStroke(i,t))},_fillStroke:function(t,e){var i=e.options;i.fill&&(t.globalAlpha=i.fillOpacity,t.fillStyle=i.fillColor||i.color,t.fill(i.fillRule||"evenodd")),i.stroke&&0!==i.weight&&(t.setLineDash&&t.setLineDash(e.options&&e.options._dashArray||[]),t.globalAlpha=i.opacity,t.lineWidth=i.weight,t.strokeStyle=i.color,t.lineCap=i.lineCap,t.lineJoin=i.lineJoin,t.stroke())},_onClick:function(t){for(var e,i,n=this._map.mouseEventToLayerPoint(t),o=this._drawFirst;o;o=o.next)(e=o.layer).options.interactive&&e._containsPoint(n)&&(("click"===t.type||"preclick"===t.type)&&this._map._draggableMoved(e)||(i=e));this._fireEvent(!!i&&[i],t)},_onMouseMove:function(t){var e;!this._map||this._map.dragging.moving()||this._map._animatingZoom||(e=this._map.mouseEventToLayerPoint(t),this._handleMouseHover(t,e))},_handleMouseOut:function(t){var e=this._hoveredLayer;e&&(z(this._container,"leaflet-interactive"),this._fireEvent([e],t,"mouseout"),this._hoveredLayer=null,this._mouseHoverThrottled=!1)},_handleMouseHover:function(t,e){if(!this._mouseHoverThrottled){for(var i,n,o=this._drawFirst;o;o=o.next)(i=o.layer).options.interactive&&i._containsPoint(e)&&(n=i);n!==this._hoveredLayer&&(this._handleMouseOut(t),n&&(M(this._container,"leaflet-interactive"),this._fireEvent([n],t,"mouseover"),this._hoveredLayer=n)),this._fireEvent(!!this._hoveredLayer&&[this._hoveredLayer],t),this._mouseHoverThrottled=!0,setTimeout(a(function(){this._mouseHoverThrottled=!1},this),32)}},_fireEvent:function(t,e,i){this._map._fireDOMEvent(e,i||e.type,t)},_bringToFront:function(t){var e,i,n=t._order;n&&(e=n.next,i=n.prev,e&&((e.prev=i)?i.next=e:e&&(this._drawFirst=e),n.prev=this._drawLast,(this._drawLast.next=n).next=null,this._drawLast=n,this._requestRedraw(t)))},_bringToBack:function(t){var e,i,n=t._order;n&&(e=n.next,(i=n.prev)&&((i.next=e)?e.prev=i:i&&(this._drawLast=i),n.prev=null,n.next=this._drawFirst,this._drawFirst.prev=n,this._drawFirst=n,this._requestRedraw(t)))}});function Ui(t){return b.canvas?new Fi(t):null}var Vi=function(){try{return document.namespaces.add("lvml","urn:schemas-microsoft-com:vml"),function(t){return document.createElement("<lvml:"+t+' class="lvml">')}}catch(t){}return function(t){return document.createElement("<"+t+' xmlns="urn:schemas-microsoft.com:vml" class="lvml">')}}(),zt={_initContainer:function(){this._container=P("div","leaflet-vml-container")},_update:function(){this._map._animatingZoom||(Wi.prototype._update.call(this),this.fire("update"))},_initPath:function(t){var e=t._container=Vi("shape");M(e,"leaflet-vml-shape "+(this.options.className||"")),e.coordsize="1 1",t._path=Vi("path"),e.appendChild(t._path),this._updateStyle(t),this._layers[h(t)]=t},_addPath:function(t){var e=t._container;this._container.appendChild(e),t.options.interactive&&t.addInteractiveTarget(e)},_removePath:function(t){var e=t._container;T(e),t.removeInteractiveTarget(e),delete this._layers[h(t)]},_updateStyle:function(t){var e=t._stroke,i=t._fill,n=t.options,o=t._container;o.stroked=!!n.stroke,o.filled=!!n.fill,n.stroke?(e=e||(t._stroke=Vi("stroke")),o.appendChild(e),e.weight=n.weight+"px",e.color=n.color,e.opacity=n.opacity,n.dashArray?e.dashStyle=d(n.dashArray)?n.dashArray.join(" "):n.dashArray.replace(/( *, *)/g," "):e.dashStyle="",e.endcap=n.lineCap.replace("butt","flat"),e.joinstyle=n.lineJoin):e&&(o.removeChild(e),t._stroke=null),n.fill?(i=i||(t._fill=Vi("fill")),o.appendChild(i),i.color=n.fillColor||n.color,i.opacity=n.fillOpacity):i&&(o.removeChild(i),t._fill=null)},_updateCircle:function(t){var e=t._point.round(),i=Math.round(t._radius),n=Math.round(t._radiusY||i);this._setPath(t,t._empty()?"M0 0":"AL "+e.x+","+e.y+" "+i+","+n+" 0,23592600")},_setPath:function(t,e){t._path.v=e},_bringToFront:function(t){fe(t._container)},_bringToBack:function(t){ge(t._container)}},qi=b.vml?Vi:ct,Gi=Wi.extend({_initContainer:function(){this._container=qi("svg"),this._container.setAttribute("pointer-events","none"),this._rootGroup=qi("g"),this._container.appendChild(this._rootGroup)},_destroyContainer:function(){T(this._container),k(this._container),delete this._container,delete this._rootGroup,delete this._svgSize},_update:function(){var t,e,i;this._map._animatingZoom&&this._bounds||(Wi.prototype._update.call(this),e=(t=this._bounds).getSize(),i=this._container,this._svgSize&&this._svgSize.equals(e)||(this._svgSize=e,i.setAttribute("width",e.x),i.setAttribute("height",e.y)),Z(i,t.min),i.setAttribute("viewBox",[t.min.x,t.min.y,e.x,e.y].join(" ")),this.fire("update"))},_initPath:function(t){var e=t._path=qi("path");t.options.className&&M(e,t.options.className),t.options.interactive&&M(e,"leaflet-interactive"),this._updateStyle(t),this._layers[h(t)]=t},_addPath:function(t){this._rootGroup||this._initContainer(),this._rootGroup.appendChild(t._path),t.addInteractiveTarget(t._path)},_removePath:function(t){T(t._path),t.removeInteractiveTarget(t._path),delete this._layers[h(t)]},_updatePath:function(t){t._project(),t._update()},_updateStyle:function(t){var e=t._path,t=t.options;e&&(t.stroke?(e.setAttribute("stroke",t.color),e.setAttribute("stroke-opacity",t.opacity),e.setAttribute("stroke-width",t.weight),e.setAttribute("stroke-linecap",t.lineCap),e.setAttribute("stroke-linejoin",t.lineJoin),t.dashArray?e.setAttribute("stroke-dasharray",t.dashArray):e.removeAttribute("stroke-dasharray"),t.dashOffset?e.setAttribute("stroke-dashoffset",t.dashOffset):e.removeAttribute("stroke-dashoffset")):e.setAttribute("stroke","none"),t.fill?(e.setAttribute("fill",t.fillColor||t.color),e.setAttribute("fill-opacity",t.fillOpacity),e.setAttribute("fill-rule",t.fillRule||"evenodd")):e.setAttribute("fill","none"))},_updatePoly:function(t,e){this._setPath(t,dt(t._parts,e))},_updateCircle:function(t){var e=t._point,i=Math.max(Math.round(t._radius),1),n="a"+i+","+(Math.max(Math.round(t._radiusY),1)||i)+" 0 1,0 ",e=t._empty()?"M0 0":"M"+(e.x-i)+","+e.y+n+2*i+",0 "+n+2*-i+",0 ";this._setPath(t,e)},_setPath:function(t,e){t._path.setAttribute("d",e)},_bringToFront:function(t){fe(t._path)},_bringToBack:function(t){ge(t._path)}});function Ki(t){return b.svg||b.vml?new Gi(t):null}b.vml&&Gi.include(zt),A.include({getRenderer:function(t){t=(t=t.options.renderer||this._getPaneRenderer(t.options.pane)||this.options.renderer||this._renderer)||(this._renderer=this._createRenderer());return this.hasLayer(t)||this.addLayer(t),t},_getPaneRenderer:function(t){var e;return"overlayPane"!==t&&void 0!==t&&(void 0===(e=this._paneRenderers[t])&&(e=this._createRenderer({pane:t}),this._paneRenderers[t]=e),e)},_createRenderer:function(t){return this.options.preferCanvas&&Ui(t)||Ki(t)}});var Yi=xi.extend({initialize:function(t,e){xi.prototype.initialize.call(this,this._boundsToLatLngs(t),e)},setBounds:function(t){return this.setLatLngs(this._boundsToLatLngs(t))},_boundsToLatLngs:function(t){return[(t=g(t)).getSouthWest(),t.getNorthWest(),t.getNorthEast(),t.getSouthEast()]}});Gi.create=qi,Gi.pointsToPath=dt,wi.geometryToLayer=bi,wi.coordsToLatLng=Li,wi.coordsToLatLngs=Ti,wi.latLngToCoords=Mi,wi.latLngsToCoords=zi,wi.getFeature=Ci,wi.asFeature=Zi,A.mergeOptions({boxZoom:!0});var _t=n.extend({initialize:function(t){this._map=t,this._container=t._container,this._pane=t._panes.overlayPane,this._resetStateTimeout=0,t.on("unload",this._destroy,this)},addHooks:function(){S(this._container,"mousedown",this._onMouseDown,this)},removeHooks:function(){k(this._container,"mousedown",this._onMouseDown,this)},moved:function(){return this._moved},_destroy:function(){T(this._pane),delete this._pane},_resetState:function(){this._resetStateTimeout=0,this._moved=!1},_clearDeferredResetState:function(){0!==this._resetStateTimeout&&(clearTimeout(this._resetStateTimeout),this._resetStateTimeout=0)},_onMouseDown:function(t){if(!t.shiftKey||1!==t.which&&1!==t.button)return!1;this._clearDeferredResetState(),this._resetState(),re(),Le(),this._startPoint=this._map.mouseEventToContainerPoint(t),S(document,{contextmenu:Re,mousemove:this._onMouseMove,mouseup:this._onMouseUp,keydown:this._onKeyDown},this)},_onMouseMove:function(t){this._moved||(this._moved=!0,this._box=P("div","leaflet-zoom-box",this._container),M(this._container,"leaflet-crosshair"),this._map.fire("boxzoomstart")),this._point=this._map.mouseEventToContainerPoint(t);var t=new f(this._point,this._startPoint),e=t.getSize();Z(this._box,t.min),this._box.style.width=e.x+"px",this._box.style.height=e.y+"px"},_finish:function(){this._moved&&(T(this._box),z(this._container,"leaflet-crosshair")),ae(),Te(),k(document,{contextmenu:Re,mousemove:this._onMouseMove,mouseup:this._onMouseUp,keydown:this._onKeyDown},this)},_onMouseUp:function(t){1!==t.which&&1!==t.button||(this._finish(),this._moved&&(this._clearDeferredResetState(),this._resetStateTimeout=setTimeout(a(this._resetState,this),0),t=new s(this._map.containerPointToLatLng(this._startPoint),this._map.containerPointToLatLng(this._point)),this._map.fitBounds(t).fire("boxzoomend",{boxZoomBounds:t})))},_onKeyDown:function(t){27===t.keyCode&&(this._finish(),this._clearDeferredResetState(),this._resetState())}}),Ct=(A.addInitHook("addHandler","boxZoom",_t),A.mergeOptions({doubleClickZoom:!0}),n.extend({addHooks:function(){this._map.on("dblclick",this._onDoubleClick,this)},removeHooks:function(){this._map.off("dblclick",this._onDoubleClick,this)},_onDoubleClick:function(t){var e=this._map,i=e.getZoom(),n=e.options.zoomDelta,i=t.originalEvent.shiftKey?i-n:i+n;"center"===e.options.doubleClickZoom?e.setZoom(i):e.setZoomAround(t.containerPoint,i)}})),Zt=(A.addInitHook("addHandler","doubleClickZoom",Ct),A.mergeOptions({dragging:!0,inertia:!0,inertiaDeceleration:3400,inertiaMaxSpeed:1/0,easeLinearity:.2,worldCopyJump:!1,maxBoundsViscosity:0}),n.extend({addHooks:function(){var t;this._draggable||(t=this._map,this._draggable=new Xe(t._mapPane,t._container),this._draggable.on({dragstart:this._onDragStart,drag:this._onDrag,dragend:this._onDragEnd},this),this._draggable.on("predrag",this._onPreDragLimit,this),t.options.worldCopyJump&&(this._draggable.on("predrag",this._onPreDragWrap,this),t.on("zoomend",this._onZoomEnd,this),t.whenReady(this._onZoomEnd,this))),M(this._map._container,"leaflet-grab leaflet-touch-drag"),this._draggable.enable(),this._positions=[],this._times=[]},removeHooks:function(){z(this._map._container,"leaflet-grab"),z(this._map._container,"leaflet-touch-drag"),this._draggable.disable()},moved:function(){return this._draggable&&this._draggable._moved},moving:function(){return this._draggable&&this._draggable._moving},_onDragStart:function(){var t,e=this._map;e._stop(),this._map.options.maxBounds&&this._map.options.maxBoundsViscosity?(t=g(this._map.options.maxBounds),this._offsetLimit=_(this._map.latLngToContainerPoint(t.getNorthWest()).multiplyBy(-1),this._map.latLngToContainerPoint(t.getSouthEast()).multiplyBy(-1).add(this._map.getSize())),this._viscosity=Math.min(1,Math.max(0,this._map.options.maxBoundsViscosity))):this._offsetLimit=null,e.fire("movestart").fire("dragstart"),e.options.inertia&&(this._positions=[],this._times=[])},_onDrag:function(t){var e,i;this._map.options.inertia&&(e=this._lastTime=+new Date,i=this._lastPos=this._draggable._absPos||this._draggable._newPos,this._positions.push(i),this._times.push(e),this._prunePositions(e)),this._map.fire("move",t).fire("drag",t)},_prunePositions:function(t){for(;1<this._positions.length&&50<t-this._times[0];)this._positions.shift(),this._times.shift()},_onZoomEnd:function(){var t=this._map.getSize().divideBy(2),e=this._map.latLngToLayerPoint([0,0]);this._initialWorldOffset=e.subtract(t).x,this._worldWidth=this._map.getPixelWorldBounds().getSize().x},_viscousLimit:function(t,e){return t-(t-e)*this._viscosity},_onPreDragLimit:function(){var t,e;this._viscosity&&this._offsetLimit&&(t=this._draggable._newPos.subtract(this._draggable._startPos),e=this._offsetLimit,t.x<e.min.x&&(t.x=this._viscousLimit(t.x,e.min.x)),t.y<e.min.y&&(t.y=this._viscousLimit(t.y,e.min.y)),t.x>e.max.x&&(t.x=this._viscousLimit(t.x,e.max.x)),t.y>e.max.y&&(t.y=this._viscousLimit(t.y,e.max.y)),this._draggable._newPos=this._draggable._startPos.add(t))},_onPreDragWrap:function(){var t=this._worldWidth,e=Math.round(t/2),i=this._initialWorldOffset,n=this._draggable._newPos.x,o=(n-e+i)%t+e-i,n=(n+e+i)%t-e-i,t=Math.abs(o+i)<Math.abs(n+i)?o:n;this._draggable._absPos=this._draggable._newPos.clone(),this._draggable._newPos.x=t},_onDragEnd:function(t){var e,i,n,o,s=this._map,r=s.options,a=!r.inertia||t.noInertia||this._times.length<2;s.fire("dragend",t),!a&&(this._prunePositions(+new Date),t=this._lastPos.subtract(this._positions[0]),a=(this._lastTime-this._times[0])/1e3,e=r.easeLinearity,a=(t=t.multiplyBy(e/a)).distanceTo([0,0]),i=Math.min(r.inertiaMaxSpeed,a),t=t.multiplyBy(i/a),n=i/(r.inertiaDeceleration*e),(o=t.multiplyBy(-n/2).round()).x||o.y)?(o=s._limitOffset(o,s.options.maxBounds),x(function(){s.panBy(o,{duration:n,easeLinearity:e,noMoveStart:!0,animate:!0})})):s.fire("moveend")}})),St=(A.addInitHook("addHandler","dragging",Zt),A.mergeOptions({keyboard:!0,keyboardPanDelta:80}),n.extend({keyCodes:{left:[37],right:[39],down:[40],up:[38],zoomIn:[187,107,61,171],zoomOut:[189,109,54,173]},initialize:function(t){this._map=t,this._setPanDelta(t.options.keyboardPanDelta),this._setZoomDelta(t.options.zoomDelta)},addHooks:function(){var t=this._map._container;t.tabIndex<=0&&(t.tabIndex="0"),S(t,{focus:this._onFocus,blur:this._onBlur,mousedown:this._onMouseDown},this),this._map.on({focus:this._addHooks,blur:this._removeHooks},this)},removeHooks:function(){this._removeHooks(),k(this._map._container,{focus:this._onFocus,blur:this._onBlur,mousedown:this._onMouseDown},this),this._map.off({focus:this._addHooks,blur:this._removeHooks},this)},_onMouseDown:function(){var t,e,i;this._focused||(i=document.body,t=document.documentElement,e=i.scrollTop||t.scrollTop,i=i.scrollLeft||t.scrollLeft,this._map._container.focus(),window.scrollTo(i,e))},_onFocus:function(){this._focused=!0,this._map.fire("focus")},_onBlur:function(){this._focused=!1,this._map.fire("blur")},_setPanDelta:function(t){for(var e=this._panKeys={},i=this.keyCodes,n=0,o=i.left.length;n<o;n++)e[i.left[n]]=[-1*t,0];for(n=0,o=i.right.length;n<o;n++)e[i.right[n]]=[t,0];for(n=0,o=i.down.length;n<o;n++)e[i.down[n]]=[0,t];for(n=0,o=i.up.length;n<o;n++)e[i.up[n]]=[0,-1*t]},_setZoomDelta:function(t){for(var e=this._zoomKeys={},i=this.keyCodes,n=0,o=i.zoomIn.length;n<o;n++)e[i.zoomIn[n]]=t;for(n=0,o=i.zoomOut.length;n<o;n++)e[i.zoomOut[n]]=-t},_addHooks:function(){S(document,"keydown",this._onKeyDown,this)},_removeHooks:function(){k(document,"keydown",this._onKeyDown,this)},_onKeyDown:function(t){if(!(t.altKey||t.ctrlKey||t.metaKey)){var e,i,n=t.keyCode,o=this._map;if(n in this._panKeys)o._panAnim&&o._panAnim._inProgress||(i=this._panKeys[n],t.shiftKey&&(i=m(i).multiplyBy(3)),o.options.maxBounds&&(i=o._limitOffset(m(i),o.options.maxBounds)),o.options.worldCopyJump?(e=o.wrapLatLng(o.unproject(o.project(o.getCenter()).add(i))),o.panTo(e)):o.panBy(i));else if(n in this._zoomKeys)o.setZoom(o.getZoom()+(t.shiftKey?3:1)*this._zoomKeys[n]);else{if(27!==n||!o._popup||!o._popup.options.closeOnEscapeKey)return;o.closePopup()}Re(t)}}})),Et=(A.addInitHook("addHandler","keyboard",St),A.mergeOptions({scrollWheelZoom:!0,wheelDebounceTime:40,wheelPxPerZoomLevel:60}),n.extend({addHooks:function(){S(this._map._container,"wheel",this._onWheelScroll,this),this._delta=0},removeHooks:function(){k(this._map._container,"wheel",this._onWheelScroll,this)},_onWheelScroll:function(t){var e=He(t),i=this._map.options.wheelDebounceTime,e=(this._delta+=e,this._lastMousePos=this._map.mouseEventToContainerPoint(t),this._startTime||(this._startTime=+new Date),Math.max(i-(+new Date-this._startTime),0));clearTimeout(this._timer),this._timer=setTimeout(a(this._performZoom,this),e),Re(t)},_performZoom:function(){var t=this._map,e=t.getZoom(),i=this._map.options.zoomSnap||0,n=(t._stop(),this._delta/(4*this._map.options.wheelPxPerZoomLevel)),n=4*Math.log(2/(1+Math.exp(-Math.abs(n))))/Math.LN2,i=i?Math.ceil(n/i)*i:n,n=t._limitZoom(e+(0<this._delta?i:-i))-e;this._delta=0,this._startTime=null,n&&("center"===t.options.scrollWheelZoom?t.setZoom(e+n):t.setZoomAround(this._lastMousePos,e+n))}})),kt=(A.addInitHook("addHandler","scrollWheelZoom",Et),A.mergeOptions({tapHold:b.touchNative&&b.safari&&b.mobile,tapTolerance:15}),n.extend({addHooks:function(){S(this._map._container,"touchstart",this._onDown,this)},removeHooks:function(){k(this._map._container,"touchstart",this._onDown,this)},_onDown:function(t){var e;clearTimeout(this._holdTimeout),1===t.touches.length&&(e=t.touches[0],this._startPos=this._newPos=new p(e.clientX,e.clientY),this._holdTimeout=setTimeout(a(function(){this._cancel(),this._isTapValid()&&(S(document,"touchend",O),S(document,"touchend touchcancel",this._cancelClickPrevent),this._simulateEvent("contextmenu",e))},this),600),S(document,"touchend touchcancel contextmenu",this._cancel,this),S(document,"touchmove",this._onMove,this))},_cancelClickPrevent:function t(){k(document,"touchend",O),k(document,"touchend touchcancel",t)},_cancel:function(){clearTimeout(this._holdTimeout),k(document,"touchend touchcancel contextmenu",this._cancel,this),k(document,"touchmove",this._onMove,this)},_onMove:function(t){t=t.touches[0];this._newPos=new p(t.clientX,t.clientY)},_isTapValid:function(){return this._newPos.distanceTo(this._startPos)<=this._map.options.tapTolerance},_simulateEvent:function(t,e){t=new MouseEvent(t,{bubbles:!0,cancelable:!0,view:window,screenX:e.screenX,screenY:e.screenY,clientX:e.clientX,clientY:e.clientY});t._simulated=!0,e.target.dispatchEvent(t)}})),Ot=(A.addInitHook("addHandler","tapHold",kt),A.mergeOptions({touchZoom:b.touch,bounceAtZoomLimits:!0}),n.extend({addHooks:function(){M(this._map._container,"leaflet-touch-zoom"),S(this._map._container,"touchstart",this._onTouchStart,this)},removeHooks:function(){z(this._map._container,"leaflet-touch-zoom"),k(this._map._container,"touchstart",this._onTouchStart,this)},_onTouchStart:function(t){var e,i,n=this._map;!t.touches||2!==t.touches.length||n._animatingZoom||this._zooming||(e=n.mouseEventToContainerPoint(t.touches[0]),i=n.mouseEventToContainerPoint(t.touches[1]),this._centerPoint=n.getSize()._divideBy(2),this._startLatLng=n.containerPointToLatLng(this._centerPoint),"center"!==n.options.touchZoom&&(this._pinchStartLatLng=n.containerPointToLatLng(e.add(i)._divideBy(2))),this._startDist=e.distanceTo(i),this._startZoom=n.getZoom(),this._moved=!1,this._zooming=!0,n._stop(),S(document,"touchmove",this._onTouchMove,this),S(document,"touchend touchcancel",this._onTouchEnd,this),O(t))},_onTouchMove:function(t){if(t.touches&&2===t.touches.length&&this._zooming){var e=this._map,i=e.mouseEventToContainerPoint(t.touches[0]),n=e.mouseEventToContainerPoint(t.touches[1]),o=i.distanceTo(n)/this._startDist;if(this._zoom=e.getScaleZoom(o,this._startZoom),!e.options.bounceAtZoomLimits&&(this._zoom<e.getMinZoom()&&o<1||this._zoom>e.getMaxZoom()&&1<o)&&(this._zoom=e._limitZoom(this._zoom)),"center"===e.options.touchZoom){if(this._center=this._startLatLng,1==o)return}else{i=i._add(n)._divideBy(2)._subtract(this._centerPoint);if(1==o&&0===i.x&&0===i.y)return;this._center=e.unproject(e.project(this._pinchStartLatLng,this._zoom).subtract(i),this._zoom)}this._moved||(e._moveStart(!0,!1),this._moved=!0),r(this._animRequest);n=a(e._move,e,this._center,this._zoom,{pinch:!0,round:!1},void 0);this._animRequest=x(n,this,!0),O(t)}},_onTouchEnd:function(){this._moved&&this._zooming?(this._zooming=!1,r(this._animRequest),k(document,"touchmove",this._onTouchMove,this),k(document,"touchend touchcancel",this._onTouchEnd,this),this._map.options.zoomAnimation?this._map._animateZoom(this._center,this._map._limitZoom(this._zoom),!0,this._map.options.zoomSnap):this._map._resetView(this._center,this._map._limitZoom(this._zoom))):this._zooming=!1}})),Xi=(A.addInitHook("addHandler","touchZoom",Ot),A.BoxZoom=_t,A.DoubleClickZoom=Ct,A.Drag=Zt,A.Keyboard=St,A.ScrollWheelZoom=Et,A.TapHold=kt,A.TouchZoom=Ot,t.Bounds=f,t.Browser=b,t.CRS=ot,t.Canvas=Fi,t.Circle=vi,t.CircleMarker=gi,t.Class=et,t.Control=B,t.DivIcon=Ri,t.DivOverlay=Ai,t.DomEvent=mt,t.DomUtil=pt,t.Draggable=Xe,t.Evented=it,t.FeatureGroup=ci,t.GeoJSON=wi,t.GridLayer=Ni,t.Handler=n,t.Icon=di,t.ImageOverlay=Ei,t.LatLng=v,t.LatLngBounds=s,t.Layer=o,t.LayerGroup=ui,t.LineUtil=vt,t.Map=A,t.Marker=mi,t.Mixin=ft,t.Path=fi,t.Point=p,t.PolyUtil=gt,t.Polygon=xi,t.Polyline=yi,t.Popup=Bi,t.PosAnimation=Fe,t.Projection=wt,t.Rectangle=Yi,t.Renderer=Wi,t.SVG=Gi,t.SVGOverlay=Oi,t.TileLayer=Di,t.Tooltip=Ii,t.Transformation=at,t.Util=tt,t.VideoOverlay=ki,t.bind=a,t.bounds=_,t.canvas=Ui,t.circle=function(t,e,i){return new vi(t,e,i)},t.circleMarker=function(t,e){return new gi(t,e)},t.control=Ue,t.divIcon=function(t){return new Ri(t)},t.extend=l,t.featureGroup=function(t,e){return new ci(t,e)},t.geoJSON=Si,t.geoJson=Mt,t.gridLayer=function(t){return new Ni(t)},t.icon=function(t){return new di(t)},t.imageOverlay=function(t,e,i){return new Ei(t,e,i)},t.latLng=w,t.latLngBounds=g,t.layerGroup=function(t,e){return new ui(t,e)},t.map=function(t,e){return new A(t,e)},t.marker=function(t,e){return new mi(t,e)},t.point=m,t.polygon=function(t,e){return new xi(t,e)},t.polyline=function(t,e){return new yi(t,e)},t.popup=function(t,e){return new Bi(t,e)},t.rectangle=function(t,e){return new Yi(t,e)},t.setOptions=c,t.stamp=h,t.svg=Ki,t.svgOverlay=function(t,e,i){return new Oi(t,e,i)},t.tileLayer=ji,t.tooltip=function(t,e){return new Ii(t,e)},t.transformation=ht,t.version="1.9.4",t.videoOverlay=function(t,e,i){return new ki(t,e,i)},window.L);t.noConflict=function(){return window.L=Xi,this},window.L=t});
|
||
//# sourceMappingURL=leaflet.js.map</script>
|
||
<script>
|
||
const DATA = {"keys":["id","lat","lon","estrellas","score","municipio","comunidad","c_sonido","c_soledad","c_agua","c_arbolado","c_acceso","c_clima","db_en_casa","d_edificio","d_carretera","d_pista","d_agua","d_protegido","protegido_cerca","km_protegido","arbolado_pct","roca_pct","pendiente","tpi","cota","tmax","tmin","px","py","tmeta"],"rows":[[1,49.71748,16.59796,1,41.8,"Dlouhá Loučka","Pardubický kraj",20,46,100,0,80,79,44.3,2596,2601,141,141,300,"Hřebečovský hřbet (Natura 2000)",0.3,100,0,5.0,-40.3,457,22.2,-4.6,656.2,340.6,[351.0,329.5]],[2,49.09305,16.99933,1,40.3,"Mouřínov","Jihomoravský kraj",24,32,100,0,73,82,43.7,2332,1476,282,905,2247," (Designación nacional)",2.3,100,0,4.2,-47.1,317,23.5,-4.1,726.8,473.6,[205.5,251.3]],[3,49.71799,12.63287,1,38.5,"Staré Sedliště","Plzeňský kraj",18,29,100,2,83,79,44.7,2061,1300,0,200,3710," (Designación nacional)",3.7,99,0,7.3,-57.4,590,21.0,-4.7,85.6,376.4,[489.0,335.7]],[4,50.04025,16.83052,1,27.3,"Malá Morava","Olomoucký kraj",18,35,0,0,63,71,44.7,2061,2022,223,0,1802,"Králický Sněžník (Natura 2000)",1.8,100,0,9.0,-65.7,725,19.6,-6.1,683.0,266.0,[361.3,641.5]]],"img_w":1018,"img_h":649};
|
||
const NT = 48;
|
||
const NCAND = "4";
|
||
// Fuera de España no hay ni ortofoto incrustada ni cartografía oficial que
|
||
// pedir: lo español se esconde en vez de enseñar capas en blanco.
|
||
const ES = false, HAS_ORTHO = false, NPAISES = 23;
|
||
if(!ES) document.body.classList.add('noes');
|
||
|
||
// ---- desempaquetado ----
|
||
const K = {}; DATA.keys.forEach((k,i)=>K[k]=i);
|
||
const C = DATA.rows;
|
||
const terrainRaw = 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");
|
||
const TER = new Uint8Array(terrainRaw.length);
|
||
for(let i=0;i<terrainRaw.length;i++) TER[i]=terrainRaw.charCodeAt(i);
|
||
const TSIZE = NT*NT;
|
||
|
||
// Los nombres vienen de OpenStreetMap y de los ficheros oficiales, o sea de
|
||
// terceros: cualquiera puede editar el nombre de un municipio en OSM. Todo lo
|
||
// que salga de los datos y acabe en innerHTML pasa por aquí antes.
|
||
const ESCMAP={'&':'&','<':'<','>':'>','"':'"',"'":'''};
|
||
const esc = s => String(s==null?'':s).replace(/[&<>"']/g, ch => ESCMAP[ch]);
|
||
|
||
const SCOL = ["","#8a7a4a","#a8923f","#c9a92f","#e6c235","#ffd95e"];
|
||
const stars = n => "★".repeat(n)+"☆".repeat(5-n);
|
||
|
||
|
||
// ---- idiomas ----
|
||
// El proyecto sirve para cualquier país del catálogo, así que la interfaz no
|
||
// puede estar solo en castellano. Las cadenas de datos (municipios, comunidades)
|
||
// vienen del país y no se traducen.
|
||
const I18N = {
|
||
title:{es:"Localizaciones",en:"Locations",fr:"Emplacements",pt:"Localizações"},
|
||
minstars:{es:"Estrellas mínimas",en:"Minimum stars",fr:"Étoiles minimum",pt:"Estrelas mínimas"},
|
||
region:{es:"Comunidad",en:"Region",fr:"Région",pt:"Região"},
|
||
all:{es:"todas",en:"all",fr:"toutes",pt:"todas"},
|
||
fsound:{es:"Aislamiento sonoro mínimo",en:"Min. sound isolation",fr:"Isolement sonore min.",pt:"Isolamento sonoro mín."},
|
||
fwater:{es:"Agua cerca mínimo",en:"Min. water nearby",fr:"Eau à proximité min.",pt:"Água perto mín."},
|
||
ftrees:{es:"Arbolado mínimo",en:"Min. tree cover",fr:"Couvert arboré min.",pt:"Arvoredo mínimo"},
|
||
faccess:{es:"Acceso mínimo",en:"Min. access",fr:"Accès minimum",pt:"Acesso mínimo"},
|
||
mrelief:{es:"Relieve",en:"Relief",fr:"Relief",pt:"Relevo"},
|
||
mmap:{es:"Mapa",en:"Map",fr:"Carte",pt:"Mapa"},
|
||
mclose:{es:"Ver de cerca",en:"Zoom in",fr:"Vue rapprochée",pt:"Ver de perto"},
|
||
lshade:{es:"Sombreado",en:"Hillshade",fr:"Ombrage",pt:"Sombreado"},
|
||
liso:{es:"Aislamiento",en:"Isolation",fr:"Isolement",pt:"Isolamento"},
|
||
lprot:{es:"Protegidos",en:"Protected",fr:"Protégés",pt:"Protegidos"},
|
||
lfit:{es:"Encajar",en:"Fit",fr:"Ajuster",pt:"Ajustar"},
|
||
base:{es:"Fondo",en:"Base map",fr:"Fond",pt:"Fundo"},
|
||
over:{es:"Encima",en:"Overlays",fr:"Calques",pt:"Camadas"},
|
||
bsat:{es:"Satélite (PNOA)",en:"Satellite (PNOA)",fr:"Satellite (PNOA)",pt:"Satélite (PNOA)"},
|
||
btopo:{es:"Topográfico (MTN)",en:"Topographic (MTN)",fr:"Topographique (MTN)",pt:"Topográfico (MTN)"},
|
||
bosm:{es:"OpenStreetMap",en:"OpenStreetMap",fr:"OpenStreetMap",pt:"OpenStreetMap"},
|
||
ocad:{es:"Parcelas del catastro",en:"Cadastral parcels",fr:"Parcelles cadastrales",pt:"Parcelas cadastrais"},
|
||
on2k:{es:"Red Natura 2000",en:"Natura 2000 network",fr:"Réseau Natura 2000",pt:"Rede Natura 2000"},
|
||
oenp:{es:"Espacios protegidos",en:"Protected areas",fr:"Espaces protégés",pt:"Áreas protegidas"},
|
||
opts:{es:"Otras localizaciones",en:"Other locations",fr:"Autres emplacements",pt:"Outras localizações"},
|
||
tabaer:{es:"Vista aérea",en:"Aerial view",fr:"Vue aérienne",pt:"Vista aérea"},
|
||
tab3d:{es:"Relieve 3D",en:"3D relief",fr:"Relief 3D",pt:"Relevo 3D"},
|
||
seeclose:{es:"Ver de cerca en el mapa",en:"Zoom in on the map",fr:"Voir de près sur la carte",pt:"Ver de perto no mapa"},
|
||
nosel:{es:"Elige una localización en la lista para verla de cerca",en:"Pick a location from the list to zoom in",fr:"Choisissez un emplacement dans la liste",pt:"Escolhe uma localização na lista"},
|
||
sound:{es:"Sonido",en:"Sound",fr:"Son",pt:"Som"},
|
||
solitude:{es:"Soledad",en:"Solitude",fr:"Solitude",pt:"Solidão"},
|
||
access:{es:"Acceso",en:"Access",fr:"Accès",pt:"Acesso"},
|
||
water:{es:"Agua",en:"Water",fr:"Eau",pt:"Água"},
|
||
trees:{es:"Arbolado",en:"Tree cover",fr:"Couvert arboré",pt:"Arvoredo"},
|
||
climate:{es:"Clima",en:"Climate",fr:"Climat",pt:"Clima"},
|
||
fdb:{es:"Nivel en la casa más cercana",en:"Level at nearest dwelling",fr:"Niveau à la maison la plus proche",pt:"Nível na casa mais próxima"},
|
||
fbuild:{es:"Edificio más cercano",en:"Nearest building",fr:"Bâtiment le plus proche",pt:"Edifício mais próximo"},
|
||
froad:{es:"Carretera más cercana",en:"Nearest road",fr:"Route la plus proche",pt:"Estrada mais próxima"},
|
||
ftrack:{es:"Pista de acceso",en:"Access track",fr:"Piste d'accès",pt:"Pista de acesso"},
|
||
fwat:{es:"Agua más cercana",en:"Nearest water",fr:"Eau la plus proche",pt:"Água mais próxima"},
|
||
ftree:{es:"Arbolado alrededor",en:"Tree cover around",fr:"Couvert arboré autour",pt:"Arvoredo à volta"},
|
||
frock:{es:"Roca desnuda",en:"Bare rock",fr:"Roche nue",pt:"Rocha nua"},
|
||
fslope:{es:"Pendiente",en:"Slope",fr:"Pente",pt:"Declive"},
|
||
ftpi:{es:"Hondonada (TPI)",en:"Hollow (TPI)",fr:"Cuvette (TPI)",pt:"Depressão (TPI)"},
|
||
ftmax:{es:"Máx. mes más cálido",en:"Max. warmest month",fr:"Max. mois le plus chaud",pt:"Máx. mês mais quente"},
|
||
ftmin:{es:"Mín. mes más frío",en:"Min. coldest month",fr:"Min. mois le plus froid",pt:"Mín. mês mais frio"},
|
||
far:{es:"lejos",en:"far",fr:"loin",pt:"longe"},
|
||
locs:{es:"localizaciones",en:"locations",fr:"emplacements",pt:"localizações"},
|
||
loc1:{es:"localización",en:"location",fr:"emplacement",pt:"localização"},
|
||
more:{es:"más (afina los filtros)",en:"more (narrow the filters)",fr:"de plus (affinez les filtres)",pt:"mais (afina os filtros)"},
|
||
pick:{es:"elige una localización para abrirla en otros mapas",en:"pick a location to open it in other maps",fr:"choisissez un emplacement pour l'ouvrir ailleurs",pt:"escolhe uma localização para abrir noutros mapas"},
|
||
lsat:{es:"Satélite",en:"Satellite",fr:"Satellite",pt:"Satélite"},
|
||
lsatd:{es:"vista aérea",en:"aerial view",fr:"vue aérienne",pt:"vista aérea"},
|
||
lsvd:{es:"entrada desde el asfalto",en:"the turn-off from the road",fr:"l'entrée depuis la route",pt:"entrada a partir do asfalto"},
|
||
lmpd:{es:"fotos de pista",en:"track-level photos",fr:"photos de piste",pt:"fotos de pista"},
|
||
losmd:{es:"caminos y topónimos",en:"tracks and place names",fr:"chemins et toponymes",pt:"caminhos e topónimos"},
|
||
lcad:{es:"Catastro",en:"Cadastre",fr:"Cadastre",pt:"Cadastro"},
|
||
lcadd:{es:"de quién es la finca",en:"who owns the land",fr:"à qui appartient le terrain",pt:"de quem é o terreno"},
|
||
lgo:{es:"Cómo llegar",en:"Directions",fr:"Itinéraire",pt:"Como chegar"},
|
||
lgod:{es:"ruta desde donde estés",en:"route from where you are",fr:"itinéraire depuis chez vous",pt:"rota de onde estiveres"},
|
||
aerhint:{es:"ortofoto · 640 m de lado · pulsa para ampliar",en:"orthophoto · 640 m across · tap to zoom",fr:"orthophoto · 640 m de côté · cliquez pour agrandir",pt:"ortofoto · 640 m de lado · toca para ampliar"},
|
||
relhint:{es:"relieve 9,6 × 9,6 km · arrastra para girar",en:"relief 9.6 × 9.6 km · drag to rotate",fr:"relief 9,6 × 9,6 km · faites glisser pour tourner",pt:"relevo 9,6 × 9,6 km · arrasta para girar"},
|
||
protnear:{es:"Espacio protegido a",en:"Protected area at",fr:"Espace protégé à",pt:"Área protegida a"},
|
||
protwarn:{es:"Está fuera, pero comprueba el límite exacto en el visor oficial antes de ir.",en:"It is outside, but check the exact boundary on the official viewer before going.",fr:"Il est en dehors, mais vérifiez la limite exacte avant d'y aller.",pt:"Está fora, mas confirma o limite exato antes de ir."},
|
||
grid:{es:"malla de 100 m",en:"100 m grid",fr:"grille de 100 m",pt:"malha de 100 m"},
|
||
legprot:{es:"espacio protegido",en:"protected area",fr:"espace protégé",pt:"área protegida"},
|
||
noprot:{es:"Sin espacio protegido cartografiado en 12 km. Aun así, comprueba la propiedad del terreno: casi todo esto es finca privada.",en:"No mapped protected area within 12 km. Even so, check land ownership: nearly all of this is private.",fr:"Aucun espace protégé cartographié à moins de 12 km. Vérifiez tout de même la propriété du terrain.",pt:"Sem área protegida cartografada em 12 km. Ainda assim, confirma a propriedade do terreno."},
|
||
};
|
||
let LANG = localStorage.getItem('rs_lang') ||
|
||
(navigator.language||'es').slice(0,2);
|
||
if(!['es','en','fr','pt'].includes(LANG)) LANG='es';
|
||
const t = k => (I18N[k] && (I18N[k][LANG] || I18N[k].es)) || k;
|
||
|
||
function applyLang(){
|
||
document.documentElement.lang = LANG;
|
||
document.querySelectorAll('[data-i18n]').forEach(e=>{
|
||
e.textContent = t(e.dataset.i18n);
|
||
});
|
||
el('lang').value = LANG;
|
||
el('subtxt').textContent = NCAND + ' ' + t('locs') + ' · ' + t('grid');
|
||
el('legend').innerHTML = [5,4,3,2,1].map(s=>
|
||
`<span><i style="background:${SCOL[s]}"></i>${s}★</span>`).join("")+
|
||
`<span style="color:var(--muted);border-left:1px solid var(--line);padding-left:12px">`+
|
||
`<i style="background:#c43f2f;opacity:.75"></i>${t('legprot')}</span>`;
|
||
if(selected) select(selected); else renderMapLinks(null);
|
||
apply();
|
||
setTab(document.getElementById('detail').classList.contains('t3d'));
|
||
}
|
||
|
||
// ---- imágenes ----
|
||
const layers = {};
|
||
function loadImg(name, b64){
|
||
return new Promise(res=>{ const i=new Image();
|
||
i.onload=()=>{layers[name]=i;res();}; i.onerror=()=>res();
|
||
i.src="data:image/webp;base64,"+b64; });
|
||
}
|
||
|
||
// ---- estado del mapa ----
|
||
const cv = document.getElementById('map'), cx = cv.getContext('2d');
|
||
let view = {x:0,y:0,k:1}, dpr = Math.min(devicePixelRatio||1,2);
|
||
let visible = [], selected = null;
|
||
// Una capa cada vez: las tres a la vez se tapaban entre ellas y no se veía
|
||
// ninguna bien. 'rel' es la de arranque porque es la única que se lee sola.
|
||
let capa = 'rel';
|
||
const show = {rel:true, iso:false, prot:false};
|
||
|
||
function resize(){
|
||
const r = cv.getBoundingClientRect();
|
||
cv.width = r.width*dpr; cv.height = r.height*dpr;
|
||
draw();
|
||
}
|
||
function fit(){
|
||
const r = cv.getBoundingClientRect();
|
||
const k = Math.min(r.width/DATA.img_w, r.height/DATA.img_h)*0.96;
|
||
view.k = k;
|
||
view.x = (r.width - DATA.img_w*k)/2;
|
||
view.y = (r.height - DATA.img_h*k)/2;
|
||
draw();
|
||
}
|
||
function draw(){
|
||
const r = cv.getBoundingClientRect();
|
||
cx.setTransform(dpr,0,0,dpr,0,0);
|
||
cx.clearRect(0,0,r.width,r.height);
|
||
cx.fillStyle="#0e1116"; cx.fillRect(0,0,r.width,r.height);
|
||
cx.save();
|
||
cx.translate(view.x,view.y); cx.scale(view.k,view.k);
|
||
cx.imageSmoothingEnabled = view.k < 3;
|
||
if(show.rel && layers.rel) cx.drawImage(layers.rel,0,0,DATA.img_w,DATA.img_h);
|
||
if(show.iso && layers.iso) cx.drawImage(layers.iso,0,0,DATA.img_w,DATA.img_h);
|
||
if(show.prot && layers.prot) cx.drawImage(layers.prot,0,0,DATA.img_w,DATA.img_h);
|
||
cx.restore();
|
||
|
||
for(const c of visible){
|
||
const px = view.x + c[K.px]*view.k, py = view.y + c[K.py]*view.k;
|
||
if(px<-20||py<-20||px>r.width+20||py>r.height+20) continue;
|
||
const s = c[K.estrellas];
|
||
const rad = (s>=5?5.5:s>=4?4.6:s>=3?3.8:3.1) * (selected===c?1.6:1);
|
||
cx.beginPath(); cx.arc(px,py,rad+1.6,0,7); cx.fillStyle="rgba(8,11,16,.85)"; cx.fill();
|
||
cx.beginPath(); cx.arc(px,py,rad,0,7); cx.fillStyle=SCOL[s]; cx.fill();
|
||
if(selected===c){ cx.beginPath(); cx.arc(px,py,rad+5,0,7);
|
||
cx.strokeStyle="#5aa2f0"; cx.lineWidth=2; cx.stroke(); }
|
||
}
|
||
}
|
||
|
||
// ---- interacción del mapa ----
|
||
let drag=null;
|
||
cv.addEventListener('pointerdown',e=>{drag={x:e.clientX,y:e.clientY,vx:view.x,vy:view.y,moved:0};
|
||
cv.classList.add('drag'); cv.setPointerCapture(e.pointerId);});
|
||
cv.addEventListener('pointermove',e=>{ if(!drag) return;
|
||
drag.moved += Math.abs(e.clientX-drag.x)+Math.abs(e.clientY-drag.y);
|
||
view.x = drag.vx + (e.clientX-drag.x); view.y = drag.vy + (e.clientY-drag.y); draw();});
|
||
cv.addEventListener('pointerup',e=>{
|
||
cv.classList.remove('drag');
|
||
if(drag && drag.moved<5) pick(e);
|
||
drag=null;});
|
||
cv.addEventListener('wheel',e=>{
|
||
e.preventDefault();
|
||
const r=cv.getBoundingClientRect(), mx=e.clientX-r.left, my=e.clientY-r.top;
|
||
const f = Math.exp(-e.deltaY*0.0016), nk = Math.min(40,Math.max(0.15,view.k*f));
|
||
view.x = mx - (mx-view.x)*(nk/view.k); view.y = my - (my-view.y)*(nk/view.k);
|
||
view.k = nk; draw();},{passive:false});
|
||
|
||
function pick(e){
|
||
const r=cv.getBoundingClientRect(), mx=e.clientX-r.left, my=e.clientY-r.top;
|
||
let best=null, bd=18*18;
|
||
for(const c of visible){
|
||
const dx = view.x + c[K.px]*view.k - mx, dy = view.y + c[K.py]*view.k - my;
|
||
const d = dx*dx+dy*dy;
|
||
if(d<bd){bd=d;best=c;}
|
||
}
|
||
if(best) select(best);
|
||
}
|
||
|
||
// ---- filtros y lista ----
|
||
const el = id => document.getElementById(id);
|
||
let minStars = 1;
|
||
function apply(){
|
||
const reg = el('reg').value;
|
||
const son=+el('fson').value, agu=+el('fagu').value,
|
||
arb=+el('farb').value, acc=+el('facc').value;
|
||
visible = C.filter(c =>
|
||
c[K.estrellas] >= minStars &&
|
||
(!reg || c[K.comunidad]===reg) &&
|
||
c[K.c_sonido]>=son && c[K.c_agua]>=agu &&
|
||
c[K.c_arbolado]>=arb && c[K.c_acceso]>=acc);
|
||
visible.sort((a,b)=>b[K.score]-a[K.score]);
|
||
el('cnt').textContent = visible.length + " " + (visible.length===1?t("loc1"):t("locs"));
|
||
const n5 = visible.filter(c=>c[K.estrellas]===5).length;
|
||
el('cnt2').textContent = n5 ? n5+" de 5★" : "";
|
||
renderList(); draw();
|
||
}
|
||
function renderList(){
|
||
const box = el('list');
|
||
box.innerHTML = "";
|
||
const frag = document.createDocumentFragment();
|
||
for(const c of visible.slice(0,400)){
|
||
const d = document.createElement('div');
|
||
d.className='item'; d.setAttribute('role','option');
|
||
d.setAttribute('aria-selected', selected===c ? 'true':'false');
|
||
d.innerHTML = `<span class="st" style="color:${SCOL[c[K.estrellas]]}">${"★".repeat(c[K.estrellas])}</span>`+
|
||
`<span class="nm">${esc(c[K.municipio])||'—'}</span>`+
|
||
`<span class="sc mono">${c[K.score].toFixed(0)}</span>`;
|
||
d.onclick = ()=>select(c);
|
||
frag.appendChild(d);
|
||
}
|
||
box.appendChild(frag);
|
||
if(visible.length>400){
|
||
const m=document.createElement('div');
|
||
m.className='item'; m.style.color='var(--muted)';
|
||
m.innerHTML=`<span class="nm">… ${visible.length-400} ${t("more")}</span>`;
|
||
box.appendChild(m);
|
||
}
|
||
}
|
||
|
||
// ---- panel de detalle ----
|
||
const CRITS = [["c_sonido","sound"],["c_soledad","solitude"],["c_acceso","access"],
|
||
["c_agua","water"],["c_arbolado","trees"],["c_clima","climate"]];
|
||
function select(c){
|
||
selected = c;
|
||
el('detail').classList.add('open');
|
||
el('dName').textContent = c[K.municipio] || "Sin municipio";
|
||
el('dLoc').textContent = `${c[K.comunidad]} · ${c[K.lat].toFixed(5)}, ${c[K.lon].toFixed(5)} · ${c[K.cota]} m`;
|
||
el('dStars').innerHTML = `<span style="color:${SCOL[c[K.estrellas]]}">${stars(c[K.estrellas])}</span>`+
|
||
`<span style="color:var(--muted);font-size:12px;margin-left:8px">${c[K.score].toFixed(1)}/100</span>`;
|
||
|
||
el('dCrits').innerHTML = CRITS.map(([k,lab])=>{
|
||
const v = c[K[k]];
|
||
return `<div class="crit"><span style="color:var(--ink2)">${t(lab)}</span>`+
|
||
`<span class="bar"><i style="width:${v}%"></i></span>`+
|
||
`<span class="v mono">${v}</span></div>`;
|
||
}).join("");
|
||
|
||
const f = [
|
||
[t("fdb"), c[K.db_en_casa].toFixed(0)+" dB"],
|
||
[t("fbuild"), (c[K.d_edificio]/1000).toFixed(1)+" km"],
|
||
[t("froad"), (c[K.d_carretera]/1000).toFixed(1)+" km"],
|
||
[t("ftrack"), c[K.d_pista]+" m"],
|
||
[t("fwat"), c[K.d_agua]<10000 ? (c[K.d_agua]/1000).toFixed(1)+" km" : t("far")],
|
||
[t("ftree"), c[K.arbolado_pct]+" %"],
|
||
[t("frock"), c[K.roca_pct]+" %"],
|
||
[t("fslope"), c[K.pendiente]+"°"],
|
||
[t("ftpi"), c[K.tpi]+" m"],
|
||
[t("ftmax"), c[K.tmax].toFixed(0)+" °C"],
|
||
[t("ftmin"), c[K.tmin].toFixed(0)+" °C"],
|
||
];
|
||
el('dFacts').innerHTML = f.map(([a,b])=>`<div class="fact"><span>${a}</span><b>${b}</b></div>`).join("");
|
||
|
||
const pk = c[K.protegido_cerca], pkm = c[K.km_protegido];
|
||
el('dWarn').innerHTML = pk
|
||
? `<div class="warn"><b>${t('protnear')} ${pkm} km:</b> ${esc(pk)}. ${t('protwarn')}</div>`
|
||
: `<div class="warn">${t('noprot')}</div>`;
|
||
|
||
renderMapLinks(c);
|
||
|
||
// La foto aérea se carga solo al seleccionar, no las 355 de golpe.
|
||
if(HAS_ORTHO) el('ortho').src = 'ortho/' + c[K.id] + '.jpg';
|
||
if(document.getElementById('detail').classList.contains('t3d')) drawTerrain(c);
|
||
else curTile = c;
|
||
// La marca siempre se mueve; recentrar solo en el modo de cerca. En el modo
|
||
// Mapa se está mirando el país entero y no tiene sentido hacer zoom cada vez
|
||
// que se pincha un punto.
|
||
if(L2){
|
||
document.body.classList.remove('sinsel');
|
||
selMarker.setLatLng([c[K.lat],c[K.lon]]).setStyle({opacity:1,fillOpacity:.28});
|
||
selMarker.bringToFront();
|
||
if(el('bCerca').getAttribute('aria-pressed') === 'true'){
|
||
L2.setView([c[K.lat],c[K.lon]], Math.max(L2.getZoom(),15));
|
||
}
|
||
}
|
||
renderList(); draw();
|
||
}
|
||
el('close').onclick = ()=>{el('detail').classList.remove('open'); selected=null;
|
||
renderMapLinks(null); renderList(); draw();};
|
||
|
||
// ---- terreno 3D (canvas 2D, algoritmo del pintor) ----
|
||
const tc = document.getElementById('tcanvas'), tx = tc.getContext('2d');
|
||
let rot = 0.62, tilt = 0.58, curTile = null;
|
||
function drawTerrain(c){
|
||
curTile = c;
|
||
const r = tc.getBoundingClientRect();
|
||
tc.width = r.width*dpr; tc.height = r.height*dpr;
|
||
tx.setTransform(dpr,0,0,dpr,0,0);
|
||
tx.clearRect(0,0,r.width,r.height);
|
||
tx.fillStyle="#0a0d12"; tx.fillRect(0,0,r.width,r.height);
|
||
|
||
const idx = C.indexOf(c), off = idx*TSIZE;
|
||
const [lo,rng] = c[K.tmeta];
|
||
el('tRange').textContent = `${Math.round(lo)}–${Math.round(lo+rng)} m`;
|
||
|
||
// exageración relativa: si el rango real es pequeño, se amplifica para que
|
||
// una vaguada suave siga leyéndose como vaguada
|
||
const vex = Math.min(2.6, Math.max(0.8, 260/Math.max(rng,40)));
|
||
const cs = Math.min(r.width/(NT*1.5), r.height/(NT*1.15));
|
||
const cxp = r.width/2, cyp = r.height*0.60;
|
||
const ca=Math.cos(rot), sa=Math.sin(rot), ct=Math.cos(tilt), st=Math.sin(tilt);
|
||
|
||
// h viene en 0-255: hay que devolverlo a metros (h/255*rng) antes de pasarlo
|
||
// a píxeles con la escala del terreno (cs píxeles cada 200 m de celda).
|
||
function proj(i,j,h){
|
||
const x=(j-NT/2), y=(i-NT/2);
|
||
const rx = x*ca - y*sa, ry = x*sa + y*ca;
|
||
const hpx = (h/255)*rng*vex*cs/200;
|
||
return [cxp + rx*cs, cyp + ry*cs*ct - hpx];
|
||
}
|
||
// pintamos de atrás hacia delante según la rotación
|
||
const order=[];
|
||
for(let i=0;i<NT-1;i++) for(let j=0;j<NT-1;j++){
|
||
const x=(j-NT/2), y=(i-NT/2);
|
||
order.push([x*sa + y*ca, i, j]);
|
||
}
|
||
order.sort((a,b)=>a[0]-b[0]);
|
||
|
||
for(const [,i,j] of order){
|
||
const h00=TER[off+i*NT+j], h10=TER[off+i*NT+j+1],
|
||
h01=TER[off+(i+1)*NT+j], h11=TER[off+(i+1)*NT+j+1];
|
||
const p0=proj(i,j,h00), p1=proj(i,j+1,h10), p2=proj(i+1,j+1,h11), p3=proj(i+1,j,h01);
|
||
// sombreado por pendiente local
|
||
const dzx=(h10-h00), dzy=(h01-h00);
|
||
const nz = 1/Math.sqrt(dzx*dzx*0.0016+dzy*dzy*0.0016+1);
|
||
const lightv = Math.max(0, Math.min(1, 0.34 + 0.66*nz - (dzx+dzy)*0.014));
|
||
const t = h00/255;
|
||
const rr=Math.round((58+t*150)*lightv), gg=Math.round((74+t*136)*lightv),
|
||
bb=Math.round((66+t*104)*lightv);
|
||
tx.fillStyle=`rgb(${rr},${gg},${bb})`;
|
||
tx.beginPath(); tx.moveTo(p0[0],p0[1]); tx.lineTo(p1[0],p1[1]);
|
||
tx.lineTo(p2[0],p2[1]); tx.lineTo(p3[0],p3[1]); tx.closePath(); tx.fill();
|
||
}
|
||
// marca del punto exacto, en el centro del recorte
|
||
const cP = proj(NT/2, NT/2, TER[off+(NT/2|0)*NT+(NT/2|0)]);
|
||
tx.beginPath(); tx.arc(cP[0],cP[1]-9,4.5,0,7); tx.fillStyle="#ff7a45"; tx.fill();
|
||
tx.strokeStyle="#ff7a45"; tx.lineWidth=1.5;
|
||
tx.beginPath(); tx.moveTo(cP[0],cP[1]-5); tx.lineTo(cP[0],cP[1]); tx.stroke();
|
||
}
|
||
// enlaces a mapas externos, en la barra inferior y no dentro de la ficha
|
||
function renderMapLinks(c){
|
||
const box = el('mapLinks');
|
||
if(!c){
|
||
box.innerHTML = '<span class="ml-hint">'+t('pick')+'</span>';
|
||
return;
|
||
}
|
||
const la=c[K.lat], lo=c[K.lon];
|
||
const lnk=(href,t,s)=>`<a href="${href}" target="_blank" rel="noopener" title="${s}">`+
|
||
`<b>${t}</b><span>${s}</span></a>`;
|
||
box.innerHTML =
|
||
`<span class="ml-sel"><b>${esc(c[K.municipio])||'—'}</b>`+
|
||
`<span style="color:${SCOL[c[K.estrellas]]}">${'★'.repeat(c[K.estrellas])}</span></span>` +
|
||
lnk(`https://www.google.com/maps/@${la},${lo},1500m/data=!3m1!1e3`,
|
||
t('lsat'),t('lsatd')) +
|
||
lnk(`https://www.google.com/maps/@?api=1&map_action=pano&viewpoint=${la},${lo}`,
|
||
'Street View',t('lsvd')) +
|
||
lnk(`https://www.mapillary.com/app/?lat=${la}&lng=${lo}&z=15`,
|
||
'Mapillary',t('lmpd')) +
|
||
lnk(`https://www.openstreetmap.org/#map=16/${la}/${lo}`,
|
||
'OSM',t('losmd')) +
|
||
(ES ? lnk(`https://www1.sedecatastro.gob.es/CYCBienInmueble/OVCListaBienes.aspx?`+
|
||
`del=0&mun=0&RCCompleta=&latitud=${la}&longitud=${lo}`,
|
||
t('lcad'),t('lcadd')) : '') +
|
||
lnk(`https://www.google.com/maps/dir/?api=1&destination=${la},${lo}`,
|
||
t('lgo'),t('lgod'));
|
||
}
|
||
|
||
// pestañas del panel: la vista aérea es lo primero que se ve, y el 3D solo se
|
||
// dibuja si se pide, que es lo caro
|
||
function setTab(t3d){
|
||
const d=document.getElementById('detail');
|
||
d.classList.toggle('t3d', t3d);
|
||
el('tabSat').setAttribute('aria-pressed', String(!t3d));
|
||
el('tab3d').setAttribute('aria-pressed', String(t3d));
|
||
el('tHint').textContent = t3d ? t('relhint') : t('aerhint');
|
||
el('tRange').style.display = t3d ? '' : 'none';
|
||
if(t3d && curTile) drawTerrain(curTile);
|
||
}
|
||
el('tabSat').onclick=()=>setTab(false);
|
||
el('tab3d').onclick=()=>setTab(true);
|
||
el('ortho').onclick=()=>{ if(selected) goCerca(selected); };
|
||
|
||
let tdrag=null;
|
||
tc.addEventListener('pointerdown',e=>{tdrag={x:e.clientX,y:e.clientY,r:rot,t:tilt};
|
||
tc.classList.add('drag'); tc.setPointerCapture(e.pointerId);});
|
||
tc.addEventListener('pointermove',e=>{ if(!tdrag||!curTile) return;
|
||
rot = tdrag.r + (e.clientX-tdrag.x)*0.011;
|
||
tilt = Math.max(0.12, Math.min(1.25, tdrag.t + (e.clientY-tdrag.y)*0.006));
|
||
drawTerrain(curTile);});
|
||
tc.addEventListener('pointerup',()=>{tdrag=null;tc.classList.remove('drag');});
|
||
|
||
// ---- mapa de cerca (Leaflet + servicios oficiales) ----
|
||
// Esta es la única parte que necesita internet: las teselas vienen del IGN,
|
||
// del Catastro y de OSM. Sin conexión, el resto del visor sigue funcionando.
|
||
let L2=null, baseLayers={}, overlays={}, ptsLayer=null, selMarker=null,
|
||
curBase = ES ? 'pnoa' : 'osm';
|
||
const IGN_ATTR='<a href="https://www.ign.es">IGN</a> · PNOA';
|
||
|
||
function initLeaf(){
|
||
if(L2) return;
|
||
L2 = L.map('leaf',{zoomControl:true, attributionControl:true}).setView([40.0,-4.0],14);
|
||
const wmts=(layer,fmt)=>'https://www.ign.es/wmts/'+layer+
|
||
'?service=WMTS&request=GetTile&version=1.0.0&format='+fmt+
|
||
'&layer={lyr}&style=default&tilematrixset=GoogleMapsCompatible'+
|
||
'&TileMatrix={z}&TileRow={y}&TileCol={x}';
|
||
baseLayers.osm = L.tileLayer('https://tile.openstreetmap.org/{z}/{x}/{y}.png',
|
||
{maxZoom:19, attribution:'© <a href="https://www.openstreetmap.org/copyright">OpenStreetMap</a>'});
|
||
if(ES){
|
||
baseLayers.pnoa = L.tileLayer(
|
||
wmts('pnoa-ma','image/jpeg').replace('{lyr}','OI.OrthoimageCoverage'),
|
||
{maxZoom:19, attribution:IGN_ATTR});
|
||
baseLayers.mtn = L.tileLayer(
|
||
wmts('mapa-raster','image/jpeg').replace('{lyr}','MTN'),
|
||
{maxZoom:19, attribution:IGN_ATTR});
|
||
}
|
||
baseLayers[curBase].addTo(L2);
|
||
|
||
if(ES){
|
||
overlays.cat = L.tileLayer.wms('https://ovc.catastro.meh.es/Cartografia/WMS/ServidorWMS.aspx',
|
||
{layers:'Catastro', format:'image/png', transparent:true, maxZoom:19,
|
||
attribution:'Dirección General del Catastro'});
|
||
overlays.n2k = L.tileLayer.wms('https://geoserver.iepnb.es/geoserver/RN2000/rn2000/wms',
|
||
{layers:'rn2000', format:'image/png', transparent:true, opacity:.45, maxZoom:19,
|
||
attribution:'MITECO · Red Natura 2000'});
|
||
overlays.enp = L.tileLayer.wms('https://geoserver.iepnb.es/geoserver/ENP/enp/wms',
|
||
{layers:'enp', format:'image/png', transparent:true, opacity:.45, maxZoom:19,
|
||
attribution:'MITECO · ENP'});
|
||
if(el('ovN2k').checked) overlays.n2k.addTo(L2);
|
||
if(el('ovEnp').checked) overlays.enp.addTo(L2);
|
||
}
|
||
|
||
ptsLayer = L.layerGroup();
|
||
for(const c of C){
|
||
const m = L.circleMarker([c[K.lat],c[K.lon]],{
|
||
radius: c[K.estrellas]>=4?6:4, color:'#0a0d12', weight:1.5,
|
||
fillColor:SCOL[c[K.estrellas]], fillOpacity:.95});
|
||
m.bindTooltip(`${'★'.repeat(c[K.estrellas])} ${esc(c[K.municipio])||'—'}`,{direction:'top'});
|
||
m.on('click',()=>select(c));
|
||
ptsLayer.addLayer(m);
|
||
}
|
||
if(el('ovPts').checked) ptsLayer.addTo(L2);
|
||
|
||
L.control.scale({imperial:false}).addTo(L2);
|
||
// El punto exacto, siempre encima de todo.
|
||
selMarker = L.circleMarker([0,0],{radius:9,color:'#ff7a45',weight:3,
|
||
fillColor:'#ff7a45',fillOpacity:.28}).addTo(L2);
|
||
selMarker.setStyle({opacity:0,fillOpacity:0});
|
||
}
|
||
|
||
function setMode(m){ // 'esp' | 'mapa' | 'cerca'
|
||
document.body.classList.toggle('cerca', m !== 'esp');
|
||
el('bEsp').setAttribute('aria-pressed', String(m === 'esp'));
|
||
el('bMapa').setAttribute('aria-pressed', String(m === 'mapa'));
|
||
el('bCerca').setAttribute('aria-pressed', String(m === 'cerca'));
|
||
}
|
||
|
||
// Encaja todo el país sobre el mapa real. Los límites salen de los propios
|
||
// candidatos con margen, no de un rectángulo fijo.
|
||
function spainBounds(){
|
||
let a=90,b=180,c2=-90,d=-180;
|
||
for(const c of C){ a=Math.min(a,c[K.lat]); c2=Math.max(c2,c[K.lat]);
|
||
b=Math.min(b,c[K.lon]); d=Math.max(d,c[K.lon]); }
|
||
return L.latLngBounds([a-0.5,b-0.7],[c2+0.5,d+0.7]);
|
||
}
|
||
|
||
function goMapa(){
|
||
setMode('mapa');
|
||
initLeaf();
|
||
document.body.classList.remove('sinsel');
|
||
setTimeout(()=>{ L2.invalidateSize(); L2.fitBounds(spainBounds()); }, 30);
|
||
}
|
||
|
||
function goCerca(c){
|
||
setMode('cerca');
|
||
initLeaf();
|
||
document.body.classList.toggle('sinsel', !c);
|
||
setTimeout(()=>{
|
||
L2.invalidateSize();
|
||
if(c){
|
||
L2.setView([c[K.lat],c[K.lon]], 16);
|
||
selMarker.setLatLng([c[K.lat],c[K.lon]]).setStyle({opacity:1,fillOpacity:.28});
|
||
selMarker.bringToFront();
|
||
} else {
|
||
L2.fitBounds(spainBounds());
|
||
}
|
||
},30);
|
||
}
|
||
function goEspana(){
|
||
setMode('esp');
|
||
resize();
|
||
}
|
||
el('bCerca').onclick=()=>goCerca(selected);
|
||
el('bMapa').onclick=goMapa;
|
||
el('bEsp').onclick=goEspana;
|
||
el('bVerCerca').onclick=()=>{ if(selected) goCerca(selected); };
|
||
el('bVerCercaTop').onclick=()=>{ if(selected) goCerca(selected); };
|
||
|
||
document.querySelectorAll('input[name=base]').forEach(r=>{
|
||
r.onchange=()=>{ if(!L2) return;
|
||
L2.removeLayer(baseLayers[curBase]); curBase=r.value;
|
||
baseLayers[curBase].addTo(L2);
|
||
// los fondos van por debajo de todo lo demás
|
||
baseLayers[curBase].bringToBack(); };
|
||
});
|
||
const ovMap={ovCat:'cat',ovN2k:'n2k',ovEnp:'enp'};
|
||
Object.keys(ovMap).forEach(id=>{
|
||
el(id).onchange=()=>{ if(!L2) return;
|
||
const l=overlays[ovMap[id]];
|
||
if(!l) return;
|
||
if(el(id).checked){ l.addTo(L2); if(selMarker) selMarker.bringToFront(); }
|
||
else L2.removeLayer(l); };
|
||
});
|
||
el('ovPts').onchange=()=>{ if(!L2) return;
|
||
if(el('ovPts').checked) ptsLayer.addTo(L2); else L2.removeLayer(ptsLayer); };
|
||
|
||
// ---- controles ----
|
||
document.querySelectorAll('#starf button').forEach(b=>{
|
||
b.onclick=()=>{ minStars=+b.dataset.s;
|
||
document.querySelectorAll('#starf button').forEach(o=>
|
||
o.setAttribute('aria-pressed', o===b ? 'true':'false'));
|
||
apply(); };
|
||
});
|
||
const sliders = [['fson','vson',v=>v], ['fagu','vagu',v=>v],
|
||
['farb','varb',v=>v], ['facc','vacc',v=>v]];
|
||
sliders.forEach(([id,out,fmt])=>{
|
||
const i=el(id); i.oninput=()=>{ el(out).textContent=fmt(+i.value); apply(); };
|
||
});
|
||
// Excluyentes: al encender una se apagan las otras dos.
|
||
const CAPAS = {bRel:'rel', bIso:'iso', bProt:'prot'};
|
||
function setCapa(k){
|
||
capa = k;
|
||
for(const [id, n] of Object.entries(CAPAS)){
|
||
show[n] = (n === k);
|
||
el(id).setAttribute('aria-pressed', String(n === k));
|
||
}
|
||
draw();
|
||
}
|
||
Object.keys(CAPAS).forEach(id => { el(id).onclick = () => setCapa(CAPAS[id]); });
|
||
setCapa('rel');
|
||
el('bFit').onclick=fit;
|
||
addEventListener('resize',resize);
|
||
// El canvas también cambia de tamaño sin que cambie la ventana (p. ej. al
|
||
// abrirse el panel lateral), así que observamos su caja además del resize.
|
||
if(window.ResizeObserver) new ResizeObserver(()=>resize()).observe(document.getElementById('main'));
|
||
|
||
// comunidades
|
||
[...new Set(C.map(c=>c[K.comunidad]).filter(Boolean))].sort()
|
||
.forEach(r=>{const o=document.createElement('option');o.value=o.textContent=r;el('reg').appendChild(o);});
|
||
|
||
el('legend').innerHTML = [5,4,3,2,1].map(s=>
|
||
`<span><i style="background:${SCOL[s]}"></i>${s}★</span>`).join("")+
|
||
`<span style="color:var(--muted);border-left:1px solid var(--line);padding-left:12px">`+
|
||
`<i style="background:#c43f2f;opacity:.75"></i>espacio protegido</span>`;
|
||
|
||
Promise.all([loadImg('rel',"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ksHlkopfQAFApUCnAGWqcXdT3SoLzyiSHjNSWmNdovkeS05mN4AGnt6+BBB9kLiCWaJMhSSbNVb66SrrW0E3ItXBVgGDYajSiqZ/MR2uRGgDgle3LB5uFWeUpg3dEJcmlvpq9Sq9uU8j1EyYXY1g0mxt3P0gN3NaaA8Kb2AjCU5U5cma4xK3I9i5ZBEkaEqVpY3Vs7n2lo8D1vbqIux2FdhsdDgtkwV84PrbdROrDECoKg636bv1B2pygMh8E4SBrV5hvpQm0RTGnKdj1wyiYcrEJL12B3m58bkhE9OVFxcSRpOn7HYW2MtdMfI+L0wzloUpdaEz2Ivggt8tAYPirdI0YrDAf0mtrgjHHp3aNzQu59uxp+TJ98BRO5yzuVsXCj2guGThMHqMMcSUVciSe+xm71Z3vA8A4puGD/EdncV0nffw6gXZCGF9QDNnO9TN+XBJ4y65jr6YWOTyVe3FAdFv5oSz2XJ5k94aQIg4CZH0USzvk/pALAbKF8IH6ynUvTBtlngflXMnXW5mZan0Mle1lzB2pKJ7368ovnsp52ed7PWKyqFs6ZYSlOa+wng8dD+H1fO9gozUhMMYMP0h/438b5g7XiqwKaqgQNKSXNpPjwKLTIk5S5DxXt5bkJnKjOADN+Wc+XZmd9ESZObYs0ViwJTLRaJM4GNEvjRA+hTL4AP3FVxf+GMfzcV4B4HyxwR7zFJeUocXM+5xdUJustKqJ8m82594vtzdwhGcSWSP16LhGwNdSfLG6c3nKs2bvED7Ab23VVcxHhVClmjaNadsvO2NRGfhla4N1Ukpf2uR1lV37O90BsP5l8tynOCGbdznnbmFBjy80uPn2Rh89nsO7v/T1sw/dHYe2BfmMFLOBmXKcP7PlHLFSnGgESZgRDb2xIiQZpF8tzyHAr3/1jED0qiifJ4nox27GZO2X8f3s7Xfh24cJ89DBAFb1doxqnhHLZIqIgTcPvLpFTuZBiuArVFKWXG1O0fLc6/Z665plAcRV5htgMI2veexIGtzDIBAsjNevP3wpKG5s1LyB6tVWsIJNuyHE9JqCzhgykuZ+llZVGQ7Z+jz9/A/zeK4aV7+nlGTtmKmKzvaJ4SXgH79GApTAkQ+f2RXm3n2t9e9svesMJbVXwfgzChDMUq7HDV9o3cjrzr/1dM9ipdCi6E31SyUBAmow0kzSs5yZf235OcEAAObBw4dEkHsHUnx7k0pbZCKFuxfOynELHEEI7uYaErJTPZ0vfui/eprH/+Mb8nj4nU3SiAv7doJGcVF12B7bJGu5MLrng2i+M/YDkecu4MVRMylzOc1ZDSdWjbamDn2BB6L4nkN99mmexJ4hTbXZi2RfNOA/66NzY+U15hGFM77T5gA49APQ/mMzqs1rTn0Gy2k3lU5P7a/enE5kNRRteUnLsa6noeg7AN95igdMNr6h/PJlWjjLtzLJ+36UfrVWAWTZ2L3bPosBxOUHAFw7g1j68nY+qXn+nIPAk+2caz4HLChH1SoQqCzdcgCov/MUz/XSAGA1WfyU+FLTBlddP9Xbsj7NHdTzh3sIDix8EO3v3HIHb+dt8tJbed5qkqRhbB2SyY3vDo5nuMJHR2WeOyj+06dxfuHM7f/0v/8fFUIAUANYkb38KRX/Ch9HgvRUSDl3nWJmCTJOPgzT8/9lF09Aw0G1zuAbzqRtrXT72Qe940Zx/kYn2tx1DPq/MfCtweDNrcuX/9Onbv74n4I/AwAAvP+q0oSBRP3uHp4r5YssfwUqzqFIEERE6vn7J7/59f80+WauF82nv8f1X3/39X9fuGMvlO7fZN1h2y3u1xPKcaprKNLa8XUr0BTl8oN0/e1UfyOEC7/6T3/P0y8/+Lvm/9b9/tgG95wEABg/gvx3S/ixo4rCxHQkGciJnoGxA6g42L9LqvC+TsQjBUol32W/Exd/dPePP/xvAbgTWtgUXsUNg/iHIDmUqfbGnofs4xCuA1tt5Ykq+Xp/ER/SO1dmzDa6/525vf2nn3b5sR3GN/5XgB/6Ale4s09sAAB2f7/NzBrpuyXfNfmpZRxzTYVCGSOB6yy3X1l9X4RGUsDciHuDpj9znDx9/6FX/vRQDPN3s/arwM81vH896+8CX1fap2EzXTp9dPA6XQZt2ok/HmKmJVHqRSYciV9/quX8i+UEkGy9YSAF0+D5paD7oMJ19A/0c2Tl76xXOG9fhBtluHY5KTIqRV8999IO9b4AvebFxu73mt2TY65y5gK8FGsnuHaHEpUt9C9lS+yJJg9k84dePwqiijL7x1sBkPQZ8ZOTg1sHA7pNU2e1n3iqpbOFjhAk0fkwS/m15S3y5PxXJmOZeCCuffTxFjWj2s5W4AduhWNqIqHKu+fI335f9DoHSnpqqOIH09fLpcb6eLDEm0AEW9LwbCNsXwSnrDm3f1xPjObkcyC8rb89d4ATDAClMph/59Vb88H4+MrJf/80C4PS2rliHHhVmonC1gbC2P+nd1ZHv4fty6dg+zntSxgEUHI/hrBADU/5qiCW4P3c+HqSQAMrgqcDtxy1lx+pI1Su3ZVojCNR8IWoQRs7Taa+JhsAFLs78A++A2I0UZCV89uxdefNK5NgwT3Nosdsv2ejd2ck32f3ddFfmYMnS3KBKKiLuC+tPqV2XlArQMMtBl1vZ84h+aefex/aOB0BEBbjaXjD/X6Bb5RnmuIZeznhdixV6XwmjXqjw41rBdfpAPyrI/sHuxRvXHCp5bLt8/7bN7+9G/rhF55eYbvK0NnoatNRLp4jbw5wo/19xtyuWNBq+Gr8sXIZxr6o2rH/4Hni0K0sDoEsX/rq7+q9Z1stHSquztnE/xPw68PD4Ey/DoInn6t+PxoiCJMYOLLyS5nZzkgAADIG/+DvXM6SX/wc5lQVxlLU3bsng/zple6F3v7VcH2rShRWPh4E47Tx2hm/ZeOb/VnQvLfm4ffGkiXmAhhL7eXG1MI8LHeca7Xa6W/8jq++F5/RWi+BnvIjUv3N+YdpbVgJYDo6QCXhNUtXVRar/stg9sJKAn95FP5B8nhm84p7Yefc6OSWsMNjsjF3v/m0yov7RVk6QZa5lrrdHx4Pe0jBWs1nuVKzVlxW6rBU0uEN357EX6o5k3v1ycY1icjywvUM2Ud/3/SwE2cP9okSn07OTdDGS2UufsrNQYf3Uaa0gNlL+qwoXyS5SwarXpu6BHanZn8WvZbYAIDXeolebSOM66AO+S4FcYxKL3/rXV5cD4+fIvnhf87Op9kqHxLkQMFrPHUpVRY1Q790iyALjlklBFMh4exGzEAWCUa1FxOu8CqBDg5xOnNs6SvL12aq/0CfnV72vOwaJ5oCmQXpkBdTW252PAj1wBNivjYDoWQ1WCx1cvzbL+buyTOSv/iVAYBqpsfdrTAqFZNlEVrHXVMWDsv7YM+J7ueWfvUpkZdfKP7rmezExaqcbnhTo0iQvCEzZVZ0PXGBq2aNbjAz4Pvf95JfH/WrlYdLtY7D3HEDQrCroiKYuZlTdQmg+u/ygpsyQXXqmvaoPiAJAqy/jArinK7qNhw7mgtFJ0Pda6GpVCJNdxNNAzqfnAQVYe0GFrcQnr/u6zVPhb6NXIH7LvcEWfzRn3rxZ5/++CsM//Y3rpmYKskz30NRqZwZed08wziZF53JzFJSOcXvFtpQ0qbJ3q2Mrq8HNLCICgWhzoY13eyRhRlOKoqvMnjxDGtZBcCPfuvFWkVxJlbImPen6RIMZpUOIwBsMuMfCJVikWk7fe2KI59SVxDbculodnD8zVk/XoS1H18at+nlVedXcVzLrbT1yqv36WNyE0wV/ubPPuXxp//YlTiYWGnNOGdZ7m2zsDpAYktS1NKyo2PNkKU3t1LftItV8/EwNwie5r50DvtTTAyR45QZ2k3wOgTCcZurZN4/T0mBBGF16Wv1j/21ENaoJ5QE78I4BdobNR6NEdm9C1Up9tSkzyORJI6hX56hUex7EBCoJJmh77/ufIdPvorbuz2ZcL6NKVJdyWe/c8/KtOTQyVGHZf/miwB3/uBTG9+8cgUAtJyUqN2DfgdZpKkhr/uK2qdrx/HWtjVxHTIg5gxft6XZvRlcq68LuD374YeZMWc7XR7L0Pk8b+QSrdtua80dqqlXikxm3nV6Q5JKedJP2njxrYOeEv8tTQPhMLQa1SpCAaCQIuFcjGPfPjW+vK+74hVrX8uF3pb6XGKVEjGdMQSkzzHa/j2dA7/mCNx/Z0cCAPa3PwN/fOObvwq/TyiCxVMUP/uTVyK4tylTYb7AKKoqldEZVb7WUysvDnLvfYDLoojyFR9n3ZvTN8kokXOGDvjt8sYIWHFLVdtSFgeOHJcpkUnRAdFUzCr3scQ0GMLspTeeGKd8Nf71nkijqnQRH0h5Mvjz3VaCVCaEtZVE0gS2LQLHmia8rJ8eOW/cV8ESLVDHQ0PPGTE5xuY+AKy8DUGIthuFWlEAsAyXASCs+et9qvzuTz3/lMSf+IkrV0oAGJiIvsZUGevbUT6B5xstMXyVSYPMJ2d28pSQosCsLKkz6MYXc5fVIzfysjW7GQ/jzJZYYre2aZUw0CzR4oWXJF6J1bnPqqifsBtLgeSwdf8aadLAJ5cMwtadVPWQjBICujn2AHhvxfaBHyUyMFDkpSPXZnXscmrIgZFOHAXnBwhCcRboJmyMczI3bRwaq0wG94/+0UvbBXpoLL1tffZpiK+dP/MTt3c4gHovioFkRRyTw3iUArncEKnSesMqakw2UVk/s4ZbTGn6Tq3EvM6ywfUqqjbIc9JojJcwFbfiKPL85pQqU82RK3kzSEq01UOduy3Q47iCa81fnFKpvjYsBDrPOFUA1hwFXFeqDEBHyjHCdy7IMK3EIc8a9Q36Svhm8OdZNiezSvYKxCvLzUKeoH0ijCK7ENp69S7JZplSKzf9Wa56P9KltPfqha8+JfDjpf1bypWcYosxmgcIH7dzpkg6SlKJWRznYV0AEmU17aIV/WLINuYrQ467ajpjbghLPzFnRprQzLfKBiVbi5SnI3FLccaVpygxXqR5o1owfAHHumiENddIrWmK1kLS+OwLkhSmGaSDjGMIAMBzzajdLgIZbrlR5LABpPnY4CotC8drRLnTF9MgR5JpipBFc0sMyhxkhJJxCPbpnXQ+QZKpYpl7q45992pKnPlT//s//c9++nv6Pb+3ZQtPBbyy+4vLm7p1FCQpi1IppTaDCpKQ72fjqe9bYZbYZKNKs2js6cQ5o0Km4Ak7vjYNXQ2gGSuMK+6nR7PvYAulU9ppi8jdJXldTB1rWC13UsfA/ROkU4/kfoGy12GUuF+t9Cgteghhz63zgBs4CgnHAABFCVFoh0CQ0wRMKkENkua6Y0ZS5WgeMLYY5ILPlaxY4QHFKizU7EEs8Qhk1rFycLw3EOhev8S6u8Twbiy/sKxSva/93J/6XtY5fy+WntATvvxAgi0fggDXpiUhiBvtKRETF6PJPGqplYPoHZWMIyeABnuq/LwFMkVJCzyIO8KXoV0Ok0x/9bNtUuYsqgzRatHuJ26FqbqCIUK1J+vUvCi8ksidyiYutybqVYe60Dx8OV+SyR9w3lf+fIUbEYO/J2lEqXfNsXNRTWut6ZAZjXfjG464FSHXbpWGpeZjuUcgpOZGDVnzPYegM8OLkX1qL6tu2y+s4EZIYSTeXL+0iecA8LkH+GO/+p//8J85uH0bxKUn8zSG+TmQHQA5fjZpv/VPVqqDqth+jnbixpAQcaTgODOYVGxYLutyUqO8OwW0A4cBuEIGgDnRj7F3IkmBesMriix47vXvOMNFwEbyUtbLAOMzm+4JdTi2KyUFJ8B74DTj1npnCz/hdLfwuPN+J67uA+VhHAdKVTr+PUQCeKSYVmjGY0X4cULGGrTVW0sY/bz2Uahwrk4lL8P09VWRuya0sFAqfYgPvVBdMc4Xyd2928oyLpDx3sonnu2hg7CGu9/92j1fBfirf1r72FfD3ZupuH7hCbz2H/4ySExwpuofdwoDXgiuhPNw8yyz8LTaJN2ziSNIOZoPAZ9Ha6uMMTxOsOWGPMwsRFFP78KS6CspHujMjuJywE3Jz62rtdi5Si+wT0KkWSQVhPwgKiKjJ972W1Ia0l2uAxsLC2vjfGlPv/CM+DJ0s5kfSqLC0ajU+b8XAQADhQ6OUpSNMmHiDb54gK5/3vYIs8SaUJQ5EESC8MtLLdwZFZ6N16BUx7Mhc2Hm6rTV37EH1+Ryk0YQRi9S8O3MHNcv/f7/5Z/9vr/xZ5oAuOlG0grYzvkn7yTI8kbmIoT/g+G3C4MqMRxXiVgv/ABJrCZn2ymNogQN/oxR8NkwNnFBboBKimnnypPFuKsMb97vgL2s3Olw7iS4myy16Ig828bT4xj15oGknvDEHSQNmLUiBDflduQm8oqDO9UYS7aTlpbSlZE0SqJ7bfN9Wg2Dhf4ef1mjX2nPUMzfT6QfK1FFs6jqTYasVmFYkhhapRFfSakKUca9GaNN0l7PZghXoKBhlu2Oj+uDnaW5CbOTO5cP8HQ6qlukjUZxXDzDz70kReWQoNMcf/KuTUYok7UvPHd8GD0n3XEXjSprxNb5/vjttGmIU8pA6qxJ0kKYE64XBBWyzIYuVF5M+OXSNwtQpfJai9tRp9p+c0Px2JIiL7iPSxyZZUYdUngak1aB501qkirBMQrQ3GQW26rzVj5s82g65gIyOLbvDXlq1JdDbwwV+AfltaZTDpdeESAQ5vSrvzkzkKjm2ijZlCuikqiASHifKSYGweSVQyot33YKplut6tGV+ngPwyAlrYPk5Orbb19/a+/GWzP7KDHc3W99MzC/u0uc3agJHOGbrzxx94/Y7MpSujZ1Nj6b4orbw8LsREHXtPjw2Cttq1G0LzvRO/G2OhWnRlZ0MziflOnFIy/IMaV2vOWeFjhrWqPzhpjT9PocD1d/Ratym2SjjBdzJc3tO3GcLoQL17dAmfMH7I9JihXNrAogxFiPQVtLWi7BgrBcqiH4BzcQbCox5L2NzkYav1HuwXOMIMOdAwY0AJ5BwZzHtj0LETfp/K5va5jqTnHvsx7F5O3cEnZfwQjQYYSjX8Zcj98KZfrZVS/fuUTIYF3xmRH/0f//3B9++Uv/3k8PEeEElEcFBXvDHCy7TE/gTkzPPegVwvUc5kZACwAHTb4gKTXLYR5wpxdgLLSXI6i8PwSnjpfrIYOkcRA+U8CgHK6K58eVeL6+I5/xQm+64J2kTA0l7wfiCF8ieSqWwYHXNZEU3pvtWdurG2vLrOZ1vHKMsmIAImYAwFXEuxGlMgqgyiOPVZ7WZlB6fRwAAGzfEqOlmNAKe84F63bsaht4py60vocCpf611sQtlCQwLtfhKIjPz2v+3KntnMQCTEhzXJ+pIAL8V/7/5S6o/0xn9U//m//zrGq7vOMfUwhjnSz/WCrq0bXbU9yeDK4DkJMZEQkAUJiSwWGflKuBm/NPhXClTSnZvXBXk88PHXEsIuBOn2RnETAwiGpV7m0OwjcLC/xM8omM2a8WolDtLw6BGSdnUjA6V78Hg8G1/lz7uRi+vbFN8vkiMgsKGQIANAIA4IbZ8w0CUgJo2kocjbYvpRGUzgtb2Vy21kIUmzvFsKRWXOQkGqW346miN9E+YP1UePlE3PAKNO99a0w5LS50Zf6ci/g4fVIq6TDBafOWexLj+f+fHHQCsZKS92SUmZMndQYohtcrDZSFKMMfq6PwR9PxrCoFYgACAJRV4Gt5LRfTO13+/NTNb6fFY/w2HV1QZGwQfkHU0fINDx4lqQN1lbNGrcr7dSj2/c/O9zdlMQXHahQav1OuVgb+WZZuUP2UkOFXekoy4E7UhD99bWmLuxwAwNlG/gYAsou/nBvRgjMC2CaYnwEZzZx30NHPJnbj+OfID1mgWmU3yL5NyGijDgmIF6u9PJsWLxn21iutm0rV5XEw3Gmf8n8F1z+M6gep+dv/cCutUUgzitn/n9wXt5/HS5QBnRMa9eZWIP0S5n7QPhPJ/EKyVvnGMTiNzzABQCSAp3lF+x72rvN2Uu8ixbeWdaOqfa2hA9BHkVP7X8j6oEtpOgLAL+AZgbPyxuMPF9pMg81snr0+xnXuhHQv3ti77qTRbVVVlWq3Lz1HaJ2N587vl3J6vVMBoyoeAJDLXQ39saQgADiAZ7qeOYE2vjv0cw5cFIvjriadF8Ko9Jyhq6LGk+fKXW5fTEd+Hd+pUOUasJ5KqVdGyMKEhtdBh0zMjp0Gj4YS18LMKemIyTf/l3zu+SfT/h0xPsgt2u+4EQTejHsKQynqWHPeLqx8B4gzbT/19TACAAHPTaSqHFJzIZvUcZ28rHrF90wNRkINSxJcTWVyvh8+po3oZCIUMBgspxmbqTI07HjWfUuR+25/PiDlzZGqvYrVMuPo3dTBfXSJhUHjxHM+2HLvzrj98H4llTnVlgqtSb0dyGjiEYwBAODRiJg/lRqvuqf4CQH0zx+p1QV86D+54VDJ0fS436KU9NwZ6Wyh0F0oX2xTC7wfZm7Pz8rxfkb3fXXIZL4/8eXJlJu1lbVQqdR/aDs/fL59jnsC7ccvKsLpUAFxkzUTl6cj4dEDLIueDRy2eiav9OxSqppRAqg1iqRrtcTsOyPOQFdpsB99M89V1AQAJtdZQ6hgqH8xBGWBoPBNpRrj72VI3CG5NEqlW5k6HNJhOM0GqUjtb530Z/4u8m8mYQlnMjE3BlfeWwprLDZGlkrEOYWg5MQSaEuniR5IQ1ypfgPxrLObIbYmZPrTN2TCVruu7RmcBjUsLWPn/FZ1VjAEhWbi3K6tciKUhXmE4drWNe+AWz6cT2z+fyYbXT9exhL3sujGU0OGEg//odyexwrj4Fg9/zD8RUqgPt1a/zsAsPY7GQS/84TTZz9hjO2b9rwKtEshaXnyR3yGz3VWcqDqJR3Zrjk4IY0rAGTEr2OAvfULUModl7YV6IZJohwPpTlAfVKF/QO4l/eNJt4C8EVgrnKoOtACa31lPP1Yq9+v1L94jS4IBdNaCHJ+8qbuW1wrJl1Lsj9RMJlY5RMq4vV1eQSV2hZkgxClkiGaRbO0gPfbKHSyBnAcLaqwWJCN+lsIigK1EMSPlhFlcEaHhno5SNymKosMV8DrstJrVZ2fTgY32IYHeLQo8C+WUB5z8zPrFxZse0W62Fdn5livdOz/5t/rF3/t/WR5nZ0NU23jIfjcrWOjK+uTJUHln8mk5c1/8oQTfEVnXsh3Bdbt7SiKvpo/mUS5nzQkDF3ujJEjCIs66XhTrCyP7Kli4nMiXw35oYY1mE1/XzUtw8lG/UBJN9oO+VM27+ZDrhkXGFBIRsUKgwzj7K0neksyxF/t9U/BN1XNTyYed3kARoPWN57E98/ZO73/WqHlQjylSAxFjNkRfwozZhTxfkpqlUws0SMlbdydndGoNPbirJs2xAwWuxgEuNbLuNQtbOTQzhzauCblvVHoBrHjqNCOEzAW/Cf7fPwbDsJccylLeHDpWvQcUveyfRahhM62Df7y5H4Xty9H87ujghWVP/X+0b6ZcqTXeHmt2Q4Gk0L85G884QRXo7i20hPkPf1wIno/JPX02p0KZTJf5uliss0JwVTqzcSUyULzLEk9P1WhULOxdF0tVKWwb1xsnVXVKQ+l6xeN+DqG6M79Ek0cBGXbJ8nTiO0xzcxpCPqM1bbR2fcXw5thnNQiz5ej3pbMNhFV/BSYk6yWOoyMtdSPOqaCAS2R8Dm8vBRiJxEMI1529epmqi8jt7DtTfFdy+mM6XEfjSYNEmXZBcPTUTaabm211kuVXe139cC6TNayZT1kSQ5KMVrhylhEpUE0Qzzu7qzDM7Fte/wegG/yJ6vo6oM7dq1ws2vB93QplqbfA4Rej0pvY2v9vmROd+fkRY+bPtmUSZ2skqunFxoSITvsO8e4mocmbl5yJ+xU5/Gl7QOjogOgQM5mk+lQxyJfGUQY9TcTXUj0Sf3Cayr7OJgItXji9+4i+WJfa23dtAK5735iSubZat0eWY8lAhI8HaXBGWVOHC+RNm3aF5bXSS1PYN0KHjVQ2zVAKWoRhSJsnhTeQt1aVfJmvBdpBWjeKWTPB1mbgQ5jB2/oQty85FSASVkO3rMpRywc1A1TWNjik3ThOK5V7ysjr7ludiCjG/4fhgSMkfu2JuPh2niXvKmhmuBpTVjoBcJ3V+tfx1R8Kaxwo1hgSVY2049/D2tsg78wHz5Q14S8IO1Y0pdxNEuvIPnSoGM90XR96LR+hB/08hM/eQNOq700zGZe01QHaz6VGWtjqpVMZkyXoqKRxH3jfdDlEQ2SeQ5Dy1OhWG2bUno7fjSm5bYwNW9RcbKEnFLpK0uR88sgocnNqn1+6Xvkyz3DtLooMkajVA3arI+TKh7jsR1la47V/BLDSQ2ZUTEpRoLvYXt6IvbYLsZDOHtaZU4euOSx9drh2Izh+jxW5v5FeNfmPpEH+10anAud1qtVeBZ4BeSJs/AsIha1rnApSjmDTz1/HT5nZamFTbhuur0TiJM6mjVx0dr2+199lxWZjIJAYObkDy+cYedKDjXSfbD18rhkaAZXz15+t7XY1lRr2mB4BZKksHcdhFgXRk80xQZPrcicUr4Qc6C3cqZiqHN54mnLNX4hGtdX2gC0zuCMTVJfLuDu2tz+7HpdVVcap4ATWk3TdL6+7GehoXeXTpKrTqqfVFVkyy3iGKocrksWeAAe3JhFqshDzg6Sdk4VkTlDSdQzG81b6Xe5xPFS+9o0oj5JOeg5x4sw9LCyXmYEi7aZpXSQbrV/fw9ISiKwiXWYoG17aZzQdgPA7i6dvRRUOdd25TaQ8DGVrJPF86M1HgT7Vo67toJrvjJBloY3fXqFTrcylPxanrRjlcI4bnVJRMvgQn5xIwB5tbVEyFS91uy99GC/xwCxRdbDfPPnh6/dz5WyVmfmITyXFbORh3RkLxc/NnxC6QL/3T9Q/08572Mllxk2rc2XqNS5ALwSLbWlzp7qLP506R3DCQZ4gFBT1G0RrEyrfkVAu9WKKh2yCp8TcdV3ExU2l5t3gcP2x0GPxGxQaLeQxUfZZZOI+ltVbL4TyIZHObub8hGRXhsSM9zmilgJMFAWWve5vuSQvVGBQOaVE2WsESZuN49c+zy3ateJn0r34rxTAfPn0A9gpEceBusFqcVCvAQ4PiIrqL9577u0yWhmk/C67HSuo9BEbVWDDxv2FaYiFdNc8qpgboyz6vRt6HDZOZ1NUUdMN+6yhtPirfv9Qhhp159NoWmZhGMPqgf6f1/jJJFM7Xwmqeeoy/cxOVIqqXIuJiZRT+5sN+UCVdjGE0pfu9Ay3zmAnExdZ7sTsLhyyd7JxB50W2hR1Yh2mbTWjeMl8GNFJLkawHzxxu9+vzPf9O4Vlcn20g2Vhi+CyyOtsO2NV+1JcrGCpSle2IJNhUwO1VdOTnioE9H1m/rAcMsHk3IhjecKgHECMYZrw9ZcviUpTuy5gnxIMkssB86zXH2cthXo1ndxjdMzKIxFVX8kBfbCodNaplaO0YFb8EZG/lv7obb2bvmnlHRael/g26EACmxtVlMuNCLEWMInTG5S8T4Qqnqqu6qavaav06Drf4lZI2qyea2d6uXisAVL8GdXXZwwgumiPHqQf/cX5a7G+nuzSOeEreVfuWfNKOhhTKgenCR1M/erJcb2NF5+5ckhRUwhN+/3p1DfHWhTZvuVNxaX5c0Kx3mp8PK4T8eG6c3ptPqV5Td7Pc2ERUo1ydNr7DgvR/VbK59OLEXqI+Wohd0JSCpsRBgoVVLafpwtvIB7GRer4bWXDZxObvKSDbglfYUkN1IvxBC0DX1VVGK/UN/im4HduKR7luYNKUo5CD+LnQ88xn+S0z6r3eQl8osrao5zPRSMeV7g52LyjGyAuH9AyCPuu7YargHDmV2TdjHcOPcnv24/TLpq7K0a80QvYewpTzNoYpSUyPLhbAF22dGG3clyW92YqNb+uFlo3cmYSUNpiRRlX/fesJbk2sKRwbl3++y3rYSQ8Mg04hVZXO5h3/mZL6nHyX4W2GHJLaYxStCJI/lhLUzI/oXmkz6XvvpPASMqsoUWqFQEAKC99M505mjfdhtXxZcWUM8dnitTmSsSAsxXyT4ikh54l1wAOnBBMvpasZx+5OJ2WDlKNMjj+Yi/dSQg+HXf1cXorcpDnf7xjcwn7MLzFWzmatOo6jxUJKEjPRVe41L4K1pRfb97IJXSedY7+7K8q+D77mFtOTzBHZ5PWX4ARoYLTW/qdGakrGM7VZElZ9CNAefpIGamtlkbcZpwt/cbf+iAx45qhtxIh+zF8Ovz5kq15EjMhLVkQG4/8iqXt7jy9rLM1KWSdTWdyj9FTRSievZ0Dwlsokl3WlR2oOIQvz7LCy6iQdZfayO9dP9gFDay+5W30wj3QwzL0FCUiOwrr3zrJiGHapgSeKUVvDOPmYpghv7Z7B1e98VPvPoEzssNTHfNe7o/cNI2Ja9Qia3lJlbwUVtNjo7KqE3Nb5xZ+XKa6Jndf+pveGPm4YfynWspx0xFQ4bb/Ya98ghpwHm8KDMQpfHy2syqJyE/ClfXongIJzQeqhErx6jvnZXqGdxZ+yhgUy7cUH4B/g33SZx+GcxpODby0q7PMy2jw3YzDUCu3Av0A62slahqIg/9SJ6Kw/PoecKzMsoW7j9Gknh2O3A7PmYqSvhtULWyZV7hLVpnBSyJxe28HbWdZXXw3Fq77tFzsWfb2QgLO2sHQy77ADNVybj4WiiZ6GSFCzsdimLaDp0SWd6ifBG2ZwjwCNdDZiNXTxNOFm7Kut0PjfpcOy3c4rnnnPuseMeoN8/9nmYRijAYpvZklNfgiySDBkSHXRWTUYHGKdup4lnD15ReNH3S5mXXrikedQDgM5bjf4rzEEqVN0jXb6lT33b6SzIraFOHy4Yt7o1TPbV/9hOhwTphx1ZwbsHZJB95S1i7ml6jMfLZrl3uqH8dcvs4k3LuF8H+ITamnq6VRBViNCZEOxSu3T6MQgy6pLbeScfXXnQvz0TGahu+VxVxaNIG3rCl5WBuH/KyYWqqOeVBx3mme/mCqmu1nPjp0HOaGO5Ia5LWgaZmtCnmars4mglT1kCFmgyDkkjqfPV90Mb4BQ+rmXXqZB6+Owr7pEaxi9LiRZQ5TlBaJYZkDCTK6n7yvkqEcUZOw/smorBVOGsgn6MBxSpnnVvBM9KJmUg4qv/KtRbv52jz7Hoto3f24F79iBEI15xbJbQ2EXMwjHgsPXQLWdgSTC9LdEHkSfRwyJ9lDpwGHlONrd50+GTN5/fuxKFHAEo2rE8H43JtRUOPimWdjIDCeNYsuwSx0kpeSV7iuhPtYGliVAwX8RT4zmvWruDZ2Y3A4fJshe/VaKyvA+v4YL2bqvpziTUpnk3b36L5/fAyJmADPIsHcl/E/LH1xAgAwDFWWCqMY6qvtToF3LXp2QIs+yKDHad/pwhp5hoHd17UZ40bkg7oalXuM71vmW9HGu0dxPdNcsqIi2vQESbWPK6bsX5nxqSj8uK0MCWoBi91SHgxgfP91BYwgIsKRpez82nhCYlCABNKApVG0Y8qEuiV4fSddyYAm0pyIA055e0ZZRACo4Sj/fDOSUSTpmY18P5brTBJLWq3cPwkgfuyVn9b512D9FjUclN7SiwxnOoULr1UHay37JtmLdQSbnSkIvIENpthveXOcP5EzQscU8doiou4/pmBY2at5VZpM11a7FRuHEBIYFWrx8RnctgPVm+/V34vWe1RZbyJZA1lrvDKKRbQDK3NxWu1B7SIybJCrNL5gW7pXZ/eqofsl0v45QudC5391ndcXs85MvXqVhwJYIDWp0wP+7rvO/62GhSr7nKvqVnPUBhKody/+fON1Pfo1eme4vo05gMBCyWppT6GIuzQUL/rO3eporMvLWdWiqYlfdWsrEdTO6LzOIF2PQZmYGegXRq6380GPWlNKMpRl2vBT44LM04lzkCZ7ahOK87GzJnXutIVZ2dR66BrB3jV80IwYKKRgeU2Q8KryPhSFwpOMcNoGmqKfbZ/Dd4V0VidKhi9XlKR8W15pveTW36HiDkXwzO9r1V3RxHXoCKX5KXMbjIHPqKc6XznCZhn91S/P4eXL3SP2yjaYBg+K+kkSpxXSGJsV5/ACUJYZtD4VuJ7YlcsMXdKYiSoqvDAvIjjpzG7eRGtsEkALylFTbvRXqTT15rHgjOc3q2U58ehM0PsnDVvlymTK3YZJzP+tQ6/mVnC+VhruuX0KQcJAPw07oWZfnCVd05zcaovI293Daf0E4ZTYuuwWmHwOefLP/rOV5WvP8V1b8qBnuINfeRFDIQ57rfekxwdteQ4t92peEIcjGMm2hkcP7EUa5jt4JM+Dkmfz66idvpTuY9L+i4cChwks8+xZLBm5CewhjBQ4WsHChX1nliaAjRskRUTQ80nnaQZHj8x8wxPP/LdpUFrHBOt1VIrSchmo5+a9/sz2pvsjTTKmnqp9RRnRGMWy2YRoGc18cAVE8AFvDR9E1hMo3xyHsv1IUq3tjb+5ZMuxNKiYa63l3aUyb6ADQdUYaO1cJyE1nPL9PT47rNkVVAUQ9tTKBKWV62T5lRpIsY6FvkCKrirgGlzXwtJsKUKLgcgWwp7msLjEVLzyh7cawmfDuWIpFq1XiIwt7r+eqZzh8jQFNEUCoC1+sQ6jkEIgJSZormbclvL9l9qf3n4mjMk3NQ12RwPKh7pvV08P4v1lSN7NhNUvCVY5mZyFLWaTLDKuNfgH9JLP/HOSUcU/fQOugoZrpO6IwMi2u6EEIzPDsKPg7KdTsyalaINFvb0eiJHnmGx9+/guQg27YFfMTnmYlA3Rl0JTPMDE/X5MB/7zHxvvF4vPVUYIzzPt380k2j7hXsrhEODICZROcFeWqczALj4dsjT0UnFXuJ6Al4mTpwTE62TjOjtDYUzyvAowEWeAtODFKJCQPiYFO9Q0rISHT/hgqHQwHJ9U4lyKoHDNakjUtERXkC6SgV2PZVC18553rLcyGup+XQ+KwgX8RPa9jJXHUaDItCQEQCu58KCK+QgZD/paiSmquZN5aspHFEl3hgm7I7cO0819PF35+vv6bbrDL16MOekLKHYHRRZpJAG8ibgefbIhLTXhVGYyBxrL0KlYSw7mHupA52r6raXv29HXTMUmpaSeBqh00idoAksaJIJdryqlJWVWLmdzoIH4sM+zuueSFsFScEMgGti12fjENSqv3dcclXLP14R9vSYK/u5AXDg+WkQU2MnDTzf8wRcck2+gIrxpGprLfCilLh6gOY3ZjPSF26VmUabjPa3lni8RCwkATE5dKJcWEqow8R4hc9GYkm11WKRLVLEqmXf87vrRGnH4ZkGbyvYmlKgfgR2eakRqEtKMXKpHImjJ1oUkR/VnMKQPOlbk8gRqOc6lGmGyCyQQ6o86VGv5aZLFnnuRVq4CBPL8oE+cJKd8+qltc1LDwQCTlALABdRt+2HSytdJxyrA+0+tC212UaoutMt19b1SrvxTO7zFlvglDUa4OuLaYE6LkVOc1Yj6NQb8Xx1jSuhaQRUNve6N7X4HorVAbCI3xhHkUPlHqjzazg8uYEGTlGBb5SvhcYcaBO58GY1xx+hpXPY47G3Tro/oQthlaZCG2Sc2u2J5TLsjD1XWEHblFD9+6uY2vbl6Zi928egg+SpFt2cwx0XE5rzokABnFyjk3g556wQFTgjWa9I+yGY6EgQyh97pTzoQbG6tva/O+/OoyCvuOFwzG3JuTdx+4qKRbZwVSfikUoJI6ZOIV0lJXs49pkWTZ7zayjmQwQA6XLdVqkItn2ChJfhyVbi4pZNj9lwhFDO+AtnwtkZWkznU8RbQU4CEWlGLfZ1B+LCzz3ClBOwohp4172oxAvIcSXXEAHCEQBwWYWUMppzal2shTpFQzC9Dvjj/oc6cZMES64NCkkwzOZQChXK4sUN/5uOGl1qXNde6+hNZ/WIawiaLP2RakPegH4yWfXnzngWJjkhAmwcXEStcHtnWyoVJZm2VYvkPZn0Dezk0Mqo00Zk3VVyx8aVrhqsWNYAU521alSyISAGjB25wJbQq0g3CNyVuQ+Xyz7L85NoHYrQx6k+kEQIb32ow4M6qVfwwoDMz60u/sX0RGErXCzYagu67S0hjzrDT3ucjTF2byyjVyRRzAVB94QibO1sNvTOmCEYrThw2rnnS3hfJT3PymWZ8RzMn/KiEFUzY1p15TjCkXZLbOAkGlQjcwxPvP5baJLuWj6TmXS/EZXrVO0NGmFFihZCKIqC8PlBzuwFQVSUGSQATK46lyn32k7m8WHgvwX1yCAQEcNEYgQBZrTCReoAZiOAqGKlHMC256tt1deSlESIkTcBfh6Uq8nlQK6l03PA9E8BeAsPW2C09cAbw2LuqrAoQ1VXcKp9K3vWmHVQCL0RisSYLae6YMrVwRNImYkMD1ZmuHnP0dMN2Drj7UoUlWy6J1uELK2NQJ4JohLN9JlorTyENKzGelIPHnAKjvDT7OszGw/coflp9OfK4QigPBnOxOYfmzuXlYBjV4aFUl1pFnSY8g+Cqi2HfNBJvjsUwJgvXQizptcA5AK17SNYBoFL0hBuL8vZtJQ6tR+0bVsi3RpdBGxNOCGbrDOpV6hL5Otj1nUSuaYQykKrIEkJ6gbmlE++/NmVPRLSwvKqbaSQ7BzlqBpoHiNpR5aLES3h1YkXOwWVEMBkAC20GZaGXrYX8abSAqHjxAYAwnF0YC0DQAAKpBlneJPmc5f3w51jzHQD7VmXlyBNy75+/2YqsniFzpWq8W0yFtLA556niFxqbaaGNCb6REt3+dwNDBmBX2mCeDoYMqeTV02nrenbXoX9iWoiAfdkqANIBbUA4RG72qmZ9WN3dqejJYnwEjIjjXHjARptYtzaiBFjQU2ujNsawgM/jo5vO6c56BqjdJ0u4+r/DEQeAxGSNs+BwPdho0I2dL08Awf/MciPd2+Cy4NmOqRJd5J4FBSRD97pMtcdcF28CZ9uZshJKhceik7mIPCW0nNoik6shbmCo0eWTy3nbA9gkbBJSOpyYDPrHdT2YwFldOOW66S5T/MWPAH705+sUEiZortG3ua0xTGu9mRCwg2W9uTDiZIHUQoJIog4XiolQQUZ0a5D8KhKKBOVEncqrQEAgLkIAwAlwim9VxHpbmXb459chI3oeKHOHUZ3cVJIYKLGDJi8+zr1fs4my9cT8MV+aozMVuKLo53Ud15fC1nNJ+PbLweJX129gSKO94fZGkRSm15qVen1dV69YZ48AlNSBwi3ZwupjcR60IlSL/AyiOQlqIRQpSoghBgZLrQZB5swZQXJolNN7YVDNxgzSGmNuoTEVga9f0dKWZ+6OcYIvnKrBSeQrHfKjVM0hWy0zUjgUdo4DGRswGbb+X8xLt9OuHMgXIpUEKN0lKhOz5yscqcUMo3IiKurTN61qeVWNqqoVf9kIjVlZiw05RJuIk636eyanWcSa72hatTtHp8dEAMvgi9eexIG/hbu5SmtNXu4WGTRHUUj07Irkmk0g7nBeYe8ltSQQ+1UOUUhvCmsSfXA3DczteqHsuJH8PdkHK9QXrLS0dNK5Z2dyUuRnjouj8yhsZc+6uvJzAsNSyxSNY85KtQ3o+R5di0nUmktDs0S5YSD3VM65Ci9+gWEHKeY7lyotkhAqefsTtLock1wqyjr9QUDgJnqD83lIC9ABAxtUrZ04tQ+HUQ9riscJJPBCGeHiwHcmbANdjDCanDTrpGJyBkHgZhlc6s4YZF8mFJ3kT9U1L/LYHBMDVotr0A7Hms4kQ6cJHhcd7qzKeUJ2HfBpRDml05xNztnPKmfEzS5AlnbHTJuQ4/z+TgIHaq9Xu7vRuBp1gh/tpU6cjShyX6Dnk2ngcAL1pzpx6MSawtEptdML4t8xuN3qpGJFPAk7F+VxgfGRl/XYr/p7yVbAlF52Wq7tgLf8wqDJsycKgEvS8DTtCZylsqwl3md/WFmg8PYIQAA5BhoOSYImp1oSjAiHNikQbqsCD9EhvzYQL/cdnwBRNs5HIwrDrF9bN7JF28yXFg4aMapabtOgC7ed2LwNODbG14KPcMetoNR7jK9b1w2tvrKCZlsXoRvyQAA+D9vNDaeEkSXc3oEuYCW4VMPCpBG80CK/Y6bGGl1U7dYBVbMjZsqdwy7VDpc2YPEGqSWrBF9MGnl8h/mbl+UDEQjeuvVcuVJorjQMN7hmMrfTPiyHzJxHmr/gHw1dugt+h0vol+48ZdQ6Qr2xxtbHC4DJ5QMQf04zkl6aaUvZxZxIR15VS4r/XTmlqO20NCQDLNt9IyZxk24HRAsBVtr6Jwksmp3IV1SFBI/PMHqJ2B+enWoLZc52cUOUfOIuCTiaLfjhtbJnJzRRNHqulhcYkhYQQl1leBrUgF5Gkxl51btdZJiYo0i5TjCANW1UVzn9kQ5jJ1wHPfaJOwzPr9MSVnXSx7yXwvYpl4pWhOW0cm2buj4GmrOpTR3mpMXQJM1WYBCI1E2kPcOUsWXQRjaGtJFnIoetq6ChYYyVwd/+X3+s+DLmlhepmpMIDJ7KZrNCqJwGk0qh6xxsRuneFkNSnaNHGLSSKtSItDByq57tJUCACwZu82VqaPFsrwMxZvoR+ZcW41fN+vxHJi4ae1Z0XBSXNIwtcIbVD0LN/Qxpbo4scVE4D9OYP/hyox6jyvqERhJXBIsn21sbtKT43ClWXNJQGUIHrtxyrRzYh4td0qTYkKHyqfd7hFJBZUuCtmxHQTMJRFAp6IRPPn6O776Z3+z/0o570haQ3MCIh5w5GThFHeX/mjAnvdAp7uGCEYVNgB4huJzCiDqJhsvAO3QdyPgMZ3LPYESMDOw6fdFsM6+RowvKoSWRo4xvSZbrPAa6Upa5oqSJdKVcimHAoolntdFVXjcJNRLfixoWkkVP6/PiRt67DW42/RpVnRbFcWihrxIWYR88FY7A9DJQIK/mwYG36fPRBQkXtLPzXRXeuFgJ7hMcxF2PU1U37IRK21zCzrdgkSrbZVbMUgVYo5td4GsGU0tperz2Rhy7eeP9oIrFPgF8S7Mon4aTkHyUChEbZ2jOJux/Ve+UBz9biobQufZXz/ffScp3Q/EV4cag6qiH5yreXrzfvb04/7qOv147SMBVWwbDf50qp2K/YwPjFWKEPEJu91KncowODQwJjNczyTp8C2Ty+EJWOlV85lLosira0HewIrKv1OhztT7dn+pXbLaVMcLfncXr8KjNAYA3In82yi3PKtcN9TH9HOKAT8Ax55neOXnjp41SitxHVcjgDrX0y+kE0XsvHR2P0ieavahWtUVXyCAuXE+rxJhkvq9Qn1ySd5IvbqQOcVmidWmmiU5U1VTtfJ4PGBJdbU5L4FHDV/mH2oAwG/XEgB/ZdeOF8ij7LxWWER1HoTnbiVOHW7d6SALlANqnY7rVCkH7F1qxtCLSSFYzq9hcCOZQhQUl7mws8PAvo0azWwmLclO+wtRjHPUsakOLsyhyjhs1h54bNtw47/+KK/nS+FwFpdvWFcfPXdJS+FTwdk1AAAwdbFSDqbOp8/9bGJPJ3M5ZVcPyO6v7kFScoaRHBB6AGPUTXCkLPYKzKnd2+TGulKc1NZr7h86+wTMT/9XJ5/uMhTXwz0MQEhmEzeojBvUxy/Gut0EjwuRsQZGb/8Mv7UaFE2VczAj0LZGzAltBojED3NrxxodiHAlYE4+7XWLk+diHI/RdFashBYvy4a/kKkS5Zp4GV1fapkoLxdQk0xJBo1W5s3U5zL+MmWeURQCgqfav70VGiCIHdQ7adovXTq8j7+MjiFrAJCfd78GIPs/zMTfmwaSrBKNi8w6WUPAHd5oybze6dmH1qtqGDC3Ww1UGM5bzRU/J1ZpBcPI00U5srpJTM6qucwatyWfHqSkzPe/gcvZyZxIP7qrmX78fXG9XOWfBTcUfgvUpW138WxqvD7HysQ5MLlKZb3Nh+qVdDwDssADsJGyPS1gljEQIp6DM1vPYoQoOFemFeWLMirY6Ahj/SiYEuzKvi3zjbZI6/LJHnly5zP/yhMwG0feuQUkHDm9vcZDGUSxMSHUOtTDUE1WqZrpoh2TeqhG+F0iRofr5ml2p2nDeZwYTYZM7LhsjBEGEhyzLjwfRWueKe25NYHdH7XFtu4VUNurUH3irDq8SrmVC0DLvwttU6oSGwZKnPYiroOm0XmQv2r+Htp3lAkKMSAwFIWHB3sT+qZLucfZDBGdB+NVkzqgJNRWqxfR7jO3iky8mpfKWYnUxtg9Ulxqg1MmJSgApKhmg8bKUpx1LjPFpKN935sI+jgwOIqd7P1sFi/Z/pWOwJz44im3uzox1hO+fBD1Tfyai9Z4GuAVf/A3fvZ8+SPMopfeAJkqH146X+Z8rZL4jS/fr7MsOeW1kQyF035OurklWd0QNlWWIlNaFvLGqnGYlkVWlg2iSZdYvbIujQktzUbh9SvJv/4EzL/5A8K3sCSoJRwvixxL7BCl+HmHoe64yf37odMLFirD1G9woj1sMhbU++mq/ZqXoduVhbPRh2kmDaxrqMkvlwPCuQga1YKEz6wlHkpNrApk2L54YGtoi7VI0ZYuiKSg4XyMOgg6qmqyIUrGcL3UyPhU+zf5NPwZn2rq22CpEVp+vFeqNzf7x8lDAOu87v3rCqnAXqT5DOXlRUXuIMjFjX5AphMcZSpReBuzDiEEAgAgJIhw20z0YhBxMFpYr5bo2LmJvt7yU1/r0+Ds7BOskh6Uhx5KOm+gKPWrLrLeGBz6Wlz9on3cOXfps+jAvlBdsc6QH52grrljnV/unT3ynJ3UK1i+czgRlDFJsBQ0RUuyujt3VJVOxhsIKBh4d5UNMqqrWICsnW8JNINb8rqkJIvJoKiOrpfwhCmZvRfQJg/2phElL6vT76QdduHqkVgPzGUHWDukvzDqk7OHJYAtwXSavFmOLsR5K6cvIuaow2Xg/tJYF1OqRIbw4nrGxkYGTABOb8GWNRdhARTGOeMx14oCDUk5TcqF2uvPbVMmBM/MyUxSdT09gpZZrn64MIsB6Rcil718xADJrmqLlI97PrpdE5Eb/n5adPRVubmGNQD15588BdB9yGV0xhRpwLtp70TP7R/D1j2w+dEYX4YeA7pDTiCYRbnXoh6jMKaoCqdraqLxZTWTrZZzmmu74qYZJX6Yd0d5msPlSru8lMPchTG5VoQk7m7agSCCDIGTuB/SWvxwIxXDS3XlvUCOHd6jfriOj91Jl05VuLBLvU5qmqndQ5d1QTJYriMgYeRw1q1su2EuJKrsr6tB4V7QeDw83ivD57j9NzafNOG0YvweeE1t6BQCzoKdZliDYiPPvpdMKmWzNbbOOvR7MLvQrVu0E7QdR/0d3/amyFfn7Ob5gEdVWlaRchmMKRWHUVqNP7dvquLDmvtNF4zqu5K3LdUfrr246LtREAs6LfSKKanf73D2q2k5LHzZNGHaI4jroYHcFv6BfYlMvYjTnOwrkQcMO6H1m+UbYZyrHDv8ed2OC1kzwICymvKoO1YeMfNAKYZzqqqj54KgITk/cIw3BLt21EiQiZNjZ6EjQHSj+ABDxjG2lslt+HVMl3Kj2sPor9f1y6rsTIIDoK/4fLCF0I9aWIma9uzc66pFnq9/4FumqOU5g5y4upsOj5d+SnQEeNftlDckW8y755qjqtoPl1nGanPomp4rWSm0pBiG1l9atm22kgvDApRqYqwzt3uC4tvx7n56QVedPXjSVImXTet76Tf+abB0LvbDFLEDqUyYDRENJ/JeZfXcudS894yTva9Q9FZ/A6u5Sgre17y2DMnBYzKA5DAGnsPXzTC9VuD3bg4/3A2RAS+j49dkTRLB4+uZg45vnEOuEMXT9THXK9V8qG5tvRo3Okh3ipuyKoXjTEBieUGeGMoy1E8vZpO4+tH4YeSbKDOnlbVwW37VxX2+x/EbI+8PRT90oq0OfaX3gVC0EHehExS7RBL48QLISq/nl7vgts4BrLFbLYecGasZ8XaSxzaHXrGyC5wqXvgxlP7Z2LyuTOR1es3R61uYJWmlOktX9SaB33yJTJ8nvdJpn1Wpj0ekuL13FTj7bfF+j4/9Ug/nHmSQLuZcc8Gte2uzGKmUoknJ8fow9sOgbN45nbu+Ek9TPUvcZIfK+u4iWmQpiRu+FNNUadLL8MQpi2WtePFgWjRZPQNGNRtmVXw3Tkq6UwbY6Na7y6AP4iOyvfWvdFiFgeiBDMF1KyyEO0JSLulFrXuy5c2MPGz7StF6WrjaQf2wHniO87qHpNFUPPSs0+z4I3AERJGIKtcunDGc6Fl7PbdQPzcoA0Au2n0sA8695zI4NG9FUCzfGJ8+MmB5Xbn4XFXReShv2a3AAOCTw4C7Fdu16IH0p4y9s0WGL9phVtTI1tscFsHtCn0tIUrGNbiOeGkynMytlI6JrjHolRrXogEVdmjR81Lb8Z2rKxWkQx+nnzsJvPMKlp29oKdCLBXuRCp5ZpZU+10D9rn/dq02hwGUkbbuZzGvsBI1qfltE8Wq606Ej0Pbd8dyVhfG2tqfOVZYbXN9TXONGaZ/Z1b4ELQyhnJX0XGsqGbR0V+zMm05ydNK0ptpeS2AJ1A5ImmePBDlLtpNiQ7m/MKP8bnvAFd6Jwna2oERU7UBEfR9MOJJw5tuGWVo5tNJ2Q9LmsvdWfXVrJ+1dcfcFdioo5X0OP3wBnz8FMtv7ZrwbY5W6g8gHKoz38w2Wn8WvCO6WpvRBGSC4bo0ZYnxJtQF8RzLescFM8tSomyyb7w/dvsuRrQLrj6z+x/64na29gOlBgBwHehtpamVoSLJQfrjpc7VWYIMsPWHe1T3gAqjaXuYG7pu86Lz0oqYIAX33Uw/XtjOvow+sb6oDQqsepxKP827+NIdU5slKLc2vv7SS3ywnJIGdIUQfI26EmJ0KHObxLXCROpufNYiDmMUSc7ZipOMQ/OFTy9Zy5DwJh324/zqSjlzuhQVxC+0kXJXQc6gMgf8/lOWt/Ejgk+QckEj1oLqCXyqOsUkxO/+2qWdZVy89QRKQzCY9mT+AHgXH8qhy5JiXTuRe8aPCjfhTBcm22k9s1+aD+YffbZeuuq5rUgKyH2pSvuGsZb6taTmGQd4MDfd6RREF1h38MhlhgbPz3hIpT8O8cVteDLwcMxUaKKJXZW+hFMw2YGosgDfjkp+OMvvvvNAdi41zvWUlC7ks54D8cqyoQEjWxbGCUczSI3QcS1CAQDGSOJ1WL8OOBtepxMaemqcJV1lc9CjlauIVL0rSvUPnSgRVGNhorcuDkAvd8O9CtXYezMkYw3GexQu9uMede0cT9FLEn3vf3Onk7oSbu0HVdsWnNu7rtfMBYpTQSFJ4IkjKI6yYQj8RB/OvBioCfnSye6oS/NmGNJTrr6xkvH+/nZBOVBQR01KPSxJSSLSc70yjRINe+AQhIbuM5jgozlZeXo7nSZV2XgHrr3zQ8TfgydPhY9RMWXtGe+GbPBlftn3SgUn6TCsOJlR3pzmTCnuoud1+NfvP4ZfGwbdu9lD380tUB9nqOovYgWFgHqZuZajyIcyV6/IazO0UYGGBsim0VYGKe9dPUZyf41GWHEGdtvK5FLZ+Mbizxy+FNyUHpuaKJkqO5vb8pJ3I4OJ/rHgDU79gtcz6TXz3An3Y8wr/AhORoDV0EMAAABNUjKbTqO536OvhekH5kCUIdP9kstapFr8HlKBjlpjasO0RkH9JAuppviSq5AWyHOHxmpHVmuj/JmnfSEGveomfLG0i781Et7OFHZ+LZOu5G1BNXJ2DY5l0YS/CLR4H5qXXZkTy/L5RBBLVL84f5Vvb/hx9I1I73WLxHwliKIUBGH3M9GqsivZZnZOutGVS87RO9qaVHNeB67Gjbm1VjW2XT+CCEi5fQLwj0bw5On25rpWFJMrwyS5X4ND2frW22EGQZryEb3o20mWFiS7LL9N9l9375ejcjOGDi1zFkFzALliazcf51wTKYO9cD3zWVGntG3S2NJKyHjkvrkd9q17uYFeH1/SSbryTnSM2MgpXGeOpW/j7iWHityNCr/sj6s3umLKHOJc/iky+UvbD0YD3MBJvz7KdGq4vym7Q2bMdT3zljL+S8DX5D+f35Hx7/AzlXuVOSpfs+IkDPn8qq0xdyYW4vOK2VikN+5xPYy5I2W8DT8XejacnWB6qoNWLNeVm3begjYvZHOwB4L9EYVUFMX+zarYypWgFgHtD6jm8z42bWpMrybpDgeGxhVdXxSiyltRhqzVB8s5n+c9t2GFeDvRnl8Sbh2fGlUvH+pjlUJAOItHHGJKNy9ey265YAIjsOKY9STOKEnGaaMSVvPmUQhPospn+1qryxjHcWDu7pFIAiB2/YrEdW+Sz2yBC5myDGIX8KLtWDBsftx+9FcWqo7amoyt+2HM9wcVBme9uFSxAphj+Vm7QEdlCJsvLaaoxe4NDym2uk/NhjXYtEcKxt3glUEhrt4u1MPROp7G6Llj4rxwplzARqpV1xsaDQtXUy6pWXN2GLjFlX5UrOE1bc8NNxOiEahvA09bak4J/t4T7hnqcWX+hJdh/1lo6cQf5XJMhalQtbwscduXPKRvtHxy2k9xJrnUgbOOcdSeW08as9KolwEe/WvI5+qZ4w5YtpTQZN0MvHY5ETGXwjFwi+NgaIlcFOavA8s1NW5XDs3tu9CWK1n4sRJrPhTfBKGhsq/q+6AUZgckm3Gp6yv1UyZnn3dMwQ4ViMRErweEDH1FO5l719KgbhWJx11oeIuAXGJUQseL9ASeRGV/6GWdkqV4+E1Bsa9cNjnBrYQhnuKbbbJeREFE8QsEsQBQFCtrr786OsFsNY+YsvrJNYGSKQhWL3kLna8HpaYd6dbBSxHVqouwKque1vPG3UK3txw4Iqt/cd25yiK/5H1xbyrXk3GLLgOGRjfOJrUy2+k3pvXxQdEldEyZML0eOm7LhqtrI+tuZ+BnVdXcy6VEpckA0A3nzSRwYvYPAkTj705tQ6gPlxvrcMSUn4goAqIOi1sugm9DT37jtjdXwzck4pbZ1BXM4+xSh2Bo0rC1qPXcTG8vh2l8qpYsaQHQzhUTfPoj5FUGWqM2JMC6enmjy4nChZJhyKDqaQdV/3am9klo4aazbqUYXKlNr+Glkf/o2OD3nWII105tl6WzrVaThdQbLgCwNkciyq6gUr2kZk61VL6y1dVu4JjSkhxGbq57SPKIEj/aUz+zeXZNAoBsL87Hd95IaKMbHsSVi5AcTi9r9Rxx6bQEAJzKGWU+zvZHezqd2mgo29vT8yK6L3DuxayQUWoc4TGzahtUsTt44d6ulXiQgoaoYHVN+0eo8hIcHG6c0Sw1+FoiVi7t82NvJ3zPwPd3Exmi0tnMnk/2uP4pLRq+RMGS9oW5SjBXaxNQRC0bJvxo8EhUK0VYe/6Kaxj4e/eX9uGvSa7NhP4QcWZ2gSKKG8JC74WbK0fPs++ymFxBIPk6KrLJdYchlGFV1NPZ27EfCR+C3mVdP+kzq2mJuywJs5tLhkX7ZsX1gdPTIDmcD7SezI8Zv1ZOUV51RQ3w/UIVJfWUjrYCvWpYquGnVPx85N4oPAbPatm0SvHtRD4FXCc631yttWoHA5SYcjaxS6Rxs742QYZCHXpu1Gziu8eVaFZEil5PSBcezSzPf6TXbSK+xAEAzk52Z0pdFjS1Sh2fFK5vGh4he7gLWAd3crQ1jKNVZAS4ipKpglDay+HXp+42vbgjtg0yK7tCopPXMS1y3wnFIVGvc+Blrd+PzsEU+rZWL1gR+VMxQ+yE/R1ctkNS8m90rY/JcL9a6PzuoAB1yklSIk5ejnVX8BrfVH2/WPxFhgQKz3Xcqm2LYDDv5u6rJno67opqUA0AQPQ0ksbxpwYRMXmsJAfuWZO1CpTV7kQmEqXxI8IkJDNyWU0ul1nJJnrRP8gd5WY1IDvkunLfThhLGmHpYTYWg+8mxTLOn1V66izVFwDxtSA8jstpGiVcOr3aH859XpY2YFJZYLSjfm7I7aDmq/aZ1deLMZXMsSorb3MqJ2nbcLNBvAJVKtPGMZJxkJx5HY+wuYC50yxOxpM8L8HyUVlIGSI4vAOOCY/mzUlOIViZfXQHYhAvCQAAi/FhEhAXV9hslpOeY1cyac7QM1nIoS1sxK25qWuytJXJ79bxpIVwGnr9aIrnzgLtrqwsdgrOwssHR6v5wTDHtnalY/erafNUcJzc1W9CTdoyM1/+Ra8LfedOHk2p9cYQuZ7U4kXv+aLMkpd0KqrhlO4O+XpD4OfCQTgvedvwlN/yTa6MrUxkudNMr6iupvVXKov1Ic0roswB/vTJQDnHuV1MFSotgHAPf6wn3LQSRJIfy0V6AeFGzdvHuXM+q6jN9X43/M0iXjM5GTzy1UUZ8/bjVvd1KTbXxMs1XsV303G3ovXnBharUXbEMefNhpOKw4024b7IbuerutA3zWub016sVTMtuG7lhRGgX8XOooXRn55d98DHGvpKSdL6m6coueCA51qzGYk1BQlqALPC5tg2E4k1AEpi7tPNY46ER/gLc64Zc3ElIc5HaufWlWyW3VNzqkxR94zt2PMvNlstifRNipRYXYn2571eUbSyAOOTWgTnHdVaroPdtDUA6cbqkTs+ScflcD1NEvzUXoe9MRfqgc+SFvwi/P3zxMd4aMFQVpojCa5YjxwZ2w5VlWJqO7ES376oaVKP32rasSE90pGymeq6OtR9z9/OxQE/Ni4aHQzqFX9s8k5ec1t1yY/aw0FVVvBUC+rwuYpaBiWtKUutzPfitH/sy/W3ju6aug+2F+qdsGIh3qUXbpEhN/tom7FOQ4DbZYSYcbd1qy1SRK2ckAEvuvuj5smnm5WPPT0XxdhY729SB0p7ttEuUOlr6nb0IOnactL9jl/01yuDt7OuHbILD11QRY2ohe35pPRCBL0yw8k70sOdbj5SEGIeRv2lNdAraCpjSaDgCE1PABg9pdXclKKKulY1nMzGGJ5Qjy51E0VWm67H9FfyQQEATGvxkVhvpxcb7j2Z2FHre0rDnCU0I3dWxLqu2S5d6JEV1dlqJ4bFHWomVdj53mw/Y+lqGXMAACIbPZbazKdtwxLP8vHo3wu2fC6XPbgWzobVd1p6oTMOw4V6To6cftXRwbKFxwvPq2csakASTgoXzdChETzn8jVXOMdfey3WoJp2jb+24geg9cKZZaWg1pzCWWNjOU/DJIUAyp7U9rmnjF93PdUBFDVjh7rBkAB5ff+9abiepnZdTTDqcgeNQxbq7kEm1kHPrqIgsbVCO0djSTveRHbtC4lI6vKxv58kIybUiLR4gz9TOzrIYNqXOH/xfcpjAR4J31rBE+NtWs9BobmlM+lzwV3CR8iPjpG+8bqXkxiwgoG6YXSiCHigrFmRNa4H5167zGaGVOjilcVlJVRALWIOppxaMCVpqO1Z4kpr2BwJm/DobvQ2pKW+SdOoXyNhAecikacvXP7Ia2sBOpKZ95RQMwzDABRpXMZ5SIO8yWKCIvPMdI5UxTiHj3HjPAzrCtF7YAseOSSxfwOHh5ej677dxFP99+rU2rPSgCPgpoaL0Gytp2qmHuDAzVMcztXs0LcdG8ZwezWFJ7DkpmZFQUnuxNrxuSxXNj+F7ifSYcdpH8bNQun/7ASmV6P5kvCUt7qwSgiAfSsS0rfM+sZJMIRSZSivgZjgRiUxFbvhK6dNdVydf/3GnOuBxafnQxAmETBqDMBIlJtlI5k7t40Zx8Xc/eKx06O9uLSutcCSC3D3c3p38VOLqjo43pOzu5uUjbf6f+ZGNrcTeTcIDYIyw1BwIehE/kxtK49D2PIzz25hJybKtSGiqfAEgBfIGR4W6FmtVQ61Xn8912MFnVXduXJdOHa2nbVuwPpzxi1rC7FMo5Jf8gQVJ9iaW6Siaz3CXkmeEaULFBnfGYRIk3wmmiUCeefc6tWPtvQuQZBEFQY8UcCsQOuCgIxAsypCxGsUy+pSU+Orxd6AFWJksJ7YDOkhw/oSA7hO+UVTd/47p2+/qGiAyBnClJ5E11tnR0AcESzH9e3uNWrHWZtojArQHDfx1LtsnbwClb7q+PRkeWTgW5sm36Tj9YRL9ObjbJLKoSo8PiHHHHXwBEx3Wmyr5ZUhRxJoQwYHFXbmwpY8UyqCl0dFaJblgze38uGp0cRdyvfmvV0fwz+2jI5jFGad2lZGpwkNBRyv2318PIsbvzicM25617JRVSPBF8Srs4mvmVKDYu718WJLC7LhUobUP3ph7g+FoGir1bG7FUSKR6Z33cyc4J51AkVjfsL2Ym5FzykQdtWG57ZP4h9O7Qm8FHKn2iTwaHq1lC35bMcq/aoaRMhaaESHqhaCWoKs8hiuLG7UqVkKcmeaovywM4BH+c/Uuod/rImNdwP6jCDfnFdl24s72BfNw3t6zz73Sx9FaY2V2p5FFdaScsWdW6FlpzjNOeOl9tjmhDJjdc0ZWoYV9Farxe0JoXNKXBWAz7CN1fT040KOUw/Ge0u3ooU+a1K5VYvQzoHYpvfozRKk+yHOQI9balLrln/gKRgJa8JMQqCt+F85Y3ZG39mHkaSmmSbcYtiD1RncHGrPareFIB4v2hI3WSkQOLJGdK+qr0sPZu5+kBQzcEH2vLgWX3YCVu7YGUNLOAK5FSozl1x4uPwVSQd/uUvinZbUK+SLLbfC7NI4xCye7Lvcj/yXA58gcl5Yz359hTA36SBnM0/JrWND1lH/nAbtkQEaoQ1v7cvN4pTJKdX9C24B6FteIbkpA/dnRppOSc+CLgAkyvtG4cw9qBfLa09o0pjTueUsGzBnii2ebw4VcF9PF+SUZ75gso96Cmpm5lQ2aE9YXfFr1cF67vtpAW3rEfaZz9NiLS2JWcELWUWJyRRvY7nu3RRfeGaDnrg76x33zkdQUoOJp4epShpbgrEp8Rg1uxKzbJRsZAecJuajcAmdTNyKXim3GMzdvc7kGpGuVm8OI9resrEvhLSG5+eHWXoRTk/Cj/7fDAa2pvV3E3+RXKgMCmiPj3RZdcKEkwH4PJQKfxZtuQAAdLQbB1c3T3NkjnKjKKMK41HemK+2DZ4bEadmcSwYU85xX/T3lhy/8t4Bj2etHxQF+MmpbnLtztBFxay7Xn8TFl87rz0lHNUme7XdShOkuGAY27bJ4opXhahBJtAcvdkZbK9jfR50OI85iKFJEPAlgmEkJgB/GehfSnXoPCOnTeOiEReXaIW6bmK6VfvMLBO1ORVlRgQmpnw1LAYo1AzNJJTW/UGk6kRmdU8xZSbUPI4J5dantvtwav30mArWJB7KcJGlzBk6VcVyzpGx4zSmFASKTBw8OVUmJUHznglYDI/wf23YPdttoOCn7YYQFbPBJmkSHnPS52YHmoLMaNEgnY+enm0ki8Nos6eVKbNVepcUhsDK7xJ0YFZdniV5khXqzJj70F1q8jIQweIyQxIwdQhuuft84u5dbsmhOxVuB9IoFGzmPPmXofNlVSyma8c229fLBTVK0NWVq4NDacmthAZF7zVcmgMAoC21EC1kWg6F9IH/7HCTpOP8uRM9Lf3jrufF9ixTdW3KvcPKurkJorqo5bnNxlnVqOLd8BgTjtrz4QKUYbmydFp0fJvq1M/MLMf0hj65dH8pSzbUpf4ePs+KWT2S+W5YylqG7+puIYJ4tib6eEkJmXy1G9yaPlqeLaSVsQdtbzr7ygwYOwE1lU2kxXR47mIJcMNuimFejrNaUvKSdam+NKDWTDl0IjUvpvaEex2dDKRIQIPpoOQs8m73iK6uhu2JY1wO6iunCosSqm5K+GFEggSmkaJPWdCoVVUgYmjJ5pIJmRo9wuDlF1+4hAJ4R82VFj2+qa+Tx1Mwt9aRDI2cCccXxzJZE9F9FH3n2vFHQjp2uPj4JVrkCZViyjlGxLFcloc8YrnqhcovUUEnSnN6sKS1l9QCB0LyBpzjqHeK5e2o9W/9l+arrjvh0HMDQBI3xIrv/EO3nZxtjVI8kDhJmgHoWG8Zr99rerEjbqMjS9RKAgDQ5bwXDkh6CnuRJ91ZF4t+5spJcmSDrti2B/LriWbrYuU4OhGxBnfi2pr5UacsMzToaqmMFwp7fKymnB84Zdm91TEVV3P+7wdpu1l2Dis+HasCk2q6tI7JVO25ehxHnptdWV/zahKvu6eOFC/pzRfs+AV76xsLHjU5li8cQTqTpavKKcAOXpYRb/xANlexnU7tB2RMQQ4SFxvShWlOTiXLCls0wM21YQiDZZwTbMwE6zwULb4gwwb1UJj2iPFMavs4EQPhiNYEfgbzI5OrjWmP+tkS+JF4ixf/xh/U/AoypzIHAFx4pH/hj62Uod08Q/KNIODoBWEECF3TNIcejVHSi+1YoLTcB9iUmdExCh8JT23sY0sdUeJYkUuSyU1u7PAb8jgvy5jCD32sGkskCIjc1Hk2muJIj7ETvRu+SUGPR7afT4a3w7EtzKA/FsoY5PjqZYf7s9IRbopTh7DIA8FbKTXlzYb4jnChSrOoU3VOc6pAoN5O8atg1IUwQO5kE9mOR2E6JTsQWr6palp3SpVfu0/7SqNk5Jsdz129s80yxzEnMY4pqe6eveK5YTP5iDVVjVJ+NZN1pE44dCaoaco1OB0eyp5L/Ja2utUoXMHsO8/SJ7Z19wVD2RegjxLCRfSQefumsS2hwlHzPgIT1Zfa7ZPSOnZMcTR17vWOFcjbqXgLj5h0WL4JutcQGrgDa/EzZcpi9zq5WdUX4FDHhedTPXGp+hB7xtfNdBTFZzIKSz5mi6eOf8NzcSbUJsgBP6vA7SSsKvWruCoihgOb8/0FzudkRSTw6P/95+MxclEhc5FxptkxA6ogDQZYLhD+NhdHCtft9a5rbhEVboB/NBQuL4myxlKQIwQTO4N8biOKyu1RiOImi0CRqHIy7F1qMjrh7M2RqM+SzZYMg0hDci5dVt/G9Sj2kSwchBZtJLtC8Suo5PzPY6ayqKmrcXlfU99EyZSWgprTJ4p9W2dRefLNkdMKZ3Ksga10nNc1Dk+BtygS2RUzBwNTrE8dA6Jpnp/jwReDO+4U5Yq+WJe/21pA1YTU2A78xJNY79kxGFBpS9mFmUaevZ2yGCh5SL7QjHzVviutnwRnSGJkYdCqU4Ensnp5QJYMltqislutzke43sljFZE1rkbrbfxixk3UM8By7CweeWWyYacSAM6T3M7P7ixAe47yCuClczUdGspdpM0xFW29H80xO+EL8t9xKWL+BqSg55ohRj7Xtvy8d7Ve88y8Rq7bRoOxhLCROQBCqYbEYSgxvUNdDjqJxYsCYiqH74fPT59VqzLCcKhmd7mVIqvkNGLPCHcIfbmh0zDa0D+PpN7e9UTCPhqiujrJowC4YSlUGljDsmk5dCucl3Fd4zgntcJbN4Wzzwng7Q7m7U4SVc8DEM3ZLpS2f0O+7VcTeU/82dqcN+/Ig7iYBD8rcolEVzaq6nPVjJ1iVdjjIGhj2U+lGISnepRbf7xZaPCsHMdVuciojXWUim/Vr6VxrRLUPbbNYEwFP4RFDaqLs/YE1VcFp40DUo1tTd6auGwafX5KZRP456y37wdJGrpENfgBhpMRD4ZyMmB5OGt/PQg4kSslVlK3z1yLWp92De4aTfzB8tYLVbx9jo0o5rtywEnziD7dmiaQpqtztF2xYGu90TlLq27HEO/R0hw5v+gNKtXBW24ffUtcBZwxEmcuvtaDx3QSEZ0Te4Gk66HDRxHqxq4UhCElTK6oH3RJFeo19+y94bBSjprm4Y4nTXka4PgdyetKXIOntK8typQqM+7C7vcBgIur81EQFWU0fLkydSNCk0Ru5UWEdNc6TH4SYX6YZkmBlNRHQjyBLcQOA4BZhxs4jUKYl7YhNJGANYrVVjIh8zTIVb5XlaYxi3OsxNWN/X1yszmPfBu8sVldz8jp12ydtmp+lTUR/eY/ZqCvtqlds6uVMTQvRJ4cJpzcPwGxgJnN4QoqwqQtvJkCyuxUckwu150t5UrP2qX8M/JRTM1eQptbuTHZc5dhaW3Jj0dzeiUPFRK2B2EdCE79M38lPYscGAqehTLkTLm8tBM643L9GlEkWkZYiKJVSevHd1cCX0XjoNMCAxnXkMJrr8ZTWIziEZ3U91YdesPLS/r9vPraWXEYfHtkaMotQpLW4pVasAseEuGPC+N3nI0mkXGXG+Zw5yDmF1UmT6w69my5Jv2i6g4aka5Be7JMYyceGNSt80Sm5QgEhzMr+TjKhRTf6L4CR5BLmRipN6jIykahlKRQsVMl0jkHYWoPKgCEb06+H4A+MuIwiqzN3piJCA/jbFZGwhAhlQ3Cmh5FlhdkOU1u5B8JrQmzNgs8BrDOxhSPkhx27LN4MglQpVQ31JPpcVU/z7MYOKMgVY18jHandwm2oomFHUaHRq6gUDUi5an9RItMO0jmLl6r3WYSuFW+VKtLNn7jdXVhttZw375QrQPDoHY5Z7Bt1MqzhOjT4DVRWsQ3Bk1yCFyyL6r+6lr+ai0nlPFDZAzfLOqXRGDG+NQJ2BI/yb+aPMdleMUNr9Z4XZ9pX763JB78FPnq6AvqTiavZ3fWxwp3nnYJ08QsvRhXLRXICDqoMX7jdw9CxSmbwZMUKTnLeKWqAzG4ZiB6cXI20yPeTPP5uq2RXOGTqxf+l+sqt//odf0Y6jtuwb9a04Wh4/Eo71OFb3PorM1IHLpEYVBgYSEGjA9ZTYSdqRDWAUDMym/9QyqrtXq19NTtV051Oml6GSN/lTPO1akIxlSzUcHnboUhAECyCO59XzioF4Hn85/sZsi+v6oeuF2dIxDvhBF0PIzeMTJMoOXMqukvXrEfCduVU71nKWu9ul2vA+DLacWqbLrIEcyKlS7FuCFPl0flSBBUmUCO5vO5wkYFsrC21+FuCHnYydroLf/lm/z0IUK/Mq+sHNYuqKMjaW+S5RSjB5pMrFQ7QuPLJu+biZvXKidwCLamLow2fxmh1orLNTgm9MrJNX/QZcHUnaRsjDuff42soSCBUW6lcAGV9pPoCk0CFxWHbEc4JJI3EwvY3GBVoLXnh6g/jXXxoSaDuhiO23QUB25vTHAhy8/nBgGn7lYtw8CSqxHZPurardswuhbJMHaCCeGw1f2JgOu5WRuA6IhuFjYfsz4wRtisfaG7vAThjEYlohe8Qdc6bO0o7yEv5pJIGztp1uJH3mCZ07ad0nUYAHVR2oPKlUIPAACFFgmCWVT65q0cBFWBS9yoinjOZXsnbPTjwDTMI5WbAY4vDADAV7vYHTGE1U8++kyUaavhRl8Ig2xFDcaRqGETzEdFEYHIQhWeVIM6wEvQn/3NR8Jhp+7fOrX7IPadggpZ2H35qwAAIBFUnJt5v36jlA0eatINNWgNC5UAxRdk3ITFIIXiw0V1hoEvBSp70Ssd1h9mmJTjjk14Xx5OysCcPQnsMi7rZ15r4Qd7GKQ2LAy1kigVqCyaDWoVrynA1aysBSbkFs+b0AM3wrPEm8jsFIc8V3bbH+Jq2Jg7X981ViYZGjFYpnT4vclJSgWmpsqLzeH63uMY3zyjXFO04GHAZJSrAyEQ7ZnuLYtDjUBARFPk+QunAiIy4878fJRFV6yqPhZNF+5kB+e5I7UTVr8To9mAO5lvZbGOG5x0JhHj3DMGXpdPQNLm/cmyr4IuqQOzOyY66px7irTC4wskxqb97A+LRNCPG02IXttZrEPBh0xwGCJAWtiux0+rYTM1uxFUqW8OuZGP8rw+qVpxldfSRVTdFrlaJ9woB1BVjC7WxzzL/ofB/+WfOVhCSCtv6qoVUwSWxpjG+nuIFgq4E4NPXtKVakw00COLvMjtPQq2D0bP/clTu9Cjj0k/g3v3CgAAxseUwtTIW/s67MoCiqqQyBzP08tA8In/Ziq2uqO4P1ig6gEYxbYaTL3oJ5a97Pp+1hdA9mCxcODDuQ6UE1OHXESySfT4RUN18EHUXJN/LqUppAuQCyuHr5yqHElbuB6f0nvnccLSxRnayDIe064gKOcLITWvaaF/3Y+ra7U7SEI15tY78csoxL1gzYRX7cy7Ml/uLlUr391Z3a6vkrEr9ZXUdMxbec7YZHM/UfV52fOFpRDHHoE1G36XTp0vueMITYQHjjrvRzgV+BpSHXX8m4PqE4ef2UroAqBzid3X9ShWhXwzgZ7paCOmUOnLpFQbVeiCgGc2/KojOjBOtCqJ874qQEx9WRAPAnIZAk2JOx5xzrUQMryiVY/2NWo7pctrL2/xLbONhsM2ILFGV+Jr3VldNTJiwCKP2hpQnJnE1P/cnTPuktsMVc2mh7ELYs/Ho8So1AkRzbXSgNYW3yNqoshOutviSfDB46/85p1Pn9p9q3PD7732wLRf9C0nPf5U5JbAsORoml1dSqZUaMLr4GlXxPXtOyvkDYFDvDtRo34EACAwxBzjVCY0ZaOK+H4boZx/e43K2iDs6SS5gy2Fc/glp1iaN9fe6KAuFoDXrT67LuzD2ro0IsHMGehGYtM+intPFeYvW305Xvwa2NxKlnBS9WZMRUJKIGr1AI2eE5qvVEdKRY3AqBt0StAs59aZ4IVhjQyS81elty79mWl7jjJIpiV8NQbCsiGQtt6VoqU7waIsB+HMC/oCTvWC3ThKysYz0ql1q3Fu/5K7vP9+YtJtP4iOf+2SchwImYCWXBJI6sPgLkRacbJwTACuEplRkoJGMY5FIHb5XOJxl6rhAuQDCjflTZMnsOUpl2ZJxplfXThGed2V1GHilGc4P80X1MrNTVPr4at4K0WPwg4AaUW9pNGeGxVW9Y/wz30edxozXU4sM+RD8TwxuhvnSi3S+0izKDxLba52KTQJyL1q/cxF99oHbjmz5p/+E6dzvb/JWQhFEQpmxpD9zlCSOkcln84oPFOHBtYur2E1L3b2RF9/WOmaagdmyo8cffSWRwIspKtpqqFqEOsimhQ3mkkGv+EMuUYhzE4RGv1FFHfKtKBUnk6bx6N4yh2pdZwfP5A39V8A89c67rA1PkhrEinyCZelnV25WdEaKDQsRTxJE9cbXgfmy8vp5aEeUIavy7fxPtI6wVkWXzWjq1kS1ik07qBa0z3YhO1lLj1hPtA+TT44HB41znHSbA/z2oGC0PA9FYSXUn8DG/5qg74ceKHRPeeLYIq/695PT2PjBAoHB/3YEkqrakTKaPA9cGBHARhSMLbtCPRkGPqqtt8v/DhWw/7MabYRE3FuaSbdYtoo8Oo0KEkh3hKhg62i1OIg6jzgPSEiUzihpk+rhEI4rdpvtc4oid7KTST0di1RaBSdrEcdaWCbSxbaMJt6ZX09jb/+83aorGktnI5dD091Rt9vWScNrcfwDpIfeVhT5rIE19hq6mVYWcLqg6Es9fBtSAze+4P/6g994dTsD7+2+y5fNnRUiuIPuWEVJfobfZVUXHkwJKQ8prxaVjI+AQCUNVvE7jxYTR1JVhTO8vKfBD1HAIhGgkKA3YQvh1oFDWffOyk1n72ZeDqOpfpGb+qrNXt91njDeJXGGLwosIIqa25rXDbh8HlxrJrWmdOCby6Iq4VGrQFaa0Z7aRfqnF4a8VAIgeV3Bg/fcxWa2c3lii4ccGjwxOmm42vCcCKThjMG3fxYz6P9OHK9cet8GmQdnhQ5vyRYORPuKGXYqHqusT0E6XNn6W/JQ6sHk/ioOGkLjUj53G5qU26hqoKGJigsgI33SXerF2OvtU9VQxoGIOYwRosPZiYsFO20WPmOXHQbr2i62zuBK1pT0PkAnF0wdpwFxrYN3eEZGHGLvMABFhm6YQSCWqhdurx2TaFYyhrIi7WNjlh+4qoz4A2AL41hz3fZp0YkWFaoi1ar6dxpvrzY8M+8cJ4xMIWowVXbMp7FcQWtJoVLN0ahvCrxlP86QsjxJMJOEubT7DPcA3AkVz58nSxIkdBebJ+W/fuzDrzr8geaPtdWT0aU6zTUXwlIJ2xq7VZjXZF5+QgAAAx9q/5UWWYQMgYA0G619FBeLh3PQIsAX95hQPgJUKRnJM/nLvdxOZ5lFeeid+MJ3YCMUCA/m+rS+EhTHpxW4VFUoQw/eweGTTbXum7UTsYHN+YTdhGQUwwK9vqUTtdF9j4Y5L6pGtVIur/iSZKnumNK+e/NskH2pC9KM2t5vrP8s++jq99IHNJk3YJMCmirJLKEs2OalUgAR0kdCEHqqMgxUQDowWQweITNMNsuZy1aZzuoFHI/DBdys6D7mHtdX10Cu+SFYrbRuz4TIHNnsII8xywPTVb1YbHiH8U32o6F/rAVV1YuCIGcIW8tmnTg7MhxL/JqJ9kPqSUSOMSTe4tmeDY1VLWdnfOuStHs3Vzi/7wFwgUL1W26p6rSA7B5C1Og5JRA6o8TWy98M3XZcj1r7sYYht/4dvyGmOv1/qPHcj8uMmXpm06j3wnmd6reOEcWuiBNvI11nc/j2pnbfFGU2tYaA8+3Se0eWeLTlgQP/RY6uWOXgWm7p1kMmwbv8uPlcF/45BeF478A0PF52gHdij+zt+YkeTnHuPLFc3jzY08350pkDAAgypKQaS+G6Uvg7ymLvMYPTc9TIItsFK81fMiBD1W9QvzYk9PiZ6xN2GyhNl+5MsN6pYodqtzuDHp14gRwX9OKAX5VuMHGNsYqzM6TmT02thvwBVQozykt4fraFttB6fhLz/e1/N4S3NAzxJZWnq6MyZonZXW0eE+I30/lTDVb2K+DWlrtuqY2+Fiegp8pld+Bc1Y1JcCW59SVwpknxiAwbuXHRqkUOJHb+EUS/qo3XkZ3mh+AOkUgqVO1HUckHVs005DoDi3k53qLQI3kMQinExjh4Wx4TOi0w0EPte5zpM3D3+UkLD2f0vNAbrq4n9OX3GpNP516Ga8UMupHrLx6GmiMlZzK6tg2kqm01avqxnqUAoUFsJaYPKHUOdR+Nm7cXxf75GWYZeb93gkN8+hYXY09zPDFPDu4A+3RA4efV8hisbATVuSsKF83ls0h+Ao+55VWpx4dadZdq8pXN3VJY+0+VXAvrsqbrNZEltsPnQBB+8S2ZtoL0WlWjnem9/D4Chl7poAnzY/9jfh5bg9sV6vQkKeOUtVFo+baZeoebUGwZeW5CXrGBBM8IQyoaqoclP8SUGUG65PIjUCUCB2G2z7pjcnVjHt6Fbtnw8RlJrJZ3NZqGalid4HNui+BpMsjBlNXMjLgLZhRTZVMVyEh4rppdB7ENBSFaNAkXr3HjD+fpDaucIKmUtUhYa4JhbVaO1FZ4XndSe2yz2N9tEz7YXnvV/ED1J/8BOrDYpGN2djveeMe/wjmRspfB22khwG3dbsKjkYPgO7iIbHkokG1Isvx+O3CJCIU52I3Lx331Z9J8DKDdsbBuQ37k3b8IruXXjSCvHOXF3E+UbeixL+50iTpp0jUcd2BvEWgPhAhSKqE33NFRabrnVaihet5aP9mQjIYaHXp1H3FJejNDUnpQujjbCDHxW37ciuUqivBA7JFjBXL5HEPVvv6KpVPLETaDAntgZNJUGVkloPQ1HkbhPPPnzn76IHJikgsFnOF4f1BU73V3OZOdDPLc4wWCPOkRo0ZDuiZ5pLCZ9GFdj0R1pkQ77BCiQvcw7XdQfzo2MinAQen2UXZ2kr6e5PnVFGz4lpmiKqmdBYAwPr4WOuV+oLPFM+box8KFvtZ6cQBmmMqUsCHnPSsQ6op3WsNfAOA3Zmj1VCqROKZ+N6R5zgzkgtbboqslJWx4QdrpSmo/NQtV2IDu2TV9YAKhtr56lDFqUH5wKGz9vecf8kLMsx5WdoJFtvHFYeAW0uiN0RY5upunIiIPzg9FQRIh7Nz59P9JWqF9mfhuyIe5pdAq3eTpXhiMtgPq0n7auoPm0F1DxdDXcAMaI06/hVLL+nk9Y0zfGWcSUsAFKqLVDAi40rLPtZ4Pqc52wTyYd9trgpqajNLeqR3Hqi5sidZKXlEbKSuUs+1KbxxLxlFUNnndLmSssVxnBzPPfEF2x04uSoH0udIHKfkbKtGQ7lM7knYlWadS2Q/WVXcnYsvxiK4HIcumFRPtVpPp0PehAu1KxrfrAQHyPMZNHQpGxu1V/3kS+m/a5ovxs0vKBnp0TjOYs4X2vpu+cIm8wjyGZmMvGizGYyLwsp7Os/vLR8ft9oRY4WuNDCXVkKD1juSa9ZtufS9utenYHJ87Oqth+oVuJNdXJvdmY0Z9lQLcHy9ettnc14sEgeP44KSGBSg20adK4BxCnYvXJoJ/EpJi2i0ZZcMjsblgHKoDHldb1kpRqeGiH69u7zmmEHuBkSWNg9WjsVgLbU9GGVinOn7ypDeOIHKuoynXYU8s8G/8HiueqRT62TcoSwZvLWoD/FlMOyvl8qIE1CbRaEprbdsYZ+IMn8RE2F54q/rYD72rYiBkOT+G6kFtKj6kmbuXf8lXVmlAzAe3fhjt24bOQht3+iOzFWjLjS7C4udqfab680NQ/WV8Bvf54Z6HABQ+sGYSLuz/u1MEy6Pip5nCWYee4zBjVY/zt6bzanzRPdc6ObUz1x1MQf7cklETpQky+dZg3tSIcvhl1ZpJM/4fjqRJfo5uw5XOobxNYu9Kz6vj9T33Wzru8dxnwMFjt5np7SDS4GgIbWW2/X3MklKV/5SA272tvg9v3ojn4EShqpIWMHcufLtqbLaa0Jfpl87ouGbrmjktP7CP9nTy/eTTRNpP4LQZb70a43LDyapietcMG/oVzk0L9T6msDe8TpnquMKY+h8Pk4pBO1sUu6su1ZFtXrBe6ievV31N1/cCMzjXet0K/QCrKLowWVSpxC5q4sqDQD2p8cymn6nntCTYnt5XzGuHFoIsd2u4mjAQA3aUTSdudrFLEu2vaxWeZ5fqKQ/adMATx3DWYVaWvSjL+62raweoO37eztE5RHfjz90upqQDzMnVKzyvFolkeC0S1CNouczpCCjx8Kkj9IGopU487QjMVIIp8euLrmlN+iKZ8O9n1DhzquhtegPCQcuZ9pbZQkqm1CuFDtaI8QlgAcopVc3fFf+BHTxRtWc43M4uKDoxWDBiqvr19/yzSBhAHhTKy/jipNXXF7l5gyd+6Qtu8GFGgiaczH6Vvk4DrldkhVU5l6Vx6jpPdhl3vSRtosVyMC5C5X37OSPX5vpaIkJUzfdhUvRrSn6hk7SsyHTMJFJOTqQWxvZGJh15a36neDBXakD2j/UFqhlppKR9Iz4vozPijNT6lLgcxlll2HPvllx/ucO1m4HLXs/uXuI0svRjevAvXDXjNxdUM944xE0eVFy7ZTORi6B8LR4xzBjWhjoixolE9QyUWEpnDQKDkvmY7co9+ZUac0WZgJI8AI8xH/my4a1vr2+utSq0gxOs9l0KQRYrFKstDhcPs+Kq30aAOD2+YHOEZSlMhuvDC3ou3bwVGIJkfxoJRhYlt66wAksjh0jnnQlrxzT8SCTog6nw9Wq/724CRY0Kg9n626ZfzYVy30ez9JRLs5SZFGT3uATRwvRudJGsV1LWszJuSEuvnTydAnLt7YUi0aLeKNPUPB2Jv8p3+q6deqv0NAjXg13kdS0muU1y9A0s6dDwy3xwG6k/Gh85wvRGdlYoQgvHRNhRU9iXNc8WJJRxGMmltR5KQS5NgAYHScsnoFwXbWA45jG5ZJzAdW2WHwIxVZy/OOl0EK1pDavnmgLiGPkYle3TepOfe60hXdv13LecmQI7sB2pw5uShXT4LOYZbfSl35LiX2NDjP56RB+V2MjL2OJeycfLcxbvhbo3aPYCtj1T7moXJBi7xrHO8EjEHre7jgyWwanL9yd1RQu3s6al4zPa2XCV8lcavo4LoIMy/f6a2YwpmEdhbPywqt5l+PRhHsEwd97pfoOlgXtC7KIk+XY38aMEZVClaZ8PGc0Ty7jSqkp+6AqkiKvIAyLQdbSxbH6EJz1tPCev7phH1LnNiiGEC9sEKdaKCL16xO73eWZk/HHZUpqNwAAQvPsFnJ2GVJ6JQ0bH1amIRvUPQkWvXQAQtwXV+/kPyVN4YeOozW1zD6fkBYswTBu1KQivtMpLtdWXWeaNu5U09pHgXFQzmMumuCqvBeSgpQdHuWJUxIY2OXDuVL/YAr/TskcOkCh0+NiKTNZ7rLGlE39ReiVcowt6KbFrf67ZOjsmVqsqwOcSF8OUa96qLjqzipnLWydU8TPrUVLl93A6K1+GbK9+k4e3CkSf+kOh543UgfoRQnl5gf4zVrsLjUDgLVUtCIqZLSPucGemYbuqbDlWnZC8nSuC6fkJKCpPkz8rGylDOSNTFcbKz1Dr56/nRw+E99Z0oswaP35l2CUg6bBxQXfTopUA5GMt+Vb9xmSiVdltAJaxyZKmtL7CpBEJnmtcxCMSKFJJvdKJ2y8389v7efXk7ngGq3HdfEN/yBNYg7nQH1RVCqetNaggyKadK6164d0jV+IIxxB775Lf+GFRxD8nQHkq3i7oymsv1ctVZFF0xRdQEzPBTyTGkKjNueosaMN0apk0bCKu40LrWAB73239dY9n3gpNGF7Bj/6s6Y7mT3fKc3MaL/wid6pVrfCkDIoMXE9PXjzzrNcowEAUJxIfr99PjfjsFkUA0hGENxPoaRqRYcwZABgxF1xk+q3WU1vhiEMupFFteFsJuIQRaQorq73yVQVurKg49hB3AssV6dDuzafBuEuOMp6Wm4kgrK6GmR2qsaB12R+VIM6fui7FiRsI9x6p5LLLTzvv6ats0C0q2SpXTWlDCrZLqdOFfKf588x3xcFLwVFCtVoOpw6mCi3VpaYkaqkGXDR6pbfxRK/c2CLlZMikOFde4btjRE9yr4z/M66Hl+rmgcAAMKwWFO7482KJGNNWwqhRqy5XEvHFM9XxiWBF9ugKi4mxbabbuZF3vVVa66H96vD/jQ2kysBxnGdWoo/BnJXburBEjntwGmoewajLJFRkr6OmzlWo0sHlHHUlQsimjcxd5qe5cu7a7FRN1Gn8inir6x2F8u2Kl7KyHROpSuhWgaqWz2VAAag12/C8SGaSlIbXl6RexlO5IA302h5Rjy/9Qi6dxisl7qs5MAfL6gz7GTHIPEtAip7syX2JL3HfJtbF+omM0KLIozXOrXspy4AfOrihvqCCvwDfC4PzokYJsarneQwDIKNr10S9t42jza0wfU7ddNQL7ROtSy5rHMAmRQd5qz5289tn6UB4NZvy2vBwtEJXSvPa/hTAks9uAmD/oS2jlQDAACvYjqTsFsrx6hCqnjqtM0qlM6HfPUUj5LLv6xFRFlyHnABO8Dt4QqKHJErpPU9d9T3IoQSdwcMLX7s20J6J3aLQP/dKOI5PtWi6YnDxGYHovTuUSnrzXKmvRpNI9pWgs3a4GVDc+SJcvnJEvsYrKeN9BxzidUAz0+jWk4xXnXODd/HxJG7hZiBdqjWn/sadHny1691VtekMk+kySX/xVIEVgmE1wbO5Vg2Y50/LTJMbsj2jJQGlZqI+mdgVpMJVzQhauDnXuAL6n+4sbrngzx1ewlfD795JBacRhdI8fLW+ouGCSgPA6ch21zhL5R09AoeGg6IaOzmC53axXAYp8AecJBnlwEIPiDiYiqlzz5H0KjHta6/Dtzoi216wbzMzYqD4aaNMi0KPW3tqAOF9RH32k0FHWXY5g17d+qxCIwowYiajyiA1+6y2yvNbMyeUcMhLkSL5QIRA8AuSqqmaQQXESx9vjZsyBOb7RyQNMECwMpzFxQD3Tjfut+fWQpujF7gxna/oaHz+ejE5YO9w8NpMIumtw4YZWVwm7pw4TTLqTNUJnuU549GceOd2zt3uzpYLuXUrC9RyJNogh37WLw5tUAG5y6TLuEIGQAc02+2kXY3N3AK5kZVcx9sDT0XO6ht8MDHtWBzceQoOEFXt5pQjqAKPoV26UJLGw+4ky1JxKWojMS3GxKswP5EAyE7V380tbkMMOzcQnwqe0sfpi2C3ShB/atitWOKrTkP9I5gtoEXPNTGpJy05siOzLiZObYhpcear9AvBHx23nnsz6Qo8a/HKWRVdjXk1x+Ld/4i4ARwOeNZfag4SdgqA2MjsCrBS8VeYrQe7p0eqZQF+3b+1mB/EYuqV1EI+pWOaqgcJfuNzawrmzhDnVJDO+/Bii9iPBGqV/HdBN1+C8lPqNY7WdwJN8WulxiBnNhifcQAd4rl4JedqEQb57g+oPWVO2YA3699qYqiGMNWrgmuARAihG2DqQ12uLG21wAIBVyMiWVohS1dbgcEXTulCw9jhORKOth72N3gw9eCzbPoMFl6VAHc1M/pKCf42GTesj1GptzlM3me0qWuAVFRbsSs6WGg6WlOvLDJdlZ7AFC3iGRQOPX2PT/+A+z47vh2T48SS17OptNJSKBBmnlp0FvK/Gx2DfTdt4sLH2ufXiGqwWEU23f2D1PEoIZM4udhlTnTfSuP8K2Wkd18zSxLK/4P4xD0tmwpqSHWgADajD1yFxuVmq5hSMY2wf0+RpLmrsv6/vlJY0N+okErT7OV0zR8zEyxkRbXyu5tOAhFObvHP1nsckFkXN865uu2FXsxixbThk+uNmPCXIAGaoLmffOiwSFOEgAoAu0gmsJkFZQfUy0FjFeVPhJE+6NSmWi+siQIuhrLn3nJqETTmWolzrYDf2W9fBt06UycC/XZmYRiw+EjGmdB4bjS7jBIgzjrNOiPGZuRJSmW426wuufSux7pdGXgo+gsA+X4JRGYOIkau+ZUjq31fWoueFjsGszLfQrvOVbFphvWmWRNu0oHtjigk2UVUIALHc+siHPPAACNI0OVwU6HvWJW51j0wlMxETKUHdKWyqZzzY5AwIAL0eL9JmQ6sVDZwUbnV7Mqn81eSzlfL/TgkGrru4nj+PmCTA/FO53BZqG79zkEwE7x+bZRAlxcQ3cfPfD3v9ruKpPD2is6pIOhHGx3O5ZVHl9EoQicYo8oxqAWBao19BUXN6Q4BkdDgwQ4gegcAKx1hpP5sWRZYWVhju0SZx1pltarikMozlKnDPBjIrSOWae7c+e0qtEnrk2yrWr/qOv7zWfjW8bIiOLsmJtRWgVCRygj4r67EXcgHfSwFpYsT6DIA1mR/8JUV2Inr2e2aalD/HMPJ52A0ZoduKlb4T7LpKzT/1iNlHq38kSpD84OL9u1IA0Tnn81lGFuR4pZX791bHxu+so1xUp25er8/srV/uIZc5z6RCbmsR8mkvOJyRIGAMDrbu4ooBkuhTIGo7U6WuV+nCeoEZdoH7VxycuYM7jRTP7QztPDlcqDQRaP5NbNPkp3IYa5LZ/3x+5b0B0babUoiPvYidTt21+FgqgmsngmsoG8stIBkUat3ZhZIQyCrmovbUblNmC1OESDgdIetNMbh2ZPM317Qb8IqkS27JAdEmp6QmsfK1tLZxZoPac1B3kt7ak5EMb1Fvecra/S7Do7Tq5w2YTo5NzY8XN7NdHs0flAvjoqQoBj62XLKdUFpynauOw4mNIL7DsxYb9c2+TROb01346IC0KvphfNTJMKv9jg1isapecRdE42h3+8C5g/evTArU8sUSV6u1IqlJwLnbO8LGm616qjo8LfxQGzAs2N2YLhl5u9yj9kYjLFfB8I3SosAPgde6NpjU99J04x0yjIpaZ0UHtn2v6oZnRFRVkEuxkywvI8tFvV4nSqXmrSd115NPlESXWFerQppeMrMdvNtjlwUU6DM+n4ph6YBYY8sjmxlADgoKBeH6+En4gs5uP7q8AyaT525sZSCofHWhvaLrTt4XLK+A9r6XzuW+7mmu6M1W8rY2Z+nWwIp1kv8btZe8mpPPXfWFHfKphr7ngi+hlv5ki1ft4qdwDBVc78dhCKOdHUVA57pVSPKkUpdPnra4MXM2PtHNNqfYBq2gm1KCStdE+m2H6UtO5YSt8Erp7/DMbWmXcvUFGW1lHC42W3vLUvQwmGgR19nyH7TKc+LdlidkCifUb3qgx9y+deLZVZrO9nP+2hrDi2Z4KDLIICrd/3P8T9yMnoIE9W/AHdHVOaMFGeDW0vqSciL7Sfio5xSsEVPY2Eewq5kRcJsqTMFeWNGIUTCXTqXlPcLbotxglt7j4YXM3YkYKilkSMJe7L6XJBfu5yGQ9SvdR8cV+aeuc4QvanuLc2eTZhj1EgUpq3V/CSzdvxMfQxqNIuUa2d6/yGuEjXfffR8/onJFxM5to67ltomWk6RZR6jzFu3RZqxOLnFtW2U7yLSGpHciaUiXcPHZep4opENsvWT/+jYWYt4NkWSbAhrqmyHC3cqqXVXg6kqLmTUUbxDRfv4kfXsxpObSWtCN4HiqUm7AQfPEfmIcfWYc56GbGjpxSxCvXbscwFv+nWzgG9h/3Y4fsYOTtAJr78Qjsvh2cw92jXjtABqPLnehV/0D5K4rXGSq9+Eg1Tn7kG+zuxRu07udlE5KBbWSt72ZecmboJmGW/NtYk5KuT+K1zrMPwc8ZfNP4ho4ZyxqIy3kmPWzaRqW94+0YzM34mPfQZzt7e6ZfJKpwYgtfWtqg+zdBKFOTvDUnFJ8UI8lK/+91OkgCiy9tp/YD4UjWJ0/2or+Q/5WYSI6FeapKbJWCurhBhNZ19LhPf5IfdUiv3+pXF9gdJ6ZvMsKRGgtYpKWZtbO6xKcORerIayrAYqghhya2GWT19xw2ZFlbyCZly9nUMfcTlg6R6/qh2wBK+0JHPo7tpBAafSiDLxBt9NPqoQzLeXhmfy2u7m1j712ZHBr0uBBMg2rY4xdKgp6s3pq6Z48cztBcsk/ztU+VsbK4f/X85Zc+A3cmQARdujF4yupxYj3iAsotc5TeiW8a03DEePaCGOKO1GCYcuFLK5H6m7HcFAAyfHtsDt65bmrUi6l2OCFwUYltQ89l5PEwULI+eXf322PGq7GyPSxspQRHoMno0XF1RrEH8An5FwU03oPmKxXPotzXxndObF9rrrW+8d4SIp35hrKAKZk+52ov4Jie9baDEvTOzNa1xmuI7nW+F6XaG59hAQtUMFU/O7UHjCHeNfna9Ypd3gyrXwrWVnAaAm9P1lQGpVL4i4frKsBTAHSyf57qUnjjXGk9FLgkX5Nzedz+gt+rFVUSe0pe/aftq/meSchiVvOtSHiBL6/JNuM2ng64MerluRVu/9um+ZuXwza3Wp8i6uTZ4fHlKw6W4lUuhXE6XsI7kboHy9oMmPO157VVAhrfS29/F6hUchy1EzjmV16GE+Mq8NsWdXKsZloQi5J6IOpTpJI2BKF5EJrD0giRFN7JUkA/BFdBogxO6LKvpZKgYWt50mWtuJ/4Jx7x+8zBb43Jmnl8aW45L2CzL0ZqMDllZZv3kbqwOGVwCnHlmCcJkOBTVmqPyk5PjBUSjdIknK7Y3T2WemqCJC5crgPXG0NaWzPtqXW++8zRyqgXRmiXDe7rN/Ju7caW0mMXnpbrUbXCFZ3fhJfRY3LpLvh/Om9ScwjR8Lie5yz+C2pOTrtiqTNeNVB+fZlR/LSsBmtid6So68Hv9zC47DVXyj282G7VXFugGE9i6sy3dYecjw8OxdkPBY0Z0CGBp57h/Xq9Ophe7hb2YR8g5tThqqEiNirwIp7OfuQpf6LEx8uLJe4UzhZ3NEay3gsYmsIkzU9dbLDa/nbaLWUgH67LTyyK+/SucwsxWYaMAMlUXyPNf8KPIrM5o0Z4di5aJQ/qPsvvDCz3qQrqxQtnt41EaO1sVRhrfSD8OuB+jFR6NMoLNGPJ3puevjJcfLNlDVGUZvlYZGdKfGOh6WC/Mudtnr5Wv1MJ7u/t9bqNlDzbHekZtvstkpaBNPwDDkPhTI4L8pOhjQSNhUBZi4arW8MP15CWekAy+u9U+fxaDWd2L/c2b7ReeG6uxbgu+rSXjHbos/Lh6HUSRrS5w8GZ+ts0lRCRT/bEyOlngB1Pny1euWrrzHAcYZm6l29ekMn8ArneJIC7sSd5Omnru/d52OrUPHlIwuFeNqoSr5lBOmJRKtpzoh79+wy6g9bo6cg6lvR5kQFDeUCh6Cf9GpKWi0EY/H3X73ojhXPf7jXXvx9nq2kpOve7MnVMRfdBRUde+xS0iW3pjOdvf3VPyw4KcHKd/W7fC36GsIr7vOTNQMXFVvbz8DG0epx3t0dP1CNK14wgWTc2fJivLOJ9PHaEOMfD2odPWo2wPETEumzjcoV3Lk4/3OUYqx96qf2hGjZ0VkWVFpV2g3tJNsbq7slQai4BkkpQ9TjYUbnWM7K0Lxv5E2zyVOfuxI+Fkh4zvDMoLL78nuABpZJeIukbxGMYREDgpyfc8i1VO/B8Bz1PSdnVrBFezQAOAQEh5Wmsy7juQ8Ym/+oiEI+mGNlX6Rpw5VV7LmisPvcbB864frapuGBfV4Ir0L1kqOPemWX6R3/uXdnk1dVyNI8lvVZiLAs07FR0GmDGgK56jlHNt7EANlhtvbbJqUFb66TTtE6x6fFsY2sb9k33Jq5pWX2JuFmj8w4uuUdKJkkKD4OAVGR/vB0V3N6793B0yYYKk2dG8kbux4wsyCUau/iwYLsl8n6tTMAzKt/jpnqCTBikCZlMoPbfcgCAHPd8DpyBkrXTspGq8FSghOOQzvvfkYbBEcGjczs+AoO8KZB0zj01jHaTWGwXEu4EPhM+nyntbfHk3DTvCcpL5pNRGKBe8071emtKeHcf2+q0BGy67xPH82jTPiesweVcaSrq7gM0G1vFM0i6nw7t7ywQfx169Xi6tpygU5xk8X6L4+2B4IV1QUK6RpXzQRQ8EZhel3FoRuJSty8POpUfND94O1vnUl2qEakj4SQeHOaTDA3YxJVdvxE19gdNOVS9wAYnrulhg1jm5oyuNapI09GFGrfVaOg1YV0YrFZG/UadENDKtGje8KCFYM1JigqdFj7qz2IjWDk9d/qDwrQVX5XEDFgM/8IWt743YypZGeJWgSEebZYw9qwhfMQQkMD2k0NAjI0iHWhY494azkfqBtV0rwdDjaD4KRpeZY6mrjPckDuPnaiF1NJ+8F1VH+rEYpW4/uZVjuTk3zfnqazeIitg4vm0f93B63X5866/mGA1oYOeDRoe2pXK33QFTpcRbKub4Q18B0ZQR0pZLAG3DlI6xgnKobtB+NUNigA6j5eiwehBF3/YZLpROHYFyHhNrHCb13sA67nDgmtVTKjBHSBM0O8yMUr8fhx4WjSBVlYm44DUpe8VFaGNmvJhmJVjkwJ5pwdjMLWPBimXY/LYhb/0LV6FfivtklGl1hY61zi04XHQXaflsr9NMmtlPzcF8X5bDr42qN160AL5Wd0qiqge5qxBobSNtziU3hjmk640SRYs4FRQRcOoF6Ztpwui7KTpM5cgnz610bcQxxRQhsN5MyamobLk7FUupwyesDQmdRW0f0ejhtCI8Mlw4l8Okr+fKvWjLNxbVSN5uojHDdTrBMV2SUs7Rj5aPz3hVaTTaaE012ILSw9tHbsIx7HfcikMMbPvQ5eUErT0RD1IqK72KX9YllsgxKlKVAlm0umtMaFCaIJJonMe7+JwKEo5qtuYtXcL2MPotEbaRsbAoDxo+nLJ++usHARLtacvhMg1ERadGfk75XqRZHwsIZpvxZ9Q8YbyBmysOVmReFstYLmJE3kB2VJurxcYsGPgH1yVEDSk/XLdnBaoKca985SlXw10B61+Eaw1kx+dWu76xtUthfpD/vEHG21hdmC3g+8igaKXiqIaqbV72GKVRyB/bvM1dVsa1cE8KoeoSTTmntsIc7+fYD68mmmVLbbdlxOplI5Mcs2hF1BFLkUbe0rofZTt/+c7J7aatVz9zgPXn3pLB3Yztt0Bxja5by6RsJpvqq5l+NzehkSljtQCXkqn6ZMyALZc85DlPcmURekOvbm6spg6k6FrSHtteuHA8lJ7z+4mMOOJJDisySeEvtWa0nJIaxXRVNmPASK/ySl8qE7tkHb9Fv141267owZXbUgYrfEhUQ9XrGs/CmYGRL9bhqlldegWQaciaCx+C8vqW9REoeXKInZs3Dghqw6IS4LJKpfkI92dye03PYf+Sazdb8PHckfDcVzn3qRks4tWaWoPcXHmLxMEp7XagNJBofi5yZ0fUo4Vvih0OJxhr0FyvRuWFRj26NqKCsIRjCsy2yfYB63UUMd4bhfM6uoBGWgNm7mQsMSmWu2RLUYXsRK0ClsmsInLSpaQhtFU2McNnuoA7JxFHYCeB3WBavw2nq4iSjvhVNWe1xhKwFXDKMxdLafPS90DaZba+sSTw/nVUXCyAmKMije3GAbLcxUWFVrw2nBG3mngaA//Q+68saPLbWx3oXm5/6pWFX5fxgSIyD2ZGdEn7sudcrjw5hgfoM1xsFoZhydrBCzNqLvN913eWNbycEkI4L4wN87UhEQkNj6t4ExCvi61ZfNYZYpapscXcVPJTqULmzZ67fCPGXaTaFzOMkogOtH6GaPhD9bHQezA7WE8FkidXze+VQLAGsWJpMNYZmzi2ZHGPUjtfLnWl+9HdODTWN1fB8+naQT4Q8O+m4c/D3N3XC1+ZLLJtKsr34OzOTmzEjsvlZ4PzHRsNhqC1R6zupCa1F0Y0qLcEh9NCNd3kMjT5NL2ARdEBpK8p4cFgvkhU+etGC7Uf8uZ2fpDmrZ10CpMn/ZMi27WCpyrtTMbiZ8R55dUyy5uK3U7iVpkvJeuYulK5nkrki0RqacjkK1c0UeXtveo05jo21srBymj0Sd7PwqNOY8ViZtt1ymf5UlUf80yTf8fkRSWIHi3/8pnu/gYBkC5EASkIJvKO1HSMgu8REELa0AvB2VrCot1dK0fs7pnQ5BDPsuCIyirOa+qKIkOjMf1NVmaSa2IHmeIJ9myLH+xnqkjwnXKvmMqWJBkn7d+GU1aqtG2RF7RWhSM1S+cgVkNnRa3UZx9EyLtV9wwlYBiS3XGMqLcMw9Z5PryNL7cUFVf6xSXHYmVdK1XKh//Q9kMGeGm6XFqWhMH0d89s9d4tsuxkC1gWxpGu+wn6cmzhJknagfd0M/Bk0R3iUEp33xQPnWN5ghW/7nZgkzNRsiJx8DnvSi1/Bm9u3OORGmHEr/hyXk36eOQ847Qv0gCvd8D5SSViV3bdlUzAjVf8mJ8bOY1/eZ2/DD0AscWjjt4Cn8/zNAt1vSrKikAgasokaHcttRxn6aSn80ULeREG2j7+mzwTB2pd0g045z2nam8IcPg0qTFbKMcrpbjyXcPEEW+heLPU+s9NOqb2tRpI4OuFg9W3nv4K5QTOLIrRxuARajo8AN/Nydkr7mHJCW8RHJPebt3ANj9H3jf+D5/LSnwtTPs57iGEsO2y43kYBrUc6fgUj97CPk3fDY9M6uAg3ISkzJpd95aJcyrTE7NOW8NqTZCPAClV9dmQVAdmFy9d/Uje+P1gCklB+ag+h1zWVSI6TJb7L1/SHylAfKKJhAAsPz0uGvx4X2iR4rGmQRnXE6iFQspJFZnthZzYkBcdOp5FiUMhsjwh1hM406alAHBnHx1SDYYnFLK8lrWU3ng4V1rmVOYKaB5Vy+w/AZjCaavc5hauPcepmVWgBCHS85tvl6I/JZc35fsxKOkqnIxD4BtYWlp823cYtNY6aOAVDSROYKyd4RBmv6hek1Z1PAAabHJ/iTS0i8a53vtXuiD/uRZmX8F0HqhJwV+o0PXZr9Wo1cL8s2BdElecVj3KlYpCWMLxRWwq/w3tr20cZXv7CgdN9msD72WWyn58Guab+QSctnr3zSwBhl/vt0gBGCfxpQXr5/s9zrVpMUUV763jBc8tXDg0DVMVDSgNFFuGuMmo3a44wHOHETI7MA3OECI7pUGbDFVy7TCBUMqVI6PvG3g5zh/kFCqNmgsGbGE3fhcI8Fk2VUKbK2kYloup5Dpy8Wl1LXgfL7Ob8UXLK37qTIsBwzYBnph1PI7RQp2CwnFXuPLCneB7/nRl7C7fWLuA4z+VlYpyS7pXdHreabrQ+K9ZQQ1NaHiFPxrzMqr8DRatU3bK+4jREY5YAo9bkDz1BAjc149npSKK/7RWLj333Ahs/rJ8G3U5gHMdNUZpfWFeE2+eX/AEHefMCDLhi2yTbh55kkqYZu/chYsrJP6I+PfueXPp6xYA4N7Ng4itHbMkJwE2s7EU9QAo9EQsJd8Ky4tCg0fzmK+Dw9xa3RDqScgcfK7bI9McouP9OqD4Tp9GqjydiDIdTJVNK2oZhv9x8XAybsEp7CrG4+xdBJ1ZqZtgfoRAdGOeuIY7Nd4+YmHj8599pRpWiBhNrNhxE2QFnyNZP/NWDUFRKCEYTo02sEkWz40xed6hbmX45EsxyusZAOAkmjYa1UumImCT4SvPefmDuJqVtL8Q8RB/bxr8383sDRULcdOge+3l5UKGIU5kOtSVNL122xoUaKiHINpex2RGCu2NUDYSAXboekMWt+X90uoPdxx6QBKoL5eqEzFIlVGFI03ryRQFgC/J0QjtchjfOMNzmslezWFAKhjeGjObN6CGPnsy4WWxRYLi2PnzUSuxXrYAQMMRnlP7Njsc/5b/8wPyreoc6mXxtmYhKwaQIe7aFopQLPvwfm1YQnHIvFOOvAfRHHNOw0s7gq9n40YiZVcUt9e7k+S4NG+CbkBymOZlr90uwc/Vr13I5SdOfE54f82JXN9IgyDHosYTUV7IxaVwZj5stZFXp1fWcJ5UeMK3PWC9y/K0l7iCE+9e+fLrZeDv7QjhXaurQJwzIflg+NY6wNr+MbFR5UaubKoa0ur9c5YOUgwU6/sNSkv8PZlNXblcPqerYv/R8I86HwcA+H/7nwbIR8X0Vp76aW0tKpDJsKqxCqCIpQEhHkyjpa1lla94oiLQzCLnqdLLLZdfb5PODCGdjBggVJ6222yZxW7Asg1RpmXi+K65udw1veIbpyJ/nL3P71+/z+c/pWw2cE5057pI8IfHnu+S+NazZ555ZTkP4jpb2lAMQBOZI62tagcNwPZIsR9nTi7zCSkg7nGAcv6pEeVevM7NyuRMOS9x22gif6uP5x7qih0fJbhlCkcOaHXbPmW9z8xa5U+nDYsXcrsHvlLdSF+pcT0jnPNDfeG+jwnSglHSi6NzScQ9F/BNV/JGc06CO9s4tOtNOnXTfQ/vLM0xhyypFmI7doKz1C2usZzxuRut6Qvr5GHsj/JR6xope9282RhKBdmAGEcEATNTQKLccyAx7KkOR24i0VYavhatrMBUqZ/ierRnszNowZe15spZu7Xc/jv2e+sDTMnuOLC2J8YNOxOivSG2IPDR7kKeBo97BUCU053xwZhZFdMntCqm4DV0La+MZIMrkkvU9d+KZ8FpRCB1ZybJ/RivP0I3bN2quhWlSpirjfwDJ9+2eSfQOpBvdX6SZKuwLqirFKrGn6FAJoZBzNP1lc5LjK/O6GYdVP7KeO7TsZUct50Ra1GxiltQJ/4XV9qjCt4447keZh13Fk0euniSYUWpIcFAQG7iZ6c1T9Vr0cdAfQQMjfvA/7XRaN6dC0G+mKQpzShip8d640aMkFhe6BMhZJ6TW7TWFAmZQwmOF4nJFZ1Pp9GzMptNL1OIt8h9X4hPQOwJRekbMbe5wnt2mtlMu5ipl6zxacgvsslf+Pd+3x/+d370QgMAPvelTZZvtXQUJFEsbSo0/KXmsy9ulo2dlVWmvSonh2/bJk/TdoPaOeNUtmG63YZ71Kwr+U5ETEKbIAjGUVv0gq8Zq5XeLWRG8DCCUbQnHC3f39aUUT7eQlQPbFh5giY9ZlxYb9SPPTsvXU3viuQWt9JWvVM40G+lGPBMUdorm7o/J7W61evCZWfrZmJL5wjYFQdX307zbFH/lA3eu5WuHA/Vc6nyvrW6msIujxte3vNMESG5EbdtpfrKa5I0LlNDGaPSn+njYVBHIiDWZv2I9lHlCS1T/NVKFu30BxyD2Xzm9Hhpip9l0vTfyX+/2A+6MXFJOe5UsdmEhjc2oLPJkHbKCLqvPfACWQTD7nx27Iso5SwdHUx8rrfUVDTqJ2F1wyuPMbnVRlKWxHF2zbWft2/86vNI2RCnBLS6DoOFWUVyI2E8JtDp1BSLBBDYnFXm0Bp1RTFerc+fOMhw0ai8c7tRtv6Om3+3kYl/qKWb6Uo7V8FcSQrT6FGcDXxw9PP7YOa0Z+ftiTmOKOm18B7AhZQ5SzE4sscWWYfG0agMvWfEUUiuPr/BFL/r3CPgjW/s/6v3/LnbbhGH7ELV/Di9qHtbuoIUqEJXublG3JaS+LnOisKyOdpgMYJnRQ6PR5O0gG6LFcgEsRZRGDJeTQYFTqmRG9oK49RSfKS3FNK4EzFvw6nnj/b+x/+7P1zctBJzPInWXwHY1Hm+QOoqSzMyHBicrmU4vrXRZpY1yjgU+ksf+9Smsy5syOO9lcYKjaJVyRozcGWsGXopnRpcUuRiMZcHQsKjGfPm5GW/4oVBbHKVurbzYbjEWROavZfsU8cH5+5GDWf4eAGJuAT94PGvIxZkddjPlLmSnmo407qSvAiJoeQuOxysQiJwVMKmXd9Paew2Iq2qP7Bp3Mno9Zk44QQ0eVONIx3526lcf9rXHWOSh/pAPN7NpVgOykDRG0br8YP2uwvcQY4mCtAJxhBHRYXAGRlT7/x5gP413PcOSZZqs1jIwo8nTy/3/u1cLC9H6FxKVa8yueDiXwyzGDqfBNcj1FQ/R0PwmjJbxjO+SuNzC2dDopjuVxUK0ikUx6dtzTkKXq/R5YmfX3e/O9dM98LS2LX/eKeK64zVsUyZ9ozx35p7fPcceU/J0PRVL7iCZljytp6UqtAJRQo0naf+sE8SEdfKTeDcws9Vza7u7uaKZSM6rTt9iEve4sue3gcyyOP2WI/WzXZBXA/Tvr2pGlUiNHrp0lxGFuJ5kxO1klaSWEaHRnejTpJMbKF49g6rf+B+2DB23R8GgJ9ehAHVLUWtRIqosY4FPdmLmWo13dMbejBP6FZLw6kMAJKIEQpUlNLs9axW2wWpEhg+vuF1KoTcE/Q0CPHErGOCOxzzeKrSxngSFnDq+fIfHph/4tu/EXulkLMJlMSXn/+VnfA63//zNu8xVwzqwrCzyl9cArkskt4UFBPO/Cbjzol47cYs2mDw0s67ht87IZTDnHfEIgAAYhl7RkaV5oDJon1GTS5ztZ44DkjiNHEwUt7MAa8gqvdnLBBRu7xxIz1NJUGVy2Sn3FcvemmKqD1h0fhgQMFrM2ykaS/CThBX+doCxMczb8442q7CaPLjhcFqVAnaWJfneuzjUZiqwugY9XP+DV8owLo6OLZRwklKfukof1JO1kHfhDl8ScE4iLXmVeOGVIAJaOgqf+3PpOTUCQYnVE/Z6peOVj3jAqpbXhCOMOCIrHRg9kZ93mLQQTo1lO1DF6JkAw3jhZO3BQ+9Ff88SOrQlB3Fg+tE3HL2cwi10TF6FDnr8WdLm6SVCC2PcOcBS53IfZZ/JUqKast1rY1KovfaNLj2zpd41JVRCDWW9qMxvhI6mSg+99jTSKar6v3w//R2Hiwfttqbd89nbcky9WzPVquhOVeeKPfnCinCe/axbDioyR3B5ogK4a3PbbGUMm3SpWSyuESjSy8HPleoexIXrIUdzej3iiR+GSzyNJpjd//6/ygff4G7+9IPfI1+Z3oheGN7+k/6F/xnZHLmbVXl21PyfqJk4tqo6jt6iMfA87QGtymBM0sBALybCDubqzpk3ryGKaELsYP5wxNmY0lCL5tRXIIYlzWLm0NLGjLRXgWnnP9qsTF/4bf+1l2s9PLckrjPaHeuVdL8pT/19wOs4tQ/Uz9Ljnnj05OtVJzVaBI7fzrRP7jzna/dZC1nR80teXhVQwMMbwQnZFBVSL1OkIbX8WgmAihRJN98FqQR9M349reSVQOP772h3P2uur46TYa+iOn7K8eFQ9SBOoJXI6iYP5KxOkg2lshhopT21/NsXkzH8S6IM8o6jqIixO0kkrzr5AfdCVXRlsphqicfNn/x48hdRoWayVNKKhY45cIeNLf6yv/DxWfOuJGlzp7jS4VTTwkV8Po6WXb91RaOElOXc019YDh4154BMywEouW7sB64Ru0ST6jBbWA21cNxbFvQtOYy32Udz/1CPi8sl/XVKOojZz4o/UBAUnGkb+dhaRJLSrxxrAZQOisD7TnOzDj51Mq/lsb4pAfKsZMtA5Szgus9z7SaWfCxIoYQl7LveqEu5lslDpaq47K4rFZqJWSXzr815EKHr5PtfUvbS7wmpnq82c3yu6nzw5fCTBA/v7TWbVSqaEAjvkRv1MtOXCzIx4HOOEB2C6Pww7Othe3vB2vMwV6R6AButEHEM5SicSFAubrtoq4kTWfddSfSTlbz6AfFhNzG++1Zwv8P8h8dH7mNTp5ef84PhO/+HvW3n/R826pjmiDwB2tdmji6Ytqny5cRENOse606o/IbXg0Ayy/plGExGQ9Rk2L3dAk7HiQd0j+KyyzFpoET1GxTdsgkODOYn/tlA043P3vuh67g+83v2o7vOSxRv0zodVzFhZh9m+tT7cBs21cozG/tkWefckGerZKh+sgT6k/s/CfH8cmaYvDh/kY2MByP5x2pzRp2vdk8avQ9L+P5sdem7GzoYskAIv6OY6V0c8t9ulR5/X6l7grjOa64pWZPdZ519+Dr3gimkq4Z1cUIb0IGYqAOYxEDtSm1vAIbdowBQAPAnSbzI9JPuoFjjrRMrvfYQPRKVfqnivSV1KPGEqFkBL2v1HWWcD6sx/foZtqVlgfHL23VVcKCr/lL2oQPWvXHa83ke92UInfpsBRfjUmGFaCoS1OjsSl3yfIekvNRRhWGxqxf3ljSwwNS/ihAj/WxkIy3CPNVhGDRybcNM/SWCJLOdfIrMjRwPAz9sJxO9PZHRdOfSqCYRBZi8V3xVZtHkDe6qf5nXSS9Acl8pitj93ys26JVFMSDyzBdm4TSSuiFJeziW7k3Vs0rvWkWMy4bWOu1dSegT8KxHNk/0J+xss6XbjWfmoRvn8gQo/zayGbVHoVzy1F+RsIgQLdqR3culekGPJRSoy45TQJqjWuARaUDA+5VyTjhIDj2OR+MJ47AicN2W2FBv3z/VlAitSb/D/CX/1ER1ViVp+QyQ+/njG5Y8csL4at9tfqj0FaCjVH2YfanisQXlpDDjF/vtDY+N7wNANAA0PiDO0WuLzWSWcJm/jWcXRaRxRQRgnMcnBy7sRqi5rO/AqkJp52SMAhxBi3B8JNUh88ISI0RCIU5I3S32cj8/RKKm4Gb6e1HM0smEzk95YgjksxlyPKfX/p6czX3BknC3DQjM82JijcISL1UJwU8kHhbaOUEjIT2odwT6AzI4+yvMFhWfzG8/2DWL60NAJ7UcaNXY6OIjlFSf6EPCSct3viGp4tEnozZSIDiHGGCFqct5cHf018Kx9B8yoSJvi3q5pI1TCG7qy8RUVYmC0WkdLeee/rUSkvrIUHaB+fvr8u5z83wudZ9l5GfoE1gMPXM+hEVynd9G7Z188SMTv7OJLmY4Kk9CuTSjM51d3hro/34x0b9MaO8SyCRpA8a35TYUc6Y8fmB/5UF2s785cRQxDIuh7v6kgp/EJSjlp917nKqzk3SfIukKzVt5bDnpRzHGZbHX/eP2S+UqnkdORSwT6OQCdCwWdTas2MJsxykaaFPWDLAF6vMaWKll9WNa+TO8FoY1NRFAg+T673HrN4G/3C0A9+XJQrM7aDlR/fnwTDLw6UsJt5zv1jtEhxMjTItjEm1181EAcI0oze8V/r1GxUhIQBEQW0P/YEyJvENNq7mui6fdw4dkCMjS7TOn/c3aHgf5pLb5v/39yd+e1aghZlQntrEZ5O2L+ki6oZLPXTfrF2Y8xMKAACcjiWScZ305uzXP/Pxrtx84ew9r41Bjd65kpcfa8gJetmp28We3dpsqjQxLzb6nJCOHR+c9QWcgq7ERhxEKBrUdLOUh4re1koMJZj6YJSXZYwVBvPu5sonxWbJyZA3wun51Hg3ai28AJxV7Esl62t8Rmm3B2foAVNjdTpBpKK02Ta2vxCXOcuYa2qn+iLFqUfp82YyGDX8Os5Xoj7jxTQphO/c5MWvEDs05O0DDZxSaU99nf7ifVcoNqvTTks5wZifMrWzu3PZyyHoAQAcjSiI1anQdYMkL2b4wov7vWRe34Q23+MVOha/WDoqkVQIilcaXpld/VF6X3FCemoMVab1oE8H35i4DFedRe3Xqq0PovqKBpczdbXvd/TdvRjvsk5m7WCQaPtrHT/uz6ifXOlksS3q4oy+u1Xxn9UjX21Acqj1xeydycqe9oZTcRXibyai2zXXgcsNEVUTI9zPXA1eyvyXtGITd0z1E5Kwp3HfcF/wWf0W4E37SSgVaYc3i8BU6pHox6kw1R96jaHPMdOr+GaGmZ5f+mv10C1eusvURNNb+dhEuXuPfghV9FARFMVC2rpEpbHmucsgctfgwvVUDO0/LxBTLI1dcVvZ5s9gnrsikI6vK7t87m+cAiNo8plROwocUdX16xuB7XK3RRLBJ0nOqrlHztVBmQ+hr7D9Q+cZthf0dNTzQCWDYBeVWRKIM+5jr1uuj1+FFYp8AA7clhVyaYSL5y9e0OHdX+wAoCGuB7Tcomj+9t7qBnF7gpKtxmggq1s6SdqTCIqxewpChhaSpiZg+fNfSXB74mG4zLrIquQsCFu/vChX161v9CqNWk2uzyLQTkUDN/ZzAlne6+cZqj2EkhtMeh3R+rTMcywasswcQTEv9hPoNrwZ/u4KpHTmYdK4XMtB+kixP3vsJr+w+oezRETR9viIKJMKb0M90z18rNFLNb9VxP2z2idQTgox9ESMfUWahHaNW0m0CkVBq97ohMmt79mipjQ83LIzAOHtRO4u2/G+OfRQ1CC8nihlufcc1SKZfuE1JIjRsdcMdvLfvoA3QjpW58japNeIbs9csNDKYuSEXlmpXVKzQDqFS/7pke+apDG1sikTQVQg10v+5Mfn+vrtxNfbwu9zseraWmCKc31d5vFGgsakriaKDvJQ6TEJqldv0ieI6wfnqjq9TKcEhbkxWQTFYzZRRJGXfUeCNuZmpMx7LgTYXW3AWXei0bePMRdCy31Qrhp16Fv0ClXuOZd5gvFVdzYRH4XghdkXZB2oYrp9YAI71eTIgmZjTJdcPlyZW+l6jFJx4LUXfDPBDfa7yrYpa/kkxWPqDeVFmlo1SWtpaGqmhX2OR4DHQBy29eCnma4pfSkLOv3T5o+0GnXu92Nk6ugh+j+S/+YWQN64NS3wDfbOvE/iVsUPFVGLG4I0FSEtDK3feN7BEk6PDzeWWR4lS6BZeFBs7LGM1vWnu025p6P5xGvJxJ2xhTJZ2hciB81QzUA3KuMUBIvqZB4sp9EPN284tEYlt9Cq0gAwiqXpf16bNbbjr9SfT10vjqhtzUqEyjxWlLLrpJo0RuQBVCbTrPZW0VBeUsnpkdNEbE5Aq4lQ4Ct8kFjOUgA90XCkTzJBzFp5dmU40m/BWj98OvOSH8fzRbcPTCN3upgStWip1DJTIv15IEmUdLLJeLFMFpPs7sqn+cGckFDsYB9f7Zw7bb6xLZkcHwtsMqdeIEOK8jhfli/LVTce826+ZmnyYSgCo9zKpNPGK1qmxBLPzV/3WPzCTvppP7lKkLSlRi+9AYOs+LPkZ1nSFfm8G5euswrk9Im2KaZVPHITznjny/vnRpmcAQg5JqF4Tz+sdopUO3Cq27aC+RNvqEETeTeuPu25fs8/54yxQWKC/EmySaGachFJ4osYLEleskIf06KfzkEp51TsN7vekCVXGNOXI7Blp46F2fLlVUvvJnHrmXXN+kYyR8digrOYuJI/lGMBwdWavDzx2uF25qu2k+GAF9fhSmZ9aU1C9Lm3HcY3W0NmgJ5ynA836+GIJIUb+3qyJobQrIqHTuBVXxwkhzRgsJeETuptn64Wp3Qq0e+4L7Ab3Lqt/uBa+qKRTxExiIfmv72w/x/c/I///bP7ZA0LsphgGsXSFBHI+Y0dP/SQezMKMKjndq/+ifd3/9obiWuzlrH26Ph+FUBSg5HTE3Y5DY/VGITZLWqMRxmuVbfjpNfy9mdJ6FUip7bq8anHip1hkf8lEbhhsjjs6LR5Eic5I7oOokgN26PcPjU4fHYQmrgAqj2J4b0u5RVTsTs/v4jUfBsIozAyDARJxx7b4EwbCxOu6qo4LZIVaQXaja4kx0PRVf0i1PJ8WN1IqijyE9Y/RG6UaOaIB4clVS78ynA+1QxzzD+5YvVKhgaVqaAqb1Hc8y25PlXGFJ7T+cToueXhOBOeBVoo7ptpvrtcauz+whPpyX9OTl2PU3XjSSxbPZdoxMkf0qdZosjO7k57ViYaB7DdPkmFtXykX97FZ4bbSobroTGc7qEM+UWAMH7pcldCifLrqTXp0NAP4rgch6v8yG7W67KMYoBEBz8mmFObyLqXLz+iSbfwHIt4kK93Vgx9XvKoYvVHfI74N2JhX1M92B5Z4WLfiTsxh6xzZ7qkc9GTvKvadkiol1z670pQygbljjEhAjcLH5gwnQznbPyg1NFq5oe6rju6JjzOgfGDOG0bN905d004EGTq1tH6aaZM6Ld+5Katu+q/nq6jKGjUONNBbgzrsTy4nqPFTTAL8TnLICd+mIIzNV5aRoOpPJgKhG1LetB0yDI72M5XoMTKYNvBdp+Rri++u13w9U/fw9MJow/Np6DJ/8hla59vcNWsyCyed02yqknTlRxVigpz6T5P1lfTV+DAaNLokphV7b3Oz8L7oQA0As9o8ZXU9bksCZy+KPnhbZ98VjBqV7gQvzWOI05ChKVhh87t046mRaJ+yx2459ZqvD2z3CyZVCgkUYmAuLp+DcFmxJoJSGx6pXXeWOLwanzH0o/UJMulCg7DvXVdHxzT7t3WxLBjtGRLvxbVLnFteUuHvB7a2lldY2UZa76O9C5qrsKjUry2WFoU8alyLIe1fLu3TEX9BNd3Wem+djIo2F1Ii7y7s0ClG3KVE+yDvkoVLEbxeOcD4VMOQPdGSikVbSmt8ldjqszdlQyy9y4U4q4nMq0uw8B5r23GMUtuFPvPXeFyt750ng86bkJKK351vC+4S9aKlhuaXfRuoG9rkA/y3DIov68LTWO265oux0ltNxOJX8bkXjD8IKvaySq3zUiHRdHroTE8Q6aAmBq+JwIPQPr374VW94ai6cd0C5jO0wZe3xvRnh0i9X0UZ9robJSzZV+ZwtOLZGFLGcxdytSjQDer/Zfr5Z8dSvrHS+0ZVMUfhlpUEvNaeSzyHtqESCYprtQf7y4paU+0vXljGb4OLyNzuyWmLt8Ve5ONS+kgOpy2snukuvJCxFSfYT4SfWWfe7e1weiEFOM4g5vAfLkkniQSqRm6rifhyoKa69W9omVVf3cjXlpJPcqjMTRWxyi0/AU4UlfQHGPrYfkbAAIA3L2cVjiLzKGg2Mkk8MSsGUwBo9pznOUyFigvAPB/lNdD0fBcPS7IZUW+3wPK+69OMymoLlENkk1Gy63K5ttlyo3zFS4qe3S5QF1JNOtTDpnLa+rQdzdpTFLb5jTBKfvYRpK0wpml+mXuKgJuaVuaxtrOF6fjVpINEtcfznGAZusUW7qikLk/mOo2qPw4x6Mp2VrvcYeZ3FjjqMlks00mGoQ9F0xQNuOgZU+dH3Od/1JWvdc38A9ntnpRhE+uTBpV6y4dVpoaDM4yKCS92jgld+a1XkWjYMwl5PWv/dko656OE7vipYWW6TaX7Es5IytOk3RFSdPrQDWEfJpIvNBpGQfbuJNkQjMVASK7Wh7ZUlYDY7bh8ocTnLcXziyVZdXtzV96qunKfSLO2Us5YueOnE1SV4Mu1D3Ea/Oc6Pfy1PIVTe6Jbevdx1L23641aaizfQ4Aa/zBtAQT5KNMy+LCiTjlymYPTLLkbIot7VZqNDqKw0BpWJm4HTYMqddNhyIc4nacGZory8Sa8F3CYS5GkrrwxT9VgQUtWBaY8HuBSwlKYyJPlpKKYwslwxYtYlte8kQht3AmD46Ro4PwtD+Nk7uO5BW6IiOfcG9CvVCv5Es523BSwTSeV1qX6/wsoAPQ4dBxi8h9w0GtoGPgdDEKCs7bIHbRb+Q041qqRGWARz5DFpU1rS/BZfBl6DwclwFg33kB3MVueuKnHTPhGlCYPqTNEyHdUQxc+XylPwfnx18CMIte610MQxCZy1nsAcQeALwN4AwA8oBSvV2mbdOQzd1QXfXvcO2pQN6U2vjwbHnTjZEL0ijo2eXpRtSbrpu2JSUYVgNoKZB5n3a/mXKtIEoSbAMXiNpAZXRx7p3L2HaeoSgfc+HKVXQPFWoxS4ZOqk4mOSybTNfPkgOOx7Q1ss7sRkOITVDWi3Mo62oonyI4XdkF7zfxpG1gn8/7LAghizqc6y2jkiOdDi2HFUABoJ3cIFCKORmNCnd0rvb8O8+S4OcIGpNwqQ3nEBp/oX072+7gmCVURVQsqqrIpk+S0eE2uLK+5sPyrcfXcz4d8o6v+2EgMkdRo4zxmYkzvq6KVLUkLEBL3wTVOVDKF26z0IWD2W0Po3QNTjDxXwfRbc/bzHnXX5JKvXlnB5ZYC15odFEd6baoJF37DqEaMLy8CWDRi+322KtsMgoyrxT1k/TmxK9vAgm+aDhtML6dqcOxc7nJumyfcQsUpW1vxCXuWvV7z9T4l6MkcXJrgNpWohiNZk4AM7pK1pWUvp/Jng/7bSHrecb3VL7Je/dG3xWI9WeE9+0lElZhnzYZWFrkfoZwAosx7MPvpNYYZK1lF9kSAH/JJpijsjsYXY2KxvNGlA69ugajZXhdfLrwITVz62p8Ykzrk4hYWdgCMLBh1gMpDvC2kzWs5e1Dcq98ARapsHzTT8pkhQuwedJuiFQe06ynjYTQW83ZHI//sBgA+ce9sNtDCfbG9dWltgOLOQD0v7t7483DG9mY60M4KFq7BDM/alws96rYRi220eWCaax2OIEju+hRLgFD+KcYpkgSWNJegnnkAoBIMz7XwoWoHCeLWVUE4g5B8kcS9x+WU7/78zOczvttNNH1cKU9H+0CcPGAulmtuZI07nb3xyTOLfGi3JHe7upUBsecvnIPmBpa5cvTO88w9CG75OYmNrRO6hSZpsc8NdXJisXFFWdz0EioPAAwnlvYe6DiYv1GeljdOR444UFFxxUt596VN1YP3TWKOc9Qy+yCim6lOWtfSBv6NCJ0rPh5jUBbKP51P2gCXY0cE7gmr1ldUtDgjhKrSPacJ2vIPTlagfxpmuSXuu2QaAsjyzvQdQNejxzUsyW/PYNKR/zIgR7LmOOHgVjrSU4Qr9Z6+tgo/VWlSyUvGF7zlSNV/XIZzav2Rd21DF5JsOn4qyXX7OJTM1Qcw3U/cPJbu31K375E5tj1f911dU2u+YmMs3OGCvb21hGadCN6hTMMDkZ9W1B5Cl/fTUd+5FWQnKs2jaFdiLTW87u+6JTjocUOv6xkWpFZaXJi4i6G9Ywc9TAUN7YMOs3ZSz3pTQl8NCpmaK8CkiS/wXU+oZF053Z7gxg+5ZC8LbQV9IVufsW1HMf1raxK0xfJqOk3t+yM6Fvp5WdKyOolxPBQfmfffR40WHxnQ26hIkURecUeRmqVs0Vq9l7acJI+1UZjwhl/+y2Inq/EoY+j3Lh7dNRi/1dsWgW4Oc9mUmfyLfwFInfi0G0lnMStNsmI06xJLERVKYr1nVLnCRbBNXW6Ic4dvDydWMt8ENTgAKNb5rSHOQAgYRGhE3xdQeqQlXHE9d72JeVD3SjOIrQxqM8XBQR6VL5ZWWXZYf7ZUZ7QONzQfU8SdsU4W+rNE0Vp6IXZEhF3EdG9VatCesC1wuSxmUn5Nia0rx1PatZvWP2NiRs+nNlc1H1ztYDt43h16AAAELR6QIdI0fiZp4mOqnTn47ZnK5ZLPXQlUuTRzGm4XV57H9qd5msqcC1VVrpTfhHTdu7bmgvlMmvqhZzJbzcmQkE9z8BcTNuU3Epm/jNovAVtF7FRCMa+tdEwaMxzSXHp6Y6EXisM3Tt7dK0DGw8JA/mR/nIl9+lH1PaEP05DHqD43Txss3I7CpI9uejq7ZdtDVFRERS1ygDEHrCrpaOUGhIVkkU4WrxVc9c8p9ZIMskuMidgDT5lfzAPQo0fisNwSZqRl2ZXAaKdiKV5eVbi4hcbN/4TAfBou1i9fKzrlpGF4Y1nbmyxUb+Z1v0sPi28nEx/ws5MlZwOiGgOA4y9qqkuXhzRkTqupYTrzIbqOBGl9akVuAeg4gnI5tpuV97fwQxzp/JMsnNN6Cj7aSrZNhz1iEk1MN7aOZ09uvqtLOaiOxzapaxY9mFsPhREkMUMQGFfE+vYL2RmrfAWFV5UiEzbwqMK7gJOuCSG3FpTBKp87WNCgQ39ny54t2pAUwUQ2XMtvDZZFLxQwWYZTxJMIi8bTreBOOhSTdxMqqZ4YphuVBBaxDftCQqnk18X8ixBA6Sk6zJREAgBskADUoBQkHGchhHj+RZq5pyDjjJHzBuD0+zm6RiumgsnsQS1lho3tGG0KE0JF+emFrcqdZpu1RBJwpwtE+bxx9u1h35nuTBKe7W9p+XhNQ0XXpFlyFGtLoFKSAxx1X46TlYLN07QvZRVAAAhdFhfDjK42oxlx7Vx1Zpti/VTrH5jvRaDmGHZ06vCfKWqr1RVMJE+FhM1aUxPqQCariVekKcu/xd77qrq7WCJk3EWHOTrlys9d4ZRyA8Mugf03vwsqrFQgNrklbc6YnfFxVZI1t8L/MY48doTDeXnwnnHqg574b0mype/KFkdLnuKSCHdT7hLlho84fBp9lczy/tS0lMjc9CSDdfQMubHpGua78MHIW/7Jpj5tHGFSHcgYJdSmU+QWJ2Ob6xoVLqhby9FfXVnq004QUldW30zRafMhe6SxNwFkFrUz5XWEm3GPviGYQjDBUzmApxn1i/KMgm/OGJobNfqFAwONRIZ4Ez2M5jQISktqRLX6c4X6a7x4Mw6JCIkyUZIUskfD9zUaLlwUkbvVmxgPpb1HhdQSLa+nWVt74eDGu6OvOLKIYPlQ9XdgOdGc7k4Qx+GQiwS1ye+QQ1D1ZjQOIl0XLOk60zL/IMooAkdk/lQG9yx+O6zvrLOwyg37nrOg7+Nr+WNGgDefNOsOe/uDZOZ7EV+p/R4bpa9wNXhVOJQu1xbA+t6ANBbqfPq0AdnIxw31+p5fc9LbP804T+BFOe48Brb9NEpjcZuF51YHC2gYVWneG+Fc8NoKRrwpGENg1luOdW8EXXLs7IfzhP4MnKRNjlnZtF6+DG71ajNRdFa5pq6pDZYAkP17d/oyGFwkdu7e8N3qImPr9U/Smpeam5l9otidI41lHe4KFbXhpp+7XTN9ONjJc9yiQcuuqEW8aRu4KB0OZZYXcP4XUDIrG8tR77sgd0sOCFV6tZTvLEsN1mBuRG2xx3TreAxROpT32YiM2AEWpFdkRfWtErOO4tLseLtRXIYlKlcCLJ7SPhBpz7EKXBcuWBa+goH9xqJ2bfmp/pZYqgMh46vIOe3lby8t/o8SQSNspaVT8I/VYHta6K0oh+T8IZPh7ydLeWXQbGuTI+lZev25qcq1Z1l/3vkytQJzifSX8JeHvV3jrhLM1zydCW/vqC66qOWK27nKyPvg7qVlLFPB1dhL/qUFDnQO2D4ipXga7d5uUzW7yaqineyHJOwz/b68mHuRM9HyjeqZZ0lACQDqgDAYCKM3ZilvZy1Vzaf15yb0GG9NPCe13c6Z6A646+9qq792ZSNWC07QmQp+LCY1Um3bzmJSdWtnn7S6zkXIyGd8Xp8EKD1eD/U+KoK2YdhNnEEdk90PmvtIWh5RHM5X3iIvpbcKjftr7Uiha1nlRdrElinH3TjKR0Z6t5Plm11BrWzd+Vk7uy8KCbheP/NG0iEhQeIiqJ97fgOS6ldY0xlOsF71rKmcj2alzj0+iELJneuUyxiANjESOSz/KnBvyHjSGJZWO50i9ipV08OcH6KtNJ0M6xNF1cJnMgNqtEayFWd9NdGXEEO8sS75knzxE/zglYtp98K0RxMEUnvU1Rhby3rbFMVRDIrAKF2l8n2OGDzIljW8Sseik0IjufLu80xVd/aPBhFVLeVUPNpASL2vc2q7HRyM3ndBrw85etFdnCQMb103MKYNk8DfLs2620p9Ce9Y4wPq0O2WCtE31aS4ziPW7FR+yORjozhXEyTtm7qFMxsMH50jeiZY5PLYTYKwo+jSZIeCFxfGf048FomAF0P8kQtjjPtOPaTkW2UhnOsnju2NSBL6H5tboV5HQ4911p83Uw7Uh5KOe3/URaX5E2z6v3cnarT/aVi9kYp7df+bVuqEtrTnilCydHOGYXvl20zVY77prTWvaZV8sIT8pxWTBuqQuUfU3G14FN3okRJXyQZnFwPCCsFUHprtC2lGXsDNIYHe9ODcW9NeWoAPgULdq61t5ta6xqxPmJRJGLSS0AAYAAgjRXjSGSDevgrGdu2GoWqnclrxyaJo/bmhbJecDg3hB9TIlpFp48UOyah08UmRMnFBTn6fqmc9pEWibouNo0ilVX6i1v2GvTGdkkGQnkIPn7jcG/50pJyhtoZ2XgeHnI9kaLnjV5tLPjrruA5odHnI7FnnppZHeb1bSomVzO7qcqzNb751vH1fxl3VbAX88lh4JBlZdcQYY1G+qZnsvE+tCjbr7obiqRwnifmc9XPxsIlhU+iAAMoaC2ICPq04F+7lQTx9CgWS7foT5fZ+JjGwiqeujoS+SeWEE65Sg4tjHeJioYN5x8G2rJiE6h1Phprn99HxhJJe9Tb6xWqtHQinUZyXxMQoihAAIBvlJ89/ib6MkEMYvv4fCb3q+FQtUyxTrlMS/0d/H2+2thW/3MyjLqe4rLj2o4TpUy+c75Ii/L3tYVGrXDPmxB32xxr6iboCSESSEZ6DurcFzfLPnIOJV7VbKGeugKtbLsWISJ0dG1ArJbUpVCBOiF5TwhTy6aUadnxE5JRbMCNgnJNrBnfWh02xpoTq7z41XVJl6n0+Mss50AnYzh3mqLH1HBmXX28iABKS+vy+xoO8fdDhIuyRNoYS6vomn8ttK6QvkrQDr8O2oPq9KNz58na2Alcb1k2bGdtKvdsGixFNf8tXl5rpjqAUbZ6Lzh1b9bi/q3FfznVuGoTKmhaV5fMcuRvr+Vq/1Uxc6k6SfjUD6OzFPHXlDP1Kkqsxfwp8249TlwnPRXjetY2W9mb36GurdNCERAT0NwdlOapAiMHKs0ITQ02NYDLPHU50D2JcrFYnn4vx2IW6rBV+zRf6f3ZHQuOt51pNbYGkFO4zGMTLHa976GZWHS0IlqYPwRdy9xXKGz+JaYSSbTGqWHM0kxNCGLlojWyySyfB6Ia6pLSnX8W5dBVD8+mLFNz5PdjvC1UFG+PESQyrB2FF7TIK3LEDSk1LQfYNMKf2Z7tjqSXG01FSONdr9wRrTbdkuW0phgoA7ckwwTnJed0oIVMTZTFDawOmnWINHgt9JN4FmRYYvtYHWQLggxT3i2hknQ3q1VB/AjdOckBLLR57XHnjZvLEq1UD+U1mfIdL8riusRrCnEdZRUA/k/VONvUOKznivNhJ0+LKEsMzTJB075yZimW+eTblcPjgp8urPhTOdb6lFzJr+vpqTLzV7iauyr/cRhxzZc25dt8NHkF53H9Jmj3Wi54whQeS7WrFou3UrrTAlCTkJPvbalpibMg+jywCJcKHBGZC4Akrkg6m4uorRmATG2JP1U2Rnl0eiGu7m2mgYKO4bQ+qK53RkEgHBEeOHxMqcQS4LWB+/OLzSWkIlgQGHn2ht2lxINaZ1o35rINu/wg+/Gba/sre3d4UEq4nuSLdaDqwsuFDLzQEeOYH4XrKTRYfcmofb/U2jQU9407k2RNFcsi9MDTE/Heq0r3W9i1Y3PvXG5m86bI+GxNBco8RVNKfxGq288X1JmoNCzE5+b8IMTR6cCTfeX00YnA79pMtIQ3u40YTqNLIS1gkA6AMQMXugD0kgi9GGTLtdl9rWQV+8bxWSlUhq1IHS+KClriYj4svlJ1HQiOVIZSe0Ve+BIJlqw304bBLyWT2OB9uxSPoxqZ4qWu5THL5IiqvDOf2oqlrUjo1Wom91IcvuXLfqFTSMz0i7BU8dHVd6qv8pw94FlBRPZvMnhyvMkt6ch0oPUjFyKPNBesCi5GNdrUBNQGm0VRucy0yTzm1nh+coxjKBPngZUjDlRMfipw6XoeTz20rMmqdiJZ8m0uMaxZVnL1kZW/cub2MZaSaJgydQWkbYPl0CQoYmJz6mUpL7dqgvXigBAGKAuW1on4eDrhXDtGqWiaT2rp95EAd77zezm4L2mpKez3tNZTmR9If/bdtjQnSLLv54Qy0xIFnrTAv7K6T6OwlqkQ4USbXXnSU14vm9Frx9XK0to/q0g8WejCgRcF7j0uAI6L3rma+Fa3yzphcy1+PL+VrKl4ucoa7dqfd69nVbnu++UkdzboK5BGDPUrDcRYGdhSliy7iwjjc+IaSjdJwthU0BO7EruzrQqUqzrGQI9FAICYUcI5RSy4e6G/V0aBNoqpOuCc6bCEmkJGd4gMwe/7wQ29l1aEPaUTrsOiQxrJeMlG4pT42BOZMu4Vl4MkW5JtwDKnR2KSxroL29eyKzmPFHzou9w+a/SQtupBWWouSA4SU4d6lm/BrFzf+kZ/rF7LRjY9gTscIDWXRnD+fl1ufG6SrIXfUiUBwLmy3HASKOQ51UDE5gBIwzWvyDS+5zpORabxqFsCCsuua5Ruvmz1RxUrZiLp44mHZTAZVvnHUlrK+7PrwCDw6Z+mALR8GlS/qrubNPMLvHy/VnZP2FZLUoYieo3t0tGBIJS3giWmdBpFZHabGqmuY3KYt2Anqnj/d0OjeBh+7cYu7XyPpw6O1+qgZD375GMY2gwPjulLK8xMt1OTyNJJyOSE1ufbdzI9PxznBI+a88lKu6iQ4TAeOlS/E9gAAEUNH/o/v6LFyVt5OfIQtsEoyozpR9cMfG5yjEMW+WZPJWWVcPc8kqe67TDSm2KUBk6ZpoWcnKpcQSlIgAERP8YAYMTTiVvnA4LR/WnJj7JLm8Q7kcyXc05f7t1HkzQLcpYrlU2TIyCrbxamb2hsHyqWwYn18znFvHV152jD40Oo9wvxS+3UxElz5MvXLvq7hNzfSpiYjxnn3kyxUiRoct0eXucmZ6P5LNRHpjP5p3AyHpN9bwnifNFvZ56UtWW7tqvJ8dSBmZFF2BZTQGEfrNkezjW+z/ayrAJK4MITflQbMC0v4tijhudeR5IIAADA2cu+VK2Z8EJaEKBc59dAc6v54HuiiYD7bEiq2U9Z7bmt5alpm4h39PdAcLDXnJoE9HHOFEOsfKHD91btY/yQgET0jbVVnp8xf7b7YUovhtrGeh85jlQt9S+nUQ0XHnSK4+iWItBUD13O3Givi6TG0sw9J3jQR7vNrGa0o4ptHE+3i+WxWdHmYI22xQFAwW8dY70OJiBnPd/e+Je94edKEXhNsXZXxzooZLZNFavmBNgcRNVaSBeeCeIB6DiOJckdXhw1SGrRpC3c8WMGA7klA2MKyq9tOeaMpknojBW/P37MeHp5LnbJGmHYBb1eRAuDbmsLDD8wl0MhI/ydPAhQls6lIJZ/sW6todWh/VfIw+F6wkty8A2fkJD0+OMtRfVHxuKMrlcptyESmZ5B5SAM1W7XFlUOzZGdRuFssdyLb9VaOkvXt0Xsuo/WaA2QMNlD9GNfeuxqVFGn976dQ6/ZQQjUy3xQYFJGg4nbRYLM2NUsFrh4qd+kcQErsdAUt4k4diWL6pS5na8SPzpVpmZ2qjpdeJolvGIAOT8wYloqA+pck50erX79AgDA3B3eRib9Sy0I00xZ29nDyVVj3S7E9UqpNP1CglCN+rLhy3wfkXd1fb/w3TLvkLQvVCstVhJPnw6bq0yfZT0CuM2KcvxjyFbeEqBIS0UpK6j1jj3XsiZPHIjLS0cjIrEW7yqpbCiPxDJSVMj31RiwSNQAMsWGwiO5uU51vVmiyBCfL53OD5wp7XgGxuP9W0th7XS7ZWF1AgzYXAdJw2ZKReHVXuAxAFLtHZvOc2X5abiZo/Lrd4IGmgMOuWuLvo5Nx6WJ4goTz/YbIvSXWnwznQRyjay498STzVeKb+aq8ngXVA+vV3MbJH4eTPOvmbpQpAao5sh/2dLJB1fpUz0+c91YU13SLjm+nuqhhHrSCNE5EdxkPh/yM6RLC0VKsgl1nx81hzdtmQhbksRrDAAOJYkmd9rp6IltSQ0dqBFQjCNFPM+LWpr2QldjVEuxGvB9y9SsciV/lqFF+koBd5/0fHtGU3GXQ6bRYigHlv56BndYh4MZ6cYP/Z2wIjaqcfo+6Bdu0y2rJeEnZEEscZO9wZlmmvIClWXbpnVBDrocKe4LF0y95HNkDTG9VQcS/3I0FgrUaRJrLI+YdxPLbjTwpmQPDUxv8AThNPoiQzot3gxzUZZ9w4W7Y3AdLxa3tLdM3tQ21toqcmc3IaBC1RTBqwbuPiyXiO5XP/nHH5Pki9+E9U9Wgf9O+9L7dtb1Sm5tqYvDgWPEtiL700SpJ7yWTM+3sZCleSVO8oVL44wwPGKWQzt6750eJXn0duVCXM5IvjLCqeNoaTVQyYiU+JheIUNW31YkZY1F7gFIJ/b+6/Q5OjsXQ8doFjeNAOhKZeCq7uvHgqM+/tgP4i4xeQkufMGV8sspcOKYFJQnqj3PzzrNh0S2p7zxZTjn7lKiZRD4fHXUUSEarNNCuakzpFosraqCo2t1LEy/bll3TbJY67flXTnypcNogIfqQw6DfBTNefvor/BDtBG3B1GSBkqdm+gUZDlQzTXdlvoN30nTvTjhZkEvcy3YhHU/XDRduR33pakf4vmwfgZHNtFOX52TpV91A9deyV2ZHCq+NatDH86Q0+9iqonelPdco+qLp259OU6M555b3tlVZOrpYXc9n5H9N6j9yqwrgE+9R4p85DJxDknVNr2mOqXOsWIfCTZHlvuNLbfxZeY9HJLJG029XKwpZUp9Rf8uEO+dizXDxKB69FIqqd9yoCrcR6c5j4OT409HT82ebqyaEjN8JErWGvbo1JfeD/K1gJcuGIw+S5HCtZVomSnFgNBasgZOUAeA75fobPJNma85fQ6eR/Xm+bMBERMxoYWEs/q9U9DS7dlFQ7It5i7R0hcpaeE8Fk4btYzeXJfbclHcwFfC9arWqk6VPoRLcV+clG9cAOd68jLv1HmTHN0J+y1kDDwS2myTipqaSEeLWZ1tUZWjyxIaJDf5OFunaH95XS2RG6HCrHbr0dGs5DYEa7XruzgjrjrWw3E+fevm0pdf+Q8ej0Bck+V0XiRmxsvvF2vmZNHisdwOStruyUlBYLqRlzRS9MsFlY1Lam7W5YzYFq152umZB47LsVplYsqudfGBVt5rO3NVOHjWmd6zDhcnSG3WO+pyS26KM3jX4fDWnTiipEvTFX0/o9mt/FWf8p6LTsce1pc2tL8edbXs7uavD8tf+c3z8SFQqk07l7+ItNKcg+K4SUdqP7qtuqlWyQTJVStgTa4n1oUtlVOhrIqwSUM7emp1NoGlJgRXBdqA4pjyjFaQbzybsChXllwUPOkNeCuTQZM61ecPCjhU+pIWBYCGI9GTQbkc8TIo2FI6Ry6HLdDn2vRG/MqVzj19aO1f+aPU8HqL3Tu+j5CnlCcnRyoYPzjbno/QmGtBBlqGet4Ex4x0m3f6/qkXLL08dZVox5VKN0Xc+9op3zycFJEzhnptfC0IuV1MzqHyHCdxbb/xndCxsr8oC57/RUj4iV5+oulyaf5FCiCvYtuLWzfurcvmuitl8MbRhd93MOLVtrSPfZBSq+POoh2QJQcarZSa1h5/63j+OVJmgZpbkib8cK6wNn8zgAx+Z5WcK+qvuyuplYSQb/iqBmwxDMDxVPVFcrm18QzCN0zMeLvNOXs60fCnxRE6zUUxbuNjV3TK9+x5J0nNZ7E9inD9sjimRd6YOXMIiokczVau7bADDXUJjHe4TPgR+Bo47WUh3o2hYjTVTHCSJEXDuk3SqZ8zKrUQUHemd+CEu8R5J0cVLyBeqgqqxCRUdnX5rCrlXme5mVvRHMcZdHw8l7GNFcLqtTRksPa2/PzVh+KZfn7g5npz52vQeBwCUDbzuwQWJQv14+9T5OVAR+PUjxhcIAvNy1d6BOUwQ28HzxgjOOSxyShBt3rRsdXE8miK98favYK2sqWbGXvdayPXCUMXRzKm0yvL1Sj00ARR1VptAfPgXb03Ly+Oes9HV4by0LICTaC6lqVYdKbDcH527i6do6NezwvTWOASyv7l9fmXl2dlpe1a2RVqST1Ljuxpkv5Tz6RvdU/a4SKnmF14uyN1wQrM1YZO76aWoOT1UwXU0Mv8tVgfSjoaosxVixXM5VegiXqS2205O3LL/WUl7k2BaQE4F2AdbnvCMcjcl8mYqMr68lFToF6clN40fZB8QSqHVechU8BQi0iaJU9kkVgbZ8JgMVY4tmcXXhr7mXTIIyyPtrahERAhRPxKvlh+dHWHPr0wYZjClL86tNB5U9EwOkmyWCaKLvHtC/dHQ+5y0iSoughLFSBXk6+xOFcvyT2T2nDZbtFieAZdLwG3fSom3/XSQ+DT5KWnotVHgrmsySxmrY/cUV62k6zeBygohRA+EG3JZutYLjy0a6x7dIsAmr9xhieq1mrX0ELz+PIPban/IXSLVyqeZQkZ5w8BM8auChpmntc0Axlnz90jMR01GW6084hntzqOWiIXhMohXwnHua6lSfaeaNNig5j3kAiRULtxlxSEMhjvotKJQQuzZuWzJmV0uM7otd/Vpx0FnAzRK2tiHNh6frhTwXC5JvZaOIgkMaSVhpDafq4oPIdkqTufLPF0dYThjbIEKjFeXuHpcqp2VTUMEtfPMWtcULxs0VaTafTw+pgb7my/9TBwkVHRML187dIfbz0eUefqWypqJs6x9j5tQKR05pNJ2doZcVtK5C/q5SWOns1pFNUOxFCqAsOqttV6WHsGmrATKULjrcGeOLs5Ko7K2tKYWHx/fsrGa4stubumnk5KghZlDh705uvfQBqXtsPbfW0r0knvVPl6Ccun1L8yBVTqXkmzObcffu3zpZpeHJg8XS/lGjvca7vUvUkV8wZfTt46oM6kt36gCfTUakH00rS6nLV6G2jIbCD3ZumrrOlGJIb7xJspX1uQXU9sZ59O5uMzC/Ny6RWdIkqHVDeqGqzRTwTJkeKerZrjUgYAx5edVWqUqN0k3nVmO35r9bHiwIyXQP+1Xqt9UpIwAyHfVSiUu5tJ/8ovVelr8mtWyklOTaNPpNuVrZ8MizW+l9oTs7yAK011RwhOrz1gVKt8SdVAmtG32Rfxj9TBserLi/StCYpgcTTaOHOjI4SbuUO2B1geblXXOkJ6mcqd1m1bYcxLot0t8lS/+mk2LWzJZPF5CJnZinB6XoGP7MfaY/66Yq1mAW0tT2gBHHw5CtZPyQOpXYc1d/psKsM/5WbSNHtAe652Zz5ElyLMi1v/woXF462XoKg1MVJIPjbcomM1W2zQF3puuduJ0AiKNXFF+JHPOqgt8+OkT7iutF4LnTvvQe9gQ7ZTycwLPqUTp6MQRyVfIYyLUGGTv1kuiNS2nm8NKK7kK/Hjc9uISjHsm3AazixtOQ7AFeTfUFt2qLSISbiUYvV8sNRlaGS2VwY+qeKqZ3uy5WU5XiSU1mccL2rpAppXtRq9EwVYc4k8nvc4h9WFZJdKYyZ4GCZuLXon73zntddu2Y9H/WfsWyGXxDDN36cXAn+zUcxNddmIuPZKYKCzhEcnUZtHDvDWXMTCUFqTysNe0/PUpNAdhXS+aVliQpxtnk9vdL4xqTPmaetecs10Tgwi5SuVF3jqQcLXf5FbE3pL2Ymi6D6S9gvZEkCplGk4g51X/F6Z7C6tPfgT4/Gxu56xh9xdscLrmrPVk9VNwP9EjROvLpyca+eLqUu7IVOuTdQc2gp3y7WBPvMzab+UVZmXVd4A5CV5Pz6gGmwmLt/1lUqPkspXQOsaaeVqF6bWm4VUc0mfgTzP6K8vFn8AAABedl6GhZ01fdPdbAHHAnVjXHZxbqzvnbatwA1267QD3nge6ab/WbT8+OvlRnq2Vq+sJh2UmtDpa1n0xCZTRHvqIH5LbHqZzBJ87cvxc9dAQSTaUKT8pgG2s7cDLye+/ZoJnpE2rnwpj314j3W373WEO/6SXrnbnsR6nvPVcO20xY1wWEBxOsRx7w1beHsdaJ6O2qFF7fGosBnEdQTsUHyYn4bkHrAbmdOG+PGsTOzNn4n6WDVdhWt5aRrzbE+PAsKB8tjktd6wSuziFuk+bluTSqg4EsW3VCJb1DhgulTF1PLY8QiyKxvLXP5OrUGoG+1XAbtCoVPRYIMxqtUpK8+/Nw3tBoe8LMwREo9HvQ7tHQ5WpITwtB2XCxdMeyUwMPQVz9S6iWmS30UCKGbGZDWzOH0jHGWgzhT2V/jC6Mha5+TtGMsiYh3DDds3OHugaolCuvlRHCS5nxRWpYp5ZPK8qgKukIV5E9P1Tlk5rZM6rbqCWkz9Te5h0Neft49ff2fv2ut35Mej5ovaMEHssYBX78vm73l7nnUkx1GXqKGZ0vwKzyVvF9ZFIbfJmZHKhUAQHY6wiNLN8H5S8p7R5F59hDdOHK92ypHdLk/VsIO1oBfSgtunTB6W5HmaK6xKIQEgn5Uid/cbBxdbalVLpOUomNGCE5s+3ULxA+zaiA0qF3rZjNtxwrFtvGsr+VTMBTwHwxcwmyexQYWaVKgQRyG1mWeE4vPx3Fr6rZE2lnxQlEm1dWy65WftJQXWratI+bPe7mX9vWH6VaMMNtebe4erhBbADf9aGKM82TU2PsuWJ3jDgdP1FyYTAPnAIG2f1f76PKBBJkx44SbKseyBQixWiJpZe+9J1IE0JS1ApkSYJMNde1Wvp9FWXthOXcS24pfjtlS3/fqvOtAwlZ/WRpMfUmTcaFQNXRjBMllQCTjaY2yaM7csnjnNh2aLhqwb+6P5q+ml/Ct299KVvWbsvQ3HzFHZtUu/24dLswD2UlNL9mMndmcC31yruCW8mOMihtAMbmXEi2XNnOEIabBtlecg08noOrLqwoDW7sQlivMXxfAGFJIt4OFSGXXmWVkH7HN1aTRpXrPhwhRB04pnRVjFwr2pD9la24p6beRU78kL5oq+4a9jRi7oekGPBVp7cVNgw7Uo82Mf9Zbd7+mnjwLO92SFif2SxsOdwonQibMThrba8GeNKl9IVZ7608m9Zyw4gRu58bG8eje1lQEXvt3/fdoKZFF2cLRxIcppERncmRPm2b5o3pyhYoYglb4kIURGFNwNy/f4iMCiaMxKDFdXWDbbRxhkue3t+Z2RU5sgtEwTndga+RC8QfgAUdKO45R8WXkcwp9fF6cns9XGykvb713jlbPx/qKLxWF6VkTq1E+4tSUsq+621zqOk3NuxsobS8FlN8F9YhAt9TSNU1idG5/bKmsV2rjLeiD2+Fj1HXOMFsj8V6vdxG1cIyezLM85NZ+f7KErzdHlw4bes5ylZUtoX9MO9SgaCq5Q5bbmCJ4vnk6KZnaMFb08O0f1CEPDVFkaodCYc6f0JZ3ch1qxL23tyKhmkfJ4BGsmcpc3zgOPBKe8KMtORkmUNoq+nIMBOcJfgE2Qp7UyDmMuS8+ea+Y5kXupzojytt/La/SD3vxSgBvcEhQ1QMYcBGENqFcRDCQj5GJIGDHFYzsR2pVSvsbf8OdTe7NR6WXqRqZcD+gP4GMu1NY5/0P5gRN7OZy11vgTLCE37Efx7VLQTA89l96N8/O5zAbBVUEdOl2fS1QJ9L3QlcX6Vo3q+sSC5lJ3jiTs8OzGYy/WBmX0JsieajhRX4vFDXdJeU6yy1aSRW/dFGm6Nkaj1QOtwYd810JJhxpsg3hagDU1aK9h+hK3Z4sGdptv46UyOM4eZFVEW4Tc/sVU5JPpKSo1HItLHiUIoGL8PLmqajVycaG6Ge05da2cDOlQe20mveVe+Ou4YY610g7r6JzDVq8wnXpqkjV8PWj9xNB8LYRyLjuBWGXfg+AxgZKUeFwCQYY0PzWLRhzwdZELaNwTShMlaocA5Jq+6PL5qZTNqLxeXTvdKRXhVHwpb8E/kNndSNL8wW1LQ83SglVFmo2PkO4AxQWi7dcrKl+Ni3nZ22jsHho5qhJI7ljWzItK5YzKHixSzKPjJCqK+JiEcOeLDwH87SsAME9XOiuNzrb6GATc1pnZbslAsP6J96zvOgwe+3O2mLQ62YJDwq6gLGFUo75VyYOy0ZXQYZm1pfhud8pPKaaJy52WXtP+N4zg8T1/xtLCuhwGBZol5PleGc+DK7RXTSd1x64PcV5FvnF4hTzTns8n083ewl3rtSXJT5YPl4HJJ0iLqhPy/thv621FU0tMp7dTsQTdQXi7trOngywZvsfUWBJUhWqI9Zi72BEMZNB2igefTtb3zfGWU7vTnYeZWg91NJoKRGVeFbzOqec9N2CF7WrU8S2tCQAYSIO9Msd6WUeYr/nOKrudwd8tS57NpLZx/VhoKZ6vd5YLG2Rqfj5k7+9yQ3PPbWvXCpsqhZ5Pw6l3bO7ys3RffeZ7A6nK8y+MIYlCQRtmZL+SXlMZ8SVIgMLlVQKnc3OskB5XbXsZ9PUrx4DdJt4xMJRR1XAKgrWQ+uQT10xnteWV+/NGK7aCoJpQhc2F63Wx8ZRLvdGeLC93CulQ8tcBK9VIs9UvtUYOFV7oytJ5kG+bbV8K+/v+8ofypX330DuWhK5mEWo8m89yMpypJBGitEh4x587Ryg1MXaawiGgGPmF0XJ63QJVOSF5esUfspqWPb0QjjHYCwdJ6buNU2rylS3GsLnoS4vrshIylwk5J5iQp3zSomkW99DigbQ7FmVKuhkOhRJrepFAYB6QDl/jqFQUG/MFtpMO1DA+sBHmjdQmzyslJa4VLmQNOWm2+pvsBIxoOK2I8ID6FNw1xSA+U3mliKITs59GMkreCmVJ5YI8Jvu62mxk+75bIGk8TAKf7Z7ly5M8afQUSWTnk4hv4iRKfOlhuO+5ly4ps6vXcngsbp09CBjTuDnbfs++Xl7JcC4KwkA7yxrX84JOm3qXp3N7xmLsRV6go2pzfyikm7ruTVuIkJw0ezYbm1bguI2T94ElAi3egklnJHIndVxo0WUmB5hBL2P8Y9czFkXR0PZCy2VdaJYUy8eXs/pXlqgKPVEH9c0KPR/dvs1EtxmDpUnYrUUsLlXEdgqfLtwNhlceSU5XuHrItHfT5sdB9ucjxzXj4JVPuW7ZTATvlAvazAS2/aPpUEWQj/smSVvn+yIZ+8ag0FfUMbegwvQSANASiGEToK7v17IgTHev8Gp2eTMXhkoqFLEehjs7jj0/U4cZI0pKz6aoAM6BSWKXzq2WpT8j2+FfHAEmG/XsgPYZIKAd/npAE17IqXMHRVSYcoQBqXMxT9JK6RqxM+ZtMr/x2CUeq4ECMhRUPP7qxiJPuTrl6Mp4iUdVPWragTHtNVJcJquvh8xYGFE/O1rcZ/XbudJ9ldJUIGZIztgdqU4tNdGSfl97V3ywcl8EePDEYHn5iNTRghKbeN103X59EvoRWeSdY7zIbU84/bzxYCpY8DfCyKQBl4XExA/t2PGoEgXmZYE+puBN9yQNrsIsGZGA659kWMsWyFpqeLi+l8Yell3niaRoUXVlBSgpcjRJz6DAnyRpjVz8/JmV+NV3Qd0LC8cgSbddQ1SJC7wfzH2axGDUm6ccOUDON+cGWtuTHzo5rYL2KF33qSZ34nS1WNrG/+YGaAjYYbsI3jBeeAl4oQKDJN0oR20XwydYJrb92XHqlrI6RioPlzssjuPjIWlCdoQT59cp7+Y4a6zrXUWkCYTVGy6qn2w+NDerzHUWAvt4BBd3yaxBHt2W3qtP8FXyTsTWFdo+I6Gz7ATWVIaz/MxJa1ZeEltcmYVyPRN3lKrAIiewmv0QGMI4tRv7inCCyA8PzdtCUVDtcWATGr6a3yKiCctyK8sCT+Ym/zEKlYjFdOTCcUpd0gVRZZ9ma4Mcy6i32K0XNr1KfijrW4vjFlMPbKWiIu3NFdkZeVpr0lvHaF8vvD47TuqzsgnBCStXYY6io42gkINbqev1JdlmukN3v7bMKilonKO8l98wyZ7bDaKyeiyDyaQ6x1AWKVDAvb2DU9Algxfc1hZKdMkVKkON9zl9b9UVkFhQjQRUPRLB1bFivN18geSkW0vlEMmLr4kZaOnpAsjbIbrLCVxeMJPHlS16Rslmuj5VAN89QVNEhL/aTHDb56TLoloxR0xdh/DmEAEAZKnlfTBTPke4F4YpUUphGqJ6BRKqs2fklTEiDJUADlQzw+4LFVVv6VTH2y8DIIPoi41jKsbAasSTBk7eJd1dm7wgK+tMDbeT5q6nh12P8itUamuv7TcTi7PhbtL8XTIZ8fB2XHnSb3DIfzyn2mngQ6dXQM0T2FSTYd9bDU0BoFyaW9+4jufa5vAai1QWRElhdN9Ww8zHl1U9yCzqEVWI0L+1C5KXJI6IZLdyBbyIWTuPsQ01XgDA2lTtqvGMwzG91cLeYagh+OyK5A8LNEFDLJ+faZsn3WaztIfo0s7VLNPsvuyPkmVNmIT5Xz8BAEA5eHmbrAktpchCpfMsTbKidMVlGNE4WQY4cmw5JdYjp3aQoTUBLD4azyKmhPVmr7h17EjKst6QyPlonLAiW2yVyYX37zP3adpGsr5kwOPxizBSqe5zonHpRy70Otp78LKQprNj2tWX2wIVGANFU7qCectI0zFBpzSt+YswQyd1uEaFltH1s2jKIkWfpzGrV+UAX9dR2wmYjn0J5xf23TKUxeJoFqyNrfEU7hec1lIUmRTBG0/ng6vrs+bz53i+6U3pchjrQz84a8vjNafPOhHDa6zOjf61fWmvNQoncJcWitn7N05VJiVbOafAPB+mH3QlAtb+a/f9+2Nc6I2nJ6sQHSIikt23sBotCouvTaXeLk3hspQybUyqeuLjlCXKTJTldMLMwGX7XbqayKZktur2m1lWPerCPsfGbSsK3XoksYK4HI3i0dJvmkoI8KlHfTQzdw2A/QjM9Zz/ApMg+UbeGR/vRqUAmKEGW4Fw5PkPDCWXTAmusZy3hcpXTfaB2TUlrwicW8GahihKAQCcYClZ01sKunSjufgBwG8mzescva43exG3noAUH1qesYsWXAslXHUxGcdwfJEzQA3uFTQqaat0VPlTqNuajlqtlU79UshZLgZcvyUqHtHCNYW23Hg27K9S/I9HxXFwPfDqbbDszwwL4r6x/ZA34z2RRVrdhWAQND5DGj+sXO05gaATfF/USJukgHKC17j3ziUveHuqiTLf2rz0sa/q9KY0OwBqsaEtwhjN3B3Zr7KDIHJCPySls1kdlBhf5bmQKjLXyOJRIz3i1yZiFwSRkbQbUyRMJvSZjsenlfrVc9U8lUytqk3OMHtVBv+gk+0qOTizOp40UJMj4uJ5zhnDeZ3zbKJ9fYatb3KRb2RE1GCMkZOinKphZWcxbuWhplF+IpalihW+Wy/mSSWFm2wFzvv2by+vyo1ldQ6j9Qv96C3lQT7/458C+XFEXNoyyr7Ee3atLPejE7RJXLj6Pfyt167pYC+EMe4Y0qkJ7Jn85WHHKmXcokpXT1GiqHxN0W6YKpdK1oWHaqQ91vlxaC3H+IlVneCZWgmlCBi2aDYHwqlRFTJjcf5yLpHqBoKtDUCbik0Kv1n9qe+KgjCl/csOTizVekJAWcz1Nl0GKFGcTkwReeC/xa/bioV79Qq+jM50SQZg5cbsPF7yzrq71cDv8Mu1Psz1IaStX+Y3U3ZJ+EnPw095rYwWlHrnauNCyBU/xVCCmrc7k9ul2trml16/0o+VabhA4fXzY0pPxv1T/3LqA6fgPnIvPey8wryvxyzd4QHao70sCJ52+4qkj4WLkLVO0XNDXFi4pMIGN90Lo/GARd/0o0G040heSk018VZKn/UkTbJRwLPq4soL6SR76QPpY16QeCRzvS00kT7tl9ZBfJGP1nv6MtqfjW8D/uOMtvztiuXurSRY/jRwKQCDzypG+RJzrHVUYzwlXYEmQbZdzNa62xQl25bcbue2dzTe+rqq9h8Y4yqnKN14Mp/s+IWet8wX1KRcMvOupTP1B4H8EXKVToAx004yXw8t4Fx1QOu3Hj8TIsSA8FixvEARBgAAJ50sHV68XAyp6oEgkLdiNIonKOa/DvOPHrjjSztuuGrttWPEOJWOQxA451pqABSbltAaNCdo2vy52zRT+HQWNqulSXJyUI2dtalzoJbGROBdpe0r1+gq/1YH2Vdz8g8C1NHLuOlYzeGLLkZocT8/dp7FcBvLbb+azS3J9kO+mCxU5fETu7kKNXBGa3kvG/ZENODZF+KXMqOiy1uHXhgkIaf/N/n25a/9JibU0Ca3p3raf1EG890jAEb3l/7o9eavifCn/3fj90gW28jTRm7FyOr4LubHuLu8svHmA/3Bx66GMotlfMnzrpQ8cmdb5HI+d8VEyDPT4+PndkNFo8h3pTbCWzd8yYumxfM82KShnMpNBZg67iW1k0bQF5Qzui8UIop5IBwy87p5LTEyPRkAYJJCvArI36fxhmf2BRn5nteG7kXErazL7caVjN+jUjxf1MogOQSTmVAJI2SGYtg+b9oGGdsNyH1NtSTw+tULh1niBmNBuBNnG+o4QiPzT5eiQmzpRDeOi4tzWQzBCrpxIkmjO/PrU9kAZtaCy4xMLNXVJLiMsvuBfcN7rMbTx0n/rVaO43BOnaEP900shS/HhG3sKNrp/ycgD/ubLf516GqA0tFrfW4CLiWK5uNscfeUleKG5HnHF60d26QY3uH6jS7RhL51SbegyAj3RiyDDMr8wgOL4iPZxEN+804up/LpOFOLHaKTURCoXronXqZJawcLjYmzkLXZsM4unQywjjEjeS3qXK+TpkfIswKCvKRI9WnbTWP5YsImagUVE/b0H8K/1TNvGO1So75j5U1SSUrQlEyTKf2OT3fHK31p2+Fuz3O9fr6XF2IV9XvVGBxUZHWLwt4lBB3inrcltrj06npxyT2a0vlk92QtmBC9KLB1BFN0ye7pG9HE+dgzER1buPZyh1Ovqb6ydJZ5NfcKOjDQKfxKms74tj0rYq6l/PUbMaqUQk34d/aTKr+kymqBrLGshECsWitccsVBmPF/j//jLwAAf2X8i+9+ketzhLT4ZBj97wrUyytwUYgwm3O9sZ4KvhJYHIoje+Khn9rvF0VGHMNSa+w8obStigzhK5GXf4prqsmck/9f69f/CDD9u089MBbpmeOB3Pe2KUR3lyVZ6S8A4AtHPf/h/834PX90YNUcVZxci+eb9W03qVo4jphbRw9UC0mpyRUjBtL5YVvwcy8wMOLZVvFGRKe4NgkrXhuX4wSGrmXzHSpyS/3cD9amzxZaXhgIM3VUagH0EJjj6TyRSq83sNAau8nS9O1AfP4J04kDAE0f/zGmOP72yeKG+mCtPNvQ85SD9eVA23E+bSPe+DSIbUrBwF2pBq1jABRPLSU6Lm4sw2LDEXhkCdJXwM9eg1I//lzgmmERVYPUSO0mJ14D7FKqpdZ26emURmjjIrDO296/0Z+ojJpyZmfUSa5oxrwghm4B/U9+dGKqoG71bF2sVQHSjr8GOT4AlKyXQfLdOiRtVct4elAa9q4dx4jm0U3Veg7A4W0kBg7QxSu1qhlrnNbqJjJXcEIhtMd30yrh9X6BKHdtJRHp5lGVcsCzZMjW4qvlJLA2Ts1c36NNGQEqoM51Nqcf0YW7N49xrsacOpj2WXYkAQ/QtXaHevim6wWnJ1VfmLcrqNoM4NV24g3ns8iNtdzVEzdQ+sX7xH34OfbtumM4lU8SHk69FtqqLyqPNWhrh8ozxvHVrfQylHzZT62sdeXl3NJ7pFtiU9AJHEG6UFPTgumoUbBIbtSNIQvClwllF2fD/74IC4RAyYuE1865voyyrLSAMmf7krxVz6KwZOSNqztDdBg9rFGP9YDriYGzeyfuQ1I5bzigLTgSJa7dEjAcRdz38moh9cluZWWp4JoWwn5ezuBf+sULAACY+ymgYHY8uP3vLUHgHre8SaWFdpRdR0m1xdy1DNvqO5LSdHDqYGF1Y6JSKBI0PBa8qtyImdPmfTzmw8ofUvePfNFf/8n/Zb/yfr8Vv++S2UxVhmNJhvSbULT7n0EjLt53O/Ar/nevqFsm/+/FH/0zN+4YnI7efDPClcShhVVZFK/tVvDAg251e2BJnTlBfsFTeuQsAYg2OF7bKBXbrJ4t+QpLpwG+vfaMhYx2pbkZItIZSawg0l1CE6MW8BwGAPBY8mtB6GPdiz1YSBW8Xc40quKXL8KvAGj/D//EqwH31t8uOsxBILukp5aZ3ixg/3EgwCVtzg8dIQAAiAfMzHMEpbTW2QVT3hE1VyrqH6FjnZK8P3PSOR7ta/7ryoWgbxT2mTA/vqbAPg+eywzw8Zy3knIffVGhituNzwCID5yPlUQZw3V9pqv+h/3xGZ8cbxbBc+eUtrCdjZN5k4HIY5eSwAR9ZwJ6pRUOq3q4DB3CEIiiJvYE0Ly6NyZ+Ez5kuAYAbLeXONhqO2NYyI9cbG9svse6AAyUZxz4ENYtak69bR/WDpQ+kVADs1aaEb970vUm7/MpFJA75rure7do4sIpiQdnKaMr/tSM9rHHhbxY9keZrlHnJcKUTkytcn1FMiRN6jXunGsy6y6t/hY6rra7Bf9qXOfQkaFfRh1uN1PI9I11RtxWd6Ds7clzPiqwLamgBzU7N7/ckDpXacfVsOg0L9UhZ18M5yyxmHdKqYcAG1zXydeTuYJyRVaeMywr7vApRkBFoGMkRpuAP2joJgVQWWIFtK9sok7Dh2lIkkujJG/e6aLQw8mQArlazZS6V7UJv2T7IGSvW02/fF+9Lnh+oxxODTC1PpkNWa06lnDc1UcoiLIG/sG/jUYAkugF7hwllvvu6n6qP/Uy4XzbWjsG0HyN8YRHl0/FYNDZ3EHd+ShQIA1fv383EbrLqNyBrWH3CwPUgr8DwF5t/nn/uf+LNv/nTn477EXBbbWbbtvm607cj9wsV5df9mvlH/3nQ18kRAb/b+X/+gy8/d1XtS7Y12byBFtRe4jT3Z3C+HsoF2bD3hv15cYqVghu+q1FjplgQejnVM24s8jGCQK8cbMIpRF156hnUSsyIDTs7TE3Qa31kGcY/D0FKZuc+HeioRJ+EpJ9709vub70r+CnewCq+h9XdMJQkj8rc8mtdlVzRKwxbq5MfCxy4Qx0oaE2r3e+jN4+b+yvFI3U7bTmVEkgj2vGMYqp82zw571ne9GgvN2ozdf3dyRn+CQchJpafeZx8KLCHLJudCYCvSavdctm1+jPj4zJS2xuN7SA525iv/jpEjfPFvYXxAvnXl3Om/ntNHxhQTdy17MMozxdDZH6S3ZRXoMjk2lnH32WUC1ODzZzvflqGrX1fbI/Gt910Ozr4+jGmwLlXB/zRf/uW/xc7C/B2LS8PJGiHyqTOKuWWdv3hFSx/jYbUHAnZWy8B48nNub91fqFsgVOz9YVtmFdzD3jZ31iFj8MEiyKLDHmZTNagfcjJSARluuGj8ss4ZNyInFZIve97MfNva/uMnt1457OY9W6m9SvpsHkcdwWA4uXy6DpiXSrXcDYeT+54zMaCiUnTsHPT9xiwoj8c9PSg7kSXiMWupJQE8GIidHUgUCDCA58QkxVKS5txY+0VyYbm36V7vi6w9Tvz31FFzeL5oXiWvx1CH9oVzc+lOyPlRhxslw7k/yLBXVXLqYHzQ24PKXRH18JvKLEXZ+twi1/R16uDS2gn/aC6vSpl9UiFG2t+Pw0V5oXFPh/jx9vAACgPPWG81pkAh6KyXpmptLv+1/VuiB7IUEAAHABGh7SPOlWBvQDxW2/vjT44H/w7P7xK1rah/BNIly1z9/OkPj51DHFPv5f8k/+38SUqUlL+YjaXpYCNUiWb8+tEAJL/6x++ItdyfGabx3+3wr4CXnr6qsOk1U+rRjh2ZVsaE4uURN40KAAkmrDajZttoBJvn/hbtGOpc+taXbOW+1ZvZC4u77yVcWwvOH1cNynUEdAVBDj4K2nPg6GUEgcRzkAgGBJC7m/v3E4W8Utd+vVqWjbU6PZKjZ4dTzw43caAgBXWZ/o/CEqkPS+3dULmScZPno+Gu6nvFKF4GTPsWW9cB9YZm48Twdle6JR0o4lQfjm2vo7qNcCrdHDQtcRlYNZFgnGLSg5B7wGVx1S38wdlU+8IWdvppKtsOiZmBzKVM84Y6GbjdzT9bW4Bwq54Rxs+uiXjee6M9bO6mZ9eyQ31mhtVrp0WndqHb84ikVEuNjVLbWZ0WQiyhpsd7taqq86NUWxDW/ZTwj/i/NJwoSWCADgVwLUqyo3NgrWi7oaDxGYGGrTayW5SgCkgI8TnkDnxlAiVUgGgAqm1z1Zfj73s29ckieaHg2tlzpZUZecdIz5XM9jxY7soak2RG4wi/p5jW+jpsn4Eg8gpxOVyDCMrf7SUBpNuhyTd+znZBecHU3Deu19bXBLWePYrZngEmTlQCngp/WDyJQTMATchcNxyG2aVXw14qlasvXsPFKDoN6WF2HJEZwOI+S22157Lz0o18rpMFELSyyUicLoecQLdTPgk2qv86SRFW46lsatHXx649Ey1gxWPOIJnyE0rq5tUmb0RlXIdBL/vh/ad1yd2e4RbqVrX2xiTysqmPL2ragb7fjKWduvsr8CgPDgJgIAfdlHmaqn6yR5r5hEVYpzyoEJ3RHZMCTQF1mxiyyl5WcgrfdXU1e1zX77tdAmIo55QzflH/0/7vfhIZ/YrxXjSVOafx/4v/AfNR4GTe/M1tF34nUeU6AME2s+9Ovzqov7xLtVo2u71lcalVfW7eob43/7/xYA/LkkcRf7HiUSCa9jpBzvx8+TJw8Q/OLtYH7+gha+iet0547K9Wtx+3WQyqSiouDDZkrFZHHlzMCl8Un5tDVV1ZuNmchzQeeJS1juBIgYEAk3RQOB61MeOoHAQXxw3ntKr9iaaYqyPpZc/Pfr80//zAgAoA6YS+0Aw3KzCEGW5B0tazVAM+F1JxvTep/q3ngBH9zfndfMvFkFEsHC7OdDwudZ10u257Ma2BdCBnn6NW953hgzPC6ntsOOb/indSL90ufr8nDdKOKgiTshNEekZFsx5PEJNa3SaEW4nw/lzP/7o6bIr+b7L9ZDRva09by/NHpHq22SW6X3AierqbxUNQqaG+c5uXIZn7zHXj39vw0BiYVaRb98LoNerr/blJ/JiLdEG3g0AABwkdYXWTECLUhma0qgjAa8eDMM4UHqqxhMW0EejjUs9Os7WH9q9BEAIHUpP1CxMSXP8NJYFJPEsfOD+R5rMARQkqJT0Q3eoZd03RrYmdryHvlz6xKBwOmFwHretuv3hzHU3Sfr//4ivfBD23W1GMmmAZfzTvdVo/3dInqqKD9duNzIuS7ol/opg0e2QF9SjctF0gNYnHtFmm5A5HywykzUzm+XybPgv5HPjZdECJl6C69F3EhNVZj33NPZAFgPdT+CVV6bciLKOvx0mJPBPsXx9N2tQih/elGE9iog50s2TIJbSfUFKmNbeI1Vq9qjdmbQfkc9NZoBZy6hRC/artZVbuG5rO/K8pRJa9sC9P/4K/CXf3w57iNe44gayaDU2gQ3l+vJ783zToJYjI5JOsAYFOyPHac624qCyiP3OMrCnfJze6g5Xo6xDcAofxr1y1ihKd/j9poW/9D+pR875cbLH8SrGehVCXSONZy1B9Fas8e09rVj7QwblfjqGmTLK3Mdrk4f/9+DnraCLgbiMPCIAj8GJbUs+eWl197NXovr04PgWHzmarHYncO19JP54e+OS4PbGc7xeE8khcsmftkYdls9OX9tEdgWzWJl7KcfJtyhHUdsMyyTldczrkVDxUSAswF8Wt+Llmz5pm40wIDo9Nt/4fX//G//+nYEANiCyEuPqNS+s2bSwEsZHy/fuu3rzrhxOjl/D5lOSU0sT3g+mYE73wCU6isxLdeeUWZ8yQAfyav8i610npK+lko60DGo1A8hf/yZ73C/DOuXKHkL95STWf5c9J0i9vVIRV9VSoglbs418LR09jPGuNu9sfrMy8LlNH4al7lHLm10MsFY9efZaEBiKzeeUbKyYaxpDe5+8bnKU7mLy9aK6qK1ceqU6eIlQ84NjavrJW964IxQazdzCfTjVfs6W3nOWC7jIfCFBJsOa/rbi3s7M/tR6Q2mkeHQUwiBwmS9NnzJ8rWnR0vvynzaiA0DV1ODExEkVOYbsxP1rliQMmEWNxerDnfSum9VLm9qwxOGwp5v/k9VtdIGnyDeWJc3R2WjCXki3GQyXuN4lrc6KQooE+V6aquXvJ9fo12sKaey7ozNBHYFZtYVFKebGX6Btzfo4xAMObVKe0Uts0lLQFBXfad3/FBq/Wkgv1a+0GGETrO9W+mZIp7SiPfBwJXS0qo/t9yV5SxEpS5GIP+eaZiK9sBPr+TImfuyK7L6fOKBqCaDHdZdVVTeN8Q2uJLg46niYZPbr56SjOmYDIu3mstA8+bvuwIAjNvPW0v4yisHhY8zPsvaBigLI3lUjAdC+u51H8Gg/ZxfL+blufUqhbv0qVfdjY74+NoNxnI0leZEZGO48yy1lfyKGLTwe8L+Ifzb9g3lZ3E8XetZE/eh3ppspOe3ztO4zM13FslLXVOVqLbrWJYdMevk1e/+3wMADo/RC8aoAiKzqEGmLrlB81ns5t9LOEcjg4uEK4veNO2dMCjuHPjwBQltaOyO4vKxaEKEhG0EWHP4xa+80DXUlgV9it0p2T7FksIKHykfmEMJsqiXqnB/4e2DEaaqTq31hJY8bC8vr/9MTxB/XvMSAACsJEG41Ny7jaMP8VYrxbeewTjptXL8q8WiL/aTgQyFuxaHR6Jzgz3lxNfAokjZWLA2Jl9e4cgXajCeDHUmHMep15bNwMmTRdq85CL9ldP+cE706QAnKPyzWsV4Mm0v9964VLLsLX9p5UlqfW2k7wihOfJ8aVel/dE7vgxysSLGeiihte39mCsbEOAzYOESaQTEkrkcpexkdRvN18nnbFAl8he3Ift8FD/4qnNaZ6opp6MykyNxBMg3CbwAEywM9Gk0yNzGx1ftjQsv2/X7ici7mpTk8UAaJFiCFAriCAAo6rmFH+KcyKbtFYKl6HKVQwPoGyMfsSoJzOJeQyXhAXcWf2Hb2ajWrZd5Q5PxN0In25LwozG7K2qO6bwh11HkPHnjUIhYyzRYTcZjZejlxBsvHZHewAZeVo2itydV1h28cpqCAOVmoNoV3pUU+Msrgekw1osIQh1a8eEuQEJ08fXN8pBgJWm6aXBMKQe/MfDrefGtW/b2j7VqX9F96QX8gV/e21peqNzzYzBvuzrVEYdEc+UbWufYc0WE0T6G1SC99qZYN17rVn2y8sbsoDx34H7W8IcpeW5hDua3U1+VxurH2XfxKACh5wKkR58GgzBwJVJPbrWVrEpikowXmgv9BQZ5XGqqziWVOqkF89pQk3bKz1AKZPX6OPX6/J0TC8LaAv1Qdvy7a6v+ZDg1AQD86/H27T9L/CHNxf6l+2YhPL6AFvQb97iXrdk5zbjv95q6HF9GedLGVttYws+4P5XyNz/9vwv3PY/PwtjgjEgnMMQarWJk+vdI2GGofVJ1ktANpTtg7ii9nyuWJddVmqT8VY/G2YObwP4RJvwv7qaabts8M6Q86qVz03YYMMAaIDm+LZ3ziYEyOSZiiSsZQ6PZab5xinot2X8NVDX+tLkl/F+KmdLne/N6diWPg7zjamiy7bB0D18GQxZtPCh2pUwkB1SVlESaxbLzfGrJ8k/DaE2rW/HhIto3Cx9yZ3dI1WksyX6Vswm4iAmm/HpmxqezJLYClJZ9UbzfiFt4Tfehxv083iy4s5x1UlCBZNn59jurcTLX4B7hvMAfoaiG2NSJR/42mbJB/xAcuQCgmmMINiqWnuK+NbLBHXqWHi12sMDqWi/JLlbyaSP/4i7F4cG14+bW4EBcXZjUcm071m3TqfxHxdOwLF7Bp7zkBzEkr5Wkztjf7ZK+4/lOWU6kUeU01DRR2wgKXNGoNicoU2bty/cLzTV2+3fVam6a3dciXMqOww9bZXKj1HtJE8JT5fjBY0yhpJ9HLDabGTuZtqmWszYFfhg/GuVy9xRSwCNDxu3g8WwnORMT4DR+5jlOhZeSaetx3zS36v287AHcn7DzbnMV6kpS6W0iquGyj0tWf48aUf5sS2lpR7YiqODrSsH2IijSwVoFxvNxhXPPck7Azj21t1bW+Uusg/qTJAMuq3vkjfwaDQ4efFUKnTbhpOT5IhFrGT9ri7uq/upJSnHSDNyIS7tXx6Q6H1vrF0vLBALthTu5+LPoewACXZEOUbhaq8f+3do0nNDRLUODqN8P5/LaifpzSzfrkQ7n4l5NB0usWSsuV0NeOpKUIRmiUUlJd12dikoek6u1TwreL1gPvvmXnlz2N+Fxl0RD9hbEoc10dfyxMTtiDH2PcMRPUAknRXFc8Cdw1EpcNVXZDTyif69kcZBC/04U/bs3r1W7Pweoc0YwYidBQVJIlv4lUMHOWLuiO/OVIc5E1HbidDO1JEECxRGGeg7xEKppRIUa3s4cD7QdqJGSHGoQ1zW7qwSnsysgNh0k5/er9jc3LJFvxU/mubtXn3TUouTzYJVf7Uw2z/tvmaoCAA7Pp96W+A+iYxOFEiwVpTnsj1SeuXD/BYlyfzPzbU0sh3GwDtjT01MRSPfecPxt1TqaMLNFRhcbX5SGP8vIH23UP61U7srNv56x6ho5yDrxciNa5cw/CEUnKnfVS7uRzo16Et+UvMqVTTntrEkOo7XMIp3VnLzx5J2F4qvZ45Ga1kbBN+hrRladBGUrQAZDlIxmvpfpaXgeCOIDTfKpZiZ/51/qsdr1lzWek/5r76IP4fOLXB/xus2xpH6wUC7ZevNMOEHUPrfEJC1KewC6rIyKNhdn9LnD9huWl0LowHAouZZaRWmGV/RUaybtK7ltv+nSvDjo37X7IKoL6FDDdYyZw0C7w8R7TmWHr9LZdcrkjPCXvLhZ9YuQy9X6/PTBmbx8seT7mXupebh9+tyaq5va06rzUuBcmwhKOST0NBp6qGyBYcKxaJbww5WNfsp6qwGyYq6cOoo4XVp3pUSbuqWOKeWHgJDrMXurkWhI3twb3VkG44BVGUh2czTha02l717PnNYvhIczhGdXGbOJppvyAwju3e4n4k6tUQVAAFWZs3n0KK9mQpc0XD0Td1DlyxdApcVp6nTn8WohwFsJFtuCSe2TNwfvpi8AOLgBsmNOXXzhplczy3ZcS0M9z6t91hO442GnX81NyOJEmLrWz6Wyj8l3UpPsFq1h/JY/54q3LXgiPZRdpZtk7FlV2u/ITpzMPtcj9fi6jotxmRHXn8iiqrencvwjp3naDd4gONz2KrW0Sniqoakv4pYWnZAeCvAPMdwmlTvJ8sXx/OH/vSkA8l8BtomhNUDepEhnqS9j9fgA/vJ7UI5EUOy7wJVHvp2xLHBU3bGaY4zZSo3bMOi3t5LbNkFvWYF/3EZ5h6KSvwBhbLk3M3ZZTojctByXCoNgaMEjnUF1wZ0hDw2bPD3r5NWUmvbDyRUuVSRZEwDA0/4l1UJwbYqjMA7d+fntNTdiqfjFQnf15586pNjBjZY9ZmURCoqsjy8ZUWTHadG5Xt9oz57BWFdNF1y1T2vDXYj0a7zydttLZazsSs2fE6oRtf9DW3ho7akI0Rm1KPQe2TeTv6ONhwYAxkvFAQBlp95d7vrBRkKNn9KuHhyHkG7NR0vhhOsBvXf9TFG9NP5dhRL/rCAvNMUG9kfrYgHE0YucVbLytVW47vDIvw8epkHh+cNQWpiDYVxUo8T62VsdNneGLtSnPgL6G1qsbZzmveqohma2nmLXQsqpXkXGUWS8JBhiknnamHCqOnmySPLYUGPcV3pW5tdr1nEXUbmdi1rz+Ygm9ZAoclC2SYa9qxrsRjcG5qubJXp4+vRTgu9q8IcQI/dsAkPr8Lv5MUpMehitGJd9Bror1is3btvI9fxUzShS6LVeD5daegNPraKYDgeN4WurOdnzaOurMmG2aT5nNrpzxirlQlceaqtve5PlULs0Bpf1E+eleA/2Tc3+Wv143hHH5jDXVRQbpV/IVN8VFsaWqQHA2i57rJ2rugjdQOR2Ea5uu0rpDKvnYaHB6CiISLoi8/gp33eyrvOcA/7e5c/c/dqS86opdWO2DFxdb9OX+g2ZKF31LAAgLucm6x8HtHE9y/55p2DWxIfYum2V1AZ1ONH2e4Lgt94ocKzDJEqxTboPUXG6DKoLumZM7o2PJy70rOwluyHFeGtdDoCK4VQhOI13QN60YwnW4TlBMy68on1HyT/IH3+dTfgPw+fuol+q/872/53Wt/3kFVDDJon5aOGgjQ7N9gQryP4eH7y0dRPpyjFUjZWHIGB1gHM0qffP6buAdNWNXoBiNmnIaBsLu/x4SvKennecLkhMC3wFFOIbVdP6J1L23KhftTKyYwlxzRXJioIdoCO3hRj9FXk1pHEhR66ngaJLjpde4EatqkiXAhuGOet7dDubL/QB4J8Su1Wk9PiaV7Y9U5+54ZQDwazQOMArwrEtHV8KN5X19jJc8UONEsIwOTlyyYPr2di5K/zw7UrYVg3R2cQT1E9lwA9ZCSxnYv70OFUGYW03znCDmtkZ8Gx/ruCO0z0ZhsMFm9Tn5nn9bjqUhkPG6D7B9tExPtEtFHw8gR8xbMl3NBd7NAgtNLTzbuLO/oLtjLh+Gtw96GWNJzwuoMhn5B2N+etqNwCoNK1iKDY8VmDGsSlMeZPjmoEKZ+tCRwfUcZGVeiiYbFDESrbIZuGJx5PZ9WeEIfdWr5SXWuZDLXk2L4LvSldOtStKTbJ13jcv7VwheMbRoPeFxz5CD8FwJ/9l+FiEwiX9+OKscBWil+vpz25clMdKJrgti6ZMB0EmZFT4pxaYx3PdgYU+rvs/PTluxYoRYJmXNVO5FPohmmSRs1iVn9rbhXKOhdXV9FIXpF1cf/x5TaO501epiU8Xh2hizRQn1ycNaR4L+iYM+OPh5CKuaW5QDxfdWUIvjacAdbcjfELBnK8JsgKJu2grVeNPVgdv+ycE58/RanV+FLwb7nKMaK1YVl/c/YMkpGz0kOz3GiaxrGFUY9hzrEcbNc0QA0BJRLkl9KjceePgOZDlidIgTXvkW9MQBMXzuLam/PzGdkxazOwxLUn2KzlpMq6rxrwS2nBWSLWjetxYtAFt3xhFbLilol+rP0Zjptyv5UoWpHisemA7b0xWd0rz97h6uM66uTvlt/XlaVF/tv7F//h/9P+SltFavQIAvowSGeDdvurFSzJWNslf+sdTwTHyz5BLemlsitYRp39R95Jl1EPjyW03CDARaLVnLfN8C0XR4yUfkWtUo9UajX6QrHf0T0qHGQ633HLsgqW28OTCk955xukvEl4f1dnky35pfEQspouTqQtCM0iMYUDwM2THUThmuizv0pp5C2ezFNK8wlUrefE2L+E6JE89LTpnM4znjFaJERV6oH+1ieyejzgvdAzs/FSPYjhMVwVPFMRbKR8KXVNh4/LYyiMZyVmZEOJIXVfizcooPDsK59n7AZvT7IBoRL5KH0lQvikWQTZfUrrIoyM10zaHyLbUc6HD0Fqdn7CN2lRLE3PJZezmjZ45YkPHEGx7V8SQF2K71C9QotyMig70in0T4CTQTbsuPhSakba8kp1aDiJhrGuthO8Wbr1ewerE390EoFwZ2RgEULYgHpQgWLuuOtX7rr6Wel6d9jPHkOMLpt8uq91VqO1OpiJzTOcLYbdgzqY/D5NbZXzIJld0XNvNJYN6lNNdXz85V85lrAYOeJJn79PxpE03XmNBF4RyRMhk8AQBODSCJWxCeu4BB7jZ4YG74c6JD+WK8vXQ8CHJ53mvdfV81FqRs7Ow7hqg4Rdzs1IwbT8rfdSp36e7C1ytmC4EGv1s3KCduLdkZkzI8ZJxa3b+q2vCl9m5Vlhk+1LZDa/HcqY2bYeIueBpLIBmc6/Q5BzMIpeLvDr5g4Usx2f7BiQH/74+TIJwVv+DdMXvz5SoNt+fdpxa1EVRQlUxgRIX8h23A/q3+tdELVoW9PZ5q3UMnDS5u3lpoBE63NiUFDeSZyHEhXr9WveI0y1KyvJNwZfILF+HlrPcmSI2IV+dOa3Mvnfzxz9YpovcIuWx5a13BuocXSlqQ6j0YuJuu8Oo6koLAPE8Kb9hN1pHrLvMp7MJ1eSP/69ICk/6VQBnJWeSmsvcdiNJwDuBv/z7P3wvHMix7CPSVtTKtTU//JaZxkIQxmfkzeGDgJQ5TSgba7OM+65Cuu6bSTWRzo2Y3vqrOa3K/sTPo2mn9HEHCoEfz/2vl6yRx7xjpBVa28RfexJxCHD2GHEFMB2QTrWovvRTsS4u5cKHz8e32HZ0qRm4cidD0Wg+dyDQ1AlXkCj4zpC/fGV1z63YmNRV10zNbMxSXgSMu/9GHpAy60xT5CLfqXmQZaPxRytu5HrlOBRsdqvxKGt6VyOME53x8zubL1+mzVOLscbKVGrhGiMiwdQxuhrrapzht9P+1wM4dhtZVt6C8K07H8DvUQxjLGsMYFgBKtdbx62jMPnMw/mvAPYGWpQdANzl7LXnL4puyPuqC5eLc8LtuaatzSupexh1c6wczdp4Idc2U3DZU2cj5pdFMDSRlb6ubD/+xK9mnoGJ3DWEwz03Py3X4oTfNdaVIv48rG2n+EwkFqeQh9f64dWTBFDoS/2YDhN35SZPVNWXwxVdBz+F/JCp5S4jLLFYH7UlnlcM/ZK3tz1/TVRZUcQZKwYgiRNmTRaS7Fn5s2gBBMCDZcd6YO7JgaSZ0wzoDUolIUvEX5Wv3G1eaVFVGQSjCdnLKho5fYGexxLAwF/DfjEdj/yh5Lq3S8NMv0QgHW04fufMdFQ/9N61VhWukmfyczywWUNP9TrmJRQI9IXz3Rn4gZOtcyZX6c3VwhrRXjPlHH9nDLU3W1rpP0ibxU91pxhG13LFsRiKOuNAUQI+Wd2R84BnbrjRLP4k5eCMsCSQZ0gzrdHZuGayMNIqPRtB6ZMvdd/hnpvpSCD1TAcvcq9KJwZ7mvtJuV7vhkJsa7XE73aX929lK47RbiDSXGGHVzPgnaFpOmvacfhzA6SlA/wfAQDmvAmCy3LtqL9VX3/snPr/aP6rP/xTVDMc+a8CmAqN1rN5wvDuIv0W+Hs+ol9pB1Z7X/OO3d4b4FMPvKKVeS1gcRR1S+OhEfzFUhe6HO2iYhwFeZq/RB7XDJw0KNpq5fOqQfjkKNmYSTXfcDNcw41inF8Hd5RHJHZs8/Kw/ANvOIqbc/t5NPaCL6Lak9IICqacHDpxUJTGhz5FZOjqppiPyxcFNgJR+CVtjGAQAbT5VFmaCmmlKcuz0dEtObyW92zQzY0vWnxWj2j94gogbdyVYFbuUqx+3yIA2FRQLvUF2MEgXFdfIm6G4jBusyMCDRyAWDCPNactD6yK9shqek8xZfvAkJJGUTxig6CTEhsZsJxBzxyHe+uMASj/KND3F9z2xj7O17J4LihCaTBXt7YUf1G0px7I5z4Brv7VMaOlUVfjSV7dW5AR58iIUZHJozI0xGy7XUel4dq+fNIIXuwbrrWHejhnCKVvqxeMEvtXpBAsTmmW4SlCL2jto717OfVnWQzXl6Qo8Zy5CoowMxhCdX9G1upSrD1OTtr462Z+Yz+VVmu57cVMDmVYnoGeQWDc3E6Vo+eUBTAn4zibT2xLVaQ80cEFJpYToEZ3jud4qHisiiyzZrYhpJHIiBOY7MI6cTfltMtrVgn3V3i7sIWqBCDP5VnIVftiXFwABLo0FZvtEIZN+Y1uWu0uo+71grTF1pu6Zcx9bVduM8sSISur6SSpaGMtg/brOJ4Bp3qBs7RaFCcWEKFnZGDi+y34B2U9D3fReGZEUASW7Oq24EH0CwG/45KsE7TkKChhuZ356lt/Ifx9J8hTQJcqF+bRynPxax1KWskwqEQ41Gx2KuBIu0qGpIMDAgDgjqtggqU0xopy4mBPRvrOV5sSPLT2HZ6s4I5eiTLPXjLoZpDETh+QxF8k+KWTYq4Hvr2oZDf+/Dgi43493j/UlFrUBuJYY0uG/nUonoVBxdMNczaOI/gH/fKHC6MgRJTrpW9O+eQHCCcln48tYmsteeyE7nZlBZ4kdaRo6CAAJnR6GHUkmMOhV3l9sjBVYTycNBP6MtKn0qkYfX+O93tWaYpGrEftXAjLhbl90efv06RHLKyPQ8NMvtfBK1aJhfhduaqfIN+grK1Pd2G/5v68+OZNWuYtOVT226/ny2CZmBntTuThOMrWUpf7LDQH+dqSQRCS/Rdj1PTFdpvPF0rzpVBsLpVqrSfAcOF5UWcgQcHi9xP4cjKdVfqSgJEAgAH7FkTVlOtxogUJJrmqUtoX+tCz2VvyBFrGnQaEB6QBrCgHAEAGgHrxgW5BPgJMgm4cDW6+c1+8sLBJi27esV9r/S6tR9Ff+VxhTk6/I5oylVvRaj8D/9apj/K7on2A3Gs3JWUmzbWmu+uSnT0L2YFcmdXLALjsVA1pAnLgrL2aGWsN/DmzyWnguXIYOb4OSUOTAkD1Rm9zeSnsuF/iRHOdXvnhVKi+5Qq350Sp+2lkuJNTq0TexUmn+SQbwQAJStfqSXvzzpP2Z3TUXU24JMpEbVW7zc5dCfKOyr5o2DEwlERT82CKNrCQp6R87dYpDNF0ZfbqtuHC6THBU8DDG+i92gniIVcnamvSU8rPLxwDVGcFXF4pBUwt7uVWqlDX+NO5xJTH1gx5KartgaSTVdzTjlM5u0w9wzHN6kcMBF3TuYEQvu92ICp7by0jz+IAq7OsHzlFVVRJYodTKprlfG7gcjt+7H6p3KhRdDqQBfHlnystIb9suMDVfZMDmTTQzZXboFPkMET4+Q08oBaMjY0JAUwzKAR9ySmSotTgL6/HLUC5WLO8BFUN9v2dUtdJrMx6CFng1H0D4hJhMqoL8xgH6wUUMe8pn2GiecsQ1I4ZijHuB5mozBiU5Iag2RqzCuyhhlfy5isMiznppu7ddvTi7/XXqKAy4fi9zj8/MW/N05MR9s+NeIptJx4GLK3n4cTXyhRUCOARQNB77EDF1UR2vPEveEW5nplN1ndEFLwX+f3GUYaYOd6Qq/GVm/j1x1vP5SFw1bb37bmvftlf0/yx8lhrCRcFvbQfWH6D/MmA4A+sSocGL46mI8fGOwVv1XN3C1vkqeWLCw4FMIZx5bk1XcEfCsKpA2ptYSCzaZ8nh1EBMh/ZM0kq/JyK+RbZtlsOUtOJXGJzBKlbUPjT5kzkTV0CMAAIQJ27q6oG9/s4nTj3D8BXHl+ctOMvxzdmqOjaewFsDMESITDmN7/Frj3+AbHs6ARiYFgBEMWvKtKaFvgoht1RGfn50rVtqysM+dw0rNPX9mUkCIhmUoDv9D6DdZYCsz/Obo/++1mTpzWv8RzgzYa1AqeBXN7jjrYgVV3ah8zUF7hJLjWBJ2Ouhz/3Zl7yv/Yyc13n/fupLlarhAuXY1a+isur6NT0vc9G3sxqqYJHONUa1KTdzs2FWCK248ZaGvUMBVKc90W89NYrWJ/5LGowSEYETqLBdR2L5ckDkKg4qGucBzlq0yGwO6AV2MHzqXHgInUz5861Jbee4aTpTjUWWoFADYtGBJiHiiX2FcL+zc+deZbHre3XZyIg1XFnapy+CLIEAJ6UYsc8RBfT+BFvxKM7bxCcVZ+Av4w1jmV7iwy7Y774DgXBo2nD0y5PkqpuiSSFganJoC9B1YfXXI3Tlkw7Raoen4Cofq81eTG8hu5186ewWszzl9vwYgbhhKM++jtH7vZat+qLgE1HOAydbQVnYaipEboDR1r29yAyZmtRKTivQkA2OlylTYbECpCskBNE0vkXBXPTll2zqGb8FHJ6EwuqKMkbKBWA0oBF3FlSMai5HEN3COj7f4MejQollq8ERJ+TFc6/rC/npMKf/tL0un/KhiF0b3308lVYzsRazPlIb+vm6tCGan3tG4Zg5HF8vMM1AAzAIFwoF0G+0s59kEWCohlMkEmdudIjCS0zkE/mWtRwg1moJwPS0GQauCq8NCVU5xYflr9FsBhCAxzb2W0QqYLaS8FEtZzsUpzxUBtZI5pqo4ol5yTftLVjqXE6mDlv01nYjI8guIdPOnzoYd/FI9KlMTCyth8H1D1JC5sWaD708FyAiEBHBlx+7mpFkwejqoAIb7SmZbmict+FpRoAQNuaT/1xcr2Ud8wLQRJRqchM/7qQiYxWx2zfIVdgojyEO/FPAXGCkGQdTDC5jACAvYTWb4pMIupgxx7zS+d9v/Dd8VxnW3ztt4IbrEwSVX4AH074TZ4A9r29rWlWkNW5FH2fpJ3In3KKK+M4vBcC0fJ0uxV7Zuvnc0tLqoqKy7UAeg8lJYbafzVcdjPR2tEuS/vWJzu7F28NWEcSsrRIjTixpUvdiyTKKFsbBKkvp6zxesrQQnFzTufo9EjjAeuQ9/L1UoXpD0lZVGxSy4NwNVUNTywuQRnfrtBOq4eSsaYNfU8Rj4IQxYJgGCOX0GBj8iPR9xAFs2IHp2+cIQaVJE58IT57q4z0iEjj9h5FI2KTd7+TTq+mOoiCK2SoyMT6dTnq9+L4M5Sc+0DPf4K/JBehTVS2BmAlzevh8ptckOnI3KuVNRD8qlSXA46PTV4zEjn3c4bJ5dprHzDgIucbEMeyImUtPc7Eyf5llBG4Mib25U9iD5X/BKeKuX6QwwnIonbceBYpkCNTRZM5jtc49CBcYfFqxsMoBX9ZyEczVGjYZCs3R6vBNXK1c9qM041WRXXDswt3syqG7v1MLcrB8pd0R6DQDMhv88go5CoiUYikRNaFSyWZ06ebbiIQrq0PxfBaDL+6JhGxfUhlxPLNb/6S4TQPL7pdS0u/iC6aqR7evVNg23XQStA3c1n51PMp5nGWThcXxADgrKlpteaUiNnDZaW/iqZwKSQLtnjKHnvS9sAsfh26Kie0L5fh2mLFejfoltqc6gFZKmpkhn/oprdzz5QVXSMo0tU6XvW5taCOPjT8tddVmnQelOo8N2vum+HQmmbB85Nr7Xy8WcG8iIhatCZsUQNkzlrrUomGA31jZBF1+aPCtF0yqN6cXrS2DpyThfFCOC3kqxL3jMSN67+Id6z3qvBD1SpYzE7Eezf8jCS9xG+D9PITYAfJxvHQ4+3VQxWP18WIfc6BaqSJBEAECQBHOtbAwTYgAABC9+mtfKIaIK5ry22dYblQQj19eSVgnN15bpOFC75NImFikYxQ8aGwgpmc5AXg84GvVTpOuGVw6s2GejNhlct3isVE1dXLCS/VXKjFSVb6wqXgfcbN9fggCcovfVMq+60zhZGpRPIjkxglHMgX4HVrtPXe+SX+8LkDcJCzbDhYDE9p9Qgz1L+RdpqPvch//v7wULPJ9SxiV7ZGueYgel3N/ip/ho4+W6r5lkbv+8gWzQdUcUy3FYk/b6/P/C08VQXSpDMnivSNoxyA9nOhaq7SLkJhYLwYWafYWAKp6xqhHaA0mz7L83bBKQZR2Jh23UjtjvGV/gVKBMw2+PzVdpYrFT7xy83Hg5sugSGSSPft/XPH2hJ64l3g9C9nT//7wfDRzfZ1ExvjcTYlp0v7NuzZ0/N4+eZvjLqYZKgBQ5EnSpsjX0x037bI+KhE/D/VBnEj/nlDINq2v6Bxjg0uvlGvHc9o4pyCc8eZjnk9UhBVMlalDrJQwCwXBHvRA0oGtRNnjIfmOBXhrOG/w6BuhZbT91ogt4p4AU5g1Y8q5Gu8UYXCPsO3g1v3RgIWlg40ZTXy3jZHuIUC+Xp8LaBe2hAw/JZFevXmriMpiOrrS1SNpkxVnQ4cruGvOSHvti0Vs6urtZYe+M+9IOZNMUcRx4XD4ERAsAMj4NKGU0incDj5AsDASzYCvfjUM34mmWLJuVB+2jaSf+uYf/+xEklm66HIXhvpUFu1um4a7n5pVp9SMoHJ0BxjqI6N5ezk2w3vCscdLUdRJT3nu7Z8+kmkkzczSYycKWBjv62FUr4F6uBbqG37oauntJqsrMtGTKR8JF7Yu8MykBv1pik+KKwwappdL2aMdvZXgDu3B9c1Tpo4IKrzbAvMZF781ZQ2bklPfdP7jslAtja/ABYcaYAhtMXoCGMJLcES8P8y9qEFFy/ePT5WLgAAwZc8/gf784VT2ySP0HfKmel8PVhKQTIyNJW30mOLZnZcOH7XgoVIwkQsv4jfXtHzx3FKhPfzLO0gw6ecmHE4flXGP1go4HdnzdOKrkmlDxUKkXCd+2/sYhuLRB8jvkvk1a4613VnFVaNNObH/knIfq4Bu7HIJ6PRbsuZ1WP4QMk56/zwt8xp9fGcEU73XwMrwOnJmJDuvZCu+dLV+9mKS0aSw8E/1YHTSwgzTnkt3VyVWtln+Ws7lr9u04j3vjG1F046nio7tadaef4wVY6RlUdGEMfORvSaSvK8G/ElnywvpTCf9TzepQnEmqCUmKSSarkjyFmoAB7AL81Sfqi9YgZ4oD5QWig8Arnzzcy0htdd/0ffZr+9qGeq6rfCnzR6oO/3hzfXPFeNf5cDf8hNFX5svo5dWrSit7fZneuUpczDw/hX11NJPcdAnJ5f6n55p+rDUejxeKt3ikjSpmS+FvA+q8fXijtNArJqW8waXa5jdlKa0TLrA3ZolgiwNKdiNBrfjLBRunv99TISlHWc0/W9HPaNZkbtVfJgBUhYfRGnUoDCRCkLfKPQisgm+1B+BZXfVq/GoU6voEl+yAgLwZkKBZzjVBswr+QVvPKsz6+uPmbNGbL1qkWex+jYntvagLt+HHMImWcPCS0KE5xCI0n73OATACOBHiKgZUzU3B5y08WfNSwthEAHpVevLVbQp0LK39mpduECL87wvYc+b+vRskVa5oNl8F2C1tmh6SgToLHko5f0FyGrlK+pzBcVkpjMC6G3UkC51et9s7iKK/3eLq61nb4W95+bpnNLi4V6veNXXD6/qhtRs72JJlQ2n9k79e1DBIDUXU/UBcvB3H4okBZ+o/vpw4jsU+PrOaRudV85uhAf0jOd+UORzBUrSkaIMB0AwOD5djECUCTg/1WisGUprzCWtqx7y6nA9T8kWafkcpE9y1ycSzFxfwn+/hQbhL8kzbWlz9yXBwqO5rW+VPeUDgDdrDXuTyJj/l6oZXiW31smeq62x0Hf0b4eP9Dx1ZqujjnMV6qk0vQiNe9uJMPT5AGX9cAdEuZylxMY6Ip+3WZA+cXMq/Lv/cju7Wjhe8fN2GvWA4Agg5CA2yg0WeZO+oL2w0H7UOPsRJuJPhbnmzeWOf4ZharArqyV7aF6cMgjGLXSDx/ph7iyrVQq5cxEJqejkRdWulgciGhuxlLGvvB8PZwG4N9pARP3JiwnVyMlk6VnWcXBEPb5L7r9PgO9ZAi1gJcvVRPWnq0M8syujxeHWOe0YWH/8+lK+3PnO/oTAGelKZI1hs4ycFchj6quu3HvVA4IjpW9eORwS6XyVGqhrIlc8jtLN7yZ1LyWoMiyztlcia38xlPjzzroasOwTHT4stxo6MVC1jtf5eofM2iXxRm1Y81WYhG+z3Ty+Fo16ENc+UFqNAzK5r2ZnzpSC3rKCaj1S1kYe3EvCXLYXVr6K+GlagC4VKAxWatKgjSofbyZZn286ESKS9YTY3sSiCKL3hhjS5S+PK0FluQFXs35rEcnM+NigFb1iwwJ7FDZmpLad26fzjfgKZKjc/+LSa1PeH4afyqhfqWwbSSkAIRVqIyMIaHRXy6OZg+1ajuT+rfSTlRfxTfFJ/8dpo7dy9bwJalwRBXkhOpjVHSjSPcazCFDkSWm3cx2/XPetjhtJ27HbMuRzsup9lXWIJgarI1P5dySsG/CGJvVuRxuw/rO1mGDatRd7NvQoPnKPmTOe/HPp9N9UtCF3A9Lu072pdzNZR9UrWxbS6VljTjE90eUA/MKOOn6Xo4bUalTwHv8aZxkHYrR6AuuRG3FrZLEiTsSO/bPw2Rw9e6F7P2hs5CG36KgMwAWGbHGYCiAMniHUJMyjlxaLBSbkcz5we6s6Djd2tstqEqq9KuKzpXii7dg26/9N+4JWQu+lcX8rdkjHIxUz5jpguGC/JX2JQ4YFO7n6OdjDWbKw/u+7RVQtMAzeEwqsWKU5Jy8Yo9GBkO5O2WXIeWFKuv0ba9TzOFZPPp2A+T8w2I1vqQJjA/+NQofKwAgrhQACiD2T5boVKv4YB1KAe/e3ajnr5o+nnEZcj5C4EHkW2FG7KWkKiYedc4rCwJB74zjkrTqqk4NiRM8HcTmQvVZssOC5cuGKpAiH6efT8z2JNPxqg7Jczf9zvQ9yxCefyadWXag7fK8qAb5tmx5itSbV8aBjc7lTd3zz3XVNPLNuM00gQwMQAMMdfzd/wn+YeB6ZhiIjBeOL9LVtW4allC+nHlV4mSSiqXRixuOvrgQiB34y7jtGjF8q4WSKUC1+XOxZuppafSnQg/HbZtfN5ONN7aYFuxSldngvRmeS/vOKFSQZ0AACaESUlkP4Py91R3dysFpK/p8RIShQ6RLKRm5SmhrFNRIYiMAxOEbwLKa2Cw7zebHJ3oVE2csCQjH9cggFVKdAoA3LvtGugMAcAR7f7X/82sALJ95YchyR2XyrTsids9YhibEMYzHL9r1xHw4xdq7a134MQMb8vEg3eHYm1hPo4HNgJOFFHvUpKJSVq7Pq6YfTOTieXPEwPWLHG/kp3HcyQsjfswWk75u0gqq5soiBnZnGgbbIiPj0SARsoSUmz/EROEAHqJ8tJd8rxTjyRuOIo7NSd8KmnARpsan6Vq32z0OYQeaXaSR96HniF0+LZ+wEATqbyVLBBQKYj1YyjC2xcq0oNydMuBZ3PnHUQj/ihGysSXTOX/2bRTTNy+JpI+72mkqlKDjOjnFH2YuRp9v3Jp4lnMr8ciXJD+9izwxQhtwAb+LNYCjtbJBIVCW1AAkZI6W4XQsxwB3vneEREvbHlsZpGdLKHfiYl0rWiUPbDziHsugyalsWI7F8ER++ByPJWdb7HyoERRXwnm/ReNamgfJ+SBMBgtHFI+cMBWbrkdsuJlXXzi41PoxM6Iq4ob81PXdOzoahLHBemNzRmZRJu/SnPLhgn35pW8EarlJ6UBCre0Gfmuv1uen4YNaPk7ftLRsKr1u55NT251KEbcnrollQ6yDFqS2UneBKvm6pfRdmq6y0b4979Wq8436av8K1LYfu+EmJLtYsab3Cn7+qFRePT/FsO1yyc+hOwZz+pOtT0141sffY/3qLcvGlZvXV6Op/MgL0+VM1YvXbmRFO85nOE7F+/XQSWkJQNTzUkh+iCEJZvvl7cbRa2p4TPn0m/uNxcmOKNhqcSwUQS6hyJ0GzrdkdSS1/PcQUJ8i2Xnr80lc9kHzM14pDpNJrl+jU2o1uDU8YJgKHd70Ke6vLvkaC6GR51YOLNcIhxbNJKBjisOh4/VJp8W1zuQRS1MDWk7KpJb0PZ0NA2hW5okjvN5MqA6jlJehlqzUpVtr/300BmNuaUsLYZBxtOXYjs+hAKIBMCVOkTg9exW+4B1PypTLo3LuPe++86tNxQdG/CD4def4y/4wjlcz3yPND0hMUo7L5L7S+bLS1RXqPhXOL4R9OT2+C3WO1Ofedu3iuQEcfjdhAHCOMTw2S4/L/KochnqUl8Yg/sKsKRiv5rBq6hshzl2PPQ9EMZXcBGNW9hzSxnbICgwQgqXNi08TC7tVM8Q3b5XjqeJ1o8nN7qvg6Lhuf71wbClFzIhOnGpMpsZPxJ7A6HMImYSlQhjH0rjoIDGnuBTDDfj6ZrFQK9ovvtr8FFanpgpvBVS1YgWW1Y6KYMrDXfuY9e/2S5PhZZfuq+mtdTxNvE75VQsS/klPGq0BMOUAQJS/e2EgjQErUHJS7c2xiGNnXw07+StYWJPrfADqEFMmNcM0/NoAwUlKPeyHAzLkYSRSXnFU6r3vjPalBOLV5bmr7RTOhhFbWBi7TuQaKmhTZ+xu2+ej+NevbJPtVtGr241CW+EKY2TfetzR1qcmNWLbfY0R4cyW4OVO4mV5lL6oJB2bwYR7fcYcfld2ok9NJaWqzPMlAqLaRbUQ6i9FWyhZV8kbP6zPKNPv+GR3QkUzCaac4jnFTstU4VUM20wdBYhhL1rWZc/MCd/EQPFVoTiV/AyIYz9UXJt1TS6PoWmCLxcLtzYerKa0biZ1ORvpZC70hyArtbu5ZVYRv8/supM9jpvoeusUwpqeKQCAGfv8Ayy4vyr93AcBNwgAiOXx5UYg+2Nl3foG5LrXunH54bp5EFJwdz02r4mxBgBkIy3bWDPpcE7Hhk71uOCUKVPQ7r2dl8Nd2cyE5FDDOl75me60sYSaX6Im78ezbb7p3GBsFl+q72862/xdKddrv+BLiUjORjwNkmjqmI1TDTHZKCflueF8JnS6+sS0EbAsoRLOB7pF/G7yIsMa2cLmnQaKJPaQjNgFOuVJAKPNPFdPBbyGPx9M9kfA5ggDgMNk6T9TWbsXccWpvW7RUsCrwdDkoW6zFnGyZEvFILflQikn3QMEIJiJOJ2U3C8mbcGQ0Nvpha8Kzu5JI3MLj5ykK0/fXyST3xe+OFvL1ZVtI6DEprXPMracNWCgZDNxElOa+a7Wi8ZFvZlC6C5nUSmBrrbHCFvKuXZW+EmDics0cRtP9efec22ey8VhFIqiuPI6JKUtcy0zKiW14gs9HQ6C7pqSAToZYLEq0gxcb+n3vnV5/nr/3vw/DXMQbZMFGPO+AfJMADRmvj2ETGTHWsyNZzqO+rBGfryu7+zmpcWMSgD0O1jD72INVIIlwHOEBAaAImCWYGC3cKJWY88o5yNTjYDe1K5GaDRwhxpoBABZYZIK8UjPPj5XrSZbEHFaOJv1Veo5q0n2e46T52ca1baWNi2HE2D4YfD6YM9Zl9z7V+HYHXbC2EozQbSbhU+UwTRPjTEhZMb7MWqfQQl4Ol02Rc58fVlZaH5aLF3/rhtH+F1iAMww6hBk3QN7BDziLjmutztoLXH5rRQLa05uV+xnUdXH52rHmppGUtUuFggeh7qVryyxytFY2uNsnmfLro20fhq3Rp82DA1icA1eg9yc+ubDXp1megVn/CNME/ONEpdjyDmezxWf89UaxDwapHDqKZysifstU7l90fqh7Wgb/fQCAACQU670vi7mRJ6dtX6fKj59aAs0LZv8NTf0a4PUVZ+fRc0jiFSJFMjnLtMl18n2RJKqQlL7Y54lcr4y6pO1eGwhbEvLzJ7+phBvNsWf5seKCLKCNzPlmSbeVfqKz2y+SASzbRTbKuupcms2JL3Uplhweit/Gzoy7pRTXtma5bXvuW0vR32o4d7wam3/5l6quLYjzh4wbz074poeyAGAe2EpASiVxACrHZK6XBIDANBZFbyOn40mZiri8RL09Y+jokvoc3F76d9MTxlfOqcd7y/SC8Yo7mekM6DrjOus64RKolX0nSVSQZLZMEqa6uT51L0Wi6LVEiBcungYtTAUcG0xXDVlot9HpVlq6tzzRyadj6NSnB2mvAnbS0veXKe7yKVjVRSVYvWCx9m+mZ4MZyLpaA8Z6xR1cWjzZLjzFqFaXXJv5ohRkdG+P9Z8WpFbkzSr3UlIpbYa2zOALRLHsrt9G+qO4lRHVj9XWHrJ/L+puENa5IGt4E8wGut6LMoNT43Ij8STlXqTkbLJmpcacP6MLG9OTkcYO/YxutQCjIZ/khpF1G8AA1LwW+SJ63tXpF7T8k2FYHYBLqpKjS0DaBuFQ4rUyJga3CipUkFtsZvy0qkypXRUZWEWbTyxg72CmSp1l/UiaFPAwun5pQBUJ/akj42e/3Y+7NnATUvNCezyVJN9CZb5uQ3mXtfI18pDEVMubnKzafcYAQCETm1wqpiS1fA9G4Jh685/GYBhbAAAYeMRNbiE+3fAdhsQO5rKXTnZ79fzPpPVhdjdwtLRMYTNZaxPHcFnL4m09Nm0lWcAwKCkueBKCuQCTiw98KJgMVYwT+DpXLbgm0DTe5cloj61DdEqTy8jCa30gQsyjhywMMpQoQePnSUgH+q3Uu3Klz6Qzuhqn/ncVB4lq0CD0pYNAJBnIMU3UlrxGf5+ru0/nXQ+jfK7q6+/k1C8qDrcDUP0C+6wJ7phVM+CsoSHv6tKEIikryx+aIa0qLIeTA1V7JPVdMH9+WcZSI/FP9vr+xONSjDpYVi8KHTpZ2ddOEPRQCqvxwdyrN1f8KQ6aAFumPIRtMOMuj033cwFTz4dC7yad301gz48V7wdviLZr3GnhktyHJmrD4isp3X5RMpErQZb89FWQCZhb6Uj1vvggHaDtBAHgEjLV+FrlGdZ0XLC7i7zSD7Dtu5NlB/7MfR/htfHI47fqO0TzKPZr5QoCyzjMhGUpGrNZSkCcEPiNhl6ioGeeXdOGJLTXtgRbbipTeDoNTHl/HQEhf8HXE9nUr1Cv4FrXy3Slg6DbvLYsJS08/eC6AntGR9zFo7y/Fr9gTyPbrW9br1bHSJmWoP1BF23bIE+eRc4DKu1PwHZwx4MrKhJm9caTy0mpOnoHUdL2FjHGjBUG99OZVsuOq96nJsOb866/d9y1KIkz39gwnKfRwUKJM7n+iYIZS/IInmpjGRUhCZaE1K2oLroUtv8UKIJZq4w9kIMjgQAyr0BGQCbg4v47yBLWU5rp5oa3P5g5JNHuoABdOMsbSSAsHLkG3UoxbdS6VU7CwLnyAEP8zMFTzY4cssmVdEs/NttQoWFhfiRDffyT+KSFuxxGnSdxDMUUOxouGtfBCeU4yLZUR4ANOOKusyLwrUQ2qpiikaukS68bxPMXL2YjlJTEebeHs1GnyHIOAJA01ECQOgFrXZmo58rb5X4IdETZTuaXDyS6TsrpY5baVFd9wlHvdnLw1wgZ67ktIRC/WyCgUlMEBUm2PmM8XGBNX7dXNR7py2qC6sKZK+Ixp+oZTRXRuCoLK+HcRc3ZttcCjHpdD0dk8ZWUal3r7Z6YoOktK+pKmfs2skPljNaWMUfSbKd3SeQHybp4TLKvE6ex/spbTA+NBrXW+zLyU29l5gfzxH9ZkrHBGRRqi0+tF0w7Lc1z1VCuEwTDuicOO22ni3MuaGN5zceef5BKtk/MrR75fLTkjfuaTXDWxnlaj1QXWxHpLx3iDA8D/Ob8XMhMe105jHhQlTw8oY7OOFMYjDPxs0r9Kpx4I1YNBX1WC2YyI1DYrKq1YmAeJ6Mv44YAFuIgUCGL63RoNHDYFlhQKd9tfd6TRRIUPAq/sXvDGtJiCt25pUUo7vmQeWXpMKg7jheev7AxRoMhy/F1TunqUs6e0nabCXVunG5f6GifmjtKT8HZ1kfmPp+NnZ95prPwBEt299HY8A3bc+8m2tFlMyqWGvVvvWttt298rCzVkaRi0LVTZVHwZpxMFFcbakTz6kuDfXQD6qWSFotWbeBLXwVoWFk/NrTF8H52HZO8LQv+Dsst0sRCoWaF8UCyR7/qeF+afdtxiAAgIz9OHBDfQm6emlrNWeMG9uvvrzEmw8q141ttLkKqsfGizh1vroc1J8SeelVB7pYJDX3UkKqsKhRx0BaR3eGGyA0VJwSbRRmgDX8k8gA4GjUWhvfk/62b78fOTzFwbr301ru/ExYoFWiYZKn072wqyNvHXmLpiRSLwWSzo+6MHT94vAUmC16rdnSBelxlJbascQrLXgc4WhcBJOM8gPv9v7sMQKCckpIM/QSj6c3ruUWL1THLwVgqsZ41zT8MQnIVRzWYdfs5OveoYehtPdGPhy6eTggM0YWA0+JbjppoFigg1NfTMFLFtY5OtvekCLAd5yA4j2NetJ5UnhplGuPB9xmUj6JVNwHAkIKItKVHx2GZTUi2t5qlxntX0IelzhgujrkkJSOE7OG2Nf0oXzH693RZb1xrz6Wv2gK53jMG9CJVjYh3Zg708dsT5G78qDQ1P2xUWH16lRoMR4dUayUHPafe0V4Mef89gmj5sf6Zj17/YIUoukvepwkvLtSqwgAjulXDhPygaqvR/lrPVIpR8vVhfuFjjrPuRI7BM7aUqE0PwlvJLE4I5hRwxYRCUgRT8fnpbJWX0fUhppOHFIveTf+1DMhT3JkVPKt/1SAnLw19fx4EM0K4KEdxbafKFpvJVkF5nOZtQJLnzngsybjzLYH7Alw03YIjPbHsQOQUslPi+XVw9cyRLdPvaJTIwZ4HSV8NORYS9FkuNHhzVAuxj7q/I0+Gk60m4pQeY0F4MKli/NUzwtx/pnx2q3+6d5jDRdK6Dj9VkcFXU2leMm2/TeTumswV70V9HOqaZecv/OerLVrSqev4L3RI0Kiym73xZxrhbA9IK/fD2tB1RShvYg3jilxOy6q0UZ9lDIRCYALv/ECox8Ak56NO2WtDc3LrqtnhzbwHW/Gqa/zlce3mnFK5zXLALoxx2O1VpsBaDwZCpRceImnTX8YVZIrq4Gl6fndm7QQbKlnG6Ub+kxSO4LG7bjgyvdMZ8BbTfRp+ynKxvehftYAEFjeqZEAspfYYCoADAAy/wQyAAA+HTVl02D2o9MvAtNozaPpSB7pzXN3BZvRc34ejzXHj/0IxOlRBAPWU3nWiAfFiTMMz6AXISOnSStZQ9Kiywitgz7DvOMq3U72qbwXQW6a5UtjLTieP31t4CRwslq05/d29yJTOBkLOOdsnnXD3bjTsS0PQYORLLFihaNqzqz70Rb2+361mtibyBqHG+/QIb1FbYXFbRJec6wNb9VDjEBoNl96/5Br/QJS2z9TSwZgi0yufreW4iwEhzksLTxsJmksTxguRevOiUV+IG7TRAAAcQ6xOC5+TKY8cJ62RLE94Gm0/87qCmlgFfrWavLB1QG+NJLzroh9rnfXzpZlFzxzSohGZhvLLqdcooQN1MeSS907/JIDY2Y+HL++ijvLSp0FfHnpprvvddsMRrjt9Ky75sJZ5YER8wMwa3J5Tjv3bwyT+aqO5oZLOn66LD+z2RxqYrLNoVi1CD9EgxibYtSgZHR6in1662tC7GCuSE+5/Dcndl+JFZkJQilOKDOodc4H7AZO/vLRVSnEDCJucB9zPkOSZ3C9BA0h2F1GIWAZBlCgEqSJTMUkCGoQIhKoRja93kwsFTdzaS3hkr4Hnb0SKuEMjkNVkJuG011L+1ZRaA1aeKp4njJlC+/qrHfWrVwnWCjrJhz0+WzCPgF/ZrbImQoKDeHpuPKn+pyr0tYWXpHUdtqu8V2nFF+mt9iY/dBKBO+PniWPhH4qsCS71C4OosKuBKFDaDRLo3/07jRxcuo5kkeQq+i9xXaqiuW3C0WDQxcfsvIX9+CSFxW4nIS29qYXIOrLEPy8MGr8nWFHT2fd5ITgnKyvXCHvkSYPvHHr1j1+4fsc3gjurPvfcELXvJ/y9ZMn08My20f6bdsBTqzSITTdiUXYhVh7YytSqx7/ZP/6lKBQyvBW9E4LcEUqBYgDAgCg8vdIwPGowUkvgIieoIuCeDNvO4uTCmUARZ1E27qfyMkT0u9DfegC+csg1egXgRC9cqJ+H+Lkbcw8WyPO43IUJAn0pS2211Xc2d0rLNVFjXZ6ATAgQt2KRWGIAoyGYOZU2oF7Z8iTsVINKX4U3wTcHmvyMXQEwCInpSkBg3oV8Tt9UnfOurZ3xQYf9D5R0BBWs92koZGWS7MeT/20tISGqVKMIOuGVWMYDUlaZy0dqACKQiXBZUhES4lFcqdEjSJ9m5blLfvcz3hFmyam3dW9332s7xoMADffCOdbQzi/ZsyYFifZnflDdNp444/T+eHU+ebMMIoGD6p+7Tndx7Ud1BWcLEFesTxKO/MXXHst0qwrQYvmVlkzQP+IezVmwyiw+n8mZyGnN0BEFqNxbUTzd7amjkXWP7/51tKPrwMpCOXUXy+Ex8+AuzE2plZX4xVj7Aw983w5F/6VA3qkeYr+esmu7QbP9ccEQ0GAQK60jAO+GBhDP4OXw3xxzccvqBe9FUaGgXsLuDgfjUETxKbiXpwwGJPZEzi/cZsNiA+DWJ0GCuxCxRLKIOBJZw8AEGDdIABMQsY0ALEWcDzl9yQPyXX21V+/mVh34yuB9qCcZkTlWih944c44QY4AtBiTw31RhsFrPA3VcQdsqIVRaPPJA8W9KyzAY5dr/mzhdg1uA84YRAFyRXjYxSLzX1ZNAV1qAnfSZ0ZrH/3ewigqGH2ei9fOhLn/XSS6WfnLnQ40bEVqdiNeHrHXseXqKONLmgCh+ZuwZWqbrD8NOKi7Pq3fHE4lk1FSyBdz3Y71KSNN4+zWidvwoCml8r6zs4ejlfvit+xN4YI5jeXg7DEmace7/ncDb9UNHwQoRXYlrps+6ipLmx2r+Rk5AwF+9sanfc0997FZfPQor6qP2SXWKRNO9fMZLQDgMFgFxkNvyVG/w4yWCMDQIOKYKVTVKRz/tb9R9iofD0yvPKdOHh6MVLHi9WweHf6kc6tHeT5tSdiDM86LLW6dt32ys2jGqhSJszlgsyiXh6WxsjvhMrS+JQNAABlcitKfCTczeQEUQj1ZdO0SmuSbdFnC78fDCPvY4k5odQcsQkauR8tGatQS8nc+WkVTk/jp+PJOb241jkfVgIt7XruL6fQbgWdVFUz0U4DvNJ4/7UcXe6Mkcvzx2pmDrQ0sbCqdjYchy9A9qKGlWubH3I9AOxna9MdUEzdL7nKY5rIAECuVybnlEPIU6YLAV1ce1o+bnnJlIzn+bsqmodeyEv2uMtvr4P2E+WoiGE+oRMyrr/u+dkiFM77qmaLTdVeB9yOa1weGPwe/VLaj7PoT9wnaxVuj4Okl+wt//tWIr1ogxz9Uq9cJe4R6oqUF52bjgl0anS2dP5UWdzB1koFdJSkiaDousobevai/cHMFLrMOd+YA49snRjeuWwkmL4Nhy+n3sK805RtZjeA301EUcdocd0m3fUkruuG4eMAFFwFeos8jKt2QTpbUtKsn4gdtHE7lUdCQAsACDEF4IU3SraKGHgrJx/2sT50MIvbQmIdJMph7evwY+fr69cPCSZcSeeiTkeG01XrsEQZco0bLfL2CjPH8chx4gwXuFXbsmn3WJVX0yTOG05oImlOtlQusqGtGij6w0shlGctVCZGdSB9sQlnN7Jum+e/02m/wFwx5NNbnRXxetklZ8+dTxGazoanSDhe3JVm0XRbBZzJXc2536TqNJQSYpXVOW6EQhJ5UhXtuZIHaIzSYop8a3hNDCNPiJnzmpEVKbBns/irPC9feyUoi/tv701bGw+mB4xWWC8VcDcRx79PnNqhrxtSdDyzSWFbh56CLkNXiyNfiyXTvLfcS+MmQG8alkoqB5AckPSkEGwAGApEaBtpAMBgbH5DNTYAAGoEoz0ypK1HZz8DY6u4qa5CFEjaENPBFt8RayK1qdIGlOfURVg9pN/4I0qOctcRp/T4fS44hd/QqLff4Mq6nEehkKVWWppDKmIAAOKVeaDYNTNoYyqm9dXS+yDGfIyeUGiIFqa7XmTSclLLGa0RWamV0QCaOStxp4uDHI9i0ZgtN47D2WY1x6PjSLthHLTOXjfR+dptG/F+qXN7qnTBfZfIZjEVlajSb4gAAb54anPDvoi1Y/ScXMnEV2i3XLyetVKr0JjZALwJSacwg7Z8Vg9jH8O7op5s4IkuPC3Nzi32b9lLcmdgNXBmljpG5Pp1BOn4rcEX2HO6sxx2tqtqmktfzjiibxuAqJ3WcvXWuFIM0D1beD8ueQBfNddPfj8ypXw7T6ptlhWt0Mq3K+OgauKQGXR52vfY4bgb8WwsJ+XTNppaGoQ9e81pWYXwyYbgkoPjbD4u3LJK8m8m+ujeerbwVTWYPGi3WnFOxnuuUcavtSlUgJXC3u5tSbSWuBzau/DHl6SbdlTF0aSYXWftvzBZ3U0YdjIHPD4wAxMUxIohAAB3dVJKAbpR5xHAtTizL/Un/KODVk75p74qoGjQu9tv/avQfOXs+LsRg1ktBuYLnKMjKupFEeBZniIoOZMWsJ0TZdK0UtkliTN08wrry0BpLNGrvxZYvETtmt9Fg9VvBVgcdtCYNNFSHIDR9fO5FUxslSMC96it5tln/5mbeU2IZlM0wkmbLtLkTj3s9r6f9Biu9LyZ5RKl9hqyrJbe9ckTTIY06riltGrmUwOTwn5TwFaVrbXsqLTldSDyXdSKY4evBtMXR4UMYlOxo+G/n4Y2d/mi6/BRmsaDGWxkFQzpZ962QdwaQg82MPYvzyNZmf7wkjTDxD6Hoto30qmQNdsXb/HhGdQKb95JZQIhoDKsOR4FAuz6LSANvzWe1hjWiewBQGHZbPKMW8cZHaZm+dlYZ+49VOG0d8gTf7XWGx3x6kFwyXQgYiOK4QtuWw4nDFOh8129jzy3SGS/uFqRWp0OyWhYaUsFAv5y0TS2v/DjF1Ce5nq6wBhMLsXwqOtMY3BQLINRF+XqoqyCzPGeUsmwjqscA24V9fIqyKsGBes2SCuZu1EO/NjJrEMoJmIuumcsrlMXNwhY9V648VUP7GSUMVXXy2NvtSpebEDOIvYOD9gpGR+fqpmwNWYFwNOFSRfqD4FXNw5i8A4lo2I0rO4B5K8cnesrS+ZtqLHIcFHZ9e+sV31gep/w1oT8XVytPHbiGlus8sgQq7dr2+L3AxdrQFh/Hs1TJpub6dIU8CgIf/uc25Nr/IOs2xZonhhEbyzBEIBJXrai5/omQHQoZkbRW87+yLN+ejXhDaksisyZ3Aj9+OOxHxVlwtTfAJ/fRiHDAOHspLCWfbM0PN8Q2z8bIOq0ayvKzIVGevvTjucRz0ucikqXf7vmpTyexZkQPHqhMZPTVz8lftzaTnFwvMYRBSCMmtNkoBe4lAyb30TKqxXldporA1TEsgzBCXmriZP/27JWUgQ/e9ESzq8CvPi89Xq/HVUsPeGrd3z0jLVw2YqSrJmFdJTMna+S44gjSwSNejisCU0NpvfwZur5Bg8r7WNRUuZ5RYvtl3rfyauN07hFdhmYPF7PfdsEAig7WSFfkM54QcsGbrKz17xuu2My6RuooJ7XeKFpEqYOJ4m7rg9CP52Op2D+uvf0qD728rub0OfLJIDtWtxq/dnPtD7lgpnjKTwn26e4ENvCDAHXqwu93MoVAx+EJDb97PC8TXJV9D22B3rIjakAS2jw0e4iORfsKTUoepNfB9rMLI2zcLDci96UTEEKTaY4DMuIgYV5FAWKmcEMBkDGIAO3ewVaEDAAAFKDgcR7gTSJnzQ4hVrUSs/68vydNVwApAqtEiLgsqoQ+moVZC+Dz0dAZlL51FyNyXwO1O4RNANwNzPtSyy/uXTD9dSRAbrykIRNSekiUTBroA1jm6HB5FCG6WjC3dA5dkv2VL4eNccfoquVKkrRS6ckFhl1QzzynSOpYfzJnn9xHF5TAqFzvD5vYNhzcsQT/poLQxPJ7d4YpEm2Hyz5a4pqZzPEObkzukeH4cwJ9CoHoGfz2Qb95GgWGnNRae6hUEcY8CqaZM7MF7FMwvPHUtQ3WrxC2bC4D1msiCudUk3qdpit5hqfE9xW1LKmu+zQkeGRLMqa5iwn0jaVLyTCXSEi4IxoqC+Gqssn0+S9Z6m6v3WVp2eCd/4QXYm9P1RhJSm2017S70Mj1EypfcKyKItk6YPmsLi6vGTvr/Ru23Hw+o1nkKwqOslcTghlxRg2nHA3mfzvPOVyZzzFXVRyb+VDPNU6Mna8WZ9BrULFBWP+LYv3ysXyJMIBpwnVeVbC+Y3dZZV+9/ozkrkrGiQtxs7M/bNycI2FP2clgNEd48QTzKrPBiEABO70rKLOXwwnaSi4hA5k5s9cr9q2UViWGjTBzB+8Ub0KazvI9e7aVGaZlFOIPKxzvMpWJ+GSigYLbf06WheD1lI+KHhtGNSyHeDCf97Bxc1kqfA4P3+LTZdX7AlfnCRtrfi+pGoYyFpjdO1dOFVP6QCKXSq0VVbxSenaFsmKFTsMNxM7qDMikvrUr59zjrfrVzrTjEDRSWNUMbC0KP12LTQWANLKg0P50gJoTcVMriloTKE/97MVuJDoWqAD3rMWaMeL2JZ8R5ew5O71Fo3755dRUKi6oMx6zcaRqxwLlPJ+yA6+ryV6Gz+Db7DGdfzdTMzHEvQ1X1JOA9wwwIzjRslqtZWe/zwQQVcjAICrjI0cQktcgjbwW2wAoBnxXDrOwMGVugyWjZ6fPYsbAjK90vMBSz2f0MUPh15We1PSfwQ2VWOfjyXmtpOZKtNmWmWQJ4zXKjaDy91ZtutrT6oF83OWs9WkriRREAradXgYQMYAFVT552Y297iTNJzNU88nknUz16qcH7Ij4YSqr13/UooRs6V2Z1RiVAub8HDuuUJd6qdX9b5DSwtfOw051/prA6BRDsiOh3aqz/tdYgQBjQarozIoRvW6OXKDdm3sXuTaSPEZzs0Zp8HceyLepshbYR/J1rWtVFuVynzoge5TcO1bunCuU4Y867exCGdXmvankixuB0et4ide2gqIz4al00lJrIVaK6oq8yf8n/UXXCvzpLQVdgwc0OY+N5tvvz6LdXOSjCPl5qEjk89tJnxT5G9dt8y68+76ioT5xXKbuKF/PEZFP7mbOlyeGvY64LO+GzrFcZcMclKTvUHd3QZXvwlFTqVVfD29liUuD8lPzblpoSKEPFuy9nJc08/ZRBEpJSe6dPf0zcygP0mO2xTlF0eSX4EYXHVRZlHez0ewyZFA49mIAwIjmfa4whRAAWCK5s4TAy/59OMRiLbgk1PMm72/SOj/Tb3/drKmTVTSoW6+k+2rAMtcLm+FJ7HMYZTMY1dinkHUMCIwD6coV+TthGuFlqAUq/6p0kyo+VLtPCNrcWOTMucXV45tzSRX84J9IMQlPMHQ1nrlmsUN7yn5/lyJ7BCluiHUDDhUSVDq2dnHRmBXbJ82VMRDTDhdWjOuO1qtqYGYGeNYYYlMN6q6V/QwdfviMAhxxrruftU1mfVu3A3Vdmi55kg9dSnXX98uTO3yWjdNo92LXhNhbgG/pC1T/Rl3cvDnor/6/ETgerycxPwiD6M/JJLZVamvEi4RoTnpn9+JbVWpDbkPqJf2qJXjSv+gIvHU9EwZaGq3AMBRxDbweOEabAW/JY4tAEBAzUeJAfkDgOnsUK/gjTy0OgkW26z2/IZrPwhxwr+izeG91ppC2Zynq/hRVLjhzOVTP/IE/KnpDNZ0tkb2FZ+xueuKpLyk9MZ9nIvhIxcMvXGzaE27VIbZetY3F1PvT2Ltl27LnbGhSg1n9fQ6F9zyzoGXwRgHTjYrIadM96SfNcGhT62sjpQyLPMDlXQonGLVTFkIpQZSu+OMiSFFCrChM6alvl7Zus62wrWhNUjYC5YD9hfGBWKXR9ypUQIyHm7l4aeejR10FgscOfs8GZXv/Gqbo2+Ven2tpH8S1bPVbzJKrYWMflBD8ioJwMxoypZYz664JCwNWTcOznd2hSf9TPt4KVXL8EtH1Jo9QAr1JgTW6bEa3+hkWlmwmL5Vup+THCz4QnTA6/7UeSvuRkoUs9v+qP5jhOxYeb53Zw1DZSsNw+VYxtMbyyB1ObTCH3WXjTtrxodYzDJjSmcuMYweOxc+fuqEc/0+tuc4yVLtu/gs3MvPKn8AV80oV/a1ss0J7THki1fJ5TmaqHylB/OyzSkkhjMnmHokNwAAkeotQAwAGVhYeBCDVNT2RA1BesJCzZ5Vo6kSevbn6t/bXwLjLV9C9ehPm1cBANbWqkmzPJg5cZhQYmaxHoeXOE/nA/mijNykpGHV3I6vc2S0VG7n38yKuPQsJsi6kE2vZrbl2iqHiPu/bybK40NPwakpvLSB0tj2xa5UAxYnb7FxN6KlXqRtvp51WWkyY7fL2+WpvL+WJAJulRYWedie+LGmZ/iL9md8c+8WzWM8VYxoW5zEcM4Pgg5eNN2VJktQSqqx3xWl7SoljIWZEHeG7FnNyOmlogT51+xibm709FAF1bZcg6l5RFVk9opxGGvmOiCRTgJbHOjNMn5f/07lofIkcwDxPp/eLkSK0s66s/k9/9LwvMyFah3rAQCA0QohBmAJAGqAep9QBb/P+QxUQJas5K671ka21Jo8zU5Ot1iLB35yU2ZiTxs7HEI80a3nSz2BwCwMueOSkRML3Wy4q1bh9Ed+a8vpOTC1fDhm34FxOK34XkDmRbyKTd8pX27G0vbsulhuLznc6NWVqXhaV5VoX4jGB6bpz9yN+UlcxzWwuVzLl2g2jPq4H1qrYXfjfMOdCOULpW3F7GKFxOzbzbR6sI0q9tw2LZnj1+zl4no3cxuOj/ap8m/1RsUfyxCMAwaJojKZazVO6guuRQsUj99YQ6HbEXVGyNpyuqyri6tqVFU11BwqZL37/Z4CVcC1a+j7lJhK3mi3tjMA/sDfx4MocvI7nEXOQuttrlL87ck2DO+So44aMjoz0o2DMjNdTVEfn3J+oj5hV+mqxjb4qjhWwmw9H7OzH6Py+peymNeDHHoLlBYjifq+bfo+vpq7JEfHV/6vmAn3jaF2bf8zkb13SkVY3ihqhrcVsu6n7HXbLQEQy07Ajm938Wbcc07Q0tVZNUkaZ5jEF55Cf77WleJPRDMd19/j0Yzdi2/14IlvtvpNXqqeDMiaUITqa7bgh0Ir8NKTWnzf5uOd0ajPi/oCrQyR53VUbgKXXWCMhldCM1svquGNiYhOaaU3rnBCY47cXpKBD7SAFzN2IyiLGXqLDLE0oHlNRmhxcWla6jmYzj2ZU/vz84/qP7J8YC3OZOnX/vHHgodpNEI6dJKotK3pJCWdyHXFcYHsWVJhrWjevU7Nh9NsVWWpMSWvwy8SfADObUVPzIdVMc7pIPdtPnfHsSlvrz3b0mQoRmVTSIsb0zZtu0+a0OobCts4T6Wr4TaQ069Y0Bvbi/aEWc35WCmGlQhEdMr20KqzVsyVHsobhYP0UN7MnHBhSz/+tf5/Q1c68bTaYy1Cah8C0mHcHju5bzhXH5DiVhUGoBiwGzQciKEKG2cuFeynTKjfCYLVy9g5xFAdQGUnf+u+D7zwruwm4NS1uLIE1jWcOrl6qISmDnkgS2FodGfnjrptULxAoL9jCsCgoUi/2Y9UH3Zxd3cjPlWh/3kwQqHT6NuvW66fT4o6ZwDT2HxUfz1Rs0ALpJrPUbkfmFLjrm15jeT8Sh+ClYAjWQY0T8w32DYv1Ge9Zef1Qk2vTCBkr3DaZXO+dS6yIAX8pRphoshZM8SymEx00u7O9mRgLWh7dWrFz1AAf1nlQqvSpwseoFckv7O7G/MYu1rc4tvHhbpVLKXP6QUH8ZTP6+xeO3VyGWNRKGqzVehBEjEUWHA1ac00GbTgefC7a794AIFYRhgLizl52Yk9qzEA9ux0oc25sMNobFXPXEjcwycoOburO/bIGjKWhbGkVHbii+goR/2vuE6fFjb2Lf6YlNk4RGOUUR56sOiojA7fTLmo0hRDoRxt7qe2rAzll87OQMOFzcSfcCy2k6YvG6y89IDjxhe0svH0TVAcZV1qe/NUa5ICq/nk2oE899CCUV00n9ultWVnIC8VSAAMAGD4hoSkFACB/2yDpXTvTEYxeH+MZ9+YBkXy1ljAwFxk51M+7FYy1xZhrwQAnFUMh8z4vLk08dQVz5hBnbokUg2sigtLrggMYMWc5jz/vjA9TGKVlQ/BwsqMqYgAAF3yyv6a73Y/l+8l/G6iayj1lGbIM2CI6FTzUJjEl2Yx09Pef2Pitiu1KTQAyaHacuoB9kDsIs1P2+md9Pluocvt0bJN8npx39vxmi9bXZtvbN3RymjYYW0rB/4m5KkCoJz7JQcmop0k8uwdRJ1i091xEs64RNfOW3s+Wb51ZOWV6WHDuKu4oAWEaMMXSbOXeP72gy0Uyg6wJBIDKo1ytAoR/pwJIXP9tOwwQUB0QYqLeoIHoGmCrGMLMJPSkgYkA6kgoKWkloTwo/UTgM2LdWTGAoqAjcIdqC6GtfeFS0pshuWr6gqBoX4tmlEdyIdyvzHdY1QMjr7PwMiM6sxN8wy6b1zC02aIKgQ8gZeHSZyKoX7u0ezWfH2gPlAiWBf9e/kIrzylvcik53fRYjdq6iDMJi7kshxDMamBpMdblRL/qskrUXJGRSD7rlJwy67VYl4xK2WFv3wqfPIrUr+60xxVoVuD0m8olwI9iulZ+k7v+deUG0W/vXDzigAgXxVVIeovfDgJU5jxb9XU5TLLGbt2ZWtVAo6Da6On1plbUrZVr6xwRTSWvCI2658EScQxrAXtZtFza664YHArxUWwt/Ru349r5fUg+jNOZVFDl16Ge83qJ8KWfOsDV/2zi6yqwOL/Ad21/IWR76ZbnOc3b53qJMaJ6irnvxE4XFsefnXkZL67HFkvvrvzm88xX+BT3N0449Qp81OrqixFvLrYOFK9cySpO3DXiwd31ANXkbUAVntGRRUViChQyzgweSueegJ8SCfmxPVV0DRQ1Wn0tonWTcontF++GW16VG6KueVaAAajWWk6brCBMXwB8MIWBiueV2d/0QsAwJQpbWsDqmdUM3Lp03drIn+FV7SJBmjsYHQypijEYROAVEyoDJU0qU4xSrCq7qpI5nVivLHNOlK/6mMAPQHXtyMAALDz463ia/Ay8cCT7K0deha/JU8j+ODCy7khat/yLVbkIjdXtIjjBkrwMs6Vpws/EXnelsdnD+imLbfCC3g/cQ1RiZbusP1JmCvd1OLZ5Z0vRyVH9/taltBKuxwN9SWRHQnEbVylsztNHL3jTHx+KSVrBkrTMJuJsO85IHG2ozCxbbvZIokqTtFLCcdljKSbWWf4G/vxYc8l3Zvpl6YfO/mbawjpyb6N39k7egECAp6JBiFgJSgHFn6alp0kV07PhAEArQBqKXNAQJDs5LgOVuIikouNKqAhtU85SUCLb8JeaodKhL1noqolUmEsU8Z4cSCjTb7mPm2RyJSQnmFD17Wg3S5UfXh+kP5wjNojWfFlNxe6HeBMpxraZraLzdGan6DiSt2kPKCmVbm2Q6uxemO9JFC6ntRQfxag39Ac+IDvTc7Ve+VB6y7JetkhGgkSl4r1ic9Vjoq9VAj+5HTmNCEOWrtOtZ7TgzlszOJQI801ojbwVKEuO2Kt0CDIRtbf1HIHSBENPPLDLOFHquIlH2fN7HpSxWMOGBL0VDFS05aSt74faJokJg/QqfjkDABz1peFK6PdxOzHCzdddd3QMiPvlLKxPJV4KuAncNClbl3rZ1sOHoaZEA9CAPZV3VfcGj8Wd2u/y3O7VSJuMVtUX+Sx7JXm7s6jKM9bB/xeM3zU9catb4qcnPLW8c3qy8+aaVLSnIEg0eNLa/nzBY941K76srFncKvAnqqzEdKHb4OL2RilOZ1jKV1udJPrrT/X3aoIYDPahjA8IeHZUjmRzhb576y3w3I/6+/hk2852Yfpx8gC8AM1ak0NGKU4BDAT3SAghBasAYAgShkgQQ14xpPMhqh9DvwlrYZXBL68CLyOUNtIgkaoCwAsqvdElxqEjQKVjjD03BRXOo+EwZmpmmX+Ay0MNS4jC+EvyT3/JOvdk/+uO0iPksR1mPMtuGeu6V+RUt54ipC41WtHQNwmYw3sKi4jMuHjkXUejNBbsAsmwYwv/7xamjyzLHAuVL5CfYZ0hhvQTYx4e+6LjLSau0jSJ+INryeILoREVwuC406Q7vFPI+2Wi4kh1F8zad9Bx9lcNc/D5Wsq3WjVReZOIwzXLUIjEmcmZyIxMITkKfrHO1q3KwrMybkeTrhk3Ciulks6F7UA2IKIwPKZgnbivs0rBGDsVW+U9iyiAAD1NSBk8Wl0rAFflczze+6FDQFf0wYLktB7BP7tU41yXumU5Z+N6XQdC49sc7aFhZIhZIhwyCcyGQTgkutDtK6YSHW+hnNrHOxd3iwvN1lV65yp/ZAONhQa9yT1vS7O+xEU2vAIx3or+zOObRxLHV85l54Rb1zgdLiSf+Snr4KJwBk7rWSWA1dov/KSj8oq3qmoYwUAvUJDHn7Mrjkp+t6t9WwRzee7jVMC4Swj+p37/ImD1s6S1UTU4nijSJO2FFQUGvmAxhKNwpCU6lmGfpaMWJnO8kzNvDd6nAGoDwcJKffzaWDIYAQceL3aT3oMgCDWcjBaixYVl7mlzQx6iqSZaTqz7qfOnc0R46LJYH+6gTmQ4XxMEbzwY764V1pF3ufC3bl0ZI+VVaVJxHQ9LrmYlimz/A9ttX+MDvOibTjZU6GTzZyBItyLb2Y9WIAvWdwpFJ9kzajLbGHarmfDQyBxfMOrZrTX+mPKNxBP10Ivyz3gyHzTlg249ziFRQzB1nAu1cso1VSwzb7ZIsX8Nmz/jpOEs9CuNXZ/vcnO42pDE+htAFAGUau3qKaKT+seAAAZBIC0GgEAS4Dl7NFSRCKNTy9FMBfyFYFzAtLrEDTDxLMMAJCsqFwebyh5hOR+tZazExX9yEaZzExwmgQ6/WowfJgL1l8SDCd9VOPxn8B4m7xGUnrw5tvVVM1eL4ocv3mjFE/Yfme/PAG0ubIMRde/7CnhhW/VKhtE7kLEruJl/40+VLEoj/nCZuxYFeS7y6vG7Zojx3FNGvcgXm86yN3iywCkuoi7yOREej0Pst8VuTtTHp75X8rWjBz57IUqsrq6vV05WvYyllL1hKAJJKNXOUSMEcliYHL8s6D6DMtzufp0hmMQ7gUqHCktZfc+feVZR3gJnEappsQn1jCbt34HTg9xfSEgQEqgBgDAAESOoB/CTPKysID4gc/tdX2GHIDocfTWArcT+sK95YInRi+GbewygAFM7LB9khbsBW04w0EMsee5QHpr11VpByV1HoDO5FpczJxSG4eBcnRw/E6IxmlY6fbhWPB/I/jYWKI+tKWsluLSHT0fPCZSjYbJrKfq+lyWSwFeesvFT5aqUaJ011qUqENPgKK2AADAY3cdvQyOacVMnWkvsiwqt+B3pBQI0fGabziJcllXQuvdfB8BhVrnm7Sfn9tQunWy3qkdjqGubFidJkI4N3RebQpoWkLeN4qZPdF/uOJYgymmpwfpapm3hFAA2gFK43F4Z6Yn9M3CcoU6YkEwtwbWFU0RiOlLbyQZCfWqoXxSoLuwCmdN71yrbMCNu60UNkqWSUlKfMELxe1A5DcTs6tC0qTnpL4/XKhYw8WKXVqpSPqMuw+0V26idsfqUo1apUGD1ubEsXnUla9eICnwqzTj9vJ+QDtNz9a9Tl4Be99vw1uuOUw08XzYgyrRhD7hkgj7d7VOqi1MeldXbbV42eD7y2ro+u0krzJ5PyD87t9RSQAMAI4zBhgTM6eZaQGixnKIMgCWpsRZkcYjIFU8GFCxwyJp9a/I76xyqdpL0orAKcgBKi0mZO6tJIqqXp6mJEkm4kGVvBkmbGbIp8T7+wXQLVTzLwG1qT/mp79mearecl+zQlnvro2Fzr9sFU7+gzI+7bsPjs6jTJho7WTjNaU0kSYzQzba10LSTARQYxptR8vrLfWCvuxp+0r/hs7qpd/8ltSgzNjffK9rIsOcZlEyedlRkyun6tpvd56AlZPoSmPeapNOliv4ddSmLZFKs4cLua0c4cZk2G0icYNoPwxYVExREaS8bC2sX942zTZ3jemcF4bg9WPVCxn0AeJ/D+2BEKWjgWKuk0Y7hVrZbicW++EzWGAA68jlBgDA8mlQAbq+NAMYgCk+5+sr9zwYACteDvL9Rv4JNiWzYWCydwqCW64FoJHjRbsl19VeuKFXMhjm+VbhP8t3rIevMRJEZnlGklxsLpeF1JlnvVcpyKt6q1PkSfxEucRzQl9W57qsFbGnwX2FL+PMenlVu5Gb35aPzou2GBynvbBhYlMUp7xeqjSVnOrabyqOQAYAcPlx4MROinmMy/I6Lcbv/f4UFaJuXGvnS7tXKDE+aAew8ItoOZ4rb7oTujHgC+taTUrDfTC11SAfxbzWzBnM5aXOatLVCQ9QYh/xxlMsHgBtaND+VfLa0tIVSASOi2Qo9H2nT+ZLpU3OE9t2o5+xlkE+3fUo6wdQskL81iNRO/vguB4rC1Mevp5c51bsnUthyxAttWZinozmJVHN5RWf9ziN+uJpESO1qXOa+W2VmoLsv4Kl6zqAr6Oc3rksIQWzDI4GRo/a/OM/lx20yRX3tw21eaR3NSr68GtFhLb/xgNSIRZv1hIrLq/QVcoXoL4zS8QVwHnKkMl4IJ7LLtT3pYuPsHALJ2ehDqbnR2IL02sAAOPM/oxhIshgkAgaUNgyEoU9gAZn1LXbZVGU1i73DLScj9MCXs8/XliFK7PDUBc9rkiAgBIRmxgadwQZ8+AkT7tR5s1y6AUGvMAWFR59Ps4Nxfl7nIo8Kt9o9annkxdtT9+nxXLqkd0JCJfb36IcepbRtD4pmF3ASli2qeCHtqtIJSCjLL5dCiWnZc9p+SulqEu9iU4tg8sJq7nQHGtDxbiDsw8+iW1reyOKrc7smU4yS+vsbMfFg3TFOYejGSif+aFtC/39FCQHX/l0YoEHFAHcm7x6KCUkcG04WAWvdGls+G2u0fzILbudHTbv9FMCrtNnZ6IMjShpwgW5AyeKsCdvZxrriT1UzuR98cWSmgNxpQbiu9cLOeDQtWmQsaJwfWEpCzHBV5q2l1kHALxGfxrFoQEDE5NkeULqvFuGQjZATuRBPTYjEq48znTZHtSa6AdRzA+LpvU78W1DM9Y1HJ1DUisFHYRF73apqTA6tJECujXrOB0xsLCVtLqh2mEQ+ySy/CHGy0oxWP86+ILBXroNZ2gJEcpxAE4nTxfDC5KlGg6CNQAABIOM09acqcIgduqrTHrkwwJJ73b1lVNdem1WGtiSmfEVNuUYYiNNlIA7q0OiiVJcjIyu3+LmDvuLkhjgx07DLS+qDscKBOr4evnYuh4vA6Azi3v+qlLpg0WuTud3y9dXSWkv6srxQ8ow/8kU6zhriGbPCiBIXQsAMKe3NsjKcBGuXAtL6LeCNeyqd1fuQHFScjxnRUw5tsiqT9YcE7A3y9ekon0Lf6XU/aWN7IrJO8cDUubU/ndqcc5LGK51udBfyxQMRl4AS/+VeExXDuPzPw+UTBdWO848aQu5LrQAnVlgiLyn0M85eHO0XVRzcmhV4/fCE/8afD8VyIL87VjftEaQsUvW8uuILduaf3AA/Jk0vwHm/VrH1G6ZjVQseuOOo4140gMAdwCwUWT+ELax19uDtAQL2OvxCzqd7mqrjMgcRKUqL0o6SFXuZImuSrDZJlZMxO4yluahs5ML9K4ddImzeKnxvA0AyE8lQvWg7LdnjFYc9eXjL3Ee2YA3i6b65TtVtWxIhkvy4ULt7LNgrLX0J2LAaOhr4YZEUjDloiyrY56Uyt3ztuiUzRioZhkJ8Cu+uYptX6l1S+xyRSwxM7301zKShTDqcNW0sXjtABx0valVOTkLWWjzXqKGM3BMHI13pK7ln76qWsNzDVIV0Sl1QYQv1JmilJ3yP+DFUE4HVp9RY2StSGt+QGSsYqPRemD5JWlc/LxhtsLCyhFiplKhO2ABWobaCWuDhPe+aWFilcLfMBN2ldbrIYISfutTzj+HUzBAquh1O4x2kJ5q11x06w6QTvYi/cOCdklabozU24idJPXuCwymYA3+7KLU3o1Uk7j6VfcwD8eliG+aMZVQ34OZ3nAtPZ3l2WvcQeGd1mfifDJGvZR7K7kF6mMhyGdSDNN7kIftgWdQxqI7wIYW6N2YuwJJDacloC4l8WwQNygz1M69PdS4A5ChVgyITOSC6QYxuqf6m3pXjqEQgbth79/73M94tjWkJqSD4nBPkjl481n5vB94Pntp7LTCt20DAF1bI8cPh/EeeKqAyWXv3wnntyxPTEs5jLrFJYFnykwnCH3kigbG9c0vVDxWLQISZkQTq/hiroJgbnMKrD7lHLoup54ZjxPj9wn0UBf+OQS6z0aVf9X5fPbwoNhH3rkyKss57uenfrwOXg+E8tLF0F2a5lgKZyZNhPWf5Q1fn5BgKJxyv2RZw5HnEpgTPetUYa7YMlfwJskcsZmUD4jLjuYcUMsbiqS69rt1QLORaKYu6GOc5W8IPq/gnrXYV3RaFqdk4i7kCwCNAED9IvuJodW2yTFWlumBgJEpMATgdxr0evo3S1uita3FkuFW09cD4KfjZE8/34pjDewAFMaCiGydDFKHWJWVJkcfDNbJRG/GpzGwPPP4umPiKA5yIIE6Ou0Zo7jl3h6/vNUvjkEzPO4y5cNi/Bnd+armhp5K0jPkzVy9gFoxr/DhbNVPfS+8sZp9ra485Lk4p9dmSMHH9u6dPMoq6JO8Jn9k19UhX3ITWDTqeOyk7PLhSm6fe7IJD3johUG7sKCVwqxwByYWyaSdRNkBfCseTNsVYrneX46JXnFa59GZjQfyrW0OO1rhGTw9lO8a54shvYhS4+2UbL1Rx2mXls2B//WSe+bBDV99u9+dZst6xWjzNOLA8zsJa6w0ct2qpW7FIrd17NEOp8XEkAnBlTPCWCuNANaj83E1trOvQgBBOYgubDiqG22N9WVlW71PKa1sIJ5esta2C40Dnnl6uTEGPxckrdsP1Gp942dPUBxqeLRZxa7LHSoMAH8lp81C3Qoz6RgnRe9SmSOaVQfOy/4NVCTBe5AADyRdHTxyeHs6jFov9QGZnlvwAtaWAwE8CZsRc1RCTb0Qml6r6mslJoI2lX6IqKA4gRxfdNn1UcXEvbnGQgv9GVf1o8DcmywfZE4YnCDlUsAdSSRpmlqsKT6LOJJ4c9P/TAAAbOBQMehNrQejDaqGG+BMjk0NJHt52tWyiy+iZmgwIbrwlO7UXymYlwT+9Chy9sAYreOqAbwp9bycY37oHrpZJU+8cKoGjP5wqIYrQ3/Rfc9QIsNrW6QXpWEP9DociyUHGWGJZy5W2Z+JsjX7qJgcpqVjuYEcfIqDgrgoKxSu+Rp+MNnLsxrhalnVyVRNpy0Lk2S6VxfKJ6ESxufC7C6mJSaFP4l+gctlbJhCIdGPFWXMNJogDsZj+d49qZ4F+AKALZWg5xxI+DsZsowNbDpvjhwAG5P6GWHa5RZqIOBW+mwsoIjDQOYFooN+Tf4+QHajeoVL2bmj4nTAysEBH/UQOmJtaaclSn/Rrb36SvqRf2OqBiybgjOQdHZRv085HnXKrSuueK2o4mv/kAh9k6a87ZeN7vCnjgZ38uESj5bc4s08/2mYL/iqFCOMrBV5kXirqYztlQdpcO2xsu+7Cb8SnrSxLdTvhUtLGyiPPItfM25oESqDWzna7d755loTs6k71nGpFLAvwm+DvJhNPY7+oAWTfbe44atlQlK0YwPmPejj0Tl9O7V99LWeJFnO349nag0yLBBPhGBa+UogWiqPz5nsy8nZ1AIXFIr582g13tRpZ9xrNAk6JCQeRm02kco74Bvaj+q6fWh39HJwWU6/6/vtQOqUgN95q+5n+sk6U3WwgHWj1FlJamOTB6b4YyYbb7pPfN1mAFdAOPdX1Ql4eqzVouz8Xu8DEHvgICMg86t2+KAzfIzrXssYAEBhk7vxgoZgrjBGUCs8t4JZpSciIvFO/xNsBgcCCLiWI7d5pDIbdKESpcYFg9R3ir7Ns4bjwrMSSqUgKP00ulJ21MZ6vwPaYkS5cLvwXcvk0ksMOy4xJoVybUdzwA3hNVevVYlwbQ1gNak+SEXpmTKMaUVY6Cd5KxkZ08PsIkoqErIThxR/w/0pBAJEufhBSnA6TJ3+dAEeaYucUA2MZZ5mfvsMeP29hH5XmETmrtwql3Dt+qlsnMtOqc60Sjw+NpK1Zs+XjoRxVpsr+0Xv7gwsGxc5z1TgK9I5nS40tRzuNUOhX5cuH6p5FvHCNOD4sX15t1ANVejin21rcJyxS2Ro84I9oA6YTqoLccqpjo+5IeEBZIklqaSvsl7CnKWROf/nZrgwf1LLWoxqU+z2eY/4UDBCafOHNhFUoQE0kOHHyn7RBvxrBgDUYd5oAILu3bEFAMBWj2EAQtPFMyCj3WqqBzfk3oAvYPUWek3u/4f7o72r8baxU7hCHKVyB88iJuX1tlzjfS9aTo1LfxaoHCBC/jYQ3KyI4mcZoG+qzcqsiNZ/7ILBkMB0wpMkToGCUJ5fkGmJyaWy8NvJ69TGT7n13pd/m8/vjH0nj994w28PRM02emwsr8gABP0xMSW3woMoTlyYH9RV1tVd3TcjVrpriQct1iTWXfRa4yxVlri62+Oll85vqRBzSNaSwVDqXWM3ijaFUsvIBOGZjP6w+7N3YkJty1GQww/yAwZVX3PwRHWkm/CU9OMZcW6LwML7vaZHdLCcXoEddNLqxf3ePB4m+8fRQCgYATf9FcXC1WnJTDd0oWbG5oucga0luHZphg+G2c4pxx+da/TcSfYby3SVfdoSlXfWY2YmpaSk157J0DuFdcbOLJuiGnsxkv+QHbq8BmKIOrfaBeoxHpfuGff5PH5lAgAAoEYIvJeW65z2rZfkoxJEPG5TzYsFrIbtZ8XQv0pX8DDkHGh1W6nuohmSef+Vm9Vm0kzcV7gSrDarmZFznHQIXW8hlr4qVq1YljJ3a2q27jiQoCwsg6F9q/y5iqke7jLLNXuFA9GgXoZ6RAYM1RhNph0VyJF0KT+zlzLtLCqBAlzjBsNR1cyZZv/vdZjl5Fe2nT+2KZ0JY3O7tsdeoDtK2bkkHQ8cx/0dJU3RMaq/UZ/Amu8EVt4u6NPB1saGi/Lv5SS/cu2+doyKR3XYX3PbxrSqXWzaPyhdJ7kSavfh2xlNYCBkh/Ybd2mZY9E3taxOLS7eh792zL48PUnTW8v4Mr6biZ+qm+5ELK4F6w7NQDE9iimAF6ttGiGL2bdHxcqhkTiiorhjb5x4V0df9Uitcq6Rlqlrk2FsA5sTMK23rwgmyyBrmNNi4XqCDYA86TIZag2e+8IBAHvYm+RIWQwq7PiKKzO+m7SApsZWOXBjuezV+drq4d0MobKzwizKEL4IS1toqKlXcPWZ0UK2dTbIhq0DCGC1WDnl8ZJd+Ez7x++FtXF8uLhXLBZfxXtb9EPTMMY66lI0lqalKsV+7dli9/Is3AJq+Ou+e2au2cnqsAiTKHPeXH6CAKqBjo63M/HTZ8rS22nSmmNdsmDRb/c9x4yruYlPDs6jDGmKIf/Ap9x4JN67sCpW1xpQA1t4+iFXNG6+70Ja41cqsaZslXtnUB9m7dRMnnDWc/7CkRSJ1k2rapcIEtw1xnWcCWyIlK7vJCBxndHWgJCO62pubpAHs//BPDR2lMS/QOjMCwLOxTVyXVlsaCackQT34CqYcnd89PnZm00rXZ/tvu6gspdO0Q1IM8J1zzWdITZX9nP51hT2p/v31uUr5yuxOh0nDk/GUupIkLedSCGq5ut22lMppdQqzmk6TBDELQAiB/mw/Do6rcwH4ShoQ9Nr8ybsdcVtp3YPBZRXzBs6LFw2XggZvPiXoCqQqjR8bQtyTtit4gjnfLAFuSWD2jR5X1CG6pvVEHhaQ4YSiUWHFnzXtLEgVx1rKw9EY8RknUGEiq9fSr0nuvaSiHr/tbO3o3EH9lFvvndtx3Di30riRqwiU+eNXLX9YHSS5ygRMAHlHpK9Ki0u3Ptrs065KHHY0w7i/ldrh+P3XKpLYxhrx/yba8od0pu3wVj0pA0nDwWRJ0a3nF4+tnyZ5EbrMgsn0XeH57IMZnEOs6W42xrrwp7Rc8JoXn1/67ouKPukvEuidVB+Of1C1esy/vFu8jD7wMWzIJSC6s/qs4XFudjkdpv9yhXzc98w9epICScoW/iNcXw/98bjPsfNZVgNn2N3gDmRoG4sx2Tqi82uM3k2j9CwtMQmt95ZGUmdOh5W8eUEs5Ajrg3ZjrCqBTbYgJCw6BES2NiMGEmMbX3qqllNkUTC9l1g8Pp+5Y77Ej63NspcQUndPqkQzHJzO+fKInxXH8GbpmVMM2h0qsXNrHt6KMoP0/AO//wHcnF82QoLu28EiUist29DCxAOXbmy9KqrCPUTQs7xNL5MrqqJ44+4OIqxAyDsxLSdbFhifMHAsllRq42hHZlFtakU4ZdYvKIWD0reDhr/1hzic5O0dTVORdfgaybtI3ltR8RXvSlGBh5qLTqLgR6zSXnU7Hp/WU9vPMM3uI+KhYsTgXlL5LrOcWYFeGOfq6EgQJaQkC1u9aqmNNOo2PSCWc21C07U2UTtT441HdrForLvLxBOJr9gQGFwmLA3ps2VgPk4lACqhgWpPc0cS0hDvMrS+JPuk2FgMBrtZMJhUdIbXuzFeVHCmXLe2zfT+jmShTKzBU+7XDufAQEcr3GuZBIOTvX+kF7p/YQWvE5iY6MdHMZ30yAnQMjx2ouq3q6z+r0MK+0g/aH8sPcKlR4N0WvlSUtVP1fNdujRmCviNGPuflxFdgos/XbK7x4SZbpSTnC0Zq3lgB1MUzjw/isFo/zGHF72Z8B1OSdy3LwRWCnO01S5w7J8ITw6FOV0o0kyh8d+hyQRGUBnbWg3xoNQCzMvPxx06z5TNFZKOgGDZODd9hVxu7zoAHSN3yq3LBLM0JWbWB1PcHpuF1NvoM7EkfSuE8x9BeBIW2cQHE0ammPuh6dIquY15ysPDwI5D8+5diXvpUG6dqIXt1aHHs1myWm2WBoiF+V5lJO/5QULidY5Y8Xd+rKdtHuqsnORPP+1N100hG5uan0pLOBvwva5VxA3nKI/2ISgbAcfmTbOTcBIO1Habu1zSVQ0xl6apdIgmSwCF+MXTsW9GvKJlUFXDetpbttPbBdn8TzUo52sfi3HNuAQmbBFt6zfxGIfFmAM0Sh2QQwhVhoZgNtR0gF980k3DCMBTSoiLfXqnL8B6x8rr2c8gghjdJuhcBNLzZgjyia0oaI1aVmHtlbXD7v3hlYl+8Pi5m2gfE2WnNS0aWyH0vr8BS+qT3xoKC4t8uW9I8q/GbPor3p6Er9hapOv3vAaIf1ARGt8beef+TG3J7CZmjynavklPydaWCsb+WUMT1XbmX1ggNy+O7wSXnEk6H12Z8IgDOfc5WhX+7qnlGmr4Vd4hlIHc9vagxK2nT/1XfUpXvtrC0CH7Q4TXSgC15W5lx+dWTTr2YLHRiDmo0Jt7muucVZYnoZhBgFbis4nXQ998sqVFaM3wUvxSwHE6X3mzX7tFIDXVlDvLveQcAgAcwDs9Yi7Kovi5mpzrOtgDPHyrlvTS38e5sog02gconE+GU7X51gT04Tj5y4RWY93om5v53oDJW4UbIS791V6k1ejKKKGiC/Gt8IjriSH1GqXLifxhRd4oxpG3pD0+ktVecxrrGThqYdk7PrGpFP19+Mb7+xqnDa0BwrnUj5bZ0g3URMFfQ28Jaizs0mXUyevMONt4Wq2Z6h3l9JzxO1rIFNubbKnS9uRMAtgoJbtrM0MdT7iaVlfTsrcQ4ukWDrP6FrY63124UzuOFw38yfWP/RUFCUe2ztXe3wzfbr5fKAyuGy31m1KCDNcadVcrURf/V+IJCAFqBrpD/nSM9Lj+dzw4fuJ1u+/4YVmW95cCaT7Ktyrx1Q3J6ZJMjEN5DitENoh4lFh+XEcbF1NjBvh87oWZtzjd3OJW3DnXZ/l6lXnLC3aXi5nhU2m8OfGYAcpi7LqH3EtdJdXzTF/EqNXTBzrp3GLxsyESeeZrkr62dnwDaN1PDGTbPKIBx4ZSNtIcOKC176cX48xo1oYtrWknRr3vecIce9HiX7cyX6H7+XmYL2Xh9EIW1Y4HpwUsyu/9tsWu6lBatZfsDN6AMrX+AzALb0Qme13JgJ7tIwm+tW592PMdVcvy0zIC3d52bC33Uirj6Cm8/6V9suJpHBlKnS+0Ld9h7XQN5qkkWRbglZ3plemTF+zcTCGEzW5y69U1+aV4X+fhUFPCGdVmpDXoQOzsqp7xCVE6ruTsakcvdndXttiXsWVdtGExrKOn0eTIgvr9/IPw1R0LNQeynF6RdvsWiTzz6C8AFBA4YMtDeOgOHU1tBnQ6xNbm3bTrl+km+vjqzG6V+I2EaS6JLraCuuQ7YD/pbJaiMZfqJCv+dy5Ust8nHevsON5ofLsbpgCUvcaGPmr/GBx6cBzP1WSrtrvtWX/BIBcanr3pcDgx+OIJkwTH8RkBy+wqMZoA3pc9609lWUXglfELAFRNRHR2wC2dfgZmg+IfYAdI/lUba4crq9i3I9NY6lOU9TzOtEwomM1Ijbt0Sj7WEj4a5/s9bm6h3YtteY98PInNDrJKEy2Q9i8c3YkHawBILHqVsQzQfOlIL9e1ntvrY1whneWnPfX6rGad+0ZHCV9uBZlUNUCAns5UKKWucG8vmDVLDicSvwpDene0WKi0qn2U7d6o8Sz7OHbJDrzN44/gLA9T6ZdoneaP4R9NWaDnnE8z2WMF4E67YeelCMz57hY/0ikOrq8f6fA5m46aYUgvb4N3PJwfnHbFM0WumS04nCJhaGLOMVxXsIoFt9wYtskynm01YTnDIebxi+c1RzHevSLUipXE+oX5SsAnbdoZkr/xHnTGon0pdJJk8Rg9tYZNWds9n+3DjtNU+Lrf0DwYfcpU3/hhWKDn3h5PI9pFfMoVXZ83qvnWlIy0o4ivVodE9ynllKcZ8OhBMzYObLYvf7hykK5elFWEx6eDsSdDIXWDh8mS+qZx8EOUfozfzOrv4rFfHY8Wu9TEXlVWW7sQ4rm5l73ePn2JoCRS+4pNFjUiK0RVJHRUaWWkroEKcXA1jrpXyFYAVSYZOLmwsP43GtKsazRqh09ELU6hmuDdpQ+AJWLI74xZp00krHIKiecG5qafwrYiksy/l787VmwOPVKGPOaN4ZHmp0G9NZSnl785iyiMhk8RYaCR/wyly8846V2uwiK7ajDBKirmdTntKH2fKLvbLnbWuJ26VwC7rc1Me5e2/o966MYl9zdwMEi0IezUtu7xJ3NMVIXfeb6AbpkmsCJzY0h9YePnoHHVoqGnmMXQdkPI+xBoU02xacSA9y2qtZ2nPJiugypktd9zXqDcl0+BCTQxb4tiechhvp86bi/CpdjMz0NMZE5gGFAaeQ53MzG0Hl8FxZpXvnbZ6eP7OaEwakdf+OABvFkduNW+fZRvLMTLVOv2HPHmapvSpD7egOytiOW0x+FDdaSdCCjZKshE1L1rQUeYk2+5485XrWR3tFlqrXq6tqSm0KqOMO8DIgzlugptd5ZMAIyZYJ456EmtXsNZ1oyTfdvnJdkkevQyNaBplbaY+tw/dp6ojHnePk4VdNLYwj9RO4nSLF4nGQ94ZclUcJyqEPuLGn9YiL/PpXry7Ccj5/TSENZGS7k4WRccaqvNwUBSJxBxWLDZLOZA801tdMjRyer/KjuxmS8uvHAUPQr9rRgw91EP5dGPhNGkDPW1ZxTPtkyWSnZqUzwd4+sbLjle38YdyMnSM03XJdcXHUopFEXF1MLvHiql1yJX0orZNt4xp1JrHUT8kLHJMXO8FWTJ7a9nJhDc/o7H76T8YW6BhT/hFoldgLH83FVpkJX9pfBmF3PzKToGZAWViZMLp8vyADm/ekvIKT16PF61QKzEiOkHc3pzUxQ+/ECZjc2fjnV3m35if+1JiIO3dC6/fS6+zEYpxNc39qPRzLfhGpXMih7PXrvxtb0VOz3qGxGeyIQx0rpqMTI2Nxvammw8kGaLuBYTIDBq/wZusjINcrANukTl9NrBrQbGQpD3eC+MNOcp16/P1Qxuv1lf45AI70GKuTtEI5fzB8aATnvyVHJRkM5zbu07l8waCV52X4KFiGquI2b/Dkfoz/SPETtjioyJrp5vjRtsG/5bMQa24ihfUla6QqkJu+ybadeuMXnmv1qwguvu4lZPJnzJLEMbSqcYK3KXS2ap5dRN00B+nIyYSffBx85XCSlwAVBOgYSj5N5cknlsSgxOBvy9KYuFM/Io27lKqIFHztuhKocPBmjaeGS+KvCCgelcOVnvcoEMeYmtu8IRXkpnWTwjD2uHnJ7hpzebqNrEEy0hW3OOIhnKNDPqTSoHDYXASbE8bkbV4ExLukh2jfAtNXRlLNWngGKuNXUjr5mqquoe8bxYMCOrG9DaaZcdfmq15x0dqOOrz2id2oyF2JE5BFtZC0R5nTAIXVCdkE97WFWC+hupYNiNhUeL1NPjsdhc02ek3fcpwzaYt+qV/tGvjKL5mQ2wA3qoXLmTYpsF7Vac9YAHGRR1dCpuaaNZdEFO+P3RccYqSJFIysSD17WzZTWHbsiuprKGSIcHcah2iOO80kNAOaSEXdUWi+WjjJGIhSVV3Xe02w4KZohRc3l6pWAkqpXqhq9/Az+SkBfsVwWcd34bzfBxBgiYhvgswSn5bU/c2lR6z0X9FnvbnfIfiO0jalYzngmaqWyYpMVys2NI309h18KICjFSTDl3JyOFR82m7mpe6Cq4+Z7VNRwbkg/ClXTcH84sTSd5OiyHD6dReNq7emhQwiQ+GQxVXRfK86RhYcDDwowXU2cuuTymeiNR4HApeVN+OGkPqby3Nb4S1L2Xiz1VZWYrqEwjO8LtzsL4RnLG3iNI86l4v5b1jMs5+JxcLS3yf9e6NlEkew2zgLuNKNBk1mEtBeDDmRlnB7rtEDax/wVAvjUBpC1NdMUMtOx+TTm3/t9nnS8Nqe1F0epNPSttOJNX4uep4zP2bK/VENVyJPLvutuNl712XlvdKm6fSE8jd03TlbNAfVQ1c2NJUk/1X6RCecc5mzUXeUK6s6QEDE5KcnIzxxP7V6at+rnI+yHAoyahyShPrm8QiSSdj3o3b3zxx4r78N2K9Y0ijrOEsp3K7FAmkd+b0407wBnRiHRfK6qxeVuTokt9EnAT9sZ6sW5p+tDmLHyS2/deLWcPgMAKcVL06GVz16t1Sjw0cg8fB6M/dwT9ZGNfgUmkFyA1OD2jbJ3meN/Rz4/zBlGv7YlaPB7eRKrt+EhG3uXYSRSrrxCtxZUjSlQOftcqpII+1WlqdkgX6s/ce8tt33dMV7lTFs/dSYxkUTS/uat021N1xL4lAnZMZRacCzspazC1LbVMWz1h+Hcke9AtjH4MyOk1jdT7ucWde+vmn5MRml45m2dgD5PfSleJhG4xmLTyUEHshbURkeYFovLhGD+RZIOqfu2Z/LYHRWaS4gfapP2LFbnIPLtljIFs6JvDqLs9BSlg6VJs4CW1tXLy8nW6Oz6zoY0xgAA3ZYmbaHasw1AB+mNzuUvo2g3ZKqq6fO5tfUkRWYUvtGGU36e+wtZHB69DZdKev3rjcO/vrY18aP9lA/XMxdE1aCVSsw3B3kExNW15mDGAnc48B5KSiWr3LvnYG2E5Z9x2s2EAnvXm79Ud4/kXYHw0m7Lsis+/9Uxf8nNQDnErXUAoqQZuE86EasP7V0wD8LAsschy78L8h5uFtppX7rLq2B4TQG4WCt3JR+S21u4jXnzyrWVMc+gxQ6si/wQ4eTCAGlwHJuJByPduv3ppsyP6P3kKQvs+cEV5Ziu2zc9Uyy74A67C+fLQVsf1sPzxg8KbfX+aOF+GK7EKKXREikIjfHABoyQNq8QWNEFIXPcjBJWSv+4Em3xtK1u16fq3fhJagok6KhHKHDUxgn0p/pd/7qVhtdmPlc0URLBgIR6FbSpuk3qsr9Zb0zu43y9I5eYAE82+OcOymiU5dAx8bN+f/wouKQS11ryCNhi2ckXtJiycpBFG/Tnhp8Ywus4wREUAYPnIwDNm/c263NTbPBq4WMkI2vQHnXRQ/uZeXi4sTp2akz5ldPUiSUoEGadQNtvcnmZPl1dm5JPH9JOQDEd74Mmf83AXyZybs/3Ndeub8z0OFvsSjSxX72lN2m6sxs8aQBdrMloqcDtT1BF0+a9/GLXP0yyZ3xmAJB2OBgvU1YM8TVt7TnP3UAKM2rJWRc/SZRcCBSojV+nJ3XeiIZRDorrtOUoDVl4Mxdw1NozPTZZb7njJ/Ym38sxjFowDvM3UhFNugelXmHpGWhXr86XlLpg3DdsJBAAUas8VfoUyws37VR3yuI6m3c/C64mjKbm9E9jawW1AXlrCKdjNoe5NBlwnQqEI75ZDcOoWOIRGjSfwqWWSjyo5ho1lOytr/VxLQ/KAAXDugyaeCV28Lo8n45gaDOZuPn8w7p4VonEelfouZm+x4rsBdZU0DwKH0tPpT1Nv+NfBv066cOJTNXQPz/viTMur7i0iKxvAuCvoOP2CNSjaZKGH5eBp5yfkgmh8HlUJc/m+/zCGo6rxViYKHdcdaFw4TXbunfZSbGnSwOdrdaUguJBeVf8xHuWkH018BF+g+Nj5DpqmiYGhXbX73qQ1EM9yL92Ay8wBFjUTbSe+eLfYfI1zTL/2gosOpKEexM/Mo3rOTVUW4aBPYPp0O5PCqMwOnX89buweAZw7BAY9PwGn9Nz8gM6mV3n8+MP+X6X/d+b7Qs4S2igVaMYQJGhqGJ1c8Wf8Np6FkgM8QpqI83YuGKwJbAUX3Nj89YNa4SILakmFlKvCYAjd+XiqrGtyAiak5yEqW3lhRJOK8HX9vV9JyBFtb3wEfQfpx6sCqN67a6WC4Zs9EM951NJybRcXo6dKAZucumI4/0pKf3r4c8GEy7a+Z3mmvmeKnKtgqrI+ok1nfAAgldrc/iMN/XONCfkVRgVoYuDqvWvxYNzNdOUJqKQp/wYjT0Sz5240R2ju3RrlL1WTAjaka+EA3LgeUQju1np3sxsnj4nZ+EfoW2/M/TuURvFap91I9TXsFPOLRzAXzYMap8vuk5/OReqU18h0A6KUxszpX88eNorAYBBnbxH9axSEdAXkojhXi+GxXBXjuk08O/tq2VVWWbj/mh/nGczch5JABwAlED/ScwaXmje1ImBnm3uNn7swaSVeZGng8M9DPx8KUQZx3eNaO4E2gyjWAxRKZdYI7I/Pxw22nPc++G+7xAZNbOUqyoXyDDlYcsAQ03WOxptg3Pnld9N0E4QnGc5ae+nu+bb+jTA6/klTUAy/4VZ7wYw3/NKg9B3VlUT1KyhkhkW5DsLIoFXtcbmu9kpYFw3qzbz4YjW/MVGGkXNvGTGQ775EB5HeWU0/vwylrxnx+nxjTc24o31dL4vUh0zV/ddBTRlvOv76feFKExs7eDKtBbClSblbX6x/YnsdL2apI6qsKbkQqUp0h44JARbJA6D3B72PB7AymKziTys0k/wZqCXK2OYlJGsLXaJnvvPdV1/862ri2g//8prRhm711ZOeMdWRdbkGTR8QJCk6widR9nt7lbxb+GxwPPJDc9ZIX84xjUqJt9zWRRMq1Ybhnt7hkuOp6Lx7LLmIqSSIOsLy4y/CvVFsZvL6Z06Acc2fGuVsJ/ag6QIXpONoWf/aQJ1jC398riSJ7/fsCYD3Kki7IShxkfW1XBxbTTAJYDngnmbM4hFUGgKYBPJTYAsgaYtppRBbyFNNEWYzoV8XQ5v2R+zWlNFVlQBpsALLP7lEFzzPf97aIwiJ0zkLrA8ufhdK02z82xDi8pxnf7hCeOm5MHm65jJ1m3WzRYmQ8cXUgzJuvzGB6em8L+zuRfXn0kPx1r7lfZxKl2CG1e3AtkoYzkZ0RGjIgarURua6Sy9FxauZKl9/9p4MqmWBM5+OrV1DTqTuWr2jLsM8rEGFe9SoKgDYdx1DVaUGqxkuPIgqKOXs60EmXK98Mzit3YXS0smyMMrsfNXzAAAFiJQkEdNlpAn8aMOpLp3Rr4MVi8vnA3L6Y0uOQBE30/Vr8vjaGOf5q3RpYdwq0tTgQ6i6WMnZ/uX7Hquzz7umNVKx3KAGwTyaHtdoS2FGZSapJYNVe1OQ/eH3V/YYl/6Z74jRefemGTXb7luokZJ2YtEqTxLn9qDsqbnpJcHDkASCSJcqXVnxk1AQ4CJ3YdS6eLCOIUp4UCWKZnMjTVNtHRuNI1B0mFhXkTLl3Z6iTXOSvJmlnaiKAzFzZUFnhhQLL4gY+CgnO9AE7ZqV6zvuOSxh+xtrMoMNok7OWemf14IWt6rs0QX0+drI323HhtNQzJKC+vmi90bc9+jn9w96ngy6hZX7BPRdN1O+0k7BCt4Jh+mav7RdPJTJbQaPw1sQJtzXlHwktaBJnQtWUuJlb7y4iHG5gRF4WAspOmhfacW+pmjyhVuxhhLz2YoTMSn+O48fWnfv5kHan/O3QO4XCrjuznGcjPVZI0cnkudGEtRTMIxzYKBbtxH02IvRe/fuIvD6UaNnl6KoSF/S3h66q4MBQzP/Jvl+Bx38fqd9mr9SnrM3xrPTbF8k5zrU8tko895VZiZmmXr7SfemLvniY37OHRa+MPIw3yS/lgOSGp+bGhy82Js8jzogGKN3jslZxrqsT9zGxQjuxdbofOUgYUZoSHICWJS1NJgo3xbAFIK5nbRgmW9KgBwDdZJPKw39GQa+r7Y5tPGTV6Y9lxpCuIMBcuSAdhP+5X7aSvO5Mre8FXTlvOVJI6+vDuM65vT6Q+3S6ltYm6tOYwIgfxy+v7aGUs+PrW8MPd18oLKutev3oSeVpREw1r3WzlQ+hHqpz1QG4+Tr+5007FEakSvcd78wd0MvLzL8iuhHkrLxM9H4LgjNgEUwKLlhMMoodokvQDmHdAcsyvKcSylGuod05S1XD2g1Xtf1mwbHYwZJCUFkgaAd82eLmRF+6Iu8c3seNbpRDL3xiC8lKsZfxpjSpS6mg130xeOVro+uHO7eYlMhZ4ub1wh68F/m5eK6YxXtu3kWVrZSpNGOx4opVcCKgWBKfy2VgUdK5JGQttWpH0mjCWhZ2Bve3M5KS6FhRcblpgABetyb1jjDdy/0b+8aGvWobvM4nsa5q+jaXMuvepOU+HLt+lbzVaTbAo3VedXB9rSXsAFQHIYcM3JRJZcNhri7KAmxjvl4RHqk60wBXu2lIgtV21AiwEZRT5uwIOk34netq+0ezHfz4+8OjRFwXFyOY0F+fiOe0nkwlm1j3jfBfTqnXHetuH8pUCc7RGhEey7qVx9Iq9Qjkqgyfwe33miZZ1KtD5EnarYGwOnj02WxoNE56apsbZF7dVSSZ8pMbks/bWvXJrRk5uyPapTtSfC5koqS0Mb8+31srtwg1MSh6u12qm53rlQfm5MvKXXn3diVmmSJ6qhW+2JErC443ennq8tIZRi/XK53+DX4Rr+xXRpxfBqFmr+HI3bxy8Vrr8jyeHsSIWqJ5f5zDs9HGR5RbphthbjjWvT31xUQ8r6fGyxK4+3cr30A9vojuMzJjPuVE/+sPfG0x+87DSPmpeWTJf2Z2LC/RWrcO+E0RwBERRtRjYXK7f3HCCe2Dj2KZAWlK5F5XbzXMe8N6ARWnvBOSpsTymiQFcWsjaffi+Z/mf/lf2rAM+pcPXVm39gW12RVU0AfHPZt3/Ep1ZlhBv+cNALmTcdOc5VpHYnTN4VlwLPAJanxUdFbVLeww0viFHVjauJPldVdMDKeS765Osz8J6qMQ7e2qdPK/8T0e35h0ny8+uRyIo9cDemoxodkVkO+omgybCWbT7dL7J9YcmuC7+yTXwul29Ui49yzaVzp558aURPXDVRL80loTC9inc2p5k3bA9JX/uwgDCjpFBcMrwNFZbyRsDp+VdvmSEIlxF2p12jqYlFwWmyHlCXj3O7W0af5Df4aZwV6Xt2UWYydBnxe7CSSw3gx1x3H46H8751putnyaedXVTuLcbfoCSSjYnPkbI3cpFrzpfiCjjgOKSt+h7WXmFfub69j/jzWfYyjyLuqswgh2tjpUZDEKdvIe3B0A8tzDgxH8ktfenfoHG6F6BYKNADdUi1E9IPLu5n34jH4+ivXceEpVJIE2OtkxP26zwTlriaXRKD96NSd8AIWqmLLEhZLN72QfEkz1xKcqnXdS1yU73TjS0GObuxpLrt1bTtrEPbgfmkB0qvZuOtRVlMKmuPVE6YnyyHsuHi+6cRLHVa1nPTuyJdG42s2TeK7TiejXXMlNcyWF/jU9QzKrZFfaC8xeuIKarcxWk5WXrHBCmK2Z/BnZxX3a9CW+7ORQrD+hLorCaFMnbN7A3HoT+D/m11Jn8sn5W+u7MTN2FjEIxFFUd9980Elu9t1RINmIjjl06tLpbTPFWYp1vlD5086UKff3zFaxX7fmDPfK7LiDl+gn1+4KQkq/CgaL9ATX14QlKBeU/Eofq7++kQR7H+1lPqW/hMrnvDLTnUC/C5Snihzn244Hb9l798uI3S+YXdf4u+S+3cuM2YL1MnHYNFAhdr4KyxadYCqrGKZ6uxaaZSMctRwpCpvTWlx5RtRWufuUV/XYRMSIcTaJEVXsXTMI4AHFT5f/jP/5f/y6+Bl54AQPCFrspayOJzzC5uan5DYZm2VzPvU1c18oJcUjT1yzjlsSzvagzPLZ14Zwc3sKzMvv/eW94sVAO0GTkIS1UNDkKx64AvGaczGqVwyRAivmVPuSS5bLv3BdZPvXNz5Rmymlbc6JOfhiEpmDIIkUS0OuZren8gnYUrnlUcDJca32gRdtQRGrF45N/qGd3c9pXoxvbMir4es2pl1pPiiakvgLVTKWx29TZtRLEsCI0AAPIqaPqs/PbaqJ5x5q+LQ4RkhfQLcyg9VAPnRYAogS7Ty8962xKdHhcqycSJzaLTuhzYPLBl6DWXmM9xbgNPMDkBuLaD84gi1SWJ0YBB2w7ZsDQyWW74FN7f6ccvB11wfifCmQyUlfJwrNj9jen1f7s1IODTi7yAB5HGNB+6uxFu1OaZG6X5VRfx1/LveB+PmTxC90E0eEnsAO3oO6Us3jYLQWxfxjmkb5SkS5idtP3MK0MZwhvrH9jDaz1JvxuQPqnLA59PN9y+VOykt3S/PCz5YL9vgWSb8VY1sKGXZ+Fm7DJx+tUY5PVxYGV3ZYBzuLpbgWPC+bpI8rlS1k5jdLr6WdccnlrcqcCJ4pmhY5D0KA00Gmxl5nAgEjiMCnK7mU5dmG9NiOR2Z9zq7HBUF6ESR9SM9p1vv5WiVoMRV9uq8LVXDfX11EoTxxHyTOCrFcvVDmjZrzZ8exQTQ+3StkzKYLNypMNwpxyNmUT/VLKbJ9fwhqv6L4r26u7aOf7Ur3Wb0ah1ryPcYW3GgMgbUlZpka1sLJpZm+rUXV2Qr5iXU2IvUJQFQ0qnnjg+COE7nBsb988ttQUtt91TfO4+wDQsG9+TiuOTU0qzjfpDPb4J2S/me0zOg/t2fRn/lQMPk/XR62E6dhq1DtjrW1RUsuUBUUqiwIiueqTC105USHqZVttHB0YNAdMA4CWe5wB8/8f/bAc//u97qCfpK+CMAQB+fUdssgMd9tmF17wrkJR0FZHnfq7+mDaihIYmZr0Ee7oagluTg6oh7KckdXkp6TnfGyUwQlU8PB9rcOspN5g/FfBuAoc7BYy788C6dt2Lru0w2FFQ2HIkbyLCLY04wf29CaKqOKGktMmltjr3unROLW/Ag1abV8mXgrxbwb7i+7i4t7L9pFe1TI0op9oJF3TjX9Gz87Yc79ZEXWZVW6jkOYXz7a5ETY8awtnCGXCM8z0dftEWV+b5JFNk7U95ywOA+7AXB44PuM8A9TUk78k/djCduidisuYPRcecPzvhm4ZBaotFbnfD5K2tWXsalHHetb3nb5InPcDYMC3mALhB8sg3Gx+Vtf+sprKgZQlqliZ4gePpm3JoBnQSbq0I+/RLqJSUZ5uNKpEa0muzbe655MIs5XmmS6+As8ScMpiaxumdfpHimjdGUzyTGpd/lcaKxx2epbsxz7slKEtVXRZp0duL6zfiwM7P4sSMeYMfD9rFtIQuGiEOna6uZaEJjoYOddKAqm+j4ebAbgjoIMdrA07Me9+00a5TOUEe/F/e8XkS8eZ40geu3U+XaVG6zo4XkNi4MxgpooV5KXAgpbiMG67R51eqZkv26TM3Vzbr0JAd/LcZMvnmu6m4a5r53CUlaWgd8aWhxjUq3yx23mZWPtSbzVouvhI4djiVdL6vbfK5vqu+Ca2qTNtwbC/5eBTlfLkJaf6ndr3jfJs/P0yrB/B2oaWgvwBbnE+ySH/jqgRgnPfKuUG6qbO8Any2cPP5W9XQlENwNZ6N1PKdZg+lVPhO2/JtMhhv5bJv9GWg/d21H//AYCuq57MTletApPql7El+2c3r+jT4A27Ok+Yixt3KbN0vF16ahPzI1XZSHoFyh2ptkBNbqlCz1anGBrtMR2PvXSzFFdVUiI72SUmVwmZ9hk0B0PdAA8EeKq2pvCtzCMdX4F3/xjelv/L7K7EZ5t18osaPFXPbsy5FhtrXYIBGxYvDSrqI4jxZX+mGSiH3o70xmhORgUZ3h7yIsnIAQ7xcZ5nHoufij9ZWWyvewjaqnzLVOWPFcRzoUUb532NT88870TwWF3zFb7RPIkJq5cBda99KKZqNHxwPGrGaCFPM0dnYwropmZmPOTc3p2zgHxPTz7pUq+XlT9JTa73zZGVUHXE/zbEiT+9ux+Epd+nE0LtaHMXRF5vqLPjlXdP0FZrKJ3HoLBPUAy5QJrV1xwEALrJMyIW3JBfX6VK4y2d4SPHF6dX16vGviAU5jFb07SUhRkUzbkmKuO2lrolOBsDpea5LVAJAHcsXmQxi1XSuVvSkLxVHuphm98RWHN+X7KV1fFzo9X0YvQZv5+KX3jEsuD81OeBDZimPRfid/uQ44ufMnGXv3b4Jxm3d28ZjuMvHjZdnLx3CasA38CG4ZikVnKGWscB4UZRkKaOy03RZJU3KXGYl7m2hcIwim5jkkzkF29wRy7nADsk7/dCRyDVvMqTDC/AMf24aqBn7JubJ1XJ4+nhe6OXIi/1T8oursXhusDqMBW8OliuDhyrnBSgYPDo87HpemzuKOjEEOrbjbWBpS1NUQfK8p5rI7t16fzDvXPFz0jVxv7gT2Xafo8lkMvwkWJZQGX4odbSpXpHlwFnfioNe0lyCcstFlWCiY8xAoDSLMVO9sWqLF7FxQFFmE8EKpJfH9j0nXFzfQWW3WBdRUb0L2m0sKAqLTtxXmR+/kaG6nFiypPyF7yPufOVwJeX8Jp4m91Wci2ZgacrXgQ9U8f+svtk60YtNHKjtnNlEysvv6v0FB/fITBXR9zh7cz0MT3gzu0FdYf1Fqfj4MaM/Eq+wAsgBCyxZN/SF830KOY9ry8JVgDo3pAZ3rKG6h9hvKGgMVFGvBYBpK4e6qB5r3A/5rxjfpq8HALz/W1UBRg7fT4QKCqEk9MuASyXcYFNKKXD5AojzVzQH0kRPv4wlmB0rQaIygPikhxMD6pYHCfYYHopzNZlPuPZYgVtUJ/rUHi5WoFsGBQGnCvVT2MPaNNvXg7k6Hpy1GkncDKZN473RFISHC2q6slEHZ0kimSU6YBI5j2tZME96ITpaU0nObL5bKeZyBv+3f6RMrYk+Gjaqi+TNrSre2q7GTGtA9ROaCDEAgh7DVsmY93rqFEfiVMPK8cTcYSLUBQCMIcHCzmqH7i/Rn6r2Wxfetmovzn0aDgklT7dXxyfp7Wur88YDxrYAsNenb7Oddv8M8xbwxuWU6xmt9WszZjOvNxxveAUxT/VKmiX7ibYhGMOKUvk7Fz2DZOCm/V7z+aSGim1yx6LhL/K0gbcLbWS4Pyrrqyy79VoEdup8LFp668WPfAmAmBlYzKSx0SZr7ne8yJBJoU4nupqFm/6hbqK8iY9oymqnUQ5YliDq9L5V3c+dJ3tjQ48aL4yVXa5OkEgGLMFgKj3QeHUg1t6WtiNt7/IZSh31GPfGGz9Qt9FlALOZ/XM7XDUGPZ1kboYSZvl9Ug+gJQjjREbKkjPLPegvFzzZmIYDy0s+SlX5TJXC9+JL5XxnWoeH115qw8lsEv84KDLJeq99wdZtN0RITQ3uENx6r5PF+JwhMxiATPYHohNObYkpLqpXoj1RZwWbA6WHfkYufa9xllEe8Yo37toEZTv2DmlP5tmLs6IlWkOKRoM9BuNc5uTss5ppWLKqH9KgM8d+qim6p2jVJ/GWpCWv5J3aw90oqOPkZ5PLxKGoAxEKd04VZ/aNnLYoBRDI76TT8Di55fpXoMiGWlWbKh9B+Xa9YPnPw0exVBdhwABRfLR9XGoHXWWtMxKfA1ovBiyP3BgOCEXQgYyRgtdKXh1ArVw6z0dEVEZi09Qmzl6TNz8HzxlKnGDuKpqlUlwap2hSVyCtMgg4d37ov+fi165vsN4UJeUcYNyLeU/W+ZBwsEGtZHulL+BjXk/0OXolfD2q+GX74X4ypCKvSIYNAOlGXTXpePanp6i1hQOnqrpV1V3LroKpUb/wN/hTL76Z609F4S2HYiKgr22DlNEU+xquk89tT7XZtW8aMEqkQBfRzxs4qiQhpNmH0tXamdm2YPGmJrDXRhp4RZD5YTR4TNm1dDiurtXddmQTuSlWeESEhwAwQd9Y8fkXiBKrMtToELFivEZ9MK/P6wxmL42Ml5VS7tIqCOoBrFU5z7HfNB6DvqO2zasaaCIxZHsK8AZhiVGZgtdCA8YbAB9BMuGPKglie3bHkVQ6h9IecP1okryoQ6keMNNmB3DdeUK8pZ6Ti3r/qLpJrajXxY8YqOE0j4gGicx7+baz3rWftLfZgbv3RE13MRqnatqBk4ReEvTckUD6zAbYqoqbC93V+UABkWVWFYmLKJL8ykHNqCE74hUEXfJaiyjDqmU43eWhLz4MLCjHMT3V0t3N1LLM/iUDoTfEezNcaFP7/NsUdHHUizf+Pt5yqBiVGTnr86F4SXB1KcClFVpcl1meIQ/p2RH7X46F+wehlpbdaT6deh4YXm2DeSvwc6eJ5idkP215EebfSq7fY8PvW1kdrFsWjyK5DIBkItXf92cixMzjeVg9E0lYmLJYQYldo4t+z/a/4BTFP7YMwp+Bpbeu28ur8ThDBFEYBydeH9ncdEdUsvpU3P654bzFPMOhcbwsGhw4dIzLI9qNfJeKDpT5n7gemr6dp/kfuFx21G5gM6pjDwiUnU+pGF51kYSAW3GHVrNYDoA8GutB+OpZPEfwuwYAywV5VtOBEEUsVDu6VYPRH4PGIJgL20lJBAURSSahkAE8UIt+uJqLi6ZAP9SOKF+RT07trErHaGrYDiJc/qUfanl2J5Q5QDwAfFrr02l0mBu/SZBQ2JtejJhypbcxL3EG9zSUlJwxfn8UROHwB5c1/YuT7PVPSl/owf1MgeXHwTN1Fbzsd9Vs+hy3WpKav5zVW355MkWzjhKuMO6yT8fBtdRGlaWJK0vFLub1a6stRKarHTIvaoiwCDr5nRNKL/G2CwLbXZ3/z2Xdo9NlAP9w56vozdZ6Owpq14iIGvHoA3FGpKH2lQpnhi53UJkKuZItugP/huVAxgCAydJTzEPFp7B7qncOOJ1V1+4IdMthlzZfh9Ar1VmLxPFAacB0+ksGK3qavbiM+9KyGQcg8i3fNEtJS+QJ//rS8xwHxoO1PqNe7tgkbw2F4wCtmsNdD2gCAKddOd0hw/ooXh/iD+jFc46NJ8bQeDt8VEnSe/yI5wuh6RgaM8kSOaMXFq9cxMxacqws8oh0NzE94ZySwU1TKqog7mv2Rs9QRsawX+KYE7xU7XhDllLAsMYrheCLzg4YAmt6q0TWPA11bdzZktpdihJh7MGvM1dPy07XGmmykRIq1IVYqLyItLy/Xg/o+EaFqGX6O747oeesLhrcSPq42J4PY6Pog7871V1dlEVc3H4fnyNMmIUpFclTN1VfNAmah632ncsh1/L6CiEpKQGIMvlXzlozhYnWRE0PvJshSSzzasx7sAl773PJiGzSsqJ8Yyl4aQgszb0XT30NfqkRH51z1Jy6O9OTaS1voBWWEixt+JqaD+mVIXeOkweWVuj8wz8e7Y/N+48++soKVmR05YSKFv2cczeuUqSVzSIkp0C5KsOl8BAJtUowfRH+kWZ5gZq5GZJT4KHLoLXf+Tt8PgFxquHaqmA6yNMAq/TsM0AAAO6Ih9xYRD9/wIrtGw6wI/E1QEzmeaUWa2L2QFbhmTYYAECEAFWqraXrqfQ7j4nqFfl39ckAOaILph29vmbCcRDCW7vmEjblxx6wjp+f2uVSa+JWQbf+Pruv6HwQq4Qjw8y/cCG+8XX/K3nCVOHIm+yUe600ZiUWHNfScItFxkkhOF+2J0wssdCG1XwmI5XLuG3XYU8qEF/nEPpZq8mvGb98C/NA3cU5N107TTOA8QTsqWs5MVGaPVDo8SyvbdtivEMfXlNSf7i9lUThdz0w8aWkZPfajR1tdaxZX8bxyqMiLw6lMq0/Zeur+tQMsowipsheTjR/6ePtLDBSCX2Es5dG5hCqIRDUulqMdvyAWwOlH4qq6TwjkBdt/TbrLVktinChxVXx4E0H6/qkGvzP5VTbI2WnWJAfYA+MU0441ZbifiW0ioQfzxhS/tpzLgJHkyuiz9ODrO03fnHyUKbMjwrsJSmqTYkHYq+8eaLBIilmP0Wb28di0patafrVAFZF1irvjM+pbIdp3BSF51baUgUZ2YAy5hO4YYXmxZUr8jmSZSvNbEo5oe142qYixawWJCxbxUiWIEGc03c2HPWWaTZtB+S9YdVcmTgCH53iS8dJc/MrHCwQ/JLS6FlX3loxuTq2l0Y03mqXcmxsE76fyd05dleAnxj1tsZ9M2CsT02+VDMSj33udNsLCKVPtSBn9R/Ty0BLUc7MJBdsBIBYXwfmbGJZvnhK62Kcq9uzyK8CmkitFdbO2pbSyPzl+HDBw51Ejx3Tk15k0zx9N8SWYUDfGNvI5rIXDOnMZJw5sr0u3K2q4/TLzJDdREM1fUJ8AY2ouP2AvT/V809lI/ROAHpTHU9esNCfN+orxK81AybS1z9Pr6TfRvk4gNT9NhRybBU+nwGKN9GTE6uLSfqjyCtBqQkdraOoMWDfxFfDNwup33CwJOayJ+4Tlg4iA7NbdWCDTTk5G5EK1EWBuEkqj0oPBA1h4Ta8quL3SyWjqPX5q/HcH33uxGxd0ixDk/bn7dl4IzdmSH5XWUBt6rDBgOnlef4rs9fF6Lvw/EACKeNemYZ194NK+CQf4ebKFfKX08ild6oDsj2aGQsJSpKcV0pBEmzbPug6rPuhkPFi5JkDagQRqQOmdtQAUKC3nsm7iiCdL7I1gwMqmaBAKAIpP72ZFIuNZAjp8E2yjzu3uoDVyjdxjzVLYsNW9ydTI48PJ5XWp7KD/UvE0wEAJhJv4M6wTN+q4Fvj61lCI+F6UTNErrSmV7EExMmCoHBUdbPOPqdRiW7TMc2CAiF1qC/xSV1J2kKi51u49A4Ha2VckAb10cKpZ+Fl/QyIpF46MLXzL9gWIvtlbWs00XvoJA0EYJRsLPly8dVCamlLcqHhQfR6u9vJ7Nrdz6V4B1Tt7en4Xj2KmlN/mWDhAGSSf8efH9XbcfQScTqoZoLw+ioqWO33kZqi8Lb6PdVbhjEj9dwspShVdKOsgqz178jLtV5qWCbVvJ8njjFWMgrV2rGpMVIhoEFrNBeJE0g9iIsGKll6exeCCzkJxkSeyVV+Hfrpw7nMokH+g+kc/C7sluHSKk5HUTMcovPj8PxGNoKZcii1AnKG7UqmlryO5mINHR8vLYF1P40+8RZ7bc0QxOfcWrOUxxTjTfwg/dKOt62qcZrsR1gQJQYiW+MWgVZxQk6aBq3Ci1tk3i38lHNocUvL8Xo2VZNPoAlm+4PqcYhnaTSRj49aIXWGY8XrOTPIWQHHY8KLM62mr9feBUEkZ/wgtMTypa3c5/GGfRPoXEnHV2CAJoLRiAcSikovb2TwMxIclb+KUkF7uTfwC5Hu03RmWb4ZwPxL1C82ffcs1PwbrHZJxVvDbdDukdZReyGWO3tUk2wAsCXYvtBIA2C0IJjnVthwROUy1kmsVKnMAMa8CreLXFPctuXUwTCLceTPU8kfzSQ4vRq/89MfAwB4gWFp6Dz2bd3LHQjc6nx+ByLNwUZlTn5YIT5nK6XDlkQ6Udp1ZU5EJSyuYIJp31RcaOgoj+jgkVCvEkm++F3TSTbXRTOt0ETTVIHBGZZp8ZDv6GsVtVP9OeHNb/wTxlBeb9ul8DqpBvFW2IsENMlwh0rBSAAXOLJeyQClWWGd9aDQWRW5Jq8oY9ospoYMIrHU5QE1pbkv0amq8GSIDLPiBdMaDyMG2OXnTuzBdMZjURvPAHMLLub0If9Dp9jI7X7+eM+hDefdelLOXPEEBWjHS8exBmp1zhQsRdY7yw6lurafdHBGSTXds4193xTyzYTTKm7WeVbpImmbC3Cd1p27jBgVwUDBNyNsn3rX589cMO0F3v6aX8+S2FocmnpA7Jof/VdxohcuOqVMjrk7OZHMIb+ZV8lF1Ttqo1FGU77jVjbpcxNpRz5UEB143MOvnIkx1+tM5l7uO5IhOskmt6u4rQIPoJnA20jL9jIHFsZMKXmHh8mwWcHSOkmrMZ158TfkR6p+sBXOWIJuywS/dCATU1kYvxy50wiNeTAL1fx1cuNK5JSXpszr4TlbuItDUesLi+acmIIGr+cBfyG545vpeuqqrmGo5PEkrA1xvJ4rw58hfc2Nugm36Lr7in4xEVJNeTrO73aRCb9dOF/yoa0Rt1ADgMhwj6wZd7zE0h84nXZqB3tq9vVkvejjQux7PygjISwOOtfBMSfycEnFOm512DDksXV+msEqD7emSJZ+ikty/dh/B7leuz+f2V3PEWsSSn3N8tnStorDAaASOMSS40W1hb+0JAJ4dzy+6gKd9AouJwN3NE1WtNO66N6t7fx3Es/E5TXutLqT7/u6RODqdqLxBvnV84VgAFAIJInnVi8NOGgRHJHT2JGC3J6IwUjnxQj1slSl1j5C6L2ZkO0IAZQBOpach27tB91r0f3BZ84qAABNouU5YkCxW+fQQbXhp/nZCoxyAJNC5PjXc+sLu18kR4W9hUQVbB+SID63l26+mSgPqFT5RncGLVTGFkkXc7qScHESJrdYKOcT3cAg1E1dlDiRj7XsuPbqRBaXN5pNzxRMa1x6jiPAhl2b+wcCD/X1vlZYVo63NzO1S/ZPiGMRN/8WFsnZhtZjZdhibTmeQsrhbfqZ1hLsj0KSV3WqTzTugMyOzpd15AKex2OpwOrLDc99G5Sv4iqlXW0EZbZRr+ukV9bR8Qxgy0bMGTqbrk+RtGnWDjakF2HXLhRKp+83iSsx6EvDZkT1tvuY8m9AJtlcFgmYGTVuKL5AwOSTJOqKS/bJt7jWRpqgxpC5d1PcTM+pK+kCP8oL9lg7alIrLJNyS8vtyutaSehDvsKcf+JHvGx0eZBrKUXywOvqc2J+uxEqnh45jH2TtU8c8NQIp7bdF7pQo7EOHBpg6YofVkvJvORoPd9lLqTVtBX53vxWrcGXhktVWRQD43RRrFyR0z/yWa7QWFJ3YuiKVV4wq21eB3Bmxlgzg5jl3Jl5HPdSeDKt8tJMY2O6/Oa1O8/IsRXNa8sjr4ox+8gZPotN29HUUJ6Guu7IqkLPqaxaNzIb+mLkxnNd+u+XOr2cRHNqogde0Wf1uZn1/Y1b/wYcR6QboaESkM/e+mKU/zQs51bAp2YLDYchU3eqAq0U+ecRSWmlgH4uH6Dbp+udchFLepQ57/b1Kk76tJFWHXNEN/PblskL004HU5QlmvmM5L8mCtl2h2k2mS3ZZacom4kUa03LnZKZceFm1Y2umdXT4usAgzfRUZvFhYc+9x7S3a3alNQl/OBPbRBPEqzrdByQsJo+JtHX/NBhhYgBQIFYkuZpri2oSWM8Uk9GQGumU6jPpVZNJEwBwwwZlF6kddND4GoDAG5gl9sQ6NT99ErAT56X6ASArqjK06Ft6EiwSgdW5KAAAuElrSs8zrcOei95bv95K02+U23bdMWeC9Gf9Ja5urZZ9Rc5UJRQgZxRZU3Jf6s/uYuA7/6Us1U7X4a+1IOkr9O8a8qxvRNG6XCae62jcD1RR0tPBqatpYth++mAtrGuc6kFcH3V1N4yVNr+We6xoEtBIPNRC40XDbuurY8dbLr03WqJ/pdNaQdJaqq3wxnlQO+NMGs5Lp/IgQLORUr43IqH2a2SVXwuOBg1FY+IG8z+bEvJCZzb3iODc+7ph7rmmCpDlQRnqw/U4xaMNo5gMXMnU+/U3uOZ6Tc1ON9EqEzLGRNARoXtcSLPq51GVP5Ol+Ka0wvVwUzIycZGbXnnNEOfcRwpKA4dn09zTQ5XynYbGk/fS5mziS6MX0o91xxkDwt5K9zM2KExRxWvwmE3Lqf4K9H51OCAEpeiwZRiFqNOyziDC8M8w3JX0A5wHeeaM/GwZcqpurs6fWen9S08SFP+awSowiMpUpmWAHMnz5KlIQPHbj4dqS02YylzwxSdL2+btktGLN2t4VA1ganJNHW+dKA5BrjxTXfmrH6+GBZsBmy/57JSFpab/0MuIeF2aUht7rmM6boytn1VQOmtlJ6fhaVZHyxt7NC0eOGEQBOH4ZjPBzE3Jo46fhQYrsfO0tQAhhAdsbsR2mEcpBRa0ioQfuQgbUSDqeySr6nxRVw5XwkQZ9mVZxV+Hnxfukzf2u82ZPrw7Cotqvg0hhC13Var/+yyvER8/Dz4rH+cLlaCMe4vz2kJL5ZHRQCUMXC9v/tsCAfBjy3riV+6Sx43X/jzctnYJ1H/lokMRVqxEi4XQO87ahpKOwCYjyD1VknKhUIX8cK0EpyIjoDA2Fb3vX0sJ+tmkGSY9ZOGcCYXm2LJQiJEojbYnHf0eWQJKGkGWYDI4YhoEL3qikkOZfxaXHzOmCqT+Kns81M2/yZsd0fTHet2Nhkxp76d02qP5d3MxpIwkDMxi2/9WWhb8ohqg+Xo/URTx1JqvrbQubLMj891CzQ+xdZnlT/1d7+pak+xZ1Jd7aIsiircb/PQUHfdYNxYWvaZx0+DfDMukV5Nte43BS25RkGhXavEk3G+bg2EoaD0jAY7iAybtZWwoG7i20bdDWlTpeTb+awmP+xbc0rur2SOnYPyDKAB8JDwzpC1uttNqbRISi5oT6oVkQnIZKJG4jK3J+4+/UEN/+UCqr3rmEzS+2CnRsACY8IJszzmj8YkYB9N5XwX6YI1jI2TLfzM7G4RLWgzas1rkDSFS3lWWfPJOaMBh63yasJS/r4Edb1syaD0pPIbUd2NDsHjjVUtNXumZCmvXMBMf4mpHPMC3DC1tvvNrH0CkgtjTgq7mlzrlWC62peXy3gl9IDcjXWodRvw+/UKOQ7XM224tBTGKOTAkBBW1dqiG5NBW8rlnNZ8gIlucn0r+ENzhQswN1Bm8x1bjWJ8gGHp63AXZYO8jFh4FchRLEDj5DBnveaNJNPSigOEcq/ZH1pFFFjWjFdu9zshLdrO0/pDaTPrXv/7XvEvzVDFCPDjl9xNmiSLeYgkciyib5bIPAtreZgIXyrI/Vo8Zyy5AV+G1J22lZMJX9drDmaDBIEji03zOxkYU75QH8592ShX9uGZJEEkpt1Kz1bSSPtatApANM24GUt//1fdEiayRa7PQY2EdS6fGh3aLzfwMt/RqaUGjQ5NeVV3+CY2zKGp4yPWnaoFw7X79bnpuY1RVq2ma/H8JblBwAVToY9Qn0SCf+vdTPPHNsPWIsCnYnkcFj2LMtypDjlyotR3kML63fEMtrepUmBbJPshHXRn6b5IHGY26/7g45UsUcPsCuWqPHJ3V/qjrs1mkFOitlCg2kujQdtaKqv1QvIQjK8FAMTXY/P8AoXg+7lQ1UwapG9CsbF1+0UO1gqOodNewFWcJ/T2ms9s82pjCWX6slA5Lsq9aX5+vpriNPW7wCXnSh2Ne7k+likZwmAiFA+smuBjWqVpFreIqC0BCzyIvjKlL5UhprVjmpfK9RH0MiGCvKpND3HPqzq3pjv7VLw2yOrG74VSUtFxKIVAEUdrKWYPUR0z8ej5jg8wJJk4KjYvuGJ2NPTeKo1JiOVDId3GF+9Crte23Bz3ce977ZDIwY046CqW+6jW+ODb9Y79HH/YqaEacecqA+5gceOGXjv4QcGIyeW6GvWxEk6P3s0j9GIoCpt43qvC2MjnqeZLZ7iqej6wqqySwjmOijW6DJp+lvgXfoo/V3+wbj1DA0lx/3HQnfDr39w0L7W4cbUyl5E/tBjTqQUPDfctH2erwuLii92E9es7a9jKd059jKU5oLXM9QOLRI2xZH41F0G79/ItXSgXlVfubidi4D0c+Xe3Jstd8QLs7AT4tScb4oilWV6NAq6NGRxj1ciHCT1HwG6QJ2hnSdBTAAG7mQtk8B1R3gvTN7asPe22++yvgf0wu0uf8dXJUXteldWfnBk9iuKJ8q3fSw7XfxFxhXrOUSIq0dejsisaAbDxcWhDdeFmQ+FfT9EQlMcl9/k8dMurLjc9x8gea5or/J3fnkklkBTMKH7EKZpZFRz7Ps8BUIdnhDic7Ubzurfnikmz3wMAQIWdMWh7oiV+WcQLqFfKvTZb1bPxdV1yL6hL9OgWw/h1G1jmKfzjOrDbl4vEZVRcTcz0wuiokjaVhKoeFPXmk+93g0pBhKZS4lQUz+wX9e1ictl79Ue1MSbb8Fboa0gfYffL+zartAbUYMm92MdxOfbXq/7wpgPPag3AUF9pYhFhtD8w7FDzyokn+oV1vtNWXOO2N/e0g/oR8Ngmlaa1phbo2cQz8+jMuPZej9f/aZs4Hz7MPcsYz1ux6YL5WqM71R63vaEwoVw5WWy0tZV780sbOCbPLsdL53qKWDzbenLUDLMz+VspfjZ/Tbet5MwGVpfmB9NxX47tdf16ec1RU9LlGKJWvMGJl30b9mmJNYfvC2bqhyFcvB61cJZF++tfqlVr0T1vXKW1XoM39g978z16/M7/8lQBGVlZDI3Za5Yfh4wCNJM7Eqi6pDzUth6jaru8Fw59z7w5D2Y+bPsuVCNqqSEE+65YTo/WkdvMxpHdGuDxUoRbhtduBOovTohJLv22poQOoC1/srSeW90s7L6z6/KMvM8viMvtZhrcfRYkrGAQl9jmalmWSj9CCTxPjbJU3gmXZ840ndcq0Tqp1/ue5zIIp4KZMWQFF8OGJ1rrzHAuz9l3cx8nnwXjCGbIJp5RvGIIywqqurVHg1NlXj8GOud8NWFDb/iWGwAYv5EVr/+tPrV4jstTLC0yeTOWHBQcEakrLqv5VtVRu8ifJnKbYrL4tYzyenc9EahtkCddNcELvMtfxsq+0ZKsZJtlql9Vu3v1Z6JfuzYkMyspBWXoa9H6DTLNO0OdePHT8/qKf6RpD0y7QWsLn85pFfZo8MxkN4mPRdPWPX6cvjVSWhQZYABXEiYoopLCWHMVfPwc3odCSdVa4esLPz+gvuU5DMBYca2XM2nbAEsB3QPEMhnmbq3kC2979jGn1k25XP8I8dFyWnEPeSaCW+dPbKkbwaGbCNGUFm3PqlpeMB+xLc97uSdpWP26X+1RRPN3T1BMygU7VXHq81mtw6tr5/Ub1an5SfOYkbseA2X4oKvKwWlGo45+kfu80Jfvp6pSogCgy+Cda6t2p7q5z7T8atoVqbcU8Zmt4en05iN+CYwZuupK6GYy9NDPePwOvRCPfO6963oiZPq0gNW32/01rWJtObM3+ZP9kDnzUAU0nORu0koAqsbJtE1m4Q+vBwBPbfHwZ3/wT/T4tHC1NFed6fD6lOtCXgN+vJM+mw64CAD4Uhr5it62ZZafkYGSFsqNIDfJKNPzPYt3b341fHFu3OHjCd/PEjsw8H6vLs1ds1p5PNCcWZRMwHPVWvdw+8px7w4NNFuWZaY7xkI6Tn14UBw3bYEDPHnVp3kzLF1NOIx9OoLWbYUFVruLKsj0uRm/M6XileNRPrK+7TWYCpQ0Z20YSpM4ZhXlcGIR5YGKQDdOZxLnUjA5VbV4A1N4KOd2ke/o5sBAbfOimeu8bCs/KhZ+QYkEHL6Rvzpho7HsHKn9Uoxcj1p6fnE2Tmh3ImWjAAEADtcLCe9QhlSfa9rFNIlRPlIx50yhqQxTRD3Flj3Jk3M8+iDkJlUi5QBy5FwIk1k1VAez0aV5PaVHmZo9LaGcGn0hr5zLwbGArugwf/CWExS0B/nIGxxc8fu8XzhfXvHGK22qx6pYarOmOxRsLEbrvC8yvHoqnb6aI3spj9krAZyvGxO1PInCtodQSXlVnl/54KG1b3Vx1PgHTjGKUrC16l7Bek8yesnzxGgHy/ENlZOifV+w29NLObSSu/rBAID/zMEM8FDqgHEPImW85FGYOgYY2z0TeAoAmy0EmTyR1vlGkccyrq9+YQmOQQ5fem/yiKnGS0InipgUbxRm/O7QGqBug/rE4QhqegvvA4e9tELL3Z7rgdkfZYXLnjvB6ajkbsw8qvCAjffe3Szb3OKDA5Fzj+rz2iJZ7TeaXF7m32Vkk2Cg+pvjOH8GT0W/krgm70zJGfhfLi67dxNwPuiecfBe/pbl2FLzFxfkpDdu9D7Id9r7tdKeP4rugCv7bX7sUa1M6maQLVQMhiy3tJPqk3GfzYd++e0+RE5pNXvdI6N0t7b3XnhiSaOBybG0fNd9kabLVIWk97kPIY/Nx4jZC3lj2yhvPrm1REHcrqZVChdIX5O/5//2n76k9U4mMW8YBi4pqAfV+YwWvef8dpC7xcZH3Sm/cs6Xum+7mDUlqSSlo7HCRyjiCL5at0NV2VCOjgbfNetT38tSG/L1UipXE9O0xO4504N9r7W42uGQ7/PjyLSyrBYDPPFXaoDBKHvDQ7GgE060RSFlBYFigBx914K3whAN3CqkPU+KolFX93xMx/5A8xNqit693u3yQeYX5kVz0HSVfq5GqWCO5ra3HneoScU58+Si6MvQL8dh8tOxcYeTAABU5UUOphHkTdIj57wdsIDQr/PLkPh7blK30aND7ZwhE1397ewjNIpNxyxMJbeM6e6npdrRaKZtR0Bbxgt8MEPcfpCv5dzCfsIZZNr2sHzDRvYgdocweGpLKVamBDsaOkW+nNgGPNaoOlL3DSj5XF/3x577lpPr7iqlziw6R9XKrwdJ2gNinE92mwI4CO2JLtTicnLbiz2raRujpflIvCVOSqQhhNWIC1rTHR6SCwYrJd5r+rHgR0412Q69mTZmp5Ez51gwY10hDb1nRaqhiVA411T2/7Q7cjABjj3SNB8MX9DrLeJPcV7JrqP8hjXW7AsGoBFPmfaNJ7HCCL0LaeI+atrpXGpbJWCDurIF6L8K45Ur4j4yF29tU8Zlptx6JUlNXOnerPMOPbL5MzGN17KJ1Js8P6tZOq7uHYuHcnkR3gpGNtdeO8RXicTNBSzjmaShvyj8G6qb4ZBeU1pUxEoVtYTeOajXVhutPG/lyZGzljBJ+2n5R0qFPi0q3IiVhu6ltDv/dbWKq+lMRF2eBlbjezASfXSOS16+TpX7ieJX2cTAqdSmjVs7c5j23dKtcn4U44vwnttjlvBE71v41nNiffvV1pVMb3/tYYbwJ0yyDHaLx2ZhP6ypNZOEmQVqvZW7pu9F/2b8enAS6cZ1OSf9eFJvobC4xa93jxetJ0JMXxuAbjRBHy7jNPddRzctLr+xNf10lkMhJsHNdOhOg22en+u0IHRVQja8Cc3qN/6tA58k0bwXs6ip6Clr2+Va76Px/U9PdAULKE1cBcicpjy/OMgUSMVXSKRGuyRVr5UCADxrIj68US/bGiBxBGYK27o3eHEkLv8p543rOvPWht6Wjqgxf9ePqSkuDNYkyjpUZrqoQnhRtTMRfamXSxWtua/TBTlUg3ztK18GYeC/1apS6I/qipqvs2BIro8nIs1aqBNkjkatvRrFH/Q/Vo5lG0O10ekzdVgfFptul4GeLZDdj8vd6DY8nbt2piahHjWaYhQgS46kXJwPulxKfHWOoBGwrAXBnQzz7Whgi+PEpCuJFprbzraj0myFxatsGq52WA51371F5LXUYagfIEpHpl7hQvcvRnWSMa9wr7ySVUKfOfTjqIrK0HJ2VVjEE16g7YypOQwLC3eTEzAl4A12n4kDMqTZzGaD0GT8mBfHDvQhos2LqMtSfeOIEFpxeS/8eUVAr6jF+aTIGTQK+I2YTwyueirTyuPOjRrYL3DAzWWIoPXe6TLrNGoTq94DfeUOun2uGQCAm70JfoCbhSv0L6wWxP3UYUmGVF9zb6zTpe1F9ab9KplL1GWaEbw1sqxjwxy21uY83FWWVlPUyVqGl74GP0Xy2ual6gwGrKUMlHWsgVkbBbN+AzNO0ffrTWiMPSncQAGvlPYLu1zI7ZbGEfR0Sgr1zHl5m5OjEhChlAxE6hz/ybydb3yQKxvlNa5CWTRhQm+5c9QyZ8l74uOlwxzMLjWHTG4o51mh+G/mOvtBYkNW1cdJNwklXFfCNfeCRGuoy4BkXDNZdin2PNX1utP+76sKiXDb749jQqauODfMFiVNK+l3/Wwo84mYw9CWJUn/os9krinqXg70V4krsjIUfjMSAWXcDPTD9nb3H786nS0bDsilpSMSM9D5rr+eBZqQ/rax3ZVj4I/7Olzn+7Ow+PUMxCiM7Tvt4WwkRG7lb0gis13Co/e0RJIS3nNG+SymifK24BftpcH9peerk+yQVzARiHr5MJ9YGKfALFUugJQqVIZJcoRa0s+riG8C5TVSiGmD1xy+P73OuEokVnvS+zzXGvvWiHCRdItMMFf1oSgc/N56Fjko9eFj6pTQj7rJyLvLCf7YKrQ9iWZE77s6lTZBDEHH20PseEhV+XwMWMet3veGZoagDSfN0ea2wviD7yJRI+mt4xMZzolKene48O8yzJ69fxPxTNut0cJT78VLYlN9hoA3N3TztQQ0rQXrKkDls2bQWOzY/dHBeXcaZRGHCy9+lW/xKLVHyrk6aguXSTtFMXXgCppLmxL4zkfxmn3uxlbgCeozrlSWVvECy0VrjoojLhdmAoLSjfBFpOqdqWQZwN2w4fGFr48knUyzW4zfWrXMnUgSw+kIRHjMQGALFFvZrueBwA2jMbzwNTLUvKCjN21TN9V1z+ief57+I1w9/nNldaU/zfVYMt0TEq3Q7OrV2tAcs/p0Ua75z0Zx1hAAvPlG7+w/UT1FE8VoO/cvzb4aqSy0N4qW6750eWo9lotmqIMc6GCk9flUGWaS2OuUu16Wv5t0oxZ+Nepy5KTrruqQBw2x4Y3XMylr89oa84KfBDt5OszcpBBvr2E7RJI5c6jusKaYkyXOtFtqYRzdZnWNm3VX+04BAHJTmKvPZybY9D++Xavwy/00gM/Mbl46bHl8WiRY8qcSqVNAQHsoqz5819HhY8nudX1Bz4ealPm2CJa7VagDMWusXSqbqAWg7BckkcKumbb+tXiXY6el0EA6WehBFB7kTeV0t1WdsOu6YWrZ913Mq5hol+BvgOI3gWYO/eebGbTUNG7GhfU8+JMSONIsJvPz/z2/+p/8N1+ZoRt4ScDZbIl2nViUo7bUbdYrwu8xcIL6LMSejFA3o9gPuEMd9TcBy8CSw2Xq8Gp6JqDvVgF121fb3cwFTHjRbV59+UsxpEgs266yLrjRQqG21N14t/Rlbvw6nfXg2i38RXWoyGirC60Dxjhr0/rSCzQCnHo3bx5aZ/10STmZ8oM8gY17Dc8PqL17RbDukiQzsr+lPzI2yLlpF1RcEq3oBvpdPLFykAUFU7ImmsXjG8fWAoP/ac8tNHff9s2c8dz0wVrm2OAdOcYOaLTsBm0ZQcC1WwA4B0lamV7gJVKXDGrhokeaxP3dv991TwCRKabWfux8SQkM4/WFcXpA2HSWxXdCeSHqO+doirxBAtpBuKwuIDAdLRsHe/50qsRmo8StVyclIBObSNoyKF/Fbz1Ylp0r6mHHTzIfxX2DAJhPurNQGlDDcTudqPlUjg9rjxVsmLwxyoZE0twzUVyBTgknOzhdKvskzS2rxQ6ZuFEfcvvJDI6ukB5rOt3o9CUTRL/qgWgYPMCRoTajr8stPyaGInw3G6IwX+/L92H7oK1XCifpNiQvb69cm5Xd2RFKeFb/mFSIYQU3AJTl8TLWg3onX+TLh6UY8InvGWdcZKOFolEAhmXCttf7U9O2uLizhKTAdqfYYpNcvHfcM0W2Z5wHiN9M0ONFrOVJr0qWLvmr5qINV2YXHzxNcxJpqun5ELuuYs10Vz1v51pRnJEEMV/MrR4iSWhgs20c7lW762y+i/xVONGHQOyz1dw4pCf1pv5kqbipRpqXXBcBBgBwr/oDXNzE1a/4cyp7ICV6tt9VsGKSGcg/u+GUdPmQzaUTBoATA/7AiDFg5ng2fjr+h45VTbKo0oAnR9k6tWN3MOhA+D2xccqppSDlg3yIsG8tB/kpVI9f7F/4HCteT4YvG0mWz1xrwq1mOun2+P/+4z++Ms0RHOvRqUq1+ayMuwt710UliF6A1CrnrorYNBCvAlOzz38hrYXYsVXV0p2SM4p+8nvBfpJkt/cENZf92Of9/nK8fWMNx0NN+L4d6y4n94uKSvcGfxh8Xopr9y0YSuOWlhrr3viTwJJgdyrmq+JC5G/mjLhGbsBynFiHK/sM+nh5E5DP420Qd64O+7qXGsMzR5HL+uIdfpgMjWasjc/qbJR5MI6xsQr+gbLS6+4NT4vSZkQyvvd1I//It966seERQbIEwpfAOgaOmxaLwxd7gV7coA3naMlRFBxnznPqXyKcZLJV4TSRFfS4IhP2dEW2s6agJhOTUjDGRlSTUW0vbadqd/zWvOYPpYK6E7kxTqV6bZi/L9V3CxLNueSRUxTuhSt4i1DPkrIXjXZmz/NCDvDUvZwglEdsQH9jZ+c3YjezBUMReuU4QhTIoz+0V+AwoAouWNbN7/jPzcgcl697vcmLySi7yt0E5aVu8a9PE6tPDcMnn7Vl7obkiNkDExrfoicw4zt6NXG0ON9oia53djZqiBOuXuKWzaDrOUg+A343KRfqAdm3LJ9ZUl2frM0tf+kaV/4x9TR9I2k22TMel6/KgN+muhzIAvC8gvHxT/HE9Kzm+YFN3owRMyxI8xOnP2W4SdByUwgqIXnLi6UrN8a63xG3J8vJ8UEOQ0tKyxZk+jdLkHxwHvba9eQTHMgOqZnQVMzG0eGDgs3enrvNKH3SbbStSWAWkavoLFsWd9qMCJBnFJBKmU6dIR8U3+xSNA9I0iSqMBVB/qWUNbE392kNbtAg9YHVX2vnw99sYkk5tW0mM87/ubfmgZxL15Oiu/Cr6sfZqHo5BW7wUeStShWbtNdZlyvoUfGH2/5bebJDR4wWdR0Pn4HaziHULmpyfciZUSd8WyyWzp2ARQqcaKiGpFZbMsh1e9yun0EKQfwumsm7++fXxZp8qtztFrqvo6KUZVUKShzlIqlFcRSvL0PDfyepwdRTUPtaKT2yNuBCPXbaui4A4ECnhfXBPr4gb+bXX4beHHvN7OKBUxbtzIFNP7RwI1czectwYwxJari2Lo2j7+3iDrqj6skEauV+CMHQ9dwbo5vWaW8YA2aOcSxb1dpMZlgXRZMMNa7qIG+Hb24U7fcXY8X6/O4y2GCzVcvxVvmccbRGXC6KXvHIhWtP47cgv18li1shjo/dH1yr9u7F1ltmZlbYsv7DDTmfroODYUEY5W8nj+vrlJfnBE1wv3m8LKsoJFdSSLQfKxPFfu23k07b7VWrJvUlUgxK0Eb6IZ3xYo+5tpgumm0NlmZPAoHkxdTw7GTSTQZwz/+Ym7NjtWh6PcP+su+IMAOZQ7067r21OJqOij7ZC1h6t/ii8i+8ullLbDDzzWcMbHG0KAxu+t9RpebUWn8NZ4OTX8YREVedHUkp0+DNjfBE+F1HBLC+a0++WrEcnuzX8KbM6bhrDcVzTif1quSL6lY+zKc8f54cAR/OYVfn13+Hx2TWKlTQ0aHjlC2/pBctuJlKUnV6JSIVUT6y8VwpnfLOcVRu3/Z9r6/F5FbzBdA2ogCFFvaPiHHEDHrRooKewknxzA+kq5ISD1nFrgKjPEjSqwM1cIar2eVFFhNR6pmZj+dew0ExAsBN71RbBfsq7pbeb0aqFG3bBzWW4wyNV4WU9lhrynEUx5KLst68QE1P5zGJMgrf1tPvTvtNgMoV8v/t58s0VJKslSx76DO98EiOqfRuzgQvJLJNCwtyBnbNy/OvPh1mb0h0LMqwffF79XZjweinyS8+Zpen3jQUcINoxYmB+aJLfUTFET7p+yUrn/zFZv5U1ycrJ2CPk8GdObUfZk1Yu4KDAHMtQu1GWN1Qbg5ebN/w+n11kmtm74lOeqYVdyUAEeXY1fGbNnlVTC9YiLaGvjTkwikvhFOHc9KCQb8Se262Vo9uOahTi6Ploaz6vKOVwE5dVgksaZRWYz3gMCfShLfOkvJ4QYamptvEv3Oew5bMD9n3fOmz4kwnxosr9zUzApIQWdvymvRcG+OL6ttjMdP5UyuUtkC8q7D8wjWIs58ycZAQb8Xi9N7RHfVyTDv9REVOkjX+lGu0hJw7+SkLIyWsziKVJaFGZi/KN+ruZATjUKdAHLipCt9KrKm6/urKl+WGL81YehbJoIhZPGRPb+1RJJP4FjaeqbbBKc8u87gfA+1mwfAv+9DDl8/vnMYdXfFkOu598W1DnZkbDFlw0q+neBgdLPNBt6UwqMYYSLk1liQ55pPTeVj0poYOcDlmFjU6/gwDDVJwLsZCn9gSrSZhARqzffW+t/c7POMFc9yd7f4426NQ2pt1Cq5pb6dOaNTPlnhJBWYruOat0Iruyufz+O3G14yiRBTe6uUlE3s0ZGboZsg+yr0k2Tu7SzflAQLQhWtHGVSxe+r9Vu/nflcUu+soqpxv1zb4gY9tWlWw3XtCtodqOa60i+7fbRRUVv02xWNfpSpgHYWtyDZTxOoS3k1Ro+JRFUU2UgGAtj+3TGpkbjTnNmj6OvP0+FAVNpHoxs9Ky0YNbuNesqXLpeQVeLldcbne7Wpi8PARt+C7bASSKG2cesBRVjXDcgCsd1HBvDG9NKCfAHpKj3b70fl26+W2Qs2mZro6ZMtCT61d4ySEaSis4s63xvh8/CNHguR0aTnepKii4MyJS7ILb6auZkiAlDIytM8tGi+bB+XddCfz4wb+xMIEj8T1xNJ1Je7wxMidqXrUfLDE5mkqKdMZipjgKnEpguN87Wd2yJjOAonJJKzGWEngxk5mUJF5kEkNHZzCeq+mfXOnqkYgUu4By1XaGrxXgyXsliZcKb8e7CJDynlN/tZE0KWDdyOqjPBdemXNEZvWo2S8tcdoUis76Sb5zMLm3BUXoMkWxyQ+GXe5txxQEfopWc0ul0sxXw6vEQe5VmjLtG2Cb9y+guggvDNVM7O+OCbHteK32uu1dMwLcgSoJiTgC9qBkXO0SU6PdcZfwbOprOeHrCChckRdRrxvPVqIVrjSLbbLJPaiqoRyXpHK78wxT6fJC1ycgNI2WF9GKwFgni7ATMXbOrhHZvJRmKXzCXUEtPuZ/0fcsBOzrTHdYUGdgiX3PJ7NpA9GE+3kdDUPxic+louG9f7qUMvlvLmf0c7NsgkROd45+oOulDMzjXJqd37jUnaczODxdQTSaYZUHRdjdciV60XWWi0wjozJwWMsNHYXi/JAEByZ5/bTCWt5WqWjHi70bcTdLs77sozUVZCUPE78vm5TRdDA+NWdqa8HF0rybfnaaGHxJN/6pTmBoZ30mtR2BuiR5bb7bd4iUQV0z251OpUGtHAOB+qjfhCZq4wL7QggBgC0nrgMwKWxFnGmhtnwtgWRP+mEF+uba1Us2gzBuo/NfqegMCCVZI6h5ysjwmQEP1akamQl799e0f7viLK9IH1s2uqQqjrTeCb00YgGACgvCEF3/oFMll1Ou2S4MZ5SxTLtqaKnSS8kh1ay/TbqJrPWwD8EdxXLFEFFi9au21blsDg4+hdmng+yQsa54czByWJHcMVz92xn8Jps7LUHvuj99+UX1sPp2B9OM4TneURMynH98Wj+7Numjt+dDo/gDz+sZbArilPPAzG9CpvvRU3cF6PyYaGQ+HEHvwHRVWKz35upK5ZMeNB+Yefffm06fnS78f0s0HC27YC/6L/sxoBB/yzGPVBv8FGcSPBhhbXnH/fuXzfU6wbj6dSMwamgVBv6HnvJwK67iGl83wpGW1LDm95yhTgDFTaHTJRd7UJJh7QNwgA2NKTfXvoP/8kr8ou/DixFmkhZvPI0Qb9y1f6IArixD49jC0GZwTcglY38skPD+4maX880OQiGUbFyGS7SBtsIeIMs2Gbu2sDsVWUl4UrytOfLfM/LZL3IclBWhSYcm7emES/N3XOueK+VNUwzohkgrfRklJ4VOxbv1CzCrl1zKk/4SdmK2kavd7rDu1KPORVAGGmSBTHQ1yZXDBEViQVqXSFJATRgD5V0K+6JxJraKJljDn0b+Lh2L7pTn7e/gp6V15CZCkAmj8HBa2tv4aAuoplRvs2d/u7oH7TbDA73J5jnetmN92gk9Hxj8TZYtvstcb2fyox/jLM3VGeoW6RPFbYA1NMmU4frZalNwJs1iJLyDDQ5MyByEiDRGus9fqM+l2u25g9n+4Tf6dlMihKPcZaYNynve4Y6dHKcqE8D0rgbs8upMRUTerWyeX6v6GLd84Wq4vd2KXKnrCNVVZ8zndXd+UBvZdiVacQsKxfP3Y2jXWJQBQ1ggj6SSp8ZaW9tykoojGpAmYkUQVRrWTLGostm6kIyNgIz8FNTO3GGO7Zy2jmXZ7w7V6Jd22Ch6IScJHC+kFe6b8Lmh9YzYT5ynCb70ReeaeAfIusNj3yNcyZj2gh8Xps2E0BfLHxOlaVt52kZt9AKBOA3+kdwpfPQOadcx94o2lCzJuE56mCv2ie9wYt3K0ceu+KqwUlYIxQuWpnaj2dUX7T7/cEGpTcY1T6zDCuNTje2Ayo/c37H5b9h3LawrrZlIc0aLicR7IVdd/+tdNa+UU9lf1BlBsY+Ob6xmpO0+Enb7EkDmv30/pfjP/DtfM3xUW4vJ96VI21Peybd0FOlobOpBFrWKaTUPVFaG69mZjGnQTZkp+lzOG0cMVYtrJwCjHvzGNzLgOiq0GAPjmOLsUbVJ8+QAXAR36bIN4ciMKOygYGLKLPDs03FM+5fkX/XFthBYPVRF8zQI/fexB3I0UIhvQ0n47aMbPsi8tGJufXtFo1E+WZuG1CWhV2JN5Pxcb6sfm6U+3VXCoGZDuqb8+vVjN9DOa8UU9tUZxBj/eh1d+kBYyvgnn3IKmRNxRfW4nZiLp3zD0VlVTYReU+peImxl0S0xEKj75Q0rc/9sCLLPn0ZvJly2je6O0oZ7vV4X06m+Bo9WCMShRoMTJB1Wye5baU/dO5994DF/fdvpDY+VVP82f5HajIPtn+8/Vnr4UZ5vd53XZtiwpIgZcULCg+N5gfKMM6iZDljNj0Uw9qVBcWh9GtsvSP8NEycRtpDPNW0lb8ERamCgM9nm9C0hxPVjI3UX5s99epDxjQENFpQRgKVOXqRpG+nTq52fbB99qYO1FKlPHIplO48nnSArnRZoVVAWJdy/q2n8V2nSbWn4kkQ7wbuaq0BiKe/O1sK/4mGU6N7bnlnol+Z3a3RXH8IhovAm6kL+jPSzVjxxdFukKApL2ZLXxt5UHwcpCX/0hoGYgdr2gHEGeeDFsnjejqzdQV3Hdc07A5PVVBwo36vPVpEH173Q9oX/S9nWFToxNK4daCpE+mHAgpqmsPG5uuWDXhp/4MgCskAdNqgnvqcSgcYr5pFyH2tC+lXAc1nk2x0urWDjkxCzFMK309ON0pXg3boVAM5K9bog3k8oSk9LAI+Qq6cRZ52wq32ffBRw08eGoCo0YYb7lb5auYl9VqXzTtdEcp6uNmU/Hkn/QfPnhHPtZDhp9GjOD3oKKM4DHF7khfiGNe90BbOUGAsn2DXhjiarzh7Vc3eCp9PC0HlIErNWaipXFsWkf7G2l+ILWZqH08KkXfAS2nOYZlZqCSR532tleVHVik0qJmKTgbR0Q4iPM9ZdRBcHgkGgH0/RZdR+vFqDgCf7F6Hm/CQ6K264UZwhLUXZiTs8gw//uxOX41/8c/pzBPahIVNKwakTE5dPd3VCZ1IvKBFCIzx9VRuiXsPSh5HwGbQErdxMzph8hhckVbxVK6m1baHUOK2kjNhH1Vs1cXNWt4etGNM2M2sI3IgxJwt1Gwvfk9pjGbWUOyhtVoEfH6JhWw9wrdqvY8lnRtP+wIJtHzj/+gaPrSrXKD9gEiVu4qQTaddah2qCpjWLT4hXZC5AMUAcHSQdrwtt46VFuo7D2VJanh8JjW173z91V9hfSRc32MET9svcn1tEznW3j2uZ38OzsfA84JfDK9i02G3Ck5DIp9Chmj3PR1iWnfum2Lvjj+PeWX6ahpB1gXs8h1vrk3a2tDz5WzIbSYbx8Eef2ra8TUR2TslC4mYVYpUyLXl/7T0LXE8HkInl9hsqT2yxc8dmqSqbZg4joSOpyM/qG5l0NWN7WmGCI6sMepxLne7vDdW06GGAXdAZ6EtuD9ayk3CMSGAT0PWNc6k3zmbqRLVuJ/elKQqN1wmncmaFI3qYHNfqwKM7Xbu5Qcsy0gvPYfPzB/V7wUQyubUYgNOjxdJ1y64RQo37cDh2qlgPOZ9XG+pLl9fGbpS5/J3C9M2JVHwP/62dVmaR8xds20LKXRW0l8Cqno6yWuNlenNNHBJTaSTAU1v3Eb2LOj499nDgEI+8DbS759FITpJU8WR9ip/rm0vaQKeMPGV03MyUy61bh6eOjO6rbUdrKYLjxy6M0kdpL1ZtI+dLsg7DA1DbUVly5gRSHIyfbYV3vkOsTbb7hqY7nxejIIg07TA0H3WtQJsG/G9YuDfBwuLNhXAgyS1gf6Cves1/o2s2TBL2/RSMh2kvIwueYsr+Tu3e80BFcVCrFOgt2xRpSOPT6A1nH7FW3wE35lGpR7AiCt0c5heIhPq7R0TdBAnZmpOU0svvG9Dkr3rJQBonp30lZQrJb4WcrGpK7Ydq1VwFqI+3R0wfTX+Oj4tSflyRkJ2UqRLcSxynvJie+Zm0p+3HADLZTbiFcYSBWs+npHfFZC7nPAvr5qyNDo8EeAEDtvDCld0oBDBSkXn8o3342QR1zieUO7ULRaPeiWLd/HhWAl9eEebU64x5vGCtXKaPBdxrCW/MvdRy/sRiOlc5IW4kbVO0sXvTFvOnvqyE+JXGSpTcHIbKpajxBaXF5hqAtJ3YNkgb1jkKT9Xi4Oz4d16XBlp1Z0HXR/AGlYfQp1agMLahw9bfIRSuhIAMSN9eLPOnv30lo3Nk/sB5xwMNmHN8SmKKto3V8tZXIn5onxofDtoiuWkg5PHzmmKc7tdmiJPT8px29CZ8XVWnwypGNNT6s4XsxBfLHVkghseaaxoZ4RhwnOhMBtOvdSUIeg446YIhpgJMa91cdIyNKio+LDwYIVCvT5A/1j1isd1dak446lPMHkfwFcGwuBqfwCKv5kUR0d9ajB5gaIeMPxs/FKopI98Q2GrTVA/Dj7C12Y/akYkHDgo+tlQMHgzPkte+uzec67rBZpax9HIl3HlvwG/t865p7+tHjitRBd8gEx/bx7wfHGlNC8UTzdeFRPV0ZQy24Hxiw1jESDAQwqUdxIACYKOmUDTlQoy06ZVHHeBkZXj3aSSdNK12gSCwty/cG+WowaQSpPSuBI/wmVGbXcnCd6Uz9hIRfyWi/HMBrsdXGwc53UZq7EdNG05gO5WEhSwM/hIbWkoS8Rmlwt2a1mty8Bp6WAexxthwqcjlvedl50Ee5KQOV9S4xKxzF/eiPXFn1k8ZwTC06CBU8Kvy9plymubeXLxiYaDaLQnMrRJHBXFX7VOT5rQL+dKmgKg9DrIKyB1qaB682eexUyHvps4WYEAgVvoQEkd3jrt49KlY6dPZqPmt7kGKn2h6oIKAKAQC0hz5N5eh+eJR87M18rhu7DFjqNQiHzrlfijzf25irYvF1TFPXmr2ezMjGtHE4SnSkIqp/FrXShf0w4PtaYMBjucHe4wLj2nl+3mR8hVtUfIQnDlZFwvVPhCiIqvFSBH5Vb5zstp47UXTEUhF+auijHkvmoboj8dQPjBvxhq1sqVMo0Ojnl8u2BJSkrhDkv5wAOnyRM8uV7bdujbKvvdcahGb8jz/koYVSYsK4kCoZH0ir7vR2+UK9mQPEM42ddzpWZTMS0Ffc/DUSaFubTkFo2Hw8taH9qGTD2ffzXOuZu5s2nbpSERheZup7eycrEd6pMryDQ9f9t38VvRZ0U0d/N3SzzMkjGTjkSYy2pwgE0PdTfGI++O3ELnyAkhSLWSM9fOEUiHttws9PK44BiB/anr4JzpIj3yZvnEz+TKXFeF+VpWgi0X6lUq7ns2NqsLGpIYST6pX4YEhUItjr0adPlA0uzu7URDWqga1SXi/Hg+1RQXXcTbkmg4PWdysFG+vq6wyD7Kvr1hu/l1e4RGgKj8BajOiHibhlWt1cLgSk25/NS9ex8EWnf+E/7ChXY++oY+E+p9dbuR/gGCInCmtYjByNOOzpUxrQamNkl86WXZ5SCfMS/E8VaR2x/YoNhoo4AOV4WgsGx0bK3mvLJUGYekTPRXik1+znrLDwVHIa+dLp0d4bnW3e65r6CnGNo6E9sOk282WS4+A4FH7JtpV/S2fQVpNQh+w2k4yiHwg2TYMqQ0c1e0ZrmITrgIfFwLFgQhdNAyQq82m9/oL1/vNYxL2adR2Ql6pguiT7bc0tRYVsmliGP3Ti52bpb59xPPqn7Oaq5RPGEodOxaGp8+V8U5p+D7fRUfZdfAZQEAACagkJIV7dwZasUSVtdkWMX+4vkzxoCACTigwcZmdnXuectJvjFZZ7pxieVE5pqEGBq3L8zmXPuOVY3zBp6ffL3QRxr0ym6IWgcyK8Podfgv/jmQOOGSHvdDb9/OC6AJzUb+zBv3oHgb1JGxeEVJN1twXBUDgaREXnVjar5RjMPXYlS5iTbor/n6es7HZWZ66NrdPnHWqvtUkVGYh0Zl912Av4KKe9ccz6PYcqjugYkYFHXHiPomf23mb0yxKbLFOxwlslZdSV9SDTpV273hsFLUemhiJvJF1nDvlD1d86+I4OvryljoeAjPe8kXh1/yD4Poaa3WbG+s6Tx67iDKplytaKXHC8kfiUNyvLTj0WOtbRTr0GF9+sUalJI8UMazjrXy4vpgOy6p1OoyUrayqLBmbRegQ+FVrGjcammjcSyQI9eDGZvW2RhkWyNjQmIRvnV0aXtRrbiZQMJpQ3xMFYRX0VkSj23u9ZLa9u2vRGaVDR5jztsonMmeI/9ZS4crnsoxYRpvZXTF9lFZJjxVLS372VeK4iJd6Zg7ZioCFOjQ9n1P2p8QWVmHGis9iQN/MNFNkMap/4bkLVIFZexFvkFSpQVjNdMz/q4G0OW88+gGpEdXZpmyibHPRl5UzTAUErr/se5VrY6cK5X53HOjBvwDAwAoIYkPuTDu1IH3fBpVRZflh75pxj51hEi15y4PyYj+/jg8I2HKo1BkG3L5sdb/Wvj0eRXozcWvN76RR8AvXy7BDb9QQFqILdaFl9EOHNBeumA0ZjNTsQy1NtdwoVqnPYa5zYdedjauTHyqboaCm+Sqjho5cMgup4l4raq+E53MnAwtbVmmReeu4rwkpEDBQtwMD/KCYcjI5x8j/juA+dNfM/muUud2eTimf/VxPKSjA396W1X6/WaqDK3GjlTfsEMFkDT7II1JVZRAMN5Lxy8DgIJ2vqi3TQc52/FgOiqNHa6GTvXugrpsvj//HSPsGQ1AsEa2OxKvyPRCbVvqrRjoLgJB+DIm6kD6bSY2HUS9nD32Y9yp4d+eTzjVq2cR04lzO/80Aec1+Nf+a38bAQAgG0heXi+16Pdt4XiBsH0QjP6vhr5MPl1JP3ZVcMX1lskhwedA2XTXUzkked2Lr6t3gV8+jdD7hYI1OffnI1OHfZvjCVgofXuuge8lEZxABZ76WtoEY+9DOJdLCfrFHpYnUPQc4aYCMROr5SlaaIQdJVFvSpGW4ezyhAqsKWWpqAPivIFkvNonBj+I6kgdktBiAEtjqyDasJtuR3rYCSYi5Uubd3/FOd56uqfCwrugcsif4sCp84ue37hK97rzDWgQXziMvLl7qoLrnHpIJ+GTJbyYRUIwz+azZ+j9DvsVvuX52HfnEf2wST3RNhrATievcgffT6JMMTfjOTFLsqKcZTqG+L3QnYHQq2ZaTuwKgKnAWk5Tinv0w5nXiSuPZ2V+TBd4XJDR4cuZ+1BfNqoyLLPU45XmwKoKe7aWaGk18or2WKl+bGDlMaUIaPglqZmv0C8N+XLZvA9TIjrPmd93TZIZyqvTCbNyvAwSQOWbu/qY/nrCJXxz1feki8XBN20hyxVr2DviaRilMGToMYqRy3VlpqhH166/5HLMCzzh53dTgdYYaD+eeK8o7B8vKE5BVmTp/K/48sMRrd7IHCvyKqsPBm0HwX8rAfD7xpia+ijp7lB1XDO7z//iokzas7bGPIu30Socv/LmvtJq235RJHPK71AHVjwWnkbmrXSxHppW7KjKM9Xn0UlxLfJ4y+k6G2cLLqf9CKzAb3aHzY0ioDLMT4smX3BWPlVlz6KiZKX/xpyzsVSJo2z8dmO9UhLecxTtfeO093PH+d1J6oRuFLmAegv99WU/OrUjnUlyI8R3c9bXJQYAWAH7nSqNdhh3kCLdqAD+cEPLRK9leH7LRNR2MVvQdjr2tWUbrS3HCUar4WG3eBfFy7oE7jhbEiLlDT7WEhNTNT+eJiYU9wdI1Hq4gJXeIitX/3ILX6O3Hz7N1o4v2Wvw7qoDYy8Dg2HKNlPxUDwC3rvtB8hO3kwJxH48fdteDGO4nGvzjTNcu91LMZvBzI2TGy1pHNFgLbFHSb9SOEZiLjJdbqyk97J3+WosDnuRNZyzqGV6a43tTHQDT4CHJt6QYXIl/YD7VLhqGrkGf0McncfT0nxGoLye8blezuWkAn/Q/xZRQRKp7HliZs3aAswx3rTCZUuDaPAIk7p5U0l1wnueuUfxKNYsxfLYXDYb8Vxqd+qJu5+9/gMjp+MDKg+Bful/sSfHi1DzxifvNGXHH/oyZI4INsJEF28vee/Gu+iprGSYBcLR6TBfpdSb6gXprP4ko+FLFI0AvGwAhYq+4EiTs133QUzONs/W93fq4NuOWKKrF3ItnajqjEUuEkvZ0tE2iKlCmPanwTiGQ64D7O/BB1K2qhv43TmAnHSttsrXA3o7cZ+cab+xJl6ztfWH6+tm4V5+KFqxj3ss4xxq0g7dr7rC3yltrRZ4ctRSqGtK6zTCwnVe34g/S2/kqrMoLjxZ6vTR0FRB+VPDpfJODyquTAtg2b5R9hyoGqYBKNqBoE/FTxF0nYqXZ5K4Ni0pu/X4n4+/+Fahlzi0Fa7hwOCHtIKPwXKtJE/l6FaIPKZIFZabn0V14jFghKoMRhrXla2cT/IdO/DXSeTR+Difcce69QG1E82B9f2Ikfx4loTojOiZU5Pe4m9PKAFUPKrrT904Z02stUd3wffwpBxr16mh4XblA1bFmVjHxpnNLbhxMp5FGz5nDTo7rzZ6BplV5FewbeSV79R1rDPUTCAqFIbPcrAk7JU4e+XbWcstx/g1lxPOuV4lf5fzFhXKhjzTAABA759vJrKh+6zogboduRBoJNFw/L2fBZ2wH7ancTKuP3ZfniKODVJgtPDGdXmWi+9u7BMZjnzl0crMKa9OpZ70VvV5ZvJq8cUP9xJsQgVk67PaP9ix1ca3W/ZQvhzy/DVQwrbYfrR9T6a4nE60kRDtZLgWammtSR0x6PhsTmv73MkCms91i9MBJ+e+6+f7L9w4SCBLY96ZVAMUu32t7k+B3rYLRTISFQ3BRCxzdL3WTT1l6QYW0Vm4uzLA5RMTG6lgTsxEZE8ESXj5lZr0gXA4SnqBfTTmuSb25vrghhYP8Z6/nQlNeaoWCx6MAxQchIV2MvgzKdlizojrwB7nUwmyxg3AgdlH4GVCh4Mu94PpUlSVMfoN6a+bJ+IMafbe8pJtIkPIYod9RgTcrded8CJlvYz42cZC2uUEBES3CcaPT4R1k9mXZrnikjj6NHZoFgwMiBtzyBzRNKd8Aim8OZywPO+PuuDUp16UYIHC6eNsDraWuM89jTNeGRPw25WRXgrlVjoh17PV7MU7Mn5GjtiftlFH9RwossxVo7noL0XhmMxfu+iQdNB6F44PjlCDKm68byBYyF0AUG8aIqe3KXm75PShGbkNkBsPVZ2zGIR5mo02OkyGSCy4hc+dCnGynJXuFzC7jR5rjgBbwL6jGlDk4y4yMT/K8mLi23i8rBemUvKfCyzrS7NWv/Wlv5Dnc2/l6yqLnXvz0w/QcH79U2F75Iyw9iu1+d9hulkkv+dCYIddDIEDa6lLm69m3gruVOiy+VmwxeGcc6X0xpYvjGqzz9SYTa5FVaSHxICNXXF6uk/pXw+lMhcr3N6lXyo2nMuSSPxUKl4PfMF9W56AjT/TRqJb1XSGSmAgVPF2tASu4K/gQNPFO3LRIH2+//nuitK5S6BlPnwerPfqZ4Edyit7bfPCOWeSnyKJbZPlvcgiL/TapK9M71SnOfh75vgt0t7Ntc+fobx0ytZzppFGa44qSIiSTN96k/uTWPku45XixDjG8/p4NtiB12+u9amRE7ICl1yhtrhX33pw6baTZM2iY/B2bXXrrEborfW8RA+4cFP67flOufY0hVdxSl4PhowwYf2QUEfVde1LuTTk5lI1kvrKwSSjzdL6shQqW5Ljuo3U+RScfd+OHpyFyTNb3pVnCYKLSFn0orGqzIK/bkSeGAqaL11qCP1g3Z9dhyi/JdOkyZQWy01PKlsHQiZxnanzdHXiOdCccOxdzbDStT0/GtLGSC/Mny9s2zZ+vxSbY5kvavfKk7+Qu2HM5ffezIW9Qs+skzy3kX8Zmk36Ws2dLgmcvfjBNr7q30W2s1iF/I7B4dMo+whmJ8wxVe3zSSX7Y3XxlIBHsv82jw6JVrgYMmt620+7X+xwNlrJ8NDYnhX0eXo5MVOf1yFsnMHvxUAce8Ca/8WG5LizZm2mV2NN31qAvyB+vOjK75NEmoblz203NYbhqoWio8aIx0hSQNpNdSzG19wFM8kH7byukW9+jHtVkQvPfzgP42zz2ADdaQa+otCngtH08xn9mYZ5bY2mMLt2ZX442Iq0lY2T2JCIV8uioJsZRmPZVJLSRNCeqQYof8aj4NUk1iftqYuM+XXo2P1joRcIKOPori1FLBueR4VsmN3k88UIruVzTO+Dnqr7N/vu3OMZkpaLtPi7ij+dTy1WNL/0FBP97f5O8v43Vk0lid3qsoTj86gSQyyyQQj6hrk8AGVRV8gDrap/xDQWNpgyyPFxbgnGyX1v8OhVn0/kog65sbM878wLxuUoGtcLVZZOSaQS3JVyOZaAE5DBxEHIlG9ZulafctqFMumrVRxSKuNE050zh8SlPUFf4aYmfgeoI9HKb7/xYVxZvDnxJLj/KK+CApQJv/GcUOHBz1bO/H53mXwnIVyGr401HRptSqfcqRlnFZFFvqhuhPntkJkp6nqoI9uXX/UvG+vPhnxoOWNQ0832x5+DbapqpdI2MhWekG1rLTcE5CwVyvFsyvMQe206+GJoKN0Pyq/GOmr0zdoxv0A/U5HQ6oHSCX50AovxSXW5vAKNT17Vuy9fnFtUnLq4IjJ3rCXSWa6nsnZUkDvtjwnROJvEaDY5HpqoZG0lXgWnyjSoFriO2BwdWa2Wc2N4idqZ1KW6T5Yi6A6LGa3H9kH/btDM+usLmM8D8OO4EqXka0eYZlnTU32KBQDaTGINvn1havvVMkgsNp1Ydu9usam+JMDwbtaWTItPYn7oB+RbpknZF/knc3LrTq3sYV/xgfQIruZcMw3JudK5NFOH86Bp86Wr/9i64sRGOtwdfcHiTzWPNCSJcRqPesfpeOH2F9sEWJWOkgjlOo/I3Ck6U3F3GFDQPOkFQaJ6syWHvZvPy/7K6tFzdN74tIkbJaWxc7g9AfRe3vVXNwJpXhNQVEmfjNKwo1eWCY4v8rgInHFfSx0zoXg4NSVUqKbRVsgP0i+5bom6SzLVdZ/Vy3EozSv0td9cdGE7friyZfS8K0VzqT1trw25Q53FibiQdXl2JRPOWs24podC+7IbKd2Wkyl7T9PCaLHXlpXNuwuz/AqWZZN08xXRxqGfaAY3Sv54Galhkiul0e0ywXh76qeM2AKW9e0gKHqaI5W8JLxu8Eh4NNUSeRquy/isG57TXPyricjzDN48g085aQXH7C0TXo4j5v/GfVYmF6qWQCUwa/g2HRi/bnY0Yu+EE1TBSbq+sPZSOzAzlVSPCs0NGGacfjpQARrFwZxP22AWqjw4VcqCy/S1vAPTqzyOcMjWcnts9PfoCJgdpoEnKGHEbtKybHym1xLNoE8w1rWMNIz2xP7C2ZVBsyjjzpW+xKTqciplnOAkplwqPsz6samFhLtejK9PjWtHtaEhShKIDsuIp4YkY0XIeTvUImkqdgfD6/yfkPzaCMOt0MuDwxWoe6/ZxkcoV3xIy0jeZoXCHuBx5WUFfWsQNfmoz4NDNUQSydzu/J422lOX9VOFXwLUqu8O0XvxRGtjB6PCcPrxObhQ/M/fhRe+FX8uSSn05wtmezC2aVwZ32BfAWKyFHNL6rdXCHKmBuKMrKS6EORL3rSqvKWdT6WpFe3zYFOqi6lw+mmUqc0oJ/mZHNWDRLLjsedEX38U4Lnngvew4vVIQfP2obm5sc4Pvza3nN4CAVZtqTRDYedA2NQJ1zNZA4uNPtaNoNS6dwM6EP70RctKeOXWX+r4fJcRgicLKz8ct3zQUSCKRE0Grq1aV3rCEuUaz/m9ifGM0CUcnqPr+on9mspKoqcIqqRPlsY8WXp9mrE0lttdql76wBB6jJd9Y83qwXxaBf3DdJXFRmlXza4vf05353zWlYuF4OB8s3dFnr4fS+KorOAcpDhsGBfLCThz3sDWXaNP9XoQHMOC4zDESCw5XsrdTlLsXBhiXpR2BTbsEY/th643I4FLa/v7CT1P2xMnOwtROXT2Wuy5ZGvxCSm9Jl8oVp4VIjIwtYQ6DkjZzzy5AEF9SsCZgLbhNoI/6zpaD/o7x5aGAwDlcEmct1M9v8zuA5mX0CnU8i+JNIgrY9SJuWIv7ROS5PPuyDukswUuaLeiJValaMWnyWx3WRKjQPYYc70JTwq/3+tyFf1K5rM45XSqsO5ZzHtJ+zYtKd/6lidud/0djgWtS/rkXAOK6ToRc/skrKZ4fALoPGPtJsghnwgF5VPecUyzreNjZSXFPIzNs/yrrnOUecAjteqoSq4sODZ+qEn7mLsZPrCfn9dD4lA24/ZpkwsCYjW+g5g7vT6TGvgZMvLixHUt4uXCkKcruaLx0ykXxdfevoJ/1mg9UklVpAIcsm8uvU6o7rj715j7MOTMhPUfml8eCrOUbttFbF7gdVSHnsBw6NZn8n6RnqsKtI75FIjX7cyx9em89Ux+pZ++ESyI8ssdruHczZ1TxTDcTE0enp4ruhALfaC0Xx4P/0h3LIZxQLDU34iqTxlaqVNLIInH8PmxNd3oBPqfP4QIysupLtGhKUZJ55tjTbw3YiscM8orCS4u499UI9pkqzB6hfIbI53jFE7Ap6HNK/17T8BlWWhu/caRsl6LlFWerq/Eab5NYj3NSsZp1vDgdFm4RVNBeY2/n7bf6hlKrTeqHYd9H2Mh8PZFw9Sq+Oiu7f+nwO1qky9ZgJoazPfuq6CLySXarhZ/OpfMIrrUWeXJU8/JHszhFEnTcpRu2hSd5vApiQ23yAUeA0lWNfhp2xgbKDypEmNo2kl/oVn9AIDgpBonvVfoXLoMu7VtnwqFNorG1QL1baQUQU6Y4GiYcEe82niYO61hQkhSAn+ut4OR8Go3klaahLeT/lXJ0B1NzVRvVjgRGdIUp5oGWpVK2hCgtA4dpxWycnLdK06izfQ4MOAOcLiaNM4E5mPliNt1zt1zhXxyr5qjhJvet87CTVN9E9Y/d7l3NQOt+2PvT0z8sbfnX4n2ZmqY+W9QeYZi85LZrKcqoQBYOppB/Hjh8cJ3bI8TjVNxKcTZylm1CZ1Prm0RsGKn9W1U5e7yyqzXYhcfCz4JhphgBITavJqL8qkwlKbxBcG26kahPJNGf3b+i7A9GdHijfC/47jS1dLkfBDFVKbcTjodB08ztpEjrwQJl3G/uj98lRJgRfuCdvwsky9X16QBk4Cd4hjmvW3IYnYxbsJDuUDLQOlevxSK/N4RL51TOxj2lK+VhQO7+ubp/mPJlsDbQn+C5kBCJxus4GltVxrPNQ60uvBCLD9N3su8IdtT1OcXGb+O15tA+tudFs54MH6p5FnznCL2ximLaOaaSqn+tEO/jg+6j+wwz1FlQbPGvJRqxsgPqFMWuO+XcjFsiVpifbMoLuVonPfFsCuEezvrflWgTe0JTQsdXHNjTWUwYI2QRd6x2lj0T9yv1y6UOYwsvutPpJZWjBHWPV6Bqd3pDZFSiPaGFer8l4GKDAVvfi3CfgjEoj3D64iCPDQNGxEt5MWa9R/ks9FbYpLsqubdgVT11b1WtWY31kxRi7rTqW9LpmZJcZTleqDyFoO9ILRvwUNVBtfiz7JxN3Gfni6SaQX9ab6Sk+zsBLxI46SlRaHc6aNnzrGYOfWzZZbG2x00QTUskr/SpUJeU8mk56LjCc4OZ+TeXHN/KrHq68sffScmy+TaP780vbQQ+YNrRq8l5f5ABgdtBbsUO6u+lv7IPHbUt7IS8tt7LgmGEvCd4BmDbQmpkz5Lg0odrE7Qbr52lKHez3Cz8PLsqXRlNIxOhfLcGIfNHL++lJueShm/Cct9UXbcwpZ61erjPqcUAdD2+kwsBXRWoOzsOwtnvSzu8nI9As3dDkZfE+Q0wpeybxn8oFWdb1wSuT97GASqgTIQ0AwMcJ72eWdpZzcQ6OplJ0hjCKHft9seOJrHldXX6TtBNfdIE7IXRcwOtwt1V5qTLlHrx65oajyCkdjXrBWG5XEo26rpWlGJuhrL4BEwlrnvJ4ZM0oPieDPX5mS7+bPI5J+BhrXvb630L1DfY5slmeAHfHg+OVgwlK8QsqGtqbwYOSTOnu/nukWPJuydxLDt6v+AbsUmyWqqzs5Piph22WbGlsnX/TgNHvvcGJxwzqPUUuH2eBmtX4Cqv3CzVX8Ajq+aqghg/1Kak5qvWvXtyOUDZ+HmMJihx9vFuRxlXOML4mVProol6k/HAeOl9y2xqCm/hconjfxD+mXwos5RkJP1rKz5v2F2QFQ1wAZavaZC7C8D5RzvXTNUiWhLeSZNNLt7CFueK5S3/PBqmvh3Fa9XgxifW7CcsK/4TvkUc5cx5ADS7LKvA0coh5s7ULm9f8pq9G4eOAlxX2b8i3TG1h5zrsh9EhPh3Bqg1nuxpWJk8D0nLcelYy7ttqwKOnSao2Fa4eqBoy52ewftPPRdYnG8ihM7FbqfioufkvWfu78OFEwHr2RcDF0nzEw8YCBOSTauF7r85wZFz8Ok4JBWmyGJumGVv16pkbaqEmbf+jY7GiJSjSIqoHal8V8QZ1dPifsL+8trHwbL4pJ3mgQ8zzjd2r2xd1KtLjbdPb4UgwpMsbFNpppo78tf/lWF1VvzaLBmUa+/C762AHQetBRN8nPaKRV5/FMzRtX9Sk0HjEPQXzSCem7kyo7RNPUX7gmvOVa68tZc/fBhZtGqW0QCGVOKVoPm+6nmnCuhhPyAtDOZB1hF4lvH8YZ9aBN0GVs+WKS22KnLoS2RjlTaE3wx3yGWV6sh6LZyhaUKAaH3dJgnh06wSe1Mc7aQuoez5JQlr10xZksZjqs+06BEnp3udby6js5SJxlUNfEZ/CJ8+dLNK8c6yzlKG4Fb0oo5KadxxQhYaJozVCpWey4oYFopTuQubTX42I9MFLMEWPzP6t1QprXqQM0vjnmTtp1MRdsKrHbhWyb+eiNmU6DP0nY/Kjcjt48r1NMSlGYol3XeN29H17WpvFQ1W9QEsU5L6k5uzWPfdaMlP+Tah7ms71tS71h7238dBtkbdwrWlRXM7CjUuBJLABpVWalGVVlRTHirVsQm34/6xb7deNnHiw290Pp8Kqa38jjThXKaIaPnw5BmOR2w/8b8k27ywVJcT1KqcpSMPGnfS+WwHxVebyXktx9zXvWVuV+lSVPIcJAWnJf/wlTHciTUKtTMXECiesS7nSWGun9eCF2f2VmmO+bz2Ww5FsVdqczhtry1/LTmOlOXmlxYKs2P1fv7LOni1eBzzYT/+O0b6RG5sys+OVJUEbEaBmKPCWScgURqNkqDr/RyeTQ4bwJpJdXZONttavjlxcLPRCHgMACnLqnrTmtSC8g8Vp1OUIGZ8Lylf/EmZnkkkRM2C4T+8cjIJBJzm1m6xte7t1N8c4yRaJv/9csSlvL05QnlUnkv8GpuFj/CdCMc4l7maV33TfPeQc2zztGleY7v72F3TKuWCKKpkkK9drdXkHRALIZATK72Xxu+0lfy6+e5CA7nqU1Ty4klmpTI6VmRM7RJwWfykVzZL/i7v9k12Lp9jH9I1qr65Wxuwoye5aj8/SN1Hb1SSRsnmYI4VQ57s9EPz0k8XEDQPPXRL96oX0v+q3iIO9+iYG1Pho+luMw7XzoiJa87Dt/GZ/hHL9OJxee/D2QYcBSYuu1UmTI+xiSpxqxCq29NIe0V9uqTAbUcKDHRGBEN9vmditLkdrBtcJxMKWFIESztPPHE+FLW2MVIcYWI3GAyD3hW9uxWbaSWKHLhwmacXAvpHjTA8AYaJoKStooofpD3Z1lwZg+l2PKiGzZPVAnuhPqVaCRS7rrao0uqc3VgoDNVePGye6+2p/CMWcMB0vJiD+bP0dX7oR6zlTs2zJ11Flaa13FhIEkH9n5UrjaqnVazq0nz2mKBazU0NOIVavRVJHCST1sEoNc8nJqhnE7aUONFrE4USoSqVkrDkIEq6iSZgJPY1La02YynAvbdhBXL/qO/rGzp6aIq37j0+DgSZRhO9G+BUhHTenQdDf+RjkpONkS73xIQbia7J/9moWrFU4UNu/xifmMffxJAMNbTuhttLj8rb53hJ0Udzt5iLakCfLTFGYopFGvE78fFEpGzXhczfeZqTxkP5fp0LuzJ4d/HDmqOMOA3jxlWxAxeAzjy3LGLjl5StdulUMNp/FrfpzvG7R6FPH2n14TMydcMbxDl0MvWNS5K7noKn9fKTbzcdqdrw+uie+unwSx1jwXKMvdxze61Ym2mFzS9I18rcy0Pe7I2ImtuJ/1Enj/ZuCm/Na0n4yrgxAAgirUAEK7ixkYXGA/bsFXlZx7yqbjkFaF7lWkj2GOntGSiktmQcNEGlZ/MXXSDJ9zAnRFt+Tgfv/4/XL+zwxd4NfvutQL/1TdaM5iIyoPkiudLw48VrHRw0L7VjWz3IvvcaL914nzWqa7ymIlpbn4HjrFoEOr8lHCtGuw6Uy60vjs5v3Kar2XbBYQNDPbBRX5wHHFwm8ubaPd/NXQ6GZ8n02KKxaC7s73IgFV2HPpka0gS8NW9gnRQT2QTH6OlffE6OMQ+qvtv1tbL54PGqpbNa+7ecm+GQyeowiBaaTSQofZcTpGq9c3raNzw/VZR3pfIbacLiC5cNJ7ZpeqysfG/185xzedSu09xJq+qx+z63ievHZfFfnXkqHGiGi1HN+esHZeryxL2gwI8TOelqIRHrNWt2T8G4HYq0vhIliEkBK4VfqIywy3lW6iTyrhcLeRQiqEC8UJ2eaywXtDOs1CsvHE+9K/AsIdcfCu+kGptqGJfDVJVoiKx5gZWcK2C0hki7hvfRJLU2rb6MlBFixCxKvG7FU0vsXBjp2/nnOp4ImizLVW0KUl5nZbZO+cHervQ+wbNNl5C42EqiROYDG1pWzseAnpJB8/B6ce3sOkVXGFutHXOCenvJEU7y67LeJ4ZIHH9orVqbh3q/U8q8uCF7REZBvGdocOvb+b9mVlSrIX8ANeOY3FKWtqOVpYLgfp6B7WmOsIz8ELt5TiJBZRE0nKcW7XiuIbxfyoHls3WC675JLnSrfGapoCX8pJ+N/ZTx+qyQy05nl7MlPnSLF4v8K9mXnvsbAsPdTCUFINuAFsHizX4duLe10x1VMzA/NI2l9gU6sfOaGuj/M4Tst2W63Pfhemj4sBuwe12tBMrKjxr9RvlBRR4DbKt8+1a101ln5Pv5aMcVBU2eZwadwN0pHN2SPPbzenR4MdZ0OMqGxpzSZeP8prwAZAnGWl9uoKtgInCwU4Ucr3E8kSPzuqd32Kl5+Yuz6H5jKCKGsEwgjmzJeKNZ2dUM+DX0KO/BP/Lq8v/SjqV002GkcHriVTdxSSUie4ILU15WRSd7DOVWQeoycGJ2fNNs/Jj/4z5ceG3p8lE3aVvM9MXz5Ha3M+yo3/YdVeA10zsyH+av1t76eed9H0zKZApu3meT4OmCKuzayXrrf148W6tx0OWutmbG1G90/2TAHoZN122jdJoMMXzm88wwnZx7B6jTYCrEvhKQV3g5FF1Y+wIk2vsTFbBFAlWrCXfRVVuEygN82kAjVhy9xdDIjsn0fNywrdWmwh9+DyI+tB3kL711fRha+NJ2nH8cK0BlEq3IZemrOKdtdG2cm6x0BFLQjSCSrGVL52seG2J5cSe72q1bdUy6YhEhPyxKTlrH+e6PFsUB9p/oUMnL9hzw0THv3NtWP65bYnDoE7d7asaXjaSrBWpgj+btj7WpoLtigkvIO5xoptL2ImdqqiFP3+tRt4fW+H2SpVUBosR33qwL5hbOOIILB+VknzsoSXOmDRb5L/ZikpWc27Ao5XON6YBEs211BySdjF5Hr5R/eOP7a02hOynUkIyOSZEnliA+6KDUtuVtvgi/GKjikB5JmrWCIqvXIihVV2tCIlvDzeTFrMfEG8sm+05AGZdcP5xXIrdTpjN/r5SEUowaPwKH4mG6QCHh8qdTuUKBvEBcFKdDEFTCwNaymggmmfaEymvHjlbExUS5WIJV0FbWLHi7HpLFGByRhMIZ3IStaoyc01FUafSc5vuMPRzPlGZa6QEAAFGAT8hGLvaBfCe35u8tC/f5KDDIJKj8azK4i9mYjkAwauoDaquZgpOyxzaCs+EYmBKcaF8/isNdqfh6to0x4cHMk/LTTrKvJT9Wr/Aqwn6MnDtO/m8vSLt384Nckr/fBhaO72KNOlrSXFoMwkg12cebkWumDIyQF7xv+kHu27FQIyba39yJz/XTtsIIeJFIDT74drVX4X/umDO9twX7/51APif/vHPAGTi6Mj9BV5Rk1mbew6tEDzGyJq/Tp1B0OARACBpXnpJKODEuAtW5M9rFarqM1gKjOXXqIMK7BP7jtoGt6uxeD3RhERLRMPWhwIHJ68FzFH7I+Noj6eFTK2OTsajdTQQuRdwhP8pHfnXCwAYLURl6UwbZJ/qOAdqTxahVR8rGw/Ik/fGwW7LOqL/8P6jA2eww9Z04UmCTPPhrTXRysPAdDGYyn06SkLF6fv9r7MO9Is0FpTodeO07Fmy3cxJdN+s84FJJVkNZszJIyfqgQvTS5ZPZqweRnnp1aThRZtOQR80hdQbtzbizKNiVLBf61gC9gCoNq0ea91oWgL6cMXlnJLtWavkZYuz2oRaPXenqFb4nxW3F7UdKCmpbfcc63kz5v5G6etCUjlx4XYjq1Nu7hNjO/ArXYl/4pRcCJoSjgu73UcVrcHEGxZ295vqRtLSTZQOg3S9Dlh5SYFcO3aTXoSJ1FYCTt7OzPFyFtgkS473s2rEqJP+wPUBay69OiWroekULX2OFcsPNHJskTgDg8ZhptxORVhWTe4cuXNv8iMResD4qf1qYHxljNbq79Tv1s44XKQ4yfs5qFV9KIbp1WT/qRlOfVvbSt21pX42a6JoaKijD3Mb9kW1p984574GzgXlQ1GxwJvStOmBFjQxHiPmjNNTDCaSXlsbN/95pAh2q6nFFy/7VruUqKzdSfHCvUms8w/HE7ZL+KcNBCNDo0EYmuhl4K7iNiRDT1McZAObC8+L6cwjgum2O0NguvD7CBkiztar2j97ZisfW6B/9udTQJRM6Yq8H1xXOOTBnZC9VItJ2an6JI+2nXv9QmxmiWExkWf+IHWF33/y7KC7M66lVO1LGTZKxzimIa1lgKf8H33QAk+3ikfsiGxRvf7xIgWfW9O4fET51D+Cex2hXkr5/x3u+2cAUBc/OnH+mkDFzGdGl37mScJMGl/YVAcNI0AB54Ind1PQcxU1NI/P3D4+8Y13bYDdi9TRG/jEjdrsWq/7yfONwvNaaqCNqg3NGDT2NXbHC3yeThRWGLB2GTHPfLwH6MZpvCZ/r2PltlfFMwAAcuxBJjx7ROfgj+UCNdpJoxkxTw/jNuC+38J39ulTd5Vm73N55aZyZodiTdq2V9XRFC5o3jSaSV+QKEe7UN2283QxPUqn3J39KK0M+beljMEgq1A+1RiLvFb5Q6sTA7clWUzxF7bkjmRTkFoMHGkPBV/56gCQFDIMce5xDylTG/1dfsEq57pP7a0VE0PqRascVMHl394ZnwuKTRvynWkVUJ+woWtpsevQ4ryO+fKlmt2LGBwHlBMCuQ96ydUE9an8fsX7OlC7JX8glYV4XU5aMbZhTjhuYRSfqoLVlgzo0Zt2dV1BZXIAhza23s5mTXd+Gb3xrHsjHVoYZmk7rDio4K9J8M3hC7A1W2jS8lt3NaO8pA/lPDMssHjNhURwLcdSBvBkfAB6KgDc9kAbmW1Wl6Ary64ZTSHiriwT1FyGRHupbu+6aymwDCgVE7/YF1rOOkl1bVX0YMJomo54rmfAfAV+b3n8xxNs9c2dQp9eNKdNxyuFGnrZEACnBsVSkyHz0h6b0WESj0i7FwRcKbLlh3thETr43I9iBTsiFIJtox85NMgQMGnMpu0y+C02AACajUmifD+A/KE3lUsnuyo+U1KWABiLr+SN6FiGqrEkTkAu8RemWLdZ1pLe5APC45bBRqs0mTpNfinrtJG/W6KEeEu5uAgmf2wH3hB6rNxWl7a9DBaUtx9iWzAajuLj4gKc9RqsgSA6kgGCRvZdvfslFHbuO3szd2xN4Y+X6dtZP/IO6+zrhFDkZByk1+G+d1j1x+F77eGVZeqpNhdQJe8q9dpqRi3NoZIrFGKFcAtqa1nnZuPb0llLv1f1kvK2kWWLYV9z/CLUToVwLUmVOX9KGt4gXmtKrIvtWc/aJ91szkDgCzjtOtTPDYKH7j3p5YzKsx55Qu4p5+Q3JDkjQlNZM+q31jvzOGUiaNwVq0YxS8bqci0qY1tV5nsscMPs3tb/Pqkr2ziWmiqu0ts7boTT4+kf8Y7f20oSK+8eEXXfkyMStLjz5Qr20lxiVPRvbP0xqajucMqiw9y0/Rl2sMkrQX+DdkJjGgvu1EgISGYalLU562qIRYurCJzXcswNfe4GVTOV4/AbJxsxFq4rgWgeeCZr3I5LqV4Vq9lgGsWnsqQ0VvTq0RD7Tpi0sjR4dxNWFMLQiZW3EZQMamaDAjt75eRRiQTLzYwC8blKRwAYJx4qb6qw9Eq6JCLnWkh76Q1ljp7Pa+XVmKAIdeiAVB4wvW0GVYp7S37NxVWCFqAZwVDxuSB1F326nkiaLhnnnXw9KsGfC9/5imGNfD/E37JD6P2YZpE+NO2JFwtRu/rkywVABmhg6q+PtD9JWtt5XqnOdNX0YGYJRrfVwLGFrioflbku23yzkH9f2UTqzn/Vbz/xyrYnvMwJjURkLcPcLYyscwj7WSkoTctM0EtX4k9NXDXTPDi3m6AbSEeLdPTEnXc37ci6jlkOAFNt0x4OT7xN8FMPrO+amdYGgCgAwMYW8b+cztbRg1/NSg7Ldj9U1J8Ya/HS4r6eS6rQEJK0JUtik+vdXhMq3smaMb9KUjYCACTOO55yDvbGXdA9KyUAYGM32aCvnSKdFy3UmTCOfYcFnuieWctgmEyilVsQGXb8gl0sjMGKiboH3Q7+8s1EelN27R9PTWprukb708zAtVqPhk5bYHenJZPbIdz/b8P3//lxf+JJT/2Qd9/NlRKEWnbg5W+qTd/0wQC7Vm5lNlVl2ZFO+/IX1oGJ/MmaZ7K7s66VlBivvNL2jvS4l7VRj7OqOcmKmc9VOBieXC+0ODO3/vNs7dhFaZ+GZGZFQaAbD32tkdKpkgBmcO15QVq4kY/h9+VlFvar85/rJLFl7X/Ht1z7NM4xbiQNxKups5wJ7v/x5xHWp43yU6PO30jb+Lv14vLY20gz2++530DujS+iahi7kadFS4GmEss6Xju2ph0KFmK6rEGX5opAxSgt5JQKyiKL8yCtVRdfFqezKqa6MO2W0+4TDJjWTuU9pMr4Qbsk4XyuJaKZp1Sxecgwb457fZcqy5dsTZ71+0X5wjNdAQUnxQDw80njNECLWzS7bgoe84cOV/zYvcWAfziIM5RzO+0GZYH6lfhuKouRo1fAqNqgRtONNprioagNuVMG6VUHvTspxlQSxpgYdcMNSReOlaRMg+xh/noUwoBh7xSF0+23YfyCBtPh4ELSff7wRRBd2ofm492NrXNonyQ0MEyirXXh8pxi7rXEQPf1MoKBYwy4Gxaaow0Vw9Wz9mFIU9plvRu0eyxcJ7bh70aZykfUup6QLNYye6rEBH9wZWKTQlylQrPDefGLaZ/CcBetrOUXTl8MRd00rYkyh1tLFMHLqEi0hArXwg+2eqk7acyc+WwiWUO5igMZ3tBPqZoNi+H5yDswH2I2aQYAAxZWlpJkDfHN5MjlYssJt+5Tx76/MmzXRJ3AP8+5iMdZ2l0u5jLuYKd3YPLNUhR0UjZNqREOAAAGVTqbt6TgbVtonXY3imv+xwtZapMznimzvji24MR7n3Zpf6RRPbv16w/L1Dcv7E2YBX1y0tiiirG3EydQa2+FxBune5nPGQMA2ADm9HKkojM3RXVuBHTvLl7U7/I4+EOMoFjn3WsZO9NJEgu0F8ru+7a+D49Lm7xc0vnsgN0Ff6kd7SSv1d3e9mUBgYNi5kLXNO2Fa/h97phFGnJU6bwvXFnsrt4FJnopfSTadpUECLVjI/1pr/3TcEEvq+VEjopJy7QAAGilu5E1QPvB+PUT+DLJlMku0RVePD0YkZgNaeb6UNB4Uomz5VTi1PLHC53MpHy69OXq4U3ojMmvzl9vNw/T13gRiUpUE3dIuSVvrPtS9U9gV4lD3sp8KftyDc597WjWpBolWGhTwdhqigxok/Ul9QczLM1InHCfbdfK0yN0MK6FUsOCOabRXBxc6SWq5UVvDJElGEs9P0wrFtbFlT0MzL/lD6s0X3kY2G3HONkWslVT9FjTq4x+yFdaPEpttprzJXdufQ9Wqe76I3dgenPybQ5ik4m1vKTDeOY39u/ODkeaiGEkT2lzvL9VtddGQEfrg1ou9cqiPzVgrarjGTREk+eIYNPk6KusqUW9oY6ccXAQzTEpil5OhNOU5xhiUDhEx8nohC8BL6rc8VGUysqwZXpk9E4VL4feFhvCw7KGUtHZsmL/fOnTGPL0WDPOTa41lW2VZjgmJO/4Gw+Ihjyk4tS77CfZk9mr1HitKBjHUUxixRa46VVRiGHPzY3TizTQdDWTg5gzW6aAIWklebZ2RNOo655jtmdwSOjHG/OIX4tStNwNOjWulOt1+mAK+K3BRtrSQQf+rjo05pshMr1dAwLbXob+kHR8q6dnaUDjkVYFNbjzeB9raGaz0XRQ0g6c558hAETFfK1Jpnk6NSMdNuHroDa7aj3ZiegI52PDJGWR59H03Qot44hp+OOarHytXv4dv7B0QGdqhUklIW39ThsHXU3UwBs64xQHJgB0QDtyhJN+MqzQhR2SF+pFFsJj48+uHSjrVl/nmQJTXdoW7zcBrdsZRbw3DvM444VuSpsZfTpkzrWV+kKXCYNUjEdANsrzo9JXYyPznCht1OHViDm3KmPRwRMhlF9fkGx1ac4ZVk6DD+tpHBn8vNRx1j0zo/M4NVoa6iBORe/0ANgpLJeqHPzJl0HElk4bMbYWjSWt6KW766n8XMadhzmdb/siGnrbDblhJdaF996C53zxzQmdEXyzzBT2+RFd4EwVO2kKaXvjqjo7qaEFix18V3dn60isX86cOi+KQVSbm/6StetZfxSwxGucMfaRJbp1dCUcemdcOWkrgnUlaPg5D/umseiuCScxli3UNcjMLy3l38bN6B9Li7prKSG4JUUJSgwABbnDvmg3dkvqS+4ONlvZCFPOOeJOszRPkxStf+y60ThLCwXo+xUrZCyIBJsKPzSG0GVzWKYF0CSOzJZCuzeURD50H9b60K+nEk010iok5W0ztUMJdQ2camPSELXpFcevz+IYV0tbkpTLpexDQ/4xw5RTskNRZ+r6bfeTw87SbOeHsEXZuBwYvxvLG0c5NaiSM1Gcaue0UbxF+WNptbVM+qZ3Sr6vIBhSpMqY7bHQn/pOW+ITz6nnfNCcV5cx15spXX7mAINgpepGOw4lRmK4/NywjDUBgxvVrz7LN9gcXefQTzc+ylXzz5uxI3J7im1hhy7zJeCciTdJXM9pjvboj14PxJIk8gweRvTH8ceneheKplK2Z6+Tu+GdWPV5kgaTiGVxx5vH0q4kCUnRpKiZcd7V/WgbdMH3pAfwSu1r6J0Gs+xQA0Dbd+woqhoGQqp2cV1GxiS8iMtil+4T6gXQ1rM10dqeXx3q5xs+yU202Hd5SI/hJFBmvHSjdiLbwmw3mQHw0jCSLvSsjCMsnfGKXIZ1kT0ufP3PY8dcY43vLGjytDXrQ+PMA45YJEpqEeSqTc1b+iOTAhw1tUpmjaJ09HxsO+FOStJ2DP0mc715aBd79d75FCVYHq8HrAVEjUc6wvb76+5UefNzqKL4rIe6+5erifjKIZzew8jnRjoKWUwxQAZsfBWgvWGFLT24yCtP9HBjtc8S4NzzELu/VodDz+8bHXTpSWqA4SZ2fsM/b/W/NmJWRvJSe+Kl7rZIk/0IsMK/sav9mPNaKs5IPIhaNeAt/YOdB8uzJc+1O2uQbbEeizrSN477tQWj1/qrwuQ+iSZ3bEzFe7z4Vq6uZuMu9wRJ187M6oUphJ0G20ury9wi5dFr3YdvjbOMqg6PuqlA/OqDB+QJkhsBUBlGU/FNGPdlw0LT+T0xvlty5c5IWGmbEM1CsIvVq1Su9FKoBW07vTuvxVTGM4llQHGWfJtRDoFKiS02sbKj41VZdeMwpX+EBlLGcHL82synljREqbCeV1JZYdd5FKDoRyl3XVd2IAcaHKNW1Sar7ukJDqoG87NiqP4NJ3VdzU2kF8uSuW4lZSgRsdzwcj0i2qxLlCiya+zrliD3dh6AkYhyBPKl6Q7ZqL9dKTTFeQIQXwB/KJo5edWuJ8pJ6+jGLj4NdxjP9QvWQI66RZCgtS/byOGhcuwVf0HKpC8ZL54FoUkFzpDLcTgMQsMypjRVJ5nGxnw5ULl6N6t/bBQ2FXNcbhQy4Z610uHO4i8ktr+Uai+N3yi479zilEAh1k2tnzqvx7ZW7yU8tjp4p9Up1svXSry9ifVlvQNQRZCahaji27b3bjSOMKGDg/DN5PKAs2ElCgmRlgOb5Yv1MtXZ5WZYOY9ZUaLe3v1kfUTq+PLhdh3bkeRceJIIhlVxPuD5fe9NBiof84pJW6P+EaUaVbS4hhvkuZ5Gjwd/dyO01n4HQ3WAn0sUpfqQGYaE9HX/Kecq2oFhg9chnx85ypuUqEJSaFp+4xK5be8Dc3ihOJshtULgynqNpApUAHDLnNo3U/LxueN/6VmmQySNRQvncuLHPPPe7nf2qQn2/N7etLIMwKBBABgwQJTIxVpW3SKghS/nnDAIcz6CAcBYa2mj3LhdN24ypEQniJpJJqLbPOYJ900HD6UIolDpGrVpilw1YmWq27U7uSDD5NvRKh6rwb+mP16Y1eQCcjS1JKO5nhpge9Z5lSe+1wIn1WfUOEY8p41KFAxzplbdLOf6fOIcSW9dS4ntFErD17V2w2JNJCUWe8njVF5dDi8Vj2dTHuU14bKVWxs8J/j5wj0MPNCW7JmM7DbQ1Kf6TKUbEe0HxV7Rh0s3KiXnm75Cx5ZbFHqQNFGwAttBKZOrq5cW+hfRaTgEuEHyswz4YYvbi+C+NrjtU5CJTs31gOdSQuUhIxO7fmz+xtQFwqMQcpeD2Z/77680XWLDeTKxW00aU6XKtXBE/tLWPUesUsaOqrvflfq38tfWfDNhhGF92RphTVTe4pWcmZ4xUGfmq5pDosAQ2zFAEFSyHtpl1Lnv5WLqVa3WaFqPvbXG7Opi6dtMWJXWO4/Lw25/gA3xudqznYWpKfBsONuvw0B13Eq5xp+7ukQJG3CmOGO0OIsJNgeiTQ4BiFi1d+t4OBuouUUxNWgDrFPpVlwffho/XqbL1wP3tlqb55uMZCDKLxaUF/7EFFp65N7lscVWpCcdcTNWmfpVBttMyTrtimti/1XBw0Kvy8lqBc5bTr5Wz0xdSeOp0xKNKG6mOEr0cZXoCOxoeX76XNWVNTbzNegmPzeL640dbI2WO79GqPTr51sbKObfuXVhvS+GNFaGi8kntUYKGm/hNDePN6flY8Cf+uMA4TtfR+FeDSd5yWwUyGAbbNp+VIPtYr7/qjiSTSqliEv6psoboLo83yAO3Xys+Wk4JVxuQ+1j4Tqh8JsIACBxcXY11dvDIXL+aG17hqoYeuou6sfPw1X4LKP1jeGFc03ZZlZfTAeaIgMAEA/+lsH21h6f3l9H5YNH3fn7yTmpCwAAiNldS7zQwjpYrtXTp8M4CgB0S2X3C9b+weTw98/bjqLJNhUMT/qzyoTmzUzYdqYuVp7JD6JWdnRTlGop8iut7I8yV4FM5YFPc4J4dr8Yf1PziHeHCfhs4jZxCQhF/1ke8YxS81SVi1U1csbP5Y3jlOnAjxXnnHLMFsuhzGlRQcSSpHGtNWuqZEjoyqyRkwn3Kjq2s6LFABJBGiVLQHNe5b3XL72AVIMbADhFJYJ/uJTdQBaynXelKdUD4lHPUZoq1dX0S9E5WwiA1U6QF8pfd0AYiCg1PdkPljWIl0LdWETQdX0l0nZygRd2cL0JX9RCL4vQic4z2V6rva3R/nIP6oDHzeuojJxaC4tNOHBudnw+jKUaYqZcv2TEtq99tnck06GH/i1trzlIf9+wRl6a5XmwnfZIHANF52Tiy4W405awDyfdqfKvlVdJ4WKz8eqXVvmlysbGSZIV0bMPr7/WuhcBO1yMh/BGj9L9HqlTp9faCSk9PVnMaTpiH4BakLhJ+1nj7sSjIXCMnah9zZ1UjyvHvY26862gpqtx5IcLSQ724JkLEMJJXfATxy+TFPf5MHQy1U1XPZBBYO1wHZ8nXNy0M6d4XNu9E2YXw1J1msZAyWd2L+gfNT90PNLhldh4pCSNqLYjcTk05UTmf52/n40H/d22PT08fW1R6d+Gl6cKP/NqFnnK/jYNu1O6rRxX0hccBVn/DCTU5ed4apFhp7eAN9HlvFj4CFl4jc073//+2ssA0Pw6Cvc/Hp5Nwlld6n7nKDzLJ07Rs+BQl5LWXK8bTk4qlGh+NvJZ3JBvJsJjIjcTp5xqJYCoyBQycyMMeBG9UeWHbcmChWX50imbempqoaLM3HemmcSOZg/y+unXffpFAgBC2sBvR4orar0Zv5ZmsBdevnh3tUqo/D9n0wYgsL7odirgC9JsA1/qYrBdwJjkf2Z/tJB4e8L9+S+1n749/907/4e21IaomSj+JbeaahgYEru7Qyw70+ZUhd4oBb3SmNpVIewbAaeR7xysEVrpuXMVN896yt2DuFfp7Y1UvyR+k4y32iEHb+vEa3PLAwbgB/SOHEZlKW7OMZfaxFoaXUrhsu7D1+yKW0jatNuXTcg0VCmVN0u0yW+b5dtaP8ercK3rLeljDmh6sq0CrTPFaQZcY91jgPezTXoUsaizRsV6x2rJjRKBYk3mA9lubTZmpfmdnpudEI7svc0dVSclnlwA7QYenv9wxf2mYqBFOS3PxFMKrh2ClQUlDYx9D/HUuU72ipxULa6XcGq6BgJCkWWtP4m36zdnWPT2pZd0TdpuGa0iTSWoZHxizfX9CNtdPmaV5W3WC/SIxDCklyTTDQw0E5T7WuhQK0u1qKtdka/bM2bzdYK8fi+vy0/KFDk6gVkBDbvcv5aKPPcDrUhzVUxnwStf8XdXwtimM+2h1ZbyJEuXzQ2Jyn2zuR1/Ht2nqT/fsWP6VxLOZgcW0uIMt/P+1JbQnp1F+aKgy3pgUQckQevmdYsQKy7eZPHQRgGNOZhTaN/I+0zpzbUnFh26czsF9q16LT3upF966Qmf52xdjebJ14rKQbjrIHEhv7PuoWs/H2Ol7k+nsDUWMnZFxupzF37yh29xedloddUIndmFG3lsj9FQtJ2ELtEkNMeGVpQp6jQKFDIeaHRtwPf9n/7cGbhvPW1BAMomH/bt8N0I7GUgwnovvoonzHynVJ6cb1xVEAWakr5tE3Xtg/GcTq8UIj6VKxEJPI5qYSVeEfVEDARZdW6DOyXFfNL1u5w0GRgTO14B1HzAWdvlV19PBr4h4nEIuEEACMBoLiDq64PBG/NUf1fuYhZHNR9djXlS8e2R4/qotFF5PsbcWh7cX/AXFeDl9u9nVn4ht8aFP02t6IbsRl7oy6Hiq1HuRgxvt/zyfFRkVUjdrjekvOyC2b2mtdsGs6GKGlV7HDXDgMJ5Ip9LSY7PgzljV/fKaTtee1zDXRaTWDCyYpzc6NW+wQ5xuYqVCGJWipNNNcIdALx470mF5z8VfPiOftUY0HaD4s5kneDeVgGw2dqUDFUh54eOszZoaTag1yVeiYc9qh1wbnSj0ETD4gi0Ou0q218XO17sLQGOZLC03Yw94IlohNLQW6M6jpObuRYzeirJCZwNMf/KLWqoZxfAcIL0CWgsCM8Mc4hnqImft/NvqCfHv+3ovLVQWmiBZXRJM8ChFBdYkC2b/x2Qddod6h4LdWkuWurKL/nYzN7iL616E0WjeB89U9VZmmJOjBHR0nhGoKPKjOFplAZDzZNw/tt2VaO6roJfSdC+fAXSMOt+N/jLpVH1mQdAHmeWnxx4SmvU6dPoMAWv9jd2/SlZT6Qta7iNsGtaeNVvWNoLQoHKIouvDh/Od/9qbGD+sqaDaVYXd4MoHpUMHF32etx5yoMEmCZf0cTm0ko7pobKD1OziWE3Ak5QZkwUtV5eEJd/aoi3MkSpHl4R3/M8Qvt8dF0v9DoLfk55pScqNyph/Aq78YRPwvd/eXLaY2DZlfvEvQfLd9v2XeAGJpu6YzCeZZX/Xbday2CblhfnM57r8u3jg1HidI1bcUwgi6Ik6S0Yw/f/P/vcFuEKOMD1b315yu8vGCcifxsYz14wBcM5iuZzTU0RInGvelcTnpejlJf5ILRep4H6nKA1A8pjPz3St93JmkZbhdWO1PKSWVSpejv33MtvyxE8Z1LzbOHm3dbv/77h/uWslGfuAPBN20iMB/gtNgAAVpBfqOXa4wWQ8GR78Xyk8iK9TpBdYcqfLmohD5fEXZM7Q9ws2hW3vtM+1svjz2BmCzH9R6yS8fz0na3yhQjPEsf1ymjoDl/tFNcuxkQtqFzzJyC9cR1Z46QsSisABbPnLT2PEKdU9wukTupUplZvCfwpksJvbT4dnbf4IyfDaSH3x0IMYeCovVlXpF27LLe5r3gyoZFhCNlXbZ7XkHHEBbU1ElTONnOZsBZPVs2PujzxSV8cz/XoL43RpGM1SUX0OuObeqLVz2m4no/P82uQCgd9c+iuBYc9hFwzsQrewfSi3UdfgJGJWhK1RxlUGBUv+XlQww7NbPBETR38kAwrEdmlM51Hr5Txup0z5hzAmP+E/ljMOh4qqmVAPLWiR0EWpX1UD2Mr1EMChFkXkzl1mbm/AHGK5ZKoM1nmVJSJ3egFhuGU7FpDESgL411Anl+sZWDmReOOPWdeB5orwnGX68DcNlN+ohom9OZO87sWfLj1q/PL2M/Wutm/kHS05h0KuRLp/IBszRyoz6hv9EVk2I3p6+NJjo2Vr0sczgSVRQNBwQx0+3C10XQThD/rpW3HubQPE7dX73Zzk9u31Tc5mueq2psq3w03+KHJoUfpm7DLOwqAsHKa57309sr1+60RomMqBVzWiirE83lT85+rXFG73sS9raKKCL1CAOH7nFfacfi1GVtm6oMrlIxbSbgaK/plTXHu7Zu/MU/Vbau/GEz1RKmPsnixQ/emP+EG9qXWtVKq/bq9Rgdcz08FeAz83O88K91wPwNw58Y2jk5ZMapvPMMyIskAMN9tbg3TFeXmPJTAUiEu0n50b4wiuFIOPzSyaGoPG5dww7GbFNyvpAfeEOJw764othY2Vx76TSgVX0sZJoBE1ixkLeqq3MfH7iApuAIms1zZAgEygAAbBABJMMwmQ7177x/OpSl67Ov+QqIZ94wYq2bERqixuhLf/SGJ+8Wk8/+W/LGPb/7K7dNPRvAP7P7hN11olIc38drOL7McDLI2tCpn0rT0aC+xWJGxn2JZJ23BeDDqU1HjDq2tDFSYXBSgy+ui1hb1rMv02yguK2moYBh6NBtEu94597sDK7MZ4a1YbvxR1AeBX6FtJ90IKZ6k7eR4wWLe37jjdtvIgtiGb/dPFs8JdMxlwDpR+wtIM5rit4PbzMZCz5KBsZYazoQTjL7pm4YFnCZqJJMjEheT9wudJNvAlBKjxXYl8AFugNmW9CtuubeTbJenwGqYK+TimibCPEMoUpmb+iv1wVQKz2HvJjWbFbHAt1/0b+rtS48UXug0tyV1gT1ebl92NOUujeCGJaxyeh0uxJAXY03ayqL2ef02UBwubcjqmjmhFmeZOTN1xxp+v9Hb5lhPVa4AHzzu83Hc/NK5PO95EwDT9tXfEXY7rmeKMqRIGfTQr0gjM+SuLVuPisM7rxKHICMO02T/aweO+i+TR6FP5rdXgmIDOX1WPUFZTvZfZC1pgPK9r+/djz+hsGV/2k9im/9aT9dhRtDf23VSvt1a6R5xIfyIrqn9Qf35Aqk43rQacbLvtP4UaxhwoFNPjb5YSjaIA5iYsFZteqlvbk3xs1vN3bJvSN0Y7NGBLzENN0sqdrjrOLvmkGPb1bG+xHp6437lcYX73O7GLWTFsIXLnSUGsrBf3+7FidQzVqZQTDcToE6j52LVV9/wA3v49sDhKDIZp/A4uPG1z69Nyx7A1Kqjp+MJsT+ehQZH9ayoOpKab2eG2B19geniK6uT9CLM32vHI9BD4ZJzH4p69qoHE/Y0TY2/opQnEKQ8FMVvlupfZOsq4uiR1DqMkK91rSyfGb4f17d3Jh+VlNt10cWuMO9WJifG0p5QvtsHbNLGyECwnSJR4Lqs9vRYfHBhkw5Kea1muAfiRKzZSv7lAiRzGX9374nwYC8O519cXXqznR00lgZtwQuNEXOaXdHpCUtJqs2+ljeL01n3i9s51JmIl9r5eCltUcaDSRTTvLz2K14MO/Dh403WZ2S97iLKVccgq6TyQfUSvhZFT9s7eoonwm79pW41LqNMwRiZg72OiGPVu1GzblSWDuUixTfmcXCMvMvPedv1tKB5ZSFCzwmlb/Vhrv0FYtZUN7lTPZ8f56SMEk764GZ/zmyXJZB2TchSSSMm7Dh9N94p4Ayuttw0FJ8WZVZmqunBaBC/vZVyBjrFrrYJyroDN7+N6sya2OjPgXp/FRhcNX67ID+ycz0/Jvw5Q5o6nCEYTroH1EV3xPTpTK75Pho/mI+1+2x8cxWCPtkOk/dh0QWuzQuHHjCEnnjL7HJgaDLSfeEJyXntt/RLO5kKulSfqiDQMOkl40LVBpiycxTvOhvu09oPSTHFPSTGfOgSwQ4Xxa4qwU3rQPYTBB+0SrTHi37zsu/EhVY0pVllFcXcyjsoB+ECOQ4KdJ6GPzEi71Sw38/78dx2ifGGkmFA2+ZZ2zcG93RyeNkHmevhZ4KIZ3zQ6kjtksy+yXTA806Ggem2Rwk9MG5nj4oodjFdrSVWHdTuderrUiFru8jVuw5o0qY9DrxCNR4BPLh2fn2Ui/Xz3U1wWPTJLotLzWsSBe7XguKcT8G19eo/h0cN94ha8fK6PygTDtYH7brqVp/pBljg364YQngsgP/ofL8gIY+CPLt8LN58ZyFL54EA4suxx6k/WXBRQtJx/kZHjygrRUFxXVRu9Zncu+ajZTnaYyTa+OBsbNhjeL/ADxNPtnhwKVDoclihDS+LNj9v5M+Vaz9189StBQ36aDoxxnQvfzzb9ublzdCMFHQiGyhGZ9D/Qk7L9n5jxIoeLu1//sa7z105uQVInhQdIVUgcLM3tu1bL+8z+u7X1w8X/fMYUEc/xauSkZeE+9V+gN/Zuo6jQRrGEfSoV3gX5uDeNtSFz3Sa3q4XKj08cnxNLAvqhXyemt1QKaMkX65/72+gGunlGkOAiPyVu413nLAWmFh6G68+NuuJ2j8GTwDYw2m63Pb1Ut311FvAdDblkNnHWJ+Zecm6zNG4XLOCktcBoMGBm8G0Wuz0UDAfj1R7NxuS2iAz8RMvKS8X9z4b6DMvQq5q1cZfZmerD9ba8TM35ZZlURr+QQoQ6czzIDR9WQXryliNHJANFIMmwI7fY2fKLg0Y+FR5lu2VlWU8mk5J+mNmZo3ERMH52XS7fSabS43nxN2jVxFVvuZQKRQc1JyKqROe0GGYyEuhpjbenpFZNLx+mHwFSIUT61ynAm24nxH33UT8gZpL8HP9IQTlWFa3C8NoE5Jng+lqbU06Ae+yKuv4jV5td5yq3Dx/Kjpr2uGvzH30LH4X89DQ+dHVDhdVLxoJJPvBPazejpEMFDYagqKjcb3wTHW8DDlNySGIp+wpS0gzPbTm5o0+N13aHZXFMm/75lftXmwytjKpuMK/X7Sl3L/kq6t2EDgr5u4YdsTP/MNgVwd56BtEWgI04XhavBrzLeZnAl7/mAGgAsuJEZVPQK95BKDISRb1kqFtIPW+WNigiXvMgNngt7fjhc0dnnD6uc2onNTcSMpnW5tOQOu5clUDPrxkszPNRTOrB7FcwuPhl39aYerFKCsBhc27WzEu51WvCGP8UlTVvW/Z4+5gP1XE+lY9yOUScAXkrJEqtfzWUbhnMW8CLX7Wee9ZbYrKEK28pqRQlzPr83pty8OfEAEtwYPNa4ISpE/5U+5z9a9C2jNvjsLSnQT/V6o954hAg24jymAS0aaW3fOOXqUkN147Xc67+i/WKuUv/XchitUjXW0eVXv3t1/AIPTNLzwcK0Niu3+05n77jco9UmJ+x5OvV/2RCKxvKwAYIRzxpuNH450ezkzf12CTCqZBSQB/PIoKFOW6Hfimmkl1g8bN+EWiTnUomc3oBeRi03nW2SjLymqB6ATGeOim4pTWDRfmKzLYam2IQg3SYda1LRH2OZMExVioGVh/6U1hAJbZ9s7CBYOvDI/wV+PnSnSAqh90Q4evL9bbl3aZZbliV5J0OPp+9Kpe9/upxzg2qjD3ZE4i3YvCN7cg1H77KvpXJl8Ig6owSWYRF3BVJ10wUXyia8NUuFTwyvlZbq/MOquqfc4MJX2YLQ+5/S0PJ5I1/AmBRa8Zezy/wsUgCG8tjT8BKsIzktdqLpFTKZD3ngNfU3V4GS6ZSsHNlMVcsa1vMaq41o6/ih/ybHDvRGLEx0bx36Hd174RPU3TAN/W062ShlFlwDrZcU4lapBTuRz7QrxFSB6Gmg/sV9J0V6ak/YyBSMCYjSYQp4IhJw9aGPKm+OVobxAnXoPauw1j9/TMwQCNUew8Z09l7IyeRuliyNKbMzoAbS3rYq327ZYHlf02x1Xu98l81wMxiMnINVo/4LcFK341kYw7be+cGyh2FAskRkSv+FaGkgRdLgmNx8Z66+y/qrJMRqEDHAfkvrUUsoflMrHog5pOhBwtAT1405/aq/rmm8Zj/ypJKZXJV6ETTefGBN5bo5dku0j8JGiAOWlW7VZzDR4Xv776Sjm8yTmIHGsfJppuC+eTMpRIGau/tVJ1HnJaywRtNxWyL+YEXbl/Gzjxtfm71AF1e189xFxwJ5xFYj8WTARpKpNSbAZmz6TsCsYvq9dOcD2xq8EIQaVizvgANEhFiw9t07+7tCNvB+scoJWLm8VMlEbwP5DT8RCeMbWs4Otw+9EbX+pW8MkQ8syQCyAP5tp8GF5EovZac39/+N33oF+LzQ/nCZyUbvLwD98fSK0GD69tzrmYMQAELiAtyzkQrkJfIIFfN8UFyQ6SqVA3DiJ8jFxxbAtHuJAW8TSljRgn2tus4oZru7ub1605itJDi0U1SwU4xhdO1EgzTjt5quA0vvM1OeIk8LZEr8Szdku/dxhqW+69huJ7vc0z7MLSXc/qJ+ZOcpyfMHcv0MvYc9SSNS4kxbIdeJJx1ixI90rAp90c/F5guOtgeVG92fB7PPPalNg129QLS8sUSXAespxPGUPnpFMW8zzDXaElQK7fmaONenebVIJ+rFfguX8XyK3t+Jbv8rwmlYPTj9vZnVnIQYOvF0ZTJeXqDRiwtTaafHeG/+jACsaSbMvUNiP5trPmzmB3ZYVrDGxrbFLInwPjwhxtiRSQCWwu5Y9jjc7jhO6hCMycW+cxIiWxJitdOj2h0G+7AGHtWvu87eg6kPvni855+25McdUr/pgjRfPWTtaSmPO+ses2TTtUGTAZec9Tv7B3A7gjnd7C+fSCMEy9q8TybW/S3IkGmNngMElyP+KdnWUS5xAP04slpNJMf71dDz/rxQev/r3q3Ex8TzeEkKNZM1lyg7UvChXOiOEHu74Jt8Kd2YgflB5HPOOunCNmA2GW0SN8MoAtbjgHFDYPYABQMrHRt8pjmoYgziWJAzkEp0ZH8xW/s77psWgy3nkV1Ccvd5txmPLwGPlnm95xeB3plH8YWOath00Yx8/nlK292zlfqZJMFUvOT2dNVrdEtozfDbrnCbunlvulqPKNsg5k07aVlE5n6viQAq7q26wXvDO9pH+MEiKBHDiav5rKr+PashvfHQ901ky8MRNu4i+CM3cMRMMfXVIEqLQAtUEs+trqs+Tmhfqr1fJ0fAnIiTIFHwkwY4MbDVh78xUqWx5cf3yRGvVXJxCq5y/Cx3x5Wzo3L38yfjP01BtIBwgAwAgzWUN8CyUDF2kvSH3ZP9XqcglUWxB58YQM2luBmOnB7Mx3EldhqEoCkfS8U+xDGXovHccbRQBnIHvuNRMQCx3QROvrvi9tBa3wsQqapNiova/7Xtu2HEAQV5Xtm10dV6XlzJsdWwcStoqP/l2korwfQ3LqE7wcIh85dLyZy73JlVIdXclnV8DBeNA799VynhvTWfBHHnOcNzyikJ6nurZ1sopfaY1LLuc8Rz2QeivBsO+gLor8PK7wO7WgXHA7njHFj5rpUDRxFwvTF3WbYz7fnnknbD7WUvU9ZilelJZrqE0vTOT9C3ezlnWFA+W+tOfqVH6C37hQotogOXVb9GT+0uptC4QV+8kgo3glX750y1ta9peuJA3vDUJZW63ABd0YLDprPbWd/vcvkripHpRfB7ZcxngpiPxAi5S4kpJuLIRUTJnW6aoKB8Clmu+RDu0LWHG8GBt68+vqX1eXd1NU9On5qN+uEL8X+1UYyLV7N641zfn0BXN47SWhbGQvSYh6s5wdjIU0vkLXqEVhdIWdVneLqcZkNJChu1Cq0eslPHT2nLefcDu0rBl4RLxq0Z1kLcKTIVMRAADW1HlnDtKuDlWNAfoGDPyumYdVhnuMBzcPSoDVG1ojaYCCrtQqN56wJinN4zLLyRKoBjGCx8lPn0Os+RXgfceaQwyAo7VxeiThbDRmI+jL9NyMmde87TsocU0niY+AapvxZdgYseHIjqtzhhPISvdCqXRfaROC7eyU1OCgTQrRzsW9KuwT8f5NM9Sj5WDRTpSOrV8NSq3y/YaUlzeo6npXan4qpqA0yQeuwDB3mJDL99dOFHUqmJVIUcSbY8RjrgbaC/veHWWKC2Rvf2vv3t84v7k5fvmnTF8/PH4ygt8dVW0SPXsS37QyBQAAZN+ed6LkUSNPL3sg90PBJaOp89t+bhy3kGd6LjizIyqpV7T3V6AR+WEQ78VTOiAiDaRtJFUSeDlrJHzllZnpHIYryxHO4lQj/Lnz4ie1tzilSam0XDjQKX7jxTVx0BwkmvZc+VNKHpA6A10/dTIYyNublaUMz3c/1HeT7pkfa840QekOpqbV2cG6q6OpU4BWwAMpeHNNf9dfL8qhSrBgtiLoYNZeieheS5lykQfUYwDQgGt3ZgpZBRgv7gVIVjOzsKwKbcafOag3sZaLzu1GNlytqSuthnZoXE6H4TvwpQYcL0dOm67jZ605se9Q1A5ZJShD0flXc7H7ZGln7sbup1qHBqlG9VLguNme2WTHn5TNgj4UtlfUnSxoFuOlhbgndcDnJVjxz4Pt3TsF0eIvnNcNN57P7S+UV2qFn001Jrn9qITXuHOsjuvQgSJG6QI+51QfNz2HTT4rZ7B/Xv2r8Nvm1ubdY5Ot/sMsEl8spI3xulvCM4SkupfqwriRC5zM78RD3KuyIOU3N3M5qzolla8eOpj9SuxGOMSXfowijH0Da5Wnj/F0XW2X189PgISKrycbZ5u6tmcS8ympIQQAKLi3ZWfezc8swq6Nxw1OO2YAGK9284ZxlCqUjCJEb4qE3oMXxtmy9rNy+qqhCkD+kbxNkbPK0sc/xz1OwMudHBkGVagbNgYAAENpxo6fZrzZcqiM8vOu39ycj8pfYU7oqjxJhpgp6MZrL2ZoanM5urSmnhcNf90NGQdGQcSrq9MLJCwpdUG2vCk6DbI3qQYnWQVR3Xdk7p/KZr/dyr/TsgaxK3Xs870oeR8hOXM7hynAelqQ9ZVBgT/21jp8KTN7IZ17AfMSkvCw/02zXK/KB2qIyS+m/OeX+22lx67GJSt/px4IQA1pNH0kAIh6B3YmQxydjgS19NJ0IzRQx2qwP3D2gnv1i0qepANVWoGaK9nV6QO45rsM1zVgQ4vAMVcBbpwdsHpyzR6Vt30fLt3ypdcWjhI3ohJZmjALjC85HSsVDioe4Ey9XCxCnOkgAf0VMjuGcnm+thS6N9buo9DhTiVsZI6DpI6/STub76Kig47LVGdfSvEGwmsgDyOnD1W29nAv2dtK3QyClG5TMIdsil4b2WCqBDAAAIhrqksggeIZFxHjdQinYikVsAc32inlDO1Y6gIXABlS3i6jCpjDOPSOkTwUS/6LGH6CfCfm3I54dXtI27TvuSUudA1ZYvvaHMeJOrEU2oqL7FVsdP10O8OB+pyMurImcNyLb51iIW8PyAFHTuVs+6BNWN5dgMQM8iUeNBlfINGMmvURVDvWQGVQ50J6Qr+cGKafI8R1oAfSmHHmpP/p0hkzu57DfaEL2WF6TSD7B3I4jbyareN3cJaHXl7dstjnBXrUrk8inZcW/esoRZxxo7paxNfiWyeUhtzMH75VgXkmaffO/M3Qbns5Gmv9j5QzgFx33ev6UyN7FMhVwyv86KroJ8AsDWYVFoEMMUBWb+Ow8UrNW8f5AHoxu4sJbtes6wp6syLdBSPFiqmRFYLaOo1t0mP7h106todzPbBvDciO7NeGnRAeK5WX1BoGMLUNCv4y6VWu512FllV84LMI29xUq543oOgsWJ2HgNPb0xtd+fRozaRAB+fH44y+ZNUfLW/IqRUVqM2bOU3peC2k7GrYOWtTo1gjYTAPFkvbotW75PgCoFE2ul8wh+madjetQuclYnEwjnIfvkWnmPmX9i25o3tbtmPEVUoHbqj9Tc+ZGajzp9dWaCJRGvKHo2XKQwL7Og72f1V/+I36B6yvtHcavLjxpB+B4nIdGHypv72Z25arwd3PaW9Pvd8Xuno5dZZ5M0btVM7QdyMbozuu6DmksHFHg6EnkDFZcjog+NpVU9NW9jlGViImW7FHGi7iwYFyUweaxAY/lC6SFf4cFbXEj7XcgUHJ/RzBUsWKq2BUpxouy7ZpoKa+7jPdgvwtf0L2in8qOyk4b9VxJO+ulCoPRZv7JPJvVnTXX5tjBpNE0nEuCvSsoU6y2ICUE6o0kjV8ixAAgDNGdAoEB4yj54qiTdjnWiTL8QKnUJu74JW3mkLOe4gr3OwsvY3rMySlqheZ3KNp/+JwF6UYZFCEk/gs8mpS1LKN/H13Gu2s6QZMEwhx+6pQzZXKma0rV0pVChUwNUstD0XkSZTPudkGn4QWgwYtRMtOsyCIKmMsv1LiOWcuhK9n5qxMwwstedT71zKWHCVn05mqk8m4t1OjmxTAW5L0LOY1PSk2KkekeLkxev3yPOzt7mylE1M7ANoNw2lgrOEpj+7dLisIKhajEh+5ANotTXvMdQPWiqq/54QBasqnyVW0K9W8kOpywhmT03npBKjm0QFxFfsGFt9LpJK+Fnf8x6JocstCTP1W3QOIxLjDctiHUb96FOspV9UwraaLrTPkZaUSOulSWgkjqAQI206jbXm69UFNo1NcoF/BQw1R9far5+Ax83mRWc0C3uWRDJoovZTMF/ayVpe7z/TiBQvXyPYFzQYt2yF2XvvI8avntmOylh050WKUY+gSrb1QSo4Td2O+OtOqdQZ3J9rxIEGqCOrqVJHZ9XyaBAih7lSXm1278A5VF3gMT8chqHrvPgkRdrJ4f9/MrBmL/K8gpbeMNcZAukG+JQ8pnlxJTVsj++ZEpFNxWPzR+tzvACryV1vQrr7K3/99GTB01oLpUebgEAMoUJNksmgfLf2oWS66GBOgtHuKTfVYlkC8Kp8LTXQGHAMxYtfxqC6O0ZGOhgBufNtdDyzUSK3c1p14Ua+w2GvDzEmbYtBOKSdoY921XS8ZSpPA1DSmai6i9oIG28zb6m1/axaPFVkN5M1c1WBZu09lUxj6am4UccNc6Syb/JK/5F5Ba9HhBxNOEOGKJ3yFm8mlwmTOsn5GHtEbWiiiyThZk2V+pf1EEVXSCCNPIIFUQ4kAEclIu7r15VDHNsqWM5Q9A3VkvR29qBuH455OGoY7CVwSKoCRDH6eD7zJW67CGeeA4B6Lek1xooip2AsBR4qUFc6sPXfHhd/zV5fzsedogC8nAb4F6noq0e2TMWkGnpRW0Vzhnxo5m9z6/K50zYIACZXe+KL/ekq3WT8Die4C40TzBNfkm1vXMFlfbtRYKofJw7Gn3kR36dhzsLAGDntqY7cCX/dYxEvYy5ZwObWo0NtPZDwZ7cpIu+n50jF3nXjszHvfYFw7cF3WCj4suVdFSOZmZm7PQyYLlfKmefrmg5xxTp6ZPeGUnolcQnMlTd2rNjlSY9bFSyIq8/fgxPGfSxOxITQ50II5zSi2ZVrTbkPNfmZl9l+6vkPa6+iqu14lluyawasDEhaDrcloGIRqIpYplcem2BK3g/cYIrT62c+2TXjcZFZUTTddv7nU/eVcNJcL72bHMkvR+28WUxPQ8sfY0tWbOXyOulvbww1zoO0E3Ms2pvY0nNgojYnrqrtmvMbDLEmXxUv6jfvSv5lZ4xgJ/kQT/7Qe0ytgojsdWVEgPLW6HoUgFHKDw2Dc0H9SGJlu6SyaixWCMWYUNBvUNmHt5TP+sKCg7sXSIxFmLvSGxVvKsbVQGxE8n/ZfPnKqa9SlTr6bSX/xc7mYmn+nFgYgS1QvRe/oWaRJrKbj2y+Mv/DqhkWlzOseIgI3bFoVdBSsitQ4hetBqR7RTbDgc4B7USqMoZYGfTV7feXqq3fns06Pwta0xFUOy1FHApYRxyGq9LWBdrDS99XkLp+FPNKoLE77ahgWbuMvDEz4+lX5xpRyYyqXXWwKgOeJGBuz/nyZWtlEplM/3y71h6NsKQzsFmHUpZKm1ftq6lAxpaoZyKPYAJFQjhc2oJtE6GZhbInhY1fpBRUpg6x20gI/zotXgXhC02SJO5RzNdnVzJHr5jxT9knScZBYQdV3Lbc0z5upw6eKUnE+3UkMkLdLmVLhzitVAzdKyR90zXGwFTaRNKiTRGbembfmn3m5vXSM37pafCYeuvFoUgZ4rX1KMAd72eiDt/mL1YYacdLXSIKKv/ShanPnutcWEzgOTTVV8bDlgNJh6UDUtMhUBiruyjgvlXZP7GMmCIRKI8BtixfXz8Ht7aK662emO5Lt977Lvzy1sYsoR1iLuALKKpb5bjXOmrErOkmWXPHJeEH1+qrJdzchwNZ6/F2zXqPxnQKrV5ckDdAhX/H7csYd3PFRfjOdMPhlDxdyrdw5/VTHqHkVdUIBuI2kMww0nozca8q+hNjurqEnGzlZ4C9C14YcCoMgEsxhcaiw3+bPnZQ5WFzr5/QPpq2PvfTSCvK4AQDyRWkqxb936XaX19koEON4Gu5dZbawWPxwZO3tJp6IJW3WK3fMOnE0H8Wbe1gAWbWvHInmgzU34qfInuoUnHiDVCikpZrLSg+un8BoJ923NuaHhqt+rCHY19+C3qxh3xWxOFHDzRXnHWHadkZiDw92/7asDJCw4a6qhDRyGE/t5Ezej3kBlLExiPfGNfuslWMEy21i+521xNyR4C4IaV5ypS+/DNqoEks/WwG/V0dNzoWRqVnRsAhTl1dTeyAt56h4OaK2XEwRupeiHs+qYcZPJ3SXD+vrZpsB3RyCE8WSbM95tc2jNufdLPaAgOBa7r0+MSV5Y+0DazinVusPwvRcLdiTNUz2hraLlzcXsRL4/NCy3jWPUKkEgezyqWfRM7s3xX5EKvgEQnZIgQlqJJylD36SOvVRYOb0K4DyUfugDPZIta+KMRG6rXAYAl2qTTxtZmY+FuhOZ+wi2AR2QpbsLz7a80A/w2wmHRGxV9BkzyTuF4ZbcDJ+LeKhFiuDbgEgwRQ+FLrJdbgpm6VUdwCY1F/qbT2d6bxRW0UoCphhdXFWW27BmfGOu9rwxWfP+dMm63IorGOi9oLMv7XGlsAP4stzu6HuZSo2eiAc9jKfHw37heqYkYVKFnYtmvZOK17zsUNaQWEAYFk7C+83KYoMRcwRAEIfGZOJIMLmKsACfyXvEa97XztpVsPfJv9w8T63Md2veCezDpFO6s61HjpptRaQ1dcar+GK5zLLb7/vkJgRW8+HE226JuumI6hNr+PNr/1mpicsVElzKBAYAzupgCjJoWzI+Nyj5heyRU3dkrm4K5kv2W7xrZP92IJN9YSqaQzPZkohKGHXpYUyylGpKUGSySoxu1rgMk4CA7JBv1nWBzZ5p2iq2ofH0/troLf95eli/HI5UZ7pDIvvHJE/7j8bG64xxrqNkGYghZO613OvjRfnZqnbum76plhn8UoWzudLaK70pJ5xBQZW4Jnm+LsWu3o3qfdljMjhuWXDbdjLYE/LZv4+HO3H981385DXQfmYTksGbjw2QuLM+jjjY3ctn+PmpZNYyi84n057DLstDK1OpXDC2ZP7X/7xdaxyBYU+O9czaQQHNYOGRtOkZKEIRU1qb3Ehuqg6Q5mnlVrYdMuHKfIXYyL5iezRYycODUAwaru1HFm4zst7IyhfasIr+ZTyJaYsC4VxelkX7dDxZj8bvXZccofM9qpxeRFnhamLtPYNAXfl7Hy7fMzekW0X1gXmxNy15tLv/MNlSBpPEKxjx3l9jURNSltOhk8YRpy1hgeBB4XpnY5Cm8+dXdvONPoAr9yy3IlrUyef8tW7ps0uJlLEkXN7WT83SL7liN8mGZnFF8AUt7BofXW+EJgk3WbdcMqpBQDcsibKtSUJqVKZ7sdmDrkm6sh5AACATJpKPxRZJbZcyMXArZnskp/JTG5FoXoUXUnMJ2hq/jnUh76qvfvix1/NKCd3nZNlcjgYqnOWqM8Pka3SJkOKFgJZPKyFpS4lTJITMkdJpi1QG8hrdTgePE+yw+II2pd0rPU87hf3klVzUifKccILolEzp2gxLQcuqrS/6ntmk4An07+qf+xSkplvN9EZLV3Zq3OcFlg1NSsfTFRfYFiyKFsc3itFMzbuOHrB8YPYDuNSWXOXdLTW3E8JolsYzJQ8v6i3Ewdy460aczbITC4LvHHuNLGY1qIKNeNe8tKPPcff9LzZV0baw8mcRaayRWgvLxipC0lb9OKtl6D7AmI5DI7PCWMHgGsXlKPUcUQnWF6kWxOPjsm4vGSO4DE1+x70p2jGp/58Ll2St7rdikp92T9PN0W6aH/m6sUkduTftC4xdQCVhnduQ9eUCYX6LsrKRlELYVQ0NQP25ZzKwe21YZJuy1FpcFSON0/GqkpoxmwT3/qq3Vz7Rv19b7bbRfHNmh0Gb9EK+skvrjwFlBM1XrVuqbqm7sbQE/zFBIlKIHQMzwRpLdfDFNkL8PPLWz2drXLng/TjpdJUx36su5LTuIab8rwFY9kxlYeS06VZMhMeQS7OnOZWPUROLvC4vhZPlRrcmn3RUq4YQT1Bwv3L8ziUjTJdx7rFF1isgokQd4ph/9TLhSWI9sIVDrm2UD5pb/JBjAASjq1Yi9XGilLP1w7j7FiZyg3A4On9RoFW8XnsfEtd8r0duApSZ+Wl1CqXxTa0VXSUs4l2JVWYOjSDqkKGYW+MVAGqRfGR2O475yVyZGX3KiNcC8FVkBx4o5qcTecFNrEszXy1Ix0x9JyYpm96raAO0grs70fEM5SjHhlrXOTi4F0fanCe+bZ84ktFwgDQvB2lmsNMSw2hWzmw4Gd6+9SxZuxweSnp1QUY9S35M3T1bCrKnLQHSSkRdnPqTsEi4PdaA3jrWno8tZNcc0411LqUX77Rds1eC2Cq8HJfinwIhvktrjJcEgOiJqVE2szZxxTerjbiCMOX1gtNLhr3fqC9ZYLNP3Y13ixXvmbmf3qtTQyjfh7t5K//2vvlFL9bPHVwcePYGi79GOwck+Szvs4asiCauCJ7IQW6jZGSH+UP8ig92hpDgutGAHJMkc+yXLV5N4D82sHoiUloXpbet/IP40ErL1UE33zje1rxUtDTsNjkUSuXkG6wZekmuh2521ut3c7GIgSeZpF66E4eD7c0hrKTD4GHl7EOfDek5o33IDx28NQQHdR4BI+tV34SAOCHVrd866ThZX4WQeg7AM3+FFmpJw2GZFUvhrIPwnq1MeWhlNNRHeJi8KSmaJ8lG10+sKwBh81+JyiW5X4IpKqTbV8+PXrvnZ3J546gtJJxbSg8BlDHj2fFew0s0CYGWIqSkkBtpluRqPU8e0qmmthiUawWv9QKXqvxXOf2/mJ2uZ61hxh1LBh4k+1fdX2tnPy2geDlKLimYOg/FjeBAD+E4CWRu9YypWM3udKaA8du9K+lpySjdT1ihVXxTTfKLsc0M8P9KuQPhtU26sLrLopeWa7Qj2AAnQRHqnUULb1WL2lFYGNhM/nazzEGgbDjwtrQOLEcIV20FsgdvffzExSmABxsc2vY+3IAi4SN+kQ0Ltq99/DQTrJKu1lLzEhm4VTq8q1oC5y+GvbA1AvbGJRB7i+CKD5rG+SViufUpK8jZdqpWhiuwEkML+kfpwNHKj1qfcPgIK/WyujBUBtXs/a4mjVbYvcH+sZpxvre6Yek4fvxwx13aBPQiRyYa8guCQOA0JUPYe6CPsV2U0kS5kLpcgEoJ3ja8VpsnsaZojdbmaxuRLnrcs566SKvLW9edpwEFbEAcasths+1ej3U5BFdyULRGjqpsKb6I3NFtMk4+zhzQguLrz9HBFE+Gry5d8WEtrH1gO9JH8UtFqhciJMGqXKgqwqPlRk/MkkhY9cNCHVAHk7vbXJJtdCsXtJNklkd0iSHG53TYXLDb6+AfJBSAJRyZID0F74CqWXap/jbe9lI9kjQ70JFRz+elDd1Zq7H37Ah6WvYEMOfNRz2uj3X5VnFv+H4RSAcn9q+ktuJcdKuKnkKB9idsSsNTWzg0u45SXHRO/w1/5CiYD74JLBUaURXBa3jFJHm2nJbUgmSS48Gduy7eYnFjy/3Dy5u377K9crwNper/kBbVpGrbE4i66wj/HnpfNtJTYpH0Saj8dJH6ZhlAxFk2mbXJkV4AX+ijaR8GX4xPWuSvu5Gzdfbl0s5Xl2z6nZSIQLSScAfi7G8SNVFEo5ai+PR/9VCMTSugNpQ7cviDXSKi7xshTq8Goa122VNtb6Wo1NoUwHr6qUeA+slS9fz/vMftMKVp/zJfGBHDtPxte8Gbbmz0pup9Ny4YyuIxGivFyjqamBDeUMGmRZFzY1Ev6Gv1imcm+YPoM2nlpVDIJbzsrZXoaMb8SU7h+ODYk+rgBbgfVUVe2umaPdamVRRo7TaOcNiVim9k06ua9spYg3WWNUPe6zPrrrX2+asyUp7SEj7oZOViRm98jh254JUxPCWO9uj3XeFAqeoEiuwq/vpCPWbkv/caot7V0WvGPBUGnmhqISQwR/Re4u9lZAv7n+u56TyJWV26jJvArC63+pwEJhgZgypV5bEc+QgLgthup2PyxpeOYZRAiFUu4Zk5hIc1dU73e0avqMihHS4NaX2HhGA3SJR7EMhrHi0QHOgoI1dD0jBURA2UFEn3OXTi7DhnmtBixW7p/g1b+SZT8e8q4Ee9VPBvAjLpcG97sSA1cpeWzy7nCtZ7g/weia1gng82+sliSxtyVtTg0dYj+o+g9FMxLx9zvk3BzgkcBjrogSa1zykHLr8avxcXGooMUQ6LNtmmWfCSC5lS2a3WXrxHb46imLfcu/HQ9oMbOqfBcJamQ0X29yOLZhIS5+Pf+x+deW5Cu1jrhXWtlskrA/mwFZapTa1j5F2h7glPBvyayFAZ0K6tLFa7ULraTByWi7holPyhi+ESrYvWsoCgwOFg5Eg3NfF7aSKD4yqgaM2JQV5LvNWC2E1jSBQjpjF8dwdwePu1K8K8qAlie6ISpINnSjtwORjGltoXoXfTF2t/fkAWdHGSN7XFUoyROUU1c6dkW/fwD6vYnVwgXqVvgJeTk8Z5NNEHEdtyaXy4gr+DhdN1RQYjTBqAd8BCKkyTm6mvsU/VonadDkSKpUNqjOf071DJiKf7iL16tY9feyuA+6Fa5v8xh0tQeN58QTer8Uuew2AmF6JhS52aOP5zT6+H4mcX2rxtrscw5ssfSEQgLpnm4X0U/8L+SXli5trNW+4k7bs86NpRrlBcKjIWoFz763cK163b7pa69dN30yP1GvHyouECK7KdN3kmNUI6bLNgd72Rx33C9BoOyneTFupKK+tLNeskD2Wq6lITorVv4u6NzfV74ZW46y624vO9adXheZWcWmVE/lliyqD5rKjoRDhwZ/BUSqnDRXd7cixS4+gLvRgDMh64kJY9UMeSCxfvl7UxWxadUZUKwQQ7cXkXnkcztDn9trfOlh9bQZrsfgNN18OezK7kp6ixnzD7Zhza1o6ylIjMPvN0UqFmzyYXLg1KdVN/Zrpigtns0TmhNnlC7gt3go/9mpBupJc4CBYWocD7axx0D2Oa4NV1od838y1IG8rXaJi3GvDbfc7SQJVBpGcVDei6BzNmXR+iTnRNSZ+Vaw2Q287jsAOQ2ag5wsWjW+uRoUIXHkhd0q41MYyEuGXXOsuc7xTBkAAQIDL2mKiqxMkWshcuN68HfMibkfRrpgj7FANQ0mvceGPiAEGWlNF7hMm0qvgK2PBTy3Esm33TfG8WoVlRzf+g7oS88B87Nw4b1rnD3zMVuRrXRqKyIG2m7IvHW/tKsNNxLw14fsyGdeybqrLFGQdGoDnZ9n0e6FQ+lAoXVd2l3kmy8K446bS0OeHJV6ttQX2KkAKj723BnQwxVqb1g0+rHyQ9EZZW75KXd20JA6ERmCROloG6pTfEjEw9DL2q6cUdxMib1fW17ES11t7WioZOgJDabbPVet9kDv9WdGSaGL0eQSwtZkKVPKoKOej8L4/cvFK0K/8p31CMoHycw07ZlRBEeX4coEiTgmskMIapo7SVZnsy3e3+Albmyt1W1xLfv/1Uf5GY+NH+W4Dk4vYKYaf8mdPxaPLPyphe85xe++G3EVeko+lOTvxUFNjZrhSf56kOdHbBrzVtqXLiVQ+OtYPDKRJMQriyIfrzmRNl0vKpSZBJRriKD53U2cGLghyyu7cyU0pR0V8EVtoqReIslx5b2/BUN85Lj2lnHLTxKoCp3QP/BnOzccW58ZyaJF/5qrbTspLjagntiJkonbFa+G/BXEIf8yCSSLC6VdsW34RqzhJnQV95gQIhVpQPPYJ1v55uEavLJD3lLzzukH34NAFSFf69iGfzqWfb8RcJSQL6q+81fdvPZtrska3i2y1kKLzqItxcGPST38jrH8e+a4M8hL/YSs3ik4DM7741OanQjX0Sqo4WlKApk6yWlSsXaS+NeNM4laJZoUbcp6qfPlLX+dKvIoa7ZBXPXON2SGoIk6+4h8GENhP1K1QHB3q1a89YajZwrc7KipDNX5ynL4yNfPGneiSoqEEu+XKc/qhMGjKCV0+L1EE/jLhFM04SHLjBVYmzT9iaTXhiwSN03DJFcO1oxJg9aGWf2SWOALAKFBtZ8vNhIeWrxrhfhjSWCgvwkYsY4PSUZeX5V8g+s340vF0og+Ic4WJ06hQbNNREVMBKyvIHSjMcDlgoLiBI7Mz9IUymHWtzWViWrBggIrrpLyrm0VY8xVb2ka7VeRIWoI1cegWBWVYxvA4PJUCqiNYc2nUlKM5Sq/iqYst2SZKjohql3HtM4LNZmMrlbu26jQQp4dLqsQcxYtjRjSDNVzVjwgrtazyZQGnt35frJW/qxBnf2aayLejGiRfxvA9eBqUd47XJyjpFTscUddcJaM+7+TvKY76vNBYBwoeffB7w/58zLR7g1y4GPPjBaBSdcNu109JURXDe745i0WhK5WJiwtxWOEsQEI3Jkka0T6O4yKcOYryjJBzThS7VBEYF5hmqZlyWBeGNXZyXjNHOjRUwjo6XFpzMkjmHNbQqY8Kj1U+5aDveYv8RTPTKKhLIqM7OGgi4kDNbHV4I+7ULkSe2noX1o5upvuoUuy9cAeGrhxhlep8LwvdFjvy5Srf6vpeHCH23E/+oisRat2bG5YcRr5zzRSfIIa5XaLRl5dmf3GkSMXdRTkWvXmOPbFtet+f+W2mHVsOXAQONlTe2E9w3Rb0qEmiuM3md4al4X2ZOEOJKihfyVl+hEaHvvM5eHgoa/g+8IzypNjyeMlK6a67aAHxBKLSnxtap34u2JoPq512SULXWNAWYMXghrbT+WLHUzByH+Ym2Pb8U7+ZuQEv8S/c0QQEKqzSQcvrDR7mETc5HJpB879cWKmRQChLoSQ5tw5+UrX81CW4a2bfhPA0mbqI12VT3nNnTegTs+OFoiyFksbg7y3IVTvVv9ZyJ6vyiD6qhi+VCfMmlu7Y3f5G6hWdDnkvyQ3mGAC8WirnhmGFlxOm3GrHH0RprNhKXnG7iqmk5ew2He/48hXObzilPUt8pkb19dIefgfcqfIs5BGXmcJa70dmX/eOwxVjLaJNr4eLhkup7FZnZI4DL9pTJZzSgZ3kuYdwJOIGOCiL/QZVl944G6vp45AUDlbiym6e9Xx+uoUtIoqCYpLX+bBDlXKJgf1G6BOVg3xdanPlFCy/WHXX3vqXL2biv+11nkx/ht/MHE3KLwBD61Zteofb3+UfSX7G3tKNEbmMJqJjHc9Gtae8Ne3dROA0tW9GY6lXDfuFLVM+Cy6uPcJBUkfzyuAGOAxFX1TUfetZl1dgL5LsKHr49TLgv8WVcSRIo1LuF0xTHmkH5DfRc7xotp5iaeoQwDPiAFe25ewa1W0vfo9UlfuBvhfOktOwNyVTRM49tTG61o6N5HfYI8XUjfT8eTaoQnUrqtO2YmKMJl3MqXrLn4G8sK5thgauudeDYR7WBUEqyC2hT3mTIMQDne88MUkn869bEykcG5/F4ILnV0FWORrvaizrbgKxHmCjeE6r6os5xwnV7yi+dI5bHWxtbiSsAcbUTH4CBslMxBmz8yGuUKzaIXhcaD+DpSqhyyC6JTOlVu4CNkYHRPQpX5fzybULjknjv7FoVELWJzjR/eo1XBtlNccfi+n3U6tM01P1rVGesJvQVoScYLVBf7U3CCkGEAlmGgtjd7tyWFpryKstY6FyeECdczuzUH7LH1PyMNErlKuDstIPTQUlHizM+AspVItQnvNYlsQAnFQQG75afE0J32ep6Rt6VTXDjmPj9ws1ILzhC9WzM2kee8F6Go2q61siCkQoGfgHR7Jsxi2oBGJ3FwhkreX1Ya7v1Gp1azwS111zpBBVTcADBhDIHxSyqip/Eei1sdajnNPA2GmNO6/bzH+KBWvM1uNzCdSNDaH0NPScfO7mM7c596Kj9ohcBBoS1ruOvh/1GfazWPRergsYwMHLKeecVDXLwpnveF2f4XaVE26KJpVEREGzC3HqE7uDRYg/37/2OAQ+5TVWe93ydkQLtBAFi0YB3rfwZcbxO6M6uY6ZnVNtzhWvraDX+a9oXMzrG31VbPk3N+opmNG00K9XnqkIn59q8itweGoYaOFaTzLgLfkvS+UiO1ZdBtWKJ9cvD2UxgzZIRlEsR3x2a3zxLc8b2/j87XRUWNrg/SCXiuoj31cfK2StRtFDZBB227qEfZaym/Y46JbgpKYG15hWXCPN5e4l0dnQB3o+k/s+TuT8rBhwQpSFX1gBuphyOYoo0eW+N0Ul4wr/gfbUHim2r86cW7aWHOEG8jor+7l680nqbeUigqnUTQ1fjG/MqLq4oDBc14Ajr1j4J0XmrEI+j1LmqCsXf5HMpuSDPK9WFNxMTBDtmw8hSQQa0NHhWy7n1+2+XkhXyo5znu/uVD63bDWLBM91tAnPFXymXlMe/pwHK4SpPrKAbjynpF0ty2sopRcR2dWsGA13apDmavw991eMs9HxXY5wyzmGt9GKur11rJA71pPX01kadU5Wi51tKcrYeNJ8JZxqFE1s+4g3Gold60F/9ARjrlgPb6fy9rWVTBxMypI18pDGnWJz4nJCBqSQZvDAuLbLrwnpr1fi177F2VlG4B6YJJy2Rqh0ld249NQRGQEAwIA6icj6mGhdUgBNUbu+LBMF8zaehrhQJ6qhqFrSCqTdcpuHhBDAywjrbqkQQ5SVQQ1bnZuYhFg9M6Y38tiy7FDb/NqTLom9FI+l5XnoNaEaPEMFCkbFzoG8MlMuazrzIHGqXO5yevvW5lW+c3kqYCkNvddSNG4MQzgRhxceY1XagK9SrfgWSJP2g9/0BOuhWjU8DydJEtCGQxQoiwksBm1Apbl2a7/ncfLKtDBzhYx8OuQZz1pViZoKjrNqpVfFF5fz249BeXO28eLaUsdY8nkeZ/PpNEcJYlAsoVpXh6pjGbSqkBiGCCoROijnSj3gyc3kJVV8AaDONJrifiLJcSm4/A8Xu226rB4zLq05BYJ0lH81aRKkuICvlqu9rV7KRqpAlHayCtK9rtp1inXDq88Rj+ertcCxMyeJaZ3NfczpxTAqK3ysMCHDYDhaLDmuZFSy90NG0hrUlnYxInuyNVYPZ9MNQl1JdCzXTEj1ZV1ikcUIaTytyqOaZso7j+nwTHgmH82LPqgbBiqlVv2eTpVah59qYMumbLGFqujlb9p6tpFFs5ZaRb3MriwjBsKo3pU7qSaj1/IYiVqgClglOhhCDARVSiptEp4zlcwClp0K7U58IFbanDkOaK1ydDgR1s57jxpfGVgtzR+/IiEeA6MNpdzK0uYt+QEoulTVO+ddgrFTvV+OWVUji8y28F19KYe36qkY33XNNWvHtu3EVVBHC7PkBuNuYik63WbjdNVnPIo7ST9S6xtbDbiHapxOmmSUiOWB/JzzgeFAyyI9v6iVF2LEGTfx8WdtJjYwFn8dDudg96KIo7LheK0yOr1IoHWRDvHAm7sqVwU2AcXRzbuyQTKajy1ebWilM95vKeKRojScAgkALHRspeLuvN7IHTN/jEoJlu/ptf4nQnTGgto4V+KP8lSl0n6vV5IxKJPR0bh+bU61L6takak9jx/Im/n+Y2vaC334/bEH+vQ8XfVb5NCs2DNPTV97yN05DKkVRF0chk7/3NC0ZWkHhIGAcXm9UQdx5Of+2Ojdm6dYn14idv/GI1I7FQ+UiGjEb1WCJVPMXSJJtGvQyIGyF1vOyqxxOJsGaW5FZoKIsrcLWX8+6p/PObHValPJHMOAw/KQjI5KhLWjM2qXzBA1Gj4G9YfSxtr5JuQ5gsssOAd+QaEyL6XRmI7cd2uWpirpsGjZAs12pbKZVkfJgB0+GVIV87XS7FffGOPzYdcKTDTDmc1a3AC+FS0RCeLwfin3wD9k76D8tjoNhYwUtQjtqtBBwlokyBBNQ7Ev28TWuEykGN+GreGUu5pYL0VztxkPfDvFBl9VVuAWqfT+yggsSrEWZL3VN7E6QBuFSVPqFkmv7N69nOgmX0wVWz2ptWApbVINYieD0uGW93Zb1i0qHFx8M4XOtGpzvA5/igp8Yz3c6G1ZYJW0S8XtsnHA81lRHYdVdcl9lpk8jaOTuvDBMsx4Nxvmi3qgKRlu8avlp5+RL469vSRFI9TqWY+PjoeWdNt+WNEvtWHJet+nK3r2Q+lUJtrjFDJwfhpJ73Wkq2bhmSPWq65oXOoNKVeo80OFBRkmu3wtZDdSXns6pYABaycKoriPurengLOc83PN4Du5WwYrz5D3u13sKqSEiXYdciOdvJmYSiqJTxKs6pIfBcuDAJYRCN+GfHohm3l/yYieGlDm9pH5jWWVx4VZio3D7dPwF248L1N+Hr9Q2CAwudZ+j2XBrjRvyEhghgBApRuW5jlDXvupcN+wukHd7fLSCaIszzOdQwoq1v4cn3v/EpGmQfhvGOVkEf/dKhVBUxlTZ4pEQxayqJO0lSXSG2sUqb8iR6g3+jizNeEl5TMRSEUyTjy+AN60/FnoBOqKccv2ksAGIPYTTlNx1YIAclRpgjaTJDhK0w04y1Ijq7iKTP9FdumukwtqLkMgT8WZp8CgP1WG+mP0h2vYfhxJwNVfKzAGVC+oqTZpMbbcfYqvULIeZGEx04ekeePoBRIUeVTn39W3O4UdeD1fK0t+18j8pNaJYarABu3+PXgMHqHdZrcJuWkwHspgQxdYIl55KZ7ebdeTUuPOh3ykHMWgiHJ9w3hnwSmY/cWw5j1xkSQa/9i43PiaNNVAbm5cAzSE8cbUOBCj/rZTBH6h8ZbMf+nIvRUdTo15vSyQPxE17vmj5StCwhGksH0tukv28SIX5ezDxP5BnjCwi2Cj12rDv1zf3Cg87RyZ+Az4NxOL4SpccHT0yzFtAO0mFQz7pr5Z5xk/E77UePLWg05+Km+bXoIDMaTUFibJDngkIzbjhUy0TGcJKlQpnlm53MWffy17OFmrGdprCtPq4saOAT32uBIPuR58qW09EOGQwL6SYLVFGbnn43143xk8pVsOk4X2KYOzIDk7lRkycCnubtFp4WiC8AkIUjkKR9nN+LuUy55kqYJNokGlPxbv82GF0gpqAlvl6Uq93AoF8VCdAjBq4Gvm3aGUW6qkHB0Orqd5Na6kOGEZ316XpWL0tbYyPJRWtq7CU9dmqSjewi/hd7YtYrByly7hbYn/fEk50EIdsLXJVbuWzmwol3Gn+NyAaZUMhSAwwTCbq/1+PAg6UrG/XBzyNUoQCNlkA9V7ux+dZ329C6THBL939HFlD0g3BUay0szynl82S3TiO2HRkWGzcWzbSp5PbNT86MB1wnLJifbKtPJxLldH0cZnwXBcHdUQPRlLGcjO0mvGYrHtsBR3v+SbvBZ8qygIsXllvfbY59RwAc9o8pSTN4vka12ANu29Neo15/CiQ8qrVzJFnxP/O89kmAQ+k3kGml1Rx6LUbjEh6vcWrU1Xuzk5uDPKhh5YK0xD5vP7Mk3nS7m0vadKLCBmG+T2+eCRsbAnCjQlFJtmPoatHZieyGvcxQ5JOg2oMmATi57mwLdiUmVx1iW64uAvw+Ow98L55RbA3DERj6BQ38Bw7My5/HqxFRr17tRUccGJZteWBRVE/mYhuzIpAnhOrjxTqF75EXtthVRVNbTJ2nPF/KSvpKe52+nnuzSR78yLzSXGJU11Xx0Z0O+n3OkyhvWOdbSzvbf08+TSVsVF+rWQnFpqDYMwV8bPG2EglB8MgMPdCNVraZeY3mCsjkZgzQyx5gE+RhMjaNRuwAOWJs2qq3jhqUeRoTejwiW5vVZ1jmZ0T70PIzqrtz2SybYUubn1MmoLcavA49FbfS4bEw5ujec8B9Wa1dhXmwvpdR+dEGfZ9EKIQPu5KNqA9uX51OZFmmXwbMDCp8GNXcPef1TueiwVjcy34UWbr/3y5CClb6bX6iFFgn1rv2658EImadb1oBVWrivsDrJtOqS8MlxWNwkHann+cPHF3BbFph0BAGMkzMSsFYDSqugCyR+G3baaLvuimutgucvWidSCNYBegaOqxHlJaCXPw+ay/pXm4xJXHiSwxWUG5SqkwOL21SCEPH95JuBIdb37ONzdmQaIGZlNifo5NufF+NQpildjvTPgLrJsjqDVlQmLnSi+pNO3aPuNPj4n6vWk66/El0POl67HWGnJmK9kf+tcs5+Bw3EysW882R4zMohsGET/rVZd2vW1jclP+pVcwuRJWXBYM+nxp+GXC26kXzLvzSr/elbkc3qr2iyvN12lHVRfyWtvtpzOLY701elI5E55Oy+eLzYC0vUiFLB3euiAIpgk42/tY5sHV9MmF1+JN+94Mv8hzkuWNAZ5JBqWXEfiNXJ1JX96ei+ivplU3npjsrwuO+Xk6u7tGUcYWLZhugKvaOf9eHuiGyqg45dgPVuDbmyJy09t08yJG6Xh4mverDlxWGqJDbmxX/DYBs5H1+GxeP0zS5syuEczk8pJlKyo8WjtObAzMzXiHATXvn3Rxvl4eXLeTirxbu7rvOyU+V6+2fjxIe6t7wJzZNxwNzUNb26iTsTc8y8dRF9/JTzW6pTfC2FY5Yl9IzxfpGmQ+dWR4JT1lbGIa1dMjKXpculFvlTYVot8pBKhY10ASdaVMVjWW3ma6hyNcojeeVWeWQYHu66tLheIGBYVODAbkv6iz9PLwOdGLhjiENcxDt7q4zPRMQAL59R6vkqZec5lHOwNbaJ+Mj0Mk35S0gr3invcuWbRO9lOvJ4Iu2es4YvE9ZVvQBiR2Zioxf7QVcztBOl6yYnmGp+a8k3/qr9HP8bhssX9fmEpsvdnVPauzVAuSvUjQMKg1a+5LRHrWpaVrqRGL1Urqe7t8HrCkvMwCc71sqkGz3EfJKWz0ICPRAySWcePAFhKySG/asS6ZH2bLQSe4Fg1HsD7QEl1XgP9STE5z2ou4P7LZ5I3pfyBOsMr+sV0kn66ZMaQ1X19PNf5sFS5D1P95TcDL7Y+bLJTgnpR76H9zUwsG4ut3L5oj9CLmhF8s+hSaSKc2jGWr2YKaUF6kDIqcLXB1f8obt/zZjPCcAoFFhGgNgRmMZO/n+/iepoiFZXL2eUzj8PGnQPebLYJeLegzUTF3cKXLtlxoA67Po6edBFk2D28/YUE2+e661Qdo29e9h2+5bMOV0P/YT32tvFzczuxfE/s2jIaZku+asBQH5u/uihrv7XWY5426DrjQ9g11Vh1tmlhfUFesGy5PCVzfaCKzaIW8WRE58KZidKdsWbBsuZ44ownbRkItGq7vuXO1XRpqG0KjM3YjL5obwtnal6Bx76vY3cxWc1lbftjND+flP5nX74Wkq6x1JhVGd7qFLFZCO2hiSREOOHyxyJd1TSA+dEsZaGsCaw0a4wJw0wPqhWcO7qmcr8bcKAqohjkgFozP7TYJRkFJwgqhpTpxHv8uVre2aGKB0VOyvMPql9I9HIVCIh5qiAmUDYJX1TgWH5/Mxb1CGsi8k5gna4l7utpeXWvk0t/VW310AmqHsaVu8w/LdXd6k787DIMPOFUWhqRVNehs+Gnmdgc+qedWOmsrSPFUAxpdY7cvfBdPUKFlW7N25gnAMBsK88qPpCCUbF7ycTbCpWGVbW94eJT38IAFpHwS9TD6hp1S7nE/WAOTG+3PGtVMW25vnNXIIayQiHkPImDlA2BJwvr3GITATV9oPPlJZuupsVBM+XCwOjsA38eR0gzcDfd51wKb4igk8lS6fJwWRb3OLoe+V5X+bJ0Nx+34rfnbW76BLZKx/EfHF7hDJrFpklGtzOC6NJZjmirjIhtlg7UVK2qBMtFeTlsri/tAmzjUh+BEpJ0V3PW3C22aW3rvJqftnn4mg1xCeYOsZvib0xR1Oa5oAr6lLTZYN8uhLow1HVbo2WpwTYN1scLDuencaanjlDVUqppij3k9tf0xGNuLyra5UPoGsySSzeNYOzIrBhs21C3Q+NWHcH1FffQ2tVSOY/TRSYsQNQG4BhdfzMZVEuTQsEgyXH8OpLrtVVghhUOVfAfYdD2tS0cVknG1BAKiWS56PENR8eVkDkpV5lrRyFtGR1gFb7RchFTJdSUwDG2r5LKWSfBTDd+1zCEavd66QpnccI6y1cRB3PPqTa+7gywbQEgXZT1jb8OGZP07mNp08nwqI4l3yBb26JKnpPOos0oSqhyYyuRhHlYvr5VeX/NrZRas2h++M3NdHr8E6KUHeQmg9VJ5ZVL+YCWqMhepdjKG/s+OoDH4tf/vX/jpTUoh+5KK19Ebg31xnx3QW1HooxHKxwvrtRbQbR/vxBa/HmUJX3i8oMonkZbYzVftIqTR4PhwTw+91TKXp7V0mnr4n6D6g6YdXZq6tp9q8fpsVZksYmT4Y6GH9HEOuqbRfyzpZq30wbXtinhxlyyEvfqkvXMdiRGG+HVU/vS3MfcBNgzZywK5ixg+tkV6FdF8stWmSSCOnoT/SIgqL9soChXpaAM1vVLpJaFhyqXsKSaMJlh1k1hg8wr/kyZOhYF76o1sSqtHJwKeJnbXc9bAz3h0fP4njq8E5jeOU3bKbcAgzSJhltkA6h9Sa4m8cW6MoU8x1xu6K1vh1p5KPCoc1PaZib/lFR/BdV2quJIAKtFJXSaTJ+Sq+BjZ9ekWCzSKhrR+5v4kGlDCS3pUPe6lnFLxUhvpJcEmvd1woddqc4lZfJaxbV9k5uhuK10bDZgbcA8L9yQl8dnXVCP51qw35tS5XAOxmyPxJoSvsohzgdrAVdLxdWKciE/Ponv+3wQK6oXspJLS3c4YsR3Mea1H6VKsAF+hdcBlR5b7wKUS2mMWUais6dfbNoYHOReblxhMuWaCAfL3UMkk2VVkuagyyI/Z1zWcDrRFH+oFawYC29CXtPqVFtQmt0vPElWhLTkFJV/2gv3U5f+BXonceVv/qbuq+d0v4Qb7qOrpqZJs8NIXctDm8e21+aiTXYKbcuSRKwTTX7I0llwWo5BNCvu5d8Ni/lcGnZQa6BNoEEj3V9NCHEcW5XOL4OJg8AYBktPR3lUxcB4zZhmODoAoOdsJihgy5qjhfjwEkTiMFycceBdJbbosyRLLQbCDsUXZP/6V+z0qvDZcevy7rWV/3Rao5Q5KJEw02MWqWx5DozI9OnQD7Xb8Ji8Zv5TWP3ksx4llvFoShFMp0pbe3NNDV8uzPM9TsXEaAgq8ovYDyqnBvyoaab3Qz7glCsbXVV61seXku6J2Ep9paLobph9W/1IqyyjuC2KzuTrFjCMsyqF0GSUDBBnPVaoKNY9J00daDHHs+hnXMnXA/fDhLuilfm0V96potuMsVqfh/trRy+zZ+kfYYlUQ3rCltph5SifTRJE/Tuhf+Ocj4Kh5XY3JRzKR6UqBW3BXSq5jwp+sOhX+j4wQ0lrQN1LOkfAkDJbeankTa5QsBl/x6mzEumiVXeUByKeC4KaRzQgWiaF53FiVvBUK9DO1PlERqb4iWJ1zE9YEsVz79DS1GvUdjJ29eoleif2uhAtrI/sRvOlJ0JqZ8jNXpYMjryQK/K655w7KEqlHCCDFck4XPfMZElHoHR5P3GUqtBs1Yi6ic1Rlrl1Dldn9v3wO9At7a8cmvvcoaml8nYyc9QkAkwybPeyJCSVCyaxB8LX13OLur43sS1HHTJe2yZufVt9QQprGqTZky8uj7Om1ccTomH+pC/depy1Vezlq+jAiWPXhXAAZ1p3BspXTg70BkMfIHF42epUM76Ak+lNBNcSGCKzAjCi8LQF5lr9Un5YqlrQtdUJH4TV2hT9W43gav8RI9no5ZxpVOCGtBUAlXqdtwZsnM/clfcX5Bm5tJeoJrYih9gTtl3mreif5Kg7Nt+uJCP7EermBIzLu7TXq9IbfjaclZqez9xGikK5+cpZyir/vfXu2pLHXtyFh8UvxN3PlcDuGsj3jcL0StQgdoR6b0597ssO6y2U5Um0Gn2X/lShOjR7PuUBGdpM9TVtteN+caUIKyH7i1o7yBLFnoQjp6zTMCcqzREQMdghTVQKszRUnKzvFuXj0uH/DACXP+YgZG0sLAf9BKmhcxZFQh23hhJwZdc1CTFfyES1B3hkPs3i0Zhb3f8Zpb/gBO9zBSUjX9MvXUfEZz4UjAHl5huf47uu9q7nOsiiLKtEstRvNVarEw8wha6k2s3YKxb0FDhUpGPdScolOnsfcPrsD6b1+aiahb4Myhc6FSufnU0r1CUgv+E7WyDpSf2Fsie3ywwJk586JjnmSsJcRDhTYtB1yH580yfVZDb2deNIfeHe6tX1XLU9k2URx0WNbE/J1/4P5iXbRK1RMDniFUPoHudvXthVFYsibQ7dUVg1YLAG1+u4KEj7CcShUvRxQQO3OjPOfodbMTW3F1Y7Nwmidp6b11P6pdDYPgXmypBUaUtdkgfJXKBje3Y23ZNx3boBHvJV3izF7riRXxaA8gKRdHJWzTY15dnK6PKKUzqwGM8oI7KkGCc7txtZryQlaocyN0K7/NTAueWs1ON+rUVPWb/ishbKZLZ01NOPFH/3RoBWEHo2Pp0aTeCSw/itJkF+MVUvVa9Tfkeu7aNRS3QYBqXsgfPWktUX0Ca1TkUAtAGZnWffGn2j8rVKBiw4lpqWFmmaDDXDJm4AFvQC8T1XlY3K60rwzLWqNxjt+xnXx1HByQnvmlcL0+ooeszb7pilSPWD+vGMOi5vOtQJtyU0bFLumj7X+z7qiBbaQezfuIUe7QpbM10zq34WqvGPbw3p9GOpfN+KaEDz4f2PH4bLq3R2DcQjnRhhhqVmbfB+l5JOWfD7WNSKeLPVA5QlO86yKF7u50YjnrWyI3z2dJmG9dPxDdnTS0WuPOcIT5Q2yzXOY5bKV/6OLmVEuS64sWpgD8n4EZjhffOj8wQNkX+mFl2SbGQZJzOzLjVAKTrR7+BYqRzDY/VlAMDwOrfe/syy0JMxmhdF2le8P1z2WyHc6oGkzlbi0M4+0bY9HYepiusvxrIhb4w/PU3fDGzp1AVLTr2ziEsMAtldaxhKiQ4bX65Vw8E0/z5wTbgLpJZPwL385CivdafB0CqiYpc0eY184zIMLQZVu3p1/NDlL3Vd1ABPbsc9YTxVbaorKCZS+xP/BzTK/8Ax+alXZhjV7fdynWg082jx3VpLMh3O/MzVa8wL4YClQTVnVxwVJJM9HoPZiGDdKsUMBiF65T0ccU3HNK7qpLYlEV2apYUaJmmT9/6ACiyLUaEBKDgC7ngq5lEpOHz+jS+JUWNfaOASk3UNTTn+2s1GZY+oqVt9cQhvFjatdkk5XdrawPLijbifiJgJcmA3aoXuLiekCcP6aMuoNRqh4poIqqThe66qNK8hsb7OGcGjd6jU+djHqMrDmeEI1Ey53O5Ip818WcpAyI/8kQ5iPSYCt7jqE3SEf6iGtg/qigjly+tBuDpnEy7wJzonIV7PAXHGoenz9pIMzuB73NB0euDVo9EYqTPLRiLCax5Na92HoLDetE+8B5ilK3O3LdPCyfAvxHgtJD3a9RD1YHRd91IEDVunHQbzbmiy7NKCYoU3gTab1gR8ifd1t+/n91eKY+yqlLNJmOzg3yhffEetsnYwqz3PK+MkmEef+dGjyaoFLRWttgAZ0MdANv3yXHoL7vgkXJEOiSpfs8a2fiyTETT8ZmL9+B16KEclp1siyPXXKhLFPTMgwqodg07KRvn2cp7Om8NWbPEQV1Qe+J6LPK3hq1xO2UWylJ5qppRoLaL22NiowxDiLNk7Yv7cQmdBvtgX+CNkPennaruK8g6WkiRusCTFWrkUS7Qzgsfrf/33AQDY86NP7ih4UpIYxZKXvF0Mu32xDElqGPqDZMnFSXJ+kwv4tOpK3NSKoaa86VV9tXgwZ+cbt8jEgzdWYMg1/2bKmssLQVv+u43pGYaBfjMQRz3nzbQXqVaRw9WNyDGuKnalsXGqo3TlwHFuVTUmXDG/EZqGhZwott5i5QFwFNNKN/tjKH6SpfgYiLvtN0svCC0QJxwwCtCNgWbvW+wYyu7yxkxOY/hm/Dj8TVKs7agF9d16t1NPdBzoC2DeIKHyXRhjMlRnAGVApbfL8DlacQUrJMTk4NtrjSMrJ0WlNCX0iKhfXyXHG/rKv8kcMF6i72/t8eWUm/d2dAMepLf9kQJBnXZt1cJr8mQv3Mvo3C6wyL4mS57lES/5RrMXVp8N+ZMIyNy1sk+Cn6VSLaPOlDXj2FIK1Q4O+aVlYIDjMBJRyG/lXqbG6N7mSJ8wNZO8+ET0BbNpqaBIlAW+cz2N9nMljbuSWlbxcpbtCRh7oXlJixrz8Y4CMe7bzdAFbkwHouJ38O9my7dTlbZRRao9pFxYb2Fexybjwh5O3UOH1uaurTttWu7YXLy0bBWlyFk6fD629Sa2Qavk9Xs1axXfZTXV+FRUVLa6fIJdVaE+LmrCNo4U8QEHJRbF+eVCoDmdgFxQ2r36jQnsjerzVDE0BoFiVzgWTcG1rKHMWSXSkcPzkT9kSaItJy8xhqQNCb5pX7h8MOH29lIplMDV1BVAkUt4VBt+f9MMwnOv5VgQxKh6GLUxXqIMN0hQm0qUlLuKv13rW/SlSlopFdmrQsigNhyiQxNjY17dJNSW2/o27umYS7w6DIr10FxMKy039WfQLDipeX7/W/NAJbXFVuqJE+E+YNKwwjpkJ4ZpazR+zPr6v49FjuHdXPkClrnm3HODNG7TFtddHL6fVN0Lla1PrQQQVO5evpiKuDuOVwLJGI27mUv2mXMCehgb+m7oRLsFeuhYbpXlVSpQZf4t3afjMN787oy97uie8MUkJdKNu7nJPSS5+8EfeCsDuWCY0nCkAEDXfd0V7SZQIKN07dEeFHSpFqMyUa1ZW10yHb+SlTe1Q7UuUX2mRntKURUO6eC2KXJO0s2XZAH25I3f7SdlNdiaJiYDKodzCb55aBWrlAOuKE+15tkSdeb4aG5IWwULfYH4juJ4ciMfB3X4aZjTVu2xZTtpJqFK78d6bLySuc5Q5dYSfJbnmWpFSqB0BaBnZJaVz4e493TeSk1ZjZNUZNGQki4LKwVVlcWEyfGhFK0SOHOexYfBEFju8hV0JrUiz9LXic22rc+7ahrWJ6lxvvF5DaTeJOuMVZtU/mHw7uCoXyTTuq5+H+XolnOMiuPqahwAK8e242lYfMEDhnl5yIcWTbsOvXGqjntVJlau5Oc/mjasN7wpl0rW1Wbohs2HpZM/ZB0nLevV4Tzz5aMsmRUYVUKEEub5MPaOCSxUilwLhSaylXIYyiA0bY3GfmxssuJN0c46347bkTehYe0bfi5Hf9X5u2MzVlXfnCHvOCtD4wTUJbk53zgdCHzFWJIUal28mVOpi7RV8ZKuJzL93WBeVn1jcuSCrt448alp4lYwEI4tqUMt9mS8KbOKX3gSj/bGW7TvjoaWLbmXfnkWnSeqeGkD9IakXd+VTXg92I3RTuc8dsK5ml3d9qTef11ag2bCCxvdcy57do9hD5Sz0BlcjVtudhlvXmFu+n+T+/y3s7eTZKfi0Z3/RlO+mjrpu3RGVUnG1FZaYzhJSwJkv/kGPG6//EeQ2KnLcEesx4dzI/AHuVfg8YzkYKrbBIwb4ZJWmvBNV8v67mgjdJ7edqvykfaE8QdR6LLqLv+Cbk2iMOLavqOLPD9yTvOiGK6x+7rH7Xure2kcs2nUHHQ1nVzZkC8qznILKEmSa3b73MxpDidstMqeb3lb/qErR5evxv4J2VAS0shdWmGAe+yMWaU5rhCVssVIysnKVIuew6YH3CWt0Dgw7LOopc5MQkeScZKgVKLwlJjRRZGAoa2fiJlcRCuSqZ+fbjmDO5Zt46GiBjQefCCVl+1ByqiJYq5bBbW96B3x0hltPm+IJ5jMGD73rbKcifh8Iopbp5ZfUCoSJG7YE6t0pUgusoZG2r32U6iUl1EU5CSHm7F8a4JqD+zzwZq7yaMoT3PDK8hcLZc9rRAyOQnqieSq81Mt+2INhPkbY/yiuGXSchFgAAbXq9GKVf+GP2l0hpTTtunEXvtCLUXDyFFmFqe0TdlxO2Qmfej1DdHZ1cIwLz9QKsvVa6Zf+z6fbaHweVhubhaU46bhnD/itcurgfxIu5wY3ZTq0yWHp2Hb4Ww0jaZhEshSmTVAHocFOxD2jSsvbbnPzwLj3nJ7F2WqF2gog2Rfzxbjmv5+JbJkl2NSPPSrd4roaUkqUUoz3jKjIiqNmQaFXTIzdRyZXZuXbBCPtfSroDtewOCeAdZncFQCWIAweQZNAy/zbzWKPODBEUW74Z3Vp30O3of6+RlTcdTrcdIn0nB//KLDW9yrjspzCsKsMPY8vJIKLsdib//a4joMOZN/HamTsWHseOFmFl9UiBYm9yQNOh5GkGo0FXd3N9cv/0D6TjRV/aemCTqB2zP3VogXcuYlcsjxGoQmqWpK7//5C/A4/um1bBGjJJZls/FkbiZp6kYSxGo4KU5jZwuORKVV0oDs0vO2BE0BTAuqzTJv4ntsaK61lFCI5xO5HtX05sqVcCeGisafD/pGztK0Qm9CAKS6d27rVw4Anl8JuNoe88VbN/mBu7qVu4dcokMhq0TgEm40gkjjMgmbMDlDocrmev6aVeZ8pjCD8uT8KHywxe1rBCfCyIbtQPhAfhYVQDjPMRS+nEyxgkzYpFJ+ml1jaDWvGJHNeFHF59nNGAFNIKugbUrGNEkZTCVu4hm4nGKNUHyk59NhphSzcpifRMaWoZHvBYlDwUiXkjj7Mmnml0u7KI0rXy2pDId+IL0pGDrYWZ2O/VGIFburo340+jmhg+gI5wXXRe9vzfPWZ2nAL8lIRPEsvq1C8BEsroYTFGxjjBrzHdxVoVh4l96tIfK8SJX5kbtkghY3nmjW1BJF3Jp/Sz0cwaBllTJ5PcWD0iycamEXvhJovTaJobJ2CM/nqzCgKX/dIdnxSVOXTXZpuHdd7miMlmlhIeF2KcGsvphublpVpqhYNEZS8PBqc2lt/tKUaahbTJ72p1UKt5wMU4B488C+MdrwyiXbg+BqTVEGb/XHHZKkG72gwixPaPFB+ogqBaA9jIULf1suVnL5+IrsgQxIJ/yXM+odm4/ra/4304msltsXwxYCq5Ej7MayjhG+EQ+T4ionFyTeYibOPJg2nrZ2LQmq0uUlHnXV5U7DkShyJ4ga5K0FTwYkF15FM/m7GI4f5laXp9r1YYc4QZJA03f7dMnfzCWbb37fJ52O41aUJGzTUCKTig2SgxKn60QKAOtGZF+jdbefCGurzm39CwYPLWHCH7gCvDv3iXWMxfQ4RgDWhORvLeDxfJ2chGVrGFTjRZpnHI6h4awPlPZz2vp8AdLU+IPusZLuksv8naN9LBcwwdUEzCYe0cXEmNpm/fKNY3Lngmtq0XSKglj3SjbInXFMO8fDfprfLAtxLhswJeHg1A9po9lIyPuOkmA1FLV0o1co6PlFKtVufDHsg9Jdm2a9GztRW9/a2Yk6tisCEuXRCUoTr/oSJYrYsQNaShGCpRHMC00epx63lWTVe9mJ9qdG5MGtIV+aJa9Ksk4cbuSpezL4ZFU0RmVfR8ClX9txMNeToPNUYxxawqAqIHHIfeB5fd5xxzLFxcgFKkDwIt4LhXyW71qqiCnHJ81GJG1ZdxNZORBjqL6TdsTh2/qDn76ksF/5TIyk90QoVSi4awtEJ55fViLiA5VRxzmeeLUysv3ocjv3HCrsfAH3VrnrsYjuJTlXziDOiEe+9JDkGiBrml+Kog1JqIDzjhO0lhNG1IfBUxHIDgrOhiIJOWqVkK2MsVhO8kP/xs73Xay+cS4uacWRFsdGA8EEPQHbaFb2+TlFXOgEn/roVyYvXiJ3rVyubmz0mjq63cArqa1n5igame69xsbkZ7Lqc20D+7uJ/nJ4LNQaCq4gKWZSIFkbOPfkmdILUo6CCGVgoVcQj990l971/mTINT+snq/WzYurkbliiFD6/aJQdB3UqTMzvo6+cRSGbG1Xt6rhna2IW8Gvp/pX7vF22igTQThgpnhSWd3ImKSDruJxjDial3lnTznOXprZs+TibT5dZlEJZ2HY7nK943VzKX5tmrHKZLi5gWlszVUYOaRvocKpIaL5hV9xd7xNjkfD5dmmaAFg9tuFN+Qny4i72fOe5+VTNT8JG+Uz8nHRAytSsColYjpr0N/5h/C4jlJ8p7vO/vZ+0cP5UUz11+yyvlLSkYlJTYxnYZZVg7K2qOHNA9S9ZFiNNcLJxIosNT5yf7jQ2QvBXFOs5V0a8qcLkAVdbIv+mKM/3pw37CUZ185fdIXQy8G2HwN4tK8d4Uw9SeltYZeiK1ns2vbW8EVmvcIgQXNXnk5gVgme0Vfe2hASRVG08eWStDXhpaboXvQenIzwgu/8rLM3WlOPHY5hZyj8C/MZEqhhJbDN+PtEHoVrdzD0HQqEn4eJAaUhKiQmer1+CWVi6uBGiTPsmCZt+DUCs6uuaivjMo7cgBGfA4mz71NJGUKLlpmWIbNJ2rKWYaM8DIaBeVTL18f4WpdEqhluSuw1rFl4qYbjaBHpDha5EfYTW+J+Prj6oTczy4jab7imTO43fKE3DF4Vtdme9TDm50JDec4V+2msrn5Aav/VvJkcW492dyvrIvCceXoKrvjsjK+mXtnbPOnWHDKCmsrbhMh5OV2XuxZ0pmqWl2gW2vL2JSNKAJsgRLwynBiTN242DIq5gkr0addMlprS/jY0wt2LVkConolzeWhSTrfOifp8nFxPsp7OzOFMLnM9t9PZpDu4Li7Fqpa9+bBADxcEHTzUxJQuWs54SyoHC5cjV3GclLj+vqz9WdiXFY8a6w+l/vze0XrdCWc690XSKDpuR9gY0tawLkItgG7kvIqKV9PkmZbMnoF9Px+0q8A0H34fMfGtpU5lLCZ9ZvWUm86dJnLAeQWMIH0ktzRQ8rnzJZ2BqPH4uKitX/mNLdAXWKjOWmVG+fBcc6tQU+W682TfN9UIArAKGtd//uh+m+bElEodQcLxMzvG2DxVKA2fyVLuj8Bdye1Hp0NaKbfwOM4QG2s0F34LHts3FFnSxZJ6Hd9Bxupyg8lfjys53Q8wgCcDvpGfCv+mQ8qNkPZSXAUCHe16P+1XStPmwosdXFtK+dvB6Tl74H0Nn18tkMaqeEIX+T0bCTwMxTAM7pdW+sOBT3noWDE5UmbawYpWVn2+ADwgo+Z7y33rgPoVqa5z4+tChHitJrOv1LkfL6U+5Fx1zM4G5Ms0UlliAqliEqhaSQV2EUmVun4+WR/KGXqaNpx1Z+XNUnTyBznf81om7wtniDilR2+NIqOWlWdGMkxg3GncwTR5NFCAONxIWQG7qLDrtAh4f1zczIHEXXiFHhxNFesqcsRMZDISrq7VMcIt8zhy9kdfb0XhB9eaT2quZ7m/kl7pBxTLQlVNbIZTsyFFOxBt0gLo4FS5wAWXOmvNGytnzGuB1w6GveCL1pkKutL2BZ/OiwDuWkFpdYleivEb6TQdkxjBwHqQkNipZihEav8Bni3s2Y81b4+PBfftypDMY/zY8LfJTiORJop8wJ9fquk3vEjoCrbm82wp5yc30sYLL0I88kMjGUkJ6ssgmVmtLFp6GuZurr4wBnhrbp/kuhj4cuk/MHHSCm/5LNG6KDb02lO5tWk0P59HJl6jlwQbUQ6tQK5mI8Iz2LlYBZJQtguozoEy/C4bXWkoW+mD1vqupvLq8+1wOnz88L3UflyMstYmo3GdxQktyfy9dsjXVm9bXPe58cLljSkN3dPOWlxLgqrhfJuKI/rlxOUi+ZavDSG168Y3p9tVa2uYcfHFFNsxFKD0FiQovETy3AA62Of7S5eHmniJBHseTnybFw2eus3+Whn4G7TVysRlc4QC+pBdyXkPsvArsPyyNGvBb4fQTVs/yzaV8o5kqv1lI7j5bXh8/0KxLDKpf9BpClKK9bvZta0MJlrDXQcif0YOgE5Jyrh2dhdG2sSER/8X2cG9Envj+ZEPXXARA6X6MogTDG4NRQJmsTukmRJcAD880fkKMzalDBJj6HWJSTIQ4QT9XvlwY2pj8kloNOI01ZX5GpPw/TKJC6yTb6+m6uF4ulrp4EeulsyJ+BFdBsDFuR3ogK2LZGKdo9K6cW1BMVB6zN+1DmjMWWnc5ruyn24mXnoJ7/y6La2TCdoLjahjJfJ7OcWCrdXtKMuVPFkLzZnv6uo8fruaDL4yA9RE+JWfEUM1eBxJkSe2Z01LWsLxXgz4CPCd7l9BJi09CW+N9an8BuO+cUPtHHMmxGSfCv2pVtHxnhbT673ucTg6GLn8ta3FTR203qTQqoIj4oA571xKAt9JwrlZ++lcPMz5MHRVVTw+iI2N01xy9JlcZNQQVKeERjlmWNrc939Xl7u0JjXf/bGtD594OY6zILBptJ4Fw4/25DBMV/Og/lFS6b6zw3G8oAm3GwtY9VAJP5kyLldgdxy0fCI23KVNJwQXrUsms0qyexr5/Lw0qXCN11foibQdV7uZ9X5oGn0Bkf5zpYB9XsBQ+Zg2kjP2VtUDJrynXzssEN3Zne3beVeLX7t1cHD5p1BsO9Yvg2yf0w6JW14J3t6qaNt6IvtyECCeWpRHzhXNJLHVAiS7ua90izZRz98vNZ2O0as4Cd4FDcW4HCVj24YCqi90d/3LlS22IGXICIQTf7i50sQd5eRw0r0I5tCl7I2qq7NbHfQsBkqfi7u0/O4XzuF3RcmN4EMQmlJKZhPNk6xVzyvyK7aYB59FftPYfWfg4pvLD1fMYnuDz7qpB6ecteXHOYaqfhLiWoP9p29k8Dj/76Weg+dT/GMNmB3rTd10ckvWAlGbkR2QmULJIeJU3t7BbsREkmeZ79odUR5im9UTTno4Yd3mkz3n5r9ChUMlGj/HlNMUqk+3hjXee4JxOWHvvV39hRDIHhqeeHMtHI2ZlpZ8+uTN5uWLthjGzrZtr64lmM9lZ04z1JWspFyNBiaZ6ee6pAoJ39jiqRzbt9f4Mr4L1eJ0KUiBhu/NKMTNLyz+dyGXmD0kHldt70iWXuRNEPUDSf+o7PKl40H+Igtny9s38jQY+a8aG67xLqHW4cL8C9D4dgMks1tC2BYMOeO50k8U86ZcRHQ5xhIvz9B8qbYxHIehR62uKI26Bq89nRbThv/UC0bP9ZyFxX2KHD88B8NHbS30QHhgPsqHMQAo0H7fWpfzrEuT2mykTlwcOqaulZ+led0JFSXzVrTbhPEc4/bEl0benNKL5HNfT0LA+Jt30p9PhWw4lOOEZJ10asfllHOtGZf2opXjr9RfRjJneSLQzg0eAv24VPrnoZN8wJWd/cuXjBUoRBfLryyeV/XPTWO8kwtxUjfBRcUj3vjlkx10aQJA0tSlKRJFoDNLfe39ou2amvJGhLOc5zn3XB+IvlE6wz6K2iKpge0BYSYppfTZmGo3ErL7p3D58FiqBGnyVITayHQyfWvt/yy3HBMcR5QiPze+V3x+lM2+zjvXLlsZwN3NpEzfhCZEpJM01ZL7VtDpjtZt5B/FSkQCNF27iHF0BPzg4Msv06tJ1fzeocY1f7YJHyU6p6k3/o0qIFqJPwp13EzeKjOxfE1vaCnbK64u4523up9AgiA7lKpy2/ZSsWF8VcUqI+3ANzo9m00FxdmB8t5i/413ulkVndtigmWLX4TH/P9gbT7RUHO50ypmliTHvjxVFE2Xcdc/RqN//0bgBK5T2WkVXm4MBERclzfmsXrkOc1dDX+RZawdmIJAtJxKw09qc87d2rm7HH1tQ/KdMcpu+7hxBa5EGFUqn1+zpJtcjS9dXR9KqZev7saCWmHbB65nM90A0W6w1QYNLaxexusVStC5lXtf/YvW/oOqJOc6X5I+wjPjRmriZ5dnEsTBNDqHy1lf/jxX9JHKw4OMxafMDD09hF9kZuVX3DR3wxnqPwvJyHyii6lLLt234xkJk4meU8fvNIXqba4NqUotfb3A1SI3RtkXuVeskOARbJByyx9KZ3rZ53XLAJzcSTu+L1E9sZ7xRNoPyiQsse1Az7q4JK7u4VeZftCHCnaB5RRTLxsee2I4Htk2KzgBNVs9CaraAXCLPoMlqc+srQ72ctSq1FHbUMWpvxudTZq9SYBjM2Zcjcidwz/RNeqRWoULHA28GNybqqumyUHPkop7917YvrbyzcoxtexZhMf306WO43gxCeLmem0OP8DWLX0za23X0zylqwJi4f6IwG1oPvcTW2h66BEurboMTEErX+emLWs535F4dO0bUQk94Vgp116oil+ymcTdNr26EBR5gHq3/XZDrH5EGZS4YLHLV/Xc4B5IP3zf5euZQ2NzpJqtQq6JMvRsnru30r4H4VhhGpXX0RHxRQ/VsRx+ZRlP1CKGMZ6ooEhsOBZ1V5WJowqjyCUKI1km0r2fFv1Yj5bzJrZkVKcp41TH+Cy0tWzJQyaHM8vDIIDSyA3zSZfM6jzYliO48vDTQdjX4lwSuZefjFU29/9cmmQvumnGJUEMDsJzBUaRO4s6kWmwp3z11wN/JmjZ5GgGZhzC4/4f/kyza5XiawKrEJWrh4vGnesJ+9fnbqo0wlw0rcBVhi9UtvdMG967P80+M2vsEDWADu/0Jg59oVXyEQCEhoxlA/vO1oSHCx8GdJ/y8mvM2m/Q7+pOqI1llAtWZQfHWqDHyzi6Bt919kLgzR8EzHm2ZUx1FYBdp3LHS42kgzK9C418Zwes0oVzfVd8zMRZpijFmeqyMTHqCBmTfjLLfyJn1bHEc7r8SUBSwuqOqUWkBK4U1zw7z1nn3uoWuXAgrVt/kL4zj2u059As8MRgFDsSIF3kvNi55moVV30LmD5JhHsuvdgzz24SV7c9pA1ZWF0Gk9KuMd/aat5KjDOOw+KKpfwoXPHcY69XIwa56kiB1Mrbvj8txCIa+tu17sys9twBdnOtldmCSCmzlAJki8VJ4ifgcNKprH9JZa7pNGGYU0+HT/ptGg0z04r4O5aZxoq/zKdPg6mNTS9xvrRaSkMWgrUGEpvrKB36pxzcumvSnc9IW3o44UW+Md576vGgK2mG1EXgcfn5WEnqgm1zZE9up6jhNP5xqAMcWlAthsh39dK4Jp/5iVSyhRbJPlWw2R95p3md3C88yzINNCb66oY7U4EjvqEZ0WTG758JBhXEOgz7Qsq0WPH94XdMNRYm/ZxdW2N/YYIylCrgdF9Tu//NR/RmG7yTvn6S6y6/DKjuJL4C9mIQH7nOghpnft6JopXkiaxwLePFBhYV6TjC5crtWIfVc+VeVdxSye/cU6yLNRP7UpaOp05seqZ4p4jwvGdo8kRzJddkg+/I2qGOMmuoZq3+3OrcRYPyjgV6/mxd/dlgPqBCvjHVqNL92XwqHkuggkYK5V7LrsKz4SwWoR/9w7dvwofEf32FzXO0vErKPWokoyjje+IQXc4K7q+rDvWp/S29JNJ3NLf4+l7dAzcqN7m/1sSi0Zcg0finBN53gjjN9zly3xZtLRf9rZvOPqt+s5J/OqnXLRMXfuYeVWtH0/dX3Q+RoOru3HHkpnSE9TR7PNtYUOpxPddQ/Uq5st/WDplgU6gH/hSHb5GblkpbhL0A9ZlIqymeTFWOCCr3XBj2DYm4lsig1KfwaRxAV3ibwqByN6T96LraMWG81CinLR+KA0PiylXrx6VwGu3nEeBLVn/tiiPNpYuoOpZf8L0Sl454ug51fTjnTGwkbulZaatExURQ+5dB1INJ0O6Spu7cmooLevSAFXC0V+FKvLRBGllFboUGO6KqCu+B2GSVBBdFdTWTJflpa75b18VJ6HNgjRFSrvav4y154WWFQAD61DZ2YYkFKuljxWHZ4s1Qkl+UaZWI/fk0ynJDpHFY6FKcku/WMn5atJ8Q7hTd6SwtmHCgfmwIxc1LrTX+DV+27BTpABtYtSjs4t0whvOhBtf1SoBEqFS+dV0r4LP9WoIXNDvlUAfn7nYlnhrCbqqMwy9aGk8p7pzF24lllEWhT2zx6/NFnSU2M4wTnfUkH9VasXNy3Ush4qq5YHBV+8iJk6AmPawD+/HYyHp0EkLL580c1z8WzFiPu/EEU3OZD8qAJU2YTQMuz5NBzDLv9vAXlmfzZ2ReItlElw4AYToMnu1N7Pbr1L8YbPfthq/4eXyqpXPB6a3m2y9fGQBkBHPSXLtVYlvazDZEUfJVWzz/iWgMYzmd0y/lUOoCNnbnftaC7OAZoByeuJVkVyXz3nieXePInk+HcoqpZf94JVpu4k4//lvgw+PO88mJQ9b5QNPFw0BncHgpehO2abTSqkjN9oZrSlZRB0DWi/3E+D0UJ1xtzoUvOeZ4xl6rwbnZXltJudJUV6zEMP1S36hqnG5uqzNewULJZclwj0VFb2msEtb5dbnhXdWaqdFZz2p0a9ADvX/KKxHTkC9Rdi6wYAarYps1aQHNUfJaGVJDsx7ogjPjfRnCdxSDsyY2h8F7Ujc3atl1ZzCgpl/qlRDyqW0h9dYcKvAusPgxqtuy7RMWUXXzwl/NxoehpEF/37/AogO2y4tAAF3P0JlhPuZ56EKOnKo+G3r9bKVsfaAAceJeGkubRYpCNM1lr6p3mDuZC7OjPTt1YWC3bZ/52ijtegZ6QWx4RohgKHI4deufcTxDufphrSVxzCvykbPUwnfbZwjlRAK9NJh8QgOlMwZuupNhXHFWpYBgEWjnxpaNsq4Erssx6hNqSKiGKtqhptScb7xLOpa7BPyV2glqybQEcUiJNsZnjommsPDzJ7iyAWtBN7HaKhBKTKUOYQvIiCsuZayxJ958K8OH/ZKRiED52M/FGvtKAAeY8W7dXkpdlsUBy4YlMn+Gns+JAeUYFfKqysd7G/RCBziTj/UhnsxOrwNa0oO/krJTCdSZ48oW/BRcyXpHL9jgJ6alAtmd6uLfkakkGUbae3drp9+KTOCDMbgFHMr65NJ7E3e/ZXNfTOLTuWlHR0WIC64dcCiu/fqpWIK0RIa1Nj5rWVf7+6J0BqRFFBAAAYRCYtvFJYE9qARHQMHMktLtIQOcazShAaIcj54gPnnB+Gej7qYqa078lSUvCR8rg690WWItV31diFTNv7mMf93d/n7m/RfAh8mCGs2wqiNSch28tbaDvX7dIjaOjQXiqQJOpt29hG/Qz7F/4LlMV4ezNlKUobYu5DYjKppP1TQlEVViY+wTwOw1Fgb4RKwbdsZsujHgz9KAh1yX24mn6cNjLN64Jv/7DOp8qXIs6T2xbKhbfeSMIhWdiqQX3rwyy661iYOGBe+eYAvQavNMQp/tJvOqd07tUQK7So7072Wsmk7eAPFrKwmx8Z2DdF+JU9G48vpKLR9IjgAw/f69nEeY6hqtXaeKL7pc+F3leLPbvilXoKxDQ04MeWxeZYfzjj1/aAohBiPjwcAj3oorHxajMAzNtG+MxawrmlWFAv1FTgTYY8Gx9fzcdnIrex1cdB34lYbUknUkK0tsE4C3K6XKsfl+UkBt/4RzWR0mGxEjURi6G0nke14r4AS1cLSlyJJQqy6SwnBVfjlI23yM8OjPioI3iwKvxJFtuBchzoHnmnLanqu2Mi1ykFyo1jUic+NYLczfIvvNVJWfLtB+o3AJeev2aJXIYgNW0R57Rdwgadxj3pbgc91VuKt65Ms0t99aScPAajAkXhRGzRg73l8IR0OdXc4VYS3M0sb7jLiNJzjc3uKSkamz2bir5cFqwWmLalFwOHLR5WG54mUZ8tyxr+rbN45UYsVzbACAbQx1Y0ufV1ccV3OLtVJy8y6dGJ+ZMAt4Szll1lDw4eOxYC56zawl767bg8XtNb0tJUvGJLEmn6shBZaavPCGxBIgNiuUpZLtt0wXHW5IowwGX6Tm2EG81TXKk7yKWhmpTWftIY9arB4cRyzHV6CU9JS7s4lhXuiYm1peFM7pnS5sBTSE6p2t/AOKfLmhmvTxw8SrTWIathpLOu0mJ+Ja8sNnojHMrmbCxXf3S0l/fkBhk5EcoHbkbN49nxirGuOOd3i2siXuhnv1aA8DP9JeYD/W64kSF53RORObO/W6R8fPxnqfcI4UXIUaf1kGbnfszB2rsDhufswm3hh3Vq2Vop69UnOjj605vgQn43snswNPUcjxYrTkrQJ2krNrq2VAHGOb9EOSwPkvJMXuSpAnb09GNF8IJUypyfI6BasJftzVkzfHhNdMY/wgdq0+eTmgWxjTXDFR9lZ/LsXiZu2OuSnOfaf3tUrgW2Om8QWc3wmpIIpBELh9G9ZqyiUxpwJcA2Vonffa+QXRrJC5y4zg+bVpSa4G47QJ+aip1z66AMOSz9lVsqJC19PHhreZ3moj0PXmMgpVpfoVFxCQkxxMLDmt56WEahCSoqMyh2lp3dhlXVUT15jJJEdHdKkUCzJMAjBomrI1gBfl8pQamLTt/mBYDOZYO8CiKQiXKTFLcciYF7wz48P5ZOhJQQYpMIQvB+SrhUyhvnL17DCqUlvKsFLa6chxihBs+H7wN/szHHs8LbZ9XZzmV0KLWqttMYPZHnFdDCzCYlaX7oIHAj228WzZvLcI1+BhREZNtbGy3rPfXlr0rZs0OB+P0DgfB/lDaAZ4P1q6nT+d+SR78174cTCUCcxnguU6Y8oLvwdpJdiWWDABv2I6iG3Nrfxz4y6qoQW846XKT4V0V/a+0aPz2woIw6EiGhSHCEhLshe6OT8JwTC5dBMXJNysy5J6xyEDpudy5DnFROnb8dyVii/J5ok4PqtK7e4laiPsGxvHGH6DU6iEM8Y/KpdWzdimTGZ2cT/9n30KsnU4PnyYAGRV5OnbrQ5TYR5wZSZ+pztC6TkYj/oA3HPBBJvjg1pYOUVc2EJNW8DNrjxXq/B66hgwaqYLo85u0MtkkozgnDeOO52eT15wzIoD4yXFX9HaSn4hdzafVdqtvH98G5LkXHnXMmCq4YiDYpvGadSfUlnzLfY6tvWvNkPeRs57EZ6TUTpxXSYVAIIR2PblhNbS5cxRrKE6G195Lv1mKwT9jiHaMEQVteVbJvJZJ3gT8RAH+mKtfrFnsVhpUiL1jXUrRzARBvEav55DuDqVwn31itf5UVa5PFrwV+GQ6LZxQcnNnePJpnCeVAD1Zs0zZ1qOI4te8BVE/H4lD62SStfvXDUbSeXRFovG3hr1ese514/evba97RIOCt8Yu8/CppXH9vyC7uXauxWf+dqQheFW+7yVEFCUnOd6Tg+UtIVOpw9asuaiPA3KF4mXcxup+4u9Tp42BF9aiGEXYMm0t1mWIMVdT9vsVVKCrM2ssTTwXC6EwzIsQs/O6razD/nArPbMwagslsvE8hE/9tfy5Whdg7Y5LN72aOPJuE6Xlq5uBfFCe8wV6QgDgSquyfhIt+bK00ktRiVPYmWGTv50HN1sFNGZVN7iRjdHRJoCa93MA0llB4okfkWT8cdBf5Hy8AM9uyE6r5Zq88k2pOTTZzvsh7Wc/35oJutaqhqTz496zvG5SkdGV3PxJeQCpWIaGqJQN2FyOM+0Rw+hIve7Pdah/iCa+NquR17Y9eMo63AYwLTB4ILCYlidX9HyGz2ukh3uzFgPf/OE+hK7d1ZdjyOUJgHPhmouJL0/V9vyzJOlKPJO+vX5aJ6Vtrqem+z6He+5GSMcuncArzDlWaUnrMCtPH7hvIQqYx7hkcRgoywEEdwIn3NkU+3mgf9s/IEtaTruNWVuG0J5kaUWCJrqvTXUqezZw9dLL3IND12aZ/3yzjoiQ3sbxJeLaZAIz+cL2AgzEKvAqr5wUlI6jq0vFRntutF5I3BEIqZRjdCNu234/vC57qCEahCu3fgIH3grzpUReIi3iq3gzSsNYyrGYzt9L0baW+XyHCEDxGpHfzERROmMcL2yFqIiFidNMEAgHqhopu601t8ItnPqBBu+YUUUGPWQ02vKreXnnSMSrzvVaj9MGb43R07ZtVOATJRRve+GhXKp89FZoNiYDJORqm+aPxe9XN+IrGjCCa3LSp3O/fJTpihVLjEtdiARsta4SwQ20bz61dlkN+6ETz4JMC85A6ENTZ2w4Q5CW7AQJgq31NvIc4dOM9KCqFTTcNzpfyQpcYqLFtF3Qr+oRPe8H0REV1FLOZG7obkOF9dq+swEaDieICoDgGvXnC58g7YuPgl8yXMiZMqIspXbkZo7tAhfqawVZrPyT2Vx0BaPakfbAPHx2V+j+DnI0gWHnycGTyYsdaXWXxo/x/3cTwpp9PVmXhsBn26pLuqbQJBPWxibehRM9YXV9bQ8QNC52nDx5Hp3Pavb9oRlWKcKZsFsxHPG+zNJxL/16vH0eTFPXpl56+zjYTrQcl9XpcCuQkZuVjMJ4DRB4Q34yd7Q55oGDQBpqRulUqqGjHFE+UY1YtUe67MdgjYFjJPVe4/nXapi/TXxDLEeeCwtbmFFUlQYNQKnyW4HFY6rE8DfriYaOzyGI7jYyjG/mB96vFLHomdqhmKB3hiFWScQuK45pbUzAyyjuheVF9vq7M99uIDv3NlYP/oH68tikd0oT9zF/jhKaveU8pOpkW7Nd4GSikn8bvo8I5ktXcgUVj4+B6u1aQxxcYpTYSizITxJ97BSri3XTOBUekl1pRi16bWFsnwpjHUK+EdRHVPFZsVq5eBK7FOVJFR+At3Qu8usj0g2WJdMcavWmNi6yOsN5OG2kL7PfTupFryUH+6Ft78Xr3wZpbxoiL5gq5RPz04f309XlstgGhl8aJvdM4Hitva7XWb/lSpqFOz9wUwWgMtdmvm9Q39TCuad2stfe97CTLuz8p9NH9+0RHOYtOjqipym3/X7xiaPSCoPbQsRnAbeFk2X2/3SaxMQ3BrGeBRQghfBRKr3WI1f0nsdGYyQemlnTkOWtlZE67Dm1LwwByNA7UJ8PbSGj2u+G9uol8qB8H0xN7pRgrkk1mLpMGVTbqEA9+6NPjDSmQYQRchPPhqjR1vmTvZkFSFI1FSZRQVgWkrFiotyvPLkQ7QyNNjlGeQGeOQcrf0CibRrlfqPbljEuGjOZapSNVw6iFyatng65CmYX8txNpH4IeIhO9UygkkVIKMYc3YVn/Ulfsg7Vd8qRLrulEaVKxkeO/Wd5brcq/IzP7GOdjib1p8jNDYAAO6SBXI9g+lBvre63iu3HLLPnBYkuXhlTDzTqf/3ArKNbsf47qK9mdmXjxYd3E9x9WYxdbpWN5Xi5YzQ+98DDe56XVNBTYveMPRnz5La0THgqU9N4wSUfmQo4gkvQAJMMlH0De5y1HaBXF4m0N/GrkLqwMS8/vNBkzklGsWsWAUHXyALoz8bb8QD4vbxuAledctfT9LDLjNCUWbK2V38pY1IduLoplh2JJ5eaQrdxuU/BR8633oL4PYqH7n2cWfxU9z1Zacxf/4F000E5uPztvLnCjj2LzHF9o2TaGHR6XwFYP5cZKims+sG9NOFUqcFKAQXHKFi9Ur7uL43/PFjxjFcMXlIyThyN6ze7WFoqpaQB3B7SogAkwvEfD9K1340ulWnZMCAFSYIz6Z93lfBqm/at+WOp40PLbFwTEnoiuee8Wp9PTfzSF7CmnMlLDpK1wgFJnwi6ujFWbZmHqzF/KSgP9LHwDaGLMoq8epWal4KfqLbFnqol0Azw+Z5Y2mi4Uv7+JzbIy/u++vA4/IRWFUslu80YFdbXk91NCdnWUkqpnviXoBsbJDU8cpzBCZy34gcvZ3avdCf7gMU9B3ffhGIApUTiztsO3RiHGLmlxLDm+PubTNoJWBIHQnpTHpnUPPkUHkAJdDQqBu1UubjOF2SbLYV4XDBhFeIl7MumpY8LIGctJMjyGUfgMLwKyanUnHuWBGhBvFSxkCpTbjfI0U6gmA6zfLlpN4pb1D8kk8fyo4L2tH0/fQFUGjKHPareuxvBU74LA4BrdvuhlpDsbok9EYoSb6Sf+xVQ92CulcaQVqpO60uIKc45rm0RMP1zoftyaMUgGQ+rUGYjV+9pag1iPfoAJeXXWeUZzabO3qg0d9XTfAtSPegXUBF08TTXr9h7QGYm7kjD79NZe7wCu9JtJcNpVVmnpZaoBQc6LX6JHJxpJh82TBqHVtVR6P7S6Vq/BqLFMmzanfUFKZfz5szHGwan0uuEIyToqecDC8AQH4sga6JBSyVdL0wi13Xu+9A1OWSprH0OYd8b+E5niQxwZn50SSqWyLKM+u6BPH+7C/Bh9MhR6ULR2n81lh0U7hn7p3JfXnlZfFU4CQEQOqKiwZKtgi2zqRAA+qOJRqPZ0mQR0UWQ/pJMOMmSF7qYcB87IHtIPh3U2l/PjKObMH6phsdMb6SP+GU77pWJuMbX+okRUht0gq4oYo2WR2MvIk4bhzSum6j1iGxMp/iY0aD2/RENJDL6aiKSRq/8w7IUDZtIxcqw1rwCspDKamjtJHS0/PiphHhqufluWYPccupRnRau0qfJxlV7BmASOY/dVMFGk5BSqKcnJ39dirXX/x1W2SJeDNSKynJeL5dMXq0zEJZKfEe8xwtQjZYZCM10n6fvlVF327U34596okz13j+6mazG73+6WYi9PbXZy0gqVHl1bU97JK+k3w4qi58tjfT9kJC0WsqAAAcFb04LO9tUOQANrDdjMomJS1qg1QwbbAr+3vr3FN7zkkeLQoM5JFRyAWIZXxb9cHcRfhuJUoBSUVrnqVWMepIsKCJ86a7IGMCZ2of5+K8Om824DD2iFc0R5ir6QHxPPMpWdukvRyQIUAgNOYMjdxAej5cdRdNjVPxjZ1kIccGRDIwOk1276jg8qjGPbm9zb+a72eyocbpJR2mFQAKwmTs+nKOdq3a5N3NW6xJLlP2WHQ1MPqSmAxPM2orUCflVuePrdKWSlvKIq0cTdG19ncE89NhrFSut0ThuyuzPxtTK5jQr3uDz5Vb4dKbqtJ1BigwWEwMR2ETAb+ifBKezpRIM8EP1LEdk9Djy5q4xISfCWfIvM1CQGNliuLzmovH5h4cIQquDZo/yBtalQim08USOLbGSCLXyGbGpELQulH1RPTANPtX4ENrgiQhW4I7s/06vT53E9y61lOFSm7UQMGatBPuqU6HSzdRz6isiyjjay4Sr6fy593im+K1WfidL6d0celVPka8OGpy1ju6VkPUeJfgTf9bPH+FHW9XL2pUdEvphd5SM4x34K2jipKaXqhQUSDNOMXFdCgp6GD61vGL/OJbtTdalkue9leu2T2rlWx5GQl3XwfOr6IAlF2Wj23+PtiJoISXSuzstJqOtxO+GPjr4HxxOYwEUwKUt0V8WHnPhXeIselLl9rcOwGzWqgMI5NyJE1BB7Xjc7vciMezEpS1UMpN5XS6J5wP4rf7/vbaMPNd5nv9dDpTj00u2vmZzEyaSwfKy0+M+COu0sbiUrSUMn8rKo2/LYIM/arnzl7o4SLgkZ62+gBEeQGFxpPafdlJxG14ex+KSqZY+0vrmmPX9YoXxjLCTckp/g+80XMZAIChBPi0lRvQNZbLq+WpZKqip1nb8d+tbFCvHK7icIsy4FjDhQLcm5CpYsE0EzoM3nCkOMicoWh4ln/k3vrnXpB5SU1EgRJj0LlOZLEkt0DKB4N36+SOQK2zRuUSwwU0iypFJBNt59gvN6GrYoAlLuIEvtNXYTDIM+BwVW40lNMXa89xTVRKhHZFz69wVjzHA4JWZHnJkdulYOTJoyh/qxXDeFH0S5zWv7a6B12y/bmcmq54Tp71X1yraa1ITcmzI1JdT2KXUR2hUFn3oRtIe7mlud1/Fb+x/O7M674DtkO3lATaLpzUKLF/OwFPt2PW8RJz+8K2jJ9u2cMBBdeTficQbxFAXsP6xOMWboJ0yHN8PSxQGTfCNMl91zkcSn8NPrSye1XJ4+G3IW5OLWOW9njkBh8A/taX9uhOS3A9hLb9GqstdDTL3B2HNhflaTApT2RlSno5GiRQTFMSpX0VWd9mhfF8QSO8mp6RcdOeVVeQZuBBlqCoF0S95vcPvaHKuCuxcWFcNupGV1cAiE59dK6fM++DiQ4KnfkAVCL3+3EBBCuCCqkFom+qacp/UE6PlXgvomQshTGUYhQ4aBtIPKu0FGqJ3xZQrQpRW9TlJQnoIZdVgx5tvcBM0UVoHMumGjk+nsjhihu6fotreiuY0P9yPW3zTlguq4Q/mOGLEzwVorNQzovSNWA8NeVuB4IVl6nhRsRacmWefqrKdsrUoYy4O6SKXeFpEPYGHbLrQZBNsZZGFHrDtga/mg2ft/zQsm/5i4h55wkQXtuTPfW8qa126dWQMQBCCUDtuW/Gt27tkrKCJBf1iBEMAAMSFvRWhLwlyCY9jqApoqwCohiSAKK5C921U6Gn2SDbqVF0xvk8DDxVy9EINfllJ2oyahdxImvsOt2cUyMrPF2SwSr5im+NpTFkF/+WaNL4FSwudCY+JQhOj+Y5f8/XilYCZwH3hAy3gc0NdacSmYvrcKIx8OTXsG/162sdq9lnOnuARp9Wq+vFTMNSyb4mLaeYbk/6L2U3zq9eYxFQrT4r7iMcrQ8r9fUnxCS+lmZV53AIeldTtt83lMfEcRYGrztS1J2wzRpChAeAEAAtnOuCt2IsTmtXPSfhdAEv/FD5GqTKcEyXE3FnKHkv6olwpD1qvllFD7eccCplfpq8jsGiUtoSYc0dBcu2zXqIirAuiCBh3ckx9mxWsOT1rQFbHMIUPrwKUbKmDZW33Ml2C+KZfaxAozH99edJUplmQCBOUC4ssFLFprXhh0Gw2Thoc3r2CswUB21bbRg4x9nYJkF4xTW7iGuaxFirT5Y+//qq3qmGAPqi97UXBBFBGgFWmfTM3H5718+09GqGLwJUGyCXo8yzOe5uKLYVW27PEhk/gF1K+F/QS3+5q7gW3y2tQ0qclT603Xs59oZxKuUgQ6axqOSKFoYYs6LNytp2dXFUx/HlecD9JNNL0H/NJQ511DFIzgDpg9ivbSMZ9wzcqTp46VxOvlXOKbeZsnoqXwiwVhGrWhqYZaRPt1XWFu6NV8dH3ewGTb5kQGcg5eBw69JEEpXXDMxR6+odeWw1SPk8nX83jt4uxeO7iXwsSrRynVGNAEMdeAN2lU0kQ70RBp8NTldqwTRaITeqBL7Hum2Pz6ow3izleBjBX2aACrp81NXkXcB3bhqeKNWuDEdMeuOtMmxdCx4PbwWeLJWLIKhtlpghf8llO9hkRS2pWyxFWjATcqGTF1/UCQ8PysVyUyw5EVkHZW6E4GtFXGtuVKnQCtJUVk6EFHrWCEvBMs/CTB2X9SVzVuN5b0UpGQxLL7KLxY0FaCQtKwsMLEVwO1qlursITCr3yWtumkJgjUTOuqZdzdJGq77zm6SGACz8jUnrlyRTFk6hmNEkqaAXlHlyRIV3P8FP5EPAn16otAxzaHdM6QEAQBtjwnpn1lVlp58wzyqETx/mL9uO/NLh6y1/7w3l62CqbvPaacJlWoVn4ExTtPfkbeUGsXL7ZNKC3pXRmCntpS3yfiuaNto33Wm42lDQIl8d5vMiz2vlw8tSpF+QsKA06DNckG3ovmSLdXZacSvtH3D8mXjor4ollcjjG6fH46t10nVnHWRd3tT69dg/HzGPL85QR514G9Axnmi0d5QZF8mnuIew6+VsuFChLoA9VdOml2bS0nFgJrk1hkZojgdf7NHl1m02T2yuqJiT8kvl9EMFeN47VUsxlLZE1AMn/QoKTYxUbdJDmcyk046uptURjFfkazBxheEYUnGQ9Q0/XukGaxk1pz1CNM/ji6Va3XPSkrH3N27gamZ5ZgD4eTKkcsTjuSB1mkda+VG2F2tP+HKxv8KFj2jvyTcOPmSlPn9t3jQ/Ftx3SePWl1aFu1MXZjovTAmBhj6bkVLXfjoBo2BipFizol36p4HMTFDNuzYBIqBZ3155xpJ+hsGOW3TE8zkTF/NSJqeLVoeHngihMVLpqdMAliM0rYdmAq4a4Lsl6RnPAAOyIEGPJ3WHR6GQgyzs3nqTCSh+XN2IsTgMefru/AL4EtBrn9BiwqekskK9GWxMpZT1+I3Lq4fKWRxyY3XlCtwWzyDBt9u4JbB/Xw8HuVNWskkyOKW+XYt2U9K2AMy7HnM+qyTJz3cp7IW6MPkvubynJY84aPEE5Zp0EQjHQQn92ubJ/FBMemVSfSqcUaihbIS6qhj5Uy2AhfGkuh6WzaFUZ7hJD61wGQRHFgR7cmgkHqhV1Dc8ckPuyx7IY5FohjbTlBnI1a1EAPDEcHgpyklQX1YizOfKjfKwE7B5/ftjZbVtB1p9LrhE88qd06t1qfkl36l8kw9CNbZwes1oO5W3BHNbWbJP2uEstWuXQaZgGcQ6IytEL2daFl3EMdP78OKXsiSOrZTnnZcTP4fKidqLjhSoKf9mGgtCOzs3szvnUAWW11haf2q50QiSdvp63synLOa1pAfdtXlpjRYXrGv1BIUf9Nye8fSF4WblmDJNX7v33sQCLSJEyzd3zY/b3tNGQ0olr9uqx/Ov9BPjcSE0hbUQXpFUD9QoXhLZfB1mhqs9Msg1CoL8jQ5gLz3tl9ysyka7loPh1PcN567X8Rdzp4GbxRE1vqeFmigmJkj2OSwQgJrZk4bc6e3q+QxGA7U1pyBQuDe+8inNJg1HMlDx9TflcxPchmX6gFU8drwTZ/xqRqpO7upRiWaJeGdBEOkcGsa2EMEfG+KlhHhyrRsG4opCNaWNYcuvQzNKy8JuUpM0KenPMx6aT3VR/YoDOihxgSXEroxB9uoYU13+ykoeziiTeP61yJDJ2aPmpU3MAgV6V/yfoZIKvtIJgACZ4bGYbwb+I+cdqOac38zEXjXoGdVF0aEynmzbWryTQN9nR/lXCkxNrUq6/uzz6mGy6m1125aVAMAbwKchkH1aDdGSugPpntjEO5Ro7pnc+OTqZx5cLbpc0nsmIgoE5fplj0t0033x3pjtFoI6Ylw55hmA70D5jZqWLLH+us9kyajZ9ZvAcMX0k7jRRH0M1XQnAmkzl+tIHJ5jRoRMEugfuDjn0iIdXTsf2dwprn+tEJl0hqwMDVsUXNcXeawOlxj+VSfdW+E5uXrwLdxxxYq659O9bMpcZSGtvh71Kh9bbyHETeXoa63dze4Ch5LyNVO0ATgFKXw/o5082kG25nXu01Hh+XGIJ/bKyPN1UgRGuNwbHwG5wXgrrreFHgdJoszQJfHDS9bNqMJY5ONg/TFrn3MdOFeSaZ2ey2uXbaNuphxxo0IPtF9l/eoKamLceRPLAMeqt6edqhfatNHP4TQdBNAV8ozPCuSqi7kALsMcD51cNt+4L7R1tWFbfLuKHyXJrSKL5qUtjKDv8Z7JkOJXsVtwlRf3ifGdFEmMlprV+2Mz4iNv8dHQMnNGV4YtwT3rTtTSfm5u7a/cpDm6AuiQL9YXNCu4X/bnJyKdVL0tGliPpOa7g/w9dgLxOE7kUlWyjPOGRPQGzqyUNFdW+gHMdEt0Hx+ZweRC61HTNKy3pZeUY5s4JVkqCoBd5JvT3piJvVkPWjYbfgbirAuDl0iUc5AaM+HyqtzZBG/cJBlOVxtb2VbyvWhVD8wBtbBUz5VfUXbzJS5LEkzGykpKWp18P6P0ZqCRo1MNrNDXZu3t1R6Lvpr0gwyKqdLTx3w6hRd+ah0BsAXPUdQ8DoQS0Ejh/Ko7aRZHDmleNZ32V5qh5VoelQGlGsOvo3JG79zdU98Ravi2/VJcPE3kTWOnG1/qTHDktIbSaBjItGzrEfgW6U8xKuRJn905MP4EVraT17yWVfG0RwxKT8LVnT4AL7seelI2hRBLBIgbi8sj672+sRUu6ffzD1eKppZt4967mmlqdvT3VaK8CHtAyMBqpJCyeOvmCbm5CU0DfIL8WJe/fKvZFsennNVynDHXdkmD56y4ROBN4OHtFhwkpHwPD9gfcGCZF6RZGy6h+bScFlMP1qrdAEQ8LbSWev/pfdgeNSxXPf9Nzn9b/chp8qAh3PTX86A7nkcx3aT3Cg+XIn3tVBiT9BznmnUZZ6t3g25Uztt33NDWNP2Hjq59SIH+BmJOZe5E/obYnxMZ303zfq70TeCqdcldrYdOnH19IJPD0M6vrg2pLy3H990KSFkSJ0U/n5t4zf+FG7O12FdGSAzxNe4srd/pqn2Z3YnnWFgE1ZakUeeSCWtTUXblXOosVf5aDXIvo2Q6h7hW1uyU3E3jTBLr4Y3tSW0WwWVpaB3qCSezO5YQUFQqrUZRZHt1FHTaDIAXB0FVkrTUOnVVkaGWDafnfjwOvHIhojWIbOLPDlsEOYHfGpfFVAtDCz5xYjCX5+PpNTFNt3szK9kAONb64CXNka8Kot0r7IbWwTHPARAHoAKErSfuhbs3TgRv5ALspaAcOM8YTpmkgzrXua4SDHX37PnzMCzPn+91T6S17E9b0kOonDVFflq+ajzruVE5EcCI5bhVdR1wLzXf3445YnRySYFCoD7nGwZqOyHcQXPViXuK/MytNY4pNwv+yJ8QzxOKmnn9BV6zfYsusi6sAk8itWRMq7wQtASKR1MyDcf0e+FQAEhP0Ba3QtVM1A7UbBS+woHIJedu8dDxq5vm90priczoWq8RsLXsn7olTCrj6C1ldhn8hqsALplkGkiT5XI+7xURkQDy4zsXhpiqJwX61yQ7zI+i6gmWJlp8Zq58WHeycHztRxbYAACcKnILSm9+OsWruQH6vMe/bHNrFdKchlJW7PjU0NKZIZuBGN1pu8YPPbLvL4UI7V+ArOb6UUIpkzLDpuksv7QintgOLrniCXs3sjmd2Dx60Uniino16Heerg9FaSubTj2zQWQckttxiaJOtSg3GK+Fe2BvCyxtGWrarEfgkahdxMnOuVsH6JLMbf1T+LCqrQmR2WkYBo0LhsTVrfhSjy3DxPA4sfRXNN24ICZOPgVTO6guaX4tZ8D0nIE5x0ZajM+8K+M4vZGVw4MwdIiTuDN/qVsZhGUv6pxQRMO3rBtQt1ZwMKV1lg/WKhlu6cnh3StLy5gZWkhEn3ykT1aa1BCpP7RGKQpN6TnZao0Tgxb3h0jIY3qQjMuwqMb5XCGvrBUsFfs038p2pDruc1O0lgGKMO0LvfU2oS/xsdk55FNXA86xeqG783ulHxruPYmlycDAGFEq09m6LPxHosW35EgNG031y+2GHRP2Xst2AIDB6YaLbhtupiO+f7y5Fj2pOQtkb91xiuDng5yjvtl7oNEcjHkA9WVW1Jx+ROwtMoy+f+JurxESBeWREzyZjzXYz5jD1bmwiuo2tCkHdw27YHe6gqQxa9nW5ZJPeq2If+GMogMPE/USK1M/EWjfH+A7Ex4MAEAJwNFALwUATbeZOPhSe6HtkvPU47rsSh92znfu8DmeCD0FlOS+z49IY20WjDteAJRzcSFPMrPMeygaeUUG1ai4K5Abt0vu5csQTtKYqW/7nmMjl40cmElwxf2kedMI6vOwDMUj9971dKFVaK9zv6e6XiGLKyu5TglkI0HIUcDu61VeiD8TjnhT7QS4kzmycNH8Fi2AckrrY77xhAO5IudDyzt1fMJBW1bj/VudG5sdL90Fhqawko/DO/9wjI3rRM0LtcRzHWOFqdE+zLzdKLDw9624Op/56bxMcxyTEwIYBq4pbMQvBVAw04xmkPUioYSTqVamUl3wSxAUERzqNoNWVcuPM16fKAzsm72g08R4dKxG1oeVZ2imRFq35ffG6XWPpZXKInRoeQRGyne17KpSKkfijP9iLMDCZa+7g5tGZdMLJjxl+q8cbSJ9KlMecVrY5ahz/JDIE0cnH+XVyesr1EUkxJXD4atsQ/ylJqSZcXL884lL4S+41LaXdfE2EA41FQ+js7bDCbjk18dc4GKXqAvbP7V19YewkhNF96KUyUEQlQgwoWjZtf/StH5rrbu21y09rZvZQsznK/5g251mxGM3EtF4duApzDRByzqYfDN1pK8P5fAP1457Kd/2K0ckcu+7gmY3HbUGMQqI5FferBVml7JxMgIBFQlrAVNVIXPVEp0Mo/EBGPZgSI2JqVozAOI+kldGXTsUmhOn+NRpliA4pTmk2jvxEFplbU3kK+1Hu83odFrMluJrgU0HNCkZCfCblaTALiLqclJI17B5tkdJqIUuSAy4MV/jWuWQCRFze6Qnp7L1uSsz9ozO0dGsy/nYuCO6OZ7qIiaXQVEUQ0rDZ2yNiIlU6/MGlws1BwDQU0V0Q89JX0jhxDWs3clTTc8nl7WYnfW3FulPsbZ4FNTWvxtqWryS+2VpatGr4qet5bn9bDfRAhLth0NoslvjeWZ+LFRLPTRkyGQxggKKjpXdQW33yqo2ahvC18Cs05JbnPYDInMpzEDQ8XXOyyUIYfO5yTE2WTO//+22igaVE3s8jLO+lq0ySXqhmH7nuZbcRRZJkDYl51J0NplxbkKzqYvwRqnHfS4IP/SMQB4JVTmYjpo9ZvgcO0mhtm+lnxsP7lJr3f8ej/r15HNncEJIMgYtWz4hRBunJ2FSd5vYWZAroyOJr+axYs7MGq1Ur87hQ0trw7ZFtfX2yjqfNrFW52VujDc30NIf0r64ZjGkz3EmSY4mdjZXgzLt9WX+tRhrBi8L25/5QNjvi3CNHimQFSbI7Xoe6hz5HCnGjAQG10su6KWh+X74vWioOE8SNzjVV6DayM9l74LszVJ5jeJRudczHDb1iBk/8sszAPW312aV/DR4ZH2Yn3cze00pvORTxUAG/0W82WBwcqn+In6w6wTnpPbeeVRU9JJ/4WTpg22dOPWl1Q6yNLrEWbXPo2Cxsq6i8Z0rF/wlV4QpFe7IF01sOqxPGiRw5q24VS1VZC+60hAil60bnhkAAAzNAHs2NojOlZeuQjyQpNvq50Ey6qEk/HoN2/q+ZekIe6cwuP5k8SmrXAmjHCCz7vmNW3xtb0TnMKzcXSOv8GdOsgpyVajnmo8E16BAnFmNRzsEctb4CehNn6ykIcFlQ5ljpYqgtLL/lXYDXy3WVSF9K/BKFpEN79zY0kVkh8Kz1eKhZLgA0LqyL0XVt3nwfshTA2qUQOSvFVFLrryZR/VA6w+lP6mTQnmzlh++sPe3cdfITua8N9hDIgFBtZRTpoIRKYbvlMnFZN10VIUiO/DKGGlWV1Vjko9umhaElmN4ofwp0fBg8llzrMu6zTTWPYofTpFjC12UNWRlTHjXg+Mpp2iKxqIXOLpMsjexOvm0FdSswrb/ZLfLjtDH40CaaWWtLcTUoe94kNvK2DB/xQ09vV08fBQdB6clwqC6AnVdX6vVhqqmRvJk3rbpAKiBcRcjYNSiB6wkYYtlNPCyymVCDlxtIcH9cAE9MYyhXtH59QaD66Q1TrpG2q1lXlacNlIU8GH15qV8vtrALXsshUhzDqIrkrkIskK09siUfyps5p843doTtZazswwEfeiJImpST2WFOJ5c7tr3ijHl8yOaXO9MaSPUg8xnWS8Mo0qovXpNhsvICz7oXgYVFqqqLu0tvfdVQeDiPOffwf2hopZwZw47eEjrhd6Pog3RjpOXiwGdBetiCBHfZXC9Gg8oZai8UTP72ujaWDNvqi1yJXaDtoRf2JrvCAM5V6cP3rDg2Y+V1hus1e8gFRxPqIxTei7sD46q52lurNfGuGN6LUXpcE7xRsymp+sm67r3BhqEn2zIz1vsWQUSdS/HADCv8KfY81fWZ8E0StAAPK23VpWbwLjCl8t429RCm++t70J4Ln0FHEvDtPo9B6UP+BNQfPmpGHx2Fm1S66oIT9U3WjoJhz04LO4c1MvylgtXzenFZlLHVSO5E764ujAYGuYXzomrUsUbqOvGNYs9v320puE6HtS2KW+9ZoGz/bXL+5aJq3HMtHs9OwyWrulIUwZ8hNKbyZiqQVbKdlDZ2qT8ic4WSgLOMsoLL3c9/kwC/XxeysMHeeGdf/8wyGuh3dqgrDhLWw2f+ECOWk+Wy0X9TDblATBjdTFKwktqWWyla9v16YvKQFfzDc6rUY6Hku+AqJsql5iDd2X65uF3uuhizaZFVAPaj2Evz6scetuuAPNxpM+d+uux32UuN8ADb3u6/oRgk7UG+DKR38ZPMTQkH4ynO5HqeaPQSyYnAIjmG6vp1/qld5UwlJ8vWcIBwDNSAllQa2As+rZSOS3k1ZebpJaLBkB2P37pTTlVNgs03dsrYmdJZOXUPPIWdX3BWzBYXpLH1zUm+dAC//0PvhwDZKexwgG4k08u3rtyfEwy7t7Bn4jU4eEXyXGcz5qCvV6wOmfpEf7iDf758I0rToZTopS1/629e5Rornril8C8vKRtpxkLW/8ac6/GSj6UGqzEfTuBPX+8E5eWpMgvzluxGtCu1hbC9lwF006W4A7EWWN2SQVM5kzy8MxVPsJLBzybi5Hj2nMvMB31AKRwc48ez/mt7qkFk/5C2gCe1Jq67UxXbEaMejSC1hHGtlV4C39rm4G4P6bmuytDGDJ1IV9SUgL/ftEkD/BbGyQ5bolE+Nx/PQyGWlnWAjy9zDmYZ5vqhVc2blVovBWov2e/DG0zTn/CnGs6dHjlFydedzrPenpoVBxzmkf5YT2hr2c3vgD1KgD7dOx+HTbx2fSw1Ev6z+xOOvg9yuNA3CqO4UmPnmhk3Dla4ix3PVgIfuqsvYpJ2mEITMMQDt0d2XoYK7NQPHL6rQxhcTKxSyDoZvxoKjLgeVKPlnqam8i0S07tM76+N/rWEk6DCLFiFILXIIFbD+d01FipE4JxJc7Ty8voSJekcAIqiz0BE66dzauWFS01ppNt9mYJ+4sYFl+BNO1IaebNUAKqx7MTNbLleqjXJOZu86L3hPuAVU+ByR+kGnlcwGviKAuv+47TBP6raKwFeaJ9RlG1G0DDIAKtOOOLAgSsLkw63pjnud/VkJm9XI+/OJfGrSdjeIzlyyAXqZ7/Mhh/TF27N2E/zNgjJX73WuT0Vh/CrkH9el0eBo0wuR1q5nZYRAAwUPJyI9aIClRNes5nWayH4gEhgMmYteEKXQTpu9C3mXiuKyWOjk7Y9sxcOidNPCOJ8d6cTssPLfDtcxqW5/1x/EPxAu8TzXSi49hydDoVOEFILlSdyQCzzGUHlpC1zZP22ucLkTmLKm5fM4kwnfH5QVhCHI9ozLIOtkmtkJuw78ah5wy4VsrRP1YLN0vmUqxQgYGOw/mBYn25Ep+eUvfWjDxOTKQI2lPPpqkdRNhaX55SDdCoNi3pembrqDVHvhpDPIj+jH5+roy+ppLZKZg3Hs6BNftdBKJmKEfApLk6CQRelvpGGJm8uoHnT3v3g+3i6dR6+jzkOXXn9p7OAKVTuDtf1UrwWJO1glOP1/Wf2tLujOaiqZbSY7a+gMFKFdGENSklCE2+SrhvF5E+jaPGqC7MkVk0h6EZISOWQkRf+BA88KM0QxOxQrur0OK50hAIT3xWODIdZplxMew79rExJtMJl+Qxdrm5Cc898aZzwwJD4yP+ieOpea3si54fj71NqBtq0kNgabl9O/7e0oqoWxVdYi0QIwXj55f0Lf0ZvJkEoq/sXlRxxN+xx0LUSumtpn9tFmN1GZe/ID/nqTdUcQ5VfG4BJ3tmYpX7yqOPmL7rDpUNz3tGvoGJ7A3EfIc+SfIa9dzqZFSTlfOKLgoYFGS7p77lDXnh5Q/umu8eLLu/gGnZ0eW04tIJiYQPrjWFlyn6AW2anRsdR8Jz5z4eB34Ef1kr6FwmlqJAKzMCKKwtzbR/d5LuuImDX682c8uI8TkZuglpW3MtUj4bV03PDhxDDfqrJj4d5au7YHxwo5DJRtkiKL7wl+bK4BJRQgAAgAYMswyJA68S2pqoQ4GVmhUDRltocuVcD8rG12QZrGlTA/D9ybGIZ8Rql3jjGECRBGFUfHhZMIFMXjKVly7jTisbBHb+HN+5KJia1c6EUg8rXbXKSywFzZUrn2ltXMmfnp3ZtH6qh/rczg1+TzpraiXjWzBuS8lYTvOatprLlVd2+VP/7fAlUPMQpBXQTw09I3MPSNQWN16uroWnva9nQOy6GUZXlqR96X/h91lq7r5h49di0Kw2nI/xbKkPwr2mk6PTFkBAT6NiuZW9fIZ8JL7PtrkFeqrzEXTttzylA7/cWSsHZbrq+Vusm5ey51a1r76YBm8kf9FgT+/bJ2G9sYVLXPiyYsTjoN47XBdMA7X9EWu/1seu83pcyFKMIVcDW+MI1sMvh05eKJw3sGEbum0gUyBMostf9T1LF4XPbdJrbXceR85yze69ilBluNyrrVRCxacOTSc30mfYqBz8xuSqBo76Wzer8vccpCbCdU/icaHJyWsnA1Mk6rXOpXmMwLs1iwbMmz1cPhyG8cpFrblN8w4XlRxqT4eqKj1+7KAoCXKXyGEgoQ4/WzOY297LOF8vWPY73ZSpgNZ23jWMZ2xsC84X65lI1upJ6AVzmg5NwQS1OKecbA6L9xIn26JUQkw5J+BpD+5s9HWYjScAEFHcYlc19A8Vrn08L42yB060LU2fB2F1wR0vSZtgbZnKVDXgn0SMT4ayHg2HRQzMEUeJJQ5wtVrIW2IZIsRTGcSDe+eS7AHq8rLOivvAFDheVvcXAfZnfqo2h/pqTmBqD2lr4tA+6rgdVcvUE+FVNDochzCVujjvndkzz3rw9yQMYl4csHgwGepKAHqKek0cwKi11/hyt2mnfhoNBMZhODXynF7gkT4qaNHcYVbavHY4gA+xV5sMivZZKmaV+/LHUwuddsy+bgW1ZnxuU8fqXmGiEQTJ7I3wI94otXS69Ogt/5gvbtDBWRVHRXrjJacpEgi4mahjm/Lz3tpzPJB8tNcH5AQFB1nQ2sMZLnqaDpnVi059ZEtvt799J6X1AHmeNJO3Hj/kvpxB8GSJdKk1mLxH/Etqm3wkdrKGD+E3bdOZAgqAoRvxFABd+YqtYQ3PWrc0rQ4uJvoAygsoBq5Se3oqBQVBlr8638uiDrnmQUV1ryvX7eUohJjjT7vqu1vdJ4eLYAjPzJ3P6R6jRgZ3jpV87rJFKy/Ds1CDqiivVLiZwKcvg/NX5AjleaNO4MRyOZ2cdWc2dWRy3oKRVFQMgmEr3+OxPajcbfmyxT1JswqO8tpsi+OoxaYg0TjmPcES6mMnLVWctFW1bB+HhqvowJeN3gvwvYXjJN30IYeucG5OhdIJ0OeLyJeJ7VHJ1I+yCguSL7inEaJOPkp3XvPwUusLQeq71gLR3ANUgcYMtORC386yWjtMZunozTWCOjAdZQterOt+uFa7TPUr6dZl9NTz7++6L57gX/kqasf6V4QE+EXYnBBOcDaFnnuaiFu36ZDbjO3Yj42s8ZT1LWhm35YsbWg4X9qG409Mw5VYLTVEHHLdvgpV0BDHU6tE1mVduyHw2YyHOGsA8RbK77mRKXwrnoGYHzQxb/p6Xk3ObIA9nvZ2dJRW1vbMuXOr5jdDKmw9GZVFv7b+zAI22cshtp4ntijFlxH8Q4VriTZ0BAgY4gjJKAraMrK0wXJb39fehLg9PxQlmrKoMUzldJOBcc7nc397g+Zw/5fhwyxdDBZOPxiR6Znw58Ae+npYSJc+ywfpD7gejaSy2hoAUGlcVgnikc+yK+rzOEdWM6y5nbZieEG/vCocfJ1MLsHwk/7Nwb206oVKQiOHZGXFiEXhJjRqBLPl4lKFwcI0y1MnCEf9JlTk3xezk9VAMYBPo2T30WVu5qpvOvT3/sT8HLeB0OAUpaDBTn18C2Qlb+Vqq3KH1XVZ4BE4UvxBz09n/VtgezPxXBJ1Jm4fpIkGxyFLFUDr26U/GY6swMW5e+c1O2Hm68mXMgEj0zdTkCZrQMc4kUfj/DKoZjzYGt1JUO1Ns1ookdQx0grKHHkgugxvJ1M3b1SNXerwLc1fNe5rBc0F9xoDYC8KZza1IDRk78/FOLXzIxgpJ03MV6JzS1wIiSO36nmsRlVyW5zxJ+KBhuUn573fRL3Z8C3EfcVaM5jnH/fS983G4Nj5aFOR76GgNhxXxegO2pUk1soKvLTUheBKjt94wyMTsma4di+PuS9a3utry9eiwEPqTZVEdKZ8/XtvNtqr560qfLMYPzqIKP7PeDLatD3PuEwwpd6IK8kK92ndhm8cxFsZny3L6pLwdd1CC0sGv7RsMB5Kjplc04XmqJqMjSwrgLOB4rquoIUV+8pBzDTEqucdR7YFhPjp/PwEh19P4yGfKtkasvEzniuXaAZ4RO2ldim7rBLt9VOTD4Cci9E1HIeztIT2unLfxg3mdvI4O1zb3WnY1+zOjSQPAJNLej65/qAN+VnKpHX5CnkGABBsvBYrwYWajMi99RrwK0nIwXir7Dlelyr7bupwvviYDcOWiBquUZ3sRux6N4gXSVi+zANlHPrwodYiUrthWfTcW3stjRXZ5TtYN9WzMpmZ2TPqVW0kAAAA0yq/mqCmSu9FNXoNFp1xqe7TqQbERxYK+tgWprXTDNxP62i0Z101kGmmElN/3K2vcXpxnb2zAS03q6J6dRXyQluWpWgIF8Y19BbvEIfhS+HqSquqV+rXKhLNUfcCBSHzNe54fdyJb9h+qVz6kOkhKnLAiQdk+WW+flGu9POsb92bYQwlkTtBYUz63Xhj8GhEyrBYObrLXp+OSE47SXFRlMt8syci0uaJDIu4+BtSw/a6EAOwFYgi1Vg86PxV002jLfLek4bvmDxqi4+0BzYlTmgrilP9QDhH2DV/rBXRAThSWzo84TW6tVb3PK49/sLEqG9M/9ryFCluLRX8RJcydHbflUNuOLo3JNtUEe+kohp0HDhi7w0DJwl9KkjDykvqQ/7N9+JEN2H+cyOUcDiU/A2gYHWZ2l6dbuWVlROx9GxAruiwDKXuaddxG4qScpRM/9gGa6PfEncbif7MF1t4Rm2Qc9eWevpkjbZKP/oCMaVDzB0k+Mtxb66rQiodKVBgnUZXQjbse41r2YFzc/NkfVBoG7gan7tG2Q9kvuTqY4HfQX+ui1G+nsmZeBKC/PDLalfK6qxPZ7L8dFoSf2pqRKqE/hTH0w146NagvlK74WlmOacYzEKdFqqtaIL4HGdvjG5B9sDg4lK97sd+JnWR7u1h1F7VRXPDWaRAOwlbyL9rys7TD+WFs5FA1VaHOqrbVuIIAL7jNE4fGR3urFs+Ms5Tk1SSvDOkUUb5zHyezof1LDn45c8yuLx367k1bSHHQASVV5expeuziRtG6YebGFLpzExnbNsJl6m+TRcL/jWW6inlAGwHZjQE2Hrpr7usFsZ0nHOSd7GLjNqSVg6Z6ZyoECX6L8E+fKFsGHQClaHinBupa2DJW5+B1gDVqdhZZ5Hs72PWm7WVqmootS/stuGjw6Bwcl8LGqEaGjBGY81cXv2pyqR3ptAmleOBl4ShbDaUGXdHk7IgPPBvhj22bwOQ5W/FQTNYqqwUSXgFqtSnyb4kst7OZC0bsaut557cPKUoOpX6nRnoMuj6TnVrN1ROJhjOWfrLcNfmhTv1hB9/7VaU9brm7K+ENMOhKQMw3VcSMG0kdQc/xHf7SrTnxpjCyk3GwpnKOZ5D8byvF3U1TXhb10wfKCDKDqbh4NC+8gz65byxNH0b4zp84eYexdlqgLr0XDVYuXKa4/08euHmS9uq9NkZGWtjUA6v0veu50/N4rHoqRy+tCq0lKmZJ6K4BF9Fc9hVSo9DC57kIVFcj/F6dNREOKa/GlqoDe1GGbRK4jc/XnJ+DY8einNJwW3jIezDOMLqUDYTOWdCxwCvXDmG0H4m/C8DjUekwMemjKiEAZ9gimTqLFxARcsTf19KBiYYaCgiIJTa0ABcZF8HKvuxKiFHXKP0mrPRO1cImPzDowaJu2LPr5cGAk871cvd5Ffm7zx00CbnVPE1dcodOmNCW13aa5p+rcbjm0CX1Kcsqc4EqyJIh31zZ87Gno+x/bOjY85yFBDB63PK0ADIaGzRcntvp1wlQuRN+xmn14UaUwfMmrZH1ljOlaKA1ykOmJVPpHYc3+gaz5rCyCNfyOblguPlZN4N7xCNwlopbgRuIL2InnyoSXIQyokRveo3U6qZJN8q3xkvULGkj4WC+Jus0aZabMhQkNWKgmCS+NKJEWULZo+ImtfUkGhzdNxjYU+ohFCcWXNNaStzRNyoWkeNZdfT/JO7gBwdJdVoNnU68bQ/7Vgj9iujTXIizHmEKUYy3wUSexxlCexHZpWmWmcmPXVcBSQjFEqKYK2ZUms7TTbAa673F/qAYn46dw1uW1zub00lBHV+ZmBwE3IjmM/8fpjpupGchcM+wf7grIVmPTl+ltdHMFFuhodGc3G6971hr4lK47kRf20PL8VNIhXuJpaD0/rKOlymZj8gTXmCf7C2RFfSf1NwvJwc6JJ7SKGqcWlq3R2fMjXgR9N6kRy+sL/1kl0WoW9nPTdXVLR9gcEdj4bS4TGZ8J6cxlr/2vO3Qcr1rR+vsRMp9tXE19S/C2rgztbK65m8W6iZ7EvP250yN6893bLBbmyk41q2SvQ93WFzLRaG8aIJnxuZuBadSI2wQY0pwyMnv5/9/BD5k5udaX1KW3MZ1jotXx13Ryn44AkXqb+WaxDF7C4lNab227AimW+0baVOXa7/8wS28jkf4KJ8LQAETmkJv+YXXZQMS5EJGV9LGXfltXtfi91Skl7RYB+yjr2RNAxBY8x/mREQkm0bbxMyt+rXWuU4PPar6A9D7enonHnBay4sXKwuu0JS+ebZubLUUxZKufs+1FWm5kOe5iSYCn0xanHmx7JOQ5xkK0dw1MXzM5yVL7rEjYSWMBnu0CeBghr7H0wVpBEsRoAEx+DPjYyCHACZfWsd5F8g8H2xWAmPGuVM8fJxTDPrZAkZKtoKZmTxjibO81iXKxZf0Ta+8aEm/Ta7SvSV1C80ReXj3V+vjsoi3M3PhndJNyMayI1X1TJ5vL5pOo1vMlvuifiWpSMNRX4h75mSjn4rUHJRfmlFe1kO2hcRyIcDZ9TKeM3OypQ7x7T2DiOv1YKI8b3SiPATOMsrtT+mi+s2UcBc8vTqU8Rfd3p/NYbNy6hbc0F70RbyIISmCUdf2GFl0XE79X2ojM/Y4vVleYoS+VcCvppV57IWppx5pbfFNpGRpxaxJipUTJkMSqh1X1Ic09CU9G+FLu4W1Tp5XY8FL/fAd8asw8O9S7mXA3nf601jRjjB61oRL8NkXvXGmOsNaU/G6sbhFD+KhqjCab8avSeHk2byUDOO/5pNRmvRK4GQJ1yeLLxBpHUzVjikR0hzYaKFs65n82s6TkMVUmEvo/XK5Eo65T5Ztm85IuyUST+Sv70cZeV22OGpHsAHNaR1Ubi1s76zDS57lZ5afxxJxYerZOOI56EvEt4VeP8ihWsFjvjIfSv/JL2xdcMll3z4RRBlvLdgDxBHvtYu2zOixbtrvNterAkvy20nI0YAaPgB7VI1iPOTxOsTMy5lrkc1cQxMUQ+UYAFtfzFpo6zCRFD4DGKZLEPxAmxDyhqtK/YdB4BepDWZvxLbfC8PAGQHh/3FrgD6EiqH3rjv90apA5nfAzxwU8OgSDe8KCII67ojBgucxFLc3JlrtkXj2AziFIVfEnNKeIHGGuk11YdnNTitzdNlVElvaF6JCQNAbOCrpBAAlPVsrT9/jVXVhr1Mel0DiC/mcSvNdRl962yAG8rSbvuE+b5A/OXMk4ZYp44qt0d6015XW2S4TrMNSSu47Rf+zocZgHBx8uXcB+IJNAOeRd+lP/AB9rKvCIDWGwbDcM8F7QQ0YAzfdC8Mn+1JQ7hF2PVK8Hg+43IuPmhBom68saFTeVcNupdOK0T0oz6NrFdWTom0GGLq2fohYuFK/qqLfTyGHB9LossJCX0zMV3y1AfuvhXnHesD24qhzNNicPt4AOrNGxMXr0DIOWrZdjgR+VOVTNPHkSAFNtla4RS1IuBVtRiRxPQsT6dqcWjaxvvG3GcvBpRYikQgBNExVM9lAyREmjy2vw8VTptqwu7Zdprxrk0n24JdTcG5a7iMY20vN/3loohDp4LRCWJJg4xmEf/a9bO3ccQ7Cr4fAS3hWPBv8rfsQQjly0z+WZfpRZg6eid9UvnmwHL/agg1rhuVUDZDTTuctfyEv/O1U+CniT74RqKgY1LzTZKO1oyfOMOpGAzV0H2Zk0bevew5fX1Nm0+GySPBf/k62IViv/VqlvSeIb5xTEX4U9my+AFXveSv68eEaqEiZdakyR/aN3OX/UnrnWkgaWOdjxaKW0P0v5z1icz4JcV8rSddfdIWjt+OxnHQtFqYM6AqmokKO2MzbUr10K2OWUm7Ur457EAPiRYb6MFR2SjNfhv1AJhTyrcNqhEzf6USJErg9NFTBlz2moCcmgVIdJvukDnW0KCJeej5e9uAOeCC5tF0rnQtZKbVHkvDsaWOxJnIYeGmOjiSxVXqnaeQz4qiTpqJnJO8OWseF3bn4Rs+kTBDUm6Zgo1afSqEWox6GgDHHCpNsLheWr06mleNBljPA1dyhKrVj8eyTCq15FV8T3NBHqgSK2eUNBtGCD6bYwwfd3qf/j8+3Ny/aJY1LHXSaMaxRB0vdtTWz4hbU6KWtWHeajLfzocjC85Bl9ecqnN1sTmWitgbkzHrHPXK6l9L4Hj7bHqVx7kI2MjB7VIYG5PORdvQHEu9pAsfPWaCMnbShIv7G0uzrOFMSdfMhhJ6yYRsXWfg8NvuVb1WHhqNR2wdBoIDj0Dkhnrqicmg3Bri8GeckNwtDLP6c7bCL/1ab7OTIpYX2VP71kV0IqRTNgSyGA+9euxCsSVz5TKYbRankKeWWPXYwt3Fu5qJRQbauqbGTa+dDy2/FjWudGdLn4qd8JmpBXJl3PFX4KlXi8vI3gyZNwmac5Z9q0F5C1SBIeYwOTwko8IjKrzGrtmJS79PbCVXPhH6i7eC8lVpkuxDHbvX6kucx8yXm7kOeo6cnmV7dPv00oqPXQGXfuDy7YWvAeA4e6WPbCiAqB14u6264Q9keczyActX8Mc/1ugl4VN6K4aLUOa6vyN14kXu0lqSVuhLTllfGrLalBno2l5kOXefHlDauWxMh+l7tZBAOxgeBmdxjXpfb0qhxngWCqPAwKva0fslRPNT7cWWjKWD3IjjZVu1DiAzl+/wCHqy9E5nOgqGldaxOtHI/La4aLdiwWYdAbvSCU23l40xHUuqJRPxGTjt+yqSM4m/DEt2zFSFcVmsv1lxl4LT0cx2daPJW8HUZQGptiDlVhCh2blZca9kRZHMjpeb93ya9b0WBg495AC6pn2iDIwf3gjNO62I976vDZ14HjoB9oSfTzwA1o6SnDWup7YRWmRoSlrUBk0S2q/XoL9eLh0sxaN6NSKcUSm1/MyPYnS7of4z+FCsK2+Nw0sHaySRzMPoLgr6XjEXF6nOF3ZEpCQz3YM0yVqsYT31HzLBiM+LX7lShsbr+PJXpnJ+kdzjQqpwUUIGAQCsg1LvgFoSyx00aiGj9A5IVnNE6c192LfX+sxWKFatfg/b7DrdrlfmUM3RU4ORuRQTAlBrBLKVVF0fXYw7aFBgpI/KqFDc1tX13URNdqbsXj7iuldbmojDjuOoBGfHZ21Fhyv34QBbQYsbwxS8ob7yfrq0tT9H5q5w2GrQT3viyRlMsxuDTwXJNLE60Vhe2FZLa10oL4R+M7MMg6NDTU7YYWLxnN8hR43FOTopmlkOzxyu3DHc9E/fklOvosSeDiWQrSsP9XHUvx+SKrz29CxXWLMfReFB8ZNDwd+EpqvWOxKVgp6jeKTVCPQsrd1p8wElF4xERZscUs2lKbXyraUQpTpu/fecWLffHEFDuqn7Z0DiZVgBUWHCCsdlHBX0jxxS5LvevZZQVDQ1E7Ama8JEPzyqvzI/Dx4emLXIceX4RiHPAiX/qnP9XZ0rORxVT7mQLslReDXscCMN4UQ5K0tnDi89wUk0NukTgmA9lRMYKxgz3jGjgVa29DkBQH8f4ENeTRYTK78kqUyyk7/w1gIcBpi+IuWX8mtrXb4V697zfhh40fGaXDkICK+WtkVRsehHqexlT2Qtj0uuPALPK+gVOuI+PKh3Ytwu2ZI9DM3AyD9y4qhdP1fiHjSjHKCa5yTbLEtLXIu9SStCCjoYtFP4RJ8bcDzaF7H4bh5/EYyxulxw0vQZYnAUwg1Isddi+TKaGF3XEw+ySyS1SftmU0e5//2XPhzVh+GvOhWcTFRF7/HCa2s6Y/UyHcd0uTifYzoOXL38vj0gZqr+gLhqw7Btz5eg+Q2RW973LqfgimZEvtb5ttHlgQAAYDfK4xS283Niuz9mcCKWuo3oCxgFVLpHMjEvW25Jm65JoOV3jXdrb7frhG+TcC1H0Oa4P8Kfym05kKaHuiDkCe1ogrIx9LNOlxXuZFzPkh9qekHQYXkBpfNYlt8g2J81/dldjFZZuHPgc/vC5s9A0NM8FHozVSb6SdPSO0CyOKpsr5qNN/j1TH5x4zjeFJ4+Q7I4nzuDqcubUH35OZne5VW/yk1jpnAxv9oLkoJhUfZv5fMjMtcEv/CTuYJjIX8zB3JqdyqrlL5MXAYDQ/OOTwetcoZadGTAom1ycyvkAO73WUHuAGGOw9qJNqQAkfxKSF5iR1uLu5n3OSN91bmZ07Y1KMa28sP6xba5hOOu+HMSj0yV/DMOolHdpnaJr0IBHluNa8fbpepqKGs9ZEiK/7teVcXAjjOVWk4JjTtj96WWzNW1idN9pZr+uaPjZqYrAjo3OpqbVKntPM9VQR78WJSB/6ik4adg4h6KSv6G/LQJ4o4BCaiJoGtxlQEIHG8h9V9ugRAATnrJMBNdWroWrrt4LIH4wSoSqEwnHJEvdpjqYyT/kv0QmMPghkFT0Ys1t+OvUT0aG+d3p4LyTykZ2u892FE4dwHHVttw3r1SkTnx31jgomVxPsWYqNWwrEfoudKXeh3tR8/u92hPqLdQtjbHyXZ7nEV9Qcc3gd3WIzmm5YGvIpNXvHbwdE6U8xwlJCGee5zds6dkuN2pGbpinJr9n+HD8uUf+Fdbtum4Fm15aX/Sve7E1xpAzKvsXvZL2JpXIUpoPVpnPjKmtvQ6V2QK65QxeyxZejTvpN2r3yNElVoBgAHAv6EkUHaRoTFTF4G70CYeU/gRiacjHUvYxWV37qHCmc9X9y46agHpHsT3hdcHFo4OAvdWbF6iZoQKXQxpLeK290cldwIfD1p8KDGbeGGW8HApZim8c/eHhgNGfcCC2Usp5H2fjc6BuLRHZ82Now/T6hgTcXUlVIAv5NOblbW9XGgwgeXIi2cavr1xLREllZVZ1zJxrC+t8248xHiyEXcwDfP7wOy7C09jAMU2iTf2jFbzQKsekG6H5NzGgsi7brUHwtfK81gupKN9DOVTkgJr3ACOQIVU1WiN/Uvcanddp81hZItg19airfRSqOcHZtaaL+KiX8k/XHR1t/pupKeIuxr2gy2WXd6L74f6oJnawjeE1kta2fWiz6iW504piZCRb+QTUsbCtAibO6y1tWZHOKMZr83XZHI9ytXkrZM95I1idJzDg0iR2OKAie9x4pXVxQppqzwU6GkicHF/PPbCVEzz6bX+pwNgkFdPbP3CNwIDwB/LYLQBlTmozux9pdn2A8Snb2bS+dhxwWPPV0XcygyQuZue4Tq716CkXH6wf8GfD46V9I6WnmVHPx8rKq3M/dckbwdvaX7+Qm256RpihyFfzsO5Kdi4NtVDvgqpmjizYd+hV262CalaJi0fQIsejhqIhQ3dHlNT7P9KwF9Qw5bUqdNSSjUO/IGMMXxI8tJ6Ikq3MPsNUk89fIuHrVd4JSqVFk2MxZJJ1LEUXYqS54VvfmgC4H/wb1/JkuWOilXne2EsvYKKbS5qFxO8kwq7FGyrrZwxiFIOtNTw1V7p93hmuYWYldxYuhyA2xI6jK0Ax19XhSLY4GwSgZjY00vnzpYtIylYJ+q3/MU1ikGdNQnvTxx8cHQJVCnmAGK5qp90WS5aVEO1FviDY93aqWt/5iyxGlxuwtGk8sRJbbll15ZyGKjPNdZ1WxoYok2pqKsSDQMNnlLRYbAaij5zRwts1tJnngWCI6uHhA9RXpjjMLsa6/UsHI/scVje8O7Sx3F6FgT/a2Q7FjsVliGOHVOjUn7PHTjSCFz+WgttVZSehRVO6FbeBaus5TRTQA1PzzG9n7944kPVqwqfDsL4HiUpXZwtweeeTwp/Qdb8vCXuQOmobgazH1bQq7pgrR4VcxIa9IVZuZA9mKwZXO7KLH+7Wh0hyA0oLcb9QezQH/F7Tz5O74VqpLAdirwSLfGZvi1HV+3mWjRdeb9/LDMC564Fs9hV2rTR8qTnGDAV+XjRpImcR05Z5MVpMh+ICR3ftPu/wwc8HleTx0NDANdlMkqad5MK0hfRwuE0UIumMBmRS65wtjwAAAyRiuUMPntvWj/kUftoaL70d4xC1EE4zX+e8J9Q/0KkbxCZ45/Pkgk4AE5cTFE74olwimw16UeJFOIpWRuCQFuSPKMBIDok4nvPFSmRaVfx0iycymNO8Je373X/5aLKilOfMKPSZCYVcU9lcuZbLjTSgSLFf87mRiCBYTnnhr3u8eVWrt2VM0Zxi17mN0X/CWzuWC8ZKz2peyL0E6EaYetRHc6VZliwPIafKYXI+yfwYfq/8c8zW8ccTpxDhH5lok4NRhgjVi0Uooz6QeYQT4kDegzM0MGHV0N8AG/etk+5ZX90l6/72n5DXlvsEAMZK30Hh7NoFbv16qcBhda1UZzV4eWUu7/IfNc3NbmqNGWj/pwS6V0RvG4FoW+mtjjBCUtxX5v6Wvz9cZhPZTgfKsShWlhL5VnqGufbseANOLaSqGX70pbw6UbdURYht8G8WVEBtqqnR461a5p2vT4Wrj1A0+LbV+R+a46HtGptAPqra/tPJXnio2MCbViSK6tuxcsF5ai7reo0xmu90lg8mv7u+K0LQvTlmFcEusnM80gsmGpfZeCOxdlOeduLmAub3uvLRrVB5jjbr5wrocELov1F+WOPbEneVq2U+G/XjoqqtxZ+aG+v4oSz7UqXQ6FOHEnVz5yiTOawegA4G/232p/fXUkJkbgxofG6LXKqAdeph65aNt7LodSlVGlMI2EanuV6M2C6tkvzOoD5hYOK2mzTVsRNo/LXSmR4U9ewsjblDCU3153P/aZYW6l6L7e9eWVn0cWoXive0t61R44Jisp138gx1rOmZ/KbtanO5IfqOsG5GnqhdASYlaOCOr5X02RtW8/tdn2Dlv3wQ9LRm032xC+GR5pU3TQbLFiUxIZ5pszDS3XnK4k7VgVHrSsigN+PxvAu7M6KaRkk4QYgihKkvm04INWfozZigrgMk60oAHu94Yn5J2IgFweI2oNat70G+kYcnKUvKYmURLJi5ELSgz98b3X7Bh8bM8X87GZS/p7GuLIV9yCXeC2d7nZvPKGe7FXjUkV4DQZKehjXENAyWmbg7XLJ+pUPVfAjq3dXtbjGaCaOWu1ZvSHhOB8VBB3Re9jxGY2+TYq2BbqYjK4+FOIA9cmkrxRTPIxcLjAqlzwvr5LL6COKG7Uh1w4AKLUW8hV4PVc62W6Vb8V9FYSq5bvd3x18u3umXoxH84DcG/Wjd3eWxD2g3LuwvNYvT6p7z8egiCpww+NqrbEeeK7FiaDmL0J2I+jieZ/NzJJRwBuZONdkbm3GjS76VaHLSGKD0xr2uJa9r5+QKEljKXGXftobXOmLs/D6x/a7/OcyWahkxtIyAlJyyU0Jd7VgjZzl4qo7oT9CO0WynkkrphTcrMdIf+fkvdWr8dPoV3FR61iy+pdUA5x+BemnSKt7aZr0gjxo7HTRNkmxuF08sXYQYD03qOW3iXsnmIaG4hfwS+moLQ5jQZeP/qvIzHcCsLi+GBgbxcmuv2P7S+iwy4s6e79S+0KT+ELkLD96ZAUS34MySL2TeGU+BvJ+GG50GbzMOFU3VRG93oNDPcbw10MX2uWx8a/0oUVQ7XhMe/AB15Va8G44nIqzKvFelphjLWR/hL/I3FEIsfth/KnF1ebGqhe2FzhN6P0ibr5Alz75+7IHMEYCGQ0FhLytX+s3hbgVLbWplgul/tKqqKjKzKdxi4P0BNVuYNibTQeHpJuVHUhJ12TarfJ6lFi/WDQ7R6Z9Edi3oSfUnfLbiobWHJ1fgbTN3dAvyz8hf/NWVgTdN/43kOfGBlRjMiKRDHBJaM1/L4KZOZ5bP7R+Z2pS821YZDEtUKFBv3JnadnijpsaP6qlsdTGDoRN3bfH+VLq0LUmTeDJEZASQoYiZuEUJPYAPmT/xbSf8ueoisTsmqzKZdYq2VxWT+DKr+sC1MwavVmmzzK+okStxT1/zxArkgLqrcZGT4A8M1OZ9WNJRXkwsKqEc3HgEK9Ll91Rd1E+nShj8RnFoxaa0viAGs8LtaouJzM98hboB1/aGYroWErLVmpfInvu4P+TLkE9xeBY23aomkF+6JTnzDaiwrgW94U0NWqRVoLZW45UL6fdueod9wBZnNW8lK2sdO9/PyS94U9svK2vNQXz0OZuXdVQ4ElB41YV7Kug+hx3lpZs49t7tDc2c+54gvr2OPkWjGWNQNQDYzEv6EIVnyZWQa59wFeSaghAWBlT/+F0ad9w7s9n7U2zJ2Xb+Qv6uZXgBKO6hWhmd8++EeRCdsrlsEtb9dtAHJL2BDxb/hqaqNq0fdfsgSttoxZEIuA5P3/RoqTEMSYdAKu1b7iOBY5fOewAiUV3E9zxSGhY8l4RcfzKhcsdaRV4Gk7YMpXT8Yq+kbaYDb2uA3No+DLqmnbiTcvP0zVCDhvc13o5vezBu4cnXg564dYXIstB9Ym3CiCeTLg/UWWxa83+4IyrInHQT76y+xOCwVbwuwYMEFWujKiHZKs6J4gBJXu2NUTPCWjX60AFGYowFGRZCoSe3yy60r11BNR1Gr4ACQiXbmEWg9HnR/XejimE5CzMuG3vvhvzmm54BEzXFdhWXs7MKm4cUfyz2Kx40POYWlqPOPRWr5oqCr+1BuIUSgTRIPrCWLFLawEjVL4oylBENACt1hw7L7gsO1Sqp6M8KyJZZV1iQc0NhfdbVUJs9HTj7lFtFuXq0YerX2wIV5/RJIHA6W9lZJUJnWRSe6gXYJ/InNAY5rWC2gVtHfGnlJlDtyqfBiL7OdGheJfG711ESJWultHU0dsOWCAulZRnqpznF73HY99o937ZHs8dbjtfObfdu1vPsCS529umEPKoehCz8XsSNNHzBvugtyVfaLJHzyg6w+rY5M4dTOn1ZQt4oqbLtSi01DZPJwaFSdJfBZdHWE6UvLPs07i2R8Y0+dKXhqeUvNFXJf9h1Wwvjnd2ziYxXCZ1dTxy0oI/6IaW2V+IoY+xKTrV8fo6NMTTKR/kgG31dSX1Cpxg8zp4SWYUqEX1R3gfo7Xh+r5m274+iEKfQpFWth0p3OiBso9EAYCNb+KLAJvaUqKz/8bVjk/Uk6Ms173ikLQj8FRck5OUhZMorQxu5jw957LotZzf8Tf1Wti+Wasjoq0fqiPlOWOmxk91hkYvx9+oO8QH0Lz0KZ+Bic8p4p+Wmlg+4lW+L4rpMhwagx9FLsPFYoV9/fmhMDTa6Kej5TbQpFVDeBwrtsLOxfJRAN2bOVZ6lSDVI1mrXXiXcLx59v4YrZou8L5N0SO3R3DJUYS/g5EBAHyj6lVFmpSZsyfESY22+MQYVjSpBcbMhsMzAGE2vwOXU96I6/VMYbtD0X63EOM3C6k9lmpyKOv+PLubt/FjXqOJXc5Xmhj9SOAmPL25E2WNYfdJ0eo2z80euC+VzWnjiMXQOEgIa/w78vsZi721k6cHHAbYFOv4RDgOzYxgL8K2/+p3QVhdcrDWRWfw6OG5baB5f/zCLG16BwkrVlAH3EVGxAkiH2f0Col94Tc+VP3ngy52IQFEYVFs/yR3ScZpnbmUV73wStkETiYcuRwk8RXqi7aYOfHIjgUooHZf5cIbca8ph9ScESrK1peyk5WNV+Nz0aRG1h8BCVz1VMmigQ6mZAtD5Dowhw27eqOaCiHHF7Dx+3z2fJq0QAn53w88sxr+O/P0GFEO3hl8qd7ani2AoSddGijTx/6OKEKmLOfsPLRQIlmvaoVGRjPopjiWPnSnftZ3s5WnRNsILtwdCEWBax9ppLjVGbRcq6lN8QqvTZZcKvUNIqBWKHzro4KGuuS5oNhzU/lzhG+5INw3dz2bzI2/XXQivHjr08vFnsyS+WRmCkJ9jC63V4dt+7Z70UTHdBvRPZtsYPlALVvYtiz0+litolZwOVvpqQj67KlfXtmhUsPg+BH5/ti5V7geCFKm8uA088VT/M7nddmsz1oTMIEeHRQD22d1rqzGTO400dhT6CV1Yl+cbx39hLko7iihM/km+8I6tiJZt9FSnxsdqgXC0I+mO2t/TsL5czsOjJvOx1zi0k1t8tqplmZb39bESjeGdCmd8HRy8OfCoRx8ffvJxef7/0vtOw0A6BGYht9ShwMAaQQpAi0VO+/4xq+kufGa9gInd7XopsehdxDTxnA+X3afP5XUv78znj5GNQmvA/D12hMUoYKvQjj0ic/VSULlD8aWzOfDcKx37N10oY2VIWSM937iTrkfb1EDby/iQIigWosxkUWxksB6eMlEY5E/xXf3liH+vq4qPfHn+bhK8veS1OWZbdjmV3gdQkEHpq9EfODv2fXrXpRyK+hLiCOmS1HvGkTToC6XtjT8H8CH6v9IeMYdcSwVIkQ+MYp0mkNXWE0S5V7lDclz8k9pPfpg6Ei1pp4MQKo6M3BhUEGaLyEst5mer6oHewm20MJda79OIY9kzhI7VAWd5UFJPb62tjp0UPddE3S8GJWCkCRCJQeQU3DFNvKxEWW59FxUcP7pqf9GGW1rJUX7qcOP8T7CfjtvZT+nJq+j/d61qFF2dm8xtc0miPvJkJFOq7foYQADGORasOsYhOwyXB9Zkfe2x1CmWBRK1FCqfD8Wtcjj5e+AaL993hXeRBi8rqwu2pKvkF1Db+wSScog5sBYI2/6m1oVj/fDAZjBVDfLVup2F1w3Nc8xRKkmzCvhzrZ2hrQDUFiYbY8UQ1Nsix+lckg2d4XdlJTrDhbvr9aeARDisk4ydRWFE/fHJziFVU8aKbr6hvt9TBWOKMmWLDrgeDj/UZ94Q5bfT0JX2X1q1U1TVYLRdsa6ceCxDjwDP2mz+GimJoCcN9ekx7jRvaa6FKBLF2+mhtg1WLJY38vxL1eq8rDlJmrFjbLp9W5/BJkMX1QjEz2jt4ThYFhmvzt16xnvz0yxBwCAT17XgPkdbQAAjHyt1gAABZ2vnEm3VSZyjHTFWfEle9O/cnuFISwG3mToLkOoKaZYDv1rT/yF+KX1b4QmhatJ9zNvgqdK+25i7gz26OAnzKdc6C7eGPF5CX/w7uDnHdpqKstI4swi3Rw1U1O3wB7wMdAV43zUJvSUT65n7p72Pzex8VaRjJKLwHTWCCxGrIfYvXbsxUyJL4NFJ8j8lDj94KPdTqMZZFpxpNexd5zNQjVJMnr44Qp+onX7LbVKsxTCOKuUeCCFiS7koTaz5UQRt1tBWQ9H39J29OrrefC8XrGtxh9TDHUpOfX3nFzc6yUROyV4ZtOK3FQ7PRgU9AtXYVFTCOL8h8pGiq3DVczPXZJN04+FRC69obGksyb1MH++ui56XE1CqR5g8QT+YCh7avIV5D8XqCP7nFpgfuQ98xINwLbG4ymDgQor9F2oFVIV6Zfc0p+ojC6bwUVs/nogc0XdjYQz77dPGrG6SW5Iy3YaLGQ6cKBehwoZSf1M1kv/t9lA2n4WPjx02tjhP5hJn8Zb72PWVUB8tbtD3ck6FyRSeoBXJdOk4qEq2/wIeWSbFqNTuZRkn2BK0BkreKVHyvj65r1nKXnpo5mTSrbZpaznbtMH/oPlrxYwfoIdtdxLKQmhqYFoPzccoOcl4RZwSJ1PXL6Ud5ysmb4NGkkWq5gQnAsrpz9B3AW3qtx2tdC/Eoc8St9fofZG6/f7NXODgV96DOf1KDb93NxH01tvGLKU/6b7zQBx9QEkwOVfG70jA9T9MfK0ZN/hsiqZ0i1E+ZCX3iHVwZsPAbt/qk4uOeOQrMe98xVQwgwAYAWAmYJAxTEA5jnQdYSSjCO6y7mZv3HSdNU3RACqQLE+k0baDKwdVZ+W5RVrCof+hcPS4pdByPcBn5y+MVxvQvv4CKRdzxxn5ghNcL/Y9EgnvAT+DsFHyb2UVOL5SLupHZfrIsM3O4M8t/KEmmNRh16TzTVleBCDuTCx0O9khNITD5VA4DPzTq2y5bR/fNmqPIHyzEC51mrETQ5tLZP1iauIx8eIh3lFNXsOPmx3+GxviMSzPI3JKqR5e5rliV0IkA8cCDmDlvx6w+eawxUF59wp0sduopzWYZ2IVOdfRhOFDfI/F9b3JIb+RHePtUIT08R9iueo6byuu2zcsk/vjF3pgGTETTI65GjdBQvhLw5C/lYanzVxduGnw7Zkv8iuzMNzz3HRSFLAl30puDWMBca4CaySWYo0Pu70wN5khQ05aZHWatcIsPbbIt5UaicEqs5/ajXzjQ/ZYe3ZgmKc9wZTYEn9UDYNSeoSucz0J4vIJhcYJaf2vVgy0hdx+SGAlVRCU4+5WQ/kemysyULhXnNWTaUDrdtoQAUCpL0s3wTwU/tHtOpUZ3w8afl3zUhGbYSHGmhmL7DXV93h1NRYq+ZvS09mg9ZQ0xj1ZpAIo7e6kuw5ZOhZpIfeKRCtzNh2qo5AlS2VEWmOtV05gjZXxvgS+fuiNrGizhx+23hPWHC4LW8yJm71VVstrMMRvr+VrVo1xsOrtNkp5rU4JgVqNPiFtXKwYcfaaZWX84g5G86c5oH0SS2P5qkEqfurVghT60oVdmMMWC94Nsp+ue9YJ2DKdxMvaBsOwvqNAQADEARA5NXBePOakb1g12nKL64c+udLQ/q4dw1TFBbtYuvLYm34n0/DqIX8fupkP1Whl6PLZRHOuwt+g/OJarq6gEhMuCzV0Ohdz+PX9VRWO2AIACvmV+9Ue47Q8844DCv4kzKOZPDmuDrdOzPPqDOkCuI+gvQtxXJATvKsfnUJ24KeCp1aoF/47FX9SVN3ZIzv5RwyySiR0qX5KWyvY3h+Ew3GCMWEbNN9rvGhC/5QfOOYp+bIPGTbeb/hpF0LbJOeVeKr4rrwa7+Yht04o58K/22CS5l/HTlpx1QaUQUpx5Goo3gRBjtRSd1cvylaCPg12kpdfM2fKb7ZlAkalYtgZbUH2nzMml94TIDCYqMOqPrJNXsonGDNr6NDjKcjn5TSLfWn5qUEvCqbt45U+8WxsZ3z4Mr1saQbaSY/3q4U7fBTCWxU9xZDOO/BsMLvhfqCrO+F+gwtGXYCN/qD8UYY6xxPfuK0MQdaMOXr3+U9Gf11qxyziZPOFyLYtpOV0770MM3LIRxPnjbZJIaCgedIEj/wZW3p88IHJ2/jbU/mrVj59/bryYBZ+UfL48UskvB2rlfoyN0HHMoTrTi2la4Cxz5gMll8IpjUN+ykPzAUY3wAv5YFIZ00sinEbl0E6yGm1tr9TSYwjjJsGAJ3raeZ6zi6CvLMNcaFWG+LVacwP9oNwO6bO/uhXa65R9GuVAk24mRRR70hdFHOB0LHm9vaUyTl63wTc1cQJqIRgMslXI291/nk5cpKNGUYnGXCDdzivi84vXVQJBq91VZ9/txXi/HNN4CGymH9wleGMQP/L/PqYL+paq1LEu+q0TATdCOvy/zQegO4u8mvu90Mp+Pc59Lk1Ii+hXKYP42av1Z/MyKikAccmplqn58gyXNO9ktwPXK3kM7kuYwBAKyKc+YbyrMMz3Md98ObXvLC4cuxA1rHKf01hfdT+HoIx9XuY6+HMB/WrzTtZW60eb/VUM/xGV6FNLv92jFtorDEP3WafOi1gVDUzpKMRj6ktiGkjSVsZI3bC+tH//GHrf/Rdl2i1QjdWSqfIQ9TzTav5Xo/aHFX83EPQy9EF1mPh9FX0mcMbPuxt8ayv5YrcWKVrflm3A5XevPiLiiZcc+xzKxgAp/lq4q/E7qGm9gqnwpcVBvDQSAttYShNfXaVtpCShrQUUEu8EU4e+xD9K0RNcsVugjLlSdRLtR2E572viZHeTbCftDCFvWc2S3cwZJTsdKyXtH0sQMAADhMIfDMQJOYDM7CZWQT/zec6/NJlnl6gSQQ76lQq1bX7yiAti3B11FugC9UpfIHjiY9JtMNLLA4Ccqf5WmnmyCjpN4J7RlNVEISbiXm5wBaoMjfD7nXX+pGHqde8bn0uN7QVdVKc316ZzqW6QpV04/ethzsn8nEGh/4Vkq925fXhj+mjfkmGKv3AWvuhNpEo/Vn3ty/2ItQiR8GGcp56nbvfTj8ORTwSBRPKlR8RR8cLszHtS9uJcQhLM2rcawW8EcbdoOrNX79EMuFJHapFE4up0abG8oe0y3Hr2iTVW/M3SJnanFaFyNRCtPSmdtecTIR+U7z+GiUU8xUhUCm0ReTPjkTy9rnFm2ujvCUhwrBb7H5JxgTZKgrX5cIGyPXlI4bo+LMF7yrFoXsoVupKc3fcXBtHAlsbFXq5N+Omj91PRpF66X48lS7SpOUQ5X3RUzkYeJ3eahtJnbIJW1ZgibaRgVs6LtSZWhUUCDZEbWmWneBSq/plk5Nm+zyJPtjIxsrc15ks2LIe0S8YgBG1ziUanf1VGoYV6SF/hYcDX984TSeDh7GZJ119OCGjYQuTSZbZ9ATY3pbP3MePmz/uWRVyn2nJuM8b9F3gzDYzq/1KZZdcH4s8fdXMtglgjTjDAuMSEGd0kqhXw8whx/U7eCNWTm90lU68idBkbQ2I/PYMc+xq33q3r4T/uQ0uy9ekDH2U2tsTpK8clia7zHL85I0pj/R+ocREDAs/QHPZF7x+SoqCnfuqoojXpLmhLmaZzVwF0FSC5DWxuYH7Zvid/LaKgS3QKIEGvCXucnF02dLR0leruQLR/Rr0B62tnqIxIlpmcaWrslPeSJxlSHVQPZLRpQWHzlySoNZn4lqHQZGdbi608VyHM6ZQ1E7jp3YYUn9MENfa4B5Tr/se9/IwLtDH6WKI1syjAt/K+qsO9eaynRldWMAOrLUdNArm5RePChdSpFoS6SuuE6IKv3WNaQbSa3Os/FFLsa1/COn5DNn9DWSY97XXo6qjesBnWic9Rxhjdmp1Zsi0MkXnbboalZ0pohWZYy5Rn81LmVi+pTmZ8nhyioUJmyP+GAxxzp28y9r41jyqFbdj5aadVZZB4W4+uSJPIeH+N03Ij1+5WYsOulVbr2Z6GftTV28TV/S9XQSVDost08dDPO0MsiAgd+HIoJj3ac2xJrIrOlgilwmDRhDadqOMgGjZgzH/lQrN549nmQjTdtF4BqSrpfNUZ7y2GzSrgDSgilGmU2W3mE3jplztXDTh6+03M1A/PJac7HxfvLT2uFnw98h4WnLvTWfRLGHiFwGiLj+BfOu8wJ1rMKX6fRFr0dtrvM/qOdryyq6Pwq7h6HF2rAt5dChtcCG2LLsYtNmWycWtjiMcAti72yLkbjWM/uU0/rQBepzbWQ+zdCAWsUQmAOAH3dj3Fz8D/prbZoT8eVSk/T6O9us8lFsJLAccFAJw+iIz43qj4/cvQcPu4VP+pwooDRoBi3KdshZCGbTHfu2kt+wWl4pddzPuakcAzHPQj28svUGObCjhp0SkNV/c+ORE/IfH3Vk6XiHFa2Mi7ISkaj1muHpRo9VK9CGF9nm89ocEgOfc7CY7CT0lxjB6NYwp/qAu4jht8HhyRJyygr5fhU4bJ+1wXzgdn3iLs+MjZhxdSAfR44uFzZ8Pedy785aGEhOES3NLmenUVB4Q7L0C/OVtRHrgTPRhXOhXCkDfVGijLeMrhj7Kw+PXA9A0W8XNjR5N9pnpc4+L6/5qsJFaOwbiUFH41U+5F5zzZI6Sz1JQV3XNQE8aSX/9YU3fRyvDdwvpzACl7GPCuZ9JflldED7JrFqtI5pO2ZJKZmBH9+LiUHTERWeSMaiA6QpTX6lKOfsl2OVZCtPfS1WqChqYXamlVL6ZcW0IwXjG0PsGw4USrdDs4c59PuzVJXtZFHwhcCJk6gOrt3755WqEwejOv/hcE1O2sK2wEAUADGAmeClaotqbk1ZY2r4tkjc++6y1kdQq620btD4Q7WazMHj0Zh8OxbTWHlV1Zq2Zyy5fDnkSYnfbfIzhuqNr2sXbulfqkGCPgWQFefXbjbnaJGfx5L/4JroMfAjtXrmzGxIifgrjye6kX8Uk0GJEi7YnYT+xjpvJ5pwVBQsqCSnK4nbQieA5/wFCdwV3Rom7eJxDOsXLn1nWaJzHaWwdJyReaG2wXpuJUx7L+vf+fAFv333wAYvAdpKpU3Xgn/Qp0RTpsolIujIDaL75np8yfKlv5/c8gks6Z0Mo/OsG5U1/TnTeE2FTURzXfHUmjvIYYkUQQRlzCmqWWB43aDILCWrtbTH4k7rgdg4TpIQsk2F62wwBNHoD4YEDf3pEHF/EHBfnmsJ8UShGzaspJjzrucUHZK5WyG5rDxVTSjobp2xRXra8W4FNeSqLyWTZ9ciF0foylNqrh8E7M382GbHEqwZ0mQh/1l4D6km0VAdnGHOxtk8WHq+qx9+q9NhXzha//KqBw6XYBb0cLyyLiUf1mHoPio5729DRxoejUV7yGRTJxFs0WSSXpZDPeJ+Ph0+jpp8fkqz0aH5eNO9YMS5S72kvXvrqOCJ6NKm3AYkuFEPT6bwD+CJgvoej6BbXMFuL6f69QxzA/G8cTS2uOHtUhPFomff4K4/JUCsN21hjKLrlD809zYaXJC1AACCy9p1R5TdR6TdjdT0jH0kTW0/D2nqywpGomRzKfO5ayDUiWYZjOUekw+4rmr3OkgjpcpF/aydVleDluhnq+Mta22MrdO4IXUvYI46AHAUgEQ8vRYxY8Swiq6cwhfBZ09Y23g9vmOx5bBy2EWOh5KFbUxUIS4RPPR92yMiW7Zkdp8rTDX+8sa0lXubibacPOQaEMW6ZbTp8mxzZ3IIGqrJfwa32ouJjKHvBmeg1UUw7+3hsszzlNe6GohQsU8sl5BgviTqZPXlhZ/UwUBIy13zuJ3UGaxlB5r0GXGwGfkpqODQOzIwLxMxmBAVo/qNbYtD2Z2N7t/7EPbuaTiNSCF7N1Bn8186ym8igVuGOqTWWGZwVO8fZOGUaq5RZ9nt1kLBhr9kZPFWepQFnVHxqgrQ9swJtlVyWGlHKRPta6fOT/IwWXJ5d4LfOJft4tr7IeLsZux4SWWhhYVW7x/PRCbnZuJNV+efE6pN4dCXC5LozlCF4WzMK3ZsKNYFCR+PBfZ/NdWkEuTSaNmJ5HJnyf1qOpPABi10TF+xdFzlgkoEDHcvzfsb8Du08WHdI82omAWI0gPvJL2bOb6umhzQkhiRnHTt2CF3euGg3rWYEGxIKyQNLAC/OY/o/TVLTo1UY16Qpiu974K8bGOZ/orbDnKobzvRlpsyc3gSOvLr0PNwUJyyCKwy5p2lE0ds5pmkCe+GY+H73Z8D+ob9WH6Y0maCdhcO3QpRXmjfB/IQjjxj1xP5y7aIib+3d94cKrVJC/M5ncSNwEpxLY+7ykUQAADlFo8jYUlTCSrCYHR+Wb78IkgubPoSU3nqfKwnsAWAjXZxGtAiXYX1bj1fXtoU+popNGMGkDScJO2Qk/9GAgiEOMge6tR9wZaGERoFLodgAISB+CarOSro/AVgVHVmRwGt8/Y7s/STf/j+qUcDCMYi85yA5rZUfE0vGIHRudbAWGXRACS/mE3n+tTVJgL17fYpBti6tZ/ORpMewRL6awvKjgmzvHSX2t/BwQ7OyF418xFUk1tZgmQgd2baztdGXd+JQ3zhGsyr1whFhiDiKgZI6oR6LtDVVHgtTbE+n3QaigTXtFk23JGd5xjVxv2Qlkva39NsuaMcwof7xRwePO1WWrXDb/hEzgHiJcrWF97aXaYh6DoWS4aaawUj9+wLrw5Z7l5VT+u1WmcqLg0uk0798gOtHforQ3m8iJLapI1Zl/xy0gy1vbj1hOSQzwlfv+u+WEZ8tQEfd92o33bpdBpXNefjioSM9kKnd63nlo3r6dFX741t1D9DhYp3U1sF7Rb2tpxqIgzLdHiz9EWRD6isyU4g0jipqbnICXdMZwDBYxVYU7g/jUQUVs+hMpBM1AYDcY6iC2Asj/zbwPEU1AyVMgJIUykMTRe1/kPcVB0wRM5fWWomcJ0QNnLwpLqhidT+oqDNfILYCcidJCiYtG+mXmAYKn4WwyV+Iqc/Dj3425OylGkRqzcrSGzx9ehErsx+4niOOP6c7HkYHdr5dPvasF+sAupaqkRe7ZuVXe0LCja8unHMropPzjTWGrj0xlJ+bnW7GiADAABdnU6gOHDDYK5ACyaeU2Q8e0E5mLnt3axs+mYijM6pLAQVOJCkmZarNSE6WsId4S/ddUUa1oK8VGc3k674MHFYO5ieq6CWLpZgEFAsHUGJJr0q6xwJxFqKFwzmdjfgnOl4bYBSQOOv6x+MHjR8d+/ReJuPLBK6K9wCCYxTcDoIki4vjOE1cBRv4p4eIpFcEvdetJeGcjn0EbobDF2TZzLOqKP+JtOmsY6Poz3JUQMkS+TTuaE4esGV+TcTLan4NBNWxmibyTJ7DM0ZqV2U9oBrDY3B2cQq0Fz+bSaBoZVc96vjlYpaHuahmqxMvAAENVswL6LCnW7zNz/kfe/H42oNQbrXePnHkYxTY+n/aVnC9SyCJzJfm3aX4FMVzHv9NdloFaC6VmU18o3R2V3PYEIdUI3vlousgNKVXj1NAw6oqtAwNJnOGW6YHpW9NznnoT7I6zTvCvD9gsUq4SMPX/JqYciGQi8WL7r00wGuutLxXcqnyd2KL6Z8RXRKYbcIWr+LgNQAI/Aw0Cgac8XV20vHkBq4bVnjN5dHccOGLAnAKDTVapqekHt1ftRmh3OHOa5tsro1G3MmGF1lrHYJV4EeBKKO8APXOekr8ede4QaOVpNOK28aC83En9j9vBOmnXQWeH5T1SjmliOML7+e2pZUxmX6dnG5mVSfBQTmYz7aZN/MGe30d0YD6+PDSRQsuTKa9Qp+PLmKQ+JUPWdo8KHAWkEPm3Mpm2uPjQkMNPK69GVmDHhp2WrZgCRAQK+E1myBQACAVBwq2z8dpXujCrqITAIhz0guwsW7sbuSsu7m/Pqmr0bnzhkGF9hFPUVVl8a9O5cPGbE9Tu9CNcNAHxwZ4PZOVK6ZOqRkAZgVagAA9C5rARtuVjdZCEWSV/OrPeY5tPEDH+KNFkXl+sEX0AEA2ivDtinjvMdMIhJWICyaOuql9xvRCrn46VSPvCIfLo/0WFi/CgJbR1F3LghPr+Ue20WTvxyvQuvPDhbtbVgD8/as0CXAYbFF/VQDXw+378lPD8q06FXmvh1Pell6094YISSVStX106Vq36gxkeym7TgZYxrWkj2pe+B4v2DTrPZLMrZS9Axu986pe//4lAFUlxk/MyRnSMcHNCfvIk7bQttoaOPgyTKrlAXO9N14XR+A3NDG89SUaxHUWtnotJn38YXy2swyEDUC+dLx4dqjTLp0l8Ca+PFrYdaUhzOhpY1+p8Es15CaJUC7dEtZuK9+li2OZXKk8c31uE/jYqS3t8WnknOQd6vkBb/fTkOWCKJTNOXIJjY/qc45MGjRNaqKmh0urCsXxOfI8m2+8Qg9irX1rfaijBqpUkvX86afvERMJ7v+2Pxyyf/JpTH1oqHOo6pCDHB5bgmZ3eqF4EjFqwGUSgLxIwnJVTiRjSTRxiEwkZJnUXG98oT8VItJumzFvgF5dJ7eu6WsHhszJfmwot75lS0layq6OwZ310D+BywL4j03X+0/E9E1htaYcLln9nW0axFxhKxuJH8FMeMvkNVngksaEjUIGtjGA1xQt7XqFpiEcDzhaFaYc71A8/irqKq2pGfNp/pqMbZhNpOjOgvkThN1wkTBoWuyA6lksZt2zClu9Ny5g2hrT9W2llnRNjjuHofNZuABdFJP5z8pYsDWcAFHEqfKOQD4TTcicyWl43B0F27gjJ3fYPgxN4+KAwhnq4tjw8Smn680083s4BgyLQN5Y7yfQG4bETW/QFM8n5B4sN5OFjMbPUWvmusuEjSmcKj2sD5Wm5vuuQGtaY8XbYn2vDdFJOsPF+Uo9jSMsxaJ1oyGybX4ka9y435S/NS+QaX6plbzWZRqVh9FCVSMb3VZK7IL/QCC5eEdsYNbizQhK2StJ/NQMo3XVuV/C04fncBaar/9Uf6wSPfh8Dv6AYw36m+LMOOn4yFawXHshwpPNrihXF/gUNumllYRbv4Vw9X0vKMrqckgVy3GY7peTQLVeN05XKCpdXHeFsupH186y/D+HJqOLnWeAb62Y9mh7xqvoVRfej9Xs0yH+GOhWlAYSv7YsGuZOZdh8kJMeu6yallgfdMX4AbX7bHoTC2PihCMI4GD1y3MCKkRxJwML44nqMf4dtKFGxny8l5OXRrR5UF0YEQZUWZG/nXQVXubb6QUTVrGBRglGgBwPe1+Buk03RGRj3guQhsvrXztXL44bjFRx8dOEACMGkBIJXU5xWfIhoZ3Q3mv5+vV+LqdfVOwCK8zwKvXg9pSUeoaeGC+MpSmoIwYj7UOVz802vuV5xvNpxfOCfq6t3XH7isO8A9yUJco7tR0HPeC1rWdtvnalvdzjgIOwqucYSY296NvIgDhspfELqtk6PLsB2HVJ/GME280Vkz3lN/e+CE4tUjVHRCMkACXHnOLlW3rmb64l9FwYQ7y93brGkP2YzFS5cTYmLDX7qzgNsLNlBDFVOwcrxLWW15+kowm/ToC0Mg3AajAECz7LUUeR62rpdzF33fx0+qtNwgDb8qxiuLlrMqILJcHoNacLVpL8HXoGit0PP7jOeUK+AC4Dttu3+3N2jEW9eTVqjCZuJH5mgEYIwBqNPDTsb+9kuT/M1p6BS8fQ/cjL5nJH4bspfXnuPcnLI0y5Q+CiSP0rzxPcDHoJ1Az05J6Qb+Z2zsXhnWDxFjnZts6fQB/LUV2o9w0vfv1B3v1wi21WAMFv0bgYZSUlHIGxbMruYk9aax4HtWmVkNeqIeeuwBGtbxL2sINvqascTyvByN0DvKcu+wo4tXF6rXKR2FSDnXn3pnx1PsyEGjOuC+wJL+Sn2WBS9b0kSOkNaW5HBfl1QpHwzf8j89z+eOIi1K668jh1qImkef475ajIUlVtR1L0QAAyJ2K9wmwwkYl/am23Gfetge0Wc54Uy7+1IKaXQ0bCQDhmFjJbCrxdHfkgiyxFWYKtb5Q0/Hb+nfNh83zoXDMS0rTztexZYmfD83ktn3JtIlnNzkmw6UZRlHmZ2CYWdszzq/UYpR1loX1SqWynIrSF/AL9lkOpY+s+Brim6bk8sbnWiOr0YS6P6XCMqx3irFZODIaW2ILAs0VS1bKyo16Njdd1ZHHfZl1mL/VWtwNI+Ax+H4JWYMy760FjrUsjt0H+3m9sNPSFipuQH1YNGAvWf1sAdVAstU/bztJvPboaOhIuQE150iHfGgnMpXr+cw9FderX2tsYLUk9UD4mJIJ4M6/XZv2DKDXldZWJ5bhXpNGVHlbm1vSn/Kyreytu8FnYAWdrne6YgiAzkd3sGQ/SmGgoyInRjjxZaqtyqFZ2ry3rRWn7QqRxaOhldFJRfr1elevdtpf4D74zNTA9KQs6fly4WEl0aBAfR5kZktqyRU0/kpyAteyl2KRfr1dTVTbGIYy1pvlTWhA8HJ2Fq5yjI3rBeRNtTzxC+chKXiT8Q9WQhfZOEsY5uz5aCPE6Oz2CZxKpuf7fyynqqQP8f9J8KZTO/2RF+7OdeZZXkcqYXBNA7ymoav1cnLC77ScvB32qh3q+ckPze6nEsWK+3zURdkpn9IWMVBWOElr8C0f6NQ1+D3QdQtsrXrYyGIvKm01G8/Hb6bZ7iCNfe/Hoj8C3q3zcJA8vC3EVQXLRqoSyZsuyl29bv2lxLdiJ0J5EHB6lkw7srqXzKxQX1RUFh2k6CmSxL4x4QG6joeTvmFnxRFwNNIe5xW2buVAYwr3VfA5/6QI0BvBtdW0kphzvsPhzM3IbBhkadXf2sfHbmJYfWp49qTbnadKoKaFFiJplkwYSLju3hwmaUp6fHkvP55b/+r3tPCCEo5y70fMo+tKxLlFcqQTeo51663wdFnxqQ3zgWhrQ7bUMSmWdesakqHvj8elyI4lDSoLFNLUEk/vxGSqxEalzO58SHd1F36vDu7XIiPT1aj7LPeO2jBKr0LBSSXSe7UST9bNlVzhzyBXwlvR0OCuMfCYoqM+C7gfcnMu/FYKm42Wen7ce0BQUF8Gc9yuz4lID0OGIr+PtHQFreYA5gzURT2Wxs6Xq0hcuGYWCyoc3OpLCzdX54UO63WYn0gmRbEkzx2e5U8i6OQefKOhyneNpHrRNDnphakelQPqDrwY+oHoWeKLM17EX/Ypr8hAwOb68sDLlS1ezezkIFwkHWDorifMVvTpxNG5y7YfW/1XUgYVppZ75d4PDNC1x27lFdXwbi7Hl7LUyiU59hr3ixl1tNeuj3JivUuMr3PaVg2IO5+dTgDw+1/VR4BhqJo1rlIMBiTBWHQcOpuUA1SweKg7M/Czcn1TPg1+6YiXbvJGE4aD8YuAG+Jcq2tF8Aynu7xEYFXndMDDpZzDgGzmuhlfIkFTG1lMATwaiyv1vI52hG8GX3thAa1biBPjvfA7Mpmp8aXgmBDlxNEtCUmL1fi1A0PsifwfhxkAfW3xT1zix1wI+lGsymMjeWbWIDrwH/TXkwxoUsij0oP80XaNZGnwWm0b2JCwNfFNDmEJVPIbWddAkukT09fEp6tAQxeNIVEWF2L1BZocg31zIwVjkU5XermXUWzgSpkYZWEEflW1vwTQVxVP3n7Ckho8JmBp5Ld9DUyeZ73Vf81MX/1Mm6Zytaq0ZH5SKC7jBeNYSW/jj50iOipDwynci6Woa5BPEoKlMo8btpY9hK19q+azO2XoZ0tLkotepF5HlSsfq69wQMy8GHM1cvyJVA5Uk9NRHjbHc0PUYu7EyE+mllBoK/lQ73Jtc3oV7t/48BSLxuwQGcqHqRxhZeWXlyzjFAEZxJY6IB81KIUGAUA1I1FHbbOs98ullSZkOmm59dUQHc/y2+xU0zq4lXN0Ji2W0vFV0fikG+RvWbuZl0fCVD40lPoC+UuD67oFvEl+5X/+KTF+GQJLo54LzeZZ6lt3Cr5AWLbv1mgi/H5gwnjvOf0lP7XaWy46kqtfTQNTn+rnn2r+yOrQOX1uVYV3mltTjsv2dRANmzvtv91o+deduEW/LFh1HSSyywUHJjoR2SQW1fj2Zk/Kw1kIp5Yj337meGpCRVK8+gCAHt0Yzg/Z5M7qtoTni4upjnIENOesg9PVFMdeMNk/SqMTuC0dvHbppGLQNWwAluDROFioORwKx0GKayKslG73SFcGLI87ce3Fg9HkAKAsXdKmAowC4H2j1VTx23cT2NF25spFMPPU9MmYiwKWSGCt5r9RxrNam1Ut14NSx0o+YlIAD0xQpUMDrdYSzvHIL0QspOrLAX4bmZR5GrfyD4lsA7QJAlU2BSyUQmVcy7LSXYi6Wgn5aS5+3nbT+4mZKWtQ9znZDeCP9NAkKGs8Hh4MnKhWZosyDzrRrY5LerjjD4QZYl3240V+s1BsYxd9OKAl2Oc1RljRlYiXIWnmktRxwAowvHC/aF8dR8B7wDV1naa+FeUQ5CLOSs5wuI0hgXK+Mr5i89BWb/T67XhJ6epefd6+Vs7t5Msj3OW3Cp8+dkoYyd1X2+Ucjc36g1BplN3UT4aCpTqAPm7kXdJY4FG7NPONQlVvYV7KBg0BayS4DFxDpsuF++vlzWKtpH/j/dije/PeZtEM55txek7vWmoO2cTl9BmNh820rhbGwOt1a7BKCiXEMU/521UB0sZelxfnCtHEnrnJ6tp39dOk4kyR/ZBcTWApVxVwF6uUfUOau5kSanD3wnyJNJ8F1OQ8qFE3vRXHqwB+SgeoJd2AXxVu5nW0dYzZZikTQF+fP6k6sEylyg7cqnyWrcXutSx/bTe+eUnNDxqmJc7bFRuO1r0vfdn3WPdqvRa3qVsnWuMGu6bX4cw+vYCkmAQwWfTl9KEnlHDajauUhWGa6DRIA1iz/s1pCxd2luuqkLM553nD7rXbmHh/LsKYWcH4bkiVL/hbg0fHt/7rWTClhonW6YQy3Pf6vICD3IkN1qyXlDtZdz21ECgZtgACQKy1ZtSAr130VpcQyNC70ziGKpKb3NFuEHA4UYc93efy9fYEpiJNq06dV5II3+4DmJPtjbvvmmufb7hWboXioipqhErZubqRnKD7sxfkGL40YCDg4y/fy39SJVmtuqNpzKdu+9tDhm7v7Cwi3XRpOOS1xJZahJrQtImamN90qCGLEBS9xm07KZ+BLunTS931KuV0b44c/YJOhaEXMetAYJlT98IbapvMwSBcy0jMLhqnQUl94LQXomjSZY96jsbTOIyW8YkUJ/5vOLF9LTbDbMZTF/at5M8ubdUKpe7iU5E39lSixcN1Ek/X4yCPLSnrFjRHyq78uJfEiX3hVA5xb6v4bkK4p9dL/z7gpItKBefGdRRPwtxYXskT9ltjpNsPG7QIWfXgeCm5JlFz3g1tfL3S4fycVY7b4gaQkPWn5Zo15igZZY7nuy250fSoWgvhtaAYMn/UK6JN1HFmYmPm2JJqtKkn9YGmq4oh0uyFt9p3be/Syp1eGnVqxpuNB6pRwWO6z6HC5eM83O8FndwvR1TVJUF1iNuzfq9UxQlM/KWr9ocTVWmZvoD1XK2RCys7L1de9PGcLe5X7DUgsepU1NDAS/B04ZxOXbxVv06UxhjrZZvZ1T0WdSVsCIwHp5e23yY2SvFlwdcP0rVCW1N8aUXGc+agZjLl7JxYL2tuoEJlp2ovrV9rxSFjwz/3IsQT2IqIwa5QPgRK/pMebnftBvU079oK1We0xMY6sKLj7GzKQlaPgzljouOce0UWZJ4OgPB1zHrGsrgiGYe6xBTYMVfDoefHwg+M4xfsTYcjkyHH1KZa3wCrfO9B1bSTduOIUaSpx5dmpukUzVqdS9iv2A7S8abn4Bg4NiVZj00+L+IYFt9+4wraudpVUm9qFfFkThsp5/KpmKWd+W45xt2Vxp4NA5cox7wxmD1U11bYXn6iQOWiDhecAQAZLTnkyPpk3+oQ//51fv3FBCqBROFmM62qhDM3IlK0zVwcuFelydxnnisXzPAce3vCsg1eNbzWx993vDj1+4g46AAEfym/DhaHZ0aURd61ZPRfI9NEqtk708OejPe2brNust2RbqzLIRM9L5Nm8jX4bS6EtZdkWyFU0xheWSbkTA/+1pwvfGngbJAnEgzhIc3EyftdTJtDwy8i/n6VfH5EhEHiEOE82mykvT4ZBqaQ4i7p4pJquO/JBHxJG9z2q18Gth7YlkUu7CvviMFL+E57se/mtqmq+p85VXefB38VDuagjT97cpX9gZ5pZ1gP++ZuwmRpe1YnXh/XxPPbHKQL40hVIyfnJOEgoXmtv4CNcj0WnWmpzmR42D8qAuwJbCtgoCc8+b46G1Pl0478cqHw1Vm45T/HuaCVHvHKy0Q/8/ayzw9XhJSnerPyJGcP+SVsemzD6eX3eShn/2tNPepDZtqeUo3DpW3g9+MLr9HSvBXKWG3nLKbceQIyRWyjlfYXHTdBTnru71akD/cvbuw28WwuHS/5bRS/VU42ClGw6JItlGeCYfi89ZhrKG0mbweAzsXmpqgq3cBHEFIESOPxi/6QQYNHb2ghcf3YS+Ng1kdSgdg1P8OBPxrCqArVbWWap4az1hOmOrr1W6R2w7zpECdnIxboScGB5Mu7BN30ftuy2LQUXYHZMj3H/XkLbz8wTrRAUi7tLnspSjaOY4A4IGhSFfm2WZ/iP5r7Wv01YrWu591i+fMz++WUbzjU6ApndLbTsJuhDcPqrjzM+eWf8RrHupKhay81+0WTxHhGXveVkSWWz1cxHn2YZw3Eb8K2CvQrczed9TEhQ9nN5U8Kr7wJ9P5rxhscQbIltOUL/o6dHE7sbkKv/HhcvjdYwj6yjd4wVjacwNezDYwoC4HZDecRupslPeoKl82Pg14ehok4XBlCdCkNJ2VRLupD0gttL2CELJhCyaNuiNriJeou1moo7NazWYBEuZG12xtFLKwJDIe+6r/y+C/GYOGcKZpexgYLgX89c1xPxfFlqIl3JyAymViqOw8swhWx663/d39rVWIAnOy5oa/1Yoomg7FdBeMPGjj73e6RWlNWog5liqKh0pvgV7zvygsEAABSZwBWkraI5nOp8pzLl3ge5ULc3WutJpF2ulSrRpyTUy/pnkfTE5SH5sKPpMGwk+9VltaGMZYHzY7ClKvJnMHKOdHJ7YPkFEMyZVTk+yt7yvfHdbeTBufUApdT8M+SgkSOLh3RUjT4mHs6A2KPE6yOO2TJbeHranscgtvTqS9MiVn0pQM5fxvqCRFFdeoz0IUodulrV/ZGnQqGZKmBW7QOPpJAnsuHYFifCQOCyKfmDA626PHunKVvrXq2mps4fRFttPcwO786XrozIbSVU1Jgfm3JfWLKNH5s0FUFUkipViQjHifTTCUlLxpzIc9j7q6Owcrly/hp8KrGUZdlfQG+yXla0cqxJB6jotCn28xbslqfWsPXPTPdjSrMwZ9jfF+UM/P8SjSH26tSEyp0REqjITSbq2KaDsObKX/+DLNB9IEmSPUjZ/tfkZ7V/ToeGAQ6x8DA406kg6hfCR0kAllY40STBX9fANg20vuL/ybYxbWutNZbCeXHjHY0fBncozMY/WkL1M299vLKAONvjG5i6/tPiu4HmlPEvKyskmrA4VIXRYSGc6+O54l45LygKLizb5AsTqUDUbZ5lxd8oamwJQLBfTUKYeFmloVhq1M7D67nx7+VCjmjsT7MfT0H8xuAK7U+Shh0JJ2JeS9sjOTunK7WJhSzrzV/cqGyClYGMG8ciTIEJPGJnxBXlTEAABRFlAv8wr6SGS9wY65FrtHWSRobopz01+g0OprTHw0zjkfeyEWRgxwBGIAh4W/NAU8CmGQg6V47vf+jUM1OTj+7KeIh+QOLF2z6I+dPmfSnPZNxzBQ5aszJlX2iVseU4drq+YbfI3a8mgxdtHr7Mpxm/pnXD7YxnziMG8DvnUZPkDE1R1Gl8ud6c6q+Ifx7/ncXBs1RE7WzprG2E+ypK5RCOL/ULLTFoQSmQxKBa1pLMBVhe2nWbDkZL1/h1W0V7y7j6jv0DORr7tH4gE9nyQM7ahbdjQy2UJHl6TIUHmPp1gG+vxLyPQkrfToPAe3r1fr0kwiBKop5M1sOX0AFJMBCMPjrR1kYsqPlYZkBk/ISagHpyg5VTFBcnHZ2y8nnF02VNPmpkNL8drqlhzytOWHtPiVIrkjo23V76c0mIyCfTgyUnGnEy+F0QlujalRe1SX5uVGDRd+SXECVFGPTXyxdg+f/rNRGapi7rXjb0GsT2/ABQ6CYmexfX7iQYoHBepQtGWSAUxb1oZwOrxqx3WBiWkM9eJF469RxOQmzGir2xNRAdzhOF2zf0BrCus3yXlM2mpC1etkmmeClTa5aaZPnbDI1y/i0TL/VW0e1Q50DAzermgzBqS88VAZKRra20ECmOC5mPx/gfVdCwgVaD7/kvWFdpqcxjuNE9FVtU+hR3/WNH5j1td1EyfupqsDXDjaC1Cd6nYz2N/YgOpv6k0lPBd19cbQlbbD8wYvyuTQKAAAg5L1traUKAAD6dkiHNzHww0uFY0WSvVcq1gkodbPObKeUaCi/qpKqPQNRhblytaF5CQAQCJiY+3ZrnDgz++TSL515ut6sVI/8GVqOT/lE9kNkTvkzdYyRkj+ljEEpjRG0LN+StQQTFszkcz1RU/b+1uc/N3a9fw1OOf+u1Qe/1loLgp4CychTNhmmVTtRjbQLBFshNuvSZLk4z+R9MR3iEPb+7bT9mpl1/w05ahLVgdWLK/KzmnuzQ+4rtSQv2mcgKoQgt+4AZ0/zy1WQK5KkC1WMJ0GUDPqqCOXxmYeMNoMmc2cONAJyFlpfVTsAOV9LRx0aWUtHxQ4cbqgamGBj3TJpKIvW+va6bZtMpiViN512RyK1AoAb1MoD0rjtmDgTjM9Io2kkz5Smjy0BXIoYiHHzopjjWTHgJtd1iTuCiXhuaqemnj42YXxmDE5WQd5/VO1M93Gdi57xwhHjkk8aQ6utido3sjoclb7pXFRbIn/UrrQE1KTn3/PUtdqoKFQMaksdW4fj1YH6RTKwWa3qtf6d7+k0G/gr6zjBP/Gc7uD0G0dzyDHdjdOpZjVSMF56WOThGx6F6ksi33kGGPtS6JV8uAY+YqzKOwL6DzN25qeW029fescap4PZnYB456NdLYXcVOnYxXzX/jmHPCwv23t7OwHc/uev5sQpTp7RbBY0P3ZmGR1OEQDzVxlYOchrk1G8T1ZTvSSGRnEEgHNt1Zd0HTx+Aed0rHAM5bevW8nn64v7XHz7lw5lrnoWAKCDQh1l7ytZuPi2SX5GSxGq+e9F/mfOsjRA1IdoYuB5dWr1TUCEN2NqnsUrh69roPf+ypL3/bZwXdoUuBSLZqIpKhof9XEUnms3IE/11KwuhjER27rkmHHLHFn6ajbC96arPugSqxYV1ZJ/HODLZfganHb+MAB8N4cU96oJ09fIUXooFhPlnvAlZ5HQS36WblwJ1EpbKRtxBGJxpffFwJN2yepxxGn/S4W+Ov7x95YYaboxcxvsFZek9t4bdZPge67qn974qEQqE9Iq6MXndhmKD+Y+mtiFKAy2Eh/xSnG/phSqlt3JVdRyGts/ITGuZm9UlIFUupWLc08NM26ndUqmun9FyrrFb7OxSa71NA5bCsCg8FPNoVEnt1qsXIgsn6MIDso3lWGqL+T85nZGP2tp2/k1dxVNxziX5MVVwH9qp7BkVBulE5F1MPXYS4EyBVWlwAvYMAACTx3A7xzItx1pni2zC5Ew/ZwF775+lSaIJDtoyHS5j0hetQhqgMobRxYrAhYHk3Hv5Bo14M70+THQmssl9keHPTB9WQm21G7M81B9Lr7/tvux7EamiRVn8LyYKNJk+9yw4BeBatryJT6r/lSZrP2Jicd0vNoLtvLCjYpw2VbM9vBGtx0tmk+hVA24Fze2LZ5MT+qbpAnf4ZTWV3c+w4dvb65p/0uPffQijwxMJ7n8PoSpLKynUjxy01fYXDTbiPsWv5fOiqSmGZbvQd7YxXN+5OzluVMWG/PlSc2WmAqKDECesK8ESeO5Pue8T8Xx1XmnE95F41TsM16rz6pQyXxqhg/dnB9IBRpA5G+kxtjrb8xDJBiadW55JvdMaPqFZPHC9gLcii9INzYlqJZfe4YlvYx20L/dMhGmhaxawBD50IE81rerb5dm+Lz/p3D6muOq5yRPy/s+sIwDpcZclVn1RW2VoHwKruGPORhH/M5ndR17cZM1UmBmpImurvBX064Kbk8AZ4Kb2Y73Z6hBB7V9hldXXtMzw0l/emttX9f5mYKywN6xvw9ozZ7HzboaMD/Cm6DGFs0TXh53g6Gc1nUNqcoPmZRcz9yJEP2uQg7sTSbXlJ84hJu6nmypPZSLdMbl8/h5kDlOhVBwhsCoat6zvFfoHKf81f5okfFv+rrlaGKtTGYBzF637QyPM+21KGZvGy1oZLk6gZviS0O1YaF5zhznFawBzYVT1dxz5HU6jexq5PEFUPVSdEhtCoHdPpum32mJHrSweoX8ZpP0Xl/KnqOawuVqfvlSGixa7+4Ea8+uNvRLBYkj0QrkSdy4Lqy26FdL6TejVPHtI9LTX64tlLdcVo2qOlEWcabtdSnfMRFAVZgtIX9uuetgJk88AWEm4GD256l7SVReL1NK4l4xpp55vFBLHrLLeeC9G1fkyoajgCCM3zwAylkbdW7qYDNtLjws+88CU41kPAnCdG01WYvSHRQdWj0pXQP0nq5ri3xQJc8RPrblOca3wa6bXUsNFOwb3/z5NYSfJtccD8A57i9PQDtfUJxU9nduninhvD7Uas5cVH6tBIa9fh6VkcCZ7aukCcwgRSctii7WC++mx6QaecJQfBFMQMUpKupecPAYoIcW70w4UMQAXOFngJ60K2XXZmO50ITZ9ggH9Iu1aapoZanuy38eTl8/N3wren30ywhNY0Eyv46yuRMC6VwgKXBNANIduLqwMJH3YCP3USzMQ8q1e3nwF0MXQe+FdZ0qb6Z2E2dawCUqGtF8qFeg1rJsBGSgCsYNVWpmD6Mm83nUrAxOUceR6WHejSvhUFF5CVr1/GKXc1k/VOidgE1cNSM3NoNk18rk0suanXBFY/JQGbQJzi5dPaMN0EE9FZoBmEbeGA+5amrIjyvxOzHC3+kmhKula9sMs3blWQCSYsh5yezb+PoKQVeqR9LMzROJ9/hWl14kb4G/Jlk9f88dZ1Im9Q5ItHmUhzyXCoS77qZVNDSFEKy/WGKfXK2VJh+NK9DPye/wL9aO5+roZJjka/l2mZYUrPLSLqYhrVBXRgDVfH9p0cKo+34eThz9f5epQxtBtl56vKjsQjtXqD7cBnq7HaCqELEtoj5WJpuh2DTHqdhhJTvEvbGSQu/HCCC+mrKK3vjN8BoDTPIIV1SbiXVc+qbM/dzxk8qmWuZeejzJVL/n9tGj5EwQGTa0xM7WR29m+rzpSjyd1hrwKwrnQZ2tLaPSd4lvfliYXNI7Tymxk0EjqXmz0OpRtPpwl8sVMWwNgOwUs6Mu7Z7HATDDbeOR2d7500XuGiU5QyiqPR6KQMlazupK72pMAsHbSnxU6HVppcdagiUAij4WLXb7vB3SbLQnoWe3hz3SKghjv3SC9BQBoA57QJ/qnmM+fCv+FBHDFsiv3jrJntP/u+AU9nBByJtO14lIH66G54qzJDkvyFqxccst+GMnU9XtxFBGhdpEblgX9hD1t2LGa6l92+4UIQecdO0Hx49ch7mhMS3OWeg/1+1hXJmvhpfg8Ve0952QnpD6Vj0Kns+fFu7HnbHamNHLEVTD1abxb8N0W55s+Z12+ii441JRHOvzT9zUWwQmao9hzAkCi26aM59wlo2yODY5NFlNB2BvuxmRbqqx0pUQnqJhAjfqcMjmd9Vlbq+m7LjNasvicnFMSK2OgNk5r7j1sxY4w+79ytBPR0BcpShEx65ft53y9kq6PL8DwyRlnynMgNXzKvdtKOxTQTcUKuZv5k+HRuG5krTLb5V+i5yeNrohGDNWCj9a16Y0FOujaDDfiKU4u/FK73EHCwVeGk98Pc0M3SXUNL6eWY2x+Ad81fm+nxfi5EthEo9WU0E8ku/18ib+WFmmJteTVfl3uxTjsrx898ExxZpuFfkoBKw0/euFLSanp1SYDGL3buZZCvl45FTuqWXfeoV4yaRLsDWK1XYa9T8+ei5y3r8Nqy62zaetP+GBYeczc1RC64BZHyzx6amZ8rthtJX19JhHd4YCLuzaleuYn38D2ZcZ2y/sH6NA4rgOIq6kGSp67RKz6ymH4q8LW6ja16pB4lBO/ExdSBHuYS+OHEar1X4LrG/VsQc8JhXJOH1QbrIOIJnBTn0rnBGPkHi11CZPD7qSAAAAZtcxu5NFFBqL9Evvl/xicVJDkeWqpE8XUKDV35H+4vP/NwaAA9X9qduqLWlPwGONwVk/uZtrWU8znD+oDTCQeF5cV5ZTjb5Rwgrg0U0X7Gsh3lka2ALAtBgrfN/RC2h6cZbpwZh/QpSZuUiV+0jI0EQFZok5LWDb/VorUtE7CdztJD7qLl+adtUO5tzjj+OQwRU38GP/FtAJ3w2jc+c7OPuyHtsCrQaAqKn2giZ1dUvYib7hIBwKi8W3FihKc6HUeyIEZpsUKutJ/SqFuilFu+RUqFyajG0qggHIF3ERFCLjuq4rrcXYEqkCnCDEMwEPuLs0mjNDzSjpESBZFRMO1FdLS1MGrP4E5Q+2Y7W/d7kTJhoXaBXnlEXdkmmItnQvLmfw8cw+TIbDnCuVXL7fVu3ulx+c8YtUtzRHTKRlba7BmR572aV5NpGYdMoKpNne5XUU/QuzaYavb6W0nKh9b0e6CIvGErhJ95u05+JW7IygP2iVrF6NKeeztWvr2DFOcQsIfxKpPd0Eplz9GcFc12jB1V7sUlAOle6b2dL5amsnXE8X4+N6/1KvA2dUrMlfQGaUl6C1jK5CTL+20lU84YWFgHdMIvMlL+cHI9tYvLmcybYDZETL3VG2lPaTYRcV6Pp0hDMoo0FVlKcExDOuGte1Ut4o/cLIc88K9mXw1pF48VQurKExGIioOg/ByhS6fhg1+d4iRSPcShPHFpOD185IFBZBTQAQfRRuQsfUOZkdarq2A0+IZ7qFY3tdDMH+k25ct8/5/3cGAP6z88tQGIYEUzrDpFptra1syCSXvNOgb2YthkHV0uy0S7p5KVdSps7HElS1aevt6L30rUQw39R+S268n2oFDZ2Kx4TNDC9ovcGsqqTzQKg8RXBDgeigCmc3el8aDhrE8TAN2yoeGZZa0purlj1y9/r28J7BqTRUGSf7QXZs2gUfgb7n1H42fSlMjSurii3OXB6RwLjNc0G5LS6oLU3Qm2J2tmaVYAvjBeuuUtTxtuXBWFwqRTNpI6ic482zbSJI3Tan9jGLGiqvwzSylHPKj+OKEy1E2fWPnLwT8RWoFo0tLtfSzz8Bu80X4v2cY+NPZADcWmr7pDE7qajXa4dk5cF2ZITxCDOltnbt7KLoRbudLxwjbizJOiYHdcHXFkvask3yoe94VXY2Kk0/Df3gSG0rbKZVAuQAgHggUSlcfN/jfn9wvus6VkFJ7dRUnLye+q2qK/36Nv2dQlZrpXqYSXFr0JWdnzA136pFmwyLQOgsUnQqVgYCeJRX4IYcQWOb7WqaJ8MfKcLzOW8aENVbCIDs3tn4a4gdnaR5cDeBpZf1tXElqNvJzDXowxn1w9QPNo5NXaMfaNzzlgGqfrDORvPeebQn7C8yQZxxUZRbTl5Mgasj/1QUBsetxN2MObzCnVtoWZdy5X2qKNys/EAOWt5qiv56OuF1cHrn/O5+wUg60pf339SgxhgAGF4rGAaBLvNeFtT8Bidb+KLBu5bBEA5emPHJEhXMT23+/hqAVCtcZttopcmzqC23Ww3WQ+c1lAibLRrhSFlULVcpM6FL9flBrkOcpxckdg2TvClIRKbAZjPUy9MwZgh4solUeW07Wp0Z0mttKM/yOhE/NVfLLedeBVERdRjOxZisVvKhn/cvZfLmV0LyApOOtIJ0SmVJVsPx3HXowIxhOnQQgp6q5IQ1oR0bpxilGjukG532CjYIKJ01ia+FbplzYm1sEadOQSNV5/z4K5fKXXK9cao25+8QpxxzUMXSu2lxcrl9Oi1DtnirXc6OU1wisl5eduX8LTgdOjBAjSytTr2y3cMnlOE7cBREXNQ1T6Hinw7tqDgv4cKIkwa5XC+oanpwlqeca8aKs/HAySIa/DaR+GM7Wy+rA7KuVNET+cYCvSkPBgeK3OQa+TGiUIfQmK75Tw/IzbJg83oQxb7S+HNxtYEZaDX8VuK2i6Fz6UOVA5uXfPIcC5Zr6j4VZXJUGT8JBbUVulNRVKJIr+ZTp9+eCw44Iet333DRM95crpGMDttfCvyE/O0dyHnx5Y4ZjTaZll+hCQYTj40+C8X4TfxE0XQmJq2z4sYaiUfdNwbm/lCYkly1A48FzbH/zs5dFe1aG27N5lSyZrTrlmyUoaORoRoGLJnYv+O3r9OmbpNqzMTp165lK+03gAucImjXzoH13gDGcF26nGeYVv8cnp8jTbSyN1qFB+BJz7uGwbDdFMLAbfOWhOwGaC3UMM6Elb05NW24hgentZ//T2kAaDLhzLZajRFuV1lBMo3SD49HJOkTdWXa+hwirSUtp/VKnKoD6KnlSmWW904rumlo6XwgdyUVWo5oq4l24NXft8HUjhJ+LhCqfxavRbTI0o7wa8sTDhW/mg8I9oGtp1Vtr19iyfd8YXA8oayFPBtQPcoW/9JIQqJcXwZBMB2p89XPcImzhCkdhdaip6nYFZYNi7wDpnwtfPwGH+R33HbvM6N3p+MPSar+LcPW2hNXL8pHZ00s8XixPc1qFtMqgncOQbFAFxMf1NHpypmpcF9wUUQtWgMJSnx1twHDSbdAoUlH9b3NfUqyutftSnVzzTyOb/stXTbtpH5pBFXpO3iooHgAK4fBdRGjCqizL4eKUzHzBPUCvTQxKy9wW2uplA+z2/5x9bmb+TLKG5SLJQwXPN6XTT+5hW0T9Hd6xZ8ADQMr2cC838p/VS1+T6Df5VjYPEnVUGmclIszw8Klkg5cZ3ttKv8eF7IZZyWbUyQQ0gFt5dxVj1urooMiCMNrUpi42wYTWj4DZN9nN0Xa20GWkmaRWHmuLSzd2qvBw2tnBeCsAK0ahde3ZiFwQzyhzWEnc3uGSgWajK8rPZf563tFGdS6Uz7D61INdTLyCcKb+ixdJxDaHDoy7b46Cp2BuY7WQsQzoZh5ys5zuLg3nFjmHdN/R+03Qssn0p76efaPYOe3Qts7nlcdslhEkVzLHWytQzvBsV8QiA4TQpzerhDmYIqf2gD8Dx8HgOLkYJB2ejBV1MwKsBoxEkXCAD3ydagQB7cLQbF5SS8bw6Jmp83ewaiBHFaYXZLBFFU134kcUbSNLTz0KaNNxfXoKI/ehEgXdcENNncZ0OBctxeCTbX4TPk3cp9Fwca/5EF7kiUP6kutza5h7woGejij0OFy2sB3DIyTbEJmXle6xddiaPrbsNy01EqGdPpsyGpo1Ho+xZzwpPn9wdT1KftUy0WxmAwZ8l1fr3+bK3LrjLKiQmvadS5A+cTWs44wwfVkUlbQWZWX7za4a+Oyrn3WiAR/YEkk5AjIyZEpDtfn8i4ab5RX2e7AZXkrHuwRdKW4dMY9lsqoH42KvTeLCfssmOdvRm7PAiWZlSM/CknPXXn8+aich2uON5JHdZrvgjk7GG8mitYYrNQ9+lozqx/fa60xwztncIjM3XFJ6y3Lfb4P9TICEq87tCZcLUUdNDk0ZmkUeBNXTp42Srv24f/8wzc6D4CRNONLBixVVY3L1bg0f8oGDASusAA9CJUckxU9AAjmumgPLRUsOpqSdgGPylwWNJ77u9fG02jBFFhHu0+kBLydfnW0ypjlPzwqVhlLIo6BiLYHuvaa5TXou11iX4rR56/GUqrFCvSGcESsuBPSa21Eut2lg6POVCyc2s2Cl9vpWio/j/Xnew3Uj9z0zcR+3r+3dWHosj7zvjdMf5TLC1i4fTIX/89l6Epiusoska5rehSGdRinNDpBxuwVGFad3gD8Ngn+YBF7tYeEqYIbxYBpFFWDPuSphCZpmslrKdAIGF7yIJy9Qg8PillAQNWOKgYe2qaRDV0XHhTzxufSIqcS5I0u65TBFPVG0HuL7ukcwHgmJj9LGUADbtulVh3RP2xmiaV1QPy4IwtacVidL9svWSOrpLa5voO8mDezLtAvgVMXyx+RaISxDC+/lrJXQVWh7tvnj6L/SyN7EmxaRGBuSpUzttj6CiS7+JpmwJekdleImzqhs1LpOmVEL5Ur3zmirIhRao8kVMRqD+RAcKQ+Weh2iypAqNqe9yPgYlmS+lZkLzlcc7grKDAoQYK/UNmfq32vOfBZvPVtpSQLcyilBTrpqK+NMKnUldauvKUukh+7y2o5twCw9OJnnkTMmLAn6M9c4cmeByL5PafPq5eou7dElB8q/m4+PJQhgX+Q/hBXulcfIK4rfVF0mlFbdFmsBkfUVkbx48DDgUnqwA+aMAWsU2ehZygGr1S/w8FaKeQVAPoY1H1FQ3xW2lSeqi+SsPipE64RCF/bP6i36p3HoXI5RdluM7t5blod7IgBR5W+/k08yHzMFyfzesbpft1c9nkVejQysrY/EQ7VNtEweh2mYEw1s1U58FB1Zj9vStPBQ7pCVaNUh8WmkAYjeGPripj3dxsravwCmn8yUpN+R2bwzwTf7XoOcyqrLw0bZitTTZJwpIPjGy7D2Q0ngXyVDPlmnpZu3NNCqvJTB8UgB30PTnV/FuyD23cjwi4rww1RA+XV7VbhgjjVLG25wx5jGnIVLOrZ9TRq6L7xr/b7uVfrWNFcS4XyAU3n4qXXuE3xRRy9IrwxBrutBCe0h+Kj6pwq1tzdlhnrEj41bK4UDfPw0gb3gzUtDok4Wvmhw0kNVN02u7pWVMNSssXSZpUOErG9cF40nL53sMOJfSj+fjrVZSdj9a88HjWdbK2MSiugwpO8QuX0qlBh5nCiOx2fWtTGRXiHoO6eUeA8mvZjjzADJict5houG/pq2igXLwWR236Ivr/mYO+NKQBCLuFv3LFOZTLWs7LQ9Jgy/TpQLv171xge97JRqXMlel3q/EK0hIIwp98VHqnthXyqBSYRbN+GymXfhxd1zhaW6+r8YV+i1bWDjuO9ql9r9P+s85wYRz1O8bu1o4I8iF9RLxnOELVvlawstDSt75Y1ghOzY1Csv6PSmN69Wpt5qLHPn6S8Qn3U8JkEkxyb2mA4lgG0AenW73uF54ZfrO6Y2GGJHfUWg7bQ33vtM7d/vxpzw6iiyaLSArmrzvmgH/7wWxP97/aW230EfzAkPTDDb3kslyxre5uDZr/bW8VJEgKM8KV6ew2jRV5dEHjq5/eu4WuXsWt8vbvokl1lipjr08u2Fa9bpD2RSXgdTGH7meeuJuZoDK8YVad8ptob1378OPB1G37uxYZGErsyjAYFoDxK94qqq/yYVJNqtnR2atN4s66DBmreyfXlVRsdejTiw6nuD38OkrlHFn5NrqCmogsF6qCrKKOg7LRAtptZUSeMIwW8nyVJVzmzwZBagetY1MmLPS0CikaAIlf1nhB51DXOcPnsgFBl2qmmnjN77acVsGl1tejjCwx8IfNv+Aw5S/GF8Hwdg18EWmWjXEIgH2dzQ3y6lCyIEHCn5CNbnfvRUdSfoHG1qBgs5VSzbNsAsIdqszPeGse5XBy9ptWuYXyFhwHbbZ2+22QnK2ScT+NgOvVMhWpJoebVIkx5edb2tQrtgJPNlijVbu3ZwsNLgRqih1W+zFoGNNwGbSpdT885gvJMwnzF3mgZDN0cr3g+imAX3KovCSGCxHY5odwpEr35gW5eas1R4nJ2M52sObjPjxN5SrXr10dttuiresCwRPV5vrgy3Kbu/tTo+JLpthE3utw2+XirCx+PrhunOouxY4kTRe7Y9WQ4hz6f19+oa9l3cNbc63J7qbW8OrEUDaKsCtNqa6RnRPX01BI/eA3ITtM3lkqlxcRkryz3pZaBDduo+YmWudil4HvyE8Sl0DdcFA02EK6V/AAuDLfyJPyTclFxS8WyGFeI3UcEQE3KxCWqcKO9ZJo6XwDAzlCrD7TkLJEt3fGIz14WFONMi1tgjlysUEWxhVEerq8NK5STU2xvWraYDR/x+metJvkVv1r3xufHHLwwnssjib9Ormcwv6y5j5dwPsOXdk76KEkbq3OgJxFO2UB4znPpocVJQliWuHu682cuIRFGCXzIQdYQRryhE26MuJpCUXFUqSzNx2nftsrNpvghUgRLP5edzT+gEvOcd1beTDVf+ilmnKWT5+nYtxv3aV/CdjN5KQoTDZPMuwakri7itXxIxKn9zHAD2GatWrR4yFS/tbQNX2sT9TERsem9s3ggZEbdp3VHUMMFEtWf5GnSc9pYHgg7z4AmxWMUa/p2gOL1NGFt5avh6ZE50mzKpZ8Ia31NAedL8L0Z/94tiHh/BdPG/7lSGOjUwvdQdj3+LIiLa132hWMsb5awO5tToWt6UPaK2rCBAMhnIzd4Wjd4rSj2b1040S+vrW5VhyF8zz/LN1MV6Wria4cd0pyJAKSNmYwb2oxzJ27wauY0L3H2JuqvJ5L89TUVjJlYB4Fcp4KdSqZfHl40+8j292YQSIZUvDSdxPggB0M1EDBE+PrdIvA0xbZUX33YVTXTJ610O9cOIGF9PkjGO4S76x0ixpvbqU6yPym6sq7aMhbcSA1zkefemJ++CHdhz7tInGqRmRYeh8Re59yBDbST9CbtGnw2LYTR5AwQsb6nr4ShDPBIsk6gR+FEcDU5+x3pUqSKFSjN+UxMr0VjqvDxBSn8tGyj8UTdCctYczB03gh7rCSFPZvSsivI1aGZGFNPEcss6+x3uRzIIz0M4XYACpdaK9d02t80zsUfRxz9dUP9vFSsafqY8lJoW6bJyiKkxczzbTNIiibH3Qw/hcfC9HiOryo9Ky5OdS4946Rci0f4pjbIWug8mudbbTPFYlHKLbmKnYBQmWq8mlLDYkgeRmntVtaVyELHw+GNzQyUXRTuno2laT56Yug32EGWVlAascAPeQUql0dtyGtg+VKbE6Dzd2solfnluUPCzdqST+jJdPL1ZOCspdOLrNrz3wu9nAvM4NK5rnLH0M2fsa7EnTnWDY0qrpRcvkh5dSb92WUUA7Nuh/RvWHrTDem8lsYRlmWwab4Y1j7ppnYgiLQ+Guo5N0AFPdFBnwc8u1kYwkvFaeKUq+gKuebxOfXDWVETnoXSvI2nG/oXhbrWhcFfsng1l5qnuKknHwIZNYS7lrsJFnb9B+ihypy3orGyHg13X7hWaZ1HALJT+k1QbqWbJa6zLccNGu/L52TyzoOvicqPUapq9dXMdiVOHTirY+rbQCQGP5ZaDxbUcz2Dt/yZrQuw/gEzqnt8bexpNuJTlWKHO2F56RgjV4uCzZpSSgf/jV+kXEFho8rhmmrJz7Fj9Nv50vXgYdBheqYH8cafbhszx4ZyviFJzbjFQhJnxk8XsPqVYLTbmw0ft1XHS/Q1xeoVK4CVPHX18g8UKIiv472YaR8cAHGCl9IxXME26oEUWAelBGT8Br900lgzB+f47s5IH5VVEaNxwHXd0/fmUtztrS6t2UhD+9UxgKa4Cv+3UZfXbvftjaVFnyaGVZ+PDImCs7ZGItEe4tiZFftB0u0a4SZzcpwhSJ1AlwoY91QH/u5VdHtJYpo9gbT8EoEikhqKGt5mCdY6ELFqZgOIy+B5N9hCMo4jZng3OuJedfZjKeinWimlqe7iXTk7d/LYyfxk7notVgapXDS2IpDoshgaP8o8XWgN/cRpKqf9XMcE8oHa/6HvVqeojrQ3vcasUDwdD7XEFiuje+2ZOJ4kxeATe6pKL6UUOLQztYpxFZ6IGwf1iRVqzVcs+9zxwL5xlrIgwWL3i1Xoc6Sy0TH50HGim1SamGUuwEE9mVjxYaJY2dUhdFRdr46fVrc2jurSAFK7dE4RV/XaGI7NVJ1UXC22E1ypq7UySnrZDIVRYTQjbcthU3GuJ4IsNrEvzCCfVThC+kJ+sOIUykPXlD2oj4IQjKXk+RlvmNHLpVd9er613LnnfP5RBsPAf+vuC56lTda24NjfzJynL0iZcXhWdNIFVP0gba5Vo8lApQuSYc2t3RaVanMeBnN234/GwpjK4PwzVYqTeaOhqe8OmSw5OZbfrWHYIAOfqBWazkJ+3hcGQkLEjHCtxVvBElQZPYduViz06UJrpsHur9npABrhdmEDsSZjU8SXjjPOrz1TkeMO6s3U5ZPTmHJ4YuZRWi+tsGgXktrXgyjrwxEADEQIGsgMKEw5482Mr4pzk9RlS3AW57czRS2fH0DeNoYEgxv9C5+n7VDCsQFVid6/04bOePnZd4hETqhBip7GoJixWpuxcTmxtXmCK73qqHaZDmeGwqRBeqc7YLyxs8Q3l+QS6IVJIAmaSI06KG85pLiyLy3xLjuBtYTbAYwSbM086PicY1Er0tjy007wteHnRsQRLxTQddvDmWrAfzwtcxw2fv4ZEHhG1mImHWdv9IevCABhytf847l/c7WtFGcxqXpSURN8zfSFxy7n/biRm4bySlc5rTnCaKTcfjRWHqjSZrbw1dNEaDfwWe5mK8miXVa6Mu7YOjCrDtZpg6e3VzYjmdQ+GUf9u2oGhfqcHoaFICLNhelo3SsY/1KjMdNsILQZ4dtTS+86+C0RxSfg63w4r7/0E39bi/5dUH2J1TFV+fO2VA1IlXQfMwQpc5y5xO/PFf6F3Wohf95eANPhSePlmJNnRH6psTIzBcfS6i8nzbnCxz10liav1tiT6MeWk69sea3/5iWrxV8rSecK8UjNJrtxI/lN7zrVp0PfyLqhn8qq64rFt5Zuo+0xdTKxbXlTgqiWHECnXZSgrgDXgplxWNaSbqI4hTTtYoM1z2Rov1nzRIdJmWPxRuqh+WRYwTizuvpnc2gnJWVd8GE+4fXToF0uWv0Lb2LzvNYxrYm73lPjTL8OrEb40srf3iA5Os2kvTqeL3nXKQvyqc6JF9KtwroWANEzY0zou8CV7eVcEV9fY27wQQnBNumUSR/TKitOFPSlfS+pXvln+SkXZq3Uu2QQObXNEm6Sf3FA3wgo6Y0yPsFTVZUY3lFbuF00YEpxQVTSVLrTrN4ARVqc8gD8VoeTUPTkhFLyKVNikCb4Yfmy4FTb+jdSqsmFWKWd6HOS4XL60LRzo0RcNwwyAsV4dSI6UuMYmOpAVeeuabKmC/i4DfRLa6X4yA92yU1DIFAOOCCmgIvq2Naw5VvlcZJrPl+cC0e+wP7e4Ju24/gZii+iEgOxM2XTODSC0M9WXuDS1zFDQMMvhUODgh/ITVipktCY4kt2u0TnbV9Wgik69kpO8izvFO9MiFoDp3s1mDY/VoGH4vbanWv8SyeiL8a1Jxl2+iIoPfLR9q0jDpl4xW9b8QZstUvfM0lUwnDa/t1T3XZ1xt1NLiJvCHJ6MlZ2VJaZJiQlnkyVj/kNg0P3OlgETKapOV5LPG5Xrhk6jiYfiuSB52sDjBoW0PnUUI4XdvnbhStbvJJ8oRPf67zAiv9Mvvelh8j03WG1UOvLC7WgUh+bao+5iT+lXVucNt+JiYB7ro76hrmHo+hgJu8Pmq9l5QuDuvqIK83v9sxh+ed/1Df675x2m3CehIWDEyXGB6/6udXUlmmz9AAkwBE6geZCxIryZwtviKX3uuWLbOwPVxOcIUsRhE3g455Fr467sXUffT3L6JCLJuTmo3J5Vt6sSqx8ThkPodoUeq9OnPvAMyyVK6vS7+9nhhWU5MgN5aVuGoklDABLInWaCPXRlm9utFwQLLAaf9O1x5yY2bkT/U2bgvNrIfGqitpLCsXJQmLIptnNBlqoSFVHC8Lz74zg9PebDVxDrFs8XceGltDWcUc/pKvRp3Vgr3xR0HfqN8BQtqMTmhJi6TgAvLYLAXnWCb4TxxbPhIFXC0vglpZkcm3vCLAmud15bC1Fx3BCKD05cnqJRmADPbUFyRvOXd9yfas5it4NfeC5XCzh4UxKNj8ailhnPAa8wOzzRLdwXZu9jFPLI8J1EcXSpDiz+Hqqlke6kuJIawsgf41TMvnWHgtX18n5WCbol3q30pOfe9fieFHUGnMq4cPUDtROkrIfq18CTVMtkqUHV2vqi2Nzx0shh6wanUPjOoN0rYxfIyhfyWVeLFb9IOlMf0MeHNPm07Qtai4zlwoeDYWRUV9JYk1fTFftMZ+aJv6Cfr0OTI3gvs1GgFGdYIfl217Jzx2umNqOVUu5RnZgXanOcr4HYCv1vFWyHNk8p0/kvEVuDP3+Nxo6uPNzzMqch/LMwukMyZyluICg05ZrVdXv5frYaEKD2hYYRV6I7l7xss/fBEt6/ok/ZBTeWEoxrRtXybP8wodrrg7MduhvQEZBTtvI0tVtEA6f/qDjTJgXuxdLnoZqdDC6d36osH7sB8MKVjq67CoS2wE3KVEasevOUm1daq7kWs/lWyBdNN6YuDP+dUeKLpTPV+GUMdRdwmY0JnOfPFRAGSGTb28g3yd9dedNbSvgLkb/nvs/RoRWtTt/tzEElKiDJL+dMGvVlzoeQRGcebfksXwjUNG6a2XeebQ4PgWC19ElnuZDAyPwgSS6sYzaYNOKqrA0f3hjPb65sTlt/KEYyrbORI+xrpUFdx309obF4FBSK1zQT8Am5/GbKXmCZC9ys1LDpWplHtxuxmKLLT0yCt8gFWFA9wrDL32p4c1RlMqmo/CN3PxcKpfYc2laFeNk2tWASP7bWMUv4y80STyeo19cyY/SkhR9pd2Or+RKeP6kerjIFcEqT2x6PQ9BdmmJZChdVXfeFcRrF7W14K9gjhvQk8ZCrqjFhXfLvqS34ZgNAskOlWQ2B4kz+8to2yxtjNea4wuF77hCAoJiqUztrKnj8kSo3GV5nNXc4NRPhRgybQrOdbGy47baWNxY+/0ies7n5r7WYxAsvfjhuWbJxfmlX1Se4W1z7U7uzElvhVjt+OZySpSV1tqDPCNnkWZtB/6KdElLH/K2J+qwCjjRWJDRPG5uL3+7LUdVcbTJvG4/Ec8L4WlLwPj+Zvj5dmX2xpwbpM1EGp8Bw9AdnsaNrCl0+eNO/7kjnE/EtdbKygkzMJOi2u48al6kAIFGahMmqCQB4mUOt8zDu6pMhkb81UxNv765F1GFTEXoLU32nbpiLQ9VB3RZD+JG/ONQ2JHahtFsMyIbBfRh1AigaboFh8pr5CVk7Tk7uRW38Wa+JAsVxwtekHJXYq3wmewG7iLQVQv/xfg25EGibVI6mc1HhIVvreblehyv7GBSozjaTTUbYxeot9rE54eRfWE9n/qnQXDruLikeLWTTCt8grRDlDanEiv3OcqwueYCNVHSJeEYiTZSRX2eFIaTLzJQ9UBdkVS6WzlKVQAhOmv6rc6/NkQxhG6enaEtaIRX9EY3w33rT0C7NqRjNTUhmOUfTbG9yJLYHBF1GFaL0mwSj8sdzqJuV3CioqRpmPCKGly1+0NqhTfS8SXkoT4Oimcng044UnAgQd858cW92Zis2e8psuWuVxm+lkpryhsW+Q2ZDOmRzOMdWCg/CHb6xboaB0z1+vmkSgBkr4PqNlDJNOtef5HwdEKmQhQPy7emaYPozAKtrzR/MtO7y9c3ky+iuaXknjZRVoyykL4AScOHF+xKlV+BjhSA5r3VcDVtBaF6KBqe74MxcWN9k2802Wsdz9Rt6XhuJYXq40lAacvJzaOPrqbxLyzS1VJMiHK1lPuf5dV++JWjcDVc89lDRAYGrJvJkLNxMs3L2Wn4tkskqzE3C9+UFJuovhJdGI/8b+e+sN0op9F6l+21TzWH8D9O4LuPEfxFzw/zyKsXAV+wnWqs2+wMxlSSusd49rZNgIiPpdKxwQmvhlNO+aasHqFnDdLYY8+jKOffl7/3B3ExISSYLlRVgq9xob5Z7Sg7h92QX2CdFXI6EkcuPuMO8B3MpaXQavU459pJAar31z81XDn3eJjZ7lXgALlKP+s3SwU3G/CRSiY3eL+DTsXyu7CUm23eOLhdF3iIa8OMKqZR7ja6qhSdnArB+Fu/V+VY3J0SdEyqSFkcCxLHKSpGxqoY++hSlsJELjs2TODF08TGPnVMkaO8tTiDC8KAG3mn2E8KITQJfRE3QzHJXKktpLXrNc9wrdTpxBWSb5pKakYKb7IHpya+kLYUCe1NlOXHcSHIeGyKgCzt9nW4Vl3IYfYuSKgft/0OSoKuBuY2qX6lX8yLTfpUV6zjI5YsToDjfKY62UsvCrQQhzxG3C8D/PxLUkMn28awR/JaqsVGbHxdG7AgVok9YJyWAIxnLsSlV5JWkd5M+fiLYGsWKgO9VYNNMDyQr90UCvrX/M2d24gv2hQ8EHuuZEtFlaN0qFzc5W3f6PruoNwE1WcGwDBwzcapPmqk0OBJfm+LNPEt6YzCK1cRK92AqlpH7dzZvwJhKudFVwpSVAkmWK5MPLLp51LS/PdwFH7UyeBYHEtFbqbCLCzPojezGkHqgyoF08Cz7ORLzA/qdGopapfgQVJZTQAz71eclybP/dXc09p6O9Z/TaNlUlys8Xr1KBPpnc8qPk/K1ZslQT8WHWx7+8Mk6l3YjhI83WS2ZwvF9tr9XyXjYI0vlnwuB8xCVDfQf68dsOq5ii8y/8puu/yjuDSUpB6OWPZW6jGJy7HuRVjBIh1AKkH7jTK2L0PHqWlVdf54df35ZaO5XrNzXAvgQ26vj39bmV6rZhldWg5I+GQ9WbPhUdGTrEdY5gwTqETgU4F3jnKWoA2ao8bZ6RBAflEJF6bjxDu8Fh+XWiag8RydNh2wlKhi9vfkCKd8rEpyd5mtZTIkVktdkbBzbY4UezdmXwFp+VnU43PYQ+ksyi2uOT/KyzwG9fk8nWbZKJO80kySJt6Zm8v1SvyBpAbS7aj2qAMLw3XFbgdp1m9m9TL/yAWTK7f8HA2MqO/kk8Zs9rvATvI0nNEjLc5otK+upPFZFVdz9/R5V3S+QHFzEdFmKu5rVcWniSiXPzrf+CSTAv2CP7ijaMEUcbtB73oY75VfTnSx1RnpQDOdF5fC7R4b/lfWCZvVjbvdX7TNS2GFJgqVsR06g+NXzzzKxkFQhAPjXZWJa19hM0MoADkzjQFGNBGRwWRVHFNZauCbhUJePG9/uoaVp+Ev7ORpBPDTkEfx5KaolkHzdzvQ8XL93lF4GHMRFh17EooG+7wxq1PH13Wl2L1zklayyu2SUuMDVd9d1u/E9MwhUAwtGXoD8enjKIhwXbUGZHyankUV6GudjF20VPITaDRMr9fla27h5WwcYzQooeiNg3Qeo/E2X8qvP0HWdlx8pZQLWyzqaum2T1FZD6j0sqgdVZMcB+Jbs6VzPvhbAXbLyTEalQJZHmxPsy5Zvrf98SNhHFkZLxURuqYEytsbAd1652d8xOujJGPb8m6Uv9007SjPbA3sX7+QX9mX32juL6Qfcj6uyWTqZq+FIgQnfoV17UHqCWirVKlcGWl5EkpZltj+MpwW70jgzKYomtNLoxNpA3VmR5OrlU3xqP+hmLMAhPoQI2KQbL1VSaRPWhDgwjz1gA/Vn3NdgtwgLrMTlbt61Pbo6jU2DCSP0WhpkkdLunQPF4G3qXhvF+Iu9mhkVmhFYrn8Hj/7kF2/ONvmRqY2PmJllnMtL1YdkSYhGuYPL+6k4qXnyhVi/lW5agOjZ/jcCx8k/cqlZ9bJQKgup/7+dqLuti2/mKGnmNNcY8Zsfdhns7UBu+Byok5/ECnJDtdiED+fcnb3nQh5sZX6t/0Pom3kBbHWuAmdTLJjFaioqpY2fEb+1TXKk1NDx+WS6xI5ol1GfIXZIc75ydJyxVqZqFy5agpHahaD5PndRlPk3J+r/YsGae88jnikFkH8Nh/hnvrfSSXTexdertSVErOSAHJl8w0Qonx6xaBuayuR/53Cnw4xFPcp387Axbkd5eQcZY3muIMow7EvmlS7tcnPx7IHhvLx1Fofet+Fnwo+Ho6Xnq8M3+HG5v3Xly5tfr2hR2KYoOBKx7qcDwTwXeZpRPe1lIeqmeyquGqiXg6PAaBHrEhrHWQFBvbAYSHORNvQxcr7mIt+p7z7+y3M3Sjd7icBIEeiSzWRWm+pthj0MWCAvN/0fMKvam0Tugl/Z1OivvRKMyj6eJE2M+5vvzJ1KqkANnmEp7PZ+CeGVB9XuLCKbG738VHXuQ/cWykVTAeaoi11abXJnJyoqTQrVhd3FnBq/PkcijgJKiaa71vPdVppNHqdITwpmDtaU6HG1HWFHrr7HHTCoZ0PfaubE/aZ1hMDsEvdwc6U1ezct2Sks9YsSxgYE8l3uNn7SXxQb4MY2jkgtJms1GYrYUsSCuauFuj3VxsyNDJojI9AwOvrDvHxZJ0/jYOHdVyqVuAwykbQ5Al2W9bWVzdKSrJ2tQaF50J7op7STH+pFUgdb6KKenoSjPlxG9W6SZQAY1Ii/jiEhCKCO7SvcEYVw9i8vjS6Zc7k8bVkdfXXlSwfDB0XcDGZaTIPQvab0TV4VADfRnswW8L0Nduv+OmtKHXxjQYE6cs4EEZpKusaOzwip6+vJ7JRkakrdoEx8QMxey7v33jcD49EbK1r5I+X+IJZ7F3u7+6kPmsXs79Taysg9WULANADtXpQ/OHhanKZBDrhZ133uzGudqPVd/pMl2tXuGjHI19z7mU0kxdQZUzzLH9h2cVpn9TApho4K/n0nfj3+yY4DVbsis0gJ2/M+vcJWt654/lZ9eojkwOcnTYWyy6aNy1nwqBkDQ8zADpfb2LW/BL8rrs09K8EIlRylV3NXaeuuxGwe48c209ASv5wKn6ueQdzAzmcxb5cGEJSzW5c/Pxx6hRMVCfp7U1n2Ib4xK9h8jZwJCc6p0cAxk2577WpTralaLK+LG0JnqXFRO3/rI7/KieNzy7bzWGN7bdrUdO+nftO2dA2tI4gFNdJx4MUwEjhFPmsj4pIETEqctsmSG6NywZvXxk51t187EfxIFaNartyFveWNmMa4LqmygZXIVbutOl38If+nnssC5OiiNt8hRoexd6cXbkOajmDpD3vlZyaWccYzBLV3Ck211u9OfHhC7K4KLWuxTynMOyqBqjF3Lq0InDlobxLXnSbR44/deT61Ga5/k5O0gaeE/1tEHDZZGnLqMNF3nrk9ToQveaLcBwo15ykm7obX4Ba5iVc057nzk6OJUhF1gyx+p7i04XXmSa0nbg/crJHL7Y4diKRF1MPImqIoxzrch9haCmpJXRDP2w7YbI2fZ7BxOrHQBFNzm+Hehi6qG+HrJ4NjmUoSdJz78FvRANoXlIQcw0zqX5l+JdaPr0TarEfYRz0Gg+NSchx/G9Em24jBYny0FJa66ZmeA/TG90aACkAOL1YvRECUNc0VxsqWMVYABtq9mM5Nrn47s421cqa8CWo4140hknjIBRrHvd5zGdr0T6B/WP7flG+AMtJB1tTYl4rNSIa5/SteCNf+lqZzFU1y48iqKaOxJ3WpK91j2bPIrlZ6KSuP3TR5JuA1p5wfLLtTfdJkQ8ON1NH/Cg86pww7kdzCo2d3ErtYg57IS+u557Pm+ZMcZ0mlQ0iLxxTVGEjHTEGfLB68xVTAPq2TWvlXI7CUGFuSrLH8ru1OzblacnVM8Lj9TogrBP/JIblFbVFv/FvDuHdg9MkfS9fbuPVGw7MGxs9vc3AytqZg5HPmD72svG/F0GZfXtj/4wG4fbKgkl2HQivzNTmTR/UTC1LR9X7k7iac2YLiaoCIvGJNFcOHyOD27HB73Apg0zmkxO3cIdm0pXtwOlc2xpt7LGqgSrUBTXrSSIqbaaOVrXVxArU8YiPqvRBY9p4waMRzDuASrYcUm5jPo8OV0O1bselPxbo2khyu25HQMWF0k9hlXdxVep/dcrtUrGgpa0LEL+36xyRS0Nu5dMw5uisoByISfFONX8qaPW9WJbHo6B2EEeyA+pe5Xj8nn09DMVk03OaPqZlLVSEDPTWGF4zl5Nj6fpakBj3mdLxJCyLEvUG4T523MQCtammz6ebGb8QO2QsjVKZaS3zpZe0vuPa0hpQGvfcBLhQcuH5Nb8LkasVYqgK6PSaQFayo2BXgq5wSTss9hk4U/Wd2V779idD6q+nC0OlRw7SWJjp6nEQeyS/53Ba21X3C9dShPrPgeNLGRyt24l2/OpP2my20UuIHuF3gcWzThZmMzE/R0AWxe8DkzerDvLFiU5sc7CtutMGFXeeQ2J/5Rr0h2Yy5z+3msEgSy7QGeFDzWlYvL9hPe8/1RLQhOz0fjPxHdN1XMuGSWqMmfbXvPJ07nDdjiKwT2wC3J+2zORN46mN2zOqQder7RaIln0tgCpurx/mgKO2p7uzDGIl8hsdPvUHcDptuzil1Cl9hLMbZzZWGYDe5pmBUzEiNeNQE5MIQcPJExVS0ynQV/faU6UnZAOuOytYH+mO/4bUskr6nNaOd1o5QjRpioFUg9bR3JLqFNmmtDbOVlaLBRp5l6hnKkwGWis24czTeM2l58FuAofPgSB5FExoG93SH3uXfwte9ryVUh3FvCMZoFYme9Ua4lQVni29qaa3luQK6UscD41qkdlVIOoQb3x9YYqc6Cha+WUs3Rv/xM2ttr/jz+VRuZnJnNK1MXfjDa4wgkpkr42uty8kT5QkL5tNSnVSayyZXRfVT6S767hBhFlSnBVVqM91BadT5bL0Bz6U5paWHPsMtZWrEDd9Udfsi6z1EWKSkUUqvrny5LkkjSmfpfT7cBS9/COsLk5AhzNXgbt+sumPp25hRa+ct/i7mkDL6PVLC7FL0kArDbtvb4VP48p9LG9invF24D7dDOJEJYOlZ5fX+1+qFu/xLbxYfIfuVz73RTKrOsntrODMqpV+4c5tn/vzi9jLt21+HP1rfyWRsb2mY9umjcIYhc71zPREiYFitpxYVSFHiYA9PmJy2e6q+bdzi/8/kiVfztEZC1wZgSbY57fX6nBWZ0KTnFq9jTj0+J0ordcTyx4Hx+ShNezuTFWoP37GKBENaVJ/13wU4nZ8cw/iW4fcqVneS1mDTBA88+7CZ7RveUTftxVrR+N4pdvBnUoT8fA34JT61z9VhbHpzKBm2M56FwBg8/xgUYx8gbjh/I9FQNezIwnmlsMOX3mRHgDviHEnEa3UOF/McpmJUH45K8ZoKFtDUrIBxPE5E9EuxVJUMdDa7cZHHQ6/9JIcXOWlJ31tOe6FXO26UO04R7MrAd6uhOej11UWD9MBf2uSBHWzRfv8nBnhXJLQF74eV8gROJ3Pi972PZ6R4ioMDYPkcT6cufktW4Wh4yjWp9trR1H48wPV1K4QNpqEP1tePob+tEdxc3Nvs2N2fWpV0JAMdAOUOzrkSe+KyY13Gfgqa8lc+Iyviijn1emP6G0eDS81FEc/5PhBXMqseHWvuM8juXK6yFhWMwj1qvKDdDSW8kuhwjYzl4r8glfuYurDnJbJNnGnIWj0xeW3rB44QVSywaAXYXXDoxrzl6eGTbIIjE16Xq6NmV7IE3FsDrESXokx0bDh+J/iQcDpNyv4LLP+q8FFO+O7aWiZ+pA2TXupDP56UbW/Q552vu0GLq+l/c164jkaFaJjJ4xn8Wrz1pM8oW9LqaS/S1XynTdpmrO+WMuCylXd9SoU6teXMltM1DrLiqTDnaxsnCQ6qO7AHe35M68raZsbfyQIh/n0x3TMKgxw3vecoDWT+VLkMAUghmspfjJCVYny9mMvUnXJj5BfVeL1tWYOR/FXtowP9Tt83Z6Kv6JKTLcVpgcicx58zv+Lg1z5DLuF5amW2X8OTq3fxDIkNwhe21hpr8B9u40iutUSMGCe10JQxLk23QTq/mcp9u1LexyvlaoncJA+aKxRinOuEFVVOeCZe8L1pZ0M7RATGztGTJkojDVSmn1HtC6cZu6kPGhTn/WIyIy/t0Ra7mFmoOulG21DqefLNcFuO2UHxFYZBwpsUFZdoDfXoj3QX+AvTFSzQAjD/KKS2cTkhoTYet1N6NVb1damvsF0xQctzL8+tu1oKELTe2Iq2YZ1ER1ZtiNm0royYNq0AwVyJjCvA9ZKG7gmlEoqqcvL9myIeWthojijZe8q5l9FJh+4uiK75/kCf9yGooEaVnFa88J9q7bzqTU2rR763eFqnX3EnqDK3lJrUOVKRE6fkFP6pHNsQxmBw16qPVK1pZ2lF21taDK6VANjAn+Cl06IpX/43AiM/PjOdQ2SQHNcWzW/DxwlLzm6reXvZsrTz8Dzmt0DvzENUfFpHQ3WopfYOIFpB5qxmmzNd1rXHUSXFyyxHzraDHUMpteyF5gwTlK6nD6/ONmv+H4+O/8A7T5tIH5aG5NrUHWfWgv0uKg4cqdUl44oHG72Bko9ed/TpFy+MdzXFt+7zpD/vsHiVaOzD/GjOK5M3cEAAHB+zkw/SZ5malWyrjjBgFuE8M/1iessZzZtykJXywL86ly9ubHj8WqhaXx3VleGbQl/yo+oeCrENi/VrlW7/y2cYk/M2hc4B2+tr6D3I9fOm5cXAvZYFoAA0k4y7oy2H1pUsbM9ZYU7om5km5ncnTBx+JZKgZwIpTDwsjDX+fOVcVZnJ4Flbzy3mwHg8SUkXqW3rccZMjuerFPvvi8elXDECUebQbo/aJBvPY9ZykfW6SyJW1OeVj/qRt25TkFcQzDFPANYtXF9EU3Xx19+ULUZxAp6/vuVUlt07/yFlY8ury+WShvt4grlw3ts4GvuoIhYMNeuibYfpir7s+YAXIpNBZOBkwBplYkhDmsNQG+Rb9m1B47icgaa+YJrD9I1gMRcdr7eBHM7O4bLn2HHYrByBS3bGrijQ0iE5UqOGvjCT4Jud8PtHAPUWJ2odTNy+xRW0ddfzTQh5y98nnQ7okNPOvWwWyNdMtvXFEKpdN4bnty8poX91wLX8/E5njuinCf3C0MQKhU/dSl7Y5JoO7XDQH/4beDRfckFHpeNRpOBVShPTZzwOEqwFvZNhSk0BmpKecmjOjmkAJTtkpdiT+uTPC2QLW7l5SUbfqF57OsLJE/HKZQIgNx0aKuxiBPArssrJZHzhq8bUhMoDDY7t/346+vQ0yxh9lvJeaa2XNeKO4F9kJWxMAt18Pf46ctSi4raaLMqlyIg+5JFY+aYa0uxHESkn/LLkP96xmxxk7zkwu2VC2mK7O1s7k8OD8797i6Glwg5h/0BnGpnM2SzPW/KWhNgSmietUqdlx9zkHAU8KBtRV77hqHnZOIMVcZGwwzkbn9lJFLIfR02Qg4EvvV3rWCh/H6tqNwXLlSgKsdAbMObIbPWN2+uRZyq5TLKrMrQq7rvFPuNlvDiy1E3VhG4Zzz3d+thdiUZdpyEUuclNmrlgXYXOZga7qitdA0PUhKY9aE3qyGcyeeG5X+1v5wHRpeP9YSulzqLXvKFAwBPQfWbXYe8t3y25afX9AelwJrtepKghPR0OhLVulu6+nAQ5lN8NupgGerGXHF40J5YwArFB15bm/Vz384QIm+FZtA2AXRFpim+8g9wq+lRykyTL3PtMphDojFurCMxQ+JY9bJdPXPfGl9TsSNns/8ZckVtDDKWq8OZS6L+PuhvXXoZF4edd02Fx6iYXi2VZD6VRgb6K6sRpz4d8mrHXQgX3kyDal8dQnKCH2qSs00FRce0xN9cVGFmGgbrD272JDDXXijFrpoJdedWxvJUZ/Nf2qI6QONr0lejigEE2G7vq8Ol6S8pJ1TkbRT3lBM1I0z+YggvtF986WCnCYBXvJLR9xLQ9TEBeivUpUgLIB+o8pZ2U9PfGEIOXIkahT9Cl19p7De+ldkzXVT4vzQiojbxXykeTxnkB44ujqp/phfEA5FrUS/zzZ8myJi4H0K5uQw/E8FVjenGJRas6UwdTE3wF+Oksay3Dg5PtwBgfPZMr/fOC3Dv3yYBop/eme1Bmkxf0U7ypuFZbIvBIHEybvALXs8EicVSCUliGnw99Jr0CPyxx+Jg6c+NIFnyQvaEfAQ1VA6lu9gomen+iIxu2Y6mVtlAN5SZ7hqgLy8eF1zU9AT1uhUrUYhSySVl20+l22qaNjnR+2Kw7gN3PJ4HRYRcbp5DqtrdJYMLWLyeBFiLTGPzq/GUYSqKPvjLKAikMtoYseZJarVFDBctEHQ04dKkwH4Rzmbm7qxc0xOhhvw4qB27W+PoqSUciuWN/7W8LFIiFosqPzhpNExsxONmEDxbay+uMbbvrd+wiZjLw0WqQRk1JLABC6/B6aQvxHruWOr4UjSwuuDp18zWEKpjoSlbyF3N7VBSmCnH/dgfJV8pGuEbV0KfgiofRpHVpSHJNm66T/1rxf5m6KuvUXMAa4WJ/c3U0Lkfut6cBvh3B/n+3rY01zvXQ4qfgSLuPGTONTHmNrwiFK534+paexmGoaca05AGTe1TnqR9UQJwhr8ih2qsmqpWnWB4mdGTbaKXXBKOeIGnvmuroqYEInTY62j4gq7sG2roYF4o+ZulxCVgLSKIL/LKFqYwilLtbejgSjH/kuMvUReQ6Z/Eq1X8BFdL59XUUZR0sVAXNM6w0EIwNv7bqyqXxuLVgW0ZbEx92fyY3qx9GVI0dpdovhNeg9PvW/CAv/8yAMMVpOuKwVLThrcCHiucxf9EUoEIt/0O6h8CLBFVPkWOPDfzuiUQKC2ySGtceixtxI3Y8ziVcKPMSFUMgtaqbbrWForcvnK0/9aoRq3gtTOWs5xejRcwbVLdL+hzUyhGrkANlnOpPrpklFibK8BTx/TC6Zi1nrelSivJUVuFL/EQN9oMfC0lYcLOh0QKHaDDv4TrDBijVg23S4tx+gs0X0vWTt8hmhfUAvdcDeDlGLi1cALCW+7hiDXXSi8PEhFs3PAH58gpd1foaGF+kZ1E0Gd11pJLpYRuW53G0vWnwp82Gsjn0iw6Gnb5oITZDMyaeCZIlvUVsib0+rYcBu6sIMFSRb65sXOi6xwXiodXQa/rbywWt2VnG0F07mhL+Od67VSlNLbIsoaxPIg3oco1Dc1OPJjxkx+YcnMF8+gnnIApyGKmXK19VYV9U+Lm1LkkSkRyfSdnvWNdQbpVMa/IHBvPYHk/gnow3dcCVVU0yhAAb7Gl0tzhqao8Pw3Mi9bRrCsg5oVoL6pXbq5OYB5KsM479ZtrqlnDjvKqu71WjY3IlaKZ5vGASJxO6srHF9IR/Up4Pa/9v6QuAs5wmpHbDxPMs9XEzr+2AtPiC0hrPnkZpKUdjpFp0GJQMe3El64KlgAATjBrcGuMKlbZi7LqladhD/7C6xjy7bYZGas48cVuKmVQJz0pHlKD4/mJjp8NX4ttfaLkEnu1bnhYjpzjkwHSVbHHULMZ2P94zgC0RJM+qUU340TaIvWo0he1OEErrqWuPSaiVgp602ANqB2aKChHq85Ya8VG7tsOPkvzuZ3q9ol6WT5WTJO0Uz1qb81XaO9qXOluS8YaSXqbm3B2Ll+qrLdVSeTP6SiOu09ncIfjP5xbLhHoCfU3kNOgGNewVCQn3D+ogtjWUuH4QMOKmo++zcqH2cyUT5dxmMB2ueAuJWTde1gppsXLiv0pKhPLdvvhY+IsLbNrvzCFucpMAl1VGdRpOR5icZP9TCB8IWM+dFQfJOHaZVLVv6RScBdq8GHPq3W0HfQ/Grtrg1Oobga/35ap8usvEpTOnaU/F72kiwR1T5ZisPhYu6rgKr8fJRZ3tq1GpNxWogeRyGZI7AfLqpvDphumWldVqLFXzUHZkvdXlvy/P5UEFIP2/TdTy9K7A87AW8BQLVwrFbRCx7Mdz1FUQ6of2+skl/hkfssRmg3UfuUmmjVfnn9IUWf9WlC9QL50s6WbE/C9rJ36r1vhWX5pq8qc7AvDIg2g7VlxiKLyGvh7y/3D6Mevk1CGBkW9VT4IDu0uDW4iQPWbjSl8pXhMBj9HqGC2zXAIQK9zP2dvh86lgvzQYOj/E07bX4bLgAPE1RXjbIpym9z8b9ofDNt4zkig0G6DjkNncOpUzPlQHnB+UCTVOFKjkUpBNUyn0rLPWQEMmV3wRRp4Y/IUk0rvG9y4hDSgDvmdyOa9qTmvcENqrUT+MPOTCubzO1fIT2klWfMTTjSQYzpzn/qmj9vJ2kQHMPSS8ki9HzhnUdC13BnCsRMlP+IjjgDjKxNhnh0rQ+n6i5pnwVvb2J5q3hhy93tfH79+7bD+rW2SgqZ97a4N8dkLTnIYWiJTJN53VFsTYk0tD2HF7xBa5IaU2GZZDydUTNM+VASRQ0NlJqatA6vpp3ikdlgd9HfmT5K1q3upPBt49rbmHY7Qb8EeWpVxze0qvev09TuuzTOQZaK4WPbqZ7J8Z9uBSaodkt8IzZPMi4bODV95T2/TC8/nZSWck9z9burU+4Q5WJCODt5BoGHMhfoAz8IeA70uutATd4EOOQsX2qO2zyfe+2kz/LwH1eJXC9v1bZCcx8Uh9O7U5gLKb6rbZ2h5y4lnOhYp41I1+pS/hL8KpYFDLbx5SaWWX4Vff3ilSsgNLQdHQN9NbEH92c3SrbZuX1CfX2QQvlSr5f6kMoIAdXkftEiT/x6g+ypo6ISN27L+OP5CaQrfkWJgYGhoakjvvKH+TSfZS5lI3L6w64FxUtmxXvb5Xbxm89hxIw9O4V/4Ex4O6nJKCaairByrn67+biD1zTrki2wxf/nUG87MsQRRUY5bwKsD6eUSYCaQ2vsQiKeXtrcXs5hBAKhNhTqrmO4pBi0HYnrcKM8duYqJ7I+ZsGzaqTmR5Nc9fyW3gtpB9Ytz1dNYVoS4tUb1OmC55RnPh5mcTegAUlvmx6btyV7ooAfJWeb6vJC8BV7Gr52SVXWJvIE2candrvIsTy9JPpGWku+nWfrQtL/wFBbxbovS9yZsz4x64/2keBKdwDPpZV/X6jVPR7956lxcIe3J5oZC5BSXK0vqA0BJZDsNFQfpxsh4fVfv+7nQ9JKdt7g7mTdmfDSWjXkuyvqP/KSZt8syKrlUnzMZ4ixl7ktxK6088dIJW//Nna2BusSqyM5vsotwH6iFjHkxHSuldfJGuBStbOt3XsrgFLkhcHnZwHVAytKdUKp+iiiSm6SG3667J7++XulfMu6qlWzLEIqiHEvrShqhZpL4cZxX3E3owM5Uy/Jqqf+fzszyXEEw5AZSjewB0y1vrcMI4ev8gvfjxDN6tO1xZEgjB7+WbzZTT1OF/5MRw8+XG/UcySPgK2Cy5BTOqoEAqq1gs09GM/x7tDJ6iuRdM+W3s2/kRg1seS9KSwj5YGK6qlE3X+OaLtRSN4ZCGOu+roq0Mn2uXTn9dFFo6p3j0zj4K//Kf0OpzJeqNI6MJ5eNej4nFQLqdCUbUJOqak+8xXqmd/nrkbNUN0OioqCRVyzVho9Ro3vV3fjEJJPh0mvDWgwtchNqOo9XrEQt5eu88Odao6sOt+0lrjat7YynfH46K4HWKVQ8iXYbTOq18NhbZmFbgyLndK07KpvxnSDE5gFAvHH4q/HIu27gnp/XmxI12aXFvSnFnY6gZjfHU9+cq/WyuZ7yrw+Rpb7KapT2UQY6UW+jBt8O8VTHDm4117OKfaJEW9OFsrK3cill1lwUD4MPkOieqTRBOb0wnt1yG/HPH6Bv9ZZ8cXNtPlO5BxRcdU05ueUI4y/bZtVdNt4YGUe7fLuBIyhxW8GkvawnFCX37yxBEEVRdBdiHMnGsHB+rtGyFDHk3W7fjWV+S2U2ilcwVUjUmXMHFJbEtMv7qalzfWMJs8lXlrRjkulGcext/9r64aCuJoL1931vBbYsJS9dp80s9Iyr0ubb8vQhj7VGQ+4mhPn+rzht+7WtGThU0F8KIvfE96D3pBaeO0UvI8j8yiC1VeJWgvTNtRRtx1+4nuuqwsOwzM2CXSZC7qeYSBNpvZ5oaoUC/rMgNU85403vLyFw6esBdTG3tLn9dr60W8e/TG/D8S86daIJtC+TZKOMLIwuJOvLrm/SMlP0S/4HAfXdXts5gFP6z319cr4pMRjcO/WP565NU3XMKH6zy9HjkbrWZIrSXCS9OZZMY/xmHGX/Sk1+JpE/J42SqcSuMwuMZgSxeMs+c1jn7eGlhB5YWmIdCnH5rT80bcmqUVDh5sbVeS597dbKFyA77KxskLCakx+295MfxtUw5H/wfK0Kzhm1M//S22jZO0dcaUrh041+efIX+6l9dzcElBjG5bJTH5Ko4U1nnOa55LdF8tQHsnSISiDg/MSl4syIVbfODba1thbY3sgOik4DCcwo5TUfSrJPU0UZV1UvtYwkLMhuMspt7IWCjpJwZhKdcqTOzxVEh5rsdVcz51pcb16qr+QHRdXAUpasp9BFzLU7/YYmS3VYWWbJVwpfyC1ZZBu1t8wJVDx4u6GHK0K8N0d0E3SarMApkh5ZosRTd+ObxvmLot4aOarmigt1mWn67hl+c23Un0hGsav2ERPdoBa+9s5wju9fNXvKv+wz4e4foUKG/k+1Uw7l/kZro1Ftnj5shMvpgyb1bRVXYHhtOHHttWUnNDw8gnPLC/r9l0Br5vmlSZ1Ce8djHsj1UH4QugourGL4XV9GXj09L9fOeoaZEcWBssbk0bK2+LaAjkwUp3oYwIkZTMYIANURhb053nirip0YI4nVduoGsxLBhTw36lrS1Li0l4+ifOziJUcoosr9lv3sWWHK/69wav9/VwIv4nDf2PCzQEwo32W5c6LClGNvmsJA0f7Q6z1Wu2XJBY/jN+O+Z+UFrg/jJCOptCF2iW5522EV7xWfUFI32MEuk4cT5zLwWL1REZKMOu3V2VjAQcxfFV5PjwPQQdirHDwP6kypYxLYx8OYfS8d6Zk2nVnKNlmO897KUHe3ksMuva6qwYk+zTHLXbu4sKYwLf1m+Nrb86t+dNGxsS9iwJ/Vd4ZB1VCWy9RdayWUNIg7RckrqxIymZoQ16iy1MuSEMfqMQoekkfbGO42eRExD1wM0/CpwXaOuWObE3BzoLl5YxtByJnfbDVgdLLbfe4sNR4csBkaC/TiwH2mT8ZZ5zew5pbmWnZTbsvF/gjDiwpr6toqUSFlnDHmtNHO/bBeasQnCcTR0oas+bNQKXZAWtzYKkkP1DCTrOUcv9lhpLtiogcmTZNiao4op8ANVXC8ENSdCvea/UkFEGq/sQr7LgCc8vEvQIzA91XUglZZq/mukG58EMWlvKkeOjXigLTGW/6an9PfFnd3Drd9/xysgPPxdUD6H7F4nznowrdmd6wJ4Ah+rUGd+i9DzHG9dhbR+dGi0+AjZE3CsasMN/Z5UeDh7sKeNwwAvGOwPXS2jVu781haxvy2VjEidXkk1nYMKIlgThKXK+KCZw+HvCh6YYM+RhMGC2/DKf7fa2aI8i62ryY1J9jcIFluE84Ei6GW11zXxzsiyis+nAZlK0chv20Lj+sYzXkVhF6VYCZ/EwyN5kFOOxMZNpk1CdM8GqX7dKfQbRMjB07C8ijBl5ZaHzDTT3wHIJcHFOw6DvkBGophLYBI6Gp5YMfcxigeF1PScfMNf9yY3F/NnIY56Yjfs6Isp5v6R2T4c9MCpW9sxbv6bMFeULE6FtLSa2YL2xG8mkZXmzJdG6D3eJ6pjUWg+nNIlM53bmiv0COsP0Wiu5hMcFPIuU0qyXnx4A7ftLmZHGjhhJVIt5wB1m5mOFPitJAd+fiZ8xcU62ge2b67ZreOisayltzR+TcqTlksaHRrmXYdF+GNI5YlusjxPlZiuXFD+6RrhvxKwivRLbvQzy5pSmAK/TmPednwubR84S25KiPWcCg/S5MIQwsqZU5H+L39F1tCRE1kJG3pSfzVmg3ptsDBX0sf3V6az2DLP/8fB+s9x2t1ok1d/HKIHNOVUFPxi6vm5cI12mHKauHuxjBHnAX8YzQVeGnXsXaI/6CMcqbzE/G5PohFnubkVDtNJ5GCLc+uiKxWoONNXUszb/4MncYBckPHa17ki8FskooTkVTZtfyQqBa4LCyEBO9xjk4Spe2mfjHn24gNeHAbYbtiaqa9pVTE68FVUJvprclO8++f5sEvhaP17n0gMXia0Ty30rM68zJ376lC+TqtBEu+OGsZde+nTLCE81GHJBc4Ie9BxSkC2Eu69mRkzWKPpIC1jdST66jEORiLapTBybzuei33V9JcyZKJ3V5GD7kDVCmWIrIOu0kqKhyMPFMzR65i0NtIgFQ8456WR0vHvGZyCrNpdj5GX7sgZRwEL5N07uZ7m+8EyVl9uqi70hcvwivHT0e7fvJursOwSoyktwrWfJW4xrUadW4u/s0XASA8MQBMZlMzaH9CCrcxA3hMEWkUeDxnK2OBg7Aih+aAJByDGuVYbyesrSkr8860UNc3L2hROXr9TrTphELdQMlkbheqb4h5SvQbPHkyWCyv8Vmy6yJY5Z1gmT+Pnt8u9nepl5CsIRRgU3KjvcLyhJCB7zL3vBDLBBFpgGg4lV0rLCfJoehGUcFH760m62iHwJB22lSOB6DPFjhJqG3cZie4aruhwQYn7goRR4OqM86Ti22DOE3FIsT2ZS2zuoZq0Gmdrr+d8zb4u6+TgNvZp/YbdRhypYoVbKOQ3zdiUanvlvDJ9pnBjqBNso01laZx1Gkti9nhOG7ixwMVCYfLKwzpG9N4MEKJVzR64l5S35oWqUNvNagJcrYVBuPpmEuzufIcN01CbIZeRHvUwE+E7VaGIUbumbO7vwin/v+KdJFB9HtaOiMpRFVOkiwKI6/VoF6TgzFWVtJ4nnaLJFSUCKVIJx6vuEI1ANCBJl3xHMCYt7OkKTMwBU43q1KJGjKn96bcjKJpK/kZdCadOHx+yepZP2k5UF/PXZTBXjfDXQLvjE6XpTploMvx9FqtLtqmkbU7R9ticY4PkszC8zPXwvdkdw5NQ/7B0fnLE8vbv2rqVlhfTjXMGc/3+kqHnKE6cm1bYSIQk8Cmu5ZBiFIqF0fwJrw7k0IbFf2jnltSeomk7NRDLF9QUKdT4Ep68zwcmLmdKicYjXmtLLJlCYZ8GtIXzmM+zdy4XorJPNkW7CJN7BiRCmIxkoUKJcu5JnZZVBe+NSIptGEd32l+VtOCw8PnZWJNQAkBnbEVwVEIjdSSyoU2hyJUxadjb6NNzowr8jGHUtN0RgvgN9NQJahXZmM3nAamqkIi4XaCK+X9kEHZ4KvfbKHrE0dtOmHjSrXxuRQHFjS6dFFWU+mo6N0iaH9Gp50yc1xDQnm969Zv+eioNuu2MFj4RhMva5Ub8AmMb4LVYg4o6SNgANrCgxq4Ju1N2vjixGKocmo6ZRMhOMxxw6lPRdFZTTxIsFCnIz9caUdNKYiUdfzwJLFwMlbbhKqY0yG2paxQRYLPHe4ZuXBy8c1hMoSPAP/x8mFw8R5hVeL5xPTc0PZJVkTIwwDRxF8CTlUuLxg1Q2fNXq4nqFdVQ0asZiIUgvpk60Wid3bdCErf60EriIyd34iVDPwJyt1R0MHI6/WBUn06bun1g4OaUuMRFm7sxIpRAXZIZbSrmlaQl2opnqXJgEWD2sd+Leb2zwJTbFn0khv+bvI8FkHG5fJeCUdBPeXvJptQ6Hdnx8wZh7gENh3v3vJR1lbm/JxxGysrP4plRSQW2DPnf99PPoCxcKQt/whmECBLTTUdHbDrIlwLqG7ZQlLr/zr6V49vDLHz2tvCqpXPQnAlmZhqS6OJuoZMhfVgWoWBWlIMth92K7XZqN/ESGzGhw0IBWXs5+sNyXlnrrHxbXWn2WWdOJGocadBJKGIv15jOF4dRwT5xpShamNOZ7snNbC1yczhikOxLFW6w+m7+WqCyrr6PlCedMNS7KUh/P5EXMBf6z+noWcJv9+PUNBW/7BGmAa+V9dv6V/k3B/MbEEQxdyiZWpNYI7/kE/aegyb84hOcp32E+4zlwtYuZlak4kpckpg0qgmV7pteopiapgDa9m+iYwKQAmJu4qkpmnJhLvAqeV+2xsNfDsL6pghWvxYLZQ7Uo/BB0Gzbdt5IMkeGtKANkPXpnuUQSS6TshyBHht5z6X/Dx8ZPhXX4F3J8s0m/kbQV51e+RJa5THPgzWOH/JLBHa9DeIa2+vVNkXMzs98VdKfOPWmX8z4HGgF0F7k46uWhTSCcCVJHUd0oxW5dKmL37h9hWUnqlnV6pey81sjERwwv6y+6RIeJTJZdB6neO5yVfT4tZPz8DtiE9bOYE/J8aZnGhQp7qSHrvZlF9bjnUrw4qUt04tBlPYXdLZFd6CjgoWtyWRbMX7DmuaEDB3WWxKdRChS0SL43MXYPIABwaEN+C+0+OLL8xvZYquE3jJ1PvYVGjO4afjuwOsOR0DLK8JiT+l2skIkRM77XF71NbAU1pbwlxvarA3YPilln9sregBVfuBNiVvZR1yRS6G/eODCq8yWRUg85UaSgbsk8hBPBAFoOlRbZGtmLo6f5ztR2WkFzJZ+dDxpQdkmdmLJLtTo00Pf90RclS/WWK6oDteSw76H9QvfS1fC3FCBqr+lb926mVl4XaFPFfVJ0GxJ662HPcZRR+ZmJi33lzKgDrsv6TcmnYQ1eHQQkWE75euqUjuSlH7ShuqXhxhz1rqTARik9jJvosF1sLGq7BK6QRPpwVkJMYzXW+xn68lnRWKoqXqeEAOqM2G7N9yrYDYKbCTxiYQmIIfmjjTKhPpqI5rhqJWib1RzP+78FHiq+S7lO+EOuSMC22NntiQfU+jPnDpb/npGERROy3R+o8NyfN4uW66cmUV3E2Uz9wDwoMCYTfaaNaNMfnAnZQYLoN+RxqBGQ1aibIFD5XYtKrP686wkzjFtuxLnvEN5atAIGBEMy3ZcxYnvcs/acPk0HZx5++/aSfocOtABghZvj16EfZOaVCl5GIZhF8slPaxIB1OTIwAQOJbG5v9pY0H3C0v4UWqGI6Ahk1Hro67Uih58F6jLHCyPTZdJcslkpBj8St/DzbL9MKvwv0/u5yTUj0t8hscWrBWQIXoSlexT1xOITHKTOncZBK/rEOEGfqNMZlkTdx3a61tX0PXx2xZszh+VVOwGvyptxO4FMkY/momQbt5DD9Zi2WvNqGRFRyvJY3guKkLatKzwBIv8f6X7wwKzYsxWYbVNmErjtlf8oMvmeHTK4VA/qBrwDnEyyGuBIlD3bs/I9RAwcYeHk7Scz7z4Zxrzm1fZvI317qgy+25VAkj4jezmde2pfJmBZLT6GNtn/RdHZXV8rvJpzlN6ivrnbYEbv6G0nLIvF6xY9Q8HiGXQm3uzLE1RGKnIuEkiDNBlaXEPEwRlfG7OwRXxcDKeL2nKlm0UbztVrhMapvua9gQPlr8d37X/YpRxVI6noRNLTXn/nwStK9WzVe/Yvw5zayg+zAzDM10Jb5M6hFzA+fxUmVNcSeUbqCcknv0k66JdFBgAVYwRRHTeDKI3mG2dmClUHNanyLUiO2N23t2aXK5fOvC5jz4Gl/aeg0bJaVit+PZlV4trs2vqqfIkl08+vlL644Aj81JxJPhqrtNkyOrx1v58xPBmVHU3j2TQO0t5rYp/gyBM+FE5w61VS7S1UmC8r4hrHnea+9Z6/WVjdI48iKkUeWNWqTHCXyv53+PzlULf/LmHA1ylN7BAQm9FE7IhbSKx77vrfYRZrZpik1tQYYohifVcRGDSuaoo4RWkBHsRGzlAzfjzmG0OamI5jh5r0NOengV6taszbfnmkcuO5/POa9VptK3c85u0vzC/5FnZMN4KKZX3uVSNhfh15PD6yhpTd5Rz9ZnEad6kJu1X16LWbpv5y7+WU3b+a3HoIdOBF3fgU8AXs7NN2/tiampzU6tZGOUv596Fmy/XGY3I20ueoC4b+O/kzdnrKhTB+EJ2ohWl3QcwD0m54RU81DLzBjA/w5YAIARTRd/J8iSbJk7MREK91bUBS+3qaU2RehaRXHgmqycdfl67Jbxl1WHTN7+7kcM//0n7kc20gUwJUwZqhZaqq92Uf2yHf9QV/KPULtPsBPouO3GokEx4Xr6raw5SvGjvlyCHSKaL78QAcssBmqmK2mL4GgxCHiGW9kA4UQcfi8OV3hSjxMZfAOj6LwRwGzVX8S5xvXlofsljxcr2JM6NE6aEV2j8+Ni81WB9rclnSR3wJ2qpt9tolj8Gm6FczP256GuEZHMiR44XVXLY3t3GyrCrog8QUEyn4+NkgRLrWaxi1I/B+/5r+sruu4nCCo3CTuWcmfvxvcEf/rjPLK4OzWnew4taDkO7iwKMcSaIWkhsVGvL4lFgQUu1skzrWw76cRBMgt2lkUyu3aU+xmWIVVweMR+SSayyAx4EeCepNTSnrTnZyB/CIbDZ27KneKGYFFWDxFnh18uPdn+2lDPl8fTL3e2YrRjd5ZnNmataYKj50tCnhlyxTJ9wn8sX1szfsYaVLqW3OF26ivDdrI2hQAlwGxy3lv6Pseqffyte5hNv1irKcfrcNrxFPR8/bS5rrt2f1Qpk8lFRByFwltSgQwngT9bBmM1GKyd+TV4wMq83izOWgOWRlpeFE/yznmRnChNTs3wVtWkeRpVp++ghLbCcUTJ1ho2/Q34qPEyvCs3vT5nak9gDw1h3dVAVZbuwneaCqu0FyqTl0y8/UKbJ2fe4vr6ZiKaFrtUa+08CraZLPNclREV6Nw9lgIHMIdBmHIaNxbWIKKUa3M6CFQX1RMN5EMOs0bTleLiv52p/Pbk5jVb+8MgoytlqFZTd2xqvGU5EKdeCccaRTRh8jpy/TPoQ3flXVa6fu4Ch+sWdozhJZ8qj8yb3WkjSKuaQ7st9B2m1vy2XZwkpDb14L33kQnV1SlOSbFq4UjY/Lfgvfy5Te7WqDEfRDanOfmoWO+hQSHRlt19tnF4hKorcpNqkLeO8JxJ+OjIvyi5ybjTw3VZQk9uJzbhLFJ0Oe2xYa7TR7anPeb8ca/PJx9jbL41QXcCij/pSsdGH6XOcoAaVj915H0gV89RsZ6+traI62axno5fjuCd1FaW7jEqJTz4GQAwPp+ve7ZT+erEXX93FL7IrltlQ76YyCO8UuhY00SQSZLScineVblLe58ImrDanfiysNmZ/brLB5itzwN/Js25rHbE5XgcVfM7cwyZpNSUIVELHjiFKbU1TruNotAtyeNXpTaVTJcVvIa/9xdev/nJz6+KanqbE3CxrUl6Zkwm8NHjZQBLBQCYjOdg1d3ozgLHFZ6xuutmc480ybWcbJUUaDY9J3VCChFfdd3EL6SVKgbyx0ivGnd2tmqM9cbTvURAg9ACNuqZoYABqIn/MgB9U1Cnq98kNfLFOnfDHhPtVNhTRyBj6dxwUYLzRhbEpmMQBEcsxgE0AKk1m3S1Z0atJE34ZNWVh3Ei9tr32fbXc/E1ssU9VUY+2DNHNechoOxkJMf8+TJ0q3WbTjmzEPTW33of4HVOJ3VWopHKmVqIaO+9J/DJl/HF3F/HLHthMSEJPGFKnTaWbDYgvusm1fYyQQuKNx/4JFLUFaUnGLZI1UYkrDg0ZbsBu9SesQoRDeoSD14h5qX0hYstPhNC25Xb+EbVJa7ddA8j90aKODMJ+14LxPTYvGzeA/gY0Orw7ta2todibnEUjXDuSkLXPyAAgMjVX+RC/jYc8/m3Rb/bUFYVSV6lpG/lxQbKvrx7asbyCdNfz9TZ1/M3W/2chh4QPp2exfEB/TWcPx67b1VosO4lsfMO2+IPbjosMivrAoDZ2lxm/t8HA4DJOwJeOzG9w0yWGqsiVjC7lCYkv/53AOCXfvGvrESJbfBZuQEXJePWOPwI4h8vw33xFGeHk4hwK8lP+mMm+qVlhLqreqTqSxkw3aiS8Uyr3vxlIR5kKbc2K7tLzwi8SZUrdsbquMTibFuv1rhEFMiDVsr+0eb78QDfdai8do0TGyVOOcf8dd9P0PAiTy30eIKK4KGE6w61OWinXKR9fxFvdHkEwGbGmdM1AJ5NGE7R86QZdxE+cBP+sJxMTpVuax6fZN+oI+4d3bB8BsWHeEGJTBg3ccPAVRTBa+wb7wcMeBSr6rw1j7kqgQa8189jR9zX0//lX3P2RlWM+gWxYeqRpel4GhyktFR6dYGmPioWBoYXHtrMNR4/rKsECXekHK2tynO3ML6w1pB0Xu6Cq/I0ZiW2OE5AmgWr2Sw7lMszdanjjseWKAq8c4+fowwKrjUJTvW5/keuTac65v6VVYHmWA3eL5zihQIAwEj7/NepqltGaGtPQkJZv+OyzobdLhZg8MFR80Krv+ZiElihz/dJbkTRYCugkzvuoX793lOyU20Oyo3uiHUSQUVT+eyOKdZ5CADQPdPY/b/gPYxRr6DRaqstdFTeHCPyLbn4xX8O9/3X/4BqBIQqN/A/0fv8/NW34KPIy/fDBCIdmViEtXpac6Hvf19zgksGeRagvmFSa6lKcdnPGnmi8eBSS+adK0n0RyOQdYOLhZpprsDXEntyme0KbQOA6SFnhzpinE0z6F41/gpnL54hPqAeVoH4OrbTsE3BM6OMT6W37lEUuzVrJvwYVwUTLhgAYwS1cknTjpWeW8A4sAOO1y/tquvBm77MawRs7lzeTl3Z3LeWaRsuD6NDCsPrebHhJzNprlKBla6cvB90Ws3KTP7vSwDYDV9/z979602IJia5OMP0UMcMQBTAstrFwSLwrKrj0IpV00AWDNdcYyWw7tDQSehMVt+wWbaW6dzqIVEyMk2pO8HK9WsW8Xw/9m76aPyjJE71TN0ggkl+1/srgxnD81GAWjgJ/6f6XxOUQL5k9R863jlW/gy2onnFAdBKwpeIvvx6An4+sPvJy8LUyP+5lY7I1lbKtN6/asrqHhXxt2Z7PINOtkLEFelwPs0YaLOHpvOf5ze6SRS9Sa3hZt6nHUrTNHOyQD+OCoQoAXhe/uvwntYA4kUhVubcNplNQ96v4/8b3vW/X+nOGmJXCZf+s/8VPqJ8F2jgcQWc0mDFluxAMj5RNmYVJ/GSoctZ6nBMgNxBXi56nruIOFksi3h+SwLDzI5G4NbW2WrqfHyrRPJ2oWcQo5Bwk2qGP1uy68IaWf2lpzxDbClavis2PS1Zn6huNBGk25ltgD1XOdqiP601L2ct/AaAYQFgd3RqA7V7+sgc3LFhFGlze3wpOUTqZjjY7y2xSUFpmzaPuoo3sIRWZGFy0gnzgomoW4kG76PWnM5NLroG992Dh/Dihd7ohKhipq2xJ3cRrUNY9Xxoh0WbdQHvinnJ6HH1CfGadSm/TY05y5rJKC5aDOLWIpSjiHOxcADoWm2vyzB86bKoZ13ifh+oeXZtW4Li6U1xgFocCQLxcqbT9OkPdhxBvNin8nxmP5QdiLAu8VNYfFTdc5fTDzyWv1b+bC2uYKf+PF4y/N3KvjzXlLmCKDcnRU0Thzc1eTx1KGPL28fHSiQoamhy4/uOJcli3q7IqHh1zXdJbzoTitzg+l4K4Lu34T23pEuj5nmhTgQWOap+3YEHfLMgG6g4jr4BH1X+tZffBZol0HxTl0VVlasiYbjJjL7JENJnfB5XSKZ9/wurDq7rfGS5aan1R/+vGNRDX/aO0rnprgNqhWfqfV4Jne7beX79OpizsyyTsMrWSgnrHhj22Gvf+v5wNO2DMc+bQoWi0vAjEv3mi05rB48M2oHs4J80toWn2Azr2T7JyTz7g1XvM8MTTvU55tmKW9KI8lwO0AP0dL2LE3yJUY+VGy1yUuFeQEaAbwnh/vuwlA/GcQ4P9fIXqLlZxWl2pk0fXS26m9jtgC3p7Z6GErYnYVU+aokFkRFzPwSniuvlHjuYU5jWdGP6hNR6Uq4+nidvxrM8P3/Xqp9fUw2/D1SXb+0xgufOYCk/SeXk0i/ecWpKT/UH0H6pa0FDl9EPyaDLQ86dIS+r6nSo7OLTW308Z6gVvFCdSIJwOQY58fQ9aTUuFwpqYvN01Oz+O31H6miPNL/2/zD8+XdpoYXP2sBPXY4f9jL4PdcdJW3dajW4xB57VZNJS6xqu3vuewdXv/HHNrdrC0iuyG8dzR8EXHCIW79yAh9ZvgEPmO0bpdRgeAqI3KJaqIw2vZRcITTIw/Gk3Vd/MFEUm/+IALICQ9XfiVWVQtaWlao2RwNjQeRyzag3/WHywdW21eZF68xlkgPUJU4CFq0YCrHsuVdGO2zOJFGkCQ+6oa3KNENQY3Zlxekw9iIyIVdgSwAASfxSaNVO4tJJRLWft1HgZE9sVeMQsFtf65vhNZP1voc6aC8XNCQMCGhYxUAsKjqmuI2LFzfhfVxtDscb+w8X/AnnSqRGvrilE0dvJmfOxG/JEsr12khiWAMmHSNaYaC54XkHykbuuZ1m5OZKoBOUObDX+n6VN/XgUCymicHp68erczMi/duJBvPGeX2tdl21/hbUBZMd90aVmo/Bbb6fvj5znMznpsLlXYUdMnG/PPqaYHAdF4H1pe9egclSADlO6HEG30kcK5twMWF/XwGlPj5RwQURGtOhHQBV9Jy/XdFTVHTCr80zqUdJbkb+mEh7XvrQxOrImwPUGrGrLWWH8L7/NgfgeSf/92vwker/On0AgKKk4L4OgCYoJ5t6V2Qml2QLKavqD28MZ7KUEBPoaRNYpimV0umjT7OcL3zVF8S9Jwv+KxMP1qL1IdzuRZtNr7LnCXmCs2fKdLxKo3mZE9+XAsayeDBlh09tLdP5HoITzNY3YhpokPgFYs5iEL8BOSiIqVvljzTpV8dys9ugzyexm9zjJrirT+VSkFlSyjNVjGj2lYMqxwyQu6nv5BGuZGW3tXXmh96PD+Tn8KvUM6S1h2xVxL6n09x+pevrm0GhDvZPWD0WSBW9PUY9PJLzFW2CHs4JscjcIjGMjXUSGz567N70T0fZKsIfHcLBsFy5htqEcyDqpzSKll7eK8ptgVyNRPitH++2K/WUIdaJ9/1jclp8T8Dau5L/FxeGqgRd3vCvQqRdWS+HRMVxKiA0UdbaQ6T+UejA5occ9llvXVH7cT+Sdmq1WFDoKfavpCoZRH+S7LKX+WLykovZlH9SiyycFDGALOoU1KYDD+Hl6iX4wcb/Dh+x/uADPegMgq6eTWRX48jD0DH2Jnbu7xyNZ0xWx2KQeNEU87/w3jhlV6CD2EhvdJ5vuRKNvPNaSFNWqVOYJSLiFo5plOXcbRjAokqVqjetvgaaB/pg8iUdfCNZxtjT1EYSpfSiiH5Vtq63Qk8SAGwJYEsgoCuIw2yo8qsPiVAzBow79Yw34+vLd/X91AK8ny3QZ1/ExsLmYN/NTYzHANdKDkhS237ENPtH8NKZZLRvsxp9sIEOrYXU277gG53dQ2beIV/GHUIcToCRkYGb0LwpnWVIlJskCYaRvmt8exWFYaAUpXydpK92/m0pLuZ18kJ/tSC0LWtaxTF5t69DVXxKvb/1u/LUcGzJWeD36aJ7Seq/9UEp8Wphm/7j39mfqyGM9DdP3fdT3xK/PpBi3+gEZDzHym9maxa1VXqWPuhGRmeqIMxm1sDuKRiOxXEKzytYbSWvj3jJBMIzmTDAqQFd+pOApvo9gWOuG/CR9X/6HsnmWJFb2zdUT+D58XfSYj24NxPU/jTYTpFd8l5RfJn788X9GKX5VRNN6lf1u+iFr28hletUZu7g811pcvGNU9lKIfp92iuFP1bWG0s4fcnCUGpCVD5K3gtTWRlohFdt5zXvvaYdDepYh7DBRrqTliOYbu/Y1VvbQ9kwW/BL2Tvryluoal3tNjq8CYTzyUCufsXbnmL74BWRDsSyjazzGjvLcLz8C48W6KwunrtILPYGRtE6bjOTMuPQ1sd1e3poFojWQ4q9YdFkRbInk8cmFbeXGci2JG5Pi8vpIoep032WxRlXH41w2DeSoQhG8Yh5aE5Ijy6yMh9PXILwtEtfya9n/gOH+Z5osssdL5l2Jyx9vkWu4EIpFF5fW8R1nFtqdLmZyHr5pxfGXL06Fg1+r2nh+bAFvHSj2RISpwvDMUK5Ke3vjfZrV3Z0fR3K0sNrUTpadigZR9q3t4YrOcaMCzvkVkuS/il8dP0D7xGwYVnPjNnEVEeRNg1Bb9ea3QF9RIDkaZlC3vFBNkJdLEbG3Gn2VGgLtekXhzS/seOz6srlw2iJy8I0bEnUj18kZZMI83LnX826fMC8pKZNg8wlf9F8Vyi6WJMElwCgDLo971w0WAIMAi5mbmPKNB6D+FF8nMCjmx3SP3ijB8JQZEVlf4cTx+RJ+yxoi7XjmfzQL2bn04Juy2Sgd9qsysvxDHvEAMDq8+u4Ye7OqxillnOkKNBP6vt3hr4kbDWc2JoxZxBJgMRKoaQZtaElGF+lNzGcLW2szFfn8yhAIKcQcD2OKTdEpbYEWSsyqLX3Wovne0xOTWdIrsx7ge7q0jDbDeIg2NZKExq2l0ZLblVT19Ist50L+36iGorHXwAYauSNuJNhZtkmbPKrpXp6bnSwkleBZ7uAc2Xr8iqmZLR/LXKrgEu2gFUjYUaLNvdLS3SHw7LCSpLud7BXP8J67wP6msrW3MZxXlSTSeQvtUECcKJEp74iE00w4NhwGAiIGDLuAREmvA0Tj6FCJDIbhlARDO90tiRfGUtyLMPQkI+2aTo025E5Kwco/1R+s3EAY8WK/1hOzIPQx+2MBUvad0k0KGeAkAMHPPfy43dbyC+5tZrxX835+9WgLorz6TUmf+QP8ZPqClk+WpPVRCGX3dn5Qdb1NWjq5Wy52eCAtIzfePTc+8xq5E5sILfX6rE3PsffCRdId6ksJgXdbWDk3iQgbVng60Roydh84PoiJa5SSbutT0pZds63bjn4WQ9sXf0pFsJ9EUkjSYZfztjR4lJPVxvOW/Rd6m7mMH3+J0xVXhNSDVnjIw06vJ9InxZ1NjX2o5Tkb+q3k8sQaBzcy0idtfaMJblhGRbgk2UQSs3HEVLsXq2AagZGdc6rnqPjmsV3M4jL9s18oZlCmdm63WaOwaUFvcYWJBYqex9tBfx7war6B4CVBWjOT+Z6GBktekVr0ClvhVMwuXKblzq5qAJBuaP8XHhkhPm8TytbxCLQptjQdUngdqlW4VScCbKuuWLBhCtH3b9kRz087bCgtZywNFXjqtwNQGElLn3bs2bxL1fhM8M+0669KrUctEv6ClWStug4T+7ru5X4zMHDSSkG08iJ9JlSQUILzYAZFcr9x882s4mL9wQE2Uc5PvX3dqfuowmgs8QavkF/6pxzcEgQTqkI1YZimQfxsuwg5DisXmgpqiajpbEYuPbGOjhNq0WNptmLSAGTyOt+tkRcEmt+lvYVPNYp/KPvzeJ4qdHVm4XMJTx/6V3f14eHf5itW7ouSw8Bff3pCA1zwctWXg2kEVeufJmGI9rn9twj7PXdpCupyVeM1wTIH+UovJq2+/OJ9nAa8BniOQTbI5AV56flWhFTUk3dVWAZgOHPoD9kZj/NiE22QHMEJvFHVy/8HXjXdMy0H6SsheNHRbMMEYkTnLWfxTPHdVm6GwAR3viWk/4Z50UnTUWR4A9Bd3Bkh8jSS+28mWs9v3IVQLEk0l0x6qGvaXXfC2EL8kHn4hpHHM5rxaeZY2w2ZrvNe0B6YLwJ+AFX9cfnYFaNRcqQfuscIWr8XeZCRfzRwHCevygkmOJ294XNjO54QK14Lvtcu5nWj/HAQDVZlqrabGYTIvbyNM6Gbxy7n35Uvfsf2B7v3gVpQ2EdqYEQWZAMZhW3bHNNTu/JlVUMXWSqrslgZTFisgtwlTcBPIl/jvVOpKJ5xnf1iajX3OJepS8/DMJ1/X4eSjL4fLyoTJX0rnQVwZlYDKXb+jT1JvF2Fojn391qj6I7P+2VQslObnfhkNnXb9anY/k6s1Vdbw9fw2vBCaRm7E+F77CsT7/2sBRZRee32yy9kcfjTlmuJitXIrLN/vbLCNo+JtQedTeLyRXD/ugK/vIL7/Ldy9onlwHg1ck/DACQxDU4yBYPw9CRBINVe3IcYb8NKHsUwpb3RbXqim3gmnMDmnSf2wFIjMbt+TvxaSde203DFqA4cH2vsbZEq9NXezkM+WGubE0Rx4YA03IjSRw1y6PUSlR0UGfm5ThkdvPS6QFPmV+SxkRitXuuqGDMpWSyfDm2yMSCAgiqT0uwCZs0FwP9iXIKvztn4xjRv8nQQLhkYZeFaQapEOwnKPcnH3HwR2+iTM7l57Hd+jMiVmS9WUlTCcuHWVNnk9+EnXwmcBCHhY2ekas4Vt4HQNMEaaBcCTCiPegVEc6n/fGHs/mH3qWAm9lGZ2XxqqUbfGpbpJM8473mQg754g9m8SNNNArH894xuHOVOk3vJYDC+ADRxpPyM9axvlh0z5/mq8Wmb3VNRBnPVXXRKUX7mqNm/U7V6QW/gImTi/d6iPmBcWhrn8dwvi42i/KgW98S0NfhI+0X/p8zAOB/+5c7X3sGjn4M4L/873r+1/zx/x6YQaAmufRmqcmy6XsB/LvHQE23kezjgpcULn9l0AT2nX6KWce0PnrtBdpxot5zE7bbEeSGbW9OimEX1XVgjyDXZG+etXZkdNgPOKgG1l/kPelO86uCYt84RqgX67yM55n8wHvh46r0Ji1f1v0PBqMQri0Z1hyb+qe2awMmMrJYhKBchKo+ai+nMq5a1H7rcGWdlxN9HnJJOoRm/8VuXV581N3748gVvun1zjSxxAL0LMvYWJySw70AvXH4Iw1GTEU2zgaqUTHpqhjKi2hAovaIQTYA1pm+33xqj+j2O6c5sm+nksPplEBJyI7VcRwVJd9XROO3TWVfO+MzGbUtJs89s1pHuLBGaSohE7GGn7trOKpEXUUjlI+VvhCW6s/YMlihG59ZlVVz/XfYgrONr8WFuIVH/7qbTX2+f9lH6ddfLsvTiSt3BF0ocGpp+t/CR96XAdIbx8y5lW/9GQAA/4kj+D8D0H1nlPsjma4kLbBNVg15BIujtK4PjUL6tmyKwZAjf2m0Kd7dSmwnT3EVglcOOPr5tK+vfamGRH9vXKhQtqoXR1p3Zf+QbaQKUroY+40Nyk89lHN3affPjcC0mXgR+AG9S3vaVNp3tFunMs/jKWNyMfbr48tuMvjRiTbHgbyxfuRkaFGsGl3XT4waMiSZ5tn3FnXphSrlO4gY8Nras51glH4/gD84vdpRWxtyEAbji5VRMtd8e2qaJ1OAv/0Hm2SHrfKxUSLJDVx7v32Jx5ILVaHDPAEAspGWRncy157cPSTi8sawajBnssdgq+WfCa+c9rXizFRYY4NdnjjKWITfT+OHkVkhxr5V7QZRSQfgSmw/CTJnVnyOG2bdbkw5HNID7d+Lh0M13EglWSwnfWScilOu91LusW8nZrHdng/n6abMtSF3A+TZviAp5C/DR+H/7u90fLIFf+1/vucf9B/DHb4SMOd6ybO06rNottVBfNN30JGe9iDGgry2xM4lE+eL+anW7Tt2hh/M8U8HISI60XWzLgZODwKp16ZWMNPbnxpOVOtoNnLKSHOdiqyiFS6nrJw2jCqgZk4iG40yYf4EEIYweJ1c0bZBlzRlPEi5Q4fhk7jNoXm0FpV4KkrWa9s+SyFqa+vbiVKFw1fbDrh0GitDhyU2KJJvyq2m/fXvB7A5y4V+n3UrB4vwF6S/Cw/40m/UbsSrtR8SjHIZlYyVBj9cX7m48Q4EAI6xlgx2m/UiKurHGSKqYQBwbaiCYXw8iEZ5lAIKrLnZ9s5fZAwBMjbrX8wQOhacbibXC7EiJ0hw2kuVaB5t8qTazUkZTcUPdJ3+9LVf3fBGfFI1YT+4qbbcHOM8ATAod4P17bRLLofXi2ae0HRRtrqWpAusgCVj76Mw+AtfAQD4h//ZA/0Tu7SYLsXsZ2cGBIMf2a7SN0rMeOXa+O2JmAvLNySlfVgabBzs+BfcuVtpncidmYkDD+JRaJSD6ql+oHuIBGLbxXnc8ZC4Xd0gpcEJR+3pXgYNMrgiCxfZEM9IwMb6BYAYvDnpOVh+mo+UrqONH9Rl2nZR7rXcfQS51tYa/Us9I0ewJNTRUm7zTkTYf9xbRCjnxg6PIDgaRMhJ1mCu7n5fgLVFQ5PI0GMxsuvuw4Ma07ozJptYyjXnB4iVnrFUpka0mOghEI6EQEdtHImvTOX1kI+gPANTWgEAA1/Tq3bMeuDdeR6X82KcLc2UDIzbTPOp0RYcMwWJcVfe0CBZjjCw1JfCYfI5uQAwWM7RJwJrq6P0Nygvc/RYdVwHIat/7fCFLrl6yp0nMyHatd0ejFj49rqveW2LJ5xD1Kheh4/I/+SPAxz/rgf64R9uyP+H4R83QEkEQHPoBcEPBh1569EObZTzNxvLmoTFMECu6PXvlPjBfCu2qBRnQpY2eWkszTbnhZd8tiRpTkmm+0oKFSe7cAp2wiYnkU4zu9HHo78Qk/ZidCrNS3WBSzTHwrLGfUWLk2VP1yxb2NzOkqeDvmoTcwaGt+ZXS5eNvp4wAjp/fvb0uRRwsOaXlWcbVK02ZlSFmV5WX7kRluT3CTibv4Q5FyNjjTnZGz6QD65Rdrus3sA4KBpfktZEFlWf1BiEZAeZQkk7i99iS3+oMcBtK6mOCcCp0P1xlD2xnNvNFD/7UpKoM1NTSsucunrxdEU4fYMzNAA5n/pFBAywlvTiKHcjAL6oKa14ycpGYH90emlArWlfTxCkaOYJN6Ii8W09KaCAUHY8NxuryRdWn9cZQ8sogTvm/wIfmf/En4Dd3/9AfxYt/qfg3/Bk3cg5AABznOsiMm6cMmp8KxbcfHMf2FiUsucElOGKG/OVievzbLLnBNMae82ZACUC9R6LVDl2F+0PyiOcqmeBN7SeiNWtxnCLhU5zR5KKcsRkfnD8amCD4/MN+76Tu8cC+byzrj+QP9fSb5rTph5v+HPc/8pvus8Osq9qmH3vVcAvhWUoXS7JRZ+KBIXuA/hqDbGUOv7lW6ZcwvfLT38T4DbwcY99E77XApbI/+x3np3Ga7yM7I0+f1DHvtgdqNFRBiqgTmea6XTZCJgFlB47hkV+PkWtNq3KzSXjQhLOJrQn4k+Ru1R23jJYw2pIHU/iXxN66ru/pf23vv1eEoxeVebeYWgAVGVNXn/5WhZP4P3L9kQkM1xofT4ilfpABar6F68WDzb5n9Fz1Hz/jTyI+TFBiM6tuivy/+A1+Aj9iz/wxt95IPDxZwBUfmEPDDSPnaxDrozlCS7jBEscN3EkrePhx4i/ZKK2KD9b8oK87i3+ZnUR7i2xSS028906PfT2oSR5E4gn+s4XJYH0mUQqKRtNKlqNsUfOuddoqFiMOR5BXO9GOmgHV1pbceiRNrLw5KkwYzcF4jjaZSCkLFo63nZe/zVc8flI/f0Vl56HIydGdh6UCOlUWrEjGjmWJFHFCd837h+7d014D18F+OUf5hiwG+nD2lVmNayj7TlwlL4FnN1P1zMicoZSGBPE36pQJKfT/tLo81Apz6HE34+arUgCF7+0VO47fmXuBZlzdx5JU8zl39z+J8GXq38UgR8WgcrIsOdYL3JNf0E1L967mqeJhqEIDFQTIz0l9oDJ+6m8N+zfh+PfDbDu25KwsdNtDlVZq4mO//fgo/6z7bWMh3Q+dnR3SjTD1AFvLPOE50ydNVGLUiwX8CKJSZYFlXCppobUQOYEVDibpCstvAJ0wfF25UcoVeTtfqOh0cvYrSAkRpMaNt8Mup+W4c10SMbwt1garkglVAaPFO4LpITJ5ih9qhlXV+s35qgUdjYyNWOF7vGUXVjKsbhpeKUsD3EhOdwpo3C6BlSIUiQmI5YqkMRkv9+891/dla+sb5yH+uIlDGA0Gd99fZ85t5abgNaMgDhzD4/qbV0SHyoT4HrsdnvJt3T+SN55bdIgVRZFUamGo5SSGC45ZDYt+7eKc+FNWPGf6/6XAPCZHybbEtjXX72d5ZRS5wEZkp0CxjXOZ3ZY1U4WcVKvSibopC+ySpKbR3nZZuZavoiEJplLhMejQnDnOIEnAM9lYT33Gg09mN7JGz7P8bDPzYKrzzWSSKPmK8r2Uk4LbiZSscbiho1I/510hi+HfdRzkLaavI377LKd+OcKUVpqSJQlRSQH1Dhfe1nUgyJ2OebcTTRYN9R0NfXZBE8qT0W+VWFbOfKhQ5ag9Nc3wmsq06NGG3vFmOMIDFQgT0IvGhIoKMLwPC7uwzpG1/DFSsXR3GGQ1Xp7dr29On88uP9f1YgeDgD2zTcPbgk5JDFbqkgcmFM/LNdbmaMc47Jv5ByYtHeFcjh1otsf9/nYE1IiHqyK5WR2amsnkP1zmMCD/8xqt4kd/8Zxs74WXpD844XXIHJ7GefDlLedEieyFspiFm5oNRWG0XiIb2j4Fm2tCtE7J65ZYs93iY3i6O/DE4GtKtsdLJ2TQyvHJk7eqXo5Su4FNJce47d+eunkwcJ5ZLy5b3lEkVDUgdjz91AC6yXxdDzidGQ46/BUWSEumSLqho77ohkt4hZiQ/2h1XkVg8CWQ3xq1jhZxrnhxmxo5HZDcQmW8DJ86w/De+5JFCFPHxfLAYpU3aB+7LHdjTMjoT0XXAem0DbhWj0eJZo2pdSo14SAySNa1/6TfXiM/Pmf+nXj9xWjCLdmbxweUB357rJIOcwWe1uJchxxRkLYYQVlQzxcW+VonSY++rlJ8rQbqqopMxwAYFmwcLxYQX8J3tNfyEaXqP2rJ9urzauHvjq0WxRKxFW5cPOw7BPxzEHXjf0YwIAxCNrh1kZrEe80EDQ8WVTatvLs9p+GJwP/hDSKCqmt+xEyOumqw2PClE1oEIcLf76MSTG0oC0AfKu5XA1K0+3LEypMe9ikQHzLtVYru+76bI/WaOp4EYkiO9ZYA3k4g/t5dCSSCyioOAT2dj95yQWPFrVXaRwYKht7csEJqFtI4NGaWh+jjhexMBI9eMhmrcYfX7jVpteddjDNenIbjKPquDxC5ZOc8ISkIRVhS1jstTrfhMfKf5b+bvgZ3sNQuD0qUDR9qU9T2pG71UIRwKeLwlHCQFGaJ9nm2bjRF4J+5uRYVEVnMl9xgkqg2CwORSZBEdx5b+CrnwZq8Y/vAsCX08kiIPW2jFNumU0Dglni25m1E1KjEw1H/Arq1saw1e6+VSgdOXesSpScw8nrTwjAK/OtpZLG88CfFmI4rKphdhW6Dk1YesLou+iCANXgLmCh6XnO44NkV/PumlItrLHF8NrqGg+lQ4Z0UYR4JbBllr4gnsb+aoVLqZ9blKJKqbPuYoZeUiuX0WqcUgFyzciVlUOkqOW408eBh6e2ofqV74XnDmUddhvT0bCylDgxUoEWzBTdkUAfR87c4Ys6RjA7Zuje9QnzzDuPFff+w3dumWq4v98mAci1ZaGwzShM6vNdp1AvO6ULMiSZn2huOLMrYRx6p1ug6cp3PNOQaBwlwnZEr2Hh0q336EGXthrHdWjTeofKTpoluuIm59dwFpkmSBJzsQ2QlxtdnOXJf5ZXKUZHTVSk9177m08KjFdZH+WxzBylWeJSzBut9RdTo8u+gDfTmSgztQG8vbg07+51s4iVu5SBQHdbUKugWtYxpa2hPP4a5008bgNSOSsvkWoNirFYxZmqmHLLNaIZ5MjEp5CmxkkjWrOsalnB3gzXzcDxKAIB/MKguDQMQZ7NQB6HdV4D5b30tTSwNHdspn61lHuXq6L2OMTYpcoNOav2MWmDEt7IKnjc/NmLb9/0hay6XZzH2qVIhsnMnVKOIjc6HKsen6Udubvmmi/IMMVGY1zrLNDgzeYmsQK19K/18KUemMv8d+Ah/KMMk2R7NE2nIcpRUUfju7KQQJLGU6OZAaD0ZF/jE5L5Rn0cIutakz2vBfCk4AFLJTiroHGIRr0u6YT+XFMFeMqKm7yE4veRepXWK5d8o0s1BCeubvtGS+r12YqRhDYnqkKVnXCoSCeIp80YmuTclCsC09eZai2an8y0MefatoNWFBtydK3VZxPoeGRzBZ4Hp5NwYTuaRkkvDXfmy8FZi3ml6GBhpCIauOLUQfhuwj10VCTHwwPrnRElPEBMvhhIO4IkEZhbjR875NE7I5qOo0avQy+l1xyJTNl5nlfoMu1KRvNKWROqfJOL0jEXUKO5IYnNUMaD5HhohjpRi3elBffPH4Znfy9dV+LeYVZs+H5Vbvcoh8KCPPVjPIwwAHCmHDqfLER1hEWIst7JsjV4gpDHMYIpcsATcVVAf5qsnD5Od8dNjEUehN8pgI+e7kRrFken5R2maotSBHWHwwVJbMpUEJXxycWcbckis1sXrKZIr1147aCLdReINf8jF+ojhaSrr9nWEgUMbWE/eqO4We1foC21riwON2FA7OprRQVomE1Slvwfu19TbLc2f07HVWjGp2gA4/b87VVL0NCxjTInbFbqmMdvdP3t0ZXHDPhUK31zgasF01BQp+SJhejRVMxTPFYxZ0JMo4N94cBZ9zFjdSmKJR06WYbRgzuhWVCkpp5zPcSaPwzwbzQ7IsuGr6825dgotNRyk2TmgsZ6VSI06qhoMPu3tI+tCcmAy6kGY/z2f/oEQSilMo8tjgWQh522pv3e66PDC521YpuI7OB5QYgPhz8wqy+BqKwtqqQ1SRQzotWS2BJiM0lccakpCSpXlkcLwXeLh0L3g/T1srREi1dA2IpcGLWjICgkw628XPdlB+8cNc1GLtB9DWe44e6tE+cehInRlxDwypy/FKq9MkgCqAVUQH8uDXiUJxxCxrFh5jnvaf7Yzpit9To4843HDVC3FsecMKJ4qYsl/gSp8LDB2ViOkSPjJK8Hp9x3KAjontFTjmw1PRAog3x0uHgWMcNeUizfkujKfBh+aIUoM2efHcYCO1VnztR3yWeXhFxfSIW/2c031tv4xPAlRuaPlD6LWle/+gRBeldcpxcxYU98BTLOrP6UT0/f3rm2bsAXbKX5OwUeYUXMmXsjcI5AyAqnlDEAhpcA05FHQb2maZqMl0wreU1WbVPby1yBR/sMxNUskF2hOHWy33aDKxIw74CsFOPEf6kFBjYTT97HxaWfrHQP6rsDEI4Wn09ERnFBZ60hv7bNoG3EIZKlwhBeETh0KwbD1SRdTceJQEro24fwGLrurEk3nURosOxiXERFlWI9CwI36xcfdEbGqkDQAK4QjFXRkoFQ1AjOrH3KqxYSLOVC0i+QV+Fh/HI9nERRo+MfDQnEwqNi6ZUthaLVFN/3uJamKGoHc+fdK5NEq3BNVLl1eKLQpKmphS4aHPIv1MbEfHxuZre3tioZhr49erAZeSrSnXdz+hqqHt9QGKJM4P4za/paXyD7el1hos7LPPE/RfZ7kB0lim/wmL3e301FOGz3SuMvy3Gqt2Pn7Xr+bqBtembKWNozckEcWXDFifQhS3M1F5xJ9RnduY+kOVmCpXzEo/DOIjsdXOcPQJ2EUYcLpdYsXaNCNE7jfwiPpdwX2+PJSdxAPG5LzQJlkhRiUSzY69uJLsugqnlDyTqP2hkaaIdA2yadElf5BX48UbJcXTD/LTyUf3hvz6mXtxyFmLmAqfwKrjU5iYmGs0pKGaz2BZml3cMWfXzElZ7SFb70ZAEkGCSL+qL6y6CqTtN+BSveWnS5urL45+dvo7rwvvLXHD/uv/zCAKCQlIB7UxImN1fs3eoViqwBgNK0NJL/VGBMHLka4vBbyyaykOxLa8z9/tLN274eezKOLg+3DRyBhc+8YHm4uLHx44Wp6NZ62kE8k770nQFgVAcF1WuhOUpws0ye/hrakVyAIoVmSyTTSbAp7Zl1Bo+p/d9DzY+ubl3sK2QeV1JBtdrR9Vhdz33P5ceaho+uP4nb2ljJkolG+3o4dVm2iAMIYrF1wP0NeCiXf2zkZGWdYnOmIAsq5KVc4gkwxsGM7FuhsFko77S6/MFbpVRmXCZL7FefMDiZDkqAWzOA2+cNWGHpmbrcsOVVXySvwxtLw8meKbJvGAIHAOlRBwOAK7aqcmzJyzJBVXD/bDGAfXmcOyhSbuXo9ZcGnx2fd+FKfa16QRKHu6YK/RMuoZyIS5bp4rbqUbC0Dw/cinttQx7GgELu2sNfKKST2dI3aGz18dGY82OQPI80WsZCt90V6swxSESYXyUfVwC+0qGO5VYXX9z2zpsbUaNboR7lzOaqJfbinFVHb0id7q0JeUC8GL7zx5D9fBjGeEBUxD+Gh3Prxwkej25PiTPtGkdZn1kKjVhMrT0+PxNiKn3Sw8QR1yBzY4ETK4ko8D/whAEE8O6H/gySVZPyGKpZjEQZVfbMbqozLTTT1gYDAFhTqgBgKwwJeYtp2YdLcvou5SK1dydpI331Ak3jxIKQsScjOSa6Ohhl49eS3BV6p7eifL0gqKW1CA7c1fmL8pa3atwOIo/53hlqJgCZSAvDdobeXOnoz1MoyLae+qkWrHebbSFPMk/rIOzw7ccXAPjEFwXYH8yrrt8sGrKA8pSs6xTYrqO35edzpTbvZbAY4BR3eFwHsRzU+y4UBSLZDwn8oTPjtwEgGinkxzVnsC6q2VF1m1dPxJ4TK0Ib7p65LK1gFE6yAZ/J2hvw5OIELt+FUMo+obaM8qZhImz0ChIxwaiHUTdRAWBzCve2kRCA0QSFduBdJZR9dTMzKShxNKwp2Smj5swtD/1ainReuJ5U/qQM01ZhV5reiJEzQQtLxXHhVdEYurRiE8SBXYE8x53ah9eqsSaiv9IFcopJBG8EI3dUvdWV0hgyl2/zRwX5WANwftU7cdtOrnKBWvk1xkTgAeDMuRR1LwA41+upZlks5SJPVBRkOO28aHLUHjy069fgvofl55bCZGhTh/30KLUwJkOjm692Z4dfOjdJa2erV1uZGnv/wxMMgIz1nWJO2r99KqXQvJT2dLdPwFoPX59aCYoGpDJ8r5Lule+WsANUhZIcr6fG4YEnp2iM4QyeKS+dTdxijralwwQgYBipYFt+f9b7ei0kCnym30yv4ENkIZVqYg/HyPzgJl+PNFxOFU+gGkiLonEtdKbucHg+NQIfopAsgIDH3H/yq/0+xkJPVHfx0hiWuoxVGwAAO4IR8LTx5p0uC/z4xPmS8Gpjjas8tXNoPDyvwrtbr6BOZc4lEmncGby8xRTzAVx1YYlHx/2zWKOg7q6PB/AkYwlL/3rRFnLZtfbcoK40reNTtdJgtlWvnWZwl975Xh7YvpXWHVQSQz8rYkFea9LRp84cXlWrvjM0TqrPtUxoBKl1RmgiZ3mItedoZO3acKa2RloYKcjo5i64ODNtuHDSmr7GklV3OCmuF8IPjY6oJBUbhhEsXGEW2nT0uHMvLV1c6xJ7h3jsdFfI/QMXBkL605/9Ztm0H+Z/9CZ+OdSnr9BbXf3437g6qxexfzyED+iXbq6hSdchbw3hAf+jHH/l/IsvnT//zGYS0E80xNqTOVsokHXVrJTXoq3bUKbdE1076Ow0J5bBSu29Gfv73P48GrpclprA/5Jo2lM/8fdsYBkPO3MSdW/zZqNFBZENBnsADD0Z87IHyu1GlVWtvcSKUNzSfIpc8dnUqCHYWLM+bkdRLLYygIWxGHHYH44cM4VBLKuWMIK6f+cxCAB+9+e52cl3/OC573f/VfCHxrc3yfPPf2w9Zn/t6vb1Xw/AGoF/ChiN/81n8InarvYD+CB/+pvwvf7VUGvSBLV18cI45p5oAJ/etEDlVXD+I43mtmGZGi/ImnzaXd/XD1HUWL1r6M3vafDmwmbztV96cbnQhlNpUk3oD/6UBq+lyKmtxHfhLN0DG9p6YGMhL0SrVXHMvJw37FaZOUW0Nr9cDpzdgx60uj8W4CZ6YkP3tn4glsC96DqH1hm79ehFbJJL0QhL1zrYpN/JcXhs/oR5B2DrC/i/+oe7ofw7AIw1x4VH7HH91qIGgJakDY+ebDjY4thUmhG+4cUugQLHzzRV0RXxx6X+YyXzTJwTXF7yD5Dbt5TnuJbUgU3gMdoNk7iUJiZ34tSpCoTJYzEC4E8u09oNxfPFFNtKYcyUDJAaijKe7ksLFxczN6q4RoDIWt16PjCpcfjcyINEJH1QQ+FpNw2nnyWNlFGf1FepOmn1qNLr8pcfnx7WOzfh0XvQ2j8EAERQol9/sgG88iQXAP0nMIk/1+Av+3NdMoX8h5CkG9/GCb5ybz6P3C+7dQAOvd2o6xwRa5pmED+0Ytsx71zodcRTjhsZr9tCf2SoqZqBdrW+qlPYmWBhdengGFldkHX9lSkyr4JJv5ddjirsK5KxNSe/t97yDPKvue4Wrf94iNg2e0Q2q9nZpsbVt+sd4cPGI1naXzgAAGQxgycc8z7tecWDGtcKUOS4rmCm4RtJ+lXf9JU5KtotWlgz6/vdOb5BvsLkNABAEaSzRk3KdXtjxie/LoEb40JigFlaVgiOkj3yKujnLY8n0JW/9sotR6eK/NsYL0oJL9fdRahFXoH7/jJy6ordue0FtbHDx43Cw5trkLxyjF9WSOgUOidLZeCTF05B0KCL3wM34YnHn/atqn97/rzm+gdBaXdxQyeaPDQndm18ClZWeVaWCB/uG88mBtLUCz+piPBk7IZnvleFjVONRQ5EbWpUPCIAjGhYleNaa9kEEm2MVukgGvy4Fo9VZvkF57DatmDUKXXHiXDBYss/imgw1rC9LpPsTCHkdMcTKlNvKcF0GAPmkjjTEg8K9ce/dZKebqxWRknew1958gEAYIHL7SdZ4KRhTF4OPeMXEkJtHgC4aHZ0EcugOOnck8dVKCAwn9p+UjjjkYL2C+/a236uvZEzd3KAKcVAnuTrUxdYdj09GLNd5qScQM/riYZBUxcmUHAiOHUbU4NZasd1783G19OU43UCVwrR0ImnYo1HPbgWcy0vDLUjF3eskBSc20VN0O7pRjCr+DP3/BN4IvJ8pw9dqZozVBx2j4NgmFZV01JKOLQgmjoALEaycJ8SMxqTEzNw8yhbQEzfcKLDVYXgCWMepsayiIG+RMhKrjztGAvaEzdOgn6SQTbqFYVhMYB79jjw4102jr1uMW2zPfgd/3ahDq9VJtsbuS+FqdBeX37Kvmq/dbT+vHcyzs7uLBGLWwPegrLC4XTT+PuTGu79X56MAOBvnqqzrYiwyqoh0myxwxi3QD+mJM95qYQgDZ8E8AzTyxNqMp+lbub4z25V5fhWf31U3vMvmek6eun3OWAyqhXlJqDHstILOtUC9lyrONfdYX1Bhe4fEfDXTjgU6lQlgMVpDxN1LaXbsnWUXqztTn8n8/rTEewBXrsOAAFvP7cm4emkOcnK0w4Ac2Hd86Tkl79qrvLsyPiU02Akczmuk6Ytbom8ENPDrEyTPZQPxnU5PwnpaU4SvepGtLbcyAVVFh6+Vk5HJRgaadGbnIgkBTfA4hUAZYGn7a0m7DhVxzwxSzxAegzmnbucs9ZyLzG6Sup7Lc20RrJYvciiba+DNZQrKUwq8A/xznzR+xbSXNnDSihOPYb7g1fdJyfAf+g//i39DMAYNXppfU6Z1paD7A2MyqeeQYQGS5TJaCQxnsX11BbD0xHgS1IFzZnJQ9mXnKloh4tMLq5+X2sI5EPdz32RVFyQ5dgUuXqQtHGbS8yj9vlKJe5CFU0u32FHd317bCz7Ces9w7U4e+mXqyJHztXHfygAx78J7oKkc7SCU8/KTZz8CQrwn/xnLwAAYnby0Qy8JBrSnL44SsGmM8CN2CZUxgnLmsh9fZnOJd4L4xUNHZrN2UyJurHifHPx0djq8VtG1LhmqFiCS+eo/QvXHYYJNxB2waCXJnyXS8p7nYeWpx+PQSvNr03QHUUf7QrbcFIvXvptH02Rcfebf2j3teBUtLGpfELPd/+DJyZ+93L/AQCwDqgnhXr/Q454KQUGInepw1nFzCpikSD4PK87qHVS2YG33EcnZjBlpzLyQ+MALdVd94eam5wRx9mUCl3cj5mVaLLZogqInWWKQWdpx5L57ctg0aanrllmA5zPaVGUImWuWFVDOX+Hvsq6tyH56f8Kp6R2tOtA6ZdPTIC2tmUAtJljm4au+zBNyMhXyiLgKDWcMGFWvZi8FZoafrcs3LxMmsrxBE2luIOepcvEsQxePTdAKq/q7bur9G58Vu/KI/UtWdI6oMgjuWIH5iGLaodCNlKyHw4efMQVkV21yptM2XR101t0IhaeIXni638B/H9rR9ePUqCf/0+fnFjvkQD+sqEYmqSgEZcgbHDxbqCuz7GSai+4jmnrgW0EWrtTJQw+OEDkUmF8eLIHlblyUnCdvNipZmoA1ToDKliotbv3el2NK1K3SnBRuDS/Uy54Kab1i7IWaAcFXpZQi0/KBPMiZ8+KL+r70JqQ/Wfw/739pZ4GT1I2UAKHe2ctgEFcXH/tWthU/fk55JFjFrGVMpCC75Wjocr6zoSLiykLJX8x1cx08YmmuD+MvsiP8u7aeWiXRzg9NGp/b3gG2eORm0tpTmoPykQ43anb/qJy7tIkctgQQjd0CUxZyvdcikeUcSB2Vd0ZeOXpzWpYmU9S4ClG3eO9/iXI/yXP3P3WgdzLQ1Z9o7qS0TUvHY1qz9By8r4cZCEQEp1vixjczfhMzq6bfcRkP+itJ7Fvr/clBGhZdKu5MhEObDoIci+o9cW3ikFCb/TqTJatOFX3kUxX5jgymnJzN5USrKxJEGYWLdCFgXmnNzvHoSf/V09OTIYUPOAbCHNy3SRV9IYRjhMrOxlyWQFjfjYclNG0D9HLAPOBrAvfuPLHgobGcJZuxEKYmxXi1aAgtq/I+8xSVKHUZqZegpXSXhx+UZztnTAdGlRIcpIWlthGD5wOIbBjSxckZLdCiI2hReSSyravntpsjw5mb8ETlL/24+/yyw2ANB9fv2o8wxtfcapIWZTPADJWqgl4+CLeCV9L/aAYcNGJhhEYZ8vldQ0dusO4mQd5O+w2BCu3DugKupe8VXTyqspx+aSMtW5U27nWVPJgz+Kf8UQpMhQlkkOtiySL7jJaTAuWbY1GCb8W/DKc2v6TbNYdPUnxoD/yx/oA2d0jS5Pxa4X+Zg/Fpp9sCpymtFhq/Z3dRbUZ+rPDqzrnncB6bh06MeXyMjmXvlTIrFTV2RzWYVB+qbAaJ32dG/tOoSBrFCiIzfBmRvLZqzCleDTzz87iVYUpvfVVf+aiTTmKq4nF8v8QTm9PrsATm5/4+XMA4IRAY7TFUy2iY3dTXmIypg1eFco0r9TvAjmNuStO/zn0LfG3wBaOmeuct1AA7eqIXQyN1FNPYwKErG6IkTWtAACGV6Z8iCg3EIKANlZIEIpis6fxBOJ2K7MMS+3MGh6HC+oGPKX7Rz+2ocO9wmF/Fdi0OZp8K081tz8NzGKkn0pSu22CVdNJjLJ4dPHzcqbtkHJZzMz+yEMvC2+75nydwYNCIbQMrpU7HTM8mc4lQ84qo7hWIXGISlSkXqMMsJR2joxmm5e7dZ4Rs8OndeDjf/gZ5h5N03hV7krEX1s6P/XVPsVR0xnLpxrHimpeT+uXY8LxSf3mWhqjxRLsVR5TJ5uu+L6OlGX+yrGlWDo261tHMtHwqk/mcwVoQ2zoC1V0oiri0fLIZzI8s/PNFU0QeYxFfhWe3n35D57VAQDMNUraLOmkzfLxs7a6sWTz+APwVIlkbQj1BfxS7uNRUdbgkOXs1ibV8SSYsWJN46+k1OeGoM0upI8q/pdEne7kWogvcCE9RMMfhnPPdsc0bphkeWw1+DgMW40lqmLb08G/gKd5n/2FF+4BXXpIVABczJURcK/M4XS5bpG+JAdzKRuOLFZZwa2jXdHSQkBxKWoC83qGO75GkeuGptA3mTU4V0lJFWRRNxt4R6ovrmM6Opy6zlLfyCs3iQlkwWgabSXi7l+Ap3z/yJ9BAED6fKiOObcaa651PL3d7i+rLgDHsSSurE4cGxeFHRhuq61lQWrTdnED7HZstpowagaGX/sxUxbXpr595vynmVafvvGAYzByiRnpKZ8liwa1L62zYzI5r7EsJNNvncBTv3/u4zrPH3YfuxoL875or95b3NftxSvAm8XlR/gHWsJ5E7lOztfQap0bxzAsHRJdIGrLcjlPlu2qH/ZdiMbrlfX5jGHN27MWdmtfsoWhKS55V8k79IReC99Bg1K60FVEgSz/g7B6+gd+ZrkFQHtufqWDCDmbuWs+vtSK1Mwcp8utWUBnocTQ2Cmz49vCdXVBNWRTEaYtSIB3MGbsBfPXiDJCFOUQGVNtylezMPuiQnWtmerld/mgnZUzXyVMO+8vS+2uwmP/uIangz8+60buNgwtHdCK1+X0dPBdOfRx1NNA4dc+GQfaaqZvBR3KU2iOvSDJzal/lwSU9w4xf0O+9gjpvq7XE6V/nkzD/ulIgO4JHALuhCU1+m1sibBgSZEJhYjhP4anheFJ/8Art1qG28jimMwk1llXLuNYYokEKE6Ut50+mY99lw1IVGvriVYo/sVU+BQ2sTx2KluIFCWy0AHNyJWlM+6LOu26pqqlcKnOXRF3Zvw6b4WUE9Qd8rL/1NCPrO7SVr7KHzk9OMi2q9Mvk0CiHN8IHRMUuk0TpM2M5BMfv/5qKTg/zX5/MQToz0nbzyz9RLwrG3dR0jaTZHwzeVV0RKeqcPpcjkiv+2Gt4cEhi9U6dTnMSaY7mDw19A/+b/sKJtPcosW+tyc5yGNmXOLcNmi8i+SJKXBi10NJqfkgKUS+JIIjPpvLaxFuR3lGkjxUW/dVuvIJ033Hsrm2cnLeLbOKFBkvJKcX10LzNsLw03146vhfeP1yPaMoPhzqeysG+WfXe8w1FyOYVhtHbKBFeOdS7woSepdGKGw+r3hjxmdtWriLkv+kLwY+ULth4Ndmsovw39CEZuUdcLak8XDYajR9C4lFcf43nz4C/8rvelkrd5wpaPYyeS57eSEK6JGT8TyQPh3Gro1ZTe3jMDPaDrzdn1asAJZalTAWVusmxneF7FW7x04Wq/Me/2Ipo366csybNtpCZkuKgtasSuFDeAr5H/NHj5bb/xAtvnNN4ZAycT3jX7Mhg/jGjT+fuAvJKjPlmg5wGF/1p3zKUCstPAeKLxN9hHQuvh4KTS6HqB6Y4cPqWeenqzze83OGIim1jSGqVg+eRgLgnw3A+AOQ5m+M11Nr94nAhkh0jnQQ+oJvqTlT8iMSqyaFnvls1EBDsRS88wWQH4DASRpq4hisNepONTCw7PXmSKSZhpcVIbsOLSmVu6KLztNJf008j2xtiiKt45M/1mMsTDMsScJD8f1V1U5u5HzQWIslwA0LvpYuMhydDd7n5nYfSKhjvcsW8ytn6DxYRcr7NjoLWp9msHKWIDyfNC7hRL14Ogmo8D2gJgA9ZkNkgWQ2jXsxbNJ6ueaaa6WKTfsL23jcSAcgQ6MdFUVRy+MjNKoG9mfpj0PyM9Sn7BRal80tyZtkcMtIJPdTrs1Rgbfj5DX2lNJffp8UNRh4Xzx1hPPqfuxcdeoIgy0jtD8T6Y0xFE4TpvsRegmWHAMPQqrIYtbK66WR7iLg8B5nqC8mJ3RTU5jcZcQw3FY0hu/evS0Hzz3F5P5VF34lNZQtDo/tpMRLb+ZIn+IVbguv729t84xv5jxPmzqoet9kLYDLIrYANNYyEmTtcoAiE5fk/1RZ6pWPI45AfZNtcUDTWNOd3HyKyZp+N59ZCqaxyuMhVzm4CfvXthAGLKK+19TmNJ+vDVXWi8+yJHn4Gb5TkjyfIqj8JN/davKnTy2WloF8/CLJ8Myvq1lJj8Ep8Fjp1wus//SSuQo1DIRJoD52BYD2qPPH/NWhFVso7RB+yvF8hi90o2sSBsCV+7QtlRpq8336Exrvr2YMJUcxnGh9Qapxm8eNdlcQim8GJe64qw1im3866W7yD1zxptmdIsL7Lk9AtWhMKX8UZl0iOAk33OQUVd8rn5+oWmK1e0fOvUaPpQCvXPYEAEip4ZhMRLrhyOdTbo0SRhxSX6MT7y4ikgzTVC/eeCrpP5Y0z/uFJm+3u5SYDkES5x5VlQshivgm1knpccacf1HjSHKbLHtjv1SNvBHP1V/xpyW3BwB8+s3terxM0EwQMO1XM02+Y9AJg4PCHAtNBXD+AjyV/B8tP/9mZWoojx4SXoe5QkE32bcEXDpvtWeFynm3dlUkEDlznD5q103emQjbWi/ISybnFQAAbCf22nthbc734Matfo7qhULbdqdP3+5SeYIsnkr6pwYg+dSbJmg7o2jUvv11mP+MOafqe/4OI2VM39qQfKF2vmrrvrCWzYsqIkGuMt1QTbWM8V+qR0Bl+y/aspTvlc+7CsB9qbDmSrPtvEUmnn3wVNLf4lX5/GRoEohDu9pjTdal6sh4r9YW6fNiLY8F2inSpCouVtHeyMMn6/bWD9Xn+QxeILfLwF/unutDt8JPBb+53v0vwV8WVugOQkqa9Y3a9a99+mkkeCXgYDoDSu7ZC87yNsxpl2PiBFhhYbCanO/mixK/wOX4LO7miDQsttZazeBuSvNI6kMN3+u5teAbcN8zP4H8rZ0foWaXXx9VJPVDTyWB4LNI5rOyWCSIxAmRUGvOxGzLRAYJZ0yQMpN6in0cY7VLJTmzRWtt5a7L3+Q6a3lVuN9Ll78L7/rD/xTgf33m8PKVoY3f6D+dBKC0hwdxRS0tTTt9D2Gz2QxbqrTRfnWJsIpWReYpZWUFHalNO2CjGmeyHJGJwC2E9q/C+305u3p34bkhPK28vGJNZ1BhfVxgBEghIzyWpcOCkqxc7hB5PRhaSEctTIEgmf2YhZCNGHAXNafC+wfhiXl4BZ5a3lkSqEJER3epCCnrAtEb8hWMXe6lN4gcY9vq+M151NNbvOut6QQ9iJA97kKf2DWi6vL79599DeD2O68/vQSryNoyDsiimFS2R2K52nOTkpUQE08tvivM3WNJ9ZYb/rHM+W4ZeVvnIJjJ6DS8+/7BZdj7fdB8ignA7BTF+hoxf8N1aYZEGcmIDGbVd86IkGcExSj8MhZ406lXo5zWEez/FgCg+w48FX6yV5G9HUz1DSEVVlL3MEFTqlXFXCtBOFERcAp13DBbSQSek6M53DuGp8NHANPtoj4YwEkNtobDFFD0RXTQibNM1EU8mNa1m64KynWTbpHW+gE8Xf7GXIX7mwAAxez2HF4kM8OtShrzJDCpNSWtfZoWlWL2lBmA9S4P+q0C/Q5AIohNvIwyEUXa/JWQEkt4Gv5oDADBXYSn8DSUc0u7Gp4EJTxNPzokc5WXGWJ0AGDCU/Z7doXgTfwdeCo/yxcSd+3pPADffQP+//7///v//+9//ud//v8bBABWUDggwNgAAFCsA50BKvoDiQI+bTSVRyQ/oiEq01pL8A2JY276VrXbyT+tWsFD/2v/jegX+oeHdmiQfcy+HH9fm++AsarwB/TcuHaeMA0h6WuaLyn+qf7P8lvDd4A3jP9v9EX/Zfjd+oHznfyXcj9Y9QDjQ5enoBfU3TP/nv238zv6R/j/2p9w39B/un/q9Zz2XOY+wf6//N7Kec/jH5v80v7t8BHPfoz8t8sf2750L1HrX/P5nXTH6Z9vv7tf43/AfFX+rf8T/1/5P4Cv1s/YTr7eYn+mf8n92veC/Kj39f2/1AP8L59/s8+gN/PP+h6vn/x/fD4Xf7z/5f3m9uH1AP/v6gH/64lH+nfhv7cvHn+p4H/mX2//p/Pr/q/oj8wOIfts1NfLf///wv/J73v8r//+D/08///+P7DXyj///9f18v8/3970m+n7/+xf9Nf+fLV/3/f/2T/b//1+//wZfvz61eaH/m9c7yXf/n9+/ZZ97/vz7ZxiY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HY7HYjBPqBbk0rSF5ceDNB8GpHvTcGeqNEfZu+BvbIbbJFyBCIRCIRCIRCIRCIRCIRCIRCIRCIRCIRCIRCIRCHhl1cI/EaPkL1LnCC4zvYPawgZuYuFJB1kSdKVpf+p8d0VNOyF+5t+J7QOYwGiKLNZrNZrNZrNZrNZrNZrNZrNZrNZrNZrNZrNZrNZcCgibz0NEbzGYQ8KEMTzzIiKcr2ZrrEWh0W2xHaNtU+SOhy45UdnyKGjqWRR36JS9mp90k8yzkPkHt+RieKwNhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhsNhr8P6s+bC5Lu0Eesg8ZaDu/yTIVmn4PfGBM1F8bIf84LyzQbDVH5XKGuZICLJ3/B33PhMW6JUHA1Ta12l2PaMuMcXW8DZYVer7iVwol5nb8ax/1JyztIrTicTicTicTicTicTicTicTicTicTicTib2shAD6o2e54GUJZeouJEryGS1IEUf5shgSa8gkhjsDGz75EwenAMc058CXmT+sa7b7Z6xtaCR0ITUn1ZFi9GtOWTJDCYpt5APvixzbO/WNs9FcG/FkOixU6meYldJIgFa7F8nVyCuSOw6pf+myw+o/hrOmr5IB5fDvXXq0G/cBBn5JPb1er1er1er1er1er1er1er1er1eg0lpwKTdnOGvQjwjlnULXaDM8+r8dKb6emG2RIOedP6L6KDYDukXL/i7z/uHbq6+zNg6Xf7f3WT5Rzeuzuu77ADWyeJm28npyCi3N/Shy+WUkM4GidVpPFsWs7gFRGGpyvnr463ZBamcxNnT4rcPE/7icZhii5/6wT480QeTGXLCFlsVtDLjx/6BsNhsNhsNhsNhsNhsNhsNhsNhhdmuD7hh4P9SCh29RYRVHUYVLXx1SfVexguXSIo1r3YzrNr6asGw1bAhRfrvab6JJ6Bkl4pdyPNy/Sa2uVXsI7yWUnUyo6HxxWcQpL+zyF9sY9didq/F8AgMnUI+AyZNtMLt543j7nGzc9ESsdySBIx+7h3kxD+aeO+oeugH9VW9Tv+hpNkrPF+wfuoD6IBJF1g7xMSAZrNZrNZrNZrNZrNZrNZrKI5zAbGQZQfHaOENlP43gqgV187oTOl9wC+eZC3X7Z0CtHg0qiuILPSAEJFYrH3CW3nZBCIHmoD97dVAGsfGT2ntTCqkXNpSQGtw1CONGrxkc979ErreLXEqn7O8DNt1VBSDZ1pVzhB9zA8dpPc8yT8Zjus4k1uSZkrN679i99hOiv7+S6vI1mzyyVMWy2QQsEeZE9Pg7w8ZDFhEIhEIhEIhEIhEHqZgaUk65Ia1Vvz2yCY+rojPwSrrsyKxnIm55l/iyEp952l8RxEBDPZUECMc4x2+WHNxyVEftxT7FkTPZS7t30wzTcpS2Ld/p5fsjeYilup6VBEkn92PgFFuJKHrpBYxv+VjfQ4FBzdPCJrIKuxkbAekb2mC6IKT0PereX8H09xdVOzXdy74E7M/GsaST7NeFkWJUer9McnbzBE0OzrUaY28mEvhR+xEdRA1UcgeBw4CKNO940W33aytc9N2mY+ibjcbjcbjcZTvUgWUJuHVlYTTAfrbYt2WxSc5VFb+BR029/nDDn8s2yCQi9W6JL613Fw12V+SYt8yzLOOtZIuz7CcQmlkBoSafGzZruNH0kCKSzYe+e9VVkHZhIv91OJ39LRwhA3WUKP0oQbx9b5f0csttDTb3/aKW0yeEEdGg/kTr7O91lGmFQ+lb4V4Bo/ZdojSufI2aEzhv7u74A7Fn56y/w+5JvNxuLX7r4HLNcgs/k8ySZJsGmcLAybv5Rwx6Pt74HbaKqHi8wOlvez1qXGcZspVkGjS1f39hNiVP87f8rMSW8yJD932NRqNRqNQsMIOFAP9tOA4pI76JCoDxI+8JZ6rQcJRrXCT6J+42gUwbePb3UFWCIWsNxZPXr3u/Acjl82ZlCiMxxvXYEDaI9+fTT7IH6HwtRfPijYMpPvAraFVOogor6sRJvAjAnw7osMeqnUNbAY4LeSRi19WKp2kHxSMkVlLQzTpBcxt6qw+7p7X/V2o2zOhyxFsFRFyGXlr6y/atg39LqLGzrlhOV+oixiy+6+MEuJT3UsQliipVsARIyqmYJAi+rpMxtxnO2JyewltN/PZ4l3d6pkRtGi0m1UPpNmEXSwHPVr4uq15lYv5GiG7DnxoXlEjcj71h7M/TsEv7+BuZP6/qfdbrdbrdW+EA+mwbgtFUkXVecrywY1UqJoCJnQwM4OI7T7Q9X3zIA8sS/hiR+a/OyLFGOHe9GeNSCRz5j2L+QyTrQ0m7cxmEX8Kn7owhNrJIllPK4aucMkGzdaSjOjsW1olU0Ppn2Bv1LTgkKnKpYsZS/St7NLTM3+/+hQ4SqRf3TxAquc6yHwiqdO+kqmD+b3+14pLyUN9LZ+kk7Owu5Lc5uKBWskrxog6ylHuK8iIL987/zI8N5LjG8hX5Xdiv+5H4XUOci0a2I2zELwDtzXwQnVkta+nwA/6dbFM06MIpTEAQTOV3MNEiCp5RH+WZV5o8fZEyglEaC0ah18ljELlCYWoatW7/EHQGz6u194s21XXBXqX0r4V2KxWKsxUSyU2FZvKMUCV1LNJVKcCx7mXtSQSOtILe210zgRx4nkmQBJ7z9ZhF+jk1Rbj/eBDKl7f8b1QlZaQyzkfBGDg+F2Q3JdeaAHa9g+yt/298KHYkZ3ECkavDHivP8A/+/DXmabhbI+g82lq9rnR7qkf49vh247pZaM2bEuKrjCi5LIi4X1VakMML18QKa1qu/jrMp5d5pzlx2PzjUk8Ulw6iOm1tabyp9Hfa2GNcyUngU5+U2MPKqQpFGFZeRGPNlSUB2kh0xVfS2HmFTS2WdLxc+dtHSLXz4nooeOU7j9zZ4EIMDgMYVysv9YrQzUfsHW8R71MEK6ZW7e/Q4Ign3PDGoyjJp69FOArQ4dagoNTSTpS41SZOPoxbztuxyBiasQg9y2qppwymLJU4db7sHpnRTUjlLndI+6l/+PivDd8vdbG6HY8CwJghWieLAoUQpKH97vO2io79yiLnLc0M47TCSvrZprpifj7r0fuOiq36Dj2CRMO7Tqpx+Rt74v4y9M2yo5A7uPf3O0W3FvrR+b/RetRNxO2vAqdazbeBSEGOglX2Je/VOOygXTCZx/dIS9d+3QXuShivc6DvbQ3LjgNxDKovds2TH6SyjYpTN9ZopTxSuspcfh0nFYGRkTfJ+viV2xv51zoMeY4CwNQI0KaYzfVSd8ZkRBtplpzhk31Rt9o1SEnK3vweQ0MW/N7kigZWsU7B+gI1i0qrpeyQppi7eZLoGvWYudgn+yIQ1dyuj4pzo3xgJbOrEIeV9nWhrvkdR22AzXFloO9H2mhtME+kCeEB3cKBs7XJT3PwKAY56mrQgiiL+RHOMp2I/wAyQcMS6neOg1gpduxeCvLgNW0BY+uK1/T34riMmC9lNEyD/DLD6Zp78BjtzgfaoMexMyPSdPagIuFrTvLgsvHwbGIcfrl7GuvQHZx9ZiZCQ3Ay1fakbAZdl5WY5YJjiSAu2d4gt7+QvSTt7f7bXJRdArfeHfQ1JfHtH7gE1HIlOoDpqUgBU1x3AtumvYiHwwcQdzix6goJxiBLG7vieUQ6VvDTmPlGCmuG2JjxJXDw/uUXKDtICf4UzJUKm+LXDdrcmZ/4+hYvYlgtyFpyCskXnPvdicIpNtj2OxikWHbvszE3RJq4u5oupDcpS3TVzbjCpKU0y66a3uX0jEXQdGLF7ZiCPePYDGdrWO4L7k7lYWOnTFWbkVRK4w79qerXobVzLeOp0ciCQt81dV0EYAskvgZvnKkWebRJKRiZ9pErQ9pMpTCdC/LS7H2HlCdnAlTHiUmbzXvfbEihcQcgGL3A9qHrOJMvkb3Ao7esnFWKzi2eqwjVRmlev1caPdjqNBloGoNy+vKtmZgtHiWasq7XkYYhHFFqpjpe0E150Lm1dbClKQl7SYvrGYrVWL67ZKNt5/Yc7kn2nBcpEY68wl7M1tydfJkVlU4bXZyFmBxVFj10ACFnHaE44T3Cnm9sBk43GYJXQFlRe9Q59pgp7+f2F/u2wLyNAJFe7nE2CpaxhtT3bTS1ZA1IclQHffi60NewCH/5EmpLuSeRSyHkuoYsq44S418WFS95aJyJoeyFWJiCV41OVVF51sN/oLfZQxqhvXkB4VuP3W8pVxuEmvQ9I3Y4gIA43bWSZw1KNZX7izbOr+qdZasusQQrufmOV+QImE83MuMK1J/aVBl9QMAar+9uMvr6ohR52cFxhYCHpYplEimEAlyOZiOU3CQNLDdkeY+Ft0iKrZtcUrEGv1tZWZTSg6QYQaDjGcxYv7u6LHbYp4jIZM+GltCr01ibNKEFaQiCrRzyxVI7mSTL+Rw5gL2jWgUwPw0/hL/InA9NABH+ffjC2+XjYBPd7bsG6kDB8Bur0CrdZqm06mEXOhX7sIKaIDn6K1bED9fnopynnq4bEkVO9HnPHcEGQkbo1l4FUzEhPdTmYdD2EhLXOAM+Cx6L5yva2ullurd/XCM9kXGHRpQnfdGL56vZpaRvcyhLLGeJD7pVCrDwDmffAPrenfPF7r9/QMwZHG2NUWST4cfiiHJ4Zq2OO2l+CoQn9Q2iReZ7L1TZH4YM05nmd+XNp+NQ8BJ7l5ddHjK/bgWzwM3dfbbWn6XLN3nM+RQARZ+msyf652/hmfS3WpsDu8Qy89RzzaQimRtxdvjjmDe2/zyWa6AJk2ATFng7HgCjut8lL2EA1Pk3cREtoSiYmHBKXpRypnQLgCaOPa91eiaY8yEjrZh8I9uzB9nJM+WfHqnMKgCKileKMx3lJ1PzEhiUdHdCg8JvyD0FWR9s2RlOtoCjPfQjxhQz1sB5+irMpwUvXejMZdXn8wGKNQRt3htiZBrXhgskQeNmmni9PUieBY/fygbzLBJl0SY/1o8sulY1ju82HTx5vO+zbpptMJ6UqB7Qq0Rwx3bkFRaK2cJCpNdvdP+ZjYFDO/fnzVYv/vaG5PNzLl3/KZ6LKwpJ7jrBv6uJVx2l8Rbx8KyyATXSiQgL8UjQ8MZ4N3h405B8/RRqCgNlF3zMaMCPBUPLobkQJsRTI2wfccdO/99Yc7DuCOFQnO0Ch0VxggpZ6aY5sAAM4ov2UUSjx97rtNsPmrY2TGeFY3RTF3Hl86W5q6Eve/44hJdL/9B6ct2KdWtpBB+zUNQcx+D1IB0rG6Uc5SoUzjlui1OCzGF9AWXPp/PBOX/Rpy3UeW6mGNdVf3sbNJhJsS3Hg8yxayxCunWmDIqjZjOdce9lxKBJ+tzWy4LbN3VVsY3WaJ7QvhR0BSUZk0lAxk64XYfPHQa3Tu4uy6H8U67T/jUJSlu9aVmWA11WvzeFsXpbOpIGxYyxhhKtCTVF7RofIJec4llM59IsIe4nVkYI7ROv5UVOzZFJyUtSZ0a0X0vax4VOv1dppvOY8yDeMpu4A1SI2EolQc/OUKXzrzBhCbjIP9r1QHy/xSu4ROyKE1E9/3fNhTnCHp7QPo4/yJREv0B1bY04m/oBy7OyhqZfLIICepIey4ryNlBOsMGrxRaWQYySR3XyQ3Up/IQzvWjbh6z72FfbreQ0ZXQNdEMIly/TsSMXYxvMuyh0bSih+r6qUxBVg59B1qyOYJF+bNTHJZkp/9NKDxCWNDIMOQ3WQ9G6Vw7qqGdlBnJCzgHkqbZnsKD6/KkKU9hOAjq8DCpB4qilqm+gIlrXKFLYGO0K+QYx2NXPtNBOBrwFn0K6IW4GU4HlY1EnbZh9XgQktIwhpkC30Qhx12QBdCjFqkrH4Vi3RzW1mz2Q2lTkug8xK9oiLtXWlvUs0YzERkhy6nXbF35yizrRV2pyMJL5vlGxC7N5vN5WcO3sCsOwpHgVaXAjuPacYwmKr8u5ky2xXU+Q7T8qkxsp0ZYaIiKW6GVMqzIsmDZcCbuYoRGlfTbvvQO4mEYDhsM3ZzPPWRQCrO59Z9ltPdiQMHjUgPhlJRR3vh0k3vq7+Z0CKSTgqeRAICavSDMOygyt+qMMhSjJ93LpXjZFzIJ51U2uhkdyMP+rmcbKdItMdClUrH3FNnWVwQUMO997I5d3IlgRD296wdOBqGZOUHxG32fcF1xjmV8FfAaHbVyHuAXPt8GVlOCxZUNL/pjCgXluRvdD1HbA9WBXvZVUFMJwmDJXWYi+0EOKzIovixYt5vN5upNJx3BSW6a4JuiZwn9E/Ouf5BgXevx/9sOLImGEg8cugq2bd9313PNCvzBtQ5iP5e3/32KcS2nKS6N/wEHGSnKmdboJy7FKS05aRzQbL/Pdxo6WJIDpf2QAc28P2uQh2fYKW2kAnNosC0pHE0afYML/QiRrSlM2PG97RtV/JTaSDgD4X/Qxj60Mg9zhUcwP1HdwD644vBwW+x9/M+SZX4OXCC8yFaKbqivhsmQwIc/uJb4kroe0wXb/3e2rXr+l/UUyA3XH1x/UVsTVB1+TQJEckvyd1isVisVisSc73jSvmAvfHFmjh7vklmYMecE9derkIG+hnlPBPINeO1guN5J/JloRtYSmOoHhG3FCUK5ndwhhOFlLozyaxWTjleV8/gqJqq4iyBOtqsspaBMv9JA7WAusUlq89h/fqsHB/lWeLXkc1FPXDKa/uHNzHkpAuyAJ3SP2MaT/16wCasvXhJx1e0qoK0kWoiRM74jU/Z395scpmaiEYjX0Bds0HSvy2hoJw+ttrYNhnuZrkAOPJAuj8Ua3ELP3ads09LskxbeNFN2QD74Fu9VB97y/Bp1rYqRHf/bf92jvNCIk1gTh2ZM3YnE4nE4m/p9hWR9MuV39WxxZjXAZkKEChu6jw511pXywEZRtla4mciebY/ZDB+/ddxy8Mm6e6SXuvsQ8yQ0c+lFNw+Iq1WYfLBk+ynr2vk3P6ZvCRMVof6FqSKtWaWS5HxJInybnkIk7KbC9l3Xj1zpphfh01SqV2DHpMCYFNWH1pGEG+aLWKKWEeq+ieHh1kx9I9cCrRKBJUASjcWLDTP/FTdiNVacc+uXHAy80Kpk88Pe09A4ZvneuairlDowrC+jd7lgGHYW4vlrCkQ6+knOt8hfIzEoiXocWNXQcCIAvZfY1Go1Go0aWWAG+1ioxNIwDZGChxAreB/WgrCRX0UwOhTYLT5ZbnIB3eHpvpPGJXPBHqELRaLPRYTbyupfJVcI248pep+Lyz+1r8X4hHDpTOJzQebBbWY9ZfbBwv2M2wimAwKrgblxLtZUMd8pexpLnhPTlhxgaiNJRgAF37RSMM6suk6cL8F6PhY1vCLwf5qM9QZMB+//8Owfmy+mAGOju+qYqxl47+u84v5SyvKvGOKoZN/fUVPcb4KnISay9Ht3klk7Y0FioliBfToorYYUjup58Pv7pymIz6zk7mI5XLCcjcUf4505WgXI+9mtxuNxuNxuNxuMMtF9WdPG+fid6KYYi6/u0nqCkGJmQ4cO3MfS3ZDSdcxZX4OtqgrkrRNxeSQeLVtGYR47Imj2I/yWZpmtiqL6QrNcK3YPDI2VQ1vv5LQzoVRLamVmVJ0rrQnamwB8ulRQTH8oecedZhxrKPclFivbzjsI+CPKlYmLsV47TZo5gk60+lmF9gtdY1UaGIpnjW+gALsHgl5Zb4vXZ/1wnZyjZvqSvOWCtKUS60N/akkdsblXSYEFtW19XDQ3L2k/xgbHFNdy349vpfEVyoO0TDE030W3PVvKZD2bL5daRnnV0bqFBsNhsNhsNhsNhn3EoRqtw/XuGpCUHPir+FKXwhbcYrQBfBB6JXg6SagQeo71WnvXNLoATaVJra1I52PAYlyrFty1y+x9+VfMOwMo+yspE9rvu4WvUT1eD8FxmV35AP9cqjh+sPTH/EFl87PzBN1U2nW8B4+jwSHhA3epYxnXLVQrajqhIQvR1TLfLJhrhJtv3cR3w1NvdqLh2EXWfaHYuHFG74s9l16hkT9dm7wWJffLT+xkApW8esbZVyrBAXfF6TgR8b2FajqxhfY8/EstR4UP8HTXxp2oe8EDpMLMGdg1a4FpxjjYIRCIRCIRCIRCH95WgJcsUeED5y/WFjRVLCUsfNS3PEwexX/6ebeNRQ8iZhi0xSkBQXkeQ2GaaL7t65hRd9jtkptIueFrMWAC6Qe2Dtq8UItFtOyKwlkjhlHZkzj16UknOvjusjDrMXBp+WbxyOqXaedhGPRIX7d8XY7igcQ2NEgRJ/yrKGRA+x+CKidlhrJPMfNxMwxRtrl9StmP8MsfK7GEU/AYa+CJqo581laTKybY7qDjte5IAYn+gqYnjR6LZwJ9tqd1Z+2IPrfhBrIrezThjtaK4GkIjZlUW87LUcIJOJxOJxOJxOJxOJxN4z6YJkSFBHAqHTYKzHjzV0bsFHgoZG61o3QsLZJj1qPKhyD/zkrMYGey4QObnXabF5tHFsSvtgEvhMC4Zzmejx1bpnUE/XhJ+SGSz9kHQNPHvgSV69JfmMHJ2VFq2dMrTTki5mXe3ozdisCtwq2i+V1say9VTnC1O+UQJUKm1Y6cc7nS97JIPv1s8uxK+p29+Ra2ljPdnBm1BwWB6FM7z6uI0jj9D4iWp6ZGlD+VvdMZh9rH1W5d7EEuY04nE4nE4nE4nE4m/1fhtCAIw/TFygfMs5Pf7t7RlsMB2NNFrjFx45eB+iPWignTAXLhz9dzFSoIpDL1Ut3+Ojbf7H8nXE5KTPc5KebYJ42NLwzQvMS/oyOR1QBdgdOVK3/DuhRdkQezBckmX+Q4WrYAKm3Kxv7Xey9lUnE3nryDz0JoEK/yKpyg7xuYYg0azm2NOJxOJxOJxOJxOJxOJxOJUfPTlTx0vHY/w3RVMl4ZXniWELNql52B/ZZ/O94NVO9AcMncUakPeagPetYxqETnq9Xo15YI9e/vK9z/U0G6N1V0iQyptVLpoqufk4Xy2Kw59jUajUajUajUajUajUajUajUMBIEejujpQqwgDHMCr1EyKeTHXUZuENVuhWgiUpTHPknnlqhd/PIbVqGUxFR7ASstiQDTmnqms1ms1ms1ms2DDMENhsNhsNhsNhsNhsNhsNhsNhsA11Ery6Ap65YACUMb7oCsluZUw1jdUFfQcxvnMI3EvHdpVLOYrVDuit5vN5vN5vN5vN5vN5vN5vN5vN5vN5vN5vN5vN5vN5cXQtUT5d5FA0brDphGdmT2YdDnR+maSEB9cGt/s+XA3BmhNjTicTicTicTicTicTicTicTicTicTicTicTicTib/V+sPHp1KOUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymUymAAAA/uw6wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALOUwhLBoOvG/8tuUtUDUj3sHsSNK+u+wPeILfor0xCTlPibvFpML/on7rQ1zifceh4/V4+d64BXnT2XZHWJcWqLWWeu94bFvsFKpllSNjMKW2YIlhrcbBLUJcj4C1hahWrZt+UzMVdVBaMeWRjOqQ6V81yfBIyLT5HHRA//d01qdzBtxUPWdv/Olfe8VbKuLGD7eqE2yPRUUWiX/bt4aGwrBotKH4N5OB0lAJrlRAzNGveBOZMPktLpbPQTeDxlUdkiIMYuBTOCfRmNnFDRl3SiXTVnyDBs4fgzjaG0CcVkJKdQbq5tJFWJ8FOVPb01RQSGuq4MCBf5aaLfeZl2rjqsPT7uqoAt2fQyg+vmiu4Hri4cUAjqpOqQAAAAAAAASztygwZ0zlPAm9cH+UYYuH7nZUiP86+DqR+5EqOlMJHH3uCw2C5EAUQbtLKXyPInDthDk2Mk0t3DiVvOSZA0SbvePBly/70aJyfQIuhAVESHFHKKCdamo2k63g1eaG/lqpO38/ol7ZmdtLKXSHNuqjJZbujL7P4BDy2zHiH0/+CRrct9h1/joYJ3iMhkGLubRHfkofJOksNFJbXB6Ch7fc7BQw6IE6m+TxlN3BW0F263srYM4VIJlOvLtv4y9Mj2qlgH0SYppJzk9JY36bzVhkb5aLbf3kCl2RkIEBxcTEnT/4UUkFI88MZhSaCRWsZ4B23GcoRs16zxOXronnCi3+Nev1GPEoxXz7oG4xt8H3Gs8WRj2c716APnhQCNFOsEMQ7CB2cAAAAAAAAMoezi53pe0uMAzgSrPwyx+Gjbz12ImRRQY1JRdiXIIYUB6IXuV6usstis2KjZuDRNwXn3omfpofMia8VpK8fjZicGxdfnAzFotsLkaRO0uH7Wf2J35SBw4lXoQj7zrqUhXbiT4L4Hy21UfhsMGOQz2UgqFqyQZlKdNGvDWnzH/O5T0/GWHH5XoQeU4G4ryw4J08AAR/49jGs3RdkUbg8jl0apJmhf16xUP668xxOcIjrWLOetRm1tDWKQPgHx6cdZY1F+irEA+Q6ORB0iCxPV3eYF8F+VWZez2Hzc3qzONJcc2Z4EPpJXV/bGxKrpUkBzqHAZrIC/xVxV5Qe8ErnASoxKSM+qJmMUNBkyBHyr8dvtMa4KGpxRR0Fl3HU4EmNBPF8jEJxNCoLwrL0ySdUki2QR+uS2PpY8Cu6+eUlnU70wvLO2VZYypPSydBVR2UeQJ3BjtKPcFSmNUrxsmCkI6JCnRk9btrbv7h4564N0tXD/oof7UFTEizcL3NaDOtLoueSMvd3BbthQx2lMgAAAAAAAAMaUwmR03bS4vKNfSrSZy+vPZOSUIajeh/WqXb1NkI3yHLjBmQofPA2lXMFmMq/17Kz0YYXkPDp4atcsLsnwctRrdStnT2iqSlrdLuMRTL69lqH+VFSg+srmkcMm0P6DYCLYs9YG1rCOCSPnI8hVOrmlIm0AZsIGg3yFlwrNMdDNB/f9B40QUe10v9MWKyUF8wU2xa58mcJCDr8yVu/mPs36iiVwcsv4sFKqsMa2NfgyRD+ejxeVSkhvItPoR2wk5VcbmJxnO2QRh1cKfddxWIqtd/aK/0J4PBo2djcXNYbAX8/Tfe5TLGxUaQ1iPQcbaDrJiaScSl1Sw30Yvn8dOo8pFrSz43Cz7umX1LtxtMLKaOBSJYlCNCvCLRPDciMY/1aXD+1O6aNfWI0pcAVBIqn4ULYKTIIux41Q3b0JopuMk1tJhl9NpaaGtOH5rY5i9jX0TjJmZY8eVnV0pVU5vwqCEpaEJr4h5EOrKkkbOpZVZBeuBPVlNaBCZQwj0+QQFON9XQDdjvZ4kuqsfVmnmdsj1vCv1QatCU8QtthtFvBE1QEzjf01igzS1povCvSuTkzNqfTYrsCAv69a2Cx06GlZ028xcHsHJ3PaStRLa3niCCeeW5ziZyIjaDw3kWBDE8qJFANQtmve04gOsLdRFqs9E+qE8TICo7LifMVUr5jAsM3nTiUEDIUX4APxXSTuTOtdoLUjw1CGoTU8PERuX9WKDBYDHiVBMbOU25jsNgnynDExXozApLZ4jVvuNb+qGq+Kg/c0xGzSXqm6lzncrFegRnV1xHmHxwdbNFkXhtO7bnqh2qK3iUSUtWMxGvDyBec6Yl0ZH9fjLZ7giWAYLJgOQmeiwcsQjaAjBq/ZbYQEqfHXis9UNPcTF8NROohXiTWgnPubwQOCVzu6dbF63362DjyufaD2vawxDm/tFPv9BHAAAAAAA2sQrz8CkHvxPRU1C94avYgMVv9U0pi0J1Te+e1WRPduHOen2V4iPilk1bKA1oCjRFhBmspKRZgXNsveVG92+RUQCz0DbuKNe2xsO/KVd4rUpTKuqo34GlhZJXDB1Go4Djp8NsZDcyk4l2DYpdyEwGBF60kkhlFMFL+ctAqtMlGZX+Mcye9G9S44fnTctDcZ/C7B8VhtzK9nWsqGjVMJEi7w/cwfQR3YFJDnpWVVLTwWE98xV3dk4LVLUaf63q/FtEnA43kd9X+XjzciTQiUKV+/sLyDxS/WF4YTAhAZ9nXt/W+/Gi5m6urNbDBlAxZlw0w5LqOeo2DK9zQ1DzJDxDzg3f9a9YH7V66yPtiT0xWLb0Eprsf68qhYQ87djLLlXwh0EMzU5kXfXqEIGgyBSJYQ80nu/LzbqjUb1HjmoYLxWu4XXTyy5aUX3Z7Y3zZHyroeLL84yzhqUZJyEkGwqneV9WRJA1i2zR709LWDohFltfN5TvOUXe0cilvzxHBTj+5xAK9mh7r556vpXVS8kF/6e0vKICcJ/BzPArVt4eyPJmtHxRqBbyv5ZcgEkYPUr6RLbmyGjHsTaMC72vZ+VqORi9EqPSjETH2g4mhGqjcBlQC2KKMyzRpkW40AqBE3CPnPL24AMGXDZeYo+jZc7Tmsp1NZ9ff7bIPJjGD/dt5Rew/S8i6QeCwV7Xx6g8WsTVlf94OacFDFWL+Pe2FdcCseMGVdJqnEWrbtU+Fxe9bsIRAUyVsm4pd5PL9WcldASrBTPteHlbGuF16hBAvjARTYVGbbPOMpuRcoD+d/v8oJXgbvUyFGwyGDI8sNkvTascb7aHlvCu+9RHsPIHap3I8p3iBxW+O4Jkudrtyq3YYa2UX+DpA2rMgQQQE8YUXSxUTSwc+y9FjrORQIajHCWmke/lxIyjK8PcVFoPIOxFWhrS3XBDUyoPEjoi6WqkD4MA9rLGDd6GUatqGa87Lws1WjOO1NAmjHqccpZ7FmE3xRJAd7oOxT0GYcfXVub/eQpkmHv65aVewD+buB0uVN0QVTIMQKVftS3/hYkQMoJMxz+ZTEWwAAAAAWpgO+3ZEguBpFbgVaOvkDqmoFxs12jd8/e4lkE2KB6TP7QjS8ShoxKVqdLZMI2LjXFjJ8cHnCJqkgRwhLGya81szii8p0n7MwJM11ByFuhpY2NPB7W0tlw8avULzXtmogvQuFsCnLrCbYJ5zwiKVmHuZQJcV1hSYasfYVfaxDKQreGJQnhYI8dtvKAdY+wAwEOz8WCecARHET+BMptjZmz5bUG5JE4wQsN9yyCRdZM0SCrMaS7g09UmFbEv4bx+LKVE0XvWRzx50CMPTIIiGiD8j5NMbt2ustMe+5+mRXZoj3iRDrmC1r8okwoOqio9PadmXQv+t0xlUjlEPkZltC25h4o4fdr7po8uNsc1UWtO2kX4Fx4RXK9D+bU9uAxY0ByazccKgGstBg7TW/MTSommkl4S0WlQYIQq6rS635Q1jWRN4BNSvVIJFaJjzX1BUDiN60ofb6uENpxZ9g88QdcUCq1nd0agKrPBmaLLcpQCO0JWVMHQnIz1Xz/wyVzW5zo13WKLNFMrXJ7ZOeadIg5eBnYtlmPkySIby1kRk8Z5zh86LZRvSYkhS5RBHgPgHTQpR4qMVVizAbUfb1bLzTD8TZ8HsuGFThn+/JJ+yyQTSA2mAPmxEYVTa1AVp5InOK2HX0upgAGi5QCH7Tpw6GTtctn6ieDznScuS8GfDERw4dqGFNGe9XKaEmZIgUS3PNZBrmrmAXRM110Av3JKp6KHT5sIJFBHBxCEhusMX2cxYMeVFUr6/M5CW0uiSH9m4bXuUAo9X90dhJ4FKLLL76EOHVJ+Nyn643tKCoSDf7TvMgSYch/9k5wvmRKw+qlOtfS21jwT+ivM2SOLnjtViGgTyU2xOeLVwfxVD0oK20PhlZXKe4GAZryRV56livdj2MjG5L8/shO5+qfmv70gkBFAOVcxDMs8q8+0aC0gdM5W/5iuCBGYbFxcFsYepTUNafI0QDVlvYH/iYed4DMOX9W+v7PVielv5KvcCQG8u5mJaolrYBoI85eUJPsimCYWEJnqp3HFEWLq0IKeCazk+RC/vF0ANqq3BnLSjLbPZ9UskUdsPxMAzafClnTrgzMiR4V5P60CIKWdlcq8zIt88r+C/qWpvZ5r8RISq9s2FrEvTjpGS5P5lC11mHv5BjXgYNU5xBklF/OFVttHP+eLRAVUaI5uWlZvCZc7iNNstBKNI9FTSWv4sZzB5hPlZ0WVdAAAAADJmcOKButK/I4bZdGqVlal1hqoVz0CyVAK0KjweFECFstnw79NO6Dwp8dLifI6V9khDKYw0NWQBkTWBiFN3DYDD6cQXYpAu1F594eHmtXnSgk9c0jh5NrAa7F0D2TRkEXbpiwYAGBWvY4EbdH19Es7qgQnfUYyPfAXP4/phkMRkSv0BG9w0SW0VoWgDKdsPbzPlIWvSmIi+QpuaXVgs9P2hLeM3QBegV6xeLxatYQ+kmoINqYA9LAykd69s2Y/BRm1y2a3jMT7hzFwCNbq6x9J0TjyRSeBm6ONy7YxS8ttqjpqdifQCOivwhvx1BAEyUc/5Z7VCWm0BLdAd1ImymLiC9cvCYDHelSqFaVWVRbxEJNY+B+jGsO53/aUWJmOU096bomAw5trp6JenADw83B+FV3RUsNaPAN8JMcyBPLxAo71R9y1TFUW9XTllW/wovCyH22qGGvOKfpn58zHrIxpnNPDEHHBNUEFqRt7L3dVmwdIQXvAcIS1VWCMbxx1cDYioSmqmDDr/fWhgVpsZG4UiaGhhq5SsUrjnQSv28IOwwnKuxNl2Z04SdpudCArxdWGMld46XbY7ggFBfUrQCb6r/nx3A6NBbaLOCp9gbQo7i8UD4xt8oreXi5Rxvx8aLpFQw2Qc8gir6b6zOkawaSIB6M/Vt3McMuM0+KWf6+NvJqEVKWjuNCQ5pjtUXpU6gWkeXExMnBR/4Lexr4Kf/hKESrAZEUL0dM1brgKbJq49zp+AyPqkrvCG42ojiZ7JhOfk4pHN0vU7khwC924bGnjDlU2G0mTq+SgRC2wPv7h32nkYMApk5FTA9a2soz0wXIBxZJIZiqhJupeFR4WSVyKhVWhq2otqU6BaJJz7MBOVO5Lt0lfKMrlG/IvVkRaF0PuKHdkX2ku4cduFTrU/XGLPgRKxI527o3SI+yjp6jh0+RMCXhM1cHvq8vScTGbNXpdazCnAF1+3gQZEqs0wLUA33bASol9qhz0RZqtKizm5OxV131RvGDUA1i5dcabSlhhk7FuCLkgJxlw9XaEbXxu3/twVBMwGKn7Z/ffx2c6wqdK93WKczqjbaCgX9s2XATjG9uFgGKaLM4jQRqHrknjFsSDOcbaQVh3Pvuw7JmBiT76LWgynLXrai+g/2Sj0GPeE2cUULC71L/HpIxienXja/my7dF3JqC3aUpNdQg0sDFEdGUEqG4MspZ8ZEmXWXyuRybEBe3rOH7mPJp5xGc2ylZ4VaDJSIxVWZBOO59BEb9S4IdR12Tl8PNwtHXjSjd0POZzKawcvAbe+qQgpYCz5OAAAABWhFXZGBYKSM4vf3iAawqlMKZHnMXv6oedwWGjwG+lyM9JxJlqgmenIrZWQzs0z7ulBuSwyC6BKDAs5PuM48hlgXZ1yn/1mh+dziBeudw8yKwzRtcxkDel2qkOxQNDiDxudhkcQoNYE8L59tKsVjQYhN/gCqERuxu8sI3fzFykwBw33MNy+oz+M17xmhqSUGT+C4EaBSdEy9STNzCDD3cVRMDeyof2pua1SxeXNZ15BuN0udbI/9KgDMBJmZuT8m7yYSDYCcpVjkvb+GcRHyTtAVL0CljbDu0VBSIVKCbZxIwBapOBqMBhCYNDBJjz5bU+L2UXb3PIJ4/l1S10v2KlRJsywjPkNeezbl71xI4bgH9PoGllbvkMu6k9q+FtWc6aJ2JMcj2qtk6y466YjcDNoSKmCNsNxdFCUgd8U9C12i+xJoyXvYCbLXg8xkRSHmTUAx4wA3eKUwW/o/Vi+/Jnpn8putzowDvqs6CcIF985/d7WCOBOpMbbOYCtNICh6neMcl7VxpPuj+vyl0WgszCJFelWt3Ko6PjHCI52HP/UC3A1v+yksus7Dm0PajCmCs68oRgFzr3RofIjHtjKGdQQvrRgUZirMq5T18TlbMOBu3W/m43UVNtKXdhF5l3FhaRzbIzlb0Warte5ZPss2V3zyxkBieXnxHs1yLP5qElt0q6knLSpihy+VSZKF6ms2jh00nFGEfjLqOjurG7y/IfyZaQUbc4UB2/q9hHOA1W0C7gaMllfa1BWZ5dZt9AhK+C3cgdYRFoC1q89bptcwSebzn4gtBdGs9uhKzzvORVYSSD6Sf80VBAhSe18VmgxUfwBSoGtva8kDyY38CjsbO/bTtGRPN054VikGxsgchhDhd4Gb9YX3IsnmT946U+orQnzthnF1BvgJlpnrgmUC534AwdstpaIYPz2m8S1rJuPulLx3foEcwvwvtC2qX5NWlXsh8iSO9mU2xVWKhgRd+2L//uDIEqTSW/tbEyzU6ZGeSGButhZkXIKCiK770ajyJXQdAsvOAWHEimmw8pe/MpXekiK8GxE3eRcTaUJ/f9mCtR9Zh24Hm+rhkaVgXOuajoMZs+EKAOOgXMm0kybbXSLI4WDBSqP1xyu5ULXMY6laP/P1paMFf02x57kmnAjTk0ClHemWv/xDghZ6yZAi7sjg8c7cDGZWlPpGrgj7Ry8hoPH2OOreSwPW30GaX7r7eyAaD+A8ryXEr/zcgVJSuY2K/NUMaQ29TkkkRpwg44pb1VyD0B9hoWHJ5py/GmaMokkiA1lfsNAhxWkeQQ0/kntOgUzju+LR4Wwh4lgaydmdVfyhyjQbEs6vC5+t55Jiu8HQ+gufXqms3Vp9uc5H3Sc6O7vBvUb6FzoVvW6vcG0zBqJd9PmUEtUJ1+QJ+XrWF0bYKqyBEoxI1+TYVP5WO02VzYONwg8ZLVbom9Q940xpRNgjUrq0dZ0e7IJHDCxWBAz4YvXxuUcBOxQaySBztI+/I+ddxDw2pd0HtFym26Y5MAAE9eHcdDe9O6tGBKzjnsyVmmWC0nWkwssN96CJGi1hvXoolpCLVs45MPPGdQ5Q4nj02nU6getp6cJ9Wun3+ciYY08R1VvgDRLAMs705T4fLRDOfa9SmTRCrNh3SLtAZJq0TpU9oI+vN/g/JrWYUbC/z6wrzPKufGRS+gs/dffW6NY7+c5JRdymXqUeAETfcyGDKyLhkeJ7HlLpOE+9heBLqQA/qEpw4L+GQWM4DLgYoD8BnzkPs4MNeBHCyVL4zcmyrl9msPqtIxksiZf1ImozLPAvzUDvJbuwDqwuXuPQAnuAnMBlP2D+NL4Szo1pasRDetR5IV6n0Xhmwo9mDdsnBmT7cnhvb17lYbMHPCffPNQkz/5d+qIdWDqilodv+mhDJV0L/3qh7yjZn5WtQ2tXo9mg1taCbwR94gktrHUDJWcWoYyYtOkfzYzkNyg1VzUlayxag41puOzPWO0wcmcAGqb7zwmolYC9+MLTlO+v7omSOjPCCNYNp0V21MZCPEQaG1eOtaShcnvqVzDMqGaaInAFulStLjx2MhRYgGXDQ4ZSM5WAr0k0q3F6LqaSw9bt9H3tL3lV8slPbrTTyy8Cl0YIjZ8CubBej6+yChm2uI7n6ITmYq5zp4mOjuCURbsiUkWvzEMTrnzhjErcEMbMRZLJYGNGsg57E2LCIZ9SRAkVWJoFDk5bXPE23q0AIoCFApu2U8yKY9Dwjm4SW7SDysOowFzqO1N3noi7wBUm1k+ZMtzgpxMd/MQfhNq7T26KaVXRHKmGib39KcUMRE0drSY3aTC0kuF3PZsdRNYKpWACwqbfUbin6fImhOv9osAw1IMdXHj40HTNI8HExe7znNo6hWbOixWHMLL7RGdWpEQ0XczCGQwmav1hfPb9J1WOqf8FlcPUk88MPPYvpzyO+vdPiS8fnFF2/UNeatSgUdOK00ZUCsFpsfg8r83F9ns2WwttahN1a4kvu+ZZsrpG3Z92Rpasp9qiiZd7kp9e2LcfQee8wq9De9PYZbsMf/wYbvEKbtzafulUNdohBGfvCo08aGe0nzKwqzK8D6pxZZe28px1HvSZXUAlE5+Sf6TyVWDbIniIySToXekxxRDU6Cs9ZmVBbOXfBEuIpqGf/WFKTOk+18Q5duC04iZthyCD56QORito/qqfkiYKnKeMs6sCjxEDq3oI/hlfyvwfGFY4G9C9w08DaElJuONNdfrKxnDnhEQNrsMzaIvX4VYndJifPTV/yB7d82nUpUUe50iqHrnDzNFfKK8PeAxmJVqOT0jZhvHuJBQ2k8CbpNRSRtK40OwP/1Aj4LQ6xe5ombEebslnx1x7JokBN4X+jlxpDLLdK6Cb0UBBjEQbaG0KLRzk5HGmMbKdZOEnfSd4aBOQA4gvzxRIXnH3OufDwpntIjEvBUGzHoPxpZITHdatNRDohpqTWP97VxVpMPaF1D2Qi6KStnL8pnOOvokqtsCrOVf4qy0q0xkT0uio+5bWGBg5286+EEhYpp60ZsS7sJbtWpfV2LY8M9s6RzvjG1BeeQsQObdwvSb0J6wZ49zH0nLZKk5gn3FhDJMVoV/XH3ROi6VB+fApstV/EBWIFQULl6ESl7Tf1NJh852gjEXd9jNc04UjX9ouX+h8JIavo0jfkXbOu8+3F+EgZWiD6biG0vwOSGaDdqaJHJNI78WKLjKjH11JbORyGpOQy8WoQw+G2pAB+48C9/YUvBeLC7w9TQL9ScybIRzG6227EJcB9QV0S9/8l16Nk4Wik83ASxylloMoeG3CeSTofenTlz/yHTddxYWZoY6cg6cEcAACEaepgCKDwzLdpQmw9wu9tHidYIjyePmAyMTRdTADvQXC1om6GtQ7qWfUfwbyemZ3p0MxS8vAm9ePTA4slZpBBuhOjqFfITbm5AMqjPYiw4u87EdRTou3VMDh7Iozob5+FvAiDuzdyOWnwVpRzxE0PAbqQxsSP44LKQCyOU3j0ovcw9d63VFbfNJfFJaMzGMmzGNtNSBy4K+WeREEloC6Bl1c2JyKgwz4jFoIISeuz9l5iU38TRBi0Ia0D78V20y+I3abCF9YmUWys3eYjaszZYVZlXpYGdXMEuipCq5bRctU/QnMtLeLpPXt3KoxXMymerLKrB518LgkfNNTYruWD+KYfArVQFeGDV/s3Q8aTwFg9wdLxTF1bFTTDlAy/kRS92ARMfY5QFR1l6Q6IbLwo05LbfvG34W491ABYDAL+/gPnrG4dPNLeOL/p89dCnKNehgG4tAYVORxvzGcbnIjDyNSyaeTCqNhgJnvl3TifhF/gzoJ84/TMnd9AnHrTR4HTX/+b9Faj4WU4kVD8X/JPfsGfRCY5Xt2mq2grl3KUlWWZPJYB9KEx+reitMd8p2lXPXdvx81gpUX3OfPxjkQuN2judoQFFbOdwLaklrfu8EAD/9fk7+zrA0Z4Ta5ye/ZTSL3CM5c43po3SDiTtzveTiUvQQpjV7DumehK09InELwwb1CV5Mk0/HdRBLtoh5pxd56mCUqIElDso3jUkF5/zqG5GUhtIZWM/2A0gbcoppt+w2vm+jgk+yvHqfykel6PI2Ms0y5ncNEiXm6hNMhrnqvI0LNtJGWPvb+qWbx0GAzx6AOYnzg8FvqHR3Ut9scK/vL8Ji5Kaxa0AZM6pD3w553VJq050zg+T7mzlcxB+gl/KGZusPDnFt5K+aQCn2bhzGY0U+4MUa46+ZdZ9jvABVt+FCR8Q6NvNV7ILOxspYXKCa+Rx/FzH7nv8LCvx41T7+vR5UOVD0XaHmCF2UiNoBNQ4js3TbWOviODhvQGD+pjaGw9EMvBFF1/HVpFVRRHrLGMp/XcemJsiETUoe+RKLz944jRLk0UTv86ktGKbicey3q58NY4wUwduL1EQ320c/B0WUaw9iFRiSAJLhyjahUBlAtO7+icTh7U5aMP5Nn4PjBufANi0E3FOLYWff3q2GX5D26dx4j7n0W/DyiIzOYoF6Pd7jQYwcC2381fhlwaTIJCCOyEmPqQ0jsoGUkGuNGeXG9JEKKzBjeSs2OvBNqEeuWDvcEfJWI38yfucf2jd2QL27S7E+EpcyDiCSYujLmXWn6/VVbiHc+hn9zGncZIlplteOwFQewgQWY5pVABWU3syGjB/Dx0nOfFufZ8wVwQ3/Nm0P/LVDooW9IKmYSrUw2xU5qw6SjINUw4QYmZJCfeo18CTYn5+yNwRrbeFP/ylyN2CcsPu65vysmDixBFeMOAoUXV1+56hOGil5v87YlSIB35q/4SfwL5H+ZtLD3ZDpTHsxr38gkLXiKUR1xdCaDS+4SPbXEKc6y1ZiaIG7TC8ZPousCJKslkIiyhm5BXYoJGH7s9547gibl+6E8QntRzln8G+PeIFK7iJJVVROO+/0vk5P0jPB8EPpO7oUBwUoL73N326VqiWA/QNIs9Vz2PcjS97b4tJx3XLyrdzXFMnGHUajIy+keELZwIAUCCTg3nrZQ44KNjB+Ijl5BxagFPGUxNajikKQ1cTabKCwgTf02RUJNmpg1UzDW+Dp3X3Tt6qS+6yzaI/B7jfPl6fN/GvwAOTa7GobHRfWFIDwExUZJObbKbOhgvo8dC9wgP+QEEL/5ybUFqWNv2k4oc2WUyGS48bO8Vytk1XeuwZxHO3BFfHg2VZVCz2TplhlZk1PJYOX5noGVfZKKlNMd+q9umSuO9tUZyG2M1lizEJwQvc6FhI33+c/eoEFiZulLQLyhBQQDF+v9sPR5xynWcR2MbEVphYpQ9kE51d/oSu4VUzem4CMz7X1F+QY2idMKE+e9IfD2O4qosn/NbnE75GJFqgSeabYF8SXiLTj1znEHJzWSK1WDNjPf3SITb/y/rs/nwmZntzO3C714iKfOe9hDQB2jdCpQ2v4AFe9pyjISfOzivEE/VuPpjRdW1QzKuhgrC5VixEQcw4mSWZ9vBfNTYJVdfPh1Z+hAk7/DjQ0tyHKVq6v0GoAALSmPQ+doKxlrba0ycibCQTKbjj5tbNTMAuRGA69Pr3Ng4BqIribhE7XUW06ppx+mTNeFfBcOXVcI6y6LFvXW1mKn3zlUe89VItG8HxicqQFFf472IwMbhjBmgr4oDlpX57D7vZ5Z2FPRA9gzooVxmvLlxhTJW4hLmH/Qn+0B26g67Nc2jN+EQtgrnEdzt5Um/1JhSgSGSc0IogWkej5vM5nELJ2C989N8Ritzs1zKL2QHx6JgYTVuuiUkjysWPrkgwF36t62V8jFWavhxLMvMcgZJe7LtWf1xk1AGYQIkZRyHnWLB6z0RAjPBNhvC6uc2ohH7lSwRt7vO/e0Ec38+pcsPef7iAjs1+hltYB5suAo3yqsxaT/z+5wPnvQNzalO+2e2JSMmf9Yo0ANmQDe6wYu+1JF2tDVA4zubuepcHdjgkJMBXAN+ijMaLHS3ZNB2tI73NNb9+Ctuurc00u8lLUu5K3rFAGIWfiWdDQeHYLQ6O+EFFsERKU1gq5SEf8+ayArHY67v3gLoTFgLgL+dHvhU0HDNxsqCutU7IVBy97JIYFE3rpoS54Vixu3R1yF+BvsC//ejVIR+gbsZR3/gTi9rfsVadU5OOyf46anIng25YXgGvcoWpxA2NxS39udecCG2mJGKkdBkPqOXyjoIyn4pHEKQRalGNqHhbGPLtTb2/OZ/BfgimCCo8G728Kxho00w0+VVh8+Rx+CMtrZsJlBqbZODB9wpzCbt10XA06OyT7+YNTL0vtDKiA+6WP1nU6+f2xJbrqcyYCqDVvhVYQlpDWvx5QRBPn4c1jNH/xxlfHiPIAIL9shahvGmpnHECoHZUFCpBxO8cdqCw+TV943RinfmuuNpuPdjdT4cR+QUPZ0Q8f61Rab24niKA3thbm9KpOZaP5SkUqSAFmTTb7FZJX7S5JzhNwaVZXUhllCkVNuFIwwpD6Zq2zERQQ+Ulv9pK5RODn6Si3SPJq/M/ZEYZ1Xfdl/Xy7oBngLmuDzo6LrK75gtgBjjYh5IidW6rUQr48m1LcU7eISBl4KFin8zeeiIx1uV5UpFjyoUxMnUSMLW+isGdE4m+lSbRzkocVEIP8zUUOcnT3YbQbuzjBRCsaa7hlkpakcMIjbLCA+giVC4uqcVXbpVXGfqt0Hl2Gl8OCrceVJY7gaSKYip18kb2owXD6QzAUNQS7txhXmEWeJgyESGi7aHOt+3N5O/R4mo2JB02dMfgToPSyqtBnfgyrkOtBPDRknEdVxAQ1YVQdCsHKYknZP7fWKUY+yxJ5GkzLLXNW6B8SiiprsKdepJU5OpXXTyfGiRRc6MPR0YopaAGDZqScKgUctQnJ6815ZP30gBf5JCZ4mxAUyz85Xhl9l5yO+dSbH2z08JFG/m5v8HLBt91pb9n/ieJBqekTjUM/NDjLcS0t4XkSK4usU91iyVOUEhn6nzXwbBzZF+RdW+YpUwTdBEEZqsxE6atUb5xmNHB4A1svkU06ZH7+7BbNgWU00J4QOzkEmNyof6pskBZBhR410nVAdVG14HhlfGakNd6SREUAEI325n6cedIkDtcjDFplYE9BsL+df6VxwvKOWSK6SY1hWVEL9Mpctw3+DzufVP6fX+3hC8juifNiax2KrfnGrEmQeRlnzxyihpmKZO8c8xs+RzrnIMcwqJwn81Xox5lHd1ccX2fpUZxKutHI4oyYAXreofSbLjLjZtrPjWjiqW6VmZlMcWnID3Q2WU6+d8AhNB2bnJaM14B+frjsA3tKxov+BcqlfkfhG/O0KTwrZ3YuxCKZWm68BmyYpwjIUhxtebz+sjLved5E3HF67r8AXaEH/AZk/vEyO2y7vj7kvDknVX+HhTT50Ai+r8/zFyIK83QN20EPHuqYgkun2uNnHkh1OjlQKYCFVpqjtM2FxXztmYef5nLTx5uuQ/QLmRPMyko3XdlnI5wXS+KKkZFKi6OZw6yuPwSkvM7tWMDKLnJMmuwcSLfo4bY9NfhKg8adbUCqG9oUkq92uB11g1JDsweN0cn/HxRzKy1LpRRFzmPdaoMdi6iSLf6XkllRbUBT69T1/3kp6hIZgkSiF8zeP9pLNoVRWEB3iqL2PQbmoprtldvENzLcrPiJPGhwrKQAiOH8XjQErYmdaiT5qpCopMqPmX8fFhw7/EiICe2zgE29gHWGAFiQl/61decBCB1wQlL79I7Mp0t0eMOIQd+Cr8srwOn6PbkdQWPs54G4AnD7XZIZwgTcSOTk5c97zv+vk/UEZAAJ4Rs6a1y+Ettcqa7YohBWvt0lt69Ob0gbVm79QPQi1B51XU6PejSN46m8wIyeXX4bAx4PWANSBgYaMOGRx642My3sTKkYIrnzJuMvR8fKakIT/lahY9Mi/uA177yFbWnz9nJa+wy8vln1h2OX657Gv7uz/Q3VvMooBTkf3iiHFwoN5jOmMnKTpW94CuHp0FHejZQjHsACbkvTUZ6g8YhvHmGbLiayhjDf0w0RFJ5kQvMRdO6rSx5wIlCKFbZDOktj9VTH4kZ0sHuigwnKBlzKEvfnRCvWt5bDMhVIgcgHXDEmSB3Ie9cAECkGLvOEBpBsIgXuu0HLq+ZElr3JzMvgM0ol47d9JkvuFVQ8Z9orXdWg7xHL5zxqdyD9gEe/srSILfCHsSTLhXVGE5TOW/CMsR7D65EkMfX1WQTcdIl3/IEPI6tuoop8gu69kb8r5uOxgixy9+qPOMFKEZxm2j30rvk3pMcy/XdLSFi2EkcEGub+G07rL5tcY6YlFRHiQY8fBToMJ3A3cxc56xq3+LGzlA3YjL1/GpktT5Z8IlcH8DmEN4QyuYm2jM9bfqBzYQf7saw7H4U2gwHG/lmt8E/dlwOaooLjjsUR4Zy/ciZz5yDxg3NWua3KGdRrjQ0Al0O5lR5JogiWso6iV/aYpLRlF3tLp4vuCyY9JD8U+iql5b/InPh+viFry1pQZ20NHnazHqOEhZHHYB9d6Uh+ekvvbWyie554GUrp+gnzpCz2imk+7JsaD0i3jhltPKDUkEgwlc3DXuMtOrrzzH2g7YKjD9Z7UpDjJp0EDNta2gDkxbf6IjLcDpR5uaKR9nNnmqTkv7QnFWwjnzqr86YGrEhCPxKrd7vDufpBJLHnoAQmJaSZV5skUiniEW/HcSeH5tfCS2e2Kauwvwk4yhDu3NToFZjwlcauqVhwf7PW1LZpBsIq6yylYHGAxoeUo1P7oWj1v91yPj30J0GLreuXfigMuH5ibKvHJczIQTosQdX5PyOXyTfNa6unKSxvHFXeXgZlGVKi2pAuC8o6CcVsSl7wsyLYisEnHlIsqhMDUVWPUtrE0F80VgwOAZ/7k3UBHwiZnvC32IxwxOFIoEwOP2alOnY7tQflwQrNlAwH+1xGq2b3r3+9+sA8xa+/LSowoaodGBUXmHlZ+UFdNkCF0vGphLcxfqDH8Zvpl06VUh3s9a5oKd8zDUdbAcAzHb/9TTg7FfLSJ2OwolJBh5b5Dto3aGXyfmsqenuNlMj94R7L3lbK5bfZdW90tdUDRvg0IMQwu13wxWc+4bk3IMu/Bn3A6FOvSveTzlRGbtcYgWQtoy7JiwzmE7LVa2oD0XMy1qMUpgfD2wAfmgbJBKIUvkjyDnaGKYHEtj+BXapto0JRAZkkyc795bIvPSNGjkx4DqAKYTPzok7fxvkuQTq8HaH4PgldgGuUe3qyvGjymtW401JJfL0lLcca1fimHYKyIz1XBXMuxlzJQYFib0F9a0ur30ecUM8icNKktc1MkvMDFpGBYUZPy9NFYfeoRc/vRhJks9vimIbyeughL7vPflYawgu86mXpU6V23Yhb6ZISPsf6sh1XGOWADmO2avmTmCLk6VSnMujg+c8+RlQq37CMSg4KQM+l8ocU2oJX5XLlj5FCmEPMas6MWk80GtIqeBF6QF8o6iVeqk1i2qesGN5eG7S/ZQSpftRPeBLeEQ8kZNeagdxhC4u+HNy9U9jd+7rrrKuHP8XQ1xiI04ZOVDvzpTP+nlnTFF3/czKH7HXsYJ2CUSfe5mcDourktW4glSeMvrVifhWpmO+1j7gYzLPT4yug2ucfjhL6kNNkJ4ETEA+GhMcEOZkzuClPr0F3Krkt3OS8LFzZPHp1dGEi5Wo2gMiE3JQ7QT0/VYbyGQGZ3mUSPGMToxL//l+Sd49XsJ5fgIvmjXhwVff4CufhOItjmLis+9CrCtiMLFWO4IDXVET0CsgXTXX7nzfshylmqYcRcEzGpL73l30QZZsJW0Z10JeFtYp2N+EpeD5kTPDxef1Q/baR5TElWH8IKuYgmxvTGLRznuDiZkXdnw9v2FPICFpuueZiAgsKGcE8804l/uCW5GMUKDNrIyvWDKeTxhQEkOD2UcMMzyRwK+ER1G7nAisQk06nniXVzTymhEFqDjea/CCk9Y0FMiUt1rYiTsztJBFqHMumiyzOLL67Mm2Bfx/U0EAvz2Z9wpxEiTUBCpBG/NBfzdOmoijgXqDZLsokwM3of6ouYx3swjLBSgaDYwUad9ZB0Y++CtHJpCSbAob+tkllTL0RNeUlhajDUGRhpxQ7GYU7X3JGPPHIOQI5DpFmVfAphKetzU7E1omWYfp6WWdkL4AL0XNpkioE3baYWJbT4K6UHnjpB2k2cJqlkeKZ2rtNCUTGEcdeihGI15J5J1a++795ChjkhB7Y8zE+97w5rgT/xvpGoHfwCYKXf9FsVocFxK1mKQSo9HtXzzpDxCRRve2YYqeYnJXOj/9OZC/x34O1jtMfExnAH56x5BdlKWAuz2xh5+ocWa3pv93lX++IjCHDKl4T2DLJx5Q6AbGyNSoTEuddrQATKrMs9bGNNq17E/Wv1+sQYME7zteGPeWV5EPh/h7vWS14u7dInWdp7Uf9y5cKT6IZGzob2HgbJJikFUxqVcNZMl5fGHOfRHMvZLVYRFHfqx1fJoUi+yl4cXnKOoXP8GB9E04e2yi3hmePJyWjQk0eHc3mfnt8FviJqhj18KD+CYX3j2HaIAh4J2re6gekWAdSHMtfyD2M1pGNr62mOg8nzQkcoTi0fLM/4+dzCv4mrd1GyAz6N4tLQ8yCrxVku+HNmF3RCE1GYzq+OsEm5XGp4J+74c8MAfklJwINR7FuiUYg1fcwC98hl+oKfMvyu+v9aCT7KZuj/yuhxIR5Y61ChL4pmne833cfVKV+TNrwEmxZjh0aBGFobWAnkHzMwoIkcAwvXGa36ZMj0KoVV+Z6t+5ReqdD6Hxh6Ahk2IsWMBP5TmcEoRIKkiMPMkcpITqQ6yO+GsIKsvV+MesPmL+fN3AoEQITW73FiY7zZvGMEu2GiqPt+WYaoLpo3XR0fiSZn5mPJgxTDs63HX3lWEdgTBy7719Fs1XUlfl5PQzG0fR9rleYLTVw9oNDYp1wfj2ytoXQUEDLz6wzEBW27tvC124yh4EZAIJEaC51w0E9ju9kJuz1T6hVsGSSPTGObcBYsyp7ZI5AnKXqXuTRjJiZluUiM2NbgWHxGbDPND+0AbSQ5F7NQM5WxhFnJXP6fDSEDxBL1C3RWIkADlRQ69nDI5AoIktDDik2xTQKwP+4FPAFxdXmtIyGfR5NivyN1EpDQJskPUhKM55b/nilzxWb/MAiCZ4ErUYFHC3Eh5BveFfj1DJZQ+7wKc0BfbqxQdPEMdkqercxnG+SpS+gt0rbP7EdTxRAdyl52B+9qlAXX7ojo2oiuAtR8C7h3JJqAXPmNzFPPPDlozCMlEB9QSLVC5qWUELvx0JC7juuwh0/EO2I+21o2dN83Aj3TzbLlciB4AFp8Fwe8DUGtKjt0YCR4RhtDAU+dwL0HHetZ+2MPATe+Pqms/wjigOyRlCjY1To9FKs+MJXhk4vl6BzSDdkc9uODu4wrmjR8UJD/Uo8XGCrxEr0dl+1Eo9FnxF3a3Cn7bsspxlISxTjlDlhJQ/lhgxSlSIIyVLIY2Z1727QoFKMjQGwlXRiaNZghoWR6V65gqCZCGW9UJuqY7+coLBBBKLOHcFm2P2UplxD1gDujjE5PZn2xoI88Llb5UwOmtyrwT5SW+qgQcZeEkC6imIcfmfbHJb8SN+qsRDpjFWE9QOVFLvAVtjT0sPxpzdfX4d9YkzeZZlmJYukY2tisQ8INjWJkldMWJOifmPqAi7cmR12NyaVCFntjMg6ir3E8wyz/qzgzVGVFxI9drMMxs+A8LMiK+2FDAY8nhdJ4T6KXdh/etMEKHVKHXXFaWuN1XZnkrMuU1+5xFZSZKMWUDai5OcB7Wcv/jI9sHyQU+Wg55LEg9BaGmdjLf6gqJ7OaUFCMVF3vw2fIGVpIQ4oY84tX2yD9lZRWbd7gCpBkfil5G4qQMg6f8ZA0365SQ5jRi+bpGrDYmCv7PPWsdCDK0altP/+YVh+uvYArt8a+kdQR+wrMEaThK53ayyPiILO6h5SwbRY0lCvS9ir3Xmtzf96kEwSaR8cnal8PVI7+fzg8EvHSPl4cP+GABDzz/89zvWqjLTqkVHCisoKGbJKjpM5HWAibf7ZJRqvFqd1olj0VdfxXCU5HhmLRxWz3Y9YYkmBfYQhSDxMc8hNMpDgHcr+sqe3iG6Hs5V7b7id9opxOcpe4J273pPkF8itlue6jnYk+x2DqpyaSNT0JIUJLkh32vfIrvUt4tdymwd7lrBKDXX4/YhUCCt8fi9ny0zdu7y+Y0ePna+Tol1ELTFsG0PHbTAUdeb4pyAysl+7P5ISmpBQT7cEayq69CoxKL2KuDqszhl0wQAsvzW4zk/cp1TO2AWOuO03e5QCLR1oZ3G2tKDvRF4euaAoV5punc+qVQjqNRMV4XtBAWYfX53IknFllkf1qINN5Xnptcq3ZBwIeHwzWOsKewEa7TJ+y5KUeibB7Yzknb8pTBMtikz8VpChiblyEfibNtGhwQjDK7b8NUZFOgAiqQ25k2Ct6azDX6UEiCZZuFV2uUuXqzit0SAikm8aczH1CFrvrvIPfmP4sm96dIpia4CPxStbNY9ZoJJUERw5oiwy2NPe0piIybGHTt6Ga0U6U/DHt8pmySrxCvm1tpc14HAgGEUAiqsbIU8BJfYVkNRK+6cQdf7gngMT8qincr52pUwGVamJS/ujAQODLcNWLE5gUq3GZh4dAIaHsumJhRbcUF3HeQi3JkPdpJBM/dMAkOHuwj3J6LeD1w6MVyYG9ulkjAYVR5GM3JlBATnBTzV1gicoAotFsMDIzmoQ2Ylyf1h+Y80t1TZXDFoRz/M2JpP1OjEt+UVwOskE+RX5bWUB3tnsE6ofAKBlgQBvsoPIVGrg39ElaOzqRdil8wHKPWxteFfdf3TY+c+1vET+Jd6mT8Bez1djLoz4GaJg/GAm9RwQ0qJqtL/UqsbS58yjiK3qUtWYevnkbz0L+md5kVeg7aVkbB9RGLFJ1v7R3UKHxa5j/PkKiC7irL8yRxdYquKBd/It+X2IvQ9mUHDFdzUc6sq+gBzJDad6epeg8Rxi4N+BW507BMsUXjIytq2ApJU1R2tuLI5MADkG+yPutFES8R9FP7SMTXTfmjaWO4it0kX4Z4DzFnF7f2i6CfmH/dOn54Hpmiz9rlQVMxWHc2YbwfxKK2uzeG3PIv1Zw2+hYFbt92wp4w1Gb6IBXgW566huix6kL4/AasOkxF/e4SnGI6lJux6Yji7NDxKaMVpFeU13flQy2T7MgYtBE+qzO/O1uC08UDkMAeJsaCZd9xqdP/c8ZIIfhlWgBdIwZG+hIp2pf7fWNVltxe3iRGkHFQLPfIRhXUqEDBYS5ZTzBJwcOKvS8VHa5cg6VMrEtJZpTjknWv3b0ZQWLEi3vtbUvH55Qp4bWtfhuDmYGvSd3tXIeJ+3ufIglGuGRrZpMV6bY1puT2c77aHhTl/ChmXvfP5COhJFrldB/QNNRM9+vwDEVQxKhNJ8kEbFbLxfQETgHZLVgEMFTRncRjfo/HFN477yVO6mui7yEUqq0P2TM+1CItUBz7XI6YZi79Kd2Qzm65T0CKC4NZ5f2CW1uvPYCjq6vC2+7ESqRP3Vc9x9fI+00IG4O2U/2tlJIJFGSR/zyKCVsxKRXGFPhZmPaOnQ1yr2VCCLtILtayfay2Ay2nZxkyzRCMlt0Dyo5WFWNiV2VQ2rDg0vHDKIhEwN16mlY9r7i959CjnuYXPehpRH3XJUS040ChnSOVZUej4DLuhSDN/0FY/IxAI4FBGQvx49wPMjH254Z6xQyNgOL6q6DrBv6GT1SG0k8NC0HcEKmZn9Hgl6HDKrb0ufT+arvsRRtR8g2smHhToIi7yJIXSzpRA6q6do8uu5DWRcqIAbsze2ZpqehhHc1F6i7GD52O6G0rC3zcNTy996+TT19Z4QiHUT7B4WJh9jYxoog5dnx+tljGdGYd+HUE9JTsClzq3ku0pAPQ+u/PhSZV2WO6yOwOn0zYh1zWxD/5T/7r6XxkLBkQDo930vofBzWrlrvh6yYR+cPvNONeCUcwnbwzTdCTqd55uIe+/e7IHS7B7HW6/2XL/4ABaW/6pERDlI3rLT3IwQLIAqWj3jl06EhOeaHIxRSZ+bbLSJbgoptmXnFCTtZFRwDJRQCU6K5yA/gGsotcmogoh5VBPdysXphVLY1IbHDg/rUMwvpS3a8kHWKn6hZBG4oJ/maZE6NU0554x+CLOOACOFwX6XIwzMZtRpwGetLZWnYril48sslIGv/re/sCuojT0HcE7uYSWhWJAC/y4SAjeZC3rN/flonNmAqsGflqn4C0aDuls0KeUb+eXE73HWRjM9wKuEActG+Wu5pCssfI/zFQPOFvnPiTE1dYkeZ/RwqB8sTee2KTQoCMiKx3M+OSXgHSfnvRa5qnWjMcTslu4p38flVBrBZ2Jx+ZnLLxJqcWLQyKrZbc7t0n1Obqbv0mlZgbbGyK9YDzYVui8WjnznAjCuCvK5y4NIJIt+o+t7AGiC+DFoJSzthinUlg1/FDs2gsw1NWC4gb6OiW+YTvmHGuQsTm+PrHXdZ+l6I/kte4vuhCxm9C7aIugyQOowIhyyPSqnInz+cxVOQNKGrs1eIz5m88YWS1eJEYsVC8xW7taVe2zSL+gd1E6T43KXA0gKEVoqeYJh3AdqjKooCR7UMhOwe5JLkmEqlSW2B110/gqIkwIPtJbYscw3r8sDGdM/EFKVTmy3oIpnLmGcUfNZJkVGkeUeSrS/RkGJtjmLUyQ+zacli5ZbeU+jcxxceASR2TnkuUnT5HS9kN+xI6R2w/m1hBDtkQlGJqMJLts8RmSCRt1G4nHKjFuoQcKzeGVyki1x3ZOIU/jJOK0puHmHR5jH2QN+n+UHiGdT+HvPRABTIBxl28UQyvkQvhToIh3TP29RdACyBYoqc+11wM5GTJWVzA8D7ETCApwKsFuMMNS15Q0TYLV6QFIgJ0KKP+jtXL0O414/BhIzZ+SJesMiob3Z+lmJrLjx63USAShwIshcji3Gda9W61zgKRE+T+pE9ALpd0AlSWvWLfGHK6kPmy7lkX/1Ze+J4Fgzhu7HyGYIhyA0rAPaaWXUy4n7AiI0u5Myxjj4bKEyac6J4aA21ff0vgu0mw4Az9MorBQE2PTI41KSW3515cXj4XD2IOYtD7ju+CXkozUBmgily9H8i+zrgkCQriLtebJ8Nhmmtur6t+W65Q7LYfo4zXGZVwoIJ2t47hTevnqmuH7GM5B19jO03Xp6yD1McPpfBioG6SZOSidyUrJwlELERMp2h6OPf7PTBnVWemiaKTGn9QbcgCpEkUdyLAJqlMgVvZRo0N1JVHpV/uU9PLbCJtUJnFLeL30CIwkeQ8P62a7O/GJQR6T9CHCctHMGLI93YBzA6VY/xTcyNGG4Z5R/zvu0MVeIY5NFAd6stKRpv0hVo30RQ3lCwKjxp+e8Qj098EvTMFoMBpjdEvEdcN7z6NQi37rOxAXp0InFAD7pRn2fvLQKuGUhlsTQgWnUV2/XBq5DqllxvOW9wctPxTkj8ElWegndtwR82iaXBz4U7k+BoZ9vHPNe4JvsbImfl+O8SOr1ubxAR+1T6ZqMn6RBRhS2gomYoGnCv2E4wSeIvQ7hGIBx9AURvl731AEhBJIJO9kTnKKeeg8PrJ17hEgMruMxLe19cUa2SG6hKyVfShtUDgdrW7Q1HNFeuFEruPCSN764y/MBGCiTovYKqk9eTIh4joGybL94wHkUzGp+61DgJmlzGzQLL5PhtmYK+8amHlYsfznQKLs+E83ZwOmSmiJSm02jUGELEVVDRMernQqOyPa3cTeZIYFlQMgvCjL50W5FTUleRtQc/HFjg3DlqXFif1QKLjgUJlFIePzOgxtG6JUCAdGCWB/3keGVNjbZ3njGF2DGEHIKIe9znuLm3Ur5iZDivmmF2MN6wTFmXTHES2Gmhq4Ib9l/JukiEJW0xMU4/aqEHKv9gBDiVXmyAGXVpa+kV8coL2cl7mHTUA8Pqe7FzX4Xifu9FVvGdYDCj091Jjoro9ZYYu4Z8xmUmXlGVIohvy1AXxAOdUu6x1JZ1Peq/gRwyCWWjtYCkxplbb/tQqwmzqE00UOYSluUV1dYNqQo5OyPdf/gWtDSL1V0GSj2AGgn8jtNoGMNO7ZfYPRdoIqNwwrEvB6izxkMOXDTEa8vwL+3YZw/6jy5IM3Chz8vG3Ah/RfuzGKNj82YRuSU0g3/jL0QziFz1gYHHGFeAZP3xLRXSvJeCLdzupksxgx6QEaFP/SNvuMkX+/fSRtA3AyRMeE7at3TNqVItF2UAcXkW+HIvMMiA6SXYgp+m3bxqY5rEaFIR971ZKDLdwqxFC4RUtQIzAfrfDGwuII+ECAthzkkOPH1x8ISUesdmKlb8I3iwsMxLHchpeFSWAxvk0Z5rSNu/wEe1ejOv2dcWBDlPe4cjBPGmX8NfFBJkbGDn3iXO8yb1r/TZTahFvoqQR89zu17UIxpZOxxfwHtSj0OYYFeeqd0Vqz7Wrgjoq13EUdTaz+jc4I5UwgEs8meMRTQ6MTk9e6w8ZHihvrqfsswvusBNwnc2AShHveKBUHb4YFDex1G1wk8MUzBZ443/3F4kfAGSmHqQJ/6pOyvC08+GB4d7Vi14cRsRi98LfNCRHduh6xy7WGlBz9m9Aghp+vGhvZowUyIy9j0rjyMY8Gg+X7Se1DMyp3nNUw3Z5MM971ZSjhn9oaPHqFGVgRU3cp3zMFaAYNH8zkXuoiBRpBvtwUlkHkpPCyPKYRxocx5nJKGgHGbVAihdHL8m8rqWZwI3x2GbPZZsw6VKXSanpSwDjLL1K7IvMbaHWP1Vjwe3h6y86tr+W3wPMZMup2LeJuHOqhIIb5P6SXKopA0seCd5kN2IQqe4PhLwqgkedNJRS8A89gSlwvP2MpVFhm99ZyYGQPYGe8mVmYS2CQfYc1mPpb5qBGf+cuu5S7U71N5yWtmNk7t8qahknUsec8VUvOGcN8Rx8D5e4eoN02P06zHgn3wsYqnNQfdpm2P1Yuo9XXHjr200QDzNRpqdSoVKuB3gicQZ0HHCaK1hvC8jKA0ZGD4bn91Q4SPKfZc8ee3FfKKRv911mupoADCEtzPh40S314vZXmPYddEco39XAFiZXqSniRlVh0i0SPzBRPnsvHZcWTFeZlXqK7iTu6cD5CtRmGv7Ae/qrc0f/ZyzaPag0BLI6AGm5tCjNsArSvv3aHDZxPO5wiiC1CnA4TPrj5mZ5DxYbUW1vSNO4R4q6x9+0WdrnqwXwirO2psXJQhx30ibDPoYKGQ3kct8m1kA6U62JXXPZck9u78CFDAMeSWYsGjs4Emrx/4EMq/VYGJrB+vT9wpeQnFK5pM3LrlkVqTzvRCqlRIk4N58bBegVXek69iBWmrMxBWRZSfLQGm0jqKzRzxP8Pu/lyl/0jCoPpYRkSTT/6i8qGTmRf9DF/5/E/tuk1Zv8V/7j+s2CbgWSTJ2M5aOW1J4Zz3DOckznEXRcGJL3+vRIqKi4Iq7uiW70+jUkUttBYbdAW4nlAXv4cZf1Z7C+mvuBvPzc2y98QXR6GQmssImTfiiD1mYmdI9ZMSE2zP4MOs/MM6roBLeHMWodo+uDlBvTjn4qZudZ/lW4yHe8S8yclLscjF0fIW9F3vl9lyUlVT8PFlH6NS9mozlb2TGBP02zqyhc6YcpBDyWtIMfNeHVBg9QUYPi4pEpzvACVL+ccRJIH01NYcjdpNXW89VHhHs35BkfPl4Iczjq8AVzZymTTP+oVXdR22boVHF9rxOjXkylVmPt6+h8V4xkDLIKNOasqs3AdsQu4YN5eUYam6/Vga4D6xHy9ZloC59ZtaMFDW9+7ltbrmnxn4e6XUGquvm3l/40GLn4S+t5eHzoZE/pVVzb6361KzWzSJZrcrqOQcJr3tUxCaJWxCCOJtgbcn/U6hHTYkyvJ6/G8tqg4lC+vHK1nhBZsjgT+75Zf3k7lT5O62eJBDpcXS+ZZ/vIrKWDK4NKonmlHH0kWzLv8cQqStjsAwn+quOV/ZWpp55DNI3nQ+pCblR7wRkhwMFAM12Fmx35itHWiTv7Z72Cl3kqEm1UNawOB4Mve5QpF8pJHqFSWOLII91IrIRqczDWN0BKs30vigMvz+AdK5CI3cC8taBaM4kiaGJZ8vZ24i8ZlRqrwmULBRSIzQv/J8aT4TVKT72QC/0fGSo4AfDeEdiJZhTDwq1hfAxHE7A6/9ocpjL2/VJmQighrZEsutyMYt/Oj8f+ECC1+FTShHvKRtBjU+SAErXjogcMmI37udIxUwE5FzSowUfSjvJ2G5T1qCE9WKHoq8i1io9Xg+aM2tKYPYyRT25gMI8AeyuLqDfC/UdNBZYpQ1G2Vh14QRL9KPCzQ/yLsnxLHcvT2f6Qh6ayJgvrjW8xaUgWybzHM7OYEy24U1MPNX6QwdhLYtQCkf2cY46a9stuwsnZ9wwabL4KPks4patZL7bwGOoRzJQpBvIOgcO0NypGole7X1UKYFc+T1SdbeZ+7kRDLwXLGWVCe/ySSn3ac+u50Zc8FJMUoCHNdmlHQXhSTGpGUrhCUAI0itjxr0a8/H8z+4PDlE7vVudYgWw5Ai2PZekGhcEPDcSAJFrNCNFxtIODJ4Qm7QB+uH7xYcapIe+xeuC/QSqfWj+uomjSvT2VUUoXSF/ie2+qf8X+skuKAQk0mATBHE9fwjd8fDjzCQq474qCC6ocR430KumikoRS8gAwDDvuMEsJ44AnYiO01KBpwf8gBiVO4h7kl5RPSUsSg6L4fV7S7K1lapNvF6GtT+WnW/tD3jW48cJFth1x55T2MRsouLyABf93HZDWDYPNDiGvC4DzQn2JZKvEdYasOPIZWBYk7wkG8fr3dR5Iry4HsitCBDoJUSGJEbEoGz8C7OYwyLCz0cQmXIla1qugcVQm8e10UnkK4BIYXge4UQxk8KIqcpQUdkQkl2F5ahTLl8ElSziXXwvuMWKf/jZCDIa9+9Sa+J3L7VeqdBrdYbqocfIsZwzy9Tup4O1ouU1iUkzO9dFEyBexdvFQMnJkKK6yCRa0aCQOQ1G4q8QQTt+SdpZH4mpRvgN81CB805qznKwZPAan/vP5u6pwQvib9pHQQbyLFGvwpG6AuHabaUqLkLdrynhNHuIpwAM8THxP9VhtuhfOPXbTL7XDOQfD/ffHWdEQM/YgcsNdc6nPQqsHN8A54Eg4G1YDsE5VdqTLLyKDnQEHn+hxE2pEud8h/sz93SvHeRf10AkzI4KhJjS7PcjVGunly2XechIsOD9NemRZNIREW8eG2jY6VtqO2gA9ar/gtTkQ6jwrUKtbMLP/oeOKxiNYdN2+egQRwW6eITugwCkhe2CJTNcMjk6rNOIQjFgzCjybwvZc56268VTIGOSe+OpY8EGm3gkCot57x51ga3fKIeKULFOKYMnjajjIducoknMO9csO/S9tDIihIUn6uVTyhYYCbvSYbxsL6Nih3X4W1vDk9R2aMOPNElc0PocTv3MUrpgT+SgY+432aKQWmCyLnlsOR7ZLMUlOqTfdOS6e5YrkbV/lRT65C2DHy8f3NA6yuHvcSa57vX7D9lT7GgKfvkjDHOpBFCbiMufxvSCKSq5zUr1XBUFfXcMYsbV30gSWILxBmaGVv8MhnbcL7mgWSeiCQIKKmT+MsevjPzp5Dh4v1MTswJvYpC4EIQ4HLSlpmKdWVXG/nYABuz7IFrSsiydoq+7uEkLAN00nAs/11PuFMNipXg5M73UC1AntL/F9ReQLAwYygaxUgx1NPAQ/4c/yNAnswgoqRwWMRBsciXYh9GUCqoR/i++HCElii8qaxSb9JY+OSSHdqOKduPUeJ8Gwk9dnI5FAdrHggoAkCR4Pn0lOpOJEqFzxUKRDa9ZyV72D0Kk8QdnhJEyr/fNH03CpBD5CKVgeInWg9NouyeEKNXWQT7kYfXPhso7JUWDV1c7/n+N2OAqxW0uneGqzVw9j5FedFKzPiSZ/SY+cHeD9hSCcpwXw/ygI1xV7nHg3FvETCOGl1BL4hcIOLD7WJVe5TH7IPWxkyIJLpeauL4OSqKyvflaDc7aTPqcVIaiTqQCAu5k2KEUJ5xiuphNICAf0SRYSCNvaZyXD8fWLe4xWb67VyxBy4byhubyFk1WqODrI3Vfcx0v91rYC87zcGGzLWhAbrWRe21ctKdotdG9zOJfEBRuhQ5MbD4FJxRFSJeOY0F1pYQcC6l7Sd6TU9px19/ho5rOwztVOZkbv+i4DRZ3PxtFNtluGtqoUxljvXfkiaoZyVm419D7Ja46+DEvfrDh+vuZpnoOzWVU3Wo7cwUs5PaVTsE6iXpTersA/hPgQDUw2erFjYnwNdMx8kUmleFAvfBjK+WClf5ZcG6ZXj5k0OSZSUC54B7D+EDgJyLQQcqWBCh77GXwTohp+LUPTl0W/fhHUmR9YJblYqN9f5/kuAbk6fK52EEXvE6Ix3bbFKKUiDgBPCzEtPd+w+QmN0y23W9GJEL+WGrP2uHmo4WcMhVWeWp6ON7GguuPEFqK18gRvHhbH51q6AdhiGeY1PmVHC2UW+QLpYW5r/dv7SkM4ARg2uTlyCRTNfPR1AyHGFlAr2BlsMbgZfTbh02MLVfH5pfhVgPFyPHM1gv4iiB8+mD1E6j37AVH0KkMHhcFg/gof6DV3xVzwhyQSrDZsWNbKSjwStvq6WTjYz6tM1557S+oGNgaTAGQy96uYNN3zKIJAX0ToNaMm1m76wPGKAPQ+U8zErkPt3h/J4aJn61pLvBj7m1NK6OPGfpoIbad/GIR+GiJhbpZ0eM2y8z3P+cwM0bENw4JG7s7WHBvHkJdYyP+OaGteCHvqMd0ZGyL8n180jUx9BOYmjf7zhIhHAg/75slMad8Pl2D+c0I28SGu2Q/9PDIQAPtaIrkaiLISb+yrBAErGS6y444zPSmsTHYK0RuYWJbPppxGwi2lnfBe4EPoG0qyKghuTZeK/OGQmRaRs2g5dnIV8Eeffq4MCgJb3BsLUyX9y/qBB/Z2xI2OKvPaImEf716uiF6TXoxY15i8NFKHUyAA7Ze5FVIgLNxXEqe1fQ7TJVHhmuz6nMMuQAvzBOMn8Y5JhnsJaPtv8Jhpnv3SYJTdIczmOYEDUaWzODPfqBIv1tYC9HA4KldbgzsWFSYvjLjdEz2c32MEdYhv4fmDCGIX90F7wjGnx7fWQiXEADGf94gYBtA/CFDeNW7DnLxPy/PtVBbzt+UJ3iqOhVIATO98jtriiXQfUIbN6ECEONB2Evmaw5yDWQ5Q0gec4ke/Y2UCAMzi5uOsFwQWlPwwGPVuKBiy6WJ8nKM+CYDqsxW1eq+hkX2g6Te2jhJ69YSb35FCu2wbfREp6L7VyA2tUj7eLWY/bYH+yqKhXe/LOAwxBZXEz0B+53rHiqzvf17N/Ul9Viq+ZlEyYUc4CxFiJXiiHuJRbN8h9kJTGY+UylnoLJXCuK709tNyswaXgozKiuietmqY94yCkYPokMaRhptHWuXkYp10aJrf/Vy2kRhR61cwOPmHJUiW0t2CxpyYmWYNJuI9jDeXcE8T8kwFlGLSsJ242ewf8XDTr3xcHxivOBvfs4g+XuON+JQ6HBAmJkZCFAQ01P897GXhGUIJ3flfQ5qGi0KAC+T7sdMHk89to8vflgTryZd7JklHq2RU5YPvh/wbDTRgmVngS0gCbJyRGdTiQ7TzCaKO3KQqpilMoXDWKPBH9bokZWVTDcZYhf2NU7zTvrStsw4ShTwvoHo25zuPiG2kKL89zF5IZayBg8uQfllhXZls8pltzzWhiqfh2GYeT5vGaI4KJNXBt9ZCtXJfHCKtKTJgrJoCOenez66RsKiX+mVZlX2G8garVQpoOl2x08FjYYWvTNEAeYxIMAooaPFCUJ/GQGk8cvok34D6bG4nRfQ3xLeIRM8evW8FuuxG3gImwDnbnfQy8k5cg6Gh2YLm7cj1Hl8z4j++Q8oFgXn0h67R5NxHaM8/xfbkhqY2FO5tuqpVLTX9SqFz1tV4VCUJE3o9lUdGBaTdRIszYK9QXIdxXoW806ewLRGIY9rq2xI4R9KNf29vSRBaLUoIRMXPG3TiaZWhb4CiDzypG4xgoO6mILyk0jpIfJ7biW+3kJp0Re/zTv2WoJOl1e2BEZ8/jUFfvcEJF2H7auQ9wqYyFAe/B3BgL4OuNvzBUXPNsbc5G9ko6ag4jS+vdzxq4/M5r+1aulVjFvJF0a1VOZXV5wuQYSLgv0VbPKfmEYc+M5AHIuIzkUOvbCIB26IQ4egCvYmrI7m9iah6olbGGNzchmTV4SCHHjYW+VRhWyecZvREcd2PmbZYwhcWxC2R3E3eFuIiv/9fzQIYMM4PTCx3aEYOqN1FFwdhG8lydmLKfHOTqwVX4Ql8vPbkD4o8ryUnWc/YoolVsBCdhs3rFgZh7VTZa2G5T9BYtI3dbKRCxgj7KbYkhLmXgMq/ex3VZ/aQ/TEJC/IhKFHuuK4T5Sh+0PBFXohLyKi7V1bKdZLlMbpp5ekRVpknysNxLRVYa7O+ItpBYrwvwApw27EyKLU2bcjM3gyWFXJGMPMEW4Jkzo9Xw/RoUkTZiArZiEccXmHhVIhuYODZ49CfaRd/UMKVLNgiMwDQlEmuol4+b/ZXhpqR10Tr/xQHPvysgjl6U9eH5976cDEiwIjJL3BMs4jBF3IHRBH7fBMfgGKhHubQmlpWF1P2loG/Fa7PBwjybXS6u/kQYkkPr7C0pYuOa8hBSTjJkFOsb50QSQD5cvNuaVJJBaiQl3BsrclzhLKZUiMLHG6qPRmdO7H0OtCCgPrp9hZyXRnr2YLaJqti7qmYgkS7tRVnYqUbrywAAOQIeupMjgwAB+27GzJA8aGOv0cd8CB8BIryQEZrkzhuBk7rwpCUV5ZRY4c32l3+aElWhW05aeLJZ/TOh1l4o9z471hfwvZKPrRNwsZhiywABFi25C/XJMmIMu3880lBKqEe17GGuEqPr4aACaZjA3KtuD913L5o08BKEL54AWyDrwV/W/hoTbw++QfGrUvSIwWYSEAqozZxlHyVHrTgSbAk2Qo7V8T2wrSgEKyLGnTJrnQxLSBcvOUYsMuvDrJAATj3MZ4j3U4SKcla1y6peSkGS0rj3yuqSqDN9VRvnmXFajz8Gb6EyqTaapXEmm8dto4qMKqOrWbcJsBbI1U5SYKPOJmec+46F45yU083OLWaZt1L4agheLQAx0qPvlQujxeGWgsKizcyQdWI3lsYjhvbiWvWPnaCB5HAXhENRXe+y/Ax4bkEvY/G/B41s0LvAik7NmcjOl3BIdpzXgpkWhT8ltGTKjVPeYR6J3uTvaxlEIxwSygATkXpBPkdfix20ObUDZD6Ab6zDV+zNkldSDIM7BRjcbiL1I7J7b4MrKJ1Tvcs0W3F1xMaTU5H6CgAZMREJy8HMCAR+ECH3Y8ahfTTQlnlMdKIBy35Qdx3q7qoJ2tAOA0Sb7GCy/OWUeMJkIgboN4wW3lYmwQ0wDMCqbVa1ZaBx2pFt0lWx4zemnbh89aEw4sSzAWzet7+sf+Q6HAWftsqaofkOK+JArFfN06AP0E74ZJYGBIUO+Js8bXhZxc3Nf1D0zB3Kx1UXYiKTm2kcGOsNk1+AJVsO7DuXDngYN7Gd8D3IzaOzeoKOxZ7/T51gUca2OWAH6+PP4hXI4jIhK6/izNvY5BEqV18Q87dmKGmPyiE0xV6ZTWuA4cL6LIOBJjja5EqcsUqY1avpb27KFI7Ax/YlJA2syRwnfi1jRoEItvQuRlCMM5yEMa+3T5tMSGrxJEKkPoFN4YYKI2DwcShbauuAT5qZHbHji/A1XJe26u9QkCTuCX4FDEl2xCpGlE5GeLYCiumJoJEkwO+5u3Hw5sRzH4+Vjqu1c86ckB0P50IKIHVQGlZxxxU6LTuLt4dOtxz4F7yB+9mT14pKR3iDK39n/z3lhyUlNK0ASw4Tf89/nhEHC5t6GALK/K7KAZ5RN8ooNJ8+QSqc9K0ETFvkXiED9csluZ5SYw6ZfilI8E2fsY4RloJY2j7yNUzR8mA0sttzfUQMp7rcLRbSgexzo7L6T+2rHoiRMEGPNmaRCEOiNYshn53fxbJrJvmVuUBBtAoJVEImtliQcZAC8x+iMFgb1CEMs0bjzHjGCk3wmKZgcBK1/wvWxxZpo3In+4wWEnXt3qm3hMs+qTUnSBcSYd8qmpDWrpzp0MQ0ZofHf4VVgGH+dbcMHsb0DAS5KKGTkBAd7XEMj2c5Fm+S8Te1woWBgN/p7Aokj65AJufHsEc+mr3vtn6OiseEUYO04SlFYYSZHxn+fgeFETBLUobEi6MG31+kngCymUJY7soI9JMUDgopGGN1JObncf+ThH87T5S5HhIMIcY8bOtms2gdkUQv0XGMUYu7banYhbmJuhv3/rg4ofPdZPcoUDB8v6okRxi5AO71F4bqRXk8qcBvfRb3p4WitBO/t/Au0yLxKTdoMz0DCZDtPuZEah4wdCTD16O1OYj6sgG4iqc/b7653daqvU0galUCMhAxnyiu/omV3n6Lm1U3yvedABXtE5bJxJ5HfYYYVG8OjSxZTE8Mpx+ClI92OKiJhOlomxUEPiu0brHXfRgh4ysSgLF3hzUcb/XDUIH+DsrE7IQc4zxmdXXDmGFWUDOkha7eoU2VkjZUsIH0+WLuSyTZu4iRq1O22iJBJ4eoZ+oUAeDj7d9vFhvgdSEaDGQ8wNuBQp0tG2quAWIsmYbdUdujIT8c3RjMAoO3Ew6J79JgbsTixiLrQ1Anr7v5ns8LAz8OBprCSSIWEMQ4+iOXZQ6mliCX9atijMNR9mitUXtKpho+icxd+NKo/PluRhK1KZediQ5ugPnJox4esWiH2tp0pDB+Hs6M82cpG7WSXR1JeLqrhhkyyxBO3Vus/0cmwkg+nw7KinYRLOWu9VqzgI3AQeTBuQ2faE5HCYwFfFLoIC6N8cr+wVtDUtpWM4HreQ4uzOpUoNY1i7Q80dLGuapLiTV816mfiUSC0pQUr6oWeGHKtNf8fwZBCcaFLWrlKwJeEBJFKSKeFxTQAXY8PrW28SOd0jV2aCEq7G+HnFPs9Yd229VoPmjrTNwhZE2SX7flLxRoeDIPPhezUWuembun/wPjinY+j0UO4Ide06S7nfCArtRvEzUdeKjSF9jtyZ4QQ7dfYf0fDObfAtDPTX/cdrjbVAgI6gfeAqHp/BPA+o8T4uQQTTfdc0TgzYCIxV2nUlu7c5E8RI42qW4i4f7hc/q8w4npsXOIpZ6y7tTSir0jMvgwwgZO7XV+7CgMqUpX3Dn+HyS4VjOBspKtyZZchgRLi3L4n8p/y7Hs/AaG41NTFDmmpYHjilhHUd7j6ahGKH8r2VMqtmLe5OwKzvcDAujXzkvBWKmDeNKiNIlXp4n3Qc6VD+hC1O4J8r1M+K/87O+/iIHWOTLjMO/1hQTKPGyO8FFZua8irk4zuioWmewOBZvyHN0gX9XOA7Qce04OADs7U5BH+J6hol3/qMQ6QHgP6aZ4ytyXKvw+lfJeqc+NOahWF+qdRTLLMTwDQM3C6IjF74ALni4ZtSNGr3PSJB/8yiGZIS+RI4GU77pTg7t3DqPO/H6xDGuWH6uLfn5pXyTLVLuG0LdW0DYajhyDMxai0pD7scOZSygqfrgoxstdCAsXSSB5pD8zyyCTIvsqo5cmTT0YLwOFXSPbio09z6PUAGO2pjjSA/QwoOu8xy5fnLEvVapqnILsPcpg7oBMGbOQexUDJcwJgV3LOPt9xnGzhlreyEqXFQ7PEfbW3BoaNnNQ4d2qBXSC8fTilKrocCkrhQ0FVloMtr9k+PKSJtba/u6I3GF46NYymSDHTdSvfHgwQSM4NJnq+eOCdhWV28gHmwDsYvSzB2c/+T4+q2Vx6s2KZi9t0jjBLJJRdWOYsol1nUGbHgJmXORmvdArB168W4gsP2ojdFvcln9M7A79wqOrQXH/WCsIbE6x3pQYiI+HqP+xo4o2iNa8xg4fk+QO8DsE2IMmWVF5e9ewQkLL65q3yJ4QeXdYVm+y9+ltM1AjJlC7bnNn05I+NaZ9Z6Md0qffUDL7dv4Y9OCejL5F0mrm9ts4djjeKPWb2MlbGcRCC7j8L6Ys65KQv/HBhYpCMeLKfgfb94fX/IMuCZ/dJmqwNKggB+iHM9qWtt/Gkgh8Cl8s5avJFEgbnUG10KWcPO/K/jV7HFDkfYI46fvcf+LpGt+IZlWenGPfoMTTNSN7qexLGyxXcq/EvAifDGJWnIbAe0+Gm6KqxXOEDsw6NmJ8vVXfGG/LgBIElGsj0gJ0aVQHCvv1+L6twW7ruVD3HRA5frOsBIblN6F8xMgeMWh9ax6jKE14/Sz7Pr4AO44aVx+H1Z0W9b+Dj+pxu1PEnWvbq0eBMtLLgANEEeAydZiy+iHPQaAtFlEKJl/TF4YssYXmKu8KBQD+NWV63eA6InKgNggnGGmYJp0CHpHKQJYqYRxAC4bxuQ8FN5juBvjNVfunc8HGUSZEuxu6cp5chKMVG7DVfqfCYHyMDNWrKz20HOisslqc3AeJ5fJlhGWHZnIAMSif6XtvoMS/5xdS7bkpxSlFUOgZlbCtxm3MvzRab4FOzyTEHJ4l9DWPxMY/RByUacgaOumjXEbtJp8K60U0j1I8pRfpETQSJc8tmGxzBHUB8GtNE1QaZvldy8mhp30KqMmyaQ5VCH0khMuVjBTejaPN8HFcBWRhvRZOJmYpn4WumHGPt2I/CssJq/+s2tDvBv9Z+F6UoaMZxCKfrvTnRMhIly6wmZYRnKC7WUXsNX7cFZc5VgTn8wfxoZzaLRusUmYRpBNO5i1trKTGB8IzfZnWUB9TByE8Fn1k6i9cC4ndmBeuOJjKj9FycsAV1Rs1n6Bx0KRrCojZ4E/p7r6+o3n1wIQsi0nJ4AGsnb6549DVl4RtMJXHDqKD4VQZuaHgvZJX8x8K4lBSJqnNhsfXTxvTAHhRCChNi3r5JdZm+0KXzV3hxqFB8LdYE7xjH2r+X/uxeuRyjQ19m+3OeojLQl+Cj0K+EnzyNy0SkCHKfvXxtgutkBeOIJoGrgYNmlMWVsY6Wav6nvM2QIb7u2CLNuiKVy23Sm8rq87GTYh3HGdh4DRb3VXwtwOXjMWFiwHZLv/cdIXNNV044sOFhscz54eTUjn02SGWweIed76BRVKw0wEZeDe4HFTexfxVyWFPTNuB01ctGfbSWqwX/zNNJ++5KoeaxgxlNa60rVu6DRelvByx/t+kwizwbfpod56e3WpxQHBhrXWTKtfla+xc/KgdT9UtJVALIShJWzpnPTRR/qyOahkXByxdQb7WtWpAHVtOiPQF8BO4BDSSV/ZarG/veRx847oh5A7cc27OnTvi62YC03yrENlCf1vGFjPfVAzuwBxoAWeO4DIWCE+gbABxorivmCGLkFnf+Ad+l8YNsYFcg+vpI6kuphesWT/Be6G3EUADQAf+BB9yE2CHr0C+0mItXkY3H469uIVkhZdgkKFGvxdhVGTi2ZRS+iDMj1Q8b2+FISkeK9zJj5/L+iwOhYqBYHNri59+neSVdFJdel6Lua7OCg3paQdh0Ew8+IhwOKIS+jL/VG4xhPf1pj4KaAw2YQYbiSTelF4wae58NOxyWLqBijfTBSob7BF1/Z7SVm9Tfkhx7J7MSZPGYwnHv5sfUJYmqEhp31p3WJ4zYgSFqGv9yk+BVCLTDxyVicGCA7CYwP7gVC0ZNU9rwbP9/xRKDKMbfzul9jVLpWvkoPi90Sl37Tv7Sag6PCg5a+PtrYAJVMggAgc1PysddR4EGFB2gC7a9YlmMQOZRVpqJ2dTk0XUH72+q7/tVIILZPeUdge/xcbgHKFNxNsxQhzuHJ7kj+rXRBpCGX5i03kRqC9bMq+SQGDDDQanub7LPB8mAE9PEz/Ao6Noyj5OGRjTBOvpAsKqO1K/lTEEMbScdvWPrR/JhRzuH2Dy4A2nz3IZZJm9ILhd8A5BsSn2Rf7PyDn+/q4vrvTpCXClElHfTlUu1mFlzrSkJL5WMT4Borf64xhM1K2y+K+8tEprwaI9sXOiSvRVy3PQDw1b1iOlkzOj2IrnENX1q23owIZD3UchOB4q0gJe46bTyjjN1UrgvvUn/nbdGPfB587Ztbn6oXiJug948RbGMcJWa5Qn4dtr21YhV39Sf+L0ZzbYgtZV5LwcqyxB2AyoptDeyL+6Sagbegc2P+XxELU+7JLegcLG/haaKxgsjNxPv2XSRcTg18wR2Jp+dw6Gpp+UeVsM8XXgUtYulidsed5ArUMfSW0F4jIqQGjKY3j4NAnWWvvk+iXDzcaUoDEFWazaY5Vt+nnzE0kFcqh92F7ywhrM4Ezpfcr4O3RbVnnpaHsOzXkC7/oVQhmT1XPZASFcPLwLu+BMOL1KKe/r1tJXg5dKjjhEDTY+8f57RzN5bUle8dz+L1LcmAkJ3f36yi5m17lxqVu4pxy3L6W9isHUGnJ827dp3uIjigGGWEG+9y1YEMyahHQ/d8g1mcxr++nQ81VS+LMFXmiZjUZ0lLjNcWNqWwKzWFc02IB3IkYN91mu1Tpz15VY0tjSOzoK0sXBGVAfeI0s/T3OqTojGQxjiIdsV9e9EFQKfjIBFzPwCfvGe5noaAPP6cZ3dqQTXkoG+XzH8O7jXWh47GG8K00GWza7Nye8b5hubuupqsr9GMN8Bd/aiDHrn2sr54yJjhi94mfq6uJErYqLCSgsz/l9a82sG7a9IDshKMXTdVLWxXMpE5GyxM9FcME0g1JnrnHGXic+9tVXaq54gmi3Bjeb4FR6cbaGWH/BwMInfI1l1/5qy929l7rPRRRVv8YD6kYTvFZTelm6BAwsNzfENtX7z1QvoGYjJWPly0qsrylN0b451SAI2jF7kH0sqaQv28dGxlwYSKOq/P/wWTyG1kBj7TVb7kwot0EujDVG/O+ACM7ZL4DR6Dorm/wAsYgeU/fZNNpR9FyNiC3IXhf2owNiepzCUAPA1/1DUyT5lEAApIiiB0tIVh24qm+YF4ikdIDmFUDfBGbi9f1DUTYPVl7vq41LuIaThrWOqwvbLkdPg2Oq8VQHrGrfz18dWVzLEzJrBoognQGzM48EwVXGfXIpeXeHBoDr7AYZ1urabLV32gwfptjdVResgh1L0Z8rWJqY//0n47uCYg2vikHERWpHHI7FeO30FaHwe62JzNEH7lOtESMBCQJXIMxY9CumQGsj0QMy7OctLmWw2nb9PzhcoAE81oGT4reYZMFJ8zAwSuCj2EgW+NAV1T3fqKgXMV1+PhSJC1IJ6lBBK6PWF887A6pzFWLWQor+AwbZxVM5C/prxsfxk9ITcVsJ7+8dcSNFJEXjKhgRoRmCJHuaOOZbYNOpP3GgZ4ipq4/IRVCBCLqt+LaT0chb+ZLfTWHRP/h/fCiJkSQv7wWfanGWKRuzaZxoX7wa0Kn130IORE1lohXPQa9Efox0OwraH/Z9vMN6lWH2l3/MaprdefxFoKZ7GuxhPQIftL6DJv3Jr0cW7RpdcJVAKRQigv8T2Lyxof4l9QpSw75NMZ4kCzJH4kvaaQWK7rStwonyVhU8yQQ41Gic1OJZA+kSf1y03bjQErsZuKtRhUgrCMVqkrUnWG9tDiqLxqgcoqt4G9HHeAydf21UzPHOAxEOJTHr5aDzBtRCLfDeogn5hLQdWx22GoL6UvkIgiTiOMAAQUs0iMjASkqtx7ZNzbOk6Ai8BhXcXMyPGaEKeMtryVkp7TI/Me41GYshW2jThZot/kmfwgFEa6nOjmp8UFi/FjFEjRhcOYbB8hgqqqChURahHTkNivRl7PBWvMT0FzsbDG8vaoltvB81r1R5u5mlxFfYyRahxYaynsAh+Pnxqs2/zqsV8O+KiMH6hrP5JzHeA1KUBquIGt8bCI4ad6p28RN++G6OwVwAkJ7eaOd5uPxNUlsypy8HL9qeSRQ5eMONiuNznktnNxuXdL9I9KBJx844be/0/8W7tzKFaaP7Wqxf5xrkibQ85rCDULb/mbxbqt3bQFeGA9GtRaQLRMcn2zo9iU1qc1dSgSP3xUrWZztpE8XrHe9IvKlNoS6SjSLzZY97tyKuNXzpM665QvuVVolwRqpS8n+aw6fjWPDFpIA4etjilVjWXe6OUZgVJnpy5bvfklEg3dAknuvVFVpvH/z5sp2/C/Kzu9AAtyO8CWaNgPr01cCs/vLUincPp48z3P+dniCBgxkUB2mh8v3JXHiN5VSfWrKKFzCCQ8my9/FyQ//YZUje68fKnJLGKds+L3TOW6pn5ALiTxNWmkWOgvrOo3byZkHdttLjBX3DDIewoJZXHNM0Cd6Pp7CBNMBjI7oTg+g/ctIlL2MHS387DkYS3EtUvAv7uOXsN8rDrPOZUc4JOw8Zr8T0vE3OiiSJiJMIxcnNp685hxoWLpd1CtrdBakza5/zXfwrOwzSBAZIk+oyj66dCkPptl7lgUvDO4xZ1lD6Jjjt/EznAtsgfelOWJDnCqJkw0iomJUiTp0nQEXXz9YyB/cRZ8FNbXbazHE4C6OkW8/rIQ+EGz2fFY+YPUMaR8f0T1yaWLYB2EzDA4OVNuvvKYr+2rKba2VRYP5OCUBwR6CNcobVOyAsVhcnYMQb0KiDVZpHGVfJH/dch4irzQNhE1/yCFcbEt4nid4kmjRVYuYHOs8gAsGmgK1sQFskvte4qXQAYRvBT6OcWBqd9vw0njMnhPo6ajsNVH8JZ/S5lWmVTiHIx3LM/UvQQ4jkraDweIPt4uddhvh9BaSFt35wI9LQrw2K1NHCe3ydWmQPtDaJGjL67eSg4TvA8golAHq0u97wfV3ZR3AV3btUrBzsrkBAUHuwYZfG2odpZik5ylCzyaMk0xzaH8QdFCVycgWKJBzzb/gEG5BC5v65nQJrzqNhllUchabUS5DNHQcvDe43ZuEurNWpaudsZzkiMmj6TKuZcculX26ku5bnSQCupcQdzMqrPkUPqYAPeUJbhZrAO8uy1bADlbjqd5x0aEsmwZhGWy1Zn8keB0FszOuWLRSuAjneohKiDZ6Fv427wwt7fwLJPGxCA6uOnwNxlF3x/p8x+Djj4v5bQC2Xdgvja/FgzWN+ysKtFZ1ekDkX5kAd/Y7/SEoD3uB5hsujz3rNPmWTPOIYbiNUrf/Uz4AmB/VoT6wJm6zqBqqlAG9MwVN4fy9rsoF2BNGsDN2Yl80sucTWKLWRGLEtNAva4RctCty4h3Q4KxuEknMa22XPMnF7eqakQImaqRFpwZej604igvE2BPsgcemdG55+TD6bDC9if5VlWzdI9lpsC9YTKJoMfMStf+sCCHIyghWcVjCTzK8Mctu8eu2O37/66upfcw4TI6ERukVwEQ4jWk+LtJduDXwG6w3Hw85W3Ga5abCAZP9D/gnsDwyRO2C77wmIJ+I0WZQoN7uNFBx9T029b7n/Wtc2eslxRnG7JWJdmLxHyLk68WCCrFiFX75qSj0MwVkBHAYBxxha/wjcaedhHe+gImxZEZhdZylU+ugFZlgaLqRLoLUG9U0qtxYMiP7fNJOypSFryWfEPg/pS43VKHoFUkDmtA7FgjP2HLpbibdVTseAmnfzuPdaEEi1P69uvnQ1pKnqkk5H8QgAAAMzFJzE5vmwxjvDH1X0YoyGB1P8CJlihZ2Y4/vitIfqoNppSN0kRqFO1fMFeUjAL3pbk2fOCBG2lMjs1A4HRJNScYRX76GxDLHUfw0qcUBsCg5HHZifk/I9w9Lhg6Bbieze0c0OBAsZB5sDOXmwL0M1Xg9SYgFhRN7PkLRIbxSClS7Y8d7JyabnxfpD/rL3dZzU8M7dR673D2UaDPeCBY3h/sAT8EDNdbmTL1VRwQ6k5jL3zP353C1rLqOPL3QSs01GudWS5d0kPmvhRoNhXVUgygCxaUNlug8TavC1ozXv9H599moMT4euoz8djl3Nd9PnxbHmRGiFZ5qcZccoFbsx+MtauABwpBNX3/gTJXWlXGpUUqPrPi8ymB/l2UiQV2sG/y8yqzpTCgCdCINaWNAzYL9JZ773bIgbqDuvuWa35B4Fu7EQHfY39vUKKigg6q6ZozARiyV4BCQnnnK8gNufro8xGhkD82fvHAXlxdFQ4bicOUGAFg5ETsncZp9pmdjNOh1CoVhPDOPgVAM8KWsauOy0dmjGEo6WwWAM48pqZjg+6sSuVxSQo7VBq8UQPc3lgDVx7vKE5Y0Foe2VjL25V+i0CyYYbFWDnynfkV0LcYWGbZjhyegdEyW1wnEygxn0Om/QM2bbuEVQNWvbokJTSyEBmKOdAXZCoDsRg737HGjjrpWeY+ZiHKEhI1sIPsa5OrT/3iX0LBzaiXQ7T3jRRwn4MU0M4UJF/pxQmRD2Jy4SpeWF17B1IbEL6i52EMrpc2Q+eYnS96ltPHpB5qhIRrNZsqCsiI3dFbZwm5pptixqyb0JIJNtdKB8GiFxUiO3iQsLQSUci2qkHUyk3+67O90HuyL9y/cXUuxJds08yZS+jlT9HTqj5lLmKrTQ8FT9Qnpd/JIb+xweq+ljmpV+4+XuKhfIQGL8smrCUa8qn6n7Vj6RXqAiruTD+aGYwuMkVOBIJ5W4L8OtI8CiU6S2R2BvA39yBZVWS1PO1DMsFBjot3+edVC2ECrOCQHT71iMFajI9IMlCQhvJ6o6QJFPj732ESIUZDoeVOdBtWoWAwip6N7mEdI02l5vlaAQf53NstHuilC+CiTvEtiQ8V4ybIrLFK3tkMrYmzw+LdH95ZrINmVlVyILTAr7dUD6Kk4vVEeEKFha+/GEzAYF0rebBEgw7zcqsPArsZaRKMkXNBaWdMxBnxNwPGfxq63qIWGf3kLNinVdXRWAqUGAUkui54VL08sh8x6jNL4xlwgU1URXEx1wH/Hpj2u3Ch3pUkBeUyUuZZ5G0cL8Ys8uBOcck/M8DOIdH4ZPltY3dgqxEKBmkQemb+PMpSHNAbMYwaCYAsISXadgsUI94NSgt4ciya3N0rk43fdF+7xZ3ed1bNKXMqDQXfFsXYzqKybFbwqFJtrwizqz+MPDl5pYJhCjUdsDc6iF5Dp4rj9+WeInGow29iOlJq7s+U8w9D4Y+zMBdcHdolLDmuD+H8UEWbcIih5t9a+NekiDGBjd99pDJ41auhCxVdB/7ZDftdbk4THcKV/YP7tG7+A7INGQYwaL6kMUyJdi1DXlvwFJssQGeGENOXZmCA4N17L/+5d1mUeBkLujwYWlBDV1nSbrB/2wIilx6w15T3weQj6NwGFbunbsd6OGLBFrCfKF1patALRZmBcT00jVo2Emd4RLZjLei5WHLmjLoaL0My83lbFrOw6sYzI1j0XNHWW0NyPwV3Pupw5yySWleDLwOjkIbhohca4IKTVgy17Up4AizoWSqpo3zViE1idlucUvRzr0VwrPc80lvhv70VAgDisgMeUYvXpWDq2bHd+k8U77t+LZvrZnyGIW/MsXvpagl3dom6QU9e10ImJayhVP0/Ww2pWKM4/+EzvPH3PqCZdkOnT0JDNaxUKVE0OROT4QRi0jApgYqc/vquqvGWPBdu4/DlTH8wTSLGfKfqyyhnQZ63+DGMgX0FJwZPEAKSrY+6tNRl1wjELSRQklgiSDJdMbQ5TGLTLPCBK2XpqH8Be2GfRUDWFIZNGQNJESSt2jSuHHweWSSNuQokBnYS++ebv19nVg4kjUh0oxUbiL764cKY3TFsBqJiA5zPqJHpxDAfa4TWdrvRoznB7AMm1W5xp6WMuHAu8oNxNV5s0zTwQA3IGBHHL+tImhFmkgmBztzQyJLmkJ8O7fmUjDyBussNNn+fOuc8xBCYLXLUQ9MXLrJ/UNmLjT2H1w1B74CV5clqlmIn8XcEUoT037VWbeYhnF/mbPoVaYQoPP7pVbkNq6PhJf/ZX+Zs9rvy8AoxU14MRFLlBrxHiCgMH3UwJlctmV+JOngVMSR6zZHb+Iqi6NK5n02SPpNomhgVvulo8MnPWSoA4ySfHW59oIeR0sxLW7IyPcQ00RakHwsyY/R5547GHZTsYYJQ/zytR6sXHzyIHVv7HM2VJIQ+20lzZXb/z9QdKaCZcMzIErMDw4AVt7N/lb5p7GSt0FC9l3gxC5xJvwjIgB3YjxQLlmP+pd06rpiGWfAZ6BE3QQ5FdD2g+eFyYmTCRZGRW+5AACjbue5GCkthCBwoP3ZuCLqRCL60O77bLF2M26fTJx2wC37zbALxzFICmAqbFH9mwZZjqi5Ro59Sqzd9SW3bE5qp5cxiy1pguzMAsaI9QeJ3HBkj/oTera5CO/LTULyuODqO47Mr7L4DZ02KQZ08k19RWCvmfpWdqrA+3/SrhZc9saS6qz6t6dy8pQhPwQjWjxV32J6GdBTxwwB+qboiWAwrI2t3T0/iYmu+elS380LczQgc5Ht0300SBULRD/lkVZsv3WR1maN3rWzDSD7D7QAdSU3bmaN2HasG6rW0D1/e8k/dKndZMGzlL8SCIvywP23dLDLm2cFGLU82QIlKlTOJrdl6vJWa9lvGPW1JCOefiBH2eImqC+F+VnO/uPBzIEkXhCLyRLcDJGhuJYGYZvyPJLnHgJF1uE68htiHPAM0Ws4FbZ3EEeeSLHSnakvqYqleIewenIDRtQxIcDFmGONKnVeEwNp9Nliei7TrnZEMQPraqyqokTDMW5ZDmW+7wZIE77N1KN+fFOSqlv1Vx2rcoIpNrxh+GJtOZMsyIrVuQ970nos+8dU9vbTxtZ6iemfelBbuRv4p1wiYW+mCiESO3yUjm3AeuVjigLLUTg6zgGd7XCsrQSiByRDaWhMHuGH+a8AkzNhYaCfKBlDsunb2rbCjUrCP35M9GoUtxPI/+pk+vlVh6Do7xxI6WGg6oGiHC5jDVDKqoiE26vAVzzequW79kugknp+f0rl3CoMNPoZIe3ln2YYqdYQtnrXAT+kinvPy2kPCcP7FnbMc8eLrDXm7fWBJsjcYa116KZcRM3yio2AuLtJ7bUYxwEkJ+V6KHWsNpmqjtgnETKQax7AXeFo/AtCan++Hhl34Zdz7JI9wKdWpdE9/6xTpxL8UheXjTV21vZFlTsptC720nLUNThb9uzzHWvqadTQ8QPiv7Fbcb8XOJwfNGomg0WixfoPduNE2Np1AAYXOJ6xTjIyzadyKUtElZuwFA+KsXaVth2nXk0zLl5I/hfTqfvgy4Xxumih1BPdYwRtbAhhU9F8czVreQIVTwW4j8MLMge4F2R/cBb2SCWjmF+aecAbcamiBrqpTXzoPEMOfJh/jFJK5oCmQKYlrvP3W1ufvUWjbh+PeasEAIMTNP5/UV/J7/krIW/uJiVoqqkn5DaPR+/KQQLsd2tc3LTFeMrIL/iIUb6GdOCBsbxYVyD0zpVapOvq7WHEPuqMU0eyS1huL5YWDL8JuA8Tg2bX4QgsSdh63iBfLhN5Vip91IOit1OmNMR+73VSzhajaXy3c+qZXbmPtjCTfhvb1lS186y+zrxfyVZcIqCCzOhYRAxE2i11s1yGf1Gl4ezxtlOC4bq6PLoWmsqa3tlieSUiN3CqMcPcTZg6mNbx5BnTXPpFPfqx9hvErn9OAPb96H4grxsUEYiVUaVUkp4qosFA79zrhF5xbK6EdpUNwWIKSnJYv+1ILZfkxTM9+IR6kAag++UZRoIS0NGY2Q9m/NNsbAdMEqXpWstqrv/DtxSTByHQ8g5QR8YXBFys+70GdYQrqHhor6OpR+xZInhraazyr851NoKBOuOhRjxg8rQGzJjAyUxJ1XudRCaZHbRBb1xPtmxA/1xosCBP3solLgOrIuFbR2KV6g3wvwC2fooqwPqRLhD+95cWK7ZBYLe7aWkrKhVLZ0y0bwNQJGN5qGgMSdfYfxL1rZo9n0icF/qb9iAucGRX3GDm51WsEf5GrD56R1AoJIH+99h9rK3nonsEs+T2r1MZlV4OCG/3Bm9Jggw4W+57pq9UMLrOlS7+uEbZYn1eCb0JElE9E9W4jKNaVLm8YShdhzjtLXRdefKAY811rTJug/H8SOJATHSiY8KCTEXmgZ4MggWWIIgdpk0abxCd1wrHoFRWhFY3hYEqyQSH4DkjLduF/n3kLJju8ef1PmNv8JwAIMBXIRUqu+xibo88Nr0NenkJ6bZPP03l2soMLvvzGRZX99BDuZcTKagYZqesG1SyHpHw05sWF/2OaMU2moENUXplNYl2JPPFvFNVMZxBa0n/57N0DW3c/xS7jJBbT9f6HgSoWq/3feQyIQbceA18N28QPq2SUosA4s+J55x3ttPPsUGcDqrMBjZ2ZvkvIiBub96QYUaTxJX10p5/s9qv7973CSp8U3zAXkrw5ZdHws5ojNPoJ3q9R5G/w2wwVDc/+gbfSk3xNuzpjsixCqix1ffYioOitSM+2AAdrZOWgy6qjhdr9cMrkF+esoKzUnVR22Kz9bCwehx4Fzox1bly54CS+WGZAlXhR1zem10xIQRfEZOVJ85yPo+nBbG3wYjkkPXLZsD0Oa/VOlSwu4u3P82DRhfI42nOUTgZJvWdbvnTgING2lw0gZKS0j+cMveEdzkt2mtArqy6vQwSeOTtmMozX5HbB/GiDCY0k3KOOOmePejUyDTrVIYikQcAwFpafs6tLMkyFN/fUHU+5MfwAJ+eFVOBcL5Vn3mbHwbCqHOAHUAFKrzXes96x39D5jh1uHPHiXOPVA9/Yoo6SwTry1vqQbew2qr4C6qoqLZRfzajVW29CKH67EAU2ZULxmbla4lKC7sKghIavA/ljRef+KCa20XgRvaYwlC02+imrHFmjCae00WJiSHQeVDEpSKbwWtpXsN6Kc1cGDYeI6EoDAzR8QZAiaU8YLs/ae81okXgKhvHGs70+5HulEVRUo//GMPWzIOaGLtMeRwdXTLoYKcsDRJwdveeFBagnQbI33iPSFq2yqwK/YeGV/5ThZI8hcESKYsj6haN0a++/rJ3FzBgnuQjnRhDQZ/rLld5F2pWvaT90MtaOd63iytLzRV451zkulD8V8V/jnf54bBr4ATgcEpbRsWWrrbwdfXrXTN1C46l7AgGIpAv05v6YB6LgFDExItFdHegq2F/aerI2ZIMwxWWXjU2PqUaG6dioPxqAb3EzGTW7Q2hFileV0H2XQjlEqVyNbf9A/7ei2w+WYdTsKHONHRR1f29cl/Th//eePmsfqLY3VBAlTPRiQsqbufnPiqv5ORGFk2pYnI47zD++X+eKUJXJyvEDlLaWVeMGCpU8qoIp1qoLhKDp+y8MjtkHU3w9wIHgva4bHNrjV7rTl5YaFUjVhnbQtacjh97z8RFChS75yvf4EYYzlkGyuJdUK+YLP4HgYJlK7njEFA7n2Dz4MMalmKDUDbzydODwGtiWSpodgTj69ru5/GAzTyXAQtQ3N8Pk881xscrMay/zKI8ZkvckvdSGVOyUONXld8UzsSTKxtrejUx5Q6YfF+MJlD3ezghKabvAeSgPtWBkS8s5/xdWOzTxgwQumiL60uR5/ERJ6PO5NsnpMslSkAZX6aEClB2wGgraLF2Rt7i9y0cah09rXEiPY5rr4PwaAypXtiEe0q5q/rCebKfiXYbbVxNiyfS8TW8SbRjVt2JgFg+vjQqxpE1ukWGGYG+bzOjwl8zCJySgIQT4f33qN5pQpsJUp2fVlxM78urr3PTbsv+NhEthkWwsfUGp0bYfSjq1JWfDY8FbZg5hQ7B4JLwepIdobzksOWsLZQ8KxnETum57o6KXr3WIemVxEmroVluCntz/OhlMnu3w9siihtp+WqrJmm7BazIPHlFCsuMyJqyVbjSL49OdNLGKkMLDY0OApQED2DT48ZtDz3TQQoEtAK3262bY9cJgSiZQon3bUYDPH+JJ8v2qrz6aetNQb9VLWPqR/y8vIAQ/q5QBzi3Otzqh81Cc3XqmCsgSOHSVyH73N5QyZ8SnONsOmGKR9HU/i+s3SymTNEzyc4N5xpb/DoHAYimXI+o+TldzsxmTOdx2aQu9P4Lrv2YXQjabAoTICsBwRzIyKnFoipIAMRA5e/0dTc6UeKWrSBbQrdLmg0uim/ll1rXdnv095Wrr+JfOedP0tL4wbX8HzRpgiL6Sb2YfNjSbio6bdrv7YqSos7/3J+qS4xq2DnVL+mEzQ2GmRPg45HQTNibMQQ3kkhvyG+kmnTbqYTkUHHEDfpnc1ha1HtbSZKFAJtBEGhdYBtfhdBoopikP0lnxCYEdxiQvn77JaoYULLDkwAjrcH2IEG3muhMTLaElnWpwm+gxGRmZ1AZWZxC2njLdDiwQPfvQa54dqs7K6zRlwkdkssdgL1//dBvtZ/soyNvJ/efJMSZLvL9sG4/QiuRtoW/oaEHMLUFWUcz/PGFJvV9rBAEUT+kvZkJW26jS/q/kvmCfNXJf8aZMb8aTF71UPpksnRjXW8kPlzCQQVIyMZlfiBsrW6NCUe9bZExNgCCxJG8ueoQaLOec/PkQvMEWSoBIrsThgrmdfDUl0amBbhdGgHOjquXWXZfkLEhKFVurOKPb8nu03HhA5Bf6QNiSecq5z7IFcZh7KAjuYnxEtNEPOLBpLezsO6yWpygQnsh3cAD1JBIN4uX5GuSqk/6VSYigjsxtfpJ6S/b3fGIn20sl/jcYOeE9CWIOuhNHdJ7UtqCWd4dg/6+dg3k9eG/rsA+sdAyFZuuNuNoPKpBKHjcC2xVtT4h6uclQhT+V6jJPRTDKaLCADADeBxI3XvkW2QOf8aR3poRf2C6zvZEWb21Ki2wuYaLWS5jnl4WGEaJ27d+vIPrngT6/jY0JDaairgqy0ro7WeaZHJlLeEgiMHRrhlJtjstR6QvcznYDx/d3lNHpkm1ubVLONs7KlmksRiLgpZjgSoOGNJvk+o5xpQhOkvXjUFVo/wm2C7SRWeknqUPZafsJMpnGHJUKuOT22EbFnrcPWCH/7Wqa5DbwE8K1SOYIL10EHS7KldsUDJ2tCA4TVkqi8QjH5unN3JnvMDyi98xla/6dXTAAMVdVo2inbUUYJRwARes7Q0ACdqDggmxNCN0N/MiIKKPjrRjHCd8AwnS+sD7LqGPS3c245v6GofCjUubiuuPzlBy2IOG5vV5gmj/vugiF+2dSafNoMM7x6qJnfF6u8WkTbRhPSsorx3vawwonSzEgNxGpwn7uCvrKBT7e+U3IfrNrLIPY7ivC0I2vrrOtq7ykll5vQYLtztMNCwIgMWfABEqq/I7cY2SVUCym33A87X8y9XO+ViFXFsorJ39YqhuuVjH4g8Kb+sVpub63w8SVbkPJ7MOqsZyGcsyFxFM4wdvTBQpAK07FNUWYHzfLvXfURgFoYWkkXorub+tRkpmuqpSTM0xVDme8i7kdN9D43pc9dCiBGgbCkoBAOlv+/QE6KTQrD1wt6tclDF3HcSpm6xMcw0szFpN431L2zIb/G2eWRR4GSWH/WEi7TIf/kta8Y9HkpZaHO6/dy6o7GDsY5dEZgRLu77niQlTlW4/bdSteV5qWAXLY22bMFtgoSQfzEogt9Hd93t1D9j/O9xh/+MTDHk0zXOPh8vqxtk+Kxlqt64dtuzO+q6pyyJ4wUkz/2svY3693XLXYVqaoEj92hjXbURLSs5CpEd2MENHTgF08mVhsQKKs/pNF2tRwIBDnFME3fOF0m4dtGQ8SDImkm6airPrrDz9m2XWINMTXOU6L8vQpuK4wWjapHbrDKQGYZjm+O3FToW4VgyhWeKFg6V4Y/M/tEDc8MAqjQMlIJ55tds2meRszx6Q8ISgUzJiPQ9Io/CcSHx/fvP7FL7lLVS9pRSq75GdYeQ9FUvH6o4SzEeixX7q6LjqRMSReonzm92w4q+YhxyByXFdglNXswT6sgygT20DixEIuPNAoCysHGuqJ8qVfcFxNSF+tQMWO8d7e6B6tgHF0aPiRTdfNKQzgVXQnBL/PeHyZTWLPcVmsMMzop5iw75sJekLUaVC3qD/DL1VZWGi2iQzFliC9kPQZIcFs17k40anWLetg/cri18H5V7d157YMxK0aDVwnc3IHEpNv3GuHQbyGZFFCwD6+Qt3N4iFwl/6OQdXRaoeuthzRg2OQk1tRYZaP1IYHwjG4mJIE/s8fVcWdacfoOmYgWUDz+OYw50eXqS2DjCWFLQ5oOc1lCQ6uiV99VRGo2gRL+tU6J6zC3I5xD6HUZB9nuheAZpyC+bLdIDAjdkaTD8a9ZC/D2k/g6PJVMORFjk1xIU0m8QpoWM+24agfrcnGWAIIVZakwX1lp9hwaTdDRTcFfDHtl2nNEaHIVbTmennpZ01nCL23kwv0rxH+ZIkACHbOd8sZTXtHQmhgnJY9yBZKVSR0NIinUiljs6tFQDiBvj5eAFM/QcgN8g5QBSsXCwkvb6VYXNmVVVoplYAeoofe9FINE8kL+/Eckt9PgtgdFJnrrXc4ATxubqt4Q9RsRh71yn8Qc0aQTInw3Ltef0CIwmwxa4RRtz+qa3XoZxceDLkAGLC5C+zi/0zopOGA7UuJt9p6fmDvERGR2vrp3eFaFbR5wKlM0AaLcg+NXW3DJ8OOmK0uUudUHc2lz8j2uzwXtIFc6wEK2+LHedJX+9/aXeozF2Lkm/nRktIioAOMVUplCIDn9oIxBKod0EoaTWhpN9lzQShYilMp8xvQm6zgYaV6028CG1gJ13rSTbx6fmxpAIYTyEKqQrX30CSY6oZVTNUhWXo54ip83cyoha91T2mMApxR1Nm0QGjwD0IGxktjCj9hrVMofRgvsNiJKEaIVsdU/BnRC7QPBgn5ey3a2mmMy0C+5xFbj7a1yWILEyiNtXwvKKKFPIscM6b6PH3xHrnE2FRvj6+lAMrvDKOXDemhOHkMWBWhJNQqg98OqBxPjp51U5L7ZuRRLRbF7ruMpklXbXrvN2E0uu13p7QYZKgJZ2+NLq+XvX9KvTw01zdWUpnJr0FxndlshFV5FY1U00ENvuxLNXLNxVlLI8wjJbKUAyzX36W7qP8s/HpnZyVA7qcqCG2NLWtz7bYL9WRk/CEYwKWw6x3RkuH+8kRaYELVD22SsXnTu+Ch7pReu89HBxEcMfKD0WY6Bb7P8t59g6H/1AIaMfJxjGZvgE5uEXWHudj8vjiHZ21EcvTmlZLBcxYm7cJVmAh2lUFttbJvHMDh/AvM7l7raj2vPa34TuPEF8OofQjU//ti7NuYb51+U4bk9M2IgZwijMMypECVuQo9jhXXSWczvVpJ5fJg1uHVT57ke7s4+Jdxc2pyhv9rFCJnKattNQwMX+E5sSMRRA1USIz+tPBIURY8eIK4bPCbJ93dnPDyVsT6nzTyqMqPyol7fCaU9/zkQtQpdJ8/L3xADgWK/mGIfFm6j5ll1I65t7yAoQVCmAcaIEAa3cW4pUfrxlQGIbwDuQfbryF502AAALOvjMiRKIapGH92yMJvSJG+0a4eyCyjhKupJN2Xyp4US0cmSp5jGny2iJaI61aP9qivV4K3eRHkQsAUUK6Nd5Z0t1yMqCbQwvZN7mg/hkDFxGYNeE+HbBY0O6BMeuJVHFM4uk6okaCP/Nuv2Ec9MwzK8TzM/Yh/XdfZQQAO94SaGbx/pLpCHFdf2VRfhAXKCbXPxvRHGzzAQ3Tk3TQ0aNDtbe7KQertZxqW3jnxwBPhHJTmMjM+jIa56Fipvnxu9sbw3piC6FlYYwi5L1JAGvocmz0vGcfWisamirTxxmpFRkIWqvVkuyjAWnFo49eE2PAkHvNTww03Gvd8yZRQzpmr7qiNNt9npOVwdYbydpXXV9NkjgiVhK20e3ssMvjli0s0gy18l1xl2g+/1XF8YFAVMem75EZdGQUqgSX5nCQ2z/Kc1Eu6oq3/UwKno0dwdlqlF43eY+SAH2F9rlDIWNQ/jovH+0MhskWM7iCyvfSTY3zlkPHfKlnIayScLllkpbh2ItyYAb/bA+Nibuiw1YBMxgLINNclY+bnKMWcf35wY1lQ8EpN+k7YPYPWiKFcvdTv323UAorcHM8r4Re+HIWtXsaOXJ9/C1EXB0UCiQmU1JlE7/URoF0HFC1vUrB8Dpgayl5Pw8D6xLHPoQUh/9xZwlwREDdn4C3D00MRyXFaWwYVdxC1si6Mtl7dJOSe6miJ3f0TUwe4KnHEAF4T2MlDe6ht/+EIcWZl8av4JLr1CrrRU1BJEYNYNeRethVGC4GEmzdKYyKdrRmwkibzPudVzeS3SR0JRngYNI00MgMcAUOycjnEiD0l44DOX+7XOOlAA0dhUJvlNcqTnQpgm2SXA8EczwRWKXFYd5BadOsGu2fStx6Q07cLr0cI1gs/hqGfi3gD/PCfMTIF1g8J35U5sdFpBrWHwvKXCtWrTsLWKguLeuxrko0f/1+Q8AFSZfv+LZEXnNXOs7doX8SpJ/9DQiiQPq9BHuLdDaFnFQhF1IpPLOkKh6Kc84Zd4jigJDp/1lNs2S5RWmKrEzW2AgR+CLni2vx5pEAZOojRM5zR0tUV5OReZvAleO0eKTAMSN4o/bwmNErmf1O3Zv6zNc1Axs9woGSoJleWEydwpZnBil4GqwclIJi2JUghKbx+Y9bK1Oi8vdXWIdNLVKVcbnubfh/LcmJhkYL4TnsCvhOShXdx3uC5kz2PfhnIx4d/NwYWcdawVz7WzMlOl9vi2GwWLa9oewkRNsQvqcm08dvb0/tTS5a+F992ncQ4VaCpeLp6gdLFuWyazNeHfUB4eOjReiaCAZXyoi+PO8qHij1xeLOR2mHi98/dr6DxHHISDqhXroIFfkimXLVnjzBwVJSdccMsFLlANfsELPoaML8s/2VptvEGf/t9RRnBEBKkrKG6RPJv/x5xXk3AuuUTtXKztXG46pSYN5X6u11UtowYmhqjjA1QxMNv7mLeZYplsIxhjBsoVLsozX1/lhkowIY8VksMrnKNjpaAL+g2y8POkt0oUhKor+0JqpUAylsobx/vtthAwsY3qH73nkjn+Kp3VZ1NeERALmw9cXbMEu5/c7eGcDqq9YDkpwYug18VcIW29vJlNjogcrPs1N90ZdO0iioOnrCmcqLMvgufEznjeksX9lQ7JqZwkoN5giUi1wqSMNealWcQfLBwqQLihj2shaURS5AkpVOULCfgsCv7B+ol5VQm4A132i2jLXlDlGNscdATdg1k6yq74mHkPDCYgB6N3vHe9TfyHOZoPdHa0qNGuyFQqy09vYAYckAbTndXAEf9Lpa4KPLMw9rUqDFq9kG16DM6xd59biLvBCHBADhU7FmFZ5j3GZvOJdb3ZQOmZ4dcXisjbL0Nj4VPpUa3EpP7bkY1gHNT8Af4K9YvB13Y6R7Rz1Byw1Mx5lzaev7+rbfbM+Q7WyiBmJFV64szDd7WbLO33qwEkD61opIh0FSssaLiPgv9RyeVavud6VUMbFuwDtPvwRHK2HIxbHLuFmq33axrHTu9JNHU4zARG+F/G+PefkhCr3Jfh7DWpV1WObqg46oqFxW0UTX3lU6cnrdIcnbILWV4NZJYTfbUxRmNf96PdK0Aru7uD8F+/5pXDV02Bdr/G10CPJY842rHPe2U0HIhlosJn8sDHTaJPZfGHbpaqK1PDlfihn02UAGGhOBMlaaJL/hwb9CKf38J6PmVhH5d8FE6XdJpuVU+RSDAuIeRvC630IR4yYNb6kb1UQAfg0JC5G+ji1SWDCy0BdVSBpIb2rLauRmWL9I+tJoJw9TaXYKaStKxYvqLCJSLo5yfh9ZrddL0HuQ5wEkXQAAAC3QBRD2R9XfMYtptl/6E62WZuCQvS3sePhR+2O8OyOAs6S5uXRhjzFbr0fshaJcBYfVYyNFc59ETIYqVAotBTP/D2KUqLJnhX/7EWB6KUMWZ3G1wantaH8GjOxYVEGQ6RNYGRxHhAZuSAyLqfRUxZRl8Omi6NkH8ut8+wtK37c0NAq2vbe9SKCub4zjV1UPBP5WUZfmVnpYXSnUTgI6FM0++kzSa8FSkOcVHj4qbOW+SNVekpprddM7GourdjbW9CFBQKlXFmGeuYPYbi+AxY6VQ/jQuANWaLDh53XbcmW1o1BDPFoTbBFshRjG2ZySNUSXlM7biJ6LOS+PVFErqo7xss+tNKYRxo+Eob74r+317HPPowrjgsMeM+jni52RMpNjDphs465nprsyOSBU68BqSsiGYj4U+nUROymFY8xlLqCmgn01s013nMZncMTcVQfCTVVd/ocaO59Y2VORk1ul7m/SMv7jwpFs0zXIw/1YZbWNLnoJpGRAoF2+nfkbTBJNd/byy6aeYWexblxX2yoayCSqluheEWNt276pVpntCQ8uU5DIDBYx56B7Z1OP+U7DeFyhNVRFsIrpU6pWUxXA3S8PgZzP4G8lwUbpVW30oumc2hU7uli7aUte8dP9Xk/ZUh15+VME/nCbNRfJhjv8cJIJanytLfC+JbKPYWoljpMMP0Y6rT3gQP3KBtRD6fw8vn0JnY9rU5FS2jcDjMaYBwuegCdAMUHaug3r2wuv6YupM4dF2WxS55UPxdi+pf8/3pzi02MQjE6icK/AskxxisXmI48G1pFOZG9snyAyr9hZME+Dmy0uWXoZUMePqs6cWN47lreJMP/ewK9b/O3eUZVwnHsj86XXLMTGUCb5a2H5pLNMdPk5vkPOSvUDd6njbdUdwSEW5aZOgBzTV9wmbVsp+hgkJ1U/oWQ12kJAwS1aMPQB67fOVWqnwTnRzZghelHuFHNT3E0bgV/oqt9UaY8eisogOqifSjOP4Gsfvyc3wUOZqvL58eYdli/Xn9J+EHPyJSwhAB2pUfv0MjVq1xjP5ko78SKAH9QjcCEgRl93SWV1msRQt1+FkgBWvyV+gi9SB+leXj4TL3PKUj9GCQdPF6a3dsFiA27+5nHwNPkyPpDnYwVzO1owYSaLiUKyYjuTLF/4QUB4357WBEW0kansh8k6vj7QgAu1x6q4oKIhM3p8jiAXt+mSkMHbQ9OKiksgks/xZgA+Ldn8qVO0Z+XPDus8/OlDBd7T/wRuG3aFzo6uLYUIcCnQEewIylCew1qiIDg4xGjWssmHGR0MTeq2LlrtioHBc3wbdO5S3JSFwa/WVuCIiDQ1Cx8lytXRZ1QnwQ5d7kFuAtb+RpyeS3UO+ogIcVr2gIUZ0tv57Nqig5DCt3aWD6T2uz2kTqsamnJ/bwTwvW17r6w76q6xnEC/EbWKR7NP353weGCsbpT21NFhYiJIIULT/v3uda98jhSIhPMCH70b0RxGh3fMGfywtuwHVPWXHRoTpKtJbMgLdzvU6yuIj5lRf2dWGiqiOXbs/aIy9llW8Zv5wjEOJy7plmtSLnkGMlgD4B2narconk+0ylLlgtAdCR3iNe1vDBlwtd05ULsLlT1lx4vGAjxEI1vW4+bzwZ6kWqbqBdRjKNabcbrpraoOchcTeblIS/bxgFvWQzTXMMp6jsziFoYrzotKNL+M1O0Zp5Zb4R8uNpdZYeD5jJNRpZJZ0+uMZhDlHbzc3Z4rFLewCHC5ngP8VAnJ7+hVrvYjewPnXNy8BRGGli1QU3d+tN9ELOzwBw6fAPUOq9yJ7lienrit+lADhiA+jHGErZe5nyjtOo05l0DJqEa7BqGPL6XVEqq+dC1vB8HpDhnLD9tODK5TVjwAROOCRarnfcFvp2bQUyxFDvk6TcBsVBOhd3XHNy57wfMDUuDMvtpY5unsYg/Kt3+O4d68vP4C+vPzUyEQBHJNyUAR9V538x/42fT1rZxCemG7EO7gVXXLk1mTYCrkb56DoZozSdwacSn7rZPMB3tb/PQL2oiUzc1g5wyVfKCzmIAuvaohQv1F3jkuoipFuLgHMiDext1M3QrO5r+6LAI1ArmYLCyJekXh47wSR47fWChu+RkG5TJhXCp+GDUXssyUM4RmHAljdG66yYkOR2Nv5Kwxa2axGb9vO53yABzeQdCrv6UkBF8c7lGLrPYuPjnwA8d3SQeWYLHnQ9rmlMC4V494FdS22nuNfeagWhLV+6vSglZFYvPO/77Z+1dYffHYCcg5cQGg2Pkl7H8ysPlNxhFoAAAQGvkgIMnqN7pevr3VC/4wZzigpC8frQiThjYp4nEL6WrKpNZnPzAGaiTKMKc8lZm3TnXo8oHdr3nAqlaNL8nO5jtJbDHLKHgYkvCl73RFs8ME20KHV9idEz7+PLUF/MllzvkFQAF08Hhd8uIug9x5l2QEn91l2mjyaHedZtvc93JO6mJ6/TB8nDujNMLNzD/bmA5JeEarAL5XG/tz4gyWWBAj4Ara6buQasA2n3+c1ElT6f83jG554iCKawoO2e6h3ylPifYSX0K9e4fHATclJpLCEfFHuGmwqfpgYu2tr2ixhVDf2cZJvmYbGeoUl+jHEzKVso1mTeffHavRSafyWJIP2xx99AIA5BzDvtXLOqwAgsHXyvTmTzhqJDNBc5UQMy9Mv6kbIh+uxRFqscszQ8J5ZEgSW9eeDFt57I1fvh1Ow7rOaRPJiQOEKeoJTF4pVeBPZccBeP7Fj3TcSQjKZJE94ssiwEe1rxNPmm3hT9l1Gm7cWN8ZAcRAsJHYYrLCXZy5ZYktMfx+POJov1IuUMxWzS/5Ru4orGNE/q9KWOqMGQSLHxVu/Ib+rNy898iFPRAlIzlxM9qPMB7a5n164BrTCv3zH2q/Q2qvy/yXzD2JEZYgd3CpY7I9LxxkEo2vx+j2IPhhurnCR7bLRgH6tzKV27BuYy3B8j5DP1Zqlg1IDtIuOmSxfDzSB1qUxvf/Ax6Y7E8s2hbbN6sebG90sFYjLVB2exikaPRxsqyVFU+zBUBaZf8Cary9WTeuDgoJyo1RVSiUgNgRxuMHQynAju+VQJdhzr0NfaMoyNc3KQhy0o1nwYGYaKHCtNrqJBMPWxQKW77fjpfS1SK1uz/5Or2jskOQ1dOiY49qirIXXDik3dUolTX4qDMRcrWsKMG3uifSEBTXD/GVcinetZFU+ypASJq12mBbj6Nz7/zPxmWfBqcaZenE7tnTtPW/IcDkrViYlUf850D/XYnJInN1+rQyWDJfymQh5izP7Waau0vj1liVUbDv9wtFkDV5GDapbOf2VI3lQXdUS8ToY+abIok7YJgdv0OToJWzGAQxPfa/A4OuVr1r9NzLprwUobBd9S+JoPT8S79COFohLL6TKhVE6/NV1gePmBaLQEmscSbUbZOgPdvhzl6V88y0n21m9e7HslMXesKvvH6uQJkawztl6/RA2+FEbD3cZLs4tyet3vq5VR6xIXFcb7jRVH2K64BUoMC0IRrzVIJk3JmSzyALeRnu9kCbOtkGPMsm7qbBADEef1QSnDeENHuQl3N0uTsTxGAPfX5/iuHKecmoxyWl2p70jMuIm3G1DY5vrgW03AuEesPjf7mIldSZayVPGH4viF6+oHys2mcP6ezfLEUZ0IlIEuMPwhDv4SrSweXXWfudPW8032VIkLjO/MIbHA13gbMm4JSrYNBDBYlwWIcWPUBCT/vStEbruNX/ppFjcGVx1Di9QmRSxvQc3iw3NDNwJZeXq/9OVaL/v5/qpBg7qDrg/U1TuwuWXhI0xHIvMFCQHorOUzABjUaR9SRj3fijak44W3wflHdiIcxGdu3PAixo8kJhLxWJu8XRzE1ZiCoXz+KDvph4mYxqVvgHB771N2fWKZIB6dTTueTRVyp/EnL0hJGT5KpNWZX2jKsz2YZt1551BfKEbx/CFtkcEzsokUR8xrCChq6Cb4peQClWWtBt1F4vCdh75mwuaw5KJI514NaHakMGAvINnJdJ/6M/oQ6TiQhWe+nNGIAJQACBsNWHmSpz8N3MqP6cSrA4gB4ZpSJgtBfc0K53qjprdlMR0KdM/8o7VUNrGE5h/7UX6l9AQDeTMi922AsE66PkXzVk5tEwQgGkCCPWhwaEkJlomsioBnTOvZropxVt7RJqNpeNKksHQ3BtFfcBkCtFY2SxBfExqKCqUe1hiToPSoobE63jbkPb+b2rRyM24XHfoDN969cJEnHstKSxNTsgfLZ+J5FMlhp/zNygyiSmFov34tID40cD282TeGDFcafJluoFI1EgzYPn3LrqcLdgU6KVIFcTgKuBpSmEhHKKfeOab4mg8lzT4ZRjE0ZYjiOMJC6YIeSnd+n4B7kegsNIBumZ0j7VpbbbP3JEPH1/Ma0U9mxZ5weA3DrUtuXIMskrlYh0Uu0u5stHxQpOyqGeCf1tHg2kOwKJJWFP8KPQjjlCbjlmhZkYEQm1P00aOxH2rzW7kCHL4vG5de1qi4B5YAAAABBiayzxZu0+Ij3kAKLNTBU9/Yq7i4qFqMHkKYK85IbYkI93pGwGZcRc9A6PsRLDAPbLTJ+ABmSEG0kwyjXugLY6KTXv5bPi3Yajmazi/NRLhg9ya7q+IoDIkP/qO+6yVC5k8Afz3cqQmaNlv2Qph9T1D7QfP4cQEnbeWl+S0ToKp7WOqFna7DEXb87A+C6lt1DPU6iPAjxvA2tztB/jgfbkddhs46J8RhaMFzdzqCkHjNAEkQCr5WCFtMMKFo6Ea+k09E4mLDlR+kjGLvRP3jTJ5MDBIfRkuVI+Dj3+AaFZkNsyAu04Q5K/3IpNlPzIT6sbAHnSrsavIQvnNhLB8Hh0hIMB2sBjV/PsguptYXmzOYQkW0xTyOz+66ai0WINhj8xBrv7n29+B0RMb7Ti7DhP0hRY8xKBhVB27TtYgfbqfRtpIjI3w63TQYBtYnRrLt6qW7ofAZTsKi/a/8CWRBpeMM3xiEM3Mk/+qCAwJgWC+vAuHe2cNpw2ZC96V7PMS5diGogWSqBv7LPO9mHlZ6iDqcesJWEroq1F+Esyou3ziHOd5VpGgIGTr5dYAbPYTMXJkmbPmlhPL/p2giYbd5q4bxcZsmNVpsU+icBHx69hLoHb9W4N6LYTIv2pZDEHCZ+t67eFnJHJTtgeALBWYB69AFil8qNVVqJgMPI4kZyJKPqti7rs2IVK8AR7TnbUu4PS1zxT+gYthEYBGO8CkYHgq8TkMIZizEUtoLwQgicRU1tlpTLXPxBpwLxhxN+RlEHQ6CssluovoI73WrafDJzYgTKYRmHbzcD4Rwqmu3ni2OZDuA7EuEOu4Dsov8/PFJ9E6yqvmV77DebrR7BZ1FGSnCzRjnLCKR9YkarU+qf/xevS5Pv6ZEu9fbFpPl4AhAif4S2bywh1rVDFVxeSa3dCDaJwME3yYbX5NN72gkRFNqjo8mqXLBaki0z+h869n9I4oV+ucva5SYEVxKd66WPy9Am5tEv/wm3QpY0+SG4lUvvw+Hu9+AZ9qbmYLfrtYy8v1LguG9Mn3JeXpdHDn6bMceFGMPFzr3ciKo8ihNnawu8W2szNQFfSRv5/8YFOvHOjYVe8cpT/FYWAyw5b9kkPrBRcY5TMsMZ6jCJq30zi+ANFkvtBHifZrNEbWV5DUvjxILR+zKiYMQtg3B1ULsbmPqblYbpVbzwNJnji9FHNeg3Xpq3L+JAAZTOs/KFDAmMfozxbLX+bKrRn1VgUaoS6I4GTXBCsjy6vG7OL0UcePl9C9yaC1dUrWZg/lu1EeNyuvOI+CZ2S+CgL7klDlyeCiC+/emDWEr7GbPIIcBtbcpOzlfKxcXbE7hAj2cZrudzC5bxXkIL2n2U3hRszc/6mynjgaroqRilm5P2Y/s8BrmSKewzLPyYbEFdPpO6qpLKYdNjHAQkuXcxFOwOEO1I27IWA0rWruT6pjsl1C9uewyQUSpcSFCNJU1NBT+Uuhf35yxBefibn5cU2c49ArnwtRXdSD65l4vqxgiJZ5iwQWQooQS2/Hojn0izlfVTAFTbEC8proFJ0e3MIZypaN0VfKv6Pz8WS7fFK0NRCgyUSux/vkMSRnnTK9EyIYcaz59K9VhMrNjuacKqjC0fVUdIfSXvpbDVUx+NGIINBaT4Q9mJo3tYnq9Wuocv5rGQXrwyUykIBuAJHfYJAEa28olt7GP0pwsHW18fzaXgA3VgubblRj+0pSLlbWj9HUTt6RTnFl4vpr7j6eZRfDkrincPY4GVplP0hIObXvbx8195GCEgSv8GgI9hjSKmrFLwfqGxtvEh3+GLrpvVI1IvHzee+jgQVJk+sRwoFhRJ3gYRRfYMDDHcaqXcRYsuhzWRMzMmCxZQSIinRgyaLGWwZ2ds8HYtWuOo1Ewx0Xp9qYVnX4AwuwO0/nZmK/C7nq3l38XeoJqKrRh1+Pj7PxH+I6c4KYVqU4mDOnglDyEQKUr9maT+XcGl3NrvDoqCvgAYvJSFFCFx58PERc8ZFMCo+9zjFpPOCXbLZyFwcvnvcymQhrozxBzrnYbjxEYO+dAo/nB8o/H6R4MirfOG1s1eu6TF984nMhtmzadthHN9WJY6TGTaBb10pY632KAnmRTZW5TDqx33LCbij1lXOro8nc9JUuzP/Jb60nZBoE7Uzrk+gWe5JyKL5u8AVhUHhzEJP13Q1FwAAABFyoRAeg7rNg19y/Q2Fx/tt5riIttTTjFEq/Aln+kOwh09Nj35uFoUYrnEU98KJ/TqHbBkVJxN5tECfKyDpH/7jCbqe0DRk+drVyeZf1DSFQOR7EkO5rvSBPl600ZYFW5vQIVoOxqO0OHG29V6WKjF7Pr8GO5KZ7e5mtKHVrrcs3joGpmq/ZQLbFRCFmJW2rD/sWO3WpjL1CJDJjkFUkloZoSorB7mSQhdKB/xr/jny/9V4KDMXTawU8lZTBU0EN4ysZ2dIa/BplCWe6dCZ63J8zQWSCd+2hpQcaLfYmfMulILW1TjO/Q+LjE0CSZlt6f99iKdQrigLs1BXvIpgSy8/yzsz8qJV6HYY314YSVA+0j4C6Sk0rHXdlw8Sq8Vv04K8w/vtHmyft7mhMBCHwn4qzQG0OoQNU+E6suQVJCx26PUSu/+Ke5rUa71+54d+H/TMsdcHIh0KJzGAkCuFzoJhfLISOfwzHpy29p+yooJA/6nabHzl7H6kB2MJn8DHUkXlsi0VdVqaVDXw+ttYyThe1BgGKudWOoeRjXlOb0oNTq/00HPErOLrcMR9Sf7tuhUmJwWVw+Nu5hUMGxPSIic6c02rtQfvEE+E5BVIcrTLb4OROQMMFESZO3pJTTie3YB7wO2C2VfreM73gE6ZmmlMJkyyR+QfMhkHyoij0CNaFfXgjPYTyVaaOKys+HWT0V+6AUGw+rA3mYwldsfPHOlNygRwRTgo/gvbYNNMlgrQejQqXqgiz3eb+md0OyAmeXpTjFlREY8bnqpzNF0rVvNNAXTY7iGak+X1hIAWXlRxQv15ebFvRdEe4h4qChdR9nCKZ/VugClKKA4ctpHCPsx64ZxBiYsawgeYHCcXeNDFHmuW5sLzjNoR/k5G11poAhMeJ6NwVH/T0hUmoThW4kWwriMew7ataw4MayZeU9ck6gJ0778yXxvTlGxrHLVd/rVPHhrubf4UZzVlq4IFYgTNSm1PqTNFLsQH4zAailmmYIepVRw3X9CbHr69DCHxC9eHwOgYZbDUY6N3/Sn/WoZiXrSYuWkP3sc5HSu41OT0O6DbPYLIEPLcUCN9BMkmTay9b+Oym6FNbPpXN5VffgohPsuKkyMZ9FH/pGqSWiSjNN/b4Ijp3shoupAwCL77YX6Q2/W6e7xfKTBWDeES3hj0qbxj9G2OQTM27K6SDEXa4zZN+HZ5lPFflVWHM8CbNIibOCxqoejCG16Kf2tYhHRT+mm4MC5lm7qiYftIsSRpS+n74J/Gnbytt+8itld5ryY09is/Tu+MBG2sajaAioBi3Sdmgjfo5VD0ndERb2RmmXmPX5S7IMvnKcC7RhvDdTnBSn4cRdFDpwkFyPtVh8Hvzk7HKav0XoWrgmk7n7snJRFFdbuiPtw4pOJMy8BFrcG4zC95F/GFBmF1L9clHb374WNXJuG9tj4UHbWney2zylUIkaP6HUQa7sKDdvkaRj07Ur1SVn6hjEeZMWOYupm3sbuyS50L9i/zTi0/p3W6aaBC9SwLcRkW8EPgFV1zLEQMyPRsy0Fj1gx58cbTzWDqzS7w4AkbTnAcn+PyF7A7YXc2DevIrl92xhA6T5Qrru0TB8H/7EIK6bdaglafkWrR/odmNawbgInYOhS+Ci75fioC6Dk1xt3dr5Ndpz8St7tHFrkKlioGqBeReOBRdKcYww3mceCrPs9kSd9AZ0ThJNcCKhATPj99xKrc+TEk8rmotN80uOFeHbNZt1ydQPZn0+N9e6VB8JKZG5ePdjYo7zzkKS0gzzpF+T6I+/65Ji2h12RWG9/amCcB3DiiyJ3Lvc+eFkDVmfL3Ke8+nbaCgPmoZEaeuptlGyl3w6e+Sp9555QoZMDchFQhW7A21IR7Z+io+I6wWgrwyYNgqDu+zymWNtiSL7LiOvdqA+jeF9z4dwzsubyIis4oPEnNeUtnb0C/N3OV0fti9xY10lXKCPSyexxes2/U+OmQqlmabDFPGGrr2wcc8DS7Se2yJNG29bx11Kze23zacoXy3uRHiQ+qFOvDar9fYd4TEEduOvNIPQZoSNoy5eYstrFz37sS73UfCv63J4zf6HAhfiKm561+FhI9y5fRgTKiQ9tT+7HCgEHWIWLakHiE4l/v+6yxOk3xDIy17MA555mGct1A2AsIcg6O0NxU1xEp8SzXxrzASZhxKw7MHWAznHolQcU7fxMy69huoIHjeH+v6m/8dgDx1kPAEsxdhqVkzvr0+tR93eRqAAAAY64yd+L4pAhWac4j83TfGiAzH7dsdCiuBSqyrAPqwi1wAGMVyXYwFPJu6ub1KExD6FEWyYX/Gee4fEWhFPMqIhrIDaPPDRKsNdpsmnytSFs0uJeOimGcKXBmnNlB/WLhFtoBUQRldNMXKN2cBRVYwJMA+dVbVVcPbu0y8t2IzglFxeLFy2EmWLy6pQb9ToUzM4jmHN/64ORLxRl9svHdnfN5Y17WGFVIoVySWjVIhTIzI2BaS7qsFZ2y+Ry2ItQiCa4YTDy6haF/9YLU+HXK0RethvrfkwTUEVBF6Xm4aeE96FKUFYyyW79Qx3123gOsTyeNgtuAZzWwWsA7OYtphVf6qMl4SV9M1ULSsJjcvurekQmCAiJW/cG6td1VOkcibw0DIErmrX/w1UyTNeSnDCKdO6Udu1jlt8cCJPPAMVBaUdeFCO77NkGFvgFj+Cj6s8tp+Vfqqe4ski0w1EDjEcBPNDbaNI5cmr9Ao2WJ9ra/ajwQB8yGu8a/oQ0Ty6tVuHlt6bVt1coMKYuSVbkI5F4GUmEDFcePYH5zRMMX430Zndh1D5/0jIlHndgE3swtc0pLpyc7iGKxyjUIGx77t01SkhIlrFDN6JW2OZO08jd/CpDBnc9K0WfY7WG7vad5+wxD6/ZNHekiSGVMXLq9GAeq2CgrizGHPPP7smip2u/fy9KIAwRUU0IZC8fqT+jXmzWR0jwULsnKBojuaLQScQZVdp2hWjEJIQz72qBkqfyAKTsx2wNWY6gWRHIrDhFS9G6K7vJJ3lv6P/eC7/2HrFuJAuivJnBMY1nL+PVQDqUzFy0TLJMG+tErRLwUwAAqt9QfPg5CrOuQGlxxqKH3oKyccHlXT1TgoW/OVvfLMYDxCIUa0ouxQHxjUpj0asPzzcKcOCdtFYj5JXAmuwplsC7wbXLaz3r+oeAtHFsO6RyC0F+JyQ7VfBLoFD/gguAOW6OCE+RJEPzrOghVoMCteaoMA72rNhwco8UYhAAClqRve0rmptObsWewkzWpXnKoV4bd3Wh2KAiwGc4Nos5vNVJ7uw6W8ihN6mhQwCx92+uDu53pfXsFZ5DzvKiYpPEmjW3u98hVj90KOon1DktxlSpwvtQmvYViXI8VFy4e+WcaduKRaWQIyncnExgaQNJXALV3ILzhuT32DNA8VKy4Wbkzcze2SU15Q3n53N0S3RExMnFoIcvHm/Jv7DO6qkIlNBAgMOfbKxsi2rKL5EeuX6/SEGzw8A5o0GiclXMcbeL8qSLOxSM2NcaF93lJofUIaW+9nIDKgYk/bhfNWoYTq7MaMJLRMoYlUZtOccJu9Bhaji6q6dM1rKH7aMnC/8f/vJsTv3VPUZafBxhz0gcTBiYrer0/R+tsJEJUNvtGBQRGw0vVPeeK1YAoUvYDxS2jJI99vt2citIyn5rWfI4VprU+mRACeI8f26OFkzEW7bSfIBTPdyY5qdZp75VItByIEjBxEzW5dfcvq6RfROUlLLMSXcFjrdIHP2TCsYdE0m3VNHWIzogmkjgdqQ4Fs54qz+wgfNK+PCoQnbWn0GF4EFcBDYi5dQjfR0GFTM0+a0tzXECcbAK8rsAigUGf/K5UfIEltkl0IgvLqkaKX+fAKwaE3Sj6CbeaIV2w9C6adZYBkBHFzVdNXVlaeF5/9oCZKEX0iFAPQcySz4Ytq7Ur1ncNSpBoZK2AAAAAAEl5vIpuA7xO6TI4OVdEcEgWTnBnlyiW56BeS6kc9NFDVipLzEVEw6c2xsGa39lx+xtTNygdYz6bjDpCe86sGdm3KM6D2yvK4ZB5/sF1eTRj7NGucL+x2MTv20HShoVSFfKljMsZilfy8yj7Zz9PlULghgEZx3Aw5VOs5qeDtFs9fUf92SlxtYdHHIL1vMgNgmpMYlDT97Pkid1XdMMzHT7osNlrgYkt4Nz4Z/rxBy4xGgf4Byldyot1WHNXHqsVEaTJpc0IqnBSxdBlzCvhyMPFM3/8S3CrnTp+Vzi9tIc79LP5gU7Whf0rLUaPWeHgrPN0nYTDdcu40lnyW4FW4yShzsEIuJaJ6twu8l6aQUxfYgSzwzLuUF715oVA6ClnOqbCYkjkC6y5ofcUpH0ZP5wWJL/yxZoj4Q+PFVRjvY1XgA/E1AVeDy0qbWeCW457/ocm31a9G5M8UknsTW87w+VPIsl1TGO0HlZDWuG5+Ivni3m6mE3/9yLqIdwLfiSci0Ix3kvp7BqPHroVhyaINMDih63aME7Ftmng9hrz7B8m5b3mxJJfqQ+fIXXN+br3c8VXcpw7Xg8D5d+fSSxwqHBSDvFIaMv+qRBz5ACxhPBhzILRi0pdXvl13hGxcd8dv/bbNjweoamy3UQG6d7oAAAAeVCigj7XK7uKSNqknjGWm05bhkKUgStFjCDcyXdc7CTs9B+WghzNZwUMLYhItXDMeBANp1d/oDUpzctNPCmliLiVJ7oCspkd9RkbEwMBvhgxOMN1Sj19Q2ZKFHVMVK1g4QCeCnOVHh1PuxUdn62u6b7mlpyZ72RmYp3tC7WluRaeHHuCh0KoA2hK2ZK/MgsAe8ehHtPYXn2Je+DHX3v9RT+iJwQsTreUkz1sjrHWc/Tuwen71Yb6wEti4DCsM1NpnWcLn0le7b7J1SX7AbJAZBrp1kCZa9IfJ+qBAUUYpslPn7Q61jYdvVddick/7BDXt/42BCHbbOqrxfwr5E8yDuJ7NrmAR2mlGVSj6O53t/LayWQsECLEjLITixT1hHKP+SPMsgn/BT2HWnQe0Z+aNV1RWgeWOo5uAlpgN/WS06vJ6UWrow4/j2f2GFOK4ogia82KhzbtkmaCiViyeoYeGN1z5bIh6OU17b0RVDUjvkk66DY+wNubo/eQ5GPftcHaClJ8SV6j1c8zubg1q/0ORZEjWfd+wW41yiI1go6meAagN1YBPXEsI+jDev5xh4OyqPCzqMhNWiaQEdZB4VVI38KAyivh9JCrp55dUXir2mFG4qHVA/xwNe6OiZsufLVf/LlbIj3TEAAAAAAAAp7ONYFv/Hbw7+5kfSwiSnY7Wb3/jRf6mU95oYq/XCLewS6VnIEz32xkl37Ags+gS0LhK9u7dBNewDSB8rOQP7M1s1baTvturJHZazn5dIURrClMZCrf6NctCptpvDOAi+vV/aXbiM0YqV5ZHs2wbufWxbRtMRMWXRspjiWDJz4aMvpzYqnIulQXg9QTjFYGn360uVuOIkh3tghYahnv9KjbhgoCDvim5bW4yJMqtV1PI/YYUu3tjWk6NFSCtp4LbRKYbp5QjWDuziPBwJQmyYZhZt7GrQ6ZdmihSUrwTwDJr3YDXeimgTXPT2HEPaFNeoohawh2wZTA1YDAKGU6tIhOtaHb2ES/+S+usjct1vtGzsCklv5m15zXwiDRKidlQVdwV3qh492QAMNzOP02hhd3UBRJl4f7AuWY3jiZKJmFB6tO9PI5+eXpmF5kxTWqjKiPwZzbV5mnLsWK46Siyj7GOR8XR4oqWHe5EBSJ2orPxyemfGS9u8l1cJ6rgacIL8KjrNnsGp+PVeExH8OyLxYbo+xkhuvc/8UkiyKm4ZOCbIN77a6r+BD8gob53E+3IGZD6Fdi6a62xTYHBmfIfytAVKejm6N08AyCDMRv2oyqAANH7TucSRuV/EpKeowwJi31+poOQgK9Pgl6xJ+PXMW/klF9WsPoLMINBXvIV6AY3/9j+eD77/2P53mT/+5/Ohbn4VuFv3qPOURV1qckQQABnjEWC1cb2+CtqMevJzvvv/mfZQgz/TZ5wnoMgug6Cbo7f9dq/haV8ARjq7CopPkVf42cEhNxT+tIAMTxNyWYUqORZ3oxA/mAe466Biukt2fmJhDkueY7PO3eHb/CHGIsayNnhVnyAM36Opyc2upWqelH+AlsZih//QfMzX0D6eodlBWUOWiiA0BH7J9yXXEVL8hqC6umFE9ykAAAAAfeFDkZKiatIH5vUiURlMdhjjL0GQETdCyk3Rm+oFeysWQkdppY8hbMSCNV50HMtfQafTsqOQaPI7ChjPC0PGl7FJNSTRD3rCQg9gtR2ryv9pyuqMrf2bWeWZO4MgUEBO56JKc2FwyaTWjtg4f/TiHbD4iz5r8euMPBVMg5IfAY0CmJPTH1Q2qTwaox+ZzHwYbOaweV2AFTNpyiZ6KrsfRqtdYLkCXSgvFQDc+Y95sjXrfaEdaYgq7wNHe2a+cRPLnFV6HkwCieIjTCITlOKXlzYxWbjLJ8yNRGDQTd36B5RZRh2cYf4N8eP+b7YpUX5FNGIGvojSKGWnY//BIrQRhwLQ2p2k6LMgmwd+kmTx2dGNgvMHREBB5BNlJuDuVT1fogbbfKWMnR/C2KfP5Ra02/do98v2A2W2WAsahCCBwn77By235m6QkmaEF/RsAwTEsVWjOozcoFl0wi38gf2yGOsGcJ//dD/t34D0vzh60wAAAAGuSjPOkt4G3Q3PpCMtijJJ8gK92s64PBXQo/FoPwV5a6RB+5EeQQcmAAAAAACW/Fo16slN4n0310VlT/4lHyjlv7aol7KtAcefvd8pOoDhKgpPLhgcw/x4gV9LBxI/mXz43Toh68NWRKZdOyX405JifjQYn0Hz2WxjZii4vqtvZekXsN2f7ck+w89q+On531rvaSNuDUJViAiKNLpvSNnLEVlnZoPQw/EgH/4ec77OMmxw9/Z5fhCClMoSpaFtjihR5Wb9dqA3bGbG+DPVHAOVNPYmGA9qMR+ate4ISWTmr2KLWSDQvT/Aw6b7KBhHDZVhd8e/BjUgV7GXHlWcdAIu5CW3LIyG2JxS+VUnZjy9zzB1+/k+ukQ61rvlfKYFfz6pSHOiSESnVSD/gKAW1GEf/Ci7tAG6xgQ32nom4LJ88FRpl3PVun0VUgAAAAAAAAAdK9jeBDc5QXfeGVEHs0ibV8YX17rvBh57FWaBKrDXDbVafRPOEBdqDKKz1dPvKPz9qcF7IOkddRpUP76OShmqGMTfRaxe77kDQN1ZIqgy7KnUCYhINfVeS6JKaePRwTb3kGy3fDgWNrC+gUmEiC1HjexeGFV1CMpEoIEcSuSBZvlpQrn+DkYGJhL9vz5733KQKoKdKpdMuw+lW3GH0xeyxW4tW6AkQYY59qjZem20+3L7qsszJfghQve6Z43j28ix/B/biA0hE5hMhxVRyUPFJADWZw7VFfPgZ9wu+UhwVbQqtOLfO+bxjhBc8iRVaoE/NH+gA6fFDfOQ3dtiC0Awrg15xFhqxmh/B0qDTu8hy1YwNMSEnAT1Dt55GArKBMvQV/XnUH+AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA==")])
|
||
.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>
|