5234 lines
553 KiB
HTML
5234 lines
553 KiB
HTML
<!DOCTYPE html>
|
|
<html lang="en">
|
|
|
|
<head>
|
|
<meta charset="UTF-8">
|
|
<meta name="viewport" content="width=device-width, initial-scale=1.0">
|
|
<title></title>
|
|
<style type="text/css">
|
|
html,
|
|
body {
|
|
margin: 0px;
|
|
height: 100%;
|
|
font-family: Verdana, sans-serif;
|
|
}
|
|
|
|
.divtopmost {
|
|
width: 100%;
|
|
height: 100%;
|
|
background-color: #eee;
|
|
color: #252c30;
|
|
}
|
|
|
|
.split {
|
|
-webkit-box-sizing: border-box;
|
|
-moz-box-sizing: border-box;
|
|
box-sizing: border-box;
|
|
overflow-y: auto;
|
|
overflow-x: hidden;
|
|
background-color: inherit;
|
|
}
|
|
|
|
.gutter {
|
|
background-color: #ddd;
|
|
background-repeat: no-repeat;
|
|
background-position: 50%;
|
|
transition: background-color 0.3s;
|
|
}
|
|
|
|
.split.split-horizontal {
|
|
height: 100%;
|
|
float: left;
|
|
}
|
|
|
|
.gutter.gutter-horizontal {
|
|
height: 100%;
|
|
float: left;
|
|
background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAeCAYAAADkftS9AAAAIklEQVQoU2M4c+bMfxAGAgYYmwGrIIiDjrELjpo5aiZeMwF+yNnOs5KSvgAAAABJRU5ErkJggg==');
|
|
cursor: col-resize;
|
|
}
|
|
|
|
.gutter.gutter-vertical {
|
|
width: 100%;
|
|
background-image: url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAFAQMAAABo7865AAAABlBMVEVHcEzMzMzyAv2sAAAAAXRSTlMAQObYZgAAABBJREFUeF5jOAMEEAIEEFwAn3kMwcB6I2AAAAAASUVORK5CYII=');
|
|
cursor: row-resize;
|
|
}
|
|
|
|
#divtop {
|
|
height: 78px;
|
|
border-bottom: 2px solid black;
|
|
}
|
|
|
|
.boardinfo {
|
|
width: 100%;
|
|
height: 100%;
|
|
border: none;
|
|
padding: 5px;
|
|
}
|
|
|
|
.boardinfo td {
|
|
overflow: hidden;
|
|
white-space: nowrap;
|
|
width: 50%;
|
|
text-align: center;
|
|
text-overflow: ellipsis;
|
|
}
|
|
|
|
.boardinfo .title {
|
|
font-size: 20pt;
|
|
font-weight: bold;
|
|
}
|
|
|
|
.boardinfo .variant {
|
|
font-size: 14pt;
|
|
color: #888;
|
|
display: none;
|
|
}
|
|
/* bom table */
|
|
|
|
.bom {
|
|
border-collapse: collapse;
|
|
font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
|
|
font-size: 10pt;
|
|
table-layout: fixed;
|
|
width: 100%;
|
|
margin-top: 1px;
|
|
}
|
|
|
|
.bom th,
|
|
.bom td {
|
|
border: 1px solid black;
|
|
padding: 5px;
|
|
word-wrap: break-word;
|
|
text-align: center;
|
|
position: relative;
|
|
}
|
|
|
|
.bom th {
|
|
background-color: #CCCCCC;
|
|
background-clip: padding-box;
|
|
cursor: pointer;
|
|
}
|
|
|
|
.bom tr {
|
|
transition: background-color 0.2s;
|
|
}
|
|
|
|
.bom tr:nth-child(even) {
|
|
background-color: #f2f2f2;
|
|
}
|
|
|
|
.bom tr.active:nth-child(n) {
|
|
background-color: #00abff;
|
|
color: #eee;
|
|
font-weight: bold;
|
|
}
|
|
|
|
.bom tr.active:nth-child(even) {
|
|
background-color: #00abff;
|
|
color: #eee;
|
|
font-weight: bold;
|
|
}
|
|
|
|
.bom .active {
|
|
background-color: #00abff;
|
|
color: #eee;
|
|
font-weight: bold;
|
|
}
|
|
|
|
.bom tr.checked {
|
|
color: #aaa;
|
|
}
|
|
|
|
.bom .numcol {
|
|
width: 25px;
|
|
}
|
|
|
|
.bom .bom-checkbox {
|
|
width: 50px;
|
|
position: relative;
|
|
user-select: none;
|
|
-moz-user-select: none;
|
|
}
|
|
|
|
.bom .bom-checkbox:before {
|
|
content: "";
|
|
position: absolute;
|
|
border-width: 15px;
|
|
border-style: solid;
|
|
border-color: #51829f transparent transparent transparent;
|
|
visibility: hidden;
|
|
top: -15px;
|
|
}
|
|
|
|
.bom .bom-checkbox:after {
|
|
content: "Double click to set/unset all";
|
|
position: absolute;
|
|
color: white;
|
|
top: -35px;
|
|
left: -26px;
|
|
background: #51829f;
|
|
padding: 5px 15px;
|
|
border-radius: 8px;
|
|
white-space: nowrap;
|
|
visibility: hidden;
|
|
}
|
|
|
|
.bom .value {
|
|
width: 15%;
|
|
}
|
|
|
|
.bom .quantity {
|
|
width: 65px;
|
|
}
|
|
|
|
.bom .placed {
|
|
font-size: 8pt;
|
|
color: #b87333;
|
|
display: inline;
|
|
}
|
|
/* prefs menu */
|
|
|
|
.prefs_menu {
|
|
position: relative;
|
|
display: inline-block;
|
|
margin: 10px 10px 10px 0px;
|
|
}
|
|
|
|
.prefs_menu:hover {
|
|
display: block;
|
|
background-color: #eee;
|
|
}
|
|
|
|
.prefs_menubtn {
|
|
background-color: white;
|
|
border: none;
|
|
background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
|
|
background-position: center;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.prefs_menu_content {
|
|
display: none;
|
|
position: absolute;
|
|
background-color: white;
|
|
right: 0;
|
|
min-width: 300px;
|
|
box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
|
|
z-index: 100;
|
|
padding: 8px;
|
|
}
|
|
|
|
.prefs_menu:hover .prefs_menubtn {
|
|
background-color: #eee;
|
|
}
|
|
|
|
.prefs_menu:hover .prefs_menu_content {
|
|
display: block;
|
|
}
|
|
|
|
.prefs_menu_label {
|
|
display: inline-block;
|
|
padding: 8px;
|
|
border: 1px solid #ccc;
|
|
border-top: 0;
|
|
width: calc(100% - 18px);
|
|
}
|
|
|
|
.prefs_menu_label_top {
|
|
border-top: 1px solid #ccc;
|
|
}
|
|
|
|
.version {
|
|
float: right;
|
|
font-size: 10pt;
|
|
color: #888;
|
|
}
|
|
|
|
.slider {
|
|
width: 100%;
|
|
}
|
|
/* buttons menu */
|
|
|
|
.button_container {
|
|
font-size: 0;
|
|
margin: 10px 10px 10px 0px;
|
|
}
|
|
|
|
button {
|
|
background-color: #eee;
|
|
border: 1px solid #888;
|
|
color: black;
|
|
height: 44px;
|
|
width: 44px;
|
|
text-align: center;
|
|
text-decoration: none;
|
|
display: inline-block;
|
|
font-size: 14px;
|
|
font-weight: bolder;
|
|
}
|
|
|
|
button:focus {
|
|
outline: 0;
|
|
}
|
|
|
|
button.selected {
|
|
background-color: #007bff;
|
|
color: white;
|
|
}
|
|
|
|
.button_container button {
|
|
background-size: 32px 32px;
|
|
background-position: 5px 5px;
|
|
background-repeat: no-repeat;
|
|
}
|
|
|
|
.left_most_button {
|
|
border-right: 0;
|
|
border-top-left-radius: 6px;
|
|
border-bottom-left-radius: 6px;
|
|
}
|
|
|
|
.middle_button {
|
|
border-right: 0;
|
|
}
|
|
|
|
.right_most_button {
|
|
border-top-right-radius: 6px;
|
|
border-bottom-right-radius: 6px;
|
|
}
|
|
/* canvas */
|
|
|
|
canvas {
|
|
cursor: crosshair;
|
|
}
|
|
|
|
canvas:active {
|
|
cursor: grabbing;
|
|
}
|
|
/* nets */
|
|
|
|
.net_inverse {
|
|
text-decoration: overline;
|
|
}
|
|
</style>
|
|
</head>
|
|
|
|
<body>
|
|
<div id="divtopmost" class="divtopmost">
|
|
<div id="divtop">
|
|
<div style="float: right; height: 100%;">
|
|
<!-- prefs menu -->
|
|
<div class="prefs_menu" style="float: right; top: 8px;">
|
|
<button class="prefs_menubtn"></button>
|
|
<div class="prefs_menu_content">
|
|
<!-- display -->
|
|
<div class="prefs_menu_label prefs_menu_label_top">
|
|
<div style="text-align: center; margin-bottom: 4px;">Display</div>
|
|
<label class="prefs_menu_label prefs_menu_label_top">
|
|
<input id="cbDisplayAssy" type="checkbox" onchange="setDisplayAssy(this.checked)" checked>
|
|
<label for="cbDisplayAssy">Assembly</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplaySilk" type="checkbox" onchange="setDisplaySilk(this.checked)" checked>
|
|
<label for="cbDisplaySilk">Silkscreen</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplayNets" type="checkbox" onchange="setDisplayNets(this.checked)" checked>
|
|
<label for="cbDisplayNets">Nets</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplayCopperPours" type="checkbox" onchange="setDisplayCopperPours(this.checked)">
|
|
<label for="cbDisplayCopperPours">Copper Pours</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplayFiducials" type="checkbox" onchange="setDisplayFiducials(this.checked)" checked>
|
|
<label for="cbDisplayFiducials">Fiducials</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplayPads" type="checkbox" onchange="setDisplayPads(this.checked)" checked>
|
|
<label for="cbDisplayPads">Pads</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplayVias" type="checkbox" onchange="setDisplayVias(this.checked)" checked>
|
|
<label for="cbDisplayVias">Vias</label>
|
|
</label>
|
|
<label class="prefs_menu_label">
|
|
<input id="cbDisplaySuppliers" type="checkbox" onchange="setDisplaySuppliers(this.checked)" checked>
|
|
<label for="cbDisplaySuppliers">Suppliers</label>
|
|
</label>
|
|
</div>
|
|
<!-- board rotation -->
|
|
<div class="prefs_menu_label">
|
|
<label>
|
|
<span>Board rotation</span><span style="float: right;"><span id="boardRotationDegree">0</span>°</span>
|
|
<input id="boardRotation" class="slider" type="range" min="-36" max="36" value="0" oninput="setBoardRotation(this.value)" onchange="setBoardRotation(this.value)">
|
|
</label>
|
|
</div>
|
|
<div class="prefs_menu_label">
|
|
<label><span id="version" class="version"></span></label>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<!-- canvas layout menu -->
|
|
<div class="button_container" style="float: right; position: relative; top: 8px">
|
|
<button id="btnCanvasTop" class="left_most_button" onclick="changeCanvasLayout('T')" title="Top Only">T</button>
|
|
<button id="btnCanvasTopBottom" class="middle_button selected" onclick="changeCanvasLayout('TB')" title="Top and Bottom">TB</button>
|
|
<button id="btnCanvasBottom" class="right_most_button" onclick="changeCanvasLayout('B')" title="Bottom Only">B</button>
|
|
</div>
|
|
<!-- bom layout menu -->
|
|
<div class="button_container" style="float: right; position: relative; top: 8px">
|
|
<button id="btnBOMOnly" class="left_most_button" onclick="changeBOMLayout('bom-only')" title="BOM Only">BOM</button>
|
|
<button id="btnBOMLeftRight" class="middle_button" onclick="changeBOMLayout('left-right')" title="BOM - Left, Drawing - Right">LR</button>
|
|
<button id="btnBOMTopBottom" class="right_most_button" onclick="changeBOMLayout('top-bottom')" title="BOM - Top, Drawing - Bottom">TB</button>
|
|
</div>
|
|
<!-- bom group menu -->
|
|
<div class="button_container" style="float: right; position: relative; top: 8px">
|
|
<button id="btnGUngroup" class="left_most_button selected" onclick="changeBomGroup('U')" title="Ungroup">U</button>
|
|
<button id="btnGNetlist" class="middle_button" onclick="changeBomGroup('NL')" title="Netlist">NL</button>
|
|
<button id="btnGName" class="middle_button" onclick="changeBomGroup('N')" title="Component Name">N</button>
|
|
<button id="btnGNameValue" class="middle_button" onclick="changeBomGroup('NV')" title="Component Name and Value">NV</button>
|
|
<button id="btnGNamePattern" class="middle_button" onclick="changeBomGroup('NP')" title="Component Name and Pattern">NP</button>
|
|
<button id="btnGNameValuePattern" class="right_most_button" onclick="changeBomGroup('NVP')" title="Component Name, Value and Pattern">NVP</button>
|
|
</div>
|
|
</div>
|
|
<div id="boardinfo" style="height: 100%; overflow: auto;">
|
|
<table class="boardinfo">
|
|
<tbody>
|
|
<tr>
|
|
<td id="board_name" class="title"></td>
|
|
</tr>
|
|
<tr>
|
|
<td id="assembly_variant" class="variant"></td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
</div>
|
|
<div id="divbottom" class="split" style="height: calc(100% - 80px);">
|
|
<div id="divbom" class="split split-horizontal" style="width: calc(50% - 3px);">
|
|
<!-- search -->
|
|
<div style="width: 100%;"></div>
|
|
<!-- table -->
|
|
<table class="bom">
|
|
<thead id="tblhead">
|
|
<tr>
|
|
<th class="numcol"></th>
|
|
<th class="bom-checkbox">Placed</th>
|
|
<th>Reference(s)</th>
|
|
<th>Name</th>
|
|
<th class="value">Value</th>
|
|
<th>Pattern</th>
|
|
<th class="quantity">Quantity</th>
|
|
</tr>
|
|
</thead>
|
|
<tbody id="tblbody">
|
|
<tr id="bomrow1">
|
|
<td>1</td>
|
|
<td><input type="checkbox" /></td>
|
|
<td></td>
|
|
<td></td>
|
|
<td></td>
|
|
<td></td>
|
|
<td></td>
|
|
</tr>
|
|
</tbody>
|
|
</table>
|
|
</div>
|
|
<div class="gutter gutter-horizontal" style="width: 6px;"></div>
|
|
<div id="divcanvas" class="split split-horizontal" style="width: calc(50% - 3px);">
|
|
<div id="topcanvas" class="split" touch-action="none" style="overflow: hidden; height: calc(50% - 3px);">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="topBG" style="position: absolute; left: 0px; top: 0px; z-index: 0; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
<canvas id="topSILK" style="position: absolute; left: 0px; top: 0px; z-index: 1; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
<canvas id="topASSY" style="position: absolute; left: 0px; top: 0px; z-index: 2; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
<canvas id="topHL" style="position: absolute; left: 0px; top: 0px; z-index: 3; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
</div>
|
|
</div>
|
|
<div class="gutter gutter-vertical" style="height: 6px;"></div>
|
|
<div id="bottomcanvas" class="split" touch-action="none" style="overflow: hidden; height: calc(50% - 3px);">
|
|
<div style="position: relative; width: 100%; height: 100%;">
|
|
<canvas id="bottomBG" style="position: absolute; left: 0px; top: 0px; z-index: 0; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
<canvas id="bottomSILK" style="position: absolute; left: 0px; top: 0px; z-index: 1; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
<canvas id="bottomASSY" style="position: absolute; left: 0px; top: 0px; z-index: 2; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
<canvas id="bottomHL" style="position: absolute; left: 0px; top: 0px; z-index: 3; width: 800px; height: 600px;" width="800" height="600"></canvas>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<script type="text/javascript">
|
|
/*--- 3D party ---*/
|
|
|
|
/* Split.js - v1.6.2 MIT License https://github.com/nathancahill/Split.js */
|
|
! function(e, t) {
|
|
"object" == typeof exports && "undefined" != typeof module ? module.exports = t() : "function" == typeof define && define.amd ? define(t) : (e = e || self).Split = t()
|
|
}(this, (function() {
|
|
"use strict";
|
|
var e = "undefined" != typeof window ? window : null,
|
|
t = null === e,
|
|
n = t ? void 0 : e.document,
|
|
i = function() {
|
|
return !1
|
|
},
|
|
r = t ? "calc" : ["", "-webkit-", "-moz-", "-o-"].filter((function(e) {
|
|
var t = n.createElement("div");
|
|
return t.style.cssText = "width:" + e + "calc(9px)", !!t.style.length
|
|
})).shift() + "calc",
|
|
s = function(e) {
|
|
return "string" == typeof e || e instanceof String
|
|
},
|
|
o = function(e) {
|
|
if (s(e)) {
|
|
var t = n.querySelector(e);
|
|
if (!t) throw new Error("Selector " + e + " did not match a DOM element");
|
|
return t
|
|
}
|
|
return e
|
|
},
|
|
a = function(e, t, n) {
|
|
var i = e[t];
|
|
return void 0 !== i ? i : n
|
|
},
|
|
u = function(e, t, n, i) {
|
|
if (t) {
|
|
if ("end" === i) return 0;
|
|
if ("center" === i) return e / 2
|
|
} else if (n) {
|
|
if ("start" === i) return 0;
|
|
if ("center" === i) return e / 2
|
|
}
|
|
return e
|
|
},
|
|
l = function(e, t) {
|
|
var i = n.createElement("div");
|
|
return i.className = "gutter gutter-" + t, i
|
|
},
|
|
c = function(e, t, n) {
|
|
var i = {};
|
|
return s(t) ? i[e] = t : i[e] = r + "(" + t + "% - " + n + "px)", i
|
|
},
|
|
h = function(e, t) {
|
|
var n;
|
|
return (n = {})[e] = t + "px", n
|
|
};
|
|
return function(r, s) {
|
|
if (void 0 === s && (s = {}), t) return {};
|
|
var d, f, v, m, g, p, y = r;
|
|
Array.from && (y = Array.from(y));
|
|
var z = o(y[0]).parentNode,
|
|
b = getComputedStyle ? getComputedStyle(z) : null,
|
|
E = b ? b.flexDirection : null,
|
|
S = a(s, "sizes") || y.map((function() {
|
|
return 100 / y.length
|
|
})),
|
|
L = a(s, "minSize", 100),
|
|
_ = Array.isArray(L) ? L : y.map((function() {
|
|
return L
|
|
})),
|
|
w = a(s, "expandToMin", !1),
|
|
k = a(s, "gutterSize", 10),
|
|
x = a(s, "gutterAlign", "center"),
|
|
C = a(s, "snapOffset", 30),
|
|
M = a(s, "dragInterval", 1),
|
|
U = a(s, "direction", "horizontal"),
|
|
O = a(s, "cursor", "horizontal" === U ? "col-resize" : "row-resize"),
|
|
D = a(s, "gutter", l),
|
|
A = a(s, "elementStyle", c),
|
|
B = a(s, "gutterStyle", h);
|
|
|
|
function j(e, t, n, i) {
|
|
var r = A(d, t, n, i);
|
|
Object.keys(r).forEach((function(t) {
|
|
e.style[t] = r[t]
|
|
}))
|
|
}
|
|
|
|
function F() {
|
|
return p.map((function(e) {
|
|
return e.size
|
|
}))
|
|
}
|
|
|
|
function R(e) {
|
|
return "touches" in e ? e.touches[0][f] : e[f]
|
|
}
|
|
|
|
function T(e) {
|
|
var t = p[this.a],
|
|
n = p[this.b],
|
|
i = t.size + n.size;
|
|
t.size = e / this.size * i, n.size = i - e / this.size * i, j(t.element, t.size, this._b, t.i), j(n.element, n.size, this._c, n.i)
|
|
}
|
|
|
|
function N(e) {
|
|
var t, n = p[this.a],
|
|
r = p[this.b];
|
|
this.dragging && (t = R(e) - this.start + (this._b - this.dragOffset), M > 1 && (t = Math.round(t / M) * M), t <= n.minSize + C + this._b ? t = n.minSize + this._b : t >= this.size - (r.minSize + C + this._c) && (t = this.size - (r.minSize + this._c)), T.call(this, t), a(s, "onDrag", i)(F()))
|
|
}
|
|
|
|
function q() {
|
|
var e = p[this.a].element,
|
|
t = p[this.b].element,
|
|
n = e.getBoundingClientRect(),
|
|
i = t.getBoundingClientRect();
|
|
this.size = n[d] + i[d] + this._b + this._c, this.start = n[v], this.end = n[m]
|
|
}
|
|
|
|
function H(e) {
|
|
var t = function(e) {
|
|
if (!getComputedStyle) return null;
|
|
var t = getComputedStyle(e);
|
|
if (!t) return null;
|
|
var n = e[g];
|
|
return 0 === n ? null : n -= "horizontal" === U ? parseFloat(t.paddingLeft) + parseFloat(t.paddingRight) : parseFloat(t.paddingTop) + parseFloat(t.paddingBottom)
|
|
}(z);
|
|
if (null === t) return e;
|
|
if (_.reduce((function(e, t) {
|
|
return e + t
|
|
}), 0) > t) return e;
|
|
var n = 0,
|
|
i = [],
|
|
r = e.map((function(r, s) {
|
|
var o = t * r / 100,
|
|
a = u(k, 0 === s, s === e.length - 1, x),
|
|
l = _[s] + a;
|
|
return o < l ? (n += l - o, i.push(0), l) : (i.push(o - l), o)
|
|
}));
|
|
return 0 === n ? e : r.map((function(e, r) {
|
|
var s = e;
|
|
if (n > 0 && i[r] - n > 0) {
|
|
var o = Math.min(n, i[r] - n);
|
|
n -= o, s = e - o
|
|
}
|
|
return s / t * 100
|
|
}))
|
|
}
|
|
|
|
function I() {
|
|
var t = p[this.a].element,
|
|
r = p[this.b].element;
|
|
this.dragging && a(s, "onDragEnd", i)(F()), this.dragging = !1, e.removeEventListener("mouseup", this.stop), e.removeEventListener("touchend", this.stop), e.removeEventListener("touchcancel", this.stop), e.removeEventListener("mousemove", this.move), e.removeEventListener("touchmove", this.move), this.stop = null, this.move = null, t.removeEventListener("selectstart", i), t.removeEventListener("dragstart", i), r.removeEventListener("selectstart", i), r.removeEventListener("dragstart", i), t.style.userSelect = "", t.style.webkitUserSelect = "", t.style.MozUserSelect = "", t.style.pointerEvents = "", r.style.userSelect = "", r.style.webkitUserSelect = "", r.style.MozUserSelect = "", r.style.pointerEvents = "", this.gutter.style.cursor = "", this.parent.style.cursor = "", n.body.style.cursor = ""
|
|
}
|
|
|
|
function W(t) {
|
|
if (!("button" in t) || 0 === t.button) {
|
|
var r = p[this.a].element,
|
|
o = p[this.b].element;
|
|
this.dragging || a(s, "onDragStart", i)(F()), t.preventDefault(), this.dragging = !0, this.move = N.bind(this), this.stop = I.bind(this), e.addEventListener("mouseup", this.stop), e.addEventListener("touchend", this.stop), e.addEventListener("touchcancel", this.stop), e.addEventListener("mousemove", this.move), e.addEventListener("touchmove", this.move), r.addEventListener("selectstart", i), r.addEventListener("dragstart", i), o.addEventListener("selectstart", i), o.addEventListener("dragstart", i), r.style.userSelect = "none", r.style.webkitUserSelect = "none", r.style.MozUserSelect = "none", r.style.pointerEvents = "none", o.style.userSelect = "none", o.style.webkitUserSelect = "none", o.style.MozUserSelect = "none", o.style.pointerEvents = "none", this.gutter.style.cursor = O, this.parent.style.cursor = O, n.body.style.cursor = O, q.call(this), this.dragOffset = R(t) - this.end
|
|
}
|
|
}
|
|
"horizontal" === U ? (d = "width", f = "clientX", v = "left", m = "right", g = "clientWidth") : "vertical" === U && (d = "height", f = "clientY", v = "top", m = "bottom", g = "clientHeight"), S = H(S);
|
|
var X = [];
|
|
|
|
function Y(e) {
|
|
var t = e.i === X.length,
|
|
n = t ? X[e.i - 1] : X[e.i];
|
|
q.call(n);
|
|
var i = t ? n.size - e.minSize - n._c : e.minSize + n._b;
|
|
T.call(n, i)
|
|
}
|
|
return (p = y.map((function(e, t) {
|
|
var n, i = {
|
|
element: o(e),
|
|
size: S[t],
|
|
minSize: _[t],
|
|
i: t
|
|
};
|
|
if (t > 0 && ((n = {
|
|
a: t - 1,
|
|
b: t,
|
|
dragging: !1,
|
|
direction: U,
|
|
parent: z
|
|
})._b = u(k, t - 1 == 0, !1, x), n._c = u(k, !1, t === y.length - 1, x), "row-reverse" === E || "column-reverse" === E)) {
|
|
var r = n.a;
|
|
n.a = n.b, n.b = r
|
|
}
|
|
if (t > 0) {
|
|
var s = D(t, U, i.element);
|
|
! function(e, t, n) {
|
|
var i = B(d, t, n);
|
|
Object.keys(i).forEach((function(t) {
|
|
e.style[t] = i[t]
|
|
}))
|
|
}(s, k, t), n._a = W.bind(n), s.addEventListener("mousedown", n._a), s.addEventListener("touchstart", n._a), z.insertBefore(s, i.element), n.gutter = s
|
|
}
|
|
return j(i.element, i.size, u(k, 0 === t, t === y.length - 1, x), t), t > 0 && X.push(n), i
|
|
}))).forEach((function(e) {
|
|
var t = e.element.getBoundingClientRect()[d];
|
|
t < e.minSize && (w ? Y(e) : e.minSize = t)
|
|
})), {
|
|
setSizes: function(e) {
|
|
var t = H(e);
|
|
t.forEach((function(e, n) {
|
|
if (n > 0) {
|
|
var i = X[n - 1],
|
|
r = p[i.a],
|
|
s = p[i.b];
|
|
r.size = t[n - 1], s.size = e, j(r.element, r.size, i._b, r.i), j(s.element, s.size, i._c, s.i)
|
|
}
|
|
}))
|
|
},
|
|
getSizes: F,
|
|
collapse: function(e) {
|
|
Y(p[e])
|
|
},
|
|
destroy: function(e, t) {
|
|
X.forEach((function(n) {
|
|
if (!0 !== t ? n.parent.removeChild(n.gutter) : (n.gutter.removeEventListener("mousedown", n._a), n.gutter.removeEventListener("touchstart", n._a)), !0 !== e) {
|
|
var i = A(d, n.a.size, n._b);
|
|
Object.keys(i).forEach((function(e) {
|
|
p[n.a].element.style[e] = "", p[n.b].element.style[e] = ""
|
|
}))
|
|
}
|
|
}))
|
|
},
|
|
parent: z,
|
|
pairs: X
|
|
}
|
|
}
|
|
}));
|
|
|
|
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
|
|
// This work is free. You can redistribute it and/or modify it
|
|
// under the terms of the WTFPL, Version 2
|
|
// For more information see LICENSE.txt or http://www.wtfpl.net/
|
|
// For more information, the home page:
|
|
// http://pieroxy.net/blog/pages/lz-string/testing.html
|
|
// LZ-based compression algorithm, version 1.4.4
|
|
var LZString = function() {
|
|
function o(o, r) {
|
|
if (!t[o]) {
|
|
t[o] = {};
|
|
for (var n = 0; n < o.length; n++) t[o][o.charAt(n)] = n
|
|
}
|
|
return t[o][r]
|
|
}
|
|
var r = String.fromCharCode,
|
|
n = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",
|
|
e = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+-$",
|
|
t = {},
|
|
i = {
|
|
compressToBase64: function(o) {
|
|
if (null == o) return "";
|
|
var r = i._compress(o, 6, function(o) {
|
|
return n.charAt(o)
|
|
});
|
|
switch (r.length % 4) {
|
|
default:
|
|
case 0:
|
|
return r;
|
|
case 1:
|
|
return r + "===";
|
|
case 2:
|
|
return r + "==";
|
|
case 3:
|
|
return r + "="
|
|
}
|
|
},
|
|
decompressFromBase64: function(r) {
|
|
return null == r ? "" : "" == r ? null : i._decompress(r.length, 32, function(e) {
|
|
return o(n, r.charAt(e))
|
|
})
|
|
},
|
|
compressToUTF16: function(o) {
|
|
return null == o ? "" : i._compress(o, 15, function(o) {
|
|
return r(o + 32)
|
|
}) + " "
|
|
},
|
|
decompressFromUTF16: function(o) {
|
|
return null == o ? "" : "" == o ? null : i._decompress(o.length, 16384, function(r) {
|
|
return o.charCodeAt(r) - 32
|
|
})
|
|
},
|
|
compressToUint8Array: function(o) {
|
|
for (var r = i.compress(o), n = new Uint8Array(2 * r.length), e = 0, t = r.length; t > e; e++) {
|
|
var s = r.charCodeAt(e);
|
|
n[2 * e] = s >>> 8, n[2 * e + 1] = s % 256
|
|
}
|
|
return n
|
|
},
|
|
decompressFromUint8Array: function(o) {
|
|
if (null === o || void 0 === o) return i.decompress(o);
|
|
for (var n = new Array(o.length / 2), e = 0, t = n.length; t > e; e++) n[e] = 256 * o[2 * e] + o[2 * e + 1];
|
|
var s = [];
|
|
return n.forEach(function(o) {
|
|
s.push(r(o))
|
|
}), i.decompress(s.join(""))
|
|
},
|
|
compressToEncodedURIComponent: function(o) {
|
|
return null == o ? "" : i._compress(o, 6, function(o) {
|
|
return e.charAt(o)
|
|
})
|
|
},
|
|
decompressFromEncodedURIComponent: function(r) {
|
|
return null == r ? "" : "" == r ? null : (r = r.replace(/ /g, "+"), i._decompress(r.length, 32, function(n) {
|
|
return o(e, r.charAt(n))
|
|
}))
|
|
},
|
|
compress: function(o) {
|
|
return i._compress(o, 16, function(o) {
|
|
return r(o)
|
|
})
|
|
},
|
|
_compress: function(o, r, n) {
|
|
if (null == o) return "";
|
|
var e, t, i, s = {},
|
|
p = {},
|
|
u = "",
|
|
c = "",
|
|
a = "",
|
|
l = 2,
|
|
f = 3,
|
|
h = 2,
|
|
d = [],
|
|
m = 0,
|
|
v = 0;
|
|
for (i = 0; i < o.length; i += 1)
|
|
if (u = o.charAt(i), Object.prototype.hasOwnProperty.call(s, u) || (s[u] = f++, p[u] = !0), c = a + u, Object.prototype.hasOwnProperty.call(s, c)) a = c;
|
|
else {
|
|
if (Object.prototype.hasOwnProperty.call(p, a)) {
|
|
if (a.charCodeAt(0) < 256) {
|
|
for (e = 0; h > e; e++) m <<= 1, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++;
|
|
for (t = a.charCodeAt(0), e = 0; 8 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
|
|
} else {
|
|
for (t = 1, e = 0; h > e; e++) m = m << 1 | t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t = 0;
|
|
for (t = a.charCodeAt(0), e = 0; 16 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
|
|
}
|
|
l--, 0 == l && (l = Math.pow(2, h), h++), delete p[a]
|
|
} else
|
|
for (t = s[a], e = 0; h > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1;
|
|
l--, 0 == l && (l = Math.pow(2, h), h++), s[c] = f++, a = String(u)
|
|
}
|
|
if ("" !== a) {
|
|
if (Object.prototype.hasOwnProperty.call(p, a)) {
|
|
if (a.charCodeAt(0) < 256) {
|
|
for (e = 0; h > e; e++) m <<= 1, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++;
|
|
for (t = a.charCodeAt(0), e = 0; 8 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
|
|
} else {
|
|
for (t = 1, e = 0; h > e; e++) m = m << 1 | t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t = 0;
|
|
for (t = a.charCodeAt(0), e = 0; 16 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
|
|
}
|
|
l--, 0 == l && (l = Math.pow(2, h), h++), delete p[a]
|
|
} else
|
|
for (t = s[a], e = 0; h > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1;
|
|
l--, 0 == l && (l = Math.pow(2, h), h++)
|
|
}
|
|
for (t = 2, e = 0; h > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1;
|
|
for (;;) {
|
|
if (m <<= 1, v == r - 1) {
|
|
d.push(n(m));
|
|
break
|
|
}
|
|
v++
|
|
}
|
|
return d.join("")
|
|
},
|
|
decompress: function(o) {
|
|
return null == o ? "" : "" == o ? null : i._decompress(o.length, 32768, function(r) {
|
|
return o.charCodeAt(r)
|
|
})
|
|
},
|
|
_decompress: function(o, n, e) {
|
|
var t, i, s, p, u, c, a, l, f = [],
|
|
h = 4,
|
|
d = 4,
|
|
m = 3,
|
|
v = "",
|
|
w = [],
|
|
A = {
|
|
val: e(0),
|
|
position: n,
|
|
index: 1
|
|
};
|
|
for (i = 0; 3 > i; i += 1) f[i] = i;
|
|
for (p = 0, c = Math.pow(2, 2), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
|
|
switch (t = p) {
|
|
case 0:
|
|
for (p = 0, c = Math.pow(2, 8), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
|
|
l = r(p);
|
|
break;
|
|
case 1:
|
|
for (p = 0, c = Math.pow(2, 16), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
|
|
l = r(p);
|
|
break;
|
|
case 2:
|
|
return ""
|
|
}
|
|
for (f[3] = l, s = l, w.push(l);;) {
|
|
if (A.index > o) return "";
|
|
for (p = 0, c = Math.pow(2, m), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
|
|
switch (l = p) {
|
|
case 0:
|
|
for (p = 0, c = Math.pow(2, 8), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
|
|
f[d++] = r(p), l = d - 1, h--;
|
|
break;
|
|
case 1:
|
|
for (p = 0, c = Math.pow(2, 16), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
|
|
f[d++] = r(p), l = d - 1, h--;
|
|
break;
|
|
case 2:
|
|
return w.join("")
|
|
}
|
|
if (0 == h && (h = Math.pow(2, m), m++), f[l]) v = f[l];
|
|
else {
|
|
if (l !== d) return null;
|
|
v = s + s.charAt(0)
|
|
}
|
|
w.push(v), f[d++] = s + v.charAt(0), h--, s = v, 0 == h && (h = Math.pow(2, m), m++)
|
|
}
|
|
}
|
|
};
|
|
return i
|
|
}();
|
|
"function" == typeof define && define.amd ? define(function() {
|
|
return LZString
|
|
}) : "undefined" != typeof module && null != module && (module.exports = LZString);
|
|
|
|
// canvas polyfill
|
|
(function(_0x58f57c, _0x2fa52d) {
|
|
if (_0x58f57c == undefined) {
|
|
_0x58f57c = _0x2fa52d('canvas')['Context2d'];
|
|
}
|
|
if (_0x58f57c['prototype']['ellipse'] == undefined) {
|
|
_0x58f57c['prototype']['ellipse'] = function(_0x251577, _0x4bf590, _0x3e8b2e, _0x2e7f82, _0x73bb7e, _0x102d04, _0x223dfa, _0x5270a4) {
|
|
this['save']();
|
|
this['translate'](_0x251577, _0x4bf590);
|
|
this['rotate'](_0x73bb7e);
|
|
this['scale'](_0x3e8b2e, _0x2e7f82);
|
|
this['arc'](0x0, 0x0, 0x1, _0x102d04, _0x223dfa, _0x5270a4);
|
|
this['restore']();
|
|
};
|
|
}
|
|
if (typeof Path2D !== 'function' || typeof new Path2D()['addPath'] !== 'function') {
|
|
(function() {
|
|
parser = function() {
|
|
function _0x222e3c(_0x4a67da, _0x23272f) {
|
|
function _0x5dcaef() {
|
|
this['constructor'] = _0x4a67da;
|
|
}
|
|
_0x5dcaef['prototype'] = _0x23272f['prototype'];
|
|
_0x4a67da['prototype'] = new _0x5dcaef();
|
|
}
|
|
|
|
function _0x4cc4a9(_0x128787, _0x229f0e, _0x18f31a, _0x39d3f2, _0x400682, _0x436a2b) {
|
|
this['message'] = _0x128787;
|
|
this['expected'] = _0x229f0e;
|
|
this['found'] = _0x18f31a;
|
|
this['offset'] = _0x39d3f2;
|
|
this['line'] = _0x400682;
|
|
this['column'] = _0x436a2b;
|
|
this['name'] = 'SyntaxError';
|
|
}
|
|
_0x222e3c(_0x4cc4a9, Error);
|
|
|
|
function _0x4b296c(_0x3a6242) {
|
|
var _0xf95720 = arguments['length'] > 0x1 ? arguments[0x1] : {},
|
|
_0x4e763b = {},
|
|
_0x520ba4 = {
|
|
'svg_path': _0x19a2be
|
|
},
|
|
_0x3c91de = _0x19a2be,
|
|
_0x56093a = _0x4e763b,
|
|
_0x4c69bd = [],
|
|
_0x375d49 = null,
|
|
_0x46920b = function(_0x1e3596) {
|
|
return _0x65b89a;
|
|
},
|
|
_0x1f3890 = /^[Mm]/,
|
|
_0x5cb2e6 = {
|
|
'type': 'class',
|
|
'value': '[Mm]',
|
|
'description': '[Mm]'
|
|
},
|
|
_0x24a516 = function(_0x472687, _0x3a73b5) {
|
|
var _0x1798ed = _0x472687;
|
|
if (_0x52dd75) {
|
|
_0x1798ed = 'M';
|
|
_0x52dd75 = ![];
|
|
}
|
|
_0x65b89a['push']({
|
|
'type': 'moveTo',
|
|
'args': _0x17d776(_0x1798ed, _0x3a73b5[0x0])
|
|
});
|
|
for (var _0x2881fb = 0x1; _0x2881fb < _0x3a73b5['length']; _0x2881fb++) {
|
|
_0x65b89a['push']({
|
|
'type': 'lineTo',
|
|
'args': _0x17d776(_0x472687, _0x3a73b5[_0x2881fb])
|
|
});
|
|
}
|
|
},
|
|
_0x5e38d7 = function(_0x5cb700, _0x5cd47f) {
|
|
return _0x4ab5ce(_0x5cb700, _0x5cd47f);
|
|
},
|
|
_0x387727 = /^[Zz]/,
|
|
_0x2868a8 = {
|
|
'type': 'class',
|
|
'value': '[Zz]',
|
|
'description': '[Zz]'
|
|
},
|
|
_0x594869 = function() {
|
|
_0x65b89a['push']({
|
|
'type': 'closePath',
|
|
'args': []
|
|
});
|
|
},
|
|
_0x589f3b = /^[Ll]/,
|
|
_0x2d2081 = {
|
|
'type': 'class',
|
|
'value': '[Ll]',
|
|
'description': '[Ll]'
|
|
},
|
|
_0x50849d = function(_0x6f1c73, _0x4201ff) {
|
|
for (var _0x1ab8fa = 0x0; _0x1ab8fa < _0x4201ff['length']; _0x1ab8fa++) {
|
|
_0x65b89a['push']({
|
|
'type': 'lineTo',
|
|
'args': _0x17d776(_0x6f1c73, _0x4201ff[_0x1ab8fa])
|
|
});
|
|
}
|
|
},
|
|
_0x4c4628 = /^[Hh]/,
|
|
_0x36aa8b = {
|
|
'type': 'class',
|
|
'value': '[Hh]',
|
|
'description': '[Hh]'
|
|
},
|
|
_0x487dce = function(_0x2be630, _0x27cbf1) {
|
|
for (var _0x3497a6 = 0x0; _0x3497a6 < _0x27cbf1['length']; _0x3497a6++) {
|
|
_0x65b89a['push']({
|
|
'type': 'lineTo',
|
|
'args': _0x1134cf(_0x2be630, _0x27cbf1[_0x3497a6])
|
|
});
|
|
}
|
|
},
|
|
_0x2f8fdc = /^[Vv]/,
|
|
_0x391e28 = {
|
|
'type': 'class',
|
|
'value': '[Vv]',
|
|
'description': '[Vv]'
|
|
},
|
|
_0x2fb111 = function(_0x4a057b, _0x5752df) {
|
|
for (var _0x1d8aa8 = 0x0; _0x1d8aa8 < _0x5752df['length']; _0x1d8aa8++) {
|
|
_0x65b89a['push']({
|
|
'type': 'lineTo',
|
|
'args': _0x5b73e4(_0x4a057b, _0x5752df[_0x1d8aa8])
|
|
});
|
|
}
|
|
},
|
|
_0x4a4882 = /^[Cc]/,
|
|
_0x1371ac = {
|
|
'type': 'class',
|
|
'value': '[Cc]',
|
|
'description': '[Cc]'
|
|
},
|
|
_0x51b1f6 = function(_0x591e86, _0x47c797) {
|
|
for (var _0x414596 = 0x0; _0x414596 < _0x47c797['length']; _0x414596++) {
|
|
_0x65b89a['push']({
|
|
'type': 'bezierCurveTo',
|
|
'args': _0x54e14f(_0x591e86, _0x47c797[_0x414596])
|
|
});
|
|
}
|
|
},
|
|
_0xe1e1 = function(_0x503c00, _0x3cb31d, _0x4fcedc) {
|
|
return _0x503c00['concat'](_0x3cb31d, _0x4fcedc);
|
|
},
|
|
_0x3c0d2e = /^[Ss]/,
|
|
_0x394135 = {
|
|
'type': 'class',
|
|
'value': '[Ss]',
|
|
'description': '[Ss]'
|
|
},
|
|
_0x4aa6f7 = function(_0xbe6c5c, _0xfe5f70) {
|
|
for (var _0x1ad248 = 0x0; _0x1ad248 < _0xfe5f70['length']; _0x1ad248++) {
|
|
_0x65b89a['push']({
|
|
'type': 'bezierCurveTo',
|
|
'args': _0x2d262a()['concat'](_0x54e14f(_0xbe6c5c, _0xfe5f70[_0x1ad248]))
|
|
});
|
|
}
|
|
},
|
|
_0x30c615 = function(_0x7d0b66, _0x20da34) {
|
|
return _0x7d0b66['concat'](_0x20da34);
|
|
},
|
|
_0x3a67c6 = /^[Qq]/,
|
|
_0x85b933 = {
|
|
'type': 'class',
|
|
'value': '[Qq]',
|
|
'description': '[Qq]'
|
|
},
|
|
_0x3ceb0a = function(_0x50f7bd, _0x497820) {
|
|
for (var _0x50f9ef = 0x0; _0x50f9ef < _0x497820['length']; _0x50f9ef++) {
|
|
_0x65b89a['push']({
|
|
'type': 'quadraticCurveTo',
|
|
'args': _0x54e14f(_0x50f7bd, _0x497820[_0x50f9ef])
|
|
});
|
|
}
|
|
},
|
|
_0x543bea = /^[Tt]/,
|
|
_0x16de6e = {
|
|
'type': 'class',
|
|
'value': '[Tt]',
|
|
'description': '[Tt]'
|
|
},
|
|
_0x207488 = function(_0x301f77, _0x27fec5) {
|
|
for (var _0xacff90 = 0x0; _0xacff90 < _0x27fec5['length']; _0xacff90++) {
|
|
var _0x5a46f5 = _0x2d262a();
|
|
_0x65b89a['push']({
|
|
'type': 'quadraticCurveTo',
|
|
'args': _0x5a46f5['concat'](_0x54e14f(_0x301f77, _0x27fec5[_0xacff90]))
|
|
});
|
|
_0x594746 = _0x5a46f5['slice'](0x0);
|
|
}
|
|
},
|
|
_0xd18715 = /^[Aa]/,
|
|
_0x30a6b0 = {
|
|
'type': 'class',
|
|
'value': '[Aa]',
|
|
'description': '[Aa]'
|
|
},
|
|
_0xbeac27 = function(_0x2ee17b, _0x33cbf9) {
|
|
for (var _0x56c3b5 = 0x0; _0x56c3b5 < _0x33cbf9['length']; _0x56c3b5++) {
|
|
var _0x1c894f = [_0x5b0427['slice']()];
|
|
var _0x1b27e1 = [_0x17d776(_0x2ee17b, _0x33cbf9[_0x56c3b5]['slice'](-0x2))];
|
|
absArgs = _0x1c894f['concat'](_0x33cbf9[_0x56c3b5]['slice'](0x0, -0x2), _0x1b27e1);
|
|
_0x42a62a['apply'](this, absArgs);
|
|
}
|
|
},
|
|
_0x2cbb71 = function(_0x7dca7a, _0x218490, _0x59acec, _0x3327e6, _0x497542, _0x1953dc) {
|
|
return [parseFloat(_0x7dca7a), parseFloat(_0x218490), parseFloat(_0x4eee96(_0x59acec)['join']('')), parseInt(_0x3327e6), parseInt(_0x497542), _0x1953dc[0x0], _0x1953dc[0x1]];
|
|
},
|
|
_0x201fa4 = function(_0x2ea5f3, _0x3e9760) {
|
|
return [_0x2ea5f3, _0x3e9760];
|
|
},
|
|
_0x5a72e5 = function(_0x49c77a) {
|
|
return parseFloat(_0x4eee96(_0x49c77a)['join'](''));
|
|
},
|
|
_0x444dd7 = '0',
|
|
_0x44e46d = {
|
|
'type': 'literal',
|
|
'value': '0',
|
|
'description': '\x220\x22'
|
|
},
|
|
_0x8b2ec9 = '1',
|
|
_0x2bab45 = {
|
|
'type': 'literal',
|
|
'value': '1',
|
|
'description': '\x221\x22'
|
|
},
|
|
_0x5b6dde = ',',
|
|
_0x3d3d23 = {
|
|
'type': 'literal',
|
|
'value': ',',
|
|
'description': '\x22,\x22'
|
|
},
|
|
_0x57d0b1 = '.',
|
|
_0x3e764 = {
|
|
'type': 'literal',
|
|
'value': '.',
|
|
'description': '\x22.\x22'
|
|
},
|
|
_0x1e3f99 = /^[eE]/,
|
|
_0x1123fe = {
|
|
'type': 'class',
|
|
'value': '[eE]',
|
|
'description': '[eE]'
|
|
},
|
|
_0x59832c = '+',
|
|
_0x423117 = {
|
|
'type': 'literal',
|
|
'value': '+',
|
|
'description': '\x22+\x22'
|
|
},
|
|
_0xf5aaab = '-',
|
|
_0x198f27 = {
|
|
'type': 'literal',
|
|
'value': '-',
|
|
'description': '\x22-\x22'
|
|
},
|
|
_0x1d19eb = /^[0-9]/,
|
|
_0x2a6cc4 = {
|
|
'type': 'class',
|
|
'value': '[0-9]',
|
|
'description': '[0-9]'
|
|
},
|
|
_0x3a87d5 = function(_0x48bf53) {
|
|
return _0x48bf53['join']('');
|
|
},
|
|
_0x15ce60 = /^[ \t\n\r]/,
|
|
_0x41f84b = {
|
|
'type': 'class',
|
|
'value': '[\x20\x5ct\x5cn\x5cr]',
|
|
'description': '[\x20\x5ct\x5cn\x5cr]'
|
|
},
|
|
_0x3e408e = 0x0,
|
|
_0x55bc2f = 0x0,
|
|
_0x5f2f07 = 0x0,
|
|
_0x482c66 = {
|
|
'line': 0x1,
|
|
'column': 0x1,
|
|
'seenCR': ![]
|
|
},
|
|
_0x7dbbe5 = 0x0,
|
|
_0x1fda2f = [],
|
|
_0x15e012 = 0x0,
|
|
_0x2bfff2;
|
|
if ('startRule' in _0xf95720) {
|
|
if (!(_0xf95720['startRule'] in _0x520ba4)) {
|
|
throw new Error('Can\x27t\x20start\x20parsing\x20from\x20rule\x20\x22' + _0xf95720['startRule'] + '\x22.');
|
|
}
|
|
_0x3c91de = _0x520ba4[_0xf95720['startRule']];
|
|
}
|
|
|
|
function _0x55e6ee() {
|
|
return _0x3a6242['substring'](_0x55bc2f, _0x3e408e);
|
|
}
|
|
|
|
function _0x34aa85() {
|
|
return _0x55bc2f;
|
|
}
|
|
|
|
function _0x83f5f7() {
|
|
return _0x3d95d5(_0x55bc2f)['line'];
|
|
}
|
|
|
|
function _0x299bb3() {
|
|
return _0x3d95d5(_0x55bc2f)['column'];
|
|
}
|
|
|
|
function _0x5f591f(_0x3c65e8) {
|
|
throw _0x2f901a(null, [{
|
|
'type': 'other',
|
|
'description': _0x3c65e8
|
|
}], _0x55bc2f);
|
|
}
|
|
|
|
function _0x5038a9(_0x1ed506) {
|
|
throw _0x2f901a(_0x1ed506, null, _0x55bc2f);
|
|
}
|
|
|
|
function _0x3d95d5(_0x4f850f) {
|
|
function _0x122f48(_0x20a115, _0x56c31b, _0x20288c) {
|
|
var _0x448ad8, _0x62a2a1;
|
|
for (_0x448ad8 = _0x56c31b; _0x448ad8 < _0x20288c; _0x448ad8++) {
|
|
_0x62a2a1 = _0x3a6242['charAt'](_0x448ad8);
|
|
if (_0x62a2a1 === '\x0a') {
|
|
if (!_0x20a115['seenCR']) {
|
|
_0x20a115['line']++;
|
|
}
|
|
_0x20a115['column'] = 0x1;
|
|
_0x20a115['seenCR'] = ![];
|
|
} else if (_0x62a2a1 === '\x0d' || _0x62a2a1 === '\u2028' || _0x62a2a1 === '\u2029') {
|
|
_0x20a115['line']++;
|
|
_0x20a115['column'] = 0x1;
|
|
_0x20a115['seenCR'] = !![];
|
|
} else {
|
|
_0x20a115['column']++;
|
|
_0x20a115['seenCR'] = ![];
|
|
}
|
|
}
|
|
}
|
|
if (_0x5f2f07 !== _0x4f850f) {
|
|
if (_0x5f2f07 > _0x4f850f) {
|
|
_0x5f2f07 = 0x0;
|
|
_0x482c66 = {
|
|
'line': 0x1,
|
|
'column': 0x1,
|
|
'seenCR': ![]
|
|
};
|
|
}
|
|
_0x122f48(_0x482c66, _0x5f2f07, _0x4f850f);
|
|
_0x5f2f07 = _0x4f850f;
|
|
}
|
|
return _0x482c66;
|
|
}
|
|
|
|
function _0x569314(_0x1bd4d0) {
|
|
if (_0x3e408e < _0x7dbbe5) {
|
|
return;
|
|
}
|
|
if (_0x3e408e > _0x7dbbe5) {
|
|
_0x7dbbe5 = _0x3e408e;
|
|
_0x1fda2f = [];
|
|
}
|
|
_0x1fda2f['push'](_0x1bd4d0);
|
|
}
|
|
|
|
function _0x2f901a(_0x13e6a0, _0xf91d3e, _0x3c913f) {
|
|
function _0x2e97b2(_0x24c9dd) {
|
|
var _0xba4eba = 0x1;
|
|
_0x24c9dd['sort'](function(_0x15643f, _0x7b7e06) {
|
|
if (_0x15643f['description'] < _0x7b7e06['description']) {
|
|
return -0x1;
|
|
} else if (_0x15643f['description'] > _0x7b7e06['description']) {
|
|
return 0x1;
|
|
} else {
|
|
return 0x0;
|
|
}
|
|
});
|
|
while (_0xba4eba < _0x24c9dd['length']) {
|
|
if (_0x24c9dd[_0xba4eba - 0x1] === _0x24c9dd[_0xba4eba]) {
|
|
_0x24c9dd['splice'](_0xba4eba, 0x1);
|
|
} else {
|
|
_0xba4eba++;
|
|
}
|
|
}
|
|
}
|
|
|
|
function _0x208340(_0x31e3aa, _0x2d3db5) {
|
|
function _0x1f97e3(_0x12ebdf) {
|
|
function _0x1a1dba(_0x4783bd) {
|
|
return _0x4783bd['charCodeAt'](0x0)['toString'](0x10)['toUpperCase']();
|
|
}
|
|
return _0x12ebdf['replace'](/\\/g, '\x5c\x5c')['replace'](/"/g, '\x5c\x22')['replace'](/\x08/g, '\x5cb')['replace'](/\t/g, '\x5ct')['replace'](/\n/g, '\x5cn')['replace'](/\f/g, '\x5cf')['replace'](/\r/g, '\x5cr')['replace'](/[\x00-\x07\x0B\x0E\x0F]/g, function(_0x4d0809) {
|
|
return '\x5cx0' + _0x1a1dba(_0x4d0809);
|
|
})['replace'](/[\x10-\x1F\x80-\xFF]/g, function(_0xf5b428) {
|
|
return '\x5cx' + _0x1a1dba(_0xf5b428);
|
|
})['replace'](/[\u0180-\u0FFF]/g, function(_0x25ab64) {
|
|
return '\x5cu0' + _0x1a1dba(_0x25ab64);
|
|
})['replace'](/[\u1080-\uFFFF]/g, function(_0x23b97b) {
|
|
return '\x5cu' + _0x1a1dba(_0x23b97b);
|
|
});
|
|
}
|
|
var _0x280d62 = new Array(_0x31e3aa['length']),
|
|
_0x1be497, _0x350d25, _0xc094de;
|
|
for (_0xc094de = 0x0; _0xc094de < _0x31e3aa['length']; _0xc094de++) {
|
|
_0x280d62[_0xc094de] = _0x31e3aa[_0xc094de]['description'];
|
|
}
|
|
_0x1be497 = _0x31e3aa['length'] > 0x1 ? _0x280d62['slice'](0x0, -0x1)['join'](',\x20') + '\x20or\x20' + _0x280d62[_0x31e3aa['length'] - 0x1] : _0x280d62[0x0];
|
|
_0x350d25 = _0x2d3db5 ? '\x22' + _0x1f97e3(_0x2d3db5) + '\x22' : 'end\x20of\x20input';
|
|
return 'Expected\x20' + _0x1be497 + '\x20but\x20' + _0x350d25 + '\x20found.';
|
|
}
|
|
var _0x28c2cf = _0x3d95d5(_0x3c913f),
|
|
_0x3a7d1a = _0x3c913f < _0x3a6242['length'] ? _0x3a6242['charAt'](_0x3c913f) : null;
|
|
if (_0xf91d3e !== null) {
|
|
_0x2e97b2(_0xf91d3e);
|
|
}
|
|
return new _0x4cc4a9(_0x13e6a0 !== null ? _0x13e6a0 : _0x208340(_0xf91d3e, _0x3a7d1a), _0xf91d3e, _0x3a7d1a, _0x3c913f, _0x28c2cf['line'], _0x28c2cf['column']);
|
|
}
|
|
|
|
function _0x19a2be() {
|
|
var _0xce07fa, _0x4a404b, _0x27603b, _0x5a3f6a, _0x1e5b9e;
|
|
_0xce07fa = _0x3e408e;
|
|
_0x4a404b = [];
|
|
_0x27603b = _0x553f5b();
|
|
while (_0x27603b !== _0x4e763b) {
|
|
_0x4a404b['push'](_0x27603b);
|
|
_0x27603b = _0x553f5b();
|
|
}
|
|
if (_0x4a404b !== _0x4e763b) {
|
|
_0x27603b = _0x3b76e1();
|
|
if (_0x27603b === _0x4e763b) {
|
|
_0x27603b = _0x375d49;
|
|
}
|
|
if (_0x27603b !== _0x4e763b) {
|
|
_0x5a3f6a = [];
|
|
_0x1e5b9e = _0x553f5b();
|
|
while (_0x1e5b9e !== _0x4e763b) {
|
|
_0x5a3f6a['push'](_0x1e5b9e);
|
|
_0x1e5b9e = _0x553f5b();
|
|
}
|
|
if (_0x5a3f6a !== _0x4e763b) {
|
|
_0x55bc2f = _0xce07fa;
|
|
_0x4a404b = _0x46920b(_0x27603b);
|
|
_0xce07fa = _0x4a404b;
|
|
} else {
|
|
_0x3e408e = _0xce07fa;
|
|
_0xce07fa = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0xce07fa;
|
|
_0xce07fa = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0xce07fa;
|
|
_0xce07fa = _0x56093a;
|
|
}
|
|
return _0xce07fa;
|
|
}
|
|
|
|
function _0x3b76e1() {
|
|
var _0x35b597, _0x3e84a3, _0x1f9f3d, _0x105cd4, _0x55d3ab;
|
|
_0x35b597 = _0x3e408e;
|
|
_0x3e84a3 = _0x1da102();
|
|
if (_0x3e84a3 !== _0x4e763b) {
|
|
_0x1f9f3d = _0x3e408e;
|
|
_0x105cd4 = [];
|
|
_0x55d3ab = _0x553f5b();
|
|
while (_0x55d3ab !== _0x4e763b) {
|
|
_0x105cd4['push'](_0x55d3ab);
|
|
_0x55d3ab = _0x553f5b();
|
|
}
|
|
if (_0x105cd4 !== _0x4e763b) {
|
|
_0x55d3ab = _0x3b76e1();
|
|
if (_0x55d3ab !== _0x4e763b) {
|
|
_0x105cd4 = [_0x105cd4, _0x55d3ab];
|
|
_0x1f9f3d = _0x105cd4;
|
|
} else {
|
|
_0x3e408e = _0x1f9f3d;
|
|
_0x1f9f3d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1f9f3d;
|
|
_0x1f9f3d = _0x56093a;
|
|
}
|
|
if (_0x1f9f3d === _0x4e763b) {
|
|
_0x1f9f3d = _0x375d49;
|
|
}
|
|
if (_0x1f9f3d !== _0x4e763b) {
|
|
_0x3e84a3 = [_0x3e84a3, _0x1f9f3d];
|
|
_0x35b597 = _0x3e84a3;
|
|
} else {
|
|
_0x3e408e = _0x35b597;
|
|
_0x35b597 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x35b597;
|
|
_0x35b597 = _0x56093a;
|
|
}
|
|
return _0x35b597;
|
|
}
|
|
|
|
function _0x1da102() {
|
|
var _0x3876a5, _0x233bbe, _0x1c2791, _0x4e689d, _0x22482a;
|
|
_0x3876a5 = _0x3e408e;
|
|
_0x233bbe = _0x893e26();
|
|
if (_0x233bbe !== _0x4e763b) {
|
|
_0x1c2791 = _0x3e408e;
|
|
_0x4e689d = [];
|
|
_0x22482a = _0x553f5b();
|
|
while (_0x22482a !== _0x4e763b) {
|
|
_0x4e689d['push'](_0x22482a);
|
|
_0x22482a = _0x553f5b();
|
|
}
|
|
if (_0x4e689d !== _0x4e763b) {
|
|
_0x22482a = _0x12b906();
|
|
if (_0x22482a !== _0x4e763b) {
|
|
_0x4e689d = [_0x4e689d, _0x22482a];
|
|
_0x1c2791 = _0x4e689d;
|
|
} else {
|
|
_0x3e408e = _0x1c2791;
|
|
_0x1c2791 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1c2791;
|
|
_0x1c2791 = _0x56093a;
|
|
}
|
|
if (_0x1c2791 === _0x4e763b) {
|
|
_0x1c2791 = _0x375d49;
|
|
}
|
|
if (_0x1c2791 !== _0x4e763b) {
|
|
_0x233bbe = [_0x233bbe, _0x1c2791];
|
|
_0x3876a5 = _0x233bbe;
|
|
} else {
|
|
_0x3e408e = _0x3876a5;
|
|
_0x3876a5 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x3876a5;
|
|
_0x3876a5 = _0x56093a;
|
|
}
|
|
return _0x3876a5;
|
|
}
|
|
|
|
function _0x12b906() {
|
|
var _0x470592, _0x4f49fa, _0x527996, _0xdffd8d, _0x564644;
|
|
_0x470592 = _0x3e408e;
|
|
_0x4f49fa = _0x2ef62e();
|
|
if (_0x4f49fa !== _0x4e763b) {
|
|
_0x527996 = _0x3e408e;
|
|
_0xdffd8d = [];
|
|
_0x564644 = _0x553f5b();
|
|
while (_0x564644 !== _0x4e763b) {
|
|
_0xdffd8d['push'](_0x564644);
|
|
_0x564644 = _0x553f5b();
|
|
}
|
|
if (_0xdffd8d !== _0x4e763b) {
|
|
_0x564644 = _0x12b906();
|
|
if (_0x564644 !== _0x4e763b) {
|
|
_0xdffd8d = [_0xdffd8d, _0x564644];
|
|
_0x527996 = _0xdffd8d;
|
|
} else {
|
|
_0x3e408e = _0x527996;
|
|
_0x527996 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x527996;
|
|
_0x527996 = _0x56093a;
|
|
}
|
|
if (_0x527996 === _0x4e763b) {
|
|
_0x527996 = _0x375d49;
|
|
}
|
|
if (_0x527996 !== _0x4e763b) {
|
|
_0x4f49fa = [_0x4f49fa, _0x527996];
|
|
_0x470592 = _0x4f49fa;
|
|
} else {
|
|
_0x3e408e = _0x470592;
|
|
_0x470592 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x470592;
|
|
_0x470592 = _0x56093a;
|
|
}
|
|
return _0x470592;
|
|
}
|
|
|
|
function _0x2ef62e() {
|
|
var _0x61ef5c;
|
|
_0x61ef5c = _0xf830c1();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x4e4f13();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x5e3341();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x5804f9();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x1fa3d9();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x3bb24f();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x1d0640();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x348547();
|
|
if (_0x61ef5c === _0x4e763b) {
|
|
_0x61ef5c = _0x553067();
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
}
|
|
return _0x61ef5c;
|
|
}
|
|
|
|
function _0x893e26() {
|
|
var _0x381238, _0x436b86, _0x2b7c21, _0x41077d;
|
|
_0x381238 = _0x3e408e;
|
|
if (_0x1f3890['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x436b86 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x436b86 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x5cb2e6);
|
|
}
|
|
}
|
|
if (_0x436b86 !== _0x4e763b) {
|
|
_0x2b7c21 = [];
|
|
_0x41077d = _0x553f5b();
|
|
while (_0x41077d !== _0x4e763b) {
|
|
_0x2b7c21['push'](_0x41077d);
|
|
_0x41077d = _0x553f5b();
|
|
}
|
|
if (_0x2b7c21 !== _0x4e763b) {
|
|
_0x41077d = _0x4fc8de();
|
|
if (_0x41077d !== _0x4e763b) {
|
|
_0x55bc2f = _0x381238;
|
|
_0x436b86 = _0x24a516(_0x436b86, _0x41077d);
|
|
_0x381238 = _0x436b86;
|
|
} else {
|
|
_0x3e408e = _0x381238;
|
|
_0x381238 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x381238;
|
|
_0x381238 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x381238;
|
|
_0x381238 = _0x56093a;
|
|
}
|
|
return _0x381238;
|
|
}
|
|
|
|
function _0x4fc8de() {
|
|
var _0x580c45, _0x3f7f44, _0x2ace55, _0x21a7f1, _0xe4cd2b;
|
|
_0x580c45 = _0x3e408e;
|
|
_0x3f7f44 = _0x38a50a();
|
|
if (_0x3f7f44 !== _0x4e763b) {
|
|
_0x2ace55 = _0x3e408e;
|
|
_0x21a7f1 = _0x5bbfe4();
|
|
if (_0x21a7f1 === _0x4e763b) {
|
|
_0x21a7f1 = _0x375d49;
|
|
}
|
|
if (_0x21a7f1 !== _0x4e763b) {
|
|
_0xe4cd2b = _0x26c904();
|
|
if (_0xe4cd2b !== _0x4e763b) {
|
|
_0x21a7f1 = [_0x21a7f1, _0xe4cd2b];
|
|
_0x2ace55 = _0x21a7f1;
|
|
} else {
|
|
_0x3e408e = _0x2ace55;
|
|
_0x2ace55 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2ace55;
|
|
_0x2ace55 = _0x56093a;
|
|
}
|
|
if (_0x2ace55 === _0x4e763b) {
|
|
_0x2ace55 = _0x375d49;
|
|
}
|
|
if (_0x2ace55 !== _0x4e763b) {
|
|
_0x55bc2f = _0x580c45;
|
|
_0x3f7f44 = _0x5e38d7(_0x3f7f44, _0x2ace55);
|
|
_0x580c45 = _0x3f7f44;
|
|
} else {
|
|
_0x3e408e = _0x580c45;
|
|
_0x580c45 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x580c45;
|
|
_0x580c45 = _0x56093a;
|
|
}
|
|
return _0x580c45;
|
|
}
|
|
|
|
function _0xf830c1() {
|
|
var _0x4a09ef, _0x3814c5;
|
|
_0x4a09ef = _0x3e408e;
|
|
if (_0x387727['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x3814c5 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x3814c5 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x2868a8);
|
|
}
|
|
}
|
|
if (_0x3814c5 !== _0x4e763b) {
|
|
_0x55bc2f = _0x4a09ef;
|
|
_0x3814c5 = _0x594869();
|
|
}
|
|
_0x4a09ef = _0x3814c5;
|
|
return _0x4a09ef;
|
|
}
|
|
|
|
function _0x4e4f13() {
|
|
var _0x334609, _0xb49ef9, _0x341763, _0x5aa41b;
|
|
_0x334609 = _0x3e408e;
|
|
if (_0x589f3b['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0xb49ef9 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0xb49ef9 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x2d2081);
|
|
}
|
|
}
|
|
if (_0xb49ef9 !== _0x4e763b) {
|
|
_0x341763 = [];
|
|
_0x5aa41b = _0x553f5b();
|
|
while (_0x5aa41b !== _0x4e763b) {
|
|
_0x341763['push'](_0x5aa41b);
|
|
_0x5aa41b = _0x553f5b();
|
|
}
|
|
if (_0x341763 !== _0x4e763b) {
|
|
_0x5aa41b = _0x26c904();
|
|
if (_0x5aa41b !== _0x4e763b) {
|
|
_0x55bc2f = _0x334609;
|
|
_0xb49ef9 = _0x50849d(_0xb49ef9, _0x5aa41b);
|
|
_0x334609 = _0xb49ef9;
|
|
} else {
|
|
_0x3e408e = _0x334609;
|
|
_0x334609 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x334609;
|
|
_0x334609 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x334609;
|
|
_0x334609 = _0x56093a;
|
|
}
|
|
return _0x334609;
|
|
}
|
|
|
|
function _0x26c904() {
|
|
var _0x4a15e6, _0x4a995b, _0x27d7c7, _0x2e38ab, _0x4563fc;
|
|
_0x4a15e6 = _0x3e408e;
|
|
_0x4a995b = _0x38a50a();
|
|
if (_0x4a995b !== _0x4e763b) {
|
|
_0x27d7c7 = _0x3e408e;
|
|
_0x2e38ab = _0x5bbfe4();
|
|
if (_0x2e38ab === _0x4e763b) {
|
|
_0x2e38ab = _0x375d49;
|
|
}
|
|
if (_0x2e38ab !== _0x4e763b) {
|
|
_0x4563fc = _0x26c904();
|
|
if (_0x4563fc !== _0x4e763b) {
|
|
_0x2e38ab = [_0x2e38ab, _0x4563fc];
|
|
_0x27d7c7 = _0x2e38ab;
|
|
} else {
|
|
_0x3e408e = _0x27d7c7;
|
|
_0x27d7c7 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x27d7c7;
|
|
_0x27d7c7 = _0x56093a;
|
|
}
|
|
if (_0x27d7c7 === _0x4e763b) {
|
|
_0x27d7c7 = _0x375d49;
|
|
}
|
|
if (_0x27d7c7 !== _0x4e763b) {
|
|
_0x55bc2f = _0x4a15e6;
|
|
_0x4a995b = _0x5e38d7(_0x4a995b, _0x27d7c7);
|
|
_0x4a15e6 = _0x4a995b;
|
|
} else {
|
|
_0x3e408e = _0x4a15e6;
|
|
_0x4a15e6 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x4a15e6;
|
|
_0x4a15e6 = _0x56093a;
|
|
}
|
|
return _0x4a15e6;
|
|
}
|
|
|
|
function _0x5e3341() {
|
|
var _0xf3e26, _0x5c6a34, _0x304759, _0x4e8cd7;
|
|
_0xf3e26 = _0x3e408e;
|
|
if (_0x4c4628['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x5c6a34 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x5c6a34 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x36aa8b);
|
|
}
|
|
}
|
|
if (_0x5c6a34 !== _0x4e763b) {
|
|
_0x304759 = [];
|
|
_0x4e8cd7 = _0x553f5b();
|
|
while (_0x4e8cd7 !== _0x4e763b) {
|
|
_0x304759['push'](_0x4e8cd7);
|
|
_0x4e8cd7 = _0x553f5b();
|
|
}
|
|
if (_0x304759 !== _0x4e763b) {
|
|
_0x4e8cd7 = _0x2920d4();
|
|
if (_0x4e8cd7 !== _0x4e763b) {
|
|
_0x55bc2f = _0xf3e26;
|
|
_0x5c6a34 = _0x487dce(_0x5c6a34, _0x4e8cd7);
|
|
_0xf3e26 = _0x5c6a34;
|
|
} else {
|
|
_0x3e408e = _0xf3e26;
|
|
_0xf3e26 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0xf3e26;
|
|
_0xf3e26 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0xf3e26;
|
|
_0xf3e26 = _0x56093a;
|
|
}
|
|
return _0xf3e26;
|
|
}
|
|
|
|
function _0x2920d4() {
|
|
var _0x837728, _0x486290, _0x427e42, _0x48f743, _0xa4edad;
|
|
_0x837728 = _0x3e408e;
|
|
_0x486290 = _0x462d74();
|
|
if (_0x486290 !== _0x4e763b) {
|
|
_0x427e42 = _0x3e408e;
|
|
_0x48f743 = _0x5bbfe4();
|
|
if (_0x48f743 === _0x4e763b) {
|
|
_0x48f743 = _0x375d49;
|
|
}
|
|
if (_0x48f743 !== _0x4e763b) {
|
|
_0xa4edad = _0x2920d4();
|
|
if (_0xa4edad !== _0x4e763b) {
|
|
_0x48f743 = [_0x48f743, _0xa4edad];
|
|
_0x427e42 = _0x48f743;
|
|
} else {
|
|
_0x3e408e = _0x427e42;
|
|
_0x427e42 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x427e42;
|
|
_0x427e42 = _0x56093a;
|
|
}
|
|
if (_0x427e42 === _0x4e763b) {
|
|
_0x427e42 = _0x375d49;
|
|
}
|
|
if (_0x427e42 !== _0x4e763b) {
|
|
_0x55bc2f = _0x837728;
|
|
_0x486290 = _0x5e38d7(_0x486290, _0x427e42);
|
|
_0x837728 = _0x486290;
|
|
} else {
|
|
_0x3e408e = _0x837728;
|
|
_0x837728 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x837728;
|
|
_0x837728 = _0x56093a;
|
|
}
|
|
return _0x837728;
|
|
}
|
|
|
|
function _0x5804f9() {
|
|
var _0x8965a, _0xf28695, _0x3aa646, _0x431142;
|
|
_0x8965a = _0x3e408e;
|
|
if (_0x2f8fdc['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0xf28695 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0xf28695 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x391e28);
|
|
}
|
|
}
|
|
if (_0xf28695 !== _0x4e763b) {
|
|
_0x3aa646 = [];
|
|
_0x431142 = _0x553f5b();
|
|
while (_0x431142 !== _0x4e763b) {
|
|
_0x3aa646['push'](_0x431142);
|
|
_0x431142 = _0x553f5b();
|
|
}
|
|
if (_0x3aa646 !== _0x4e763b) {
|
|
_0x431142 = _0x2920d4();
|
|
if (_0x431142 !== _0x4e763b) {
|
|
_0x55bc2f = _0x8965a;
|
|
_0xf28695 = _0x2fb111(_0xf28695, _0x431142);
|
|
_0x8965a = _0xf28695;
|
|
} else {
|
|
_0x3e408e = _0x8965a;
|
|
_0x8965a = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x8965a;
|
|
_0x8965a = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x8965a;
|
|
_0x8965a = _0x56093a;
|
|
}
|
|
return _0x8965a;
|
|
}
|
|
|
|
function _0x1fa3d9() {
|
|
var _0x2bd81b, _0x4ead37, _0xb9e94a, _0x1f1d21;
|
|
_0x2bd81b = _0x3e408e;
|
|
if (_0x4a4882['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x4ead37 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x4ead37 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x1371ac);
|
|
}
|
|
}
|
|
if (_0x4ead37 !== _0x4e763b) {
|
|
_0xb9e94a = [];
|
|
_0x1f1d21 = _0x553f5b();
|
|
while (_0x1f1d21 !== _0x4e763b) {
|
|
_0xb9e94a['push'](_0x1f1d21);
|
|
_0x1f1d21 = _0x553f5b();
|
|
}
|
|
if (_0xb9e94a !== _0x4e763b) {
|
|
_0x1f1d21 = _0x49f3cf();
|
|
if (_0x1f1d21 !== _0x4e763b) {
|
|
_0x55bc2f = _0x2bd81b;
|
|
_0x4ead37 = _0x51b1f6(_0x4ead37, _0x1f1d21);
|
|
_0x2bd81b = _0x4ead37;
|
|
} else {
|
|
_0x3e408e = _0x2bd81b;
|
|
_0x2bd81b = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2bd81b;
|
|
_0x2bd81b = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2bd81b;
|
|
_0x2bd81b = _0x56093a;
|
|
}
|
|
return _0x2bd81b;
|
|
}
|
|
|
|
function _0x49f3cf() {
|
|
var _0xe5c33a, _0x477328, _0x119ce9, _0xdf5b04, _0x57237e;
|
|
_0xe5c33a = _0x3e408e;
|
|
_0x477328 = _0x1a31ff();
|
|
if (_0x477328 !== _0x4e763b) {
|
|
_0x119ce9 = _0x3e408e;
|
|
_0xdf5b04 = _0x5bbfe4();
|
|
if (_0xdf5b04 === _0x4e763b) {
|
|
_0xdf5b04 = _0x375d49;
|
|
}
|
|
if (_0xdf5b04 !== _0x4e763b) {
|
|
_0x57237e = _0x49f3cf();
|
|
if (_0x57237e !== _0x4e763b) {
|
|
_0xdf5b04 = [_0xdf5b04, _0x57237e];
|
|
_0x119ce9 = _0xdf5b04;
|
|
} else {
|
|
_0x3e408e = _0x119ce9;
|
|
_0x119ce9 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x119ce9;
|
|
_0x119ce9 = _0x56093a;
|
|
}
|
|
if (_0x119ce9 === _0x4e763b) {
|
|
_0x119ce9 = _0x375d49;
|
|
}
|
|
if (_0x119ce9 !== _0x4e763b) {
|
|
_0x55bc2f = _0xe5c33a;
|
|
_0x477328 = _0x5e38d7(_0x477328, _0x119ce9);
|
|
_0xe5c33a = _0x477328;
|
|
} else {
|
|
_0x3e408e = _0xe5c33a;
|
|
_0xe5c33a = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0xe5c33a;
|
|
_0xe5c33a = _0x56093a;
|
|
}
|
|
return _0xe5c33a;
|
|
}
|
|
|
|
function _0x1a31ff() {
|
|
var _0x2c770d, _0x25f1f8, _0x1b91ba, _0x12ee28, _0x425af4, _0x2feeef;
|
|
_0x2c770d = _0x3e408e;
|
|
_0x25f1f8 = _0x38a50a();
|
|
if (_0x25f1f8 !== _0x4e763b) {
|
|
_0x1b91ba = _0x5bbfe4();
|
|
if (_0x1b91ba === _0x4e763b) {
|
|
_0x1b91ba = _0x375d49;
|
|
}
|
|
if (_0x1b91ba !== _0x4e763b) {
|
|
_0x12ee28 = _0x38a50a();
|
|
if (_0x12ee28 !== _0x4e763b) {
|
|
_0x425af4 = _0x5bbfe4();
|
|
if (_0x425af4 === _0x4e763b) {
|
|
_0x425af4 = _0x375d49;
|
|
}
|
|
if (_0x425af4 !== _0x4e763b) {
|
|
_0x2feeef = _0x38a50a();
|
|
if (_0x2feeef !== _0x4e763b) {
|
|
_0x55bc2f = _0x2c770d;
|
|
_0x25f1f8 = _0xe1e1(_0x25f1f8, _0x12ee28, _0x2feeef);
|
|
_0x2c770d = _0x25f1f8;
|
|
} else {
|
|
_0x3e408e = _0x2c770d;
|
|
_0x2c770d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2c770d;
|
|
_0x2c770d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2c770d;
|
|
_0x2c770d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2c770d;
|
|
_0x2c770d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2c770d;
|
|
_0x2c770d = _0x56093a;
|
|
}
|
|
return _0x2c770d;
|
|
}
|
|
|
|
function _0x3bb24f() {
|
|
var _0x1efc96, _0x3533a4, _0x5baf6a, _0x3eaabf;
|
|
_0x1efc96 = _0x3e408e;
|
|
if (_0x3c0d2e['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x3533a4 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x3533a4 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x394135);
|
|
}
|
|
}
|
|
if (_0x3533a4 !== _0x4e763b) {
|
|
_0x5baf6a = [];
|
|
_0x3eaabf = _0x553f5b();
|
|
while (_0x3eaabf !== _0x4e763b) {
|
|
_0x5baf6a['push'](_0x3eaabf);
|
|
_0x3eaabf = _0x553f5b();
|
|
}
|
|
if (_0x5baf6a !== _0x4e763b) {
|
|
_0x3eaabf = _0x1effcd();
|
|
if (_0x3eaabf !== _0x4e763b) {
|
|
_0x55bc2f = _0x1efc96;
|
|
_0x3533a4 = _0x4aa6f7(_0x3533a4, _0x3eaabf);
|
|
_0x1efc96 = _0x3533a4;
|
|
} else {
|
|
_0x3e408e = _0x1efc96;
|
|
_0x1efc96 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1efc96;
|
|
_0x1efc96 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1efc96;
|
|
_0x1efc96 = _0x56093a;
|
|
}
|
|
return _0x1efc96;
|
|
}
|
|
|
|
function _0x1effcd() {
|
|
var _0xd15e3b, _0x2e6edc, _0x560d2e, _0x3d4eec, _0x5b4cfd;
|
|
_0xd15e3b = _0x3e408e;
|
|
_0x2e6edc = _0x52a948();
|
|
if (_0x2e6edc !== _0x4e763b) {
|
|
_0x560d2e = _0x3e408e;
|
|
_0x3d4eec = _0x5bbfe4();
|
|
if (_0x3d4eec === _0x4e763b) {
|
|
_0x3d4eec = _0x375d49;
|
|
}
|
|
if (_0x3d4eec !== _0x4e763b) {
|
|
_0x5b4cfd = _0x1effcd();
|
|
if (_0x5b4cfd !== _0x4e763b) {
|
|
_0x3d4eec = [_0x3d4eec, _0x5b4cfd];
|
|
_0x560d2e = _0x3d4eec;
|
|
} else {
|
|
_0x3e408e = _0x560d2e;
|
|
_0x560d2e = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x560d2e;
|
|
_0x560d2e = _0x56093a;
|
|
}
|
|
if (_0x560d2e === _0x4e763b) {
|
|
_0x560d2e = _0x375d49;
|
|
}
|
|
if (_0x560d2e !== _0x4e763b) {
|
|
_0x55bc2f = _0xd15e3b;
|
|
_0x2e6edc = _0x5e38d7(_0x2e6edc, _0x560d2e);
|
|
_0xd15e3b = _0x2e6edc;
|
|
} else {
|
|
_0x3e408e = _0xd15e3b;
|
|
_0xd15e3b = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0xd15e3b;
|
|
_0xd15e3b = _0x56093a;
|
|
}
|
|
return _0xd15e3b;
|
|
}
|
|
|
|
function _0x52a948() {
|
|
var _0x8789b3, _0x4f9331, _0x132a7a, _0x181899;
|
|
_0x8789b3 = _0x3e408e;
|
|
_0x4f9331 = _0x38a50a();
|
|
if (_0x4f9331 !== _0x4e763b) {
|
|
_0x132a7a = _0x5bbfe4();
|
|
if (_0x132a7a === _0x4e763b) {
|
|
_0x132a7a = _0x375d49;
|
|
}
|
|
if (_0x132a7a !== _0x4e763b) {
|
|
_0x181899 = _0x38a50a();
|
|
if (_0x181899 !== _0x4e763b) {
|
|
_0x55bc2f = _0x8789b3;
|
|
_0x4f9331 = _0x30c615(_0x4f9331, _0x181899);
|
|
_0x8789b3 = _0x4f9331;
|
|
} else {
|
|
_0x3e408e = _0x8789b3;
|
|
_0x8789b3 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x8789b3;
|
|
_0x8789b3 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x8789b3;
|
|
_0x8789b3 = _0x56093a;
|
|
}
|
|
return _0x8789b3;
|
|
}
|
|
|
|
function _0x1d0640() {
|
|
var _0x4bc9ab, _0x599d9a, _0x49718b, _0x23fc95;
|
|
_0x4bc9ab = _0x3e408e;
|
|
if (_0x3a67c6['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x599d9a = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x599d9a = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x85b933);
|
|
}
|
|
}
|
|
if (_0x599d9a !== _0x4e763b) {
|
|
_0x49718b = [];
|
|
_0x23fc95 = _0x553f5b();
|
|
while (_0x23fc95 !== _0x4e763b) {
|
|
_0x49718b['push'](_0x23fc95);
|
|
_0x23fc95 = _0x553f5b();
|
|
}
|
|
if (_0x49718b !== _0x4e763b) {
|
|
_0x23fc95 = _0x525db0();
|
|
if (_0x23fc95 !== _0x4e763b) {
|
|
_0x55bc2f = _0x4bc9ab;
|
|
_0x599d9a = _0x3ceb0a(_0x599d9a, _0x23fc95);
|
|
_0x4bc9ab = _0x599d9a;
|
|
} else {
|
|
_0x3e408e = _0x4bc9ab;
|
|
_0x4bc9ab = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x4bc9ab;
|
|
_0x4bc9ab = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x4bc9ab;
|
|
_0x4bc9ab = _0x56093a;
|
|
}
|
|
return _0x4bc9ab;
|
|
}
|
|
|
|
function _0x525db0() {
|
|
var _0x58bd8f, _0x27e03c, _0x102d08, _0x59fdd8, _0xa8edd;
|
|
_0x58bd8f = _0x3e408e;
|
|
_0x27e03c = _0x48e64d();
|
|
if (_0x27e03c !== _0x4e763b) {
|
|
_0x102d08 = _0x3e408e;
|
|
_0x59fdd8 = _0x5bbfe4();
|
|
if (_0x59fdd8 === _0x4e763b) {
|
|
_0x59fdd8 = _0x375d49;
|
|
}
|
|
if (_0x59fdd8 !== _0x4e763b) {
|
|
_0xa8edd = _0x525db0();
|
|
if (_0xa8edd !== _0x4e763b) {
|
|
_0x59fdd8 = [_0x59fdd8, _0xa8edd];
|
|
_0x102d08 = _0x59fdd8;
|
|
} else {
|
|
_0x3e408e = _0x102d08;
|
|
_0x102d08 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x102d08;
|
|
_0x102d08 = _0x56093a;
|
|
}
|
|
if (_0x102d08 === _0x4e763b) {
|
|
_0x102d08 = _0x375d49;
|
|
}
|
|
if (_0x102d08 !== _0x4e763b) {
|
|
_0x55bc2f = _0x58bd8f;
|
|
_0x27e03c = _0x5e38d7(_0x27e03c, _0x102d08);
|
|
_0x58bd8f = _0x27e03c;
|
|
} else {
|
|
_0x3e408e = _0x58bd8f;
|
|
_0x58bd8f = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x58bd8f;
|
|
_0x58bd8f = _0x56093a;
|
|
}
|
|
return _0x58bd8f;
|
|
}
|
|
|
|
function _0x48e64d() {
|
|
var _0x5986f2, _0x42674d, _0x3d238c, _0x4fc37e;
|
|
_0x5986f2 = _0x3e408e;
|
|
_0x42674d = _0x38a50a();
|
|
if (_0x42674d !== _0x4e763b) {
|
|
_0x3d238c = _0x5bbfe4();
|
|
if (_0x3d238c === _0x4e763b) {
|
|
_0x3d238c = _0x375d49;
|
|
}
|
|
if (_0x3d238c !== _0x4e763b) {
|
|
_0x4fc37e = _0x38a50a();
|
|
if (_0x4fc37e !== _0x4e763b) {
|
|
_0x55bc2f = _0x5986f2;
|
|
_0x42674d = _0x30c615(_0x42674d, _0x4fc37e);
|
|
_0x5986f2 = _0x42674d;
|
|
} else {
|
|
_0x3e408e = _0x5986f2;
|
|
_0x5986f2 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x5986f2;
|
|
_0x5986f2 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x5986f2;
|
|
_0x5986f2 = _0x56093a;
|
|
}
|
|
return _0x5986f2;
|
|
}
|
|
|
|
function _0x348547() {
|
|
var _0x5a90a2, _0x15ac19, _0x5d1d81, _0x2bfd38;
|
|
_0x5a90a2 = _0x3e408e;
|
|
if (_0x543bea['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x15ac19 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x15ac19 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x16de6e);
|
|
}
|
|
}
|
|
if (_0x15ac19 !== _0x4e763b) {
|
|
_0x5d1d81 = [];
|
|
_0x2bfd38 = _0x553f5b();
|
|
while (_0x2bfd38 !== _0x4e763b) {
|
|
_0x5d1d81['push'](_0x2bfd38);
|
|
_0x2bfd38 = _0x553f5b();
|
|
}
|
|
if (_0x5d1d81 !== _0x4e763b) {
|
|
_0x2bfd38 = _0x18fab1();
|
|
if (_0x2bfd38 !== _0x4e763b) {
|
|
_0x55bc2f = _0x5a90a2;
|
|
_0x15ac19 = _0x207488(_0x15ac19, _0x2bfd38);
|
|
_0x5a90a2 = _0x15ac19;
|
|
} else {
|
|
_0x3e408e = _0x5a90a2;
|
|
_0x5a90a2 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x5a90a2;
|
|
_0x5a90a2 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x5a90a2;
|
|
_0x5a90a2 = _0x56093a;
|
|
}
|
|
return _0x5a90a2;
|
|
}
|
|
|
|
function _0x18fab1() {
|
|
var _0x4ce267, _0x2c1571, _0x536ee2, _0x33dfbc, _0x36236f;
|
|
_0x4ce267 = _0x3e408e;
|
|
_0x2c1571 = _0x38a50a();
|
|
if (_0x2c1571 !== _0x4e763b) {
|
|
_0x536ee2 = _0x3e408e;
|
|
_0x33dfbc = _0x5bbfe4();
|
|
if (_0x33dfbc === _0x4e763b) {
|
|
_0x33dfbc = _0x375d49;
|
|
}
|
|
if (_0x33dfbc !== _0x4e763b) {
|
|
_0x36236f = _0x18fab1();
|
|
if (_0x36236f !== _0x4e763b) {
|
|
_0x33dfbc = [_0x33dfbc, _0x36236f];
|
|
_0x536ee2 = _0x33dfbc;
|
|
} else {
|
|
_0x3e408e = _0x536ee2;
|
|
_0x536ee2 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x536ee2;
|
|
_0x536ee2 = _0x56093a;
|
|
}
|
|
if (_0x536ee2 === _0x4e763b) {
|
|
_0x536ee2 = _0x375d49;
|
|
}
|
|
if (_0x536ee2 !== _0x4e763b) {
|
|
_0x55bc2f = _0x4ce267;
|
|
_0x2c1571 = _0x5e38d7(_0x2c1571, _0x536ee2);
|
|
_0x4ce267 = _0x2c1571;
|
|
} else {
|
|
_0x3e408e = _0x4ce267;
|
|
_0x4ce267 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x4ce267;
|
|
_0x4ce267 = _0x56093a;
|
|
}
|
|
return _0x4ce267;
|
|
}
|
|
|
|
function _0x553067() {
|
|
var _0x241dc9, _0x3a69e5, _0x52a19f, _0x5ed547;
|
|
_0x241dc9 = _0x3e408e;
|
|
if (_0xd18715['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x3a69e5 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x3a69e5 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x30a6b0);
|
|
}
|
|
}
|
|
if (_0x3a69e5 !== _0x4e763b) {
|
|
_0x52a19f = [];
|
|
_0x5ed547 = _0x553f5b();
|
|
while (_0x5ed547 !== _0x4e763b) {
|
|
_0x52a19f['push'](_0x5ed547);
|
|
_0x5ed547 = _0x553f5b();
|
|
}
|
|
if (_0x52a19f !== _0x4e763b) {
|
|
_0x5ed547 = _0x21d7c9();
|
|
if (_0x5ed547 !== _0x4e763b) {
|
|
_0x55bc2f = _0x241dc9;
|
|
_0x3a69e5 = _0xbeac27(_0x3a69e5, _0x5ed547);
|
|
_0x241dc9 = _0x3a69e5;
|
|
} else {
|
|
_0x3e408e = _0x241dc9;
|
|
_0x241dc9 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x241dc9;
|
|
_0x241dc9 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x241dc9;
|
|
_0x241dc9 = _0x56093a;
|
|
}
|
|
return _0x241dc9;
|
|
}
|
|
|
|
function _0x21d7c9() {
|
|
var _0x2f2dca, _0x2b58d6, _0x17db3e, _0x795ed1, _0x3cc0de;
|
|
_0x2f2dca = _0x3e408e;
|
|
_0x2b58d6 = _0x4eedd3();
|
|
if (_0x2b58d6 !== _0x4e763b) {
|
|
_0x17db3e = _0x3e408e;
|
|
_0x795ed1 = _0x5bbfe4();
|
|
if (_0x795ed1 === _0x4e763b) {
|
|
_0x795ed1 = _0x375d49;
|
|
}
|
|
if (_0x795ed1 !== _0x4e763b) {
|
|
_0x3cc0de = _0x21d7c9();
|
|
if (_0x3cc0de !== _0x4e763b) {
|
|
_0x795ed1 = [_0x795ed1, _0x3cc0de];
|
|
_0x17db3e = _0x795ed1;
|
|
} else {
|
|
_0x3e408e = _0x17db3e;
|
|
_0x17db3e = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x17db3e;
|
|
_0x17db3e = _0x56093a;
|
|
}
|
|
if (_0x17db3e === _0x4e763b) {
|
|
_0x17db3e = _0x375d49;
|
|
}
|
|
if (_0x17db3e !== _0x4e763b) {
|
|
_0x55bc2f = _0x2f2dca;
|
|
_0x2b58d6 = _0x5e38d7(_0x2b58d6, _0x17db3e);
|
|
_0x2f2dca = _0x2b58d6;
|
|
} else {
|
|
_0x3e408e = _0x2f2dca;
|
|
_0x2f2dca = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x2f2dca;
|
|
_0x2f2dca = _0x56093a;
|
|
}
|
|
return _0x2f2dca;
|
|
}
|
|
|
|
function _0x4eedd3() {
|
|
var _0x10205c, _0x280c0a, _0x436886, _0x3c8efd, _0x5d6240, _0x151e7d, _0x5e6210, _0x525f36, _0x167195, _0x451acb, _0x4e74a4, _0x460bfa;
|
|
_0x10205c = _0x3e408e;
|
|
_0x280c0a = _0x442fed();
|
|
if (_0x280c0a !== _0x4e763b) {
|
|
_0x436886 = _0x5bbfe4();
|
|
if (_0x436886 === _0x4e763b) {
|
|
_0x436886 = _0x375d49;
|
|
}
|
|
if (_0x436886 !== _0x4e763b) {
|
|
_0x3c8efd = _0x442fed();
|
|
if (_0x3c8efd !== _0x4e763b) {
|
|
_0x5d6240 = _0x5bbfe4();
|
|
if (_0x5d6240 === _0x4e763b) {
|
|
_0x5d6240 = _0x375d49;
|
|
}
|
|
if (_0x5d6240 !== _0x4e763b) {
|
|
_0x151e7d = _0x33fb0d();
|
|
if (_0x151e7d !== _0x4e763b) {
|
|
_0x5e6210 = _0x5bbfe4();
|
|
if (_0x5e6210 !== _0x4e763b) {
|
|
_0x525f36 = _0x15076b();
|
|
if (_0x525f36 !== _0x4e763b) {
|
|
_0x167195 = _0x5bbfe4();
|
|
if (_0x167195 === _0x4e763b) {
|
|
_0x167195 = _0x375d49;
|
|
}
|
|
if (_0x167195 !== _0x4e763b) {
|
|
_0x451acb = _0x15076b();
|
|
if (_0x451acb !== _0x4e763b) {
|
|
_0x4e74a4 = _0x5bbfe4();
|
|
if (_0x4e74a4 === _0x4e763b) {
|
|
_0x4e74a4 = _0x375d49;
|
|
}
|
|
if (_0x4e74a4 !== _0x4e763b) {
|
|
_0x460bfa = _0x38a50a();
|
|
if (_0x460bfa !== _0x4e763b) {
|
|
_0x55bc2f = _0x10205c;
|
|
_0x280c0a = _0x2cbb71(_0x280c0a, _0x3c8efd, _0x151e7d, _0x525f36, _0x451acb, _0x460bfa);
|
|
_0x10205c = _0x280c0a;
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10205c;
|
|
_0x10205c = _0x56093a;
|
|
}
|
|
return _0x10205c;
|
|
}
|
|
|
|
function _0x38a50a() {
|
|
var _0x28b05c, _0x15aa6a, _0x27e6b7, _0x36c52b;
|
|
_0x28b05c = _0x3e408e;
|
|
_0x15aa6a = _0x462d74();
|
|
if (_0x15aa6a !== _0x4e763b) {
|
|
_0x27e6b7 = _0x5bbfe4();
|
|
if (_0x27e6b7 === _0x4e763b) {
|
|
_0x27e6b7 = _0x375d49;
|
|
}
|
|
if (_0x27e6b7 !== _0x4e763b) {
|
|
_0x36c52b = _0x462d74();
|
|
if (_0x36c52b !== _0x4e763b) {
|
|
_0x55bc2f = _0x28b05c;
|
|
_0x15aa6a = _0x201fa4(_0x15aa6a, _0x36c52b);
|
|
_0x28b05c = _0x15aa6a;
|
|
} else {
|
|
_0x3e408e = _0x28b05c;
|
|
_0x28b05c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x28b05c;
|
|
_0x28b05c = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x28b05c;
|
|
_0x28b05c = _0x56093a;
|
|
}
|
|
return _0x28b05c;
|
|
}
|
|
|
|
function _0x462d74() {
|
|
var _0x4e23cc, _0x3d1d23;
|
|
_0x4e23cc = _0x3e408e;
|
|
_0x3d1d23 = _0x33fb0d();
|
|
if (_0x3d1d23 !== _0x4e763b) {
|
|
_0x55bc2f = _0x4e23cc;
|
|
_0x3d1d23 = _0x5a72e5(_0x3d1d23);
|
|
}
|
|
_0x4e23cc = _0x3d1d23;
|
|
return _0x4e23cc;
|
|
}
|
|
|
|
function _0x442fed() {
|
|
var _0x5b5bca;
|
|
_0x5b5bca = _0x1aacaf();
|
|
if (_0x5b5bca === _0x4e763b) {
|
|
_0x5b5bca = _0x501b81();
|
|
}
|
|
return _0x5b5bca;
|
|
}
|
|
|
|
function _0x33fb0d() {
|
|
var _0x150415, _0xe8558, _0x34fdae;
|
|
_0x150415 = _0x3e408e;
|
|
_0xe8558 = _0x48a226();
|
|
if (_0xe8558 === _0x4e763b) {
|
|
_0xe8558 = _0x375d49;
|
|
}
|
|
if (_0xe8558 !== _0x4e763b) {
|
|
_0x34fdae = _0x1aacaf();
|
|
if (_0x34fdae !== _0x4e763b) {
|
|
_0xe8558 = [_0xe8558, _0x34fdae];
|
|
_0x150415 = _0xe8558;
|
|
} else {
|
|
_0x3e408e = _0x150415;
|
|
_0x150415 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x150415;
|
|
_0x150415 = _0x56093a;
|
|
}
|
|
if (_0x150415 === _0x4e763b) {
|
|
_0x150415 = _0x3e408e;
|
|
_0xe8558 = _0x48a226();
|
|
if (_0xe8558 === _0x4e763b) {
|
|
_0xe8558 = _0x375d49;
|
|
}
|
|
if (_0xe8558 !== _0x4e763b) {
|
|
_0x34fdae = _0x501b81();
|
|
if (_0x34fdae !== _0x4e763b) {
|
|
_0xe8558 = [_0xe8558, _0x34fdae];
|
|
_0x150415 = _0xe8558;
|
|
} else {
|
|
_0x3e408e = _0x150415;
|
|
_0x150415 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x150415;
|
|
_0x150415 = _0x56093a;
|
|
}
|
|
}
|
|
return _0x150415;
|
|
}
|
|
|
|
function _0x15076b() {
|
|
var _0x1961e0;
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x30) {
|
|
_0x1961e0 = _0x444dd7;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x1961e0 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x44e46d);
|
|
}
|
|
}
|
|
if (_0x1961e0 === _0x4e763b) {
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x31) {
|
|
_0x1961e0 = _0x8b2ec9;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x1961e0 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x2bab45);
|
|
}
|
|
}
|
|
}
|
|
return _0x1961e0;
|
|
}
|
|
|
|
function _0x5bbfe4() {
|
|
var _0x1b120d, _0x19a767, _0x218bca, _0x4c8546, _0x4e4c52;
|
|
_0x1b120d = _0x3e408e;
|
|
_0x19a767 = [];
|
|
_0x218bca = _0x553f5b();
|
|
if (_0x218bca !== _0x4e763b) {
|
|
while (_0x218bca !== _0x4e763b) {
|
|
_0x19a767['push'](_0x218bca);
|
|
_0x218bca = _0x553f5b();
|
|
}
|
|
} else {
|
|
_0x19a767 = _0x56093a;
|
|
}
|
|
if (_0x19a767 !== _0x4e763b) {
|
|
_0x218bca = _0x177a0e();
|
|
if (_0x218bca === _0x4e763b) {
|
|
_0x218bca = _0x375d49;
|
|
}
|
|
if (_0x218bca !== _0x4e763b) {
|
|
_0x4c8546 = [];
|
|
_0x4e4c52 = _0x553f5b();
|
|
while (_0x4e4c52 !== _0x4e763b) {
|
|
_0x4c8546['push'](_0x4e4c52);
|
|
_0x4e4c52 = _0x553f5b();
|
|
}
|
|
if (_0x4c8546 !== _0x4e763b) {
|
|
_0x19a767 = [_0x19a767, _0x218bca, _0x4c8546];
|
|
_0x1b120d = _0x19a767;
|
|
} else {
|
|
_0x3e408e = _0x1b120d;
|
|
_0x1b120d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1b120d;
|
|
_0x1b120d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1b120d;
|
|
_0x1b120d = _0x56093a;
|
|
}
|
|
if (_0x1b120d === _0x4e763b) {
|
|
_0x1b120d = _0x3e408e;
|
|
_0x19a767 = _0x177a0e();
|
|
if (_0x19a767 !== _0x4e763b) {
|
|
_0x218bca = [];
|
|
_0x4c8546 = _0x553f5b();
|
|
while (_0x4c8546 !== _0x4e763b) {
|
|
_0x218bca['push'](_0x4c8546);
|
|
_0x4c8546 = _0x553f5b();
|
|
}
|
|
if (_0x218bca !== _0x4e763b) {
|
|
_0x19a767 = [_0x19a767, _0x218bca];
|
|
_0x1b120d = _0x19a767;
|
|
} else {
|
|
_0x3e408e = _0x1b120d;
|
|
_0x1b120d = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1b120d;
|
|
_0x1b120d = _0x56093a;
|
|
}
|
|
}
|
|
return _0x1b120d;
|
|
}
|
|
|
|
function _0x177a0e() {
|
|
var _0x48f3b1;
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x2c) {
|
|
_0x48f3b1 = _0x5b6dde;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x48f3b1 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x3d3d23);
|
|
}
|
|
}
|
|
return _0x48f3b1;
|
|
}
|
|
|
|
function _0x1aacaf() {
|
|
var _0x1d3f41, _0x56163c, _0x5baf4d;
|
|
_0x1d3f41 = _0x3e408e;
|
|
_0x56163c = _0x1f553a();
|
|
if (_0x56163c !== _0x4e763b) {
|
|
_0x5baf4d = _0x22dc18();
|
|
if (_0x5baf4d === _0x4e763b) {
|
|
_0x5baf4d = _0x375d49;
|
|
}
|
|
if (_0x5baf4d !== _0x4e763b) {
|
|
_0x56163c = [_0x56163c, _0x5baf4d];
|
|
_0x1d3f41 = _0x56163c;
|
|
} else {
|
|
_0x3e408e = _0x1d3f41;
|
|
_0x1d3f41 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1d3f41;
|
|
_0x1d3f41 = _0x56093a;
|
|
}
|
|
if (_0x1d3f41 === _0x4e763b) {
|
|
_0x1d3f41 = _0x3e408e;
|
|
_0x56163c = _0x501b81();
|
|
if (_0x56163c !== _0x4e763b) {
|
|
_0x5baf4d = _0x22dc18();
|
|
if (_0x5baf4d !== _0x4e763b) {
|
|
_0x56163c = [_0x56163c, _0x5baf4d];
|
|
_0x1d3f41 = _0x56163c;
|
|
} else {
|
|
_0x3e408e = _0x1d3f41;
|
|
_0x1d3f41 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x1d3f41;
|
|
_0x1d3f41 = _0x56093a;
|
|
}
|
|
}
|
|
return _0x1d3f41;
|
|
}
|
|
|
|
function _0x1f553a() {
|
|
var _0x28b12e, _0x3867ef, _0x4227d4, _0x28fdd3;
|
|
_0x28b12e = _0x3e408e;
|
|
_0x3867ef = _0x501b81();
|
|
if (_0x3867ef === _0x4e763b) {
|
|
_0x3867ef = _0x375d49;
|
|
}
|
|
if (_0x3867ef !== _0x4e763b) {
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x2e) {
|
|
_0x4227d4 = _0x57d0b1;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x4227d4 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x3e764);
|
|
}
|
|
}
|
|
if (_0x4227d4 !== _0x4e763b) {
|
|
_0x28fdd3 = _0x501b81();
|
|
if (_0x28fdd3 !== _0x4e763b) {
|
|
_0x3867ef = [_0x3867ef, _0x4227d4, _0x28fdd3];
|
|
_0x28b12e = _0x3867ef;
|
|
} else {
|
|
_0x3e408e = _0x28b12e;
|
|
_0x28b12e = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x28b12e;
|
|
_0x28b12e = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x28b12e;
|
|
_0x28b12e = _0x56093a;
|
|
}
|
|
if (_0x28b12e === _0x4e763b) {
|
|
_0x28b12e = _0x3e408e;
|
|
_0x3867ef = _0x501b81();
|
|
if (_0x3867ef !== _0x4e763b) {
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x2e) {
|
|
_0x4227d4 = _0x57d0b1;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x4227d4 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x3e764);
|
|
}
|
|
}
|
|
if (_0x4227d4 !== _0x4e763b) {
|
|
_0x3867ef = [_0x3867ef, _0x4227d4];
|
|
_0x28b12e = _0x3867ef;
|
|
} else {
|
|
_0x3e408e = _0x28b12e;
|
|
_0x28b12e = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x28b12e;
|
|
_0x28b12e = _0x56093a;
|
|
}
|
|
}
|
|
return _0x28b12e;
|
|
}
|
|
|
|
function _0x22dc18() {
|
|
var _0x10eb16, _0x746fd4, _0x2bd004, _0x402e7e;
|
|
_0x10eb16 = _0x3e408e;
|
|
if (_0x1e3f99['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x746fd4 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x746fd4 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x1123fe);
|
|
}
|
|
}
|
|
if (_0x746fd4 !== _0x4e763b) {
|
|
_0x2bd004 = _0x48a226();
|
|
if (_0x2bd004 === _0x4e763b) {
|
|
_0x2bd004 = _0x375d49;
|
|
}
|
|
if (_0x2bd004 !== _0x4e763b) {
|
|
_0x402e7e = _0x501b81();
|
|
if (_0x402e7e !== _0x4e763b) {
|
|
_0x746fd4 = [_0x746fd4, _0x2bd004, _0x402e7e];
|
|
_0x10eb16 = _0x746fd4;
|
|
} else {
|
|
_0x3e408e = _0x10eb16;
|
|
_0x10eb16 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10eb16;
|
|
_0x10eb16 = _0x56093a;
|
|
}
|
|
} else {
|
|
_0x3e408e = _0x10eb16;
|
|
_0x10eb16 = _0x56093a;
|
|
}
|
|
return _0x10eb16;
|
|
}
|
|
|
|
function _0x48a226() {
|
|
var _0x30442e;
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x2b) {
|
|
_0x30442e = _0x59832c;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x30442e = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x423117);
|
|
}
|
|
}
|
|
if (_0x30442e === _0x4e763b) {
|
|
if (_0x3a6242['charCodeAt'](_0x3e408e) === 0x2d) {
|
|
_0x30442e = _0xf5aaab;
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x30442e = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x198f27);
|
|
}
|
|
}
|
|
}
|
|
return _0x30442e;
|
|
}
|
|
|
|
function _0x501b81() {
|
|
var _0x3405a5, _0x388e32, _0x5cddad;
|
|
_0x3405a5 = _0x3e408e;
|
|
_0x388e32 = [];
|
|
if (_0x1d19eb['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x5cddad = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x5cddad = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x2a6cc4);
|
|
}
|
|
}
|
|
if (_0x5cddad !== _0x4e763b) {
|
|
while (_0x5cddad !== _0x4e763b) {
|
|
_0x388e32['push'](_0x5cddad);
|
|
if (_0x1d19eb['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x5cddad = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x5cddad = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x2a6cc4);
|
|
}
|
|
}
|
|
}
|
|
} else {
|
|
_0x388e32 = _0x56093a;
|
|
}
|
|
if (_0x388e32 !== _0x4e763b) {
|
|
_0x55bc2f = _0x3405a5;
|
|
_0x388e32 = _0x3a87d5(_0x388e32);
|
|
}
|
|
_0x3405a5 = _0x388e32;
|
|
return _0x3405a5;
|
|
}
|
|
|
|
function _0x553f5b() {
|
|
var _0x52f7d4;
|
|
if (_0x15ce60['test'](_0x3a6242['charAt'](_0x3e408e))) {
|
|
_0x52f7d4 = _0x3a6242['charAt'](_0x3e408e);
|
|
_0x3e408e++;
|
|
} else {
|
|
_0x52f7d4 = _0x4e763b;
|
|
if (_0x15e012 === 0x0) {
|
|
_0x569314(_0x41f84b);
|
|
}
|
|
}
|
|
return _0x52f7d4;
|
|
}
|
|
var _0x5b0427 = [0x0, 0x0];
|
|
var _0x594746 = [0x0, 0x0];
|
|
var _0x65b89a = [];
|
|
var _0x52dd75 = !![];
|
|
var _0x5d45c1 = '';
|
|
|
|
function _0x4eee96(_0x1918a7) {
|
|
var _0x1c220a = [];
|
|
for (var _0x4a2cee = 0x0; _0x4a2cee < _0x1918a7['length']; _0x4a2cee++) {
|
|
if (_0x1918a7[_0x4a2cee] instanceof Array) {
|
|
_0x1c220a['push']['apply'](_0x1c220a, _0x4eee96(_0x1918a7[_0x4a2cee]));
|
|
} else {
|
|
_0x1c220a['push'](_0x1918a7[_0x4a2cee]);
|
|
}
|
|
}
|
|
return _0x1c220a;
|
|
}
|
|
|
|
function _0x17d776(_0x345c90, _0xb69db9) {
|
|
if ('mlazhvcsqt' ['indexOf'](_0x345c90) === -0x1) {
|
|
_0x5b0427 = _0xb69db9;
|
|
} else {
|
|
_0x5b0427[0x0] += _0xb69db9[0x0];
|
|
_0x5b0427[0x1] += _0xb69db9[0x1];
|
|
}
|
|
_0x5d45c1 = _0x345c90;
|
|
return _0x5b0427['slice'](0x0);
|
|
}
|
|
|
|
function _0x54e14f(_0xa6104a, _0x4c5d11) {
|
|
var _0x5f1573 = [];
|
|
var _0x4e994b = _0x5b0427['slice'](0x0);
|
|
for (var _0x34ce1a = 0x0; _0x34ce1a < _0x4c5d11['length']; _0x34ce1a += 0x2) {
|
|
_0x5b0427 = _0x4e994b['slice'](0x0);
|
|
var _0x4d36b1 = _0x17d776(_0xa6104a, _0x4c5d11['slice'](_0x34ce1a, _0x34ce1a + 0x2));
|
|
_0x5f1573 = _0x5f1573['concat'](_0x4d36b1);
|
|
if (_0x34ce1a == _0x4c5d11['length'] - 0x4) {
|
|
_0x594746 = _0x4d36b1['slice'](0x0);
|
|
}
|
|
}
|
|
return _0x5f1573;
|
|
}
|
|
|
|
function _0x2d262a() {
|
|
if ('CcSsQqTt' ['indexOf'](_0x5d45c1) == -0x1) {
|
|
_0x594746 = _0x5b0427['slice'](0x0);
|
|
}
|
|
var _0x5b7767 = [0x0, 0x0];
|
|
_0x5b7767[0x0] = 0x2 * _0x5b0427[0x0] - _0x594746[0x0];
|
|
_0x5b7767[0x1] = 0x2 * _0x5b0427[0x1] - _0x594746[0x1];
|
|
return _0x5b7767;
|
|
}
|
|
|
|
function _0x1134cf(_0x1c0b52, _0x9a24a2) {
|
|
var _0x3a4723 = [_0x9a24a2, 0x0];
|
|
if (_0x1c0b52 == 'H') {
|
|
_0x3a4723[0x1] = _0x5b0427[0x1];
|
|
}
|
|
return _0x17d776(_0x1c0b52, _0x3a4723);
|
|
}
|
|
|
|
function _0x5b73e4(_0x4d8f29, _0x1b987c) {
|
|
var _0x185519 = [0x0, _0x1b987c];
|
|
if (_0x4d8f29 == 'V') {
|
|
_0x185519[0x0] = _0x5b0427[0x0];
|
|
}
|
|
return _0x17d776(_0x4d8f29, _0x185519);
|
|
}
|
|
|
|
function _0x4ab5ce(_0x4c167f, _0x141977) {
|
|
var _0x5e13bc = [_0x4c167f];
|
|
if (_0x141977 && _0x141977['length'] > 0x1) {
|
|
var _0x1c60a4 = _0x141977[0x1];
|
|
for (var _0x4ffc46 = 0x0; _0x4ffc46 < _0x1c60a4['length']; _0x4ffc46++) {
|
|
_0x5e13bc['push'](_0x1c60a4[_0x4ffc46]);
|
|
}
|
|
}
|
|
return _0x5e13bc;
|
|
}
|
|
|
|
function _0x2c59c9(_0x453315) {
|
|
return Math['sqrt'](Math['pow'](_0x453315[0x0], 0x2) + Math['pow'](_0x453315[0x1], 0x2));
|
|
}
|
|
|
|
function _0x1aad7e(_0x4299a0, _0x477caf) {
|
|
return _0x4299a0[0x0] * _0x477caf[0x0] + _0x4299a0[0x1] * _0x477caf[0x1];
|
|
}
|
|
|
|
function _0x51383e(_0x301135, _0xec8df7) {
|
|
return _0x1aad7e(_0x301135, _0xec8df7) / (_0x2c59c9(_0x301135) * _0x2c59c9(_0xec8df7));
|
|
}
|
|
|
|
function _0x557f60(_0x6e3356, _0x38de63, _0x5d8dfd) {
|
|
return Math['min'](Math['max'](val, _0x38de63), _0x5d8dfd);
|
|
}
|
|
|
|
function _0x9d88b2(_0xd6f2ed, _0x432d82) {
|
|
var _0x303e2d = 0x1;
|
|
if (_0xd6f2ed[0x0] * _0x432d82[0x1] - _0xd6f2ed[0x1] * _0x432d82[0x0] < 0x0) {
|
|
_0x303e2d = -0x1;
|
|
}
|
|
return _0x303e2d * Math['acos'](_0x557f60(_0x51383e(_0xd6f2ed, _0x432d82)), -0x1, 0x1);
|
|
}
|
|
|
|
function _0x43f6bd(_0x48ff4c, _0x36fea1) {
|
|
var _0x7f4d28 = Math['cos'](_0x36fea1);
|
|
var _0x39169d = Math['sin'](_0x36fea1);
|
|
return [_0x7f4d28 * _0x48ff4c[0x0] + _0x39169d * _0x48ff4c[0x1], -0x1 * _0x39169d * _0x48ff4c[0x0] + _0x7f4d28 * _0x48ff4c[0x1]];
|
|
}
|
|
|
|
function _0x509b55(_0x34f713, _0x4e3e24) {
|
|
var _0x40eef2 = Math['cos'](_0x4e3e24);
|
|
var _0x1235bb = Math['sin'](_0x4e3e24);
|
|
return [_0x40eef2 * _0x34f713[0x0] - _0x1235bb * _0x34f713[0x1], _0x1235bb * _0x34f713[0x0] + _0x40eef2 * _0x34f713[0x1]];
|
|
}
|
|
|
|
function _0xbc7bed(_0x4b40bc, _0x4a4bb7) {
|
|
return [(_0x4b40bc[0x0] - _0x4a4bb7[0x0]) / 0x2, (_0x4b40bc[0x1] - _0x4a4bb7[0x1]) / 0x2];
|
|
}
|
|
|
|
function _0x54dfbe(_0x58fa17, _0xfc0dbd) {
|
|
return [(_0x58fa17[0x0] + _0xfc0dbd[0x0]) / 0x2, (_0x58fa17[0x1] + _0xfc0dbd[0x1]) / 0x2];
|
|
}
|
|
|
|
function _0x1d52fe(_0x5517ff, _0x40781b) {
|
|
return [_0x5517ff[0x0] * _0x40781b[0x0], _0x5517ff[0x1] * _0x40781b[0x1]];
|
|
}
|
|
|
|
function _0x5d5519(_0x1ff7e9, _0x5b95b2) {
|
|
return [_0x1ff7e9 * _0x5b95b2[0x0], _0x1ff7e9 * _0x5b95b2[0x1]];
|
|
}
|
|
|
|
function _0x23f816(_0x4fd0e5, _0x426b2a) {
|
|
return [_0x4fd0e5[0x0] + _0x426b2a[0x0], _0x4fd0e5[0x1] + _0x426b2a[0x1]];
|
|
}
|
|
|
|
function _0x42a62a(_0x53c84b, _0x197350, _0x2ebbee, _0x498c53, _0x122b93, _0x281ee8, _0x455437) {
|
|
if (_0x197350 == 0x0 || _0x2ebbee == 0x0) {
|
|
_0x65b89a['push']({
|
|
'type': 'lineTo',
|
|
'args': _0x455437
|
|
});
|
|
return;
|
|
}
|
|
var _0x498c53 = _0x498c53 * (Math['PI'] / 0xb4);
|
|
_0x197350 = Math['abs'](_0x197350);
|
|
_0x2ebbee = Math['abs'](_0x2ebbee);
|
|
var _0x52e608 = _0x43f6bd(_0xbc7bed(_0x53c84b, _0x455437), _0x498c53);
|
|
var _0x3648b4 = _0x1d52fe(_0x52e608, _0x52e608);
|
|
var _0x5bceb0 = Math['pow'](_0x197350, 0x2);
|
|
var _0x23b38 = Math['pow'](_0x2ebbee, 0x2);
|
|
var _0x51edaf = Math['sqrt'](_0x3648b4[0x0] / _0x5bceb0 + _0x3648b4[0x1] / _0x23b38);
|
|
if (_0x51edaf > 0x1) {
|
|
_0x197350 *= _0x51edaf;
|
|
_0x2ebbee *= _0x51edaf;
|
|
_0x5bceb0 = Math['pow'](_0x197350, 0x2);
|
|
_0x23b38 = Math['pow'](_0x2ebbee, 0x2);
|
|
}
|
|
var _0x1c2ee5 = Math['sqrt'](Math['abs'](_0x5bceb0 * _0x23b38 - _0x5bceb0 * _0x3648b4[0x1] - _0x23b38 * _0x3648b4[0x0]) / (_0x5bceb0 * _0x3648b4[0x1] + _0x23b38 * _0x3648b4[0x0]));
|
|
if (_0x122b93 == _0x281ee8) {
|
|
_0x1c2ee5 *= -0x1;
|
|
}
|
|
var _0x514190 = _0x5d5519(_0x1c2ee5, [_0x197350 * _0x52e608[0x1] / _0x2ebbee, -_0x2ebbee * _0x52e608[0x0] / _0x197350]);
|
|
var _0x35530e = _0x23f816(_0x509b55(_0x514190, _0x498c53), _0x54dfbe(_0x53c84b, _0x455437));
|
|
var _0x29cd1d = [(_0x52e608[0x0] - _0x514190[0x0]) / _0x197350, (_0x52e608[0x1] - _0x514190[0x1]) / _0x2ebbee];
|
|
var _0x248328 = [(-0x1 * _0x52e608[0x0] - _0x514190[0x0]) / _0x197350, (-0x1 * _0x52e608[0x1] - _0x514190[0x1]) / _0x2ebbee];
|
|
var _0x552567 = _0x9d88b2([0x1, 0x0], _0x29cd1d);
|
|
var _0x253710 = _0x9d88b2(_0x29cd1d, _0x248328);
|
|
var _0x48c1bb = _0x552567;
|
|
var _0x3da7fc = _0x552567 + _0x253710;
|
|
_0x65b89a['push']({
|
|
'type': 'save',
|
|
'args': []
|
|
}, {
|
|
'type': 'translate',
|
|
'args': [_0x35530e[0x0], _0x35530e[0x1]]
|
|
}, {
|
|
'type': 'rotate',
|
|
'args': [_0x498c53]
|
|
}, {
|
|
'type': 'scale',
|
|
'args': [_0x197350, _0x2ebbee]
|
|
}, {
|
|
'type': 'arc',
|
|
'args': [0x0, 0x0, 0x1, _0x48c1bb, _0x3da7fc, 0x1 - _0x281ee8]
|
|
}, {
|
|
'type': 'restore',
|
|
'args': []
|
|
});
|
|
}
|
|
_0x2bfff2 = _0x3c91de();
|
|
if (_0x2bfff2 !== _0x4e763b && _0x3e408e === _0x3a6242['length']) {
|
|
return _0x2bfff2;
|
|
} else {
|
|
if (_0x2bfff2 !== _0x4e763b && _0x3e408e < _0x3a6242['length']) {
|
|
_0x569314({
|
|
'type': 'end',
|
|
'description': 'end\x20of\x20input'
|
|
});
|
|
}
|
|
throw _0x2f901a(null, _0x1fda2f, _0x7dbbe5);
|
|
}
|
|
}
|
|
return {
|
|
'SyntaxError': _0x4cc4a9,
|
|
'parse': _0x4b296c
|
|
};
|
|
}();
|
|
|
|
function _0x2e7f39(_0x6b1952) {
|
|
this['ops_'] = [];
|
|
if (_0x6b1952 == undefined) {
|
|
return;
|
|
}
|
|
if (typeof _0x6b1952 == 'string') {
|
|
try {
|
|
this['ops_'] = parser['parse'](_0x6b1952);
|
|
} catch (_0x3cea62) {}
|
|
} else if (_0x6b1952['hasOwnProperty']('ops_')) {
|
|
this['ops_'] = _0x6b1952['ops_']['slice'](0x0);
|
|
} else {
|
|
throw 'Error:\x20' + typeof _0x6b1952 + 'is\x20not\x20a\x20valid\x20argument\x20to\x20Path';
|
|
}
|
|
};
|
|
var _0x12bf09 = ['closePath', 'moveTo', 'lineTo', 'quadraticCurveTo', 'bezierCurveTo', 'rect', 'arc', 'arcTo', 'ellipse', 'isPointInPath', 'isPointInStroke'];
|
|
|
|
function _0x3591e3(_0x4b537b) {
|
|
return function() {
|
|
this['ops_']['push']({
|
|
'type': _0x4b537b,
|
|
'args': Array['prototype']['slice']['call'](arguments, 0x0)
|
|
});
|
|
};
|
|
}
|
|
for (var _0x4136da = 0x0; _0x4136da < _0x12bf09['length']; _0x4136da++) {
|
|
var _0x513083 = _0x12bf09[_0x4136da];
|
|
_0x2e7f39['prototype'][_0x513083] = _0x3591e3(_0x513083);
|
|
}
|
|
_0x2e7f39['prototype']['addPath'] = function(_0x13e45b, _0xe33f76) {
|
|
var _0x4f6995 = ![];
|
|
if (_0xe33f76 && _0xe33f76['a'] != undefined && _0xe33f76['b'] != undefined && _0xe33f76['c'] != undefined && _0xe33f76['d'] != undefined && _0xe33f76['e'] != undefined && _0xe33f76['f'] != undefined) {
|
|
_0x4f6995 = !![];
|
|
this['ops_']['push']({
|
|
'type': 'save',
|
|
'args': []
|
|
});
|
|
this['ops_']['push']({
|
|
'type': 'transform',
|
|
'args': [_0xe33f76['a'], _0xe33f76['b'], _0xe33f76['c'], _0xe33f76['d'], _0xe33f76['e'], _0xe33f76['f']]
|
|
});
|
|
}
|
|
this['ops_'] = this['ops_']['concat'](_0x13e45b['ops_']);
|
|
if (_0x4f6995) {
|
|
this['ops_']['push']({
|
|
'type': 'restore',
|
|
'args': []
|
|
});
|
|
}
|
|
};
|
|
original_fill = _0x58f57c['prototype']['fill'];
|
|
original_stroke = _0x58f57c['prototype']['stroke'];
|
|
original_clip = _0x58f57c['prototype']['clip'];
|
|
original_is_point_in_path = _0x58f57c['prototype']['isPointInPath'];
|
|
original_is_point_in_stroke = _0x58f57c['prototype']['isPointInStroke'];
|
|
_0x58f57c['prototype']['fill'] = function(_0x158a44) {
|
|
if (_0x158a44 instanceof _0x2e7f39) {
|
|
this['beginPath']();
|
|
for (var _0x2583d1 = 0x0, _0x5aeabc = _0x158a44['ops_']['length']; _0x2583d1 < _0x5aeabc; _0x2583d1++) {
|
|
var _0x2535d2 = _0x158a44['ops_'][_0x2583d1];
|
|
_0x58f57c['prototype'][_0x2535d2['type']]['apply'](this, _0x2535d2['args']);
|
|
}
|
|
original_fill['apply'](this, Array['prototype']['slice']['call'](arguments, 0x1));
|
|
} else {
|
|
original_fill['apply'](this, arguments);
|
|
}
|
|
};
|
|
_0x58f57c['prototype']['stroke'] = function(_0x320e56) {
|
|
if (_0x320e56 instanceof _0x2e7f39) {
|
|
this['beginPath']();
|
|
for (var _0xfda099 = 0x0, _0x22e51f = _0x320e56['ops_']['length']; _0xfda099 < _0x22e51f; _0xfda099++) {
|
|
var _0x436be2 = _0x320e56['ops_'][_0xfda099];
|
|
_0x58f57c['prototype'][_0x436be2['type']]['apply'](this, _0x436be2['args']);
|
|
}
|
|
original_stroke['call'](this);
|
|
} else {
|
|
original_stroke['call'](this);
|
|
}
|
|
};
|
|
_0x58f57c['prototype']['clip'] = function(_0xc86e0c) {
|
|
if (_0xc86e0c instanceof _0x2e7f39) {
|
|
this['beginPath']();
|
|
for (var _0x433230 = 0x0, _0x48690b = _0xc86e0c['ops_']['length']; _0x433230 < _0x48690b; _0x433230++) {
|
|
var _0x5d0d8b = _0xc86e0c['ops_'][_0x433230];
|
|
_0x58f57c['prototype'][_0x5d0d8b['type']]['apply'](this, _0x5d0d8b['args']);
|
|
}
|
|
original_clip['apply'](this, Array['prototype']['slice']['call'](arguments, 0x1));
|
|
} else {
|
|
original_clip['apply'](this, arguments);
|
|
}
|
|
};
|
|
_0x58f57c['prototype']['isPointInPath'] = function(_0x5671bb) {
|
|
if (_0x5671bb instanceof _0x2e7f39) {
|
|
this['beginPath']();
|
|
for (var _0x5294d4 = 0x0, _0xd14329 = _0x5671bb['ops_']['length']; _0x5294d4 < _0xd14329; _0x5294d4++) {
|
|
var _0x2c16dd = _0x5671bb['ops_'][_0x5294d4];
|
|
_0x58f57c['prototype'][_0x2c16dd['type']]['apply'](this, _0x2c16dd['args']);
|
|
}
|
|
return original_is_point_in_path['apply'](this, Array['prototype']['slice']['call'](arguments, 0x1));
|
|
} else {
|
|
return original_is_point_in_path['apply'](this, arguments);
|
|
}
|
|
};
|
|
_0x58f57c['prototype']['isPointInStroke'] = function(_0x114ae3) {
|
|
if (_0x114ae3 instanceof _0x2e7f39) {
|
|
this['beginPath']();
|
|
for (var _0x170512 = 0x0, _0x5c0abe = _0x114ae3['ops_']['length']; _0x170512 < _0x5c0abe; _0x170512++) {
|
|
var _0x82d3b8 = _0x114ae3['ops_'][_0x170512];
|
|
_0x58f57c['prototype'][_0x82d3b8['type']]['apply'](this, _0x82d3b8['args']);
|
|
}
|
|
return original_is_point_in_stroke['apply'](this, Array['prototype']['slice']['call'](arguments, 0x1));
|
|
} else {
|
|
return original_is_point_in_stroke['apply'](this, arguments);
|
|
}
|
|
};
|
|
Path2D = _0x2e7f39;
|
|
}());
|
|
}
|
|
}(typeof CanvasRenderingContext2D === 'undefined' ? undefined : CanvasRenderingContext2D, typeof require === 'undefined' ? undefined : require));
|
|
|
|
// Array.find polyfill
|
|
!Array['prototype']['find'] && Object['defineProperty'](Array['prototype'], 'find', {
|
|
'value': function(_0x55bea1) {
|
|
if (this == null) throw new TypeError('\x22this\x22\x20is\x20null\x20or\x20not\x20defined');
|
|
var _0x2bea3f = Object(this),
|
|
_0x52404e = _0x2bea3f['length'] >>> 0x0;
|
|
if (typeof _0x55bea1 !== 'function') throw new TypeError('predicate\x20must\x20be\x20a\x20function');
|
|
var _0x5e3137 = arguments[0x1],
|
|
_0x559983 = 0x0;
|
|
while (_0x559983 < _0x52404e) {
|
|
var _0x51d569 = _0x2bea3f[_0x559983];
|
|
if (_0x55bea1['call'](_0x5e3137, _0x51d569, _0x559983, _0x2bea3f)) return _0x51d569;
|
|
_0x559983++;
|
|
}
|
|
return undefined;
|
|
},
|
|
'configurable': !![],
|
|
'writable': !![]
|
|
});
|
|
|
|
/*----- functions -----*/
|
|
// utils
|
|
function deg2rad(deg) {
|
|
return deg * Math.PI / 180.0;
|
|
}
|
|
|
|
function rotateVectorRad(v, rad) {
|
|
return [
|
|
v[0] * Math.cos(rad) - v[1] * Math.sin(rad),
|
|
v[0] * Math.sin(rad) + v[1] * Math.cos(rad)
|
|
];
|
|
}
|
|
|
|
function rotateVectorDeg(v, deg) {
|
|
var rad = deg2rad(deg);
|
|
return rotateVectorRad(v, rad);
|
|
}
|
|
|
|
function applyRotationRad(bbox, rad) {
|
|
var corners = [
|
|
[bbox.minx, bbox.miny],
|
|
[bbox.minx, bbox.maxy],
|
|
[bbox.maxx, bbox.miny],
|
|
[bbox.maxx, bbox.maxy]
|
|
];
|
|
corners = corners.map(function(v) {
|
|
return rotateVectorRad(v, rad);
|
|
});
|
|
return {
|
|
minx: corners.reduce(function(a, v) {
|
|
return Math.min(a, v[0]);
|
|
}, Infinity),
|
|
miny: corners.reduce(function(a, v) {
|
|
return Math.min(a, v[1]);
|
|
}, Infinity),
|
|
maxx: corners.reduce(function(a, v) {
|
|
return Math.max(a, v[0]);
|
|
}, -Infinity),
|
|
maxy: corners.reduce(function(a, v) {
|
|
return Math.max(a, v[1]);
|
|
}, -Infinity),
|
|
}
|
|
}
|
|
|
|
function applyRotationDeg(bbox, deg) {
|
|
var rad = deg2rad(deg);
|
|
return applyRotationRad(bbox, rad);
|
|
}
|
|
|
|
// canvas painter
|
|
const painter = {
|
|
ctx: null,
|
|
save: function() {
|
|
this.ctx.save();
|
|
},
|
|
restore: function() {
|
|
this.ctx.restore();
|
|
},
|
|
clear: function(w, h, color) {
|
|
this.save();
|
|
this.ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
if (color) {
|
|
this.ctx.fillStyle = color;
|
|
this.ctx.fillRect(0, 0, w, h);
|
|
} else {
|
|
this.ctx.clearRect(0, 0, w, h);
|
|
}
|
|
this.restore();
|
|
},
|
|
line: function(x1, y1, x2, y2, lw, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.strokeStyle = color;
|
|
this.ctx.lineWidth = lw;
|
|
this.ctx.beginPath();
|
|
this.ctx.moveTo(x1, y1);
|
|
this.ctx.lineTo(x2, y2);
|
|
this.ctx.stroke();
|
|
this.restore();
|
|
},
|
|
strokeArc: function(cx, cy, radius, startAngle, stopAngle, ccw, lw, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.strokeStyle = color;
|
|
this.ctx.lineWidth = lw;
|
|
this.ctx.beginPath();
|
|
this.ctx.arc(cx, cy, radius, startAngle, stopAngle, ccw);
|
|
this.ctx.stroke();
|
|
this.restore();
|
|
},
|
|
closedArc: function(cx, cy, radius, startAngle, stopAngle, ccw, lw, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.strokeStyle = color;
|
|
this.ctx.lineWidth = lw;
|
|
this.ctx.beginPath();
|
|
this.ctx.arc(cx, cy, radius, startAngle, stopAngle, ccw);
|
|
this.ctx.closePath();
|
|
this.ctx.stroke();
|
|
this.restore();
|
|
},
|
|
fillArc: function(cx, cy, radius, startAngle, stopAngle, ccw, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.fillStyle = color;
|
|
this.ctx.beginPath();
|
|
this.ctx.arc(cx, cy, radius, startAngle, stopAngle, ccw);
|
|
this.ctx.fill();
|
|
this.restore();
|
|
},
|
|
strokeEllipse: function(x, y, radiusX, radiusY, rotation, lw, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.strokeStyle = color;
|
|
this.ctx.lineWidth = lw;
|
|
this.ctx.beginPath();
|
|
this.ctx.ellipse(x, y, radiusX, radiusY, rotation, 0, 2 * Math.PI, false);
|
|
this.ctx.stroke();
|
|
this.restore();
|
|
},
|
|
fillEllipse: function(x, y, radiusX, radiusY, rotation, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.fillStyle = color;
|
|
this.ctx.beginPath();
|
|
this.ctx.ellipse(x, y, radiusX, radiusY, rotation, 0, 2 * Math.PI, false);
|
|
this.ctx.fill();
|
|
this.restore();
|
|
},
|
|
strokeObround: function(x, y, width, height, rotation, lw, color) {
|
|
if (width === height) {
|
|
this.strokeEllipse(x, y, width / 2, height / 2, rotation, lw, color);
|
|
} else {
|
|
this.save();
|
|
this.ctx.translate(x, y);
|
|
if (rotation !== null) {
|
|
this.ctx.rotate(rotation);
|
|
}
|
|
this.strokePath(this.getObroundPath(width, height), lw, color);
|
|
this.restore();
|
|
}
|
|
},
|
|
fillObround: function(x, y, width, height, rotation, color) {
|
|
if (width === height) {
|
|
this.fillEllipse(x, y, width / 2, height / 2, rotation, color);
|
|
} else {
|
|
this.save();
|
|
this.ctx.translate(x, y);
|
|
if (rotation !== null) {
|
|
this.ctx.rotate(rotation);
|
|
}
|
|
this.fillPath(this.getObroundPath(width, height), color);
|
|
this.restore();
|
|
}
|
|
},
|
|
strokeRect: function(x, y, width, height, crad, rotation, lw, color) {
|
|
if (crad < 0.001) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.strokeStyle = color;
|
|
this.ctx.lineWidth = lw;
|
|
this.ctx.translate(x, y);
|
|
if (rotation !== null) {
|
|
this.ctx.rotate(rotation);
|
|
}
|
|
this.ctx.beginPath();
|
|
this.ctx.rect(-width / 2, -height / 2, width, height);
|
|
this.ctx.stroke();
|
|
this.restore();
|
|
} else if (crad > 49.99) {
|
|
this.strokeObround(x, y, width, height, rotation, lw, color);
|
|
} else {
|
|
this.save();
|
|
this.ctx.translate(x, y);
|
|
if (rotation !== null) {
|
|
this.ctx.rotate(rotation);
|
|
}
|
|
this.strokePath(this.getRoundedRectPath(width, height, crad), lw, color);
|
|
this.restore();
|
|
}
|
|
},
|
|
fillRect: function(x, y, width, height, crad, rotation, color) {
|
|
if (crad < 0.001) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.fillStyle = color;
|
|
this.ctx.translate(x, y);
|
|
if (rotation !== null) {
|
|
this.ctx.rotate(rotation);
|
|
}
|
|
this.ctx.beginPath();
|
|
this.ctx.rect(-width / 2, -height / 2, width, height);
|
|
this.ctx.fill();
|
|
this.restore();
|
|
} else if (crad > 49.99) {
|
|
this.fillObround(x, y, width, height, rotation, color);
|
|
} else {
|
|
this.save();
|
|
this.ctx.translate(x, y);
|
|
if (rotation !== null) {
|
|
this.ctx.rotate(rotation);
|
|
}
|
|
this.fillPath(this.getRoundedRectPath(width, height, crad), color);
|
|
this.restore();
|
|
}
|
|
},
|
|
strokeDShape: function(x, y, width, height, lw, color) {
|
|
this.save();
|
|
this.ctx.translate(x, y);
|
|
this.strokePath(this.getDShapePath(width, height));
|
|
this.restore();
|
|
},
|
|
fillDShape: function(x, y, width, height, color) {
|
|
this.save();
|
|
this.ctx.translate(x, y);
|
|
this.fillPath(this.getDShapePath(width, height), color);
|
|
this.restore();
|
|
},
|
|
strokePath: function(path, lw, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.strokeStyle = color;
|
|
this.ctx.lineWidth = lw;
|
|
this.ctx.stroke(path);
|
|
this.restore();
|
|
},
|
|
fillPath: function(path, color) {
|
|
this.save();
|
|
this.setLineCapAndJoin();
|
|
this.ctx.fillStyle = color;
|
|
this.ctx.fill(path);
|
|
this.restore();
|
|
},
|
|
setLineCapAndJoin: function() {
|
|
this.ctx.lineCap = "round";
|
|
this.ctx.lineJoin = "round";
|
|
},
|
|
padZero: function(str, len) {
|
|
len = len || 2;
|
|
var zeros = new Array(len).join('0');
|
|
return (zeros + str).slice(-len);
|
|
},
|
|
invertColor: function(hex, bw) {
|
|
if (hex.indexOf('#') === 0) {
|
|
hex = hex.slice(1);
|
|
}
|
|
// convert 3-digit hex to 6-digits.
|
|
if (hex.length === 3) {
|
|
hex = hex[0] + hex[0] + hex[1] + hex[1] + hex[2] + hex[2];
|
|
}
|
|
if (hex.length !== 6) {
|
|
throw new Error('Invalid HEX color.');
|
|
}
|
|
var r = parseInt(hex.slice(0, 2), 16);
|
|
var g = parseInt(hex.slice(2, 4), 16);
|
|
var b = parseInt(hex.slice(4, 6), 16);
|
|
if (bw) {
|
|
return (r * 0.299 + g * 0.587 + b * 0.114) > 186 ? '#000000' : '#FFFFFF';
|
|
}
|
|
// invert color components
|
|
r = (255 - r).toString(16);
|
|
g = (255 - g).toString(16);
|
|
b = (255 - b).toString(16);
|
|
// pad each with zeros and return
|
|
return "#" + this.padZero(r) + this.padZero(g) + this.padZero(b);
|
|
},
|
|
getObroundPath: function(width, height) {
|
|
var r, d;
|
|
var path = new Path2D();
|
|
if (width > height) {
|
|
r = height / 2;
|
|
d = width / 2;
|
|
path.arc(-d + r, 0, r, Math.PI / 2, 1.5 * Math.PI, false);
|
|
path.lineTo(d - r, -r);
|
|
path.arc(d - r, 0, r, 1.5 * Math.PI, Math.PI / 2, false);
|
|
} else {
|
|
r = width / 2;
|
|
d = height / 2;
|
|
path.arc(0, d - r, r, 0, Math.PI, false);
|
|
path.lineTo(-r, -d + r);
|
|
path.arc(0, -d + r, r, Math.PI, 0, false);
|
|
}
|
|
path.closePath();
|
|
return path;
|
|
},
|
|
getRoundedRectPath: function(width, height, crad) {
|
|
var hw = width / 2;
|
|
var hh = height / 2;
|
|
var r = Math.min(width, height) * crad / 100;
|
|
var path = new Path2D();
|
|
path.arc(-hw + r, -hh + r, r, Math.PI, 1.5 * Math.PI, false);
|
|
path.lineTo(hw - r, -hh);
|
|
path.arc(hw - r, -hh + r, r, 1.5 * Math.PI / 2, 0, false);
|
|
path.lineTo(hw, hh - r);
|
|
path.arc(hw - r, hh - r, r, 0, Math.PI / 2, false);
|
|
path.lineTo(-hw + r, hh);
|
|
path.arc(-hw + r, hh - r, r, Math.PI / 2, Math.PI, false);
|
|
path.closePath();
|
|
return path;
|
|
},
|
|
getDShapePath: function(width, height) {
|
|
var hw = width / 2;
|
|
var hh = height / 2;
|
|
var r = hw;
|
|
var y0 = hh - r;
|
|
var path = new Path2D();
|
|
if (y0 < 0) {
|
|
path.ellipse(0, 0, r, r + y0, 0, Math.PI, 0, false);
|
|
} else {
|
|
path.ellipse(0, 0, r, r, 0, Math.PI, 0, false);
|
|
}
|
|
path.lineTo(hw, hh);
|
|
path.lineTo(-hw, hh);
|
|
path.closePath();
|
|
return path;
|
|
}
|
|
}
|
|
|
|
// storage
|
|
function initStorage() {
|
|
try {
|
|
window.localStorage.getItem("blank");
|
|
storage = window.localStorage;
|
|
} catch (e) {
|
|
// localStorage not available
|
|
}
|
|
if (!storage) {
|
|
try {
|
|
window.sessionStorage.getItem("blank");
|
|
storage = window.sessionStorage;
|
|
} catch (e) {
|
|
// sessionStorage also not available
|
|
}
|
|
}
|
|
}
|
|
|
|
function readStorage(key) {
|
|
if (storage) {
|
|
return JSON.parse(storage.getItem(storagePrefix + key));
|
|
} else {
|
|
return null;
|
|
}
|
|
}
|
|
|
|
function writeStorage(key, value) {
|
|
if (storage) {
|
|
storage.setItem(storagePrefix + key, JSON.stringify(value));
|
|
}
|
|
}
|
|
|
|
// defaults
|
|
function initDefaults() {
|
|
var tmp;
|
|
// settings
|
|
// bom layout
|
|
tmp = readStorage("bom_layout");
|
|
if (tmp !== null) {
|
|
settings.bom_layout = tmp;
|
|
}
|
|
// bom gorup
|
|
tmp = readStorage("bom_group");
|
|
if (tmp !== null) {
|
|
settings.bom_group = tmp;
|
|
}
|
|
// canvas layout
|
|
tmp = readStorage("canvas_layout");
|
|
if (tmp !== null) {
|
|
settings.canvas_layout = tmp;
|
|
}
|
|
// draw assy
|
|
tmp = readStorage("draw_assy");
|
|
if (tmp !== null) {
|
|
settings.draw_assy = tmp;
|
|
}
|
|
// draw silk
|
|
tmp = readStorage("draw_silk");
|
|
if (tmp !== null) {
|
|
settings.draw_silk = tmp;
|
|
}
|
|
// draw nets
|
|
tmp = readStorage("draw_nets");
|
|
if (tmp !== null) {
|
|
settings.draw_nets = tmp;
|
|
}
|
|
// draw copper pours
|
|
tmp = readStorage("draw_copper_pours");
|
|
if (tmp !== null) {
|
|
settings.draw_copper_pours = tmp;
|
|
}
|
|
// draw fiducials
|
|
tmp = readStorage("draw_fiducials");
|
|
if (tmp !== null) {
|
|
settings.draw_fiducials = tmp;
|
|
} else {
|
|
settings.draw_fiducials = pcbdata.board.show_fiducials;
|
|
}
|
|
// draw pads
|
|
tmp = readStorage("draw_pads");
|
|
if (tmp !== null) {
|
|
settings.draw_pads = tmp;
|
|
}
|
|
// draw vias
|
|
tmp = readStorage("draw_vias");
|
|
if (tmp !== null) {
|
|
settings.draw_vias = tmp;
|
|
}
|
|
// show suppliers
|
|
tmp = readStorage("show_suppliers");
|
|
if (tmp !== null) {
|
|
settings.show_suppliers = tmp;
|
|
}
|
|
// board rotation angle
|
|
tmp = readStorage("board_rotation");
|
|
if (tmp !== null) {
|
|
settings.board_rotation = tmp;
|
|
}
|
|
// placed
|
|
tmp = readStorage("placed");
|
|
settings.placed = [];
|
|
if (tmp !== null) {
|
|
settings.placed = tmp;
|
|
}
|
|
|
|
// document
|
|
var text = pcbdata.metadata.title + pcbdata.metadata.board_name;
|
|
if (pcbdata.metadata.variant !== "") {
|
|
text += " :: " + pcbdata.metadata.variant;
|
|
}
|
|
document.title = text;
|
|
document.getElementById("board_name").innerHTML = pcbdata.metadata.board_name;
|
|
if (pcbdata.metadata.variant !== "") {
|
|
var elem = document.getElementById("assembly_variant");
|
|
elem.innerHTML = "Assembly variant: " + pcbdata.metadata.variant;
|
|
elem.style.display = "table-cell";
|
|
}
|
|
document.getElementById('version').innerHTML = "version " + pcbdata.metadata.version;
|
|
}
|
|
|
|
function writeAll() {
|
|
// settings
|
|
Object.keys(settings).forEach(function(name) {
|
|
writeStorage(name, settings[name]);
|
|
});
|
|
}
|
|
|
|
// render with events
|
|
function initRender() {
|
|
["topcanvas", "bottomcanvas"].forEach(function(name) {
|
|
var div = document.getElementById(name);
|
|
div.style.backgroundColor = pcbdata.board.bgcolor;
|
|
var canvas = canvases[name];
|
|
var trsf = canvas.trsf;
|
|
// context menu
|
|
[div, canvas.bg, canvas.silk, canvas.assy, canvas.hl].forEach(function(elem) {
|
|
elem.addEventListener("contextmenu", function(e) {
|
|
e.preventDefault();
|
|
}, false);
|
|
});
|
|
// mouse down, move, up
|
|
var isDown = false;
|
|
div.addEventListener("pointerdown", function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
isDown = true;
|
|
canvas.pstate[e.pointerId] = {
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY,
|
|
down: e.button
|
|
};
|
|
});
|
|
div.addEventListener("pointermove", function(e) {
|
|
if (canvas.pstate.hasOwnProperty(e.pointerId)) {
|
|
if (canvas.pstate[e.pointerId].down == 2) {
|
|
return;
|
|
}
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
var dx = e.offsetX - canvas.pstate[e.pointerId].lastX;
|
|
var dy = e.offsetY - canvas.pstate[e.pointerId].lastY;
|
|
canvas.pstate[e.pointerId] = {
|
|
lastX: e.offsetX,
|
|
lastY: e.offsetY
|
|
};
|
|
// simple drag
|
|
trsf.panx += devicePixelRatio * dx / trsf.zoom;
|
|
trsf.pany += devicePixelRatio * dy / trsf.zoom;
|
|
redrawCanvas(canvas);
|
|
}
|
|
});
|
|
div.addEventListener("pointerup", function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
delete canvas.pstate[e.pointerId];
|
|
// reset transformation by right click
|
|
if (e.button === 2) {
|
|
trsf.panx = 0;
|
|
trsf.pany = 0;
|
|
trsf.zoom = 1;
|
|
}
|
|
redrawCanvas(canvas);
|
|
isDown = false;
|
|
});
|
|
// mouse wheel (zoom)
|
|
div.addEventListener("wheel", function(e) {
|
|
e.preventDefault();
|
|
e.stopPropagation();
|
|
if (isDown) {
|
|
return;
|
|
}
|
|
var wheeldelta = e.deltaY;
|
|
// Firefox
|
|
if (e.deltaMode == 1) { // The delta values are specified in lines.
|
|
|
|
wheeldelta *= 30;
|
|
} else if (e.deltaMode == 2) { // The delta values are specified in pages.
|
|
wheeldelta *= 300;
|
|
}
|
|
var m = Math.pow(1.1, -wheeldelta / 40);
|
|
// limit amount of zoom per tick.
|
|
if (m > 2) {
|
|
m = 2;
|
|
} else if (m < 0.5) {
|
|
m = 0.5;
|
|
}
|
|
trsf.zoom *= m;
|
|
var zoomd = (1 - m) / trsf.zoom;
|
|
trsf.panx += devicePixelRatio * e.offsetX * zoomd;
|
|
trsf.pany += devicePixelRatio * e.offsetY * zoomd;
|
|
redrawCanvas(canvas);
|
|
});
|
|
});
|
|
}
|
|
|
|
// layouts
|
|
function getGutterNode(node) {
|
|
for (var i = 0; i < node.childNodes.length; i++) {
|
|
if (node.childNodes[i].classList && node.childNodes[i].classList.contains("gutter")) {
|
|
return node.childNodes[i];
|
|
}
|
|
}
|
|
}
|
|
|
|
function removeGutterNode(node) {
|
|
node.removeChild(getGutterNode(node));
|
|
}
|
|
|
|
function removeGutters() {
|
|
removeGutterNode(document.getElementById("divbottom"));
|
|
removeGutterNode(document.getElementById("divcanvas"));
|
|
}
|
|
|
|
function destorySplitters() {
|
|
if (bomsplit) {
|
|
bomsplit.destroy();
|
|
bomsplit = null;
|
|
canvassplit.destroy();
|
|
canvassplit = null;
|
|
}
|
|
}
|
|
|
|
function changeBOMLayout(bomLayout) {
|
|
Object.keys(bomButtons).forEach(function(btnName) {
|
|
bomButtons[btnName].classList.remove("selected");
|
|
});
|
|
switch (bomLayout) {
|
|
case "bom-only":
|
|
bomButtons.btnBOMOnly.classList.add("selected");
|
|
|
|
document.getElementById("topcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("bottomcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("topcanvas").style.display = "none";
|
|
document.getElementById("bottomcanvas").style.display = "none";
|
|
|
|
document.getElementById("divbom").classList.remove("split-horizontal");
|
|
document.getElementById("divbom").style.width = "";
|
|
|
|
destorySplitters();
|
|
break;
|
|
case "top-bottom":
|
|
bomButtons.btnBOMTopBottom.classList.add("selected");
|
|
|
|
document.getElementById("divbom").classList.remove("split-horizontal");
|
|
document.getElementById("divbom").style.width = "";
|
|
document.getElementById("divbom").style.height = "";
|
|
|
|
document.getElementById("divcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("divcanvas").style.width = "";
|
|
document.getElementById("divcanvas").style.height = "";
|
|
|
|
document.getElementById("topcanvas").style.display = "";
|
|
document.getElementById("topcanvas").classList.add("split-horizontal");
|
|
document.getElementById("topcanvas").style.width = "";
|
|
document.getElementById("topcanvas").style.height = "";
|
|
document.getElementById("bottomcanvas").style.display = "";
|
|
document.getElementById("bottomcanvas").classList.add("split-horizontal");
|
|
document.getElementById("bottomcanvas").style.width = "";
|
|
document.getElementById("bottomcanvas").style.height = "";
|
|
|
|
destorySplitters();
|
|
bomsplit = Split(["#divbom", "#divcanvas"], {
|
|
sizes: [50, 50],
|
|
gutterSize: 6,
|
|
direction: "vertical",
|
|
onDragEnd: resizeAll
|
|
});
|
|
canvassplit = Split(["#topcanvas", "#bottomcanvas"], {
|
|
sizes: [50, 50],
|
|
gutterSize: 6,
|
|
direction: "horizontal",
|
|
onDragEnd: resizeAll
|
|
});
|
|
break;
|
|
case "left-right":
|
|
bomButtons.btnBOMLeftRight.classList.add("selected");
|
|
|
|
document.getElementById("topcanvas").style.display = "";
|
|
document.getElementById("bottomcanvas").style.display = "";
|
|
document.getElementById("topcanvas").classList.remove("split-horizontal");
|
|
document.getElementById("bottomcanvas").classList.remove("split-horizontal");
|
|
|
|
document.getElementById("divbom").classList.add("split-horizontal");
|
|
document.getElementById("divcanvas").classList.add("split-horizontal");
|
|
|
|
destorySplitters();
|
|
bomsplit = Split(["#divbom", "#divcanvas"], {
|
|
sizes: [50, 50],
|
|
gutterSize: 6,
|
|
direction: "horizontal",
|
|
onDragEnd: resizeAll
|
|
});
|
|
canvassplit = Split(["#topcanvas", "#bottomcanvas"], {
|
|
sizes: [50, 50],
|
|
gutterSize: 6,
|
|
direction: "vertical",
|
|
onDragEnd: resizeAll
|
|
});
|
|
break;
|
|
default:
|
|
return;
|
|
}
|
|
settings.bom_layout = bomLayout;
|
|
changeCanvasLayout(settings.canvas_layout);
|
|
}
|
|
|
|
function changeCanvasLayout(canvasLayout) {
|
|
Object.keys(canvasButtons).forEach(function(btnName) {
|
|
canvasButtons[btnName].classList.remove("selected");
|
|
});
|
|
switch (canvasLayout) {
|
|
case "T":
|
|
canvasButtons.btnT.classList.add("selected");
|
|
if (settings.bom_layout !== "bom-only") {
|
|
canvassplit.collapse(1);
|
|
}
|
|
break;
|
|
case "B":
|
|
canvasButtons.btnB.classList.add("selected");
|
|
if (settings.bom_layout !== "bom-only") {
|
|
canvassplit.collapse(0);
|
|
}
|
|
break;
|
|
case "TB":
|
|
default:
|
|
canvasButtons.btnTB.classList.add("selected");
|
|
if (settings.bom_layout !== "bom-only") {
|
|
canvassplit.setSizes([50, 50]);
|
|
}
|
|
}
|
|
if (settings.canvas_layout !== canvasLayout) {
|
|
selectedComps = [];
|
|
}
|
|
settings.canvas_layout = canvasLayout;
|
|
resizeAll();
|
|
changeBomGroup(settings.bom_group);
|
|
}
|
|
|
|
// bom group
|
|
function changeBomGroup(group) {
|
|
Object.keys(groupButtons).forEach(function(btnName) {
|
|
groupButtons[btnName].classList.remove("selected");
|
|
});
|
|
switch (group) {
|
|
case "U":
|
|
default:
|
|
groupButtons.btnU.classList.add("selected");
|
|
groupFilter = filterGUngroup;
|
|
break;
|
|
case "NL":
|
|
groupButtons.btnNL.classList.add("selected");
|
|
groupFilter = null;
|
|
break;
|
|
case "N":
|
|
groupButtons.btnN.classList.add("selected");
|
|
groupFilter = filterGName;
|
|
break;
|
|
case "NV":
|
|
groupButtons.btnNV.classList.add("selected");
|
|
groupFilter = filterGNameValue;
|
|
break;
|
|
case "NP":
|
|
groupButtons.btnNP.classList.add("selected");
|
|
groupFilter = filterGNamePattern;
|
|
break;
|
|
case "NVP":
|
|
groupButtons.btnNVP.classList.add("selected");
|
|
groupFilter = filterGNameValuePattern;
|
|
break;
|
|
}
|
|
if (group !== settings.bom_group) {
|
|
settings.bom_group = group;
|
|
selectedComps = [];
|
|
selectedNet = null;
|
|
lastActive = null;
|
|
//bomSortFunction = null;
|
|
//currentSortColumn = null;
|
|
//currentSortOrder = null;
|
|
clearCanvas(canvases.topcanvas.hl, null);
|
|
clearCanvas(canvases.bottomcanvas.hl, null);
|
|
}
|
|
populateBomTable();
|
|
}
|
|
|
|
// bom table
|
|
function populateBomTable() {
|
|
total = {};
|
|
totalCount = {};
|
|
populateBomTableHeader();
|
|
populateBomTableBody();
|
|
var currencies = Object.keys(total);
|
|
if (settings.bom_group !== 'NL' && currencies.length > 0) {
|
|
var cols = ['6', '3'];
|
|
if (settings.bom_group == 'U') {
|
|
cols[0] = '5';
|
|
}
|
|
// first currency
|
|
var tr = document.createElement('tr');
|
|
// "Total"
|
|
var td = document.createElement('td');
|
|
td.setAttribute('colspan', cols[0]);
|
|
td.innerHTML = '<strong>Total</strong>';
|
|
tr.appendChild(td);
|
|
// total quantity
|
|
td = document.createElement('td');
|
|
td.innerHTML = '<strong>' + pcbdata.components.slice().length + '</strong>';
|
|
tr.appendChild(td);
|
|
if (settings.show_suppliers) {
|
|
// supplier, price, order link
|
|
td = document.createElement('td');
|
|
td.setAttribute('colspan', cols[1]);
|
|
tr.appendChild(td);
|
|
}
|
|
bomtblbody.appendChild(tr);
|
|
// other currencies
|
|
if (settings.show_suppliers) {
|
|
for (var i = 0; i < currencies.length; ++i) {
|
|
tr = document.createElement('tr');
|
|
td = document.createElement('td');
|
|
td.setAttribute('colspan', cols[0]);
|
|
tr.appendChild(td);
|
|
// total quantity
|
|
td = document.createElement('td');
|
|
td.innerHTML = totalCount[currencies[i]];
|
|
tr.appendChild(td);
|
|
// supplier, price, order link
|
|
td = document.createElement('td');
|
|
td.setAttribute('colspan', cols[1]);
|
|
td.innerHTML = '<strong>' + total[currencies[i]] + ' ' + currencies[i] + '</strong>';
|
|
tr.appendChild(td);
|
|
bomtblbody.appendChild(tr);
|
|
}
|
|
}
|
|
}
|
|
}
|
|
|
|
// bom table: header
|
|
function makeColumnHeader(name, cssName) {
|
|
var th = document.createElement("th");
|
|
th.innerHTML = name;
|
|
if (cssName !== null) {
|
|
th.classList.add(cssName);
|
|
}
|
|
return th;
|
|
}
|
|
|
|
function populateBomTableHeader() {
|
|
while (bomtblhead.firstChild) {
|
|
bomtblhead.removeChild(bomtblhead.firstChild);
|
|
}
|
|
var tr = document.createElement("tr");
|
|
// number
|
|
var th = document.createElement("th");
|
|
th.classList.add("numcol");
|
|
tr.appendChild(th);
|
|
if (settings.bom_group === "NL") {
|
|
th = makeColumnHeader("Net name", null);
|
|
tr.appendChild(th);
|
|
} else {
|
|
// checkbox
|
|
tr.appendChild(makeColumnHeader("Placed", "bom-checkbox"));
|
|
// preferences
|
|
tr.appendChild(makeColumnHeader("Reference(s)", null));
|
|
// component name
|
|
tr.appendChild(makeColumnHeader("Name", null));
|
|
// value
|
|
tr.appendChild(makeColumnHeader("Value", "value"));
|
|
// pattern
|
|
tr.appendChild(makeColumnHeader("Pattern", null));
|
|
// quantity
|
|
if (settings.bom_group !== "U") {
|
|
tr.appendChild(makeColumnHeader("Quantity", "quantity"));
|
|
}
|
|
// suppliers
|
|
if (settings.show_suppliers == true) {
|
|
// supplier
|
|
tr.appendChild(makeColumnHeader("Supplier", null));
|
|
// price
|
|
tr.appendChild(makeColumnHeader("Price", null));
|
|
// link
|
|
tr.appendChild(makeColumnHeader("Order Link", null));
|
|
}
|
|
}
|
|
bomtblhead.appendChild(tr);
|
|
}
|
|
|
|
// bom table: body
|
|
function tildFilter(netName) {
|
|
var prevInv = false;
|
|
var sb = [];
|
|
var tmp = netName.split("").map(function(token) {
|
|
if (token !== "~" || prevInv) {
|
|
if (token === "~" && prevInv) {
|
|
sb.pop();
|
|
}
|
|
sb.push(token);
|
|
prevInv = false;
|
|
return "-";
|
|
} else {
|
|
prevInv = true;
|
|
sb.push("!");
|
|
return "!";
|
|
}
|
|
});
|
|
var res = sb.join("");
|
|
var matches = res.match(/(!\w+)/g);
|
|
for (var i in matches) {
|
|
var n = +i;
|
|
var match = matches[n];
|
|
var ss = match.substring(1);
|
|
res = res.replace(match, "<span class='net_inverse'>" + ss + "</span>");
|
|
}
|
|
return res;
|
|
}
|
|
|
|
function calcCount(currency, quantity) {
|
|
if (totalCount.hasOwnProperty(currency)) {
|
|
totalCount[currency] = totalCount[currency] + quantity;
|
|
} else {
|
|
totalCount[currency] = quantity;
|
|
}
|
|
}
|
|
|
|
function calcTotal(currency, qantity, price) {
|
|
curr_total = qantity * price;
|
|
if (total.hasOwnProperty(currency)) {
|
|
total[currency] = total[currency] + curr_total;
|
|
} else {
|
|
total[currency] = curr_total;
|
|
}
|
|
calcCount(currency, qantity);
|
|
}
|
|
|
|
const filterGUngroup = function(comps) {
|
|
var res = [];
|
|
for (var i in comps) {
|
|
var c = comps[+i];
|
|
var supplier = '';
|
|
var currency = '';
|
|
var price = 0;
|
|
var link = '';
|
|
if (c.hasOwnProperty('supplier')) {
|
|
supplier = c.supplier;
|
|
currency = c.currency;
|
|
price = c.price['gu'];
|
|
link = c.link;
|
|
calcTotal(currency, 1, price);
|
|
}
|
|
res.push([c.refdes, c.name, c.value, c.pattern, 1, supplier, currency, price, link]);
|
|
}
|
|
return res;
|
|
}
|
|
|
|
const filterGName = function(comps) {
|
|
var res = [];
|
|
var skip = [];
|
|
for (var i in comps) {
|
|
if (skip.indexOf(+i) < 0) {
|
|
var comp = comps[+i];
|
|
var group = comps.filter(function(c, index) {
|
|
if (skip.indexOf(index) < 0 && c["name"] === comp["name"]) {
|
|
skip.push(index);
|
|
return true;
|
|
}
|
|
});
|
|
var refs = group.map(function(c) {
|
|
return c["refdes"];
|
|
}).join(", ");
|
|
var name = comp["name"];
|
|
var value = group.map(function(c) {
|
|
return c["value"];
|
|
}).join(", ");
|
|
var pattern = group.map(function(c) {
|
|
return c["pattern"];
|
|
}).join(", ");
|
|
var quantity = group.length;
|
|
var supplier = '';
|
|
var currency = '';
|
|
var price = 0;
|
|
var link = '';
|
|
if (comp.hasOwnProperty('supplier')) {
|
|
supplier = comp.supplier;
|
|
currency = comp.currency;
|
|
price = comp.price['gn'];
|
|
link = comp.link;
|
|
calcTotal(currency, quantity, price);
|
|
}
|
|
res.push([refs, name, value, pattern, quantity, supplier, currency, price, link]);
|
|
}
|
|
}
|
|
return res;
|
|
}
|
|
|
|
const filterGNameValue = function(comps) {
|
|
var res = [];
|
|
var skip = [];
|
|
for (var i in comps) {
|
|
if (skip.indexOf(+i) < 0) {
|
|
var comp = comps[+i];
|
|
var group = comps.filter(function(c, index) {
|
|
if (skip.indexOf(index) < 0 && c["name"] === comp["name"] && c["value"] === comp["value"]) {
|
|
skip.push(index);
|
|
return true;
|
|
}
|
|
});
|
|
var refs = group.map(function(c) {
|
|
return c["refdes"];
|
|
}).join(", ");
|
|
var name = comp["name"];
|
|
var value = comp["value"];
|
|
var pattern = group.map(function(c) {
|
|
return c["pattern"];
|
|
}).join(", ");
|
|
var quantity = group.length;
|
|
var supplier = '';
|
|
var currency = '';
|
|
var price = 0;
|
|
var link = '';
|
|
if (comp.hasOwnProperty('supplier')) {
|
|
supplier = comp.supplier;
|
|
currency = comp.currency;
|
|
price = comp.price['gnv'];
|
|
link = comp.link;
|
|
calcTotal(currency, quantity, price);
|
|
}
|
|
res.push([refs, name, value, pattern, quantity, supplier, currency, price, link]);
|
|
}
|
|
}
|
|
return res;
|
|
}
|
|
|
|
const filterGNamePattern = function(comps) {
|
|
var res = [];
|
|
var skip = [];
|
|
for (var i in comps) {
|
|
if (skip.indexOf(+i) < 0) {
|
|
var comp = comps[+i];
|
|
var group = comps.filter(function(c, index) {
|
|
if (skip.indexOf(index) < 0 && c["name"] === comp["name"] && c["pattern"] === comp["pattern"]) {
|
|
skip.push(index);
|
|
return true;
|
|
}
|
|
});
|
|
var refs = group.map(function(c) {
|
|
return c["refdes"];
|
|
}).join(", ");
|
|
var name = comp["name"];
|
|
var value = group.map(function(c) {
|
|
return c["value"];
|
|
}).join(", ");
|
|
var pattern = comp["pattern"];
|
|
var quantity = group.length;
|
|
var supplier = '';
|
|
var currency = '';
|
|
var price = 0;
|
|
var link = '';
|
|
if (comp.hasOwnProperty('supplier')) {
|
|
supplier = comp.supplier;
|
|
currency = comp.currency;
|
|
price = comp.price['gnp'];
|
|
link = comp.link;
|
|
calcTotal(currency, quantity, price);
|
|
}
|
|
res.push([refs, name, value, pattern, quantity, supplier, currency, price, link]);
|
|
}
|
|
}
|
|
return res;
|
|
}
|
|
|
|
const filterGNameValuePattern = function(comps) {
|
|
var res = [];
|
|
var skip = [];
|
|
for (var i in comps) {
|
|
if (skip.indexOf(+i) < 0) {
|
|
var comp = comps[+i];
|
|
var group = comps.filter(function(c, index) {
|
|
if (skip.indexOf(index) < 0 && c["name"] === comp["name"] && c["value"] === comp["value"] && c["pattern"] === comp["pattern"]) {
|
|
skip.push(index);
|
|
return true;
|
|
}
|
|
});
|
|
var refs = group.map(function(c) {
|
|
return c["refdes"];
|
|
}).join(", ");
|
|
var name = comp["name"];
|
|
var value = comp["value"];
|
|
var pattern = comp["pattern"];
|
|
var quantity = group.length;
|
|
var pattern = comp["pattern"];
|
|
var quantity = group.length;
|
|
var supplier = '';
|
|
var currency = '';
|
|
var price = 0;
|
|
var link = '';
|
|
if (comp.hasOwnProperty('supplier')) {
|
|
supplier = comp.supplier;
|
|
currency = comp.currency;
|
|
price = comp.price['gnp'];
|
|
link = comp.link;
|
|
calcTotal(currency, quantity, price);
|
|
}
|
|
res.push([refs, name, value, pattern, quantity, supplier, currency, price, link]);
|
|
}
|
|
}
|
|
return res;
|
|
}
|
|
|
|
function populateNetBody() {
|
|
var rownum = 0;
|
|
for (var i in pcbdata.nets) {
|
|
rownum++;
|
|
if (pcbdata.nets[rownum - 1].name === "None") {
|
|
return;
|
|
}
|
|
|
|
var tr = document.createElement("tr");
|
|
tr.id = "bomrow" + rownum;
|
|
|
|
var td = document.createElement("td");
|
|
td.textContent = rownum.toString();
|
|
tr.appendChild(td);
|
|
|
|
td = document.createElement("td");
|
|
td.innerHTML = tildFilter(pcbdata.nets[rownum - 1].name);
|
|
tr.appendChild(td);
|
|
|
|
bomtblbody.appendChild(tr);
|
|
|
|
// mouse events
|
|
tr.addEventListener("mouseenter", function(e) {
|
|
if (lastActive !== null) {
|
|
lastActive.classList.remove("active");
|
|
}
|
|
e.currentTarget.classList.add("active");
|
|
selectedNet = Number(e.currentTarget.childNodes[0].innerHTML) - 1;
|
|
drawHLNet();
|
|
});
|
|
tr.addEventListener("mouseleave", function(e) {
|
|
lastActive = e.currentTarget;
|
|
})
|
|
}
|
|
}
|
|
|
|
function stylizeRefDes(refdes) {
|
|
return '<p class="placed">' + refdes + '</p>';
|
|
}
|
|
|
|
function cleanRefDes(refdesWithStyle) {
|
|
var a = refdesWithStyle.replace('<p class="placed">', '');
|
|
var b = a.replace('</p>', '');
|
|
return b;
|
|
}
|
|
|
|
function replaceRefDes(elem_td, refs) {
|
|
var k = 0;
|
|
var data = '';
|
|
for (var i = 0; i < refs.length; ++i) {
|
|
var pre = ', ';
|
|
if (i == 0) {
|
|
pre = '';
|
|
}
|
|
if (settings.placed.indexOf(refs[i]) !== -1) {
|
|
k++;
|
|
data += pre + stylizeRefDes(refs[i]);
|
|
} else {
|
|
data += pre + refs[i];
|
|
}
|
|
}
|
|
elem_td.innerHTML = data;
|
|
return (k == refs.length);
|
|
}
|
|
|
|
function populateComponentsBody() {
|
|
var comps = pcbdata.components.slice();
|
|
switch (settings.canvas_layout) {
|
|
case "T":
|
|
comps = comps.filter(function(comp) {
|
|
return comp.lay === "T";
|
|
});
|
|
break;
|
|
case "B":
|
|
comps = comps.filter(function(comp) {
|
|
return comp.lay === "B";
|
|
});
|
|
break;
|
|
case "TB":
|
|
break;
|
|
default:
|
|
return;
|
|
}
|
|
// groupping
|
|
if (groupFilter === null) {
|
|
return;
|
|
}
|
|
var groupped = groupFilter(comps);
|
|
// create rows
|
|
for (var i in groupped) {
|
|
var group = groupped[+i];
|
|
var tr = document.createElement("tr");
|
|
// number
|
|
var td = document.createElement("td");
|
|
td.innerHTML = (+i + 1).toString();
|
|
tr.appendChild(td);
|
|
// placed
|
|
td = document.createElement("td");
|
|
var cb = document.createElement("input");
|
|
cb.type = "checkbox";
|
|
cb.setAttribute('id', (+i + 1).toString());
|
|
cb.onclick = function() {
|
|
var elem_refs = document.getElementById('refs_' + this.id);
|
|
var refs = elem_refs.innerHTML.split(', ');
|
|
for (var j = 0; j < refs.length; ++j) {
|
|
refs[j] = cleanRefDes(refs[j]);
|
|
}
|
|
if (this.checked) {
|
|
refs.forEach(function(ref) {
|
|
if (settings.placed.indexOf(ref) == -1) {
|
|
settings.placed.push(ref);
|
|
}
|
|
});
|
|
} else {
|
|
refs.forEach(function(ref) {
|
|
var j = settings.placed.indexOf(ref);
|
|
if (j != -1) {
|
|
settings.placed.splice(j, 1);
|
|
}
|
|
});
|
|
}
|
|
replaceRefDes(elem_refs, refs);
|
|
}
|
|
td.appendChild(cb);
|
|
tr.appendChild(td);
|
|
// refdes
|
|
td = document.createElement("td");
|
|
td.setAttribute('id', 'refs_' + (+i + 1).toString());
|
|
var refs = group[0].split(', ');
|
|
cb.checked = replaceRefDes(td, refs);
|
|
tr.appendChild(td);
|
|
// name
|
|
td = document.createElement("td");
|
|
td.innerHTML = group[1];
|
|
tr.appendChild(td);
|
|
// value
|
|
td = document.createElement("td");
|
|
td.innerHTML = group[2];
|
|
tr.appendChild(td);
|
|
// pattern
|
|
td = document.createElement("td");
|
|
td.innerHTML = group[3];
|
|
tr.appendChild(td);
|
|
// quantity
|
|
if (settings.bom_group !== "U") {
|
|
td = document.createElement("td");
|
|
td.innerHTML = group[4];
|
|
tr.appendChild(td);
|
|
}
|
|
// suppliers
|
|
if (settings.show_suppliers == true) {
|
|
// supplier
|
|
td = document.createElement("td");
|
|
td.innerHTML = group[5];
|
|
tr.appendChild(td);
|
|
// currency + price
|
|
td = document.createElement("td");
|
|
if (group[7] > 0) {
|
|
td.innerHTML = group[7] + ' ' + group[6];
|
|
}
|
|
tr.appendChild(td);
|
|
// link
|
|
td = document.createElement("td");
|
|
if (group[8] !== '') {
|
|
td.innerHTML = '<a href="' + group[8] + '" target="_blank">Visit Site</a>';
|
|
}
|
|
tr.appendChild(td);
|
|
}
|
|
|
|
bomtblbody.appendChild(tr);
|
|
// mouse events
|
|
tr.addEventListener("mouseenter", function(e) {
|
|
if (lastActive !== null) {
|
|
lastActive.classList.remove("active");
|
|
}
|
|
e.currentTarget.classList.add("active");
|
|
selectedComps = [];
|
|
var refs = e.currentTarget.childNodes[2].innerHTML.split(", ");
|
|
for (var j = 0; j < refs.length; ++j) {
|
|
refs[j] = cleanRefDes(refs[j]);
|
|
}
|
|
while (refs.length > 0) {
|
|
selectedComps.push(pcbdata.components.find(function(comp) {
|
|
return comp.refdes === refs[0];
|
|
}));
|
|
refs.shift();
|
|
}
|
|
drawComponentsBB(selectedComps);
|
|
});
|
|
tr.addEventListener("mouseleave", function(e) {
|
|
lastActive = e.currentTarget;
|
|
});
|
|
}
|
|
}
|
|
|
|
function populateBomTableBody() {
|
|
var rowname = null;
|
|
if (settings.bom_group === "NL" && lastActive !== null) {
|
|
rowname = lastActive.id;
|
|
}
|
|
while (bomtblbody.firstChild) {
|
|
bomtblbody.removeChild(bomtblbody.firstChild);
|
|
}
|
|
if (settings.bom_group === "NL") {
|
|
populateNetBody();
|
|
if (rowname !== null) {
|
|
lastActive = document.getElementById(rowname);
|
|
lastActive.classList.add("active");
|
|
}
|
|
} else {
|
|
populateComponentsBody();
|
|
}
|
|
}
|
|
|
|
// canvas
|
|
function recalcLayerScale(dict, width, height) {
|
|
if (!initDone) {
|
|
return;
|
|
}
|
|
var bbox = applyRotationDeg(pcbdata.board.bound_box, settings.board_rotation);
|
|
var scaleFactor = 0.98 * Math.min(width / (bbox.maxx - bbox.minx), height / (bbox.maxy - bbox.miny));
|
|
if (scaleFactor < 0.1) {
|
|
scaleFactor = 1;
|
|
}
|
|
dict.trsf.scale = scaleFactor;
|
|
var flip = (dict.layer == "B");
|
|
if (flip) {
|
|
dict.trsf.x = -((bbox.maxx + bbox.minx) * scaleFactor + width) * 0.5;
|
|
} else {
|
|
dict.trsf.x = -((bbox.maxx + bbox.minx) * scaleFactor - width) * 0.5;
|
|
}
|
|
dict.trsf.y = -((bbox.maxy + bbox.miny) * scaleFactor - height) * 0.5;
|
|
// setup canvas size
|
|
cnames.forEach(function(c) {
|
|
var canvas = dict[c];
|
|
canvas.width = width;
|
|
canvas.height = height;
|
|
canvas.style.width = (width / devicePixelRatio) + "px";
|
|
canvas.style.height = (height / devicePixelRatio) + "px";
|
|
});
|
|
}
|
|
|
|
function prepareCanvas(canvas, flip, trsf) {
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.setTransform(1, 0, 0, 1, 0, 0);
|
|
ctx.scale(trsf.zoom, trsf.zoom);
|
|
ctx.translate(trsf.panx, trsf.pany);
|
|
if (flip) {
|
|
ctx.scale(-1, 1);
|
|
}
|
|
ctx.translate(trsf.x, trsf.y);
|
|
ctx.rotate(deg2rad(settings.board_rotation));
|
|
ctx.scale(trsf.scale, trsf.scale);
|
|
}
|
|
|
|
function prepareLayer(dict) {
|
|
var flip = (dict.layer == "B");
|
|
cnames.forEach(function(c) {
|
|
prepareCanvas(dict[c], flip, dict.trsf);
|
|
});
|
|
}
|
|
|
|
function clearCanvas(canvas, color) {
|
|
painter.ctx = canvas.getContext("2d");
|
|
painter.clear(canvas.width, canvas.height, color);
|
|
}
|
|
|
|
// shapes
|
|
function drawShape(ctx, shape, color) {
|
|
painter.ctx = ctx;
|
|
var rotation = null;
|
|
if (shape.hasOwnProperty("angle")) {
|
|
rotation = -shape.angle;
|
|
}
|
|
switch (shape.tp) {
|
|
case "line":
|
|
painter.line(shape.point[0], shape.point[1], shape.point[2], shape.point[3], shape.lw, color);
|
|
break;
|
|
case "arc":
|
|
painter.strokeArc(shape.point[0], shape.point[1], shape.point[2], shape.point[3], shape.point[4], shape.point[5], shape.lw, color);
|
|
break;
|
|
case "closedarc":
|
|
painter.closedArc(shape.point[0], shape.point[1], shape.point[2], shape.point[3], shape.point[4], shape.point[5], shape.lw, color);
|
|
break;
|
|
case 'fillarc':
|
|
painter.fillArc(shape.point[0], shape.point[1], shape.point[2], shape.point[3], shape.point[4], shape.point[5], color);
|
|
break;
|
|
case "rect":
|
|
painter.strokeRect(shape.point[0], shape.point[1], shape.point[2], shape.point[3], 0, rotation, shape.lw, color);
|
|
break;
|
|
case "fillrect":
|
|
painter.fillRect(shape.point[0], shape.point[1], shape.point[2], shape.point[3], 0, rotation, color);
|
|
break;
|
|
case "obround":
|
|
painter.strokeObround(shape.point[0], shape.point[1], shape.point[2], shape.point[3], rotation, shape.lw, color);
|
|
break;
|
|
case "fillobround":
|
|
painter.fillObround(shape.point[0], shape.point[1], shape.point[2], shape.point[3], rotation, color);
|
|
break;
|
|
case "text":
|
|
var s = 1.0; //3*25.4/96;
|
|
painter.save();
|
|
painter.ctx.translate(shape.x, shape.y);
|
|
painter.ctx.rotate(-shape.angle);
|
|
painter.ctx.scale(s, s);
|
|
shape.svg.forEach(function(data) {
|
|
var path = new Path2D(data);
|
|
if (shape.lw > 0) {
|
|
painter.strokePath(path, shape.lw, color);
|
|
} else {
|
|
painter.fillPath(path, color);
|
|
}
|
|
});
|
|
painter.restore();
|
|
break;
|
|
case "polyline":
|
|
case "polygon":
|
|
var pts = shape.point.slice();
|
|
var path = new Path2D();
|
|
path.moveTo(pts[0], pts[1]);
|
|
pts.shift();
|
|
pts.shift();
|
|
while (pts.length > 0) {
|
|
path.lineTo(pts[0], pts[1]);
|
|
pts.shift();
|
|
pts.shift();
|
|
}
|
|
if (shape.tp === "polyline") {
|
|
painter.strokePath(path, shape.lw, color);
|
|
} else {
|
|
path.closePath();
|
|
painter.fillPath(path, color);
|
|
}
|
|
break;
|
|
}
|
|
}
|
|
|
|
// canvas: draw components
|
|
function drawPads(canvas, pads, padColor, layer, tp) {
|
|
var ltp = pcbdata.board[layer].tp;
|
|
var ring = pcbdata.board[layer].ring;
|
|
painter.ctx = canvas.getContext("2d");
|
|
pads.forEach(function(pad) {
|
|
var offx = 0;
|
|
var offy = 0;
|
|
if (!pad.surface) {
|
|
offx = pad.offx;
|
|
offy = pad.offy;
|
|
}
|
|
var via = (tp === "svias" || tp === "dvias");
|
|
var block = !pad.surface && ((layer === 'T' && pad.blockTop) || (layer === 'B' && pad.blockBottom));
|
|
painter.save();
|
|
painter.ctx.translate(pad.x, pad.y);
|
|
painter.ctx.rotate(-pad.angle); // ccw to cw
|
|
painter.ctx.translate(offx, offy);
|
|
if (!block) {
|
|
if (ltp === "signal" || pad.surface || via) {
|
|
switch (pad.ctype) {
|
|
case "ellipse":
|
|
painter.fillEllipse(0, 0, pad.width / 2, pad.height / 2, 0, padColor);
|
|
break;
|
|
case "obround":
|
|
painter.fillObround(0, 0, pad.width, pad.height, 0, padColor);
|
|
break;
|
|
case "rect":
|
|
painter.fillRect(0, 0, pad.width, pad.height, pad.crad, 0, padColor);
|
|
break;
|
|
case "dshape":
|
|
painter.fillDShape(0, 0, pad.width, pad.height, padColor);
|
|
break;
|
|
case "polygon":
|
|
var path = new Path2D();
|
|
var pts = pad.point.slice();
|
|
path.moveTo(pts[0], pts[1]);
|
|
pts.shift();
|
|
pts.shift();
|
|
while (pts.length > 0) {
|
|
path.lineTo(pts[0], pts[1]);
|
|
pts.shift();
|
|
pts.shift();
|
|
}
|
|
path.closePath();
|
|
painter.fillPath(path, padColor);
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
} else if (ltp === "pads" && !pad.surface) {
|
|
var minv = Math.min(pad.width, pad.height);
|
|
painter.fillObround(0, 0, minv, minv, 0, padColor);
|
|
} else if (ltp === "ring" && !pad.surface) {
|
|
var diam = Infinity;
|
|
switch (pad.htype) {
|
|
case "round":
|
|
diam = pad.ctw + ring * 2;
|
|
break;
|
|
case "obround":
|
|
diam = Math.min(pad.ctw, pad.cth) + ring * 2;
|
|
break;
|
|
case "rect":
|
|
diam = Math.hypot(pad.ctw, pad.cth) + ring * 2;
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
if (isFinite(diam)) {
|
|
painter.fillObround(0, 0, diam, diam, 0, padColor);
|
|
}
|
|
}
|
|
}
|
|
if (!pad.surface) {
|
|
painter.ctx.translate(-offx, -offy);
|
|
if (!(via && block)) {
|
|
switch (pad.htype) {
|
|
case "round":
|
|
painter.fillEllipse(0, 0, pad.ctw / 2, pad.ctw / 2, 0, pcbdata.board.bgcolor);
|
|
break;
|
|
case "obround":
|
|
painter.fillObround(0, 0, pad.ctw, pad.cth, 0, pcbdata.board.bgcolor);
|
|
break;
|
|
case "rect":
|
|
painter.fillRect(0, 0, pad.ctw, pad.cth, -1, 0, pcbdata.board.bgcolor);
|
|
break;
|
|
default:
|
|
break;
|
|
}
|
|
}
|
|
}
|
|
painter.restore();
|
|
});
|
|
}
|
|
|
|
function drawComponents(tp, canvas, layer) {
|
|
var padColor = pcbdata.colors[layer].pads;
|
|
pcbdata[tp].forEach(function(comp) {
|
|
var pads = comp.pads.filter(function(pad) {
|
|
if (pad.surface) {
|
|
return comp.lay === layer && !pad.sided;
|
|
} else {
|
|
return true;
|
|
}
|
|
});
|
|
drawPads(canvas, pads, padColor, layer, tp);
|
|
if (comp.hasOwnProperty("holes") && comp.holes.length > 0) {
|
|
painter.ctx = canvas.getContext("2d");
|
|
var pts = comp.holes.slice();
|
|
while (pts.length > 0) {
|
|
painter.fillEllipse(pts[0], pts[1], pts[2], pts[2], 0, pcbdata.board.bgcolor);
|
|
pts = pts.slice(3);
|
|
}
|
|
}
|
|
if (comp.hasOwnProperty("shapes")) {
|
|
var shapes = comp.shapes.filter(function(shape) {
|
|
return shape.lay === layer;
|
|
});
|
|
var ctx = canvas.getContext("2d");
|
|
ctx.save();
|
|
ctx.translate(comp.x, comp.y);
|
|
ctx.rotate(-comp.angle);
|
|
shapes.forEach(function(shape) {
|
|
drawShape(ctx, shape, padColor);
|
|
});
|
|
ctx.restore();
|
|
}
|
|
});
|
|
}
|
|
|
|
function drawComponentsBB(comps) {
|
|
clearCanvas(canvases.topcanvas.hl, null);
|
|
clearCanvas(canvases.bottomcanvas.hl, null);
|
|
comps.forEach(function(comp) {
|
|
var cname = {
|
|
"T": "topcanvas",
|
|
"B": "bottomcanvas"
|
|
}[comp.lay];
|
|
var canvas = canvases[cname].hl;
|
|
var lw = 1.27 / canvases[cname].trsf.zoom;
|
|
var rbb = applyRotationRad(comp.bound_box, comp.angle);
|
|
var x = (comp.bound_box.minx + comp.bound_box.maxx) / 2;
|
|
var y = (comp.bound_box.miny + comp.bound_box.maxy) / 2;
|
|
var w = rbb.maxx - rbb.minx;
|
|
var h = rbb.maxy - rbb.miny;
|
|
painter.ctx = canvas.getContext("2d");
|
|
painter.save();
|
|
painter.ctx.translate(x, y);
|
|
painter.ctx.rotate(comp.rotate);
|
|
painter.strokeRect(0, 0, w, h, 0, 0, lw, hlColor);
|
|
painter.restore();
|
|
});
|
|
}
|
|
|
|
// canvas: mounting holes
|
|
function drawMTHoles(canvas) {
|
|
pcbdata.mtholes.forEach(function(hole) {
|
|
var pts = hole.point.slice();
|
|
painter.ctx = canvas.getContext("2d");
|
|
while (pts.length > 0) {
|
|
painter.fillEllipse(pts[0], pts[1], pts[2], pts[2], 0, pcbdata.board.bgcolor);
|
|
pts = pts.slice(3);
|
|
}
|
|
});
|
|
}
|
|
|
|
// canvas: draw board outline
|
|
function drawBoardOutline(canvas, scale) {
|
|
var color = pcbdata.board.color;
|
|
var ctx = canvas.getContext("2d");
|
|
// edges
|
|
pcbdata.board.outline.forEach(function(shape) {
|
|
var lw = null;
|
|
if (shape.hasOwnProperty("lw")) {
|
|
lw = shape.lw;
|
|
shape.lw = Math.max(1.27 / scale, lw);
|
|
}
|
|
drawShape(ctx, shape, color);
|
|
if (lw !== null) {
|
|
shape.lw = lw;
|
|
}
|
|
});
|
|
var shapes = [];
|
|
// holes
|
|
shapes = pcbdata.board.cutout.filter(function(shape) {
|
|
return !shape.hasOwnProperty("lw");
|
|
});
|
|
shapes.forEach(function(shape) {
|
|
drawShape(ctx, shape, pcbdata.board.bgcolor);
|
|
});
|
|
// edges
|
|
shapes = pcbdata.board.cutout.filter(function(shape) {
|
|
return shape.hasOwnProperty("lw");
|
|
});
|
|
shapes.forEach(function(shape) {
|
|
var lw = shape.lw;
|
|
shape.lw = Math.max(1.27 / scale, lw);
|
|
drawShape(ctx, shape, color);
|
|
shape.lw = lw;
|
|
});
|
|
}
|
|
|
|
// canvas: draw nets
|
|
function drawNetPlains(canvas, plains, color) {
|
|
var cxt = canvas.getContext("2d");
|
|
plains.forEach(function(plain) {
|
|
plain.lines.forEach(function(line, index) {
|
|
var lw = null;
|
|
if (index > 0 && index < plain.lines.length - 1 && line.hasOwnProperty("lw")) {
|
|
lw = line.lw;
|
|
line.lw -= (lw - 4 * Math.round(lw * 100 / 4 + 0.5) / 100) * 8;
|
|
}
|
|
drawShape(cxt, line, color);
|
|
if (lw) {
|
|
line.lw = lw;
|
|
}
|
|
});
|
|
});
|
|
}
|
|
|
|
function drawNetHLPlains(canvas, plains, color, zoom) {
|
|
painter.ctx = canvas.getContext("2d");
|
|
var lw = 1.27 / zoom
|
|
plains.forEach(function(plain) {
|
|
var pts = plain.contour.point.slice();
|
|
var path = new Path2D();
|
|
path.moveTo(pts[0], pts[1]);
|
|
pts.shift();
|
|
pts.shift();
|
|
while (pts.length > 0) {
|
|
path.lineTo(pts[0], pts[1]);
|
|
pts.shift();
|
|
pts.shift();
|
|
}
|
|
path.closePath();
|
|
painter.strokePath(path, lw, color);
|
|
});
|
|
}
|
|
|
|
function drawNetLines(canvas, lines, color) {
|
|
var ctx = canvas.getContext("2d");
|
|
lines.forEach(function(line) {
|
|
drawShape(ctx, line, color);
|
|
});
|
|
}
|
|
|
|
function drawNets(canvas, layer, color) {
|
|
if (!("nets" in pcbdata))
|
|
return;
|
|
pcbdata.nets.forEach(function(net) {
|
|
if (!("lines" in net))
|
|
return;
|
|
var lines = net.lines.filter(function(line) {
|
|
return line.lay === layer;
|
|
});
|
|
drawNetLines(canvas, lines, color);
|
|
});
|
|
}
|
|
|
|
function drawPlains(canvas, layer, color) {
|
|
if (!("nets" in pcbdata))
|
|
return;
|
|
pcbdata.nets.forEach(function(net) {
|
|
var plains = net.plains.filter(function(plain) {
|
|
return plain.lay === layer;
|
|
});
|
|
drawNetPlains(canvas, plains, color);
|
|
});
|
|
}
|
|
|
|
function drawHLNet() {
|
|
var net = pcbdata.nets[selectedNet];
|
|
["T", "B"].forEach(function(layer) {
|
|
var cname = {
|
|
"T": "topcanvas",
|
|
"B": "bottomcanvas"
|
|
}[layer];
|
|
var canvas = canvases[cname].hl;
|
|
clearCanvas(canvas, null);
|
|
// lines
|
|
if (settings.draw_nets && ("lines" in net)) {
|
|
var lines = net.lines.filter(function(line) {
|
|
return line.lay == layer;
|
|
});
|
|
drawNetLines(canvas, lines, hlColor);
|
|
}
|
|
// plains
|
|
if ("plains" in net) {
|
|
var plains = [];
|
|
plains = net.plains.filter(function(plain) {
|
|
return plain.lay === layer;
|
|
});
|
|
drawNetHLPlains(canvas, plains, hlPlainColor, canvases[cname].trsf.zoom);
|
|
}
|
|
// free shapes
|
|
if ("freeshapes" in pcbdata) {
|
|
var freeshapes = [];
|
|
freeshapes = pcbdata.freeshapes.filter(function(shape) {
|
|
return (shape.lay === layer && shape.net === selectedNet);
|
|
});
|
|
freeshapes.forEach(function(shape) {
|
|
var ctx = canvas.getContext("2d");
|
|
drawShape(ctx, shape, hlColor);
|
|
});
|
|
}
|
|
// pads
|
|
var comps = [];
|
|
if (settings.draw_pads) {
|
|
comps.push("components");
|
|
comps.push("freepads");
|
|
}
|
|
if (settings.draw_fiducials) {
|
|
comps.push("fiducials");
|
|
}
|
|
if (settings.draw_vias) {
|
|
comps.push("sviases");
|
|
comps.push("dviases");
|
|
}
|
|
comps.forEach(function(tp) {
|
|
if (pcbdata[tp] === undefined) {
|
|
return;
|
|
}
|
|
pcbdata[tp].forEach(function(comp) {
|
|
var pads = comp.pads.filter(function(pad) {
|
|
if (pad.net === selectedNet) {
|
|
if (pad.surface) {
|
|
return (comp.lay === layer && !pad.sided);
|
|
} else {
|
|
return true;
|
|
}
|
|
} else {
|
|
return false;
|
|
}
|
|
});
|
|
if (pads.length > 0) {
|
|
drawPads(canvas, pads, hlColor, layer, tp);
|
|
}
|
|
});
|
|
});
|
|
});
|
|
}
|
|
|
|
// canvas: draw background layers
|
|
function drawBack(dict, clear) {
|
|
if (clear) {
|
|
clearCanvas(dict.bg, null);
|
|
clearCanvas(dict.silk, null);
|
|
clearCanvas(dict.assy, null);
|
|
}
|
|
var color = pcbdata.colors[dict.layer].pads;
|
|
if (settings.draw_nets) {
|
|
drawNets(dict.bg, dict.layer, color);
|
|
}
|
|
if (settings.draw_copper_pours) {
|
|
drawPlains(dict.bg, dict.layer, color);
|
|
}
|
|
// draw free shapes
|
|
var freeshapes = pcbdata.freeshapes.filter(function(shape) {
|
|
return shape.lay === dict.layer;
|
|
});
|
|
freeshapes.forEach(function(shape) {
|
|
var ctx = dict.bg.getContext("2d");
|
|
drawShape(ctx, shape, color);
|
|
});
|
|
// components, free pads, fiducials, viases
|
|
var comps = [];
|
|
if (settings.draw_pads) {
|
|
comps.push("components");
|
|
comps.push("freepads");
|
|
}
|
|
if (settings.draw_fiducials) {
|
|
comps.push("fiducials");
|
|
}
|
|
if (settings.draw_vias) {
|
|
comps.push("svias");
|
|
comps.push("dvias");
|
|
}
|
|
comps.forEach(function(tp) {
|
|
drawComponents(tp, dict.bg, dict.layer);
|
|
});
|
|
drawMTHoles(dict.bg);
|
|
drawBoardOutline(dict.bg, dict.trsf.zoom);
|
|
// silk
|
|
if (settings.draw_silk) {
|
|
var shapes = pcbdata.silk.filter(function(shape) {
|
|
return (shape.lay === dict.layer);
|
|
});
|
|
var ctx = dict.silk.getContext("2d");
|
|
shapes.forEach(function(shape) {
|
|
drawShape(ctx, shape, pcbdata.colors[dict.layer].silk);
|
|
});
|
|
}
|
|
// assy
|
|
if (settings.draw_assy) {
|
|
var ctx = dict.assy.getContext("2d");
|
|
var assyColor = pcbdata.colors[dict.layer].assy;
|
|
|
|
var shapes = pcbdata.assy.filter(function(shape) {
|
|
return (shape.lay === dict.layer);
|
|
});
|
|
shapes.forEach(function(shape) {
|
|
drawShape(ctx, shape, assyColor);
|
|
});
|
|
if (pcbdata.board.pads_on_assy) {
|
|
comps = [];
|
|
comps.push("components");
|
|
comps.push("freepads");
|
|
comps.push("fiducials");
|
|
comps.forEach(function(tp) {
|
|
pcbdata[tp].forEach(function(comp) {
|
|
var pads = comp.pads.filter(function(pad) {
|
|
if (pad.surface) {
|
|
return comp.lay === dict.layer && !pad.sided;
|
|
} else {
|
|
return true;
|
|
}
|
|
});
|
|
drawPads(dict.assy, pads, assyColor, dict.layer, tp);
|
|
});
|
|
});
|
|
}
|
|
}
|
|
}
|
|
|
|
// canvas: draw highlight on layer
|
|
function drawHLOnLayer(dict) {
|
|
if (selectedComps.length > 0) {
|
|
drawComponentsBB(selectedComps);
|
|
}
|
|
if (selectedNet !== null && selectedNet < pcbdata.nets.length) {
|
|
drawHLNet();
|
|
}
|
|
}
|
|
|
|
function redrawCanvas(dict) {
|
|
prepareLayer(dict);
|
|
drawBack(dict, true);
|
|
drawHLOnLayer(dict);
|
|
}
|
|
|
|
function redrawIfInitDone() {
|
|
if (initDone) {
|
|
redrawCanvas(canvases.topcanvas);
|
|
redrawCanvas(canvases.bottomcanvas);
|
|
}
|
|
}
|
|
|
|
// resizers
|
|
function resizeCanvas(dict) {
|
|
var divcanvasid = {
|
|
"T": "topcanvas",
|
|
"B": "bottomcanvas"
|
|
}[dict.layer];
|
|
var divcanvas = document.getElementById(divcanvasid);
|
|
var width = divcanvas.clientWidth * devicePixelRatio;
|
|
var height = divcanvas.clientHeight * devicePixelRatio;
|
|
recalcLayerScale(dict, width, height);
|
|
redrawCanvas(dict);
|
|
}
|
|
|
|
function resizeAll() {
|
|
resizeCanvas(canvases.topcanvas);
|
|
resizeCanvas(canvases.bottomcanvas);
|
|
}
|
|
|
|
/*----- prefs functions -----*/
|
|
function setDisplayAssy(val) {
|
|
settings.draw_assy = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplaySilk(val) {
|
|
settings.draw_silk = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplayNets(val) {
|
|
settings.draw_nets = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplayCopperPours(val) {
|
|
settings.draw_copper_pours = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplayFiducials(val) {
|
|
settings.draw_fiducials = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplayPads(val) {
|
|
settings.draw_pads = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplayVias(val) {
|
|
settings.draw_vias = val;
|
|
setTimeout(function() {
|
|
redrawIfInitDone();
|
|
}, 20);
|
|
}
|
|
|
|
function setDisplaySuppliers(val) {
|
|
settings.show_suppliers = val;
|
|
setTimeout(function() {
|
|
// switch bom group
|
|
changeBomGroup(settings.bom_group);
|
|
}, 20);
|
|
}
|
|
|
|
function setBoardRotation(degree) {
|
|
settings.board_rotation = degree * 5;
|
|
document.getElementById("boardRotationDegree").textContent = settings.board_rotation.toString();
|
|
setTimeout(function() {
|
|
resizeAll();
|
|
}, 20);
|
|
}
|
|
|
|
function setupPrefs() {
|
|
// setup prefs checkboxes
|
|
document.getElementById("cbDisplayAssy").checked = settings.draw_assy;
|
|
document.getElementById("cbDisplaySilk").checked = settings.draw_silk;
|
|
document.getElementById("cbDisplayNets").checked = settings.draw_nets;
|
|
document.getElementById("cbDisplayCopperPours").checked = settings.draw_copper_pours;
|
|
document.getElementById("cbDisplayFiducials").checked = settings.draw_fiducials;
|
|
document.getElementById("cbDisplayPads").checked = settings.draw_pads;
|
|
document.getElementById("cbDisplayVias").checked = settings.draw_vias;
|
|
document.getElementById("cbDisplaySuppliers").checked = settings.show_suppliers;
|
|
// board rotation slider
|
|
document.getElementById("boardRotation").value = (settings.board_rotation / 5.0).toString();
|
|
document.getElementById("boardRotationDegree").textContent = settings.board_rotation.toString();
|
|
}
|
|
|
|
/*----- event handlers -----*/
|
|
|
|
// window events
|
|
function onWindowLoadHandler(e) {
|
|
try {
|
|
var bin = "N4IgtgpgLghgJjWIBcooEsoBsIpAEXQAcAVAJxgGMIACAIQHkBZGgWhpABoQAjAexhk4AfQB2MSHgDORMulFQADAFYuIAG6D0MBXgDKs+VAhkAnKbXqTU9H1F4AjADoHIAL7dKfLHzJSUoCQBIETw/sggAMSKigAcigBiCWo2WADWeJFJ2cncMFJSAJ6ZsQCCZWXu3HTBoXDhUTHxSSno6Zk5LXkFxRGRFeWl7h68AkLB/ACuoiL8AB7BYPILyA6mTircS6K9rABMe06xAGxbMHMrx3sALEfXZ3O7yoqHpnsjXj5kmTE5ajwAc0+vh+MTBaj4k2w8lwyAA2mgiHgsDC1FgAO4oRROa57MH4gl7bhEPhGFBwq63WL3faHE6cSl3TisZ6vPYAXQ8iORqO4GKxOLxBOFRJCpN08MZ1OZrKcb04aw2yhlLzlHK5ICgSIiKNEuD5mOQ2NxwpFxPFUHJis2LNV8utytpR2OnM43J1vJA/KNgtNhPNZPhDuZB2dDJuTKdJ057M8UMhlvhsZCYWEdmE+SKKAAZjAsFIINwgqhNdqQDYAeIsGo5KIAViRjUS1rpOhK3ma/J60aRlIABZ8dHCbPoOCTSjafMoKBkSYQEZ6qDhBEgcSSCIAUQACkxhAAlDd6NEw5fur2e73Y46KUynMWBuEAZmO62UAHZmQ5jm+nMd7s/Xw/VgHDfY4NgOZMsBgXoQCCDUWw9PU0UNK8bzvEkHwApx30/UDwKJR830OY4HFiXD1kUN9IOgvA4LdUseSQg0BWvW8AwlJ8iN/UjyI2D9COInjgJOJxHxvaiYLos9dX1L0UN/ND2MTTjBLI4SwLE0xOCwnDhPWR93wk2iqmki95NY9CLXJHSgNI/ScJsz9bzlN8qL5GiIikhjENky8FLY+8OMc4DnNMVztLfZwbxpNZYmwxQHCMzyTO888mLkljFMC5TCKi0wYtMOLngcCK8ppPZlAo2IktglKELS3zzKyjCgsijZ8pDSqNjIwjHycUCSv2Ej+uuNyvQ82r4LLGTkMygKWpyt8+oGkNhrfUbtLCjYXlW5x1rGqCYJqKbGMaubLMwraYiJIa9o265FD6+khri69lBq476PqmbmJ9CylPJB6ntOF6FOVXEoptPZjlelQPrq6azPOgH4Qh7bHWh2HwYjWIHAxrjrjx+G3GTIgoPkZdXVANdYRAABxAA5fBjz1U9Up+jLVmwm4UYpMDvwxrq4gZW5wqG7FCve9zJIR07Zq55Qeey8k/36oDoYl2JlVVsW9jfbFlES6XjJOnz5ecRX7mVyVRfV/XsJKnX1dxuVrhqrzvqRhWlYWlXbZDF2OuvOUQb2LX+ql8aZdNhrze5q3ffhd8XHxg3Hf9/Z7cN93ZbN36LZ9qz4ViJ6bsfa4wMizgS6OMvnm5nOY4570C4Tou4Rr2I64NolTGca4aQMuKHDd43kqbr3W95vucUH5Rh/uGeB+ZZ9lH6l0x8mr7EfSlv4+n/vB+ONfQM4Uw14qleX2wg6Jo9nezu9tuH3PpxL9Ya5H2H5VX/f65lFuH3UeUcTbbzlvnfe1s4S/0dP/QBI9q6vgMsyCuV49imEbmAvOnMp5QNiEg2BwcrhaXwdhZBH83zf0jodUBpld6GlwYnDuBCUGUJTj/C+sDO632jlg2OEDLbTwoqHIqb4f7CJXsPTBdDH6MPbuYDYIMv4uAVKqWIQFCZyiNiA8efDm4MMgUwhwaiNHOD7qoukQFk5E03vfcBODDHtwcBVfqj4QwJTlG45xJ83HqV/Bg2xud+EOMEVA7xrjPwiRfAqUiLhBqkX5gEnRW8ZFx1CUY5QYE9iDRhthMiX5sQ7VYLk+e0j2aT0cQ+Ap4FmQlPycHIp/9+ockCRPehKA5FVIaTdJpREFSZLfoNTRfcyme3aU/XmeMslDLMSVKZgyV63HQaMh+aTC5VIGdkz8Jj+nTO2fpUaKz7F73SU4zZ8SbyiQ2tUopDgHB9Txjw2h5TxmdI4jcm6dyHk4Q+Z+QiLgN7JLsdgk56z3ndL+T+L8uyFnAX+V+I5IKDGnK6bcSqnzRq13qWi+UwFj6uOoXfIJ+iOmVPBTiz5+KlrKjxsPPGuFDjZJaUC4lFSUXvPnnEx0IFGXOP6XS7lYi36Apobo1JAiwXKV+cUoq9TCk3SXsA0VKSXmyLJVKiFrBFUKiuKJRQINTDLWhoi4JoLn7gsOGJA1RrThfktfq7ZliTUkomWE44T1fHXCXlpL8P4/woO9c6tlkqrTfl/DSL1/cfXXwAVw18Wsg2vPVaG18/8UGkPnjSoV0N03xsJbw8VISQ1BmzSDa4GatYKniC5LhT0nlitVWs81Urq1hVrUcD8CT/HprrYmtV7KW2JJ7R2qtQ6P6qy7n2ptkyolaXHVSIkawDYoOGglKdv1ULzScVtIeIYIwvDIniQBlC923APeuzmm6LocSPS5NSBwz1h04LesK97QzPCVUStpj8r28xfSe2khwP0Kh3fPPdQHFCfoLY2jd/lr1StA/euI/VYiHsejiAB7i4qUOqq0vRXtf1QLxH1OBWGUNoZPuVfV8VmXKuBaapqW6Hx4ko+4sCrJn0qBGu47ElD60qrGT+uDkzEMhn+ete4xG+K+L2OJgeF694jzcWE5y2THSPlk0cZUQpwLqc0wmvDhbFOfz/TEXTK99PabMy8PTYF8G4ZZd+uOSnTPyts0cQqnHePqIs36kVX78PjMI0wvEP5oYxS7nEtDYX/XCR/JRbRdHWVBeE0RyiwqIvxarnibDqHIlZcSwFozjH4Pkhy+R/LfESrlZw05W4j5CvQcE/LYL26fy7v2MnZQmTOPsaKRVH83X/NNdWbB/6aW+s3QG9hHr2TBuGxDBXeK/H6Muta8xkCM3Bo3D6x+ObW3FsWwAQpkrf7Nvde25o7rkmvw4mFvsK7x3DMwcvalkLxjRJ8szn1brh6PsNam7kwqw3nnNbG81du2TsQA9WnFYHz7buULndDCDSSktOfB0xm9iP8GrVRwjyuuPxZygM45wLQnxvvcJ8j4OksEcUTEZ1V65gTvIyI9aRnnXmdaQOBB8qnKXxo6Ky9vylPIfvsg0z/xPOxLxUFleQqrO/oQ+Y7L548v/GHrV1DAeClaPC7B69sXquDY69uNeIksmfwScW+bl4Sv1vY+h19zGJPTg1by6DYHDu3uQ+Q7Vr39IPf3qWjNhz6PyfTvZ31Z8rDDjLzxK+WBeEKpK7ecpRPM3WFZKs0n4d6i0/JvhJn7r+fO2zrL4XgdZWw6/gDjfbTtelFSOe4bs1f6m+SJUbJ+PMytFV+LXCHvOI+/mOH4TGUUL82g9G0blXN7cSfZBqRQ4dzD2L4a8v9RVWffG4X5a6FcWqvPoev1XFpECu7/nxn0/b5z/b4S8+x8Dy+lH4S1frHGfn8uFfxf4/snnA/w1I/939W9Z9Rdr8ysGtw1gCH9stoCgC6tPsP9Sti85NypdcLcn9rdl5Ot1hqR9cRtjlTsiN0DOp8DcQn8X9AdbhCYoMZ9iC2cQtv8eVVpaCEFZNqDYcwYUC/0WDX9Xc3oqCf8ptQ9fsB9m0oCcDB5HwKIZdpDfNfwQcG029kVB8rcRpB49YlCT8zFyENM/NC8XMiNhl9DtDjh3dMVj5FCLDeCiMAF4p71MCdoKpXhpQHswJnFlCBNwCSCQtFYScMDPCc1XDAjOoFdw8DdfCmDIcAjCp+cIjn1DYcRQ4Ajec7D/D+5UjGUDgkisjuC3oMjYj8jQYhCKoSi9YftSkwDGDldP8ytkiK4CjNhQj4jmjp8VDoi6jUCh84j3DBCWi+jyoxDqiyditSVq9i82F7kUET5Ldw5OdlFGsGCkUJj1CFj1Nh5n0NjFk34hciDVjkA0U+kiMdjWBy49jn0l5rCP5Ck4YajDjjjRQQtrjYE7jtNXjIUAUlc+pIMyIiNPi4UoV3czj7lgSijmM2F8FPlIs19n0oT79L8HiGMYjIS4poTKtH89Z2sYZMTIoISb1XJRJcS39sshVqRMsd9kS1tfdIS14KS8TqtyTcCV8osCSM9UMz971/s+Uw4zFyoeTCCViUTXUXjsNJd9hnw35LdnI79kcpSIJqSCNaSb1ZTzAxMsl5jsNPNJTNSJDeYxIJY50DIe5tIzN1TzjOUR59SoENNCkYorT6Vn9+5bIY1/4bSmFnScRXTU1lQvSNphIJYxEPT25nwzFuVVMnThpz5IlEkQzMIAjcRk8c9tJEy/4LDmkOifDaj09rIY0gILj0FtJ8yu9jE/QYhljOicyi8nwSzzjh5yyKyIoY81JhlKzszDjcz4RepRJWzZlmzezakJZvDVtg1JDuzQ8v4hyQ5izAJalbZ4ygo6ynZZyb5alZVFyco6zjFLFVzdJjF+ZIiDiRSuzay5zgJqNcSeypzgIPsvVNzrJJzgC7ytJrzgDv8DIHyJyWy/kY8/SnzPxT8wovzOIfzgIgL+JtzddKEQLCIL5K16zXhNg4K34ELZCe4szRyk1TBNgoEHo/V1Z0MS5wZLl3wMYiLPylTsLcKmEHpAJyKPUSL6L3E9DC8cLlQ8LSLOc8Q9DOB8LfxCLWKqK1V2LeZ+LvweNzM6KG9JKbM2KaL25pKyLZLL4lLuKPFDV5KOLaL0sJKQph4iQ1KIyDKtKxKuLjKXBDLzKVLMLksRKFKHxxLbJIymKZKQpplbKMcHFRLOLmL3LBlXLlL9LLLTLOKCKQw7kMNAruLIr/5PLI8IEfKdK/Lsl+5S9CZ+5uS0r4rxiuYkrFLYqsqoq+K8ZLj9hYrutQraLSqizyrsqSqL5kddL3ThK458rHKaqmq/U01CYoUYz9hmqcqRcDF2qOJeqXB+rQtw1wZNs1hyLKMqqCq+r5ruNCZ1htsuN1pFqOr1r3FWM1qVEBrGLtqxrFQNrGK+Lsl0Z3FjrWrEqHKxqrqYgGKjhkE0ZnqWLPETrlJ3qoYNK3EDqNqhKxjhrSVRqfqzrPrDUSrdqBq3NvrAZIa4apLZrJrrNU87rvKHqIblqbKSrcbgrnEEbUZUaLK+VCZGqnITLMa95wbEbKbCbDLOqnIPLia4QKayq1gPK+LrL/K1M2anK9rVreaWMRoBaRbNr7gjL3Ek8QLpaBq88HoT4biS8hrVCwbsbAZdL1ZoZ/FoqMZdaXw1auizFNbUYRbDaYz5becjhScI9crTbtLFKLa6RK1BbANbbjbqy6bzbwraRNYeaUq8QSdxag6A7rbQxUMvbOy5Qzb2btaIqGd9bE6+Jo6TzY6nbHKRaOdk7/aQ6aaRq473b9sQJA63KS6Vs7K2qi7s6oUPxrac7xa/a1NhVc6W7oY06XVHazKUqarrCG666m6BKIqY9TgG7R7Q7y77liSy6gr27j5J657I63bmaPao6BbV6bao6GqyqDhXoN6Ga9669CYWyDb96C6NbM7TrT691XoSqb7JT6sbEQb1a8qi7p6v4MYLiGsZrD7v7n77bQa36r6Ia/6n7f7d6NMR8D7IHe8ebm6oHCZYLCoXA01aREk/SFELDkda9sl9jhSu6azZD1hsHb7BlXysHokHs4pHp2ysL+1B9iGlDkdy0NgGtNoF4MYvUZtO6Kkfb46EHwHZ7uL/7eHqKQGtaUrRHhGz7fxF7uLO9i6m95GMYc6d7aq8HU6YGNG1GOaNHg7FcL7gGxLN6DGyJxq5q91NYN6CaDhw7SbwNPabGJqDbXaZrYat67aojvb36PHl73HDqj6Ryq77qJGSa/G76LHJrlGjHu68KHHaRImEnZNTcxH7Kwn2bkntcIGNHsntH5TUn1H5Te98mxM4Gomv6SnYmM6THbHEGSoKmxNwHnHLHH7Pscn5Tmnqn+GB6f8imIrB7un37D7Zr67N7G6hmMm9HkddHkmJmX6Taan4nbHZnbGzGWnon7G/HrHJmTHtmScYbAn/GN6/G3HLrIZXGnHdm8KnqoZ/HznrrEm5HrnaLbnZGx6kagmTmjmkmPG8mXmCq/nCnGnJTUmNmv7gWsmqmFmfGpmoWR9Dntt6nvmkXynPnRGUWmn2n8aXGsWf6VGIqL5+7xmiW0nq64WRnSX+nyrBmYWY6enxm66cXWmK7wWBm+mQXNHKIyXQnancXyqk7EWU7uXMWBXU6hW87DG6X06GX9nPNfqDadnpXCGem3mrGDmFXHH16AXHK1W163bQxzF9WeWsapnDXtt7ncRXgLXz7lW+Gi7zWyGx69WvmdXHqLmnWHmPrQW5cBaXXsmJWUnfW3WIagW5dA3kWQ3Ea/nyn/XoXAHX64nXmPXJTY2U3ZMum7XxGxL/WhHAa8WAHvH6WHX03pGrWtEC2TXaaHXrXK3Lra3U3oGo3UZHXG2J9NW226GQnTWc3S203Hmg31c/XS3gXW3B37is30mc2G3x3sYZ2YnJ3yXp2K2nnnWqR6VV2/X133nLrt2tWvHjyVWHW93jX62V3PGq3C6zX52zny2jW7H87F3eWbn53w6XX1nm32b3233035mE3FnVXf3BX82xWRXP2QOuXGcIPRnRWK7mXJqYPwO5mmXOW+7L3L6+WWW0PqX570PjH4nKXW6cOP7gmvLq2KXd6SOSrMqR7iSN6aPyrR6ZHaPnw/WZ2y2cYN2M32mt2jguOOOT3x8u2yOr2c3BP6mz373I2n2e2CPKP6rUPsq2W6rirOXBrlOpq/wAmNruq8Ok3AXAnBrA3JbYPJavW/qFrwOXWzOO2pNiLh2B2KK53z2nO2OXOLq72gavqrOZ3/rzPyLgb/3YXe3HPeLbP0a9Olnk3HO3NjP4akOPGIuJXYoQqEvDqUvyaEmMuhSqzi24WCbsv4OIzWakOCuXLqWuaArSm+b6VpmkCGtqu1gn6iv6vhOErZPqqyvmuQXKv+bSv+XevaukbBvIvZX0vyuQPsvRXCuO2purOU2ZvrP4uZPyOQvvWdMbNJONrlugu8vl372kvPOobHw3ODuwvOOAvvOVvRObnBO/PcQ7vbrruMPbu+OXriKtubrXrRua33PvvPuBrLPnv8PXnfP9rrOgfduZWS3HPwf031P5vHPdPjPdPTPkfoOlO0vtsKqZqVnMfgf9OOq8fVO5mJ7+usOmPoOyeCeouDPsfKfPm0PYPsPbOmfEf1uWeXXEOafAOB3RmAfWWfPz3+ejvQPgyhf73dGLvhXxeefj23uZfsZBOP25ezXle33K4psVeoej2zXNf1X5XdaBDjmrP9fT3cRXp34L2/XLfLnt6LffwreF2df7WzXbfPXcQzfXXVec2vfFGjept/mfebmveA2HuFefWh2rPxPR3xP42i3oe1eI+hPLrQ/4/D3XfffmkymEXPfs+2n8XTf8/uOf7d3k+MXwOJawuP6EKeKruXfs34mH66/oaT7ez3vKLg/qrm+nOcPXOkPD7e+6uBrAuE/deTHB/q+e/R+M/G/u/2/jv76F+Qp48J2G+p2m/l+1hV+OmnId/Gu3g7td+Qon6D/uuE6T/kCi+BCOP3eC/C3Z+N/Xm7+S/aum8rfpP1+l2bmX+JO8+b/0+BDTPiH2L5/8A+YmMFtf0D6jtf+kArvopXf4Qtw2DvK4O8xt6O8d2n8A2DJmd5j9gBtFNXDgMiaED92P3KZiQPN6IDSB6A1AaQMuov9teeAufggIYEa9i+jAx/t/1eZ+82BAhP9kwKf4ICveUvQTvwM4HPtXmog4DtLxpY/5eOuMVRihzHbc8v+EghATOxF7KDSWp3bHlS1Z7aD2eUMTnr+2p6qCOuCAkwTPSp50cseLHD5h4xx7M8FOXPfHmYNW43Nf2zg+Hqj0MHkV0eY7BHvAN1a+d/BYPMWhLw2rg87ukPAQVwIQHRDVqMguzp3zcE3dJByfIfuAKOrfc/WXvTIXkJn5ADmBurAoZ4jL4KDju8grjvdySERcqh5FWLqLw24Y0ghj1Xzo0NbZzdWhP1ToSg3Jp6suhqQl7tF29aLcFuLlBzqMIm7DcJhtgmrtp1a7Td8on2Frpfwa7k9+qTXFYT10P5K1lO2/I/hV12Fr9YhagxyksQNqiwtIn8LJGgwfRn4BaCpO4RGDvx8Vv65UF4fg1y6J8xK7w09GfjeHx5yE9wu/I8KBGXCARn8cEdQPA6INgRlrCgdb1hHYC6BWAshAbyPJFDBB5wlEZK3MZUC8RNAp3m+xf5iCsRcQ3VqSOkHCCk6uQ4vlL2EG0shhIPIQfSKUGiCmRpw8wbqw5EcskhbPboYDH5F6CtBrdHQYSyI5NCSO4oxjlYK56mCuR7gkYUYMp4uCoqkwowc4I0GuDFRaQ9QcLy1EucfBgoltiEOmrlDqhxo5kYT0ep3d/BCQratHwyHg88hMQ8QdyMequjEheQp7taNp4lDi+mQl/v3xNFftgxHnAkS3xO5Wdgx53UoZpSgGL9/+U2OoYmORqbdw+FQ9MS0L9Gqs7uHQk9oMN1HDD4hEfRbg2yLHuilR+oo1uWJXYjcZRI3fzizSq6+CWxamZsWsLa4O1/R7rR5lsPYaTdlh6w0MUOO64zD9+cwg4UrVWHTiThVYvUecOhHm84RirR9rmKLqriMRbw3EQ+ylYbjyBu4sxjuPRFi8yBvw3cVLypFaMYxGAxXvQLvGyCQIRIxQXyMZFyC0xcHZMRKI7p0i+BIo0QQYNHHCjJR/IhUQuJLE8jk+VHKUeBPJFnC2hwvVUdqPVERCIqzg0QTqIgksioJWY1Kqp1qFWjixOE20RkP8F5CiJ2Em0T0IonmjvxgPcIcBK9HrQHxtAhiY6OAnBjwe4YnIbeLYnJDwYiIkMQeIvGniBJJ45QDJn+qPDdxNQ2MfX2InUShR8k1vpGNTGcTHxzQ7GHkJ26KTexNEwMR0LN6Vj4JHogyb/j6GGUZBJk74eP1e5ZjFuhY2YcBKcnc1ReDYtCfMIB4DjuxQDJSaaPrHDiGmAwoKRqIjLdcQpk44CeMJ37Jdjh54vChcO3FQicQ8IpViJMSnLi9x5jLcWeLBGpTVGwHREWSNsn4DFKxUoqZeM5FUT9JgMYqUoNJHVTTJ1YykZpM0GkigJGU5/m1JFHCDOpek1Vn1NAnCC4JpU4oZ6PpGqjRBo0jsj8PslccYJ/IrCc1MXGkS8JOPVPvSOWljTsRE0vgc4Nolac/xKY/wcGMokrTIJj1M6XRLUluiLpJEnoVxNWpCS7pO0ikWNRenPTZJvogaZuO+n/cUpn8DvglIIFZSh+uUqMflKBlJihJhQt6QhJ+qwyyhaIySTZRkliTDuak3STVNVbBiOhd/GybNLsndS2Ji3YyZZOOlU1LKm0iySVyYn58mxmYjdh5JclliJu1k0KU6IclBTvJnM4CRWJ5nuT4pjY+KZ2LnEgzyp38dxOjyeF+Dpqjw24XLK06AiCp0s+WbCLBkyywZr0omWVKXGqz2JUtT6RxK6ksDNJZbRERX1HGWy82lswAfDLMl1TdxYA3/vbN1njTEZUsyPpsBuFvw7hQfU2ecMVkQDkBfw72RLPOH1ZyoYfCGQHN+nkCspMcrKbgJxmbjk5xAo8baz9GTFMmtjbrG/DGa2MdY58OWmHPCRLQJJviZxGYhy7uyGG45dmhQOrlqhK5zIGBKXNxEwI3hUctuYfDlpEJaqziVNHxS6jGJuUteBKKR3a7t48Ko8m0M4hobQp/461eebdhYxy0553KNeT7M3lfEEU1THOcvJcDzz4UY9VdPElkKKJIuh88+X8mETgxb54FUWJiIdktSPpYMsLhDPUmBz35BsrSa3OzERyPpskxoU3IpnIjTxi3AmeAo0mkzLJrE9+CzJ/mPTHxjMrIUgvjlZ9aZAVGmZ8j5nIKhR5MiKU5NP5czmZgsjmVFIIUtsnJsUoWVQswWJSvZBwDBm8ODnoM9aCsv2QbVYW+ybgEI0EbCPYUgjrhssmWjNlLnCLSK4MU/CoHIqy1YRzCxRmIs3ZCLuFHvFRbOzlop5x5w80aCmWAhXU3gctV+L4mfxyE+KpileGvOjHA9fi5aXmIrDrSwJwBisQpDcRRm2LmR9i/4kwjcVXyUEJA/xfqlgS9JK6InFAD4scXB0QlKCMJZwENj1ZYEjRA9vdKiVQJElokZJZlWVCZLyE/8GPF8LrlR4/F/yLZArSzySSSMdgkClUpxB2CEl3+aOXqQPmD46lzS6Uo0rCyXZCkXivSTnOvBmIQ89WIkIMoOb7BA49BV+WoQbmdwekJAuZXErMRTyexOcruSPzKHrLVa7JMrP7k9wgFssey2AqvlIg7Li8t+REv/guUwkTlL84pZjh6KcERCjJYQqwWEi3KzlQ+BAg4veVRYn8gBH5Qct8mv1HcGeIks+FgIFZ4SOJY5WyVaUNy9Yw8MxUBRjKIqXAZi6MtfMYbmk50GVHEIei2hCRpmIFdBFCj7KU1SVLgVsoQJJWErqVKIsOK+DLQ0r4Vf6DNMyoZVnFP4UcklVyr+FoqZiH8d4bSrJWBKGVdKuJSfHCXTyZlf6CVR/HiViRXoQyZOLXPoYlLQyyGEiLMTCxmllVK6KKMCoA6bjmFh3TRd/MYUECpFoCsGdjPun+TG5tqqSrlMJnqqEZdU5cTNzAXU1rZuIr1X6ucnULG5AatyQSIwWpy3eqC9mdAtIWwLEFFCohVf3pkWSIp5MhhRGqwV4K6FlCo/hvR777UJaOst1Y7JJrN9FGhVJ1vR3xUe8LaWc/pYwxwrcwMYv8RnOhSbWLIqQ84+1bVNRiaLlF6c55tbKkX7Uv5Ra7tjPOSpuUGsacGag/QawjKsVDctvp/WsULql+K684rrniBAKUF/El2ebLgFBqUBH/YFpbMPWWrypzs09c7LdnFq35iMm9bn1jm3rx1q0xGYnPKaxzM2R6r9di08WVtalmiIpF/HXaNK14YkdTI2sViLrHFBkPVJBowpgb4NKCAPrypPjqYlkPOdlbsWWSsrTiTKnDVhoI0yo8kvK4jXUm2Lob1ypGvDVavUXnEcVbC+jWHF6Uwawkd+PiChv16slPcnikCjxvpXoiBNkqtWPxsiy8b4lIEBnHEvjSfK9YIy1rvCQU2kkjVtRUFWVnWiiQYSUKvWPSRZJwFVNhxdTcXluwPQnCR2G7PNkuwWa5N52BbA9gs0I4rNe6O6GqtfWolsczm2kK5oRxAYdSBwVzbZr81vofNTKbCP5tVAvg3NES7omdmC3uJiI8obJMtAnwbKAERSu9X4Uhyck7896AZI9BlKirOsYEArXJvlUVQStGmK4uKX5xoo4gG8wpSgn7L/xdVH8OYhvNa29JDKqqmULcB3Ida34vW4+d1sGy4wht5aPpTVMPldYxtLIWgiXBHmjbBoXEWQgNvnjLbLU1wySWrGW1ZI81y/V/jNQY6Haq1Pyw7cx3v47rJGblRmbzXFkEsV+hw92vdto3lThF+cvWExv4UAa1F32y7d3KuQ/brZPc/7YDOBFWyf1nq+BWDuK6tjrZUOtyWArpk/qQ1OC/9V2PRmoyuxCC8KUmqPVhqKF0C9Nd2txlRrs1aa3NUY2M1D5NNVWlTUpq02RIPlr2zCMaD7IVsXhHi2ZMTBlWRKNgDikwuvFgT9lOdGMURFmU+i5V0lIWUWCrXF1nwJEEyhvDztWWD4dyI6QxT4gsQa77kh8CXe5qOI3xniTiHZHCj13bEbt0BAePrpi3S7stlu83aLr+R66VdQDO3cxll3cordaaJ3beWNBFLJdfkmsr7ruT+6LdQVUPTiAD0G6St9RYvPLr91R7tdPmRPfeU3iB7X67u95Kbsj1epk9tkZxKJBLnp6Ddp5KUq0xAhEsT8Qu3CES1d2Z7+dviyHJ7tr3Cpq9oEblGGj/D16uiWem/DXrxTdV29NxXXbPBt287YtaWVjMjT4ycZp9PknvdWRzmi0WJ2O6VAvpL0xay9mG8RaXl93bLN9E+vvWVhb0VK99p+yvcKkX2HFj9ScGPBGm4SNLAdH8LaOvMP1S7G9sG5/V6jCwtFT9P+t+F2oiAZ7e9n+wXR3oDS/7tM/+i4dfvTrL6YDUswsritgPv6g9Oc5A4EqlltksDKcOA4Q0Pn9khV2BuYkspDj4GxyYlUgwquWWWLTxA8ZZRQaTSHykEZBtiNtvLhsHvCIBpfW0vv1cGElF8NBgPEKSVU0DibGsh9uEOyLS80xG0CIaVDj7VdDcuQ6EtEPKhq0CULg0wfrm8xNDQyYZKcEWU0HyD4hxZjnOMMo4PMnATTeggxi6p8EOhjVQ+FsOTUHDWke2OWkFhVQnDEqFQ2zu8PdQGQ/MbikLDuU8Gb9YB0pd/tf2bB1lABt/ckgiPwHB88R2IxwjfjtoC8Zh3gw3JHhFQ50+R8Lf0mtycHwKBR3w0WjyPQU1IX8OZNwyWhmK8IkGfjMkYINq6Gjz+FeM0euSkIlotRno60dL01k7IriAYyVuuRQbujdmcSDkZjo5yu0VDAePGgVAcbKIMmmjUkeGMLG1jBZK3Z2lChix/SQxrfSMcON7GXSXmFDAWXMLcGDd1O5LSNC87paEcKW+JPgomhtHKD0eJ44puDyLC5jIpB4+hkogyYyCU1cLGJmkKVGICceofOlkhOSkFCmeL8PKRIZp6tjMW4E+tSoayZ0TPOEePFDBP4mYTWWjbHVuJPhoCTYEMzYdhmxTKQAXx5g+oWmIYrwyDOunavHXikm1iCK2nWXCpTu53DV8ZWjydFKQ5hT5xQU0kQvgFknyYpsvYxs3WXEw4VG5U7hsxMT7TyAqquZii7iHpJlgFH8PqYVPB7DT4FY00+lVMRxAKZ6U5YCfaMIrQSuuBKAabVNglviDp74yFnNMjxLTBp4jXjDXgDxwj2x9YoGfzkhntigZrvQyaZO6HbScGp9C/sKV+kkzrZdI2Kdv1Ph0zkBwA36TTKwJMzXp5kw3IMjx4/46R1MhWeTKZGxTDx8008tYJ8lXYEVZ3LXPjPyxszz+eCnmZYwn5elfZoA4yYN3Zmbgg5l/VAYHNsMhzSht3VEeb0TmEjf+pc6YtNMYHMVsZbtAZHqxVzZ065xhg4S6N+Jok5cZVdylbSy9lUnZvwwaVYYkQLzQZNM5ccDI1oDzZZws90fgoFmazkidsjeaqMGlPz9ZEqDudEhmLIs7Fd80Bd3OSIkKfpd1Fpk2LwXoLtpRC1rEISa8fzgoTC5mVQs+m1TmB609xXF1ZmFzzGM4rXmUpBN68ZFfC6GT6HPDWFba6DXugwb0Ws6flL+PBe0ickrgcFjOhxaCh8Wy4kF5CrNpYs5jPjYZssxJag2XwUKqplePJbnMSHD5EM4uYJKykfaTjWpmsjDs6iynVhFUWU0JcWjfnndY+i0V7pd0lmEz6Qhyd7u0kMyPyql8w4Pmt1qwV4H5KDvEvOK3GzLgMPywYR0IKG5FFmfkm5dyNiUZDemSK19rQYaZIrgV3tewqSuuwtLBshrEiqivzGPLuU7K+iuxh3951Wm3KykaXUEjSrGmWdcv2qtSWjoMlkxnOsJM1WLt06h2OVcdNUGV5XDJPODA4PI4dLKV9moNcMsFyErgsUy3ZecOnVbGmht6pooWtdXvTilXJO6ltMoY+Kj8keM/JGv6LMj2yQ8nxU0PL4TE+10646hHTlp3FbczhBddutapOEJ1utL3NngXXXrH8CtODEf2Tn8zZFv4mJV+vLnwY3qWc/tbBt/X+zkaJPV9bzQjXJJ3S5kIHHpSSSo0jobfO6gRtW7+qmNtxGjaj2OgFE+qBG0SQ7Fwp75CSyC1XMvkhKEb1Nu+QEvnivAq59cL1CtdLOOKGbwENmzGQASVxyEeMf3Rzfsvtx+bBKT8LzdyWL43g3KI88OYAsTqxbMtxBfLdyWXy7kct+rArdHPkWOIeSos1GgSWtWizUBgGwLr8Um3Zzlio21DZ1unGc5Q2NvcBFLSCGskW+J8wjc2Qe2a0CSoDTCU9szXbzGS/25EifN+2oonyUtKTe6UYbLi74WO7RavPSXbdet5SAnZwVK7lK88KkMCNItB3ALGS6kP9yzuM4c7Jd5AzHczvcNUZ5dj7i/rIT03c7joFcnXfIQwJGy/5pq0Xebt3XMjndqmyzbblT4Rbs19O9zcJWl4yKKwrVCPfptD3Z77CQe2UIvKHlzbTeh8G3bF0yUSI61K3vnc1Mf7AbUCXe5ZW3vKVT73iZG6XHXu8xL778RZffaJt9yC73obM0/bevLwP7PN4W7fZPtnVVbwthkAA8FR17X7hod+yA9b05pv7FUUeqPd+iQO97gseB8A+QerRK4f9phLA4zIfhYHWcLu6nePvYOoHmcNOGg7PsoINKYhw+/OeIftxv7D0cMtrFIcg2sHDD1h1WenvsM7bCDzmNme4dDIuHQqHhxNo7TsOHwjD6h9rA0qtlpHEjjiGMp1JMO5QpeJR7UdUxxnu7TCLZX521QbKExtDtS6kcPiL88bQtE2Snb0sWG/UUk1jNvhuBNUdZit2VXgjCx57DZNhhsitUseNWHbg+VQxY/uCuHLuhj689o/bghPF+tOUONJPAe8m5VNWzqHVoJVJPdS0pEa4aTlC4qiKpwLJxaTxXloEb+mTnEPOwj3BDYOeL3eCXifinN7Gt5mWraQ0QbJbv92p6eUkngb55Ut5p/PIgrY2un3KCCgkvMIIUR4QZYp36jGfDOnFHaap56aMfuWG5sz9RPM+hSVPMjazu40Q4tscP0HnWVB7A44ML12nNZI54c8irq5Oo8D+eyvbKeYZmbdz2myc8We1EkHlDoaJXAZCyOMH/UBR8pHUe/O8HPzzOCMv+fkgDbsxRrZC5f1RpwX5ygfbnp5z/7udtTsc6ftVrD71M+ZEa77sciYGpTgEEa3aj1RnXdy8ycperuyOvOjNKpDkvyTbOfZ5iDLjHac+X2+meZ6VzJAVFjXhP/HZZq6ty8U0hW9YTVO1cAYieYRtCorvGs/j62EQ0ZbLxhhcTBKyvczwVVDB2cldBR1XKXTV9pF1eIZMnhr9rGBmfw0nZM7Yh/ngBccJPEzFrqueVzDKqOrXfDpW45TGsfxmtPW+si4H2s+ulii2wbaXbdcQO07gMH11Rag5JSQ3+1sua7eWN5JoH2z6xx5Z0VNaK2N1xRKWQevZvfXDTS67G7RfhvUYhbqN7krtBTYD7fL1N8s8rdJ2K3bIGUPfoRv1uWQ/Br1OtUGjWJQ3dr2igojuST4U4CSttz29bdNuWQU+EdxO6djjuW5xSf2M8AFvzlRNxb+h5vZKcuL9enT5DR/FQ1rvdnkj0h4/ePc32lXDc7+4/cuQgw5lI17+0LcJvL3oaP9wm17fdth3fb88V6Gg1IiB2aXFVrm9+8fOfvhxy+aO+e8cVarBb6CcpyO9ejQfCk1riV/y8g/wfx5iH3JVbdvL1YEbWHu5PVgSVUoxnrV+FxSFIfapv7iqO9+R9MesQ68WqF+/++6unF3TOyfJ4UfOu1PY9PRZxBh8/Avl89/H/3cS55nnFNHc+7jGJ9uG4uzOe77jaJ+TGZOtVQyW+QDkFAroF0mTwvZQXnS1xtI2nnpMWaY9exuzBn62+OZnO8PSPKfF/eBqfxwMrPB7jezegk68OdUHqcGxB7dQee3PX4HzzDYxM1uj7h7sapG/l1ZuHURb4z+MgEdtvy3CSsm1x2rdWPgvzn9O1h5Bt+3c7nn6L4/AEdbrPUXDgrwGjhdefPSSpijcRZbsbknPQNz65l/LM4WcvQXoBtTqpe2QXEFc9r5+Bg9PZgebXnPb18XiK77kf5T5cTeXyuWFdeb8Zy5HG8jfhn3Xp+Shk+VLfdrW1tb90n4057C9shGlIN58SrfTd2qJb+3Kp10urQx356xN7bnCJ5vebm7zd9Xu/g7lmWjzcpCe8HkXvgn1PRlvuMXegwO3sPWt92/F7+vAPuEEt57c/eYnR33csUmHLTfIvs7873vg++K6VyT3lbX96xMQ+sfm2n7ynjh8a6U8P3qjyzo5R7J1TPqc5Dm4p9Spaf+bhUKw0qizFmk/Gxnx6ehQUv4ki+L5Bz6p8jwTlXiZOEtBiifxfwhEDn6UfF99R3UnaUX2UaKOVQOfAqZN/yi5SRI14X4FZegbV2OkLz2viwjqnlSMl+NmqIFSb5qSsuaeCx0T1/Et4gZmu9Zddvxvt/F2xtS6bCH+bd/LoQLIGP34RBmM4/a3ImZ37IVuFO+Z7Dvx3m7+d9AwwwPk5S9J/p9WgFPFapP7cWBhx+Z7+bTP4U9e/auEM8f8Afn7Opiax0ibsDPn8MM5/RHhhqP6I/3e2+1dUx8dIaoD/e+2tjVNjUYjb9xU9iNKCvG1pyUV/u0I//FUP8r813C/px4wiFjMyz7/LfmK40v40xMrIu8/v3N5huMb+QM3Nfyxv6C3haQtI0S3LJ4C1n+5NF/q6utHP/Ho30fOOTfwUBxYwn85uNiKUWHNvfJ9zBD/6HHWsWiC4hfBQ4EYln8J9B41c9y5NxBs97nBkx/9IAhzzgDn0GD2fBPkKBi/c5NVAP4s4UIDDywDgfSBwCR4PaA0wsAwgIxQSAy3CgCajZ/yQCajezwRY8UeVFoDGA7VBs8zvcHzR8oCBzy7kCA4kgVQ4odBHADcqB42wCBAvYkPQxA7ZG19MkMgP4DpAlOHdxZcVDDOs17VH0gI0CbEBUCjrb7yDZtAwxV4xXIZ/y0DnoXjzVg9sKANDAxIQzSBMIfWAKsCtDewMO91AuExs9ofGz1h8XAx5Vc8YnFALvoF3Vd04CNAofE7wAg8KBotWAbHywD/A7HwYDUtIny8C+CBz1J92Axj2zl1id01PlozbCEm8anFvydNAzLIMZUcgq62pd0ggoJKCLyXciq9Sg6VWUM2VcjVlRsgnrCqDxHRINOIWXJsz6QWzDqElIAVYQNa87Axs2+UDTbUnvQRguTRy1/NBUmZdWzdJ0VIgg1wOGDNSbYk6CX/WCiVMI/P2TNIjSKh2z9U/bsk2CRLHYOydk/P2Q2Ddg/33Y9JES3guDTg84gAprgkCzuCLSLk1Pgngt8heDjSK0n/BNgwU1gpgLRS0rRy4fSCOMuIK3FgpuGQiDlNGUBVxBDRII4xRVe/UMmAsK4LC2rMmvB4O/NYKACjhQ/yCKAsszdMfVgplyJoOChsfTuxJDzyCkPLJQLXEISD8gg0npCskAchvIOA8oKZCwKLuWChibSqHMB+QgUJD96gtC3PJeQwUPFC9yWyE49GQ20mzQ0KFSwJDUKSDU4Y5aZJk0t11WvkADkQjqmb4tQjUPxhNSbUOvoDtFPFUpkmZa1LkQdaH3R0ODeAKL8nZU8VtCAFJYg7lTxQN0/gvZF0IODG5T0K2IPQ4dyi8OQxKRB1tUdHTxtXQrHXMd0dTwJlCCBXEV8DuVZ/THdvQqv2AIE3Gfz35KdWMMUoMwx7RnF/4ZwGMQCoPqDeAhQvXyXVkiIsKcgSwosgLDj5AqFKMyw4xwrDCwiUjWBGwvilzC1gdYGhhJtbtUPkuwhRF7DOwlY0JEUw3MOykR5RrVpArhBrSL1/hV4QKV5wh7F6V+5Dv2W8T0CuHXDlfJsKWcxKHaxZ9rhPyz89XqOWmPD0LAGmPC2oFqmzDHKK8LSoRwpNxdswHW8LGp03bD1Eg+Kd8K+8YYbRQMVm5eUAOtEFEjxTCrFMhwdhLFOz06xprV8J+owImoIC9kcSZRMVbbHoKlpIbeTS00UI2G0wiqtdm0/DwI7OFAioIzfDfgAaAd0GhSI2TBMUu3axSyR8bNtzU9cQWpUYizPWUFxR0EGPDqDywyDwndOIhEMgiCIqr1qVYkQ/F9Rw0Y2xIZ3CcSO71vQw2CkiYoWMxGcT4NMOWhWOOSM69VI1xFOBoNLa2fCr9OSLKUelGc0RtYUCqB8NDIpGzwIgjABEjs8cDzBApAXeskd8nIrYJuBHIkFzqNvnIZRuDY/b0NciAKVyNxgPInyKlNlabyPGVPg/yM8ifgiKJ1I3g3X2bC77GKNNJXIn4JCjIomWzijajeuEVgMo+KNzNXImW3yjajW42yjvLeChKiLMe0nKjl/JQiqjziMz1ciYlO0JQ8T7TyMgwjgWqKYjotUP3ajQoylR4hXIzqIGCko/qPGVignrCcjBo0aL3Dxo/zUNNpo9lTnDZCITyT0j5MeX48skb/3tDUYbbVchdtQbRa1g3DjWIQBtG6FOjawn1x/DZo6K1nlWtG6KnDlwpFx+IS3aBEV14vHnwbdiXRn0+jGfSu1q9wDDxSSk8XHFzK8GHRHwMcAaIg0hlwYjqhc5eKAlwP1cvMe3JB9HKMTPgooVnyhiRrGeBUAmqXigccPHFfS0c2ooxE68pJXil0c4ZEczJinELIKhiFQCmMqE4Y8FFN819egJt8WvMaKMROYpPy59YnGmNtc6nIKB31CXNclPwv4a8D9BKIsGJRjg7HSl7JpY00Fli5yXXC5pujFsn2s+tT/zfIn9Moyij5Ywu2iMDYgCgcITgQeDagtYFN2FC/FKkFixcoLTB0j7Yo+BoYK4BGxdir4N2J0ip3MKO5NWY9O19iEo6uDswSSBKJGsRIE4FqNpTRtW/B4gGWKvgiXAOLRirwShFpDE4tcnWUbICONLgBDfRwYNTDI2PdcOIfOIb94jVAyLjXHbBxCNslSf2+cZyCfy8M73SGLrCvDBLwDCB4Ail7cRYwOI7irCKDlYMFVLuIht6DfuNBtR4xg2TigwRX3F8Cjdz1epAKCoynjIfC8MXjijL8ApQjTLFGJddjDY2r83SUJVk1l41E3KdD4pNy/AfEZJUKViXKlHyUxrPGHjwoXIvR+jH4trUa0dwveNDM6YqpEPDP45n2flP4+swh8pNTjTk9s+X919swEoiCASuAoMEvMt3cBOLtKEWBBZVK497ytAkEhCn/VSIQQIQQhVbARgTggnBMGQI0EgQOEXgUhJ5VanNr0P4KEwJR7kbPRMPLhSPE8IW03PNIzNtl4iz0egA0Oz24TCvThLQTkAdF1XMpzRhKM9uY0A3XcXPBz0y9xE8DWJdRI+JArw18OJE/BYzRRLpR1EofRD0NErhOw1B9CSL1hDQ7RPDQxTbjz/RTQzvSH1M/GSNJiJ9CxJUxnfOxJAxYpPFF9JzE9qB49RZdxNPjVjB8N8TY0FhOvDO9X0n6RtbUJNPjPEohKadAktNFUTB3OJO7jTyBJPiQD4mJC0STzaPW/igoMzx5s1fJVW4h1EmuWSSiGZT2KS1QD4iyJO9EpNxdASL8BKTmg5fAvDcXAxNYSYAtpL0ShEsvRajJbApLyTaULlEycoKABIhUjge7HW8YKZeLGT4gYAnoDnwLQPWMebQ4EoRCHPqM9Jg4eIFsgAiVZO0gYPUiAdIVk4KOmT9k6SJ2SxtDTCeg5bAVEydLMPpM187SfnXuTNbfaxr4MNTtUElcRcuA+S43L5K3UfZFRRNIG4aZIVDN1D5M2hdzDDXPNMnYcX0J7zWrl5ozzbiFKTD5RFPhTarDdW+TxklFMYYxLd5OxTNoRDTBTsUzJyhDEQo0n/I5CDDQpTMnNY36py4ClN4seLYlO3VjXF8wZTsnP0jJSCyJENxdWTRZEZSw4J6ESteU/ROFTqUzlMo0bTc4lptsk9ZOy1CLWVL2Srk7yzkJbklVJlSLFGqwjgJU8wBxSBXdDV1SYyY4wFTOU3FzIJNU9qF0JPEdTFlTcXUwltSLFG4GFTTUvVPtSXUzdUFT+Uz1LNSuExfxT0QrY30xc6o2wj9S88ENPdxjxS1NmNuk4PSjTzFK1I0IbcaNLlTbYv3FyxgCHmRJiATIRMgCFCB7DtxLcBwmeAnCQtMITXA0zXuwbgRzU0Z/4UOGcItXXH1gSh8RUDrTbcPXGwJNCdtItxcXHS01jByPWHIcHgrWK4SCHftKnJcIsuCJI1gPlOU1oQialWC5g+dJnT9Ell2XSiNSoJA0+OVpOI0t0sbRmjJEV3y4T5VPdNAsjgtZNS8O8fwL+iqfct2s9KLeXWCg706ZLrJ4vYKABjY09l0yDgSK4i4i95G2J4iASP9KBIAUK4llMvdThH1S5VcDL+RIMk4ItJ7kSDOGT2TLySlj+ochWR0UvQDM9IRISKFh0OxWQkhTIkAo27iGzFlyT80InNMkS7on03Iys0/kyoysMnmNDJ0LUvEQoamIEOQtBLaZNRDcHBSyVTx0LCxhSiUlhT1peLC1nYtpk2bVEyjaVkPGDv1JjLmjPSXEPO1nwPzC/oFMvx3lTOLcuj7SE/Z6BMsC5fa1ydxrT7VkJOGRbH6tXkvOSMtraYa2XimEmKGZj/Q5mSG843L2WQDUER3kKM3MhzPQUpvRzJ69nAz9I8sqrVq1UoqrNRDB9qMvK0qsSrKLM+S3QnFV+Sks3YL4VErZLIcz4IvtI2cTLUzN0s00zezXk2MwzM+1glFWjCNindxUCNhYABGy9rI+rWXi6sheIayyIABG/d8sj2I6zoIia1sjrfKw0cMHM361Kz66bLJgiYsgDzwpadO4T0zhs+zJCyKw3q0syeGbawXROshzInQpsPTOmyprIzIczPXfhKejVohzRtT/XacOrSbUkeSWyHsP1CgzZ5a7JuBbsq7OPk+rHhjjd3tWzIhl5sibOY86NP7RY02GGRS7iA4VjTndcUVuzbcJvMHIVQJEEtMl8ibO7yazR3fg3YiboZMIWy6vEnxZCxHFPU8NUlZD20yxqX6zxzwYd8IcMXnH7NWtHKMnLpB+6d8LbIPrDXVDDMbNSHDChsqZ2RtbHE6w5zWAfQwusec/Qxessct+Fbc0PW72zdcstjJujsbdG3FyHURWCmcibe6yazRnJXMOtDYePDQZ2QxTJoyxbbTy1znrOHPdQEcxRARsiPLeQI9MkV8E2ElEs3Otyt5LRMedn3VJNudncpRKfcq5IxUbTCc9Oyg90PDYFRs23fD1Ehoc/j0tzIcxHIxyMlYrK2c4PeHJ69U0AZ13dZvMKF6chnCZyay4NFp3AogyRpS7ctnUj2ay2EzL0EdmvHXMiNpE9OyMUNEMGxhdEIwvKMiSvJPUVgzEGvNK8hE/L3qzEIrpVhR68zPOqV9InNF0iAMS/WNQms0O0HydIppWTcm7Eu1btEvFuwXImsj33IRofLexXcjA5fN7sG7WuxXzHQdHMpzObHuxLscDdfJ3y+wgnMKz9bPfMI0qbbfIZzl8he2Dz8bbmxdzH8u50vI2s1/JAio87B08jxPJyIehRDZuNCigCpUASVQPKh2AKmshpHVgcs+835xxs8vMmySHC2ChhjnGRz9RJqGuxodD80W0kddKbAv6tCPFSNezusO7L8Vzc5bPILCPQpDgKkCrTKvyAXEF0nTvnE+GRwCHZuPYKQwMdPwc04c1P6C/jaenWh3jXl2QLfsyHAYzsdAAhgJGMxgrocQvT2QDC3019OS95ChvUryIXBAq41s+TJDoKdC6BMBjSlQZwMKiQdrIkioE73KYKIXSAsnyKHK+0ny73DOEHSIIlckNlHI5wrM5fAnGMUVlC3RghkSpe5RLV46FKiH43kr7ns4kOHvg85wi9wsr5QixoU3oLVDNTk4NGQ7iSKaYn/wdVh+DGLU5Mi4YwZZbGe7mSZhJC9SJ5+WcSRyLSilIuqpB+GIsH4x1U4wZYGi1aliKSY/bQ3Vs05dVr5LaK7VLUDtXopVloZDhSNooZeEV4UIZT4TGKBFa4Qv4RFB7Rm5V6V1QKLhmTmmh0ki8VyCL71eml3p0ioos2KsintVzkKivYpOL8ipovfoii6vkS5zivSzG4vOVvk+ZqiknV8ZDOGIqKKfpGoqWoTi94pOLGiu4suK/i1opaLfHF4oo40i/aiSLzpaZUulQGXYvR45iwISPUK1FTjipqOatTzCdoi4rhYGOcWQu0XtUcWzoFOCWgUVrZJRVvZJitxlO1M0uhViKCSo9ULVhaUIs+KwSkxmO0y2FEu94GSoOl4U2i3oo6Kei3krLU61L4p0yl6exkPoOBVktSKcGCUt3oTeUcVMZb2ZJgVLkStZmVK1mEUulLOuCovLVJSrUphKHpHYv0YkmP+nPVRS06jNLkBOYrjkLSpQowy0dFRXDVtSt7Xo1GZF1UDUyi3+WGL3SqHTEK7Sj1QNkk/dHQ31fVSBUFkwFYnUNLsiyMqe0CdKMq2K31QMp9KIyqHQTLDinpg9K6FWMr2FfC8hW64nSj4wDLUrN0tTKgyospdKxSmKkp4iS1CX5lz2MAXY5zSyssQkpOWPnL5my6MqOKmZJASuceyytTIVMBLIS5KvS8yS15ImYctVLRywhXYFb2JISnLiyr9mV45y9XnXFpymhWT5jxJoSlKuy1VlfYNWZQVpFPJSDmxggOG8Wik+eaQV/YmpXcph4OeFDkZ4byxMthLo2QJhF5GefqUXLoOPQTmZPylspxoKilnlJ4bBRUpWYGeEZhmkMy1Yp0ZwK+TjrLkS47RglOSxwXiLy6MthFoIdetSXUMKvNhFpvs9cpCLy6RRgtpJMskr8K9BAIr/LbyhOT/kWeAIsgqVimiuGLHjWPHR0WKxKONVDxMSRglipbaWfKjS3tUvFnBUkT4qoKyNX4kNpY9SVkbwn9RB1ztQLPDlMdIgWPoz1YNjDKsdWdiGLwdTsv4qYyxOVPUP1Jtnh0/5P/hjchOR4VNVP5KRVuKexTMusrkZL+Rsqg9OyuY1pFSazVkjpWETkrPhAHSV9hZLyuf08Sgy0xK+in0IDCvVdhWWLsS34UirodD0p9VIdWiqKkspFQQIrgqr8XqkPxdSpkwReYqSordK7sryrQJDqTFE+JK3k55SRBiuiqf+NqVVERpECvx16q1iuHKUK5NSmxJKyMVar8dESoIlKqhqrSrOqynmKkqqgEq4qNKnisvF8qsStElxqiipSqpqxit+F5qyUQCKny6asylaKlDjMrUqr8rUkZZWSWhKCqzMoOq6JXivgq0qs6rRL0qrqouqUqhTnor+qr8oerWK7apGrbKv6QxkR1E6s8rsqjyp6ov5Q6vWrQZP+SM5rq0SsWqNq5iskrtq8Guqrga5ivBkpFFkuoqYq1yo85zVf4veryBeytb5zVZGqOrNxJGoBkzK54pRqmFcKtFl0siMnTKIav7J/dKawsv9L/yuqWtVnVHGovyCa7GtLKDKdysAVHhEHSCrCymmrhrXSv7XdLYqhKourYqgstirMMp6qkUZZYdUYkf1JWpYkXMnx1ajRqpapBqR1MGXxqga0Wv9lT1YRUwr5a5jQtlmFU2uZre1AdTHpJi0isSrmKwYqpq2LThV+0mLMTJdrVFYHWf1NKhSvmKkOY7XLVEKqqtJhyYUQEpgNQGmDwAAANQABhOOpZgIANmGYzWdDEprtoYldgzrVQrOtYMcDNrXZ8UwogwzqSqFdgPysKg0jZ1+PLRPzq382CMRp6xd3NrqKYyEM5pMEmanrF261uv0YrhcPQUZZw70Pi8ZwgESHqKmXlTcpGmAl084QKcx0IiSoSw04LvQhevIcF6pFQ8iG451xjIMyAWCvhwyRyJrjd6l1wo0pTe0iNCAXJoJPr+dbWAvqdTbb3h9R804HWUH6klUlMccvbFfq1zIxjHMP6vhKsIizBRK/q3ox7N/B/6z8MOyvrKZ341mYy0lgtoAiqNQooGrXRlTezZAOQaEG70NQaezVCiZjh5fyyuSoG3BsuStMBUCcsIrDK341SG/y3itR9a3ToiyIihvN1Go+iJIbGG0MqDDyYmuQzifkL3J99AGzQrQJZElnJQDe62zxDy+GxQprwRG/CK8QQk3hLEb66ktACTpGnVDCTHPBRpXjVGzLxHhDyU23+sMGpbBhhdG/szuRNtIxqxKfcq0FB8zGmlAE9RGjmp/9szJFzka3EKJzsbXo/hrhBXG5RqdCKEKOTw4BHfg18arkdW2/1Brc30vj1fC+IlsXbZwBLgbAiQq6QImmJteo5kWRrxRPCfeXUaQIAJJ184kW1DSaPkc3x88TU9pJsIOK3XK6RimsqOlQiG/HIKqFjTVFqaaURppsVVvYf2h9FjOdBjDmRNr2H9fA0iDl8dPVWCaA2mwZpuhhm4WAGbw0C6MAIw4UZumbmQNqCuB8kPoxvIiSIiE1qRA4BNWa1IdZp5hRjfo2RtQ426Npdm0g5pvJI43Ek6bkbdYD7hym05qITh/UhDubR0cf3J9Fg7xNNdxg7EGcRJMPzh9Zfm6/14oAWnmFvRskUOE/5iJGhIP96rKzB39V1Mq2v94WxqLXUMYxqODNfw9oPex2zJnT+UocJlzN8sWyHEFIXlfCRLgt8JEg+azsWJtjx6dMltpbWSNfFW9RMMVjbT8WmHFZbZAolo2wcWzlvdwSWxmls1eWwrnuED0KmSJpuWm9H3RkzEVulbIVKkipaiMOVtJaJcSklAJFWkLFVbSWyKnJbCWjVshwRgngqqItcQQq/88OSANNaBibTENahoPqD1h4m5UmbSZCxAltaC5arDg1/4PLXWAtw5/2DMwMayK3Cn8P1ry1iIR6F9aMMENoUgYA5QIMyAia8Hsb/vJ1pjbsiKNpQC7W432JwDgBNqbTggrNuFQAA7ECzb6cDDALbpSbNogC7A1tJaCNYMtoRw4oBrBkxhoZ8HubbAp1tiQG23aGJJ+W+tsFVoYDSBXT9WjbB7bG2/toJNvW6trDQK4XqK2a228doACfwKduLa2077DDxbNYdt+cGsAkx/BDUQHEwdJWjPE2wd2oFyc1PEUQmNajCEzCVaA6fYE+JJwm9u3bmI6pi39mMKNMpV8oS3BcRDUMxQSyL25TE1a14L9pXgEslAIA7jzWFt/aO8UDrMVwsxvHWB1oaDpysIOpVrg6TMRqJysUAlDrMVevCnL0ln2qVsw6LMPfz0DnoZ/F4xGsmnjw6v8EwKURZcfWC1xqOleACJIMTZqD1KOqAgY7LSQ4GY6MOkaDMVttC/CQ7NWgjstIHkHzD4D4OxjutwVffdqgJg2zqFDbo2uToex1qUEsNLIApTsccf8STG/xDUDAluysAx9EzSeazTsNRQ4OVrk1uGUzv+ExWkztpbZMYNuf9LWvUKDZfm9omMDLKcqGc7ZcVzpXbxCGTvOVbmuzr/qT8QLoACsYCztC72iELs8RQA89vEa0vE/SXMhG2TBWCIGl73caJGtAlS7y0DnMYSWcuTSGJcWuElaJpIgzQK63CNVuyxi0iZLK7/O3ohSdSW/FBAgKWhVp6a7AprtPg6W3Bz1a2up1u66uur52Eg4cUCDk1mSYYmNb4SPTU87BA9yLq7dNO4Gm7pSSTCkLXcB9FG7lNVbtBaVusAJJVvUguLYhWC4gzwNB6qQvVqOTeZQISTu5TX/VKM/BMbtB680xu7O4YQ0QFeVcVJQ13eIVLuB1Ma8OTsptdYne6Hgl0m0xlrK+HUzeVVjTB6lCbTAJgN2NTOh7du3vGxd1M+EiHTw4k7rR7pTFwvs1N6s+ush9jJrVxpA0stDeZYKMqL3cPWYnpXRrWPHu7Jyeqdq0Q/SIxWEN1rctusK6e+K3HR4PJIiqgV0eDxJUwjPnsl8eeoIwVUpVAXt56xeryxGztDObsbMmkZ8EkwpgpwnA1ZIuxTejS8t+PnDNe0aGwF/GjXpEchkLOGQRMkVvKyNuIjQsy64QU3sgS36uPONzK8eLtQ948r61etMvNxqd68KKszsaMQpMmcaMuhLu7JUQqxQ5S9Ux3vV6PG0Pv6o7ewq0Qzw+7xTejY+/JUf0rUfqHkNP6iPqt7U+/WFAaYAn+vkb2G0MiWwq4OFDgzy4SuHiRJyXAorrbSYvsr6/yLlPPMZ870Nx7eIdY1b7DEtXsL6EyIqHKV+yhZKvqUNbdhJDT6ofoV4B+yDB+7sQlvt2Eq5JSNkIgRXCDSpkGRfuSa00QjPAtBUBvuQYiMl2wb6IUzfrb6LepTJzCpVDN3MQwrNjKsIGrfsI8tYrVhDvFL+x0BJyzw9Q0WaAjTsLP7IgvbRn66QRJP77D+XGBVVR/X/r45gBuuPMzUGWuKbi5I0SKUQbFY2ySVrFCsxEikBxqIrNEBrJR4KwXWAbQHWCw2GHhQA/gtgHCB5S0X6CB0DNuJ6KESNIGqBmSmKgA8hBMML1GlvJch2WUumHy30dKRr6/FTSO3FOBzqCyJalPgc6x8iRWGtz1slgZVtdssrOK9OsOulp7reuQemxK9LLxazseh1qPy7Y+rI0GI7frP5NANOyNBdGdPrP6xDUBENqUqCwxWHlMkUgtgzNnSwbsHS+zZypsgPZ5KQ96mtpT4sf3A32+c6C65KGToo/wfcGZHbgrxQPUDyLCHSmt6ABEsk2pW9tujPqjdtnbbOM96/FDjS+xHId8D3tD66LJ4GIYhuKT9ofEKANhalX2K99clcoa7q5Iqoeflx4rHQOSUMc1rsCtWultaHGW+00HapWwzpVaeh35SZa5u/rst8+2/qCK7Oh3rtzaOulrqxIphsYZObW23Nuq75WrEiWG5h0uSylYezK2YrXibCI8ccDHLu+8C65ge76icnnK60vwzXLZ9jh/IepzLho4cMpWe8/s0H8C0L2uy3IqWl3k93W3hzqjWUMKIN2vfeoEpsXdk2PrnwK5MUHQR1jOvqnwzy03z1G4+thGPwLxpSVFBmhsSsEBtEfUxWmjBsoaqIrxAZi8RgX1hQvImpunTdwiprZjrfddKt9gNOWJOGpUXeP99hNB4L6oxNV2kSGF05kdSGuhg9ppat8W5QRw+R3CGBJmhttqFGXbEUYRwFcKuWaMFgiYYrTpR3CBK1cifFpfAZRl8PlHPmrJSM7qZdlq+woqitqdaVu4LsO7NuljtTqS4562HrXhdGKmLl420d7rZ6kcvUKT+h8CdHlFTcoNLaYixt7VPR4+neIFw1NOwznaAdh8qkYu0d/yCqesSyDzhnPLm99shmUW9bGlPIKzgxqpGTGkxzJJ3Dy0x5SGHOSMKCFNBu5+q4Shh121VHnc8D0jGqkaBrAsujOBvFjDIY+JrGSyACIFMk43NO2ax0OBqma/wT5FDAYYKwsGCzmmuF7GevYiC7hVjWgh1JnEcccHGQVYBM00vUYAn7GJx7Jowwgs1xFxcPsNUfV80W4sarGb0f5ofqq0EjOIzwtCgqcROSSqAvNTxk+NjQzx68ZvjVG4hOvGSGuDKG7zx4lyTMpcq8ZjJUGthvEKqc95CG9FNVJLkKbXXaPhNgWn+hSJ8kIVD/BKI0qgrgv4n0ch94J1LRgnkJycY7RjSbEYPGGRqkFeEmGsiP8T1x4ieojqEoYM6CFe/1FFcQGvTpAacxyxJIZMMG7JAbzuxbH06uE1z327LCJc1r9j4tv0chKuSqCUQ6RwCa0Ht0djF1iSyPEES0BTEjFU7vR9nvhN5Jq+EUnJMXWnnV1J70nsSVJ0TO0mpTDSZ46JOy+sn7cXGD1MmJ+n3UsnUOgyCk6gxi0bBUke6qKeS9YFyfQHBQTJ1iiXbaTSHhUGI/u8mF4I/uLIUMkBMog43LKU+IlaAfXQRqk4zOVpm1apJ5pmHAOFuyLxzCAJ6vXIntyiekUmm8nTSbKdxZ/JvBJ7KgpgKb3c92fyZbyx+hQWQyXXTvv/BpTcIdPCX08KJamFtLyI6mOa4WLL1ZtUptPTTErvokmXhrcnamqevWIjTypmqcqnx+wAf/6LuRnJT1FlCLxvdbHXN0i8owgmBpA2c/CcBhtpznOF7kJ4Xt5yz3PadRhHh06b09jpja0iDNtfa0unYg1MMWb7phzNzCnpvywZC8C1GJtqsrD7ENhBJNK2owc+97Po1s+n2Ql8TgdTGBn7bVCYHhgYaGcrgd5HJSA6kZjKdC8UZhjTRmR5HvyA66QPIZdGKRn6khmbicGZkUEZshvyh0Z4mYpmqGjKyOzjSfYzOzlwk1KXDjs5/C4jqZiF168acfGeNtaBgbMcmpEq3rt7G4t2khtW4upt6nJDHmfyy/bNkBkHUxpyYhdYCqh3Co9C0BO6KuZpOFVmvXG+lsGmhprXWozcpwfzYDZ5BMCVFZE2cNmhVYOR17ZZQvMN7LZ9RTPyqawvJvzbZl2dsLFPcfKMGqe7IepkppprIyGy4MqKdysO/BuPj3c+4erguc+4Yji4584eMMH886Y7hc4r1wrYhYK/tRdU5rOeF1M5oQ2SVC63OcLmrhwykHiutJibCRh/X5B7GdPE8P1QUJmdseaxm9RN+IrmxcenHELRuarmjETueAJu5juZyatvfROI0D0gHMehm1MlQenuejOYv7NssuYem1smOeen45t6dHDzhxEaeHSPctDzRTCk6z3mxZ7uOzNd5vJGgHxZ220lntZtOb09M4JFQZAb61kxvj2Y64LXGMso0lJSm+uwoPTHCl9JR7yqKliBTFYH8Rw7CZ2LMcUEhlkYXTzCh2LJHiXYZ3b8A8t8ZcHu/Qfy/H3xgfzsNEEMhGSUe/HONvn+Y6OYAmwFlAqjGjWTA1lwflD9PpGG6o1k3miDahZuHTqFdj+GV2W9yLq2F3OMoXWcs6ZoWSaFdgo18695r4XMmMuqnd86upB+G0k031rrEyKRcltH47hYUWcQeRZAyl5f4ZHn1G5uq11a60+U+Vih7VGKGvpqFoh8jFlkJ8aogurosWCfHxpR8eRiF0Cb58gMO6aTF5tOKHfA4ofLrsJanWKG4G3xZfJ9F8oYE8fG6XKsXAmx6J8aocsJef0bvAxeVz7FpOF9iu5AxbSDXF4IN8WIUXxZoCrF8ofoCQl/p2iWlfGZ3CXXLfRZKX8Q3xd8yEl63vKGQJypeCyRF2uohRYx9pI3kGZVeJCWWkwyMCqOl8oc0XGlp6GZkE3QZciSgklMJGX1EsJKaXuqVRZcSml5gI4XaxdutLqllv90aX/h+BLeEyxXY1Lltl6TUhmhljUaYXlIDNDvjcZ05ZcVvhpepYQvhu8XiNzWECmRGUZ5EbwXvQl5cH9sFzp1mJXllgcCa2ZrSC6gbhOJTCx8oWpW9baWzuL2JgnH5olJIV9BHNHXRjiHtgqwoeKhWbDTDXPnFBqesdZy9aPoeWW+zwjxXa2QN1mm6plvq2JSVp0gpWr52CmpWURnmkeZ/luWgDGte1aJ8amV0CMgVll2uuqGWBvpdN9fF3lZEXjDJP28LiF2/obktlHyodGHhb0JlXXhC5ZhF1GxVdPYVV50q7KLDG5abFZ68VY1XB8HVZ5kRVisr1XZldOZ1NY5k6dvql6uOfNWVV4xOlJFBu1asTPl4EXcMZ6m5cFnq4ReW2wm20NOVXvVztubavVgPJtZB1YVYDXV2TGNrgLWAevUaZ4LuBjWARKVdjXhVuOePGRVnZaXr058KY/AjVpmpNXp4K0fTW01ysZEWUxg1SQXy1rnsl9+NBBZumvEAxqwSds2tZ0bWEPxuZ9W1tRpEXwG3iafxsusJRJUZgkTXCCh1tLsxasmtJswM350JVUd5hhJveQ0m3XHPg4J6TQVVZ1/jTSaOmydcw0N1gJIo1p1odw8HDinYwCSTvNJskWMGgpp2QD1hj3etL1nJuZib1gEfvWyJgWNImf3FupfWf3PUyfQn1vRa/XO9U3yfWf1udaAmNUF+YxHb4rEZnVwm6Jo6sAZnVCSayZ2DepRUZtPqzQAk9jzaax0E72H9tc7xc7G3m56zrnxAoQPmbRxrVEEDPMEje2QF2x9uqWaNi8jo3F0GuYCW6u65t+9XmqhmgDr/JZEPwU+bNMlISw5hLm6L/HTs4NBNvEypNr/afSk2/wHnF74Ts67Gv8LqJTcwxxJAtJJw2eocdzbFNm4EAQFtNFp2xbaUDZSwnW/5uM3UMfJBZbLN1DF43BkCFrgYpMUjD6CYCFTYwxo5QQvbDtRsTH6CZNyTw6GKMALenTQF+6WBN59ELe0wdWhlsi3BO8XGE77JiOB5xWhxLbERyRmOjY7i8FLdF9WfO9oMgewkuDi2X269vy3UKGAPjTMVCLpi6oum4DihCYV/x4I5u1hnq2at5rZdwduprci7JSOTts760rieqWw4MYO3EvuiuA+FuBgjadaa4UbeG2pt2LAOA14brGnadNpYJIw5tlxEW3tiIbdpAFtvKLl6ttuvi/BD0BEhTFCw8dc1HLE9Eg4iPEQ7fhJLtrXnG2wtuwOO2Zt/bZ3L+Kh4zzHhuwsdGGNlQ7bk1+ug7dxJBtrkk+o/tk7o8mxIKkHhIIdgz0R6R8KeapVod+HaA6qQdbsZ1fOsDFNHkIubpW7DTe1fm2A4cVN26TEiZXe78dq3jpVidh1ZDAJVdyeR372qlTh2KabyzJUYeiHYuICBpnbh6OdniCtbvLMjtM3RpsrD1CZUgXefQRdpppfq3/PBuIa6d5nf8t7SXbsx72TXQctIe4JXYgi1d7mCR35dpFIfMudqFORSdd7ndZ3YKLKZPKDXTmcV4zdq3bPEDXVnZAWsV+FFr5sOBNJvBHdyEK/njxoBajsRRgEMKmQISUZ92Pdglf/mZM41K70VaAUREXrJsXQZdY9ngrXqCV0frvn0VVMn5h+NzTX1hnhn6afABkEiFADRYLQwMgM91Im3apfFvvz3+N5OENR+IBwkihtsfLVIDK90WESSKtNhgIh69tvaWwrNgENb3LsOzDyw0A8CyRYews7eOW8yS1B4cpNzGGLIp91FnAh0t0hcwhdUZ0hz4XgV8kj2eFN2vUaE9iZQI099tCJH7B+m9qqgELFPcmiW2+da3IU9smeLIL94mzqbj1xhgaR0RtdT33kNglfGmyo4OIV3+dEkO/2aoj/Zg7j9yfqh6LCc/ZP30e3fdf3sXcKLBGkLXIaxWoRpA+LJwR11IJmJVg0hQOfUsPo763dpfev28yFDIIPQphqefxYQpbeVnuyTcxlTKD4sm/26tuUYn2aDxg8FACIZqeJ7QDxKzlDIDsA6lNwe8ZYFqAszoWyWtF0Q4AT3Jc5DlpOhWn2H4efVUIZovo57S6WtFi/lKaVDmZfHCv+pxqf6tovRq0X7+28m2iZFN/usHynV/sUME82Dy9rRvLJUkU3SgLLLlSl7Q68tv+o6KMOUbRQb0Pec2ZFMOrDi8lthvDow6LC1YGRR0O2NlgbgGeC8hwoH+Nt1Y0iJBnrLKzZZoaHxnDB/rPMGFXUwdDnDCaKKiGK8Oj2XwoNDyJIYnIZdCKOalaKLKPZRWPBiGiJwXkz7A+mpZyGXfPjgS9WjhftSkA+xxRDmORtYA6PA509J6OMlPo4bGPwAOcyG4FuSMgWsh3WegORFjWaWTg4yY4FNRTGoc6PpTVY64bj+t5wN7OjpVO2Og5po96POjsOe5tJdtIbFsxj8vvQzBjzIbtSrjzexuOjzfGxuO6+kY/SHNj9kyOPax7TeoPHVP+WimCrf6aPXIJ2up2RtFzcYA2t4/UxPwnsi023io5rMd/jEMlBezHj478aGc54+5HwJPtZb1dMvxvE9sgXTHiFyb1EOZLtMm5tMfBQ7MEfNJO4Jq8H2UQNneKZO5k/03fWhnf0x3icmkDc5PYTuZuRO1EtfUobdV5SZpONUJJuPG7xn90zXU5mU8FRpNBU4fHMDy/IlONNZXZdcVBxYkq2uE6xB1OVdvtLMmZKkadz2Ze409g7eOq+FPriXcTWji5yCoZ2Od4qvXGOq0dkfGOb4ofVdPjxj0+PjGmlsaUjfT+U8TIdjmkbbGb4eBYATvTkM6DPvphWPpif07085juRuM+NinEECe9OCR8SZIWiDoMB4bvTjM5TPTTh5UmQCRjEZrG8J1M+LjwNqkYxGyz+iJ5OyJvEbDO6GiiY7HzNvjcc2EWf9HGC3ZYWOBMH/HPgnxg0lLpJw5xromxMs8dJ0KhLcNrcD4wIGc97nm9OrZdwpSGc+i6rO7rYjb7UhE/OHbN1shpNJ0LhJ73eNQ84/afNcdHxVxztTRaGLzpbHLQP2wtqJUaGEm0omnW4OmyRWyF8/dwETWLFYYYgADPnHzNmLAf1toH8+n17zo89TnBNyC/v8HNuJXXW/Uzs4Qvl11Y1XWl10YirOyTBfC63gG6wieVdOzicYm3z3NuNGns3raIvQttU4BPzT3tfNWTDW8HtT+J2g1ouBJ1OZ6jkB9T0eSJSHqKU8odzycoIOLgS+vPwFgEiK0OLyHa6jhLndM3SzPH+d4v9EyHuEumkzi/o2sLvt0kKYdjAYnn9CWHemT0U9Xz+Pm+9i9ePDLnyZzX6pzYV3jEtwiDTCGcbyfawR86y+21MkNMKOWczsDesgXLkkm92DL3+fYvYDgOAP3NkYESyOlZxFZygQr5tT/Tbjkvv4iK99i7r6admK/+SkplImvmsU7dRp3kp0g5vb4phzOkc0pkBswYLMiZXSmYU0q7Dh0pg/p7Nsr9K5hTd+uKfSu0DxA7yv6rl9PQO2riuAQsUMy/csuxdA/cCv99nIOmm++6XiBScKGZGWoCp2OimviprKbHqCr0QyGmpadQ66T1LnuOshZ+la55plrxqcycPfNJKH0uj1DrsTaUsCgmmJLAKyMKxbDxASgmBswv+nSEq2Zuuisg2GeuXZuQbdnXr/Wy+uxFe2ZeuO8g3vA0hkf66dnWVoWb2OPGnXrGsi8z1DCafr9Oy+vYbv68BuNrk+e+t95hgfuvTCneemIr+8AVPnM0XG/2zrsqSu2tZ5qSpnmTp8m916cFkm9Tm6br5csKvwqhAZuNr08hA5abz4apuQUv/qGRpeLWdqmPB6WcIMH6fspBZebxm4SZabpGiluOb/Sx2z7I3HHrW3OjbNnm+dr2qtbQZ/7L1D0qzYdw8BZ4UxhdzI7qFw88BwXtWnyCM26GzHrU2+FggI+w3SOHM98M9XRodtbSOHI5eJIg0CrhkowWHX26VWFbgZUuc7mM5nqOZmJ8tFu2laQblmYFjAiszx87rM06aCpY/VgcC6+bTvqCqe3QsVekaEzvc7xbH9vgHQO4ex/bhG29nXFb2e1oK7+rDLQE6X49n6R4rHXoWs69rUUvAcmndFU5drjkp3vbx+fvnvCq1egv5VY8ZGHbIUteLO0zhMkKncOA1wsUAF0qsxMw6mAAphyQKmFXAJAWmAAAJfAGEAAAdQ3A9gJOpTqJziHx8PwsM/H8PwrMu/zvPlC+96QeqBXqJwLPDKnvvn7lhmNBB3Tyy/gCYhSQm3ggn+5fv7uXXB2xJKPjHfulkJohn0fMAeCgfijn5oHbztvClAfoHr3zuQjwnQ9/HPKFe7XukwKOq3u8AXe+EAGAI+5PvyQZubhM0QzMkEGUiba3RCDnYklFHAHvjJQcmHkeUxntburqvmourebNb37r/s1uG/TOCR7372gxEfkdi+4NurFmPNoemiah6IhBYIQZIu4TVgdTyz9XJWrz0Jc6oAfVHrR9RKp7aI8XvfxGR4FnsOOI/rTE76pYsfs7zDyqc5H0jlweI69e4If1wEAGIfD71wD5ATwCh+W2eiSFZ3qhoK4QGtcZ+QZ/xmHqh4+1JqfU5CePl2+/WgIn/x6ie/b/O6DcpsSGYRWbz5tOOj0nl1JyeMRe+8jctyg7J2qTYJx8jr6IaOoiBiHuOr0Bj77x9ZhfHoC5Yf9IDiOC6K4Vp62ye2wXZaxz76+AX6pcbKxxm4nnu8SfHFPoVsgK8SqGHhCKTYv7PTFiZ7xpKoOu4iKUhKe9hMeiZZ5npshD7i2e7Ot7fme3F2wsnD1tczEu0lzzexdhNuf7RsfznlR82ejH87VufnUu4Auf9bR54yevwu1v6wMnt55+pQ8OScWw8n/p7af+tvl3KeXHyp8Ifqnve9IevHhqFPusn9JaevlbgFf0fyiFIn0X0Xxoh0j0X2RX+Oz77J7HieClyZ4fM4Q0L+eI3Th+dWK4Y0xJJyd0jL6e6XkPBMTRoNm6GhQO6k+aeqH/G/sNOXkdwXaOI/FENQuXwl/SX0sL1EBx+Xw2HevUX4mAhf8HqF7ceanvQHheZIRF4eaeX0WBzQ2JunIlhq95R+qW6bl5tEG6H41+r3uce+/tgTXiqG5xnszaLnrCnh7LHSNoqGCsSnXl7J4LWX5J5BzAc/RcWenxCY4DfspSl6Thg348XDmNSDJ3ueubBe1HPcidpSjfmDjy7M30l6fPmCzCvF7Bf1n7C6rzW8yi9JztXvreIvl74kHDqKn6mGhf3Hve9qfVX8h/hBKHnommjacStGmeDsIJ5Hw9Jvx/GeioezUvu6CCAucAOW/t+tIY3jJRnhh31WAHf54SuH5wKCES4WHVH3DLne7gMwuTgXgLbPnfQ363vXfciayIII/bb1v6xJ2q4G3f0tO7EBwF2/ixNuT3hd5pI3FrD2hgr3swsuRJ5El7PxALsV9UfX3zPZWT2DLjDxBQAv98/ekX794vhIvOnbvwdIuLyFQ4gO98dbxXviNg+Jx0aHaxn3ebrg/t31D6L0ZMZD4eHl5qq+KusPhebKvir4Z6wXSP4+Bt0FXuEA3uqn6t+EBa3+p4Remnr9/8fiXyj/Sp64IiBkxi7a8HCvQPpJ94xLXCZTtx66fFB4oA4MT+I/wP7bD4/1jR26NbV2sd9opXbsAOncU4EPDi72zxD80+lP37BHdaCXAntaC5eD9Tfv3oz+GJnAdyft7gRNqHcmz3v3J4LrPvpENgSw3E2Fev4M9+npbwGnGlfuGF4B9XOXs94C/ylDuk8Q2s/PdS1bXz7FFfBPiBf5hovzlCGfKoCWGn3kv8YZzf0EsN7S/G97p4gKfsfzRbfGXo58K/70Yr4gKVn4nElh5Xst9XvnHxV8re3HuOoAAZAAGkD7umHreVwbl82eVXHAPQQciCY+/wEoZHDxjqQMpd+IBjtq7iAKnEb+m+WzbrEIOEP1R/m+kIo7DRekj4e+QfaKH15vaYMhR4p3wM4j4Ye7DAuQflmXmnZpNMvlN4pwWHy75vbrvtrODou4dWGchCYOL81fNnl7/xP0EJ75GcFzkT/QRocZN4gmc2vR8B+ZMRtQ0wzCtb5p2Qfsz7u/Vvqb7G+EfxpT60BvnYZU+xbfr6mxPiSSQx+8fob9q+Qgct8hemv2mAABFfAFKAggBp+TrWP+L4yVUj+K4mORB1n7Pf2fsK5GdrPqtK2h32zn95/70fn8oIGevGCh+H2xH96fsn3VHF+u712AeG9oAQhQZLk4j6V+8f+tstd/4YT6h/NfnqcTbAH7j6B+VfrX44+zv3TRJ+yYer4rfN7tx4SAafun5Y+G37t5QfgchjXxmBrHX5p2KCAT6++qDL39P27gcT/V/vfoP7V+1YPH59/trADtunJLx6E+/F3/x+FfY/zqPj+TrBc6Eg4/rz+x/HKESD7hajVP6nJy0OrZ08INHIKl+SzvCk5IB4MuC4xMkTN/zeGNBbdPec//W30ey/+v4B/ynWv4/nW/qvPYxS/xjXEHijBjV7/S30n+t/yf239pg9wB3+6/G32DSsiG2qlVh+l/6AjiBlv8z76+1/qKFxwcj7yypAWcKxd2ESs7n/RRiqTdVeBCn0J/g3auJZoAxb/kr8Af7/2o1BOfrY0AwnFQRFSw/q0Bg2sUewzcIq/KhZf/KZI6fKh5AA1/4AAtrJmYOBzWKRy76/cH6bPGAFY6BrDwA2z5YjeAGOfMXKNRNAEyvNUCITFiaQ3P37R5CWDlKTdogNNF4f/eAaEAzn5UA//4UArv5vAaDqidCv5z4CH5qgZgEr/HvJkA6egr4M94n/aK4CRCO7JXCwZ9/FWCbUMb5/pSo7DXLlpgAzZ4CAxZCvABLwg3RQFygM97g3cuBKA98AWwVVLtQdQE6AlNIJeAwHmuQUAIAw0bpLNqC2pB1yEeW5qddOVweYIgGJ/RxTXwAsYH/BwF6DYDQXEfBDZJGj50fKt74ARQDz/F35GIO06oHEBIlwAUyAIfcRpLOEzhAzkyqwcwArrV6hTpZaAkQVbwcaCIH9pFaA8oFyCDwatC72dIGvAVfRfwK8ADHHIFhQQeDzTHPaV/d7DM4OeCwWe4R0URZDQpOboRgJoGbqJvqNA93YMaOXyNjAbZtA7oFiQXoF7YNRg3tPX62aQVhjArTQwBUYFNXbq7MtL5rHtFEwefPdoDbS5ComJYGDFZTpadLAKsKbYEgQTSZ7AvgJoBXYFiZWkDkBPwLkMPdDGmbP7VLBA4YWOJQUzEvbcQZlT8wMfJGvX6xGXIm5oUWA733TG4WnA+ZnzK+DsYUH5qdc+7/A5trcwcua22MZK4gXY7EA/twwg3JBwgm2yw2GKYgae+4SzLjAgaL56AGHpCaYb8BUHNj5iUAF6NIAkF9IUaDfPfEEUQV85GvUkHUgsC5fhbXxLJNER9waoFsA/x5CoYxAaIWXBsgpkHHyDRCxWf14zPXfS5KV+AzjCKjBaf17a+Pd5haaZ4QFGUGB8agjSgyyhKg55RtvUugZvYUF9MDN4QFEUErhNhj6LRiK9JVHKMdXcyFA3IFkDMAYqNPxJSec4JiAoMDpJO0H7Nf6KaObd7PAgvbOzK4B5OJjq4EX2Teg90G+gj67eg7SCYoG8Cg3QAhLQd0FhguhYIECuQmAyDDzKSMFmAhf72ufnRJggShuIDmYRwEnr6QMoJZfX/yhkb/BiIXMG9kfiC14K1goaPMG+/JwG2kCsF7vXEDVgvZLGgMa5DvaMAOgp8DB0CGAoaNsF5OLsFkA5YSRQED4Ig0Mj9gyiKDg6FCaQCOAQWM9BFODsFTgsRAzgz/QLglAG5IWZLugy5CLgr2LjJHqDoYY+AFkXVCRQVgEbPSurDAq+ArJXkikIKTTng9DLHg3N5lYK8FETYfZHg7YiWoMgH5yLWBdvXr5sqN8GURD8HqbS+TybRjr0kPrwbXSAL4mYCFaYbTr8wLQycdcZLDg2sHMEGCF/gukAOoB9ifnRjqoQhCH3vXNofnTP4BEeIDdtfxD1A8CxYfLkEsg+/qHfUJR1bBK5gQvp4MPEMypSfiB9GW6aMQz+A1gnCFwmX+7rwT1DNbOEK4ZDdhAPRwGcQnohoZPDIiaX+4RQb1qddISHugjjT6KCSG44edLnwHpBLYPuApg4IGhkIkgqQuJQZ/LMH2wSKC8QvSFyQ3jCCqAeB6Q4sj/zeGbOgJ/5cQrfaPAmyEtXB4EKqBGaOfCdxfAhRDqIOuCOXBP4iQsSieQ1/A2XQAEwg5OC2XLD6Q2IKHmMav6l/V44//Ev51wWCyizP45YfDj5J9UnL6veAaIdDsHmvTKFFWXEHzwLDqLJO8HZfdmhiENhKPJeIDlzWiJ/7SqHhQ6qEVQnaCduDtChzRXbZQgKEtQp5Kmgv/aQYbd5lkQAwYqW5oLYPqHEYbozQ4ZvYMbGAE8JB4JjQ3uDbtTUECQbiA9PGoHyIOaEwhRaHVwdOYLQkiBLQjkF6GTaFcQbaEbQ2+ZFnXR6PKWYG3tWYGPgzf5I/M6GTA4oLXg5YEcFAAEEvJn4L+HExPQguQwBdDAubOiaVEdzY/QjjSVEEDDokCcbGDbPbMtEGGiEIvZzIFBj6uT5x/Odjaww0GHj3EDCLA+GHwgxCFi2YN74vPUE6gwzLHwdkEng8d76g/GELYUSbhoMvbhPf16JfSmGqDVL5TnbU5jPcd4GwQWAKDVwbmiVrL6LbwY1ZL/JXgYz6VZKxb5A/mG89AObFQVaCFtNs47fa46vgWCE1tItqiw2WHSPax4caMWESPZnbvgetr+tSojKfZWGawrT5h4BLx6w+gHf/djbJncTwjwI3zjglPxyAyZBNIBpJnBfZq60SV4cjbQG9Qp2G4oedLaAmJALnPSiew/Egdgu5A+wuUyDYKuBfIMhADGPrRqXAsFteaeiSSCOGoMRdCdRQjLdGSOHFQwsFVIJOG9BQiCpw1RCFtKaFYQc+AXpVjqXtDJBU+d4b/xPSLvDXqEMxERRMxJBoB1G2FKtXBI4MG4GSBVuHXAjDAcQlb6PKbQglwN9ALtHCBhaMKAtwzuHbvIeENHbQgtaTjDvQvdCDNLuFb/UzAzw2kBzw/fzhaMzpzw3qHOQUSazw8NAHGAFTKVbCHdwkTD7wz1gWwgFChrQ+ELwsJB2w7VSRrYgJZKRNaCKRuG8xId59vHypvra0bCQo+Hs4OoFmg8CwI4KkDuEEqZfg4kHs4QBFzwYKYcbYBG9Q4fzAIt0620JA5uQ+dzcXCpxOfbqEgI16G3XbAEoIkdxwdB/5XUAZqOfPBGlRQsILaNR43GUhEaQ78HM/Rv7pWAZojOZxTGw0AF0QtxabuJhFtZNhAdYcgEmw8f5W/PB60fVx60wPQAkADcBBA6hG0UYbLc/K24M7G76PbbJ5luCVTSIsSAe/P4GPWZREeYB+SzzcDrcPS6awtDh51xFFqItbKH0rQxFtWAJ6LEN/4//T6ys/E6zxQkQG0Q6OHgguxE3tP9Ld5G9oI/cKGoRaH4JvCMAVaeH5aaNOE+LXxHVtbxGZvFSIBwMYKc/cJETKIbZ1KUb4RIrkhnvOH4xIkHaSSGkxnacOAAQJJHpI+9CZI6JAAIKFD8bPJFfwq+F2xQpEiIVXoArXKJ3CZXpnvapFi6WJGHghVwpI3LRnvJpHOwWJFXPK3iL1Z+Fi2LpGpwCCKRvR16b6XwGCIvAD73PcDCALcD4ABgBHgen4avTGEr7f+apbVnzw9CA7gHKi7vbUxZGPUg5G5fQiPHXpGb2NBG7IkaLvwLBqCnQ5H62U5G2pXswM9PuA3I9BqXIn6i6oe5HwNJ9DWQqGZ/w5/ApQ2mZfA4R7JQ7KFGHNKGdhMw4oI9+6go3pIKVbVJiIJmEECEHTQo9Khhydfw5BWFHlSeFHYda+5sZc5E7QomG0UIFG5mHw6NeJMjgogI5Eo1Sj/I2KHcPClGJQqqyUop5HKSR8RfAlxAaxS0gOTLD7Mo3WI5bTfbLIrlGW/Mn6Nfaf54AfABvgMRGgI8mKENZRD6wH1CFnXU5rA8NLZgksHTwqc4aYKIEvQkcHMYNyr+WVVGvGX4w1Q+3BzdYQoYTF74uEQ1GURajAqo2zRvGNDYqoiTyr6IQLTA/zZ2ok35fQ2TZY/I15Aot/681bRFGvQFIwdL1EtRe+6ApSFEFWSzCBo5cRNNLSrYudsZSw/WTDFRyC9rWM4xA9j7iPeNH/Iw67v3dEiZ/Q66dhTNHRxb2IZovjh5o/nRj0fOTfgMSakInFH3gvaJrwMtGH1HBLbWIDAGxYaA4Je+66oAn51ovLCjbY6GcoHChEgzBGOUEj7+TXtGrZY6EfHHRHLzWK4NMVh4dqElI6Ihh6ZXH2TToumZUzVtHzo5nrv/PNyFJNIHcPQtxbogtxqIrjD5QNVGLIonIHogDomYJKGqgUbx/Az6zqI0bxC5ANKZZapbJzR1ickAZ57ua1jbvN9G4oI7j5xRUAnAQJF4+UxxeufAj8Wfn6agg6gAY7d7gY0xCgYxOF2mT1CftTC6OIs5qp/MyFIY/JA+fab5JkRC70ooMBYY3FQYYmJDBmVDpwgq869QpCakYyeGrjSjGIY6sEUYkjF0YssFMxaHCf+RzJuw1jHMqHuStjehJXIN2ESo8Ug+oKBi+fVQH3IXyHfwoxDCYqhiaA9FT5ITRBLQMuB8+W4EsIohLyYzkxKYuTFRnAg69Q5M5KpS/QITXQExpFTGxA9CaURPTGMjGTHyRXqEWYxfDyRKPwvgSiK2YpB4oYohLLCBzGqAuzHObViYKo2QHGYx5TfQ7zHFg2bCaonzGXwm6GY5R9FpZIRqj/bJw//HnLXBL1DCfAv5noZTEuY8AFJYlHZsMZ75aBfE5Z/cTGlIsWw/fAsiF/Z76Q/eX4C/DsGKwMrEM7d9pqDRublYqOG3faX7pLF0z0vEX5mFTFA/6GnZooe5C9QzVAp8G9bmVAOEyo9kz3IPALRxKIGVokqFjYvJATY7Jz5IDAK8aFgjAUdjaLY6lQPIVPKYjXjEibBjY2bVYaSbJYaOo2rSOEXzSDIdO40MEcQxo7HC8oc7FsMarCF6ObBiYBzoGom7FPYiNqnY4eFYsEALH+T7FtMEAIfYho7edWbprA11HJTSTbLCfBCZPdVGHjV1GH/e4DdhcNDlQCHGgrRGHomJHFw4kDBo4hJGtI1HGI47HHUbTkjZIYYgwqNpq4JYnHEkFZpk47AZp9QmFVoyHyE4vBKYRbPZVodNo+rFDpTY9OHvIGuDQwNnEjQFZqs48WEk4VFFVIbnG3wmtp04YhJE4zqCVaPtHQ4ltBU44rQd7TvwYPaXEd7ZlqIPIawy4kDAnwzrApOZlo64iqANdbzYdYQ3GOEfRbKDHGFw3JN6y4k9FI3HQZDrff6dsc3FGDFPiO49irO4/rJUcK3EaPc3GCvN749Y/GysMcyIiAsRC04kqHmFYPEuIiOAlQCPHYxTToHA83GCBOPHcMA4FqDNhL8KO+5WLC3HF3b3H8JVbyUNQLJ2HfJTCqAOFTeIVTcY/5BvAeZRw4CVp4YyHyV4hsHKIPuCLoTrEBkf0LN4nTF0bHkE14lvHDdAwzGgdSJ14ooxhQfvGpSW1CsMEfEiaEZoBwifEl9TyxNAfpA/YUjEz+XqEuXZfErGL6IKqI+JD4/M6F4gvEl4uvGMQ3GC1GbNFUQw9LbpbKFLowaZM3fQgiWMiF69XyL8WA4ZhxO/HZQ6LEx+J/EQggSG2Q/x5f4ivo/WQ+aEQKlI//QAl0pUGwwg6Y6H4iKFkjQSJNGVkaAolNGn41hjH48/HHJOvH3ArFEKhNZGkzb/Hug+yH1kf/ERQJIYEE9DI/4pkLEEsSFUrUDQPBYAnzg7NE0E9qDOWQKFgE9lFm8IAmMEyNGoEouHiI8qThopAmIEo9J144NKhYwUYX/ULFjwjaQypZaCzYf9HNImTFiYiQn4EOQkaYp/Bj7WowaYseGXyWfaX/WTEn4A/BKIO2HtgoQkb4Q/DlwbXxB4ESAa5RZDmEsLHNYpYLsYTIaGEkEi7pDQkdgy/aiYqchDAkBo8pVfCpYprHLQ1nRngnQliYs0ighRTHGmSSQbgsImLICIlZgy5ACQRjoSwNdDzg+ImBQ+uCTXZsGCgWWJ71ecFjg1A6PJbsHDpXsjugvIlFEzwkwefKDN4FCy5E25rQPbiwcZILFVE7jLoExokCWUSjP4QbAZtSglkExMydE5vCEEslGbEf/GBg38wkE8SHPA+zrKWDCiBg+iIIadtQYEuYnQaazEBJAbFt+IbFD4tYkScY3Faw9ba7bDYlow+bYzYc/x1bJZKHExbZjw5DD4UPdA7bS3CF6X7EudYHHgvOr78IvwFuPEgAAAVUmRwiJqA8yMZ+cuKFEJ7GBR/ZQEOCPW4eMgmwJxVkZRW+3ZRJVnshUKPlM2UKRRAFC9qhsSeJE/xeJYyIiAAAHoJkaKj+0Rygl8d+19VOL9ynFD8ffqt418WSSg/ovjSSUB1m/jbi/IWEhKSXSTy/h2sXvNDN6Sat5G1hyTWSdo12SaH80QlyTO1ughvWsb5ZvPPAxvqKSr9hJinEKfgJSQKSxSXKSicIVZ8EBjDGSbzEDYMqTYkKqSSGviF/LJ4RB8VdipUGXiNMAaTbUCaSmZuxtq0Ms86rtSB8mi6cw4A4SGSTKSqkK7YJlE6TVjA6SMvhzi2vG6SYvkM9mRhVAIiM/4uCI982GHtgHUplifSXYFIyQxoodhdlDUNDM4OpESmtnoQkydODpzBlRrFC581SS6SF8F/dEJjmTMyYkl0rCuimtgWTKZj7pgusuiTTqdCDSHilWzlmCGyTe1ifnV16iaJQWydKRmIavhUOnMDNkQgEIfPUSXMF1drCEOTeydfB1oNGTm0mOTG2uzjxMmrcjXrf5fYQ/g2IGjBQIAWRY4VjYwSXtBfYZuSAaOCTLEext+sdz8SSQAgqSdSBcyQViNkISSgOsSTQoSgC9LkPj7ydB0MBi4lpLgHDAzhxcb1nui+sezEbERvFwtHj8uIn1jN4lHiFXG+TgfgEi+sV6dIKTD80LqAlYKaCDxTjwTXSautEKSxsDYL0EmrnaTrMWhTQkfAjO3P4iYfjAj48BaR0KSeNzxld8R8PljwsdXNTxmGSPvie1NQX99qKRISmWAxTedrf4dPNhT3Ym4SuKXj9Ymk0Rh8BvtbSbxShCVAwRKW1c7Sa8plfm4QSkbRTmCKGTBviTgZcEpTnII9B54QpTSxFmJH/p2JP9ofi9WHft+KIyo0NiDNsoQiZlSTDMSKIlNbydKR5KXYT/HptRSZshgCAjzQbKaYib+tRcxUc7R3KXoj9MvAMGzuZTgYI2SmUjUxyJlQjvKbn9b0dtdKQXiCrQZ/AyIVSD4qQDQDpmJ5ACOPt/CbtCpsncNZCOlScpD9gH/jPALCDRSHKb8ICqRo48qZdQaQc3h4sIxdsoTB4ALpIhaqc6wdyQWQVybYSAiVzj3TkGTNcPAjPcPHilJoc9Hmt1SU8SxJGhg9AGJpsihqbEDi7BNSC3pxhkeLq8eiQv5FqXhcrMIPsZMCecpybpsNqYthB9mhhdqQ9h9Cdf5DqTcB9CZxgM0otgCydf5LqQaCsyf8ZaQFlhpSVeTDxrdSDgE9TUYT5tHqXxBnqVpSlkdD02CFfdSoN6R7DOF15wb91QaWDB5yfw83CS/4qKRpSg2nxA3vpL9NCWvBKIMjSFfn2tOlDVjGsWD9zAa4FR1m+1KCBoQwRqH84gMtSDWjiQqSeTS9Cf4g3vmfsx4YvgXwPTTuoNphfViIgv7h1SsqSFh2ab69CYO7hzBqHi+aZk0/MXKppCXJ9OaWaRjTGdoMyJu0NwdLTyvqO19PEVB4jqO13QbEhKnBu0BjlT1M4Bi0IqfiScoOT15uhXAswSq5mkcbStyS0T5XHbA9aQa4esSHg0aVBdRaYmZ7aTwVHaQRAedvrDA9u6DPaUp9A9ga4JjKIRACCmSWiYHTnPiA0swRL4LCEHSI6dGC5fAN8lmqjJJ0QuTnaZ6Qkrma1UyCBDFuoUR5wf+Ds6chQuoBYRPOsE9AwSQw5tuqEISYDS78NR9niQ18BEUq8d7jW85kU78evpFThLMykDIOlSmyR3ToSdw8EmECT+6ckQLCMej1Sd8VWmJ3SlCN3SwqRPTh6XyjJ/gKj6Pq18OvluA9wInVfic78UKXNZ+WLpTOWJjZq+nWTlmBUU96TIpCwgtFyrggSJqLkjqrnA8/ZKHBG1PrB9af8TUYKg876WR0AaCR9IKQ/TiPgR976Twkz8S0jogZlTcUWtZTvsr10/mQgOkYki38exhzaWAzJXpL5ePisl9UVATiIMeYw4EgyX3kO9P/Ogy0+oBi3Fh4gI/AHAMGSO4Y/iHgk9nXj1cCHAyGWntnnk/MRkbXSbfvR8sSUwA9wHiSn6ZD5t5HphfiHlgw4X3BjSMajnSS9SpUARjXJpVDVEPFhb4Q1DBGX9Ts9BIzKIgIztdLvMLMOBolJgOTUMfHhlSS4hs4YozlST5ZhcdnoNGYzMrdn1Cc7G8jtqbECzMKYy0Gk+hD+LeAZCJVE6urYyHYrmYrwYFiXSJ8pXGTIRLjMYZjjBZ0ETsijbBkkRUHIf4UUffdEUlAwe8O1ZRIms8D6ZOogqBQcyIp3s0aR7CImeNDU6SiFkmWXBUmZ3tROnsZraYGDcmW4DVXCYDcQGYozaZpTSqWmDSmUUy4QuUzvLA64fadbT6maYC9kiv4ZUg0zciW0ySmZa5tUtoyZUvkzciSoyZCE0yn3t1AzMQMyhCWGg4gOMz0VO/V8cCEzbBmPC20YMCMUUEz2HgsypqQb9XAhgVCOiijxdhLCsOkf5BhgczdmYEy5YSJ9uEcwik0X+hg4EW1GolADxdiljoOhi1zGbmMnmdYoXmfCQSdphMMqXIjSLt8ykJkDtnVjFij/gNtgWdcERtg7En0UaSHwattB4Ixow4EsgdXlk496JMEkWUogYAVaZi7CwoYjpZRroZUyfTOizcWUPIvmdTtPbgvJRuiTsrDAvJSWQTtTXmJSYWVMQqWTi9oVCNAWGKF1RujgR2WdVtsSGyyi7pniwWVyz+WQk9SWdeB60mWkcdjBDxWR2kXCvghLsBKywWVoF72A2lUeh5gkWD81HidcyiMPbA5WSHJXOsDtctHqzNWbEzYiMEyAmfhd7mBsyKaS+0zmFayCcOBAbjEgyKmZ1SD2sqNHWWn0DjGPssOk6zN4V6yLME6yQMPSQDYiACSqS6y0/EGzB4CGz54vVj7mQXJQ2dzSnEIPNIAXGydUBbBcCFIy+sWmytCEVCmYu3NCoeMk8GUQlNMPqh82WIyzAq5AbjNwz42cAzqxoYFK2d1BMMSYcLMFWy56RiSG6XgAsSQABJBgBsM23Fp+A4md4CExrbL0ZqM3TYgXT1hDsjAirhUTbjsg0E8JUWj5bOkyJk/zaLsk7KJkiTyrsjPEJPFdnJ44u49nPamWUX6kEsv3CDnDwiHszjCnsgalQ4vtnF4TqKvoZbKp4rzEJETXBtNKFSmvSiA+oSLaC4mr7sbL9nVfStCB7AFBi6dFnpAyUaifaUi2oUXHbYUJHzNHnFEU3IhTNODn7fc76wcsXEtqIfwCjDimvMmdCYclimMUwLZAdMf6Msr5RVEb9png7jj/YuMlHAZ/z/+KMnv+fxAYsuHAjIObrABXWLIYcwDutKmnZkkBrYc0ghccxqLB0rXD8chFH6Mr/DCczrzn6fxkSc0Tla0VKZao7JwA0Qq6NRGDZzdAZB34LQiGpfZkKQDTk6pJZmoQHTkwo8XbPvbyyCQR+k3sofC3vEzncQLMFaM4oFQMEiBmc0elSuIZlWchzmtMnQii7LTTOshNlSuLpmy4AwipkWCyecgwiBgoLmkdLzmBc9DJmYgXahcqLn87NPo9QRiy2pGLnzgpLnxcujopTVRzuYezBYfJTmmkjzDmMPLkRgcwCOcvMktoTDmvzZZY9A7wkwIuoZAdcjnf4brBkcmrluE6skicpIiVwLOHSc/6GsTHqkvgNDAkYXrnJED9kXEwbn84KKCvCS3zvsp+FokvhF1014m0wJekAALSW5vbKc5N6GPprk0lwNiPQRY8O5+6CKuI4l0rOaWMeUJ6QQGvTOKBx3KAZdOIu5kbOYaGmDdiiEx+wltPSZUrke51ime5ptKaZjUU+5jTNmZH3JyCptOsBAnILk3nJrZOrmB5DWCLJ8hJvIUPNB50YN8Jr/2h5S2HX8HzNgm0YI0gtVB+ZPUBR5WPNuwPtwx5WmlwmGe1As3KXoBx8HspYbO7IZPNjZFPKchWKMVAFPLwJnV3IBdPJKB3EGNIP7ToJpQM55Hv0y558GhmKiPoZ6JPm5mJJAAWJNn+a3LK5VoClI5mS/MShHNJfWimOI6QY2KrmV5g5HuQSvLrgcOGQZxHM15cSG15sdEXQsvPiiVeyPZVPPrxGkFN5pexIaVvPUJTHPN5PnPeQJvPt52TnNJiZyRSGbHzxHvKDxnBg/h3TJHp0vMUaZExl6h2wvekgz15yIP6wfaQgpTe2kZx7K6QMFLj5OqBgptSKPJqfKG2YfIegVbiZUq3ij5OfJKCBwLiQzsFz5v7KV5JfML5pmLqus33SBNaOi+433hxVfKo58f1r54aDNRKWLgmdfLNR56MD5QjKtATfLL+R6M9JKQ3NRxrL+ZJmJdOqfRtRPp1LJtZPH5WoxNxuxNuJvLTOJexOI5eoy14NxKlGBLQewwqSFaO/Jee0oBHOvzxY5IMOKxCtKfwZ/ObZWmGf8V/Jl2laDWp1/Kf2WzNEhoeBWg4HP4+EUFMhvHw2+nykIg3/IDgG3y/56GVw+etL/5BkN7aQqBNplkIBpasLBOiAKZCAAomUQAv/5IAqKuVH3AFSAsI+VH0VCSlk7J71PAFhIWUp71NwFaFD3JZSxyRIpnXgghi460mP+CViyY6dAvCii20UQjMwmZxHJYF+qDYF/3NjxjMxB+l5JkZSNyTxfAoi5vAtspBAUTxmRk55M3SqRtAs557BHxZFvM4F0mM6ia1BoFrAu6xHmGvZ63PTsjArG+GOJYFcTU0FY2P0WBEOn2ywjGx6gqMF1DDuxpgrpA0+3/O7DCdsOr302euE+UwgI0e3zhWS3FML00z3cFqoDv8koJP8XgrP8YmGVBdXQtwoQqE2zyg8F8b3j5FvNiFQ61iF+Lz/5sKXTJW4I36tV0tIC8FSFu/TgR3RKoFI3TbJ3+MKFeThKFDwVeAoLOI5PjM3MlzWjiORLrxdQtQO+jkhBisELZcJhaFGZDaF2umMQ0cRBB7Qp48V6PuwrQoQ5LlJ4uB0NkRXlINpl3kEC4wtUg3sPzM3RlUgFGKbZFQvWhGD0yMTRhrRfq1e57yC/+KAPgmYpJd58vIsIXNPB5xpI95UpGqZ98IUxzTNKZOmMoCdwstcSmEl8eTIdg1bLpxLwvl8bgIIGLZ36Z7wt/JVI19pNTV1o9yDOFnwsaaoItjwuTUDhFmDNJfWIyaSiChF+TWhwyx3XR1mNRFFCPpmM/PRF4NMJCy/0yQ+kO3awCx+5gPLkhxIrLge5PEy68Fr+yZNK5ffO7ILsFAgtIozJmQv0Im4JDpuwpyg5QoWh/ISqp68AGMlQsp5TvJ6EcHTDiXED5Fn8A2xcpgtcHwpKhUoomoMosFA5jBBeU6VlFxH06e0xmVFX4R+a3mMgJXIv2muostiSQySh+opO5CX2dsrgqwI3WGtw/RAl8lEDlFnON0FtoowIvxBPQkQsCFu/L4gjoup0Hou4p9ovdFEgKuphoLcJmqMP58OOLsLwE2pe/IDhkYqB+nzxAgr0Bfuo1IwR7DMGxMfP6x+FWu502IH5JWNWMSYs558WCMJevLYQMMG5ZqeMTFeqCcIVjxLF9bSrSGd3zFVYoce6QLrFeWnyIRfKXGEfK1ZfcynGeWiMs6YoYK8/L4Id/LEgF/P3OQHQVpjNP2pE4ruAh6CIQEpHhW6KgGFNzP05xgqq0ylOvAwv3lcy4oBIobS3FS4rNIQRK+6cQHpFggusge4N0gx4s6mVItJ23UFPFCfNySn3MJ2d4uVpDsBEQF2PBFJUMKsmtJSRj0D7B5uBdwnJD/FJRIAlVbg/F7nIzaTVxr5nTI85UEulA9gN+FM3wm+84N9pSEv/AqEvuhM3PNFLtPeFQVx/wr5ClI8QHKgkcTCc2Es9IhEoXFJEsjptVLk+dmFIl2YqdF1kBjBtEo8w1Eu9IVbidJ0YIXaAhEsJfKAMgwZgrk7pIdgO4s9IkZkEljpOEl6e2yczsAM2PosHJAyHMAMkpJwPUBwOiLOUlzPNauaksKgKkqWQdnXk+YPJu5qsBS6UnwUg/EDf5YuP0l1mILFM4riA+TWslDGiveBkpzF9ktHFKRHLwT5yJJ2Tm4JbdJbQHktspHHM7SyaUKSHHM0J+aWClY+GUQqGHP5s4vdBaQqA6dIs2g7WHKhVlNilSUu/a2MwmpjvFr+aM1y55uD3eRlMuJnJi55h+MKltfz558tHUR+CGtZROVvRMBOfxAxngJh+PfxdUugJKvINFqMFalg5FYGOWHHScktYRQv16lDCLmco0JAFnP0YR00LQFKzh1O61EGyFDLYR4sTsgIznawPF3oFc0uWlR8GYFVwqoWq0tm5/KPrpFPyFRqgHXprdOmF08WkmjmPjpi6H46OAXLgl0opJDyBulUdP4sZ8IAQdcGs+TtO7FspIW2MUPelLeO+lhvNHeDGyaQr0sY6kCOTOPaN15n0p/iWmIhlLeK0xsqPX52IOxiMPLQwgXUcxiPOv8aMo8Jf2GpwZjNs0uMusZOMpQwnPM5JBqIJlHf34sI52dRmMoZhzqKVRp/3yu7qIeQU0PtR+sA+G9bV7JKDDZlhTw5luvzT6UtFuZVCzMwrEFbRhbSFlm6G2sYsoL+pMqNeuSEccVDnA00oHduwTWUsBW145qnw9uTDEG2X4U1l3XO4eSt38smnKShV3KHFGSl1mmLhtF+ECCFfgoYF8WFlBvgs8wlso3eYQpEIpgrtlaoNYIWdy1BVi3NlDuPNlKQqfaJcLOQVPkLxMZz40pzky2kPjDlZCTrWqCQVukcqrW2CQZiPs1jSCcuTlpfl3xzfnalUcvOliyEulGvk1s2MtXxavmCJU5A7F8UVcJQ+P7m2MtWM27VyxwMu/A1mLrlPKWb+Bxg7Cm6lblm8PblZhJyCe2Gu2YcUrl2csB26hMR5G7ORlg8rIlztDk55vyg4XGBiAfMtV+5lLRpLMrpl/NKVAGvwdR2UNuwKgA3llyRKo2GAW+r8GPgn4sYlJNAPlY3xrRPWATRZ32PlKUPEeN8qvlEvmMQUP065wovOFQVmZlL8rPwR4U/lNOxq0xHyllLJM7+YvxQBEr0bll+NXwoCsclFwyVAhYrclZEK46yMrAV9dGrQXcEpFgVKalOWPQVJE2NlGCuzl0qDg4g2NKeUwrTFyZ03MfpixQV8EmxXJI5OUpkmxzPloVOGOXWNCsoVe7gA61fkZ87GMRhBxMF6k7Otu5HURls7Ptuf2DuhmKGhgigpFFZWFmBYiuiQFu3KodQImB4rHkVxEJPaF2HYGAgofFGeDDFt7TDFV0JplJWSuhC1IywAcDolvfLPFt7KEVVEs4wabKQipiqBa5TlsVrEu1xwqFEIUrP1xLiq9eCkFtQM8BRwSn0NQEivflQYB8VCdOE2PqBEgmkG4I3uCtJGkG6BruHhwXaAiV5LIuRevPCVsStl+v61IQ9k34V6ssvG9kDgKvPW2JXrRtu1j39lg5i9ltWzPwZis0VKs30KNgrvw+NnzkdyDgKKWkd5gSp3e2vmYp+0SaI5BWL5VFLlIq3kzl3Gmjm09QDhwysdYYEy9cNJm+RoysySa8qlFMSG+QpiEyoFGMWVTWho4z8sl8eU2WVAcL3BdOgL803j/+txDCws0uzlCiEOVxlNxwZytS0D0BBBTktPl70VngQyGowCuTPgg2AhWnUSuAIkpWhZCHrueUt7gwGMylnyugxAKo+VuRG/RPSBruHYPBVas2Hoyc0hV6BJwOMUwgMldNuIiUzwJVkKcp/5GB6VDmYcckOxVtxFSmw/BUcAvKw+q9GJV6VFiQkUBycistTF5nI++6GWpVvZAFlggT2G2IOQlQhKRlxpBUJ4LQdZRcrcJ28vrlo8rkVPcoSQihKUVIqqDwyiCXc1hKpUJ8sgCRUEi8EqssIjmg6BZEVpVOgpP0Kqs95EmwccxQN956qqD5Q+F1Vg8H1VVxDR+HctlVe3PNVSqrNIfPItVoqpSJdqptVU/J5gqqv12KRMx5Jqqb6LqrngXdI3BnqsY6XdP08aAKlMF4K+VmEE2wvUBvBL4NQBCIQgshbT8JeNNTBnpEjVgkvZ5smB6gE8gwmjahwocqsHJWavHBSRL7B73LE88WEhlDEup0D3P5044LLVBEFOSlQJVCNRKpUDaqgGluwRCyoSgGPtNt2kAwth9uypUbxFxVKEod2BKqy5vvT/g8jlzpoxPJVBZlmJCsqF0MxLIibxBspCxLnVHeisRGumbO9UsbJcWMOGm6vvpyZmX+fALahGWNJFK+B5+bA1PVH0orVpi3b+vAInGAgwY0YRKiRlcNSJYSJfVOUsqxIgzv2VWI4BQCpb+c0uqxFMo6xR71r+Msuzl572z5f6rXecgrxmGiLqRMGvd+GiPUFXAtD+F5Pg1GgsD+F5MEMHSre+r8uWJIfP54+2DUVgb1bZovPbZEQD0AG4ECBx0uTV+onEGz4upAM1DRQyZi+6jGvvuhJkVguSPe6dBG5gwvw8RfdOY1fGoCRF2hnlMnJ1mWBRp2e4sI8EmszgLE20FhqsyQMmromx8AqcXQoDIaKkNgYePuVzwBjwssJ2IOmr1QPqzBp1j3Qw1gV4e7UJTpk8scoFmozpS42aQNOGfe4UOwwGjEs5o0BIYDR1veZEPc1DmpSI+HyVAXGrvF39P81z4pPFl1Dta97BrgJ4vZR4Wrk+3DP3JQGA0Yz3Wql6djU1dsBVpMeMLuyAp/wfUvSWmWpbMiYuNsgBHTxLsETF3nyK1P/Oy1ArziQcn3Q0jn0KRNWptMBmrM1Eylq1lWO5sNQXfAaKAyRrWooZmmnayAcCo0imvH8G4oEVKdlGR5GpAATAFKAIqJo1mkIos+21Y5AtJgyf2LqpA23Q5X2IO6apHlI4QrW1r8pdlrBD3R+2uuGJrNZ0+qmiFB2tuw5gHSeNmjbJl2raejmlIiV2sAFM2ACVN3Lu1VbhQFvSQ/5EUzbJX2rUln/IQlQkH+1P2qtpuEu+1/EHVcrGrn5JCvM52KIY16/QEyUOuS1+PQXuSOtDB56IC1bGvnBTSHygmOvX6zEpMl2kq4l7UDk+skszp7UCrcsksDBmTMJ1Q+yiu8OuR1QfVnVt4sY1UksmJEylByudOZ1OlwLMwU1T2vWNzpfOvNWCBxvAuH3IZ2cpF16H35SK6tT20JA0lzkLRUGJBl1ODKSs8uoMVv4OLIAEudgcWrwJWupC1nU3tgFB31194ot5qAqN1t4tC1jsWtiz2qW+eKqdiNutWRnCLQZLsFt14NPrazupQFLsC6mwOruVlaq910mX0lPNFuVJkv4+uXOD14OpE1x9NI1jDKrexiA6+AQKl5DIqNV5GVhIvO2xZOr0C24AopFkSDyVRBNUceCnzWWyOnJ2kJJFSfhQopwpbEok0IFCvMr1bEHL1kEqXWhWzbJhwulZhUCJF+eqIu4iqz1HerYm4irz1OkM9uJyqhlrUGz1g+tfImmhwonnWC+zesAQC4s8+PUAn1C4vdeM+tjowxBMSfsO2wx2zRZEHLmG2xDCwq+gsubhONVIUxh+WmjA89l1yJb4PP1nGirV8QD3M30t91+avRIU0NIgD+rtp/3OEgD+r+5qrk/15Tgh1wPL/wJcBN1kiu7IVwpE+gBq6MPcsU1lWCAN0YNblMBsgNNPLWA+8OjBoIWcoJ8LGSkGGKOKBvnBuSCwNTkAwNhurp0oxnsmJkPAsMJFz1ykNL1mSr6BEuqJIXsNl18oBnJiew8w4avbpqDDF1rBt4sGkDKMV4uANbSrQycrmN1m0GSZ2usC1qXNENwhp7VNSM516BLS5HOs7u06t9ek82j1U/3o+cesY+7X0T15iqNVktP6Gaer0NRfKaVkwUMNmmiaV2xDhZS/VYFf/P6m2kLMy/U09KJ2uEs7xm5o1Iz5qzeuIJ/8jcNrgoC03eoW+oDy2Q7BIUhZ7OeAGitN18kM66xm1CNUkO9IAAW18RQruBERriNP+DycTupHan2Fe1X4rSNWtPH17utw+wdKqV4RryN4dOPg+kKpS77wpokwUsNyTRQ1BkBLCHjjXGXAoKZrsEKMbUFqNsMqVG+EEDBOvKjsyowIgYBM6NG7zkh5RpdsfRuhpgHLeAj+uL1IxtGevFh55FRpFuL/PrJ8xrgFfpHDgyBs8VhUCmNwQU/oE1E31C51gezyt++eEC2NYeu5gdsAON9dBFoFoWF5c3Jj1bj3KA2huqVWWy35GO0kCrxu2+w+ozwS/JYNMxHepP1J4KcmqwCH1Nk19EyfwGrOGIQJtaBIJuU1AENo5pH3k0NHIY5RV3k09HMo52Av3ppsr/8yJs4+1rVS6mEsyN9yriFeEoehhNLdR1QrNWOxBEgB5AG1EcC/RnhAg+VJuww4ksi1TesaFzJt4+cWuDWrkE4NAuvZNasF5NbiHjWYXzw+wKujWbtO6gvcG9a0X1FNHYKuVm+vdpqiAW2sDMLCVzOvVqGOVNzsFVN+SCHpN5Hy1apqTVc2o5QgBD1NJWpPQeMHNwBmToZT5MtNoAXvmBCutNQ8qBxkJrBNM+3peafPEpahPxx6+EG5SEUiRrXN9N3pvhOwqCQiVOta5MWFDNykuDNfeo5eM2G2NrgRkVfnzjNG5zs6CR2MJuF2FMpMJ9WztyEJpaL7emZoFwZFPn1Y8MLNSZpFeSRDteMNNzNlZr52cSqtNd2yWZcOHrNXBuUphUA4KDZrcJtjJfuz21cltkqrpqp2QpPkvPFRYoACwT308DzI7e1dPVpE5svu1dOVSxDSGghAXjNokLuSi5uJIEOtdpa5rUyf3MQl4ivXNAdPTBq0Glp/Bpu5UpETBR5ruAQPMPNsZpFePtLDpN5s8JYBsbaO22XNBpCfNq0BfNkXIb2H5rjNsXO/NsZptFqZAK2jbU1gjOrz2wFu/ZwIQgFIFqFxZBsMhkFv/IWAs0scFt7aFdO5xBmWQtdBLtaGFrHNBQtBga3ToJhBPwtPMFkI1uHLpM3QNVSetIt68EW6D6H55JWSVh+CrSa5q30xMpvF1VmoXWXfN+NMjTA5sJsotOhsA5F8UBNYJuQN4aFw+UJo2JBuNOimGDWAD0rS16Kk3hclu4tlwLtNClr4p16X5SDxJdNKmsBF/WH5Sg2MdNY2oYZahqreDMDjqDAAZgCQGEAAAA0njeEac4SFAlLdnCE4cKzodUXqdjWYb/RcXcg/NqKbBbQxwBbKLFsBdi6QoFaesgTCArb5aszRFBZ9fzgFBn/yvtcJocEUfh/4GwbDaTVFkrcAsVUQpzMwrmV0CcVzncqLJswXBQcrbDNaNZlNbdniUA+TnqslK+aqmeAaaDfxBUrtVbSDdjrwUnpAaraGCvduYNfUNGCurU5bPLXgo5LXJCYrZ1A2YVulAbGE9K9O6DIxWdoYnrxZmqYLis2tNaFrZm0emTuh08bczJYRxacoOtaYLUW0lDZOaBzdNTHKdPL1QtbRMLbwi9pQtzaIHTBcQCQ93iY791Xn8S6VQELmKVq1s+ehl07rtgwmReCvrctg3KbFMM7uxrD6DjCciifyjXpvRPnkLd4nm5bR2VQ82io/cMUrXwgbW2TykpGtgUd7UJddEyd2EQ04gG+gN4bkSq2TvC/wBuaP9Xm0Sbd/rzaQSCNoFVbttp4gTzV+L3zXTbAOnAjmbdMr0CT5NDiSzbDwS7grqGGQ8CWGqXNMSQGmB4hOtULb+beZSLYHai+bdqoPrZFAdaE/56qYJwGxdDaU7piaYdRqrzaO5S1bdZTYprg4wmdrbuutbQekcRzjbeQ5jbaI8+6c3wVbZirbHqoaF6VW8SALda9gMIBO2QzA7LSAbg1GJJQbWOwA5YuSZ2D7b02A6l77i6xIybZx9bduSB2EbbkmCbavjYjRbGC68Y7ZbajXiYidbZ2FaZjrasPhDIVbdnby7oiSspIjaAFOGKs7buIobYiI/bdnKPkSrQc7QXaaxUZaRefcbFuZZaSHu7bZtZvTFoGBQcgUyg5Mq3oEJuALO7VXznLUL5OjUDBwBQ5bmundh9IePb9zCvrh7VklgadFBqrf0ZwBWVAl7Z4S2jb0E5qBhhCjZ7bHYovaQoH619IfML/KGFAwjbvaJhZmkFzuFAtoUDqlsKEbwBcfaoje31zJZdhs3k4aO7evBX7exMeyO/y+uYAysTZqp+LlE1UNkJdgHTEzDTe3bHyKkDG9okQfLRbxrnEw85IaFa4HOw9vdRgVprY3tUHHUYaRck5LKLVacMjuStsn1ozMuYN3wDJgHCM4h8HQxYCqeQ7iHVcbT6Y207oFQ6s6Aw7O2vtAHmOuS2HYch6qa1SuHfXQkhBdaJdQlaoNqmQg1XihL4oGCxHWA6CzD5CrDW5bjrUBZZHWv1/yMfbp1nJDVHbI1Jpl3ba8VjaMBuI6JbElbpHfbb9pYKiIgDHVSgF+APbW0qS6tT46DCgCW8Ea9B4oG52VjnMOBX8t+yLYthyGUtn9AmFB4nYtTbX47/YDY6L1gxsbMZcQc1nT5QnautA3ARyM5vkY2mphzNEPkZ4EXCRikHtAkKXDaePKnq1IGtAEOYyN/HXHaS0KusVyBE6SNMhj37YDBB4t14bHaEtHHZApP8vrEYoJEc3HYFVgluEsqli06lfCBManS4c6nQ0MAslU7/1n07fEIItB4pYthnS9NteoE1jFhU679M/pSfJEt4lp06aQF3IbHVEsJnVqgJEDU7pQiWLV1t15SnbU7dnaAlHorE7jEHB1klYU76cZhyznc0gVmtc7/OeWqAHSLj7naiLF0IyMi8WJq0Jns6pvAc6hnUc6lkvutGRks0LnbM6vnaAlgXfziFmu4d4hZ7bGNqT5GNkTFCTb01W5rzl3HGErMOTloowVaSMXRyaUnUJB1KTo7LnbE6CXW87V1us7/nUBAbvAc6dnUS78nU0FBLTcQQnUxawOYC7y+Ys1ZmjlqTMWy7Ighy6bDNbhXVRC7t3ns0aQBC6bDCyFIgjCt+Lc8bPGuK7kVpLhSfMUh4sL5jtreSAFXVMyesKHgH4iu5p8XXjNXSSKJmm1k+tEUgDXSF9htNq6Hbn46avJdb56SY76PuY6R4FY66ccUNMDM66HHRwKg4lsRvCinNiOV67+yN4UXFqC7/XYj53FkvllYc4tF3L7EmXUS6bNlRxHTrUdWlZ8K1ibG7GRrDEonQhS/OKU6dMBA9f2WhT/Up2gq+hGQ0acdqnnQut9+gfa+IG86y3UXz1EEi6FxlW7NNDW6WcVC6AKeihyNvXNVYOigm3RRt5kJVAtNci7m3QMhe3VxtCjJSTsNuP5TySZgONgLEx3VQx91iOMdPIK7YxSi7RXRPbnZTy7HeJy6ePLKMZmhu7sJp2LIgt8hUrf3zexYs1D3TYYtAhm09XUe74QDqzL3We7j6re681c2kH3Re7TgMfVt6n90IHUObJQBfUP3drAF2s0j8UJJJr3RSAAPUBAgPVVpg4LFBakMqaQPVB6dSBB6zCpG6rXeBryhjshfFp/lAluFUGnWKtmnZc7cPWHoxVh078PZDFkAr4tene67wqlN5yPXkFKPRuwKNEYtXpmG6N2LEFvCjM6S3cwUG4qT5vCvhsOPeICG4sksklpHk6PSbl5cmh6nUNErx/HO6x0AU7QXRxsSnTs1akOk6YXW0rzmjk7lPVWg4OjeQknXOCGNop64nQ4ooEW66iXbAitiFAid1pJ7uNtes8NsJ6TPThsJEGp625CVpCXXJ79PSS7NPWMYbminB5NUnrHPbzl1qDJbglTdBdpnrygvYdMNrKJbfFdC73FVF74XcP5F3Xp6x0Cu6+mih67PeO6sglO6KPWl7uNj879PfchXnW00tPe+RXnR57DmheRznTkqRcUV79kLc7h3ToFfmWCDhxl2MGnVO6aXdHBxtQdKzHRY7mPk9aN6d+6KQBnBMDG4UvQtUthvZ66L6t678PRN6/Xb+6vHRELZvTOQ3CrJ6+PTbA3DiuQlval65Pfb4d9Pn51qIF5o3fH49vT6gwvSyBV8CtjdsdZ8cAgER2ws4qovfB7Kve8gTvfd7G/Dkg7WgyyDvTPZELGA9M/FG6tvc7453dV6D3SnAQPX56r3asYaTFNCr3dZiIfb4gwfdW6iJppoy0dZjCJnOhEfafA3Cmj6n3cEEMfebh0fRnBfvV+7TpQN63Dt143Coc78PRnBHosfUXovN6nwk41qfcR7A3RfVkAmT6svYG7KfVN5WfbR6KfWt6mghj6mPT66M4Kx6L6ux7Gvdj6RfSyFj6rx6xfXCYpfc9Y3CuS6efWLAbvGT62vSt7IfKJ431rYlF8F6gfPQJbNfTr6OoIUrAKP9KFgV9SXpZQRjfXih7UAm7psSy0SXFah4KQWEP3Mlp0geO1lEn5KQEs77HLeU4HvQyN3fdWFffVWgjfMUcvWW00Q/U5A/Wa/qAULE5jQLSCUlRH7kaDcrO/BrV1cV35s0lb72iojDnEtetNfZh7s/TPYTnfb7NwSC71fVb6bnURBrNmjD8vXqgVPYm7q/Q87F0Jr62fWX7m/fiFbEn86PvTw591qJ5xnaF7nfLEErfVALE1TL6F+f61h/VX6vqSS6zfR1h3PZn5FfX96Z7FS68/RJ7HMB17THSABzHTNqW6WVbHvQcT+5dZsDcQf73FX+BKYgCgVmoD6Ecb2FCvZ56QoFH68vTAoUlZf74FI0MoxSVbPna/7wDaLJP/XuZX4bb77lT/7IkH/7rFQ4q25q1M1gTYqwA4ZtFNq0tRNqptSmvuzrfS94z7W0rEAyS4YYH3LT2WfCGkvZt72eBRLYSAHncnz4+TYjLgWkL44kF9CyA5365PdA19nRmdyfTQHcGic76A4z6y/SwHh5PWMPnQMqkGh8664REg1Fv/62vNA191tA0+/US7RAwT5UGqL73LbECMzvC6MztL6ZAzx4FA8RtoGgv62A0g0qXbQG1faP7JkDWMdvTWNjPTQGkGjE6MzpN7GA7B455nMgMzgG62A7g1+msIHQ3XrzHA15Z6xgT7dA2lhoJjt74FAxp8VBDChjlXVMGmzoBlYQ1Ag/oG9iPYrn3JV5/mst6PAwv5gWiuRBNrYG4g37hp9L4EYLq47LnRkGOdP80RvaQGV7IG40WowtQXXuMdkGi11AykGNUcC0bvIgHp/aJtT2e57EA5i6d7agG72QBhmg5xgxuYdNHHD1ydpmi7Ogx5tT3Vog9fdK6n2UMGgEIQHYfQL6sg/81Ygmi13A0oHTMFQGf0nuMW/ZUHDxlQH8QmgHG/bgGR8o36L2XegavZX7dg8AQS/WhgyA/n6IAx/ljrKUHV/ejh1/Xa7SgMcBHXXb7q/a/BKIE363ElvaPg8y0vg+8G+kC+NNhEF7ScZRSQoJd6WNvRTWSJ24QQ6+NflIRS5Jv4hKUCcS6/SVCEQ1Fp1EsiGx5YUZ8+TuzsQ5iGN+WAHljPvyOWieFljKITdWi1MiQwajxRqSG89HKCu5uOMUA3Tj6QwPNGQ6dj5QfgHz4cf4OQ9gHtVMGlyA/z5RNuGkBQ38bNUdO72NkQtr1pKG1AgxtpQ995m5LSgjg6X71g1KgCEf60K/b+s1Q8V7a/QMrCwuqH9gxMquAxKGsxj86iFtQGy/dHN91tHMxA3J7rQ5IGtQ4s1gzCP7Fg2EgHQ5EEnQ/kg3Q3UGGNl6HnPYuho5hUGXQ0YgAww57JQ3cGiXdHMp1pGGjAxaHMkqYHOGlYHdQ/O4cDDxiEfIXFnAwmH+mpaGnAxGHMkiU7LQ5t71fcISd9Bptn0msDVNp9F9MPvZldOxsqw+fZGcBMrig0WHNUdEHw0rEGgw37g2w/7B2KtORVtevyqOGmGDugOHzA0WHhwyLoQsTGGVQ7sp5UVsRiwxEGhQ1OduvMGlAw5k7F4VOcagw7K1IN6H+w/FotUH6H2QzqRmg9yHDw7i78JJRA+g37Ja3WKM+IBeH5ZWeHV9HK6Rgxbz7wyK7JXfTLqvJsZEZcKGigmKG1gx2GNUd+Gtg5uG/kAV6XscEK4UCV6WQ0qG/fVIrdwxqHUZYuHLg1+HEIzcGxQzoHJoA8Gq3uY6jpTv6jTcIyw9LY6nGvm5VvLY0Yna1Zt5hKGCPFYGYkFRHkg/+G9hbRHEfERH2w6uGwkLY18wwRGFg6xG+/NX78xqfAEcX+AIsF9tmWljiPxq4CBIyyRYtrjjBI8KMgOQMH67OUDVGUsa0sPAGJRSxJAPjRgGULkCTqZpGXbEUCbsPVQ8UDQxskLZpDI2HzAvgAiiTBiHwIH27K2hSZrIxZH0IUJAHffH6sg3hDWQ6S4UAk+c5kpbCsAt5GTfefCmKSSdhfLZp2KSKGZgWFHzQ1OH8MQRGow7MrMg+qaiEsMqRdKVQ/wGWgEo4T72GS3Q0o08Mgo4EpUpFK6LeURH9ncmMkIxGGCIyc7yI794SI1RGnGs/lrDqBCIw7VGQJsVG/w9xGnEMmNTQxVGoo/RH8I7DYrQwRGbQxaHBo5IGqo9IH2o+mMqI/C6qo4oGJowxGCIl3IiIyuHlI8GGCI1S7So+GGSg/zxbHXBwhVAVHQozqCJfNyo8o9T4Do5qDKvNtGWIytHiWuxTEg1Gk6I3NHvjde10g1Gl/zq5GSg69HvzidH1Yn2Gsg9tGfo/y12KUdGdsf2Gwo2UHto8tGEBezh2KTUH3I056A8iiGiTXDG9wwjGvI4MhWchya/I+jHkbKeHYkC+Bbw/t6to7/DUXZeG62ior3Q3xwrw7m08Y70FySAMddoyE4zo0BAonLtGuI9dGNsJFGVg9tGjQwNtuY1N4nI9qHlEVjGMIRBHa/WjGRY3chrPmvy3I/5HbyFLHbiWDHZhU+HPbbtHehYAZLNDqDn1mv7jLQ7a3HuY7rgC8GAA6bop1sbHJw71HLvPD4YnQ07Ew+xtrYymHrYw9H2Y9npjrIOHbUKboro1DGjEO7H/YEt42Y57HxcCI0iLD5ViI60DA47OHQgiOHooyEF/AjgYIgo7H/Yy+1/Ai9GRGh7H8aT3CU492Hg437G045Mh3Y/S7D0UJBEPb1CC4zk7YPSgELzkXG+KRXGy47XCynZu7c4/fVr1jnoyo3J7m48dZHotVHbYy7G6o9bG4Akd5u4y1Gc9G1GnY1Kgh4+36h49z7W4/D591qboho1HGlvIP7rY+NGR45d4XY/C7rY7NGV44D4XY4tHjvLZ6p40zkHPc3HNo0WHg42+ta4+FGDOrENwoygF24ZyGcA9CbXqD5HAo/8a+4VAGWg8yHe4TeQEA4SZUMDFA8IJQhlY6gHf49JEAE0fyQExFhmdP0CRGkuGz4zEp4BTnGlWjAn4E43g7484g82cCan4z1482bfGsE6LGhY4/G34/gmXCGfHh4wnHuhtfH+Y6QnJ46fGU400Fa43PHzY1lsRGnMHQgsvHyE98aYgiyEIgpvGOEzXh/ArwFg45DHEE5q0RGrDGYE+hG4IJhG9Y6UBHwIbHqdFnEd9FnEzY49G0YlaNA3E95I40wmHlZF4cDE9544yIn5EBj5EfOspU47v6PvFaNMfJYnCw1HG72gRy7E/Qb3vR9Hr2oBz+bIjTPWmAGe5ixylOg3Mgdh611QzfDbI0m0fE4Em4grz4Qoyxy6AsL4wk/+kWAqlpKvFIFikLB6x4YknEPWm1d4TB6yECB7ybQGQ0kzbR0E+a7640q1V8CJ8DXdN40FYUnoMXidxmmehhYKYmbE4OaifU/UdkM0mZQ8RzWk995PvHh7QXV0mw9J95WA1HH+k8PIn6mQnDEy/Ai1lN4RkzQnBk9Ymk3OspGE6on4QPMmCfFj4f+tUtVk4NonvLwmxkyXFFdF3J1lMInzE2onDrJs7s3M0mT47YmfAvQmfAjmGSgzcnpeqOsDE0cmsutjT0g6OstE4smvlNl0RdK548g1kHfk7OHfkxZ6BtlAEyg655Dk3hHuAqwEJEMSanrHWYWOal1eAqOt2Ezsmv8Kl0Ugq54Fk1vGvlMkECfB4EGk58nYAkUEoAqMnnkzinGArwH7Ou9jiE4jH1OtSma/coj3E+qHi2S9z/kz4mWU9G0kAigm4k/EgUEzEnWgvmD2vTrHbXVhHSgD16fHn16ifbPVMDNKmVE9inZUyog/0f3hHGQCr+yPo4nk5Cmlk8BjfArPUzE5qmO4HHMVyLqmCU9inwGkRYcYSHGBthanCg0sRx1ejBb+R85ZFEAEDKEWZ7uiCmXUwGh0ROGKZQIXMLOh6kpDNAYPUhqnIHecog04j5wGnqmQ00PgLU4kGY0yam+E8XBDU00FBaTq9dUOWhCo57aU0yDA000fzWhjmmM06gG80xozNJn0MTXXxTS07UnJAsJ0y00ITbJiM7K0/8phUOB7kk7DTLvc2msk1jT1zkkmsk5oSDjeM0a43GnPwyq7E0ydNuvDqsW4+r7x08dZ9HDT71k8BinGjOmBk9onF08PIdVqSn9U2un8Qmunpk9onjU0m5Z6limE0wamTprEF9HCimyU2emWQvo5tkxengMV3JZ6hCmo0w+mJEOOmLk9onwGufGLU+KSh9SUGv00qTkXCqrL46mT6TIBRokxdlrsJLZpkBZ1AM7T4Xng6LJbDL4/U96KEM64hJMAGKPIxgGkM/BmkAxgGVLbJGL4tEF6PAy7G8P4FM9eWTLPEuHHsDFBM4UAnmQ1RntkPVgOoOBnWJs3JJJFTGEzYBnBXKtE4MyPkOU1hneMzgmeM8uNE8k1s3RcJnYPB+m1sRZ0JzDNiv3NOYX9T1HCU4OnMdhanD06inEupZ45g589ovaJnIwCkFtMzen9U96m4U5fBwGo+n+vWZmYU1+nJE+4BpE7TB7XfImIfILlbHc5m/k6C7XM1sRk5hlGo415mK2MYZg0/17/M4j5nM5GnAs4h4N8rmtws3XG/GexMdo21y5U0enH+Uz4MXtA8Pk6amWWdRGUs9mm5vQNsMs+kHqyaFmifUlnY0wids42SnnM2OnfiP61PIUhSFHXggqs1uHqkyfhC0uLk0FYzSWs6cmKk0lmtY9nKKszsg+s20nLnQNnvvCKtuk5Ons1gJ4RVkunPk1NnV01FmeY9UL5s1N4Ks4pn5U1FmKNM5m1M+Vmos7EFjDOemN0+nNSfMYZDM0+n05vemos+ZmpUxdmX0/NmbM4lnqyZ+mETt+n2M48oHs/+mkiIkRwKHL4HESUH64P1zAKN9m9sH9mGQ8gGCup9n0A2J0tCT5czDc+IWOV6aXbGy63TbCoBhlamns2UGHsxOnbExjmbgxlnZ0+vzccwJ4ssw1HaM6iHccyBNus+umo0xTmtgw9nVs/dnSs/QnqyVtmjM0zm8Uxln9s1Tn2c9wmMsydmLMzznnrElnLs1lHqyTUGMc2+mpE8KnrrV17qNbhGo07EFbHfLm3M+r7Fc1sQFXWlmj02rn+yGq6cs8RztczOR5c4Vn2GQbn/YAbn40+pnzlNOL9DevhLcyBA1IoIGYyTbm3+bHh/Sc5HV9u9Giw96T1Ejb6KzbF8Ac68KCuvl8vs68KZTBNY4xhKSCukZYw87jhzTuKHqlvLnuvCcacAigwyNh2DE86RtPMK4K29W3IqNkUmZdAZtfEMnmM83falkjVnsk8XnKXU1nQiLzhWs7Vn0szkQYcrXAi0pHmes8OnPGgT4BU0iN28wwHlc13mGnQq68c5c7+8wJ5+89NnsUyPnh5PHnKc/17J8/iFJ8zunPk6bmk3PLnmc3Ln287EEFXRznp87K6WQgq7ec0T7d889Z5c0LnzOUfmJEPHm7s+bneiJHnKvEadDc+ZzzTokHBeq7GCupL10g0/n1c5fnhFblHzTkrnbE0adCg//ngU/jnm82UGjTsfnNbVfnQ8zUGn83vmsozAWBc0/nN80VnEC9znI8yvm+c2gW2c9fmzc2SmY80UEjTgtmsgwQX+Y0/m+46pzJesgEv853HcsxQXCcwQXMc++n6CzjmQC+LnbM5LmxeTHV8AHiBHM2c17fVgxl4OQlXVRJGScwAHaEkIX+C/DiTvXq4r1a37wQ1TJ9XJF6iAltAloC9nj4R4qQoB2Fo/QUjMwhQlw/X/qdC/s1w4NoXhICQEmQ9NijCwGRSIKYXJg+olwNI1GSg0eN8UDuYDg5VBXSHYWRCwOdwtG4WslH81JsISHCY82G/C5SG6Q88rbkLrhiGDpGOMMt5iGAcG8A+QHVnCcHQM8NLtg4ygQdYjKsAxEz1jBpGoizX6YYB/HUQ6EX0AkycvoUEWbneXAzC0SbCizV7yi7EWR8ulgu4PkXKi1gH6i5a5ag6tDEi4vY+4H3Kgi85BZCI0XgTD0WreSUXdI+CoEqabC54nXHmfBMXRi/0X2unzNJi56tIgt44uSdMX2sJO7OjLD61k/gqNi4s0WQj6dpA3Vm+5i6d4XWAmRXbj6sfSZjCcGcWBKD+dVNpj7RuSXZMfb1gRi2sWGbUSbJTIE5DuqoYx4VIVPi8CyDi6an/iyyEsrSRALolsXW8yCWvsKT4daVD6YJXe7gfZFzjzLCWObUFywfUZdos6GKgizMXTsY9j13cs0JCa9i8S1aYuoAe8iS7nnYiPO92Xbu7FiwsHjoHZnY6lwW1XhKmTpWmK+C0vjrNkclijuyXfgyhguS0H70HtN8vfKhggk65iNceUdbaDDCxS78o7NojCpS8JopMKCZJlmqB7c+Zs3RXP1bmiERZPCfE3gCqXdNvPoXASERtxs7kEgVi7eY4qM8UMegZgYSWAKWFBZi221rSyaWZgcQ7KUO3MYIyZpnS54mgdoSYJQRuE3Sy2kPS76WDw3Mk7Wsq6to3BGJfH4ioI7gFADBUWHjMBHoy6FhLIz6Xci2yb+wwGWUy06XVQdUXuHbzH0y/ESNoFGXuQbXA7S9TG4Iy0WrS+BGYMceGtw6tCky3u9ei/RLRwwGWGy5mWfS1CRwFUDLc8pMWq1u2XYy09sh0pV4x0hTGPQlySuy72XmfNEnecoh4dMZOXBcg+52bMjZpywHCenFOXK1uclltPy6C058L1y4s1Ny8PyDMZEFNy9ZiuLYeXmkI3ywOQCWj08Rndi4NppC2CWRcgHCkYfeXz/GpNVy8kSOVa+XBcuPC50Hzl+VUUCfy+FmicVmWli86BmHYSQh0hP6kdo9ARXSWFAZUPKuINBXxgwghISxdFYK1uWvxRGBQS0hX/wLrR7MFSX8S7kS6Jbs1eXcnSyS4TyS+qK7SK7SXTU96W93uOXNGCXBmY4e6xVYxWhg1q7zmbD7mK24TNrZxWESzziRoMzGOXUsymHfhWrTJZyyK9xXjOWSXVWfZpqKyTB2CxNrOCwcAeC65i3g8ugEQ1DzxS586NK4klHTjpXK+lcXr/AfgDKyhg/mjigJ7r2L7Nq4XcICe6NI6hgZRpZXRNodTy5X9gaQwfFTI69RmkmEk57kklbNFSwkkuXGohb4m/S5f5PRcFXAq2FXwi1UK3Ixed1vDEWBY0kWEi60DZY/EXGcAlWEy2kWZY9jGMq3th+KSBGXvCWXXAnlXRY3kWIq/XN8y32X3zrFWKq+LHnI+WXhY3VXLTOVtZY1WXkq9lWYMWVWFUEMWsAhecWy51XFy0XoRS7ECy8fusy8dWhcqfni9SeNXzEPryvUL4gXdSDHW87NXn3AtX4cfXB1EDe4LYItXEo7ED1q511VqzSS7UIs0ewrp78FddKLoidW4JmMbIgpdXofVbKbq37I4JoNhoHsK6m5eU4QYMK7gYYHNXq4+WeaqeWNmjYXfDmQh0K5UXgWgdWH2HyFkbFtWQa6IFMKT+Xoa/1XVyxNW3Cd6lKvOaZGE4cXstCy5YghGi7ps/FCbQuaca6ua5K5/niq9NXqsJPDdIPcW+KQPDmY+cWtOdeBri0j7uK6uLIgvTXqWcmZkS0PL0lbs0z3aMzqQLxWH4kszjzWxXgFnua1MqJXyS8xh+nnpRRXRh9QYQl74K4qbpK/Rc5K/SWzHVwW5E23b+vZn6IE8riFvhAm0/SrjyqOAja5e9WEtJ9ghq1u7nq7E5jK2bW3E79sGvdonXE9A9h5aRNrBVvaClOkCaWu8ZD7e7WeHLbntIt7WUmrhA7c3i6B5iRgAi/PHsnf4X0XX8plkgHlVC9XNrnUx0ygfO7PkFLY23RnWgHIxsyizmWUlSi686+XhrnfVXsXfHWiyw0Xw68PYtEJVXhqfHWOq4xsWy1nX4Y30Wu3Tp5PGc3X/Pd566vbzkGTbqWZqWOhqTQ6gONuTW/+QgMHq7Vt9PMw0MSz6HNA6Y59eSY1r7P5rq4Vryl6yoAdTVLGgIJFrynZlHzOXjBN62vWOFTeTVy65AQfcyST6wCG8IEDABq6fW7q9fWL6287m5cdXHq29XJjc/XJ6xxtAYadWlq/F7Lqz3XR67GLB66xi5kE81DAiD7QGxH9MccKh5q2A3fWdA2b690FRbR45t61LWNg6AGrpuvXWWRCpD66g2wVDCocG1KlOcMItW8zUFb1gngzlZe6jy52apSbuWzy/p4i9h9WqG+gTCTPrBGG3Q3mzhPXv63451a5v6uCwbHta0T7da+XsIQy5BQ4Ie00mSZ6vtuywj2qu7ZQW0G/S7I2UxIOdxIpHieznnywsHHj5GynypBS76SA0S6w0JHiIEslodULlgZRgWK8+aY3cINZKw+ZQgZRsv0jyZY3lHeD77qwBTUqOkDrq643B3Io2/c/L53Gy42o6eBTq5eBQIk6E6T3cE2KA3u6dSK1XQm1HoayzXXnG2u6m67+zrq31XvG7zlwNPJhkm/dXMkQIXGRpFg/vm77QEvk22IF777NMU3+6zx4y8Sd5T8D1LecmigZCxrbDVbN5am8XZmbP0gTTazl6m2fWOm8jYumzSS3gDtNGUL9Gdqzx5ttAM3kbEM38mgH7ecpM2fi/fMyG0r1tTW3J5tLg2HwUs2tUCs2zVcJqNm/ipVm8Xh8KTs3i/lcRkplqh79GBa+yUTYzm8c3mriTHWUyM25VCc3zHIuK3Pr028kNknlhC826m283ES/NWum7FzjzK02JxuiXiG/c32NNM3ym1WhgAzM29iBcWsnVC2IW8yN2FkPjQgVdMJxv/JUW9kmkuBi3V/MtM/m6GLkWoC3LcPZ9X8IS2fiy59gvX036LiC2wfjw2lKzhHevSyW96zZtFta4lwINHJ//DyW6EitrIOaRScGPEarazhyo9Hy2f8CA3eWynRGKwk6hW+K3Am1cWIqM6W/G4Am5W1mXN8UBWZxhSTb0rRWrpYL5G1MKX1W7CghS575YksQkCxhSSIkmeNxI0a2DSxU3JkJa2NS7ahoyIgo3c9a23UI0kkA476GkpUk/cxVo8+a62XhX4ioms4WKbLXBa67ECnCyxnL5K99ENj4WvPZ048+e4WY28ghSmrzlvVnnyfPEBKvG6vF0m1cgPC8AkEFtU2YlTtM+6zpiC20c1j5LahU6z+Wi28uWuOtN8h6+W2awjtMlkO+Wzqw23Xm5J8k29izm20tXM25225kD22MmzDX+y5rs2Anh94YwlBsk6O2UY+O2tmw/Sx2y57d6xAXP6VNDGg/tysjvI7TU6u2rmztyQvSQ39uU83kcYW2y23tyMcb3Wy26GCK+qW2DyORXBoHW3z23ccFm31i02wO354mwle24+2Wsr22Em3u832wHDt3W22tDNeWs298k3q0JagOwIWJC8jYB23A2ZI2B2/mnH6b3FW2OVfB3L22hDZhqe2r29xX4jQh2z26rtqW8h5aW1wXngwI3WSwcTrlKy2ZxAaC78LSngEj4kLPFR2nfW/DW4YU3vfa/Gy5bqb+4U/GKST03vqW/H965L4aSmy2uO/x2DC/Dig8d0DAQx/6xO4UZsHlMXADHiGbIysW5Ow5GtkHx33UAPMKUEJ21O+olN4qp22QjnnNO3p2JArJ3sYrAW967/ETMzShzO3h3na1Z356xW2cYyGtV8TW2fywGtpHQ52EoN5LBGyI7k2yGsdUHSdWcsc0ERR2gAu86BrNn6zT21HE4G8OEIu0DszMMn6fOx52Lich2Eu4O5TboG0Uu5524C6KSb2wGtFi9Z3Ma9LX5i2wEgcM9AtoGkjGzW7hq62kjrm7N8qu4aTd27v8VnW8qlted825Gc29uctq12x8RltTu3QWy8Qeu1zlca712F24aqhu4N3Vzfl22Cw3aTLXrGuC9v6GW2SnM/UOtRLaf7rcSf7eyct2m+QLHW+QeWEqxaaXvGZ1vI6a2Du+qwMIft2YYNgaXFcd2LuwQaPFQ/F6lGJGEjXryYzsa3+Iy92rWxSTX4tqWc0NUgmHBUlZbHny4/WklGkr93YIeQHdfYD27sOEmo9PDjM27icr5Km2WsvD3YlEm2i64j22EkXX+kCQxjsmPJFAhSTsexx4ZAuW2Ce9nmJAvj3JfHOhC8zqaqfBDiXwHq3ylLT2afDT3UlnJ7GfCd5HS5/ZB22c0Oews2TGzZGHOwv0+scZGcu0Xom/e3LwVV3LXEC53Re19W4YRctN4ZDCE2zSgnyy3XGy403fPSr2UY63WeqagDVe28WHjPXBde1r3oaOadJu4lmwC6Y48u/vGRu0nqre9m4Lm3LlYWw82bmzUH1tRZ2Ou612LO/p49HYoGCu7kkfe89YOG2b3aW4x89ADLmFuyznVTZ6gSMBJsknYJLYLtBmf8J6gzzsGabiHERpOqjnYs+n3kXAicvFs2Hw0hhc/sLuHC+wSXwI4X26yz0gzzhISAy7Bdi2tywV0ORj+VZMDa+/kmRPsDGue7hCSk9H2Co9albc/lHuVIzSnsxChus062YsyPonW4FLJI7yhqO0m180to6qAnP3snWP3x5Frpus6Pn6c7FnKCyqzoy5gEmth1nZM/gFt+/d3VkhZ19+zuXusx+CNTOvyHs5f2c+5v3+llkGRc5b2Rc0s7H+wideAgZnre1jmPUqLmPUt3nv+5GBHot1mxs1jmns4TmHs5+tM+2n2p3MVmdc2/3Ys/lmg07cmiw9pnY0x6l0C0VntM1pmETkgXhczgPuE0/271trHpu7rH7MxY7w+8yXFu7Y0OmuxG4B7aHOI0xGHY8gP540wPXA0vHpg63G146NHBo+CX6B7DZpo2tGWe6fGQTfYntCJRAwPIZXH4+IPOjYq2P06odr+zJnV4nIOFllamZM8zECLkr5oCF3Ane6QRhNjFAtBz93bsDO9LLNoOVhXkhJvLE1DBxVHIB/grkxo+s7ByJnZQ9YOOA73Gp84I3XB+PHu4wUsJoV4Pc8sVGxDnryMxgAliow/2+Bx44TvLY1TOxAWlo8RsN41/3na3EPs3B3H/+wkPu4y17kxiAPnaxkPgfHYOGlo/2JzGwFVM7wOUBxOYMU+imOB0WHkU3inHk8wP30zUPpejGm6ByUPLPPlmJzHn2sc2oPV+9ZnZUNpXuh0CDYU6EdXINpXR1oMO0q6OtwC4arYU6LmCh6/3f0zMPDrGZmhBx0OKM8P2/03tZyMy/r6AqOcu0zcKJG3cm+04BRHhdsPQYQf2Qq2ucTh2tj5M57lHBwoOKM+Tmv0zYOv0LS2LHUyXGnpKn2GespofKYmmhzMmTk74F1U7UPPkwCOvLGemKh4MngMaemrRrgPzOfMmr01aNrO4Sng4+4Es4z8P30yiOZyKFWhmpWmeq1EKyk5iPUK8D6cR56KwfQwnih7Yng4ykEhE0sO0R8gnV+3AnmTXs2QgsgmGR+km+2vlWCE7Wn02pN4SvamGGU4871ewJb8znyPF0EKOVxiD7RR7OMz4Dnmxxi94QPVT2ZRwOMz4EWtHh3135EMqOtdE/V1+5fnNR8Mn5024OPh3qP8QjOnvB+0n508M4n6gEPLnRaOAEk/VQh+r6Dk6Y4Dk7MP7R/CPrvHen4h0CP3R2cn50wwXPR7PB6vWRAn6pkOgR0WsBPJqO8hx9GYE8P2z44hYqQ9Anr47GO6QwOH4fUnX3sExwEczhMdUQy0l+6HHr4+oO4EzcO3I8gnh5PiO/kONiiR/XNLh6WPwKJQEKxxQFXEB+0YE5aPIx9fGthzGOVB+vyqR/6Pa41EPJh0ImBc8VWqe3WPSe0IFEa7j2pkMOOLyET3WRxm0Uh4iOuRwGOZx8vhg6BWysAguODAuYFhGnmP7UAK2kE9uPDNVuOiJjxtWkM8OLAMR3zObPVofLqnURzNnDU8Fn05nfmIC/5n/YHtmwR7unDswT4D02SPd03HMjs3HMER9iny/WIXJC0pbHtLoXEYaBPBC5IWdcRUN1u465l0Ct3TrlBy4J5EgBcWMHlHb0G5HetTLKJX17G2sDgiLhP1xi+H1EjSZzvf2GJuYpFSJyMC4IxmQf9NWWSJ1HoRgWFGHW9pXuYyxOTo4U0DUWFH1B8hgXgMvgjB8WKSG7xOM9QJPy21oFOuoHDzB6vjxJ/xP2MPSAH3Ph5+PGsXGRwpO8Ek0qrkHJiS27eRlJ8W29UE07lJ8z5/pfocZ3jpijJ8YdzBxatbppJOTJ1Cq01szEdVlqPys3ZPV09mt9RxePXJ1uns1iaOhs15Pc8jqtmx5Om01vQEdVnaOfM2mtRJ5ZPPchGPApydNtUA+nnR2FPYp89Zjsx6P5U2dmX09mtfR2lOCFg06dVsGP5U+FOw9HlO5J8633sDDHLe9tHoR4u3Kp9wmBwxgOso3VO8UwOHHx5MPmp92HLozeOaK7dHw09tH2h++nuY+oPuY/lPEs0NOw9Kq293kWWa/rZo8y8xsK+yOP/7bYnNW/NO/sDDGEp/1PVpwsOIY9SPCU2xPTfKrGAp4tOwo1sOlpzWOGx9NPgK7sPbiemWpMwajrp+NiOJ45OjMwNOSxwNPop+PBnh7EAVK3CZnM1eP1s51Oj0yFnEfGq7AR2PnxXSuQN82+OF87K7PxztnvxzNnYZ4NpnMwBOry3wXpJt4quOuIW0Z5y3MZ2vCq0G+zEJ4VWsnfjOiqZO6DNGsMrSfjOY6/pWGJxScjK5bWaZyeg0AxmRaZ/UHDg+k1gu++Gvc6S59FZ3pvc/yHQp++mxQzxOyA7blQxSLOtEnx2BsNXU4kKviD67eQJZyuXVEl5DpJ4+55Z81DDJ7+q1Z8rOZ8QB1wDdqSAQ6Em1Z3chTJ4FGjZyVAZ06LO68RbOtEs80xIozztqzb2dDbbP+J9j37gAdXbyK7Ov0QjWPZ5L43Z/NnLZ71n5s/ZOg54WP3MyHPYPP3m3JxAXI57PnxXSmNPlP3nhnBVmDp7un5s8FP5swLP4Z0gszZ9XAg529PU59nO4pxdm1p1nPYIV3Jd86lONc+K6bvP3msp1XPg3I9EKs8NPL803Oip/7O6UDzPOe5zOgfUAhO5z3OOCFUWJXc6BSp37gsS6+7ni1EWa04jKgi3iOWw/9PP83POMR5qi+p4SmhZ6v2xQ83PcCxvOxp4PPJp7jTbE7vOJXsTTB50OOnK7pH5R8uGS56anNUbwEb59tPr58KHh+2KGU56vPhQ1sPd52piZ+ztTdI5dOJ57cgbp/hOf51WOhZ6HP8+4uHyc2vPoTsQO7jTN2yB/cgvpz0R5c9D4Dc/POyUygvFvb+6QZ0en33f7AH3ZDPsU3gv5wsvm4Z2Pm18zvn288jOF58C13AjEHUF0ZnaFzOQ7y5UnEYYr2AggvimF0D6haywvbaASP2K7MGSF4ln+F4Npyg/fPBF2QHH1q/AS4E07PZ4+WI2fx5XZ+03hOz7P3UB33dq9x2NhSov+kDJOevJxiVZxtWdF0Xpx8WZOzAhH4TZyDKNx4QzJks+QZF0Pi+YvbPF4KkXPkPYvoMY4v5F77Oz4KnFlxnqHGR7HFeM94ubDGhWevN4uhXYEvDFP4v4884vU813nmYvHnHp6vnnoiBNqfVHPDVUkv8QtT7vJ0z66fcM548y/PSF89F6AvHnM53kuce/YubDNEv85wvmKF6Y4j81fONcxQv5fRfUJh0nqpfRIhqfXXPL820vjrBEvhPHV1ul0noIlzYv8g8aW9p44Ws2ZEG5+lmyCKQhl4EpK3CKa+Y20FMvCjIfxKECPPnnVK3HtCsuKKVLjgqMVAQQ9suUuGLDJcWpOJC3svjl1jjFCymJ5JjF6BvpFp7QDZtbl1/PXAkeNhZ3c44lxZnnlxwHNe6cP/A3DDTh7L2Th5/OflwCujh0eNcl2Iu7nO/OyA0UvwV8+42Av81ex7b34V8RtNe6fPdsawv5Rxwu9548vvEqwusV4DWB8w4WRZzvPxFxUupuzAvSB7HUD7nuBxU28PGW9EOY3UKMDW9jw+Rmn7hS9o9dWhAkbSWloo687XrSVhSkG2ErMKVRh4O200hV5JRk/SmOkCA5j0gSj6pVzNWG3UePHE6suF1rKuJRubW/PRDmQ21k7L/bqhcMxquAF0/7b/X8uLl5ZZ9UDm3eC3IWiQmavbvUnnK55fmTV6cnh66J5tw137BoHP7nV6IvL80oteewS5fe9infV/L7IYn6vsF0Gv5fRnAzex0vw17R5w136Ht3gr79w356XV6qOqvbf73V875g+wpXOvZv6LHfS3KB/qmbHdaE/HXQuo08E7EfLGMWp0nry10E7qDPVO6VTWuCfDY6qp4arG19jlB4pQvFu4yMt1sU7i1zrX8nUxG/22wvRtXJ6B12Um0m4rXaXddXkvZhyfq3p7p13uXYncXZbwITPBW6k7F1xF68mym2c3UU3XO4yN21/qnSnWesUmys27q4k3Nm1L7j1x2Dz17s2H5k+EJe5euL6tCqbHXeuoCaeJH122vqR3724IpApnMlU63l0T6and07qDIQXQXS0sAskBuMl+r6WlsM4anWCvL8zBvJDlU7oV3Bv31/6O1nbUvkN6eJVndQYmlzobYxjd4Wlu0uyUwRvjrDU7N5/muqnQJ4AN6Sury+86IUAc6k2YU2lkuFWQIJiKrDXE10gaxvkmkYKWN3qhnKBGyON7xunIHIvJV0n73c/PGFV2K47sPk1VV3Xx0tDKvMx9yuwlYD6eVWZob/WV6VN5M0Y3RD6FG+87H1rpvQF+Ju9nS1GB198usm2u7jVyZvAV2ZuJp5/P4KUxvYNx2u9nfQF6Nx2PaXWS7567uv0N45vQEotGB16iuSxSk3pR2k2sV343zN0fPSXcc6yN1GmDnQJ4DnSqOynpmuN/ZwWxIAguRMAOyA6AKXZSmuUtvVKXJwqxaNqJNgdu9F8qiwG3euYUW429G2BqH4XStxFgxmhVvA2zRtNVx+420Hny2Q/MuGw7quU9PP3Wt8gGtI93as+bchaJ2RP9G5iH2Z11iBtxnWHpdivJkPnzJbFNu+e7Y3lFif2HGyhhWbEck+24424q9FW5PbkhFt9EX1SBNvNrIScVt5BqCTmSdZtw8EGVRY3w+ZduqVTqhLS4Rp/tvMWiLK/URlop3x5eE72O90ZwLCpOvt5dvn8PUhXW/8gAd5mzPW/9uy5Tz2mwwKPpXR63ZbN9uAdyL1SS8DvnQ5+uGiJSXwd3OLnt0AWSG69uFeLObo+u3dJmWOaY5rMa15kITNhmXNaWX/BvM40mso8CycDChWKI3lbQJblGdaZFL/1UI6umeiR+LOiX2dyB7ed9zvO9mFzsd9w3Et3a78AA1hUtyphSO+dSoJ4thjqYjCMZxgRZdym6xAoxudaBcDVJx8JyAhSTEHtrv5Alrv3/bru4kAVBYpBb7tNK9Rl19fDjF9vggDRrPzF4vg4plySzJ47uZqwgtxMM5i5Pe7vrcGUD3dyLuiw0OWiLEOWdPQo2/d+E7gZaX9Bd2YvI986BLcDxWu8FBiWa7W1fXABjxdkO8uiT7u35cyHeabdv6Y1MyJLJnvha2Mzvt3dvVdlDvad/fng94WEHFHTtEK2J5HeKovHlAhWDYiQwSLZhXMhq3vG9waR292XBO93skiK/DuUd/6vcK/FF2sJ4T06cjvGR6RXJ93e2S+uXu6S2LusIxLuaVwz93h0y3SO6r1oJ+oWM8Yr1rl+k9N931Txgn2nJW/1Tzh1dL1t1G9Fzuxsdy9OdVxmGDIJdAQn3iwr9UBC020wwrFEHyWerabCJGZ/uJKB/DEOdujVeYmcAD3MgGYvHPVscAfFvA3iMUHnCFG9AfAKLAeSGnXLRLLHvveWqAUD6nveA6dHVsXqSp1pfJzIVQ4lYtXDpTfXclYgzXYVtDhBJ8mub0POKI0JQehTCJX6986lhKwJXlLH7I8+lJWtCWMXJmZweTq3n0mzUohC99xWBDyXv6Y1ntYIR7us96iHxD5RFM97ds09tgfyd/M2iLOaZf8xXvF26oetiLjW1D6ju6ehqlA3Nof/d/h3F97N3n8FLueI19SKLnLvtgaZ1sZwndqthxsrRfyPeV2OgnD1dKSMaWk3BdfuPD92kdoH63q2pC0vdyGWuzhPh/D3yXSwlyTgj4H7SwkzEEwzkDKoFbuOGvO54j9DReR5kWtV3oG4j+kemYpKOiQtboBlbketsTONZR8wufQ7kfR18IGe14I3Kj4wvoGivP/V+PXy+xw3y958n6xh01sj7aBMwdXDUi1YhU4g2t7IGjk+jzpiBjyqBMwf0hnO+mgwLk53E65MfGqfn5vzpvD4/F9Gt7VIvPU5yKlq5IuyjCXV6LtnUUa/M3tj2cQ+p7oejVWqZ3AhQ3mVPtHqGykQLj8dHSrKw3++w7Pod6bqWG7omY+/+BGj4Agd68YeSByKnTD/w3ZczrWbNnOdyOzrgVztNuVMG4kKlS1spuUJnX2cfgvRfBmVW+hn6e5dgxM/bvuKYEey/RHvA+HAxzd9Eer+0S7sT/ifpUUwG7DRkfXQ6Sen6/+MLiHNWQg5YHlq/iNXgDl6ooMNM5PVJjCjOv9/UAvX9RpyfzV0Qk1eegEWT/DjjhYYoGR/ni7eT14WR2CKi9Dk7sR6tiJT4OuFsXqSAs4I2Rq0xGy8fUeryxqep3GJi9UL4hrvcNvqD8aS6xfqezvZ2gdi6d7FRcMfXEKafFReMeHu7senya/ES6rJag/eflFLW6eXT/8G0cljEu9ypgi3T6elQMt0uOmUZhufYXHZ6MHm9zSAwz8t15m0cfAS3GeYB2aacnT80Fp+ofJh8mfpyNB7yKWmHYoFartm896HeyyAKIOrb0z7b3ASHnNrm91dm3HxjOzSc2nQs83BVPXBBvse2HYPqfC2kwbTLp0eWz7nSguc2fOz32ep8MY6pc7w2DIOYe2sJYeExSTPoxa89EYQbiExVBy3sZ61UOUiw5OiSSjq1udlz9fv5t5ufq/OZ3iOsqupUPufk2sZ2ll5yX3t2efeSxXDXTGeMicVySqTreeEEOt4bz4qf7zwHlZT9tA5MV2WVT6Qrvz0xGEFpqf7VwBedT1FW50PtETIzPjGM2BejUHMh64IpP23M0hMu3vW4L3glwL7BeL9yyBfT9Mfdkphegz6y3Nl7heVAH6e+/JyWZQL6eXvTKAgMAaanj7C7RPAEQNYeLt+XpaeNYUsymL/RfGZ0OX4z4lnOLzAPJ27k6J28rX+LzO2pofxf8z7O20nc0gZSMBk85ntzpLyWePiNJeW3J2bFL4DpFxZDiyL3xwdBy8QT28kRcYHk506bpeRaRCWDL7E1JwQZehz7carrRwWJd0R2AT4I3mW16aDhARekczyXnL1DnO+ZaL+Ka3yXBXlX1zwN8vL9ueAUFrwfNH5e8FDgaGNudXbu6t35y5sI+I4eerQIrO4r1ovVZxNvjdwuWjI+HzQr7YWCUPdKgr9lfUNlleJL0RBwTxkgdz0JeP4pO5jukDKJix01Ir8xfqL2WeBLXVf2LxyW2W5Reb4CpPgJ+1eGL66f+tXNphtB6e+rxQ6XCCSWdPMNfsk6Ne0cka649/MWuL5/nJTO4ESu9mm3vVpeJTCIfikCteau+4QvvU4mIz8+GG+bUhNr6JqZQPJePe7poTr1YdjrwhfHj41fRg272nQrjXbQiUSNUg9fVzVxeCO4RBxz1UhmW1wQ8Sudri3fPHaO3DTxqQuLmUf7C9PbQRQb/y2q0JDeBSEeUIb3dg4b+KwJjb99Nw6By1QOrBgI7SGZmFKCjyZHWcb8ELsb5EhYb4j2yQ8JBYb6myAUHuYoE5HzTttTe/lB62/PGxvLsfo26b8ze+2/52GJ4HC8+Zzf2Z7CLyTiPl1yzzeOZwnXdkio3sYvd2+T6G2NGyO7H4uLfCjA5v91wY2Jb85vmZ/ScoL8LeKTptYYiwLe1IALglI1eW1b3rfXoGNSw29GeLLxFeqfB00zb4etzm0adFr/MX2w8ceaS92HASE7eN2yc3Eg2726I87fvb4j4hLj7eGj3o7fAhw25r4t2bb5Vf6UIdvcz2mfjj9HfCz2kQ93vd6SzfXmszxnn7bxbfdpTa6RzzHUqV1rW7LyR3LD51FwWp342VwNROzqyvpMsXfufMP4tJDO7JN5twp3U+X67/IXVxpssffV/u9PeHYO73/v275yuUcV3fIEv3fJC7ivOt+Se+/KPe2Q5ivFb9Fuvl85v7fRGXQy637q/YvfvFQ36ejzP79Qz0f/l0UWCq0Cvd76VXMVxVX979mW25eb7S67tjq/eWXPqbP72i9wqp/bWWOF0k20Vzwu9ezvfHQ0qBx79uhWF7B8fkCy0xCOzbQvWjCAH14gWWjtf4r0Eq0YeA+KLzHeFG6J5nvZn5AL2SnvV9D4CXE9fsdWVQnQt4V0H3XjsH/wY3CmHf9UwQ+p3GGgUCbA+418aZC46meN60ovk78uXuOwg+YzoCt6u0aeEr6/FmH+W32HzWj3gWdWuH47x622qBoz9NfV8a23+rzuQbV1NeBr4+XLV+NeYH+9eTD/ZmAgSvuFkYu2JyYCoqZ2o+0wuXz/tnOSMx+Yb9TRhnBU0WHMzzhmxOiY/nz5ML30+Y+GTvIfBVOAewWfM3y1vRdY83ryy8Vr74D6dOFMdXDkD4cOGx0ZzLzb4+vH5JWAn54/1xTLWSTrAelmUuaED4AYjtsrXmm0Ou9ryrHJ2wk+jto4+eowvufjzneAga8PV93SvJhzzXd9RzWtH8Xynt5ZQSn/o/1PqY+v75CQJutU/4SHU+td6N1GnyhflukOkKFS/vRuu0/79+7ghyy4/CT12WtfTY+4xjlgdMQ+eRn8LBRmYu0Jn4yOpn0QEam5M++nxk+yV1ZfFKwECKB7SvcC7jmqZ7jnTiwV0SiBPbZB/PquZ1ah/tkxeXI0KZzn3tWIHxZyrn9ovFixQqTTIMN5i48+xKy8+6c0BeJi1r6/t9yfum0ovfn4jvKx1rySzejuAXw8/ln/JWsn9ZfKIF9eF8Afurcyfh4X91umtki/wQryQCC6P3VOc3mJ+zHmkN4t3OfHRuI75xOh8US/CX6Nv5kGFAQfRduKX90FE7xnWr7RNfU7zzYGXyHn8TsS+s722ys15wX9ULC+b8F1t7E5Z0Ytij6qtpudJVw8+WJ2U+icLDvTM5KZ2X4Sevn3RufnwpKAb7deio0q+WXzCKxIsq+qX4iLIMy5BF0IGcgzLPAVJ4a/IzDXvPczzYPDyWbA80a+ozOK/XN6LuoX2s+VALy+NTprtfkKrtsb10/3X4mOecLQfQ61kptK/6+9+oG/yD5Am4VJ2WL1bXMiT5a/jX9HuM6z4e3O7G+QzH1ipTma/6kDLe5t4I/oKTo2ebK22R3g6QG20sz2CIW/BHzJXpFuBBhz9C//jxH2qc3LKhCxo+KLVpGEj/9sm33pHwtDAFvUpqvRuo4+x77Y+5+g6+y/W4+6N/ge0HmM2x+TRfVPaO/l8OO/Ye/G2839m+PyfO+SSeM3db8otiL4mzeb5Lfy3+u+fi+0+Qzs4+BZ5k/yV78fFH49BXX1MRgPkU+uIFB8bKzhNRule+Mx427SG9K/tK6CR2Jy++8X/uvaAyO+9SZLfq4X++QzjaXBJf++PyQ9uE67D2qJ604O0KteukFB+X3PovSdw+4Nqz8WPJsh/T4BbTWbEW+Ua7bSF3+M2+LVm+Bmz8W5NYR/QWu+/B398eT3znfQ+7k+VH003o5jQO8w1Ue0xZaGmI1VGK1wJb2Pz7Gxo/guryzx/5whMqm1757rQ3sWAw56vts9nOk5unNHT71npP6wYiIzJ+lq7Y0XTwx/M70p+sxnRuiFvbAYYAo2tP2ydmfI8KuYoSfDP/zFbN/9eSr7KTDP10EW8SMfKO8YpTYbZ+6O/aAoQiSLi7Q5+slLk8mQDS+tsoa9nuyy/6WdJvYm82Ky+UF+Av8PyXBcDmdN16TEiD6djNl4RvL/WlgiJByYlSwwkv2O7ElXF+fu9Ofgvxd6xLQ48b71rCcXiRGsxvYOSvwZush2V/YPJrZFEOgFyxxKG0aUQFLh9V/9UBnX48CRGGv61/6lIaH038V/hTra/DPUQsv39FuxP/6OJlQivOP5klFozNG7V1QOqI+tHao4Rv911VHKo1mMotzrWiFrFuiFvFv3pwo/KVxMiNn3k/Fu/cvx2Zlu1ZOFgjawt9fzhGKUXVm6jH9HWbv3m6263go0cZ3XhC2bW36z76Ij7+yn659+iyCjeJ7hfrQnT9+InbYkx78y1nEn2/QfxR/tE96vfkAS4FDhg/B5LT4xVtIdL16R7kf5T6j3wQvMf6b5+nu26NO5euDkJSgdO3l6O3fZ/kWzqudO5r6sf5C+qP2Ly9wPnfa3/16krUJekrebFWT+r62f57EhLmIrMm3cC8krz/3j3o6maSq/Pkzz/iIH0hDtSnuOd5c6pf3zu9VEUlFD6baUSpgYblbHQT8agfzKQudhhYLvdruAVpfyB6wCjaB5f0b+Z1swrzKXtcmjygwqsQ32HzrFLe+mWgU+wXD7NAn3cDYNCVPFecGDtQLOj9+B9e4OTmpn9n4wQH/wVrB+lyO1MOH5rqyItln0wxCWjJbS0Q782jPcIHej086560a7H79oKBs08p68CS2Cs/5JfMiRKRRL5Zfs7/T/lH89aICyalbHXDrLU8Rzq/wYe/Lmoexfw3+tD7lMr4C4w/+a3+pTMVNO/1AxP6B3/Cpr3/gQoCFgg22Th/9WpHYqNBoZn4Hm9fiqlFuwSbwJsQ/XM3qRje6FV6I3/sU8PxV/7DQWjys+S/xNq9wLR/y/6N2BMhQsmrYGFZf2f+30hDTvojP+QaQ24e7b4GuG5z/cQkotReNwsQ7Q2xX/1kId/7T/Vn1mu9wAd+dH6VrkiiO+iNggKKCe4y/qw+LbBiihr+qe48apxqEAGG/hxqB6q6/vABB6pcdD1CW8qCahZg20BS0MIUXRLWfPvOqr6e2m3woEDwDH7I/RrB+NYoFAFIOuMkuEwUAdFa3MBlMrxqw1pMAd5YvGqMAU4ojHTryqwBXAGWkOvKEUCwhHKYP27qOmREwgEI7or082KD7lPuCQKj7j9uZBz0pEYetMQ8NhMijHwMAC18F75Gqltsr3YC0sBkOgFlaHoBSV47cgqcBgECRAFWP8xGOm2SdZCoPs1MMTiUhFYB7Ux2AenEv+xeHH/yzUxeHJKEkHaZkLSEbgHnkAsQQZIJxDyE4n5GZvtyw+JVwOoiiSiM2K98G4JAYGpOEbZmZOuiUQF6wCUSnPTw9pG2CTKRMuYc4Z6Tvqea9BxZAU1M7UxkFgiqhQEgTMFAx45CEqPcIjrGARK+c3ShAR++oQGz4ruOGySihKY4PIRCGOKEgoS+AWuQJmaduB0B6pC/7Dhu0roDARIgv+xzjv6uzUyPRGUBa35E+lMBYehlAdt+GEa7fhEAe4A1vnmuJa4mZLY6YBS4wFOkIgEW/nxwOwESAa/AbLzSAbFKAkoDGPIBJ1yeoPQesUqr9JLE9ICXAQhcXNA3AalIjwF16kVSJJAl9qlylVJrrKhcwUCfAQiq55BNHrQcLV54EihkLV4KAfvkan6OvnT++/65rps++qblwlX+3VoewmPuU+7IgQcBnhK27v60k+7LWlpg5wESAeEqBsRR7oRa4Fh5ArHueerTfHzu5IoLpAb+ggHrQntGA/bg0sfa7fZkHGn+7faggVSo1Kg99kOijSCE7hLqHRoxzDyB4zTUPt0aRvJp3j1AAmR0Pi0SC9zPerlc8j5Ovv/+tl5M/jMBC1yfHhKBL5hIPgiBxwRV/kYWzBK7AegSuoEYgQvqoVo4geDSJoGogcDS1uo2xugSVsQtBAzuqEpaJscegOrs6OYglf7/ARy+ZGr//vN2awHM/mjatfZS/pqBUaZdTBQsMBJK/hCWoYEhgavatxBEHuDSUYF3AX2CM0p0HjGBeVqJgYQeUsR7JBbAf5wLHrkSmYGgXI1SHVia8rMeYm7EAQIaH2CFgV9YjIJS/q7+1rqcvkluCdTCADHUmgEcNmiceWRS/i2BpZ7P7GWYSphsBPKow3YFrGJciOy3NjAE8qg/nsvsqpBFaCHeSpiBgRFc54qXBHA0FgFe5CKog4E8Yj/M435mnPKo3ITdgcEBQYFo2u2BfpBKmJQ68OR/8geB5hDIIE8E5QH3BksB9MCM/j6BMwFfau56SVod1r9q6VqeMt726nhA1gT8Y9Z6OgdWQlxp5l+B74Fp5gr+t8Jc1rL+aNpolmjaZWb5riiUgizUYDhQvNaEjlr+6v6i1lZQe1wgQVAB8dCoQWe6pv7v1k/+OQHyitZgz/R/1pAMNv4P1vb+3MA3uGA2q5CFwgg2/O4uAmU2lEEuAYAgdzZJPgIa7gFMQVmCzUxZpngS7UxZppH+iQLLNrs2uupSAYc2Q+y0HMsIxfwcgf1Q4kGiQbn+c7a0QbJBU7Z8SveBsa7F/rWB9Hx0wGX+a+4V/llMFGiV/lPOEJY6QQ2mA/Se8KUeEurBwCZBip4QgbUgxaaSQS3YxaY4sO+A2aY2QVvKIcJOQfioeAGw0PpB6EEgcGUmPkENJse+f/4b+nTAh/5aQcf+MoFkhJKBLabSgVak3abAeqyBSf5RQWZBFaKZJnFBz4JfYF5BLEGGSoLalkFoAR+eOrqV2sgBeUEO3NvK+rqJQa3ma8o7yilBeEQlQTu6BFaH4jVBktZhagJQtUHKhiWBdOKlMs1BjUH0SGrWV4F0wIABR/7AASDogiyWTCSQaEGZQfKKI0HwQVq6uUHIQaSq2AGcLsAsM0HFIFkgA94FQfNBGZDwrEvwZAFVQUgBqQLZpmXGkgH8QbFBew7jQfcqh0EIegdBtBw9QQqBQUGrAfCB6wHBUpMWWwFQlkJWewHbAY1Be3jekMRWG7qnAV9BH0HbXGzWNxbPAah0TxYPASBW5aCh/jtaq/RsIBDBm0DfAV/WaIHwwURBdZAIwXgS1ITIwShkdQq2QaW2UcRWQQ+2qkGegUFBcIGHfgiBAmTaoLlc0kFT7mTBmzZCgQJBEkGC6mKBIkE9QAKBv5Yc2j0aA1bF7LGOD4YehhpK7twf3h6EjAGT6vzBQ+4p/ovqIroehhSBqPpcVjaBxBJoloSBMFYIQQaBPBoKwVq6X8AREt9BdUES6liBGsFPoH0WE1AtQWiBG2IGwZtAkfgz1h6Bjdp4AHTASoG3gewylf4IwQa4L5h7rkGB2oG6QYaBktbTWgtsr+CUVlfWnNavQTaBoVrewQ5aoeC9zuDSQcGBLmlBBI4hwQiq2UHBwchW5kE6vJeWXq7xwR9WwJaoSonByD5pwanBL5iowQTBFsERAHTA3oH3Qb6BZ2rVoKfWQEFurtuBzP6zaLpBoYEk1sg+tcFkhPSEb45OgU3B84Qd9BjW4wEoZDjWhdKxYNTWHNpl0kzW7wT1qos05xYlEqmBgMG1oly4sWDlNikBOQSDNjC2+ng/NGUYM8HzgmWBy8GTNuXBNEFVvhNqdAA3gUXBd4Fmkvx49JBt7izu2k4aTvFap8HqTmeY+nj1GvpO58G3arfBSk4aTm+B9cylUF3AUt6iQgMkb8EkWl/B8sb/ga/B8sabwUxss8AWfqdqiv54rm2BF+ZEbiiU1TqwQRMk4W5nGnBBtGwgIXr+88gIIXsBaCGzTthBt5A/YCLBcG4EQfx4uCGJcg7+R8E1fmRBJEHNfjzuG9pNOh1+dur72pQhHBznkNZOVB6nQZWq25ARTvlyeFbmTjZOeVoD7twh9wHIiqQh78HbwVy++ADwLueOi7bEtjcoeLRSIXe+S4yjdOS2ciEZ5pFg+sAuloogIVYqIYNurpavgrgyv5D2HHL0xDJ4hFgML747BnL0mQSQRqCQCwFi/uPWYcJxwlPWJEwd5twG/AbdjLQG0wFpiq4hwPjSuCxm7HI7CktWXiHUZnDgYpLJEFLOF5CBIZDBCV5yzmrGt4CcPihg8SCZDnHeN+5ONHYm8SGmplGkSSFnxj/kQ8oZIQR4SOZh5AX0JDbuXnkhMARkdreQx8Ebvh7ovGDn4N/By3RTdEIhE75tQdIetSGlIbXASvTumAsBzt6WIav25x78eDW25SGqkDQ2t5C9IfQ2afT8Tr0h6tIMNj0hAeTvHtPWtiEiwQR2ziCaAVpaRT7OmrJG/NjudD50LtaWEPv2DG579h2kLUz1Ym4eer69uqf2eyE9umPg6GaS2A1+NT4L4Giesb76oBGStyEzYqFg/GbvkNvehyElVqmWj/b79rLgpVbvISY0asA3Plge+zoePiFupeI+PsAhNfyKLlp2EKFEAQkh6i7hbodWRAQ+IeEh08Q7nlEhQaQy2hcgYSEpJunuWKEhwJGk0N6DIQChKSaEof8hrkBbIachhejkoXM2Ch5Lhr6YDBYdIeRkDTq41ikOToGrmpMB7KHoRs7eR/ZUoRh+c1pEodShbhL8oWShGH6FPsAhDRZLMiUmpwZNVv4+0z4V1lta6EFzPp8g1951mqoEexBSHu8W615feCKSDOjM4s94IpI/FtDCOgQ6oc4+XKG7/mpBVbx0AJpB+T5UWllM3XiV/v5uBkGOwdKOxkE6vI6h6EGuoQagLqFiQZXAg1KdwQ1MspBq1OdgnXSBoX0hAFSOQfDGrkAeQYdQ7qGsIefcSNDyjpNwZqG//nv+Wa50ACFBNqE6Grlc9qFkwdUmPtIL3KXm8UGNZo3mHIFp/oWhEcHLTgLat4LLTiVQ80GxoXhB9ypLQYmhDUGdZrXmR6YVQSSKhaEdocqhAHSWPsce3aEKBPn8TUGEgoOhfaEb/uSCPaFaIPiIxkjJofMhGaG4Fj8aCL6r8r0ak9pYBK8aE9rX1scOxP4uQIkeBrQHDhaWO6GdpgCugObP+PuhXwoKuFSmHibhNoKGIKYhJmBm/iavITGW4bRXoU8hWRZn7vlWeRanoWOcH6GGbO+hOCEpwNchaKbfof+hjyBMps+QJpq7oargPiaRUO6ginT0pshgmaDevvZoS4Z9PmcGo5ZRvteswz649vn8Yz7vnqOhOpoTHlOOU6HTHvEiRGFDoRO6VcjoIU+Sx9Z4rtWOoKG1ptVWs07Lofx4f8F8UuuhkVCuEOCattD8Tqxh4lIcdJLGmRhUBKRy2yA9DpoSwmGhIf0OD6EiYWfMe77uvmcGUFZK+GMKYaEaaCGeASHqxnskl8FKYSBK3EDKoUrG/e4FcvhhJRJ8IdhhPECkViZhU+7p0uZhs+4XIG+mzt5SYRJhxNxOfrphMmGtcpUhzmGOYfRm4qEKoXGhTrSeYfKhefQnMl5hfv59dIFh/mFp7qwe+qHbbj5hkwyMHtqh6pCjMtMyxqFRYQ2hH2xFihcgK0E84KhhtmHmoYTB4u7GIIshVbT8jHi0hWHGXP2Gc7S7jIkmNW5yBGgE2V7OFscC8z7rDv0CFwKBlqx2wZaZGDc+rWFetrNgX8aPoc8hhCbfxtke9WEH3p8hH0bNYRmWPHQ1YXLGCDLVYUQEMGFdGJ1hiehnOpgmRCaR6Gc6uCYrYQhhz/KJZrK+ZQayvlY0F561BMle+i6OIcuW2i4d5v02QhYlxiI+Zb5kYZxSaCZXYTTWeCZWYQthasaIYY9hG2G9oYegk16GYUKhoL4lxuLsLz7JofNeLz5WNBxMRKF7eIah6Oz/IXt4VO5byD0u5O4k7E40jO7UFkI6l8ECeDrS9GGc7h5yECFdnpjhEJa44Qih6JYt5tCBgUH0fHQA/UGhQYNBgVSQnJNByCFTTvVSMAF04aL8hUFM4UgB80F4rktBJjLsqmtBHAEXkJqSeAF7QTXmu0HrwAagTWbnQcWhbWa4GvQqraEcHGFMs6FXgXQAd0EkwUGBXQoTTryheTi0HFfBuEEw/prhkaoOKB30F4GXOv5Sh2HPQZOhOGFvQfqM/2GfQccBt2FogWcB+GGbQKv06KEooU+AAMHO4Y7hLwECoU92EJZu4erhcMFKEM+QRCGxSt8BsyEL6p3ascJ4IfXB4eFEIZaBLQT/IQlAymETkLE0ceGF6AnhxZD9CpMhCeF4EhnhRKFp4SMKTi4rJN7hJOGpoUluYiFK4UABOhq9hCA00iHFdIhYx8BR2I5WA2x14aXq1cry1mohXiZgsvE+SbKTdJKaZY4hwKmOkhTxPuye/b7WHG8ATQGSFI4+FRJbIM4+ViGATm4+qeFPnm4+s+Fann++C+HCnoRMTTrw4fgqXgIH6rFu1z5rRDyuCSFnYXVGL3Zr4dMeTTpDIRDWCGRn4XxScNaZ4RwQAwKFGNUhKSaQ3k/hZSGX8rbQBehlIZoSd/LVfu/BxZJxITpOrmEj4IARz8F7mpOST8FnmFE+fOKQETXuXb7tIQmetKHqDuY+teCuQLM+KBEsjjmeC8hqwLM+BzbYEWgRVZ4j6KeB5zb1JMQRhBHjyDXIe3InNiuBHzZ2PvrO7zYB4tLOXkI/NkwRKr5Ogbjh9BEsEZroUC7mwbAuDJZ4wIshpBY7PhQWbRp09uQWovSNGrIq4lbdvoMMUlZNbkqheiHgOrYm0hH8xks+oEaKsu6++waevsvhQF6DPhHhX55RvjoRi3YILKHhE5Yw9vfhieGQ+Ib6F+FTIcle6V7x4XBWS1aKzmvh9p6kYaHhJGGClvoRtVaB4eHCKSYpVl4RorQytHrhsz7KtGfB18EZqvFA/E5AEeJSCqpREWARX6b0EYzSMmacEVXh9eGsEdkmzeFOLuiQ3QR9PggR3F7tPuoOKT6mIeTuQ+GQRr/SNNjqEUPK5RHsji4QoQHEEbJeZgGHgQ70xgGLgcpejRE8NGpem9rB0KYunZontiYudeqWYd0RwzbRYVxCgxGcYtZhG4ymlrwRFK7AGMTBFeFDAQJkphHZoUYRCIHieOdhesHb8D9hchpGwQ7hasF4gVsRWsHqwbsR8sGs4dNaysGs4ZLBpxHg0sQSECFiwdBGrAFCweV6tXoIHHzBTxHHBrgaxkxvEbrBif7PkGMhuBrJQbnhyFan4CRANhFZ4djqpQKgkchWixH6ESIhG/p0ANbB+8G2wXahXhGV/obhoLof4sqhu5C7Gu+AZuFjoSn+bsG24RFAoVrmYbQB8DqEkUPa5VZKxqwBc9pqxkegc+zVoRJhR6BVoS+CjJGS4J6hB+EaoWwhCkFI4ahKBK4jEaJCvJHo4ciRQeG5wXwRGtaWOhIhTTbmdt2M0pGlUC1+B2HNIS1+snaJ4HkhMMDj4R7oYJ5FPsCeej6w5lammpE6kUDmoL5g/uIRpJbyEd9hRiFKEYwWoL78xrK+xRHr8raRkEayvisRdb4vPuoOS14mDjw+OO5aoQYOAtKNdh6RLuFwSvoOlg4tdudehii2OCQRy2pNEcggV16tjGdepTg8NCyhrRF5WhqkPGKJkfnOcd5SdqqRnviykbQhM+JfPnKRlMqyEl/hZCFN9q9QxZFKkTkmBejZEdkm1NpVkerOEREOFErObBGmpramDuT1kYBCDRpDEQGRHZE+ZOMR02BDYAYuPRG5mvNgy459kU6R6ZE5YXnBvDYgQIsh2mYCvn/2ISRIZqAmD4RV5hNOOyG5Zky+4VarkegEY3iqcpuRJBbN5naRRBaHkZBGBBbOkTrWnPiPrES+eRH2rteRWujR3vgRDV5x3tS+qBGMzmkhr5EhES4mH5FoxtOMYo5+EeMoxR6KjtuRCo4NNg0hRJp0viBRTeah5miR/JF/oGeRq/a2kbuRkzLvPlsG9SR/hr7e1BH8xm72RQFVEZGRpQEDJEumToEEUcPIzYF5ETw2dACFwcrhxcHgIQWRBEC7geeRMwH9TGx4oYHE4bBRsoQ3EcxRndoMof6uuISTAZrh3FEp/vxRx1ilbEXS0mHRIaXSShBqYdEheyRMHM5h4lG5ErJRYlHG+LdyFhElEi5ygJE4VimRN+HJkQuaDhHvHhOazCEu4Zcyz5AlTovB6KhNOiVO6tJLwRZRFk5tgbRRsJH0fHuAe4CUUfMRpuqzaAzu7lFIIGeEX/TWhH5Yin4gbhOh1kHHyADQHrRsJLL8YbSIksGYYVGr4H/SRhxdYCze3kFxUW8qDTBJUVVewdx39GYcvlE+UVCBbFEEOmse7eoMGtn23eqFUa8AjuohwjkgBsBYSuiR9Bol9MHA2QxnsMk6aYbZDB/+qDApnjfA1wiBUcUgMVHZtDw2TlEIkVRRjFHduFO4GJH5UTYajvjn5LxY41Hq5r1Re4BzEQNBWaFrEQzui1FeUW2Sy1HoiCNRkd44PFeBTlHl4fNR0rrG4dRGB1H+UZBuGwEl1IiBmp4zUXvBA1HsMvsqh1EolMdRUca3USXUB1EXUdtR1K6aAbdR1oRy3CtRENqw0M9Rctw07hLmN0GOUQf+H1FZCPsM4NE/UabakNHoiCBwr1HA0VW8TlEU4Zmh+1FhyM9RaNGA0Rv+aNF51FkI8oEwgVmudMAFwWDRZ6BY6H1W5bD0ajs2JwAD4cEI3MCU9vbE4+rlUQJBVNHFUSX0jPZ56gwaiLos0Te2/QZdTEi2jSx+WKGEflh80Ubh+6Ck0UMWbwheyM/eldoxuGTRRhyUwSlCZhyUwSCiARwRripMPhyC0V/0qtFagTe2XCyzaOwmPDaE0f1RrlG72rNo5MHagcLR6JHm0brR41H60b1BdMBzUZThC1GmwdCWaxEW0Zz+rtHW0Y7wnPaNwAbRt1pNgWsRoYQbAW7Rj1FB0bnEB1G20QjRbjyE0VdRxtHWOhsBfwwMcMHR2ia3UStMKJQR0fjRQUEaQR9RKJR/DLDQSdGfJiBwqdGw0OnRpOFVvITR86FQQbDQoYRZCPnR46Fm8CtMWQgl0SXh6kF9QR9RYcgrTGHIQn64bu3RYdFZCBmukdG0wHQAFFGGxpzcx4TOZMeEAc6y/v1M7uRdTHyRUcaz0TPR9BKxkXQS1BI8Ymd0YS5qgFnaHmQ8NAmiMFENoaPR4jxwNHw8e9HKAQrh8JFNgf1MzMQbUXXUtf7agWBM19HDTuRRdAAO0SjRpuprEUjh79GT0eiRn9FaJNfRy+FP0btRjtH7URsBuhwgMV/RJ1GPQffR79H/0WfRMdF7URbyt1G6HDAh4DGPUcgxNdQgMTAxA9E2uFah2dG4lM5kw3AoMcnRBDE11AQxW+FPDmfRFdElrugolG7UMR3OYJLGSE3Uw3CYMRnRZOHk4W3RAtSUbmXIhDEF0VwxNdTA7vsoWoaBoklKXi56fOxCvZDLjGKe3Dz8MRIxOBH8iqBAMjFoESHajOGinrIx9Egn0UDRLDFVvBLyh4AbgI9aNsH35m1yfqIUXB5SvQ5dbHoi+O7NqFKS/2zE7iKS1x6PMkDSMiJ+lhPS6DJAvBhgr5DBIcjCW1Id/r9KB7JWbBiEhEJBWiPgoCFBQARCEHzAno14ATFhPLXsHf5YQqNaniB17EFyaXaAHrX+XZ5JMaBYqTGx2uiRGTHkOHUaVKh2wAUaIdpiyueS90AfnHZMXUBCpIUx7B6MdBBaILDD7M6Q7GoE0HUxg4j90ipYHf6FMpnABRqiOpPSftJwjPyBYjrawv7StNoDMb0xBkHA8sMx/+rXmtrCfnSh0pMx6nwJgtxSUArMQSlhg5JnmgsxttLOgZsad35gUZWqGEonGj5g+XKGwBcaJOBgVobSDhJHMVsaGmHZWrrSKRDBYTsa+VqgCjcx+niCchKaJtLq0s8x1zHQCh1Y+CCgBBS8q8FKsj8x1OySXGoK5LwOrBuCCgqeKgTsD8oiIGGaFQGXytCxUZri1npQWkoylpMy0T7gctpK9jFzmjICAZHqhI4x4uxosdYEEcAZEQSxHiBiIHWqAbIMaHtA0sYeoaGA+sDFYlSxdaqKUQ5K8CoKUewcM4q0vO/qP+quSrS8lNrRShyxtNorgrcxXEJM2oKxoYJKAo+q04II8nKA8Uqsiqaq6LTdQCcxTEqCBMGyjtKNWsqxkbJ6aJyRg5JysTBM1IDuMQP+2NqBggax6HSS6gh0RVgaSqLq1igmsbCQnMoM0nQSPZLU0sCE8hq2MeTSZEG9qoH8NNKQDDhQLNJoaqlyOvI+sSUxRTGoavnWsf5h7JGSETFhMWmSIxLwQkuyZ4EeMZ5+y8ikqo0xCoTo6JJYYFqpsSmxy2IFkOiBWdrSispYOxE5Qvmx+sH34logSiDogbiCgLxieGcBiVJxUlWxf0HwMpxhdbFsvOFCjKAkitbhgAIkRE3c3FY2MdhoFjEJIr1Q1jEOMcDsvVBJECORz2qlaqpyY7FZagVq/ZHVtB1sTeE2MbTsuLF9XH3SybGIaJLc5firsfyw+bBEqqT0fdIM0Jqw8tAKsD7RV4GqAXHUnxKaAc4K9dzLXNdgob63ENAU1jxHmFf0BCHe4mmx5uL1ZGmxaeIQWOqRv1wfsWNoeALeYmgSHAoovP74S7j8BsMcVizAzEuCY2jKNG0cQHEkejUc5cIeCpcBca5BimJ45AxQaJBoQIj8AizCyVJU2LO8j+IgejO8kngjURnY5NgYkeoCidjORF7RmvRvsZViGgIKhLRxboL0cSoCzoKqarUqVcKVYvMc4nhXsVAUSoAOUf4ClDG9rpPy5CpovpEC82IWgt3adCpSAfP2WootGJJxUxwTGJ2gRt5/mL2QP7EaoLze2DokjCpxWfjtQAo2OnEJ+DeAGb4WFP5SpwKyZHnQGEKHEtk0Qtp3+GuhIrY2ccTSYN6XYNqQkGFStIShFSr1KhdSFWCxms10N1LeceF8zXQFfuV8WHY3ohuqSVxuIgCijjohQolCEUI7SkbhsXHhRLBxJ0KQbi/8zszfaKNAkYKtkPisdIKZcShotbBbqrcQ2v5+lgVxav5IIQVxN9rFcc1K8wrF/CghQPROxPosGZA6+HnKShBmFMiCbbGaIEH4DXF1bO1xQ7ynwK5cGGBZMoHSXXEDcc0y55qdam6eyKKVEoEsXWqlRLUSPsQzcWjyyEzTcRNxgLIcIjSYD5K/cjks63GcAoSKCXjbcZ4qYrKBLPtxILFisgl4xEC9kje+wxFRxjiReX4SPLe+N3GrdtsC5BSBLOdxm1LEFOXYipZPcR2B2KYfceJKDYr0wiVkyJ7H/LhxCJ4noADxXDDTss+i+0JJDIi6/Rxasc2ksPFQLAMcjaikqCnCCcLQYh2ecpg5wmV2tLQUkXKOzXZo8cPaGyruoKJYCaoqTrsqpPFkRI2yFk71kGTxZg7GDrTxVPEsYpuObRyNghxiLPFbpI2CJDTFFufibPGl4jzxrPF/fj8h5ULMcUPiwvFmKObC+ZyccTvi9cL88B/CjRyV2qlxnszpcZdMn8A9hGr22zF9PJTcWhLQ0Bv0Q4KBKOrxQrGiQhOCzKiG8ZNRXtFCqNKK01pTUVmxwArwWpbxVp7g0kgKCoo3eiiq31wIqlZCYigy6u7xldqfAuFx7+Jjok1K8WLhcYfwjbHOMaBR/aGh8W2x8bGSRHqegaqoUERxioBDAvHxLjE/qkwCzXHR0pz8gGpPSq1xnhBdEjnxcUK1cVbqV8r7qvacEZzHqrV6rpxJcdmcuVE3RnjCF0LsUvaii8q8xo3xdMoXsJliLfKtArayeWIoBN3xuuAPcFgEffG0EKC0HGr5wqExgKE2bLMMf14BcUXhrfqQnlPxtHaeaoruhwhDQMZymfqMWtG6BxIU7uvx7tKb3g7SveEKliyalSGAYbsoapa+vHfgfcpvUqXBhp7Nhlfxx/EnRgSaTMYkmq8Iu0YXNv68IPGHZODxa3bA8QzCDuLb4FEW1n5cwoNg/WBw0vPAwAntVLje1jz/8f1gwEZf8T7i1+4hyiZkb5KmccNiCYblwrqeMMCVAtbC2+FJilgJ2wTg9r0Epv4zluYR97HgFNu+pAmlWvuuYcoEIZviKAli8YmchCoILArxS1ZMCXLxnMQhvJBeekR5bn6SBzyATjwJGW5/sieUIHZR7IKwjxgiFNbs/KpWonbsQFZ/xqd2eJGf5nrWFnGcUkcC7kbV9lZGcEIBMcROlpCzEhISFE6MdLOqUCJRXDAiY6ATEom2cYp8dD0atXLgQBYJYoGVikqooMpG8lZKTYrZCrYJbpK49GrqKCTByM64VuRpceu2glGZgSgYXgnpErBCOGIJ2Eaxs1woaJ7BEzHVMmwqN8CKsaAawPKhCdfadTJ7uHS8RvFvmt9yZGInADZy48FZCUsxmvHTksPBqQnOgDZynPQmgA3us8FUzChoaCA4Vpz0esHnwJYRs/KQaCWEmGBw8tiQkiDYWkZRHGFHGOhaeTjdCQeCTBzxCU+A/QnbgiiCPfFSmBWiYLFZYh2iAZibpD8RY8IGJKn++ASaIQlCpEJH6oYhRlxmpnSiQ8rWpqZcW6Ep8RHxLZH7oeHxtxJusgcJ2SYCqgWQMfFAVjpqmELwQgJxbjyUakJxRPpeyhGirwkIypc67wk/HPUiiCKVYj8JEwkuuOLYqGwuCY4R6EFAifoQsUQPqtAin6rRInAiUIlQjM+qD/woHFNKcBz+xHNK40orHPrkqImz8csxD7ya5NiJ0HzYIh8JYInHIpuY1fENCtMRp75Cotah4d5enK30LboewrIB+nGgUuLh926AUt0YeRp58iyJ2RoXPpIgPPI9bo76jPG72Dqg3uZeuNsqDGwT9mKJ1ai0CYVQxIaZDEPSG1iX+GGQpqQgkTiOyok+pCCRgVbqiUCxnu6nxrihmWJqCj5WTfHeYYtO/lbGiTMCZonkmkbhLyKCQhcQREBTojT0VYJlgq2ijol7uE2C0iL1bDQBO6KPWJ6JZ1InWGoixUTeiZuiWURJQgciFJrHQtmisqaCEr1mccyDTL4uJ+KEOhjxAlAJiTg68o4gWDSK0GLSjumJzIpKmlOhkiB5giD6/2H1kAWJMSCmNPmJvZAg+qDhxYkViTRGBES5UqhQQwn1RmlSDYm1iRLxIELw8UlGVEafQVrAPqD7ClcBWgTztriJSUY9hC3cZmDvQR6YVeJ8cdsB3j7oHlOJfKCJyrk4OmJdlsbhVi57BM6AJKH2ceVQ8WgWPtyQkAnbFuM+UEZVrMjE2xZdlpi48vHSKMR8romJhPaJDkEyQnaJEF71Qa5BvGI3iUtBn8DJgnNBvOFviWMeqAr28V+Jvv4oWtH2yYIwCusityyoCOiqsArk3N7xr3Rv4reiSqQQwXmJpcqMjvBJQ6GISY0oqDIjyrJiSSLoSTXKaSLGvt5YmvyMjrhJUZgypARJJBTWCfhJWmidXgcSmRFecVcSrrT14X5xdEmpEWLWtZGBMfVsa44ZJjYKLWyVkUq2aratAivCJtZZllZxcVxo3gailolg4thww1xSaH5WRHBSSS/xlxKnEpFgquqibCcSzsAa6miGHERKSQ+JiMqvlirqKnabHsMQYAqIwnIuHzERegZJ77xQfMy0JkmQfCU2OrbSZKQ+3B6heiYEPqwi1kyuq0C9AsExCGDOSe5J1eFBcT5JDEk7orBJFijfAvikrKQ7ooASTVohSc0CyKR/AhFJTfRJcdsJnwntapbi7WozBFzCcbwO4hkCyMLrBDks+BDZSVwQAcxwwiyGgSx5SRAJwQpDIseJnwn4oG/6JEmUSWRJNUkdEv2qDXFo0hcyzuyVDIygN0oVErte13HghJ1Jc3FnceoWh6qgUZ8mN3FRekNJSHoLccpyHmA3PuNxfV5fMewYfWpnaHsxJ/GJLJNJ9qwXMe+A0OCXipdxM0mG6ttJV76bSR1afloJUer6h0lZKsdJMeIGQnqaf9SBLLxg10lPZBrCk55v2qdJnCJawsF0FUlA8VAJcbwXIR9JkPF+iAnKnMQrieZ2dAnxykHKP8QTFiuJnCqyiWChlAxnidA0lUmKoQK0M9KKiQpJVwnPcrM+qMmMdOjJeM7wnrkxrlwwIm+yeMlXNIuerKIIhCpOJMmRQqsY0/aSdGTJ1mLUyaTJtlzaNg7ExIm18SvsnVyQSfTqoEmeUgUJOxqcyRzJYjrh8CoA6Qm2kAqJiGIk0VeaMQmCyeseHqFM2lLJptK27MexKEoKyWqwt+pTQorJeVrP6ohilPSaYB08TWg1ouDeQjqrbLioqUbhATrJ0mI5sQTWuslieDsRanjxAJREkWCWwOrSqEL2yQlqQv7jJLLEukpdCc7JVCpR/oeK3hKQQjeA/O4XilcJNOoEmgHJ5P5DyoYqlpChyVYqGgnFgR0hpip3CZoJp+BZknHJAZEpySWS4/GdpKTSm6jJkrM+wO6x/A0YmOwPYvNCRcmzPiXJPKR5ydvyHLTIyQgCvVGHgJ18l7HXIqi8I7jLuIdanzpgceJK6oSdyZya33RGgm3JaOp7ImLoPWocCmgiHWrHIibK13ETycw0PclWseaxkHFtycCis8mbqBX0oXEp6J6sH6C1wE7cXtwUMlBxiyAXtklxgfGUiSOe+AD4ABuArdoF3uZyw/zIyjASP6r2wkjx1NFt/Hnxsh5JDG0KD8K9Sli8lqA49GbEVgQ49MEJ6nHczF/Jf4JJEjHiOyJHyeQxWDERAPgARtHwMbC6OOoXMioSE4n5SnBeq2gQHrOJWuy4nEge6CnQiUAe2CmxRP7ysMpoHqYSHRr+8izJB852FozMD7QjAuKMjUn5QCtJLaQ0KZXiBZaSSc6BMkkd0D8KvOwsKYeijkl/Rv5Wg/ImYJpwdwjUyjOyHMLmiUYqysgjkp86tLz4qFcJC5yp5Krc0clQQq2iWiJ50hTcJ0yXHLLKWiJ3JAopOCmm2roisURdopg2oaq3gq2iJNHRxILadaSUxtGqg4nJ0QMguMDGkDza3Wi/EIMCquGeSRG4zikOKRnhS4QxAMaQpCAVkIU8HinliU2QfDzS8RwKiZDyKJUo2hTxupIKc2xe4lEp6xIcCvEpEnAsCv7ILSiPsfHgX9ArBCkpEPEhih8Ct6LlJDopoaJ1dF5mlNDQql64jVBfovW0P6LM0H+ijKCwodimtSkMAZomD2L1KUemzSl1KYnC045euO7q5PFdKfSqCO5Nif0pkeFLflRGQynU8Qzx5QmUgPTxz0CTKfs0EU57uHL4zZF8fqZRCymdQaokkaCRCXEJFGJ1bHQs62zhQOspuylXLEPisSAbKVzJNjQKLm6JAooUYhcpYAHyMVgph+C3KU7Wcd7pyozhv87l4rWeti6GfoXigMkH4pXawVjieAmiRAkX0mxiBCGS3ARBSbHbsaCpKv5pCqSqDHBsiliqd/5ieJCkduqT/spYRGQoqtIaYFoYqWlyMuqYqWoJtwmfwqIS54bi2skxJDaRUMSp3mjC2lWgfkqUqRLayLY0qUqJ2qiHPv0QEYxMWrK2hKmDYqyprea3PEZcbnyzYl8iwsmW2D9gnuC8qT+8SiCEKZViYqkOCcOiNXGQoS4JvaKF8XKptMHlcelEb+LxYgYp+ik5CpfiKinBTNIpOXT6CdJK66qPovqo5XHKeDuqYcQFKaXx3HLHwEhJVqkg8jap56q1NnDyNqmC/LE+1qlgYJbA7WG2UqSpYInBIoxyRSSeqX4iTfyuwIKphWJLIC0E/Cn42KCKkjIlYlnxps498c1kZN55YiF8RnzyCtMJBSKMToRysWIwyaYS5CoLPnNiiQLoYU6pTInM+Igeawr8hEWpwwoSigdu075ZAj6pQ74kHnWpoB6NqZcpAFz54i2pYAFzHj8pVCSX3pYeyfIaRtXIquKlaGfOg6mK4gVoOqLiCVxJNik7TlIJUJ68kKail+7DSTRWs6nvoTyqLwDqwItq+Mq8qty29rLrqa7U86hbqXupHCjaTDcJLMpcqQ4Wq1I6KqtSeioiKRIpYcl2VsVqK5z0KQ+pvHxPqSAGN2wpIgOxomynbLkib6l+eutJWzGtHvp6AGnl4MpuBgxWkmBpCmiNDBbMW5odlikqdXKwaeXgCGn8VvtAbTTIaWtAvRhSNmE8Q2Aghq4C2Gk9YHG6s7ET8X74RGmstly27ezDqbtiSu5DqVVomfpx8nYKIfKW4v8JCZKWkSNJzGmRkt1g71wI7BVij7FcaQ1iHWJ+4lmpyWEFVADJUZzfKRDJvykFgtXuf7SykhJp3GKcKmxcQ8qcqizsrsB9ynbWMqRUKRcS6mm0KZMYMLQumDwp6EFNiMSkkGAyNC5K+mmhqa6SZmmzgjI0k/LAkaCJrMmcWikMdmmidl3iKon2aUOJsQKt4jykEJEazunxiEkeCcpYFmSmCR2qFsILquzqmKljqpBoyKmTqpiE8Kl9qq/qaKmb9D7Sw6pxaUVaixCtMUrJ7apTEvMSXUllsdMSTaqVEtlprFgqkuo8QRo4iTzJXELakqVpSRqvijqSxin1MavBl2wHgvPsUtKziucJ8tJtaZaQPjGuStSArvJe8ikSF/KqqhmwfsnGJBnxkAEOaTlA6GCjaZuo+crFBPlAF0otcQsJtRILadHS2xCJySvJ6GQLCetpydIsaRhoq8mtcmmS+8l3HBERUUpjadkmkUoBpDnxS7QRqQXxpZHLtLdKLXETqRhMTClDCWIJz2lUKViGKml0Kfhqzwi91AQq56k0tleBegCdsmfJl7HKDNhor7HgKaC6kOkXtvHciRLApNY8USnB7FCJuUyIiTlEppAoiXcJxKKfqhiJn5iY6RacY0rDSgCC5CK/CXNKtCKbmDypZCkVaU2817jPakHAaHGfGuhBsQr8pHs8qlp6NmCJxzws6Zhx1OInQR5p8gIf8QxkhUnIwuBpvWqlSTzprXFPQEJqxFJccZLp8HIdYgtsHEQwcpViwMqK6Wj8ueLLRKKRMxEEAIAxr9GwusHAlCCKYjYS9p5zwOjJn3YPdkTJBGHm6VTpq84UKUdpqPLlYHxOdukEng4WxkYGEpjyBJjrtO0y6YJrtJ9gZTJh0p+cvuksklYWPukdtMGpVhaiEmiUUwLN8eROF/xiKfhIkelv8YFJG6raKe+EvjL6ygYorMz05IuJ6eknJsbhN+JvENQM+soP4nQMylAm0gJQGiDmUPosOyJ3JDyplpLWPDsiBPQwuNiiVeloDHDqTelxcdDpWHiYibQMyXHXcV3oTVB54Ny4ULrFST7K5uA+CvFoQ+kUbIAJo+nD6aAJ/enf8SUqSmp+ykpqFdpEupwqpfiAyVnK5UF14WLA0tAT/pzgRlAoqQfp1lBu8W8k4EkgSULc3vFn6TBJyekqpDypRSkkvn+SblSDYheJ1bZW6aNiLn7icYWp7n7lmD7J/EEjwLZ+4fCMgUDKgBltAn7yf24pys923HbfiLQJW+lbetRJq4qCKfYY+nLX+KtS/r5X4Swwz0nkjnfhS1JoxpDWKnDnhljG+BnETnIqCMmjhoZGDvbx6QYqKnSPybyMsemGKkgZtJpZIrepNSKVIoDW1pjMGVcG6HzFIvheVpq/MVRpV54gsQTsTl5Wmtp8oXqkXm8aOMl27lWaKSo3Ao20b/gQGo20qOBwntIZVhjPAEput/o1tIzWam56mv6+mfq0Hg1xK+llKvPpoPF+lkNquJg/SVYMmeYjYadJVhmN6vjYVhk7Sc1JNsw2ST7Ed0kh4Fyyt0maGes0eeiHSWV6PWna4SNJV0kF/BfymSCA/EjyPHINceEZ7qltZBmQbwClRFfqb54AYDAZdaxwGRNpVoCpGdxoZgadUPxilgZ1cBouWx45GaMqNynM0AcpMyCRwo2JJyl0LN6W1yBVGU8q61CrQep+Uej1GRNQ8OJ+4bpxbmoUYoXh9dyKTD6gdsbfQlVR6RnbxocMCfhuarnC/ULKWLWqxcZ5whLxtapRrAmskxnbQHKOlg41qksZ3Jrx9uCpUKq4uhQJGhjSfpsZHKq26Rtp9ukH+k7pHYlPLj+ppxlXGPF25RYk6kl2Um4xEiTqZtagdjcZ4YLCCRhoNEqrGGHWM2mLab+2XxkPaatpvInfGZnxH5Kiif8Zz0r66aDCSqoBaXrMC/D8SlBCTWin0NTq8JkwmSuoJwlUOJmiFmkhMT4xtxAYmQeaksnIYLjAmJk5QLLJBJkzEGlpS6rzqplpxVqoqjXoyKIHJKuqmzIp/kUJSKqjkrrQhzFriUZxRmEOwBXpvxCeYAcx80LvAVPubJkCmZVSurEeOHUY6tKasX+Y+nhSmUZM7UBEmdZAb8Himd3MuvEjRHcJzHRTCTlEXHTLwJJcrvLmAEZRapmqqvqZtqoOwCaq+2noEqqAkQEbadlg1RHWmUhei7a2mTtpm3K5yRHA6BHVXC6ZYiDr4FH2iyB5yYzS3pkemZjsrZFHaQbJBSEepnaZZMah6ZOiEhKe6Ttp4jaKYu7pbFKntJcZC7LjygmZlWLV6XfpgriaMpHMZOl5IPwymZnm4HISAjKc/IWZNxg5sgbMc1J6okRx+KCVmVIyhHjRGf5YiRm/tisSblSkGa/pNYG5Yf4CcDFAMUVG18AbxA8Z4YLaNpHiSKT6meo2ub4jmSU2yt7fBD5CY5nDmaFC5predkKBFW7AibTB4Vbyqc4erR7d4euZBr4vzNbpqSFd9kE4vfGWUJtSwVqD8ceZgTG0MF5xjulJKiFWwk4ABFKhfkk3mVXpPem3ySBxvenaJgBxR8BzkJ+Z3liczM4ZMGkmpFbkojaKEKK4DXG2AkiK++oArC4CdgKPkhwK0FnwDBgMD3F2TByKrnGBxK9xMrFbgkhZuHwk4jks6FmZwPg2/XGP4HdxV3EfmXgacVw7SYR4NDBxXImaw3FEWcA0fepAWbCGW7Kw2j9xMaDYFDniB0K9kojaL3G3ccxZlQyscbCeOSwCWT9J4Nx54uOiqUiEYvlxvLxUOA0ZH8Ekguy80lBNcKzcS9gaaU1J+srsvI1JCWmhie4yxSmbQttcr4Hocd0cUKoBepUCi/Sh8cBomSqHCW0pri7VidxYryrxNrZZVlnajrWWjlmJwoYyRbENCcXG7lnWyao48OJcYFMgHlnZAdTpucZdKfUJMlrpYPqg44LticXGcjLKWO2JpYm2EXWxPYldGYlZ3Yms+OpOREA5OFLalhEZWbVQKjhi2rlZOTj7BMcp/LpFWYn4u+LZ6Y/p/WQZusxacTiH4lO8x2RHcJLc2XEFQQTQTVn3UflMW8oMcJPU1/5FTHNQR+nC6ET0+BLqyWZBVkIqyYiqe7FNSrBJlxhRSTKkOllNSoASBPQw2GthdBzZOJYRy1mDAsJiHUB4AnjAjMyVCpYRO1nIyltZFThvmXoyuloCmKNiW5ni4Yj2MbKsiWuZ66Q3WeKKSQyg9rIe+BC0Gvo2QPbdGG9ZynGfWUcqAlCQ9n92f1l/7nVeTlC5XhuegtCFXt2hYNk4BAOhMonGzAai6Y6UGQOG5omWots8celFkVGSiiqsVlRyIiplkc0yREpY2XISFEq+FjhO8OnUscvelh6FPqd+T5mylnEgvMzlPh5650mCzDf6TNnCmCQal4r1vnJZ1cy56sRakhbO+OMx4P4z2OMxMD7zdBSQgtnT7GN0nGDqaUjqdM6aVizqPuh3mQzqfnHXmWjqPYZySbQZUiqI2QwZyNlWidDpolmW4qJZaUlCWULZmUkdSR7Kov4/cb1J5tlIembZ1sppnkEZttlbieVJolntmf9JYMnATAmGK4nJypVZoMkyaVUg3tnBUguJBFCmmADJy4kJ0BVeoNkRyu7ZR54QyeHZK5aH6VHZftkcoEA4JekNhvHZ1+mpytHZCV4p2ULccNlL/lXKLZm8UJm6dVlMWrm6Rdkotln6yLbdUmZwrfZ2OMrUQk4ETmTZj9YY3k3Zr9a5Yq3+LlYDmcxyVcphNi8ZM1Z9mQ7EzErQmZqwe+wjWbH+Kewj2TTyhMBjQkMJ8ITQhE1oM9l4mW32/2A/ZkMZOZiJCSvZEOoKyRnZEup6MgiZsJn1gnlMiJmssZWCKJnAhPcxMlmqOEZRF9l0DOfA/4pXMShxuRLaooZZJmB6ItmJ42l86QaQfqLv2QRA39kLEuMhZVg6TA8C4wkW6VMJafwidDkEswkRqd5c6BG7pDA5e+oFyL6qCfELCfvqSDkuMU5h7WnAEfR2XWkJ8ZP2XqpqqqFKXaRDaRJsmMnEOZYR5WB0SdqqJNmjqT7s3nyyvFISWWkk6Qw5cFCuqaVpe9n46c3pOOlE6W3p6bycORQyvDm5mKZEZAJ16eBqjeRzWd6QZEkAWSI59dqaMcq8s/wAAJqXsSz8Y6SzOF8gmzH0Kao5kAqXGkNKajmWpFrAbilJwJpgujkJpPo5ykRF6FyqGMpWLFoyrwQqErpEMRZrChCEVjngaK8E4ITZHGyZpfwIktY87jkpAl1KYjmokp8JfjlmxBPkD1lZ4n7Mt8mBOY1KojlL/OE5A+QSmZVivDn/sV+q8HG+qbCJiTm0Iumin6rpOaBoPKkZOR2ZU5Hb3OoBzMCSkZJMG7hJHIdqUImwWZ8JX6psRF+q6ZhYvLCJgjmpHNpiPsoccQgMcOnhUiF83WTNnI7iP5LK6X7M5STXydIK3EAPCUIiG4AtfMjRZKavCQM5sxyVOdDpMzmIWbMcqqmPse+4IIkVOMu8DgnuacFZRdgEcas5uMLzQjXxn9nEwjqCjkDIcQc5Wzl/5GEMJzm06X7E5WkBQc3RVbz73N8Sl7HhKU/yuSgvOQxoyqgMaRlk+qhTOURyRuG5hDJiR4SjhJFxptoAuaZc69ELHEbhMbjBxCiSHemnSe85bwlNOQ/p4GpIuZmZsInIudypX6o16UY5gqj8mUMJmjlYdGcxlihooLDywplDCbr64cJwityZliipmGU04UK0uRGk9Dw0PMccldpX4mVEZLyAuVh8JiKAuY+E2IGBiXk5YpEgAJRqLXzPCewyX7gcwsjp3MKmUuY0kzlSuVjM6Gwe5EJpGtlJwHK5yOkKAjA0awkUMuq5RlzIcYlJTOlocTq51zm6KdypFxxD/CYZWGxccTJq1wTlKmFcIznjInP8xTk6GuUq+mrpEi4KGxB1IqQCFSKNanqYAGA4MqohIXzGmL65KwkjOKWZRDK4MiWZweYTKMQyrAzyki1qdJqZOXmZtJpl2I887rma6VSJFGoiIluAl7GqwBRsupmEeGPpVbgYMg1xBblhuaohtBQIUoZagbpGuWVEyHEYufq5lzl3JNLE4qp1uWvZTbn19vfyuSjrOVNJAMxnvF25ulLEccUCKUptajs536oezLqZvbnb5Hm5k+mD/KjsabknyZ2yq9KaAdICcOrIcdI5VbmXOQT0sQoR2qN6DOnddOK5d6nbuRwKcrkowkcc49zqAq0cJ7miWWmaqHoCWcbc5srXuTI5pdFuPPgAC7mXse1qOWRX1hpUWYovScdxMvSOQdvaq0Ds4kdxAHlrmhAR2gISluLp+gIQecYMVWjLyZOkjnwDyQxkTULMEdOxT5Eb/jZqBj6WKK2xH2rZai2xgmHjsZuE0WLCRGqphwwIRMNkqbkCuVrp+9wO/EMAjrnSusu5vSTIcZPJ5zkQxJc5bTkBvISMlWIceW05qrlDuRQyvHnYzPu5Qil2sfx5bgwesa28XbkzRL25OzkHpKe5fdyi6YHMsnljHCuxCnmASgRoxHGbshrp/HkaQHHiEOnhKnHilblr2Rp5Bnn3zBVJhnmUfk+5tMATIp2yIiJLuUa5TUQGuWapaP6XOQM5qmDOUp85XHnu2NDMPznc6YhqVUo4ccqiwHRwCVJ5XHkf8RKoA7lI4sBSw7mSeDYiFUm2uXO5YvLCIqUAe4B6MYiRV8kXHDx5I7kBooLCWXk1RBF5pzL9kj9xfbmrMmfkaelQCZO5jeljuaLxR7mTuTxxDHHYCZ8J9XnbBOB5WHFGWV9JBQYDORl5eComuQvY3TlueXpgRzJauV55BXligsN5hMr8AmN5K7nWYIsQYYmt5m25M3kWKKu5aqTOebEMpBzLufy5x8li8qUAL9G4FtWSLrEP8nt5QEosPigOCJzA7H+KqhLCoCHgElrr8oUhoJoqahd52hJTMV8e7463zIdkToyr6ehB73mDmOZZgfDPYlbONlmXodX4aGJgmH95+CrA+UueQPmamouphYlQ+bfu/oawVvKQx+6jKgj50PkLCgzxcmyH4YBO8ykY+b2JKyn8Vs200ykABOnutqDwyZkxa9m5IZIZFPmqoc/48OaqoXg5F5pTtM/4+aQKEfsJq/G+akQpRAwQREeJZPmHORqSF6q6DDuJDPkf2Sx50Mp4YWz5i7Q20MBg4vnC+c7erQws+U5x/ZrnNgr57clcYT50FjGaEhCaivkMBHfgLkns+bDSf7y6+RL5f6FKoW7C9cJjpPLxPPmn0ZApIAClADrpuBa3ecxJs5xuYT+avnHkZtg5M/F8TGfgZ7Q6wuGJ2UlwME6MmJ68+e3AAflwMD95HcJ9wi4utbGdYRsq5RDh+cMp0W5TaYx2WCajDgbQOu47KkEce6Ca7iIy5wL8BCsqWiA4MFn5mSRPKE1y2ynCnMX5qMgTKiNkpflt7DHy8MkPuYqhJSFPeevgzvmgmn9CbvkcRIDCFcgYvNSA0HL8arlmglK9+cJq3fn18iJ5+OYD+WTSB3lmMdCyj/ZT+bsESWYWubgp8Rx8zEeJ9flr2Sv5y/nDPuF8t5qcCS+eW/kTpKGABSYPmiERB5lH+YeONOB2tCGZiqHBxlXh9rRcYVc4rrT2tBr54bAP+fAQHHSO+U/5+gSO+Q959LyZEab5/AaerPLxq/kWefc5DxrdmbrpqAaN+d9hZ1JL4IGsviG/pudSt0BdtLTSm+D6fM95M2ZmrD5U7owprK3mWAVJrJ4uDnFyjvgFlKmBCoWhxAWtKdqOTWZkBZ0pCEmtYcXGn2Fx+ZhilpoWsEx2oypMBQwFMSAXKcPgOvnXKe4ujbA6+RwFvAVXsjwFmi77AmNS8MnfuUH5HugIBU35yAWZ7B2aVqbSBc9sKDqrwHhK82kFdMEyc2nDnDsygfyCkqpyGgXdIcYxlUoDmkpmU/l88vP5xUquPgwJMfJMCRIFIvnvIDYF/YoxvqbcBBDxvtbcB7yS+QuKk14pJnzgbgWOca/hfDov4XdgNOAiVqOcgygBBbDSyEJ8Oh/h0qr7vOQF9vmxEb4FTvle+YkFf/niSjHyNcK2BXc5FqEPGjSJB2avefzwTozEKnYFJyw2rPzw8Ym8SW2h2o5EBeNOicL84RUFhYl1BYJJEoJFlpFZ6rB8hDFZiiAWsHfh1X7wzG0Fwmlx3rRifQXSov4ux6mbOXHeboYGTE+eEwWfSfgq0wVonvWMa1KM0h6kMgXGZhpqxs66Zv0QbCCaakkQgCJIRKXyuWa7BXhKs2DmxC/cnkIhsb9mhwWYagWWgr4YsrO5VqZT+fGSbXIjRNJmyQVjqeuKnmEUabzp76YfBf2p2mYu5iFWfwWe5qsF87GWBbDJwXRHiTdJM+KnieCFf27/BbLOSi7/BUeZ29Bc4LF83gWe0IM8nFIiNBxWgQUeaicyVKYlwDTgBzKo0q9QhIW1tOA0nwVl5hOYFIXTmO759GnDYvXC4IU1wpCFlHnpuTb5orkGMf4yVlIpmhiyH6r3BdVs8rk59B1yI+DftBLCIVYDICfQWal70EKFEoXq2QV013y8fDQZiL7EkMMQ7Fq/pvC+5qw77nNsIIU+Tq95blTpthtQpJS9ZhGsmLiH8AVC7iAP+JH5ZoXl3ocGvDKXfhaFyPn5+eaFNoVijrRwIhRuwrkeb2nWBh6FZ+7uhSUecPl8Bn9xf0kkNjRM43QGwpqF/OAy4hZ06oW/BSqq25GJ9hBmnWCp3hg5iYXSkAY59eIMCTjCrz55aMGSM+K0Kn/a9SC6vp1gOYUkvoWF+YVMyfzg9eY5vnNsEFGB1ktAKbTpEL8Z2kTydKmFjYr2CYri6nJOCW2F7ezqckuOquIdhXxS647dhUxmyvkxfILgG4nWcSiFguCI0ujSUuBjhbDSRbpwFHa8DZFW8Hma9pmTDkGZYVoLYMuFgsB0Oj/hHzim4pQ6Vw7NhQ2FxhJUhRBRyYVxhfSF//mZhUyFQYXF4dkFtMClABM5LOaW5qEQ8bQn4K+F2oXGBv/5WxJ8piMUxgWATn+F4ew0oEBFJnC1hnx4njjQ4UCGktS2hmWJjNBRrCyQj/qt5jOm8ChOjCXZOAU2rH5wlhjoRYZp8MlbEjXCgfnFBSfon4UTdOOK+FlsshZ0n4VCstNgtezemgV05eyQMoayNEVyEsLKRmJEFgxFWamsQNyF3qkAKQF0/IWHauYFHnmL+SEe9RiniYRFGZFiRbiedV5uHtdhG56HIbWFQXQKskxaXxnyRUE24YXI+qF+4YWRNtWKOwK/tmE2V7J2bs0qI0Au4Zm6XSqRpCf5KDrrQAGRB/lA/GZFIHSbifmF44VxXJF+WNJhBUWFL7IRBQpAMDq9UtuFD7J+oYlmG4UGRS88y8h+ReQ5R0bJ4ip0aGavhXG0EVEshSOeEvK5AJfJ0c7iuoR8qJoKus05cebiuqQcPjKzeb+m/jKeooYFh5J8hZuculJpMUq5L+YpEGaic/mArBZKdiriEel2Ekr4IDAEqwxZao0ZFwUnYq1FkmAtRYzpHuYNdPzqzUUVdMJaOlqqcn1FKwXdReZ5jBaDRXd56mzaBTzqJZoaBaD0ygVy6L+C80XrMnpJ1WDb9oGR7WZ7IYGR2cm3TFtFsNL8crtFEQTrRSkm16RaSRTWg4UXRSkmV0XqScHQxBnSWuQ590VkUo9FIGDslkNFQVlx3qQ6S0kkfn/gKVpJuWBaf0WufjsQRja9tBR5+CrVoMY2cbkNhoIJKwlvGaW5fh6dREMOCMWFiRn5Ubm6ITH5fbzJnsXGIZZyfEs26MTYxXKawGKYeSjx6jynRXKamPFhuUlYHi57EM7AlSJJiajxcbkAQCHEoXZ0RVCqxzRBmp9WADKMjlzFBrKeYAq6qUX+RTw2zDLshYu2hjHaXDcFqlxphYVF2lwVfJSxCIS8RRZyoFpAdL1x1WByxRJKGuT/bMrFQkpWEtSFWWqu6rlmWuL6xblsyfJvGiex1vlYknQA7xJ6AHuAlPyixQU+xO55uUtFWIzdeb9mZrIIDPP5zHkaMZZ5HbL73KUANnmzkYGaaHR5Qp7FWUJWph6kK6rGZoMSS5FzwL+Y52g6Esq5XyhCMAnF9HKl8PqS6KgdYQOG1IzCqmaKiMmTAtnFoQQQkmdF9HiV0mamvdKnhZZ4pcXaZv/ZsNLJxflyYIqNpk+8VLlgipoSb+7pxQ3FMhRNxcHFlTitxU2mc8ma0hRyusQa0kZeiqEstt3F0KBUpjOFwcWIZMSFU8XAosFFyMqGsSjWEOxlRPzWdkzFsiix3NYi1jLseNr+PgLWi3FPKaamDknPMrBMmLH0pLM55Pm4sRxca8XftE+qshEhPlOCCRI3xSYqrEr/bNvFjUUm9k/mPUV/5pL0GoVfxV+FJ3mxZvPFT+ZpQhVFwwrY2mfFWIwoDCeOV4FdsgzAqXnXUffmYDI2Hs7mSWrLZLYecvSA9BRc60U5fuvyF0X5fjglR/mTBBrqp/mkNoixz6mUWOE+hDYuxfQ0ZiHSpM2cawWITK7FAe7paiFSvLLrQMTy2TjSxT4ZnCVPas/FxExXam/FD8XvapAlW3Jc2TzSjsW9JH2x4jnnBUWGV8UE9EOFXjLekHKFZ+BKJQWWJwVGMu2qBXSXBeSZqfa2pH+ZMCXW+cl5+ACKOXR5z4ZtcrmYVBZ8OfjmkvRw6uLiaFBnWccyQuK/mVlp/CXkmUIl+8XMOWlWEuzlMq2+UNL/Cqq4fOx2mX4lQhDhmQoRm6ixEkIl0z43GVrAHB6+aqUKUSU3Slj0VT7F8R1hKSW2gb0+dT558OYozT4GwmAk5ijwkJ0xtyz6bAohEdIfdH7Iy3RFJdZCz8qlJaUaDkLPyg0+eSXz4ok+tiZVPs0lR2xZJeKFzoaEpm0lXSVpPgoeW4QB5ObFsjm0wFiSpQBPOWYlKsYsKZuYPlbGuVtGfCmxRMKqSzllYeKqiyWU1pXJrpmYJlPCAZltwp3CrnLs6SgOh2mrWW5yUcX2cgclAA5AImclxSEdZu4luyFYEF4l0Bg3JW1JJyH3JZpZB3n+Ms8lgwxK0q6c9qyncYmiiqF4QH8ljkCMJRsi5zZbBSWS9kJFnkXFdZ43NqXF+3KQuVf5tNb7JcUhRyUJMg5yxb4OMW8lbNJYdippYRlnPikauKVBpGh2sILJAYMMOKVSmIMJ4uzfJe+ZSmYfJQ7s0iVYpcMlPsURAFuA02qzkR8lTqQZZhlFY/l0PIYCX/k4Oegy/2weSecJ4uzCpQ8E6oqDDGKlcDpiVuSlVBrSxcSlJepx7lKliqVLMsql2epaGTxcyTmXxazWXkQ/5lqlwAUPhXgArKUwKT2ZKsZtckiEeRC8pVH02lZcpRalxT7x8bPSzz4M2Tg5w9IA4c6lexGofGU+NLL1kNxK79QX+fbJtwSSpW60hHGsvm1SgaVxRWLyrKU7eSzm/jJZRETmCcX7PlalcaXBvo14GplOJYzW6pkJ4Cml5gyeWemlPFw5pepskpihKVkGRaXieD/m1XmPuSAFtMCspXb5MaVAJU1a8aULojalJRBNpSL0wwqFmGAlWplNeFQWQKk0FqL02EG0XD7ZECkjJUalsibspfWlF7aNpVDpHuYtpUlcjMJY6dzJhKb8oYMSo7HhPEA533Hm9mzCcpkPAsP5qsRUqInFu6UZxItKh6U4mUqAisUnpWZoZ6WhpWsq0/7QLsylIACspbkFnOaR5vmwOvYQYjUZz6mG9u+lFRkfZp9gAwk7gmDmf6XbgrMk16XbpRuln+b/5igcP+YdpVi+oeYrpVOlLQL9+UmlnQLmpYhll4HW+ayl9sW29m1yrf6NpajpqnItpbhl2gXRxXoF6zLwZcRlCImkZSoFYGXQGC5xowmkpXqRlSr0ZRGSdGV7uEUxFnSsZeUJzqSgZZAZw6X3paylz4VU5jhlccVcpTBlSGV1Ep+YjaWUZeJlYkzoHPRZdAr5ok1sEZrbgvga8mWEYjwaB6WJmjoUBSW0XJJpQqYWxfvcEvImJbR5SUWTDtamxwRRxbk51/YRxdmiUcVnOUpmEcWyTG1ycLmgDkAlWPQ4ZeaChiUjpdiSwOlmWiZlyoHC5hOYesRlxRSJfGVVpXgAbXx0AHvcDvysMpMlqAYbha30vkUgkhAcDqYOFKXFf6EzJC0ldQ7HCWuCkz4ZZTmqxYGEpvllRar0+c2JxVJM+UQ59YnFUifgEcWCmTHFyliVUlpFPlnb8FGFyoVFsZsRTWUKiufAmmXwvl1luWysMJ5xQqjCMRxlTGVDZeIxoiVjZQ74g7FYsWIxDvgTZYxCKgAdYbixC2WzYP10ibi3gOela2WWdHyGa2WbZP9sg3RdokC2jR57Zbdq09aHZXWq6VqDJV22+mXeZSAAkWU1vO18sWWmZbb2o6yJZa9lTIlfoflKJanxxddZLHJ1xd9l0jAAiQBF22HzFv8sbqVE4O3i06lHxaDlTeK8kNWSkOXSxfDlsOWznB6kQMhSPuHFkYBo5eI+UcUm8fVlSKnoZJYQCAUbERHJj/ZE5eWxJNKx/BbJIKbCcuTl9mH1iVVcz6HYgT4qkOZKdJCCOFCoWbJ01KZs5fOy72WeEEgwCKbY0pCCxARY0l9l1CpeZfelJADWWjT8iyG/JgBQNnjuCeLl4WXYkvgAJAB7gP5l+jGLtgGwQOXWtIUwFKUAZSxyuuWZZVWm8gTixIXCM2HhnNRBQ2EcjCpC5uXW5WLWAKbCcMLFKXl6AOrlaXma5Q54I1ELYeNagRmpIXfG3uW7JUQmRuXLYbDyuWWSBP4EmBrdSWiO4eV4GkJShcV7mSmhhqXYknHUJAAu5YshWwKJZenl5cWdjnsCpcVaTHgkEeUdYXnlrsTFoigE/bR5AgWJpwKGTNxCdllW5S/ZHOVZbM1hDwE/ZV2xIKZ1xdtcSWXFpXcmYZnlwmamFaU3ZfelWJL4AHHU0uVxZcyGvyZlpbXghUBWwvaC/QJNmtPloLTBxl0ckGAHpYvltCR0hovl8eXCxbU8gmUWZpayGeXd8XEZsUWdjgfl2v7lbOuO8PSIshxJbI4gkoiyvYWGWUAMV+VdElUCd/nyGPsZN3m65QOl7yZv5f8m2XQEIT2sQ6X95Url4vK1PFhlleE8TCZk1Y7E5dLFxVZQFYjWBeWTjgXldfY6nCoyB6WjAlyYQBJIFcCMqjhMpUAVS9JqAUwAoBUw7uVw3blR3kOEsfxFRaF64XalRY9+nkyPQAelNBVqeHQVn2m0FagpIOJZKLhMIZ4KbIcZ4hKibNwVrRIaSYNxpgJ0zuiGXunVMgIVWMmQOcIVHsLwOYJsHoIjxc2G0+hyFeBcJHHx5QvOihUzJbJ4v2VsFcUC32VGcNJx3+lrAotSrImMGdrlOBWJ5eLyTAB6APgAT2UBZffmimyJZfYVThaDGQfOqmzoFfJJQRbwFffFiWHsZIIgCWHuUS/SQiXeFTfSYDyq7OYi2lbB7sS8oRXnyJME+2xkdouKlgp2ftLFFgp06Bg5ULHy7kvgZWhwsekVKAVAatkV8hXz0XX8A3wmEnk4yCrBim/cqNrQKndSg7htCbrAGcmKxTUV6dwVksv8+UCuit6KY9aPwaYZN8GuwEjiVjEPwd0VCpJ9CZ8yILKJxdjySrkymafF43m3akMVcOqxqmIgMhB9EmPWUnTzFTkEfQlLFcGZ9RWbYHMV6xUZgfTMWuyTXPFadQn/yTsVVQmKKZ+CBxW7FXCZn4JmkPSSSwpiAceBNxUOOXCEhRW97thxZ85RFogV2RbAaGkaFxIeFdkaYWi4lv7lpfYAlTNac4qfmm0cfxCsXsma4JU17vnuLsnxwEXu3hX1Er4Vx8UCWI7JwT6eJUiVW3RKsvbJnsETttiVkiC4ldsQYnwElUboCwnElfWQhJVhyWJ4PzR8/pHJioXUlagwSvS7pI2ou1hLaZukLJXkNoJSZbGvFRUBXJV4cbkVdeV2uREAC7l2xZoBOqyhAvKacq6KxZKVl/DuYjKV+IWsFe0m0pqrniSFSPgQtGkpSpV5uMSa5QXeyusm1QVDrDqVVfmOMtUFfaRbKLYFrR7EFcHsQMXdwAjpshkjcVrswCzWlW0SMrn7rtvg/0XsZKJQcbq7GufA9eUa+oH44cA+lSn6MKpwadG6fvgQ2VfWasnwqgFuk9rBlfm6fmieoNDJoTrxlTelhnpcQAkemylhCb+yyZWxCQnYQ5nYxKyC6wUSiZm+d3R8gvLeukIpwIrFZZUKqJ4QQ0IOEDd21ZUVlavitprllfvWdhHR9IppThE52Q34MV4oJO5qOVnx2YBCY1KZkZNlm8UsCbMKKBjCMSQ0xJyBKMNlpeLTlSOVSp6uIBGCexAg+sWCojiP7vaAfYmBKNZ8JOWGaVuVQqg7lf6GQcJOiW2poyrHla2pw9aXanpQvGV7leeVMBlVRnLJFGKjKaLRXiAPlcHQUymsBQREsyltGTHhIGKa/scpv5WQYs9K4Pl/lYnuQ+IgVUBVUpqPKnrJ84ZWzsqVMFVFkPEYRRlWzlaMNQQExfsFpo7+jtixCEVI4nuK43jExYfwm4osxbjBjjEeMhzFeLHk1vL8lj5ZzrlSVFVkQDDBBmSP7J86DFV30mfsXjj4qDR0DjJx5nVsJHS5mPbBXumJggnOf9YCVZQQIkD6qSJVaYViVQGkqzFEgCqs3KVDZjcs2UWKVeikHjLKVU30LQr4ZXOmWFXB7DKVtDmOMvBVDpVuWRuqYzY8rq0exsYmVX0Zlsa5xWX6xsYwEk94cTnrJoroXkQtCvqly6bAYl5EUYkX4s+isYmRiYnMUZVDZn5V4VBIVRUpjjKoVfykWyjgxVaOYVXkOFsoE0UhjicmnqyxVcQM6yaoVaaVqFVABYsB1vkilU+lzP5ixJVaeVVIReiRBVU81CSsqbq30YZwiMQUrM6MnP5VVZ3gygRi4inInP4XuhfCZpDOgI3sA/nHgW1VtDw9+aGCu9DmlYBOlpUGXNH68RnRSe6qenq6zq7yD5jB+mqACYl6FiNVTIwotoCVZdYiqSCVh+58cS6V0W4otthBPpy9pSWKLpzbVQW6OKpZcukCZbpKGoHW/EowqoyoJ1V3sRcq0aB2tgvZ6GT6cfdVXrimQvUgz1VJCfQp33Yk9FEJL7aASV0eeN4tZH+JXXiZtoiM6Pa8Qmf0yPYeKAOsq2KU2FL0+ykF4tDVYvGMNFvM6CZbybgYixpXlnWG6NUgRRBF6tTs8TjcR3RR3l4RB5X/VQBVlLkk1b7+Cyrk1WRidv4OhXYhxQkPnKog6ToaINRihYnM1ShoC7SrjJNCiGLsKuTxMxmbKahc5faxCeb+h+JqgQLVZrhixMSoiP5IRFRo9VVyfDQZnVUnAPLV+EqtVUrVN6VK1YrVt8J4qGrVU9TIVbX+YsTC6gbVkVVFVbvQY6RIxHFV/q4G1cKY5tXJVfrVfVVGWEjEGVXexUAV1hWU/DlV/64wxNho+dS7aexq57Bh2rxgSLHXKGEy68CNFckFt+BIsY1y0sknUSHVLspNciPI4Fg4MHPlhTwJ1WQwU+Xx1QUl1oXgtMnVGdVgtEvIg8R13tw8+dWHcFU6/lQQ2iuwEaL51D3KuOq+1eQsOOoOKAr07MzcpNnVjdVoGunVjVkAFZBu4Gjt1cFSAMZriSwhj1E6xD0ZYYAN1WVZ/dW2KSnVunH0gCPVRsz52abaXdXGybtQ7P4RoJuxiOnOgMvVi9WexEKozIJphUvVgSjb1QyAcvj4nFXaH/oinutlTKk74RGgfEKfVRfVcSg0Qp2gN9UuQsFR+eIb4fUlPCSQ1SgkPeLtqQEoR3TN4iKJnkY/1VDlht6iiQjlf9WCieHKEonANWQkU5kZlSMxO27FlR9VeZXGyTPZs5n5lZvZqxj6foVx6v4Cbjp+VDhFceg1L3hyOIOqoToYNWdVToKm4XnymjRjifOJToJaca5Vm5mqNLQ1qTStircV20Itis4JFXGthcMK8wm/ssw1AIn1olCGrwQKSjfx0dZittoJ0kqLLqNVCCaLdpFgcy567FHes1I8XNOl0dYU3uGZRmlRmX3S5dV3JAS4Gil/KRNQQ9VT1RL+EKrFWZXahjV91WUK5IE7GdNaFjXYQVPU3+VM6YfVgoIUzHj+qkKuQoT+VyAuNY5CJORT4lllxx5eNVL07C4RgGAJ3jUqToE1KejtJUzEdJy8QiCsOVm4VvH2YipG+muVBhjRNQB+S5XArGis0p5y8lviIcBrhVRaYsSHat6u47kpEhiUebnerip5EupV1NhV3tVaeRLqeTVaNRU1YKJFNVQsvSQFNRfFkgVBQPU1ZnjaNU55EaUTajT8cdRtfO7VYrm+xMfVghj0aMfVpgpjNSTMITRbHh2V0Ol/LA34sYy8TMnVr+C9rIs176DO6Z3V+fDk0bWEAdWmIK5BwdWcOkVMEaHh1VcJNZgHNb7Cn5jKIOWgwCnoqCMVPFU3NZgpVzUSWHBoFhD1Ffc18DSvNb1VWPJrua36emngpP9+M6JhSUD+LdkspJsAM/KdYhbZNG62adxKbzqT8kYJv7JwtQYJk6y/Ar+ymGyBXN+SXMHiJU4gyLXGTDxuODXScSl02DUiqXH+KIoENWjxk+pEtfHCQsEMiaJYlZVk/rS1bImdusLVaAWATvS14tVyoChgDILyMZD2BulOiXcp1SC8tQuVPLWgwrNlPDJSkK5AE5XiMeKeasCStXNlW2IKqCskGTpz4cjVi+DFXiw0VlhtaNDgRAFBGX3EFMwklhBid9pfBcce+rWCgjAyIo6lwKEoZrVuwha15ZVxQVGRyShateKO4ZGzEI616rW0NJq17jXRgrvQwXSlVeDa5VWonkyApVWERWL+VVV/8DDEjVWoMeew5aiBSMLUXq55NedyFKwKXHcCibWdNVVVRX7FCoEwLLJIxMyFdtXfNZcYJKxcHBm18jIr+AW12XnJtYdQOCLaNV7Fk5GCua7VhBUW8vEYBCEtCn3l9o7uVeJ4zbX5aVpV6bIKhF12hHHjeFc21HFgYk5Vr+KOVZuixwShHMnC9ZCdCUd4jGZ5Ap0JqiCztfDpuJwztUXoc8BLwVpAk9gYaFf8jjIj2KoCG7UDtZy5jjIHtVlELQqipF21JqqMpC0KuUWttdpVSqRNCv8KnOzFKeRVGzGlwYFCntIeMpRBD7U8QK+1ocyyUR+1kDb+WIpROpVVqlaw43hEBSB1uRBZxC2588aQ7lYEP3awdYakXImHoYbKOqR+diLehbUSiZpx1TQ6cTppn1U4dS9pzjaKtqpZ32lZNkR1uHWQtq4gPhJqAlaS1hYpxWo1G3lRVScmEaJLeDo1S1bGxnckVmHpxTlyOyr0BVx11GylLnx1Kk4CdZwh1GxuhrdybsIjBSpRfJKQ7MoyCIQ5WSjyPFy2cqJ2tn6n6qaS1p6/6Y2ZZ+psibaW/rJn6tBi6iblJH1Ct4CC8nBqtsbDkCZ1VUrjGcZ1CDqrwEd45nU2ddYQT3hZZvd4EHwssmH5AX7jeAD5bnUA+X61Vo4+dS6k8pW+dT0mBlXepurovQp0mLbmxPjhdSdkffZhdTV0RXpRdfF1nnpP1Hac43jqJnckLQpltZhV6bK9JC0KrTVuVdpVZnhZxN016GW3ZX01bXz1tbC6OeihAin5xN5NDCu1yMXk3obMtXUhGplWrcZoxU/anaAU8QW8R3jfZuk8T2RbKDm10bp6aYykIhkGEjSky/EEXtalvBk0dIf8icVjdW4C3gLTVcYW9gLeAnoWK3VeAgduFMlXJSueyKVNukhyGHUF1sKgxbU6EGk2h3UTrvdWVPQ4ikRWCX5UuXhW5kZkAiPuJr7C9nd11GzQNSy53bbFlVd173XWJZ9145m5mLk0XWISVUF2QPXzMXDKYvlg9bhhL55g9aWpF6ryVYZp7u56YjSez7jw9Wv5yPVlMhYoDJ4cKSpO6PXY9aoguMXY9TjFmRgzMr8Kw0L5wj81bTWjxvzVMiUfgFnEFPVERUsm6iYIDPZVWXVWjk5VuXXs9Xkco7WKqmVEdPXzWe0mqFXghYn5X9qFeVeWwvXzUi11QgW2xh11KYoLtWEc0rkf+kjFixBchVnE1bUJ5Z2ZbjxbgOfRo+V2+jC0emIQdimkIkZ44oYCb37/Ja36okbApZ1E1lYPBMxqvpW3oNb1zlpcAfb1pWmQxd0l187mVnyJTPH7YEe0PllkOgdGPvV6wWQ6J7QB9ZQwqBXCNqrKzDAmTKRiiZWdjsJ0+yqMJDH1ULlRUQmVdmAIIGjlE2jDrPQp6fXF5PEoNNUitYjVJjWc1apCZ/TZJY1ZakLnJQz1X7AaZeWV6kKbQDQ6NfUV9U6BpDpxNRZCHqW76afguMCz2W6V7fUDiWqxaqpxKL31vVr99QqovfUTEUKohvHXtgbxexASyW32OvEKmQkJLTLj9dP1nLHNImIxMQCz2SkJa/Xt9IIhY2Xr9VyZDcW79e30jPL5lXHKEJbH9SgYnKjEaOA1dJWVBE90LLgjKkISj3SOsPGlD/VDyhlmR3DGZlLVxhKo5czQSWVf9U6aYZl1cPHFBfiaEsnF8fU8TIn13kGhUSn1fHACygtsIrW3YLjA61lAeggNqfVS0IClojiYqmRC/MCYDTZStzwsmWBa+A222mnxFzJXQM4exrW60H5p1FrXQIIYRWoaOFMZfwl0DYsZNA28cYKVCXkTalr1LlGwKRAFS5gVqKz5l6VQiF+hXaYCDeuKWuUiDdLFYg2lSsW02NnUWqBAWLUbYEoS2bFkWjdgig0NZQ2JhNnZse9KfcqzsrZc6GTyDYeMOg1sIJFAfzSGDanCqBnGKjb1LlpFBqHl4y7AZZM+uQZCNc+pDg1yKX3KFxliNfZ09iofqcFp76lhxC9png2+DR9pOmDXGZ8lawLJdlilq8LkcSENptoblapClqDtsDEN+9kxAPoNN+C8DTRwamUplbM+WmVSiea+E3LGySFVuZq5DQhVWGj39XrVJDaPdL/1BiSv9WUNV/U4rKtxeXHKpsw2QxVHcFWqkGCg3Mn1JRIlqtn1X3If6l0NvLF71fioM/XR9lbxKEqJCbbxD2l8kIEoww3oEhGW7lFjDVPZc/WoGgiEPIJm8fTlYTULDV8BLYlL9ZxEHuFADAP1fHCz2c/lI/X7DXIxHwEd9bqRJjXKMQoYnfVvCIeVcShxDTk13dG3DTCZSQ3bWFCguibT0EkNxHxvDelGzinoDTgNTyq9GdgNkvgAjd6Q1whASlrVAxlnGb/iNDAQjb0ZWHn4eWJ4asp4eWHxQ4R5YIcxMrUR9YNs3nzW4E+CqI3PfOGp3JVgDBG5QaldHLsNgakRqczl+Ll+qWoNVVxd/OYu3EL+KZ+qA/yiWDSCMeL/CQyN12VGeeyNfilaGLexdYVcEnUiosC48dmirA0QcT01Wa5YkgzATACdsoshuQbn9YDWrHWErgUGdyQabCJy7mz12O1yqo309avOrhUE9Go12o2mpnH2vHwGkhtFQcXDsecNj/ZmjdX8pdALxRwVXkx7bCDsZ7J+MT7qvjGjlSUGgepOjfgEnfnkOpWFOOzPQseFKozejXEx0TFy9EpcTsXLSTOKvWk/Fto5zLG9aaulA5Gxjdrhzt5dYBGp9RbmvlNFSbVv9RmNclzhRXaNcQUs5kHF18V05fl1dmGs5XJcvyarcZoSHuV1DRQ5yxyVjaGKqkkHxWhgyFy08hn2SmktjazyuWxyjTQCKNb+jVExF6FBjZNan7qU9RpofY3zpbyy2DbJHK9p4Kj0vH2kB4W/fJkF6WZ0OnLM7yHq+a1yHWZ9sauNcMXrjTtFwbkXZH32Qkq66EKVIAB4FUty8QCaASAeKMX7dRZKH4q7db+K0IqpKmN8jXbpfrEqB14JKoMCFgVpeokqRgXK9tRpHznDOcvxXLaHatYeDTUCGUBNvSRqNaz1gBXmFUtycdRYkiQADACDNUy2MLRchX9e+lLiGSvxd+xoTZ+NW3puJD+NEQ1w9DhNCW5GJe8SRTnPZZXhemw6KrpJutnNhtRNYOIPLnVc8wLGSRW6jE3WENPxyRVphexN24ognpYxrNI8lhR2+3nK9gf4gk38TVDATFU8TeVFy/EUdq/MlpXT+SUG4lbMZl1FlwXzjZ+lyk0UOp9opuKoYDTgqwIpMTbykpAepkoVR2pphYZN5n5kHD4JTzB4MG4BAQlkMHgwZk24mIbWVgHWTYJJsgm/7OWMvpWuTUaWHEGFATPadwITARXgZQGpdcxNHwasTVZgdE3tXDwe8SVqbMt0oSp0mMpsKRIJSp0VdCLp4jMFEJYEIslNaJ4qUfpNn+FqUXJ1YmBX8vYCP+onaVsxToEpCUVN0QnxilH2d5qL9fuN8YIT4tgyRo1D9caZMXXxgkcVkpBqEuEJGRJtTZd55OqUgmJg7U250gJKlJiz7CZN24ULCbEV51L8RELSR1IZFbUB4tJ5FSGR3FBBdUWGbvbepuFKAbXc4aBBTHLrTb8ECU2CWWCyMU1RTbqhssLFFWjseqHQBSgFfMVOEAruawJhTdWe35YhTaX29xIN8e28H8Xz9S2kXmivTY3FSLFUSr3FXcWfTRTlUPxyUoQ5OcmtmtHmS2BeEJJqKlJTiueynZJtmj7mU4UKGvzS1r7S4MLS7uClmhZJJFnJjTWaFFmaTS/cS14lmspN7pG4zdpNCMLijRv6Oa4y5XXFiQE/Zf0JSJppxQ0VE2E3SqPyyQ014I3lzM2MzbX8wwK25dVy+4JIhbXw8nnH5eiFeLHt8ZIpdM1w9NTN5pFNCSC+q7yVkmzS0uzhcnR0FXahJQrNkz6AkCrNuBEnNurNYGQgNEiKZzEe9sfKVLnsmVlaJXKGzRaNNLHP2Xi57nIyuIB14yRvTSK4T4K14HfqoYJVyTbNd+qLDZ6ZFmCayamQICl0ubnSPs2Muaza53VX+baylBmWso/xXfFCzfepNkWvqSPgz6nRzf2xNo3IxuaNcc2yxsnN5IZ6SrIaMekUhjzq6c2xdD75YWXmFRY6taVU5sjZ6nxq2XxaqNl2dK9FGBkvxU1FRBlkUlYqHgXESnVF/QI+BUJKTUVn+c/xK+VYhQwZ1/k0TTt+RiXiIeRNMO4xnLbJAHb5yPchnFx2yRSSVyFTzePNucog8tiQerZDuovN+ymDuvewTFXLzRvNbFWDJF6gd9LTzNfuOyn7zYjsr750VT62YO4HpETeyHK3ygDVZN5pFVfNl02k3sTEYDIvWQDFANl6alRoBCrG1afGRwK3tFsC4c39AkcCvc0hzcUiZ5nIhRwZsirxzUzFYhGtzeeZ0C1jtEoq5MVQ8cdCdyT3tYqNa9loLRl17lUhsmKa6bJRsk2JxlFPlXWJ+C20Uf3F+RWV9QwhZC22oKQt8rFxAJUZHX5o8nQtCwq3gBuSLAJmDiwtAPJnqs9mnC1OWcYRmpK4TCwCBn5+PiYxDwrCLXoi6H7wDAuoei4wWWuo5AljzQ8NowaXQupJignfxf1Optb9RZZGsglmxai1IfIgxf1i380jjSZod0L4JQHpoelILUPK7bRgxcotWtmoORISNi2IOe9+v3zGqm3ZzsCoOc4299bEeVXKMPoAxfyc0MU10oPNSE3RDsJ1hnUCdRz8EoacBSeS8MnxebzG2m6oBUTKtJjkRRwlW6kJLewlSY7h9a35UxF/Ruktv0Jd+bMC3o2KKu25OS3lbOdF/pqz5fR4l014ZqLNulnHQggMaC3MeccedS3MNHl1gnK4LZGyzzFhwqBh9qnPeQMFqypdLdTx/Zj/jfWphi0cMqsKwE3BLUJFswX1wieSNcLRLVkh16R/zfMtcOKEZnfSGOL/GtIOWHIc+fYi5p7jlVstOmI7LWBSCvhyznhy8gn4vkct73xknFVyxy3kychp5y0rNHIZAxUEyZbuAxV35bYxugWcjvm0zy2TBUjiT3wpJmXlVFKMUmstkRq3LceNLw4y5brllBla5QAt7+XP+fepKyHcxeshrqoVLUshn6lmzZUOmvkorblW17RFLVjG/mhBjXe0TfmQ9se8G/mOfk7VgE6f6S3JABkefrBqiSgeMptC5SRoLSV1OAXPteUkLQqxqUTF2lV5ikgptfwd8jOJk4nN8mXKtanBqfX8xB6zwBiyNxVZhVBqneKsKrkVlK0adcmpM+IqdZyt5K2IajStH5J/kmzZzFoZVbL5WK1lza+0pK00bisSmZp6rTmam3kTauQOF41OBbct6J6efg6KPKYhTfymUK3/Jg54sK2WtNaNz6k2tGnNzrQZIreNLHKureBKTc0sGnLqEc1S+YrqSWhy+QAlPmZ0rbsEDK1/OZ95zK27BOjEwK3srcZ8Vq3q6EoyGy07Kt5ZVy1y9QlAEvwK/MXGCGL8aQIFIgVE0pWJES2S/LEeenwZrTviIwXZrXie1a3bFmZOQmbJXvBeiwWnYSbuEvX9YkN1wc3xQKGFBnwBrdL50BVtzSz5rnhEaXat+GlKBM6tq4XB1ncI4IXMWo4KCi1FRvOtwVqNimWKXYqGaaWKL9xzjaxJU403RZxJMvSBEX2KIDSLrSrGoRFRWjZ4WZrnWRL1861YGVb5t2WlAGeOw83PhoDlEK3JxY6tdyZvrQwZcNL3jR1h361nec7mf61R6ixySlKbcoetLBqaalfGYrSp7NsFYG3aLRFeO548UgI+ckWW+a0e0kXm+f1iKG3ZTsjC3Pz3tWEtjQrkVTYiBMWlLacqxMUvzdHMj80zKmX5ZG0RLX35tg40bcJqfy7uIlBSpeL3TkxtcFIAvvCtpeKr1tzFsPVkxR6aJ4n8+S/Nm/nxrJHlGZEHiSJtSG2Y/FyVKSZ3xvL5fy2B4NZF8m10+aDF8hlu4DAiDKnukZWKa63DIlXK9koC+cxalvmy+X0MKwVnrfjNuY5QbXT5zGGDrXZxG2yDrethuhmOajotdwjobX+Shm01tVrpbKU69QAG5G36WvDJBi0vecjCfaROjIuNAM42rKaVJpW+jVbOEW0thaYRKYUnhbYOv5XAUbFtBK101Xqa6nyV+RNF4wX1wiDFNcL+bXZhYZkQrQVtN6nupvuFX634ms4tAuWygsfqsKYSSkeNlW0cSuio7rQLhbTqZw7Nbeix+ARwaFPFc0XeJkjSyhrRkYTSW+r1bYGtSWgDbWIZ/yZ38ixSCNJJZaJqqWVHfK120239zc7WuW2fzUwJeW1kraeJIMWb+fxtLAkHiS/NFdnbbYZp+22Z8kleN7RLLbGKWGmdETdgZwmnbVoKEhLXbZdteBlkUkrptaY4GeRSF63PbU6azq34UgttlWivaYFF6lIXoRdpuGrhkiCtJqXgBWPlzPllzRakfBq0ra95wXRlKW2t/Jrvoo/y6MQNpK0tvh7w+Y6Fmmw9pA6FfDIY7cRiNX6uWoDFNC18WQTtSpHgRHKyDGKE7RTtM1YOBJvqqoVr+XTtyloLBZltLZHM+aya0bTs7S3NN3lc7U4q5IXFbbcOLMoMGRamienCRcztTAms7VeWEu32mpv5spq2LgeJo7Yibm3hGkWNutcxcHyOLfJajfV8CT9+LFprEpLt9q567faa30X78Zh8j5bvRWrtaLZ1phKapu21psJ0beGlZTDtV4XiSvpaNcKS7eRRnm1PrSQB+dXCmEPcWq0ELpDEnqzONenEY+pxrkT+we2erPLme/k8xe3mUe0/eFHtXlka6LHtnHXM2Tx1NAVs2bY0Ke1kzWThTwYfUfnVfaRD3CFtHS4B7X2kfjVGlbq6H/RTjeisIzwCwrq6GKzZKlZ1FWQWROBV9nWtZHL1jXVl7WD5HXUx8hntIW3u7dGlJa751cF0Q9zdra25Ae3BdKXtI+3DLRPtT2QgPuEQHkW6urgh5DoxfqSxC43FhWD57NXuRf9mkvWT7RQtSvVcME9kREaI7aataaG2+bnt3tqDmMPtd4Wj7Q3Eh2QT7VftU+0V7bfti+2uMbatqebP7Z0VuG0pTXGtrMWdFU4yHShX7v95IcD/7VzVG+1bocXGoB3vodvt9+277TL1g5iH7R95gOnW+XQAY6VebdToNjop8EPc4kX+7TftEnCl7VgdGuaP7bgd7+2A+TzFxB1SYbhtD6H0mj/tJB1nwEye+u4nAnKadB2Z+QbuK+0a7rn5OyqgHVIEkvX4Hfaue+1DnHMgGe34He7tgS3NrvnVPlRD3ADpwy0SHb3Ux9QNwtnKsh0+VKK6VAVCury6VAXBrMjtAV5I7RxEeVbOznIJjI66HUoJ+SCm6Nt2ma2J7XDGeK6fwh0Fcqm1woftkh13rfelyB2VddY6+dX88EPcRQXHHm4dTLCQViRqqeYSwYG87FWwwU0FlQVoLjxVYjYelvqF9QWVKb52QR2yVR6sokmNCnEd24lDCruJJ/gJ7dF1h4nWxswJhmmZHXLxGe3uHe5trIXIHTvl/65F1XngQ9yu2XN5Ae1uVKXtFR3oQTUdeeCz7U7ZNsoL7WQgOVTxaLht8R29ZgRtwEZ/7WxgNGCR+XYyfR0cYMYgoB3lbhwdzSCEUNVufB3wCeBVHXXP6RnttR2IHbdlnbIu5XuAiUW2FRAW3hTJ0s66DHV62QGEPLmxjIe1Kdr58Acd1BhSzdw8Zx2JAZXVS8Vl1eQsECWV1URN89F5NYxoTqbQzLGta9mvHWMVDx1C8vVB5dXAdAcs0Mx3BdLREfBTuYE0hTX8Oc/oU7nTXpKtyulmukKt/FiI8UBqX6L9BvCd/yrimsMVYpoLGcMVSo5MdXJNSx0OHaUALXyiIqgdEPhbHYccYJ0GjUemPjSAWWCduIrWPLSd8ViNEGYQrUL16VlYkKJ+oGciUE0pcYyikKJnHTcdc9UnHfcd1BijTRcdoAgepgCdC+nRDeXwKwSfHU7i5lIDsBJwSMQ8HRemqFUScL21cp1WzgO1KfAdBnD5UR08mqj59nzqaj6FqeaEARupBw54HRqVreYWnZ0oEp26lcftcJEWOmAFZKZknZcYzrrXXMx6emAr+G6dOZkieq85ozV/aOcdj7FgzIkBAaZzyTPFDApgzBAl1J1q9Zfm0Z0zyWCd+XUjSQmdGAw2Or05GzrlOWCdjK1giZmdPzlBxCWNltn7HWZ4t7bvkvhtZ7bKXL0dqJ0DHVCy4q2sHTCd4FUb7TKt0x1pnZ3t8vWDLQIdsUZZnfidQBWOHSIdla5OOkP8mZ1AnQE5kJ1qmdSdnZ3XcTmdAamlzCQVHcnTnf25c50gHBGdAZ1+os66MZ2TOXmdM8lBxFydPUn7HYx5kMToLfPGpEaMaC11C/ktnY11r8y1nTjSbNUTHUWtpoXp4u1iloX3nRWtUlXFYjyt7MUyKR3xU5ADIHNl/K2ESRpAIql5imOd7x3DLUBdpwSpnXidBqUa9YPRoK0kndk8+dVn/IE0IXn0nb7U4XmZncBdH5loXacEoZ1+ecDlsZ1znUF5+F28hWEpYMxchc66450fmUHEAzl5ndAlHp1SxfXEQ8XMJYedBEb/ktMdeG1nndxQJ5KXnehS4B03nWxtkHV4BFD8tG3IRQJdcuksxeJVVy1UHeJdVq3fnf1SSa0UMv+dwvz/fD40bF3cqYhdUiLwXVF5We2WoeatsF3Y+vudVF37Hc8FOSyGXVDsZF3oXTq1hE27BNhdIk1LncJ5rNL+nUIpx3y2Xc2oMGTKXbMtw528GghdvtTVNR5dxEoEaOgd/m2tHhntIMWsXWttYvUddSFdoB3bjfWdvF1+uTtAFZ1xXXKOTB3oxWW5wpqxan3J7K1YnWjqaV1vzZldYXxUmiid3F22TqTGfF1IelogePxCXWCJc0IVXcJqyl1hXbGdiF07EAFdI8mVpeYVyB2PrRsdoh1iSCzpVF65ItqaWLwdXgR5z3yDXe1tZhm9XS1tDl1i6OfSQZ3/ZJty1l2LbWxpzGj4/L7EKl17Hb3cf6TFDEhdvp14sVsdEF1ZDsxd+lr+WXOxDO3DLeOOx11p7Fzhfa3dLYBOljKbBRN0eMQGeWNt6EEPXRwU912UxTB5hAW0xeLp7cRccCLpqHrKFILpMeDEMH0B7ZpqWhCd5igg3aDdMxDoHW7tCuGPGrpdsvoB7dz8Q9wN8v4KN+0HXrI+4HIsKObicJ1qSjiymN3K7VniuN2jtjDdttXlRjhE5vmZHW5tYvUuxgL53XXWbTsqfXVC+Zm8HV7h7Uvxc0qs3QnEdm2k3Q7Ax433ZZoabXwj0ZIYe8mILLyNd1yCQtEVckTi3YQgHfhNQv/0m8g0RMKcrrzgEmiCCt2gRJfM06JuIsrdniKq3UtkJXHJPOaprZA+vOjomCxHWljRuIim3cfw+emkqgexxvRM9GUJdt2VCcIYdt3DIW1Y46A09AA5bt13Ik6Q39kcrMw2a6gQ3L+kZgF+3fad9Hz83Q65nu3VnIDAwNi7yCVxNoneHNFi3t2g2FBESd0mKCnd8d2WKNVCVEKK3f/006L46dndGkTjSmfigzkVrJyN89Ffat3kuVyjQJrk+aExQdXdqG6IDaVM20ykqmgNceCobt50ewxq3YfiHd24qLHdMd29WEtMGiB93fV4rDzHjfHUcdSGKELdayjqJttcS3i7VSwckPim6NtVS92zNVgcYSAr3bQYgykI3Fk0D5X3xA+VrPSDrLIkGYS15SlaP0GD1Ikmp93LND4NRt3EQK1BnYFLBuf6sxC33ecGj90UIDuVFRbamCcZb91fXUZpjtwkqBamz0yf9dvd3azaZmDln/UH3YPUoD2PDD2szd2D1Gtl0lk8uRQgVCCQhOKxbLxL2HI15vSe7EbsrvQjoB30b9QkhChkMfS9WcrKZhI4hPiqJD3r9PIaFD1YrFQ9StxHsQsQw42eDNhUflBeGPL17vSsPUMOJihTmF9YUqgVuNgC1D0sRPw9StysDQI9MxwrOdQ9hHhm9EL0+Qn33WbKUj3VrBtYNvQLLkfMlgzyPTw8LXmy9HysBgK9rBo9lhTCDOk5KiD53e8QwgxF3QGM+OkBpj4Bhd1E6RY9CcRCOTkgOBbqnNTyZVAPAYBCrqqP2excfe515ZdQnUFNsWh57aGmNb49ZEBlKe2x+h1VKb3u9uHNtTyVJG3aVdtcWcQt5elReRj73dz0+3bZ5PWsP0Rmtgo9XiDsThQgOeA3xK62inw3rH/d3ExH3SsYPawr4secS5gHTC/1sD3QXO/1VT38oWg9QZi9pFuljT176PA9yD0wFDJqDHrvOXXBjj07vBkp1GgeqVEpHcE5JEIKFhSxBI7iIz2oTJM9NixiOb09AJzmGV00TQTZKTWeN16yPX4o7zlOhCs9Nf4L3azpS9b3qv0i7/ST+LUohz1Dzm3EZDor8S/0NQwkYDaAXjW6PZBBCz2WAoM9sRldPQ49jz3aPa4oTz1HDXIoZQzaPff0jDhCgv5ErDj/PaQ4r2FbYahM97ibYWKCVXy10aM9/fJKNOm4v906KGPdCdQLIV5t2+jOPTASBbV0NZBM2L2gWNSsK9Ux7AS9u1D51FUN/3RLqMXUjrCkvQX1C93UvSX1EyyorALAIFBZxHZV7lXWVf2BOjhsvTDxPlVaaqeQsqbz1FFmDlXCrIK9Y2iBOB6VG1UzgTe63jjOlcqAYr2g1W8s0r1w1bms0n4ojFA0EEXNnGYEBNWgTWWsf4U4IgqG2IFpTY0WKSRidYa9la2KhqcVQVnrPemcknWqKfWMnqGINOBxycEBhU0YbUoL3Xa9AFD2tfLyqphQNM61WIRKhEzEvr10ceo0oRVK3K2lQTSkPS30Z/4SPcHsX1juKP7s2uyxvdm4o9mnWNwcXCC3WH8Bjt0ErICBLt0HWtbdKYRKcvnpF2itPd4cvNDFvZndSt28vDndRvRs3MvJeb0sDCLdhb0E2Oledb2LHDjYyeAP4nY9Gni1wLUoYjnnZdwCo+I/PZZEveT39K9KYO5cKlIMCszbYhU4sdwU9PamckQzvZqw3uKA0IBoXeSQ0Kc81zzLvXJEpz1mzNzYY9nkvbG8K9iLvbu9aRkcvX0iC9iC0EMiN5Vr3Uwgycz0rLe9A93LxPe9nrzJzMi9j73Sfoi9wMmvvfKcn70pkNKg9UrPzNb4W6rICfl0fpxenEB9ZDXfWE+MtoJRScyMIUnEuGQRDJWsWHa98T1SaSMYNYyz3ZwRbA3ynJh9DwF/4W49lllpwikk1SHliXZZeH15AtUSxynv4eK9NjRsBT/ZRC1qkapxOYksdUyKMvk3XZbGLH29wFmJITlWzlx9dlXqJuy9YFEdOHIMWz0T5A9Rgn2SGKJ9rBgl3e6eKuRJHCXUD6o4Pgk90SjRIls9WHiKfah96lgR8GEVWyxZiNrdDmQMvcrdR0IitV3dSn3jvFV8hixjHF3RuexHHAs6JhlWffGcm9h2feYswn1KXiwMx73buLu9emXXvWe9h71/CA+Y2LDvKWs9kEz+fWnFgWQhfczI+2FAvSDcW8hliXs9+MHBvQA9C8zOxV29vC19Pcl9unhotq/UzawljKDlStwhvX405qSyJEl9iX2aeMfEW1WY3Bxsc1ZF6NfMlX1ZHKiolrJVfRDhXCQNfXV9jeC2smk9zX3tfdA9WwLnZRZMewJ9vYwkJ2VaXZr1DACH3JMidMBkTZ1dSepNvZsI3JKNKLLkeKC1JGEsC32nzdJ9sAZeOUkcpTTSfUftVTlbfO9J6bzOdWEsA+RE5om8H12TfA92+AxiOaotSZ1WROasnb042WUsS/yjnbw55F1JnbE5Azm8OfZlP3Gffd+ZCLlffVSdf32/fQM9DBJawBo5CLkZAjhATXIdvrw0j7GFfN+xghhw4LliOL0A/Yj9bVIZahxxNrG+la8JmP3lucsc7wbCNaRZHHH4/RMcw0BQxZ3lthnWfLi5PHHmuS21felWuXV52j12NS9JjP03sR7M893Q6Wz9BCEeCnu96vrc/WqwfP2a8GYVUF32uVwNpqXWOo/IX4g7WOcYraLbhOcY21iy/Yfa4fxg9kcBqMjHTPLKH4x3ntqpJV1HLugN7Lw6/WRCev0M4lLQKiFsvunWP/yKtZM8rcwE/HlewkB1bvE5hPyoTgs0932dNEr9LhouQMH82c6KRizNF0zbhGpGHwwPRAPZ3v2jWAH9OJj+/Q3O61wFzcL9EQDUeWDtRG4kfHMsl0xqOjois8wHrAoph+qaKaOmu8R9vdKWxXHx/aEC2f0GjJM5cgzXNI7isE59Odb4jpz13YhFpQzZQqlSlf3x/YVVHx0N/TzU2f0cCbLKBHxblBL9dh0F0V39vdRXZcZER+WR/VOR1Hn97f16Vf2KREPoinwYTjnpiCiyNFP99JRG4d+ElNRQCvso3VohlSBuw2Qi8Jv9brJryZjeZwmzWRvysUlAguVQOLSzWb1ePuXtoSv9maRKWvP9pdWK8f+ElNT/Agv93kFP/aLI4InU1FmE4GrF9ILYb/3vOS79b+KHzOf9UUKAA3f9rV1R/SAA1HnFzWP9hbhzLDXA0XV4tW6NkG5wAxMk2n6dosgDdlzJAqFx8AMZAnhEqCoTTjmOHwJYKrvqWbgVJuW6XtYtOcc6Uzx//caslfXbPcGUYERinJHxUET0A1N8BUBYzm1CrAO16mPQefzORlvCmM0b/jwDl9q4zhw9pTgq/W9NIgOFugB5JAMTTmIDP/xEA2QDqv14A0o2DmyqIo3mToUl3rFSlbH0tDc+mgMwCUKMugM2rQ1eBdH0gi/thHnyA3tNptpKA6YDUULWIggdA823ZdR5Tp3kbqhEIvAYRNXeOgNuA8hc+EQMfe4ajjo1olXejQjwRMkUkG5BA4ED1ULqrJX1ct1u/R2Iv2ByRvMIdSKEDPhkqNgmGf/9QfGHDLADPOQmATuimQPpJG4i51XgZURukNj5AyrdDRpynAE6ttgROt4D/UzIToXV/gPKJALiVQPvGC9+tQMveE0DeOKwcQXVfgNCRMXVdQOKuF0DPgP/yI0DkfqI4kL9w/1cFrntzANKRFEDWE6YguEDc/0URIFMhdVzA9Jo2NzMyDMukHGGqMB4Cy6rAxGQzQPKwqxxJf2ZaoTIxrVHA/AosoBsZuK0RHGWmTj2ZwPS3cMDgkaOfJsD9wPLwB0DnKqYglBEKZnXCPBEC5QhAx8DlrAYRPyUhdWoRM7UGER2A5lVDgNiIU3JE7guJMvJSf0mam3JB6xweThFp0mv5FM8jXGQSgFiB1nog7E4XQbAegiFmINYSfiDuIPQEK2t8jZJIoWEjOJaNs88ZIPpmQLMVIOlUIvWPhQUMgyDLuB+cJLkoThvTSbc/PBcgwtUVJ2PvOY8sjzRKTI89jzxusbYIoNlVZ8JIt0YxOyDLMTMg+KDbINSg8iDkF1jA8UdYrm+eSX9Xz2V2ah6BgLZpKd9WoOqXcd9ZnB4g9ChnxVEcfZyeppVFqEaHaBSSIVukqmBuTaDmkabyXA84iiGoIrFToPGfJcgroOGfLPAApBvGEaClnyuhRPgXUK4cEaCfETmPHF4S01TyXxEnzw/mV6KG02d6fQ53qYm3GCDI0kgcTCDaYPuVjI89DnKnHypcmbtvi2+MjzCqWmEyZW5g/soZQOfCbHCZYMrA2WBEt4yNcJpqYO6itJ2YraHWU1QFd5ZgynArYPwXFaD6iAOg6yAowOCudR5AhEI3dv8ZkTcgwd9vAlUneOD4dCpUm39ivF3DJOECilZHU39moo5/cpZXRa4tIgDwy1oPeuDq4PXNSHAipyYA2/iyygHg5kClDK3gBgDEQKOfKQyvECng2mDk9zeQaqKG4Mqiin9Zv3J/aOm6dZqKftFRQXO1eYVg4NQA/+uNew3Ln4Wx0S3gAHYgyBY/UHkCbg2anYJPjXoefgQv+CcIg7cX3qf+DBDSEnIQ2B4zDWDJbRVr5iu+pfiWDIe+uBDQbigQ7o24gOAQymIwENkQ+yux3lbg5RDKnC6tGXpf3xUQy7hDEPYMtFsZ8gEfNKIl+IcQ5TwH9KYoUFqyMKYoZ+DOAj8tsR8GtwK+YuDYIPGtcoM3IMT5O7i5f0wCTxD3EOPVF2dv4NiIU4DJa6u3D5UU/1Lg9dx7zlwcO/9Qdzcqd/9dvBu0NJZxrAG/SpZ7fHaQ3Yd/aGu3CLwdkO8g3BuDkOSiHx8KRXUYPZWfwKFmeRDttAA0K5D26GtujuiXkPaduyJeQP0tZiCFQNstaFDHiRAg7DYypywccUD7wMERMUDsBKlYUP9A4NiIb2duG7RYseMBXECNYnFuUN1g2CNMDKW/dM0fwLFQ479o4zwSYjYZGA4YGVDEDI1Q2gDdtzR7EbhZbgs8GW4EbWE/QhS3IN6QzZDP3E9Q339w2S9Q+2hg0MDQ3bcHUP9oe1DkTCu3MG1G/7TQ+UwrtwpgwUdI56Dg04d7UEwAwm4ZkPEZla8ev1fsmW9om46A2ZDQQ0OoMrKREA4g7xIjjrVQg7pOaDTAz4di+nDat1DiQOu1KMUfwmPQ/+FFbhPA29DjwOMDE9DVtALA5ja5UFZ7C4KQ/CAw7E4rulkQkW8ZGCO6TdDV0PMQ39DX4hwwx1DP4PgA4ODqoN0qnX9G0N3DEADVryYw8btX4S5cUZ+IG5K8cGUSvFufjlxyYmuMUrKM4No7frK84MqshS59NUyRYXVJLmeHlgQ0MOLQ1Sdolncg3lq40OsWbLpkaybyV3AaAiSqQugO7A7A/wdX0ME1Snw0MPKneRul0Og2nDDM0Pq9WMDHV0a5QpqUoPJKVKD34NFeXG8XMP25CHIUfDyXXrD4cjoAvrDlAlRpkPJpsMVuAPJMsPmw5rDTLBwec1D0Omaw1SwmmoFVoy4AOBV6eVq7sN8oK7DpVa2/cd1nsNuw/7DcHIAzAbyN4NfBamDHSpR2EoSj1xRw31ugDWxnSyDUdjUyaWDaYRsnFXpRYO4QPp+qcO1YZa9P3GVgwPM8bauw4ym+yFO1qmDQ7xaIeohDaIpwHP0rpYuiTXDnpYqituERkqFlXopzcN8bFOizcPRQ7LKXcN+JAX9BbqmKQQsh1X9w+5cxE0Qg59Ow4OQeAPJluIgcXEKVemJgw7is8OOw6dJS8MuwwXDQQpzYBnD/KlO2Y9iOcN+IJpAW8N5g++NaLwDSi7Y5jZWOafDWm17/FdQtTZe/Vi8l8N+/SM4dALtvkygWLzPw7Jx6I2ZNci+9elofMWDgyCxw2HDviQ6llXpccNAI0PkScOx1iAjgCNE3nypiZaLfeU4Qf2wI0xuw0B1ZERDRAQoI7SVRuG0Qx62qCNwIAiW+jo7mIU8fWil6jbeeCNaui/DCcNEbhQ6LeHUyfk8/lwcCr55+kOG2X2cltkCWckpj7w2w/16Jtwaw9PD0B1ZBeADTADCok2BdqEydsbNBVoBnhfBVzHfBt0EyCXSI8ZNixHLLOENTXXIJH/ybUl1dRbMuiUfjI+MbZJ72VojxqQiIyRkqiML3C7UpFby3Bf+F7ZnKWP1z/2c/pZhhVoKI3UMqiMvmHocmiNP9KojCsn39EojPvGy/mojyvEI6sYjDsyK5eYVgiOx/aTBL5hNiF6QG/xcA44j3UBLLmjOm2yOjSJMJFli/osRdiPDqtYj89E+I5VauiMRA8kjFVpOuHahjhqc/gJkkElOEvUN4gx/8qUjH6K00ejqsqpUyLsubZKVIwcuxewpI7G1GcFOI1uILiOriG4jWWlCqNCIniPQSXcCPiOQScUjAyOldfelgiOj/SqBL5jiSO1ygrS/appy8EUVLXMjgyOo6klwSiOdA7X+PiNeGrojAkjdI9SZMyPm7KTUMP4jI5T0V2mTKqlI7k1nI3MqiBr5ytaFrhYVI7cjzvUQ6qsjBxT+rgtc41y6I2VMOiPKyVVMQyOTWZsjw6oj2Scjc713pUAVgiP/g1lGsiMQdplNwhbxWupRb34QdZcuiIbxWkyx4hWIo2Rg+FAoo2yxA1CNjZX+VBmfOlXd4RSeIzvZ3iOAo0SjnyOV6d8jPSN76QtclKMrIzFBjBkoyoy4aowVI6PKJ/3+IJHSbKPT2eBY9ClMoy9VPKPz3HXdJKPokebsG0iaI/ijeyMxUPVQ6yNIlKSj/ap/VGmYqyOA1EtDYvJTaqjDGh77bAxNmU0CFXCjuU0DUGpMInVIYG2DdwJPdeoDk4Kmo2KwEra/anwhDFZwhLlphkPokfajp7C5XEiIoKNBIxY6iyHIJbnV99kmzZnV5C1i/jfZ3qN7JOpRTyO6o30yTyPBo3qjGBlho9Lad+F4o4CDbqMCI2KmnqOao6xguNb6g46jGqTZpOmjj+HxWlmjj+F7JP1JilS/akWjmlQuo7aUY8PjIygdkd3Mhl6jV357JFfqZ34c/uXdjaMDUOOyqnU+XiJDv2qto8JJoFjm7FbU9gNVoxCjSCWao5dSdZk4o+Rg8Vo5shOjtWDjo0fQU+VTowWyqdUXJE6jIp0mo6WjQZnloy6m/YNa6VNqkyOQo/tsbENB3VNN2gOmASejR6NXXof9tQHLagSGxlHew8ZNUbLsozDgd6M5+fB0Y9YzmlbteKPB2oEjSaMhI1TmXqN61pejDk1rajejgGNbalUcu2rfyg0oBYG8GpxD/P7WUdBjd6rtVNpu7RVcAuVQsS2zFb1ylaROMZsVWGMYY7hj0cgQmosVEcCEYx50MlHYo05hWKOn2Rg56KMw2gSjh9lE7YKjsSrcWT+jU5GCI+pDzP60o6lMMPWlqr2Q7k0yVYsZX8BXmueaASWr2Rkj95oFTbUyMxgyEAYlgyPSYy4lxVomOW2xjiX0o6Y5DyWhgj5pxyUV9U3+mmNopWSZzmlhnaxpltW6YxAlJgJESoZjBKPE2RZjB5oiY7GqvUCqIxJjqarCY9xSGGm8owJjiAXsOnijMTzRI+pqc1peY/KFPmNwFPKF+mFcIbul8Vo2o7peE+CGo7FNecNMmTaj9GYcNgeeY9bT1gee9iFA/G9s1iEpY8eIaRVjhCBjOs3DbBxNKdB1pGVo3E18tPEjhrJ8tEYjDKM7Musj6DpDqvKjjDwqBeKj3mNUmaEYY1rm7C1jLRJOI4VcLiMTqi0SCsk9Y0MjWA31YwlpNJnIqsUjw2PDfbTAgiOZQwsR7KRxShsxzYkM5Tojm5qrDaTaiErhciFyK2Ng6ptjZmStElay3SOKonayWs0HYzojYuzHY06jqsnuTZdjjs08JJNxdRJykYBpw+5FozBMTC0nY96imyPnY3oiIhIiLVSjR2PfY6hKBIoyPW8jq2NUiotjN8WqI5uaz8V4o4I63iPTIxXSSnWzhfWDw+4ho+jN2qPfoyajIaPhsS8er+5NpmPWEyGubE3Fdx4QfD8D89E443QIb9lNzfjjgDke0MBgSyNU4zojqOoVfOsjxXzJaQ1j9iVpmLbsa439Yz0jfbEw4yXSKErzY+ipuiPwqV2qPSOpaT4jeKkjY/KEQWkn/klyx42CI6tDjNrspCUK0WPsZEpg4WMGYerjr9kWoyBpmuOhYxGNeKMb8SKj0yMU7umjsOOZowuafOOrmudN/qPD7lmjxRVdFWeqrmxAEKhjzuNerT1ASGPWdHfdDR6CLcPUNnReo+Z0jOMMo3qELOPGarvZw6p87OKjxuNr2dHjLkxG48nau9kq4wMSIuO4Eq1jQxKkEvFp8oSdtRHjDWOfsblcQb2h3VW8giPqoxmeC2pcEI2eYJg7auvytBFV488ok23m0hMEtQG/bb5sshSPxTfwfmyo2tESLuP64cPF9aRuYWPWKtL948kF34qZ7Jcag+Nviuo5Bf4qhQ7A9RVZTPP+xqQMY+Kl/Oi8o0vjPlotGORj1GMc7VRjVW1cmnijNxqDI9MjoPRq491tvCFa4znN2qPgpSetAhqI49Bt1RV/alfjtd2xKs6s6yPL6i0SkeMv4zsjB+O72Vzjx+Pm7N/jTqESOQwSC/5tqtSZC+NYqSLjAxpKI+2SZsOcYylpDZIF43ikCuPw3TWj02Kjzaajm+K42puDztb/RBvF1PbEjDjjKJ4ItPceNTQfYN8xhK2Uiv8xfwrNnbL+IwntzbrxdBPU+c3qhIQ8PINMKj3FCtQSrBP0EmRiIx02GpwT2hAjHdSKOYmzTELJNhqEOmP0QslCEzDZh7TvWZbR4hNFTOfA3ZL7wH1ZuF3IPg7JrqqT1OoTlsTT9Mm1rslevVBaK/4ZJeAKhhPJ4akaK/6OKU4haap6jd+RNs2gdcNiLI62Ewhy6BN/tW/pWhCKUXItT3U/aYICgTb6Re5dG62+E3+kaTaXbSeusoIHttNVTXE3bZDiMCKJ+g9tOv38aTAiCuKlrT+Rwvwo0rfhE0TtYvZFtm2rXeT5i6E2IidFfhM5E/Mtf6TIrcETsNLorQ9tJRPnHk/5avkGBfZhry1wBeT5dRO1E8cJe112YS0Tc/lM0qVprROGjYloxWJz+a5jdOnkOQMTnUVXEIwRnUWtnp82lGR37KB5SY3+rlyFMxOe40WSCxNvMaDygHkwEQzNCm3UgQPqGJoIWGHsQG1TWRuqJZBQomc5/aFIokcTVVjSZSY1sJLoHOmqIeXgjNNaZPHrpZSkHBLGKUeCV61tnb9VmNkA1clKUOxJtjZdEok+eIJNNoL3jActFDW2gv+SzFoFE2TjSxN0+RsTIwxy0rdqMJOy0trSLlIuav6lx4EyCj5Jt/mFJK5SjDxWRRiTdlIIOlZFJpmWdVOpxk3AdGSTVxAt42STZWjUk3OpMpByUrglWQZdmkNY+RD04+m1iRrmE4La4BMYHASjAxq4HMakiqW6Avo53eoD6kpj/Rqj6jsTgWM07DBkJ+PoclyZoWPralPBfl2uwNfjN3KCuHNszzRRYwRjqgX85cw2axXDXPNpwyH3HvQTds3k46aTTzGrE6aT0bF+9NhVGD1HBUZRflzuEjcZ1d0JzbPZELVgSrHNWeMNIrHNbOOjY2nNPGNlNaMxkzHYaIGTteNVTSJjleMGuL2YyHIW/ChKMZPHXnij8pO4GnsT1Vz54S/FmsW4GjnhGsV8SlyiGZM2KewRDkz5k0LucXLYsX+abeyhk8BYQZP3hUmjKsNu5VKRgObUrU+eATZ8sev9WJ6Nk8yxHLE3xv+NIUqmwpOWa01mEcY55/Vckv2T8o1VrBmypsJdlnWZ45OUnZ/mXqOFdDtyJXRB/YuTC5NWrSglHWFrkxRcEQGM4jcFx4GxAfYeVnQ+qkSTkeVi/uzNeJNNEEeTRCWo2gGqp/k4ky5qx5oEk7iT0OOok69dP+C8o7wcDkKfIjyT3z0FAwiB/JPOI/+TcYLuTYBTQEn76Sgk74m3/qipFNXxgr1ZCuWz1uBxx50EjN0TWp4e8ohT85WnnUtW8QF9E6cE98Kd0k2T8nWvwmai+5PM+B2T25PrWZ8CZIk93aTp0tE0lQ4p7Jh5CXx0A8HsomkJ1TGSUQOQ7/IiUc2jlfU/2pIyPcH/gLBTVOlOgS+TPTH8QMJT8C2Pk4lqbBm9mgZkvErGTQJT7JhgU7yTK9qIqdN1ZuqcmBG25Nnz0UQaWTJvWf0aM0J0NATyzer6U8RMPtzASaTMPnyYI+iR+BLNFTqZ+BIzbWgpphLHne9mGJ1QhYm52J3dk/UTJkXEBlSSaITM+Fp6PlMNE6ddFp6eU4ouISGlrfCFYVMZEyDeSOKpE8i2KjVJE06VLlPItgPCPfynBJPFRxjIU5/mnW0ZU3P5UpBuRWRTvaZeRfhTNWVuMfhTSwWlUyqtHBDLMkhEcLKSofFANVMpEJJgK02zbOQ5zVOWGgKVAtkpEg8Vwtl3k6+T3tIxabaTQJPolv8T/IGJMeJNrNr2U2zBFUyJk3ZTyZPRQa+NbFUrpeJ5WKkRWTJTHpLSUyIg013lNSOa6Aql4O3jBfJqBfFNCIQHU9qTQxWaBWqTX4p1DYaT2pMhqoht6tK3UxJtOxVCuFJSom3D7rmBolLFqrbNE/lYqbdjjrGKowyjm83sDf/+4yXCAErjZ0GGmUu2cRIX+SIgCtWo2tDTXc0jaZEalkpw0wXI8LEA6gQycVzRXbX+GNNyfMQyhLG5QMGNYmMw/jjThNOiU5cEY62o2uTTKY0gkPts1NMd/nzqcJm9TSZNuTH5QCMVZvISFazTUkqegpakGXEd/npNCaQZceTqgclfabIl89ETzSkyH2lwmcLT08VGYyn+4tOUiiaxYkrQdEsVHf6DTXACJGM9TWmqKFmq096Qt8WsisP+RF2y/gbTCrnT7nx5NTUWI3fsiD0/jVKxvPJIapX+1tOC40ATK6qBzZcT+OEM0ygcnFNHwPPsElGiUfVp7DCe0wapiko+0w7Ejg2pkAzTStM+0uykwHTvY48d3FO0dMMK0dMak5F50eKzwc9Tk00LYI9qiuni0urScilAUtHixpMQfIttRFEE4w72vVMPTSkSmJOSKa1pHLFMbV/SA2luSv4is7Z5ubXTg/01k1ORauV6AMIApeO29vOTvPS2MVhqnMK1AVH8re390+pq2+ND09SSFuqdTKSxwMUwsdjTDLETXYSxZLG7LajaC9MHLX7JvM2xk4w9Yv7s0wCCUtPSFb309RXy0w4JNUz70zpTWmDGTcfTejmZWvA5tUkPcm0xkDkUSQ9yqZDYybGyPCIpMa/Td6NLU6Alo/6jEsCi39OLnXcCwckyk612Zfzh6VvTK1PmEtByspOrU3fSml3bU91AcDMCRMTjSDNE08XTIyFbLfYhT2rXzUvewy2Z03j8WRVJTVD8cLGzwfQiODOfU6fZDtMaydij+E20Y2AzrlVsoUyx9DOgWEUJkaljwc2qLJJD8qt1rwTcKXbNm3UkyiGp0ZNKEGaihtMyydsKIjMm0yf+ZtP44fzTgVwF4yi181Oc8tjMYb3oTcZebVqW04CEgDNF4818INPd05XhXqPoGXTKxODaGbUBevyC4hmlYim3iqNsZWhmM1Yz/qAosixqoC2U09KQuSJSU5iyil2sUs4zUoVYciaZ96JR6SaJxNO+EgvKPTLschvN4wK3ak1pf8rTAtPjDy3PgU8kOgXKUV9q4J21/lVpb3xmMwOT/jN2zQoyOhJ2YqfqdLEeYrqJeDO0scscTmKvkDfZTaXaYb6jraUF46lcJRLpWiU1IiWJjThjudORjb3jLTP/Cmt1p2VcJYt1/QHZMwDuafQjFX0zkqLu7OOjlmKFM+CD96Vx1CDTs2PPHgHdYzOvkH/ZxNnU427dZmNska+q3ljJ4fUV6zPiOVrAZ6Td4/NJNz77U9YoVBNCXAEZOGN6OmczL8HcrdRyOiPspAZcls1uqhjVXq5kuZI1TPRGyTKqimrPXikQXKrwGq9jl2mdyqvBqrEfMxJQb9kVM6vBczNNWqCzpTNOye+BDTMXM6oK4zPWIfCz4LGisfLFZLHHgQlNS9OZWsAzaLOaU8TTQRJYszKQaTgsUv0qpjP8yn0q8WFcypRKLV0lBlSzxEpUaCSzDc1E7M3jUGPy2R8Qe2o02ZBjcpD2RDSy9OM81jujrIVTM53TYNMNmPtsNEmXo7/516Oe9l/5l6Pp6huTN6Nys4dyg4G1bSdJtiblaNSa7DA/zFtdzJNFaAekzdPJM7QTM6gFMwszRrMWqtXVfzGdWDKquOqWkw6pESW3GavB7zF92SwzFLFOsyUSLrME6i0NGExiZUI6JaorpQXj3rMQloaZJTVpjSEZMUoVFZ1plzOXM5uovXGHMyGziyAxswr+AUo5M4izcxNbTcazZlEIbMmzOPg8NkKzwgAcYzMBj2NXCeu1b4F2yUu1ipW0E97JGCmrRJGpzXF8kPcVgjPfGRMNNbN0zNy49bND8i2z9jObBPjyrcOgQZcEpESmUx8Er31zE32z5STyXEZda2riXGqZOWNeEsYkmRX5Y9Vyo2k5YzmTSRVZFTrFvJCC0ljF0nyzTfnTEerp00F8KRpno/maOKV8syFxtzNO0/Tq5rLqYPC1KYF7Mu4NZ4Fmyd8E67VfM1bJQKSPNYWzZbM+ArAlh9wpo46NKMLECr98h7nMk0N8SwKh8U4tc9NAc12SE12Lkxqz56X7ciqz1WDwpXtdhKaIc3P5iwnjsykz6HQQOZzT2h58U18zaFB8U/OaPwL3EwTWRHOIHPbTENJslamN8ZKIcxMtzJPAZAJF8KVrnSEB9HPncjizeLnHgQSzLzNeEpvTUJko0zxzpSOnMxZV/8F1wPUaCzOYcyzTplUqo4pWVK4iszR2BxIktA6uV6O5flF6BIaxOsPKkrapOm7WanPBAyI18db/yBuhL+o0A60eEZWOuM1wBnNmNlWKfjb31qhDEj6QI3Oe6hZE3g6uwG6yFg5zPzrN+pURrq41EU36ziQMUbbBFTVwNPD+SZE1NZzQPDREepQRaP6FDKFzlPo3kc6d0XNa6GT6f5GXrtFzko6LprOM6O2GKClzyV36vT4uWXMOhltuPmTBLpwJ9jnZcxrO98nL0bYuBAYb0faAwSH7kEFzThGRITw093ZuEYIxb+nNc/4uGq4tcxT+Rq55c5r6ZFHbURuAkIPovfpYnriq/sFYSgH8I1ORdMAHgGDTnNz7RLVRTQR8PNdBt2V0AC187xIzc/pYx4SQnJ64rFHKg4K5egBmWlPdHliPyM9RqvFQ0WADU5H7c+tzN8haIqABqenjc1JzWa6+ZWvSqBNEmgBjTHBRk0KDa2pjEz2GDeOY3iyuLLMI0nRDseAoM0xD1OMmk9oDaWM5VG9U+a6qtXI2XgOw8/WOQT7uooq1iPN4RKWiEk5Wbina+snL4LZuA/i1oioxk8jX/DcWkp4B5CWi04TqMQ0eKWNUcCfjcGNCOjaj1PMFqkq2OmodDdWqTPN3Y6VNo/F8M99yp6mm0pHjN1QyyXzz0qPd9X9zOjyx48Lz2jxolHrx/GzuA7FKreyxOPDzKPNmoyfKs3PThNaEnrhifVa9HrjThKGEnriwvXDMuvNh0dtlN7bANmeEtzS3wpRVZ9U5IPVgP6befXeEZvNW872QW2jThKOBuZyjWM7zZa6euNOBRMzuKQkuOizbc9wx4Jz+8zXUXYSZIf85o4T1RqvMgwEOfWNQuYT4bp64a4HR8z9Q8fPPWGDl8X1jI0AVB4CTfarDJTk1Sjro5EbSInPRTD1A2I9YuhwwA1AhfT0F85CcCFYS3uXzAJz13fjEJuEoDV1WOHz9yPANzfOt1t1c3zb9XhbEraJt80NoFsQjoqDC416Dw0Pz0J3Z/ZXMKYQkfJvMx3OY0XC9Pv2Sfs1oj8g//gbRB4DnyYdzS6hNtEawpPhYQ0awDz2SvezQm/OHRIr8g1Ztds0gyvP6WIfzp/OnQ0y5ijyO9g9MDDz4bkuiz+T388y5EfMu3WbO+1jv82BMBfOEMdHcS6gwA03Uv1jlc9ozg9Grc8SdL3Oc3DtYkJw7WG4hY4HPItuElG4wC3QxjNxIC2okaf0xcxXzif3OZDADGAt18zgLOixAC4RRD3NwkU9z6/MRYjyklxCizI6B4JzA2M1ov1jk5NfMoswMC6iCHjhXPYzckNheNW4iWtF185DYzOSfWIGGE3OCubU8nXyGoP7RpVzSpcQhrarJZaL1Xq7yGhILJ4gAGVqKFvAl2qgwxpA+wTlIQElQLDbliJKaC3Klrw1lnXKlXw0GC0KTsVKDHXBxF1ONocHBDsSn4p8CVmXnc3tzGgGTw170HwNSIkR5gV0CAzzkZHmeC9jsHwLeCwy4oszXfQID1iL8pAVx8HnZA6R5SHlEeYBzG/2eC0baZbjRC0gDdtxG2h/SPgt6KQR8hpjZ/dyxbZOPUYOipRV0I38zWfUBuO+z+QsqVRcdrWj2k4Z9hlUCsyOeNsUTA3WJlqkwguhz8XGNC1DsbiKTU+UDOETrahIDDpN/Arw9DpP+iVqVPl0b/XbcXtVluH9dLUN23JELwQtk3Rv90wsQRP/SUpNzosy5OxM382ciQ7PtoVfiBSmfDJx5KdpvDAgMlQtHHXPVbwwhiRndwSU6Iq6JydJJ3QKp9cOvIhq5XRgHC8slaUNa6XuAEyUvc2gdpwvTdVcLtC1PYxsLFwvFC+/zWQtZ9QCLeQvv86Lt0Q1pWAYpUzUbOetZUIu7Of39SlN4Q9nOnwsfC2e1ivHF6Q72bmoCUE+N4U2K8d5q9q3SAzVd0umYKmoDpV22IsWWcumF8ZXWpIuJYlcgjEWx3uh5WrV0i898KyQpFQdtRnm0sayLsSLs/PVdkznci4NqLPxhXSoBWfP1k32d9UKrMjdD2r3xcWKLeXki3ZmNkoOLyWxEUoNQkx+ZSouuInDD7gvtoeqLVGjQw6kLUotUbf4L8EQW1VSdTTmN6TEopMz09RQN1WQbMxI59+mDeeBq1el7+BKLGKLHjfvcCQCD5eALU31OuV892x1NOUo19h1AFarlMQBKOWU5ply6PSC53Knei6GLGgKaVTe50fit/uu9ZyIxiya5kdhXsxjpY7l6uUZ56YuwWPl5dwucg325oYu2FHBT4GqFi5uYDnKMBEWLc3nT0BhMpYtVi2aitHNM6bWLPEXfOIhxTQtt04K5nbJZuU4LvAxlORTpwTmCU5bZxgIU6RoCLmW0A8OLzAqquSOLxrUTi+FE83k/dJE5lR3BDA/JbBSreQJ9Hh0GuTASy7meOV/9fsy9i2egYcQfZcrpe4sFqY7KbXFf6fSLVJ2ni3/pjsrei/2LSsMDg3uAK9IIJbHRTrr9eWMV5MLsKTc5M0mvi5+L7MISKf45HP1ieXrEtHFbixGLrHFASzeL0aLcqd+L1wTIcZlTzp2OebsE0gLas1Vdg4vfmZeLUpj9Cm0i3XECmBnhfWSCtfnhIXx7QJCZrimNKNhgTaKQS9mdZEtfmWuQ0n3vmYILWumu1R9Rv/zXKgs1U2wQ5cjloXHprSA1YjhcS/8jLUMkYBDlarDFw8BoVOXAcRXDve47EcJLoljhpRS6U72GRf0NPfO/tuhccGgD87E6COUkUvHWIDU6iSgYn9UpEuCxADV0UZXTNfySXhuCRksI8+OaDAIKtSZLq8GEAncN+f7Kk3EoeUqz2UnTjkuO8KTaP+o30lcAG/WZCZgQe2OJCeX1fDP+S631ddWtkAFLcBquwKFLwUswtbfVTELE6q6TCqh31enhqDAGGHfV2eHJSzFL7EJ0gXyKqCx2GKIB2UuW3bWhn4kG3VgBRUu4zAdQ1zUutZ61W8retO5Rhvai/CYDHrWaAjWxlbHa/O41AwvnKk/KrdMfHcxLBhi/ylm4HUuTxHNKZTkijUk50YmYuak52Tnt/CO1KLnpOY74Ukt9tfRxxgK3yfBZcPFtIuBZcPH1mTH6MP3gatiD0pn3fUK9ql1L/P+xCTljS9mdsTkjS8NLp0sqQ+ADbtqq5ZT8l7HT0HAjShp7zdTtm72OOiVo0hMkvepSMNmNckYD6HkfS/Mo5VIPooKC4vRJ6WE1ufX05MA9AMMGKGDlovAh3eVBrbCwy7EUqd1byuLcGd3ogu4QKMslSjSq1PSM9KghyShLaLlylv4zaKBYdEEqqITLbv6qOOTLeSCky6flsxAkuXbNh+Xw3AzLoYKxEvTLrR3E6rEl7MtVKKGCVLGCgqlL2Op8yxlLUmOL9WxCaDNvI/5LiUuSY0PdOvx9DR61PHzzmlbJrUs8fM+zSxhG/FmCOpP+NbBDKf6ay+E1sG3tJYEFUG16y69Gq93DLXe0vaylOks1n6plOdtc5WQDqsdVn6pWiyOqAvLG2N88FelENdqDXfiDTIxZ9KR2C2CJbFmbENk5VgwUcVxxTgykcU+xmxAyS9ypEcshpRmpoPVHAX49sZ2dYqVpCcttZFtKGjjVsfE5lAqBPY0osTkofWdL5um2y005+cvXS8P9wUF7AI2BXYvK2F05Io1I6RlpiOldOYxxMctscaYKSSiQaJH4Tsr5SrT9H5m7vL3uHcubJHsqTP196VoEg8s3sZlq7P0vSaxxF70mGRPLIF0zyy+x48tDy7QDi8tjy8aALv6QjW0ia8sgjWMZcSLYYhvL8Tko/GuJO8upHLPL/ovmFQAAUg2BCdQXjUJM5Cr2+COLFpXh+NKYmfiMNeLZ9sltgtVguQY8jeelX8usjYDWIMkzBsC0xuEwXB3Vg6NAFd2ycdTb3Ao5F41S8eQqVUZ0S1j5XYktjKRGJxNY+bFGyCtUfQgrfH6YK8grI4lNGEKKPAWwAuWpB245pVjy1alQjSJgNYRqC0KKX1ZTHPOLe5XoKw6cCKFm9addzCvCTMbGB4vgVZbGJakVnVoVpyrJXayJaC0SqaWdJFW0wfreECKOCW1qAlASK8Oiu9WvEwWTP3Gb1RWhciuSAYS1sJ0D8wS1rFROOqgrd4ta6THUziA/Em8Lpizzy+rMM8uQDbYZMmr7KubMWCTCo7YZpszhFLexF1Vn2bOdbcv72Suo2z0gDQwKwP1WK+85kdmJo1OR+it7AM9znovSuo7i2EFhK/5V0OmifQ3cX1yRK5WjQBWBK8KLiCUQFj05tstRKafLSMNTkWZaFloJAJ2yXXxVyxqihxmOekGjeiPaVu4DKpxWYC2NZGZAM0A6oQIWAYFNj/WBmHUro9wNKzf1ceHNK2/ST4NiXi/qdSsejfoBR+rklToBjSX+0o92AZGaumLAQysuFCSyYE71Ic7eyKyDyF1el9yPQI64Su4YpcsrInbhYew67VrL2txWsWGKep8Da9q4EUVo8pZtJK0r9gta6SQAJABXc/r4zp5g2InKgaDHxHWsdyt1rNwgx42XKzMz09zATEg03eRYHn3k8pxl4j8rAKuvK0DTG/qXK/mzolzBhrMqdyvQNPg9IKv0fJcrw6Ou8xMqdvTIqym9GDTDKpdYvytDfWWsAKsLzFirhqjVC2Lylyt/o/vzCn63yAp+wKs73QRG8Itz3ZLdU2O0QKUAW4AbgK7aF8khK4nzFsYa6CirS91fvWWs3KspkPEYED1xrFaMqtwCqwSrMJyBfY3ySjTx3busZExXC8lDGX3SxYHjH1K/cx3C4g60k+GSqqsYfmV2DVU3EmVonRIWsFvyzqk7ErqriJM8ctcSRxI2s1rCElIbNdCTZquNsCJSRDMxY0H9jquHTS6rEOO/apQiF5r7xZfjqmExo8MQqmGRo30yRDN+q2Q09CLaHsUzq+P6HhGrhHMf1eVdeaMLmlpLqTO4GB3il6ynVQvME3gD2AqruMTCIJmrfb2iq0MljWkeYN3i5V2Js7GCuksWmWmzBkvV09eV0jEdaTXTorUrNI+g0fazlXFT5EkLlWtVviOAxVtVYiiwfUBTGktLYkBJVhaUdWKobqYQxbR12CRuktf1S1aTq2Qki6xefbtzFyskAPujcAuWNLMq5Kswq3SrIAu0QCQAejO57OQJNKuaoP39x41RZaL94O3yihXMJAheuqf1+rkNxP+oZSYO8SxeSXOfnpMNg133tQqKj6siKx8Bv0uBjsldefVJXUAdHNWe/pomrNVVJnm4f6s9CvdgU6vZHTFRgmgV+cp+16uly4K5UWUkq4I2yn7jKvTdZL1r+RhrjrDNKT0poGvvDT0p2CwmvGMpX6K3NA8p7bRTkGUpkFVRHe+ikFW5zgvzcGJfolFmdGuAQVUj3dnZyqxrR3Beui1ZlR23q1S9Fcw8a22LWulRZcurEBY2OnVwvrr5DfIdLcTM0G4U//VzeRnAEmuUPn2QHSkUPoWiTWgdKdgsFpoaa16JCR3d1l64mms6ldyjkUA+LkQFxmtknLddy9WvVdMZeSBWa49VuYkBWeUpsFVg+X0ppRnKfqUNQmuFHfgAiKtdXaOJ4VBeunErUh0txAnQcmuBa5X1oWv+a8prVDh/KmprZD6AqmCqJlnRa1lKpGv6a/FrvcBmayCY54tVBeTDunFGcVKORna5a1lrF6ZZiYZx1GxL3WFrcd7la+FQCn4Va8QLZOES7mfto4nLXAFrD7HSa7erXP2Ka0vLHh2da81rUWu8Y9dAsWuZ/GQNsR36a9QN5A3ypolr/WvxXeB1qctJiXHEcVl/QSx1s2umHQGkqcviMrVxp8uVa7NOOxkxINSrXWt1a5ah4wMFK2NQTjrbXFsdJctBaxvU21ysa+49HGs+wi8VLwEeZhXlUKoivSWJBh3V5al9T6Zka83gJYkuVerB6XN7EVrAgY7Dtf9rcpog6/sRxPGcmBdru+1M3V49REa3a+crXmuyc3BdboTZolsdfsvX7brE2aKPugKNqebjzuYLNhh+HbcTPMVE6671wOtjtXTxYOsU60zxkOuiWFdLrCuw64NM8OsY6wurXmu7qwgxTjobi/udq4vYHbrEMBLeHdx9HGtE6zASrmYX2kxrSIsX2vlro45rCqw1cpq8ffMKLHU862L1VlXPWaRGSus8NisdpQC1PBeN/0R6jZm2qPUwdcU0emL66/qqYNXRScNpNTRBghQTmaWw9i/M17OR8nbrBgn/RAozfn7EjOi1/0QUcwgJxIzX/pLOukASC0J2ISHyC77rLNWfotfucs5HcAK1IrWCaydRcnJ9vbm9fSVhMrHrfSUA2hAYbWjP3QbaA+iX3e8ittrSC8xVZ7ohMoVpYPosKzgTZcJ6jbgT8IrLlmXCgiErvm490HUULbO+fp09la85Ks7pXsx1XmmvdSpO7euCdZWtHsKeE6gJyCIYE12Rns3sHOzxhDKOE9QFjmuIo3QFigTD65WCtOsd60T1JPEd6zhVC+vJrVoQA+7va4fZKWsmvOijTxbj60K69Nbj6wEu+CP3YyZFEJn4grWwkeuqQuoYgIqCtXocnja9S+5BIFKDII/r6abYTKrt1kLppirtREyf69KAgHbyvVXKYHIo1cP4ABsQxdP4ENUydo/VUMwJE6CGIzU1zVAbjJmk1jgZcBuaYNfl5kI9pgOFHy0NlalB3bMGGFa1q8Ek8ra1VWgdo2WgaRCi09xTcHWkG3Up7kur9WQb3ks9DXQbS9nMyxzLIw2iy8WkiBpCy21oDMvRgpwbeCM8y+MNtUslaLITseMzDSqoQhuQUHzlYhuf3mlLwuVtaOIbdvFmQgPIFCuyhM7xShscMLHQGiBKG2RB3rEroGggsxSx6zvp5LkFvYYb9FqEIKV9LR3kI1c5G9Q6Kzw2U2r5YcdrkVyjElMTTpMai3G1X8w1BPaTkxV3Ag3+uZi5MRfgwpN4szvT7THiky/TeTF2DU4x/HQBpKHlbOr6EEYTo/7M6qklMRsuKK1SfNOLqj2CMdVn0/UN7GtG0zTqbGvpMbkbYAFqwTrT0tOFG/sxPkww6PTTFUwGWG4VKBjgiG4BKBWBKH0jfZnsS2jcsv7NG4EJ6iicZL4JknYTFiU05nY0E9+FWtPEkkhT9Yux4/5Z0mSvRdpLw23kk/pLoa10UbMbZkXHgQsbLSq+M2gyHJPY00EzBCXgYx51LLPcs2F+e7O4OiWkh7ON7A107JN64r/TmIRTE3mTJ3Hxyf6u1xu/JQ6gqitVzW4qUuG+yTcbGuF7E5nNgbNQMx9F7x4wk49FKxPtCdNF7x5+44t8bY1n9aCbLuqrIrfjYJvKG56QMJtQm2UzNqPj02fjoWMc7Sv1YhpRaihK3PPom0Mx1/Eb9WMx+Js1I9AaChoX8eFLJJsA5BfxY/VH7NjqFiNXG04buosI9b0bhnX9Gy+Tey0j/GXTx/YSWGytTp6xIZ+dKzTd3vKt9KmQJD3xl43yuRaiS7rHddaioLR05czNxIVXoUeToQUSHuMbFguQBJEFYen7pOXmQekMM4aNu2Dam9VgX8WEVdrLEGW/xUabBKjAc52Sm4p7chabI2q7gj8bwJsziY5TxJKsm6MbrOsjnsILQrPb3B9ROeutpQQNT9M+4+2hPpvKIM/TEWmecorNq1HiC/HTkgvusYzCqQqVXH5jxP24OpQ6qQqSGrrieDoiGu1AG6kkmKtRqZs4+SbBjvBIsNujq1FvAoWblDhpWfKQVNK/QT2JUJjEkBxBvJlgmJWbHxHymTWbpNIrIsUwi+yBgkWT9qtFkJ4bwlI2q9xTTpPWq6+Q5mkdwi1o0YLWaaObDkBM2v8aY5usGzEJM5tTm9zzdaZyy+J0OuMLI6ubWTPrm5+jNuNN4zpRtfCGtIhtreOu4zCl0lI94waYbi12nWUNF5vEmgR+l5sApSR+uoIyBSC05DlVPksh6VMbqURj84W9bc+bDq1QMNwF+vmMBFwFY+DkqXaif5vZG4jJegl8BcBbK/JDmxISMFsYzgSYK/LLm/yqSFsEdDDDk5uvaYrZ31JTwoVw2FvCG6ddPgYLm6BpR0lzw7GKPNnEmn8TRtkkvoCTy3ZdrXwjB2tuPF2yDACz/B8rqnqTrHqN7FvsCtOrmGx1Mg91ZmILFR+SL3WqWWEZFcL2OY1JeKVFc68E/yAiW7hTOPTOaaIteFMaiYvh3G0cpKqJXG2AI6pbi+FMnozM0kKqm8Akw+E806HCBluQ9Sxt/eGjcZb63NXmWw0FExkSVflr34DcCo+1PH1Yi3j1V7X20gDrvtLvazJV2+umEgJjhx1eW8YiJx2+WwE9BuuRA8FbSqTaNde1bpti8kxbs/zI60QkFmKmXGd18bEhE29KuDkIAzlEv0oYimS1AqWrjIH9PpmbJR+Sof35Wx7Na747JUF2Wt47JVG2gbZUOam+lW5UOf0gPh5kOavijVv1W3ItThLn4TKqCSAkU16p9qpj1RmRUR69W+Pihn5gmSD6Zn4jWyQ0rG0jW90e28PjW6Po1q7+aaXiQp41yh3GKMrFxi7GTKPz64b1jN2bKoZiG7XqJpFbZ8vgA0xbEyKsWzdyeTXhcQwsfov9oZdbB8li1WVbgKKzrMVbYGBoLWXJVB2iK2XJWmveYh6TKWvaa3azrpMGWVXVsxMAzpNrgNuBju5Vt2lWzuDb+cr2VRDbpypOVVdpl12dW31bN12NBTaqm1u8c+BVjOulI7SRijW+mTsqemGVW8HkPgPwhJ6Z9H0SWB9b5bKIhHdKw2J1smdp3PFBw1Nb/PEM2wjbHR4Y29vh296DW7xtLcqWqq5TpWnY29YR6xXECbr62xW6duoS5plnVtx2ydLndiR0r1vLls2VhNsm63jb1FstZCTb+8TzvicJtVvVWzHx0d4a24JbN25omd+SGYtRWxNqx1ug0Q4boaDFNIlb5+uYOVVZ+Eva2w3rOVtn1qI+Btv74U1b7a3HYa1bY1um6zPiw1umqqk+gtuuU06pSVyj6NoOAdtI1bXAbul3HMKOSNsmRfsGnNslc4NbEnVVrWjbNC2625R91O0G22wryVs7KttrmduWxldbbH1hcRe2iibi24jr8UVMABuALDKnW1+KeTXguQwsRtuRA/XbiUJ3W5FCKUKPWwzJYPHjXR3bhEld25TJpaLIsg3bxrXcPuKpsFgA24PbE2uja6Zc7nVp2/wrtbGZ20O8EmWZW+Md5fQipRYdrds520Xx85mYYr+V69tk1fTVlMkELWbyRC18dDbyh9uic8fbHNN56KxmjdWl27hFW1Zcqhe2ZThj4WHbswUalo5ij9u4jN7b4dvuta1bgq01W3OVoq3m637yfu5K2wJtfNtVyRVeqtud670bFNt1XuGLhmlwO4lb/0Tj27orrIXMMpXbZttGK2c0/RuJWzG+M9ssCWZOBtv5qTbbAm1OqdrbyiCYCU9bOPW4CVQ76rXzW1A71cJLW4TbhZxf26/blgatW1LxrDt+IWgJftvEfbmLVO3/4bmLBO2CO7vbtg6YK1vbrYnSqeNrfH5diSQp1sZLmTsq61tyOzBr1wumHdF1RlxZxCg7wsUV20wA+9zV22dBeTVkibMgmasVi95BxjvB7a30QtV8K+VBLdslqQaeB4Ji5RzdN3r6FY7KYJ2u09mdkJ3IiW47oWUeO02iPxzVXTTJYUL0cSWr3dufW3PAM5nGWZPbsjrAdcIrpyrgdco7x8g5RJYJajvtpezBONtHwI47YPkE23dZvAJ+65wrCW0AYVeLjAV1ie47a/nwKygcBC3cNccpSCvJQVrhSTuoMBRiBk67OXU7f8IN7I07z8Eaud+axR7Nagw7w2I7jrQ7j5HqEqA7fiEOE1A79Nslw/g7hmlx2wbbHj6TO2j14KFEO1OTWjuwJTo7+9xxW8NWuB6JW+Lxqjti8QLxRlyevY7bbsKBvdrbLoWHO307foUG2zh98tOl+Sh5mRtNkYbyLeQ3O2kSh9PCO249KCMwLWI7LSGH1D4JZH0+yWor6dsiOyS1VNX7264pefkguxnha9uguxvbSqkkSyx1t4u8Hdwr7JhZxLeLwsXTIp2ypQD5K1g76Sy2FDCD6oPyDlBLIPFbfa/k+LtgicS7HnhkcY04NyT0cVRxgySFys79BvhJIlZEtLuo2Po8qVaEDay7i+CrOCwLCt6WIOmxRQOcu1Bw4I0XyCQehfGtBUG2BB7oG62V4ruvU+2h4M3IYbWpVw2aglYuCtHHDYGW69HKu3CrVby73HvcRJ1JK8+L+EF7XL8g2CH9fkhJBCHJvvXV6hwsnOZSftASreNQihMCnEhJMhMknBycs3Apzv2hAwj0BCGUbrsMWzP8egC1C+bbNBxhTPMkmuFDfsz+Ibum+GUBNP5JwUwhEKBaOqj+NoGd2rT419Hxu1rB41FfRNfRvr7W8RbxRN4HUV6+QVJhgMEWsxTHKtiG0P79oRZSJbs1ILdV0H7s2LlyxbvVu1bQUg3gUAMeuXI0QhigIx6TcJ/ppKqw0LKti0H/ovM+S8T1QXBia8Ss+MZLarXlGOFoKUKK8+O7I7t1SzAe8YyH4rO7MT7yKQw96eTzu77xfQtxjPIp/Ls6NDrdDRpzfTKD4FA7u5q7bxJ0AMIAegD73BfRq9HNLCAxEG4h0ZAx0G4wIbe7RDG4lA+7Shwz3sz+LFGxu0vRNP48Nh8Se4CMAD+zFWNJpOQ2N6PoEHOzoZHAe01T/3xZTVFK6quMUjB7+zEz04HwZ/LHgWvTZU2I0xC0jZt3AlWTQ6xLU9Pp2HtOG3DSbZsMBR3+XZudYcR73Uyke0ls78YP/ut9tf68UavEbhpnXCjT02kAzRibLZv5CSVN3PMFyYMNb2Lo0lVN85vZU3Xs2Jnvm5I6uDlbnDOFeHtUW1urEQCWFWi9EAtnGGGVFX3EFXB9gkwH+FFJaLSwq9Bc/zR29MGkWnumfW9CU5y6e8OGaKv0q7J7egAsgGQLKmBKe7dYuFurTCJ4f1ZW3Jp7PKsafeoQOnvpuHp7LnsMSp/dBfYee5qiHX3aewX20D3DhtirZdti8iyAlcsKe9PduekJ0M0p4okiLHF71aiaJqF7+71QIMl7a2QtdS29jHXjqkFVIKrB2WvrsZXqHdUp1mtbGTL2/KMma949I6Hleyct+a4BPeZriXIN7rGVsUqNe0DZjVplUH4rBnsm6GjFhb0dxuP9xLh2xgdM+6s1PZ17GyDOnoN7INWUqyN7C6xKNI/oO1WTe657eRiTq7N7jIz2e8fEK3uYq+V9cb1+nP54y3sze72gx7vTY1YVtPxWe334YZUu3Ui9evQieOp7Lt3otgXd2nuxcIJkNDy3e9KrfqQPe1cLMFyqqArjVhU2FdnzQuxwJO6cPXtbVZurC3uCtqecHfiwfSl7p0EpJED7GXsKeJD7+9FnGPH4eKsqey978pwo+46Jv90mfSD7KmDqe7vImntQy957weg6e2NY5ssE+1D7caTXtGA9EcbA+4T7y+jU+x34ixZHqwd7EWVRZYx8wSu/e6MGXqOfPIuTkYPvpnBz3PthE7fcu+61ASe2WkXjCepFqNod8vyyivTXFaySno1OMc8Vro27gpXT+5wh2rzVFMNS0JGI5eYh2i/wWpvk3EONUimRiHNapRtwFAxFSjHMYv2N/DpNgrcQv1rm+2rBVDi/WsrRN9xazCSizvvhFD4cWXvokWJT44qos/STURIZkpSTnY0sMGCe05qWS/ST85q7xZpsbepfM5H71hndDYVN9hkrm/YZTBvpFczSAnvxir0ToYJtWtAFafutWgSk003M0p1aw/WZfo6T6rEHshDNfhvryeDNnpEeoZEbf1oV+6opXoqJsQNNyJm2jfTyXDC+mtCZbfs1G+2k0fu4Gg0bUfsG6qYTvfs2GXgzGSUj+/pCYFC2jXJCU/u5jdDS0/t0EgG1IUVCY6hQ9aR52gaB87V0Y52IfFnsokHaxdxNCLz77rsB2nk8RGJxgzCLZhyFvSVxmb1pAx8BOb0SzNl97AuXzHQ9EsyBwIyZPDbh3Xq73A21o7EVmpE8+yH727Pm0sCeD23y+yVjWgpK+xh7Svscc6jT4AeAi7Q8I3LhszXTGLwfspaTQJtIB84VydGn+2VFDFOwBToDvcL7RbzS2AfhvSxZOsswk8NyrwgkG3AH6AdsoT2jZAdIm+fj2vuEVvQHepvSywey99rYm2TaWptDMQNlGvElTWMx3AdZglWT/Ac2k1bw/AdJGxP7YWnAiMn7LxF2oon7TZuvEXH7fEH+aAwHCKrS4Z11/equfsoHdBqSk5wHq1UphfG001qzgpG074Xlm82F+gcSGlpgQ1gKdDzQjvsBtEMtkQOvWvkqlUWXUOr7tgcWC5zcwNiv+z9Y9XgP+77x3gftrIQHoj1me4yYRc0WrVpiMGF7nlpiviWmwpEHTTI9u1kygmJckip1wzM+oMqtYLMgGVStoLWWduM+r7Pls17u2QcoKSkH+QcuDW+e0PWh028ppWwVMabCw1vlMQto5QeGgVySw1tuwauJg7WcTcmc4QeYYpgr7QcCO2497QcxIIAhHTmjKv0HGr2kRvUtaCuw2Bq9TZ2jB+FdrZ0TBw2dSGM8XURArC1cArwr8weMHQBrl6qyVX3WYiVUHTSaB3JunSyd/13izXl5CZ2MXbQDJwc4Kk46Uwfu7RKRWLuxAqRGeo3zKeJbgVNZDispTwfULa8HBH0kRh8HJYkFGaZZbXmBDhcpuH1Y1Vh9zgY2tXDrxXJhxM31vpW/NFQyRbFB9TCH54MMmR/6EIdyODZSXhDWg017hdVuhI3pFJ389apdkJ2N6QpdhPVcceNlX7VBPc+177XvnaIrvtK8K1vrawdmC+ijIx28XVPr4x2LB7ProwpoxWV57F22pJcY8OsWi4BFkTWFe2ic7qD13Pl7YvE1ou8q1WuCrZ4rYvEdqRn4gMnmK8bbJ+2kQBeNpEbB28TVvTuyhjvbFNsah3VlEoY724KZZO03SqJLEYYMLc1lm5Vmh3ioN4DzdTQtVocHbnUZTWiCar1+pykzQfWMuUGWEwmV2AHYEW+8Bmu6awE6boRJXNSdBduTg5CdgYdEh0CZrH0Xi6SH41sA27DbOAUg21dpwHUTys9d4HWIKfTdq1vbW0vrqEnpOy/bbHXZO+qHsUbBh/auE8jka5prqDS+ifmN0W7ZGWWHp9WEvZhTCp55+AqH8NlBB6UAa/MBuxwy6CujYmwr+TtEut2H9CoWHTKHevLMK/sqHS26QIOHEYa9LSOHmxV5WTVBJEalWU1oQhsijt8rs4e1hsuHi4cBvZkYy9X7NbWGGjZbhzfAJPm7hzOV20CfVf4hR4fr9Tg0HYPJq5Qj374BejpLJauvoYKCg0vs2zGWAhjNB1bLL66rgj8c5F6mFemZeF7a5T9dV7NZ0uoC+x2qKe9redLeW+KpWdIr693bAOsSOyx1W9sJ7QGkcEfdhz47WGu523ArnYfYFcz7wpUu5cIAYqbs658rGqD5PY8MTeuZPRz4OdkkR3N9Wav6NJ2sfb18koY0OqgPllk0VEf5PG+HxUvMR2JpPrwHO5bdPr0u9AVLqYaphHGbUguHsaLaq+hAGUF9gZvZWWP0x0b5WWJHc3OKxbJHEaDyR/mbGhNY+9/RpsGGfYiBvX3Fm9sECqvA0lBT2kc2geQ9C8x/Aaj7ZkGAgRndniNmRwZBgKOWR58jakex4/ZHS2SzI3p9eVoLI5pHECXsE8w2mHOsExSTNKyOqkhqR8zwZLio5T0WmZcEgD0Nilk11133ZsQUUUfr4MXcENz2pAlHYD1iDWT7CPvL6KlHjWjARYAkzX39fcfdWLaCR697ZzzPTH9eOTwieG4krEcre597a3voXD1o/+sOR+lHauh/soZ9/+uCq1N7DIxAGyRH2T0BezJ7IACa6/uAh4AwK57Z3ZUPlfOrFC2jR9xiS91jR5Vr8PiBZJomCGvDLfNHKIjlxJd0KFW56SQI7nVQa2vZm0cLKInMcGj9aMVdrEL7R41CKfZb1ejlrLme/mdH4j6kvQtHjdtZ1CQIU9S3R/RLhR0WOnWTySv0frFGiVtFiQo7E0K8dauZRYn0qlSqR3i8dYDHZQLUYDqhf5WVleDHBTiQ0AJHdYcgbk46oYvfhxGxLuExnknJDqDSpuPxyJ3qKVnJSYfDOymHOWtjO3F1QzsFW1wriTsDO/I7KDu8HUo7sDSkRss7SB0WOqeri3a74hn4DoenpSoAlZVsx5elHMcZJM0ZgVlB/WUZ/MdGh73uOeOmhxnbCoSULRGHnE2p2wjb9wfLeemd5J0Eh/LHojlKx1akMl0YSQoSJIc/nUyjL518qqWd4lVMo3edfune6WsHVoUw9R1WwPVymi5Z5scGVW8HoGuHKm8HqiBhIYSlJkXIoS7Hu2vjBwdbz0cjno4domtNNlLx47XRhvTrFX7CnEzrkYazk1QOcYYPB7FGdetBXTHHKqS49tVDHbnT60nHzHXph3SdYPmM64kBKDD2W7LNmYnOWzWSP8AE8VWZ0GLFx3WZtIdFQlWd2bJLo5gtN3VUh2HEpqPqx6vr8l3Rh43HtJ0+nfiHBsTaKU46devex2Lywgt7gMwATYEQ/aHVWZLe6lRmYhNOq/P7X3qX+TVVPqz+pbxY8dLqwMWaxQpLxz+a5Zor+xYQdsDPQjYaa8cZLU2SRFrmLVPRh8f4JXhac9mwNTVVRFrnx8xCf8supcDj+JG3x7XJvFiPx13sCkexFGBY35rQ2tCloTorEpmFkBtiWci29FKHZFf6+0Vq7o+W4XZW5S+pzB0MHRyqp1JSBOhbxaMcqq7plsNXmS4KnCNFZlhbAmwCtIPFAZHYJyy2Gg7stgxyYmGeIIQn/2Ks+R7jhVNdph7jSOy3vmebqH4fvEebcBF3bDWbEmA0oRiQSJhdpGnNHCesJ0fqb6ncJ+Q2jJPmftabKlJGTZcxWFZCJ0/ZOmGiJw8zncXZCxQbRLmE4yCzpU2P7nInXHtk2ion5U114yX5c5tA/JHVAgdKOuX5ds0SO9EKcdUVoQh7s9mOKXlNn+ERQMUa5idyQrYn6HvsEqD9ZRU9sx6h38utO9/c78evx8eNDADvEiQ8jgtRe3wYVkRbPem86n2pe6UoA+RbPSfLr4AikiDdwgxyfTEnkN2bfBybSgGa8/rYYjkhJ5Enrn3tRw4sWSeA6A+qyf7TPSIMHixYeMn+PDb7c8IALXzgqyurOsxGwyk9mwAUu1rY8GhV2OTY9SeVDDS7ciw1DB0nj8ReynuBlgy1KnuBuP1ShEEc/SfHOnwd7TlddoBo3WS9te05rMGLHFEpguQzPfjWUgxGDBM9E+ROwPYBKyfW+Bsn6cT3ffHGPDa+Jw4A+4Ane3rkaAznDE3pZsZ9xxNqvickPD97Iot/e0oM9WQeLJAshScqTKwNHiyZamEn5PuO2J8nKOQmGV8njUfLOL8n+Se6zBnUmyc5JzrMtSpgp7sn8xz3c6g7NQsMwPuA1Seu84s9UNZ4y5r0rgHBzKxxHgGa9KoYlj25zODceKe2PV89jMbBzAYCUTj3PbbA4KfY++kMBgI7J7Y9JhllJ1eBvicu2ncn70c583biKttbEEu9fIFhexNq1lpPhYshnNlxLeLsbb7uq03hYqcoleARMtJq0qP+/THVU97NtzWA0ssr/f5Kpx286ys5B6+T/iqqp5gpK7T+KmIHChoqGvEbaRuGp3GxCRvIKqkb4WmlFc8CikriCv2bO9MuDXan7jGOp8HFqpKpG7anrqep5Pgcscf+ofSkWjW0HJezVk3kHKsygc0qYykxDNN72aGnXFX2kbo+8JN57rGn4T7QERARiGmsshwlPBQ4WeTuQrLkRdg2tpvppxTiwidEVdmnV5DzEzf5s8d4MyWnM8csM+lapad6W4UJ1aeVp2InLuDHxdph4ifQ46VNzafsB4VNKJXg4+zdu9lQ45ZyPacvmjuaQOpAelOb95pLK4A+wZORk8M0kBoFB8qnk6e1+8Wz6qezp/KnyhkMwfnlvhs+TCFbO9MRp1qkQ1zWpW4Bt+wWpR/stTOsY4K5AqfrO7mMg3QrBQDsM6d29ben7zKx7S/5m2VMXjWnhSVlJc+nZLYfp2+npO4Tp29Nv6d3p8bs9hhAecvF9OzSp/0l2wXXMWLZex6z4xKaDJD/szbSC3TCJyQKUGc6mWeTKGnkG0JTN5MYZ+tjI6dMOsOn5XwiVoGTPFYRky5jJzKBk96SpGddPL7mQzE17OLLKf7Tm3RnCTH/wpb7/zbkOhxFE1PqTRYn40y+G5wcB1ti/nxne6fLIqiLbRvCZ4ykGKmnp9h7QupcZ2HT3MCN7IOKYtMvO5Xt1Uwimi/gvKOcoDNMPVMqmdhZFEVWAfWbeadpp6axnEVsRVZT+mcxYlxFuKk4024BLPIk07ipFlPOqzgcNlNNTM/qr/xNaW4BLmdzyTqSRuVWcj3g7mc7gj5nxBt8Z9GnRtPSZ8uNnGe7BZUbjOIaJbJnmmf9VXLTSmcy9OFneDqEq/ynyaPthx75IqcZZzIZJaXkpbWaYqHhfDaKXqUsaqOnczLOpcU+dVPepfal/KUapUMTYqU1Z6qyurLGM5gB5O74lU1n0U2eIOf51eE/FgdNMrPBwcdkTBPk7j1nRM2DjWEL5O5jjQxkRZ6jZ1URJzasFB1TJGddU3L7HFbse6taXPNk2vHu4ONeBewHu5rfYRtnZvtbZ0DqTGc2Y9xS4oVa7Qxn46cnZ5HSrdWK4ifQiw3z2ddnZJmcyZnaXOomp2naE1Mo2gm7g5CEyg/+26c8URdc4VsfkwKTfJP4isenAOdpB+Gn01MNiipnl2B12lkxCWeQ5z8RAY3GTQjncW25EEsJ+sLap45NnIF+KtWzObnMUjONTjG453bA+DaSASRAb3yMyrX+hOf2rT37+AoMZRTnA/sIZ1RBfbygc7yjZMuQzSQKP4m9tCyTmApoCrDNSkLQWgDyLRXc5/bxTmdEkb5aQfsRWmSRQfui55Ln2TIS5weq2TLfZ3U5Z6da6QKn2uvpZzRJlPka5wNn9pF1Z0TNDafZZ/JNC8cZ0lQWXDx9pVWkznRfxQYZEZtSCzMVcguSZzYlovT1Z/Vng9OTMqzWX+YmfDZ8LufwVoohI9OLMY206JM4fo8xz6c94dAKvNk/Frh+ZozbEEpcrhkLCdHnOM22mTHnnZqdK8RZJRX8XKOF/QVzE2nnaONJq5OFGec6y5EzuedlM8/Zb4VdS0UzxecxRfH75tIV5yubFecp++5FqALp+0vtQGWV+3AUzuCz2XX7c+269iNNXjHPZ9zTPvvI56r7/xFY5/L7eME7fW4nZmK9mKGbv3UeoQDnl+nagS77Q+fYFE9kRmdLUtZnzZu4GSvnpucU52ZnUePkK5Zq1VE0KxnSvIovRelqD9rZOKDd2wXs8sKJh42qszD++QILfDBzcxoc8irFRLE2GisahLMxGs4nlVPOqyPHxVNOJ37r/J2y/r/nMtNrGoYHunVqdRwTn+iadaaSvFhgF6tZvmeQFxNaGQHEG881wWff0eILkLNyC7hz1ufusQHTcWlyme7cuQqH9AQXLEj4F5iVzqtxSj4VJFoEfU1S3pC8ozQXPqV0F8/HNYm+h1cA7k0MF56JbBfm8dITx9n+K0ILegDWWpenTIQsE1QIXRuzvc9QqQpEpJXSn7Eg/fhbMP6gpP/nzEKEleYLNhrKF4NM2JErNX27xk0EkXRrnPF5WXxLltHD8YRilPSz5wYXiGvPC3vcbXxMAFuAzdJsqybRH8vCy8xCDhcXlYcz/uoC3NVSn+djhyBry/5aYCzVRfWeF0qKygs+F1/n8gtiF6kl1ep4CokbYRdZ5aBB2MxOaz2b8xPjva7rZALjtYbqyxzTS9OrnG4jUUYa80Is6xQtMOZtUqBouFtijfgqPgaDTIgGVWWHxYIup7KVFwaY22l6h4/19ReNZYsJMKlH6syVRGTuEpY1bRe39X/l8qibaxu2RWgDpX0XHmvk+cMXlNDTE/JrHqGJF38IL6NJF2f1E5qBZJ6zj+s1JayxrQ2v1ZXnjjVP1Z2nq/WdS7x7Rw2d9Y3new3XDWG9irvuk21apxeKp51N6BvqQh1NIQkBS0lL7OUN9YzLdMsNlbX1JKX8y7FLuBqUpQlLTELUil1MYssnGL+791pPi1/7qIZZxWWlRyhzidLFkJekCe9BD1Jq/grkfnEB4AiXGk16FR17MwaLUoLQmntha6vOQCsJ0Ld7dKOIym971lC3e7dHyHNsVXayO3KBpwAHu/h7MmjqW1sDbGglfKVMl00x56Usl6vsmrPIJRfl8YPGPlts3JdK9HyXuOUOjRVjUvMgkPUXJZst3hKrPdZXvQfOb3tkJP34T0cDVWGVZCQgGye9lfWfTXaCVwDVYC1T7WW7leT5Opfmh4+c2VZQFf+RIsawFbtG5P1my9tGPeXglw15NLH1M6syQJOnY0EH58ttfARHbFvROuO1pnpRy4jJ6Y7x9dhjGQ13bXdgfZBpDa9GK4cvbeMoA6HvmwuHPAFfm1PFUZcbhW9LAA2OppDQPazwx2v53pde0V6V0OtfRYH4s91CTHiNm8J5l2rKCo2Fl2LOBQZ4jf/LtWswrlcB4VB6e9WXC84F9viXY4bxe3ynWa6ul0IXYLagJOgJsCLdy87esnjx9f57Ixdmy0OXFKj/RsOX6pfjlxSoYZfNh1khlPuplxANs5c/1iYJ5sK9l/6xxgnj+F6x6xgSdlCXMBuwhqbhq8Kn2ruXj5ZX2hXpA4nn+MSXxjVCTpeXYYAEl4XpSHbFRySXOnuKh+qXz5dpDQOXL5dXJ+2XAzUXjSAbSAkre6Ark5d+l6mXkhJJl2SphkavpWiXE5f9l5iXv/XPl1JrQk5AK6UZPgbjh4ZpKFcZ+ChXDZdHfo574dn9+FhX+654V9Vrf5dXlw35S5jgCH/1apf5bY6m5FeA5ZhrZsu0V8/1r0bR62bLTFe1sLtGYFeIyUDGIFfAV0uXnmsjnq6XyKdNNit7GfggG5+X184QXKmXUFe8V+T5Ulfd4KBXzFeTlxBXz/X/RgpXzt4qV2xXTFeC/WkTyjg0V7IklFeATqJX6yr9+NBXSpdd+PkZ6FcIV2hXjntwV0hX0lcjl7ZX3eAfl3ZXh1tTka6XPmu+esJXu1CVfemXVpd+l+RX/0aKlyNOQMYkCLCmW0f0V9l0IVcAPdNHBleV+LDH/fiqV6ZXLihsV/57CVeCLgX2yld+V1pXQQdx1EwAsyJ4R7YXHPsIMYCkAKlIon2XWNHwoiVXTw0mlzoLK5W6l0zQP6WGlx+Jfph1V+iUVCz1ywVBcKkpsYik7Vdtlxv6OVd5V/gAuJLth1PnaXIVSvLj2EcnjblXndPWFZ/7Yv3tQaW9RKNUPbYrSod1gXHUjHxTVycnO1CHUCM1XNzVR1osctw9aEexo93K56yFDMBJeR8SBVf3J6MG5SuU+QxNcG06SYiGmWd3V7XuEkdzk3wnUytFkFwnyLEaIe9Xi67LCWPMMHOTBADXJo0qXGWTomy6SVGeDu1RnoQ5yaQvV2hmVIWaPkkRlnjgZ0eFbPkC1kjXLMpSp50Ty8ens8YSmfs+cRh+2Nf+SXiz3KH41zKztefnkwGRFNeWRUJSv/zV7C0qsecj4KkQKxuQshGFqiULCdUaiiUWGo1TXqsGafqXnNdSp5RY8ytwmwqk0qQfV1ho71fC1/Qn8uzuEph+xZPh50Hny7NraZJKa7PZJrJTxZOg19WT5heshRoacdSWWrNXZ6uvc3oaKwV01zDTI1yhjUzX/Qs5zWDXfBda6ctynZfYtByjVC3b8juMTTP78q7XlzO4W+0L0bp/VsdeXtdak5WVhFsB19eNCpqSms6H97CaPpI7eqe5BxaGVEbawvqnTYnxFRHDiCtCRIVjPQWcyk5dsoaMYiAz516J13Jdtg5x16mtrF3512x1HXVF16AdyouVaxXXf6RbKJXXBlcC4hbtzdkO1oTdgBvm1o3XX7be+dMxbKn3VjIF3TuKwk9djO39O5IZgsfLEyhbTtfjxfy0hJb4M0CV80IiJYYndDSCJbDS4mH4M9OFRxj1jeJSbW2jFel92PKrRdRlW9c1RWaid8W5mtl2MrFPxVQlErECQNAREtYX190E59d5M211l8UEsdGrKNc7xdgTzt6R16/XBphhjXgTjNeTzNfyu8XW15KLh20N1/btKm3vvNBWoq6EQxI8iFZgN21nkDdQxfVnx8OHG1llQGkpfsg3F/qaGYdiEGmYN0biJ3pLk3vuzYVtEHRpFXRpdQlV3Pw5XaCTeV3Qcn+kiPHhU8Vd6v1JE73VV51t2yyiSROuPcnT9GeyCy17NiJIxHXX8KeJeUzAlSfulzdyB4GZkeeBJRzOMwhkUxhLI2X9Jmoiw9gmPoN+2MIKCjdwPJIKhjY6ycvAjitS5H+ufnNzgWI38xMECY0JBjcC2y6Tv+DWEXFLZjekUv+At9MZNUVrCIE2N8cK/oRo2H8gdvJb0WQgF8gSngXE9VEWkemxV2BHjgM6rYQcnkhRldozwCtZvAZiw4YokdYHWXcDkTeKNwLDiCgaNyDWHTjNy2R6KTd05uUngjcAAU3JH0NkejE3wAuSgzk3PDTnAzj2XZGhg2QgvZGGLrnLMx4WLkkj332HyzU3zsQC2Nygi347gWdq275tgcBOBJO3wnLuMjedN6jabTchnCDzh7t6TgA5JpPSdWyRIUuAUAW24UvWs8M3MnVE4dAebGdfEJOJavHL9SBkVeJZ2mbx6ze5EMZL5cAXyBvhk7tXIPs3HaDoRBUDF9W7uxyeL9UvS4I7OFHlQc5ANzd1LHk3RAtz80oMTTeLjgZDjq6OPEDpgjciuYB704y4w0ar1/2++mPW7zFAA5Dz5rblaZljDiFDK82B7HbJY9C3X26YYw6Qeu5Ggjk3Ap7zfSleAp5lLCt96LczfQXkt2oGk4buWKQPcNB++Hjjm4KAyLcdrZkb0rtGUVfT8PYSuyEc074quzfc9LfyPLsXLjcynj8iwVEct3LyDbGl6i7yyI38t543HzYDYcC+bULMw38gq9YRN78+MuSYtz+kbGaa+PkBKWdZrgkA4yUkAC3afzfckLEtKqvoY8GX6quA8xpuBKj6q0q2f8Z6qzkE2PCm1peTMgk8lwUV2Gd61rAHurfrqZiCDLlH0a19/pHOt9V9/pF4w19deH71IcYD792kfgLKiynbJNh+ssrBt4G3I8jP3cFDtpaFPFG3B6E6dVnrsBB/+rG3u7omFlkoJaJTKrAQIfqFPJm3WvhbS5YpAsEaFtqMObepSJmkiwKp80dDsbOVFWupe2Pc85cJK5uXCXXnpi2nZ16u05uWLZeE98rtt3fKN+3ttwzMfR0eQ8Yi52TuQwtoFbdxdrcbmosutz+u4QPcpm1C07d8eDdDIz0ZN3vcmDt2F84do2i5BLOJABgM8X3XCkdldqYETO3FN0/h0RGjyY2iR7fPwf4okbZhERf9sZ1FYrARacsrfS03zP42N0SeFukkqWyXh6Ph9WRT0jbJ1yn+lpmM4nGZZpBxF7XZ/qoKuR7QBSYsB2B3ATNqJ4VN8c1DMUWRhxeWo3CEQYLStu3n2plI3qxWr7e0qXYH7BGv03ierNr2PvyBfOrlrBcXm7vkuWcNET5sDCM12zeG/rCLXK2WKOu3yzfBHX09eLfvN/NKkMa/u87aTYFKmDRY9OOIwz67DKtMq8CXmrd9Td1NwAcuXiL7YAddTbPsOrev3K4ny010k3UVZpCzG3UVSxsj4J/cIBGtaX2a/CfOq7AzLCc6mWQT2DJge7dqVBPad+MVWEzTTZvgY9ZnU47joxV+LVZ3ExUeG4kBNOer45z0DOdNCbEzJqOud90h2h5WZ79q+h62Z6uaP9Mmo/oepmNJMxnHTwushVuArKVMx0Zm3qTBZWcQ/4v6l4RYcuXwpTqb/DccDcaliyFxd/ukmh61p7m0uXeg1yHLjSubpBZlqXc+l9rXI55Rd9t5WXfKHhZlCXcZF4qh9XeO+FSXZVfpd1muVXfuV5XhcXdlpUSbLctH6vfxbHHxIyOxk9UBkW6tZjVB3av1gFdflxv6VXeCV7b2e3QQFY90U3empkt3wVKdF6hX+pdX9XwN+3IbdytX9HxVd/o7Dxh7dHwN5Q2tl413JQ1pDZUNPlfql1d3u1A7chxXFXeRpZhlNXcDJamX5Q3OV4yhcwSvpZUN+leJZj93+vD3d793PDZVd8I30h77HuRXT/VZV5HJ9/UQ91f10Vd/d3D3DCQ7d/D3PDbEPGlntwebPGMcx4z/ucFNZ8OWc/RxJWgIQ8w1vSeIQ3+dAyek90Mn+V6WkScDAyciOrEDoHZ0e9HLr0Nbfem8jPcFy4pE5Lttvf923MnGtVz38CNw7u+rI+Q1Ad3dQMv89xFkLFP7XPVSEvdzLHgHMozNysxTJQmyRm/WB1ESg95BGwEYxB9rJ2z/3GLzJYmMxHhaoaMkgeJCdyNep+LzDEj5bDYavqVC0IuybfXLx0uaFvdMFymnMhejPMq3G/po96D3Z0HNkrd+ShMdkpntt9HMpJ6s3pUaVCvHybXsKs+aEXy8WKH3LzH3x16uAZUaVH7nhKTtqKanHclY90pEmvRwg7GLAdayND7LgqB4TjtLdSdZ9ykDmYPyXTJqOYOF9xI6lrnjunT3RwPC9ztLfMOrfaz3NfcGgw929fcrfVG7kzl890a7vIK6Vm33+a5d9xW+jUKdUfLe0Wo+PWWVHUFVe+n9JjWLKdHDnGila5mkewOV2plrc/d44v7lzwONCboHCKOe93m6x41o9w7XztBT7MUcci4fWua4TkCNhD9a4FjFHB2EgfXiSmMddwJQh0MdO0BX97x8W7O39/X1EepO9/sT7roGAjCDXz2WAb1qX/dV904Mcr7+y4APmSwN96W7dTfN96APK30Mu/E50A9q+I8pwBAwDwZSyjHMu6eU/YhG3rv76A+c3rNwUkYGUgtwu0OqgMf35bpSLseNZ8lXK4sho9y+DM3TqA/HjftzOrvjOZtXv1xvN/kBghh8aT43XthsD+E30ZClOOhRkExKPTwPFSzcD0M4R7u5zEIPihGVDF/3vA8vN7o94Tfg3Lc3fFcCN/QP1yvLOB33dSxZ5PPIuAtcI+oPK/YRIKO9cO7cEZkttPsx3JO9Bg+B4iYPBHc0p8rY5g/FLPnkm1iJy28nDThDOAAkCreFysM3hjSk2AcDRTc/95oP3vOJLF/3zMR6Dwk3E5Ftdxv6dA/7gCu3hVeERw4sVkSKrM795pCIGw4PTLvxD+rYJhQnYbnM2g+HYTu42eSF87z3qQ9ONArk/JIo4ZYPG7iK5ByRQ0pcu894VRfTPXIP5EYyDykh0g8/9206eQ/1D0u34Q/u9x04usyxD7rMO3PifT8nAyfoejO9PQ9/844ogw/oeo4PAY4eD4X6DToyD0Dhbyc/9+h63Q/y4db5491nu0zAjA8paoAP0w8ByxyRlgx1J8Es2w8f83JEBw9gTNYrFBGb0TMcriuVD7EZmw+DZgoPE2oVJ+9RQ3N9D0U2fhzqCmgwmKclzMD9sQ9yDPL2TWTvOTin/w8EILQPiKctfPo7Qn3MD/RHrbwpN9ySqj1D3k04WjdNJxBoXtiXD5CPbzkoj2rYLveL0lNXwgAMwOMlYgs258cEZBfQ62L+lBcuPZQX06pEF1kKShqhmwQNgaJpWDBxgKQNd5BujI+O+C7xLvXld1uDtvEtB5dQ/hfUfQr3jNXUfTvQ34BwlVBYW8r6ySKPPsg6tJIyaeP1QbE00o+EEtgh3RJEy/r+BQpT50yPe3dVvDbFASert+1BYEQJYn9DBrMIx/VCapkSi4mdcEOhx2Z4D5xXIAhZ9o0fAnENNo/1S8XpWVoAEFa8To++IoOIAIs1B76Vhb2WkDUxwzTYgQ/LG/7+j9HEiXHbC4GPIQ/wqyyr6w9p+PH4GYRxuvDLRg95GP3498STq2lHvQ9NR/tV98SBnEz70FzDhhAVeY9oqoPUBY816PWX95fdrP57T5cF9mPEJKj+e5EVaJehR+WPmJdxjwp4DY8RdyOeqrfCIi3abKf6u5tcHUqXzHnUYEQAp+mPS6iDjx24YESvJxXz449lrn9D7t4Rj1W8HY/qt2CP+lgGj6ABEUJwpzw2C4+g09GPHUpZ3XnU74S1rq7zU/1PTPuPAi5wzH9Dz1HnjzTu03f0fMQ80CvthxC57Lmwi4GdoLm/IlcdT4/SMyBu748ZSkCisdMF0T+P5UpGHIELsrtmHOas69EMvIGizCg0vJoob+Pgi8xoUE/CKFqEdI/MaHrc5ksG55BuqE9CPBnavaf/OVhPxnJUd6biRxtUohnaqwzXF7206xv/ORZCYX6kT464iv1y9O6ZVPQrC/JyJXIoOWR8TE+68XgTFmCqojH7IqkX2XSZQCKpM+wz9Jmep88jF9OeZwT9JU26U2JPjVrisc+Pxl4yT1cdbKpaEMlYS8pMqrLN6JTWh77Nso/tQPwyK/gPj1z1fymUT57Wqv1X1cSeKUKJS79+W2jXZK6eX34Lu1ZPpCvXCGGguwfDVa1B/aGOT5F4zk/mMFsF2Y4TVRZD1Xa/6iNVVo9sh2m3S0DkuSb9kzzWFjC4Q6shT958aAxRT9kceHhicTFPWAwUIx1iR4vxw0RxrWJ/w93a7TnMe0EHW4D73JUnA3PZ0UocUwPoKCm7CMvGSHIcyOV6vtpJ5UHVT8y+CyCeS2y+mdaAok5L9btA5ECM7U8pQm78Teup8xq7QQckAKe7urvemza78yRu4T+7V4EvubiP0o2C3fePSnI7lwdaE/dG4TAhIZyIMUX3HVcYlHFD80/lg3cPWa5TT4x8jKvsMYFUq09lyBH90E3gA1NPl1fsp1mh5QoROnhaEnZ+Gk2DCCIwExeYrtDTWsykiVq3TztPj3f7/ox8XptPD20o5rk76ISKCCKP/hziHQ98w0osPKkj/lEcPelV1Lc8eEDdhJDdNAyUDIjPSScArFh4cye7PQvktt4JeDc9++RA3UknpNj4z6s9wN19AXjPK/GvHcTPlM9mPUDPzmu9V/R8LXx/T9uP1vR+OcDPsxypJ3wPHM/x2LMcCWbTPbzPhj2h4NJNfM9zDyTPTPiNJ0zurb1L/MDP+jxifcMPNCIXqvJ9IHFyz3wPys9SfSBxSdHyz5bY9DmLKDC4fYEuV4K59vx73J13oSuZanMcVrkgS9Dp5rlmxOa56o+kWVa5xwQgzyKpxI+8w6DPDwGnD8lSbSJhy7bLBw9Fd3n3oIakcULPxv52z8a1Qc+RyzRxGgIyjxn39smEErRxHH3qAmBLHH1U2Ee8aP0ZiW1qKc+Mfde85gzAlbiV/AJ2tLkXhJVisharFJWklWj+7GBtsW7By7khz/x3EQBGz3mzJs9KCmbPIo1mzwJ9I0lNz0HLYct5FycDnc/ZOXtJbVKU671qW0n9z0zxvbrj18Tr/AKAECj1ZOsKguoJS1VauQts+cKrVWWLGEwglXGujYvQlWRA4X1cZBrjl66lUPTNOP1bz31tYFqHz0n3zYvlLeMLu0+hD4I3JACRezqPGlzU5AYoK0yFuFjP4SeKUM/P4WbLyS/PtvNXIm3JEz0i3V/PgKdTw/wGiyf/z+tME1djJXePGPdsqGqY8IukNgmPxj4wLyT7O3c0vbSzwGRbzPd3pssTM0AVHjxOUZexDfdD6JJIW0lR2OnD8TlEL1nDZLVIIxPcJC/Mg27L5C84NRrkGrXp99ypWIlYTn230/0Lu+Tzc/3bc9g82/fLt9YVYOku4o9+pf1nK1ErRgzCaM79308TnUy7u8QSL7n3ATnSLw+Epf1nT6dJ6Lxsgzi5Ukg7+ITpujle9x4CKYiaLxNX1lrWWglAb7k7Obi7hLuLkT/xUuRZ9+qDki8fmTYvKwM4uyIvp0mOL+yMcX2unp3eDCNVfO4vElBjKCLGGyMkepT9SGCxcL4vt9oRmv4KgS+d6tEg00QLreEvE0QLrbVEzsWYj1W8hi8vAJexxzw7MnF9pFvWPMc8DuKkOtMEoPmfCXkv4wRydAke4Eawo8f8ZXyr9/hxAWzLLmPVI0lduQt1OYv7jOnz5hUQK9vcs09QL2xG1KtJSBO1hAkVxC2dk7VndEyHK9tXR9I7vB0L28yo+9VGa8dHn13za6MvslV7R9/A2MdHR9gYF6tLL+AvigCPOZoByiagaC5VwcfHHnsv7RzBPdrBNGsewtrBlXuBQicv9VI+PYDrZriePSUXPuEte+oXeTVdzzXPsEDs+1dXDbWC9d95Il1zsm9NRsfBijwkER3Y7WMv5WbGhSqyhp3p3EpFVp2mnfjtE+0xiuXtBiLepradpMPAnXhIUNosrAAnC/cDsDjC2bX0W3OPzXztfA667YdbKGUF7106Q5X1pMWY3kywtDeqCfQ3xMRwxhOS6WNHdm41CsuGHTeuG2UFPPeu2TXJSOG1D2xbg3yvBzClVfkd+JFvlEywSMQir6MiyYBeAGAAJIB6gAoAbMBkABAA2YBwAKvuJ43wvIvSjKvwvJoAWABzgI4AMQD2AMSAiADGAGQA9gARAAAA/JavaIBEoNwAUwAzAMIA8wCLAMsAHSC/xOAA8gC7AFV9maAcUGAA5wArAF9E4ADnAB6vPaIWwiMAfq8hnCAAHq/puCAAOgAAgDgAfOjEBOigpRoSkq8IKYD1AL48i4CRKNCg5YCTAGQAuYDUADmAeYAFgNwANgCqr3AABa/5gIWAvAA+AJQAaQAkAHwA2oC5gBWvtq/Vr2kAdAB8AFAAUAB8AGAA5a9FryAAYa+PxBGvKACi3SVA0a91gHGvyACxElPlsGEVAgLo6ICjgFAAfYAoADrEI699gBAAbYB9gImAy6+eAFAAhQBEALTAEABYACiARAAFgGoAlAAUAGWvRoDcABuvu6+0wGQAkIAzAKevUACGgMRAElAgAJQAC68oAC+vH4AgAHwA2YDZgCsAigDcAL+v2YC9AIoAUdTQAJEo7uzZr7mvVACwgI2vva8lrxAAF6/wb5WvPAAtr3WvDa+Fr6hvLa9trx2vXa89r5Wv/a/1KIOvyACwuEnoo6+xr7CAk696XuYoEmD/EHOvcAAfr4boGxogAKuv66+br3sa2683r3gAB69HryevngDnr1iAV687r3uveAB3r9MAZa/br8+vShDfr++vi6/IAF+vQG9/rwBvSm8gbw2AyYADgDgAlMDFr32AMAB7rzb8Sq8qr2qvcdTMfPR8djCKAEwAbXyJRTqveq8RAGWQkwCJRaEAHa8mAGavIACWr+av1q8ywLav96+zAHwAKwCgANsAKwArPW6vOwBDr93kAa8XACgAGoLfrz6vjwBhb2Eooa9Rb07MJG+ZPXkAY6+wgA8gFNA6lp04qpJaQKmvbMAZrwpvxa85r3mvcG9Yb8Wvo4BIbwRvza98ADWvGG/Vb1WvtW+tr+2vna/dr8gAKG/cAEFvyW9Br41oFG/jr9RvfnikWlGYIAAMb0xvjiRsbwCAG68oAI4k76/cbxEAvG/EAPxvb6+Cb5evrG8ib7evPm+Pr2G4x9hyb3zox9jAbypvP69/r6Bv4G+JgCOvUgAlb7BvDW+Ib8hv5W+Nb3Vv9a8Nb2hvTW+4b61vDW9dbyoCKW929H1vVG9aYOZkg28zr/Rv86/yb+Nva6+Tb4mAM2/rbzxvh6+Lb7JAZ6/wAEJva29zbyAA4m8Pr1Jve28C6LtvwiRgGAdviO/AbydvGm/eAHk+yYD9gHpvxO8agIZvqq8NAHHU+d5mb0KAlm/Wb3mAtm8gAPZvjm/Gry5veADub55vxkDebxJvDq9+b06vogArAEosIW8er2DYEW8rAKT4EW8erwlvnW9Rb/wYX2+PDD9v8a9Zbx3QQ8CfYvlv6a8Qb0Vv0G+lb9dvlW+3b02v92+1r49v7W93b89vNa+vb/hvZu9G70FvCu89b/OEyu8Tr39vU6+0b8Nvo28g714kV69g71NvyACQ78jvC2/Hr3DvK2+Ab0jvom8RAKjvkm9vr0+vGO//EFjv6Si476tv+O8NgJU82u/nb5dv+a827whvBu9Pb+hvpu8db8bvVu9tbwXvdu+A6F9vj+hO7wNv0690b9wAHu/Tb17vrG8+7xDvDe+zb+HvIACB70tv8O8Xr6Hv169t75HvW2+x79uv8m8J78pveO/Hb+pvV69E79pv5YC6b/pvU/yU78Zv/x6ar1uA2q9M77TAZZCGrymAzm+mr5zvVq+BILzv9q+OryWAgW/Tb00Eou9Dr4R8jGrer76vKABS77FvuwAoOgcCygCJbxOvBPgpb7oMTu+t7Bmq9mDx/LrJmu/O/IVvooAXbzBvme8F7zdvue9Nb/VvWe/Yby9vLW/W7yXvKADmOO/vY6RO7960j2QStfx8aoxA74xv8m9br43v7G9Lr5xv0e8B7zDvQe+nryHvwm/I7/3v6O8KbzJvQ++fr3QfR2//r2Pvam89gKnvZ2/FbyAfZW9G7+Af0B81bw9vmG9G7xbvzW94b8Xvd29db8O4yB/kOKgfFLcVsreA4g7lmiNvwO+EHyxvE2++73gfre/7r6Qfne8UH2HvG28SbwPvtB9bx/QfRh+vr4nvoe/J7z2AhO9ab+vcOm9k7wZvyq9U73gAcdQ4Rsvvq++6r+vvBq9qAE5vJq+ub1zv+++jAHzvR+8Bb86vCm+C9OfvpG/dzDQUEu+fr9100u8X7/W0jGov756sX2+kGE7vUtofsiTx9lt56P/vK4CAH5wfeu98H+WAOe9FH8IfUB8F78IfRe/vb5+vwXSpH9nwTu9ZIHE0sSUJYNXSeW9178xv5iD4H+DvKh+dH5of0O98b8HvCO+rb73v+h9o79Hv0m/GH9Hv8m+Kb0wfh2+WH2Bv7B8dIAUfV29FH7wfFR9574Ifva+VH3AfYh+275+v/KR1HycQMa/jr40f2ViEL/La3WW178ofHR8rr03vPR8jr30f82/aH4Mf3e+UH33vm280HzMfWO8zH+Yfqm8E75PvNh9JgHYfc+8Cogvv1O+2Xm4flgBr7/qvigCb7z4fHO8Wr3vvLKAH775v/m8hb36vIEwRHxteihjX75FvqwBZBPEfpG+14CBoz+9y7/if+ISHH6KAxx+wgBkfUHymkupyeW91AAVv2u9AHxnv3B/Z76WvEB8CH1yfIh9vb0Uffq/u5JSfaW+Ub/XvQqSv6qOKUmis+EofOB/3H97vBB83H1xvbe8d7y8fiO8jH2JvHx/jHwwfkx/fH4wfvx9MHydvix+rAMsfoB93b2sf5u8bHzyfVR/8ny6vc8RCnw0fZWziny0flx/Sn0xveB9qHxxvLG+PH+3vzx/kH0MfPe9Q7xHvGp/vrxMfr686n5Mfep/zH5C+mm/E78Cf5O/0QGCfzh/b+pCf3AA2b54fsJ/eH+zvO++Inx5vAR92r6ifgu8rAF/mWJ9RNH54uJ+Fn3Ef9+9DrzX6krykn32vsR98zClvEq3pHzfAmR/0n5zTuR/UwCyfxp/sn5WvZp9CHxafpR84bzsf1R8Kb7UfuwBNn9Sfop9NH+cfkp9tH9cfbp93HwqfxB9Knz6fAm9+n28fox9R78GfWp+hn0xvPx+j70nv4+9sH52fHB+67ysfYB8lH+sfkB/57+afsB+iHyOf5qyNn3yc9p9in80fFx9Sn+0fC5/ynxofAZ/enwMfvp+vH3of6p8GH58fjB9hn2YfB58WH0efYG/WHzGfM+/2H/Pvjh/GbxPDfVdar1CfHh8wn3CfmZ9+H0ifSWAon/zvaJ8n76sAmJ/bAOOfwrx5ZDEf+J8/pISfRISG4rWffq9TeE+ftp+TnwrAdLFLrk+87Z9Mn1rviYCsn1wf+u+cn4Of15+bHzAflu/Dn9afqwCCn+Ofrq8sX6cfjp/vn3OfMp9Ln+6fsp/Ln1of/59rn4Bfap+BnyBfmp+mH7Jve5+6n5Bffx8p7yefSx9nnyafPB+Xn7ef3J+CX6Jf95/iXx/ETF/FGC+f058Sn60fVx+KX1+f3R9Ln16fyp8AX6qfv5/UH7pfXx8GX+GfRl/6nxPvrG9T77Yf8F8gnyY6CZ8RAHHUj63JnxoA0J92b14fRq/b7zhfOZ/In4Efh+8C78fvoR+dvVifZ3zdXGWfUW/FeDRfNbTqcvRfFV92RMgf98xO76HvXF8AH12f5l89nxVvAl9XnzZf3V+8n/Af4h91XzUg7+/c/J/vt4IO+IVAv+/RIC6fuB9EH8pfPl+/n35fGl8BX1QfQZ8x73pfJh/7n8wfh5+sHwsfpl9Gn+1f/F9Vb7ZfJu/CX/wffV+7H72vQW+h2O/vwpijX0eC41936naSCl+un7Nfi58/nyQf6l/Lb+ufQF/aX2Mf25/rX1MfO5/frxGf0F9Rn9FfQJ+xX3GfoAAJX+qvMuaOUXHUqS8pn2lfLO+xAEQAbO9ZX7vvOV94X3lf+Z+FX0LvS6/EvCVfOzKUX1cLVV+I2i/vBUvv7w2KTV9Gr2mvrV+nn8AfhR8Xn11f1l8nX5afYl8IH0cQu8hU38QUNN/TXypfc1/vXyufn19d78tf7x86X/9fIV/TH4ZfW19QXztfp2+RKBxQjN/nn6afVl/9n0Jf7N/2X5zfPDw83ytkfN+fn69f359EH75fq59fX5pfgV+rXyGf+l/S32Ffst/GX1YfAJ9wX6TvcV8b3DDfcdR3IGoA8N+I36lfGF92b6jf6N++H5jf3O/JQPhfwR/on5EocUpE36g4JN/WUGTf/twU34Vcut/RHyxfmW+7WWrvya+Mn2EA3F9mX8rfFl8cn0dfvV/lH6zfVp+c3xFpSd+l4E7vqd+JrzlvGu8G36ofb1/G3wtfpt+i38MfFt8S32tfUt9A36pvcx+g34afnBgHX6sfat9bHwOfvV8l3wNfRxC22uXfHFAp38lL1d/q7ymvdd+dH4Lfjd8fX7Dv/l+t3ytf7d9W3xtfMt893/LfsF/T787fUN8o70hf1O/yeylfqZ+YXxmfGN/Zn8HftUCh3wVfIR/438gApeRYn+NQn9DlXy/fDNg0X/USxg21Xy/ffRxfbwQhd1/oJlpNj19/7y1feR9p792fh1+G78PfGt/HX2Pfex8v35AUQD/LXDIfD3ByH5gfih+L37cfRt+en03fIt+6H1pfKO+W313fgN8A3yDf8t993ztAA9/M3wXfrN9F3+rfdl98n5zfTs//EB6vwD8sX2gfqHxQfAofU5D830pfDd8EP6vfZB9LXxvf4t9/Xx3fYF+hXxBfdt8RXw7fUV+An7R8sZ8OH0ZvZ9+074jRCN/MfJffdm9YXzffbm+4XzavON8EXwWfkG9Q7MWfIjqUXzgiNF+oDy/vHFyNn+xOzZ+bSXSfHF85H5A/e1+x4HQ/qt8s38w/bN+IPxzf498OP2RfETTOP2xfWR8Mnx5fL1/13/g/vR+EP2vf4j/+n5vfUj/b3xQ/m1973wafe1/p73xfg9++P/A/PV/F34E/yD/BP1WfvgxhP62fbj/PXzNfMT/eX0Lfal8JP2bfYt+bn4Yfnd+UP+FfkZ8H3zFfR99qP04fiV/Er6hfW4A6P8jf2vj6P4Hft9+5nz5vpj9433bv8WCWMMWfZT+xb0Fv4oVXOLY/Utgv7wZDjZ9NOJXfs9/Zb/Pfmd9031A/m6/CwN4/ll95PyJf/j+j30U/l19RbzHLmz9mti5fZx9uX86fuD9yn7U/K9/C3w0/Ld9JP5I/W5/SP9qfsj/A3+0/vd9ZPzA/uT8MP34/TD/5P+dfI58uD/Sgdz/IaA8/cl+zn1E/1T9L38I/cT+iPzof318kP0Ffkt8yPzbfcj8ZP5Ff0Z+H37Pvx99u30ODAz9DP77fIAAjP9ffYz+GP1jfxj95n1M/T9927x0qaaBYn/4Bn9+3sbGguJ+7AKoY6z+VX7sAHgHbPwmvuz8Z37TfzJ9HP9+vud8dX8UfZz9nX5C/5z9IP9c/L98vOSlvor8yXw6fb5/Iv4I/Xl/qH+8/9T9iP40/Ej/NP6Bf/z8Ev4C/8j+Rn4af2T9M3z4/4L9Qv8q/Z1+qv4Rv8u9I2Jq/rw+Iv7q/7l/6v4bfbz8iPx8/Jr9fPxufwF8pP+Q/4F/Wv0S/ij8kv10/ZL89P8ZvNwfL7/neuj8s74UgDm9zAF+A6gD0vwifjL933478LL9h30Rf/A/er+6vVZ+Cn4s/UW/bD7Y/JiDrP1QUjZ8CeGK/qu9Jr7lvUr/Z3/tfcr+wPzyfLr+F71c/7r8v3w2/45/kRiA/3+8TXyBoU18vP10fhr9Bv8a/WL/m38k/vz+pP1G/3d8sH5k/q4Da78n6Jz/533A/5z+9v9sfWt/j3x7PjZ8NOqO/D1+TX1U/At/ovw8f8T8hv8Q/bd8RvwDfK7+zH2u/xL/g3yo/kN+Jv2ffyV9VvFMzW4Cpv8jfH2CKAJm/2b+5v1mf+b8TP0Efj9/h30cQJAjFn7vEJN9JSLY/F4QU338IjZ+yNHzfHj8bv5uvAxzbv72fQ997vzeffj9uv2SfgWSOP0Po5T+uP9kfl79CP7E/N7+YvyqfZr/hv0u/kb8Av6u/21/rv4Vv9r8q36c/Tr+Ef6dffb+Hv8g/ZH/jn67YlH/sX9R/KL9Xv3R/ip9zv4x/3z/mv8Ff+L/kP1Q//x9KP07fCb+IX+o/zh/cFtwAKb/oX8zvQH8gf8cAOb+ZXwy//h+5X0W/0H9EX4bQMW/lv6Rv5wzWPzvoP99s6PY/VdQpb4G4zb9p362/Gu9Yf1x/oL/0P7u/Sr9Ef1C/JH91n8Ik7n8er/2QZ79gPxe/Un+0f4G/GL/Bv/O/TT/Mfy0/yn9tPza/wL/Yf5+vAX+Ov0F/xu/7v0OfQn9qvyLvuwCYGDF/P+8TvzR/Br8en0l/cn/r3wp/aX8Wv7ufVr/sf3Lfan9xvxDf3T9af70/J43ZIJ7fv7+MqwB/NL9GfwkAWb8mf2B/2V8Fv/8Akz/Fv6EfuKxlv6FvpG/CaIh/CvDIf91QCd/XUOh/VeiVf+O/T1/tv/TfOd9sn92/x19Ff3efrD9BP4SsHFCif7t/2r+vnzOffr9Tv8vfs7/9H58/97+Lv+l/lr8qf0C/1D97X7xfDr+8fwV/ZR8hfyq//b+kfxMsO39t6D6/j3/PP/OfAb8zv/V/b393v9i/D78sf0+/bH8vvxx/b7/KPyTvmn+gn6ffOn+mb0N//78Gf54fGwDGf6Z/W+/mf0Y/Xm8mP/N/z9+oD1sA9n+rg5RfbnYbf+GgL++nzVD/OaB7f+A/U19+f9A/eH+dX3x/wX8Cfwe/l3/IP0z/PP93gPd/rl9Onx+f8P81P4j/9H/Jf/J/Yb+/X+j/rT/pP6+/x585fzrvXb9gv8D/I9+FPyV/A7/s/7d/0P9y/48/Cv81fwj/dX+q/w1/iT8a/6Q/W9+sf21/WP8dfzj/Gn8IXwT/2n+JX7Jgg386M6T/SN+jfxm/43+gf2Z/eb8Wf9jfVn+EX6Eff7rM/8t/bWhLZJRfUTg0X8fVL+9eNakfKMx8/3F/HZ/6/9x/ed/4f4q/hX+g/66/4P/hf4n/Of91xDD/Tz+K/55f9v8qXybfRD+o/59/LX/W3z9/WX9/f/r/AP88fzu/Pb/l/4J/kv9qv+n/Qa+5/9b/SL9Pf0r/aL8yf6pfyP8pf0x/mv9ff61/Xf8xvzBfjt+kv77/8V+E/wH/S+8k/yN/hn/h/xN/VP/wn+B/Mf/Mv3N/1n8Lf7FExZ9TGNY/0pi2P6Wg9j+bmI2foQJef3Pfkr8F//5/wv8Kv6L/Zf/i/2K/iP/Ad+rfQ3/5DoDz/tV/eL+tX9m/63v0X/k1/Zf+Hf8d76233X/grfA3+J38jf6D/0AARd/fq+xT9X/6if2k0BAAg7+/r9lf4O/1k/gv/dX+P19Xf6Pv21/rvfXX+G/91P5b/xdvhTvXf+/X9XD4H/zJ/vqvCn+Ef9Jv5R/3P/rT/Hne9P9r/7P3xXSlifF6eDwBhd6BXB/vlvsex+9OoPP4fk0IARA/LO+R39O37oAMC/pgAzW+wACyT4iAPK/vIAyf+vr84f6N/xIATAAhj+jX8Xf64vz+fqv/TL+KADDT59/2L/iL/Y3+CD9Ln5m/y0AZIAnQBFlg6/62/ygAU3/ea+JgDnf6UAPMAcu/TH+qn9vf6MAPJfiwAkzeEJ92AGh/yP/lwAk/+U38g76Qf3yvvH/Z++H+9SL5Dr0cgJRfR8+lZ9SN5/HGSPgxkDz+r/8WL60nwk/pE/b/+Qv9Df5qALO/kP/CX+OAC1X6Pn3K/oUA9LeKu9vP413wXvjP/PB+iX9Hf7kANMAf4Ash+GP8Pf7BAL1/vkfX/+fZ9nX7VAKAAbUAgd+H+8GgHsmA//hK/Nt+xADZ/6dALIAU8fVv+C78fn4r/07/lYAugBYN9cf6qP16/sZvPWAQf9FuTDfw4AelfWIBkf9qf7R/34ASHfQQByQCVgBbzFEARalEm+Y1gf77ScgpvhmEDz+e9kFAEC/yUAYc/Y7+OT9KgGF33GAdgAi6+A79HgHlf2+AXoA2H+Df9on5LAJV/isAv8+7382/4bAMQAWk/WgB2P8hgFtXwqAfl/dQBAT9nAHhfzByl8Aq3YHgD5L5eAKMAT4AtX+PQCcX59AJoAcgAnYBnT9uv74/x3/v7/fr+KF99P7RAPJ/sB/bgBp/9sL4JAMs/lf/e4BHSAR35pAJW/vAoNn+PDRbH52nC5/pJfKs+9/8WL7NXz+ASC/EYBBH8xf4aAMmAWSfMCYYADu0Difwifu2fZ7+179EQGLX1NfvAAqgBWv8Mv46/0xAbtfXv+eX8gf54gKcAZoA8L+WoDxz48yF1AW2fHI+BoC5/4t/2RAesAxT+eL9vv7bAKtAbsAn3+TAD4z7hAPQQMcA5w+pwDOQGcAO5AXEA3gB039EgG43zZfkuvcAQxZ9hnCIfx7kLY/CmIqH8URCNn0YvixfL/e579IAFlAIZvqoA3EBVQCsAEsPw1AYSAtMB458CwFNAL93jq/GEBdv8KQF1P26AX4AmkBbv9+gFr/x2ATYA20BA/9KwHqgLBARD/LMB9YCKT7QgPr/q2A+EBpAD5/6rAJ9Aal/BABSn8AwGWgK9/rG/d9+eP9t/6u33CASluPT+UQCfb4xALjAZcAs/+iYCBQFQfyFARF/XYI6YDeXbiAMg3vqobMB4ZE3P4WP3rAXBkN0BlT9Dv7/AOQAPKAFUBpf8Qf5VgOhfuJfQ7U+YDXwEz33FfunfBYBnoDlgFzgKRASj/X0BzX9lwGWANXAfbfa0BP/8cQF2gKHAfiAx0Bwu9GNDAQJcGHMA8CBtd92gGvPwRAdBA40Bob9egHdgLpAYS/BkBm/9435bgOYAayAmneGq8Sf7Uv2Z3qR0NG+8QDxn5ngKSAWY/F++/yBRvhLfykvrnkSi+Tthtfj8vyrPq5YIV+bzd8wHUX1AgS2/VoB+z9pX6RKAW0D+A//+f4DhwEwv1ufvWA2SBjYDZL76ANhAai/DoBJEDvQGwQMXAWaAzYBSADqIFBgLtfgOAkv+akCTf7Ef0r/nbvWweMkDQMikgL1fpBA4yBsACKAFdgOoARaAjEBa4D6AFdfw/fj1/P3+fX8ad7E/2D/qxA2mA7ECA77XAKZfnT/OP+vEDMlC7WUEgVWfDMBVb8+IGFfFwoNkAnxu6z82ESuQKzXnJAloBez8PwGeP0rQKpAhwBBT9HIEEgLt3rLkQqBsv9dIHNgKnAeSAmcBxgCqQGdgLR/hZA9EB9IDrIHKgLQgYOA4EB/4Cwv5Bb1keA1A4U+Jx9moGeAMWAUZA2cBJkC4AFmANpAf5A3qBgUDgwGhAK/fs4fMw8e4CooFnAJAALFAziBEH9uIHJgJg/sP8YhgaUCVv47IBEgcgSFpwNF8YEDrP3GHilvG7w+ECfP4pr0F/omAHEElUD7QGm/ywgRVfaSBuwAnoGTgOmgZ5AuaB3kDqQFdQLRAc+/QYBKEDygHlgPQgUNAjSB4l8WO6PQIkQO5A6f+hgC2oGUgKd/iaAxaBlEDloFWQNWgYyAkKBzIDtwGMQPLgJGAxK+jKtooF4AH2gQmA/kBsf9BQHJQOeVDDhYs+l0DMoG6RDCgDlAwNeQ687oFknxlBsjA7Nwz0CFIFlQP1/vb7T6BGECHQE1gKC3gVA/6BKMDAYFkgJmgcRAkGBvgDsYEUQL8gSuAgKByEDUAFF/3lfqMA/j+CMC2H5OfH5gQ6gVGBBgC4QGzQPagVjA8iBvkDzQHqwJWgZrAwmBm4DQwHQ3x3AWwA4P+h/8uQGU/wOgRf/RKBDMDpn7Vv30KG/faL+bMD59JVXxCMPW/WXSHn9nP6FgLGvrF/EsBb0DIlDaqDFgfDAzCBksD/YGcaEjgZcQE2BBkDpP5QQPmgT5A8GBCECtgFIQIUftDAzdeWyAk4GMPxBAdWAkcB4X9UU4ZwKLIFnA6cB5sDMYEdgJVgdbA7qBkMDfv6dfw3AfsAsKBxm9nwDkwJPGtGAg8BHsCeQFewJuAfffO4ByUDZZiBwIrYCJAxvIocCBKD3QOqUPXAvLeRQCWz5Uf1KAfHAo4guRAK4EQvyrgQBAth+C8Dyv5RwMbAVXfeYBhED0YHNwPbAfOA0yBS/9zIEQwKCAV3Aky+IsCwMB7wLGAcNApyBUW8Z4EnwMzgcVAz/+EECiIHTvyVgR1AtuBBcD/QGIQI1gSXAtaBdECnYEn31JgUmfFiBu0CaYFXAL4AQlAgQBSUC/YEKbwyBLQ0eD+BADMoG2MV00OJAlb+ISRkj7YaBl/hNA2EARYDY4FEAO3gfYJd+BesCU4E1wMLPuQg8c+7/8WL5V7zd3rOvIBBL38kf63wIWgarAm2BkCC7YHQIJsgQwgtUBTCCHz6sIKrPkpESveLu8aN5Db24QVfAxWBFsDW4FWwPAQRYAouBUCCOn60QKZAfRAsMBjECHoCDwL/flTAiIAdL9aYFcQPpgeeA3iBE9oKgTnQKVereA1YA73xwrAZ/wuEFz/CvAX28G/BvgMk/qWAyJQ+sBbIH2AK+gTVAn6BqwAPEEerzQ/tHA+6+NCC/97AwNUQfwg/OB7f9C4GWQOjfn2A/qBsMDBoGVwM/gbVAjpAYSD4t4rGB+AU3AlRBLcD4kFgwMSQRAgrRBIiCdEEMANgQWEAwxBkUCTgEh/xHgbGAz2BFiDDoFWIJ4gVgg/j4YmQib5swkovofPMm+aZIX94+3HDYFPfShBzQCAEG+fyVAYX/AJBf/8qoEXP2+ganAv3eodwbv4X72JvpEg0B+VX8iAGxIOKQTBAgRB7cDH4EDAOfgViAni+MyDdYESIIlgcwg6beyyDuAAP70LtAUg1qB18CjX5qII+/qiApJBPUD8YH2wN0QUTA/RBzsDDEGaPzdgbtAsb+8YDUEGngPaQcdAoi+hb0Sr4Vnxv3kcQaSyVV8cXgU3yVuO/vcI+CoDhYGoQPSQXZAuZB539q4Ejnwkesigoyw3iDSgHbIJvgbsghJBryDykHJIPa/prA/sB4iCAAH6wPHvnigh/et1914EuPxKAfqAnhBhoDSIHN3xeQX6AzRBlKDPf6fIOqQXoguBBbt88I5rc2MQZTAwFBGV8QUF0wMv/tYgrBB5/xwsD2IK7kH0gmDCLssaL542CGQT84R6BpjhBYGlQN8QSoAwEBFYDk4EXIJHPpUcHVB/o5G4EPIKKQSSgsiBPKD4IEUoPeQSkgvqBvf8BH4DQMxQUEg0L+X8CUH4rPAtQcvAK1BCsDgEFxINJQaUg8lBfKCnUFUoOgQQ7A3uBLIDwoFioPqQVGAwZ+UqD0z6tIO9gRgg32BKYCUH4dSU5fqKAocCjiDhkFG0GIQW+WBwAWqCfIiav1ziHqgr/+28DtYGnfxNQQsgy5Bfu9adLloL08AGg4lBTyCSkGdQLKQeGgzuB3f9OP4snwVcLSg9SBkiDEYGoPxFfhWguWBHkCOUFegNBgZ2gsNBgQDDkG9oJCATUgjaBiV8xUH/IIaQaYg9N+KaCZUGWILlQR0gzNBBsxlnjKoKubCJA8OANmAi0Hcv3Wft1vIdeiqx7kEGoJrQRgA8WB9aCYX7XoNI3pu1MZBzu9Ykqu70UQdgfM2BNqD20EhoNnQbyg+dBvYCXUGFbxqwoOghyBXqDskEAP0+3iK/b1+HCD5EEA7xr3oGg3hBXQCO0FgIK7QSBgwMBBMCvkGOwNqQXGg0oA7xJ9/47QJjAelfbdBJ4DZUE+wPlQQegydoYfR5n5AOFPQQucG6BuUC2XZXoMTsE+fVtYhKDOL5TIPRQUaguGBmSD6UHIPwlnvmAymwd6C20GvfwwweogrDB7v9QMGrQL7vlKfd1BgSCn0HBIMWQSJg8c+Wz91kFjv35/oUgoNBOyC7UEogOAwbJgnDBgqDgoH4YJXQQQAQbmM3cWvgJ1AHgLtA7cATAAH6TMfEowbug6jB+6CYP5xaVEAdJyRxBpN9coGMwgpvlQIYa+yUxK0ELAO3gaHvJTBsyDPUFg/xgwf2UZA+LkxW0FToNzgTOgzDBc6DjMHFwNtfmkg/jBGSD94FZIJCQQZYG6+Y5oEsHKIL0wbag7lBhmCHUHdoKfgYug45BuX9IMGOAOfQeJffLBD+8KdxFYL/QSVggDBBmC4IFLgMdQT2g6wBnj9TkGqgLpQcOg7W+9/QCsFA0lawYZA/9BkmDAMEpYKMwT2AkzBoiC9r5WwAiwWcgobBpqDGsGjYOawfFgidBaMC2sFoYKNAWVgrrBD8C3kG9YNSQfr/JW+GKDlMF1oNUwQ2g7T6Y2C5zQTYJzgV5A5WB0mDUsHzYPSwdl/Qred4AVsGDYKHQetg7W+Prw4sHI7EewQl/Z7BoCDXsFzYKogc6g+TBe19ZX6XYMiwSpg6DBeWDCb5bYOBwTtg02Bk2D2sHTYM6wWZAgIBaWDtEGfYO13v8QH7Bv4CoMHRYLywYDgh/eoPQQcHQAP0wYdg3HBS0DbYEfIMWwdMgurB1UCkcGLILuwVTgyHoNODvAGlYLWAQzg3GBTODocHUoL2vnlvEnB9kD6sE3YNxQZTghI+1VxecFtgI6wfTg++BeOD3sEE4J7/lx/cLB8ODVsF/YIawSNg4HI7+9NuQK4IxgfzghcBKuDGcHCIOZwRlgwv+D6CgQGCYOGwQyg2XBRJ91tTG4MeQdjg5XBpoDVcFQ4MjQdbgrj+tgCdYG/YLJwRX/GLBKOCL94u4PRwdnA0HBICDLYH2oO6wZVghdBfWCbQFs4PmQdLgxrBTuCcLrT3yagQ9/FqBqGDOUF5wNDQZDgvGBIuCWcFcf2UwBLgrFBB8CRoEE3wNweV/YDoruCpsF8IJmwRDgirB2GCPsEa4LT3stg7XBgeCpcEc4Nuweng3Sk9eCscGN4JxwebgoXBluDi8G+4LT3hdgrLBHqDEcHk4M5waHgnIBECVB8H7YK5QQLg0fBasDx8E+4MJwWdvb7BXeDScE94PnwbdgxfBM50P0F6QJbAdagofB6GCm8Gx4OOwT1gqrBieCuP5w4JnwVdg+3B/2CGUGbYPSAcvgiPBumDV8H54KAwS3g/HBlSCd8E5IIGwQfg9nBR+DcUGf4KXwUazFfBeeDksHN4Ljwa3g9XBfaCywEv4IRwddg3vBuKCtxAef2/wVng+X+8sCJMHD4I9wTjAzfBFSCrcEgELQAegQnXBQeDh/6c4JwIeV/T1EcBDp0EvYNvwV7govB2+D28Fnb3FwfvgyXBEBDg8F5YOl4LgQ9DozBCksGsEPKwUgQoAhFBCuCGfry1wdQQ7vB/BC6CG3YKEIYwQ2AhP+DL8F/4IQIWwQi3B5BCJ8GUEPLgeXgqLBAhDOcEOMGEIXlCUQhYOCY8ESELvwfHguTBouDe/7+4NrQW/gvXBDKDTCGqEMtZhYQ6PBzyDrCHsEOFwZwQ1Ahn68y8G8EIrwblgznBsd9GCEiEPUIbnglgh4ODtCFj4N0If4Ql+BgB9O8HyEPAISngrAhjWDE77uEIQ2J4Q4NBI+DPcE6EP5QVDArWBYBC+CHpEMgIZkQ5iguBC1CH4EJt/oQQxLBlhDvCFHYN8IVvggVBJeCWT7T4MB/tlgj+BQmC1X5KGg8/nXgqIhRBDr8H5ENIIUIghIhbRDJ8E8Xz3wakQsoh2KDD4EMoPCIekAwYhtRCp/4Y4KewV4QqTBcRCyCFFEKOQaXA/Y+pRCQiG9EPBAVkQsPBMGRciF04PXwQUQ+IhuxDqsH7EIU3sTg4IhRhClCG4oKWIc7g84hQxCGiGbEJvwT4QwohEaDJiH6EMOIc8QmoBt2DTiFEnyNwZ8Q4rBmhDxCHNEL+IadgsDBLJ8eCGzEKOIQ7g4T+bxDcTRn4KmgfUQqEh8BCYSGC4J2If8Q4ohND8gSFz4OMIaCQ1KYhuCecGQkL2wbiQ2IhvxCbiGEkL2IagA9hgyeD5iFV4InvlUQ7nBndwLiGm4LvgdcQgkh8JCYcEiwMcIY+gzAhFRDtb5gkNWNJiQ7PBQMCviF5EJIIYIgjuBD+CzsHgYKCIciQ4EhEwDQSGckIv3uqEHkhSuCriFjEKVIQnglUh2u9+76GENJIS8QyohMlAgcHM7D1Ie7gg0hipCDkF2EPaIWgQrohs+CxSFkkNxQW4QnUhhWDqSGY4OhIXSQ2EhDJDBSH2EPAwZ0Q/v+7pDnCGp4O1vt6Qok+LWC/SEbEPlIQ6Q/ZBJ2DlSEIkPegTMQt0hr+CcsHHENI/ioQn0h42CEyFR4KTIWbg/kh4xDbiEoAOjQZ+/A4BDQBT5IJoIiABpgF9y/78gxZkYJAAFcAFw+8nsXMFtIL3QeCg0I+pTQsT6kOguqpkAka+uUDaJxJHzJPjRYTV+4WYQsGTIIOfv9/EkhHpDLSGc3wPWClvCjQ4mC5SGXENLIYaQp0hC2CpiF+IIXIVGQjIhy5CEP67ADXIVpg4sBWyCNyG8kL2QRog5AhwBCZCHCJEeIeqQi0hIJCRz7XNFXIWfvc8h0SDJ35XkP1IVuQx0hqZDjSHpkIjvgeQnMhqJC1X5J+A/IUm4dchOJCYiFWEKDIQKQtMhQpDCt4PQFAoT0Q8ChUwC/OBQULfgV+QzZBMSDfyH2kP/ISmQ+/BQFDkKGbv1twcagw8h4pDx76YuGwof8QXCh+398KGwULEIYGQ/Eh5ZDGSF3ENQAZQQVkhleDvUFwcDooR+g6hBeFCfyHMUMaIVsQ+khiFDSKGhkM3fmqQrMhGBCqKGekPEvrXCAShMFCaSFwUKaIWxQo0hzpC9yFHEBSIXJQmghh+DFKGc3xT4CpQhihOmCNCG0kPgoZpQnchbeCAiFc3zQoYwg9/ByD9DsimUMbAUJQxihIlC1KEsUKsoRvg9ihIZCXSFLr0zIRGQ7Mh6FCnKF1ALHPkOvM8hblCY4HCUN/wZZQjShvlCtKG7kMoIRtAHihoRCG0Ey9FcoSKfQ3QUSDYqEWUPUoeJQhChflCkKHSUM3Xk+Q/ShChDyiFGUJoobdfU8hn5DoqG5UI8oXFQgqhPxCiqFJUNsoUkQzd+SJCKqFpELZIXxQlA+dVDoKFmUPz/sMQg7ByZDbyFSEL0IQ+Q54ADlDzkEuEOcoQcfQahOFCGqEbIKaoflQ7yhCVCyyHtUJQIZ1Q10hwVD5KFgULCoVMAnYgWVDx17uUPModEQjahhVDrKGAUO0oZQQhbAaVDcyHhfxqCH6gq2Aw1CSwGjULXwURQiahauD7yF2UOAWI9QjChE5DFqHcwN1Qe9Qy8holDviGjEIAoSRQu6h01DZKH7UIMoYoQ18hSlCBqGg0MtQeDQpihXlCxKGtUJuobDQ5Kh01C9KGI0MqoX1QmDBKR9/oFg0JWodpgkahBFDiCHjUJkwb9Q6Qh/1DwyF2AIOoaFQ+ahdQC+0ivUMEoTFQtahl1CcaHQ0OIobYQgmh/1CgqGs0KRoVVQpchNFCIqFvoMpodlQ86hNNDIaElkL5IduQ26hItDdqFJb1moWtgjmhUwCcYTc0NUof6Q+Kh11DEqE2UJ2oTVgw1BPVC5iG8ULJoRJwfWhmNDPKGG0JaoYLQn6h3uCASHTUPKocTQ3qh1tCQkHKUIpoRjQqmhF5CsaGO0KuobjQk2hatCOqHm0MUwU8Ql8hmpCHz788DtoQHQ78hzVCQ6HO0IZoa7Qokhe19rwBa0N1wdGQmihblQE6Hy0N5oRdQz6h/+DZsGAEMZoVNQuyhicDzSGLkJRocZQrChftD/UH20OToQLQhUhQtC7yFM0I1oX7vEUhduDDqE60M1Aa6Axuhb1DE6F5UP5oVDQtuhLtCOCFu0LsoT3QyihfdDc6FS/1yQbLQ/2hhdDGqHF0NpoSMQiehadCp6EZ0P1/htYQGhR1DNQEnkPRoU3QkehfNCS6FaEIkocVQqShAVCqCGW0JRIYfQp0BGH8h6E80LXoYrQ7Gh49D6aFvYPToUyQqshoUDY0Fqr1Pkuug6mBewAmyGGkC3Hq2Q9shGuRx4HoINuAZggzNB/ZDc0HlMTRKMOQv9IbwDWjL/30nIUGveo+/8CL4GvQN4wdiA6OhtdDY6EOX2foekA0+Bq9DVqHr0KVoTsgpVe768C8Hl0J/oZxQvu+z+D76EakNBAW+Q4+hOQCKGFnUKLoe/Q4OhrdCv6GF4L8IdPQruhbqCiGEKUKloYvQ8ABv8CG4HN0PWoYIw76h29CRGG70PAwd1Qz2hVtD0qFvkMHoeQwv+BZ9DqGEf0OVoTeQ5RhrRDVGGbvzkIWwwmOhHDClKEN0N0YXIw/Rh/DDEyGbkJVoTDQ4WhEdD7iET4APof3Q56h+dDZGFrwIcYR9QjehY1ClGHf0J3oUyQw0+3FCa6GSMLroTRQ+OhfjDX6FUMMcYcWQ5xhxjDQmEqMPCYUtghGh4tCSaHe0MWQb7Quxh/jDKGHU0MCYTQw68hZKDhGGmMIyYfr/f1BUTD56FHkJoobbQ+JhBtCnGFlMIYYZIQiuhiRDzaGcv1qYezQheh4VDBzCrwISYcUwiGhhjCUmHlMMYYWEw5hhS2CxaEB4K9oVowpShMtDbHTNMOSYa0wgAh7TCmGGP4M3fqwwjRhD9DvGGFny5oU0w+RhY9CjGHjMPWYZMwzZhEO8iaHZMLmYU9Q8s+DZ9DmEBMJGYQIwz+hITCKmETELMYRDvFmhszDNGG3MP2PtIfB5hRTDA6EO0JaYX+Qlxh7dDJqGdMPuIcb4LxhfTCpgEg0O4YXowwFhSdCFGEvMLBYZPQ9JhUzDWcE9MMcoXswz9eJ1CAWG8MLfoSUw0ZhqzCy6FnMIxYRcw6be2zDrmE/MKBoc9Q/FhQ69ofDLMNpwaSwxAhNhCO6GV0K7obiQGFh9TCFqGNXyeAFO4ZlhfODQWGpMLeYRWQk0hEO91GE0sN2YbCw4Gh/zDGWGCsKOYRfQvEhYdD8aHuMNQAf4gnlh1FDnKG1UIVYZIfJVhQTCvqFosJMYe8wqphhW8q4BasOqoc5Qg5herC4X4GsNKYSKw05h7LCIWGiMMjoTMwpwhdTDtWHhUKeyClvJlh9rCSWGOsLaYc6wjphrrD7iE4QEtYVIw/phM5hfWGKsMeYUHQkFhhFDjWFpMMqYZiwvjBljDiGHWMOMoY0w21hmeCkWGj0OVYaxQ1VhbjCzaFhsI9odKw9hhOKClKE+VBjYfqwuNhwLCVmGBsLWYcGwjZhErCot5SsO+YTKw3lhdQC4mE5sKGYUCwluhqLDRWETMIpYa2wxtB2dDaCExMOcob4w3thQrDFcGJsKHYeSwlNhlLClkHjsMMoZGwzChvFAa2F2sLrYQOwk5hQbCWiGmsNTYdrvE4g2LC5qGysKdATow0jefrCd2EosL3YU2wg9h4rDgKF30J2YRWwhYh0jCdQECsNrYXmw8+hhrDS6FssIfYRxQ5dh+9DT2Ha0PPYX6vLhhm1E+2HIsOOYWMw/dhcJCSqG30NnoQJgz1hVrCIKFkMKvYbGw79hBjDnmF3sLJYc2w85hNEChUHfIJFQSwA0+SJGCYoGgMI7FuAw9w+zO8oGGdkL5Aa5g9NBNGCPMHOf1zQSS4TWwn99EGFcwJW/p1tLTgL+8noFSX2YvmfAnZ+BED8GFzkKTwSBwnOhXbDwQHRf20gW5A/1hOHDaGEQAHoYfew+DhN9CdKEDoMk4ROwkhh2t9WDDjQNnYSbgxtheHCAOH+UI04WWwjthr7D2SFMsLk4UVAm9hMHDWWHbEOvoXDQuyhq0QI2GTsLVfiuQfThCnCE2F00NeYcOwpdho7DUqFacLXYe5wgd+sQQvOF2cILYT5QrahptC/qFd0KaIG5wnTh499BcgRcKw4UkwllhRnD/2FqcOc4fFwr5hHrDemHScLJPkgfGzhjUC0uHEsMU4Q5wq+h21C4uFdMKuYRZwqxhlbDOb4qoJK4VBw/Nhv7DL6FtUNi4Z3QrphWTD6uEZsMa4ePfbrwqXDCWGJMPK4T5wzehQjD/OGHsOXYZEwiRhKHD12GagKbfi1wgzhbuDfOFJsLFYYBwwLhFFDkOEFcK9Yeb/WUBPHCdIFlcKeYeNw4Jh63CpuGPsLIoUc/VdhyNCkuFS/2ZiMNwqhBfDCxuENsPnYU6wkzhCHCdKEVyES4ZmwwbhjF9luHecNe4Wtwhdh+HCR2FPsJYkD9wgbhUv8MwEA8Mi4e1wlVhMXDw6ElsI1YXlw0Uh0TC7uEQUNdXrDw47h8bCgeETcL84Yuw6bho7DtuHdEJxYWBwjpAtPhHuGEHyJYSdwvHhZ3CQeEfcPU4ZQQ0+AkPC32EQUMp4WRfU3wK3CG8H48PO4YTwy7hpVDb97UsL64ejw37h0PDbT6c8KGvoDwjLhb3C4OHBkM+4czw8zh+XCyeGFcKdATDwmRBXPDpeHCsNl4apw+XhTPCHyEpr2C4bdwsXhEFD/uEa8Kl4XDwh1hOvDjOHZcPVoebQ+IAN3DJaGhcM1AQ9wyXhtD8teFzsOB4e9w23h6rDDT5jaFZ4eyQ50B5vD3eGW8IDYdbwrLhevCcuGR0OF4crws9hqvCBT5h6Ecfprw0PhFXDMuGOcOq4d1w+4hJPDIyHzcOd4U6Ay6BbvCqT4p8NO4UawhnhPvDkeGGnzfgUbwp3hGPCB37NcOD4UXwnHh9bCZeFe8Ll4ZJQqPhYbD22Gx8NA4fHwxA+XOQk+EW8Kb4buw2DhuvD2+F28KhYRYwl9hDXC2eEDvxS4YXw1rhP7CreGt8NH4U5w8fhqADq6FzcN24ahwsLhb+95+Hc8KvwfTw73hkfC1+F+8KQ4aTwuPhe3CyT6ecL34R7wwzh4fD0+FdcM5YebQs/hOfCt+ELcNrgYKwm/hxfC6eGl8KP4WPw33hmdDeuHd8Kk4ZfwwkBenCv+FD8NvYSPwm3hx/CABEScM34Srw0ARDwDZOEN8IX4dhwkvhf7CH+FI8Jq4UFAnuB1ZC+4G1kPwAK7A2mAeIAwGEtkKaQXZvKpQC7lA/6poIngYW/DNBMH8bERYn2QYRXfTKB1Ix0GFNcH/vnDqO0+uDDROGKQI7ftnwkKhiAjt+FaAJwgQSwp7hNPDceEt8OvwXQwy0AK/CM+FP8PuISpA6vhpNCQkFAQPEEdTw0bhtPDpBGH8Lb4avwuARX2CY+Fo8Nz4bXwrQBCAxBmH78IDIdFw1WharCK+GZ0PdYcYIt/hefDhd53JAsEbfw1bhvPCy+GwCLsEfr/aUAAfDvUEmpDcEd/wnQRv/C9BEKCMhYagAiqBKgjcmENoNIOEEIyAR9nC0+FVcMf4REIw0+1hB/BEwYOTpPEIkbhwzCpBHa8OX4TAI//hPgivsF1cOAEdpwk3hIADTLjZCIkEVoIvIRnvDPBF/8P0EcUIonBDgje6FOCNMEeF/UABGgicqG1COb4fkIhoRYQiUhGhsJKIRkItQRJZBqhGaCNyEX0I+oRugj5BFDCI+YX3wx3hqgjFkEZAM/YduwhIRUXDNqE2COLYTgIyIRSvDHBHCCPf4RIA2YBawjc2E5CP7YVAIyrhnXDsBGZ8PX4fsItoRhwjnBGK31gsFuws4RNQiphHD8KuEXjQnYRtwi0hFd8IOERfwkQRnQikrivCLQEelw/oRswjChFNCN2EX7w/4RDwjARFHCMiUEqkUERlgijaGh0MR4bYImERYuDJ+HlsOn4eyQwIRpwiwREvcJCEZgI5IRNwjFBEasJxESLwkwRFQitAGuCMJEaiIp2hW9Dk2FE8PB4YIItmhjwiOhHC73MEQyI9wRPPDIRER8KKEViI/X+nR9ohHzMNLvuUkFERfIiD+GhCLmEeSI1IRYuCX+FCCIREU8Iy8BpwQpRHBCIhEbKIqER4QjhhF/0OJgQxAvr+p8lIgFuPFIEVRw8gRab9xfiPgGoEfneLshaaC4GEMCJs/iOQln+g5DWBEwoPYEaOQw84/8B7H65mCnIUgsGchYnClIEW0Kn4f1wmfhogirwFLUPooZqImYR0EDZBGDCPlEcMIw0+0NBRhErCMlEZGIokR2gitRGkiOuEZiI34Re18HqFiiN+YcIkHkRkVD6qEbCPh4YWwjERPwiKRGV8KpEWUIkLhXIjIlD0iNLEUNQ6MRd/CChGCiOhEXmIkURpQiARE98KQEUiIy4wp1D3hEXCMSEffwskRuYiaxFi4NR4fCI/sRQIjhd7IiPTEYyIlOhzIiNuGmcJSoXCIueh7QjaRHAiIvbMOIyYRo4jNhHG0KrERywhUR1TD7hFbiM5ETuI4XeVQilxHSiKsEVsI1xhp4jExFi4NaEZeIlURjYjhEh4AJbEctQ8sRS/CBhFyiMnEWeItNhIYjReFQ8NK/uMIu8RbYiPBECiKwEUBIl8RvgijBGziJAEfOIhOBc5AC6HnCOg4UeI9ER2wjnxELCK/AUhI98Rc4jERFfiJOESfQ4ehf4iw+EdiLgkdWI4CR2u8AaGFiLpYTeIl4RL9DlxGKML54aDwgLhT7DUZApiNiESCI1iR94i0RGp0JZEQLw2+hnmBeJEjnziEQJI6CR/IjtRGdiN1EfhI9UgEkjAIEE9AwkSOIrCRFYjrBFPiJdYfhIzDAykjS77NiOXoafQyiRqfDxxE5iNokQhIwreFd9GJGP0O5Ecw0NSRB4iNJH/iNgkROIiyR+EiyyBLCJiEZJItMR5EiMxF1CPbEQBInUR8wizWHa72/ATZI3FhaoilJHSSJMkRgIjrh3wi8JG/0LwwTGgkmBRoihEbbQJIEYoAMgRMuZLRFUCOpXLaIhjh3ZC3MG9kJSAc6I5P+h4FBYaf3w9EdxwvnCasBvRFaAN9EcO/AjwAYj+BHKAPZERLQ5YRsQixBFVn0ugYJIlqhcYjAJFuSJCkWdvLQw+kign4+SIugbuQNiRg7DGhEKSKGkR0gWh+4UjyeHFiPskeOfHqRMkiZRHZiPikTpIuaRqwAeEijSOKfoZI87CU0jcOHySOCkUew4aRvYjkJHlCPAkSAA1SRq0jJpG9SJXEZNw/nhm3Cn2GbRH2kaV/RcR3UiHpHrSIfEceI3CR20jzpHzSLfETtwq8RN0itAH8SO+kSOgY6R0AjTpEJiPckesYD6RlQiWJFQyJ8wDDIr4RRbCEpFAyN2kReI0GRH4jrxEJwLIkRNI6GRj0j2JFeCKFEd2IkCRuIjQxH4iMgkajI79epMjppHxiPgkfhItGRi0je+FfiPQkeOfB7hjMiTpE0SKxkcuwtbCSMiXAFEyNMHn5I6YRAUiXJHmSIFkcTw4xAnkjxRFBP1vEVWfHmRv0ihJGriIu4a9Iq7hwoC2pE5MIVkcU/SGRK38VZExSJ/4ZtIzGRgMjBZF8oGFkZ0Ir6RhsitdDoyKSEdLI82RssigBF9iJQkSRIgkRysi7ZG8yNhkfzIp2Rb0iEEBWyJcESqkRs+RsjMJFtcOckXJI32RIbD3JFwv3ZkQOI5aRJEwQ5FeyNVkUyI56RnEjWRFayIkviDI8/hxEjVRHqCM9kREge2RZkitpHRyJ2kWFIhAR+MjwZGdCK6kbbIwuR3siMZEniL9kbhgojh5mCayFConwAOyA2PUxwAspGAoKqUCQAJgAj607RF0CNm/sxwiFB2c8wDhv32AfmzAj840R9coHHGHWfnvJAoB4URmpFooI7wTrIm5hTEil15WKA8/ttcO0hjeD+pFBSPhkTtI4e0gcit5F2eA8/tmiPeRgUi4ZEsyOPkbjInORbsjVRHKNDkAUkMK+RUsiS5EtsLekZe0OORqEijiDbyIaAehIoshJIi4pFmyNLkdjI3aw8siixHPyJmAS64N+RkcjXJEyyK/kTOIoiRj8jPxHQKPSAVUIoBRWYiQFGNyLAUYLIhLhP8iSJHoKO4YXuIrBRMYjTZG4KM/kZnI9eRtLDbJFnyM/CF8AixQcCiKFEAyLwUcTwwiReMjc5GfiJseIwoq1IzCicFGsKKoUYLw1YAQXCK5FcKIJkS/faI4kcDSFGrEP0gZ8Ih2RH8iCOFfyPvka/wsGRYYja4FSKPK/pgo2RRF+CxxHUSIQUU3I4RRigtT5GSKNIGAUA2YBZCjJZHwKMdkWwot6RM1CTFE8KIAUWuQfhRCPDBFFKKOoUQWIsRRqCiJFGOKPSATASFxRlYi3FFg8I8UUqIjkRlcj1FGjQLMUeV/S+RliiYJHWKMUUcEo4RRoSj2pFeSMRgZoo9IBu8jYlGySJYUdpI2xRzcizMHJSMNEYAw/AAP79TRGZSPNEdlI5G+bXxyCjDwKHkbAwyeB8DCToEzwNzQV4Scmkn99l54jrz8wc0YMwkV6CdASG4II0Nxg9x+BDCzt41MK8UddIiJRacDEZHlf1cEbwIl6B8ijpsEHyJvkYNI8BRPEjCFGqiKzuLgQ+yRsyihYF6KOvkVHIoRRt9DtNYOKNVmAMQ+8B2yj9UHYSOEkWuIhXhD5CgzCQKM3kYO/AOBteCrwHnKK//pco9WRL0j1xG3KJ6wMcop5RYeC0GGvKMAQRHInJR4LC8lFGKPDYWso7hRJyiqcFUaBXkbso9+RoCiDlE6UMVDL8o9OBzWDGr6AqMvgVRIvZRBiiwVG30OAgPcouhRjyi0VEX7xQPpiotoBwKiBFG5KKRUZQQ3ayhKiIpEbKKZQQ2fclR8yj9FE2KJpUbco+lRS0jGVGrIIJQSyoy4RCijEVHuKKMUVnQhxR398H95c0P5UfCo+JRQqjElH4qJoUZ2w+ORkbwbr7MqOE4WBAuZRAqji5GyqK4kdQo7ORqijwlFWcPFUaSo6Q+Uqj3lFpyMZ4R3wrWBG/DnyE0yO9Qcqo9FRaew4VFmqIJ4enI0SROlCn0BiqKHsIbg2FRpqjNJGPiNBURyouyhR1ZPVFlCGGvgCotVR8kCLlF+qP+kdSo4VRhyiflGQqJ8UUaonIBOEDfVGUqNcUbGouVRyKjgOFjKIbEUmor1RteCzlERqJKgW8o6NROEjM1E6qJFUS7Iq6Reaiq5FBb2TUeFSD9B58C+BGaqLZUQkoytRiHCuVEcyPtUekAmZRxaiJkEUqOxUQioyhRcaiqkEFKPwEQAwwgR9hsN/SU/ASACvvC0RyN8zxrXAHdvjhGOpRM38H74XgMgoS0olA4mQDqb5+YPZUMkfIxQbVgPP5G8Hr7HCo6tB/qAB74zgDnAMqI8RRdaiaj4+sIf3uJNZZh0mkikGDLERAYsokPeVqjUeHXqP1UXeoiZRo59H1HLEJeUd/w19RemD31GxiOU4XIIk0BVqiHBG/qNvUd4o+9RgGj2JgDEL55C+ojg0b6j2jiQaJU4TBou1+r69Df7waLCUf+o9khj/IBiEWP0B4WBoua+EGivT6fqL9Plao/YRhGiUlF6yO9YSho2vB2Mx0NHGECo0VhomjRUGjGv5WqP+EYxo3WRRYjSNGFqKKSBxoy9oXGj/eE8aJw0V8/LWBmrCCNGzgD/UYhogDRImiv8E1EONkZRoxc+1GjAr68aMSfnJoh9BgmiN5FEqNU0UvgjAY4mjlMCSaJkEbpo3DRWT9PGEKaJvUURo5TRJGjFmF6InM0ZhoqTROmiZNFfqLtfiew9ABhmjaFERSJM0Y2otzR4GjuNGeaOg0bJonzRLsj/NGKqN/kUFo4FEIWjLNEfqOs0ZFova+BKir1GKaIQ0eMo5zRQGicgG9JES0VposLRVB8UtHeaP+/nWI5AAMWjLOF8UJc0YkBArR8p9tNHFaK80XRomwBcGjMtGOaOy0dVo3LRHblxZE0f000fVoorRfe8StHNaP+/r2IyrReIjOtGsaN7UZpyOrR3l8GtGDaKa0d3vEYR9milNEdaLJoTVolfwM2jfd5zaNvXkNoxbRNgDotFtaKY0cJomrRe/hNtHvQIG0TtohbRXdD0tHLaKy0bWolTRLmjVJEUaIw0aFojzRjWiItGlaML/hDw27R7Wj7tE5aMm0TkAqEBoGiXtFJaOw0R9o4bRX2if1GHaKE0Q8o+LRvojntGcaMK0W9o+bR4Oi9tFZPxZ4T9oo7RsOjHtEO7DO0XzoZHRl2jUdFd0P9pBlohzRWOjjNGPaKYUQjoiTRSOirNFXaPNoQVqUnRK2i/tETaPSESfAxlIeOjsd4E6LE3rto4nRhvC/NHQ6KM0YFolzRWUROdHbaJ50fTorPhDvCmdF3aON4Uho+LRTVoxdEXaIl0UTohnR/vDMdEw6Ip0V1orIR1OiLNG06OS0ZLorWBE4wZdG/aLl0Q9o7XRBlwldHc6Ij3rzotXRB2iydGa6OF0dro1v8Vui6dGq6Kl0aNowXRAWilpHxaM/MK7og3R7uijdFQ6Id0ULon3RLmjtFEaaJB0frosHRfGi7X70gBN0eTo4XRAzCYFExkCdUdcfPrRs2jldE26MN0XHoowRY2jbVE20I9TOYo2BRaaimN4Z6K20Vnok++Oeisn55YAT0Y7on3RQ6xi9Gp6NL0fJvcvR52jrdFV6MD0XHohjRXujYtEkSPO0E3ot4R4yC8GG9aKj0f1ojvRtGi0dGF/1xwHXo0PRHMiTKEp6KH0djvdVROyj2j5t6Px0W7o2PRWT8cKCgv3z0WBIlTRAbBB9FNqJE4RqowR+6+iudGb6L00Xa/UURAuiQ9He6Pn0Z3gI/RaejFL7n6PF0dnorvR2+iRSF76JpEfLowYoT+iW9GkoER0ePoy/RNmjC/7JiI10XPo+OR+TCcgGNAOyoc2o0/Ra+ix9GZ6In0bborPhHUBZ9H36KgMfcwf/R/aiR9Hxf1f0ZXoyfRXdCv9G96Kq0WTQ48QOBi4DEn6NX0enopAxFeiUDHV6LAMcHo5nRZuiSNFqMEoMeOveAxNBiX9F0GPb0SAY1LR+v8btG36JYMTXwiRR/FDF9HH6JX0VGongxQBjkDH8GM+0U/g1rRd+i+9GqiLnuBwYjLe1BjpDFl6N4MRvogPRW+jBDEGaNIMeNosmhVHB1DHD6JbUWfonQxF+i9DFX6LS0YYY5QxZBifaEbSDMMcvoyNRpaiZDE06OAMTYY0AxhW8hDE5P2/0duI+XR07CYDEWKNwMRYYxAxshj6DHyGIh0Vx/AKAEBjMDFxaKM4C4YrgxWhjW9FWGLf0Z3o/QxsRilDEiGI6kQ+fMzgyRjNDHuGO0MZEYvgx3hiBDGxGLz0UYYgvRPtDe+CFGKkMcUYtIxpRjdDEx6NsMQYY3fR1Rj99GB8PK4B5/CPRYcjF+ElGM8MXIY8oxChjtd5+GMKPgEYtRR3RjuaC9GN/MP7o1oxPhi097iSPiMSoYz8RTYhejGmkHmMdJoj/RYBiBNGdGJ/0QBo9YxJ8Cm+hbGPC0VkYlk+MQAOjEOGOMMSEgo4x5DCZFGR6OaMdYYhYxFRiLjH2GNyMako5chPRiT4HgpFOMe9o84xPF8FpHCGNl0aIYpDRdxjuGFKAj+MSjogExshD7dEfGOY0eb/b4x5DCOdG66Pc0dEYqfRgB9JcAYGNWMRIo8ExhgIoTGE6JhMQpvXCgKxjHDGLILxMeENAkxKuiiTHjGJWPpMYg1R3qCKTHw6OB0U8YjIxRBjzaG0mMz3vSY4jRjJikTGA6JJAaiY17R6JjiDHGwNJMTcY8kxfJiaeo9aPwMekYwgxqBiltHAmNN0aCYw4xkpjL2bSmMsMayYuUxjBjfDHvGJBMXkYhy+qpiyohUmPf0TSY3UxSpj9TFfGJmMdMo6bRgpjQdHbGKJMWaYxPRS0iKTF9qMeMUMYqIxIxiYjFjGMdMfXojmRLpj4rDGmMyMW0YzExVRjrjE1GIlMVaY3tRNURAzHsmPuIZyY2EA3JinNG8mMjMUvgyIhLJj3TFlGJeMaMYxMA8ZjpwD7GMCMSqYlMxwWjbTHR6PtMcGYwhh/hj8zFTGOTMTgoXAha6gYzHymMNPrmYirRVZiGTEwYIpMWZ4Bsx2piljE5GL1MZ8YwbhqpimCElmK8MVmYr0xOZifTGQGN/kRSYyURw5jhjGjmIxMRcYnvRYZiujE1mI7EAMQ9jRs5iPTHzmOu0ROYhIxJEjpzHkaPTMXrokcxZZjFjGAmKXMfCYosR05i0NGbmMzMaeY14xgJi9jHLmIOMdMY2sxzyj1RG3mJaMfeY7MxshCnzGXmIeUXiYoEmXZidjGYmL/MX2YhExE5C6jFPqOCwQAYrmAmpiGDEgWLT3heY8CxwmiCjHQWOauM/owYxx5i5zHfmLHMTafK4x/5jjNFJGPQsdWeTCxTRiMzFfmLOMeWYni+oZjCLGBaOCMVXTMixgBiKLHPGNwsQuYs7e9iixTHhmIyoc4Ykix6QjYLEEGIQsQ6YzxRlZjnzEFmLYMUxwILBGFiBLGymKEsdRYl1ezBiULGw6Ow4FJY0ixMlj4LHCmIZ0d/IxUxTpj59E9sOdwTBYsIxCBjaDEaWM9MexYinhBFilLHGaPYMXxYpfRKRjGjHMWOwsVuYtixxBjLLHmmP7Mc5QigxtljJDFuGKBUVhYtExZljiDFyyOxMWSYjKh2BjvLFMWLgsSxYtkxjZj/v6DuBCseKYsKxvdRVLH8WKMsdwY/yxQpjArHP8MtkVxYlcx5BjWFApWLssUUYvyx5FinLF3mKosWeYz9eMxAErHcWIfPo/oiKx6ljorFamMQsTxfAORuViXzF8UMP0Q1YtKxqRjHLEBWO3MdlYxSx7liILHPUOzYQZY6SxPViHLFRWLKsZRY/4x8liFN5Zr3aseJYzqxQjBCrE+WJLUSVYvqxmViBrH3EKq0DVYvKxPtDG9HdWKoMQ0Yzax01j+rEuWOysbRYqyxgWigzJrWMisYJYzSx9xCMIT7WI6sWto5PRYeDDLEnWN8sVio0qxF1iKrGyaP1ET8g+BBqUjz75VvDNEc2QypRo38qlCMq1svGuopMBrL8PMHuf1zQdAFbxAnHCRQHVSJboOeGf++4XCH96P6KOYdvA5JRvpj45GLKEbPq6ArJRG0iAbH7KNHUbSoqa+iaikNGk2If3lhQimxf0jy1EBqJpsbco7lh9NiANGM2Iv3vnQlmxasjzVHl8OFEVx/fDRuajWDHeoN5sUSfeOhAtjU5EuqItUSfwrJ+0LDubHskKlsYSpAJRWkj2bFZqNpscgozhRSZiYMFq2JMobLYp6R8tjhbGUyLT3peolWxktiK0G3IIGYcbYsmRM0izpHLsJesVbYg2xNtiL961H3tsUzIgaRiCjM5GPYhMUYbYyVROiic8HOqI4kQrYgwRMMCbVEHWMWQYbY5lBwdjZSHpqMCURWojORSSjcP6u2JCQb4EFVR1hgNbH+qPRYR2o91ReIAu1HxyMzsRKovlR8djsSFDqJlUSOo7WxD5CAtBF2N/kSXYj2xPrCvbF8yNxUYGo4gxu8D07GLIMbsUSfPWhLdifZFt2I5sTPQy1wJiie7GdsGlIQQQydBidjNbF52JTsYhwpWAXdiG0Fj2OUof3YhuRQSj87H6EMvgKPYxHw7+8ZbHl2KnsZXYkFRs9i3VGb2L1UTdYpaRy9j+bH72N2waZIttR2qi57HIqPrsSRIy+xm7DV7GCqOrsRvY2uxT9jVRFj2MgoW/YrVRH9iH7Gg3yBsSRw1kBp8kh5pmb3KUZDY3uRz+BYbEwMPXUVPArBBIu8WlGftBQYZlA+qMVV9YYRUzCz/rvwr/BZmiCbHDKNqwYvYkc+htiDj7/2P3kagY9exQDiHyF7WOIceJfQ2xJ1DyHE4qPZUUPYoKxZ9jhrFFiMNsSNfJhxw6iqHEn2NrsbHI8WxypjVbHu2JTUSBo7Kh5+CQ7FlqKuURrIr5RM9C2rFCOItMclw0RxHxMc7ExqK1sZ/Y+Rx1aiUFGraJCQWrY5s4aji2bHH2M1kanYomxk5iSJH6ONdMZNAmUhFdjb7HMOPbUdQ4meh2ji9bG6OJjsSo4wIRPDiq7F8OJMcYco+TRijiPLFqv30cciIzxxR9iTWH8OKDUd/Yz8R+jiQREhOKpURo4xxxHdiOFEPyNccUvYnexJ8CHjHWOMnsTfY2KRGaj4nHhOI7sSoo8+xHMix7FxCNicbk44xxcjiO7GbiJccSzomDBJTintHX2PWISbIuJxFTiblFOOPK0TWoiWxdTi0nG9qODkWU4pOxeTifHHuqJZIXQ4zm+JTjzBH9OJnsWE4oZx+hDaHH+OJGsZcAHpxKaii1ESOKxIQfYuxxvDjk7H5OOf4V0YbexM5ABiHiOMycXUQ9ZxOTiBnGtOP14U44y6ROjjanEZ2KWcevTQxxMjjPlFtOOJ0ZE4iRRy9jGHGNOMjwcAo8px0zjKnHP8NecUho5exZDjPnGsqPscffY7ZxuAi9gETqJSkcUo/p+kDie5GtkKtEXA42gR9Sj6BGjyKKvs0oln++EgtODtKMbFlKAnFAdUiP+F9KJdATzUTD+hDiFN7sON0scXYoMU7+8r7HZUOKAXqAj0BZajYzHeOL+cVnw3WxyTibnFqYMWeLS4vPAgyjQXGbOMGcWy4rWB2lio7FvWJCQV/xXlxWeB+XGtqLBcYA4iFxIriOXF0WO5UQ2o2ihLKDwn7ugIFcV44rZxMzjvlEKqNCsS+guDBfNi+XHquIqfj4g0Ox5MiuxFTiML/pxY+ZxRYi64FM2JNcY2AhlxmrjZXGCuPOcZaomwBSTjlXHdqOhUca46VxprjN4HsoOnsbnY35xzzitLGFOI4cQ8o4LejriA3HOuI3gWygplxIbj1HEeuMVsdPogFxAGircRSuIrvoG4xNxWrjQnEiSN1cRE4hxRx8D/XE5uPjcaygxlx+biWnFhuIuccQY1ChJbjPX5sIPAAbm4qtxbrjtXFCuPDcc9YuzRdrjo3HCvyrPh4g1txrrjpVEFuOuUXW45/hs3CxXHLWJgwTG4gdxLbiK3EauPfASO4mtxhbjhXE2ANFcemw6OxDaCeVErf0HcQu4s1xRKDpHEfKNdUUW4+txVzianFdOIlcSHA5txOoCh3FLuItcY7Yo+R2MjvtAOKNfQfPaGVxy7ifnGruK7cagAsB4IajkxE3uKmvne481xR7ihbHeCJFsSyfURRU7jqzEzuO50tqAoDx+7ig3FJuMPsSu4sdxnrjM6EZuKs4Ty4wDxhTDx14uuPvcaB402x4HjzbEnIO3sdwUeDxuHiaT4JuLbcZ+4s5xtbjLVEgOIIwbC44gReAAIbGGkBgcY+AZFxO6DCpFMcPcwSW/TFxyf9UbEUX0ygR0oh4AD+85SIJPF6Ud74d/e+NjGwGKgPE4YAfSlxxNiG7E0uNtsdGw4Dxh7jk3FBmMPkbfIlZRmHi7VHYeI9sXbYxDxebj23GjuNkcT+4u1+G7jQJHiuO5cbhxKm+xnj6XHUeOHcQ+45mRyyj8FFKuKKcUqo1VxfdiTPE0eNc8T7YwxR8aj9XGJWMNcSsIBzx6ni/PEueMI8WHYs2x1riuP62uOg8W2Yq9xEmoIvF7SI08cG4lDxX7i0PFpuMAPt64rzxv8id3F/Lw/Qfh4kDxWnjHnEnuLXcbZoyNxVLjCvEavzU8el4qLxBHjyvHHuPDsc0Is7eNXjlPEkSKzcQ145TAGXjkPEbOI7cam4iOxe1DqZFbuJhfqW43uxjni8PHOeOa8Vl4ujx37jx3HduM68eY49ZRk3j/DofuIC8Tp49zxo7D5ZQOKP7cdLYplgm3iYvGWuNmkc+4xLxm7jbPHbuPq8RfvPexTnjK3HReJa8WB4imR8XiOiEheNqsYjAv1xh3i+mDHeKe8UR4l7xdEieL4MSN7cUSoh1xt3ijvH9eOrcdl4izxS3jf3GrKJB8Qyot9x/FDIfFmeNQ8TD49Dxvf89JGjOKPfqq4u7xM3iHvFzeMG8eZ4p5xsPibAHWSIR8dyouDx4niIfFNeLK8fN4qZxi3iMfGFbxW8XuY9ZRhnjvvGl0F+8fT40NxjPjcvEVmMu8dO425x5HjqfE/eJR8bR4hnxOXj1WGMeIsweA4k0RFHCspEQMIoEW2QoJW0DCUXEIOMaUURfCr+bHDe4TCeJhQVxwuLeF0DDAiEuJWAAJwit+TUipVGE2P08TFglARxMi0ZH1yIAwSy4nVxVXiRYH5eKjcUSokuoJ78fpHGyO+cQt4yXx7XjlIFW+IlcZ/w+mR6pitvFLKN9scIo1zh2PjkH7X8JD8UXIu+x8rjT3FdMNd8bV4kiRuNi4/H2+IAcay4yzx0zDA/Ex2OnIfdIkmRKciTbGxeOI8a94zdenni3fERSOK4Rn44vxDti3PER+NvoaMopLxPJiYMH18Nt8QzIuvx3tjtvGN+J0odZ4sbxV3i3yEF8Nr8d747BR0PiSfFM+M3fmY41nxaxiluEj+P6MegI5px4/jKvE5+OqYe948bxDl8DuFHSMz8Qn47PxpPilsEdOOucZe48kxrvD5/HqSPDkdz4lNx9Hi+fHDSOccZy44/xDaDeAye+KL8aP48hRaPiJ/E3+OBkXn4x/x6vCO/Gh+JO8Y+43TxgsjEZHR+Mx4RLws/xjkiL/FE+Pf8Sv4/fxWLCKfF+mI54RAEnoRHwjUfHL+La8RB4s7egjiW/H62NuMUgE2uR33Cd/FyuL38ZP4rAJ57j7/HCOMZMVjwguRhASu/Gt2JYcTXYoNR8VjQAnm/1/8WLI+PxxASnfGr+K4/sFYlgJmoCzeEEBL68XQEgexDATNHHE6KBMTgElJxb5DT/GCBP/8X940vxAPjLJFE4PX8YP4zfxWiQk5F1yOECWvYrgJcASrJEp+K68aqIpxoGgTaAmv+KsUcT42AJpASAQEC+Jg8bcY4fxsgSOAnuuOv8SN4qLeLPicTFIaPb8ewEogJjgTefHOBJQft/4khx/fDuZHJyNMCXEo8wJGASSPHTb0P8Re4ygJBtiC/E0BKECSEE7JRMATwgnl+KuQf4E8S+6fj7AleBKG8U4E/3xDxCogkUBKUcTH4/2AxgSEgkL+PBEW/49AJcXjAfFEOIQCUqo4PxWQStAnv2JICZ/4v3ed/ifXHxyI98UEEzQJiQTKbFVBLL8TUE59hA/jBfEmELngd0EkwJ5QTiRFj+N98ej4tfh0vi25FQKTEQoggtx4jZCKlGK+LTfnRw5zBBUj7RENKMdEQt/VjhLP8WBGccNXiBwI7BxZJ9TfEOfzSPhb48lx0/i3AkAaJwMBMIlAJh4jmXGUOJ0CZYE4RI+gTVvFoKPAEQUwuQJl/ijHG5BMwCQH419xkh9uhEK0KmCZUEmYJH/jfAlR+LqCQ3YkoJYITnuGZiMhCRL42YJvgSoPHWBOS8YsgzIJSzDsglhBOqCUoEzdeSnivgkSKLn4b8EhwJOQSfAl5BO6YXCEixxgQTyQl4hOSCQSE/CRzfjMQmt+JCQR4Eir+jIT+gmKBJZCe0Egrx+5i7Am4hKaCVn4t4JrQTJ3FshNwCeSYufxCLD7GG9BNZsRV4lIJgwSe3GSBK5cY/4rfxXISRQm7+LFCeiEgoJHQSpzEyBOFCfKEwWx/3irXGDBOVsbSEwwJAgSjQmTBORCWYEpkJAwTCQnTb0r8an4wwJbATNQnGhLlsQoEs0JToS/d7kBP1CfuY6gJsoTKPGQBIGMdAEnkJPoT3JHpBOXIfgEm0J5/iwwmnONRCdCEvIJFrC+AlOgNjCdewz0JJfjTvFO2NHYX441UJD/i3yFBhMg4RSE/EJjoT8JF02MtCWsYtgJmYTbQn+SNCCQ6E3kJO0iubFVhNxMdaE2sJ8YTF/E++KTCRYE1oJYtiCwkxBNuMYaEjsJoYSuwnTBJ7CUqE30J6ujWwlgmK38SOEp4JTkj/gmKhOZCTtIiFRM4TDjEyhJLCdyEqEJvYTfAkqBJGCY/4oUJ84TwQl2hIbCRGEs7xy7Cq+HrhPZIR4E48JSIT6wlJBPPCbmE7iR1TjCgkBONn4fSEjDhX7C6wkSyLPCTuEycJFYS9QkChNVEWSEr8J6wifwlQ+P/CSuE7GR1qjJQlSBIyCbg4sCJS+iTwkPhL6CVBE8sJO0jfNEDhKKCR5whEJM7DtwkThOgic7Y6MJR78GglbhK1CZwEztxugTtd45qOwie+E0j+PwSkIl/BPDCehEpsJz7iSInCfxt8eRErMJ9fjAvF4qLHUXgI/+hMLip1GdyJWCZRwyGx6wTkb6bBPgcQjYhn+wu8DgnJ/1dEccEjzwNF8xyHG+JQABcE4tB61iB1EtSM/AbcEg1xjWCuIlRUJ4id8Qx3xVET3gmacOvCd6groJP4ioxEmRPoCQ44hVxfd9XAkGRLYfmRE4yJEES0AmsRMjCTtI2EJdESFnHTbzwiZEfMsRnkTxfE8+L98UCE2FBHETR/6IRMmLKWExsJPkTsZEEKKsibEE/0RUEj7IkiBMciUn4jxhLoSDAlROM/CXFEgiJ4US0QnUhP9CcBEz8RHgSPImdhIqCfaEp8JT7iZuH8hKr8c6YoUJVUTRwk1RL/CYREjCJSUT9ImheM38Ynw9KJoUSw/HU2MYCfFw/cJNgTpQnqBIGidVEiEJtUTvIkXhMC4UBEpqJfpjDQmtRIXCVAExMJxUTkwmRRIu8TZ4g8Jb5DrQmrRJQib+Ex8Jc0TnwmZyJyPmmEv1ebATDon3hOOiWhEzqJbESZuEuRN6icuQ4sJN0TJBF3RIVCa14oiJxPDoonm/1jCe9E3oRkESHomJRMvCblEkkJYJjYwnaoHiiXVEoAJo7CsfEpRNuMcWE6GJRUSr/FUhO2iY1E10J1YThIHRSMGiQAEhvxQXidKHA+P8iVeY60JKMSKIneBIiiREEyRRf0SXeF2yNxidNE08JJ0SQYnzRKfYdOEkmJAFit/HkxIyidoE8yJrQS1wkcxKJUUYEhmJbUSZokdRM2ibuEvIJY0SsQmHhMmkSLEtaJCYSl/GnRPqifDE56JH3imuHPWAckQrEscJKISJYkARNXCa+EgMJIESConcxLxifIEnMJKsSn2GiqMuiYgfOIJRkiKJFmxKXCd9ErqJQHDpYnshOxCbFE02JjMTUIlfROe8aDE0dh/FhR7FBRN57DDE5WJcMSn2E9RPViaRE0EJvkjQ4ksxLOicIo2iJcES1Qm4oMYiSHE1GJAIT0YnUxMjiRv4mMhYwTY4kZxOXCS7Ewjh46ihIlFKKnUaUo2mAD0AmyHSxEBQcfife4dMBRBZq+NkiUIAh4BTIoRWSTyPCoPPAorUboiDfFLUgXkcu4E9RG2jrgkKeO9MbTEwkBFe9OH7oP0mcdSYviJ7djn+GLRKxiRIo77e5X9MlEguK8ifHEy2Jftib9GCxIikSvE9IBMSj14lhRLRiVTE1IJFLjx4ltxNesC/IhdIDzjnYmPRN28amExGJnODJ4npAPGETPEk+JJUTIok2fBMUfvEkIxJeij4lDRMHsSNEhnR4MSZ/HLxJfiTkAvoxsIBJHEJ2KdiX7E1mJ1Cj+/HUiL2iY1giBJ4Zlb4nwJITiYcomkJu8SlpG/xPxMe/EzOJp8TBgmtlR/iWgkjxxACT8YlzxNYcSAkxeJeUTwElXxOmUX04yhJ5sTAAk7eIjiZ8EsBJSGj8EkGOMISUXE++JyiiL4lLr3ISTOYlhJcCTTQkIJKMUWrE3OJDKCREmHOOgSWs47JxSsTN4nhxN1UUIko4gaCSmBF8JLvif7Et6R1sSn4m3YM0SR841ZxNjiTnHKJL1iT9EiOJ5cjcEkcyPwSY+fbRJmCSt4lJKPAMQYk3FBmiSyVFiJJYiSok9hJiCTiQlcJPuCZokuOxJiSsnFNOO7CRYk4uJb0j1El2JKDscEk45xSiSwkkfxK2idnE9RJJd18UETWAwSRIkrBJ7qiUkk/wJ1Iaqo2JJaxCvnHjhPCSQIkkJROSSJBhSHwgiBkk70JkiTDlFuxKlCdu43JJcZCMVGeJI2iYkkyWJX8T0DE2xJfvk0kvxaE9i4kmhJOKSe0k/WJ4Cic4mqBLYfr0krRJrSTzEnDJMsSdQozGJ9CSkNGpJPfMUpIhxJmSSnEnxqIWSRDEzNxvSSgIFrJJqSVkkyghzZjOnGDhLUwbskiZx0ySEklEJM/idTEu5RDijdklWOIUSaYk+JJQyTrklJJLPiVgse5JFSTIQFDiP2SRbE1RJ4Kitkn+JKs4bsk4JxlyTXkn8JN0SdvEvxJdwSQUnfJPuMXccapJ/ySfEnOJM4SbCku1RuySoElTnwGSUUk3WJsySIknbxOkSeMko9+uyTYDFHOMKScDEkpJUKTnEmGxPKiT4o0lJgCjwUl4pLeSR0k25JGITdonjRMaSfCknIB/ii/klsJN78ZQQw0g5STnL7RKNA0Eik/lJhMTBUkjSO6ScskjJRi/RxUkExP4iVKksZJKCSJkncpJ21gqk6hJwCTIXEhgKY8YQI3T+G/oR4AIuKV8ab0Fr4DMAtgkGPx2CWi4vjxoR8kD65oNYesZ1Tjhrq9coGetGGDP/fIPhDn8DpjnqPJcREqExR5axy95XxMQwV+ghRBgO8N4mzxJ78ZKkmhxvATXEkOX2tCd9vINJbGYQ0koYMASaIEhJx5tDNKx+pMNCfGkxsBnCCf0FhpPxSaUkyPxOViY0nLkK38dmk7KhuaTQ0nHxJZSSMk5dhHbQ/UmbhPLSf1vJDB1e93d5UJIjSUqkqNJZUSlonxyKG4R6vCveCaT/t6tpKUQeIkg5JGyTH7EmKI8CU2k37ewaTkMFtpNYSYqk+eJu1iFHE2JPjkVOk2+QciDZ0nDpN/QV4kqlJtSSNOHVWO6SX2ksLeG6TB0nfoKrSSmkrKJzvjwMGHpJLSYNwxtJp6Sc0ktpK4QTuktpJNaS5klFpNASeik9sxZaTH0kVpOfSXmk6tJkKT90mCpOwCcnEwsJDl8s0l/pObSVukl9J+aT30kEpKLSSqkzlJ+0SKT4er2gyTOkxNJc6SR0m7pILSdSkztRfqS2Anwi03SVhk7dJ8GTgMmHJP3vklI6Fx5cT25EDf3Skax4qBx7HjEXEw2K3AHDY7YJw8iN1G8QOQcSz/aSgHeh0bFNSLnkSohENeZJ8cQnlwjvQYTYmFJrkTlHEtoIkMYY4syJw3ipYlfpOkycg/fRxb8SmUmzRO8SQKk25RSCT6xEQZM5vvo43lJGmTxYl4ZJAyTpk5TJL0SZMnG6NFSVhovlJi6SaEnsuPqSfBEgzJ7ji14kFJLkUeRknRJZmSg1E7ROGCShk+hxKjjsIKapI7SUuk39xaKSVMmBOMCyQnQYLJ4fjI0lBqIF0N0ktWxdXAYsnDRLECWro9RJSWTHWApZKASWlkrPhGWTAslwfzsyVqk3LJzJDOfHdJLHsf+obLJqaSnImePx4gHs4gKAHq8sslFZJCyQ5k0rJtKSe0kqeP2cVF/SmgVWSr0ncBNNIYXY+rJd4BOH5dxOaybFkztJLnCDCF3pJj8Xc4oLJY2TUslppN2sZ3Y6bJHnC7nEPAV6yeC47KJzJCR7HlZLWyYfE9zJuijL0mbZOvSQNk7tJS8TAXFrZKMyQdkqRxC6TismLZO2yRZkqOJM2SusmvxMZSddk2BJuGSEMmFpIIybtkl7Jf8Tm9HGZOZiXukyjJ3cCoXFlxIMQalI5SsDGSGyHiROo4btA6SJzcSjoGI2KIvqTYlGxB0IXEEEINMMX5g4GUsaAuf7FhKLPmL4y3xfqSCT6MEK2UZNYs6xVySFMmAhOpiTAXYnJ1F9RNGJwNgsVckijJ46T9CFYRPAyackx/xJOTgNEfmPJyb9Yt9JLOSAUmIcNvSaukqcx3OTncHhqO+sRtY/nJMySvsn4ZPdUWVklbJ5v9xcl9JMisczkrzJIOSgrFEpNVSX9w+nJpKiWklS5J0iZ5kxxJQuTs1FnZMWSYcYlXJH+8mckQpI1yazkzmxj2SZElS/ytyUEkzgxxViZcnq5JNySikw5RFoTRcn7mKtyTEkt3Jp1iPcm25K9ydpkoNR/YSOck4ROVyXrk3uxzdi+cmDqM+yYLk73J2ajtcn+ZOXIVbk3zxhuS8DFAZLtyabk2mx7WTzsmW5NjyePYtXJoeT1kn55O+Ueokt9YMnjkrE25OZScnk8PJxOjdMmuyOcybrktyBIvjOfH15M0ycDk+3J8WTHcnEpOdySXktVxCeTKUmmZM1yQzo6vJVuTmbGj5ONyRXklPJtKiRLFR5PoiU6AiFAtLjX7Gz5NzyWHkuLJxOjfMnIJPTyYNwtfJsbjy3HZ5PCMe2k8bJoWSvXHV5KPyeD40Xxm+SjsmJ+JOySMotPJMsS3yE35KJPtWw7vJJmS5cneZOJ0S/k92Jj/j38ml5K/yUDk8fJfeSxGGfaD9SUAUlyhIBT7om95MryfI4gfJOuSpf7QFM9sffk8/JC2Sasm9/ykyZZklApXPDS7HpJNgKb7E+fJTeTsrHm5O2SYHw6ApruSNDHB5MTyQLkvPJC+SBHE4FKeyRBQ6ApHiTT8nGWNuyS1k7VJ22Tr8n4FP1yY6oogpJoSx0kIFKCschk1/JDl9oCnGJKDyT9YugpsuTG8k75IXiXwUoa+T6jJckyFOlyXIUz3JJBTFCnPWOUKbQ/FZJIYTXDEaFLHyT/kifJz1jH4l+5MMCUAUvZJ6BSuCkX5NayTSgo9J1hSLkkcFPSsUnkhgppBSdUnrQIWCZZgmgRhqTu5EVKN2gdUo7rAIOlt/Tw2KRyXJEjpAkUoO4ktKP8Ueg48i+vcSGckloM1AeGvE+BkJiCHGjxJosU5klOJkGT6YnpAIacf+k2DJgGTsJFU5KziR8kuhJFBTGTHWhIoSYUU0jJcGSt8naFImycQY9nJHKSJCmvRJxifkU35JT6SiikXpIwKTlk+7Jfd9ef5HpOLCTUUmDJdRTiil9FOqyVtkwYpSBSD8lS/1jCaMUzDJQ6T6ikP5JaCb4E8QpABS38kqRJ+SRI5EjJyxSJil2FMwKdMUzx+Hqij0nocKlMXsU89JyaTJil9ZOoiaN4/fJbRTBuEQcMWKbfvADJvRTDin9FKwKeBghuBZxSCAFaKJeEWekpNJ86TR0nIpM8KcyQsSA1eTzilGXEuKUCUnDJ9BTt8lNFPTSSM4pXJmoCTgn/FP/hDCU7DJr6T5CkeFJ0KeCUjYpDSS3yELFKxSZ+g8Yp7xSQSkSpMRKbtY3ZxwxTwAmQJIBKd0Uskp1xSPilTFKfyUiI8gpwKSqAkdFPpKRiUwEpWJS58kiFMYKS5w5BAxOS0MkYKIZKbUU/Yp5JT3CkIlMvyfOQzNJeRSeSm7OL5KWRkhopgpSwSnzBIIEXRkljxMOSFfE0cNpgAjk7jxVqSR5E2pMZ/icEtjhsvw7kkEIJHIdVItE4Zq5MGH1WPSgUJw1wp+qCiclnFIfCFTw7WJ7UTQCnaePsKTwUlhhkJS/ikSQKO4Y7EmUpjRS5SkiwP/yYSUhy+S9CBAzMRPhKeGUhwpnj9C8kW5O6Mc1wT0pR0STCkKFKpKVxQiopnJSyaG2MMO4fJwimJlITiEm+hJVCcvkgKJxJi+XHY8NDKQmU9UpeJSImEElLbyc5Q/SxcZS44nwFKFKfFwoFJ36SfaHVsNrKd7Ez6JwhTQSmNlKWwRyU3speTCxrHtlMLibiUnMpETDZimPFOcoXrQgcposSmYlwFLAKaIUrphzBSncksaLZ0cGU4spPMTmgk6hOpCeFk3ApnNCCUErlK9KWLEn0p2ZSIynmsIXKZsUpShurCiym2cMPKaKEvmJvgTvtEolOeoWjQl8ppXC6yk4lNlKUmU/X+33Dukn1AP3Ka+UgCpWhSGylzlMywZWU4TRDLC/ynxlMAqYmU/0pe19pdFgVMQqUwEQfhUFTy8kwVLvKcewlMplRSyaHwsOwqSHwt8p2oSPykphKjKS2UuoBv5SyKmN8NwqQ3k2cpBFTEwDhQBMUeTQ1ARHZSNyldlPNoRjo78p+zCLylcVJnKUBUtCp52DtymD5N3KSsglb+a+SRKmoVJKyZXw08pLBTdaEfWJkqcnwiiplETFMmRROyKfpkhphcDAB+HkVKYqT3knipYJTK+E0VJyKcZQ/spwlSSyllhO+yUTEoip+ZSnDFHeIgEUZU7/Jt5TgKlfYLzKROUjKhDFjfkDcVNMKeAU82hsETWimPlProZuwlypg5SsyksVI8qUTg5spFlSBzHplIiqauUn2Jw5TKSmsVNqCZYUtYxsZS/KlyVPwqTFUiHePZSIsnm/wg4TlUmypCUTf8n/OL9SecU0qpGlTKYk3JIpEZqUydRdGS5fEgML1KfDklXx9HDLUmcZMQcQgw80pLP9ypG6+LxPkwI1jBi/hJPETkMdKSt/Ed+I8SgxFxVN0qVL/aqpa0jaqk7WLWKXkEyyJmVTcTElVMWqa5Um8p0VSxKngYPMqXNUiCh2VStqmRVIFKSOU2CpIsCHKneVO0YYlU5AJmZSzqlpVPyqUuvLypRVTILHhVLuqbdEqKpolSFKlLYJ0qZzk/IxNZSPqkfRK+qfJUgYpS2DZqn/VKUoW2UobhuVTzqnpVNg/uok6Ax2/iyqmwxN4qR4w8cpr1TRrH6VML8Xb4lGpYcS0alcUIfKdGU4yhy5SgalAxIeqfZkvapm78JKnIFKkqTcgsmpqAS1Slw1KeqVFEjipNrC//H+VPcqVTU4aRSlSdylTAOfKcjUpaptlT5cm0qNFMQJUv5hVSScamd+KFqeVUswpWsC9pFgVNIqTDUvGpWmTRynwBPWqfLorCpytSZamo1NMqVk/CQJ8FTYdFa1NDkadUpmpj1TuanCgJeqWeUuFh/LD4gnIVOgqczUi2pEl8/qnR5LlYZLUu2pnNTdqk/VJtwRjU62pE5CBalwNE9qd9UsGpNuCiam0VKmAezUzwJKtTOyl61PEqYjUxZhgdTYanm1O9qXoE+OpqlSo6k61PxqbHUqmRDxTQql6VIRYKUE+2peFTHakp1PokQdUyGpllTkrHjBLKCabU1Ypx5TtolXVMxqYWfaGpJtTkqlDlK9CSXUkOpnlTEam+VNbqVeUtcpxBS8qlO1OCqX5kxcpdQDCykZ1O2qeuUgKpm5TnrEYVPFqU4g26pjQTM6mq1IuqcMAo9J2VS+6n3VLNqZTU0upBVTAykkqOXqVPUwepndSvin8+JCqcTUp4pHpTq6lF1OYqcHUhVxjVThIl0ZOWCfL4jsWtcTWyF6wARvtOo8IpYKDkcl9kIJBGYSJP+TCTiGhs/zEIGg420pQUg8cl0lNb2t6kzIpGVTDalCxMNCbwkwHJ09TSilllPwkbTko9JSDTREnvZNscfWU0+pxxTe/4tFNHqXnU+7hipTsTobZMfyf1k1qxhVS/alOgMNCVMk3BpZiSHanJ1K7qSyfRXJGtTDjEMNOkKU8kkJJuKTjKkz1IJqTYAurJWDTyGn2JJQaSfU1hpZ9Td8G+1OUqXTEwuRzWCTVESNNSqbvUthpu+Cw6nxVLIaQo0vJJ2dj5smfFMIaaLYmmpcxSIKEMNMDybw0nFJINSh6l71I6QJHki+p4dT5GnfcNuQfHkphpLyS76mg1OkaTY08uprtT6GliNKzyeSkjzJO9S7skeNNWAJWEzhpgfCGGm20L0aayU6hpFliFSnaNI/yXXk5RpHdSpGkGNI7wbQ0uRpPjT4mkbeKiabcU94Jvao4mmONLLcUvomBJeDSUKlWNLUaVYEuxpmjSTGliNJnyS40wZJbjTymnBNNISe6U9cY6+TQ1E5NOOyTE01YAe+S9MkV1KvqW004/JxTTFEkNNIEaVzU6xp2CDISnX1NvyV3kpJp2YSUmlslJEUV40lfJ4HDpmkJNIBEJQ0lap2lTlmlVlJXIQ/vSJpczTeIncFImaVkqKqpazTivGbNPrqdnEsDJVTTDqnFVPOaaRozppVDS7imxHymaYM03lRhBTDmnd+L9KRM0qXEZzT3mlEn2oKdikilJFNSgmmpNNasUY0sep9zSAWlz1H6SSC0wJpxzSKmnCJAhqd401ZpMLTxGn1NP4aW5Ur2pSLTu7T/NM5fjCom0wlzSqKlfxIsKQg0iKRezT/lECRGJaVpU5JJ+LTpKkUNKeaVs07OJVtSMmlotIJacsQlZx/jTDsk3FK6aS80oYJudTL6nzVPOacg0zFpljSCGnCuMfqbRkxYJYcBB4GxAGNSWm/UiavHgUL4/1J7IX/U5++DC86L5ANKHXuFwtmBl8gINBFoLbIPlA8JEGoiXSlVoPJcccko/x/TThMHreMc/kIUvqRrwSSWk05KvCWE0u1R63inQhl5MaaRK07ppi7JG3ELIFXITvY+1p8zTVGnBNKtwCkk9bxq0T7LEU5OLqQs07pplrTogmotKi3lbYfcRRhSjckItJ+aUi03dADijk2mnkMDabYUikpIbTwWmBEJ2afa4nNpjLCFd5BtKOaRm04JpCyQUklltMuCTgw/NpYZSmmlbZKlaRDk4pREYDockgAHlaYEU1shSrScsAyRIiKa3Eiq+LIsc0Es/11aTCgoCyyCRDWmzIHWfgkMU1p6hS02nbwPjaW+EqspYPiG2lHHybaW+ktBp9VTBgnKiWOUal4p4AFbSt2llNO9afy0iDBMqTr3GRULzaWa06NpXrTY2n8tLDaQe0j9htkTtIk55LrqU60s+JK7SjYncKIO8YVEk9pLDTC2mLNP3aTKkv9pmdjK2nfNKOKYs0jNUKSS/2ketIg6Q5EvlpFkSk4m3NOtaWq/HrxYW8rgkAdJjaUB0n9xbbTfkGpSN3Af4UhVpVSjyCihFMHab/UyIpHwTROip6JaUQqEGO+YspOYF9xKaEvY/EoUvRjZ1QSZJ9SZbYhepCexI4G/GJVKSsUl4JkujmWlnxJUCiYoyukfHSCUiYlNVKR+02lponTfcnktKWkV0bSTpWVxpOmCdJZKbk01oJLtSVmnKQJ4sCp03CgAnSDikFtLBaYs07TpVZTP2L6dKX0ZWk5kpxnTEWk1tNsaSQ0oVppX80uSWdI/QdZ04EpzbSz2kWRMgKd0kv02rnS1OlGdM86Q+0vJpUSTwij+dMM6dKU/BpwXTWgmnNN86WF0hoBKPQAumRdNPadF0mEJW9jfOmT3wS6QDSJLpNnSgum4dMfaTvExTpHMiy75ZdPWRDl0jzpUXT8unIdJLaQ8oizppXTUrGSlKuKRV0lLpVXTWglTZNdaZkIhskBQDEukRdNy6ZV0kzpPrTQmlFdPjkcp0+rpVnS3il9dJa6QN0/lpHDThum/yIk6WN0tzpE3TmumAdOm6e8ElFpOnSvxGj9G66dl03rpK3ScOlrdLmCdRk8HJBHTilEaYEHgWx4hdRNL9ginKABtERR0tVpVHTHgEo2L58INUqWBFSS/MESePUiRokjnIMni76BkuLgaROvHJJ+bw0vE11ImIIu4unxn2Sd2nvJMGCY9kOtpSAwQekleNm8RD0/rpdnSi2lhHw0aXc03mBi8jevGI9IJ8cj0qbpqPToOnw+I66XlghYGCPSufF5dMO6esUnBJc3SiFHi7xx6RT0lHp1bS0encZTISYwkozxkXj7vHg9M08bZ05npRPSzOlQKKjXgz0sXxsnTqckfJIuiQvU1W45PSRem8tOeaet0ispqHTE2lHEA3ScL02nxPPTKemE9O6aQL0h5RRIDVelc9IPcZl4jXpfPTumkY9LQ6eCA14BneTpan4+O56Yb0pnpUHTumnjmCiSSr0mZpVvSqPF49PV6Xb0/Rp0HSEsmS9KV3pb03HpNvSBvGe9OiaY+03ppreTqmnggKF6S70gPpBvSg+kE9ON6Y+0iUJivTNul2JLx8W70wPp4rTUul5BP02FEk+np0fTGenx9Pt6aH0jbpVZTpga72Jp8fr0pDxmfTWunrFIRiST0tTB2PT8+ky9I06Uh0trpyUT6+nbuPradk0tXptvTC+le9Id6UD0tgY5fS78mV9NM8em0ovpDHjjukGiPbaYQIraBG/pLulQ2MM/qxk9jJXVTUXEmlOKkRifO2R9qTHZpWlJhQbRQl1JpLE+OGolIo/t1kxFhoUS3SkL1IidBfIkdehCSoemspNE6WS05PpuzTninHBBpaWL0vdpxDTBWn2NKfoUGUnIB4ng3+llFI/6ek0vmpR9Df+kjdzhaQE00XpgAzfQnaMiqqWAM/ZUAAz0Gm+RMZwHAMw+pkMcIBk8tJb6XL0rTpB9SplFhbzTAUy0q5ponTLjGoDLwGQ5/CJBXzTEOnYDJhCdKky/pEHDe1iIDN3ab6E7XpQsT6BmfAMIGZ+0khJNXShYmxhOemIwM6HpzAyfekd9KJKXsgTxBtBh+Bn39Jh6bzUySp/0TRBnhIKzARwMuTpJCSw+knJKV6f6vRrJ+vAJBm1pOJ4Uvkp/pV5jeBmQ0C0GR+k7BJpvS1BkGDJo4EYMxDJ2CTgBkyDJSKXIMsLeJmRLBl2VMXydXkhYp//TFBnv9JgGUN0vQZAFiFimv9I8GdAM/CRJfT9Bn2DJyAf7wgIZSAzOKH4dJBsWd08jhjGSSOnQ2OfwHd0xHJlHTh2lfgN1Qdv0zNEvcTwOG7fwP6TuSL7pT/jT+lyhPP6eS4lgZFLT6AjX9IwGTdk/4Jd/TtBlPsOvgoRkgBIF8jHfBODJFqVXkxoZW1gd5GR+FaGRVUrPhNPSfBlCxIqGZw/YKkPQy5al93wl6cIMhy+Qwywt4VqFGGYFU3axKgyrWlqDOmGQ5/QwZEQymBnuSMWGQm0zbpq4kvt4EDMoGZlE1vpe4ShBm09LdCU0M+QZZe91hkCDIwaboMxzp3/SronnDPi3uIMq4ZkgzmBnV5JWGXFHKoZH2Tg+madJhCcTE04ZaxjJQEy73yQS8MuoZmci6jTV5KBGU8M/ZxoIzjBnIqO4GRS0qEZ5AyFBkHDN5iUoM30JPnTL+lIjJZuHMM2epzJC6+kAjNxMdiM/NguIyhGmeP3J8ZMM5chxIzZhmwjKsGcio24ZX/SI+ku8M4aEA/EYZtIznBk6ZJsGbTU83+2IzxMnsjLaGS5whNRWIyWRnRKJaGfyM3oZv7jIRkijIPiTf01EZR5TOBl6iKn6cDYmG+QDCdSkgABywLOo+dR9mCtwAJADj1N/UjjJa/SuMlYILBbiVffHOjiDc05P/1bFMkfC5CMnj24SwNKDEc2YxMx9wy8WEMuGQPhN0EHBAdVRQBzXw5OllYuMxu5jrqmo0OYTm6Mg2EHoycHR6YJ9GTtY1ABjozWzGkNLoqfg2YMZBnxQxk5iXDGV7RSMZjhSdLGplP6obUhBMZv4juWnVDPk3p6MopBEYzLrG6FNesdyM4GhCmgcxl2RLzGd8Mn0AyYzvRmpjJLGVGM/0ZTdT9j5XvirGV8M0pphYyUxmBxKbGU2YlsZdDTCz6yIQ7GUmMwOJDYzexlU2LwsSt/NyxReSSNGR1xHGUWQ7sZ44zRQB9jM8ftx00SxP7SxDHCpwXGdMkpcZi59ixmTjPMsV+Ioaxs4y+KFxH2awe6MxcZYYzlxm+jOZIQp0ukxMYynOn81JxSjuMsVp8X89xnynwPGXNYyqxX4jrrEdZP70TRJV8ZNYyuxnXjP3GY2Mw8ZO5iZxmZjLJoYU+ICZ5jT4WntHw/Gd5fL8Z0Jj5rHRjLEscY0/mpq4o4JnAtMgGdcfJCZvu8UJmEmPmsX32MsZmEyJyHhHwvGSGMq8Z9YywJkTjO/GQ+Yl1eA4y2Wmfr2ppvTUuMhl4zdxmgTM/GeBMhiZP5jVgCP9K5MY+M50ZYR8tcQ4TKbAc8kppxBEy2Km8TNQmT+MljcUEziKk+0NWGOJMkppZiTpJmvFPomXJMxiZwYihJkYTKhaRRMwaKqkyRmmR4I0mc7vLSZxEz5JmKTMcqXkwllkxkzJJmmTO4mchM2SZlkydJkkGP0mbGM3WhkXR7Jl8NJo/mZMoiZ4aS3JnWTIDGSTUzUiPkyLGnvjKcmYRMlyZgUz+JkbAjImQZM56hW1J2JmSGVHGV6MuiZK4yIJkM6JbCRuMulJ8uiQwopTJkCmlMosZMUyTTEkTIc6QmY4SZTIykpkupHCmQhM/CZUUyZJkWTNimVOMpriCUzPJkTkMdxnVMvCZil9/JmlTN9KXFM9IRS1jyJlJTOd8t1MzAZTG8+pnNTLKmfJM9cZExiqpmY9NGsV6acaZ+YyBQC0TJ4mdNMgaZU4yXbEZjKUmZOUhQgK0zaxlTTMymXxM7aZs3SHxkeTKfGROQo6xpKjOJlvjMEfsdM28ZYiDhpmJTMLPiy2Q6ZIEz1pnOTM2mbGYhUxuUz/xmqGLhpB9M9SZjUzNJknTO0mfxM9yZm4z5dGGtGBmUokx6ZaYz5SkvTI6maNYzXycMypJmgzPMmeDM1yZ/Ez0JnQzJU0RNU1KZNEyxxkZTKemXYY4KZrYyFN5iDhZ4VRMxMZxMz0pkbTOxmS1Mo8Zczj/pmnjPIMVvydGZjkyvpnRTJ+mbFY3v+i1jdpk2TKSseBADh+t0zqJlcTJ5mU1MpmZM0y3Jk3NL0mfjMkjRWrQuZl+TMxmQFM2WZkMyV0nzTMumSJMycIKszIplSzLBmWTM+ARbMzoJlOGPKwvrMh6Zasz+pm/TPTGabMvaZPFjw+qWzMQmdbMvmZ3ZiaGkUzMHGVVY2JazsyGpmGzKxmcbMwA+xaT7ZnCzLjoabWX2ZvUzXZkyzK2mUeM1KgnsyWJkLWMksbTM3MZ8EyepmTTKjmYHM9hp5WinRnVTObqUKMCOZ6cz/ZnqzJjmS849qZV0znqEktALmQWMjOZiMz1anazMVmXxQyEuVcy1pkkzMZmZnM8cx8cyQBk+MPHZM3MusZrczvpnRzNtmeTMsuZusy0LHizLpmZLM/uZvMzB5n8zP2qdnMhaZZvTILHIXF7mQjM1cZkZTmJldzJYQZLSFeZNcy15kJeM7mbYMi9hiwIbr5fOGWYavMrKZfQy4TF5TJVMcfMplBL4zAeHnzNOmUeM/JpyMzy5l+r1EwDdfYVKZ8zd5kXzK1gQyMvMxOszc5kdIA/mUyohmy38yi5k2zNnmVPg+eZgCzFpnvzNvmTqQ7CZD8yf5lPzOaKQfM8sZR8yfNjIoN56OAsqeZ0sz25mVNIVmdfM7oxCCyiT5sTNwWQzMgeZBCylmnoLJGmfAsrBZEqixJnILIgWW7MlqxoBCR5lALKcQaQstM2JaRkKmPzIhmVOMuyyHCy4FnALO4WUuTPhZKCyBFlHjPZifXM4hZvJixFl2TOYWXgso2ZtczDBG0LNemaIshhZHtjvJlKLMoWdPM6hZOUzZFkAzLWMSAsj2xYUzdFklTNYWUSYqGZciz2zGmLN7sdOKChZliyZ5nuzOm3r2Y4xZuJj7FlC+0vURYsnsZLiy2Fl+7zAsR4ssExXizvUxOLL8WQYsk8ZZsyJTFiLK6mb4sm8Zqiz6JGe6NgWYvMzBZWbS1PH0dnCWQksveZx7CYFkNzLsWWIswpCWSzSZmJLPuKQAs/JZtxjQllkEGKWW3M0pZNz91FkozPoWeksi/ejej4lklLJyWYmAYnpRiz2ZmVLMKWbRyGpZVCy6lkTrw3mYfMppZb8D9mlcEAGWfosoZZNizglk3zK0WUSfWGZbSzalkdLPgaRdMipZMSyFlk/mymWfgsmZZySyNlmP+NCWbJ442R/CycZnbTLyWbYs3pZWyzAVr/lNrqX7M5RZAcyZlnuLJ6WZss5pZH+TOZnLLMGWass3SZlUyUllqDKOWT0MHZZKizvlkjLIwWWMssWZH+SfApArMeWd8suaZ6yzLlmvLPGWRfvCgxnyzplnfLNmWS8sw5ZYiySsLQrOLmUPM87BGKzollYrOuWQB3XFZkCzXFltBIaWW/MzRZbyzdW60mDJWVYs+ax/8yWzF/LJ2GaEsvWsDKz/FlEmPEYSHMkKZA5jsVmSWNRWbss2FZhKyHZnaMOxWfnMoVZwKzf5k2APnqbysymZxvpd7E4tE5WdQs0FZdCyaVlIrKJPk3MqVZMKyZVnoVNFWaHMg0xYiz60YqrKGWX5E7pZRKzxVnXLIKMTqsvFZUCy2KkGrL5WVL/UJZ5StTVmwrLVWRosrhZ1qy1JhurL1WdUwi5ZcyySFnWrIuMr6s1BZXTDkLGBrPkWVsst78oaypFmuWOEWaks8FZKUzCuCxrLOWUeM/RJ8qyvZlerNpWYkjW5ZbdTVZksLK5WfNYhXpRCzI1kFLOjWd6eCRZhazqFkTDItWWKso1ZFaz3oqprOZmV3QqOhmayE5mKrJdAdRpZtZGsypxlh9JzmSIs7NZmqyShjSeNtWeSsgJZSfTS1mYrKtWTmspK8PayS5nppOOfq/M0eZy8y2EECjGKmREsmZZVKzR5msYDf/uus+mZzizVVnbrM4WXwqPdZfygN1nZLL9WTnU8pZCKyfKmXUjPWXCQC9Z7Syr1nn1KnWZasqGpyqy11nnrIPWZus9FZx6zB1kQ8wfWXVkn9Zl6yw1mlsP/WYmsqqxScyB3H7rMnmXos4VZL6zN15XzLLWU4Y8OZX6zH1kgbOfWWBs5sZEGylemGt2TWTHWJ9ZKyzENlVn1w2Zt073qe1j0NnAbLg2YesoZZ3IIyNlVlNrSD8oqjZ1YzU5kTTOrmdWsoZZrIT4VkobLyYV5YmDZ36yaNm/rJI2QK0m9ZvGywrFQrJY2Z2MkGZnGy/1kJrLw2cq0IDZrGzcJnsbJbmfBs6VZ2Gy7X5i1PbWZvMz9ePxolNnSbPhmZIstNZray/xnTrKrYR9SAzZRGyvlkibP6GW+s+tZllS/ulSbOs2WiskTZDSV5NnkbJWQlZszDZxGzNNlwVJ42eZsrNhghRvNlCbNA2XGsyfJHmzGNlAzOc2T5smzZfmz2jGRbOE0e9MmLZoWysNnhbL9GQxspLZKwQQtn3TJdmbJskTZQoydNmjLMCIQdMlLZuWz7lnqbN1WfFslChzyz31lZsOWmWVs4CZMmyHll2rIpWR6sxpZNR8xpmNbLY2atMvuZlWzWtkBLPa2dSs0c+51IctlNbKM2fls6rZae95Zm/LIOWQ+fT54Y2yetlHTOM2S2sviptWyHNnS0IP3ItslTZvWzTlmrbI8YWZsurZ0tDHFndbJ22ctsybZ6WytYFazIC2UdspcpYUzTtkSTN8mQbMlrZ46yiTHsVOXWSesyWK22zHtkRTKtmRdskzZfFSolkbbOtYfkQb7ZakyJtkvbMZWT+Mx1ZlMzxFlg7JMmQWsyHZRazodmZbNh0SpMh7Z4OyMZn/bP22ThsxLZaOyxJkY7IR2c9s/rZr2y0JlDbN1meQswnZDkzEdkk7Kh2TpMyWMqOzjNGUTIE2Rhs1LZvmzLtmGnxPQHjs4zR/r54dnU7OJ2bRs75ZX5SitlgrPrPmAsqnZT2y/tlI7NVWdGkkXZ6qyKXFfzIl2b9svLZ0uyt1nc7MC0bMMPnZkuyVdm07OR2UFM9XZPujzxks7Oo2eVsyOZ2Oze1lHjP50XLsz1ZkectdnK7Iq2YLskTZoFShZlOrLqAfOMpXZ9Uyzdmq7JBWQbUm7ZwOy6KmKITt2Z7swuZ3uyRNlyrLrWYas4yhFFkg9lpzI42aHsqbZZSyWVlzbNRoZWMj3Zsey1NmO7IT2YQs2bZt6yHz6S2Rj2apsvrZmeyOdn+bPs2ZHsmihZoyC9m7bJW2Rbs0uZH2yANnPbCr2eds+PZJeyRYHk7JPWabXAjZsGzTdkh7N12dQsiEpBuz59GGmCb2Z9MlvZAOylBGHbP92cdQobYb/8pGzzrPxWftU5DZgWyaKFgMjJscugefZ9qzlIH7LNz2UpQ1fZXay2rwb7IpWSuoQfZUBi99lygKbWWOsunZkMzCtkR7Nd2dPskHYZNiAzxVrLH2Tjssnxk+zy9nOULP2WKAuJGh+yAlm2vEZ2YFor/Z8EVf9nWLLbWbfs2HZQByY1mX7L12ZDMgA5PuigDlu1hAOfNYjWAcByh9kz7KZsT6s6A51Cy4OQn7Li0Qgc11ZWBynlkw7KzWRUtWlxu6zCDnorJQ6WXsu/ZE5D8Dk9zIoOSJsyEwuBz+9H4HPvWQwcrPZPyyxNnL7M/2egc27xyqz2Dmt7MU8UDsj/ZdQCEDlHoyQOdDs+PR9ezINkPEN4OdLYwVZ3/C9tm17Of4feM6g5EBy5DnOTT8EQIc8fZzJCpDku7PUOQ/s8TxPsztDmv7PKge/smg59LCNDkUbMYqXcsr3ZfeynlnmHIMOYayXexFsyTDnKHNLGdIcvDZCByUVmKHJr2Qus56xhiy/dkiHPv2c4cvGxUKy3Dn+HN/cd4MtQ5JBzvDmArIiOQvs19ZOezxNlSIKsOfpshI5m+zixHb7JSObvstI5lmyMjlH7Nr0Z4c8jZ3hy/ukFHL/2Uvs27ZohyrDlebPKOQ6Y1A5p+yajnBbLqOcgc/MJ4BzYjk1HMmWS0c6HZQSzuDnVHMMOS0s/pZ3Rz6dkNHLwOTUc7LZwxz+JkMpFGOSwcmo5B0zJjmCLJn0cUcxjZCByilkLHOfmankZg5qhiEDlkdgkOW5MqDeyxyEKlWHLiWb4c83ZkRzxhnrbOCObQc445tUz1jnxrMOOUbU445W2y7jkLxMuORYclhBxxzHFkvHN2seykmI5CczSDm3IPMWaccl/Z7hy5NHZHL6OSEc8SRtyCdFnAnPsOeiswSZyRyITnXHIGOWQs0HZ3xywsnEHP+OQgcwroexypjlDFP0OR0clE5PCzjn7onOemQScrE5Vhzk+S4nO2mc7s63ZHWzZDlEnNI0tSc2OZwuz2jkUnMZOSig2E5xeydDleuOEOe8cvFhVhzedmknP+/vxUuk5w2yATk6NJpZMyc5opjhzCTmhHJ1IV/M4U5RDSI1lInMsOYyczXZSpy8vG9HKqOZCciFZ6MJn9lwnN/mdEMlUZNl4LulMZKu6Uv02BxbGT7ulFSPVaYWfath2/TT6TZDLvAWJoueRFgprdDJHyN2Q5/aLJhOSbgmI1MjqQwMhDpSnDhOlEDK4GbI03TZ6PT0kkXDP7vkGctEZngz3JHKCIXqZlQjQZjbTb2kh5PvaTX0qWJxuiwKkBnLWGdh0jM5VPSszllDJ90bmciwZsZz5RnojITOay0iM5yZyHBlsjPzOWM0nFpzTSrdmEjPl0ZHUvkZDZzsWn31LR6YzonM5QlSwhlijM7OTtU7s5pnT3tlJnPbOeEMoc509TxmlItOLOfPo9s5AFBPWmNnJHOT60nfRHFTSKl6xCXOV2c9xpaPTaKrrnNtqWEM2UZaZzNCkHdM16ee06xJrZyVNEbnP8GVOcyRpmZzIomt1n3OY6o1eJ3QzyznvlMrOb5ErpJSZzSKnG4S3OcOcnc5wHTU9GK1IPOdkNZTZqbT32my9JE6Xu0uIx35yQLkkjLfOZRUj852MjSLSI1J/OfsM4851fTCznaVNQuXBcigZGFzQWlnnPW6Thc5850IyAoAIXM0qfGcxKRLcjClEz9PbkZ9eLtpC/SOPGZdxSGQ90tIZlJi0ck9YiY6Q8AtVgZN8B4TnwHsfgMaG6+ysVOOkA9LnOSN0+jpeNiCrG39MdaUhc5dh37Sd9ml3wkuYMc7FgpIzs6ljxPE6Upc3uxh2lVLlq1J1Meokurp2iy9b7ijLGGcPM7pJBlyyFm9IOMufMM3HZZlzNLkq+R0uWvU00hyxieOl2XNmNA5c+GpMRYNLmIaEpIdyQqy5eIyImEkDNsud5cqnB8uC/LlkjLrmQMMiKR5lyIGaGbNGaducltp0HTP+l9NKV6Qt0s4hrXZ3Lks1Nv8uJ0+yEhuDQrlyjPfOZRc5C5+JzKRlXf0S6VyQv+uGVynanFXMvObTIsq5pKjtsH5XMQuYVc52x1Zzitm/jOy6Uyg30hjVyKLmBDJ2kfJcnI5pd8crkSqMsud1cuqp1wy+rliXPm6UNcwy5yd9RrmllI2GcfIktZjIzB1mpXK0uZdkSq5EzTJrnuyOmuYss1axYVy1LmkeLMuTtct6GsVysWn/nISuXh0pUZoDjCOmiRPX3tcABIZlpzHwBmpPheKq0205VHSxYbFnwQIEOQ4OBUj1a371Ni+6UjA4d+6gTpqkdvyExikkrSBysjh5DldLhKbLk2oZcIyUqG+7LuGZwsjZ+3Miobl7dJhuat0wi5MXSohEL1Nhfgy05AI0NzsSmY3IT6e8E6+sJbj6oGo3Ng8ITcgi5JNycBn3JMYRCHItG5jJSpSmTdOJuRP01oJ/VzVTmjQPseIzcqm56NyibmnnNpuXuElJJhsDKbl6SP5uTTc9m5vgTObk6nKx6WLkE9+x1hqbnj9P76TN0utpPNzVpGK3IlucrckPppNysTEypOlgd1IzW5zNymukY3MFuVLc1apbMjcblc9wVud94JW5UAzIhkzcJJMVbclyBGtzbbla3PtuQtc5C5fgjQOl/QMNuW7c425sJSBbkFnKxubqEyFp9JyER7JrNPfu7cyC5oZzFRnUXJoybRcxYJshBB4FGpN7aUr4q0RRJ0XrkGjPV8XsE5++jTBRAF5/AxyTCgst6P98SSy45NI/ifgzc5GRSgxFB+CiSWIoLoZ2wQMH7oHz4fqBAHB+QnT3dFQXPLKQccyXp9dzRRmpjO4frIfDA+/D8g7nLnIAud00poEP8Te7kyjI/QTw/LB+w9zJbkq3LyaY3UrNZLtQ5AE/kCbubw/eQ+rdyBH4e3PGuSso0wZKfSp7kwGOXkQPczB+Q9zt7kj3PiuV50trpX5ySrnCfyPubs5De5c9yL7kL3J1uXTc3zpD9zg9hP3PPuVgfV+5vwzs+kXnMiuXgk7m+WijNjGn3ObuVvc3+52tz/7mdJK5GfLswz6vRjgpjf3JbuVA83e5rwyWQmy7JqudZEkB5r8ST7mNgNnuT/ctu5WAzO7n4SJluVPs0j+ODyeUnr3PAeZvc7B+O9yY7kKjNIeVtcp+RlDz/fDIPMgeUQ83np5tzIolkPKuOYSA1h5I1F2Hl0PMvuedc6+56xSokkCPPcGfg8we5KDzOHlG9O4ebcI405pHDvNZw31j1PdctO5ab8yOkH/hX6TT/Q0ZPVSYP6KfFEAe5DdVBerTPX5dKIoIADcxvpEuTqWnV3IEEbn08+RpOTE5E0POfuag89u595zs4kuJLvuX0Q/+RnLSxNHOPMIefQ84h5sdyMHmtXNF2X/Ihx5POTVknSPLPubI8wJ5XDzF7k33OCGTr0nx51jyB0H+PNieSI86c5TZyezn2PIYUYS0lAZ6TyOHlxPPkeQk89YpQFzJekpPI0WkI8+e50DyjhlSxNyecpgRRpVSTCnnCPL/uXU8r+JdbSolHGqOaedE8iB5rTzannUDOz6Uk80Hx6SjmkmCFN6ebQ8mp5aDywRngqOkGWE83xR4JCfVETPJceXI8n4Z7TzqYm8PP5OaYojvJVLS0nnLPICeZk8u85WFyNnnMPO4UaM8xlp+zyMnltPMGeTw8055Pijznk2FOyoQQ8q55AzySHk7SOGeQyoh55LhTx17PPKKeYc8lRpxzyGqlXXL1Se3IwmAKdz1HnQOJYyc/gZ65NpzePEb9NYmQSg+1JAZUcBTWP3MES6k4NeX3SXqGRr0uGP90mu5dmzlrkyHM4qQ5/DDJ+az4Mlw3LpGbSozY5itT5WHEvI78EHUse5M3SUBnAXJIubS8/0RSdT3HlnxJMghxUrCpxGT2XmAvMGCZs82HZI190Ml0vL5eSHcvIJgrys1nXBEV3qK86OpJlTdLmR2KweZkI8aRw69b6mj3Iuufy0yV5Ccz85EOfwHSXK8wRpB1zSNnidJrkTg9XGpK9SY6kKvI7mRxU4V5YW89XnmvPleY5cq15mFTYVH9pMDSfq8mc5wTStXk1nJ/OXa84+pALzxXm3PNQuTS8015rvTSXmvPOCee88xGpAtTp0lhvOmefDcqjJ8dyTukxDMIEbiAFO5ARTIXlK+Ju6eR0li5b1y2Lmauks6m/fbm+mUCwCjjmCLQWmxVjphBI9hl7sHtGR2/LK5Zlz5AHj/1r/tJckM5jDz3nlJXPD6Stcht58W8KZgbXMzadVcoB5xXSu3nkDODkL28+zpCIylOlDvMsRqO83c5gRykbmdvPcAY1kj1g07zgOkVTOSuZt00bpMwyb6DLvLjaXc8pDRG7zvTk2Um3earc8Tpk7yy777XMteX4guZ58uySukZKIsyEe83W5y9ztXkudM4foe8895jry/EHjvOK6c+8zd5C/B73kxdP+GQO88S5d7zF3nbfzfefDUr15bVyb3kOf0CwWB8lmpEHywnlQfM7VqdczC5AbyTnn6XO/eQ5/KEWf7zxHkaXOA+Zh0if+c1zhakSjKUeWA4iXc1wBhAD1kPVGRC89+pSviafgtfBa+HiPHN5cLy7TmEyKS2PYgvFBxbyYMKChR/vrwcCt5meMq3nrfxBua1I/S5O6j0MnohHkyTJc5q5o7D4PnXvNE+Zh01P+sHynakyfM9WSuqGv+bcRsPlKZJE+egcTxBPbzFPmbXJbyaoM9d5cnzh3nqKA0+dpU/F5a7zzOnGfKneXp82c5zKzDPlWfO0+SB8j6gZnzbklbDNXaUWI1T5UX8t3m2fNDaVe8lT51ny/Om+fJ7OScMwD5U1ynPm3vNbVK58s+JIjSeOnWfIs6cF80zpWnzEDgXyL06Yl8rXpUST0SFiAOi+R/0sO5w2zpaA7yO8uel889pY5yvHknEO1IX/0u95xXz3gnKfPpOQV8l95NegcvkwDK52Rl0ir5zitkPnXPLeeeAopa5lnyoFHokM1YE18ph5mXy2vnk3EG+RNc4b51pDwkEjvOq+Rzc3d59wT+vlYfJm+dLcub57JD6vn4fKbeYR82Wp1lz+xkTfOUoKkfBT5m3zdakXvI+CY+8iM5a3ziXnifKW+cjwkj5fX9fm5dtLdtGRNS0RMQBJgCYu1eucx8qjppVhNeT2IN1PMnxJz+z+pEikSQO+QPxc+qRQ4iXwFLlS3sUJ8z8BgDy53kyHIMcWD8ii+5FyxrnoPMjeeJ0g2RzgwEfm3nP9eULc675wLyLMFbgDdtMIAFqpLKUCfnTqLTfhZ/N75Doj0XF53MrxK+MEq+MGFwGl4n2MlkLYItBU1A4ED/3z0ONm4oqxtBTdIml7IJeUr0jn5QzS32ln5KCea28qIZuPyfCn4/MRTi/Uo1KJPzF+m0wHJ+dncluJF4CE/DYMHsQdi4hn5DwD6ixCECqvhK8cu5hIDMulFNKF+afo6tBmXzD3mC/L/OVk8lc5sPibvlqr0l+cIAW65MvzEU6k/ORvgr81fpOdyqfkCnzmhLR0ln+hVgarCccIP8u9IueR3pYelEu8L48Jsopx5dnDCbE8rKVeUOEsP5jjyR7FivOx+bsIm35DQA7fmVxMd+aDTOX5/ICKfm7BI9+YFQmBkY7SypE97EM5CTfAyEg1SpL7jjC+6VL0qS+TQzIfm8/N6+Tr0v3p6UDa/mY/OSaRy8iIRKfyM/lMAHgSsxAzXqbtpdoGu/N0ee7800pQW9aEgQ8NzQU10B6hInji7zQsNygdn2dZ+7PjizxWHBrecoA2r5w2zot4pTMrPA9Ys70lWzC9CbEXmue0wvf534Csd5H/NFAMUQzv5xPzEU7d/JIAJR8yX5A/ykT45/OtSfC85FpuAFtWm6vLN5neAYt5g9UxPFhb3WaOtAVjpKiAA0kv+MXaTnk5dpK3yAhFbECABWa8kAFwvyy9E7/KKQaf8pH5quDEAUUPxQBef88X5WpTL/nCAGv+cAwy/59/ycr6P/PX6Sx8rNBN4Y3/lw2HxQvmgmf5n/zqpHYfCjQgv8kUEUALQ3ngXIsMWAClJJi/yY3nMAs4KXAC/WCCAL4AUH/ODYSgCk/5fAL0AWJvOn6ad01P5BPzr/lxDLwBa2Qwf58UDh/nP/I2gugYtjhXuoflGZQJYqj/8mSpof0cHGO70t/rz/Ov5CWzukk4hOPGNv8ngFemDBAVbfP+vhYC1vRwgKqLmlxLEBcm8rv58CU1Rl3/NkBQ/8xX5Q7SLwG6DWMGmQC0+Y0lFrH4FZWoBX3E2gF//ytAGXyNdecACmgpshSefmGAp46eEC215brz8Lln6L4BXNfCwFR3ziL5mAqEBWYCkQF9gLlRksAJWAun85YC2j9AUEZACY+ZT8kf5BN9xBkT/J3scW8nrQNF9bQgfAPyQbyIzfJ1aDzpkw/P5+fEoBdpUQLjCmdfIjec+4vQ5ZXyKHm9b2aBUkCuN5FLyE3m5AuuuWqvWaiqjy3Hir0m9vpo8rO5bvylfm8QL4GS0oyAFxbyF5guf3xUBTfOoF3Qio2mzkJmqTIssL5RCiLekMhNb+cG0/l5GIzLbmDAsJAc704MJRvy3ClrPJueYo8jAFTVTlgKGwEHgfMCzdBQthYXnlAuf+WsC3jJaR9NgVrZB/vsPAXYFuqgvt7Rf1RQQag2kaP8T7gXURn1vgw82S5v0Sf4lnAtWGXPAmEFYwKORmg5N1SRZg2ailHzvgUlAr+Bbn8ioFulCqgUuiM1ibUCyEFuUDNUEV3KaBQXEloFpQz0umS9M6BfLEg4FJ5zg7lJ/OziQMCmP5nOD0QXpxIuBVW0hR5QLzRAV5AtZAbNRXAFIAAiQWtkM+BWUC0kFAIKjeZkAonaYz8iT4I0jRyG2wAhBTTLFKZkbT3cmBiNredmcyXpykcU2kcgpQ+dyCj5JRRzfen4Qx1BSFE7oFabTsQUCjKXQcKgkF5HwLpAXSguKBSxkmXMhAKjRmZoMt5mQClLhmwLZPiaArxrLIQLUF62gUplS7xhBYTYy0FtwKHgGX8xS3pGCuTxvQLRfmCyIkectAC1hAr8WQhIgpF+SiCoMBF/zpQXdYC+BR6C9O5pQKjSndVI18aEfBgZ2viobnUgsG0NmAmuQjQLoKE31JX+Z+A+9EP8S2QUe1MR+fwCmZ5iHDeQUnApYecMCzsFQoLIOmlPJx+WKCqYFDQBZqJE/PdBQsC4Z+SwKh/krAqwQYCCsqRp78QQUtoNygRN4LUFooApamPAtdKTcExM5sYKl14Cgu1qTACrgFJTy37nrFKWOVaCtKJyATTQXJgtzBfkowSJDgKYb6zUWl+UUC2cF0NivQUeAtSGcr8z4BbHCMbGqgtBBSNUw8gW4Lk1lNvyjBfuC075bVziMnDv0T4ViC5EFUnzIklogsHBZNUuCFSYLw3kpgpLiU+C8UFfX9ZqIO/PfBT8C0sF3oL9HkQoL/BYcEhXea4LjdHovOaQKBCr7eenCDAWAHz7Be0ClPpAoKPfFdgqI+SZc3v+3tzrwUjSLF3uiIC35RzzUPmigsmBS6CgsFhQKZwWboLlBWWCvR5FYK87lepPWBYAC4t5QjRtgXloApvpdYR4Jd4LYQU43MPBbCglMgGkK9QVmgpFBTD0tc5vnTyEk8MLtBRBcnMFiELHwVg5OfBfkC68ARYKPwVL9K/BcsCzwFqwL5IVAgvqPkpCn7pQmSXABqQtusFCCzEF6ELCbEmQsl6Wgkh4J8EKrIW9XPAUVEkqPpGILOj6RQvieReCscFIkL8QWRQEchYRCkkFT/ziAXFX3tSY4MtmBGr83Tm3CCFftl4NB+4BRcXmg3JACbjc7QoZUKDOnoQodBRKMmh+eXyRJn7/FqhUvo0PeDUK5an5gucooSChG+OEZFgUuQoXBW5CpcFAHpC/l8Qp4kZlA2EgRdzggWztKv4cHEu1pTIKAenHAuYhVWU0CJMcwxvnsRJ/iWnEhaFPezzwUwPNeBeOC0SFzlEpQXzAv6hXOCwaF8gLFwUIMJONDEU3jJ2GBuWGY5IBUAD8jEF+Rguf6XsJ+AinM8wxxvzyXE37P7BZ+I2ihMu9HrYbQuIiaQM79egMLULjAwqwhbZCnCF0wL1oAZQuJBfKC7KFVHT3CTFn3f/mwItUyT/8iWDJHwlUOh/AgBvpyAen0ILAqTjCr9Ztejm+lJQv2hR8kxGpxMKqz5ifzJhXtC9Z5wkLsIUTgrwAM5RNUZMoL07kxACIhd+C1i5m6iSL68ZO3keg4ioZLqSWchc/xVyeFvCCFBMLu7k6Qv9SWLvI2w2YLyYUMwr3aZg8v6FbYSxSkOf3F3olC+mFLwLGYXQwuZhcsBUCA8MLEXGcwqyhUQCqjpGDj7UkCwr18SRfGgFIsLmRktyDohXLCiWFNdzlYUrQqvMVmkjWF9UKEIXRQrrScwEy/pZaSPYXZUI6hV7Ch25UMK8QU+FOcom+CiSFyCDyBHEQtkhcLvXeRFpSKP7FvOiyaxg7pACd90H5kXxUibY85QBHRJMvkZwusqfa8g15x3yPnl4JOAfmRfCj+ifyjIVx3NSheHCyhAhsL07nPABNhT6CjzBr/9E4USRGsfnEU20pacKXAFcyJkQVnCyP5PqTo/kqwr3eXTItSpOFTbDkKwu1hYME0J5snze4UyVIrhe687J5krS3gVP1P1heJC9mFloiuYWuQp/BdxkuIp/VTZEFsCIThV3C+VArHSxUmZwoXiCJcmu55qzh4UAaMGmAZUmw5sbzg4We3JBhWZc+IF88L24WVwtHBcn8leF0rTpQXnjS7aRvCwD+jcLEYWmwrYueMItuFl6i2BGXyNThSfCrQB/ijz4UqQPxhXi8meFKnz4EUyIIXhaP0/zxT8K97l1pOvha7C2rpaCKx4WGVPT6bH0wyFX8KDoU1wswBX/C3v5M/xiwVpv2YydJChQFxAKr+kWwtpcmz/V0BwsLeHruIJkYba8veYFUKc4U9fI7eTIcx045e8+EWawueBV1852xQ8L8EVCxPf/v2ksRFnsKooUhwrzBT/CxO5f8LeoVOQpigTHC7mFubzN1EIfyReVfE9BxHCKaAU6KG4RS+03V5AUKnYWg3MnWXz8tlZ6+z+0mWIsURZPCyRFo7DbpTV5LkRba8xxFgcL7wXWQtMwUzCo6FJcB64X0Iu0RdvCnmFNiD9EW8ZKRQUYi9MpLqTWHhmIqmvpGvB/E/CLPwHfJGryff/RJF9Nx5YVawpcRfUMiz5QiK1BkeIs9SUki8RFffTkoXfwsOhfiC6kAQSLkb4MItjhbncy+J0Mj7UlRIuLuWT02JFWFgKb559KKRZkipBF1iLmoWcLPC3pGvdtYBfS2bnkIo+SSKU3zpnSLHva382GRWbc0ZFHfzVEXiApZhVrAapFNL9akU6Ive+WkMwx5TSKhkXFvPF3m0izMgakL2eldIq+WB+4uhBvxzbEWl9PChUigumFEiK+gVSIr6RYOs/BJZ+IZkVcgqrhTkC/xFlSLpwWAItWRaYALeFQ0Kd4UKoJDgesCzpRk7Tv75zyKfIFego1xPKTX5FWIuUASXC7tRgD8dAEwoqcRdkiu5FriLArm43KeetfE3D+JSKRkVlIooRR8i8OF6iAVkVsQN+RU3CkiFRV8gUU+/Nf6WzAsFF1Ui6jCQovC8TZkyc53iLYQUpJMRRQfEsVJuKLZkX4ouIGeACmdxWKLmUVHnPHXkHCpRFz8LQ4XeFKoRXuAVDAJKKYoFkopARc3Ckt+VKLk/5f3NpRV6oueRMthGUUskPScYikhiFiJCHkUyHI0etIo3VFw4KqBk5Ir9seyinIYxqKLWHsQssBQTU7qF+CBZUXUwPlRYwiq6FJ0DlUU6APXuWqi0NRc8jBTBaopHXk4o8NheqKeL5KSJlSYKi17JzijbUXpAvhqfCi+oJVqLA0VMAs0hZ1C6y53UKcKBOoobIS6iupFefzB36peJaUbf/b1FyYi55G5TH9RSlM6EpwaLP15UvMxRcS48UpvJTTUWHDKnhRiMy1F1MhejESlNPBU8C0pFFML5kUVIvDhX3AdNFe0DM0XrIv+BTlCj1FuDzqBSnoPVRfSin4IJaL6jHRAtXkSGiz959QTq0X/ZK5+bOijCFD4KklFNostkXJkqNFWdS8Smpoo0RZug2QgfyLLoXDQtowbmin35ouiC0XKYDnkemYadFkICqdGLQqDEddsmRFiPil0UEJLrRXGc72Fu3jN0XbgvyKQ+i0YF2CLkfli/O7RVKipuJG/pvkWGf27XgqiilFGrSUXizwM6PtPIk1pGqK9iDrPweeZAC8tFW3S4elYDAvkYACndFq9SY0VrVL5BY0k4Hp0SjcMUfoorOb4iqNBCyLHAXLAXygH2ihwAUGLXUWnopOgddfe1JQcDJ2nztOQxeggIV+HWQcMXCooshSwCrjpcDzPVkYdLCGWRigDFYqKcEW7eMIxTfCqzhN3ixMX8Yq+he2ivFFnaLq4WEotAxWzCuhFgH9j0VoIKYRcjCir4XmDg5EEIOdWD/fGxQnpy3/AnqOjMRhi1PEHFTdSHTKKsxeRigq5X6KI4moXPiwfZip5IAkKsflvIrsBepi94F0oLbwD0Yp0xaCgsJFWCCOcZkAoMccZikxILn9lVDmYqhpLgQ/Bxj6KBBG0nKIxQ+fOzFeDj1PCeYrb+VcCoIZrmLgcGMEISxRJi5xFaKKVEUgYr8xXuAMKAgWLyUVxwtiPsJclpRkojIsXU7Bc/kaQWLF2vza8GHmKSBdWg9t5DnzhNFpYpTUe1ittFvViO0WKwsbReuctzFyxD+sUCYrPBbcizCFJWLKEVlYsKgI5Cs6FNL8+4AXQt0xW6iiFBHGEC3ko2OJvl/8mP4THTbkHx3zzIe7wUZBySLPH7hnOghfF0ma5J+SBsVTWJUxcNim4ZUSSsPnQnKMuY5ipq5zmKbIVhwtAxevCrTFo38gsVUYI2RZuovqpyf9vt7oOP0RSYinPAXP9zilW3EvhbW8mTFL6LnTFQ4qjXp/C3lFe7SDPlLDJ2GVDi315E8LUUUzYo+xZKisrFZZBKsXQYuqxaEg9kYb984P5GItJcS6k81gb0L7EX4DM0GRhi//k7iKeEXQfIZxa9inq5yiLqFFpIqXqTiMvDFFrycyndQu5BPRixQAf2LGOFDov0xbVin35OECGsUE7EwcVxEFrFuFAn1GiqBbBbZo/lFPtDesV4sUyxZcCoSFMPTcsW2kKVxYjsLXFwoK5kVqYt1hUdC3oUROKmMUAoszQW5clGxOMKCEFG4P3UUyoMhBPODVCk2PJ76UMogHpsaK8Dmu4rDwcrim5FQ2KG0UYNOWhRcihCpvuLwSEDKIDxXdioPFPmKzcX4grOdMLikXFVWL6kWZrzM0Sg407RbAijTFzyPXRPY/fLR1pjUOow4pzhVeCnSFNj9plEBmORxapijBpbRzZMUBCLzxb2o07RFeL7sWx4s+xQTi6dRXt9MoXE4pTxcIkKoRECKrYBsCPARcfC8CAL/9RZH9kOzhSki6RFoeLaunfiKIRQ/C/upKVSssU64pGxUdckfFsiDG8Ux4uAxXNi1eF0oLJYx9orWRaEi3RFvECD0iWP1CfmwIzsxrGCDfBPgK6iI4/RpIpyKuOn6XIxhSE/CWwLyL1XliPOpCbQMkvFD+LSn5q+GfxVfcrPp5SLN8W/woP/GDYuYFP2LDP6i4p48eLitIZDLxwsWuCOtKcFgoP59EQyEHvdEsxR5ixnFhoKdIU5zRQJViYvnFDryY0UH3JWOfLg9zF2BL2cVIAvjebiC/HFW+KgCUnQtAJSQI8AlxpTFUVFXxqhbmg3tqIkDC7gaoLmIP/fXjimr8WECnYv9WfgS+1xX3iu6wnIu5Ra8ik3FLISqoU6QtncaRvW9BIhKX8V/4oJRXHi8OF+Hg+0ViIDoJeWCrvFibwByEnoLZgUwS6qRl6DeYHXXxFfjwS2FFn4CriT7eNKhUYS7pFKKLpsXroqb8Xrcq25Tbib0HGEusJYHi81FfiLFCVSos1sCoS5QAahKZIUaEoyHgxgx9wIkCfhK2PwFdpwS2O4nGD+SQq4v9WcJi8O5D0CpL5cYJwJUXC995E98F0WFeOMhsmsub6RuKRwUo4tNxS3iyglgcI+0V7AF8JXpitIZnGk/EiBEoXLKwSuwYoRLeXZztMehpEShiO0RKUKFLrNxuRDclb+WRKkiUevLR6ZBqY5Rv1yEiVREq6JUvCy65pWKCiUzkQARTQS1jxJRL1sX7BJOMSjYk6h/eLtPldKKRUDIAjjpVODXRkmEqRmXF87bp6xLWzBZIpsJZRijTh/bz4cXFdL90bsS9AxshLf8Xt/LyJRQSwAla+AiiXTEuYxZr4y3RdWK0NGLEpS+X5g9DkqxK0jbDXzYqrwS9ep2xLB+i/EvsuvsS1wlxWK/bFdYvRxeZ0s4lYeC/iWXEtEefISnWF+RK7iVrAAeJcni7NF9pMSr42lLxPqp8/dR6GhviWTEn6USUEf4lSRyG/lEqN46VTgyPFLhLo8VuEsQ4QicsklUVyYSUR4uJJfCSy35DLzJ+mjEruJQak9vFCMKrcUhYszQaqin35voj+8XLyOzxX5gGQBSDydimpULHxXFYlBF9Jy4ERDxJ0IPS8jV5yHTzsUIfNv/pCA3swypLX8X/4t8xQUS+jJ4GLJiV2b0eJdbijzB+aKhSVakrYEYucsUlShAX/7LyKlJUwC7epF/SS8WP/2mUcPExeFVvzkOn8EqnxfaS/IpWpK18W0koEiR4SgnFUOTDSWaIscACaS/klLcLRSUWkuwaNY/f3hNpKLCACXPXuQ6S9UxzpKUsWAQMXOW6SpUlAZLwSWR+NUOZPi8klWZK/SVxktzJbji9wlyJK1EUH/j8KTySxFxkZKD8VIOOtJbGSj1RUCKWhmJkuOAKx0gNFnRTdikykpNmRmS0u+/vDsyXQsLLJbYSjThq7z8kXrvMHJSWSj1RI5LDiXAOOoxS+C35owuL6yUA4u4yWfi/eFJ+L3RFZ4ttKRfiukR0ZiyL434p6RTnCg1FKVy68UyVNCflHinlFleLj5H6XLPJfkkTXwP+KESXXEveRcGS/UlmmLwyVmIP1Gfvi1cloWLyEEtKLPxe6IjGFc8iRojYwuVxUkUtMlNwSWvlJnOphX1iq/Fs5L3sUbouteWBS9LF3FD4KWc4orJbcSqslXhA+0UyvHRJWSCvNyogCAKU4kvy0cBSqkA9j9OzHgUsLxXpE0U5/ZKgn4UUvGxXBSj0l7JK2un6XPopaZojLFaFLxUWzYr1JVySyOFEGLaYC4Us7xRiSl4lPvymCHvEoeBC5/D34BJKRSlsaIVcs0Slk+yWKa8WZCKZJQKFOqFhWKccWjksBIdlcnYlyxCNzEkEu7BWQSp0FxHDzcWytImJR+S2l+X5L/kVRkueJXMS0SlIhDxKXPQpnOtJShlprmiMMWomnE6SpS1yl+lKOIXbfK2JS6SnSlS+D6zFDEs9JUd0zklWFLO2lhkskhZZSk9FppKbP7D7P/JWnivfp9uL6UUgUtoOQMoyilvZKtTmI1OkQbBSsC529Tk0X+XL8pbRSz/Z6VKUKWz4vypYBinsFQZLKyWLIuWAvl6RPFK5LICWbqMp4fakrYFoOKPSnovLCwFz/NEpJ6TZXkdYp9SYLM6WFQBTeXneUrtRYa8o4gvsKhqUn9N6pWy80al0aLWsmC4sl3GZSn4FwCK+SUNkt9BXsiw4JgrC2YGLyJdSUggDpFtERfWHHtMwRcO4k35W0LDqUjAut6aQinxFCFKm/HPosLJXvEsnp40LQemsX2upWuiuclEwKeKVYUvO6ctS3klWaKyQXhb1zQSqCoLeu1LqpFOwAOpWokFNpTpLyXEtbHOpZDS08hJQTOKVSYvqGUxCh6leCSnqU6tLf3kjSoDFlZCFyX5AtG8DhS+cFMVLrKWVgs2pcDi9jFeJ9Z5I/30w0BDS+KxpGLFMWvUqr6XOipde91KGSXo0oupTMMoKFJ1LCfEHEtupX34kXJxVLvHkc0oeBY+StklKpLQqUAEu+pW6C/il+q88KXP/Pp7ukI6sFVNy2YFhz2DBa2Met+NRLmwVHkr0iSkkod+kNy+bke4rIRbkS8QlJ5LNunHv25kSyMy8lohLjaXN4swpbVS7fFY55fqV1krlpcQCyjIWJLlcXWlI9pZjYg9RaVLiSVu4r2eQkIuhB4eylKU+0JypdhVbUliJLdcXcvNKpc7g/3FTFLxaVS+LxpRKCsEUu+KQkVWUvWpTB/fLcZALErqOILcklVfPD47iCBcQNXy4NLfir3FEhLBaXm/0XPIbg4hkotLBIXmgr3aegSiulmoCq6XNYMVNLXSrzFYhLbaXLoKUJfRcyKlf1LB0UKgtdpS1ghKlGWKHcXy4NIpUcAF3F3JCMqWG0uZpaJsiclKxzw8XKXHbpQvi+ulGIztNlN0vpYUvSgilVtK5CXPkq7pc6C+PFX8BU6WrYuCxRnSmz+tOQyAV+VKgRYpCncl8eA3P7VqE2fqIMzKlpJKF6WefMi/qU/Ade2NKqqWUEMbpSHS1MRj9Kkqlz4vbqdritelL5KaqU0Yodpd9i8yle+L06U/kptxZfS4s+D3Cb6Ugor7iakkB+lAugLaX2wpfpYdcnjpH9LJqnA3PjpTqSnkFcpLhtllfyHBYXC7oly8KwqX20oP/EYgp2lSvjYGXE0vPpaEfSOgn/ytqWSHxQZcGCjOoGDK9TnwdIHhV7i+/FgDKwt70QqIZZHS30JkJLthnmdPwZdxEv15q9LvMUb4q+pbQy4gIJ9KXaXIwsQZcwSjIZ7oiNgV6EtLgLwylKZSB8cGVrLJOJSN0mRlpNjv6WGUqCqd7i92RMjKvYmPwskxTjSiVF3dLPCWpvIYZcEi0+l/2KmqWrAvyhf1UjD+nHzdqDIfw9QBTfWYZ5cKP4WJYrhRZl8ruJoTKfFlzUt3RSkS/mkoXSesnRModiZNi5TFV5Km8WKMtfJXcSz+AqjKhKX4UugRfvCpOFxdyp5GD4peAPY/XeRCCKXqWleK3gX6cjS58qTkmUx9KZpe9SvmlKVC2gVo0q/efUyguFV1KmmUFUvtRUnS3CFu1hLcX/Uuf+cHEVGF4ACoEWoMvwAXxAZMlg5Az1mkwvCZXpEqWFm9KJAFzwtZ/sFS5il6ITBsn1vNfkSTCsC5SaLKqWWMq8Kc4ygnF/8Bd8UDou/JV4y0LFBmKWlHPAJlxVvYm9FnMwFcUuUrURvJSs7eNFL/6UZUI1xZSY9ZlCdLs+l64rhfpCA3HRPzLiGVIkrtpZAyuhlXyKjSV7QLTpcwy+BljAj7cVYuNtoafixKlfcSRFCX4r1OZOQtAlaRKbGURiORWWUc2Jl+GKWalmkLwZfeAvGx+LL1KW80vQpVRimhl4LLxfhnMsapYPSqjpKqCVAVk4vQcU2/VjBz/9NQFChKv6drSsrRsRLhtnHpN3cWTi3elVxLssUo/KPSdyy2mFs9LmmVUsuqpWCyxclACB6WVqMrSGXak/qpaMK9fGswNtKZyy8L+HgSeWXSssJsYjc9pla6TNYm7MsaZWP03pl41LrGWqiN1ZVKy7ml+PSaSV5kupZZLS5RlhYK3GU1IvOZXAyy5lmaCAwVqstZZTCg5llWrKsYVFcIKiXqyu1lNTLRLnOXJ0hTX4oVlCCIV6WgMoUZS/Chep0bK7ChxsuNxTbSzJlEDKFWWQspgZR6y2FlXrKWOGZwLY4aLIEm+enDWMHt1GCZfnE3dxp4xS6UzVPfxcsylmllbKQqhmsqwRQ4yn+lX9if4lcROg0hVAkVlT5KxWUZsvlZfjS98ASrK8mUAgqDgf1U4tlKtLOGW2lPLZQxE/iFbCDq2W8st7/hiinSFNkSxQGxSFTZTkS68lm0KJkVzsoHcXVyDdlZqLHWVysuOZQUS+eAw7K1qVwsps/iEYK+lE7Li7kU0rYQXUMex+zn952WUUhrZQII0NFPHTn2VygPXZT2ysWlILKo6VmXK/Zbu4/dlv7K66UJsqcZYfSpQllUBlyXKsovAaaCAchWjLKaVSKNpBXoy3mBcGKRX798IwxX70BxRVjy80HZEsPZeWSpvxy2TJCVd9MMZQSy/nFoWTBcUOQrdZWH/BllSMKyiX1uC5fhWgtmByHLqpEp4FQxbK8P0RI0isOUsgskJbhylLhwLLxGUshPa6fWyyRR8PSRX7TkME5fvS/tlJ7K7iUkQHPZcMy4gFZfSgaVv7xY5fD0jUFasAB4lZNNWidUynjBAPTsOUypNw5eFw0DlHdL02Wpgpw5YPEhGlXlgD2X1osDJfOSmlli5KrgB9opWxbBy1YFPFztsXR32LefXc7HJh2LawHHYuexbNc/qlBMK1SXwPPzIb3Y3m+UnK+2V1pO9Je74hghV2KV0U9AplZVxSvHFsnKsKXHwAU5QPS+jlcHKR0V/9O6GVei4MFGJE70VypJeAq8ymxp/LKWoXhor/6fKkyLli+KcsWvuPjRcVyy9oNXKwGUH0uMpfHil4AmfzpwXGICbIYTi52lI7LmEVowt4yVlkynFzaKhMnrsFpxdJ44YZYYBSuUfBJi5RS02Mp8FzDvlxMvhqWriiUxPOLFuW7QspZclyyPxrJyPmVvkIW5TSMpblhLKnamrcsOWetyw7lm3KwSWEco04YpSkxlU5iFuWODKu+dhcv1J70LfzlPcppyZIyjz5AFjYykdnMu5Q6y67ltKjucVMooyUa+co7lFHKiWX0krfpd9ylnF3I9IYVIQqPSe9CwR573LQWWpcuUZbJgCj5hNKPGVi4sZZWxc9clKqKiKUuCI20RPS2IAueL9yW+PMZyQIymapTLyeOl3kp3pWIy6TlibKS8W08s7MRYy8YF5BLUeW0spuABjymjlzO9BKUXsvzZU6Ij2lolKUWXciJRZW1iyelogjnwHk8oZpdDSr3FpXzROUEUvF5XlSz6pN1LZWVaUrMuZ/i9ilqFL6eVRcog5W1ypQlb4AkU63/IY+SQAEzKab9qVx7gB9XjOABYA/XKPvl7wsUiVSC4u5SH8NOWuQATvlEym9BknKFmX61NIZSJMryIKbT3Omm3OtpVuywWRvHKFeVTktI3omCxrpgdzVeXbcsOUaHyvblgEDw+XYtjtuQcytnlxOjjiVGsvm6UnyuxlpJSWbn7dKD5Rky5dhH7KS8Wv9Kmia8UnoprNz0mXr4pD5abS8zppfKdWlZgujua2yw5lWsCM+Vs0uK6fXy6Ql46CA7n8lKS5cjS6hRmIyS+UtDPliQHy/558jLO6XYyMjZQry//pZfLc+Um3LH5fGyiflIfL/Pnykpn5Q3yusFTfKisUA8tuUYPy6fl3Qyx0EtoM35RpSj6lQajTikuXP35YyCqPlvfKLWXHfMrRSuyxwZs/LR+Ux8v75UYos/l9/KRhmZgo35T3ymTpqfKcQXp8uxZU/Ih/lN6Du+VX8p/5c3ytPlDOifimS9KAFfbEpbpFfL8+V70t15U+wzx5onKEBmP8uW6YHyxAVtXLj5FQCpXZSEy9fls+Kn+V98scZW9I3AVqAr8BVd8sP5d/y9TpW/LNKW3KIH2XF0iwZI/KMBUL8rTZcHy0dht9zyBUBMvQFfAKzAVorLsBXgKIYFZL0wwZn/LCBUsCuf5SQK+ZJPvL+kUiCuAFVQK0AVNArj+UtMvoFadyr0h3ArL+VjFLz5XwK3tlAgqi+VzcrwSXWA19pKfLwBV/8oZ0ciUldlhgqI+WN8uoFYF0rblL/LDlHmCtQFZYK5PlR/K7BWSCqMUazMpwVmgzmBW8CtYFZuywvlHAra+VQKLQ/jwKpkpCAr+BUtcsEFVaytBRIQqCBVwCrCFdoKv9lQnLj5GeCoT5drfWIVlArjdGuCqu5XQK4txH9yxwEaCqWKfPyiQVbbL2eWQcs8JfuAZN+VbwtwAm8rN5cjfC3lVvKyAA28v55TjyrwF9vLc2n7OK85VLIFSFJPLSP7RZOwYZu0oLlQYjCulpCqCfknyj0JmgrihXECtKFcTotpl7fKRulJ8oihTYK5Lp/3LchWzCpX5WQyxYVojKFBW2CpyFSfy2YVAArPxF+8supUUK6Pl0wqW+VJiOkFStczvlcYTy+UJCr8FQRytYVDOjYvlD8tTGVF/LmlkwqzhU38pSJY+s1+Fw/KRGX8QuyFasK/YVzwqoIUIfJuFfOEogV3wr4anF4r35Y3c7oRUIrf+WOgtBFeh8i/l8UKGaWIipMFciKrPhadjz+XwioBFTxIoEVVfK7OU78quFbD8tflTETjBW0CpBFUoIw4Vy8SYBW3Crn5V8KpEVjUKsn5bMugFR/yzmlCULlhWV8oL5dXy4nh7Ir3+XTcuepfEKrQVDwrbOVHstpUSJy0YVaJDORWUiqJFXyKkkVdlCDwXkCqYFecCnYVKwriRWSip35aoKwyJaor0RWiiqmFdCKlmpg6kO2X6iomolSKpQVavKd+XRCuXiRQK2Rlpwrr+Usis4hcz4kLlnqySRkIivEFecKiAVWfDiOVcCsABe8K7kVGoreRVYCsiFSHy20V3CTZBXqwsBFTyK8IVOgqwxUCivK5TIK9QV8orYxWJCrA5Uvy0dh2kKvBX1H09Fb4KkoVFwq2RVJiseRc4KpYVwYq4xVJCoZ5YmKqJJpYrthWfCqdFViK1kVhf8F7GS9OcFZCKr0Vxoqnamo0vmFb/IkT+6or6xVgCupFcoK0/lboq6vkZCsRBQqK0MV4HLSBWjivy+eOKtiFaYrxRWfoutFXkKnu5BQrUxXlivTFaZy9gV3FKsmVVkufwPuActAg8CahW0/DqFTS/BoViAAmhWucsbJa/IpWlekiuhVTsr7iZuCvoV7vLJqnm+K95TbgoIVtXSk+UngsdFYOKq0VsfLkVE0lLiBV2S1CF5G9JxURCunFfMk4sVsPyfxWCnwglfGKqCVHgrZxW+8p/FX3UzEVQ4qVxWzCpglSlcm4Vv4q7hViioLFT6KrWBxLLXhWBxNgheBKxcVRErTBVZ8NIlWHy/4VBDLIaUISsrFUgK+ZJ+gqO+UMSsnqX+KxQVbgqZhXPCojFbfCikVgtSBxU8Sr2FcOK4nR4yK8RVKwAolTkfZiVGYqzOXE8MklSXioSVWoC5JXbioCFW9Irx+tly0RVcSoIlUaK50VvlLC/5LMplFX0QhkV+EqmRUNiswlYBK2lRWkqORXCiorfmhCzcVS4qKMXiSrMFV+K93xZkr4JVUSu9FTRKkiVGwqRJm/nK1pd5KzsVm1y62UmSpk4eaK8yVGEqAJX2CqAlf5KmQVkUrwIXBSoMlYVSwv+cOLM+VEKPtFapK5KVjYqXRVp7wnxT2KzKVkUr0JUdipSleFczXBKErkxUBiuQCdFK3iVhYq0pV0isjFSmKzjYloq6pXESrtfgVKqHl7vioxU5zlalWJKrCVZgqwRXwPJ6lYnUnKVVkrYpWi1PYlZ0E5wVUUrSpW5SsMlaXgoaV7oqZpVJSqcldRK7EVJEqlpV1fJWlYQytaVPkqNpVWeLJFfz8maVJUr8xX7SqbFZrgxqV9wTxxWzSrOlSFK2c5Dbj8hVl7xklYYU2qV/UrrJU6ZKOlYfc9cVvUq1JXj8oUlfDytcVz0qKGUiSt2FcCK1yVRzLyhVlYpIgPuAfWAg8Dd7jO/NWRXKAOjloCLN1GVvx9+Y//aJF4Xii0ULwC5/gsUslJqTK9wWiXKuleE0qG526LyOW4EpNFaF8u7l/uSS8mgAOa5UhKukl7wzHhnLot3BbdirUV2/KfMlfSt2aakU1+JoRiKWXvSomlXq4vQpv6LWZX4colFZzK5vJU0qpzGyIPJlQLK8GVA0rL5mQlN2/nLKm7Fd7SpxWZirsUe4isnFqsrCZXsysVFdqKlzhCtTL+npIr5lf/E+WVHMqnhW7WPsJdLC3kZBMqlMWDYoVlR9KsoV+vKpUUwyucoooAK+Wz3Mbx5iISz+VxAxTlZsL0ZUqoutJXr44xFzHS/UV2DP9aQmitmVoWDamVYNLJlRGioNFFMrkiUxoqnyXTK9TJFsqDZWSysqqcMUlmVrpxxZXLiudlfccy/pvMqYDFvZLVlemcjWVAMqLUVQFP4KWXKyNFycqqGUD9KgKdNS+uVScrM5VVyp3FTXKs4pKsrE5WJooMhetKi6Vr9LusXfcp1lX3KmOVlcrIJWayu7lSbKunFbcr+5Xc/MHlXlK3BltsrpRnzyonlZyCzuVGkqUuVQysoJcIAfAA7xItwDvks3QXICtbFTxKir5YorY4YxfWlFBHFswE+ICvQQ1yw2RTNyhhUdv16JWGiqFFLA8C5UuSsVlX9M0TlPain5UG0o7lVPK6uVGFKOeUvgv3lYfK7NlJ8r3AUXMtaFclAy+V/VTkGWgotvlaxgpRID8rm0VYMu/AVhy42VkhK33E8Yi/lU5in+VZJzJCUNqPwVQzK6eVoCrd5WAEogVVuAPilULLT5Vn0svZRfKvpR/4L1Ak3yu4wLY/F8g6Cqt0Vm+IYUdgqyqVg6zX76NSL4VY3K4Ylx7yZUmkKqmqaIqkKlidKHOX5ApoVfhCqOFbgKCAWZctRlfAqlhV/VT2WXIKo4VSNUyxA3CrRZVXDw3lTEClol0sruvF4KqjudIqjZl9Tz/3GNPL9udyw8hVICqnWVKMvBZTQqj2+PPL5fkwKs9ZXAqhVBnGKWf7cv0cQUai3KBgr9eYFsEvgwXjLGblZhLL2l/KOkJQhgyxVvzKHzmBxMvaYe0m9BsSqgFWISooVU4qvcVtDLXFUHovwBdeKg9BVpBFaX9VIWfpO01Wlqz9hbAa0sNmPC/G6B2CqSZV2qLEHtUqtSlFcrN5XAKq7lZH4sA54UqQlV6w0aVQly+0FZUqNSn9MumBcIAI2eEDitH7mUt+BbbysolhUKffn/9ODgbmi+lFIlh637RKq8ejNyukiDij52mrxOq5XEq/9l5ZSdsm43NCVY1yl6l+zL5pV4jO6hcMq8Bx0tKoWUTKpaFVly5KB0yqVUU0osnaUCihZVyRTa4GCErvhW5Sp25khKNlWcotsydsq5IV3USBFWGooOVWEMrlF/yqqxW7iszZfIqkZVx8rdoH1YBRlQwSjVp9yrolGoMqC3s8q5jpEKKQlXLKvYEW5S8G577hsUWGFOOVeNK9wVRHKgVVK9PYfqWiq7JzSqjaVtKsyVVCqiUF5yqxEJQKrhVaJABFVMGKln4DPVEASHKyml6KqGgHK0CWVWgMjIBuKr1lX4qujlQQqt7FRCrwak4SrNpSCq/OVDiraVXHsqoVVWS4ZVnbJBC70YtWpQHKsol6zkoUG1YphQYC4eFB8DgF/m+oOGuWulN9lrUjuZX2uNHQYgs5xKNnLC5VCyrsoVgINgFxqrVkHR3xM5f9KhVV9nLnWUuKtyVtZaXJVnoL8lUnQNQfijY65leqqm0F+YIwKKWgg5gyKCRrlhsr05cMK9RJ+qqmUHCXLdVYvyxxVffiyBWdKqr/tqgiVRrqrpWX3SofqYMqycFKqrrLTUEvGVRqq1RViKqHgFeIKLZeuy2sFooAy2WPsvpBU2CgdxC7KPxXgYMexWf0WfZr7L5VXbyuEUSiCZCFugKW1XdqvBVaxKyhVrsqysXFqsuVWWqrHlEBLvFUHoOTaSjY/Oh08j3umY2P+oPlAkjFfNjyDn6sphpYP0zY55vyU1VsCt7VURyupVM7itHjtNOTEQeq/wV/IrIVUDsoZVT6q8YlYZKlsXOQoDVVeyypCY0LMOk0gqSpRi0RylqYQ8gFwXNeAZsS6fRJ6r1cX3MMw6b1vHtV16q/bFKStE5UwIh3ernCINVKiqMpa3IqVFxaqVQ5mUqfVevvctVsCrblVIOICFBPIpF5AUK2BHA7hL+S6k7aYpPKPMWRrz0hYuyrj+NwKFeV3kpGpZQysRV63TbJVM8rJ5erCx2FOvLdBV68uQ1ROqyLK0DLN0HFEpfVZWCqNe9qSi3ktIrlhei8nJQhyLoZFBr1xmGaqvSJLGrUBXhQu5vpeqx4VNIrJRls9Jk1et89T5qmqJZVWypgQUqq7JVkWU28VjKoE1WyqknFIOKgQWp/12RYdSyTVk/gOkVywtk1R8seTV/39oNWZqoeAZMihB5umq7VUkquySVtCxzV2mru2V5qv6VXuiwtV+gBO2RMACYAIPA4HSkWqiIC7QJi1buAa4ATAAeABCauEAbAS/mFU5gnP57iPPxREkH0RWpL88Ul/Osxfpcu6RA7jw7DiqqesYhq5/hv0KaZV5yJtkcojILVaSqWJVcaojidVqjKVtWrQflDqtp+Qhqw2VxBiBYkK8rq1XiUcrVpBL2pX/fz61e5qwcRuxSXQEzGO61dnK56xLrT+tVMKKZsbFwIbVBlKRtWY+OA1SsIkrVWqyLqArap8palKwA+HSqatVHCrq1YwZXbVY1Li4WHara1cdqjrV0tj6qBnavmpVVc4rVi2rbvFUsHu1ctyzK5xWqbtV27De1cdy35pGayFtV8KLCOeiFH7V4PKqrkj1Ku1RIoj2RH+SpLkjqua1X7YxJVPHSTtWH6Jm1fpqlrR0qrzOlbav+0CDqymVYOqyVXrvKR1UXolHV6mqWtGmKva1ZNqj2x2lyidUQyqiOe5KqK5J2q7kFU6slVbECkvFmOq07TY6pTlZlc8clI8rySUnarWQbDqhMVEcSudVQks8+azqua07Oqm5WPtNneRDqvd5J2qDMWM6qLlSocjbVsQjWdW6kPl1faq4gx0RzpdW3wtl1RZitXVvmr9CGa6sKlWTq1KhqODbSF66r4leYUi1VtXSTtUmYvN1fVKvLxVuqedVfaswJXbqtbVgB8tpVkMpO1WglcXVTGrZvmfavJ1eCQvK5jWr5JUeqvbZWZck7VnxAfdUyKuz6ZDy7nVdOrndXh4P51YzK91Rn3Lk9ml3wj1XCSpPVGSqU9Xo6pF1V9q/CaUeqrFWktLx1Rjq57VKai9KXB6vUlZBq4RRa/zfeWY6oHwa7q3yVO3zxOl1aq8pZXq91VR6qdKG16s4WVDq9TGher4lVofJb1WXq1SyCWl+9U7KqjCS3q/PVzwDG9UHSpFOaTq47Vw+rW0pj6oBVc7Y95lR2rIdX16st0TPqoeVNFj4pUrXNb1X7o7fVy8r9j5K6skkfXq2QBR+qFpUKUpL1SLqxfVkgDL9X7aoUpbnq63V+eqd1EP6vKlepc8PVd+qeulZ6rTVWzkj3Vder89XX/mX1RCqzOR3er99WL6t0Ab/q0PVM9Dq8Xr6pl1UAa8o0IBrR1V0ksd1XTqxfVXXT39WWssN1V1K+PVAeqxiTgRL1lerK1pVneqDdUAGp71a3q+jpWBri4VS6qN1ddq/A1nmDqDUpEtn2EPqwHVkXz8mlMGpjRULqqRleer8DX9EM4NZzqvfVsPy6tVBfOgNaQa2uxl2q6DUb6q+1QV8gQ1VVzJDW4GqU6SIasLpchrfmn+6pN1TMM3GgyBq4dVJKPm1eNq4RIIhqeLmqGtxaXoa+A12uqZDVCEOMNaG0sbVZhr8RGGGuOxVYalnpNhqtdV2GpkNTgQxw1RPTadVKGuH1avcjw1DvTWtVSGoQNXwa0bBfhrNXm6ivT1T4axb5Yhrq9XyqPUNWDC+LeBuDQjU1fPCNUE/EQ19KxtDUC6rANSka4p+mOrKb5JGr91awaqDeQa8Dvnt6tTVTAayCZk+q+DUZ3QyNcnqwHlhRq8t5ifJoeDUa7PVRyTsjWfSPy1V/ih8lsFjQd7yn393nEyyHenu8soAT6vD1R0a9WFbCLujUN7zmvn0a1epAxr695DGvG+S3q0Y13WjIrE9Gu8vtMa/nFsxqmwHzGpk5YZqyBlnBZB4FKViCKUQI0Mlmqq4OXellp+Wxwnpw88DsoFFoLYwbzAg25HRLEiVtqv7QeQawRV1tyBiVNEtZ5U3qzx+nUq49XcqLGgR8ahrVcjKyjXiGpdlTxqrfFnBYaEUMlndgRFlY41FqSvFU4aoPQZVfdYF2v5nTnqv05VeCi5JkANyaoUoqqMVXPSxlM+3jeMVCorxNedK4/V89K/jXdqJxNX4o5FFpRrD1UxGsVVeOqiE1R2tS8IwmoiAG18OE1qWrCz6lSNCZSXALi5kG8rwHn4uc9MD856hMFKxe7tQrnpX92JClhuKNMHf4tZJSHq0E1XdDaNX6GqPxY/i1DYoJKnZXq6vXAVkqvY1DWsu2mHGtbIeyatoUnJrIN5IMnfVbu48ZlW5LfCSOUpzWORSszRprKZuXAStY1RRqgTZ8zLGNXR6ofOa0Sj/FUvKY2WumuBNXSayrVkMrGTW/ws4LG6C/U1mbyOTWTKrg5dAQSHY9iDNzkFQruko5ShKIQr96r5iqqMZT00gSVVnDDCXUmpvicjy4yFp+rEYFZmrFlbmam4lYCqWAGcFjVGWGatN+hpqTjUVqvZVcAs5UYZpq2HmY5L9aImazFVPjDd1lIopzNcFCn1JNsrROUprM7NTii4LVJyqP9VvMuf1dZY6DZ0KKuzWxqrj6Rqa/XVn1LtTUw304LNOCys1VSiIzU3KrUVaFiw3Ucz8WlGqSIdxcmSfbFvTitMBT0oquUOSvNZnAKdlHbwNtIZhUwglvaj3SVumqL1bck27lLhr+qFjYry0Xeav01V6qAzUGaqDNWoizgsiiqVzXXdLXNaca7xleYJGzUc/OLeTv0n9Vq4hgmXNSt8NZTy0G5LZz9DUeiu7eY5COHlM8q8BWwWpg+WDynHVJWT8wWQmqhNRrWVk1d2V3b6wOONNXxAsx5MyrmNRomqzcUJki8E2JqUzUHxMHOS/KnOF5dL9DWtQs2VSVy/I1wtz9vEMWtBVX8q2k1n5qetVamvpVX1/SE1lHzktxBFPdvqNAEzKwFrjRmDcuBxXEZXfpeJ8REXovOZBAUMhblJLzgGXGKtNIXkiik1vaTCkWqvIjpaAaoxRaSK55WGWq+NRtKvC1akMDjW6mszeVJat8AMlrazUWauUhRbCorUfJrwnkMKNI1aBiYU1HmqAtW6vL6FiSS96B7fTUBWeas8Dh+g0VFxKqLdW/yqQtaFahRFrKL81WttLC1eKRUM1tlqqzX2Wsctdhqjc1voL1IWuWpe8O5ardUGf8MgRG0Gk1WjI/tJAVrANXgYPORYEagJJRyKvrDHg3CtUvKq/Viey9LW9ivChZjcdU1lsr1NVWWspfuLuIi1bXwV1E6PLzZXOqzOla+TWEVnzGOCUUy4IF7cSChk9Ut1eT90orVUBTtikiMo41QJatTV1OrxhljmopabNakN5JJqErXUMq9VYuapYJNlq+rVAWqctV3ivtiWJLv1Wf31txd7S3oEmLy9QhEkp+UdRq00hwdLbDUvmryxQkfKkl05qaVUKmq0sW0a/mphWDKSUskqHNZFalvleFryB56mohtZm8kgAP9AyLVVgvIhWXvL/5+SDgKU7AoruZ2qwMVDNLNIWtAqENR0C9G1BIqXqWY7MjwS1Jb8Bc19ibXRzOzKSRgBuB8e9BQB5bzq5b50jsFBoqQcFk2qKQcza1bVj79KbV5b2ptVzxa4F/1q0bXWcu6EYTamj+rNrSbWL7HJtbOUjm1Jh8JbUlmt2NYuam/5BxqobVVmphtZS/WS1voLq1V+Kv74Uja6ChLvK3wAfALxtVYKr/lzFrWwXx8retSHgvW1LgrpknC2sXPqzavbVa18pbVc2obgXTa1kFZtrI+XjbKacZba+U+1trztXY725tfba2m17zy/6Um2uRwWba1aJgtr4v7u2u8vp7a9IFdtqmN5S2vAZbeq0S1MNr5bX6lIiykra1dRZ1rs0Xw2rKkZKAzW1b8CNwXCIF1tfzahyVlErDbVZP0dNagKhm1v0qLbWi2pZtdXatm16P9o7XD7xptQByp21hdqwJWySqrtRvsSrZkdq4mUN2r50NzaoIZKoqkLUV2vMlaHawR+4drfd7d2tXqb3a721DtrWuXgmuDNSQAUM1CtqqlGp2rhtW1ShG1/d9i3nyQpSpajau4F3PRAoVBiupVXPS2/K8IL97UiiqZtbXakW1ndrhtXs2qbtRQ/WO14rLfeln2q5FQzS0e17R9x7WdLNrtTbasNwPtqY7V32oHtfPq5eJTfyRaVFkI/tVFvL+1Xtrp7UP2p2NT+a+2lMdQl1ZJ2qCKavayM1yUCmCW8ZMMGQVC/FVRUK/ZBztM5VSNk4egLmq+yVsWsEJYLQZZhYDqX74QOqjtXfa321e7SvlV/yvkxa17ZCp5DrJ7X84qgdf/a3yJG9K2LV/tNIdYDw5h1lDqe7XUOr/tf3aue1NFy4HUkAGXNcva67pMNr5OUoOoVQQgq8mlATKVaVWouwdTcAIrl3pzRsnwWpYtYA6pZJV7T1HUEOuyFXw66+1ddrDD5sOuEdchcw1l1VqrOFvuJ4dWNK+TehjrBvg32vrtYI6xu1ZjqpEX5mrYfg2omx1e0r37WX2qttfw6qe1zjq+7Wz2pgdfPa381JABI4XwOuTtWya5B165rK1XCJJ8hRvavvFLSLz5Eo2tUhQxEvy1E4rnjU4fwzNdZEzzVdYqltmlNPsdcf8yB1gTqZ7V+2u3ZRU8jJ1ZYrXbVE2t8dR7a/x1rDrSnXQOpm4QLSmK1GTqJhUFOrMSUU6sW1CJTTHXBOtxpXIq1kB8Dr/zWSOuZ3m18GJ1KtqPMH0dKLZevsw+Fd7zU4Wbfy0AZHfKZliMi0zUmgH0uWx0lZ1TAK3pXdOscdSY6pp17DqKnXKSqIyLjC9OBBjq6nUR2oadQ68vp15TqWnXuOsWIRSQrZ1hormRWKX12dcY6mg+Nzqu0UHWrLNSQAcSFkTqkHVhkDItRZ0xdVy2q5nVRfI5ZSKMcplJzqX2Vdas0daYSwUVYfLK3kwuoByd4664+bzrv7VBOs5tUI6/p1qILbLnQus61Si60GVyXT0XUlOt/tS46nF1T7DGKQ/xMlITuXPqVJLqqHVkusxdV865xVMN9bLRdtOstFuAUb6G4BJkQoXzTfhy6rl1T2VJnUQoJdum/fatVk7SIiUupMKoFpywpprOLUzlH2rZRT/EuFBKZzBhXyup8dUIaPTBXdUrYAYutYsX/a/3hjtqV2XtWuVdbPiolVdjrSQI12vVddq67TRjdq9XWP2r45U8DPYZbOKBZWauvNdf3fS11YWjrXUjryG+dm0/ESKUzvxCRWOddRq6s117zrdL5WupaMcMa3G5DxrecUntIDdSLai11JTqPNEeupISeG0kwoDrq5XVEGplyTG6vx1cbqqHUJurDdSI6hO59tLrLSYO3o+BZaFw+QRTWfZFurhta0i/mFtmqnlUBwJdSbLvWuBvSTx/okmqj+do6zNxuHKGNWqurRdUG62N1rrqvbVPEBMPoO6jEZimq2LXNus0tSa68B16rq+3VauoHdUboId187rfQngGsNRQw6rt16bq5CmZuvqddm6uJlw7qsd7DuvDdSRy8TlYGrHd6wWM3dZc67d1q9Td3UvXxxIs3ayQl3DqANXRut7dVm6/t16QKr3UzXxvdW8M7NpR7r2NXF2u7da86p91W7qX3UCOtzdc8Yg91f8qz1Wywt/deu6oW1AHrz3VAeoCdSB6iDRYHq2LW2tIDhX+6pjeZ7qJ7VBurddYh6rDRyHrA7VqYO4dWh66D1YdrYPVYeovdY063D1NrqQnWiOsgZUW6yj5/Lqxvq7QM5dWN9Gy0grr07VkgtahfaksV1eJ9RPEZ/yldbzAnGeqbqVXUkevvQbB0ok19OK03UOyqmsZh6z+1FHqHXlvusIPh+6/D1z5qZ3EkOvQueh601107rn3WzutfdYu6vd1i7qghnpSssdXaoyrlUbqnXVkerk9fB6/nFinrDdDKeveeb8a4XV0bjPHUaetE9Wq6/u+M7q9nU0H1s9fu6211f8qrVWyupE9dJ6s6xsnqp3XWeoU9fp6691JxAjPWvGpkOcICYT1xrqB5Vj2ss9WF63T1O7rIvXvuui9fm6pN5rLqGfwZQtBppug4h4w09ZHW+grTAWxw51JxdyePVCQJcgKh/H6VuwzGcWjuoI9bdgpD+NfzOhlvvPSUNTa/bevkTjPWKGtsSXB/Vr1XOz2vVgGE69QLoOO1pZrWQFFuuPlQV63aBB4BKNTqt0rdSV6s0lSDzyvW2nytJV6i20pEFA7SVjooG9XsypL1Z1KjrmrMvq9dha5IlHXq/7VdeuQuY56ng1U+KR8UVDKG9TtvM71o3rsvV2Qom9XuAacF5cAeuUWnMbpHvcBb1sTq6zUoPwYBXlC9B+Ini8XFdKLTgFqg4Xx05LdvWLyrE9dvYstBL5zG7kZxPJebfa+71jdrzvX4KJydd04so4DdylYAWWv2dSj6wfen7rdslw+sYtf3czjV42TTvWo+se9d1Eza1F9im0F93MDibj6j51w3qHvX/EBU9SZ67pxxPrDzlqvJINbgoin1BPqvXW7ZKx9biaoy1fES+fXY7zR9bi6hepiaq/FHUPLJ9VHIsX1I+9n3FT8v0Neagz1FszLGfUhuuZ9ZT61n1N5LYfVRqr5VWOijX1/18FfU472PkQSMlX1dPrR0Us8KN9bbarX1/PrdfVE+v19RgopB5Nvrtt6Y7xZ9coMrw1xTjLfWQJJd9XL63FRJvqJfWAyp0hdL6yBJYDz/fU2KMD9VT6uS5vNqs1VC+owUeH6+81MFSo/U6+pihXr6qE55DD0ikR+pLkSn6khJVBzVPW3OPj9RCY6ViIvqO0m5+sJ9VL67NVkPrufXpKsj9Xb68X10fqdBmxeqV6ar66v1pfryfX1+sV9eZyx31Gfq3zU5kuz9aAo8v1mwz7nUzZKL9Yy5dv18vrO/Wm+rT9T36vU5Nj9XfUE+pG9an6wWR4Or2fWF+rrwFgSlJl9jLQbXdgKH9Q76yv1nPrl6UL+ob9XHvD31zAyEdUh+p99Uf6gf1vPqp/VB+q5xen6uf1GMLj/V7+qV9TjazbprfrcqU1+qa1R36/H1J/qk3WP+sKmTjCl/1d/rG/VWJOb9R/6q/1R+KQA1/+q79ZL6y/1h/qUYUwBvd9dr6khJN+qHlGf+vDpcgG0/1qAaK/UIBqd9eCQjYlN/rWFGv+vwURAGqspmAa3aXYBsltdP67v1B/qCA0fXW/9fKa2/1sAbaA2BcJbFZf6sf1rBQJ/UB+tADcv67jVtHrcvWRwu65R2LMsgFHyiLW5V2tisyrH71QrrWGVYUNytTkfTHJR3j0XmFKGSPgxYlt1M3Ll3V4bNMMUGvSEFTBrSA2uIu42U16/IxHZqP1UG2s09W1K5H1KAb7fXIXJsRWv6vJhOgaT0mggv0DXwGgV5sfrCz5jzOJec4G6I1JAbXA14Bpg1Y4Gz1JOLyXA2sBvv9TXq9wNshDTA1BBpXoRYGwWVwbCDA25IoiDYnMmeg5e8vEWxBtnNarghINWRqe6lRBsTesbAkIN1gb//VLuqSDT2Gcve81qfA25KKyDeEGnINHCr+0nlBtWtXpqhmhVQa6VXx2rVXkW6xRVX4APvV+ys39CDpDcADAA2PVw2o8hWVI6+VxdyXLVscs20P5CgWBO4KZuVJBsMeWLcrf1P2zg9kxSviDX4Gge15AaoFFoJIJuXd6woNcAbg/WoCrihVVzWfFb9qQtVFBqX9TD0mMFSmrarVkKuO9RTa1YN+/qV2UHBowcdsGnANNgbnbFKmuMDagkq4NUiq/uWdWrewc0GidJvnTHg0WKp+DVnKn6h/wbWjVRJM2DcCGmp1P1qWA07BrYDU+wrQNKfSDg0AwJuDeLau4NSvq0DV4JLQSaiGkENW8q4Q0vBqKDQL6yXpKIa5aEwhsatcb6jENdAaDXW1Wpz5ccG4c1bvrCQ27BvOicbagv1nOCDg3mMrRDb06qkN36LNNWlWrkFVkKrkNjRTwQ0PkIHeIq6vSFogqOvmkms19aEGsAND/rTIW1WpdtZ061xp+IbfA2yhv4DTeq8b1fX8i3XiQpEDfOoz2VfhS0356AF8ToI3GQNHHr5aVlKon+WfvWlFbgwehXrP0OenRCmMVJdqIrkfBo8db3YfSF0PrvhUihtXFbgqjjB+wKkvVehp5DXsGti1N+QD7WY2oDDScG70N8XC/RVsWqE9Rja3a1kYagw3yhtxuaGG8+1BQamQ0IhuTDb6Gt8x+NqEw0MhsX9Wf6tn1vXrvPHuhpOFcF6yeVtfqc/VJhr7VdKK10NpES/Q34RIqDaCoqMNEWyJFWlhsioYjSpsNYIbqw2HKPZRQ2GyI+nYaGg0+asyDT2Ghk1oTrC3UH/lmBSQI9N5vXKlfEr0lulgMGxb1cVKBlHces7VejCix+GqKK+igUulNSDyhH1WTrUwFe+qgMTa8zD5zwziA2VBtHDRCG415uLKTw0wjLPDc2Gi8NNDi7+UwauPDVKXHgNdfr1Q1uBvvxdeG18N1Ab77WZhsj8TBcjAlL4a/XW/hrODcUGr8N6oijXVMBqr1WqG+ENYQbb6HMwKJhWgwqL+ATLQI2FhoWNRry78NG3KPzVrWrmwS2G3axnArlTXARou5ThGxoNfwaHw0+hoV5Sa8hAZaEbcA0YNJQFURG5CNdZzpuW0RteDfAGqiNWEbHuV3hu7DR+GmAZ0Py2Q0ZUJfDb9y0iNw4a+gH4RuitXWG4p+JrzhI3Y4ssDU463iN9EaSg1CRpvOUn686p4kbiFUcRsgjST6hn13Eamg0URrEYaFCoCNTEaufVvhqrDQpG+4NmkaopHT3NMjYP6/SNHJilI3GRrKJMry4GpFIbbfXmRpn9Xgy78NVdzdI3kRvcjYLItfVAkaHz5CRsf/qxGokNFkb9DXSvIN9db6nyNeEa7I0ZbOteY5GhUloUbmQ0mWqvDVpG331AUwbI0EhpoDfBGrvVDkbqWmgPO12FlG2CNGYbco11GswjelGwyq0EaO9XZRr/DWVG+c1Ilq2g1AEsHge960QNMQA82ZROqFcluARcNv3qScWTkIthbW6oapC2zfUWAQGSPjdM5EZlwz9w2cHOLDXFoqcpz8jko3/ht7DRxU0mp6sLz5ELRvqjTPQxGpc0blIXrRrlDYhSsCpK0ax1jORvJqdKGykNfkbpPklBu2jWkG2SNcQaRw3nRsRDSUGw6N0OLdo0ahuyDRxUuaNXqSXo0w9J69S1a/vRT0bPo0xRvLoepG1zVI/q6gFzRq2BV9Gkd1oMaVKnRsPQyd4G1SNlJTgY3M6pg1XNGuoFkMbiQ0YEqejWjGwGN7TCkY2AHx+jU564zRc0b2Bk4xpWDfdGqDV7/rGNlPRpJjQjGxVJeMbh5WExtusdjU0i5Z5qKqX5htODehGo51MGrqY2nhtpjaL6uKNEkbAo1KULmjXhckSN38qgY0CxpYYe265zR6dSyP7oxuQGegGomNzMbAvXlUpV5adGtyNcEa9o0IRqfNfYGjKhT0bXPXb+uWDXdGzWNr0aduUY+sOscrG9AZxUbzw3kxp25Y9G2WNeZy+Y1l+sljWVoxWNTMaC6lRfzLOaTG42NpUatY3uqLodcqap6NJEabo0ZBrEjS7GpgxW0bLY1vcu9jWHG22NhyjCI2SRqjYXtIqbl8ej5Y3gKIYjYnGqYBU5SZI2GxrkjXj6k2NJCT+I26xvm2enUnONWlrXI2MhpyjX7Gyl5l0bLY1I8pjjbv68ONNGrpY3VaNLjSpGsWNhCqJY1xxuRUYZGlGNdcaWUUdxolVV3GguN4Eblo1txpl5WrGwMN3cbaVGwiuVNdnGxc5acbBZHdipmjX9G0uNC8aG41WBt9jabGloNWoamo3AEqriVA42cNab9tXY9RtkDXnczoFbHCwcWU0p5canCoJl9xqN1UkII9KRhipENpfTPgENMuaNe+GkeNRYbfo1PyLfjTTCu7+XYa9I3TxtrsY9Ko0FkIL343phqrjdvG91RFIzUBV7Av/jVb/QBNvkav43vPMERT/GtBRWwKIE1IJtijcAmmeh5vrM42kf0wTQgm/QF2Cbh41bxph6XYGleNT8ivUlYJqHDeLG3GNTcaOiE0+tsSTQm4hNZ5rJ3W3RtjjSgm59xaOKrvXu+PUhbQm9INvwacE3cJudsQB8ghNE8SAoV6AvYTRGG9mN9MaeL5GBqFjdrfZSFgia3PWJhtwTb1q2YNKia2E15hp39ZvGqBNFCaW40xYMqeS4kD+NZkbRE27ePc+WnqhlBJibbWVCJtBDUAmixNEcTgrVsWsY5aom8sNLSrKw22Ro0TRO49YN0bi3E06JrMTd4mpxNftiqrVUJrOeZxy9xN55rHZXCJrITQYmjEZ1MqlE1Hv3Q5YEmyBNdUbq42cqOzaV089+FMTK6E2dxoYTT4m+KNMqTznkmArSTWBGjGN4HqTWlRJo4TaHGxuNhSbBY3FxsRgXwMChBQSbao3lJp2kf2qmVJ0+RyP5hMryTUPGgpNISbUo1dJpXgdIm3RNRsauE3kJt2VdDGgwlvFrGphjJrzjUz6+pNGkauHWzJtKTaQmgZNkyaMHlGJolcVSanJNCwaak2xJo2TfEmipNXDqJPUkIIATX0mjnFcSb0k3QJsvDTKkn5Veyb5k2cJrqTYMmpaN9ybRVWpJvWTWTG15NeUbdaURwOqTbImvRN8kafk13Jv2Vf8mz5NlyavPUyhpBTaKG5dlf8qzPWmJrKTZzGmP17KK30VrJshTcG6s6NMKaXOHF8vhTY/KuZNrSaSo3HJs/OdMmj/h+Kb0U32JtVDTbG7FN0Ya/E2g+O1VQCmz0N6iaaU09cKxDd2ohlNEKbKU08+qJTTcmvdpjXqkk3CYIC9QSmpFNdEbwo0SJtH+c6q85NiCaMU1uuvqTfmCot1oyrmvgWWgawL6q+LV8jlhESV23hNUNaxE1SNjH6XceqqBZO0iiFq6rKMAVss6PsA0oE1onrLzWOCpitbuy8gZ3Qrng3EpuQuXMK8JNy8TtoWFZKFDcn6xhN70CXhUhWttTXkbKUNU8aWU3LpLpTY9Sv1NyWSHU28ppgGQi6m1NPEj8HWvrwjTe0moq5swbtoVcPw9TWpGr1NTYjzY2c4LTietkhNNyKbXEV7KpXZTmm/bJ5Ib1Y2VxsjTRg0jgNvqbY03ZmsHNXiG7lN1KbNk0cOrdjejSv1NQqq002IxozTd3i5NNbab7ZWLBvT2c8m/RNFabfIn4JoFTd48ttNJJT6Q1ApvzjU2m5C5ViaFLk2JrbTTE4jtNdMau01DkJ3ZTWmwHR/6LS02BptnTXWk2tZMabbFWA6K6KfWmrxNbSb8031DICNS6m7hJOabHklnbNKabUmodNiab902kpo81W2m755yoa4rlnpp5Tc+m3bxGarxU1byLbTTg0ndNzKa903SYrZTZ0EnNNqaiV038xqWTa5qntNm6b7nF5ptFTc+41IVAGa/5F+ppeochmtiNEcSy7WHpsKmcC409NP/rJ/VwZtdQS2m2xJacTrckwZudjaRmoOZIabW02IZpSPthmsKNz7jo03oZtXZZXtBy58ia9NkIZqPTbgZLjNXabq8xbQswzX40z9NZ1ziM28BtozSyfQtN1aa+M1G2Oozb/6oNNv7iq034ZtryRs05jNKUb57HbJuzTZhmtPp96bmGmHJu+TWBmiOJbfLr033BMozXS4kDNciau01JBoq/uEg+1NCmaSM1KZoUwcwmkbpQHK7uiEisczZJm5zNRVKIo3uZqO4AJmqTN3BD6M3FdP8zczQQLNPmaRYG8Jq+5eSS/zNPpyvM2fxuMzX7YuFNfmbM4FTxPKhRpmxaNwzjKY2efPczbmmhLN5iaks19qrQzWOmkABeWaS01iZthDT+mi9NUGrX02RKDyzVSqyrNFcaCw0oZupDQryvLNGcqrM3TpsWTZFm1Uh5Ga3M1pZrNlYS6prNZaaWs04ZvBGSVmxpNpd88s2TpqJ2aNmjmNrWbXEVCCpLxXlm5dNRGbmA3VZsWzfUMt/l7WbBs1bpr4UZlmjaNIpjbM15ZoKKV1m8ZNLyais2IcJSzehmuzNh5qLU36ZpVDQ2m+8NQWbZCEnZr2zcWYgrNwSars3+xogzfN0vLNwGaRs27psdTc7Y3flqWaG4EGFIDTaBmkHNriKA7WlZohkR9mxhp52aFk3Qpp+zZS8kLNA2aIc0JHyWeetmmCNjaaYc1vSNxTeDmho1AhTqrGHZoyTUGoonNt2b3M1UZtxzTVGzbN42ajFFU5vhzcCIxHNQLT+02F7MfTcCmtHNtyjmc1TZqCfjTmsxpj2av00SZsSzQTm5LN72asc1x5JQ0eTm25Nooa8M3U5sRzaJm4XN4maNs345uHTaxmurNwiQac0HNLpzSCa89NW2b0LW7ZqlzerY2XNyoS6JXE5sKmXpmjnNvWyuc0zpvFzUMmz9liObLM1A5uhzRrmgZ13zqXvVwuN/fsqmhwAqqbWyF6AHVTSIiAgqZFroYn6ps6FXr4gCFTNiTU1csrlifdm3pVoAKYaXWpvQzcLEsLeSH8zc0wDOdTegm3ExjaT3U165v9Nerm39N9QyfU36GtTzdB82tgEWaec0ucNxFdLCxtJ4WaM82Vpr+zfuYxtJ8Wb882CWpezb1mgbJSQay80apIbzb5EmMNKebNwn5ZrbzbhG65NRebwRkyZtLzUPmirNKuaqs2F5pqzZH4lTNg+b+om1psMKVOmi7NT6aF80IRt7NVPmlfN68rK80O5oQjfZ8xmNzpih819pvXzSjmrFNVeaxGGjpv5zVL/IfNs2b+dnzZu4zd3ipvNhgSh81rZuRzYOm7nNh+aNOGwJt3zeRve9FB2avs0G5sZzQhGg9Ny+bAC3dkulJSAWhnNLGbouWHhqnMUPmu9NNubaxl25p6zdfm9NJiSa780QUKHzR+m2fNzWaFs1gFoLsRjmpAte+bVHF95tQzW/m2fx5BbpXmUFqkRd3mzcJSObXc3WZtezQpvSbNZmbA+FMFp4aQQW5/NgmaFc0s5oT4VAWsZ5ZObYC3z5sNzUkoi3NkBacj5NPIeofQW3bxNea+zVMFvZzRfm7/N9ub3c1/puoLTnm8gtmVD5C0mZsYLToWtApI+ayI0iJswLc9YgfNghbLanCFouaXoWv2xk+bpC0k5sWWfpU2wtSSil82WFokvjoWz/JYhaO81mFuUzdpm9UJOhbrc2qFvQLajm3/Np9jq8lMFpdzbwW4HNGhbgw3oZqnSenm7wtPEbO83vQK6WfoahIteYCXC0/ZIXqVOkprJSRbHE2+Fuv0VrmqdJ9eb8i3IJsKLWdi1zNv8ip0mt5q/zSEWq/NYRba7EWOs4Ld6gmot08Syi2mFsaLU44nLNDyjOQluZLqLYZmn2NXRbuylZpobQZyEmfNqBaH02DFomTcMWnZxxRaTWWr5qhzawWlIt2eycC118IWLfvmrItGnC3NXxFo2Lf+HA/NsRaJs1VFpIkZyEx/N2uy3c3j5sj8cnm9wtnITP80sFu6zaEWw4ti+bSC0nFr2LaU4jotY+at83+xuOLdayt4tZ2b7i0b5p/zU8W67NoxaRz6chJQLcEW6Ytl2bZi3PWJwVaJyzkJ+BbJi0GZocTeUWmEtv7jmi3Z5vcCW8WwHN0RaLi1fFs3sT0WolRnIToM3GFtEjdCW4EtZnDQS3iXw8CcwW3EtyxaKi1gGPmLYdYb1RRLSti2UvKZLVvYh1RohbSS30JqMzWiWoot6iSaS3sFIGLSiWzotFJb2S2Clr2LUxmj4tRybxS285o5LQy03QtMpa+S1ylpnoXCW9ItUpajC0ilqpTT4W/ktmTCfi0VRM1LdN4gEtl+aNY0MlsAPjtmjUtzJb9mnOFuVLUMW1UtxcqdIU0lq8LTyW/JNKpbLi1N+KkLTcWqUtQRa5s0xFo9LQCGnItUpaoi1Ilqezd+m8QtxBbPVUsupYAQqmtUZeoaxA2GhqqUZXbGwup8bzQ2u0vkDbxkinFe/T46FunKBEGoGwGpqwyvY3OhvAwXAa9wtpQb4fU4+q+TfaWgMt5UakzmeBsG7oSmiMt8BatuElBsCDeAMxstupaHS2LrINLWIY+st0caZU0lOrYLQTTDipbZaaI1VlpmLV2W3axqeqF01TsNyDWOWgctVDqhy06xpaLSYYic1VsaRU2Rlpocbty9DN2aQoQWoRvHLeSWmstW5b/C1x0LXLSBGg8tm+aJC1vJrrLXOWg2N0Sb9ZU6luSLb4W+VN2jz8vXyezTfjUK1MtmVq4nW6UORtf1Uir1gEL1wUbeqDILRCnb1DVqDUEJMoHVa5wsCtHZany16lpdDe4WmCFzfy2vUXlqBLUeWsE1ggaYy0H/joVR1y98tyN8SABMzzNDd+Wv71v5yVvXOX38ZbfStBlm3rSP5ZStu9d2a/TlWeaT822JP6FchWwb1qFb1C3oVrEYXgixCt4WaYK0blubLZqGmW1WFbSICK+J9lZug/aeRFaETVZWoMeSnC4pVogyILUV5tYwYeEYJlSTLP6XEbyw5SXm9jNWUrw15JEqR9WhW/EtD5CX41QKJGlTpW9itGBa0S0vlpErZR83e44laCfmSVu1TdJWiFBw3K5K3+tIfFXC/JStBRhcwF+pu3fIFalmlLxan5E3StMrfFatx5sGaVi3TjJ/iTNKoKtIqLCC3iRvzBUtyUUqXbSxnIuvkRcUlq7e4AAAvOG1swznum1TK85VmAvzBMwQAsEV5r16fK6uhBJ5bGsH9eo56Y141F17MaPLn9Zt7FbxWyqtL1K3pX1Fr6ZZyS5MA2YAlV4QAEgfu1W0cA44BJwCH33UANoARVeZZrtABThtjqNoAPJVMxK87n0HmzpQdeNb+x0Yqr5HeQ7JeBWg1lWhbIxWNsqQDS4S9JQXGj7vXpAtwQCf8yBA5/zgzXaAAItZv6CatyirSiXK/JmrUY88Fi81bN7UpUtViiMACq10mbCS17xK4iQXqkpF21bCtG7VriZftW7QxoSAjq2/mu0AOJa86tSvj6CUkVuurSg4lzkd1aknXMdMoNk9W+ittbK1q33BPerSgWiK1uAadq3u+r2rZAgA6tANbf6HHVpgAFKCmOooNayfnqEoztZDWn35iOMYa0FcvhrStWm4JN2aeK2NsojRKCSr6t/Wifq2r1L+rWkYvGtUQyCa2hmpJrS78smtZILwqLXot4yR/cfNBMgRJmXxb3uGgjW1lFq1aE1UONV9dVEa4Ktil9Wa2Z6PZrfzizmtdrhAa1wOu0ABWa/mtNL9wa0k4v7tuwy4HFYtbT0HSK24ZRvgQmAMtboq2wgrClehm6zhKFrPkQs1rAMJjW0/12NbQkC41qVgNrWvY12gBlzX61uZ3obWrvFOOskGX+LjT/oEuThVdKAba2wgHk8UGI1f1K5aQkHGAtKXC7W4+wbtaoU1WApxrf9W72t+Naga0wAAidQHWjxVfhLs0UaAuLPsnWyaFCNZOFUlTmjrYjvbeB/2r9DVrQuylcrWs/1adbMU1rX01ra6gH2ti5rtAD/moLrZ4y4a1KOStg6l1rYVTCg18CnCqOvzV1tW3tvAhQ1mJaebEhsoinCnWgXQLdbtXXt1twQJ3WkatMAA/nW91ux5Tqmoi+TxYSr6r7PUBXuWRat+JK6a2iXNLLWsW0TJWYKQrkOLQXrf8QJetXtqV62HVpzrTrWmAAJmq9Yxb1tnVTvW0I+orpRAG7mphQXvW7PFslEJ62x1tBuayGi+t4X8wfQnqP6krfWzDR6taHXmP1u5rZWQgmtbiqktwf1qDrcXW3l0XKrV7Rp/3prFIA72IwDb8TVgNoTrdiEs90BQDy5Ux1vi/qrWivRcDbkiUINuzrTzW3Ot+8bxq0wAEmrefK5++ELZRXUCS1hrSsAHJssNaZd4D4mWrb5W6aNM9aRHGyZJZjeBW9o+VDbztE0NuzKXQ2q2Aa9ahnUnVqJrWg2wWtz/yOG2iasCUpRfXhtltb7eYENthBZd6mLN1fjAsnpGs+ra7W76tWNbfq2Z1q5rfQ2pBtjDa+a0sNourVNWk3xBPEjHnaT1zpZZrYMFYg5DYB6Nv29TkWlGBVODrSGmNtTreY292tljbPa1Z1vkbc/W32tr9a9a0ONrBrao24gFvEESr6Yg0cQaGhTxtY7dBG3PVuatUxW41l1pa+bEb5KbrRjWkJt6da261WNq1rVE2rutr9b/a1xNtJrUXWskFOccU16xFOxVGz/Ws6eDbBQA62tPrU+isqty5DLLZkNqplhI264+UjaCw0e1qVgF7WyJtDDaX60PqrtdCo2uptz/zMYqdKMiRYgqPLe6DjoY7LNpoBdfADzsPjafUnRZusTVL/Pg6X28RXVBNsXrcU21utrjgxm0d/OQbT3WmptAtbZm3MIp9Iv6C71+6Dib6o0X17LFs2gHp86aBrl/cLVhUjWQ+1FDbBH5DNo5jSM22d11jbxm22NsmbZvW65tBtaEm1mwt8RMbA/8FQyEJQGHh1rfmEhN5tT6KMS05NoNCeQ0owJRza760nNuXrWU2jutFTb163ckqwjDM2y6tNiCp8ILNrKkeZJNn+w+FbH61L0ybYjW2t5U+TzdBk2PTKTi22BtFjaOa0EttXrUS2xRtMAADSXTNshbYHW6FtaQzJJwcLVNGYHs9BxfKZQ4EUWlRbaDcuHN4DaBT47KVAlQsTAZtKtazG1s1q5bRrWnltT9aJm3RNtDJUK21htsVK+yHz1rRySR+Nn+ZdbMbGApX1QPK2uFFjFa+E0UtK38Ri022tkjbNW1q1u1bfA23VtiDaGQEE1prJaS24VthdbyW3GjKDle4QwsCEoCw63AUpHNHa2vSJrTrB80KLlOUX48rat7rbqG2ettobd62mxtvrbc603AAONWS2pxtHSASw4m1vZ0WREa9FevjeTwFcrakjG2mvRkIyE5WA6MExOq25uteLaH60ZttBbVm2l+tFUBc22Btr7rV/Wxn+WjJFA28ZPWBMoCq2FVSkYt40AuowNo0KttUWb/K2AjMFDkA/DR1hTaCfX31qBbSYfXlt+rbKm3QwE7bca2kmlvbbnWqiuoEbbnS7Z2riDhGKTtrDId3m/ZIUp97M0lqxgbaFomRts5S5G0XNuzbfnWrtt29bHK3/1Lftr4C3S8s/yy23aW0trbmiE9tbxiWW1WWFSPq61a9tS7awm2jNoibQ+29ttVzat20sMsZ/rWpLl+wDZc6UC2xeba8Wf9tm69p224mLYCeOWUDtTbbl22oAr1bWC2g1tELbYO1MKsZ/j0+ZUF3O5R23KWtafMGCumMpgB0O3CJPeGdA07EsuHatW2hNu5beE2kFtUHbom1EdKNbY42thtDwy8MIlXxVZGz/CjtAyD6TCMdoWsd02wbhRJ4qb5onjY7R62jjtOrauO3lNrXbevWpalqDbn22f1tfbYz/L7cWJK0GHoOLrKvHoz4lCPwpO0l3j9SZFeKSx0lJFO2ptuU7V621TthLb1O38tp+pVp20jtAvK+yH74UIpfWYoztrbZTMU5knM7cHMvs1pcrPJils1s7dI2tNtsjaW208dsqbXP0/jt8Tbbm1mwufPnViqX2bP8vO3AUuaxZ022t5rNLiG0/+JGPKho00yDbaim3sdpKbWc2yDteoiCa1kwL1NXm2wTtLq8f9zhYrXgtw2inheu4CuWwMyk7Zg0y/pIxScS2rbzdbcE2krtpza7XDnNoq7bnWx2lbnaBO0mtvI7dEmG6t0wkxO0EBiaxdk4czt05bPm3Q8MbJgV2yIC4Xbhm3gduBbWp2ojtsXbqm3udv7rX2Q1e8DXbBFpidpLbKZi6yi7XbsC25dqLCXnKwFuRXbF214dq27Su2wjtbbbeO1PtoO7T22oje8SJCKUIYzS7bPNFz+0basu1wouRrYHw5kkibaKeULtqKDWB2zjtEHbuO3DdpfrcfS6rt2nb0G1kgokWjASxSiaXa/O3Z4qGZIt27vNIXbosYbdsBbc92gjtPra8wWVdpI7eN27dtfq9fXzhYvpIAHI+IpUH50GFkASk7XCslPNHPZHgno1se7f12/FtjnbV227dvXrfQysbtCXbg229VJUiUgwk28TXaQmmc3nqBcPbKTtseqMW37mJtvF0CxHevXbjm089ubbXz217t5Pbc61gvOR7Z923Tt4HCn6xMcqArcpazZYGqCwGxSdvETe4W0psqraOG0ctpvbZF2u9t0XaEe3RNtcZcL22ptovaRrXe5i5fhzFNn+yvaUOW1wCt7T2WsEx21rtG1E9tO9fh2obtCjbRLXaAByZfr2qntcHaae3eYHrVf1UmjMudLzSm2lIIZBXAKTt3eaJ+zP+OgBX82tXtuLaNe1R9vK7TH2tVexNaYAB2YIT7SL2/NtITT7qrpgPy7aDi/SMatKFOrXAHM7W80jlpHRKOTgR9uZ9WX2+HtFfaGgBV9tOZbX2z3t9favqpX0vJWqA01vtoRKC2yd9vpaZkS3vtDvaYe0qdrh7Tt2t7tlTaK4CbtsT7WR2mnt2iEm+1UrX97bq+Oftek5c+3X5M3iE+fZftyba+u1KdtK7YN28vtfLbY+3V9o+7bv2jztjP8v2RGPPvAeg4yGK1VjgKX0knM7YgW/cxm61HC3MsT7NH3229tCJT722u9q37TB2t/th3azSn43hgJUZivXxQ25qO3uYsqhOZ29FtjrbnTEc9umUY2jCAdTvaoB0u9qH7cw2r1AO/a6+21doEmWHWLzBmPbQcWytjeAbj24HtizKQ+2HGLE/tMogfchA77O3ptq17WT2gmBBNbVqXxdvH7VQO0xNNzK5iV6+NQBv8QDVFrcpc+3H5pwHX6YvK2kcCPjJcDvv7a6gaPtT/bK+261tOrVX2g3tP5aVyF0dJOdaDik90P99KRqyDshKbP2ji1uw0VB0DdrUHY/25ztz/bFYAUDuEHRN2mntJ/a8oU4y397UVbDP+hA9nwC59p2bTOW1gprcr2y0r9qe7bD27btTnaBe38tskkE4Om5tXvaiL7s/249Qbg+IpljYM/6+Sw6bUI26D0LcqdGyeIJrKgzSrnt0PbQh1r9vCHfz2zft69bFWVj9tiHRP2q2ILJDWqUaQH9QUYOzMcGf90Ibtdpy7SI2xkxh1VFd7wxtdbYM2lNtEXbuB1Rdt4HZm2nXtL9bXWUe9sqHSIO9Y0s/y/FWPNr18Ub9OjtVHare3d5tjKZRVawdvPb1+0RDtKHVEO/bt8A6vu1vZtADCVfIpZBCCreqbHPyrZqQc/tHFSQTAyutM7qsOzXt6w6Sh3DDuibUOyiodULbEu1QEpOMliSxkmmQDXVlO4tVJlgOzDtQRifVnHWO6HRq22/tdnbVB3QDtIHWY6XWtcA7KB0uDuAWU2su3Fnw6jEU/7J+HfNpP4daSKn9n3WJCHaX2knt6g77B2aDpgANBy54dIrbXh0XgMQOYiOkROXw7l5mojutrcwOsrR/w6VNEMTSxHTf29Xtd/abB0Qjo0HcP2v2tY1aoR0o9tFbWSOjJtDXaWmZfDq6DKZi2+CC/awKkT1NGKjcOgftG/aHh2VNpkdWMOl4dcQ6+yFkFRFrSqi4eCXw67axvALNJOcOyUd8LRFSXDkpZHSX2tkdaw7ih3a9v4HbnWpzlxI6g20T9rnWbEU4o07CLu1mYmqVCHqO2eVk3K/FFUARlHbiOuwdkQ7n+3uoBiHcqOift1v51QWZlsQVFL22TcigaaAUNUltbXSOl3xoPbG5nLavCQZkW40dnLb+h3O9sGHa22+Ud69a/wCBjpJHSqOxn+DLaP22thCl7Ssee6twQL/ziZICk7VmSF7l63KaY3AjsbbTiOsIdL3a+B32wIJrelym0d3bbDe3ALI/8FS2yNeOI1Sx3KFlc4aRqot45naCY3yDt7SZKYwx52I7TR23DvNHa2OqNB7Y7th2wjup7Xps/yMXL8Zh1DVNQNl+2vuJrza4x1WSITHeQYnzQfoi9zkzjrBHeyOkgdnI7mG3fgDzHbaOqgdUEZEO0n80yAalGBLhQSq0O37jq6oYjUpacCYKqO0PdoKHU2OoodLY6hh2WjpfrTDAW8dXY6fy2PQivpacWc0ZFck1aVO5kZbbLWuOVSZzPJrJrLsTUX2nodoI6+h3gjsvHfiOrkdMAAXwDgTpfbZBOk1ZRbK5FzPjuVWaxghltbo6MCVNzJdAey21Mdjvb0x3EDszHTF29etcMrOx3ETr+9f8VTnxi6qz+LPjte1X5giLgNE6Ag1WonaaS8Yb0dzY7Se3ATrbHbnW9KFnE6dO2QTruJI02rFxReVYJ1nCSqvtuOxCdttbq0HXdraHSYY+yMamaU15njuwnReO1idMA72J0g1r5HaSOw/Fjbc6fm/wmfHYKwKq+L47tJ1/NsJsa9Wn3RdmhVW3I+MYnav2hztdw6LR2yTpfrUtAIidik7uJ1eTuzpSBbCMdz0U1m2osrvMrIOw8d5szxWCc/L/HQC2yPtPo7B+1Xjt5HXDChSdqPbn/k8STp+R6WTIBf+iPukUTj8HTJ2zyx0N5d7HxaEknYBO6SdWY6QJ3RNrEQKFOvKd6ZbkE4idq22Y9C0gFZN99CSADp7qQWWs/2qU7eh2bdqknXiOv0dBI6DYW5Tv5HbZO8OZ2VbkMzPjqdmdjk3pQIk7lTUBlypvo5oWqd/k75x0yTsXHXJO1/tK46k+1VWItmcGqkt85ozlZl+YPZpIF2uqt/ej+NmAtPySQ2O4rts47ZR0bDuzHfy2uuFU06bJ2hYtJWfMSyw0xU71x37qO1NIF2qktxlCbLEJHw11KCSxlA8ei5r6QzrvAPi24wgB1bjCCQjrOrXnWyntB069+2yEPanTuay0l2Za9BI/32yZLn2rXNAML8inSEjPNfkOtKd/faMp1yjsanZU2/+FSo78x319vQtr/W7GdQ1Sop0VtsoOATO/qd0rjIQEkzqGnVhOkaddU6xp2bDuf7bjAFqd006vp3KBp9+aopP6d2MZS7lYQjMHSOWhyd6JTlSm+TsKHVtOoCdDU6gp3RNq7gKLOz6dNuLlJ3LNslnS8IzHJGk6i0W/Sj8HawOtgxhk6tFGxMU2nTwOgKdC46On4E1sCRR9OgsdHgb71l5osKZM+O/OZRaL12rlTq/HZ+sjBRQapbZ0DDvtnTtOx2dudaqkUuzoZnU3Mj2dYRsvZ2eVgK5QUHP2dI5aA52QJKDnSZO/mdas76p1sTv5bcsiqOd9479Z109qNndmWk2dk6KzZ0fjpGURbOvihnPNS0VZyWDnRmO0OdGs7dp0v1pOADrO12dVViJZ0qoqlnQQguGMss74ITyzrAqTTGK2ASs6XqVkzuGncT20advo6hZ0EjuJRfnOuEd7Ba9BxX0rLAlBvAhB76Fa35yMlz7Zw6nctUmET349Dl5nayO88dZo71Z05zuFnTCO5wdq472C1ozLIna9QCMdQMyqJ2clhWndvO4LZ9E7wvEZzonnQLOqedr07hZ2ozvPnYdO9gt+lTnumRRXNGTvO7HJSX4JR1JnPE2MPOpuxMuaVZ0ATqznYLOr+dBI600VzzovncSaETtSX5gF3LTOxyWJmR+dZZbqlm3IJazPXOlidjc6T51ILu0HTV2+edaC7nukYLsyAYcOzGx6GZcF1KtpK2V2kKm+hC6353pTsnnZlOvCdzDa3gBtzoZnY3o6hd57JaF1YLvoXTguiudqxabu3CxtK2R7YthdsC6np2UzpendTO9etYGKhB3jDsoXYcOrFx5CyCEFdTPDVSk4XPt3BrDG1h6K62asgphZci7D51zjuPnRZO/ltdGKUF1/ztyQlCg4ny5oydF2Y2O9JPouoAdqhjdjkSqMpLEQuxopHI7uF28jvPgHwu+8d1Szg1UvjO0XWNMi6dUqF9F0VTrBjQ1shU5vkkfF0wVL8XeNO/CdAWLbF3ozvYLXJ0KFBIh5aF0JBVDgZy8fRd107AZkHDhuvsZyRJd51Tkl3TztSXftO3+dGS7UsY9INNVavOxed8KC6HSBdpiXVnGy2NUVpyl2UlMqXYgu1JdZ861F2oLoEXVi4wPUwi7upqLVo2+IF2wmd+C6Ej5cmm6XYqk3pdSi7rF0/zsGXXYunsi2dLHcV79KJrotWsT4WA73F3/QqNGoVMx/O8y6+ImLLs1nZU22cNqi6gx3BLoQtuFilU2wC7mtqSUvRUI+AcztRS7/oV6J1LRcAzE5dHaSzl3NzuibSMdIJd6i6uORGPOiJLuoiskLn9PVR9TvejVfyAYhF/Jvl3jZN+XeHOyZt3t8rl30zvvHZGSQilj8Fd1H55gK5QZ3VydNdb6a37LrEMXP7eLFHFKzF2mTqPndnOqxdz/bn5SArqGXcCuurFoK7wl0adwhXVpoDvt4i7z4nQrusTrCutrS8K6o5GIruAccg2yDAdK61l0G+RgJUTyvfpKkthx30op73Ln25ct+k7DrGrWI4HRnFfedJo7zF3PTvuHUsumldyVa6Z13jsoXYp3X+tTTJd1GBmjxnbv8BjtHK7AuLLRu0uZCA0zkqq60x04TvMnUjOqvtB5ARV11LuGXSqigzGYy6WDU3or6JIwuyRdWbDpF37Zqg3uwuimdnC6qZ3nLvXrULi9Jd7/byz45Lu36Z1BTIBkNcTB0N7lZ7e0ut2pD1D3hXJOj5XbiogVd+98hV0DLuuXZQu90iWJ9AIKJroDVi82tCs1Y6GR0kaPoqZBWbNdNijc10E7yFXSsuwtdqC7eaQlrtb3LFO8s+p06Xm1yTleVVk2pjttmLQNUR8ulevWukuRja71N7INrfrfZmChdba6412aKsAQmWuthgfDbupFKxk3nUSu+XR9FT4Ix2rqYnQ6ukhd1K6CR074ujXQgO8s+YS7x2WzOr36duMstlKVNwF0YEq9OaMrHddfk67Z3bTqbnUiu/5dTDbeR26Du4nTicwRdEM1MgFUnOwXd6KP1dCq7bJkNdFYXR2kMddoCiJ11WHynXco26yd7c6KXH8vBE7Qp2ghBxa6lp1sMHRHbZispdtyCNp0hrsgHb4u3CdKS7mG3KEuPXbsOilxTb4oUEi1kTXVK2zGxmlh2u1s9rLLe7snUhStJIN24KOg3TBfKddsTav119RqneAz2rFxupDUN1lLounUw6ejdaa7nqHHPk/mcGlVjdrCj2N0kwCnXcuO2pdMa6asXacmzpbCVc0ZgEyLp1PMno3RuulTRsEy75nJmmk3bko2TdEJqTq1TNoDbdxu861Wi7+N0PmUyAbzs8NVVUB6N0eTvnOTgspNVKm7DN2gqOM3VOugtdaK7KF07Yv43RRughBF2dPG1TDEw3Tmcw4KJ8zRhjubp+oZ5uxhtqJLSN3djsjOZAUlBxkFlzRme5jeAbpKftdTLa4UVvLrEMWpydAxBWrrsUYTpBHQfOildFi6qV1OrpOrSS29+t8G6GZ0abp9+TVpWzdp8zwUWyijlXU5uqAxmuzOzU6Qii3QzQmLdkzbBW3mbp2HQlui61TTb2oARjpRKm02rA0cq6dN1zjJY3ama8ldmc7n12WLoq3a/Ww1tA260Z1KbsQ3QZu9YFYBdbN0WYqEyZlupCdEbK2t1xaLU3al8yBAeG6iB0EbsdXVlO5Gd6CZXV0bbvx8lMOlVFyhZIEWXrp7XW6cuXmcq7q11njOHXQ2Wi7dzE6rt37ruW3UuS+LdkE60N2RIvpIFNfYzF5a7SNV0gGyQGOOwmd9FS8UH/br3XS+u0hd+E7vED3bpPXRWivkqlRLaOlJUoxxKESrvEUnb3g1llpfDWEBPIdlDbx50cLo/nVwuojdvI7sKWg7u4nfFS3xlyZVMgF/VykHV3C30gLQ7sqW/TtE/iyeQwpY86+Z3vzvgXZ/OrVdh66jgFM7r6jZ3sun53s69+k6lx1+RmkYDdivbtjmujPE8fwc+bdIu7Ft3lbpu3c6u0yluq6IJ3M7u3mYIuvxi7O7fp2AbupALeumDVw+yDsVtZW63W9g3rd/y6IqWorr1XagumXdKNj3pkO4vN3ZjYkYIyu6Jx14HLV3S0sro5mu6ad2i7rp3VUu4jdfHa1t2Kbux3dggoVkRN8T67s7vv4vCg+UKey7ULn+jWjVfExR9dqs7td0ILvF3RjuzTtLu7Dd3S7sTkpK2spK7O7ltLBbqxgO12161ZZaxu6VJJJZPbuubBju6Ll2udqL3VxO6XdbBlRAEudIdxW+pEwdohp2u3n1v9XSvs0vd8PqtS7Z7rgXbnusXdEa7+W0E0ql3V3ikHmj46y4KovLWKqh2s8siw7WKUrSJ1aX/WJvd5dCW92Rrqq7QbujvdC+7dO5cvw3gqi8v7tQSrLqybzsSnamI0llHvLIGy77sP+YRuiPdDO7Ru3t7rCnX1G7pCh/bGjCOIK/bqf2wxoNe6q53KvO/DUUYFUiT+6BAUv7r6XZHuhTdqy6Ml0bUyvpQ3rC/d5lE1aXXPhr3Tluvd5KryfK0o7rMnUDu3XdSjaal1wHo23YvulGxHKzT8Wr7tKnZ5Wczty8aQN2xCJLEfIclINOB7KV157pn3TSupHtR+7P90n7p75JFO5zQ1j9QmaS1ulsRSYGvd026AhGlFV3sRpOpg9ZW6WD1/Ltb3S2unzdF87pXmkHuOnYBS1LtH3TtNw17uO3TYy4imw/Sj2gQHuQBVAe/PdxG6he0f7tanR98pD22dKgdp/7qApT7uoNk5q6hG3THONefDTd/ePHsJ93yLrDXYou1g9h669e0cHtMPWxc4SmInbCF2n4qLJBJ267AoW68GUJSnk7fNOyQ9Gq7Ap0yHsjXe72kw9Ys6BSVchRE7WFM9GFER6fOXKhSu7SIe5V5mJMqb5fHJD3aGu2nd4a64j2z7vj7T4epI9SNiMj1YuJQPsiy92SwW7n3h49tYpcEeplBOS7oj0KLs1XZ4ejHdNfaKj26zqRsU4eikdJAo+D0BqkWrTQZRbtwB61BGa8pbpqPOqndwu7Q91T7vD3dAehndo/bej0IbtyKvvW8CUfB7v+3e0tklIt24GdY0idqaG4I9JHoevoB++6yj2wHtbXX/O0ViGx6vSaovO9ksfW4kgdh6B13YINszSMJI49TioTj3dgLOPTSu0aAWO6yN3cc3DYfMSpZswx65KXLEvRUO120zNtB7vJE/G2QPha29o97h7Oj2lHp+Pd5u13dVx6qRSiANFkn/u3A2BXL0UiLdq1zQULWudxbNPj2Pv2+PV4euQ9qJ74D15im73S0JKXtCB6TB1Fqlz7U+GiKNivsd5FbKqh7eTO/DdSS6DD1dHuI3YIO6PdRB7Y93MM18BY3dWk9/h7JXV7QXo3d9u5V57GiihmC7tmPSVuhbdIc60d0Hrox3VJCxI9fR7NfH2oyX3ScQIjV+1k6O2blik7Xzm4fdORqvtX2wWJPej/Uk9qp6rJ0WboxJch3dMB9XbrH7H01CJVScDQ9+lz4HJPnyMnOaeww+lp7eT1wbptPfhSgnU8H8GB1sCLnTk//O3MVu6/M0nGNGTV6emg+Pp6Gd3lDtWPfX2p1m0E7gz3uiNDPRyy8M9HK79j36yKjPZymordjY63D3FHo8PUiew9dow71T1rHsDPZfG1M9OJL0z1asszPUI27M9pX9LdHRnvhPUWexE9b66Ll2ZID+PQlu9kid/8OwgP/2MmPS23sdfu7DF3FdOnxV5IGM9ul84z23bqeHYmeqgdE5ki223eNxlI6etDunjbTUQRntuzS7o8Txr2rWz1h7pKPR2eyNdZ7L593CUod5JFO5c9IZ7Vz3OTreMBue9wtX9ztz1EcEnPRnW67d/i6Zz3knuL3Qvuu09KNjsDEhnpp1M5OxQarp6PKXYyRk8fqJR89pTbnz307tu3dRyuc9886xnYBHq02H/uuud2OTBkEWrrQTSruo4VMfFIj0hRVAvWV2xY9hh6Gd2KjvLPUmeo4qBw6DpkhntE5p42xbUV3bb92xCJUpWgu3c9Cx79z2CrsYbdaO6C9Ch6nT0e7oghI6e5b1Pu7kIRhHpLxezTZw9hOrCj2cnoqXdyeks9GO6Ax3HnvwpU69ETtQC6Bz26TE8bdX7fFdk9auOmaHrzkeOex5pwl7Lt1cnvAva/uyC99jb/T0jMsxPaaMtTOCF7+9ieNuFrn4O2zNHedkD6dMWwvQ/23C9PJ78L1cbsG3T+WzVOqm73mSOns9nRdO0C09G6MD23wuMvaAs9Qyrh71V0dHtiPQee2fdFhBuz1uXoEvdtiy+UqKrFb4DwU8bRXnUTdbp7JSWrIOXGvZe2wdjl7xL3EbpvHVJeoy9v57t1HWTS4vZlGnGVcmdFu3+XvxEQJehoB23T6L1KnqW3fgeqptKJ73z22npt5Biex1Ojp6kr2l3NE5uMetK9mUatFFq0yyvdOe51dhE6Cr3EAptTicOobl1fUH/7bdOpxTFqG89TC7u8UvOwE+RUIYa9Yl6Ir00ro4naxeq497F7My3dCpDPdxe4IFMy8B508dJqvWnmt4EpM75T1qrtK3TEeh2dTF7Jm3yTp2vfAe4i9TSKBx0IXvIvYVa0cdFq63T1zGMo1cyW+q9Dc7lT3A7ri1eNej75r17eMlyyijHTWez69sSLZPgjnt2baV/FSlzyLAb3ELuBvU1e23M0V6/vUTXFDHQpallUXa7Fb6w3vWbfDen69HlK/r0npMu+VpegHdOl68D0vnudXTlO569xB6X7RX0rpbVaSr0drGDKW0I3oCHSAAyd5W2J1r26XqWPbdu5qdYN683nSQkXPSQggP08ZK9CZP/xh9Dzu8TpP4qyTwhXtuvWFe+69ea7GG2TTsZvYKe8f28H8aB1WkpGtE//Nk49G79LnFkpIQdTJfm9tN6IL303sIPZce+A96gsb2XeSQ7hWLetWltu5n8DtduovZJIoUmb/9c9Tm3vRvXTek6t707Nb3/Hsl1nf/Xsdf+6W9Rq0unPO12iY9KwiBrTJrLX+kwCoXdCp6td0NXp13X7e1+td+Asb0k4sYatnSwge8VioEVGFwjvV6ydrtRp6oT2J8r06Utq64wSt7FT1A3savWne39wmd6F93ZGhE7dpciZlanEKL1n8na7c4apa9ihdCpkGrtRvYDu329lt6Tq0izpFvW0KoQCqm6F44dwvcAT5estoUnb3b2ZkugdIVMgYmPt7a71D3tfrdrO0e9u8Knb2mjI1ZATex8h0t6Lp1pYSwHRs67ydD1r+7003sHvXpe51dzs7A709nqbJYJ49GaHcLArTwoPivVHe429+t6TVWqDBXvanete9ByQG70YksGMBsu43d7ojBLldKJhUG7e429jNFi6UYkG/vdIeza9h6685233rcvXbe/etioVHb2xGk8bTBzJo9J7zs9S5XLI+LA+6fduV6Gd2tzs3vY2S8e9+9aQa5T3v9eotWuLUUK763mL3sNwcSVAh9OV74H0Y7tnnUg+7G9bhcGu0UHu0ZQXe0zFDDZj73y3vLvV/gsnJ7J7qd1FHr3PcWe1h9xG6ZUWkPoFJczewilQLMn710AVxXZwVOh9PHTT3nonvPvaJegW9eF7bt2OorkfR5grh9GJ7vL28PrvtT7O25qgXaNnXCPrTnd0xZh9jF61b3gtp5HcjOwy9E17Wc6iAMxamHemhWUgDc/x7HuNvc023WVqvbMJ1J3vmPSneuB9D17/l29osMfZr4mqifY7X4meyT/3ffnWKdMCicEjYPvreUgahoBgtp7H1SPoifRcu3hd0T6Fv4KPu23eY+kB97N6XlVqcS5vct20r+p7zMDVU3tR3aveq+9J1aVF38nptvcQerrp2/SEtR73sD7qW2maFNUsDt06Tq46fie2akJuaBvnaPp6XRte3J9ka6bF0cPqzvb/nUV19vNEn16dIbdXpCSU9J96272eIMSltk+9s9kz7Z92BLoKfdNW88uN7Lj5nJwpGGVROp+g1Y6Ga1LXqP7l4/F0B5E6xn0LLomfY4+yJ9Fx75D1/zpUcLJabOlimzk4VQPAEPXiIK7tmXzHfYyePCOXU+3A9l97Bb3Oroqxfs++OFkhoDh2cXrBdfk004dXkUIT1qXqOFc5Acfdgl7KHBbPvCvTs+mldC2KoX0R335uA124I9h8L4rLRYrspOo+451h/QBiERHvufacux59Ta7GG3mAH/vfhStF95cCdzXyYwCBWXSZJ9xM6cwSObvQ+Xh8wHR/pKQX3MHsIfdI+3kdQoBmX0Agri7DUOymtRLkY75wjTeAUbJV5dmXzHnW9qO1RFi+1W9DL7223GL3xfcIkVl9cT7JzVdbsPhVy+grlYsFzO0jCtuzRh85fG8DoNX1hzpxfQSOuSYkr6Jr2UjV8BVpMaVdOJLI77zXr2IP0+tydyE7lJWEvtWvYQaoJ9xW6br3V3rRvQ0+8F9wNbz3y6vrAKG+JXwFstJ6h3FMoVfbEi8LUyl6QG05wqIbaXeiUhqr6vA3yCoendz2ws9kj7tn1PPvXbcKu3V9opd4311DtpPS9ulddxLzU32d3sbPSAAoSVfb1bX2vrvtffhOljATr7HukH+QF0BP8hWtJN8OURBAo6FdkMXPtDrbRz3TSqn7jqC7qiVd7k7013p/vY0+gVtPL4Y33rNQNnYpE2ssA76fqq3QPporn2zN9aF7l4kvlRSmX1WVt96O7mG2hYC7fZsisAyfeKsXEFTIHff4XHqdS+Bsj01ivV9pEerQ5wr6pD2ivvbfae+uIA577lfkmyQNfe2FIdtjPzKVS4f3DVS0qSp9XNyWaVaGoIKZAU2l9Py76X2TruzbTeAH99bnLaCCb2v43bqqxn5rNVkr0MRSu7Si+/d9z76vF1OB2PfSqe099067mG2uPse6X++jZdQAoSb7Afu5fWM8zTU4H7ZbmEgNjIafPYj9y27UqDIfqXBVR+1B9KtVaP3nykwfSaNcztjb6aK1Qfrlwfg+2D9CK74P0wbuzbR+ulx9rl6SK3ucpGXV3uiC14slMH2/gmoPTWKzp9Ry7kCWSfv5XdJ+jjdsn6/T0Kfos1XR+u5dqsUfMFLknQHWHgvX4Vl6axVBsWBJVhqdj9TV6icRcft9BTx+2Od/ht+P0MqkTnb7OrM9swbWP1Px2c/WnetTAbn6DHm04U4baharzlf/Qh33xb176lgOsTdDwCEhqeIPuGjO+0J9c77wn0lvuJbVUK6rdFH6L30zXqaRZDuve9JvtuGVcQATWLh+msVLFMDm1DIr0/Tmugz9cm7ZP3W3tefRku/0EvP86sVuNsQ/n2VCy9Z6UmP3kPMJAS16hI+gTa3313XrtfVl+/ltn5wwv0QoM/beLexmILwD4EC1vo1cF3AYQ9aYLB1VarOQ7MF+te9eDBJv2VgrNrUWy08uPmCTJ70tqoVtWOmbZVz77i6P7IA8ht+hd9djBtv3U/MuvTAS1MCnX6La06joziid+xL9S68Bv19+qNHWI+uY9Ej6GL05PrG/c/2gLQt36q1X7toxPVBHEm+R0Y/BFForlnRauvD93CSvEEjzrS/X9+sJ9H77Af0OvtW3bl+kz9XeK4VjKAupRecRF4BIHahMmdCQ5ne2C3NEpaKJi2J3tDfbO+8N9877I30Ctv9bVj+9bdse6FDBArALuQT+r/5XDaCuW9CVJ/fTa8QZxJqrv30/ofQCD+gm+8DxwsU1voO/dE1ArlJvE/B1a5ohAbuGystP36Qn0o/oy/Wj+rV9BraO20xvqlVDK+4HF1fNiv1+N3o/eOgCiAdyBH33tgrf6Ac24pFw36Vb2jfvV/eu2jdtMb6i3n9VPLbSTfWX4E0LbSmFtt6/Xw8uMFehtk1mYn1q/Q2u+r9Jm6Gf1NfopPRtu0wWkCLx2Wh3tL+bM/etVEDT94SvLpE/YSAq/6cd6lLSC/r0fVX2vegIv6ub41Sxm/U0jBK9yvTG0QLfqMni8urM9oCaV2UIgsq4EeXNP9Tl7kZ0EBCz/SxDXP9EHYXf1VvojvWjOV5dswaiE1igNJcf7+8ddgf6/W1R7qZ/THusjdJ0M2v2qTr+WtH+2qRnjatJ3mdo+bRB+3SFeTb1mnGTqt/Qie7F96P6O32F7pafc1+sP9pD4HoXXvrkvVvajKEil6wF0crpyPXlgx8GVN9nGn5vv/HYW+/79xb7bf3Etrb3Zv+0P9LP6TAayXq06D5gkTV9C7j/1CNrl/SDDXu9l/78z2PTtCvSv+zV9CH7221xdqf/a1egGlGza871YuJZJh/+pZtmD7ltLmvqqvdZEkV1QI7AAMFvuAA22e1f99/7xv2H7sIvVQO6RSNJpFH13AGK/cise8V9KLC9B2yX0XU705+1gVLAHLV/qIfbX+9/dkAHj90Z2s5QADWIx5hx7NgUh/Bc/h3yRbtTvTAFQDEJuKkwBsV9LAGXn3P/uH/cn8dUdWiiVr2bAuN/b8+xmmS0BZf1O9M5qvEayBJnV6e/1Qbr7/dm23ulhAH553PIryhXg1F39eCIen0pxrTfcfa+H99wSob2gDoxlgsGqn99q7QX0RvvT/cDW9g9BgGL52+YKG5ah+qXtnfMl1zcMr5tCcAWQdHf7UP12AbyLUr+6n96X7af2ZfrwA0D+5O5Mb6yoSyAehGfVRUv5/w1uGXa/p9fQSu0S5737YUHMgg0Az+TcU1/zbxH0iXvGfbo+mv9Gf7jD1sAc4PRna+NYFrDtfFItt2RfAgQ39MIdAPjLfq2hWwioKVEQGnAMivpYfZ++8V93h6PANvPsFpCzwxdVkAYS2V2YCVgFROhVUmQGVL1e4sUTVc+yp5/8gxAN9Adr/QkeqoDvh7lflCuxvZZiO3ZFgTcI71K7gT/ZCGvhFLoCL9nL/pwA6ABmT97bbyj2DAZa/Xu3Gb9+/TJ2nCynLHUzYybAM/7E/0eauFpROjR3SywG1/2nvp6PTcBsP9dwGLD3NLp2pVeAZ4DLSzqOgz/ujvbdgjGlThaC6naAbY3boBq4DLl7mf3D/uGA/cBvLdvgH7m6TAZcXWB+0m9EyKInlkLLLsV0B3ddzgG6f2uAYFbdv2mN9QIHf61mroCVU8Bhb9SxdzX05AbL6dMohvFZwGi324AbAAwa2349Mb7BAbhYu5VW3Ej/5pr6ZoTmzshDXYiOQBw/sfgOxAYdfUeKvkD9o9fAXxNV8A5kiQD9Mu94Hhu3q0TbVax4BCIGZN1IgZ5A2+e9gDnHqAPhwtqxcSk2kSBLlJKANxTvg7K8u0/9DfTLOX5No6aRyB2/9XIHLgMGtr5PYP+gU9ZG7MlBLQH/fWMGESBmxVGm2rqutA6X+20DnfT1bkOgYvVU6B1H9vQHfgPivrVPesByo9Jb9jQP3AcgXfSBpPEC36Dzwz/tQAzO43Dl8maSQNPrujAw4+mUDHb7HB26vvUMqTzDy9nbwAlWp4Ve3aiyy6dHK7rANWcJSTXdO3RpUYHVf0xgeLA6e+6IdZYH8eRePxOnVWB/0DCkRgt3E+UWvcae9Dp5zzpS35gZz3YWBgH9nYG4wMGXux/dmi8sDb7xDV3uAn9A7QKRkDWg5vG0WrrkHeO+wrxzYG+9U6gaM3XqB9dtZZ6EwManqKvr2Bmb9KlFBwMveEZA7TWjIds/7mP2RKJ2eXlo5hJU4HJ90zgbv/dyB08DkgGoAPy0uTA+Fi01U5oH0wM4npsJH4O0MDML9cOU66LbA9EBtX9P4HiW2znoBA7Hu32GKkC8oXJvsnaSw2GodY7aB8QzAfTfSki+2t7hbKF6+usTvkeBjzdJ4HEIMtXsNA/LS/A8AUBF1Xajp0JUBgRN9aDK1R3VjstLQ7Wws1MDwE73XXu6A+++jsDCEHxv1EjpmfRoSzRAkprtsWdcil7YmpaG9OarjIqjgazfUe/CIl0H7uINFAd+/SUBh59ZQHmAMZ/qgvchBr0DEvhHfRYkr9IldAnTyGYGlq1+DqlPTsmiwln1rgbUfgZv/V+Bl0Dhn7220EXvPAwhu40GAj87cVzTXngf4DWL9zuC36SjvvDaQ79Ya+wHNpQMCQaB/SxenSDCW6d3A3dm87RgzeeBVEtcV2Ccj8HeG0xwlS+DTu1kQei3RRB8b9kl7hINLgdog9eB980V0CmIObgceZShe2DpsybuGZynpUg8r+tSDdL6NIPiAa0gwuB1EDEUHcoMPfo4ZgVBhBGNNbdR1ZntKgyoU281/fqbIPYAc5AxcBhyDBraOx3ZQc49fXsPsD176aF0FQpdFIpesRdDZ7IIOIwIeTSCvWfFjgHSQM9AaLAyFBh19UV6ywO7SyxJdxNVglPYQGe2Y2Ib5Jp+59pCSKw8FSamCg66B9dt+V6xoPy0uqkiPY+YlPODg4FUWV+fSBpM6Dl7SB/j5AZBStdB4aDt0GqIPVAc49YhYR9ZdWKRj3BwLz4t5BhdmoEBZB1a5uncgYqunl/UHlb0gAZt/VtBjt9Y177oM5QtdcteBqmtBUKSwjj/JlXVfqWQdOQGpCXLGrSgz1ujKDQP7tr3hQZ/LSDPQikv9bJJ6sEu+gxW26TGyc7L2ktST4zf0zZ+mf0GGv3ttqevTTBv71Q+kcDk7mr1PawS5aUhv7T9bBAd1pZrS6AtykHi+28QZG/W2+2MDtf7Qb2YwfeuTWZLExKDiUB08quwljTWoqECU7daXRGRPUQQO8mDDu7KYMOvpCnWWBiaD14GCObBEtmg6Xc0vYsg7swMSuOWg0lG2CDA96XAPlAeBrQzegWDRtaNM6vjoxlYOen654WhGQPJwT8Hc7BtTB7yq+01rQYLA+2BzaDN0HiW3C3rVg1MqoUaM37FI4BKtF8ND++lF1v5oYB+DveAzc/D5N3pz2i1IwbDfR7B8kDXsGBW0a3t9gxoSifUDcC0ck0bsppdpCdipF065W0WrrrrQ7Wz9ycmb5xmmweb3ebBjt9rkAs/1gCVJstkupboASqWSpQ7to3Vh2WQd5kG1MFSuQi3XLB4J9kQGVf1wQf4gwnB8b9Ad7q4NLge3wKaKvNFl562YHjwYlg3VNSwD96Cr03yQeEwXPBwqNANCe4N77r7g6e+jO9ZYHt4Nsvvq3fre/eDPzQJ4MYqtMJua+meD27iL4My+vV9e7Bi+9nsHNIPA1tpnZvBgGlFNbdf0VJR8wW8eS2tejU5IN7vvWrWamzDpUnqeu2LwYVg9b+pWDc4Ha/0j3uTg5uo7Ptuf6RGQtNsXapwq8SceEG56Xd5u5ZaDhHmDQf70GRZ/pDtqP+sqRXhFaW0v1RIQ1HoUd9896M8nfNr0osj+6qDcH7aoMrAYz/TfesBDczbKW2+ApUlrWBhi+P7bXEExft5/Zf00hoX29RY2YAev/QNB50DQ0HeYMGtsjnbghiltpE5U+3k0sFwhKAmsFNAKPsAma07vRwhwbhhbbfXUtKVWgzxB9aDfEH44P/QeJbYg+4RDzCLQRSwAee3dqZPe9ZTg6VFggtZGgjuyEZu7bV4lFfIAQzo+i29136SH1aIeNGVkS/8FTbIxO3+UzVpbk7dIdzx7FJyEZJ2Wo2/NgK1CG/W3sPucQ2bChDt/4KGFpidqsbvEh3pCo77u81sBNMIhkh7Ntsj6IkMIMInmq+vG5lRuk0u3f4o1RYjyQQDlnbc5SRwPzlBUh6DtBoGgYNzNtAvEBBzpDgsLXNLU0ohIqoBwjJus5OYMqEi6Q8R25x9Og7FwNo9psfO7SzGkYnaHT2fErhxG0u94Znp6n1H/fGmQ+u2qJ91SHM6Wf9u2xYkQNn+v/bzAPQLuPgBS+vs1IA7e71yXuvg8/u/hDysGM/35PoOQ/EOhCdyA7vma50pgnW8AlsEZCHYQWLQePIb3KvLR5eLgkOlAdCQ0L+5p9HoHWn2x7sn7eTiyHdpY7H4bSIc0vC0OiODj/iocWKIeDfQWelRDdkG1EM0IemfdkhsVtFhY7P4P3qsDqch6tl2OT+rDKvr9SWTOZFBhQ1dkPEtr2fa8huQNIay0cnujKOHdSO61tYPqOV0lAh7qYCO+q5y66eEPaXpCQ2C+ikDf3ws/3kjpqPWyhvfp3w7OUMOwBr3WYhqdhfKG4yHlrvuQ5Aex5DWCHnkMh/v/A+mWllDkqGQxnsofguPnSrlD9h7a91LXvEKkDgxCs9KHxv14vqZQykAwUdXmDPVYijsGDKZinKwae6Lh3vVKXwbZLK1DQP6mX26vuyjAHB02tQMLMckOTsldVogNiDX47nKlp5p77N6hgkdDCKCUNkjucMR7u4LZmOTDJ1+YKbwLIhjAlhc7nD1ozNVQ/oe9VDaMHmG3WBHFQzFOnO9Pcye50rwh1+Z2cKWDHFT45pkHI4Vbmh049t8HeR3KInFQ+sCKHdlNbozGY5NexKZi3OmNe784MLWMVGGYQzWkMaH8J1DAnFQ+su0V1QaGtl2Z+349WGhjldp8GEEMPaO9Mgoh6NDDaGvj1NoeRnZDscVDNoz/wWCZK2XdNB20pHGFFYCbzuhA/Nswhdw79ujKCoepvcKhoBDdUHtAAQaG3Q51OzRdmV7tF1pHpcXbkNfRd38H5tknbNWQaShtdDJJ6N0NV9qtQOOhrBdmi6Vja7qNG2eGqiIg+i7CZ2eLt/Qy2FEdDhaGYXx+oZcPUsh03oTi7wV1rIbbPIF2xsDnViYV3bIY1Vohh5tD376UMPJobgA8a3Whd/SysMNufEEfWBU6LZYeCW8ZEYc3Q0h+v1DOi6MZUNG13UZ1O+lFHJc/kOdYtPQwsw2qZDQDtPn/oYtPYBh+9DZH7P13zIfynRiu/8lXqHtF04rp7Q9xAXjDpQz5V2Loec0SauiIh5hCRMPenrEw4TWlBt8aHD8VgW3/fUQ0P/eq87bD16wayJIF2hVDYMalV29qJBQyXBmn9ZcGYgMFoebQ3J+uZDjUGwd2OLsLeSnVWzd727ox3evtZ7aih1LFv26JTpMYaAw4qmmddNW77x3trv/BSj5XzDA4HUFWkIc3nbhhmCZv26oIqFAflg7YhxWDJ77XMMNQaH/UNu5e9dHSaSpjbsKwUJk5qkcq7CZ0Np2aGaT6hzDUQGnMPwQbXg8/22G1fqHNdlNIrxFrtu0eDhVr/hpjjpSw+ri0+Zka82bhhYfEw3+B6iDrtLg3KowtbmOzu2FRZbKhVwQPu5eUSyb7ZMcHpwNxwdnAy5hzdDZm6oUNb/tj3Q8ba8DpTNzRmvRTxnbpbT39WzzwKncMJRMaCh9SD4KGKQPZWHFQza23bDsQE970EfkOw96QZTDolziLnVWOLbfRg7TDsZ7dMObtCz/SQeyG9nv4V90a01cQQVGVntvWGVhH0Ho+hWBcpbDn4GVsPfgcaw7GhqrdkWG8v1eAtP3Ui8xkEyB7w20NutnWIae2zNKrza+xDYcJrf1uzbDUgGez3k41Lrfkh8g9IOHUFXFIYtXdgOvcD7siocPlIe+w1Oe37DmP6UcNSYYmvejhzRVplEscPggcmqUQhUd9AKGxpH37smqfkh1nDT56rsMVwcuSP9hlI9HFyacRWHoyPda2go0fj7jXl5HqomSToyXDYF7pcPAIeJw3lhz0DPZ6ULLZ0trznce+o9ZN9KUPcobCTWfB0r+bx6JVF0oe1wzhe+xD6iHYu2a/ttQ9hAtNmTwCJzZm4aYKiMhzlIi3aIcN0HtgIWkUh2AFUHMsOxwZXg87hoP9ppJ/sPUAdxvT8Y/nQPT7uRFSmT9w3qkRbtIuHin5+okjgQ9hq9D9T7y4N64YMIHLh6BUWJKo/jIHpyIZ8S1+Ui3acgMDk2GvmYzInDD3I5cObGyxJXtqPg9MJ7PiXi0kqvffis8Ew18PiEXYZqg7rhu9DxOGekMbAe4yfcuuFDa9UrD15HpdSVAwPS8qz7jXkynrTzSiM2rDy8H6sOrwYcQy52gf9nOGPMPY3q1Pa1SoHDup61rLpAbBwxyu3uNEUbcjVi1Xrwxv+0nD2qGPvm74c0VVTh90Rx1kikNTIVHffxh9PVX2qWcN94b4QwPhgRD96HH/3X4dGwx986S2T27h34P4ZxJZ6u2nDL+GLV1BdrPw8Pqz/Dy+HeENSfvzQ4jh0dDEAGACO9IYmvT3uJedBk5rH7bkrQZa1YTedtmbBEKNv3fwpfhg3D0KH/j2xXs0XXShkM93V7scnBWm03f1egORAXLCt2YoaAA8jB84DqMGUCOFodYA+gRkfDSDi9TATQovRTnhx09Ps1nsMZcWOw5TM6+OpaLp9Vf4aQIz/hp5Df+GRsMYEbt5VA+1lDHWdEn3zGiNQ2qyOW96T6OCQ2kKDfaghkN96CGUYOYIbWw0Bh/QDzkGkz2uOWJQxKo1O8VD6lLAW4a06Ebek95DD6JVEnIcdww5eqPDlXb3ANWEfnPUU+mZVHiGw71lPuY6d/LSQjUrzT3lUGrkI/p+5Aj6+GmsPxAfdwxHfEs2nz7m4R/7tD6lP+/ls4RGn3kCvpOufXhyoDfBHEwMLf31feL+4rDaRGTX1ggvKwxyuie5tlyciP1xoQI0KhsFDIqGZcMDAb8I4YB1A2CGKMZUzSmK/W6+iWDjXFaR0ZDq/Q41gsLluetc8Nkgecw9wR5tDawGCiMXgbzuR5+wIj/Ohiv1mfp8Q9tAV7DT6LUL3+7sylWJ+v/pQSH6iPXocaI7eh3/DhNbrgOtEc8A6UxJIDA5zUxkQWpi1Nz+3EqtGHWxW8OgvkQtaPIj5BGtsPD/oi/Wxi7ACiH8Yv3cMoE9Q2egON7Gbkv3efNf+XkRlED+WGfy0FxEyHYuq3dZX/yxf06/PkmNQejPDfRDzJa0uOXmZ4R7K93hGRu1UgcSI7pQmhgagKL0XD8V8A5WETWD9KKOuIwwZ3AyyBv+Nxfqw8NoIaywxghnLDm6HeQPYka8bipOlVF7jMDv1tT0wcWSoVpD9Nrf5S14fJZnkRwGD/BHfQU7/qkHWqyim8pfzD/1SgL/9K8uuX95/77TVokZGvfeh8gdCQGkqTJNtt0qkB5ktQk7jKxvAdihRDDWlxO2qFSO/YfdA1vhsEjJFa1QW+gZ/XcXc2wDil7QujVjqd6eJ8+3DdDx68PxgemIwhunfmxmG9sMu/tCAxW2o7DWZ6E42IVuqNZ9h4bNbBGsAMcEcGg1wRuIjsaHSwNMkYoA1e+4HF4mB34MPANf/dPh7V4qxGBBH+DqqfZH03LiCiHpvnREbq/bERl3DGnbuwNMkfjBfak7zlVpHvSOuIOlFGzB33pjokFEOpkdGIxtB1bDExHN0MJnoMw0uC1395xGpRIaTxd/UGC7wduJG0yOtSKfA31+uMF4bcgH5VEMNIwWR6PDZ4HXSP19pelkqRT65jakS2WDRvrAXbyAC9EyKGO6uQMnEs6R5QjQpGDHk0gY93VfOx4DYIGMwPUzOPg4TY63tCwHPgOYsrzIwH+qcjlXakIMnEb/nWBxEEIOd7MZ2PAdaeNZ+rVZD/hXl2B4agg/aDQqZVRZnSOCkcKI7BioUaFpGjJkscpxGob+3rYdpHs2nhgdROU6RycjChGNUP3oaEg+2Rg9Bm4IudlFYcZKtWBuHdUMG9iJoQDdvdZhgd+80tqsM6Rt2I3nh8YjkZHR0PaQafIxku6364zYPH3HKkkg5XiHU93GHPZJXIZQ9ZQKJeRhvrbyO9/vvIyN2pyDs5GqB3wwaAgw0huZVOoDmkOyYjFA8coyGDMhHOkPIUaaIwXhsKD9FGNt1Q/XTKliSuvDmDq2+SeNq+JVmev8jS0GcNRABpbw0pRg4jihHCa1ZQYwoydAvCAqx4vME5shEgVlJWP9zHSCManXtwVUbCXAhDzJ68O5juXfd6+iw9pF7i7nz1Qovf/4YT9cv7If77NImOfxRnQDglHEe2jQeso0RfSf5voG7N16quHgEpI8NVI5EsiMRnOr/oR+kk5UVHEQMxUd47TtB7Ej6rp7gMHYfUBW+GfOlUrJ4EMbEZ/sWfvLktMx7KoNLwcQIzERlCj5hH70N3Qfio5WC0xqk8iPB21Aq8hWO2/fuWA6SKMV3L0aiRB+s5lFGxiMNYZoo4WhsCdvlG4piKgYaMsV+oKjqQ7ch1+Icnuet/GXeiRq8qO6gYKo3t24fDoFHuLl+UfmfRNQJajPmHln0VlTWox/cjajCRrOp714epg2pRmFDLVLilUtdrS7SOJTndVFaf9yZUbauY8gVDMmRLnSlX/o5PQ0Ry7DylHB8O5QDoQ2QTOoD47KscSWtriw1ROtv9bcHBiOlpLLEmTY7v921HjwO7UY07arBzqjenaj5rbAZvnRn2yZc9LaH534gcv6UAUv+xaNHyIMY0Zc7ZbB7EjLCK4AOGdtmHeus0ztASI7iPSwr5XFAu8axNnazKP54dBoz7Bh6jZG7h7x3Lu0PT/2ybDnxKpSRUoY3qeusyHNd1HQSOG4b0HS81SaDKqKCOq0tpodnjOubqXFGU80q5KqtHdR3cjB1HhQHpIZQcSzuS1t84c3gG5gTHHREWmJDwDTd4p3Ua1Q4ARsVt5TFc7UXouy1agOn3tGqLLpQGwdrlZy1GQjDSHuaPUUcLI9TRkCjMxGGL4sIdiKbeKsttPj4ePmpwg1ozb244UcgDthRXXsaoyYRzgjZhGWyNAYfvg7TRh2jopHgcWXvoz7a7R6MdvYIIT05Aav1r668IDANHigNA0f7wyDRw4jJQI6EPSW08YYkOtFYYnb+FqW1vVAxauku9amGqiliYJl3p2q32jU1H/aNNYZwQ9jR4OjJzdix21/yebRHRht1d9UhqNT5IlPJ4ghZ99eGN7200b9wm/fWMjudLiPpNDu+Gj1hiItTUj0Mn72t7o2vh/ujsaGhEP80YS3a/NFejRooM+1IDo3o2W2Bt91+Sb8W70eF6AvRl4jZOHIJ1nkbuXR1+1edR5HUWVKukHI62CxGphMz4vAL0dloxQRobdWjYS12/jq+He+R3cd9Panj1ZbtMJYTOoCjAr9XiyNkbsQ82R6ajzaHwkND0b02eP+/8FMKxHsNSBHXnZ0FZLD/9G7RmrSL3nQvR22jKhGoCXR7OvnXZR4zF2Yz7528li+o2E87gNL86WSH70YxI4j2qpDWDHiTHUjtNAwxB6VDZaGIGlF3pJo7RO3INOi8F6P7UaDo7CY/7gd/85CxfDt2pFKAsnEbt6EGPqkbYQdV6evDyC7sSO9o0+fceOnudqRHnJ11Alko2BUv/ReNj1x0cMbQY4fR0dD+yGeGMDqSfg4J42XqXw6Z4Rk32//c8etjNZZbiLEXIYywzSRiPDq+HOGO8dpeQ7Yx4E8b/6bMWBbtB2aAuw9k1VHGcMeLu8mU40mBdE1GmyMI4fQY5uhyFDJpG5aPcTpoY3v+9/9ia6GGNf/siY11B9c5qeyvGMoMeywyR+5tD+KGT6MkTp9WR7ukED0qHoSM+7shAwUxyUdq6yWlm2loSY6gxpJjVjHC0OMoaCY2kexFlJS6wmNOkfyrXoOKJjiN6vJnVbGcPVkuixjnTHo8NpLu0Y8PS699KG69+nx9zJvstOrM9xkqdy19Z1AHYpNEpjdJGymMpMcoY3uRi+lODH/N2VdmKnRcCfJdEXxAu2IkamAT1hJe9ZS7pmP2Qa6Y+UxwOjCG750YJkpGXcnu1edb+586XpaghPVtGtGZzWC4T0uEphnUUg0FjF474Z0ZWOW3cQwcVDdkygT2Van/XWBusE99yA5V3DUeeoTicoFjYJoicNAFFbQztqnc1ultzRnDt3OQ4Doh1wYyHJR1qMfyKR9pbFjOr7tGN1GPxYy9hwljijGb0WksZQvaox9gqpaLlaOPMdxQ7zWlFdlTHv13j+VpAzEjVLd4W7AG3VqnNo2zU6O+bIG9mTUseM/dvhvqNkWNjMPr/Bn0YFukVjMq7HuTisZzOZKx+vF0rGuWMRkeeY8jOiakxaGoOjhYrqZMVOufKFbazV1TbpIY3slL4Btq7qWPAMdeI6Axj3qGJ694OCMfNENTSh3k1aHJR2N2Q2MUVG3VjKdHkmMj9qXfbSxvFjF6K2ZYKMZ8hjiej5IHtHyWPsseNRajyaljhzG9aPEmNDYx6u8NjRw6mWMkkejYzuBtFjHgaKWMkKKJ5Lsx0wj9JGg2OvMejnc6x3eD/OgIx1JGI1RZ6xncDJQbx23lwMvg9YhxOjtJHi2P7MaDY1Ixt5juDAQP2SzogtLQun5jRaLZiSjMe5veNUgjovRiiybYsYkw/J+uVj51qwGPbqPQkUcOqBjDQD+hSMnsMo/XQvwsBQDvYhFseToyWxuPt+mG+WN9RvnY50R5xRS7HwIAEUdcUmuxnupm7GGgHbsanY9aernDH3y+8ZkAugfLgR96mqkTqHwk7rfw0E/O8lQl4p2OysdNI1ne59jA5CXG2Z4vfYxuClZshp7v2MHSLY1YpBFtj4eHlsOR4csY0H+uggseH7JGXGp6bKi8ryjHlbwtA17urwzqTTZ+L1H/WN7ser7T1aw9jC+6+iO+gZxwF0+9o2a57rz1NMbi+XVc6WxO56KaPpQapo8/2/mk4qGEWWCeJCXYBS0UKwVGGOTMMfl2azKLExEVHOlBTsaTY9IxhTe3HHGFlK4j4Pfxx+FBFXQhOM27LpZoVMlSZxHGO2P7sbLY/Oe4Djz0HuSFgcbnghZey40i3bc2NNiNg479BjTjy261qCx4aHxhsuyh9BnGhXA0PrvFOa+28l5nHRl2WcaavSaALjjFGGdzV0gfk4/5AGmt6rHuUND7ptw1MA59RUrHAmTYsZJw2kxkBjbl7sT3g/t1plieuTDk6KazCLdsRo3RSkQhWijPr0ecbTvVawf7DlHG6e39sf7xV0RxOdw7G4f0ifKY46TJNLYO7HwyMBsf1YyP2xn9MXHHWNxcbQBHu2sfEf+68iRHtvEYiih1ilkTMFEM94hq46ohvVjKHGc20O/tzbqjC6wsLwCc/3wToLFK8u9Ljwn9KIZv/z8lFFxh1jL9GSK33iQtIxJB6BDZFoYKNmRWU42OKkd5SkHBuM4oeG47zW+39TJHeJxT/M0XVtx2j9eUBduN4gYyHbt8lAZR3GouOScbdI333WatSI6neUtCRgowHXEdjmZGIf7QiGZHe0x0pjVnH9d08MevEvYx3YlS3xtuPrwBgo1fjfbjc4rDuMJHypIaxximD7HGCR2Ngnr/RtxoWjhXbEP47cb0o+LR0RjqArP7kklrLo6pBiuj3+Gq6MWUawEPX+y7jirGeZ23cY/o/SiqM2GrHoBVtfOQLvBxnxjiHG/GPIcd5rVfhprja3Gs73i8w6vT8Sw+F3lyi0W5Mk7veuxsYVf8sW0VxcmxY//hwXjN+HNkVSj2Mw7IAzj5s+oJYN1+2l46F0rd56JTvzSK8YA4+kx4Xj2vgOiPBytt6ok+5ViEsGIaTR0e7vZs6vxR3j6cuNr3u5UPX+kmWYiHaKY+YLUNhn/AQmCUB/uNz/oQeY1khw1aPGzYMY8fwnUDIbHjP3HhT2Ea3x48eHH4jjVAsB1BYfKrcn1SxDrd1FeO60ak431lVd9m1HG6NecrLVF+RhVQrdG/iNJ8fSFSnxzxBPdGQ+O9wbD42QOywjIlH551Nanjw8rIpiC71GQaV1DuaA17kIA9Itz5G4hyKibsdx+HDTzGUOO+Ebr454Bs5U5vH6wFLW3NA6e3NWlHv7uUPcQrtdd9DXm54tzK+M3wer47yOtXi9f7R+P/vuFDn2Bx4DU/HbH5rYjw4yLc+119YDV6zYsfyI8rxu2jyvzAYTiSL2/e79HzBSklXx0QNOO/aX+6DjfRCrAYXfoKUH3xpDjMzHea0tEeH40MB71oY/GHQM3bEn4+U3CO9BlBXl0kwbuBmTY6GjzvGF301/EHg6ZqRvjgLS/MOU0vNRNJBnUhI4GUL03Max6d3x0BZM+i4BP0/vhmIgJpX4thHunmN7p2pd3xw+9YzJPoO43KQE6fe3XVy/GHkOtUdTo3H2/4D5HGlwM46m+4XbixjDOhKKIBsvpOg3JSDNDf8rk5Y/Qdrxl/x3njP/Hde0rHp4YwwMCtkGy63FrmgaoEzseiDktAm+OW6am8nTwWowjWKGwyNDcbq4yhxrEjsgmuBNdkf/3XwJ/nsmDiieMZDr0nR3RmdxognPl3yJJDI8oh3QTJ3H9BO/8be4/X2jNSsIoXWNVsYzg2/BxkDR8GzIPievbhc2xiQTgCGeaOHEZDMCQJypuCXGripKCcUbn3OwiEblG/5UBJqVKQ1RhDjcOHv+MD8d/412xucjbCB1waRfrf1iTfMK1qQ6BG3EUchDR/8VVtgZymBNqoZYE4GxuPtxpHyP2PsbKJTmqHX9T6jCd37wfxgzBRiTaiUGHFEKAjDUe7ikHjezGrOMukYv41QxuDlg4J66NS4uFo5O05QsyrGToOWCbcY+3Rmqj3CjXxYHON5yYMJ9tjwwmH2OzsezRREdQt5qfU970vXW4ZfJHf3jz4HED48Eqc1Z8kwgTFIGClB0IdUBRiB+wjP/bxSMUoecI+sx7WVsbL3CO9UmxY22RjgTaPbCEM8Cagxpa248qcuLo8R9oYiLdnXHvD6VzrhMVwbioMWhgqxX56LmM9zvHY2mhsvKSQnlTU9se2Y3cx74TGfG3mMZlpJQwhhg1D97InCMHAglo3WW0Udnwn/szfCfcE/eOuljF6LBkPSoczY8x05zS3JGby1xsZDwyESb4T2nHKF36bLtxRWtM1jG/qsMOQ4kC7a/x25jlmyCMNUuuhE3rh5eQuLHZGM3MvpE0NUoljOJ7RkMGUZqDb609kTAj9JROD4dQQPlx+hUpda90M4kpjylDBgTCrhBN53zcYgkRnhRt+l6HsWPCUdGE0cxhb+TmNZq2l4czxb8hvSjleGDKP4cb640+ouvDmomIhOqUf/4/AeqNkXuHE8MdcYIHRqiilIVeHXONLo2zw6Hh0ITN6HwhM08aso78JgEFyetkm1QMYeAYCsEztq6qfyOl/rNE+b07do5Eq+bGbsZ9EwmJ5+jKvGvAXrGiAE1qsn1jrZKyIgwUcuHSX++w9yvrbs0O8e/I14WWMT+xH4xOoUer7XFRpMTE172qTCnq142kR0oj/Hq5R6/0bXGTLx4p+NwqhbjWiZxE7kJoqAitH9mlf0bbiRbALODqLKzyMz/q0TVImvFlG/rixNdidpeFEJwhkDqHDONxCedBi6ht8UaImHa0pCYO5NaJrkTF86GBiHiZQceBxx4DAYMzxOVOAvE0RBq8T8/rqhN5odqE/VxuPtGMHZBMtCY9IwSRseDnQmcT0xsx6EzKkvoTIeHqSPGEbbY7uxirtyYA4ACDVvyADFfMAAC688BEdVogAMnUYmBFW92gBzVzQJmN7dtY+6t4fYl617yErcCOyPgc19IhymkspRJjp6EV5nTxCNCG9vRJo9yOzkt5g69BQXs4vfUE+TwcxagG0KXtxJy6wG/y2tBhYC5hGxJ2vIAbxVvYlKj5ht3kXiTDyt0lKyq0Ek+PLOSTYSlvFY9aA8VqZ7OCy0kn4lAeKz2ru66KeW2knx5acSajjHJrbST8zVQZaZRWDcPk8EyT5kndcziuituGrmXSTSvo28j9LjskxpJ5aeudQjbBya2Uk6BBdOol1hSXreSa99unUHrQ3q5JJPK/izqIqoCpqZUdCliX1RL6sXUIyT2iZXGi6DGXqLzdXpcde1GA2JSYSFlHGUvaDGRS9qZSe0TEPcMdI2UmZhZyJW1inucd/qvKd5JqlSZF0HLFDXmR8VidyxxmWymdzEoMp3RSDDSJQn5qryZGqpBgBI4VSaHfMjVfsg8rVapNangwWP1JrE4o1Fog56RHOGIMnMnc9pFtYoSrXjSlmFLWKziUztxzilmk3C3QYYxO5BfLSJVFtmjsYg0fJwtpNWuw6k4wvVE4Qo5Dwj54lYaM5uUU4nSdVeTvjFXElNJ0D8QMoozgfxDuk6dJ0Jy/WRQehu4iGFqdJK7670nwdJfGzmard9Z1YueIYJ6fCVkhnu5WSGwMmQNynC1J2tp9OjGNwsuOA7Mi+Fjv7KlEbvxkvqIybqxu6iFGThdoYZOJL1Woo1cBGTeFQbnC4yeILqTtfAuOMmjXgi0ELtKTJljG5MmUqD4yZSoNTJo9yKYt1qpighB4hkrIryTMnwBkJi3bljPld10VHFjcISzz67ndDJYwL7EcZ5dF35/DMhdJIsLcIkhdNzSSGEkZsC609NprgISacG2BBWT6JEbELKyd3AhiPLPE3WQ2k6CGHRHtLJ7WTFhQmf45TxanojperITetvcQ0DzCWLYPHmwZrZLZNaycR0swPAEeXw8/Djm4idkxwSv2wzA9vixZ4hMHoE4QIeGNgOCWPfVhQDinGd6Hw84LKAD1Bwh7PQ4eJSp5HrpYZsBKCGdLDYFkE5NQvUkekPeKF6/5kxnALD02HqJhKRiAtRcganTwiGFIxDzI+cm/VCqyeZHn6oYeGMbgEoa5ycCqFn9eNw2/RUbTp1ADGCFJnqTyhFh6DRgQ+oLY1EFGubUHFK4sFs/m3+fqyjcmhZTj/nqatd/Gw06XBXbCD/lAcAZEctqhE51+gUrCWniBuf4YWf1l5NyL0JhqgoBNwy8nR4YwdXZiNKcI1s94My/QW+FkaOvoWxem5kfPAg/jh7BYvCUSz4xXbCo9gPk8ZJib09KxmBZeRx9dBN6Yl4CIx2I665nbzAVLeXMYRUE5yKvR4eL/J1V6mOdYrx1cgNwhI3KTOFUwu2UIWG8mg4jBwC3v4IEgLLnw7usDXyaYUxJ5Oa4RQUykxMLkH5NPDacZA7/Ngp7FUvO4WCSj/gZplATLdOnutfJos8hwU+QpnQm6/JwWQzJVUPKoVXAs9CnwojQEtWcg++enYcCJSdwIpTkSoN0RLKFO4fw4Yyc6nupjBNEtyUhFOBPDVMTDJxlKFx1MZjhDQ5cs6LMoWwbhdEocuTDTrmGPr8MnZDQxOL3njEKODRTy34eF6URiSht/6IUcoANbQxZjBf9EQsExTkG4w1AiHArEMkuStcYahunTWKfnzFjRT1QMYwXVA6NzpVFXJpw4ringm6xF1A7oMnUB0WJxjwJxF3fqoB3fxTTlg9yaBRy2xPhNINsdNhagLHK1GkzEpvpOhsnYsBvrAjuQIGGJS4vhc8g5TzsU065Yv61Hpi/pPuyTOjbJtJT+SnnFPGi2iRGkpjvuHz5eRaVKZmcCIMZzm13FWXbUeg5dhnkevSIoM0lPNKfKU0nLIwYsSwMiWfNw9xLcgAYevSmvNz6pnu+sksMRyPQ8kzoLfViWGI5KPmntpbnixLDY7jN+MZTRjxuvCLKdGU+bDLDwySw8PC18y4RmgiWJY2ymVlPmwzEHrY6UUanM8LxbyPShnqcp9f8F4tO56GPWDljDPT/uXstgZ7BywuUw1dVIeLrpgnLvKfb7p8p7lOGQ8wZ7Yt1VnFDPPnutymb26wiWBnqCpn5TRmY2khfsk6LgJoSYI7pg4VOhAVwHjXjPQCh1UX3wDwzl6DGYHRIsKmG5OJenH8PfrEA2Y0cLSphlXv6LB9QF6s65QZ4jNXjHlM1SUuJUcQDZ0qYiFNcgsL8wyD7/KxmwiFIQUJR4dDwT56HfVG9HvPLjgQ+0uVM9dWZU6XcXbSJdwYVo77WMBh7cedKEj0djZ0gnZeLKp0EWnWNTbSgiwq+HtDDnGVrwZVNG2gNlJqpzlTkuln7D+jmkBE7Bfr08bQhZpdyDNU8iFfWenyZZxbhejcQLap93sx/xzPq0eGm8oapyymvP0iKAIUCvcDUcPXm8EsDVN2qe+cP6p4tB/gpFxaC5AdU9apn7ithQr3Chqd4WI15VjiFn141Nz2ByWAYCCz6rRwTVMvCTGOOY4XR6EamOYbYp1eHhinMBeysIaXZ5LFFk+/VLmEHMnVxIXPQo7P1Pd10Ys8P4hcyeHdonFAWTusnm1MvSdllK6JPtiBUsDfZwyb0wEbKKGTFuN3aJ5Cm8wV8LNUaRMmshTzpTILnrKLHm1e0xrSUFw5UwCTFrIg/oe2yFqbwSsRoJdTPngDx6TDn25HMGAxIm6nyzzAZH3bMBkPdTAlpl1PC9G3bCup/RsXpxFlAdtljU3A1cZ6exZAzi+qaVvBuph9TXpx7Pp66WKaGZ6TNsQ49CUyLCS/U5+p2eqdHMzAKFBj/U4Bp1BeZgEGzypdzA04fJnzwkGmVLyvV1pEiZxeT8INUmpOHybA+v1J7MeqGnDdaA1Qw0+hphoaPcml3ZteyR/FBmI8ku8nhnDw/iKU6y1c+Ti3gLfCUacNvOfJ2nwqPY6NNxtU5oIxpuHs5U9LaLpcEGbnlVK6T/rU7B49QAXk7xpi/8nNB5kgLyffdkVmPourBh7u5Yab59oMXEXQkmnR1ZAadX6vJpuTT+GmgC7EEjg0xBp7JO6mmaQIGHlDAj+pjds9HMtDwRgRFnsxzLTTql4oNOwcyK0Isobdst6nlppFaBSCL2BOzTarMj1PcJnlUO+pgQ0oYFD1NmARzU16uUMCONYvNMXqfA080iALTssFePyf5j3bFzkHbkx6m7rzHK3dyMYBAPmiWZR7iE5mS08gLNFTjREUtNxabIYtVRG4iHRE6iLhc0SNBxRYSiLFE6ubBaalCMVporT6XQaS5BLhbkMYBR9uLwk3zI8cWVnkvLEaSjEQmtP0OUtLiqLCdw4Ss2tN2lxXhq3pRvSGXgWtPmjxLJINpgbTeIcjR5K3VBUgaPCOOqymzk7TaazusNp3NT0fgw5gaAlm0ycpq1yq2mwJbunTgsla5QkOm2n9J6NeQvcu9JG4462muEZ5ahO08dp29abc9IZ6Ehz5hmPnF6SBxxXTpmzzO05gOKkK62p0Wze11/TMsFcSa5IU5qbWZUjAFwpv4KgNNQhpnPCB0xHFR4WDhYHvbHXnRbHMlXn6zPopjDU+h8mrZJhuciOmEdM1/QskzCQIdA/eYIFOC+jcOLoMMn0yOmhsxRZgJ084UTDaAM55swV4GczBoMdwUlPoqdOU6bjILT6LWEDGRZDrk6cvzALFFnTj8wcBiY6dxZAtgDnT3Om8dNHGFMuG4UGnTxSlBXrC6cG9A3bUucm+oV6ji6c8yqN6MnTsuns5yi6Z3cjUcUVY688xTg2qeuchjEaQEmumCFzrzx109rppUGH5lUjiOnFE8SOsjuSLPwjQam6dx0/h6A3T1umtvhgRX5UyRgd4wFRx7dOY1CIfNrp8Q6Bunu/r+7RqOBgdL3T2AVA3QG6Yk4EhLRWGN7ctvjHiHN07ODXb6I/xiTTbfQyxvrpl3T1uIRnBbfGk9nbp5PTeIhgHCZ6ayXgRpwxVgXMCtMO6wr+syhPKq9Wm0xRw9ha9Bb4MvTe9Y4eyNcwr07cPGxGIXNOGio9lK0zVVdLgM9E8qqJaZj7u3puYCC8mu9PIPk7073pnvTUegKkbOPS0PGLEAzTht4X5jj6bH09Bp7DT5UIv1PT6bn087Wb9T/Bgk2xgqYH05g+NfTq+mPlJ8aYmolPUGTTIbVtq79kBJWINJljTM4cK2Cn6dn5ufp1H0BPgCXC+afDvOzEHGsYsQYtO9mQ3U5IGTVAr+mP1Mfti5yEm2L/TAhoxYjmOA7bEFptvTOtE9PD36ec03fnQ6g0JYKVhPqaDAi/p4EsFKwPNNOuma08FSWMG6JcnYbdaZMyOgZwCurWmsDPqzDbcAAraHS7Px3pIiDAwM0gDTwWpBnokQPaceoondBOgoQspVM/cTIM/QZugzYodqhSJzDxVsDJUiTrR5gZKXWFnqKFJ+V8I/w6I68Ga29g9JiaTlEcIZJtR0JPGJpD96YmkpDNe7ghkrIZiaTXnsYpysQj4MxwZ8w2r8mnwhwIlBGFLp0GcSinYoi6Ga1UjzpoR26UVIdO8/UU1klIYb0ehmKdOSfisM5YZ9Zez6I5dP/wmczHjVCIUkunR7bOGYXTlieKcmHHVcCYdxy93IM+F/07u4fU5S7SCM2ZzEwijf154yc+B5kFWsPXTV5Z/DPENE3xPEZ+1c6BMaogeEwCM1ieLTEEE00jP/7HGk/giBOOyZxtzrO1k4do/bSMMfotWjxS8T0xKUZzbSxoZQ47VGbQEvxnGKum5cO7KRhiTFq56EwSAPVYETtGdjDPUZlBosCIlc6yhjjDK0ZqOOaBcYNNI9ho0wxpkjTjJdAzCTGYmM20p9LTzSInHxtJGY07gWUICsGYGgILGf0bFMZhZAxgEONNoaaNk0B+djTbX50+RGydVvF6ce6TkfJqNPBDkNfOJp8vT58nK9Pnydb07YmNpIjxmkezV6YdMnoBBp08KmPjNbqb0Anlpr4zDen59Oe5E4aC0RQvTl6mjZPu5FR7P3ppW8FxnYtyGvhhM9FuOHs8Jm4TPZabL9LkZyXAGRmb+T5GdKiOkZjEzAscijOFGeyMwcHCEzqSnYjOfklCM8WHJgM5JmLjNGc0AioQ0Djq9AY6TOG3jpEoyZhkzmRmmlON/HOTrLPa/TvIs5PqkGCYcu1JjgUJ8sPHQny1bkx+ZIx4Ez0jHgf5nb7gPkKUztAx/9NOunTeKfkdN4ipnw8TSmY8dMqZ3kzYynfFYCmd8VtqZk5TUKc9TOqSeLmHBZKFOHjpQU7imZGksM9GxY6SsDTPnab5hmsnbrIapntNTjywtM46Z8LTRf1usin5DdM2pprJiCRs5GaAhBd1kbTBI2lzVOZKx7BiYrFpMMzoZmzmqR2m9YM7TIMzxHNFyQpsAqFoZSUp2YtM/6YGXA7YBg9SMztpMEzOZmbQylU5agzPlQE9NB6ZUXtQZ5JS7PxfdPGizT03AwB9UCSl/nKCPAjeCz8RPTsrtBHhDrD4eDHp4gzaemZTp+WFz07HpuPEzZmezPRvAXU+VCGAk6+nLZ5l+knWOOZ/XWrc8+BKYbA9etOZ+hWh8n2YisR0aaJOZ8TcmY9dVB/vUck8OuSfki5mtzNMRyL018VH8gM/INzMlGcIaOOZws455nWjwEjCvM5eZ5cz88Y7zOnmbvM4+Zkoz3ys6o41jBvM+ttRWen5mPzMiScnJnD1D16daxdzMaBnA4sBZqcm35m/u6GIRRrt9XZm6tg01W050tHrlcGD9Slm0LNiI12/Uq/da5obtZNiaYWedyAGVK0wX91UgZ4JUMQh5PfFcBFmNEJEsn8nliyUizFFnt9QYsXntHjdDPUdFm5ehk6js2nBZuIYOOwh0joLwiKtvie0ioOV4lChFXik4SmV+ox91RLM2SayDFIUYOIh3RCo5m5xDHtQKQ7oPCmf4r9pWPuiAlcMen+ZTuiqWcl6LJZ+j2RAp7mBiFyEEsUKf3u+lmAc6uoz97mFSC3YYgDzIaQU2V6nzyRSmeUhihRXx2jprBTX8e/q5yhSWWZ5FK5Z0WC+KoPLOHx0CKK1pnJu+w9Y5OwCxSVqcpvxYTzdqNyxnTCs0FZoe8vnMr5KFKotyJ+EUt+RSFTBTM9yKbglZlKzPspY5PpWbSs+CZp2GhTctdDStxCs82uPb4px1QnhEGfQnhf7EzIhKJdjqd1XKs9VZow4FVnHqImImwgmS8JqzydFYRatWZas0tpuDcnVmGrO0zDZk8BPUlEIYlSrO1Weu4o+8Y24XelKTOFAzFFiqkaGG+q1E4at6W7jrNZ7Ez9ekOtMmgjfMtNZsZTxoI8vKbWZJM5gZgfWd+kdrN5GYuhmX5SazeAwFrPIPkaPJdYWi4bknfswvpRMjsdlTQzx5FQ8xOeyNOIZHB3OkGsPPbvWZUM8pZyDW0D138y/WcYLA9Z7noPaV5DOc/ies+AZ66zohna/ygpAKljIXVyO5lmOyTw2bhs5/JqeizKRNI7Nkh4jmOp/QgWBJyR4NRxh/PyTfPGpI8eq7VURGNJpHImzpNnB1PEFwps+TZgmzJI8iUiFvQRs1RJy2iGNmXbrM2cu9kZZsKk0b0sbPX+1NtD6bD8mfpsiA4Eo2spoLZgWztCnRM4QSVDeqLZiWzIG4c9bRvWGsizZzn8lBt7BitgUfRskpk1GraNpTwStQbRlp1dH5v5MgwLsoWDNndjFWzcKBfUKDM3hRsbZmzkKZErbP642nGOK1cgOt+Mfvml5xh/BajAJTbtmHbODM2Mwp7ZkLG9tmkMi/aiZYs7Zmzk3tnzbPxWiLRkHZzfGE05bbNns0sLD7Z0/WfyATTzSk31s8+YIAm2tn0A7JIzCRnHZu1CQSmdEZ6nrhQCaeB2CqdnPbOQ4zB1BHZhJk5gB9ByJ2Z0RveaNOzBEpNzRB2YcxteaAJT7mNa7ON2ZExrXZo7O6AR/bODIz6JAnZuPiPGNW7PB43E7FbZvtUIlt87N6ngqRppjDuz2aFo7PeGyns4kpgzGZtmZWoPI0e0snZjTG3EB9Bzd2dBcp23BTgwjwkDIQTz8KLvZnezovNHqIk1BlkMwofnm6E975Sg1DPs+rIcmTzdBJKiIlGVRoGbR6C+KN4GDtyYlRtw8dXuoNR1e6X2ZDos3QH+zr9nZUamKYtHuh0VMMQXdAhxxhj9RI2GQAuNAY0BLQOcjDFozcQM8DmwHNS8SQc4TDYvSqI8dRT03HCbElWWWUDDwsHM+j1RHquiV/mYRLVhbCD3ZJK6PHBzbLtyHOJVm3pv7tRcWvgQHVNe8zVBmN5JhzrqnewxfizG8mvkb8WLvMUlwcOcg4e+LaAcaVEjcIsrG6FrKdPcGxnU3ALbsRXdgysb1gEgNpHOtMEkc6OSa7+6aBeHrB1Xkc2Faxb+6aBjwYhqaUVN0LB1TyjmO5LfiwMcwI5hRzx/wxvJGOYgKJY5ld2ejn23JWOaEc1wgXRzqUm4njXllcaNXJuPMFe03HNpSa2hr0uLxzh1U/Gq+ObjzD45gJz/jn8VO30SItN0LPC0RjmbDQY2dkc9E52xzXNnkbNaOaxs4k55NqkTmUnNxOecc+6icR4CYQfXB8OcrXMI8J0ICaICnO4bh9cMU5opz2mmQNz5OY95q1oSfTvVngXJ+hEHRKZpktcALkq6irzA30/muXIW1agOnNPKetEhOiJpzE6I+nOQyYGcyogDpzLTmx/pT81IMJkLCZz/65cwjT82XmEKZsPm2hm/QjzOatMxv+YR4WG5WtAJ8xIAsI8KMImznNlNj/R9cPs58R4D+n81w+uC2c8G4M5zrTmFn0hgocnkGCu5z79xbnMrkD9BY85nREDzmXnNKgrCCFn1c0jkzpVoid80k+N853vmgBgNtDzhFecy6Z94WDznBcgAudghBC58+4XznoXO/OeDU1SiW5zH0xbnMALw6s4fRQDcD0QPFNia2EeGvRfFzuLmSrM4uc4aLvRZ4ztikcXN6KGuiOS5v8e4fMGnQF/V+M4U50cI+G4uwiMudw3CR8FlzzLnjlOTOeXmI9EbP68ynxfq8ufpc6y5oEzydF4/r583j+my5/aiIfMCPAF/VD5p+POlzJG4ZXP5IQVc0+EYpzJHx6nNEbjWc9nwVeYmrmunOLOemc9q5yFqcG4NXMduCmc6aZxf6OVI/Qjv4lmczdRVKkr/57XO2ubpVO/idpz9rnhnMUGd3VNa5+LE7rnaDPxYj9CI655fTBdFE7rTOZtc4G52aGdwxN5jBuYtc4TDK1zYznUqRLObmcsD9cuE+0tu5ZsaW8VtgZhFyqbnvvpWRH5k74rXAz2bniRg8cV7evm5upcy4RzhgOSejcz3mMtzWuZv5PrOY5hh3EGtz1bm/TMvSQ7iAKZ4Zq9pmXhJ/LDbc625ytzO51BIRSfWGanW59nT38mB3MdxEP08UuXu62fBf5PjuZrLihcTHYA5c1QIIWZD3P/LRdzlnpjZKtUX/ltXuBRsjKnHrbeV1aoifuUKWu7md3Mi1RSVJX4e6FKzRp/C4YiGXJ6gc9z0pdz3NLubFqpp7e9zkjdpOxDoHPAlfJxYzkzw33MHgSJ02Vp1hexgFf3NNVTnArI0YwCH7npDMTSaYk2YGED6YhnkjJWKDfDtB55wMuDRlGhvhwz6Ih5vIykHmkPOoefEDEh5piTD5UEPPYebyMnB5qDzkDQDFOFeDs8OWHLDztoZRlK4edGUpR592ipsF03bv0TA83LZyBiSbt36L7GbvdgW7VP6IDEOPPyFwY83P9EBizHnOfwTASTdhMBITzWlNE3Z7IFGArx5sX8vFFNHS8URk8+MBQoC8nmB7RrybnjjVPfF6c8mCUZ30STdv1MRTz+JE03aaOh089MZ2+iWnnuC5R2DU8/PRWw0D4RZ6L6eb806p59cYs9FxPOE2ck8wsgLR0znmQ2rxICTdgp5kzznnMeHry9Utlmk5/v0ufg3W7zHnUc1uuFkEoXmFPCtfXV3Go5gLzK3sYvMF+lEcIi9Fb2QNnH5a5+Fm9gp4NLzfAl0LiZeaWPPt7NN0LIIUvO5eYK88F50Rw06JLZbHV12xPH4CiTcPshMgReY0QLV5mrzBX0GvMroHRCJbLJWzj1EwIhlvVg4ljLSwGZwxpLK9ecreuELD4C6MtE7rDea6Bsn2R0Scd0PbojedbIIN5xO61kdhhZgawW8wN5liTEwswNZjeZ9EhN5/rzIxktvObedm8+15FHqNs8LZ6uvQ5+r15f9iFxwoLNRWYdnjHiC44yP0bvOblxO85uXB7zsrkLvMZalu8+lJAoMjs97vNug1tnnNLe7zHI97Z4veY+8y95oHzbc8rXLxiwuOD0Zun6m5csoiopyqFoLCXry8PmgZ7btSO83x0NMWyPm0fO7aae8z+QIZEiXdYfNMCmoFAj5gnzH5kLjhbHHNcupZt7zBQYzYjk+fWOELJ74IwUx8fPmGcJ84+zbXYJPmWfNk+d68vGLc1yMPmufMFBkhEtD59XYPsorXJbHDp82iJHHz0mJIRKU+fp80e5bnzTPnefPGGbl8wUGMXz8vmGnYi+bh81oCC44Y1ngfPSYkEcqj56jq6PmzGTSak3LoMZ5XzKPV4fMXHDN8xWDehyp+QyDMdubFcm+ZYGeys8HfNXyS/VM75jrT0KnzYb2+czmO75+meoi9APoeOkgWDKZsZT3yn47CifVd8ykrbmeRZAenJe+a4RsH5oPzKzkf/zzXm1ihGiNhTB5130xyxQYSln5razVOZwWQexSz80xzPPz3zIVRr5+dODiJZ1PzHsUy/O0JSbwqn50dmhfny/OAlm+ZPX5uvzrpt30zV+daLOCydYWKfmlpMCRS78235ivzvfmEWRZ+e788wp5vz/RM6/PmXSb82SyPvz4/ns1LJmZxXsQUTlg72doaLpsARk6HaGHOzI93tCoOFs4OjJ2Ce/2Qc7Tb+cQdFSiECeh/nmNAr+ahcsIoLGTmigL/MBUT39qk8LW4DMmRaJB2iX86Hadf2kfIwPrjezA+vh5vczztgW3XICWG9rS6faqTEnJ1aABbvU1mBDnIc3sSPNUqaWxCiIOz2ZJcDK4A+3GVN2rVaOoXpHPbIBaQC6HrF+8X2BsEgoVwUroP5unA2J10/NIcyPitrFPImI/mp/PcXipZNz8MLFlDcwWRz+fiwsCybImLxnAegQsiZLp4tOhTDAWsNCsBZIC1QFslkNQRiAuUBbnJlglHYgbCmOAu0E2nrP/TcesYina/yBd1MxtIF2Bzytn9DyRpzkC2HFFJmkgWVAvKBdkxuDnNScSbtzLgeeaU8wgpvQLRHc7PPIPjE8zZ5kTzvnnYc5QKc0dOYFjDAMsmlSz3jDbAg7J7Gmc4FJZO7gTLkwUVOcCGsm3Avdw2xpgM3M1s54EXAuSWZL8yqkKFKufmLMwd+c7fKEF1azNeNNZpV+YBZI35pLTms0VRpqzSL8w6Z0Ge/irZk6ByZ9lHzDGZOmWpuX6ZKdP5oA0ilVpzZgmhFBazbLfzCZO7XYUlM7TA9k6d9QoLtQXigtpoGyC3hYI76D3YZk5RKUmTu0FuoLNDxTvrdBfpOnkPHpw5RKQSY9lTKWHkPMhzWQ9unBtOF40raCGhzUwWhnC8u1MFJwPYYL/wk2XbLBbmC8MFqwYYwWGBScD0mC2sF02T4cmbZjzBbWC2ESjOTctggHBRyfWC3pnTSU0uonSZGiyTgp1cDw2qkoHgsD6fcNjsQZXUrhs3gvYPUNqu8FmlmwnmngtKkydJv9pto2Nmc7LOqShBC0VVL+YtDNHM5eWbcNj8FoEL0IW4QtmBaeCx8Flw2/wX56IQhZiuKpKL4LCIFgQvYhcBC/AzC/8fwWbTC9m2VFjvTMLkWjUuzw/Z38EsGnFVIvO4IgszAQDTuFbANOjIXbYLUhZZCyQcJoztIW/U70heZC8rHNo255AI0Tepw5MzrhIULLIWhQtshdh1PyFq1I76RuQvRu26AsKFusgNIW/NMUEn9TpKF0ULsnmKCT/ZzVC5qF8YC4oWtUgRgXlC/XBXULxDQ3DQqhbUJtQSYULEYEpQsV/noJKQcNgmGfmtQu6afCtvaF40LCIF2UKSyfZQsEFtWTEsm5ZOehb8CxIFhFugQWbEKeBddsymRZWT6smDZNrano5giyRjmSQWvVybBDjC7GFoQLyD4u2b3ciTC6mFszTchJWOZ9s3SCzMBNG01wQ5fz5hdtgtIFxjQcv5eAtergUC/dyMsLWYXWm6K/mbOM0eEsLsOoG/yeojszipybw2SIW7LOthY7C9vnVq4tDMG/zIhYRAo5nNsLsIWfjr61WhC6ZjEcLagXiQvYPV0pLgpxQLmIWWeRthZ7C51YNfOzkJ/6Yjhd7C1kGBLuCLIEu7Nhc+M8BpvcLhFhKwtrGZY5sw0Kkup4WYVOEWA9ivGFmvzyRcVPAZe0XWNwZwCcnCo6o6cKhfCwatWVW74WQ5SgWfE3FKrJ8LSjQ/wtdafncB4sQgzQ7nCgZQRDAizO4Zj8dKpuvPTOanHjH+A6zP6IEIsp3Qgi+RuKCL048oIjIGfDxG24Xx0mEWkIunSTbcAs6PCLsEWxNZgRBIixO4HCL2mpwIu6FEYiD655Oi8EW6IvdafQiwPtEiI7TmmIvGucmcvRFnpzeo8GIttzzqTtR6Y4eiJnztOxyaEi4JF3xTVs9grOO5DCs7kp02eew8ZIvSRZlnHQlEiwDLNdwt1hYszHBzUQLD6QMQt8+xTC2lTLSLukXf1Mnhbn8ihzefzdpU6LLq1xhPFIhZjsWMUPSQwnlkprZFzfUiiFbe3y1wpnPCeD3Ol9ZpmyeRcVVqwFj2KLJcrwvF+Zn8/5FvyLCYWx/Mz+YRZFEFqo033QxiqCBfMiyWlduTH8R+5OUewaRiJpueIyUWMTjeG05oIx7PKqban7SKJRZyi9lFwuTTeFEovkRgyi0S53JqnNAyovXso/CJcjELmJFFO9M4eEGGIlF0oCeVUKouV4Rqi3ucGqLpTmhgKS1Vak51F1iLuVUyqAh3j6i725zPz7cmRovDRbIiwU+duTX5Yaos7OYAM2VQOaLs0WlyxZRdqoNyEQAzq0X8ot6UA2i2VQBaL81dIGJz/WG4AYFl+zXHnV4i5uxOi3BuYbg50WQGIku0g3MdFh8Ik3A7ovz0SY8zZ59jzVgWaqqGebei/x5yzzd+c03a6ea+i/YFnSOQhYAYvZu1MC8OF7yab7nqgaM6d8msp5vyYfk0YYumeZP1GJ5wH8SMX57ROedRiyWlVPzdqVwWQiZ0qk735veytAWD06Sshn84TFrPzqinmpPfMhxi98yCmL9mnlWaKnTySA2Z2lmurMfKhas3D01dZvR0tcItWbVmarC5zFhmLnMWeYuLdl7jCokXuMl0WL0wjeBFi93GQDzgyYRvCyNE+8NLF1Ic6QM5Yuyxd+i0COCWLQ6BPvBixf1TDOmCvA8sXEYtWjnnTHLF+dMCsW1YszeCNi1hVJhePSZjYsaxcNi6rFrDaWOnu0A6xf1i+5mbNYsjQRVgmxYaUrbF9cYGaw7YvtoSA3BNwIDcmCmp6LjcDckP7FuWooBnmtytqAXk4UjZqzDMhNlgkrEQU/Q5kMOflRuaAhLCDi9U5hmQ5XAQlgxxfHqr/gTZYLSwc4tJnUCqPnFwOLayxg4vRAypWOlwdOLTVVNp5OuGji+HFgoqm0944v+c0Li25ZquL4dhYfzVxajBvO4QxYRjx01NiuTbcLrPSHIlcEGtO0DCHixO4OAzXCM+4umOFueJPFl4Sg8Xc4izxcgM3gZ+dwlEX53Bzxcd8wqZ8xYxEXTx6TOSMeLrPSUzu8XVlP0OQWdCBxHqLSgod4uDaFjBtRFnxYpEWZyBdQhvi9siehy0EXQIvTRfsU2v5nfzmig9/PP+ZxXvv7F1g38WQNw3+b/i/f57dkUjEj/MqBUf8+/5qqS9P0O5YXHCzcxeLB2ec0safp9aeu4oD5mji/3m/IhG+cG7vj5u2eQGl3ThM6y2qvgFgaqf1YCEv4JbyLhaVdALl+syi7kJcQC9Sp8ZUeAWsAvqBYcQkWF6sL94XZfyBd3LC7WF+KLluMyBT3cg4SxpFgtmkgXzuRyBbCiwiBTMLpwQPggHhdG7IWF8sL4iXkca/tzO1I2FmRLAiXdG73BCUS4olqRLwAEvZArkDcNBx+VGiktEU+YxuD0S+EaYgkqzoZaKHOZmArXBf2Abhp9ovyimhclXUc0L/EWsaLaJbLXPYl29K9HtiCQJhCMS2/FrNCEYEHEu1wR8S/olgMIN3gbEvcuf/XFXJ7p0MtEwku2wRK03ooCJL5X5nQvTfBCS7Eliw4dRnM5KQIkjDFT5giu4fh8FJtGaV83554OIL8tOfNBXTjDM/Le+Wsvm1FMQpXCiI2Ga7zR34n5bVJcySxUlxf0PDg9YgvyyyS8N+OMMHr17fC1JbGUz/3aj0DS85ItKCm8HoVZvpLkkWUQamLwCHsMlngiSUlTF79JYmS5FZ9c6/g9CrMNLzisykrRoejuQpkuGD3GSwFsd3IdQ80tMzJYC2AEPBpeIkWM1Nf912S8cl/ZLetkzkth6D2S8pFqASpi9gliNDzRM6glh5LjuRjkvPJYoutcl5vI7yWR9PJqa78Ospp5LvyX7ksBbHQ9PMPVgsVJ0fku+GQaXnspl4SkCwsgtfPUaC8s5Z2wfsm4Us5BeVhOSnaV6rA1vZPopa78PCljFLL2RUrNxA2Nk6rS+8lLyQGBTM91WCxSlql2ysI61OUpaJS4cFxrytKW1fBVqemC6+4LxWTZxqfowJZ5k58JBFyjs9M3MoJd1874pOaWvKXwfOsWS5SzzAEnzuCW+oZJucdnhgl4Xyabmmzj/sRFS5glyXzvik2Roypb+84gl9BLn3n2UuJWH/YrbPN0G4P08fO8pc1S7j5rqURqXiiQa+ekxPql07zlqX5JM8HDx89bPM7z8Lkk3NbHAtS271BBLm5c3UuupaaSxYrM1LX50ZfMS+f4k3jCbuS2MJN/PXcUYRqGlkmEA6mI0sf8X+4pGlgXG2S8SYTxpbjS+Gl/KTu7kxzTJCjTSyNJYN46oQt3KJpYYRsml97iuaWC0skejCGGnaISTT2ccnOFDEpqNdESxTA9VD6LcrHxc/WlilzDc4m0uNpbgUynaB6ItaWHohCrCLM1wJL3EDSmojMSmbMeExwesztPMKwa0DEK4M88CdLxBnKlNnAzWU8OlnpK3FmSfZrZTTHsulzXY+TxQirrpZW7ogvXVQ26WALOMl0QXllHLlQwEXf1NX9RJ9qel6+IKkWz4iY7CvS8snOhT3Fnj7pcqFbHs1JldLWUdeLNDpkdRpdlR4YSVoPrNBhbb7L+liu64NmycZnZRT6MdlfnocTNYVjgZbAy6V59hLl2UhGh/pfm9jwl83oMTMQ3nxqywSEBljVI+nt4MvxM1VuLjWHqOLUMzhhjebOGNWPIMSuiYSMt7ecO85YDH0SxLwPRJLeY9c6cNYHIHokyMuTedxlq8iXrzrGXdvOjeem8915hjLvrmRjJ0ZcW89Rl+LiKd0hMukZeHiH53XSiysnLMI+haUCwmrKswLKE5MtPHQsRg14Vc0bDgGkYWI11k6YjCRIVTlSh5uD1beGaLChz7g8rHJOywtk0ZlqZulDnTMvf1XmCxZll9wNbsrHL6Zawc3bLOhzlumzMvDBdVyJZlkzLXjknMuTBc8y/Zl1Qmofma5bZOSR0nOZqk6cgxqRjtOUF1jylpNzt8kIsthZaTlsFl9o42z1ostRKw/YnFlpLLr3mdTMypZCy3+xYOOyHNjla+DAsAlBsY8CbgWImjFZfL7jGFxoiIjpzwIlZfiU8uBIrLdQFKsuuBfuCG52CwCSA9P3MhDGCjiEMeFu9Vp2RhtgS0U8TTNpu/k1dwKDZdPJm03ay4o2XnYsQ2ZmQqECNsCp8nU2bgIX8mjYhMbLlPNoW7WXBWy9Nl67iwTkgnI7i19S1IvN3WzAo+xb7ZY/MhFlrY4fjl2ktcIx2y3j5s7LJ2WbvqHZeJ89dlu1LiSl0st4+cCcs6lg+c0EwYCTCEgSy1vOeVEcuUQsS/ZfoXDOGT+W/2WPsuCzi+y0kMYQkWWWqcyA5Z/IEUGIHLsOXoJj7pFyDD0l/9GrAXV4rgsh20yEF0mLlxh0/PY5cpizP50vzNMWJtPGPgxyyv4fHLeoW+At0shNSPSXIOaZOWYovdaLpy69pm6ictxKIRy3C6Rvuxdr2W4gubic5f9tPdHaEQRKo+cvK/j+opRCRGWwuXlp4HsR5y2zlm/WYJIG2B6HCJVJSpxJSfsw0lZ+zBoS5ODI6WIWW1cv5ZcUVnll5LLfjl1cs9KapGGkrPXLMOWtB6a5eSy8E5F2e4WWP2K2yz8ctbl+1cQPtwfb9+Bp9q36MMqdUcXctiq12xGGVZH27uXD0spKgB9uSrF3Lz1mctxmVzqjk7lgtWMAWDzgZey2qmel9Dyl8wwrVa3Ug+i0DG9ze8wk8vw2Dm87mgIEEvXnk8tRcTRBInlxO6ueWAnQp3UxuEnl7Jz3GWvzj1Wpzy+Xl/iWnKsC8v1eCLy0RlkYypeWPA4Z5cIBmBrFvLZwxG8uzCzry1XlwtwqntfBbN5bTyx4HGvLy3ndEwF5a7y6Pl8YzxeQ7lYTezgyztuVczs3s58ttBCLKiZxJfLi+X58vT5cK8EbYYD6m+Wd5OAfSXy/54AKTBxm/ziz5dXM8fl1pKHkxZa7LsU+k8oRRdixRMb8sYVRLSj2xBlmy7FyQuAlivy72xG/LRkW6pNDsRoCwIprWul+WwM6iBYAK+/l2V2wLl2nP/IicS+AVmEYedQ2nPuJcbM24cCpzG8wZ3O9WfEeBU5nyiVTmr7Mb1EgK+gVrArA9VRwifOdyc1guBpzt65DeaEFZIK1q5r/o+znRwgbxbpVHs5rnIfDxrnNj/WEeEQVhuIzBW5nNcuezcAmiAVz7UEQ+bB8y4K4VlDZzOhwd6L8FbuS9vZyLmpLmx6J5WewK5/4FlzWLmZCuPUTdcz057pz17ciNzxub3HjlSaArJrnZ5jFOY0K4ppkZzt8x1XO6FfwK2K5oZzKhXl5h6ufNhtErNAzEfmzu62GShTtgZmwr64lcgvUqYbuKCnEtzUVnpJMVqFKC+QZ7bLRgwrFZumfsKy8lyTwVisu3LtWYh84Spnwr4RWXy43abcK6YrSxWsRXXZ68aGwM4vLNgzByWxI6pFekk54VyCL9QsenMuuYQKwjHFO6A492IuFFZCBrbYYpz3XnUCtEbmixJUViorphWg3PeufyKzzkKwrY/0c9bCaCFs80vY+OmeNdwbtFdWy/iRD6e1lxbp79FZj7oMVqvQVlnF5MnUXcpN7sZskXRW5bPTFcpqH0VztLETmeitBVHaKy2lkNqH09REa3Tw2K25ZrYrYCnZiv6KfJk9MVxRGhxXlisgyZMHlYrBd6mC9jAbF6SuK5cVpIrl/07isLNXf5rt3U7LlxWXivPFafDnqLf/oCwMvZRRA1mBkrdMawN0MASsLyX4DFvMEErO6WAfreK20kw29YSzrFkjTPQuF8VvCVi8WUKc/iuWmevS87pxgI+ypzdPvh2Vy4H5mjguJXHitG5caQA34MJWxJXnTrrzx0eqJ9G4rGznD6LQbnQUKsZmHm9JW54i70SZK1QxYyQv8Q2SsDu2hopyV3PIajE8otAF07tORp8y47JWP3bClbniFo6MUrMwFRSuSld4ooKV6wLak4RStEdwVK1xJw6MXP0qSs9WcpKznp3gompXWtbBpbxzuQ4aPTbOnJnISSZfYsG8E0rT04gYxg2HYrlCVqhch70bSv/RgvyxDlw96JPsdPbOlZ2nEDGN0rQCs7SvqFcxhgFkbKGgyWSALRYiemIGVsZLShW7hihlZ5yHC57J4df0AsipUhjK+ksOVyDHpePJlFZ6kmLPFMrYnk9+YZqbFnlDPElL2ZWxXKplYcUCylqf8ahWYVNX9Qik/xcPiTXvt+LjJ0mbptWV4x8LhIL2z6swqMyt3CsrZ/ROi7qNTKWmWgBYGn/UKIh45WBSqA9fsrrQJo8pzkDsyhRLU+MMcZeytx5QnKwPVHQ450WrwiYxeh0gG8DQ454RiouFpc1jDIvFcrz0WOrM6HC3K/qCSYrjcWflA6PXmat8VwKTZ2gzOAhSdpK8nFqjAaaMKmoZoy+k9/oMkriF0ndMCnRWaklIRZq15Xu9Og3BIMFs1fpe5cWBDCn6f/K5xp0G4PchFmokqY3/MKdNyopVVFjqxxb4EJTwYU6WsNRV708CsEIhV6HmzsExV59MGFXuhVsf6MMQkKjC8DWqJ7FrCqFssHypfldvTFhVbNIpcQzyux126BqxgdGIr5WmoxflRGjnHXBirnA4RjI9LztjGRV7WLiughl52xmAq/aOHirZcQeKv8VZli2BrP4QvXsIKs03VI8m5UJzqsFXFYv0vFjdDkdQirbSkPoiKVdpurOlgSrWpUygqqVZwq+4OeHwPYYlvAUr09K4dGEKu1pcHctbziAVqZV4KuqAXAFYVl0X6Jp7BALQVdjnLt5VyDOZVmHm4fMuSvx/VVKwQVrJc/JWuwjeVbMKwQsaDc/lWtjOGFYBXKyVryroVWIGJcea5K8NwAKrBdEb3b8lZvdjyV5ae3btoNyJVbXdqlV9LgsVW0qtRVf/s4lFuQ4shwPov5Vb0oB/EZ7Q4MWqGIViC5K5a7FKrAVEKxCFVaqq7VV5keHmQuSuiHCaq6fZjzIVU8WqvtVYwDvVVvZA6rsKqtj/Taq8UYKQ4xVXn3YYlGJNLdRVFeULk5Kgdmc5KOnpwBLclQy7SzVctOkvJ47Qy1Xfai8+z9HNyCJrkdpJxfghdgbaOcfKLQ9glvUDvUhwwFuEViY4cBCIQXVYnfosaPT+3pi2lJRoDOq3/GB8wvQXrqsPmFuqz/AWJoijxctAKHxE+Geg4hgH1W9qv66Huq+OYx6rzUJshhbJGOq14BOgqG2U44QXVdoOpkYJaAk19xfg/ljtMFdqY6rCh94YCg1arPtZZJGrQwJgavHZEjFN2EcRUKTBW7mI1c7iHAgKGrfmkVEITUiBqxdV7GrBhi8auU1fayH9V+as3gosDT7VYRq7sId24rNXW7n/VfSdImCTGrrdzGas6mOZq7zVm6w/NX5qyC1c94EwCBQ+iNWBsAE1ZuqwBWUVaoP1hatDGBxqyt/PGritWUasXA1XLOZCNWrctXwoC1AYGwBNfKWrz9ZPeANFjZq13YTWrwEBwateQkhq2zVi2rmMAyavHVfNnE9V7EgL1XfralinjaK7VpgENtWmavajg9q2gRYGrIrpXoC+1dHFG7VqNYO1X4atA1cWaN/AGqwn1Wh9y21eSKU5OaYEQoA4asbqHTrGQ6a2rFqw3Pid0iNq1QwYuwABlexiR1aYBKLVh6rLc5BsCjeHkiH7V15sJdXSmRO1dt3GbV0SY+1WMbDm4G9BGzV/j2JegU6uhbQK5NywTOrXqmO6sawClqzOFQnEtjYQ6sXVcbbKWxIXwZdWoO6e30rq2CvONk0IQvauXVfgQCCRP2rlrg/FLcqF1q0TV9ers9W2asV1bBqy3OCiAO9Wk6to1Znq43V82rpCALeCUOlXq9PV6Ok2D8yasa1cDq+VmNA+2wFzquvVdebI/Vrur4UBSECzJEbBNTV/6rkcI7GSb1f1+L3Vk+rO4JAGtO1a+bA3VsBrNMV55TXQHvq0vWXsYOdWpasB1bFq9lrRBrB6BQ6soNaTIMjV9BrNMVZLRc1bjq9C2DasoJhratH1dxq9lrYhrsdX9qsTNhg/BQ1whrLJVXQZ0Nfpqi7qaJCv9WX6uYNYvTKmeH+gSdXWcgWwE4a6PV42rdxBDSCDbCnqwNWclo88pCauhmAga7w17aA4jXkGurlmka7vVoJ6+BBZvhCBBga+NWFJgAjWQauv1Y3TBo1gggZtXoatI1l0a7I1jQw79W76u4NYerAoIXz4m9WqGta1cga7fVxFQNjWMgS7WWFq+iGberDKRz6vP1iGwGw1vv8PdWDGtfa0Tw0DAQmrqPok8ClGgsa8GsRFQK9W3GuRNYCa1LMBerx9Wl6uxNcnq1/Vh6s/jW9GsWrB/3mlsIGrhEE3uD2Nbnq441u2rVdX+6t5Nbbq8/WOxrnjX5QD/8Rrq9vwMurA1ZLkhqNf0azw1jdM1dWezANNflq2Y1pWr+TWLViXJAzq301lRrCyQ1GslNdTqxumbTc8cRB6sY2H7aHUaLur5Ic2Wy/1aLq/SQM1c9NWxqrhOHkaxM1xZrIjXlmvwQhuq8DV6uAdfJoQgBybYYPqZEhrd1XgmuBZiOa411AGrZzW2GuHNakFCoANCAlTWvmyjfB1LIXV6PQmzWn0ycIHYoM81uOE7dXE6zvNbrq2eg7TatNXOatsNbGawDOBr8ROAwWv7NYRqyC1mFrMtXSatl1chay3OaFr8NZmkBC1Y+aw818yITzXpmsDVgNq45BI2r3DXF6sbph+a3i1oZrzEtDGgiNdzWNc1znA8kIXatz1dvzoYrNpr3zWxLSNdQZawOMJlr89QGzVLNdR9OHVgrQ3LXUWvlZl5azs1/lrShBBWu51bEqnjaHxSQzX8biJ1dka8K1jdMmpI8izzNYYa2c6NBrUdX2yx2MCJaykwVnIMVFFCZCtaCa6y16fMgu4WMCj1f1a8fIQ1rudW2EBxTDJYso1pSS7qBuQTq1aVa3LmKjYlegJGsZNcda9OoGlr7FUbwAXHyAa+zVrKUiTXWmuktbda5mbKTQgbWGGufKhDa3y6DQ2ODX9mtL1iHkE/V0cUJLWUmv6pm0hJRABNrpDW4AZ/fC4a3G171i2bX6Guotg2ylw111r0+Zt2hZtc9a8W1zuApbXfWtsIH9a5G17RrkN5UAQ1NfLa/vmGhgI+Jfqvm1a+bEDAZro2LXbWtdFk41DY1vj4ndWaWvttaNzO61+1rI7Xh6sptZnCtq181rmNXOmyX1bAaxO1k/MZrWVAAWtdebHc0A+r19WVWu8mq3a182HdrV9XjqtrtafHPu1plr92BF1wNJBPa+nxa0kUcRL2u7NASa3o1s9rhqoTjQ6lmra+w1oRrFhB82uI+jbQOoZSlr37W52sXxwlcF816fMH/gYUR/Nazq0B139rEHXONL4tehbBq1ghrbtXX2tJ6j/a5B1hDrU0LrWuENYbdOogbPY2LXoWwxtZfa8a1sNr4HXP8L4dbrq4R1+bY2TXYPhoEWHa5I1shroEAmGsodZI6+m1uXMC4V9HIOtcsQPx8blrhOtfNS6tcaa1dMZNrZbXWOvUNbQXBi0AbANTWk2t5tfra79tAsIBHXc2scPOfq6h1nQ03SiEnhdNfJq0J1mTr6tWxXSxzUXBOE1hhr5DXkOv+1ZU69K6K+sgewAms/lm468x1/2runXKoSofC467WbZ1rxLXTOsW8lsoxQkdJrv1tvWvOdefq7p1jGrn7WLmgwdfHa6J1pxraC5c6bLNFka2inUSYwHWkRjhdYC64I1mJGIbXXOue2nfayjgVergXXEus0dZmMOgfB1rIPxemtt1eS620qdzrOXWR2t5dZaa7p13qg+nXlatVNY8ax81rVwYHX98zXfCGHL412xrtXXN6u6dY0pPJ1yjrKsJbBjEda2MA11o3McnXa6uCdZ661E1/Zrsr0JOsCde6a6N1pLrIXXSmvidf462K1vxrvXXomu0deQSJ+1kV0+BA2uvFNbm6+M19jrSNJOOvxNcKazU1okA6HX4OuUtbK6311jZrlzX98zfPFe+K3V/5r27Wb2vwNdJBPd1zDrlVF9wRGtf66zd1o3Md3XdNDvdf3Dpq12zroeBXTAOFHca6JMOrrhXW6cQg9asLO/AcHrRTW/qtlLgQZEAUBDrM3WruvSWAG6yfmVBkDKQoOsIUDR66t11timkB2coHNcyayt18brUPWSoRv8jiaAB1l5rinWYutI9fhmA/YB5A2nWXOu7dY1zEO8KWI5gBdatRdeEazp1jZtNwhUqCx1eC9EF1l1rbPWOlyn1bQCJrYCd+wvW14T09f565L1khrwXoDWtA9ZdHmL1506EvWtS6K9fVawv+YzrABAGQA9hA6JPaJEhr0bXqOsWNYp6/cqa+AnBBT6xS9dPNpFgIjr0TXr4ClMjq6zw4cTQTHXdevMteSa2J1oh8aB8F+i8dcY6zx13Or18BZkgk2ht69A8OnrInXvusmtaJ9EH12yUGXFjetadaU66m1890fGM2hSh9ZvcMz1xPr3dXI+ukdf3zJQecswgvWJ37Sdcz6+FAAyEanZxzCfVcM6271r7r13Wo+tG5gDqtxYMJrCNX/es2db1621AfIwfNWo6vQtjBGD511Nr5vXqdBt9a8MJLVzvr3nXf2sc9aposT1pvrHDWf2vBdez62x16fMY/XBcDc9Y/Arz14lrNhgF+tc9Yr60DWDf4s3XZ+te9blzOv1ifrU1Ut+tVSho61u5jvrtnWemstNb76xD4Afrn4JA2vG82mBOV10vrDfWl+vw9ZO69f15tIz/X34Kv9a26xD19rrhupiKABaHj6/j18nravWM2t59dT68AN59rDvWjGsh9agGzNgMbr+TWP+vY+lgG3H12Ory3XEBuVNcd63iYMBry2hf+sI9f5q8gN2X0PvXnet4DeO63V1/XrieHNetC9aaa+Y10Abu/XQutEPgMoFXiNPrYBnhOu+tdyQEPIIAbdDWMBs79Zr6zn19hknA3BvgF9b2qzz16frfPXy9ijbHv6ww17vrEfX+Btz9ej65INoAgudWu+tOtfza2Gga7A5fQtevN9fd6xg1gQb5nINBtnkjhazgEV3rAfXCGuOTxACNwNwvrCfWYutEDabeMCQUCGIg2w+sZ9bl69JMd24Dex0Bs2DbkGxj1n7rBg3nFJEXmG61PFYure81b2uWuEQsCUCC8kafXv6tjtdF6wwN+brRD4WyCzfA8G9YN0drI9W+estCRxIk4Nm9w+9XQhvgNd8G5sdDIbxV4ohtHtee60y1kWAmLXJyQqDevaxvVplrdg277DavHPDNINkobNQ2nasSfDvsrgN6IbaQ3WetxDb266apnvwbBcqhuztfUG/4DaCsyQ3besgNdLq4fVsAbUaZ8UAwwFGG8UN4IboDWyhuzDbv1GgNlIbYzQVese9cx65sdEYb5RYFhsbDd0GwyAKKiCdhG+tH9fD6zP1+Qbe/W+huT+CjQkv184bfPX+hsdDZ0G9X1nwbtfWDBuPDb966YNlvr7DAEgTi/CyG0r14Nr6PXGrDbDZSXPAgYD0afWARv29fG6wfVIXQ2gJtBtYdc2G3oNhQbgg3UgQ2ighG9r17DrUdXwhsANbGG2H10wmV/XphumqcSG5EN+PrLsBrYjldZBg7mqQer0z4p+u2DcJG9H1jbEXAo1msy9ei6+oN/wbsaANOtb1jNXXwN14b+g2ChvbQACG5yNtFO2/XsmvdzGeoF11pPrl/WgRsQTBBG80udkbEo2ghuXdYd68SNtYbp5s3+uQ9fpGyiN3sgSQ3ihvqjfa64hYAXkRQ34BtZNbN65qNvwbWXIjRueDZAG301nWAoWAh+sX9etGwV1s0bmx0GhuVDcIa6T1zAbj3W2hv1/D963qNnbrPQ3sFwfDZUG36NxHrKw35hukjaVG/QNy4bjA3TsxG8i+QNCN0W8f3xQhvVwCWQO/Bc5rLGZttBnUjna3I1/IbhqpsWRpjbYa6W+LMbarWPfA4kUP679bEkke81d2tRaDqG3ggKkAZY3daulvirG8mN8OAnypN8BaDb1q5WNjbKoQ3axs3vW4fAAQFRcH1WR3QkYG7G+116k0I+J1ITVdYXfMWNi1rvY3g/KErCpVJryIcbWb4ZxtLtZZiutoe5En1XDkj2akmG4QN50beY2+12bjZsa8f2JMbY43Dxvpje3G7zgTYbc423RjnjcLG8osK8b7vWWYpqwU0BGUNnmwe0A0IDzNZvGxxAcJUPYNchuS2A/G5n1hZr7YRkDQdjZx7I0QPQo7vXvxsnLAXG6BNqcbfHY60jfDYea3peLSat7WAJt4gkSa9BN8kAV1XDtiQ4ko65LOGzAAjWUxsyb1xOGhNl9wZYprxv7jaT1KO1wyE77RBOsPuAom0+N/Mb1aR7xv2ZYWSAI1rCbxcBUxssTa3G9W7dibkXXIxRV4kEjPhNuC8ZAEvxtUTadnGegISbNfx6JuiTfEG3LVoJ6JYRAvhLjZea5StVX5HE2JJvSuhrgL2ieMbQzW1JtG0CIm9pN5SbYE3pnA68ny63HCTibN8wdJsqTce6+O7dnKajXiJvoMgpoLxN8d2e3gCBsfO15G8iNi8c3E3nJvHjdYYG5NqTrpY3MrKNjbXiGCKTCbmk2LeRBTeB+C5NoowYU3DJv9jfbG/BN1hgcU3FWsRTc9tK2NrNofngkptIqE9G5RrWCbk43lxuuTe6ym21tKbbSpxxuLjbAmwreKpSf/XGmuWEnsUheNteI9k2NJsBjZbnG4QA6IJk25bCATezG9XANqbhkIExvSdWeADI1qerlk3ILB4dZsmxuoB9wR6Ie+vCwDt6xvsPCbsk20qAJQAuG55Nq4bUqZQ2hCBDom901hCbxUBfWv5NhYUBUPPjsUqJsxsjTfrzBgGTqbAzNupsuwBJtNsBc6bR03xJstTfKzACoVZIqtgupsljcu9EqoaJr742MMBLTdiG9GN+IbT6Z3pt42n6mxBNn6bq/XUFSvfChmJv1yabb4l7pt/Td6G1dmHhcKy57msvuCmmyWNtk4yWhgZs/NDEm7ON0qbdOJ8gSauHGm2M4OSbl030ZuEzaGcGXSRXoDjXcZslQnxmwmsDqbgFAKZu7ja8ayYERFQno3GpuPQFGa9TN+5U4M3WZvIzeHxBzNwybgM30uumTaL0Ov1WobXM3qdAuwF7CEDNvSb/k2cKBITaum2y8RsiyU3V4DNTbhmwDOJ6bN03QpuqzYEm6dNg6bKs3cps5jbeG0+OPWbpTgDZuJNZ6m3rgNs0ZE2ijDoUG+GydNq2b802tptyzbFm03V3qbZM32ZvmTeTq7mNtDrZgHCTLAzdem1u1jjQPJp/ZuyzZym+FNh6bGbW/ZsezZfcM10bqbKsIqOynDYrG+kSGGbOM3I5ty5kAgAM2EKbKM3U5trjYyGG2abJrX03EJtQTYlmzf1hoyTUVPpvbTbMG9DVqEgQvhdrAiTcDm0u1yybtc2IYAyTa2m8kQO6bQc3rePmKBtmx3Nz8bac31Zvs6fawI44QjIIk2RxstDf5q3G1zXkn9XVJuZjc94LDNlabMY2K2vmURnm7ZNkkkq42FJt+dez5A1Nhd8zY2qZvpza3zK7AQL4rE2uxsTzfRDNOkcosws25bDSEhtFOLNg+b++YoUCXzcrm/tEcgoT43wVAjzc2m5p10+b1Y29S6gdZ9m6p1x+bbLxn5uNzc3mxfNoBb/U3zZtqzcXm/9Nw+bNmAFBAxTb7m0BNjrrtrwd5uxTZ1m/s15ubyox1tAnzb+zFVKN+bfrRooDZzarm/bN0ubn/WCFv5QCIWxBN6ub6fFYPjR0iym4VNw6b/c2m5ukLeCCLQtrUug43UavoTc7m3nNqcYjkF6ZtfTe4WwpN5ubvC3QID8LcYW0gtmHMz8pP5vcbCoWyQt++bRuYleRSLd7m2lQahblrhg4I5YCvm9B+Ribd83B5toLhrCHjaZ+bTJxMRs0Lf0W1ZsCBb4c2oFvAjf/m2Z1oEQDSQxFvbaD3m3PVhnrm+AY5uUrSmQJRN+RbWPXUpB2LYgWwF6T7rTtXwQh0EFJkHLNmqbWNWWFtwmECW9o0RBQIS33JseGFMJv0YcxbGcUI5u6LYza/EtwubaC3DZtr9diNDcIPmbkC3UpueLejnM4pIAgwC2LptqtaWaBAcA6biC3jpvhLcQXAbAK4Af4o+ZvEzbVa3LKVX5kM27STZ1hSNNUtgpbKS5BAitLcQGx0tuObzS3eltG0DaW3KhXBbxi356uyjZ0NC0tkZb/S2tFt4LeWG91xSKAuPWx3y8/DgcPktlJbMw2lltnOjWa+hNuSYFs31rDV3TegO6N4hbJc3ulvNLm/cKdDTdrnfXTlvLDYogJu0WRrqy3SlsDzegW/DNwQb9y3YoDGDa4W0wtzeb18AxWQ9iV2WwItn5berXLJt/LcbmA916wb4i3upsuAnUQA0kRpbKi25FubLdNU7c0WFbazXGnAIrbfm9DgEzWGFgTlspzZ9a8wt85bqnWsVs4JBtFDctvFb0036Kp1LeIwGzN2Ob2M2CVtIrdz6+X8BpbUM2mltBzapW8ytknr+k2fSobLdeWwQdJlb6C2j+tcrYtm4bqbFbpK2L+v8za9m0bNvkbb7XiVtR0AE67z4MybDk2YVtDgnTG2vEAKbHzXQVsorZVW7kt6qbsS3KBv/LYhW6ebDJbyS3eVvi9a8VACt+Prxq2iJsbNoeW18t8d2KU2MFs1LbvsB8t+IggK2rVuRdcOW1ct+Vbaq3ipsaradWyfYS5bGsBvVtFTdCW+TVmZby6w5lt2TYFmzytqxbxs2UlymuBMsKMtogIVS3mlsJrd+wJGt91bjq3CVv0eTTWzO8GgbtK35Jt6tYZAFPgXLQYq29es5zfxW0It/1b2DgS1uSwGDW9DNytbRa3cHDkoXJaPmt25bUw3s1sJCl9QvIxAVbGdYMVvLDat5HYYakbM74QFsgrerWww4QdbxU3LVspra3a/igY/Es3w3VszrfpW6at3As8cEmHDaDa3oA0JNVr1V9O3CfTbzaD2YQOS/o2GVtZRn10ruthMb+62TSAUDf4rGdSMXwQzW82iLbHwoMut2Nb0q3beyk/ThBPwt+9blsBt1vDQHswKqN12smmAH1sLzefW15N1R8sTR4iC4jfXhEcSR9bm82rDC5UisG6ebC9b6hl95vHrfvzKvsZvEWQ2d4QHravW4eCRPAe63I6BbrZeW8Bt1abJ63FWpGcXPW/htgBA363SNuurZeazbQVBA5KFuhsobdUfNRtvDb8eB+Pi+tbUMq9KNVrHtBAviHrb+q5ZNzjbJoBD2s20F429htzbQM4xihuX+Dv1Axt5Tr463CuyDVng2/+t2JoGlIONu6oBCULVsGBrl/gZ3jGDfq69Yt58Mam368L2jfSxiuJtKMWvX+KwfsjdG6Y1y/w2jQZNu99bk2zQeXIalm2/NLWbdpeKpt3jAZ6271sGMHhWMyNgTbp63EgTkbdIBJUSMzbdVFx+tRtbzoHSxPjbe43O1sqxhC24LgMLbD7AItvYbZbBOut/Nb6EINmg+bfs2xngNdbHnZUtsfnHS28Ft5LbOW3pesp0Feqxlt6LbqAZstvojbFYKVtgrbbLIaNu2Tc0YL+4A9rLHXytvZ7nc2/5tu9bZ1BZki8devW++t89bsSBl1g6bd824QBSog/W24cA52GZG+FhX9bEG2IqDjbceW6x9KZbowYf1vgbck2wNtibbwW3xNuKbbEbDNKE8UlDXMtvC7E22xhtsVgTW2ets4bbI251tkhgFpoyttMbcmHF1AGnrG63QwCibfa66bce7bqW3NsBwgm0aCQ1gTbd23nmsPbfT3HRQZ7bo8hctBGbZwEHtALY0q7X9tvF4CB2/EQeLbt/hwdtlDZi+LElCoeIm2ocAajda26TmdEgccIFGAYzjOdIDt+toPtwneA47ci2zWNyHbvRB8dsmNEuYE9tpxbMXxaGBhkFy22DtryEOi2V1tGZk5QLTtybbxAV4dtO1emwDn0B3wibWsO4A7aPW8ztznM1uAhZLCzZJUgLtxHr/ZEpYhVbYS21m1tHbN23bezxUSVqg9tsjoUqJAdtvKmV27ltwto34BoNtjrfR2+BRDXbPtwtdtNpl12/YJbnbou3IuvVbau24r177bIu244SW7c0YDVtmgbNO2G2js7ca22IgWzbWfWFduV4VZ267tjdbZ1APdscbeS+ATt1Rgc22htuk7f9JCHt2bbs6wdNs+5iR2zFQMPb122hdt85kx22rBUPbMe3Jtum3EjayDtlOglehPdsgdZHMItt58M0O3etKabYD2wnYHTrL23fttvbcu2/zYG3bEe389hnUhl249t1HbgO23gQQwH924nt+vb+u2Dezt7f+G+qwRLbbe3O4TcqE82/9t4nbv83C9t6bZVjMs/eDo5G2x9tXrYGQLroWPblKlpNvLTaI20vN5AsJo1l9tSbZU25Xtj8Ek8gTGvObZb27jtwXb6+2YFvIFhWa6iYWHbRO2F9tdOEhxNftmyM4+3dNtxrcV27O1c/r6WMqiDjmC3a6biAAgpvRcttA3SQ26ftmUbU+3UAwOEF/227tzTAWG3Adt7izZeORtz/bpu3YIZF7en2zAdwBMnm34DvbrbAOz/QCA76YLUPi/TeT28gWDLdf+3itvLwlqkfntoHMb+2c9skHcA24Rt4A7L+2fduEHYgOzft6A7ZEQpkCd7Yz293t73bowZ+Og6alY24/thfb3yByuvKKkG20nts/bby378zcHcEOy5t78AQe3iIB8Lbn27bNMg7323ZDuiLfkO6vtvfbb4I+MCSbeP20/tpQ7XnJYVvx9ZR2yftyXbul5f7jN7aYO0Adv+bdB2uDs0tDlZA9t8w7xh20ChAIFh28pt6EIeB3RDvm9kcO/kYTTbV1A1Dur9YxeFoNiA71e5pDtuHdoOy+tn3bEy84VvEHakO2Qdy1KAR22DvCHY4O/gd4XMgXRJrgPbfQO9/twV8qR2a9vJAkUOxHtzI7RW32lvStmxIJXthowTHXyqg7bea2yZ1vI7eCILcCFSCpULttwhrmnRzIQ84je213toXrAm3uGDNHbd22tt+bbs5w97BFtYZhj0d8PbPe27Ahs2Fba3Ydvg7z23uGBCpAg9tod+XbSR2DGKzCi/cA7tlcccu2pjv0RBOAKvNsbYHrIdDt5HY2O3HEGxrsu21dvU7aWwBmqA47DHXojtr7dCOyBtszK+x2tjtC2hs2xxt+84k8gaVtabYtiCId647xG2DGIQ+h18MjNt47pm3ndt32jSjIEN3WAPh3d9uMbYWO2LFdjAwJ2hRsr7fBO751yzYLRVVVs8bdb2xYdyfbVh3zEp0SgYMH8duY7Ux2kpRDghxO/YdqLbnB3zEr4nYviJv1ww7T+3gzSGQjExHztnfbrh2ITvuHc/zJigGk7RE24TsMnYRO/+cRsEo3xfOv87d2OyMd3zCbsRgfiwncZUhLtyebFSoWMBmLdIa0cd/k7JJ2zUpLHalO8W1mU7V62xOzLHbpO3ltnbAiR2mTu7eQVO2Ltizi+W3ATtCncmuKv1q3bde32jt5HaNOzydyUbju3rduAnZ93A20B3bXW2GjstbblOxAFe07tJ3pTtOncqO3r14BoasFyTsk9YD0gkd807Ap3c2iYoD9O68doY7me2e9hInb+O5GdrU7nx2N9vC5ixO75NpvrgZ31tuAnehO91cEU7Xp2XhvanZfCnPBAmEJp3Gtvdbdzq8ZsM479x3TTvDHddO3RmcDQN63lGuUnZVO7WduEE9Z24zvBnerO6iGBXodZ3DjurHeOO5Ltu2EZFArTtdbRltGKdknbIZ2EzQyBDEQIOd0E78+2pju52AfiPWdsE7HJ27NtjndezHOd+jrGTX6TsxHdcFDtN147uJ20TsstbCO6MGXXAO53CTuTHZOO7UmSa4p52qdv8bYj26et2ZIn83MbykUlYgM9t2nA+Rhh6QXHei2DhQeY7eZ263z6vAhghwtrDGNLQvzsvncIAieKB872jxiGAIHalWzcd19boF2CQpX1ZF5pBd79bJAR1d4IXe0eCvgWU7kJ2CnwoXYlJGhdlTgGF3sNtgbf3BIat9C7XcBMLs/nYszMtt4i7g9XSLuJ4BfO5agJqK5kRPTtYMgoWzQdyw7h539NsMXZ3aCRdlTgSF3v9s82nEGIf19qoQF3yLsJnfP2yRt0gkIpJJr7CXZJClSdgbIZF2KmuDHafO6Jd9i7MF2Oouu0FCwDxdsLQe805LsOGAUu1pdqlCmvIgNtiXbEO8xtnhcA9XPTsXggZSPxdi8Egl3pLsscDZlMZd1S7Xx2zLt4ZCku1Edj+gjl2bLuO8xqsDRd2UQ26hOZsrnZuZFxd3y7np2noBPNaIm/xWb5iZFA/LtAVg3eHUaUOrw23ppIxXc9O4+gezovE2UNI9mCdm7rAQkw8V3CxtJXcaMLhd3k7cV2s2j3jd622BdvC7jxgAruWLZMu9thOC7o83rTvT0Gqu5F18XEb52ALu+gwRCJBgJy76J2OLsxbb/OycAdq7Dl2urv8Xfc2/edyq72nh5D7fndquz35yob2V3HztR6GfO9Ttu87G/xxrssXagu75t0a7K13iruRUD4u2uN1q7/52OxsCkExFLkdoK7RGBXzsHXY/O8dd1Tb9V3wLsVKGPgOjSEI7zl3EzuobZuu5Vd69woRprrs2niKu9ady5AUooqztYXdgu19dua74ig/ruZ7bU29eMfiQv125XAfHaeu+Jd1DbSzb6/gRKVBuxtto4kAOAIlL3XZOu+2d94sQGAnFAOFEzwBjd1Tbtl33LuFHfZRjeAcFr0vXbdvS4FUQqvVoIUOl2F9t0vBJtIftmS7BIUVLs9XbUu1wdhm7bmogGtUQ2Au9Ttq0gAzZ1zsLSDWu91dg877N3i9upUf4UJ+1iC7FdmMDtJijcUFLd/C7ZF2pruw3dMu7dtuW7ckwabuK3bou3zd9Eg1zVgbta3dZu6Ldly7at3ZxR2QFWuyv8OS7XUAGUj+KnNu7tdqtbp13/CAHIFF1Ldd/CQdt2i1um3FOFM3iVRgIl3lbts3eNu4rtsukDmJyqg+3cB20oSCFQLt2JruLXZvOw7dikslu4yxTjXeUuwvtsO78d3trtWXfWuw3t5O7+t2wtB9TYwO4Hdr27Q1307sx3eYwD3BIO7qjAuIjDXb2u1bduigDV2utpNXYiuzGt6a7Wz4nbs23e2u+Fdng7ibXEdt63Yju2ldhK7w02G9u63ePxN3d/CAvd2v6ujhX0cgMdpVseV2txvfbfVuxPdwSSU93cGsxfG34ClaTW7VV367tZraxuwb2CW7K92Azt13fbu3HV6bAA12ubuI9dqOF5dp9bjd2Wduc3e7ayIVFioZ92YNvJwEFwNTd3e7id3kNsA3Z921gUDmBCt3tLuTXfV21Tdue7rt2ZbtsXb9u89dxdsD93FJT/3Z2u4A9yu7V92mbvuw3RpFcdlW7m6Vh5zH3cnm0+jeB7e+3t7uC3fRux9dx67wD24bugPcwe1/d967D12/DsC4HHu0Q98FYJk3GfL93fZJBrdgM7UN2qHuUyiFgJLGRS7FoNKHv/XYou8gWRQDlehYrsMPdj21XthfoWl3iHuY3bfu1wdmWEgj3eHssTBIewidku7+d3SbuT6hhu3g91W7iu23gQDjcOu+IoHsGn230BvdhWaPhQ9kBo0j3lzub3dGO4TgQheej2Cbt77dUe4lNjc7fD3FHtG3ZAe7dtyx79C3fraZ4GRu87t5Z+TXIXbvCPYQe0o983s63EPHtvXake1udxvbaj2LjuXIE0e8YN77baKAhsA13Zyuz3dsq7E80JtBZ3b3u4Fdox7TrQEnt9wgju23dhybhmRbLjznd3u5lvfn++1XvtsqMgUEF/d3gEN1hIrv5yFsiKRN1O7SoA/wAi3c96/Y9xXb30ovkAR3cQVPU97/bVT2MqAxPcQu1A9+27qT3FhgtPZqe41d4W7nT2Snt5PdTO/9gdB7jJ2L7vPpTJkhM9o/r7LRpnsyPbRpIk9zx7gT3vHt2Pfwe7dt1Z7GT2Anv6PaCe1E9wkU6z2LkYcPdme3zmI577qATnuuPeK2z/tv74753rHvsPdse4097Z7r+27KSnCnUexUoG57hR3LIoAQCce2VuDZ7uD2tnvKPZ923bmO5onz38bs4PdIey7p6KAppIL+tLPYrZEC9l57IL2uDswvaPRMi17HgV1299tven5pINd3i7fT29dsDPe2ZDi9nXwEL3IHusXcruyS9h57zj3U8LcuAae0gd0A7VL28XthaEWylBdtZk09l0Xud9ceMF4dmq7iD2IMpovahEFy98p7hT27EK/PYcxMy95J7vL2fHv8ve0iOC9j87WT3KntIsmiQhK9uJ7092G9tKvY+ex+d1V7i93i0jRPaHuwvdvu7Rd2b0AOLbOdIK9+F7wr3snv5yFye1g9uB7iL2Znt8va2fBbAUPQZr3y1slXfSuzq9jACYIAynsKvYbuw69lnbnr2kGv5PexSJa91fAW8dr7scRE8uxXd/p7oj3i9uhvekO7A90+7Ub33bvXejDewm9oeEo4oIdtGvYzwCm9+N73N2nbKGoA+DAjtpjo+IAynsv3f3O8i983sAb2IHtlvYcO9IrOabJ93/iohT0ze0S9x5QQ9J1oD1vdQe429gSARb3DVBdwB3aEK99p7hd2W3twUV7e5xEDF7QQpWXsYHYwoGeScd7QPNebvR3eHe/YQad7Lr3p9ifnctu6meRQmg52iqBu3aVUN9tjd7m0kumvbvYJe2bt+uADS3W1vWDfxaHYyER7nD24Cy9KBtUgKtxlwV72g9t3vYKhIgN217173znvIFhfe+e9hDbUz27XsyPf3exR1rsKYT2fQMRPYb24B9rd7Gj3QPu7LZ17KgIRTUgnXIXsGPa92zG96fb0OA4Pu+/m6a4h9oJ7WgQmuT3IQQ+zY9+M7fr3Ocw4fcIXhh9zTrLj3obtmbeSIJpqEzSs72KPuMPef271d0A7Tr2iwhwvddewR9tx7Vb2zHtQvdk21m9hogXH3V7tePfUOzH6CVqeb3M8DhPbWa7odnXwon2G3sgffnUDB9gIg6/gyAJkvaxe/a96V7Wz43wQFjAle6p9mR7mn3lPuXXaAOh+9oj7fOY9PvUvawxsOQXA7pD243syfc7e+S9od7KH3QDvWffDezJdnd7kz4TDvZ7AleyHd8t7DL3mQzufcnkGS9rz7tb2zzCLZWM6xO9ul7QD3gXseHY0nCF9hD7tL2OnuV3YVwD3gSD7O8Mm3tM7Zve+IdxL7dpBD3sbw1S+1ztw3s6H3QvtO2Tpu6/d9L7oD20PsmWDI+/ZNGt74p24Lx6pCA+1WkO4kGb20vufvdveydRg97m8383tNfby+xB97L7ib37Pulfdu2z19jr7t92k3snvfK+0NgQr7a9397tFPfA+/wECb7sX2fXsd3fWrLh9yr7MzBtXuGvcXe/4QEj7VqBJvu5XdKuxld6j7zr22PurvfW+69Vjo7422+GRjDYiUhJ943r8eIAtA/vddrEJ9tT7kX3mTt72E/OA+9u67PH2k+sVKm6yiBN2jbHH2KbsWndUcJd9m3rSN3KPuGna98iaAXr7WH3NnsVveZO9qQM6kyX2YfslHYu+399hrbcn2tHsTvw6O4G5SqESP2LXuRXcxQO1kCrQu33y7v9fZa+xyFX30xP2FvudXbZe8A0ORQS7hdvunfYtNNj9nE+eH3MPt7ffde5I1un75BQ2fvkfYB++0tjo7tZ2M1QffbdeyPd7TWGeIgBi3Sjo+5K93176n2Wcz09s15Md9lCrzV2O7tcCe2Anj90n79L2QDs1nbvQLx4aH7kb3aftq/b1+8N9xr7hb2O1ubfeb0AB0Z6beP2WbBm/fNqxL9+MbSv3abs/3e8+9r9js7Cv2pfsDvYWu3JdppAXhh/+T6/cZQLl9qWrgv3J/D+/ZN+4H97t7XO2t1B/fHNcJ4Nll74X3z7vGfcwHAugJdcIv24vuG/d3MDp+NP7gX3iTsOfbozJn9+ysb7253s+/btMOGCa5bzm27Pta/YxO2alUv7K2KBOvS3YpezBtjJ4ic37Lvsoyfe0i9nz7HZ3hUgt/Y8uxZ9rc7zf2s5u9/d43EZ9uX7QmVu/uD/ZJuwi9/v7tf2x5A9tfE+9B9r7beR2Z/vl/aB+Bj9r5brgpbcyqklB++Iocx7z324fu7eT60P0YEfE/33AXt+HcwIKcKVUbYP2GPsdHY7q0XSK77IN3wfu3Pc7O8L9ov79H2zntJ/eFzEL9oTGr/3+fsS+SaQJL9ld7BoUDnuw/c7+0Saf/7jv26PtPfc5O1b99X70P21/uSfbyOzAD437Ra2KlA3fe0e+DNDKgvP37Jo6fcMe3n9js7khsDyC7fZwBzOFOL8mAPVvuPvZJtCADt37YAOCAdYA5mYH39p47SAOeKAm/dGe4n90f7FmYjfvMA5QBwA9xv77t2mkBAEBL2Lt9nP7o52Lfse6Dr5MRQcgHxf3Gzsdg1ItNv9p2yk72Ivv7/fl+zID4/7DW30/vbrePO3+KY5bVm2HsRB/dPa0v9okwP7X6/spfcj+/b99WIR/37/tFfZd+wu9vAHYAPD/u/3EsB9/dqO74p3SThl/eMB+m9u37+gO+PvnKGX++4D037PHwo/u+A7n+wb9qv7TH38/sB5DcB8EDzX7GR37Adb/do2zL9je7tgOHjDmA4cB3IDqb72T3z/t3/bSBxz9sX7n0UlAdCZVv+3ANtQHTP31NjP/e/+3H9nIH+V3SdsKijv1KgCJxbX1hv3BADC164mEYQbvrXyAWR1aley99ojcyBh3qQ6dfaB+IOIibaOVaGBMOBNO6fMWDCRu3AfveA8bkGjSedQU52NECkIHGB+iN32Q91wALiFfbGB+a4CEblk3lgdC2DoB1nlxYHzQPxWq2RDqB9010+YHQPZftdA977pXAI4HtuYTgeZKgGB5F1sRitWwYjsNA5gIJLGNs7SQPz7hlKBy6G0DmriQBA3gfFbceB98DvoHBwwzmueja2B18DvDrwIPt8Cgg/ua77IRIEEwPRBtpdHNcGp2RIHA33gAJyKU127dV9NAY+5h6QPA8OByfQG4HmnWDhgJQBf3BC16oH+IPddBrA4fwAeQNmbfCgCYRG9dsm/BJTAS7/XyQdeeR5QHIDpkHT192uvXiSpovBtrhAWC3/TsM1fJB8/IKLQIg3+Qe6YEFB1NVFoHVeIfgetjY45L7di4HJa4egfGJFGB3KDvhk3IOLiAtGAv4hyDvJEhIpzgf5A7H+pqD1D4qgON1CsPVXgCiDuOrNQPllaEg5EKummEAULIOpgdWg+dILr19NArewAIAag/Cu86D+oHYjhK/QadZEBx8D7J43+Bagc2g5/RDXAX0HFA3pQe9A9VB26KSkACAPHQfKg9lBzGDzU76A2hgezA9hO4FPWWrJX3yftia062mmD1UH3gpkWuI9e2B4NNyQHGYPCwe5/bRB93RZz0JYOqQcFg5O60xoOYqlIPBOtiOHEHMmDrH7rIOSMZNg9uB0mDr5bgIPIQfRg9udH6DifbioPDQeu0DlZC6DpEHzbRBgcz4a0miGDnpAzEttAR+rfjB2ODros3oP9PJfIDxB5toOEEYoPsQeKNYXW06N5cHq7V3Jg6g7LVEqoaEbX4l2KBo3d3B8iDzoHBoPwkuO0CvB5OD3EHibWvxI6+AvwFwgHEHFoOZvvxg9O2NtCA/S2+Abwd4g9TiBaadrraXREGumjfjB8BD16Ua4PTwf7g8e62iIFfAzNg1xtfWB08huD1EH2YPm1zedEFhtoODr78ElO6Qenfoa2ABHdovVA1weq9D1B+hDj/7dKoKiQqojnB3F580HgwPqIfVpAnB3aD1hs/wOBfvVA8YhyRDk+7LEPIrJLA6wh7a8QsHX5wjUD2KSzB5RDnMHPzRsIeCQ+HQOGDjUHUEPkxs4PUbmBAcT6r4IO5IegQ5bBxd2WkHJINXmoVDzLBw6D0QHH0hfwfvg/TQHWDiMH0BBLwcOFF0hwqDu8HN1EzIdCyQsh7TV8sH6IYUpCjzYZB6aDyLUGkOyQeHg5chzuDhSHHkOK+spSCs2KuD7iHYYO+SBWQ9AB2gdBqkv7haIdPg6/B3YhTtSUUPmIcOQ70hwGDwB4kUO7ZKJQ7Ih7FDov4qBE44ggnfmB6hDgiHFk2OIf3QuQSOmD9cHhUPsoeCBBwwBQNsCHNIPPIf6Q5QUK41mqHxIO6of+Q+0IIAmR7IJ4Pz+5ZQ+gu/7d3Dc7UOCCCX/evB1ODh4HYg4Cwh8g+Gh8+DoGrWwOoRQfBh8h+sDsMgzQOXEAqBDOpGuD/SA9wOKIfsA//XMtDgDE8kPTgcbQ8tBy4gEUO+bXyAX7A/eB5WD/aiR0OFkiyg+x7ItDmgbOGIVod7Q+eaMKPMEHHEP6SC7Q7Uh89Dgk7bUODSRzQ51B7dDhEH1D3HQc7Q8pAJ9Dz8HDEP3oegw7XByZD0SHW0ObqIvCHBaLKD8GHo0PUyNlonzB2f4ZKHF0OEGIIw99QFCDgUHtIPNMAznAuwKqD2Z+pIPlIccQ5LCBVIsqHpMOlIcHNY6gjl0XNUVIPkYebQ5HB9tDgSWd+BdgcxQ4YhyskOrIq335wfMw+mhxxDnmH5kJEocCw8Ih6GAcyIaCouockg9ph0KD4GHrbEZzjzQ+pB2TDumHj23xfhPQ/xh/VDlKHVDw1YcE/E+h5rDtqHNbY9YfQw4xh2FD6gHEUO0PtWFkShwDDpYH3RFtoTRQ7tB0ReSUHFzXq/vWOjth1bDtcHJNF+aSwg+DoE0qDok7aBWwdgfeBh4g8Row/4Oewe7LYOoJ8qesHX1gYYeu/ddh+1BRnkLChmodJQ4jB2dQDokx33INYpw9hh6zD+GHrYRooBgw+6h4MDpPiBul7Idiw6Kh46D2JAeDAKDjIQ7NB8fKIuHRLBdmY4Q/LW7XD8iHgsOK4cNw4IGLO9luHPUP1GCGNBXwJ31+CSNmBnYehtbFuyQBPugjcOu4ciQCHh7SD0qgGuREgQwNc5Bx08bOH1kO6VSzw6HkEzdm9zh5Al4dOLY5oB7thzrJPWWocqw7lhw1DnYoe8PPOsfg4iB7LDqUHxWQmUBvjYOGIBDlmHK8OxNY3w/QTAvDgCHI0OXwd3al+aGFt++HH8O24cnw5JoHIpb+Hb8Oy4dF/He27j9w9rh8Or4cuw7CB/KKcBHLwBuNtQI5nh9u0SckNr2UIcPwgqh71Dpp7uG5D2ioI4Vu3hDzTURcPm4TVw9wh7qDnqHWwPK4eyWgzh1+cTKHRCPyGAkI5QByxDsEUZsP44dwI+IR9Qj10H9oPU4coI68MPgjkKHIkO44ewI8bQrgj3hHmt2fQehQ+5B/Aj0LANcPItTMiiDhwAj44oN1hpEekI/Dh8b1teUHHINNs9tcsh8vD8KH8aEgEeaI9Ma9ojneHL8P4Gsxw9Nhzoj82HeiPBMKvw60R1nD4xH6Gh9oCrzeHQIHDuMHCiPd4edanPh84juRHEcPx4edw4Hh/wjocHjH3R4fWOhNsBlQJuHojh34dTQ8Ih6EjtfAk8PY4c2A6xh2PDpJQYSPJ4e0I4eB96WOgqaCOCEdoQ//h9rD/x4GSO9vB8I4Kh0XDuXwABl+3sX9aQR1rDxJHISPSkeduCd+7VDo+H18PmevQVh/h5Ej8hH1QPeATEYEoO7/DqJHcUPdvDbAVMRz0j9pHUwOUNKgmFn+1ZtzagFZApOtWGA0pOeGVv7otAO6AmreqR9nuEM8dLFThspiFJYBbN2Db7qAWjBpA4+VOTSW8HuiO+uiWoB2R0ND60Km4otke6rniMuMj5zb6GAxfBZtHN+3kj4K7iIZcYAr/akkGpEK1gCO2HDA2ihNB7XwSLQcFBDkeWI+OR0hYbUH/33UGRVdYPu98j7IYjgPD+kw/Ga+2JDgp8dIAfkcwo53JHCjrnbVyO+SBvI8koMKPdFAgiPgkcrI5eRzcj1f7UEOxNu1m12R6pNhRAF/EVQe8fYUR9sjyHYlgOEcRUo8Ju+GSOZHxB2EcTjOGpR7gD5ZHqIY1Nv/8nbe2yjgdw2fJPrt0sWnUMYDlLgOfQATvtg5GR8l8dfwNPWGYbfQm5BEHtnZSCR51KDipDJ+wijxXbyqPa9jvcDgQLLdreS+sBcevqAy1gIbdp+HJt3BYYGo94e6mNwA7xh2AvS+oHWR06FVkA6qO4YfiHdtRzrt+ZHVvUKEi53fGSCIULFHdyNPUeKA6OR4sMDRrPqP3Aceo6/23tdqD0uUB+UeT/eLvMajlhHQiOPthLwXltPajzOqcaOXzvGgCda2cjuzguqOA0dAo8mGBmj+dQMKO1Uffrb0NhP96Z8zmxFUcd/bzR64EJQ2ZaOblwwva3O/rpUsIRKOpJA8w6XO8h97lH7xY3MJ1/bn+wEKRGwbm2vfI9o4mR8HSXs7FYOMIevre7Ry2jz6g+4JdLulo/L6zGji5gmP2cKS3nbnRymjuvgz1Al0dCUnMgpmjmFHdS2zTuTA9pR9ujwtHeyO90f8PcjR8mj91HS8FnTtVHZGR+ejg4El6P0VDXo59OySWc8MU6O7/Tq/nf+86j0B7waPp7Jio4UQHBBfh7o8hKnDRo7lQv+juCHB6Onkf2EFdRyBjpQstzRwMc/Pc5QOaj2VrSp2zMD5em9O1sN6tHrb30SADYGQx/Kjq9H6GODTZao/2RpYyFTUzz3A0fbMiIx+pQU9Hme2ZUd2GENRxsoDdH8iPIMf+EAXaK/qOVHFoMT4BTI+xa9NgPG0fGAVqCLI8BR6wjg3bDbI+MdC0AExy1dtTkyzR65s/XbtwEjtx+H5GPW3uVwCkx23N3WA+yO5McH3a6ShBoejHUmB7kfNveYx7EQKZUWmPeHsfI4eR/b9zZABqPhJs/XfBR0sj8dHPu2skAWY5Ux4RQazHlT37McAXEcx59QURbpmOvAe0o/Mx25jt67qKOvMfp8Xb2FKKClrKGOSUcWI6Ex73ti5GoWO8McCUDTvnzdpTHfJB3Mfvo6ZR1WjyLHxj2aRRIDTwu4yjyl8Qe2ixQUnFEBnt6ddSaWOE0ejHfyx6Jj99HHKO8sfUUnO68W18VHrL3XEf6Y+Lu3YWMIyyWOEQxoQCCe3WgEQobWPVQAdY6oB+ljtJ7XWO6CBvXa46CwtIPbLZBGNRGbYtrLMD+NH+KPScwTY6pq7J9g/AI52ktCZjcRh04j/VGPypP0c5w/EO3a0dbHgn3G0SSo4Qxw1mBzEEL27QDLLdmx31D1F7/mpTsehPaKBEYdmr7J2OCpvOPb3BCxoS7H2CPrsfr1lux9Y9w+q8QB+DvSkF9QBtj29ALX4AgfB/Yb23tjwHHgn29xbuTCLewtj9/bRqPrUdjo41R6C98Rii2PO3uxo8Rx+iGFB0eHXhsfFXbDR06jnbHoD2hsfSY662vjjjA7LWOi6RvXbq0OGj6N7naODewU48sx6Tj6nHtP2rXtDYEZxxMrMDHvR2pPs1/Gex2VuEdH6723ybTMkm+x4gGdH72PXns+7axm3R0EMH06PNpIL7clx0Lj/D7o2Pgjt7/YUx3BReXHnfVFcdeJGw+1cgAC44SONqCHY+2x6ajxXbWrVdceQA4NxzRj03AEGgpsebY8XBCP9wnHg32iTBEXjE+32j9tH4QR1qwPcn7h/C987HD2P/Qd049GOyPLPkgeuOLawj4ktu0O8Cr7QePNsch47Fxyi94vbYeOhsAR44RDFHjwHbwdILTQ2TaowG2ju3HRuPwjvHrSOB3dj6cEQT2hlD5emtxzpWFbHQSOrsex45JwEXj53Hy2PLbs9kkbBGnjmXHo6Pfce2Y64O3XjuKYZ2P+ccL7bbx7zjqjA1nwH0BkY8wx3BRbvHDeONlC84EAx4XjyHYzuPqMeEfa/R7dtifHfxBZPvT47ceynj3PH1j38Me5nZbxxXjgmEq+OXsfr49LO8kQP35A4wbluc48Nx6rj+wgcePXLizvYRxABji3HyQJj8RX45PxwPjgbHiwwA8f34+Px3Bj3o7v6UdNRO48Xx4+jgjHe73Hcfw4+RoGhjnrbok2pcfC46XxxBjv3Hgp24eOug2Fx8zjjQH90KSuTS45geMUdlXHg+OTCBIE7gJ/h9lPt/f3YYD4xkCG0EvP/HG+PkcdHnfwJ1TMOAHe+PGjtB4gOiBrjrabj+OZ8f24+wylVDkzWKBPr8fwY7/+8SKZVpRf32Cdc4+qOy4qNUiwuP7sc+/bpQGtQQgnweOLscRY9Kx75heLAEKhbJRx/ZFx7LjqY7DX5uspCXcbxyajs/HMugVCd8hHdR53j5QnrAodCdRHd6x2NjkrHc2OwAfaE436zGjpXH/f2L4A1WBxWxMj83HjBOs8dHndsJ7a8MtbraOtsdRneccjaKHyHCIZbcf9Y+kJ6Gd7wnOJE9kcZ48YB5mQHswoaPhCfR4/uzBwSyInvaPoifrHfRjG0ohInLkAfcfDg+cJ5id5In9hPbkeJE5OOwP8JWgSa2Laz+E9MJ+Xjs1KBROvscKE7CJyUdyJqUsOwUefYFLxx0d2onE0PNsczY7xO2wwOYbRRONlCi46kJ2YT5IHshPOic//b0JycdgYnwfWFCd947bB+xDkZHYYI5CddE7r4GPjqM7zRPfCckY/3R1MT2lHxfzuLDLE8gJz89u+0Ihg81sXvdQx0qoEgns+PsMoVE/2Jwhtw4nT6PNWanHaa2+4T4YGN+OnCeaE+b0NMgWZIdxP30cPE8BO3ET/iUPbXeCen44wJ1oTiIn3xPTGu/E68J9V9EIn/32qCcunaax3C+MEnrkO/keQk9s6xniLgUhhOY0fbE6Bh+sT4hG8kQ1CeR48kJ+ed9hA3YRW/sgk8eJ/8T5vQmJOCSdGE+GJ32dymHBBBlic145iJ8yd6knVrBQicNE59+5dKZYw7qPqifoE+fxwmaNkniWIjCeck85O0DdTGAbxPE8e4k4SR5vjs1KQpPDGhRE7SJz79+wUJXIRSfe440JySTipCOE5Hwcl459+4W0Yxr2JO/Cf9o9KJx9j8xKWpPGwQ6k5dx/39utky+UOSeyk/pJ7t5c0nfJOrCdWk6mO5d6YeEJpO8ifik9IJ+YlJ0ncpBLSdJ45OO4Q6dLQlpOSidck8CJxxmGkU/pP+Sf546eOyUkTpwMpO2id4o7KJxAFKMnQJPcicsk5VO36Tu0n5aOPEA1uj+J9yT17MaZOTSffVaC24Cd/uABhAcier/cpJ0jjk4nleFRIMlk8VJ+WTrHHzmkWvyXcDV4pnjp4nqpOQSKNk8+oM2Tp47RpPibsZk4mJ9mT4Mnr2YeyeWE77J6mFfh7p+Bq5Dqk/9SGgTmlH0JOUhpqk7xu9OTs0nC5OreArE4HJ30TmMkGrJddCrk7RJ5TKGps2pOH0cgE7229MT4cnJpOESc+ndvwK5AC0nAqOP8frk/jJ3RmW0n2JOiSdFk5DNF6Tm8nH6On8eDk7/QJogcRUb5OSbvPk6f+3mTw8nRxPjyfrE6Ap0YT88n1xPEyeKk93J2Xjg0nKsZxMAqojQR7egbJoJQJGjuIU8lu4J9hNU8Mwoxtzk6gID2ELgUi5PUizx/FLOwqQLjbRD3iKdoU6hJ+4d5MAmYBegACIiAAA===";
|
|
pcbdata = JSON.parse(LZString.decompressFromBase64(bin));
|
|
|
|
storagePrefix = "DipTrace_BOM_" + pcbdata.metadata.board_name + "__#";
|
|
initStorage();
|
|
initDefaults();
|
|
writeAll();
|
|
initRender();
|
|
|
|
setupPrefs();
|
|
removeGutters();
|
|
|
|
// hide Netlist button, if no nets
|
|
hideNetListBnt = !("nets" in pcbdata) || (pcbdata.nets.length == 1 && pcbdata.nets[0].name === 'None')
|
|
if (hideNetListBnt) {
|
|
if (settings.bom_group === "NL") {
|
|
settings.bom_group = "U";
|
|
}
|
|
document.getElementById("btnGNetlist").style.display = "none";
|
|
}
|
|
|
|
initDone = true;
|
|
|
|
// switch bom layout
|
|
changeBOMLayout(settings.bom_layout);
|
|
} catch (e) {
|
|
var ediv = document.createElement("div");
|
|
ediv.innerHTML = "<h2 style='text-align: center; color: red;'>PCB data is incorrect or corrupted.</h2>";
|
|
document.body.insertBefore(ediv, document.body.childNodes[0]);
|
|
}
|
|
}
|
|
|
|
function onWindowResizeHandler(e) {
|
|
resizeAll();
|
|
}
|
|
|
|
function onWindowBeforeUnload(e) {
|
|
writeAll();
|
|
}
|
|
|
|
/*----- entry point -----*/
|
|
// variables
|
|
var initDone = false;
|
|
var pcbdata = null;
|
|
var storagePrefix = null;
|
|
var storage = null;
|
|
var lastActive = null;
|
|
var selectedComps = [];
|
|
var selectedNet = null;
|
|
var hlColor = "#df4056";
|
|
var hlPlainColor = "#ed6f15";
|
|
var settings = {
|
|
bom_layout: "left-right",
|
|
bom_group: "U",
|
|
canvas_layout: "TB",
|
|
draw_silk: true,
|
|
draw_assy: false,
|
|
draw_nets: true,
|
|
draw_copper_pours: false,
|
|
draw_fiducials: true,
|
|
draw_pads: true,
|
|
draw_vias: true,
|
|
show_suppliers: true,
|
|
board_rotation: 0,
|
|
placed: null
|
|
}
|
|
var bomsplit;
|
|
var canvassplit;
|
|
var cnames = ["bg", "silk", "assy", "hl"];
|
|
var canvases = {
|
|
topcanvas: {
|
|
layer: "T",
|
|
bg: document.getElementById("topBG"),
|
|
silk: document.getElementById("topSILK"),
|
|
assy: document.getElementById("topASSY"),
|
|
hl: document.getElementById("topHL"),
|
|
trsf: {
|
|
x: 0,
|
|
y: 0,
|
|
scale: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1
|
|
},
|
|
pstate: {}
|
|
},
|
|
bottomcanvas: {
|
|
layer: "B",
|
|
bg: document.getElementById("bottomBG"),
|
|
silk: document.getElementById("bottomSILK"),
|
|
assy: document.getElementById("bottomASSY"),
|
|
hl: document.getElementById("bottomHL"),
|
|
trsf: {
|
|
x: 0,
|
|
y: 0,
|
|
scale: 1,
|
|
panx: 0,
|
|
pany: 0,
|
|
zoom: 1
|
|
},
|
|
pstate: {}
|
|
}
|
|
};
|
|
var canvasButtons = {
|
|
btnT: document.getElementById("btnCanvasTop"),
|
|
btnTB: document.getElementById("btnCanvasTopBottom"),
|
|
btnB: document.getElementById("btnCanvasBottom")
|
|
}
|
|
var bomButtons = {
|
|
btnBOMOnly: document.getElementById("btnBOMOnly"),
|
|
btnBOMLeftRight: document.getElementById("btnBOMLeftRight"),
|
|
btnBOMTopBottom: document.getElementById("btnBOMTopBottom")
|
|
};
|
|
var groupButtons = {
|
|
btnU: document.getElementById("btnGUngroup"),
|
|
btnNL: document.getElementById("btnGNetlist"),
|
|
btnN: document.getElementById("btnGName"),
|
|
btnNV: document.getElementById("btnGNameValue"),
|
|
btnNP: document.getElementById("btnGNamePattern"),
|
|
btnNVP: document.getElementById("btnGNameValuePattern")
|
|
};
|
|
var bomtblhead = document.getElementById("tblhead");
|
|
var bomtblbody = document.getElementById("tblbody");
|
|
var groupFilter = null;
|
|
var total = {};
|
|
var totalCount = {};
|
|
|
|
// window events
|
|
window.addEventListener("load", onWindowLoadHandler);
|
|
window.addEventListener("resize", onWindowResizeHandler);
|
|
window.addEventListener("beforeunload", onWindowBeforeUnload);
|
|
</script>
|
|
</body>
|
|
|
|
</htm
|