Identidade, Intemporalidade e Efemeridade Projeto de reabilitação e revitalização do Mosteiro de Santa Cruz e área envolvente

Magalhães, Carolina dos Santos
Identidade, Intemporalidade e Efemeridade Projeto de reabilitação e revitalização do Mosteiro de Santa Cruz e área envolvente

Author: Magalhães, Carolina dos Santos
Year: 2023
Source: https://estudogeral.uc.pt/bitstream/10316/105963/1/Disserta%c3%a7%c3%a3o%20Carolina%20Magalh%c3%a3es.pdf
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
#sidebar { /* Sidebar */
position:absolute;
top:0;
left:0;
bottom:0;
width:250px;
padding:0;
margin:0px;
overflow:auto;
}
#page-container { /* PDF container */
position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
top:0;
left:0px;
margin:0;
padding:0;
border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
/* for sidebar */
#sidebar.opened + #page-container { left:250px; }
#page-container {
/* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
* alternatively you may set width and height
*/
bottom:0;
right:0;
overflow:auto;
}
.loading-indicator_c00000 {
display:none;
}
.loading-indicator_c00000.active {
display:block;
position:absolute;
width:64px;
height:64px;
top:50%;
left:50%;
margin-top:-32px;
margin-left:-32px;
}
.loading-indicator_c00000 img {
position:absolute;
top:0;
left:0;
bottom:0;
right:0;
}
}
@media print {
@page { margin:0; }
html { margin:0; }
body {
margin:0;
-webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
}
#sidebar { display:none; }
#page-container {
width:auto;
height:auto;
overflow:visible;
background-color:transparent;
}
.d_c00000 { display:none; }
}
/* Part 2: Page Elements: Modify with caution
* The followings are base classes, some of which are meant to be override by PDF specific classes
* So do not increase the specificity (e.g. ".classname_c00000" -> "#page-container .classname_c00000")
*/
.pf_c00000 { /* page */
position:relative;
background-color:white;
overflow: hidden;
margin:0;
border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc_c00000 { /* content of a page */
position:absolute;
border:0;
padding:0;
margin:0;
top:0;
left:0;
width:100%;
height:100%;
overflow:hidden;
display:block;
/* set transform-origin for scaling */
transform-origin:0% 0%;
-ms-transform-origin:0% 0%;
-webkit-transform-origin:0% 0%;
}
.pc_c00000.opened { /* used by pdf2htmlEX.js, to show/hide pages */
display:block;
}
.bf_c00000 { /* images that occupies the whole page */
position:absolute;
border:0;
margin:0;
top:0;
bottom:0;
width:100%;
height:100%;
-ms-user-select:none;
-moz-user-select:none;
-webkit-user-select:none;
user-select:none;
}
.bi_c00000 { /* images that cover only a part of the page */
position:absolute;
border:0;
margin:0;
-ms-user-select:none;
-moz-user-select:none;
-webkit-user-select:none;
user-select:none;
}
@media print {
.pf_c00000 {
margin:0;
box-shadow:none;
page-break-after:always;
page-break-inside:avoid;
}
@-moz-document url-prefix() {
/* fix page truncation for FireFox */
.pf_c00000 {
overflow:visible;
border:1px solid #FFFFFF;
}
.pc_c00000 {overflow:visible;}
}
}
.c_c00000 { /* clip box */
position:absolute;
border:0;
padding:0;
margin:0;
overflow:hidden;
display:block;
}
.t_c00000 { /* text line */
position:absolute;
white-space:pre;
font-size:1px;
transform-origin:0% 100%;
-ms-transform-origin:0% 100%;
-webkit-transform-origin:0% 100%;
unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
-moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t_c00000:after { /* webkit #35443 */
content: '';
}
.t_c00000:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
content: '';
display: inline-block;
}
.t_c00000 span { /* text blocks within a line */
/* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
position:relative;
unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
.__c00000 { /* text shift */
/* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
display: inline-block;
color: transparent;
z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
background: rgba(127,255,255,0.4);
}
::-moz-selection{
background: rgba(127,255,255,0.4);
}
.pi_c00000 { /* info for Javascript */
display:none;
}
.l_c00000 { /* annotation links */
}
/* transparent color - WebKit */
.d_c00000 { /* css drawing */
position:absolute;
transform-origin:0% 100%;
-ms-transform-origin:0% 100%;
-webkit-transform-origin:0% 100%;
}
/* for the forms */
.it_c00000 {
border: none;
background-color: rgba(255, 255, 255, 0.0);
}

.ir_c00000:hover {
cursor: pointer;
}

/* Base CSS END */

/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
0% { transform: rotate(0deg); }
10% { transform: rotate(0deg); }
90% { transform: rotate(720deg); }
100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
0% { -webkit-transform: rotate(0deg); }
10% { -webkit-transform: rotate(0deg); }
90% { -webkit-transform: rotate(720deg); }
100%{ -webkit-transform: rotate(720deg); }
}
@media screen {
#sidebar {
background-color:#2f3236;
/* modified from http://philbit.com/svgpatterns/#crossstripes */
background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
}
#outline {
font-family:Georgia,Times,"Times New Roman",serif;
font-size:13px;
margin:2em 1em;
}
#outline ul {
padding:0;
}
#outline li {
list-style-type:none;
margin:1em 0;
}
#outline li > ul {
margin-left: 1em;
}
#outline a,
#outline a:visited,
#outline a:hover,
#outline a:active {
line-height:1.2;
color:#e8e8e8;
text-overflow:ellipsis;
white-space:nowrap;
text-decoration:none;
display:block;
overflow:hidden;
outline:0;
}
#outline a:hover {
color:rgb(0,204,255);
}
#page-container {
background-color:#9e9e9e;
/* http://philbit.com/svgpatterns/#thinstripes */
background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
-webkit-transition:left 500ms;
transition:left 500ms;
}
.pf_c00000 {
margin: 13px auto;
box-shadow: 1px 1px 3px 1px #333;
/* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
border-collapse: separate;
}
.pc_c00000.opened { /* used by pdf2htmlEX.js, to show/hide pages */
-webkit-animation: fadein 100ms;
animation: fadein 100ms;
}
.loading-indicator_c00000.active {
/*
* use 0.01s instead of 0s,
* since YUI Compressor will change 0s to 0,
* which is not recognized by Firefox
*/
-webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
}
.checked_c00000 {
background: no-repeat url(data:image/png;base64,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);
}
}
/* Fancy CSS END */

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TK6ukHLrIDvQEKR/6cS2byr0nA+QnygtWMzvroPvBy9j32aLnFD0k2Hd5hx56h4+bC/k3RUw+KHazY8ehH9Zg0lHcXdO74+zV/NcD7CCmFu6cxw7IEhs4258d0V6RNye96HCuZT15p3zJMf4ElnrQPF6uy7aQ+2SzC6Os03Q888QA216UtQW/K1/0bJML2NrnLnALFsF9duRGZBvJrbiWEcE3549LDAu1Y6HXxDjbOIINlgk3u+116DJhTMfjbhZGGKVJGBxlkTDqUS4RxrUotcLIcHzjw8SQLaQ1qBnVwqPCqMSzfsOV14URQjkkjDkoB1UNeFoYo3wEniKGbAo8LiYN9D4mJkdRVgtjGkrKzU8IowblajG5hY/i/rMqw48HNgRrogH2m1HFfzEY/3HSkU04M4kdE/wLt3EfGa1cGA7NFMbZYFZFBrKKey1fpAlsB3vxvPFcvlgq+Ywxi+8xVvHdk3iQgncbDtxR2M3uMFSB25HbCAHBbnH7HQ2yZGVSS1YluY/7rJYgfZ5oxIKf1PWMup5U1/nR6zXrU806qVlvatY+zXpMsx7VrIc06x7N2qRZGzRrvTZPr9Mj+lx9tn6xXq0zfaZepYf0aXqF7td13auX6VTHFxhS9ge3ktTmiP1rut4B/41Zu7w+BnZViqRaY9XMnuFJ0VQ6Zi9rSOE38ib7yoaU7Vu3vm0QoDdj0yccIK1tDtTI+a6wXbWyrYifh+27esJSz+3qyWRIwz9/1X93QGrdA6N4/jtxixx61RWOaXxI429oikilEbAUYCnAkoA1pFkloHqOfX8q3WbfPydjL5bGuTmZlB1JRza0FelpOp6IF+mElAyusYOeTtwk/aQjnkFslYs1ojsu6dMu9hVtVFgj+UphNygM+ukEYvgFn1AYxKBfYvgCxRQ26lbjqhrJlarR1ZSrapyulhg+QYojfZgel9n9iivvIX2Swy9HD3IkZddJbjCbTcQHjaxkBpuzSAxmm9XtBv4MT7rhKTc85d4m8Gc8n3VXvIdk1S2ysAeZToR+TreJZG0ysTeOKZ5v5axdzYaJid/nZGJrfSIX/w8yR/n/JPuwpyXyQg/Iv/zg/6MX+t0Wc6sktqVj+MS1Deokllm5wdUCDfjx+c2FazMxFuq8Tj3MFQeu+yA8TD72/EACDRnbXx+zA/UxsmJFdUPoGmjyVthedGk4JL28tnpneLiMwBFFV6A7WAotalnUIkNlRIWmobuyFKreubw2PAxHSqEQuqfjS3ihvXbdC92bujZd8K/iXQ3dJdPFu7u7iU0TW+0IjujenB2pj3d12V6c1ZU8dfXxPwCaF8fNAAAAeJx1lAls1EUUxr/3Zv67pYJKy9FaCBQKFEoPLouQQqDITYUSQimHkatSihYwVTnFUgJIETlKK4kYubEKIVwJKVALiFyCVyMGKBq5RaBIUGDHr2tMNMr8srv/483M9773Zr32gNcYTe1VxJoO4HBV7krw98qjB3wnKAzEASaG13H478jlZ85fl+4x4+9Qt+h/5v9jJnJ4mfO4GChJh0Uo4jEQmRgn8YjFJIzi9wTOa4YWaI8F6IsM3sWiEE9iOFbIl1iDs4jBIIyEQW08hSQUYRcq3R7eh6INzkmU+4OrP4ds7LPt+TQcjRDHXYrlCY3j3JZIQDK6IgX9UYBKmwQfV2rF+GlYhU2kGe+S0IHv05ErN3SaW+B+ZNTTfDqEOl7DYio6jBOo5M53mUcICUUd7tSEyrsgC68yaim2oFw6SZH20tPuAlXVoZoIRtUoaotEdEIqc8nAXOxDmfSiLWF6i5o9RKM5V2rDqHg6kYzOVNwDvelINinCh9iAT7CT8yrwPe5ILQmVAfKS3JB7bqz7HcLdaqMxs+2APlRdo3sMvc3DfPq6EMXMsxQH8BlO4wyu4SYeSR1pyTXKNEFn62ETZnqYyWavF+llBKa4s8zSz/Vigqri0A4d0Y30oqJ0DGPlsjCZOedjUdCdFSjBB1iHHdiNMhzDd/iBu9zgPnfIIzHio+YwaSzt6FBfSZMXZKLky1rZJTflrtbX0TpGJ+g63aG79JhpZYrt83ab3esauiXugDvjqphjjfORiKLrTVmbTqQzNaWiH2vXnzVPZ5+MZt4vMvOX2Uk5eAVTqfINzGKnz6UXBUG9S7CSjrxPxZuDbMHHpBTbyU7sJ+U4hM9xFMfxFb5hNudxCb+iGvcEzCVaYiSWJEgS85kk2ZIj02SxFEqJrJetsl0OSLkcllPytXxLLspPclvuS0DraqQ2Ik1IonbX/jpEh+pwzdLpmsfsr2u16WMGmRmmwKwzG80+U2kj7FCba696vb00b7yX7y33tvqy/Q39UQ+PBhBICRwKXHRJLtPlu3fdHlfhTtApYfXqse9i2P0d2Uvd0B0D2BXDMIIe1Tg0FuMwkWTxHE7CFP4bTOWJmE638ujVvGBlC/EeWYuPgmwkm+nSNnpzBCdRRX7GZVzHL7jFKlfjgYSwyrXZWWFSXxpIhLSS1vSoa5CeJJX0kX4yUAbLcMmUkTKGjCe58qbMlNlB3pb5slSWySpZLcXskY1kk+yQ3bJfDkqFHJcTcpq+Vsp5qZLrUi331K+1NFyf0WgSoy20rT7LczhCR+lEMlXn6Tu6VFdrMV1er2V6Qa+aUBNlok2saW0STEfTxaSYbDPXvBVkryk3J80pc8FcM79Z2HDbwDZkLSJsF5tlc+zrdpYtYYc6T7xwEuklev28wd4G74j3hS/el+xb5Fvm20SO+y757vvD/PX8Cf7e/jUhESHN6Xoh/f/XkJV6WRfrQa/UzOA52oyzppEptPv5vzNY7uty21NnIs58agvktilHE5OpKzQe53CIvsTTkTlemm6npkS9hMmmQvLkoa5GvrTWSHZ8me3h1f0TVZSALAAAeJxjYGDQgcIyhjmMfkxZzFrMK1iWsdqw8bHLsX/gWMJpx/WHR43nGu8/vj/88wSSBFmElODQYhSOQirAaULThPWE1w1z+AQViuYB4TLRFyAopiMWILZNnEm8Q0JCYpKkmOQqKTGpBdIa0knSeyBQpkCmQC5OgUlRQ+mFip9qjXqdhpGmgKaAloCOhm6Pnpd+iqGD0TXjbSanTB+YnbO4YOVmXQWE24DwEwjaSNmcsP1m98r+ncM/Jx6nU2jwERT+cBZwVgNCGyAMcs5wrgPCKXC4CggPAOE15zf4oIsY0XAfAXjN5ZqrCRHQBwtMAcMbbnpueXB4iBoQAMnGadgAAHicbLwJYFTluT983rPPOXPmnDmz7/s+yUxmTSbLnOxkTyABAgwECIEICAmiEUQWZYtWsKKyeIu9Vlvx2quoNaJWvvuvdrltsbdXW9t+F9vi1jbU3qKtrQnfe2aSSPv/MtuZM5nlvM/v+T2/53ne9yAo0oQg6DAxgGAIhZQ/C5BYzXkK/8V04lmS+FXNeQyFm8izmLybkHefp0jT5zXngbw/qXapfS61qwl1znrBydlNxMDfnmrCf4QgCEBuAitRP/gPxImEJLWWuMmBLNUvdSw16gmt1o28hEYQl/C+OhmrqkJi165dEWZqKuKaOpDN5EEykTVkDQlDJpkw6A0kRVIBkvJ73JT/JsJAYoTOwZTZK5ayeg9JmyhBq9HpxHLGoh3O2sGwKqoiWYABFJWvoM6JARwFBEHB39R//bfAi7yGsIhL0mGnFQy5pwc5hlxGMAeyBkGRk0rh0/GxaSQ/XRHPpuDX63Va0uP299dHwrnaSLiuL9pQF4tJ9fCzjl9/l/gKEUVqkaekyp060EwArzUXz1W0x9srlmYP2g5mH7Q+YHvQ/WD6XMX3tW/Z37Nfs6tJm94W1vpteBz+rAHsZfASUoP40CVSquwC/QP6bzRGX/XXgBoMQb/lfMOJOveXKY77wTE/8PsRE/4R9tFxBAwh7yLoEPwNU+jr503jyZdAC1InfDo9M1YYn5lWi1WxsXF4DIV8vjBdEKaFmSuFijgyVgDwqgJUIJ3ye8gIgCMqjy3Joyqg0+oNdjSZyGQzWQNV3A2PO1AO0qmsbBRvMpsgvoJ7lLZYp0Pts9Ctz+yuGotudkcEzm5K33ZmZPRIUt3jyqjo+ua797z4xurGFn/vpS+NAP74MxJh9DzsB+atWQCynd6bwqdqtqTXJZsmnA3L4jVZcTdzLqo1srqWZXWvLb5j2dQ7/bWjKIQl0n39A2wTZkJakA2AlnYoCJ4QmD5mMbOEaEzZX+58uQs7GAe6QmxjRujkO3wd/o5AR7A91BbvWty1RIkJXCVXhaFWTcwO7PaNAZ7lVRyLKzTBSFnfYoREAwqNZm0A1QYCaFn/Umx4+Yo3m0BTE0kOn08zcSuwTqFXpaj+vIdBNQpMG/AG4oHGQF9gOHBr4EDg/sDjgecD3wn8d+CTgEoI7AuggcAUWC+JirVDCqQaNDqqY9X5aqz6lyPCp4XVhdXTkV0fA2NsrGBIInlolfx0/g5oLOO02lB1WFUeUe0RvgPUoqFKvolVRtmUBbEKKa+IQ9vJFoQfAmQbQWw6gLZoO5QHWkNxX1ZvgOaVDTdntSxZMiXlD8AL3Jkp7oa4Ln2IfMmDTDoVkL2LpOR3QyQkE+inDKZUWjm1gBEYQzeE8+UanC1z9PIso2Ssd6dDXoOBMWnVjENj7dtkXOUuD3BGnrXGK/q/1ryyUR+czRpFtvF2wRNVBswqA+8OWPOp5gMWn91Ao/+tZuwKjFKSStKpfe724w86GZIx2TpEjmXYwCGrTiuo/A3hqKVR4xtZqSvncEBxVl1U6j4obTtgD9Izm0iWrNgtBprUXc21CquJ5+zl+dcbVpb5vBA3R6//BtsGfTOCNCAvSC3DzK7Y0djROO5iOswdsY6KXqxXMYQNKWiVWRlj42wFm2CTgtqJ0UEVLeG4J0hL0jlPUOvxBD0qCat0BLXYBaBAcJSX1DRSuU1LRlc4mPSQ0WEExikwKqkVhEf0uD2S52MPATzA45kCx55tVER2Cf9bNHlk12cFuCGTC7x8Oq0uGlm2OiFbvWhreJNNXSgUgD8i2y+RJXlAUljRcDIb6rTonG+mU3mggfZLp7BEydgZ2a+LZkShEcEPLUkBtfapb8Zy7Uxwy/G9+ky/02f3H76t68RAqrpRl7rosiufdnqannY2hJ0+m9UlLTval/LjV0UrhVL8+d/7b5995LUT2rjHU153YPaDWzqaA3WRbNsFtGd7r9PA/z2hC3wvtXVLb43Vo/Fv+tqhp232kMz966//Dn0aSyHlyM1SqEPR4T2kOWTGCUZkRHc+3sq0sD2aHnOLW3FMc4/pmBlzGuIG1PAyWIFYkTLwrGSkVgRI4byV1f7+mAEYDOFwXDkkOYHzJXAMiUFfmpYDR2ysNJjTwnSh5CBw2CBllcAMx8AAkVz0FYMMbY9bdoE6NLvA6+ggTxNWSsl5gu0Pc4wmEMvXaxgeT3XcmS43uboeWtMcC4XrHToO3a9kqDzFRnpmT0yUiVy4chgHYtfNy1yRQu/7bxdchrYKuwuROWvl9Z/hGqIekZAlAJM2O5CWcEt5Sxx32BwOh8vhdngMOUN3LAA/ORyNRKLRskh5JBaK5215R96Vd+c9HaGOcEuPkbAqlSEi2opg7fUOq8tlMZuMEACUaIX7AEYQIasoFoiQFm6FAvU+5RRQSEruGXGQR9pX1JIuxwX0KmJD/ZLVN1j/eoJdRAArIWKGUDjUFBoIbQg9GCJDIZmwVIq+ISHjzEgZbF8GZORR7hc+HSvM8RWkqwIc6Wsz16rgeF+5JoeYqsNEeeRGukoaY5Cp5C0gQxkpLyIZmkSTKWEz4I+BbCIPEgbIWpjMSphBpqwinGXTzNFV6Um2DpPxDiC20SKu52CNfrCF4lBUx1kkHX2uUqlUURhYMmxRcOr7MO8JgV6ysd1Hq8gmzpJav7VH8midUfPtJw5nIy79bF8wPfRUc0LnG805jzRE0DfAoD7BkA2Qd3Q8aTUA3M6Sf529uDiQS8wuI8nHKHZPVxZXUPZfVJhy2xalrJHutRvzbzxQr+VmFvuafv2uzplL5T3/82gkHIe233T9MnoYC0HeqUF2Sm7GpEqgK+IrKkbjd8Tvjb/l/TTwp+Cfw59UMUg0hSqVJDIFWMnCRx1RNBrVZFe4SfK8hlH+nufR1H28D/imwMh5dMggG6RWDvCFmTvUVTFjCfdycJjZIz+XR7xKHu4xDTkHe4hzOH43jK1M9EUSkbHPQx0Q0Musgs6TBvm/LqfOq1f70jlRpeTtt7b3pH0VNo3d19Wh8LT6K9qrXEtUu3qcTb5aY53TrbP46pqSYHRloSlkVWhS/Sl0+5bGeH5b/FBZS932XtruWFyX3WzKUD4HMKtCQteSqM3vyOxdi8j6cHZy5s/Y7YQHGUAel2LNlc1VPcswW11dLmg02ri21uamRiLXrhLUGtzG5drbC5xNy3G2Ro2x4dm6CyiP5FD+RZvxWfOgjUSnwP3P0yv6VBF5I7HCh5RPgYbngsFlOHyUFP39lznAccuWysAcT8Zk9piWA7B8vTYtfCqz8f8dgOcpOVZEMiip0eLYgqymOJwyLD1zQzsXlecUoxxv57iYMmSLxF0CvTzyCww++7iWcZtZ1mQL16VWetYpFA0WlaigEgUM0xnvj1Z66hPNrpTU7dSaQwpIVPBTHD5zdTNuWU2aAPm4q58iRLy9Yu2idLW/tr9+dp+iXMuZ4tkf3Qr6HL4/rPABzKqH8veB/V3d1V6x2Wf0uL1mlqGFMte+aSuKolBU6cnts/9l5CGujp5vTRqFtM8j2wi73jBLYUrI4x3IKmQC+bbk0tf17EKr0ukCskWLIFvSW1ZU3VS9BjJ+evuWKmID3QkB/UIsZrg97JehbeYtDgtqsSxdYSA3rKjnbxviF4FFi27fjkDD6CQhmVTF6CUrhhCVoOpVYaopsOF8eIl7CnVKyiVD0ejtu266r7r69l2yEYq6dvqKWAWdAFoLwn4G3idjhZIzyL5QVfyXKmi6guwRN9hUNqChKIGg7SAPLejabNGqUPeWgmvJXQLzYVb2JfkCbVoKIHJwkWUUKAmpEjEVo62+9J9FBS1zHbzM66mXO/W0rm8V63MqtRpLT8garIskk66IOqagBYwSKENMw1u/e1drUEhJmVPdNfGM97GOI7Xb7vTpQtXgyZRX3auJpkPRxTsSs09UFgSVGMlHVzxmUkvxBxrCjZurqjFlRZ2FUfJGd40q4NG3+2oql+xw6lV6k0Cido5hUY7Aa9vvv45YVPBXuEJOU6Yxuay8w6X3cYaGhM0edcXAYdrOHc7s6c1Ud8z+qi9cN/NvSQNOECSWc2id2Wyw0izqc44MaTRFij6MLLr+P9haIgHx8bq0Wt5janJ09XS9lCab8w5HWeU+AP+k+sYmvDnPpXmGhoNaSRCF5ry2uTlfWcfxaUJTjVwEzxBIfIWGPO5+1I26vxNYUW1hytbyeoc+pu/R79MTev0U+jvJoQjlpXx/fij/UP7Z/E/z1/I0kn8zj/bmQT7/y855rTVeFFty3ILQqCnJbDlmGYoxq+jicw4OQXOHjBnjXLQqamMDjxYt94VDo/PiQX46LypKvClbGC1ioyjIMtkSKgJ+cBp/2svqCEu1ylS+ISqY7huqzyfbxh/ZVhbQ2p1mrdGkZjWu+r56u1klZu48Yr/HxBm1eo2wiCSAJSQo1UGC0WmApvHr/t4T0/dovT9oTywdHJ/9/n9U6hwu3qL2CZGlf3ptXcavsNz9anj27VqnKPBq/3MchwVviQpKDqNhTOq8/iE6gH+GKJE88qSUzWuBViNoBZ3F7sgROfhUE9c+o72oxbTaXGW5Nxart3q9hcqctrIyx/zFgYF9GMC0U6D1Re68gRTKAeTWVokLnU8xlTngzVmxSnIKrZZEBKmX8Epz5ebKr1XilZUfSrI9fiOboeS+RREhW2PmSqxQmF6gWyN8VSy6bqGqgMyrhrnsu0iUWDE+8WAuelHzWU0pV5E9MflF3lPSxODJjNcdt4txZzSgY2L6smCu65WMwVBJmWua9GYV62BpVudZ6wvZxhZlwk772FdNDImf9WTjjqBLE50dxkyiJ8ZtutUgVoyrcnft9KesmpSJYpXaQk3m3rDTou96C8RjFjVJFH2h7fp76DeJJBJDHpH8lyuAzuwzo2EBOEEv2A5wALxhncporCBUqnPesNbrDSOyYGPAII4IBifUv/K4xtXnnYwqTGAGr88b90reXu+Q9xbv3d4HvY95n/G+7f3YyyHeN72o4AVe7y/jN2B+Pqe89sXQqouirDi08sDCYR2D+KwGOll8FTMLUldKHZMGciHrT6c08/QGcfwGtisfdaCth739Lo/OhbtSnXVaVhkoa7XUZD1uUXy0Il0YNqAqkVBZFaq1+Auzj66/tGyNK2MWsHD1Khy0lS/SRA28qIqBm7cd+9t/DyhInhPkMUtcv0IksShyBPxBut4caKhsyEm1zSubV7UdojytOTbd2tB6lLuv9mDjwZaDrYqB1pHWTatGb3uwlTiqP+Q5evjc6nMjb9R9r+e7hberP8j9rvcPiz88+OEh1cbb9jbvbdnburtzd9fu7t27dt+9++CuQ4e0yip/VSCeyzenenKjPR093RsDG1eNFDZtVAq6oD7WHGspby3vLO8q7/av9N2S0VZ7lXwb38538J18F9/ND/Mb+BEBeg/7rWqQXq1braMkBVAoDh+It7zW/FrLpcZLTZeaL7VcbrzcdLn5cgsLRQzWUp3r6cssSafo2k5/YBXmXT1h1N+K63Z3DjvWMX2dnYXatLa2Ni1Fh2+y3nTOuxpCY/XhAwfW7tZpd+/W6Y23wneRbeql22Lk9m0OMk/1wORMrkuowXk12eJsjjdLzb3Nx5uJZhlBuvrzHc+0MXuZ4YvMOqa681jniU6scwqjX6weXjl8bBgbhtuSuvLAogPLD2w4cPAAceoAOPDhUZhVFa4VrkAfjbyH5PNXZq4VquZqFNPzmaoMKvhojETmN+Q9EVl9LqimIrHGoLMX61BV5eWQW+eSWviHFGQMBtxzVYkbZRPckbkhz+XR7PzTBZ8vIVZrkAnYUCRlKGw1N2S+CyCWP1mcC8ULr8wrrxiAIdwCMuCMSvQ3JxhGo3E4FlkrK0wmvW2ni8kurd0YHHFZtNyOcnIkpnaqBl5I6d04bUQHKswJnyZHEc76NY74O8t0PG194pDZr2JU+lzXyd69K3Rmvc6pw0zx/25QYAypEBzlS46Lu2uwVhiezSLH4Tz5lfMY+mPclpI4FsWSznZdRMeaec97DcbchkWrPH5RaVj61nLh9pToUI/c7LFrRVclcWYw0iNpcl6C0AaX0X3HBE5dDrh3qpfxLK909v3rmlNfCxgxUgx1gbvvcbFKtVIhGgdPGb6ylrzdYNRhOM+bGAANQRX5qnD9t9gEVo0Mgl7pQULTqGzWtBrbzG329uXtg7QN0dstDsFpDTnKHXFHhSPhSFprHXW+tpQy2dasbHYuca51bGh/J/SLOr3e7ljZ0r60/aCTOI08ZHqoGmPZlkVoPUI8o7ioQBUKpD8edVTEKvIVGGTGioqVUYvNZNS3k5rOQDR6rrpeW11dr+nsXNuPaPv7EUtT1kEB6gKAuS9MX3mebNrmJnuZ/4qDgTiIyyh3l5/PMvXRlZ2IBrNUR6qrq3dXH60+Vf29aspYHYObWPUU+qHkEfqd/RX9Un9f/9r+7f139Z/of7T/rf5P+pVkv75/X/+b/Xi/nFytkLPdK5BDZdEo0+j4WB4CH8IfovgfkL+QIRSzg7HCfOQqKghkDIwXCmNQXsqYgygsVRtKArKI3oUCHIS0CvCoXLkzfEG8WQ18/f8Gc1Fz5gG4CaWI1M0sQap0azbHBSXBiATUbFVaDU0W3m5JlLn9OBUfGcapyu0hR2s274HZVPL+Sg2tYgVd++De8Gi3Uq1jOQvO6Jca0Bdo8msAhPcN6CggapRG01LPiWQVozjyWdjhs4lq/5HffsCRSuUToHJ5o0+nVaa3gdqDUbea47no5tONTzxt5TCCJmhr/U8yUGuMQ63xMyyJCIgL+ZN07HPDZ8ZPbX+2f+wgDtlPG856/qCfNvza/mvHr530csNSxybDRsct6B79Tvs9eroJXaTvNDQ5mpwEY1AYSTvpsBpMRq1d66DPGM4YTzhOOPE2K7CuUJEtUMSswJh2EzDdp+AR0CrfNcp3OfkuE0d6kLPIdQTnke0IzBW3Ic8gGCKX6dzNaqAeipF5ElXwpPweUn43Kb+RBBmJBKSMB3epXrtwHZsem4Eh9sZd02Mw7xiDV8ht42Njcs1OixSNuEBboChPMuKCQdGfzX7wcN9wd51KTH+5s2Vo5q+ReCy+9N/Clmppa4+EVn44e/L2/ct+26E2Nq/eOfNcebS8H5y+NVzRfMsPn0DQ2cszf8eacTeyAdmPXJJqnePOW44hx4aPbbjY+OONlN/vdPqZtl0TO9JJsryD5QRRozN4aWZgwN8xPMyUd3QUGL+WYfzBYNYm52c6t9uwY2LXHcSd3vTY+SzZdueKFnYJlCXPrRhcXZQnqvWDq/nRob15gMgiewr9vcRfZsB/Mn9nUJbpYFBGEYFeMF7U22Oy4Ib59DU5H4PXKrWhqqqYbf+DIimm1fPBAmbXyFx+PV+Rzs7JjyKzz9eEipw9Hy3kMljJO+Qn8GoHOi3MtIuZN4mpgM4B7MCgl0vkcOh5OeD4IyCQArJ3BRay8/l4UjTT7Hu+GgcnqFQkK6zXaZQ2lMQLRItO3ZpmtT4FrUaFihfjjEqj5FRWNY6yJGemorzgJNK5vvbUTUfSt/qtLaFgQdQD1tJhhX5BBHQqhXGqwuoxwUS8udCjovQOW7zD4KyPLGFwTGNPxyPuWZuCwlAcZh1cEODJukA7a2AAxv+ork4pQJlGsSrGEdhTVmNAUZFVESGDu9GAodbg4cHGk1/ZLIYFoW/203RSpVDQOIFjAkGioJiXKNA7Rt7qTaaseienw348/kebRSW4eYOGL+Vv0F+xcpjfV4NG6bVnNECBq6DLCLgaF3ENq6ca4+q42KCWRHyxekBcqV8VfoB/QHhAfUJ8SH/S8C/h05Hz6ufEl3V8FbkhNBLGhrhh1RA/LNyk32YYNW4NbQ1/wn8iXDdcD30SUZFqzsCFm4UmdaPYaWgztoXawi2RpmhXdh+3T7WP3y/sV7/Jvcm/KfyXWq9Wq8XFQq+IJ7KVVZg9qBG1Wr0xGCLsCZiRZhNlglDIJrTZbMJB5ImzBEZARfQccp5xT4FnJeXZAAhsM5MxhiF9cgnItt2+z44i9jft6Ha5FVSbSYwkTiSuJ3AuARKyx9cI748VIFLHiyCG5D9e7Jt9kaXIUJ3ryxQfiqgdLxadx8YhH0Dun0tSIEZlPBb5PZMVszfUFuZwhyzwfUYjE3sKtDpt9JKQ6UiFM2jS4GyDOYlzkccWpVuDHrNN63OYME4QxPjsXxp1rN1iYCJrmqGCRy8bnYptaOYrNg1GGeGYZX9YvVs0LgHptpTTFCp3GWw5szoyG3vBrdbwWvMoML9to3lGtn36+lX0CSyBRJA3JBtCI95OZadrUjnpIsuV5a5VylWuUeWoi3Q5nVPgEcnMsVqOY1kn58LVXpfTzXKMKm/oKaYt90sq6wo1KSBOJI5ICA6Zo/V5coWfNU2hOcmp1arcQwzjGDquAk+qXlJ9X/WZCmdUIVWVClOpylDZQMzZEEBCIBQqi5b6l9PF6Do+XfVFtU7OHIuFnWKQvlGTFkuf2fnyXFH0pVM3FuM8bujmIuSIUqKe2ZFwCrzKEAnY3fE7DlU1uXTRFqXSZI0M5Q+29C9xP9XlV3JBe1186J6eHefronbfAEXG3X2zl3uTo22LEnZf0X964Bg+g8eQOuS7UpaoAD0SUEUjYfjNFVh5WRTLlfvicclXXVOL0AypzHkNOg0u+nyFnEqby6nEQdWgMIUZn8sYaDvk4+esgzQOH18kB2kSgZn2BfAMEkb9L2RY62t2cAF1Ijial7R5POfLpXPNuZ05Yk0O5HK/zM/n2mMF4dMrsSvzmSCkYnWVMHPtykKf6YbSpihXygzySEL5Pp93ewKU5wsmnm8zUvpqYMgWIVxMHSmtAyRKDUf0hm4UGMtZ6zmUP27RquxORqm3GfXoCoayETr3kDJY71Qk6SfMDSRnCQ72qLkNi+/kDEaTsSLysA39GUD1NhyL2+oHbUaMEDTfNxgJgLp0OCCI2TuqHiVp1N0xrFDe3rWEUOi0tpsKYH1zice2XP81psAaIPYOS2ZzOBzOhbEsgqLZFAN5IpXVplJZn1wmfub52tdJUi+PcYwRsgyWcsnoUwpBwAcdwZ4gFgxOgRGJUaApISWlsFRKbuPVz6fZ84WlMbmcgRQVYv6fKKIUzTTFUZwvtsvXYpiZH1aI0NRC2oMuaDzxi4Tlaacity5WZolq/SuClEpPsUT9hLOux6/nDUZRqwstSry7u6ZBazUbty7hFZRCb0mgBvTM2lgsFF25/r3VumBWS2oJR8EjbU01lEVTt8ccxlTFvpObZz9t97F6Y6gaMB9GbaJS4ZHnM0zM/BW7ArXbTuSqZOu5DUTT6S1jiHZsDIGuq4/p83pM/xdBGCVkXfDia85LzstOzClrcTYQILZZyar1o+kNcGSfH/tklG27AE4jffBFU+OKQVV6bAO2BdEIGqcmrpE0vZohDaWBA3+e+5CeAglJRDwmU3jLmu5t3Xu7j3Wf7Sa6p8DB59v+tHSpR7aPxRmOhy+G3wy/GyacYQluYOHwbc4tb25Bt8TGID9A0k7GSmodwnrm05kCFBjQCaASmZmW6UIuEF8rFGvIM4Wq2I3EASj3HEE45jskhnmeSCbs8HmxvP9Paahc7bUDB9DfQDql6nBmTo+QpXqxvLNk0vmPhAAAGSy3ZXhvc1Vlu5pT4AqX3ujGmZQ7Wn9qpPCTMpWoppUqjdXk15gXG+r8kU1rblaSSxW6antCoVMpo92VOh6nMqQyaFMo9c7Fg4tc6dVOrpG1OkWDLpCrMPoXtYUZ+2IQjKDL8KWxRUmrC9BKmzkQc/naavrvfVTPix2C3qPzWvyN2jp/YNnqlRRWRmk2bTxnhBk9VBMCzZEiDenCS1AxX1ULp1/faJm21tuEYI3f5MzhXBtgvcj163LfCxPw90Q3wiKImkTDP0UQjcSiSL4WTSUFtM6N5NORSBr6KqjC/OhaIoUYkVEpsgPsQHeId4G70LvEB8AD6APiY+Ax9DFRqQEaVCPqND5NWkPaIDz1F9BOhAADzysxvQJCsEvSEsPCHkQhKfYp3lTgF+VCjNlUTMbGZmauqYvmrxorNobBfDVrzqRyIICGjMFf07ZejVurm7WahDMw4KzLiShWn97q42hRG4nVrvAPJipWj5gTVhWBoOAuTI+3E1FEi4SRJ6XGZdZB1wr/w6pTLoJ2034NptNojLrwz8mfW2kCw2HOrTX6MK9xB7bDeBd2l/EB7AHjY9hjRpUWFWHgRBGv8mUwgBCIGe08r1sKJUzn8wimcxrkw2NMw849wc9phEblp3pimN6DCJKwT3hTwHuF4wIqCEKk2NEam5aPV+4PFg/7yrUrwrUaCPoxueQ3Ng5kPOu0C+2NYobi0xtkSpJV8g370UdY+uaetpDO5LD66xs8qMDhF0g8STA+k81t8jxMRNWGrh0mvsNTV+3wJTqb9kmudlH1pS6Vkq5g9PraCpcr1r1JngIGx6sMs2B/ISKIBgkieyXzMvsyL2oTbYGfkdgiNTAjFi2KaA2apcGXoXENsnnPK5fCox943oVp6KKVGRxamf7cF7Rpi0Y3DPv2IDbJts/2pg3vtQGbLRwqDcJMaRDmbD8tB78rYlUJAQgchSLtFhs/Cym5bz4duHEn+n+2J3xsU8Bqs5l9Dx6ZXbJx0OSm2KDZ6jB7H9mLVbc3J/SM2O7JJbyeRMeaHzY762+z6yw+wWBKJJyeis7hN3PF45fvcGje4ty6RklFUo+jACXwxzGEQbEpcOe3SIKgFRSM+Xc+D5A2+uWXUBQxRrqh+bo+qZEPq+aTGiQP7+RbRbxibsIdjnzuxC5+LhHI3xEnfrH4Xa9c/wP1U6IOOYo8CSqllZNmo0GHa6333nfsfoDhFDk5fuut60IJbSiUsGq1o+SkliQn+5cs2ZQag+FxbGx7f2rpkmxvYnzp9uGhVftvuonvXTq0fXt745B0tb19V3aot5d/ZP+hQ7voKbRScvKId2gXO7akP4UP5hLjoVvxrV1aUlRaJ088cf/Jk2AKTUjciRN7umhaHFIq93S1ToEHJFb6c25FV9eerWvWbJSfc2v/PLhi69annhjas+fcU6U+AVR716ZLjdfpa6Wu39yzogCvmruVhMx8I3z+NnNlvlU4c2Xuf6Ej/P/UcP6xmLMg6A2lXm7af4OChEwhS3vqxhbf3AXySmBeXs61hudgNE/2pVl1czMYbnyhtB0oBhQcbnlLhYO5/BbMdZVLeP2HKmbxq7Asoym7J8vjYU5bG3FVdG03U7MfCf79J0K+XB2/xNfc++eBW1pCvEvnMpFm6mBrwmytalIzKgVLW4x6TqgIJtr2DeYrO99c4g02JewKCqjMBqM9Fa3oObC8dXHEVDnSMTs7s+/bs2+k0rq2bGu6pSnnnF2ssnSyTy4TIm6C4fmygDcdrfEKVlLQY40GLn66yc0YSN5gi0gVzvSh26yK2R+L5SdPevUuAylQtZn2gQqhzFIZUKXEtRkN21AVNvNoys5rbM6yXql9t976gK89l6yiWIMgGh0md0V/0+IDvrbY6K4Vz7X/+Tu13+xzSnG7wSrMfFVlH2AvrNUDh4fnLARMT9SmaG3OstHULrZUwaDxf2Y+wW4msgiHVEj6VsVhBUojChWA/sgDoKB58lb2JWBCVMKM3FJOyhNY8sm8KE+lGANyWQ5VazUUqhYQbLn+6c3Hz/XZvgQ6iKzp5Jkfz/xp9sPp2VkRhEEbGELvgbHt+tDMZyhPVMH4kJDMgEM4hwqoMAf8JSoY+VScTriVYfQ6dQmsVQmoFvOFfCGplr8SC0A01QGx1EDMimothSJ3W28+oSE6HwomHDHrPU2LZy/OfKYvPO1S3AwqH//x+9tfPy/M/nD2O+//fHZ2drOsha//avZFUItcg7+hQdK8Lr4lvid+IuKE2CiichzVynGUg0RLMDK/vkgMq/fITQx5Qq5O+BSy6BWZPIuxY6yAZbIliryRIL3DYqbKUeYzurz24PnHZn/eIJQN+QzuVDAdt/sTLWv+0ga/6JbZ32P3El+GYx2SdAiGrUWBFkUBAjAUgw84gRedLlYTq5mbSgRHPQk8WGr5TH4Z8eXPBkscuvn6h9jrhBoRER/SI0XeJ39v/sD7NzPOmliz3WQ1414zcL5NEPq3ec56SqE5tU8BnIrjClQxhSHP8fCXvISpEL9wbWwaynahNFug1AsraKDk9hYPS8DmKq3ZUs1OI877HEZuXrUN0PvG6gfuWTY5unGsdeSuxQ2FRVtHBxLuxuHlY8sXgSe+93OAf7d/20ez12avfX3L4sJdy05tXbILrAeOR3bWRTfsnX1jRtY+cRgKGgkVzLZHz1M0lL5aSYEArfwSCYMAI3kxjKZIgkaUNKAwBg6bQsEjPQh6Fh4HUo2chcOJTKH9zypKCZ8pVhgfi8gdVFBiQxgoSuBaGFMX5K6AN5sEoAOkH/03HGTONMzejy+6pbXy+Et/+99i/uSGv+u3BI9YkXOSj8ccWAzLYzV4D7YG24btxY5hZ7F/x17D/mZVYVYUg4NungJVkpLAtASBYShhtgoX0EFECSa/pSEQQZ43Cx6WWIAqMSthxvUoP4XqvyUI0O6I4gI4g+jRWYndh76JogLai6LoS+h1xCbPvZ6BOj6pLlJ48XBmxmvy09MLFH44suc7SNFbkIKPcmWRhU48SXnmW0VQ2wGMc81kSPDw5JNp95qlQ0ekTOUPdh37V7313j/Mnr7zTgvYf/z8tuYV6zdsPPqNxx7Z01rZdvYnsxflsYhCvD0KxyKO3CtF41w9N8D2cysdK/3D3C3cTvM+7j0jqzTVGbcotwT3KHcFjymPcrTXHVROwaO3u912uwb5NtoAA78eMFD5lINJCfqf7hUNB4DXq9NVWE7xfGQKnHmOohIVxVAlHy8MbvAC1VseglSQY1lVTJhJqJNziXlgfu4WDAGygkVxCNds4osJXKVu2lz7gARvh+z/unp0SzymfWJT4T9mT7+iDSp2/+G5m3tqg5U9HgNRs+pQTKqrS2Zuxj3iuonhzsQynzBm3Lb4rtkfvQTCy772o8G2AVvQoxNSlb3B9Pbasuo22R9dECv3QgwzkFWflbQswVMoqWAYggWIUqnkCIaRcW1BlBDX8LkS4U5guBbDcAyFr+IEjb6MWqAg4tB9UjnDIEpGCXcSFIchKEXxCI/2oMfQX6A4iqpk7N+DYBYZ/bxKMSd35dKQuoT5Yo0Z4kSYqZkpYl9dRD4tR3gCRvjD9J7vUERNzWHhOzXyQLo0rixIYknKwwINAIe3zpYpsLL0xx/rr22hvzHzQ3BHB9b6+XcHZ+8Gb6HtM98q1RccEBOzhAMpQ+6QDIf8rwd/EMZ0ev2Jku8iXr0x6n0ZWtuJGNGy56NR0qmbQmOSBbxCKlmCxJ3cJAB6HWQ99z4lUCpDpywvo19F3BD15VCxQsyPwcMoyHXHGmFO8wjyg7gwQbjIWJpsYk5lVIP51pAHm5ukIkMA0vQ8IkDbpVWRxRWqUYtKr9H4FYpEKnPPouRoVeCW0//54y/9BqXq3//uPWs7WtCT6HoUx0jcsdfOwLxl9j/Vp247MfvzlXWUimGZ9MHp4d6R0jjsuP4hriREJIPsl/RaTMdZYl7Mx0ViKawq1oR1xBjbBXA3ogNJKeEUh0RUFH1pYoAF7Ns+7pIJmEw0f8pFXwsirh7XMRfmcMXgRq9ryLXdRbpeBk/BbwmivueyCFIJdaDwvnClMCZ7g1qewSCvaJDTuysl+pZTOJwBxTkgcz0WknLPh6piBXa+yCp+Uc7ClYC37529/MrjbRUdz+2v8RnrbQRGWSsH4quSz516ZMekxnv2jsItDw7VMxqSIQiLmnb9YfaT2e03dQ8cApqNqUZRgzNqnehJbsu/+W9ffvjk8q57gXjbio51Fg1OF8fpCThOfvwjmPUsOW80mWSyVHsQrceDeExGDLGQryCvABkhojihwi2cyWNE8PBlB3A4mJfQfiQkvA8hXmTA/JWZK1f+qdYZmOsu+tN5gLsSCwVmcEOvsFhjuGv/dwZslR6PliE9AAemcm3IaFRRB2eWmvQ6mnBGlpBEOYgl8PUYqVSSCnEYh75M0Ox/fI46CYxUeRMnlIoW8OPO4nxAZPX1K9iPoO9bkRCSRW6WpO8jbyhfj2OMi/E10i2qFp44YwMNKnDGdiaEImEVzM4SnrdJIvG2lkufUjtPKQKn0NgpA4qq1QpFleEl1IdUCp/OkZ8wXboUQ7RanlOQLNLf+BgyDpP44uy9BYqfK7GUVjVkfHO8V0x0i63+Ei7gTvCr+7Y+seWOu83+fV9Z0/mLc/ed81WsqgPg9JaBRdVb6lLsaCTftKF/9MFm9J6vPdTx9WW3r6yML9qycevjS8789OSQVD/Qk3p8xxODrf0N+6Sqif9sizc/3tU+dPqW1odlW+euf4D9FOqTDLJVUpq5MHcPftD7OkfoLoAkIoK7pYBg67WhNlt6RdEPiDRXdIO867jrGddF15uuj12k5AKuKfDUc/vkRT3g0AtZ6CNB2QVgElu4NibPeIShATqAjP/pIv4NxWU5ZvDFHEQ5MVnoNMwnuvMVxvlecg7wjjuB++XHF1V0yvA31VuhxJHhvzL13OkzEP6es3es3vHg2nqFhmKUEP3OacCC46M9/QdnpzemmjQaQqHWqz3Jm6US+rvvmZ2+dUXnWquIy/PNll3/PfgQiyIsTOh9kl5xGiP50zqW3IN8Ju45prysRJUnjVBowtxuToqBG0r12A3bQF8XDUpSeTj3Wl00KuUjkXp0Kp1vDEUbqme+W15X40/US6U8e/bbKIbFESWMTu0SYxGsThQ9TZNQpgy8oLZxgHNNoZ0So2bYPcQ+u0vPQen7vHrYvkcv6173XNVA+FTuX1ZBxikqxDFwY7JWqh/8U60AvO00luXry0K5mRmV/l+aGVVQa/Pbw4/vRjeJdWXl9TWRys8HlPyOlaZatdmczloD2b5tv6iBv/k3EDcDhB5JIfXIk5I2HAh8i+e0PM8F+DCHVxjxKxAJL0iKfRVrJAq1G6Gk6pBU+4xrjrkuu1CHa40LhZCpkdRVp/NM8T2Mt2ZP5nYvfFvmBfwX3vJbYSB+/3mv9aeSfQq4JdVF7cO93uPeN72Y19vYUAyl0+YZ87QwI/cJhGtzmmtmdnwM7ldX5c3w4f1/4p7irIYvlEhphuvcnMgv6qb/uCAFu7EZA/ZpWZJTf2l008lk3HV2bJWFN3giAWdUo1bhN9dUr66pj05b4kbVtual1c5v1/udibzflcRrUbBh5+TehvGYa0tXX9rmCmqd3ngOKJu2jLS33J2PPGkuj1v9uQ0p69+fZStgXplalEXQ68eu/5H4jHAjdyBnwefS9VMi4O8F69XrxZH7TikfEs48fObkk+yj4kv4y9Qr9CuKb7OvKZ8RXxl4ZelLy14efPXBV0++duq1M++K72p+d+/vvvS7+z5Wfyw6lqqX2wedg4cGj6w4unJy5b0bVBv4DQJ7FjuLnyXOkmeps/RZxVnmLHtWeZZ7FX+VeIW8QH2bflXxKvMq+yp3QbggXsIu4ZeIS9Ql+pLiEnOJvaS8xF1SXeIvCZfUl8SLpovmi5bgMfwYcYw8Rh2jjymOMcfYY8pj3DHVMbVSEAWNU3RqkkJcjGviWnrxmfus961u67j70JGj5GRLeXnopptW60VgnGxp2R4yakMh4+qW0OR9UqNopPRbz0zcPfGVromvXF286+otw1e3lI3E8yO5xYv1uYn4RPKWiS0TyYGtenQrvVq8D3vUGPpqyyR2rBb01ILaCy0TU+AVKYSlJ1sml02+MfnpJOGfbJscnHxo8onJC5PvTH40SRsmweTkVxXvYADDpkD+2UcX5ilG1LKCKwDhinBlrDBXnikGOuHKFbhPrt/MxwFhGu5YAOBhYs93QMcz/t7lEoOJ4vb7Vmvvu2/1Qh1nEIyXZhckY8V3RIQa+AY5k5cnZ8BcFkZFtA7L/uN0fQcgdaUlVgZK3jDIVZ7itIGYPKOUCsh4L/1ztfwuWUlATBMLs8mKUwjk4pBurjxkgOkWfC7POihGaDQDEobk/FdqsnMLLqnSFb4xmc2sV6r53wXN9go+xH3pg3eMYp2XDXFKpR5QFOBQ3AtQDKAAoz2DEUB46d2Dy7JGW5TmdajNV5vgCILFSBsAQFleNfv2DyiVKuSILPeYOlQsTVMUainXGV2CUgGolyYdPENb4koVpry5icIwPWvc8xjUcigJNDxXpvN8EDSUaRmXSmXXcBahOumtZlTc74I6d7ng4/df+amZb/UzZSjKLvGGOp7XDcxG9CleSSzlgipcIXC0QAIaZTCA41Yaw1UYq9AAfZtXDWgKADpsKO92WvpYJUWyDKvicRQjAYoLIkfJx4jzIsEoMfBLQLIYEH0BGnheJoOc61d+k1/HWnjWLXJ2BqAlPWK6/jG+knAim5DDyNOgVfp3k1aXzuWP7j+5//Spt1rfvotm8sQR1H8yc3KD9ODD53Z+a+uFnW9s/cHOd3LvbXvvwfdOc8QW5l/bb8EsPp/l3skjTx86eNcB+r4wk/9kFKRHW0bR0ZFzVbvB7pG4ayRIXB154v5P70cz94P7R1a+eQ6cOxcemVg5sSYeHAivocNHLN+wvGh5y3LF8qmF9FuylhbLzy34fZa92BjzzaCFEcbGs9l/GYdaivmmotPRCTqn0D9JvCLLtDJDDJZlfs6gMHlCP/7WNxWMgfkmAyEcuWH94Efy+sFiCgQEOWWUXxYuApg5jBWQWF64VlNyHxi/xgol/yluJue9Zu99921lLFqGscwT+qAssQxVst8UJwgX1wiXyLvE4PNVzoXFonKXC7qFPz2/cqL0WOp4lRyi1BqT3UjeOb/gBbpDSbTGAA8Cxc3SKoovpuQEqNLEUB6F/629cYr3QsVVjsCljpr8QZSHsqqdnJJq9TFmCkNRlAaYnsZRvSIgkmpUaRi2KdUA1FJHYi6tvsIpPJTridbHHG62iTcMLkrwvMrMWliB0qC6aKrR22hbrSLTdk1wX8wyoAw7qwMWmgF/3OHr3hA1+5W0xSc4+8Qel5YjWK0DgheIhF3BB2M717RyynJrpTGIq1W82RrXazjSztTFgstFAsMAILT6Rr+eVmoijGVtnUexOffnjqo1CTWrg8OjJFnZwVGVGMitb/V3+pRJBRfhHQpSqVE4jQ7VcMCprO/ryNjMrABwjEYpDEBVRwP0PZSGTmrfGgp7jaGQQi0CVM35twycSxlEmpDSd/vGnknEPSaK0JrT8X51b85U63UYnBSNAehyKCXrJ9/1PxPvEnYkjSwGi6Vvk9WPB16sxmzdINPa0rph0ebu3d1f6n6g7XTX2e5zPa/0/LDn/Zbfdf2++5PAJ62fdYt4h6Jbv6isO+1Nt+W6mgP0Wx6g0XAIQmX6uLqa6iqckrgM7qhAryJvNQKiUdfob2xuxBtH4sKIbuAXfb/r+1sfxvSZ+8J9ub72PqJvxIHAOFThQCvo27gXuDe4t7jfcn/mSC3n4VJcM3cLdxdHclIG66SWBDlK6BzPh3pD+0JvhvBQaAp9RTIojFSWaqWWUUPU16kp6jJFZylIprJzLVFQBmrJPztXab3IP7hUMSTJDnRtuuRRxcWNJV9iM5JF2kpxWoriZGeKFJ2pNJliPgxBfxovOpRhDr2WBQ0pz2bTL3hP1pCF+WrRhVC5G+ApukfJb7AvljlgpQaW1+P2gYfVCoIVFm0SSYV3XdiCUkKykdfpktTy0VOxzcu+sjvjDYy+fnT97E/2vrTasKMKdaA2CneuUmhstUfYvu0XvrrHmtrx0Own6+tZj0jjNN8NjoDZzaJFJegIQEEel0+fgMEryBZ608erd8z+9cpAbReME/g1cW/M+a+z4VDn1spIiNP0T17s+/K62/5zowcB1/8G9dYwYUROgpek0fTW5q3n2p7af6Httf3fl37Qdmn/L9ou7/9d2x/3f952fT+vbMNH+f3WNsf+cFtsf64tv7+9rWf/ijalbr9vf3p/8/6B/Qf3k4r31wH/ug3rnliHVQkCk+PtWzePNtbn62prFOjNTA7X3NPxMnoNaUUG0GtStPXqmjWNV52jvaP7Rp8ZvTj67ujHo5Qw6hyV4A58dPQefkTjtMftkh2DuvhbUn9oRJ8ekfQTGulucPe79+y77erDI1+euEeD3kOveRA8+OBNzO3MEeY08w3mRea7zHvMp4xC5mcfpO27GYK5OYd1oKeCDCpEBsHgR76BNQPowBTgXmz/qKMDvfujo1NAKXkPHzY7P7J/ZDafNqJD6BT6PfQy+keUzMpnqbhwSoEa0FPzkCydIgDqpE+m1ck9MeOVYnNrZmx67EZ4JmJFhF6bnjbLPH8F6vhp+WwPxXlT03vkVaJQPc1BNijT/8253FYGhfSPfkH/NyAWwnX1WGH1mBwB5GlrmrlWWAqiNZNNZg0+me/nzyYwR8Ik5GzIwvLNMzc5ori0N5P1QmLPg4VZzJTfE0gtZAQ8Ot/Nwua60PJn54FhnurltasY6Sl+dPECf8tlnMiIdZjSpSCAe50EyF0PLkEvGnUqA6pheZ5hIVwhWyo1esHsbO6u1PoFn2nYrGWMKGXUYUYoNJIfALMYiGT9ChdB4CoCJUhRDTAi3Nqytv1Ii8bK02qB1tE1GKXzZzkfS54NmKvbNbZ9w+1lKlrBdm7+4QORO1eu/VXF0mWgUGeOqM2AGQNLlMu+Ea7nOIOBxEUNQGkUmNdVB1C2Roxz8IuheINXQl4Oh6EExuo9e2+1TSRUAsUJBBOeIKpOajzGSr3Sp0YJQqVNNIRVgCkGjsWu/orZt0SO4UUWvp1CgRLDhPbKcbRi9m8YhsufjAIHThOlGh0P/a+CcCB7wYAUVFSxzZbmaHNNc2fzqmaqrXCh+QfNv2z+ffNfuL83U6JeL27dqh8xdsvuM4B0QPdJN+ZHBqqurmocGbjZuap31b5Vz6y6uOrNVSQCnwyt2g53HF9Frlq1K3PVlhxxRuNRKYpFZT9q8EwYJ2wofvXO0ZGdE3dO7KI3i7vFe8Qz4lPilPiB+FeRVoomMSTmxDbx/xXJDWIG64BaaF9QZITuj9Z0gS7oNVJk0UdSx1DH9g6so8PHlH0U/cjn229k1kCJNMV8j7nMkAxzYZ/sgPvmHebd4iKzpOwvxfrItbF5Ik/E5qj8iszh8n1hes5F9lwzlpIM6CXC9AKtb9iwnRG1jJURD0dKlddBUKLz0sSuMXm9FBT1Mkq/WNkekJe1Q8HjyxqShmRxRr+cGMzNNCbkBe+yKkpmk/KJbYqCqhpQGBVIF/+h6D/uhZyimEqUKjlzE4cC7rkNnoBZflWQUCgIVYOFsgq4W3catOlV7Q/HwLrexU1RQb1YJm0PoFyogla7+mfv357ADT5Dg45RPJKO+RNab0Sp4SkWj3swRqEUOjZ5B27PCwreqVDhBEsoyU0ZVo9iWpa2aFS6emsVu7+hTDQqDCqIZBIlNMZm8Ng3l5/8qlfnYynaDXcCoJDBjXOkIBwldFh5EH4ECRjxu7MfwSACoNoAikGfB62afYwSdWN2SgEFD4b2/akxb4s3OswkKqCAJSgO+gmDkXgRy/df/x/i3wgXshNgUv+J4PHQ8fDxyInYo8FHQ4+GH408Gn207LHyx7OPVz5exVvC3myabWZXRnbFd1ZSzXmwfHlnZ3Nj8xqsv3blyPL2ke7l3QN8v6N/TT/W3z8irFtXa5kCy6UW4SBMa6+OTPp+4EMZX7sP9e0XtKiAjSia163B9B2Nk40/b8QaG/UKItGcQBPjO/X62y7vBGd3/vvO13Ze2nl55x93kjtfAhrkVuFaYUwt923G5Dx3DJQy23xJPsgKIlmcyVC4UlOsan9Bzso169Ztb2zWNq5b39h8mP5CnRtjiVhJmBc0ReSVxHh+fjm6LLBJqrikeW6emXxCmJJ0hq/aUcPCitW5eQSUOwDfDiVHcdmzQTdH0EXRXZTn/jk17k8/rNTiblHZeTi7asuXh7aovSuONtlRDIJQ1PA0T4uuVvbmJbc98tWI2mYJVXpwwFUtbkyluyr2rEg6RCZsrIlInMjj3p7Fxn51vILr1TtzvJ4RBMvPumyrhzbo3bsjba1qjxniEa3MS1yPzbD1Qb/kS7IcypEKo1IrDhttKLm1woyzOKVztBzNaoLu/MOr1tSRXNOOwYCdFQycS+s50+ZQGIDCKkdUDMMcJEHzhtSy+rsTagzGPGWZvqJOV5Zzlbe4ZWy5rv+JPEfYkGdQTJoZadvUvnHDpo1Hqk7lnsy9tOl7mxSO5fHl0vLe5UPL9y4/tvzichpZDo4vh6BaMzQOxsc39/c/+eRjUnlv+VD53nK8vDxjt+vvPnRkUVs72XXgq2f/5cypkw/VVldVspnHmMcObNZnuoZo/9NHrrY8dDVfe7X+an6k5erkpP/pwtXli0eWWq46k1fLl08snViGlk84J/zo9qs7917dvXNi98Rt5FXkG1efQiaemkBuvm3gaXqk6/auo12vdH2v60rXp12Uosvblenq6NrZRTzQ9ZMuVCF0bep6tOvdLnyoC1R1bR7Czm/R364/pccYPXhMn8GYA8yzwa4D0Azvwtx29xQwf+uA4l25xwY3JS2jMB7IHmg9MHTgtQNEz4G9B9ADB6bQ/5WMio2Qfv/IYPsYADn4WcUBA2OAHyXTMOThBeUS2fXu3GOJmRcehZoiK88JGHgn643xIj3LtZ8iGRcf4PP83I5SHyw2PT09fYPLyFytH9q8efuBLu0B64GuzGOWx7Yyeqht9PNqHNL3fGFoYWliicjlUJGY34BfXzw5wML5AIq+pZmvX8r+IC8zzOqTMiXL5J2ZX5+4UP3RF09YJvuT7J610IHkkwhkoGLSUnOzf+XH4opbXSk3NhSnH8qUn4LBpCi0NHJliSomtSXds1BbKs35kWebaotLWUgXbukSOUEnUtqgokVthMKAIPS2Mj1fQdKM35519aZ2dLEMocDpTUsoisLDjJYm7lxd/eAdVvttDt7kivC4soLiEhmUfAc4ad7aY9dQOE7jyg5DJISySkqv092EoqT+r/eHdYtw5s6gDWc4UGOgyrtWK9XW7J1SXzBeX06iJponBQoeHo6zXGwXOfA/uQ2iSstQBAkFDEYax3/TCfasPFMu0E4YCmGKTukNMvmjGAWAklQI0PcJve5PdcNlWQrGEQp78kpP0CA3zEmg53FcrcFhZk+r1CqjY3B20y1/+pmSUaLwRZRXcDRGEBiuU+EcRrHOZho4b1pEFYMRBr/CYb8/3pCsMeqtZjUjz7XDNYIGcAwqc4Bw/Srmg1opi7wk3cSyLEe6z7BnuDM8+R3/2/5f+z91XnMTLsrldVZlqIy3mWr27mJudyuiUWfKbLSQftaNm1LhkXh2IhGfQEdS1hGL5qphwjJhQlM0z7kppxVYrU4d0CFe1uNFINlSVZVy1dOQjMVkDS+3sOUu37VSvTN5pYTx4hkuINB9snD3ejxbGQqCm/pCuCdkwQ4KhbGFCo0FzBN8cfmrA6pvXalEz4K5M1k4ABkBpCcgn7ZEcLv7bYy+vKY8S+KCtZe2CCaMnHj5Gx1iZrHI6VvGy3Bjd4UTw1ljbOuzMbI7KNAkpyGDr34ONMCRMwgWRgSk1kCSNA41DqNkKmZfmPl//8tK0jy0vQPH8JImvS7M4pgDcm0rclmKrOQGVYP8GnVfsC/UWz4QWxJfUrE4yR6Tz5klzw9HNRo1XqEO47Z6eabh8pavV/pGXJoRo0vWl5U2dJf6qPrr6lfV31MTtLpDvU49rj6gJhargboijLXhi4JqXKirM+IZfAh/Db+EX8b/iFM9+BocdeAAxy8sUuAGfNGN2RYkgWTsi+SqSEkxYZ6Bpr/gHCZcUbEVV2shJG8soRmLppQ7ldgNayeyskWy/sB8w6i4ZKIaGOb9WmYQjETnG/lfzB1PJkDGn3IlaZjvEACtqDIzaOsdQE+zNq1t+1S3QClhcrCoj2cpkqbxqH/QP9iXWyy1lgX1HiFgcZnFpJmazaniDZPvVPp/026iFVCf+Q6W6+0ahlLhUJHhDPR6oGA4s9/qdhpnH51d9NTsh1s6ww4VbdM4LT6Nsr+owfDrnxIjBI/0AlY6cVYFmjLgexFwWgm2OfY6UIdjm3qvGlWr2eaWVqwRRj+qjMX87Y4Rq3pEY53QTBjQ5Eg78kB3zbuNE90T7bSFHWV3sZPsGfZJ9vvsX1maZdvYX7GYiV3FnmUxtsyPLab6giwl9Pb2KYQ6INX11g3Vba/bV3e87tG6Z+ou1inq6hY7KDBETVFoqabTJ9d0+uZNWjzpxLhM8MV2wz8Zds7V5gLMjQmyv6xsO8VqKYpdMC6iTiahr/6DjQvI2PhCCwHauFSSzCwUdLJz6wRkMQ9ZX25Fy0s/DAvzRhNzEPDImW2xz5BO0UcFh1mpJo21zYBkzatTgOy1d+3Xa622O1FeL4X1DpHEHA16o0pXvvPNree7EmXqLK7QqHCyiWYbLDWfPfTtn/Qf5wZtLKZQqQ3OW8C/gHcYr0YlaIGoAygOswKNgoWMrFZkl2aM/8/s7rHv0S6lCFBP2BrXrKA4zCv+0qyX66goCbNVmoO++8Pr71AiEUW+iUakHyJx4HgQqDgmw2S5tfw6fn3ppAj8Rn4TP8rfxG9GDqgOqQ6rjqiO8pPcvchjyNeQx5EnkK+bW03j+ody4cmjp4Nnvnzuy2/A5MOPBchyPKaoUDaxt7ETxC72S8Rp4hFPedMjk4cmD08emXxEXHlo5eGVR1YdXXUvkc83L13a5dgINm4cMxp54XHw+OOnD01KcaCNHzropE93jcUf4H27mpns04f4g46DsYP5gz0HiYMHn7ZYbQcPPa0dsTVcrZ3IDtSgHpdxClDSetuEA8VGkK9e/Xr/yMrNI8NyOZ9GJr4+8TTdg4DXZE3076/u+v4utHsX2JVt7sKfeYEHp/kHDvn+v7a+BLCNs0x7vrkPaWYkjTS6L+uwLduSJdvyIUvj+0hsOXbkxHZ8JY6dOpftJK2bBOK0Tdo0NOlB+tMQaHehLbTQpC1N3QB/w5LCD+xuy9KWLV0o8AfYAgmFLYVC4+wcsuMAliyN5W9GI833vff7PEfwGDl7tnD/LO+NxWItsbtiaG1sc2w29ljsXOynMTwWI6ljs2B2dhH+s2SgODJLwqPkIfIk+TKJKrV/pvNnqVlx9uxqQTQ8qxlPwxG1j2F55iqIRprNJM/pWUg1j97PW0eZy79MJLQ/lbmq3KOzqVV2ki25/8iRU7GkEIslu1padu6fFfbvnw0+dPToInhSMsaC8j+CD51+6OjpUyQnkCSnTP4bBVTsx1YVTauvfOzSQASaVYszNL87b0qpIU+tJXKW0MAmYaWHNw/QEJZ1T7gqIa+EuJYp8yyDJsk3BVJLySArLklStY6U1cPkMwd5GCZxuVNhpf5Fkax5m225aRjW7CZFrBZoeQVEcY2iSo5PrYRQoE61m6CaYPLRKugWnyUgJQZNxAGbwMS6BnEdHSBcdH9vtaUQg2naTRt8Og8FZB8w2rL+jZJ1W5vSpJXfS+gQW3lLKeFJDKk5Otlr5sTeoBGLmGIN5R0NGz0Ua0YJu27Ir6f1hqKoTl6b8tl9MULvjwjs0x0GfQilaNhWR6GU3mwjsekGV18BZa+2cjUCgWGtpTgzMILDpJkhONx38NMAzggg2xV3si6RRAoRGMFggOG21OcDE1/ffLKNOljFt+z7LJjreuSflCUPvBTFOsXvLP302p9JrsRA07JfhJMMhlKkDsYxFMCM/AqMGgmjbcdvAb+2s+Owt9S29MMG/s2cw7b0/RNeSzyyo1l3J2iKVYarb7vDYFr6/r90LP1kxG4w2kyKmodJIycrFVqWF7+9/iP8imxTHQZ10sGLTaCpqaam3Gzmb711F7ErOMHHOonMgf5cX//6PuRA69Wm+UzlZO18Zu/V26DJw/O3zR8Qc+ZJSwa2wAdICLrjWzFAx0BfrBO58xgPjvBgFz8h9mNEkLijMBbkCR4KNgZ7ggvB+4MXgzgXjAWlIHJ/EASDSh6Aoo4TwK5G/mXPhr6DCoqEKO96s8syJ6+6d/PAUX/no6iLTnPiL/PaqlMg45QGwOjlVcvM3tnXdyoYE4LBWH9QFHdO9AsTE/0Tuyb6dy2CYy8QvKxX+JuXlryybvgo+dS14prIWiacd0aUIKzsjGRgZSongxYtqyZqeGM3EFyNyym0epBczsrlVZAaUpItQEK1MYC8EJB89FZ1TWBNPak3YqVRLSwI/daM24TXcRQShZ0Ep9e7vkSBWYbQFdf42z0W4KkyhyN6sphAZUebB2WUa65QRPSmn4fZxoYyG0qeCJk53sKSNBJuNQMrbRYcSz83se2Xoz5SYDGK1IvGEtFKOfXWIlOYmKCsqU9U2wv3eA0hP4qjmN3gBUKnxwZg69hE5yEjwVu9QM8K9euqdySDS9W5UHtLuvkbTUGfpW7GBCqreZfJSGCcbOvI8xoVzXodIazbuyOYMCz9bmnbURGEisBFl20HmGov4hwiwbmzC7t/Pv/cmo8X6liawXFglc1YFsaAkhN78vplbCtWDtmhGui70uFAzbHAKfhh7GH94/AT2BN6Uv569ZRIOdEQHqWr1zq7qu/105X6KrbemgpUR6sSg+HROpKuBg/LjoqOssC3lx8rf6n8w3K0oxyUH9Yht3qPel/wfuBFW73AO2mh7in+TvGHxQhd3FkMF895+VH+EI9AvIffzS/wKL8I/4/kxKpaquAPqkDV3EnoLPQyhCjw1Y9CSEYpcwetUK1SQz18ZXj2mvyoGDvyg/I7nBfMSsn7jayu5siyiNoirU4rzazJQ9uFy2CloE4FUn2yt8myUHxP9Qaxxfbqp/d0nPjqa1N3vNG4CYR98XWWUNGuYLp67RbRG2EDuRlp28t3749a4aapt/YULhRnHLJ8uPTAtQ2//u7ja47ufGTpfY/NjsOwXQy2jv13357xgS86mvvj255d+vwDj9yakj+K/fr/oJ/CgtAe6P9L+5kcPQwPmUayQ5sQNNva09mPvLIOeDzCjpaW0Ymx0ZFNGDkpDKIbZ1vaWzrBK52g82pDQ2DWddX3nY1g4+HCed98AIYn99xyddf8nvlZ0iI8KLwpIHcJ4FsCkPdE+iCI3FsokHzfXDy+jyQv7KVIkdy7OryslOLltbEKXjGsIGzfCCrz+c7S2XjNKpFATw4OzgikIAjkMvKcknFRg3pafnB4Vmlcz+uwlSQ7nEcQVDLliisXX0mzKypTS6rfSKxozkOlklC8cfGUS6flVxQESlnnyVdXfiT8isazU/R4sVOPm/A4oUd52CyiJTgXII1xkafNgDF8r619pMCwuQdnWmuMvlLCyjn1Pj1T3VUYH9ez4RYb5mxlfa0F7WNOId01NxUI6kkUG6qiGBpnfDMWgNiHL22adKIkR5uonpIfR9tN2w3bD4f/PYkztFLKIqssnZchUT+MFZaKhXPVIfvGQJHgZJgSvxHX4TSJ4ybFf9cLhRMdVdn629uLqEDSbl8irjdUNgshC2+jGZ5kCQphVKzK6iU3dhQLQZ3QTugwnJSuS4HGYHOoObwmiUndUlZaJ/VKfdmx7Hh2c3bLJzYf33p88p3xtzezfet6env6etaPjo2Oj24e3TI48c74O5sZitnIDXCD3BC3CZ2AtkKT0BS07ae9P+373divx9m20bHxzVuwiZH1fb3rerLdXWvX7NyxXZ/jJ2IT0kTPxNjEzMTCxP0Tj02cm7g48drETyfem2ChCX7C+w8GvDahR+R/wRQ/AWomJkY8uUwumxvN7c4dyp3MPZo7m3s592rundzvctdzLJfz5KL/YIDOmQOUJwdqcrnpkZqD+ySvv23X1ZYWZ7qkpHjf4XT6leI3iz8oRvDiI8VPFCPFY4lF+KDUho1YRkIjVSOtI7eOHB0hTo28MPL6yJ9G0JHDTsidc1LUdMf07dPHptHa6c7p09MXpt+a/ss0Pn2YRQ5iNf62Aehdt3sSm1sE1c97GoDssQ9KLsxbCkpfpyY7Jgcmb5ncP3nv5OnJL05emKTemgSTi+A+yQAJMWFMWBAuCq8JOCwAYRF+RdLjA60DRwfOD6BvDoABedz5kxg4hwFMkWx3qHjEmmAbnr08zC93cxtqlOYQpTh8NvN+nJef3pcFXk30F/lY+xUVLkKDeRxRw40qZK62mYehkaWj+jc0i+Ux77WScaWMXMy3faMRoK0oUatvUWJ+KipoVAOdVg3VlfbSNLy8QrX6FzV+l4gvhxU1gCjgz5cpa1pcVeDgFd62cMpZcmnynk9P7dl157aAqbTmEzuXvn0+ggksE68b2JhYFxv5QvM3D5ijFdmnqz1zOws2v7K/aqJ1fV20qX3kS+0zaGkT+HFxvW+oSkj0zxVV60hTwZGB3L/8ecM+Z6hr/xpdReijveXbCqtSqfqBEIPpUdmWlBw4VXr5sd25u4Fz3XRtsOHenbVTn7zt9LljD8I8W1/ndosFnMM9b64NVlcChGNcQ1IyVSRbf42BdEWLjwx1Y2Y2ZF5bZk/u+Ubrp6qLYz3Fnbme397/zU2HOjc83EUTf0kFKqyOiKckSCMcghCkWdaz6et/xCYwB3QLdBd4QrpeT2eYjD7DpsKplszOzK7M7szsGjrLZHVZfZZdG17bkt2ZnRmlR5lR3ah+lB3dObprdGZ0dpdul34Xu2vnrl27Zg4039v8VPMXZy80f7e5sIyJ6qJsJFLSEt0Z3V02Q3oYj87DOiLOFs8MTtM0o9fpWCaia9HNEI47RufheGHlwcbCloNoLFbMpTypaApJpRo3bOgRRW7bNmrNnjlke8927s59PY3FFNoxuqewrW3Nvic7Otyj0tXasqvl87XzlXdOeufdpquOeXducgCWHcuB+VG37ABWkgvbwLZtR4pv5+7lTnNPcS9x3+He4ggHB7ie7W0SV4hRjY0Lcx7FhD1KUYtg8dkjy9WTBhXlNirP2LnhhNYToRSpLBul8l3zA/PTPhHPYywtKyShuLBwZ1uj0NbW2LN9+wxHCRxH/V1rbD5gvmKQ5t07teliTgHxu1EWZjJqNWEr/AIJWVcFk1VuWKkGs5jU9JOKr6BhMIXVRZVUvTJFbyEaMMbqLnQlNulXclSVVYrlqqq6Gxms5f6mJpuZL6v2MJg14IEBiesM4m4LgeuYxhMcKC3acPtI4MEn7T8xD3SnnBE0nN5d+0CGZgg9oFlXl9+ma2BGXm7rZkM2WcmgRVNlMHDr2WBFxex9VTyPKYn2d3ATACYWBfZqe3u0ujicxF0Fd57aYINxwOAWQvdbcAiAtbbQAKfjCRLV4ziDohRAght3Fmx5dkPJ0hd8D9YQKFWMkjAKUNpMI4QptJE/ATwcvPT+i0VWjOBNBh2F4xSA5T1hGmPQS8aKbpL83LkiI6WnXOZgmo7uKh7Zp+X2667/DI1hRVAz9Htpz+v+Hxe9EXuj/I34G5X4I9SjzKd0n9F/hn2Ee5T/rOER2yfLHoo+XPmpqlM1D9Zya4Qh41DFJH0rvUDfz5yqfYx5uvTxWgbW4XE63ZlGHfUglkjMGM2C0Wi+z/iqEeaMHmOZMWPMGrFEzGxEA175/b8K90EpKAA2SpbIYTeCy47VpJgCKQp6F34vHXg3pCTwOa/ZGEugVnYuW/1qNVy9CN8i6cvmLlqB1Zr2nkyDdHQ4qubprw0roVWl/PzaFSgzp6CpyZua03Wj5FwtopqbNcXzMYPlTGYZUFOVKqRzlYZ1rsw0pT7Rn3fyV80rrU1k2MiTbYl0MH3YGSzgUDLiH7M5dI0How1rjp9EdAajiQWifmPdzNHAhogFi8LY1mM/PXGSQXWyc4sez/owgERcoTXepM8S2tP6nYoNhbXZg8OcUFdbKpUiVWsj6aOz6X3P5GqZB3ln4MT62VLcVCVMmrTrd+L6r7F9WDU0CIwS919FHxXB0SLQHu0KofWOC+AlqA+89AKdzXknoQvwXyAT/BcpScOJq7Xz9U1XM/P1JNUV6qrqau863vWfXbjYBaa79nfd0/XDLlQ+BLLprgzIXGjvezfneteh1Bxx5oH/ybUPFXa18++Zgdm8CH/4fDuVyy3C90lleLulPdRe1d7afrQdD7cn5Y3+9sn2u9sfbn+i/c32X7Z/0M60t28aotrF9iHNEtawNdT4lCyP3s2n9BSTmL/MqzLostKzNCzr0cwHKgrc5cvXLt8UP2dqQtHozvYuob29awU3JzGgJbgtapRUvak+rHxdxcQyf4mmMbUbswzbJmqRJEL956paVTWVJivXfE9kApgxk7W8P9y7o2PLetZUp2NTX4vxFqOJRhHSYgD9+7dvdPAooneSTZ0ojDPmejYTxlEEa+61PfEeTsfrWNFvJNz+TSWou+Drt2Y7jAaSLvE6saSBYZUyOVkPAhhBAsiWxpDVGAToXD+N4gwV/3Xb0n1LDztwC80SOqC0y+JeQFMWI4GgGMEZOj+CkQ+7MGdmCgEO6459yjy5cv1neCvmhwaAVzpNF3UVwYLtBR9cVAiSyXRZWZimIajPJAgzPX1CT09fuqFhcyAsBALhHiHQ0GcKp0nUDV0FukkycjVWc7VqPjYfh8l5MI/C7ifbqYqwFJ4PL4a/EX4j/McwQYdbw3BDOI0MDfZN9+3vu6fvkT6M6mvrg/sEExLsCQwW9vWEeVNACiwELga+H/hDAL9XgR9eRDiJpSp7WnqGek72fKsH6+lZBK0SPUj1iAFR3u9GmCUPnpRPDN8UYzFqFTpXbopq/h3i7Ap6YDy6Emqclf0nU9KSUKvG8m1hKzVly8A8CgSnaVXVpQLnoxGC5KsriWVsd6VNJZkfeoUL8s83HDCmEMCdoUlEtLe4dKTFHZkbbQjec/f6gD3ma2wNWgF298l4mykC2LJ0ucFBR4RCZ9TdnHjpkDEx+vTG2tJQFHG0lKK/qiQwBoZNFMYgIoER5Y8tbb64Npgp8ZV6agl7z8Ejo6Dt59tLGikUJXUWBgdhhNK5PbENS888/ORtG5J1JRkMbuy9Z9OOV38BaDNrEGgNx/UP198itmFOaBD6jrTNYrc0wdPmW5qn25BL/m/Ww3e13NUKX6wCVVX1JSVBv9JfC+U4s3lnZ07oNPs7c53mHFfvx+NtVNFkyXy8Vp4scZi+is2jG6/C8nzh/PVIVWdufQ7mc6CzLYcMVVVtMr8E3wcN8ZeVK6FkVdQeXA34UXtUrl6+iGXZF26rrz/lNwt+v1m9ntjNUS/NysizuMyaKpIeJZBFrFwmFyDMylJWG74ziGwFaDUqlbJGSMj+syz/zWq+RcNuV3Lu8iU1JeW7ckHrgXJRw3/AfjTzDaPDWGNvK6P1sEUHz2wpCACxlqvt7zCnTggYY3I329x15Z28NV7jc1fwFULaUvdrm/hUs7gUdtCPCkrGBegRBJjtCxZM9l5QGAZFBEBEg9h27dn3pg1JZvO2kAcUJvS1GzZYU6fNNMVgFAIwn2wGwBRSIM86qy76rtn6fNq65PKQ9wPwH61OoPtuOmoOYUHBglOIem1/dP1tksTs0NfBD6RfvToKXt/5+q7XdyP3bgWSR/JKPskvFUgBKSiFWrLS3sZ9C94F34J/oWAhcO+Eweg1+uxbkfPHjh16dSPIKqUr6XRzIlHKMLI62jJ35hHviOfsM96iJ3Z0oC8KZovVZnc4XZTHtHNHR3sr1jz3uceLiiNY6ZnmubltZ0qFM3P7zpSaPJ6d584L5zwF58575l48Zypt7p469Elm+Cx39WtX6V0gJ88ZeQttmCyfTOUqcjXw5snc1ZHcUG4Yvvvq/ZP35u6Dn8mdpc7kHqG+WQoekfd+oLR5jjzzjMd0Hj138qvwK9AZaET2B8VzQ2d2ntl75uiZT595+sybZ/50hmw9A86cWUQIiadaz9117vVziHAOeM6Bc+cWEfzZ/7sC0zY3uyxrVGEiJjT0+cvK7YoiafIPfP7ZsGrCys/W1TNXeOSBB04dOiMcOnRm6plnNp/rFs6d61YDuCvCCbu5zESp+pKXRCSy2oRWQMryVYT5snCTUsQlJmSTxrPc7cDBokCYCbNiFt+IBwHTSkAonkzkFaRZbXKV93GB1cUqilVUIQ/AhOXFoxWfCOohV9KWSS28nF9EyYS22OTBHIwo1lJYbSKWbd6VNqewA66qB0lNE/8IWMqsVv8jScYDkLjbRbIwJptGBEGCAtbj5ZyxvfIbemnOWiewsk1YZck0HSVxmnf3RAFLFqQeNzu24azTqnfK2pOuB3GcxaO9oXXVS9d8JsGAwzzKoo9x5UydzW1kwbrDlXoSZT0WE1OQLQx9LIpkPdGvL30+WPiz9xi9GcAwyQCYCaJV3qq3SDEBKFonnw+DiW4PeiUEK50a8umRLAsonbl4zwFT4dTknpbv7mIEr7HYwwZSH7OYwuDjI/NBziqb8V41lQNjdgxjA+1lP7ndZI9I/89aOG8kML2CsoozpKL2RQ4BRHHBmoalb4cEO38f7/pV1MZiLxormGan28iDOx/KiHorieEIID04AGGXLfCfS7eXFF9b+hAWeUxn+vyXIwHZR0gW1/2VsiB6cCvoBFvqmJKQTWQYCFz/zfWr+BksAj0EMtLnoUpjpbeyslKqxO65Z2FmZn5iYrixsa6oqNzlsgJAViYHhoaHExazycAd3D8/b61JcqyOoUiybn1uw8DA0MGPHzrUO1xePmOdF6zW+Y/PD6+vSVgYsnuGPDQ/bC3vrSMDD6BXoaOT985D8w+Qm69OzV3dMT81P929q2GypWQy0NI63wk7Jt1+r8cdnHfPB+Bp0nqofH64t4441dV1inwJfA365LJuUEpbFBSuBC+rhpTKRcivhE3zpS6rMvB1JHnqUK+81HpXMvCrEJv4SynyEpu6pG5qP/JWKnUpdeM1cJPfunJXLEyicqV2Ur3nm4i0bEgUKGaEkpy01AGLS6NGkC0IkxJVVSAV1BirbDooxJSJ/GpZrv9ayWUqC1kt1c23pa/igsFX6GSUkC0hv2+B/AoTtrj9o7HnSo/sQoWki8OJysKpQJW9a7PNCCeeoCwT5TNikd4E7i8WAGzBP5dx6V7+3K0Gzr8d08W2OomnI4QNDN8qOPQ9e3xc4ntt29YXJPQJi6XYBuDA/+kv+z4ALpsUsDhGt3vpjY/9S7HB4G8wGxFMj5sMsxnDF0t1QUxP642J4IMFc+MoG4vYGHq08amOzmCIgtEAhmAwwhEsYqE5iozQSz/ZXUx98YE7g7SJthgIildWFgjT45yJbthl52LP3vHl+xLtej9NGTiG0FlIjiA52Tq2sWZH+dnPx43Sg+cku6DX22gU5QxKUTumGDMAevD6h7gZC0HzAJfGxsen1q/vCAScDGOcn5+Z6piWxBmjs5Yqlj3ZMv9kuGw+PF8M6yfJvVchUp6tKJyd7N88Od4/Pz4/RM5MTXdIorOW3A9N3V44PcWL4hQ1UwbKyvZD0O3U1NQifO28/CxO3b66biSi4orIwjpiM94oHVEkujWzUpyYz7v/TUFioFaSNotOQZQ6RKdRFHdOzwjTonN6RuqQajvk8xGmpqZXMoDLWmZlY+Dvpm55zJSM56uGtEJfBaMyny5fmVsFYWVaqoWJ+GpyFM0OWpmlmr9kyTvEK4m+zDLS2ErVrxrKeYhnPEdufdyIMxh8rxkpbyv3tnwzG6lP9gsl2xkLwKx3TdU1RkIAMAzfWuAWi4x0vTSy9AFG6HUGykzhJs7V6Q7zMFo+2Ox2GstODeB24us8zrIlNTrf7SlrPc9Q6NaIAcaCANFRgCcxWiQ4nNx8Yu/a7ZdaStMV64IWnU1+C5IDGIawJEMgMCLwoiHC0/XVm5auC56Kmq7wxiKhNeXXCUrJCobrUFQpX3G7MYJPnvlrW80H+wsXRAMK84isoFS7anwpgryBQRABtUshpf8Uw6Y0LBf0s3A/gLF+/LOQUf7WMBRFKQj6kKRW8kAasKhiRywz4MUVPCITwAif/DsO/gDuYJa+tFQA1jFLpfgPQPjDA3BIq4MrXiqCT2FAft82yQORqGwIElPyJ1IKlj+Lw/BnoX7CiBA4TsEK6OOzq95W4cmV3zOz8q7GGgUbA0kGASb/vqkDveD1pbMMOLQkLhWFAX4UFIMPi9T3BSeRZ+Efo7+EGMj1AvE9oIJM+L+ygKLytZJnuf2agsOlIDEUBFZYjuAfG5eWap0WR03jZuTZZ1IuwR7qP6xici01L1FwG/oj+XjN0DHJvUYET4lPWZ+yIfZkPP6U2y643XbqTwqQFIwUKiyEATj0XBRnL4AH5K+Vkdh6Lplw29HWluJin12hD3oegloNKhRvpinbBDc1tdjtrS0qUrxC8aWk3zQ2tvy3r3AIrfDc5DszVuNIAC12H9caTNXG6xvECiE1uy5rSUH1/2CNPEgLYYIX4mFLQWHQE/roeZE2BM3GkLegpsQ/6WDZI1E2oSPYcFUfqys53lZSxt3DssU9ewdvK2+vjlsKzDr0E55o2O0tDP0lTPgaKIqNN8Tfbgn7QNOsZ7qQ1jtCU4Q+c4/frGe3Lr3mDe15fumv923hRJpzcFaNP7Lx+muoDSuCNkHbQYF0yiaa43yCr+ArjVWX9ETlOBggB6hBerDvXO3L9d/WX6r9V+m/Uj+pfyt9ffz3t7COlKPekXZk3AP2ca89morWR9OR8UwqU59JZzKSXXJITsnV6JY83QPSLSIkInbEATkhF+SGPJCX7O9uaZRke4HAh+10G4o+1d8t9Pd3DzOUHp2S7KODVmuBQWUGYMA5BAVTuw14UcUFeYKXgrbzBYN1dAddfgF8GQqB+Pnq6p2Tv1fiTlckww5KnnXdgOp+rBvu7n57xwo51Gw0kS/DUNvcFPB1Bf8xcyWTev/Kx9S0jcYksIq8S6PrmtUocZOyTSy7iCq7RgasAmAMW1ZSNct9Z8vwp5ZljMYVmrYbvJNaJZIWBkA0tKVlri/wB+rQdJAyXphKYIjb9InNRzMN1cFXnmsdNhWL1a7C6rWhqjYDQQR1nENgS0qqze5Na+ef21hew3vQoDhmYR1GN9bC1XseSUlpSgiIsZrw5/YPNPt8Usttj6Pv2T224NKOn8wyrIm/a319zJsc+ry+c01Rf0lB1F/n1hk53KAz24NAZw/G4uumj3R8SZSojvi/O0wUQ9rudDzQDLqOnjnutBksNP7RX7gS34aQwW4Jz6lzq/vaX5FPIzVQGzQEvSElOyul4cEKxOnMGjxhEA6XpVt72wkdYojGEki2DDE4DU+VZYWysmxlojyLtvcONuIQbpWv/nPugSJlEriDA16ufXcdbcgiiKWstWysbE/ZQtnFMnxB0bQKt2ghNTAWTYPR9O70ofTJ9KPps+mX06+m30n/Lk0/Kj/BlCcNatJvb+I/0HJyN5Eky2pWng3ylMgzJK+iHK3RWhc1kmTlQQVzlq++sAqXQXlSdGZCueIc0CaB1gFTtXypVZLGPJSQUe2qqQLxFWpMtYTGLFiQIyRO0gFcV9JRV4A7gnqT3sw3EoRRB8Ml53Qmc0NRq54DbHK0QPTU3h4yIbSl95PtNT5fouW1jz7hDFcWeq+d9af60k90FDoc/V+uGaotRmpwm31cKF348el545qtkcZAP8/ICokmMR0iOzAwyxEILnJtL4DehXKj3rnjkQqLvnfk394CBGd2hq9ZAutSP/9CbSwa+6euA5+qri1X9Vv39V8ijyKVUJ8sa3e2NgNPLkhJVAvXInSZs46sM+vONnVlGU9T1BNtQurTkhf1p3AvEVPqaXvWxos8CZBI5EJFrqLhlF9IpfwGs3l4bY+wdm3PWnOPoSjlD9VTuqSU9ja6nThUEsALPQqnCq7ggdPQczrcG4/F4bj85/mSgchzSdq6qBDRttH+UBGS6jGYkRyRcqSiqbpUd2p76qMUkVImC4+vXb92bO3etUfWvr4WX/v2ev6D4ctKhNCgQb1eu6yxAEQy0LLr8He8VCqh3AovTz69qzBP5TOy4RsMPPk2qZvw7kU1KphvRL1BoKrElDVJsYw5pUaWwHFfKuwXGS9/uifsNTkNiK708Aywl9zZRAXn1pT2OU2izlx7wYARhL02bNR7Y3OZgN5sLLoPh4319796m8vJmgi+6OlWE/xfbMYXsNOE+/Ey0cmbA7jzlo/+04Wjod1rqPCtOxueRvjMyaVYQFZsFVWymzm0vVa24eNjoIOmhdYvXGzhBSNvTWTBulNuFlP5GX+EPopUQaOyC94WSRbV1CVrajqKOyJrkmuqpfFn+LPOs66z7mdaL/AvO192fdX9UtFLzRda/7Xp9XaRNtKhaDPCmLBmrBNpNaT9LjDsHJBl/zqJGX4FxcVX/HgcL1JkPw2HvrJ2IE1HFdpVtBJUKhRjfMjJuTyuqCvjyrpGXbhrEf6dpDeNjYVeC8FMiA/BoUV46wvnpIsSLC2CSxKfhTjgAVGQAVkwCnCg7jAwNkZcJF4jEJ4AhLyDxEWzmexMFhnN7s7C2bfHlMKAa/L9/eEa/v0bW7MqF40iOjJXFFTgGo0jF1L6m03LEEYwcaNkZpkSJryaazuP1X8DCVibEBrCUf6vFV9v+Sj4s3b7dGW4cuO+5JrtnYFxxsQQDKs3ChWuoK+sylRkKdg58LUzt8Ie0e4d37vu4Jqv1GCEEeOHJrm+pvGv5cKUDoWDTZ4al6AjOb4EbmeG7m4eGF3606+Eqq6NxU966pJ2jiZ1jhzXWyp57IWjQ0tfOtN7/vgzRIM/43WP/vfx8XXl601K/c3dr9cdlTbtSehIlkGbD645tjsbd/N0iTw/jNd/i+5FotAU9EdJuuD7iw8eGBwc1uloluM2BHQ0HWwY3LRJagj4fb4madOmHXRQkF9s8vmGuQ2CPIbzbWiiN0lBcswdV4y7WtnOi+CismkCp59z42uUzRZ5cz0zqRCFVBK7x5iVvRwdv8lmy8y/n3EAh6NsS8UPq068UwagMm9ZrAwpK7sFehkde2cL2BKdu3ZZLedXQZ2jsxra84opqN3/YcpAiwoQSpRA3VQeyEtKFEERCkl8FYek1vmYNxDzvRiK/bAsGJYziavQmFWsExX8P5xHXlMBsLRq4+W5Ie/6zxhisnCsLnI5bfNMmQ06nYExYDaCTxWEizILZuobxxocbpY1e+pEhjUX6nQYbWEr1nUe+7jdZDKwIgrrSRvPxG22aBU5EuRaXszWFBVWrAnoXmKJKMdacPO/NdQmnnEzBLtgMpkKqhLbwvW/CumfOVBiorGgd6BMh1eZeBYhsYKa1jt+57HyVqaJwgIZU6KgyLdW/1g92/RsIlAeLM1q/MxtSyz870gcWgd9QnIhraC0vLQx27e9fLphVyPeFI0j1aEWEkeQiCzZr75okoVBCo90K9fYjgy2s2vW9IpWnd3eq6se4zKeTDSTyaCZRXhO4nWR0Bikk3SwV8HC7O3LY/bX8Ne0kh6jyuurXFt5J+26gmUxPgtUcy6Zj8ksk71rdXIr6NnaUl29tG+A4cH5fM/yFV76hdkTrDzpl9aXNngwzGygWNFQ4CdproDziKyXp2oLYqJedlNxqSxQZ6ABbKLsdltNd9/HH5/5/cD8Rrfg9HBL46K+zhsZq/jnPw1UHB9t5UghMg8zd3olG8fBa7Y9v+69mnUmjB7b2Lg4XttiM1qxchvr9MZeXvrz/W9/Ye6Weo/g4hT4yOvXNQwN/JLRD96CIAMBF4PT4B2FUQFApz9ntCd4cNq7zKig8C90X/8VckLlXyA0/oV1ef6FbZPjVIKHp5b5F/JjH0B/mR9LgPehr0D50TMzN49eOfYM+teVY88uH3tyuzp68m+O/Rr64srYueWxe6fUsXtvjL3+3lIS/jJSIY+l1LG3XYS0T7i2TifInzDB3Diuwqt+Vj1nlV8CvP8f2nFT6Xo4uJpfIj/29+r5alwUs/mxUH2jOrb+pvO9An9P+d7gGe17O5E/h5KIj5bPoWTVWIUrK6d+xyZtrDV/3AK/wSYft+BvxibVc9DGzi6PLS21KWP9fzP2YfU708bOifmxUT/rlMfGbjrfXyKPK+cA/qydw7b8+ebWd4fk882t4tn4PXIWqUd/Aekh93nye6AfghjV6QeAY1Wn/4rs9L+vOP3hZSJsdXkgRvhJxuESLDZXL3IWYL/ReXjaYYrUQPD1D5Zs8C1Iq3zMRuh+SfAVFJxP1cvmYX29ryCFFhvLL8sWwAvPLxQPVizCi887JNG8CNY8v2AcdCzComRiTiO4r14eGvRAH8N/6In+plzhefGYfyOJ8sk9f7HhhGcR3PKV8InkZ5r4P165puET3gROKL9UY+ev/QNowhtaWl7dogbLr/j6cJ7yA8kLe43OJS8DVJQSVXODZ9LhgoTP4rLZKsd1poDf0+Yz8nhT1u1YW16684+9bnrXulpJH7bYHNx9MztP8ObezqenInb429VttdWWtI5L/cavF1M9MBXfFCrbUFF6cP+XO+ssBdLmIn2wG9m696GZ+qLasYq59kxhqRLbfx8MoDpwHkIg4XloGoEXwfvPIZ9B5U8ORa+VxxCf2adDrX/9b3B+WI3j7EBE+DNYJeSARqUADdvhYvgAcsB2HDlu+zTyadvTyNM2xoE4bA47YgIAQIYLCr2IyioC6YHCn2HAJvQfgwRJWBBeE1BBcDk1haqRZiiEGXnGFBFfTX9+k5kD322ZiRcUKV31WNjhdTXpCCtRsQmr9He3llvsHhbV2/U6KVEwMITV+CL65kFlvZ+8/jv8B7JMC4E3NZmGPCzLNMtL8rS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Dissertação no âmbito do Mestrado Integrado em Arquitetura,
orientada pelo Professor Doutor João de Lima Mendes Ribeiro
e coorientada pelo Professor Doutor Rui Pedro Mexia Lobo
e apresentada ao Departamento de Arquitetura
da Faculdade de Ciências e Tecnologia da Universidade de Coimbra.
Dezembro de 2022
Carolina dos Santos Magalhães
IDENTIDADE, INTEMPORALIDADE E EFEMERIDADE
PROJETO DE REABILITAÇÃO E REVITALIZAÇÃO
DO MOSTEIRO DE SANTA CRUZ E ÁREA ENVOLVENTE

I dentIdade , I ntemporalIdade e e femerIdade
p rojeto de r eabIlItação e r evItalIzação do
m osteIro de s anta C ruz e área envolvente

Agradeço,
ao professor João Mendes Ribeiro e professor Rui Lobo, pelos ensinamentos,
acompanhamento e disponibilidade ao longo da investigação.
aos meus amigos próximos pela confiança, apoio e perseverança.
aos docentes e colegas pelos momentos de aprendizagem em comum,
ao Darq, a minha segunda casa, e às memórias que “levo comigo pra’ vida”.
à minha família.
a Coimbra.
Nota à edição:
Utiliza-se para referenciação bibliográfica, por decisão do autor, a norma Chicago Manual of Style, 17 th Edition;
O símbolo “ ” indica que existe conteúdo na parte posterior da página;
Para melhor compreensão do texto, recomenda-se o acompanhamento dos documentos em anexo.
Este trabalho foi desenvolvido no âmbito do Projeto SANTACRUZ - Reconstituição digital em 3D do Mosteiro de Santa Cruz de Coimbra em 1834 (referência
PTDC/ART- DAQ/30704/2017 - POCI-01-0145-FEDER-030704), financiado por FEDER - Fundo Eu- ropeu de Desenvolvimento Regional através do COMPETE
2020 - Programa Operacional Competitividade e Internacionalização (POCI) e por fundos portugueses através da FCT - Fundação para a Ciência e a Tecnologia.

RESUMO
A investigação desenvolve-se num gesto de reflexão perante a vulnerabilidade das cidades
contemporâneas, onde os diálogos entre a preexistência e o contemporâneo estabelecem as
diretrizes do projeto. A baixa, é um momento singular que reúne um património histórico
e cultural ímpar para a identidade da cidade de Coimbra, constituindo agora um espaço
descaraterizado. O espaço de caráter Humanístico, de conhecimento, culto e cultura, caiu
na indiferença, e é agora um vazio preenchido por meros acasos e agitações impessoais. O
Mosteiro de Santa Cruz, símbolo de uma identidade coletiva e dos seus estratos temporais,
é envolto no esquecimento, sendo apenas o resultado de múltiplas adições e subtrações de
diferentes épocas, tornando impercetível a sua leitura como um todo.
O projeto tem como premissa o r essignificar do lugar, num gesto de continuidade com a
memória e o simbolismo do mesmo. O novo programa surge do entendimento abrangente das
relações com a cidade, onde a cult ura se revela como uma oportunida de de mudar o seu rumo
e de restabelecer novas dinâmicas. Não obstante, numa sociedade marcada pela transitoriedade,
a arquitetura é obrigada a sofrer um processo de metamorfose: o conceito de efémer o surge tendo
em conta uma arquitetura reversíve l e intemporal , potenciadora de re interpretações do passado
e, ao mesmo tempo, de uma atmosfera sensorial, que celebra o instante como testemunho de
comunicação simbólica e arquitetónica. Surgem assim, peças efémeras de distintas escalas, que
acolhem o espaço através de uma conceção dinâmica, capaz de o transformar numa dança
ritmada com flexibilidade e adaptabilidade. Estes elementos soltos, adequados ao ritmo da vida
contemporânea, estabelecem uma relaçã o com a preexistência, com os movimentos d o corpo
no espaço, e com os elementos da exposição, onde as sucessivas relações com a memória e o
sensorial permitem a releitura dos seus estratos, marcando simultaneamente o seu presente,
sem comprometer o futuro.
Propõe-se assim, através de uma linguagem contemporânea, traduzir a narrativa que marcou
e eternizou esta construção erguida pela fé e pela regra, perpetuada até ao presente, onde o
projeto se torna um meio de lhe devolver a sua essência e caraterização perdida, eter nizando-a.
P alavras-chav e: Mosteiro de Santa Cruz de Coimbra; Reabilitação no Património;
Museografia; Reversibilidade; efemeridade;

ABSTRACT
The investigation is developed as a reflection on the vulnerability of contemporary cities, where
the dialogues between the preexistence and the contemporary establish the guidelines of the
project. Downtown Coimbra is a singular moment that brings together an unique historical
and cultural heritage for the identity of the city of Coimbra, which is currently considered
to be an uncharacterized space. The Humanistic space of knowledge, cult and culture has
collapsed into indifference, featuring now a place made of transitory moments and impersonal
agitations. The Monastery of Santa Cruz, the symbol of a collective identity and its history,
is currently shrouded in oblivion, as the result of multiple additions and subtractions from
different eras, making its reading as a whole imperceptible.
The premise of the project is the r esignification of the place in a gesture of continuity with its
memory and symbolism. The new program arises from understanding the relations between
the people and the city, where culture reveals itself as an opportunity to change its course
and generate new dynamics. However, in a society marked by transience, architecture is
forced to undergo a process of metamorphosis: the concept of ephemeral appears considering
a reversible and timeless architecture, enhancing reinterpretations of the past and, at the same
time, a sensorial atmosphere, that allows to reinterpret the history and the symbolism of the
site. The ephemeral architectural pieces emerge in different scales, which embrace the space
through a dynamic design, able to transform it into a rhythmic dance with flexibility and
adaptability. These autonomous elements are related with the rhythm of a contemporary life,
and they establish a connection not only with the preexistence, but also with the movements
between the human scale and space, and with the elements of the exhibition, where the
successive relationships with memory and the sensorial allows the re-reading of its strata,
marking simultaneously its present, without compromising the future.
Therefore, through a contemporary language, it is proposed to translate the narrative that
eternalized this construction, risen by faith and rule, perpetuated until the present, where the
project becomes a way of restoring its lost essence and characterization, eter naliz ing it.
K eyw ords: Santa Cruz Monastery of Coimbra; Heritage Rehabilitation; Museography;
Reversibility; ephemerality;

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SUMÁRIO
r esumo 06
I ntrodução 13
e strutura e método 19
a ) a InvestIgação de base analítICa 23
b ) a InvestIgação a partIr do projeto 25
I- O OBJET O DE ESTUDO
COMPREENDER
1.1- o lugar : e volução hIstórICa e ConstrutIva de s anta C ruz
1 . 1 . 1 a fun d a ç ã o do m os t eIro e a ex per Iê nCI a do r om ân ICo 3 7
1 . 1 . 2 a s r e form a s quIn hen t Is tas : do M a n u e l i no a o J oa n i no 47
1 . 1 .3 a nov a e x pr e ssão art ís t IC a e Const rut I v a de s a nta C r uz 63
1 . 1 .4 o d eCl ínIo : o séCul o x I x e a e x t I nção d a s or dens r el IgIosa s 6 9

1.2- a ImportânCIa do proCesso de revItalIzação e Conservação do p atrImónIo
1.2.1 o s valores do restauro e do p atrImónIo 77
1.2.2 a r e l a ç ã o e n t r e a s t e o r I a s d e r e s t a u r o e a C o n t e mp o r a n e I d a d e 8 9
II- O PR OJET O
REFLETIR
2.1- r eflexão CrítICa e problematIzação
2.1.1 d Iálogos C o m a p r e ex I st ê nC I a - a n ál I se e reInterpretação 99
2.1.2 r eferênCIas de estudo 113
2.2- a C rIse de IdentIdade : o atual m osteIro de s anta C ruz 129
INTER VIR
3- o r etorno da CentralIdade - proposta de grupo
3.1- o n ovo núCleo museológICo 143
3.2- o e spaço , a forma e o programa 153
4- i dentid ade , i nteMporalid ade e e feMerid ade – proposta IndIvIdual
4.1- a rquItetura e memórIa 171
4.2- ( re ) ssIgnIfICar o lugar 187
4.3- o p erCurso m useológICo - p ermanênCIa e ContInuIdade 197
4.3- o efémero e o perene - dIálogos entre o Corpo e o espaço 215
4.4- a expressão ConstrutIva do efémero 225
C onsIderações fInaIs 235
r eferênCIas bIblIográfICas 247
f ontes de Imagens 257
a nexos I i
a nexos II - d esenhos r Igorosos
a brevIaturas
CIAM- Congresso Internacional de Arte Moderna
CMC- Câmara Municipal de Coimbra
DGEMN- Direcção Geral de Edifícios e Monumentos Nacionais
DRCC -Direcção Regional da Cultura Centro
ICOMOS ou ICOM- International Council of Museums;
IGESPAR- Instituto de Gestão do Património Arquitectónico e Arqueológico
MNMC- Museu Nacional Machado Castro
PSP- Polícia de Segurança Pública
SIPA- Sistema de Informação para o Património Arquitetónico
UNESCO- Organização das Nações Unidas para a Educação, a Ciência e a Cultura

13
INTRODUÇÃO
A dissertação integra o Pr ojeto de V alorização , Reabilitação e Conser vação do Mosteiro de Santa Cr uz
e ár ea urbana envolvente , desenvolvido no âmbito da disciplina de Atelier de Projeto II, cuja
premissa parte da reflexão sobre cidade atual tendo em conta os valores do património e a
história do lugar, mas também a sua simbologia e memória desvanecida com o passar do tempo.
A investigação surge articulada com a o projeto Reconstituição 3D do Mosteiro de Santa Cruz de
Coimbra 1834 , juntamente com uma vasta equipa que integra outros professores e exalunos
do departamento, assim como investigadores, arquitetos, cronistas, entre outros, reunidos
numa constante procura por compre ender as pegadas da era Crúzia ao longo dos séculos. Este
processo incessante de pesquisa comum, juntamente com a reflexão dos alunos do Atelier de
Projeto II, retrata a cooperação, a troca e conformidade de esforços, de pensamentos e ideias
entre alunos de diferentes gerações e docentes, essência tão caraterística e ímpar da nossa escola.
Tendo em conta a vulnerabilidade das cidades contemporâneas, o tema “Constr uir no
Construído” consolidou-se como um dos temas mais pertinentes da arquitetura. O crescimento
dos centros urbanos ao longo das últimas décadas reflete-se na crescente valorização dos
projetos de intervenção e reabilitação dos edifícios preexistentes. Com o intuito de promover
a revitalização urbana, tanto do objeto de estudo como da baixa da cidade, o exercício
proposto fundamentou-se na adaptação dos espaços remanescentes do antigo Mosteiro de
Santa Cruz, de modo a acolher o seu património material e artístico e o r eavi var da memória.
A investigação e o desenvolvimento do projeto visa olhar para o objeto de estudo não como
um monumento ou objeto particular, mas sim como uma fusão de tempos, que lhe concedem
identidade e outras dimensões, tendo como um dos maiores desafios a preservação da sua
memória enquanto um todo.
Fig.1- Fotografia Fonte da Manga.

15
INTRODUÇÃO
Coimbra apresenta um tecido urbano fragmentado, expondo diferentes dimensões
morfológicas, formais e simbólicas, consequência de um esforço de adaptação das necessidades
de expansão urbana que a cidade exigiu ao longo dos tempos. A centralidade medieval da
baixa de Coimbra e a importância do Mosteiro de Santa Cruz foram-se perdendo, não só em
termos de notoriedade cívica e cultural, como também em termos de escala e coesão urbana,
que levou à sua descaraterização, e à perda da dinâmi ca que outrora existira. O espaço urbano
deixou de ser um espaço de desenvolvimento humano, para dar lugar a um local impessoal de
movimentos acelerados do quotidiano, de mera passagem e desadequados à escala do cidadão.
Um dos objetivos do projeto é o “r etor no” a esta centralidade , numa tentativa não só de unificar
os diferentes tecidos urbanos desconectados, como também de introduzir uma nova dinâmica
cultural catalisadora de desenvol vimento, que poderá trazer de volta o dinami smo de outrora
e de criar novas dinâmicas socioecónomicas 1 .
A revitalização e preservação do património arquitetónico 2 é um tema fundamental na
problemática da cidade atual, onde alguns aspetos como a capacidade de otimização das
construções existentes, a sua flexibili zação, a integração de programas atuais com diversid ade
formal e funcional, devem ser considerados pontos essenciais. Estes permitem conferir às
construções e à vivência urbana alguma longevidade, qualidade e identidade no contexto
urbano, de acordo com o passado e simultaneamente assumindo a sua contemporaneidade.
As sucessivas intervenções feitas ao longo dos anos, desde a demolição da antiga Torre dos
Sinos, do antigo Claustro da Portaria e dos volumes que delimitavam o antigo Claustro da
Manga; à ocupação inadequada dos espaços do antigo mosteiro por parte de outros serviços,
impossibilitam a leitura global do conjunto e da própria caraterização da baixa de Coimbra.
Neste âmbito, compreender a história do lugar torna-se indissociável da arquitetura, e como
tal, a proposta de intervenção é reflexo dessa análise, desenvolvendo-se essencialmente a partir
da escala urbana e das sucessivas relações entre o espaço arquitetónico e o cidadão.
[1] Relacionado com o conceito de desenvolvimento sustentável, onde se procura resposta para a melhoria da qualidade de
vida, critérios de equidade entre as populações atuais, equidade inter-regional, em termos de dimensões sociais, económicas
e éticas do bem-estar humano, “garantindo as necessidades do presente sem compr ometer as gerações futuras”, Relatório Brundtland
“Nosso Futuro Comum”/ “Our Common futur e” 1987, p.46.
[2] Entende-se por património arquitetónico o “conjunto de estruturas físicas (os edifícios ou estr uturas construídas e os seu componentes ,
os núcleos urbanos , as paisagens e os seus componentes) às quais deter minado individuo, comunidade ou or ganização reconhece, num dado momento
histórico , inter esse cultural e ou civilizacional, independentemente da natur eza (...) do valor arquitetônico (artístico , construti vo , funcional) valor
histórico ou documental, valor simbólico e v alor identitário” IHRU, IGESPAR. 2010. P atrimónio Arquitetônico -Geral . Kits património
nº1 versão 2.0. p.8.
Fig.2- Imagem aérea de Coimbra com a Reinterpretação da Cerca e da Quinta de Santa Cruz.
CERCA DO MOSTEIRO
QUINTA DE SANTA CRUZ
0 20 50 100m

17
Em contacto com o lugar é clara a falta de conexão e de programas catalisadores de
desenvolvimento: a baixa é dinamizada consoante os programas turísticos ou de consumo, e
não consoante a vivência de quem habita a cidade.
Neste sentido, a proposta procura estabelecer uma nova dinâmica entre o novo núcleo
museológico e os cidadãos, nomeadamente através de espaços públicos diversificados, que
se articulam com os novos programas propostos. Estes, integram edifícios envolventes que
pertenceram outrora ao antigo mosteiro, dos quais se destacam os seguintes: o edifício dos
antigos Correios (1) que envolve o perímetro do antigo Claustro da Manga e o edifício da
Direção Regional da Cultura e Centro (2) na ala poente; o edi fício da Câmara Municipal
de Coimbra (3) , construído onde outrora se encontrava o mosteiro das Donas e o posterior
Claustro da Portaria; o atual edifício onde se encontra a Polícia de Segurança Pública e
outros serviços camarários (4) , antigo celeiro do mosteiro; o espaço que integra a escadaria de
Montarroio (5) , que ocupa a área onde existia a Torre Sineira demolida em 1935; o edifício da
atual escola Jaime Cortesão (6) , onde antes se localizava a enfermaria geral, a casa do Primor e
o dormitório do Pilar; e o espaço e envolvente do Mercado D.Pedro V (7) onde se localizava
a horta e laranjal do antigo mosteiro.
Apesar do programa de museologia já se encontrar agregado ao mosteiro, este apresenta
incoerência: a entrada não é apropriada interferindo com o percurso de culto, grande parte
dos elementos do espólio não se encontram no local, e os que se encontram expostos, carecem
de organização e informação necessária, pois esta é escassa e a leitura do antigo mosteiro não é
conseguida, há falta de coesão entre percursos e falta de infraestruturas, entre outros. O projeto
não altera o programa do edifício, mas complementa-o. Integra novas infraestruturas que dão
resposta às novas necessidades, organiza o espaço e propõe uma nova dinâmica, respeitando
simultaneamente a vertente formal e construtiva da preexistência.
“ O Mosteir o de Santa Cruz of er ece, assim, múltiplos potenciais de abordagem patrimonial que suscitam uma
inter venção museológica em difer entes for matos. Quer seja a partir da consciência dos níveis de importância do
edificado , da sua qualidade ar tística e da sua capacidade de pr ojeção politica e cultural, quer da analise discutida
de um acer vo pr esente no local ou transferido , quer seja a partir da exploração do seu papel r eligioso e social
[...] ou, finalmente, da r ecuperação do papel aqui desempenhado por muitas personalidades de pr ojeção nacional
e inter nacional, o Mosteir o de Santa Cr uz mantém-se como alfobr e ener gético de índole patrimonial [...]” 3
[3] Craveiro, Maria Lurdes, 2022. Pr ojetos para o Mosteir o de Santa Cruz de Coimbra e ár ea envolvente. Darq Docs; e| d|a r q . p.28
0
Fig.3- Imagem aérea ampliada da área envolvente ao Mosteiro de Santa Cruz.
Fig.4- Fotografia Claustro do Silêncio.
Fig.5- Fotografia da Fonte da Manga.
INTRODUÇÃO
15
60m

19
ESTRUTURA E MÉTODO
Fig.6- Esquisso do Mosteiro de Santa Cruz.
A dissertação divide-se em duas partes: o primeiro capítulo “O Objeto de Estudo” , onde se
analisa a evolução morfológica e histórico-social do conjunto e os princípios fundamentais do
restauro; e numa segunda instância o capítulo intitulado “O Projeto” , onde são aprofundados
e interpretados os diferentes modos de intervenção, e a relação entre a pré-existência e o novo
através do exercício de projeto.
No primeiro capítulo, “O Objeto de Estudo”, procura-se compreender . É elaborada uma
análise da evolução histórica e morfológica do conjunto, desde as diferentes fases e estilos
arquitetónicos às questões de or dem política e religiosa, de modo a percebe r a evolução
espacial e volumétrica ao longo dos séculos, e, assim, traçar uma proposta com coerência
formal, história e simbólica.
Posteriormente, são estudadas as várias temá ticas à volta do património e do restauro ao longo
dos séculos XIX e XX, até aos dias de hoje, tema muito vasto do qual se falou concisamente,
contando com o contributo de alguns dos autores mais relevantes. A análise das teorias de
restauro surge na procura por compreender o legado do passado relativamente às diferentes
perspetivas dos modos de intervir no património, de modo a desenvolver uma posição crítica
para a construção de uma proposta o mais harmoniosa possível.
No segundo capítulo, “O Projeto”, procura-se numa primeira instância refletir . O cruzamento
entre a teoria e a prática foi fundamental ao longo do desenvolvimento do projeto, uma vez
que permitiu explorar e refletir sobre as diferentes abordagens perante a pré-existência: desde a
adaptação ao lugar, às diferentes dualidades materiais e construtivas, aos graus de intervenção,
de diálogo com a pré-existência e com a sua verdade formal e construtiva. Neste sentido, olhar
para as teorias de restauro, compará-las a outros projetos/referências de estudo e interpretá-las
na sua essência como ferramenta de projeto, foi fulcral par a determinar as diretrizes do mesmo.

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Identidade, Intemporalidade e Efemeridade Projeto de reabilitação e revitalização do Mosteiro de Santa Cruz e área envolvente

Abstract

Identidade, Intemporalidade e Efemeridade Projeto de reabilitação e revitalização do Mosteiro de Santa Cruz e área envolvente
