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<html lang="en">
<head>
<meta content="text/html; charset=UTF-8" http-equiv="Content-Type">
<style type="text/css">
/*Cambios
    
      -Ancho máximo del contenido 1160px para lectura en pantallas grandes
      -Centrar contenido
      -Margen interior a der y izq del 3%*/
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	margin: 0% auto;
	padding: 0 3%;
	background-color: #ffffff;
	scroll-margin-top: 100px;
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/*Fin cambios*/

table {
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td {
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tr {
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tr:nth-of-type(2n+1) {
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tr th {
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p {
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p.address-line {
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ul, ol {
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li {
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li > p {
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a {
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a:hover {
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p {
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	text-align: center;
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	font-size: 12px;
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	font-size: 14px;
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	margin-top: 30px;
	text-align: center;
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.box1 {
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	overflow: hidden;
	padding: 10px;/*border-radius: 0px 0px 0px 0px; 
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          border: 1px solid #0d7f54;*/
}
.box2 {
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	overflow: hidden;
	padding: 10px;/*Eliminar borde de todas las cajas y los margenes
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          -webkit-border-radius: 0px 0px 0px 0px; 
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      */
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nav {
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}
/*Añadido:
      -Borde solo a las cajas del resumen y datos de copyright
      -Poner magen especifico en dichas cajas y la que contiene los agradecimientos y las referencias
      */
      
header .box2 {
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	-moz-border-radius: 0px 0px 0px 0px;
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	margin-top: 30px;
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#article-back {
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}
/*Fin de añadido*/
    
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	max-width: 50%;
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	min-width: auto;
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	padding: 12px 16px;
	right: 30%;
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	position: absolute;
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.tooltip:hover .tooltip-fig {
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	position: absolute;
}
div.def-item {
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	font-size: 14px;
	text-align: left;
}
div.section, div.back-section {
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}
div.panel {
	background-color: white;
	font-size: 100%;
	padding-left: 0.5em;
	padding-right: 0.5em;
	padding-top: 0em;
	padding-bottom: 0em;
	margin-top: 0em;
	margin-bottom: 0rem;
	position: relative;
	top: 0px;
	left: 0px;
}
div.blockquote, div.verse, div.speech {
	margin-left: 4em;
	margin-right: 1em;
	margin-top: 1em;
	margin-bottom: 1em;
	background: transparent;
	text-align: justify;
}
div.note {
	margin-top: 0em;
	margin-left: 1em;
	font-size: 85%;
}
div.fig, div.disp-formula, div.table {
	text-align: center;
	margin: 15px 20%;
}
/* Evitar que aumente la altura de linea al usar superindices y subindices */
sup {
	vertical-align: top;
	position: relative;
	top: -0.3em;
}
sub {
	vertical-align: bottom;
	position: relative;
	bottom: -0.3em;
}
/*Poner linea inferior en los encabezados de los apartados*/
h2, h3 {
	display: inline-block;
	padding: 0 0 5px;
	border-bottom: 3px solid #0d7f54;
}
header h2 {
	display: block;
	border: 0;
}
/*Movido al final*/
.textfig {
	display: inline;
	text-align: center;
	font-size: 12px;
}
.orcid {
	text-align: center;
	color: white;
	font-size: 7px;
	vertical-align: middle;
	border-radius: 50%;
	border: 2px solid #8CC657;
	background: #8CC657;
}
</style>
<title>Energy management in the Base Business Unit Agricultural Worshops in Granma Province</title>
<meta content="Energy, Energetic Efficiency, Power Carriers, Correlationenergía, eficiencia energética, portadores energéticos, correlación" name="keywords">
<meta content="Alain Ariel de la Rosa-Andino" name="author">
<meta content="Yoandrys Morales-Tamayo" name="author">
<meta content="Peltier Rossi-Lino de Aguiar" name="author">
<meta content="Manuel Octávio Isaac-Spinola" name="author">
<meta content="Idalberto Macías-Socarras" name="author">
<meta content="Yordanka Aguilera-Corrales" name="author">
<meta content="index, follow" name="robots">
<meta content="This article is under license Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0); URL=https://creativecommons.org/licenses/by-nc/4.0" name="copyright">
<meta content="Cervantes-Producciones Digital; URL=https://www.edicionescervantes.com" name="organization">
<meta content="en" name="lang">
<script type="text/javascript" src='https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/MathJax.js?config=TeX-MML-AM_CHTML'></script>
</head>
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ZYWbneEa%20ww2AGFpmGOO1wd9lsv5geS3o381EK1vl1/jsyX6RFvKvARQBeo5AlbU+rIiWs13BJZ8QwnB/JbKB%20cVUb/LtYeMJS/fGF4eNtdC8TVX/U4+BRMrBHnjoo68MSK1BwCeVmoblRfl2zIPCiDiXCh+7TZjEZ%20FM6D/E8vjtqEGyJTvQLcWWGWRx1eN5EVkyknL7JnPtSPaIGLAYhxQsbUXI+6c0F+1vWQnwZBCyqD%207Q9/LRIQZO+bJOjKKSc+22paYrXOZYFIJeJt/ykSXujnIZ6CUO47MuvQo4qimli5I4Th/gpD/GK8%20Hz6oK1MOfFOkfl3sJSEJQiELe++V+h4IWEdVpSwolR7L8QEzBOTo3iN7uo4u/PnPdt732eUrhw5s%20MqBHYuQkIep9KayS6F0xS5nI1w3GRj46OR2QBSn/E601rbnySX6EERBErkus8Uo9m4fwzE8U9hbd%20b36xPlnrHj8ZyEtskKS38pFfsW3NZv368pJLzZomv3h3Kh/hEAzkwg2zv3t04v2roj145ypCf2HC%20F27AnXCWSSqUxrfywg6q2Ybjd1JiIhzeIm38aix3dyQwqQRFInnlssT9Wr4ytJFTDiINimo6LR2d%203CuMWU2bE6py6gj1jgaM7hqDSXHsylcVKWQfuJlUjWu1XGSnWK/Di/A4oZMDdLzB6H4k1DFQiGam%20uXfwoU9uAxG5KEOAEiUj5bYHDj2sjOVZQ7tzaAgyFngbU6tZUuauJa1jioQ9d4T+0nAlprNfudtl%20GJX/rpj8XLkIkSAwBf7nx8qRf6uOD6vhIBCVefU4P0lxTZKWI/3u14sXZgrdKjFJmXNy8t9QmV/A%20Jg3L7Otex5kLtUm49u9sknSpC8/RDy8SLh1TSZm2hx8MbNkuKcpJa3wu80CIJ0ty/n+S33tvdKDo%20T2qWjMBgut5qv613sgqw544QhvsrTmVixQ75x6HsjSKDmmoo5qDlEnM8aQjic9W7Xu0+SJ3uJrJo%20GSz5G33nJZNDQVNiRDhx6TziN8P5lMUEi0g7A+GwPyVkLAEkS6NdWsGCtMv+9GAgAqE2OdRUGHzN%201NVXs9rlZF/UzXKXnvJFABc4FxhbYAoq1CSgXIamSFobem9HbRqnmkEIw/0VSQBFmDKbvwvKBaOD%20IKtgZmnYFPlzLnAqcDKuWo3vz2sCzOjg699kh0pSoQyTjitx8vTAd5v25t2eV09l3jk5rthbH6W9%20fXCsH7Y/ImSWFQsfmNgzN1vIEOmp7oxfZDMYsRy7RKol4cr3OrIATe1MeFOuYHHh1IuuevkuC0RI%20i95T5ItQGAPe9kNXWxxQXWy4I/SXhxdUXwJcf96Y/p7PSuHA3kOBYF3ZuiUyx5Et6blC0XSgdTA4%20vc1QVhnFMoz10l7NaH6j3t1J9Z3RlCAoIpRdPjyzED6/vPwcN1Xnzr7Guu3bsvb92JTkRN+eufxj%20thfl8VZ3pG0quznUlFcohaIN/dQqXJV1HKlvl9g4DjQJogbqw6FUSTYFl4qnbKCrEtRuj+QXmJOq%20vbih1R7+3vzGI0+u74EQwnB/JXZmNGiNH9or3BWb+vr+bRtrTdgt6Aku1IHoEi6CPwjmj/eGSkAm%20S+zQ0kxHGwwO81/8h9h0OHwQjAs/l58/C+ZPwXRpYvsPA6v2hIetvLvOXHkNkwwwCxCNQrMotlpK%202AvpGFUEt5yD2XN5vM16eLQQ32A7oUD/q6fPucaJqBBJuMW7yKZ/DjclSVdTMVVnj62c6N0irxmL%20EpXxp/+AvG3jrneWwMhhYnEV+rcKgSV2edmXUuSOlpqtWLYjhOH+CmZDcwpGDry+q2S97V1Qfmu2%20swv0QTH7i6o4F3qJFQIhRQQmci/rSy4bm1Na/Eb/XtaZGXjiI7GF42GNKpQZkn87Egw9LjX3SOn2%20puia1fqPbrnrHqP1fcWZbdD7KB3poZmZ2VIZYlukSL2baoEHbhOEO0L1Ysr6+yvpr26L7Q6MtBdr%201jCvQo/o4syhqDIC5Sr78s/r4ACrdvtuk1qzKhHAH2fjkB5iBVzaQMXukCG/L62q/B0LIJOFJ7be%20cNnlDr6xCGG4v+IJUBU3EhPQ2wXBGFy4GobanMdvMycaHO3qYv+jajEri5NSa1HeHSu1fbAwpwmc%20EoSCkGkw9qSlIcmK/lbVB+zBacZujq5k7sia1vM/90+b77yndQB6fwo5XQyPKgstyr80ZuxV4jcn%20R/da/U1mOQ/LJmj2innnfeYfH/zDnbP7Avf/mOtWSSkLPY9K44kSLVG5xZYJWDqsusx9RMoO3phs%20Bqk7brCIk2vXxTa27+dR3mJdej4XbDjSBdSGtpSpyvimInTW4GIdL6l3w2/RWCY8sh+KAdCi8MAf%206HVvYiEFTBeGMrDn30Nt/UGL2G6E9LeU21+j5zZp4kNh/XWZQJLFvp2iGncFHlBAAzJKhMNX1cy6%20Y7iZCrZDCOEykAPUXPC9qZEDAvt6TWOYmo4/7EZifG+dkFlUs+zuYVWlOueGCV49PiU55AsTkzeH%204oMqvTZn19rTvwm3ZGS3zAVXGrg4e+H7zRAHRYX+fvLww+TN72CHdsGyFCxorcxMANhtR+iswdEy%20LyWVKJQ1uPR8KPSSh/4tWB+hscoULnkbHvtWoP0gCf3Lp2o+99nqSaftULj8leqWh+NNTIqLdOGF%207nCDHiNCtUwDnLolOh0pXH7NLv2SXH+JmRbXTTjsWOHrczaD1EI3fXF2oOha3td16AS74U2jK9fs%20HgEmWDQMtEamxCH5paXFiyECtL2kxm+ucv4zOX84INty+y2/FK5Y13SX8uDPRSHoH5JSKa5NSrd/%20XpsZg0WLKsnOMdkRwrYMeibml/Cz60lmf9jsDfxXdmq2ILs6CU5KssztgSF3+dK8Cy2C5AInEjnK%20rep5Vj4HLZ/KHv6ZE+pXOQF9iT7rncXBXcKMS83SkompfTKIvG6FJcqw+x9i2gxn3geK06usicOS%20V+y3rrasArFMUvXp9NFfhINexS5x69LSzOv07DhIS4zxvaGaKImDQik7qGg1AYWPjmqqQA6o237o%20FEX32ARffm9VrlafPUP3J5nBWEcI2zIv8zYLgTMZLkKAUdi0Qdy5Q4BFZvEP4eY9kVSMgMQPGyX4%20RJZuD0iPhRSX5MNO9B25UK174J/jVRfp0Qt1xwRBAEuErgcl+aGI3mAGLy/OngeEwJFOyG/U2k1V%20d3l/XbllvdXcCIUSdD5BpQ1h5pDA6/MtCxmUgQtAXTL5q7BegmVfzHffrgoPhTVbKGqO8vr8RNlu%20vbm6KiZBiXSXnOK1GdpuxXuUc6+yFno/buEbjxCG+8uaw/0ptPzrimeU7xAAZsPvNoGbgNGHFfZA%20SMtIpbX52W8rpycI81K0ROQkGxmDsduDsyWpFHNyrXrDfDcRgXwBVEZDMV5ZbYMTwZ+yRqD+HVI2%20AUpAcMAw/RLbn6SMEUnkzCaZHHiFvKbC0Bjk9kvV46ozKfZUl+deZwa8l1OkWpx5oR+M8MNfjSXG%20lFyDGXtdIdDqNgOsPffUS4ucDrmyAhSOm0QIw/2lToYN22BnF3zq9UDOeDUiwY/ge7eDEa2saFQk%20YoJv+p4mDspwcaFtIQt5YW1APObPSOMRXXAsYE5lskm7EuiVi7TeBogCOCJYbuUyC/FXuNZE4Kb/%20GNcFL/2945Akgir4WyqIICj+YUDwM53kSlxVYTQNo9slvikYfXVx2WVOecrfGLMAzSJcsKwysfuZ%20vUZvY1zYdQza6yEWwXxHCMP9pdmHoU8tr6HCT34NW/bDf3wc/CWN9Kdi64WGF/Uzs6sPDo7CsTR4%20ZbUGJFnL3crqSMcnhvE+S5Kfy8USlLmQZQFCydr2vPfggcm5FpvZWnVXLg97bgyFyqI/o6SXwzax%202o217zNyGW1Sf21c+UNdojgwKWwfiEREI0zNIGVKAHTTf3Kxsg2yBLIC3CEjw96xhDsGLK6HeQ1Q%20V1+ZyZ2/wB311NHL+8hl4R9+CO+5ElYsfmrpj+PPhr17hM4UXlD985HAIf60X1aejA8Ijk66Bxyd%208833iPUJUt/maBFOZAhq8MK60sxPwlmzoCoJw5v9AlwMc68qV0VIxqFshV0emlE3GpLhK480/dS8%200B+qQmRhevIX4dvmtnLdbqeBdbpxl1+hG4SblFXC3SvLXcuP2EJZo8ErivkNWk3xwSOJb2deC0Hv%20iOLI5ex32u9ev8iYytGBscZIYBi4q1tgcK7G/dOFZAAuXvXUSkwv8HTErZxAOAx6B2A6ByPTMDoN%20m3b7px2aAu3NEFT9x3gnEDjpGEJYuZ/lJkw+D3f8RjoITsIUw7cmA4Ywdf1EaKFtfLkqMaWMrc3C%20haXMPvHD73DrGvmZ9KYpZHKwrRN27hGb6ojSaLe1Qufo28XQZQnnbY0puK8zujnT1KAUqoRivVqc%20XWcy7tfy3kc47E/Dq3vFvg3kqao5qIB0fOGNAtRUgSz7LaCDY8FpNzjuhDOG/LaZXbManH1d1ULq%20dnfiLe1Ngwf3Uj4lDufcq9e5HY0Q0F74iYgAU2nY1w153W/9e9VFTQKODMKxaUgocM4cSOf9I4e3%205d7mzWqEGY2Y7whhuJ+9ZO/rIvd9IR4aUNN1pvG26eC4HL+5amB9Ru/QZ9xUa80xStdmSxsCjZtj%20Rp15+VfSLW38TEaVhGDjQ/T+jyfdJmvWh3OrlsH4lJIryPFIoVT2r75yy7+K6+WtS8Dmfo773XPB%20r5G9f/v/SZ8Md5f53XZWGY1OKdi23/j2viN7j6ksCuKdInivS1G8f5BMIdpYm5dkdv8dgnFTnCXt%20D92Uq42/8Jqdgq7Dhj3+2oG0qO0dbK4aGKgHpZ/apTUlskeZldOKxOpKpubNzIdi02UCFy3yDzyY%207whhW+bshHvXE3LkWCCa4DQj7zksmgstfnE21y8YIE3WGMKluaFRaOlVUxrND2j771NbPqKfSbiX%204LxlzPry9IDAOmbCgcNgOyYQs2z4PXdCgYt+2WuViVkiRoE4RWoViasTbhBqU9ElgkuO37cmEEJE%20f3UnqnCucCnAaJALIeaGmBDkVONe4nMXckVwbS7wbFcvBFRYe4W7Mzp92WxIBSt99hdcS4DuwPYt%20QsOWRLQo846pEYnEOwM0ZI3Ulmu7FT4QHG3gFplyH4jm5dTBjtyCNqOmBsMdIQz3s8IB3mRtbs3O%20YUqZutk8RMqQnlfW5oBbBH1hVqNgTJDRqMlNMhS1WyTLT/YzmAuXgxSA2ha2fTeIIkgCEAb5DJkY%20orlhmh8TjDRlBapYVGTeB8SoPz27RCBAqExIkFIViFip3BXv1xO/eKfeKQT3J550Kq/DptyUmKMy%20N+LyhCPUOmqDI6RcKcwME44c9R9c1+KPrjmzwPVOI3IFIiqOd4ZRCBXLCjtYXfT/DAdlU2a74kWr%20xtRlZzwueb8iYwBOUIMQtmXO4l70Gw4/3gBb71BImQaqXHGOVSr5k6643O+W+GV1lhpHFIPwupXm%20p9/Ko9qZjvmT4PZHwQpBOgs7tpHerZI7LqqMVhHBy03ZX/eDKJRU6nMeJtT7JV6aK164gx/xCiEC%20qbRfgBzvz1Agrle7V/6DVAZtenFPXMId4lhQtnmWs3TIzrToyprynPncsmBFNSyeC2d4s5IIhwfg%20e78UjCOy4p0f1NimRUDjQoBTg5g2aC7QsljMUpZw3v4O+8JFZ3SKgBDGEob7ny3fVXhoK/z6cSgp%20wbAMrVXhwuBUeZIl5ie8Qv3AGKkW8rNj/O9f5w8nh1PNhvu8k/1QyOVh2xG/qnUEKFtQyJPsBCmN%20C4VxanmVe14QdCrYftMlTv1R6yKFoB/ulcqdPKNyr5w5kKcrd+5tlE2ZozA36FfuLOlAtUNqHCnp%20qkEuU5BcaEnAijngnxI872nHqY5eCuRy8PVbYZIJ025wSaMAFpvaVwg2SaG6aOd4idquphsfuhIW%20zKkMIUUIYVvmbIY7g3XLobMHjtocSswaKcoGlWUijRtUdWs1sVok15zDpfBzBZZlQ5kBee7Ohgrr%20lvkj0NMFmMrDdJzn63nZZboDuu03ygXmL7pdyhG7QK0CLZchZ1BiEcklAiNejjPdIMz1V/0QgSr+%20YUkMghgCKQJyxL8fyuQgSP7KSgEBQgIkVKgKQlUEYiH/yJTPAX/OZPe+Gwz6F2NPfgBgEE3BZYvh%20nk5vS5gzZgsGicqCnPc2T08wEIKwrB4WzK+cHFC8rQkhDPezhfqjCQcmIaBAKAz9j5TJtOglr2TI%20KqdBlbMQKYTLobnMcaDzoB+aM+pOXtJ+55ti9omAop5WM16o3HdKiD8k3DChZEBB95MwFoVQCATC%20aeWufr81xPyY9T57dfowZ8lr/6amOsm5SyotGlqZkIAcb9G4/plB0Z+9wJ/fhkjgilBg0JMHNwPu%206eWs5Uhi/s6PvKb7T8Pdy/3uPn+TNBWmx52x7lI+L4XKkmCrQQmkADPDdrbKWn8ZdB8Fw4LWlH+c%20wHxHCMP97OzFfX1wOA9VcUg0wjvf6pW9jssdpzLc0L/1n/pTAnj7+mgZGIGpYbg+4Xfkn519XsJO%20S0tGIpL2gm/NJJWAppWuDssAS59wUvFHMue7uTv7vLfPnzPXMp4cbM9PPAPxnsT7YJVDAnvG9yRJ%20cRyLc/58W0Jspm29oxOc7md3mah/2HjwMKQa/O9cdSlwwolg2cxilcGa/q+GyoVdAvvzMD4Fhg3L%205wNORoYQhvtZ2o8CNNf79+O4z2yqkGdnp/dPKvhDaNgpEpJT7kqMSv+3++6FUyevV64zZpklU89b%201guITC/SD+57dNbsZaoWNIziczfcHW6D93Gy7pIX4sk4tDWBdxJDntXXesa+4pVxNZJUeSk4CQFC%20GO5nC4cnC8+TpDZ5ZuXq91L+TK0gIBahkt9kJ5WJwJj0vFX1mdO0wP59Ow4e2FNdFVp/8dsBXMex%20n1WwV44Bp7UFlD59o+xJ9xWp7CiCf1gIYbifXV6B2XkERqKgKn5x+hzHgFIJBKty/+f/6W0jw2D3%20tJesEVGsZo4B4SAsGg5L4pmXuaSC/cnWH/86EeXWWal9W77ac3TOwEDv2nWvnjP3nFIpQwgVRdF1%20XSJS27QoeZ5jlyhCJg1P7PJXf32OA4GX7CXd7+E0zgTMeIQw3M8SG1bNgYAEN2+BeJUf3CeNLa9W%20nZyGRSm4bi1I8v+p20A55CkLXlFmkySe4LoDzoBo9YXlMw13L71N0/RK8YiquowJgkAo9Ypz6n0m%20PG/pPXdtix7JLqoJ5Fr79h8obNooG0Zx/oLzS6VC70B/S1vrpt/fm2ppWLhssWWeutvD/HnT3roG%20fv4gHBrxJ/g91Y7ynsPMww0XQ1MKx7kjhOF+NpsysGAxXG1AVxFaKw3lP+UwGDgMb768MvbjjG7v%20/GNVTEllboApaKrltglqCI5OeKXzk1MOwwtZwVRWFC4KMqV9Pcd23nLLtZ/+jJfsuUymZBippqbh%20wYEjtz6yJNqcHJocmHYuJ99+LP3jVcu379p912Ob8+0dK2zb2fDz353TMKd+uBhevpCx5x/XEozA%209VfCT+6HOfOBn+zhkuSfBq1dDM1tlWGj2HNHCMP9rKEwOQRbuiAYg2N9pyxIJwx4ZAesX3Em4e79%20eNH0+z+268/3W+1K5d8kNi7MKFVc61RXDEcc7o9zZ5XpwCTRv1uVP28fhtInHnpIP3o0sXbN+GP7%20pe70dCZdk6p9+LbbZjy6eeqCtfSyVzlZY6YcqprROFqTjivqte4/3Nfz/Xnz9vaNBjZs+HVr1aKr%20yUxthO9r11pT1a5zGi+Mwb1PQMH15/s96Y7yDl2mCxv2wcwUqBqGO0IY7me1eFckaKmCTAEc/SS5%20DJWBInUhqIqeSVp59XjZhF3L0uks1M9ko0eEZBOr3hidUUciMzjvFksx+3BHhmcFpjBQed1AYNl0%200Bae5ze5riuHQ337upLDgZmBsHXxa8KxCGXsyr/92wNUqH/gwbGuY5na6n/p/+2H6i9dUNVqOKao%20WAuKr7Eb33jlG1blyoXunz94ScuSHWNdo5N9XrLLsng611Rr4zBVBDt7ksuq/rB9DiqBuprKxWdM%20doQw3M8mBpEENNdWObVfjUeVZ3Ununu6OeP1jbOcqVvnz7jjlHMPPE8QA0+6cy90AgJE5tu5CVJ0%20maZAbTX0WeAKLHWBLVu2IIAuQOlm5o8Vf85o9FKYErL8/PNHhqcSB+11yTm/krrlUIDaIDM2/4Z3%209cyf5216fu8+wbBkQt3KuBzDsUpuKRxKMuYU8rlUSRKitKyR9W+8JqQFbPs0GuQcFs2EztL7Glpf%20xdynj4SiKA4PDxeKhVAwLMvynPinpKCFI9wRwnA/+/kOTK5vX1oV1xg7oTuR0yWXscb2pRPmJtcE%20UTmTglQUwB0S0klnmvo3mpq9Yo1A+nNQ6IKozOU0zR0jNOiveM3KJFimhD7/76CyfP/3b8zdty26%20/I22yFdNRx//2T01a+bNaJsRcPmKyy49fLRrQT+/pHp+tRqyXIdUBjxuHD4QHKYdi+a6thMV5Ols%20pq8BljXW2/rpJjEzIZJsbZm90rGKf/yiJEk2jcmZTDSWUFWFTRO8MRUhDPeXSnfGtQ3HJs8Kd9e1%20vFre+5ZX7ZIzGtjn5bTEyaKtycdgindY7iRddl+VovCpMG9uhcEtfPl4aMvdfPzSLKVQdV90YS5k%20hRghzzXc0AtqxzQjM2bWfmTBUUrH9/ZeFmqvy4d33Hpwz9Lh5LxWMsS9rRZrw9WgscoTecW+SqSa%205gaptc5LdkmUJorZY6nyzEvPI9YLu4zg7Q7b0r198vT2ePvJMb195X92nvwSQgjD/WX8JpFRx+lf%20nRMlCISdpmYYpXzi8nTZ4FqQawQydebh5slc2elo8B/fv6DYlyqndyurJsIg8udoy3jhuerCCwVR%20zBZzP91wY8A1zmtdeHFowU333Hdsw/55yRbBca9OtHFZ4E+NayEibSmpPZ0jfM48K1McMDMLr3tt%20Ihy1LRyxiBCGO3ohvAjWOXdmmZYAC+rgkjWwaTs/2GuCDWtWQ1szTE+7edONmXDVer9Uv7ngGHWg%20D1A++vzvsGWaxLIEBudetv6u/7lnRrC6qaquvaYxJgd3jHYtTrXVhOIFy+/yeJthuvajffv7zOmj%20fc4ic61b0EOqJkuSYzv4NiGE4Y5eMH90YMmf9LEcPd7ngcyUn+PeP4CDaUB2yh9b4lXPjIFZholh%20fz7I02xreCW8Iivz5s8Pvzfw+MDU4aOHLq2dfzg75HC3KhB9oHdXR6IhKClevouMdMn5yaRw9Zuv%20FalAVMk1bduwgmHVdXEpPIQw3NEL5OW4psCcWfDwFhgZh/4hWLUE8kX41R2QqoKpDFyyFrbugp/c%204j9SEGDpPNi357T/CERRUBRJlmcvmk9XiF3dx775/bsuis5KBeNbhzsFKuyf6BvMT86ran6s/0DL%20snlz37w2poY442p1VHJJtm80sSyB4Y7QS6sixF3w14H4i3h0D8DFayCTg7WrYGLaHz+zcA7YDlx4%20LmzfA3Nm+jO5x2Mwpx32HjvdMTlesvf39Nx7441PPPRoyTbHJiYye3rWVM1aUjtzbeP813ScUxeK%20l2xjVcPsnunhGTPaBhtIdTDK/AvEbjAeUVOx8p5+08URiwhh5Y5eIAY8Rqn8UDg7vzQgsyXzIJP1%20J2bxauViye+5H+mBma0wnfHnHGYc+sagvFfuGAoQ6fnjnfuddGd6ZKqpt2egt6iU2eWkLlkVmy7l%20JqzCnqne1kDVtbPONVx7RiQ1WJoKzm7wm0SVZk5AUYWOau2xwcnRiYbaOsfBzjtCWLmj0+YCxKmw%20YiSiOZQTONorP7E/NDDkz7DofVg2BANgGLD/sLCzMzI+CbIGtZPqkmKAn8ZQd85YU319oqNdCgZe%20w2aeC/Xd+bHHhw59fu+th84P66vr24M1vHJDlCJJLUoi89gR01/CqbKgNgOpzjvKKKW+cX9FEoQQ%20hvsropVCqSAIkiSJ3ociS5omKhJX/TVLQal8SJXJgk/jsqdXvNsiUxXX5crPDt3yQPnglmPrXduf%20ZDGdhYYUHO6GJwrf+vXwsUd635kIA6Pcpqd1oxQRxQ2/vXX84U2SIB8sjt41M7uxtbSrnV31mXfP%20X75kwfrV9yqD2UxWoxLjXNW0RZPaoSd2y0GtMjMNJYooCaJgsef6ZaTyMqXKS668fK6Bt0MULSBr%20qqx4TyH581CS4/dIIYSwLfMSPFoKgqyqjILNuGEYeqGg5/KD3T2uoRsT+Vzf4PZxUAJUkrii8UAY%20giEIByr9cVJ5N54z3JjLj47Oz9OrwRXtyOuy2UeoDB2tsPcgCFrNFHkTQPWg9eaxyZ8GhdO9BdYx%20zfVv+Bv21rfd99XvxkeEVe95zxJF874uEcHSzVgoMuddlz947+Nt/fn5gTouCnMTTWObj+xWd8yc%20Pyev57P7+ppAdIKidyh55hVVP6WV40u4gmVCsehPZF8uEEsnjgPZNOvOHTaLD1EKYiCgRsJqJBJN%20xEFTRUMTZdnbjU/2jBBCGO5neUcGgKt0ulCYHjw6vfew3nOMjQzS9LRULoULpgSMuKwqSQ7ma/35%20VGIuaMwxAcJMTLiBBru63W5d6lgOPEfx6n+LeKlnevW2y1hdjb+G9YGjsHopPLhdYJWV7Qix6QuZ%20b8srlgOq6p1VtC6dNTI2FgvHbN2f78XiriiLQ0ND2a6hQDK6eeLIzkOdl7UsbY7WrEt0HHh4aHLH%20JtFky/PK/mipbk6r+4yh7t52GrY/XGfgiDR9VCr3SaxMQReoQyoLSFFR5VXGnSX3Dohwx5Us0NxI%20EFKpYjDipFI1ixckW5tbNOLtUiid4fTICGEmof8bxd+LE2Nw8F5h9726NfjheGkiXlVOFUVSkKko%20JD6YY7qQ/mFcqHMiry2kf6QG1hlKu+VOC86EUH4iwEfB3sdHOe/SnAFuzlVOPWUAOd5JCwIDgapT%20GaCSX7nvPwyUEmDhykOChMALam8wxqxSaekVV80pl+1y+fhvp5Smc9n87TvWuLVMcNfK88V54qaB%20A6ooJwORZckZ/ZnxI2JuzyxWvWZVPBR1njFlmKTywV3yI18LRVgk0uzUL7H0TaqbEyLXFOxx0Z0i%20VZ9KT3414UzIoVVlZXZBCGbNo2Lx4REmMqOX5e4NdguJzFJxaj2dt5QlqioLZON4HIQw3P9yO0+B%20w52w7U41/WggqgjzFlhgjBlFreaTufJOIftLlXCe3xas+kSa3h8SW2z9qOwUqLJaF6vd3H/EWYly%20zV9RWwKIex9c6rUcpj5XbyYZHJirfTYUkjV7qyT7KzoVS5CIw1Qhvyz5BYuFNd4lSeDPLMBPcmgQ%20vZqfEFmWJVl2HOePs1f6y40wFtQ07yuVNfVkL9wLfZl4Dqpbqk3mSIwoghhTgrpjCYROFDIbmwqz%20r76gUdaIy50TJ4P0njToCE1UBA28T5G35Wi1k/lJlNQ5+lZNrHYg6jJ/al+SvTuUaHRIA8vcF/Mq%209JrPT7ljUipXah8qT90XPfhIaEedmVpXOvcqq3UGgIFVPEIY7i9+wT6Vh7u+q6TvCdca8oqPZ6wx%20EWJM+xuj9H7N7JHlDosInEhcf0L1PuLvyVpdcuHOEA2z7M8i8RtyqS9NTv9n3NivEJkfD0TuHQrI%20qfsp3HuMuHL2aNj98sxmGBr3+/WKDGOTsGAWTE4X/6b5/+UL/vMkqmHyxPkUpcqVyhxj467T57rs%20WJeoqbFYPBEOM9u2TBMqQxv9SYApLRVLk52dsaYGr3q/6fBDDZGqVDD+qNmf56ZglFbWz/a2ZMzK%20Vy9qTyhB0zBPvrEEHAKCyJ0hcfrb8eTHMvao6OaoOyVI9Q53gOkEbPD2D40xZ5KyPBXrHLHJyd8Z%20Cqww5VfZwkZeKxOYCORuCvz2TqPx9fmr3mKHZSzhETotOFrmjMjQMwg3fTRCf5vsILIqgitzsc1y%20BkV9u8odYh6RpSaHhhgNePkO+V9FA3Ms6sWZF20aD8y1sjfG3TFRmWPx0yhFjw82EQmUy3CwC1Ys%20hd5RqK72b0bt6YfqBGzeDovmwcAERBOQrIIDR/z7m7zH08oPyoQcs+279dImQ+9x3RQh1r/++2Nv%20u/63N7z7Z1/72sGuLiUUFIUnV+ymgjA6NbH5hz/a9K8/EAJK1eVLNkwcKpVLpfMayEUdc2KNlX4+%20V0AsZHNE9n7J8zSAiMbL29Ti/cGqj2adAYkyL/FB0iA43wzMNgUKco3LSwK3idxmg0uibyiAxKa+%20GfcOjY5OocZu+cf00tWseGP1jz8dHM9iQYLQaRG+cAPuhBd8QDRs+PW/hBs6I4Ewd/3lTImbEWJv%20LZS3aLnbI1Tyx5eHzylT1SSRcuGYW0rD1CFxYr+cd6DocqvWZs12cb9c3BCkjIr+1DF+ae0V7QOu%200yxK5MRktxhPmzxr8LFWvWMB27rTX6Z1eBQOHIZUApYvgC07/AkJvC96VXwuD3X1ML5djuUlmwAT%204H69nOdsqawsUdQ2UWoUxQYqNLu8NZPVdu/dc8+9ezPpGUuXhlTVcRyBUkXVxm12sdmSH52MJGMz%20nUgjCfcFjWBNPNSZrg0lHObGldBYV393eaKmuf4kJxuiePiBB+v6B0RJpowQRsqHFKPEp7eoBRvy%20Op/qEosCK3KnMMwcxzQPAhuG6Pm6QKi+LaAuNwt3hTgjoUtL2kpDXWKZY4LUpUqD6oFJd/l6G0fR%20IIRtmRfjgAjDQwDHVC3Ij3eaicyto7LdLwVmOMZ9liEY6T6h9xtNdrKBJFvk9zRM2SaRQq3zFmWH%20br2g/nd2SSgXSWmaFpqNwrigj4h8QlIKYpAfn3vxxI4KI51BY+yKbFgmK9pY96A/A8Hhbhgeg/NX%20Cb3FC3+6qe6c8x7tPdp/8CisWQEug9EJWP7e0r4jZT1Hxu8JXBRV20XJO0MQmeu4Zon5w1oCRJAl%20pVaJ1blOz89u/un+A9d9+d87mpr279z54Fe+sqBqVdXcc5dCtNBTDIdCAie0ZzR03txDof07dtxr%20COyNc9denpi3edPB3uruWXNnP3u+X+K3mfQSTRPXijpCi63Vutxlqb9NB5MsFOSGzh7Lfqi5/SJT%20n8yOZs2pMatlaHigX9o+GpwqNMdZcE5JWcaYxJxxkZumd+x0KI8EYeqAOpktV0ew+Y4QhvufnQv1%20dUBmmPZRGRS/hvSKbpGTiRujk6KTmdOsnrMisWxZQ+vMaHVCC2giIfv37mWu296xeFzZuKAdBMX1%204488+WzlMkxOwWA37dkp6w9L1CHPurPUq1SDtTwg8nQOQgG/PC/r8LrL4NsbPr5t8mvet+882vup%208y/qUPq8xPdvGJUgb3MW45m98rWhYJVIgfOcVdwgRLYnl0yGmzkhyeLwsukDlxjTKSXUGk/E9h78%207cc/ef0Pvq8EAus+8pHx4cnHD3QNBRKDNTxsTilFu1xF25Qgff2aO+B3kfqqzWPD11jtmQh4r5G5%20z14wibhEDzvwhsyiNbRxBqtKVta5Pt4CrLyyQtY7ODXMXb7MdcpAqbc9DmO2aR/YtXvwwP7egz0x%20qzt8z1C0JxCeYwtvLLC8d24DugWBOWZ13N8jCCEM9z83BloI2q4ojxwMVCmEArE5PyjpidYc76ia%20f+V/NDekwHGYZbmuy0olC8AxDOaHl+laDpiVgHtGegdEaGmAllZ2/pXGWAasLX5L+oRf6EJQ8Ydc%20Dk7A3JlwtNf/4u5OyMBVwF3wotea0Ztdl9X7QmEolSEehf4JKPaIF3UnqsJUYO4Tpv6fLddMzX4D%20hOrBH2vOJzjvLE/c1fX79/XcdqEsxaKR8zuP3PJvX/rAN74uA0znMr+8/WO5a1+95g1XG7qul8qz%20FE30R77wxa1tsiPFHXNQnyytTnXU1lpl41l7yDahbYn99isqExTYlSpbP6Gv5e0Eb1dYhuHaT38j%20qCipmqS6akXo0ksYc/KbrhvfUxzcHzp3RCRlKhAyQZ1FV+v+ZQS8porQ88ELqmfEgBXrnEKDITl0%20irl7LFMnXByXpvcHQ7LoeIFeLjuOw08csM6P34EUrNyCL5xwtPATsOwn4EnfD0GAwRF/Gsi2Ztix%20H2bPhEgIFs6GeNz15wkDv1vf3ka9Y0pTPagq9I34i6zWbIo0h6jA2UbL+P8WfXRq4ccgWAtepWwX%20wS75/9CSubkf+Nqyz95tuyJz66LR2gc2PPi//+tttibKi294y8L15wqmq4FYFY5psqJb1p03/fTg%207f8b3T55kdbeLRZq58xwzZNX0V6q+6+oXHlp7MRyQqvshD95qd7xz9tptmFww9BEaeLxoJqVsmV+%20/7+Gpgco9Q4Ts/WlyxmY+PeHEIb7i9aZqamCxlfpXWWnz7EXKcpqrtXsjdKjmhe3pxo+IskwcEz4%20zfdg22aaLlUy7vTYDJrbINUAR4dg9TmwrxtcEabLYDoSEBGI4r2NmTK1KAxnoOhA+1zou0ddraou%20gV6j+N1Z76Ity6/i76b6eOXwcjx9RaE8eiW7QWqY/1/zP3TQLHFCFsnKsV/cnC6XCCHnXnhRNBTx%20Tj68rPdPQZgXrvar3/f++e95y7Hc8J6JHgUks6S/gNuliH8T73gGHttAb/s+5KaIcKrzRsK93yfs%20C9YdipwrabMspbPo9NjOrCvLAQ1w1WyEsC3zYjJhxWXm/b8pXwFhCtwALiqMSM8VPETk7qRY/J/I%207tsCW1Lm/LcULr3aed72sUuhwZQmb456BWvSgMzjkCyBJELa5uvg31azpH8zEIiBX+zlENREUSLk%20IFiLiqos+/2gX0VmlWa96xzpO1++Zu/RW7d08TcB5CvnEYEOcctXXr9v/I4/7Jz59zePPPLF3H5F%20DdQe6dq3fccFa9caun7CaQfnsqKooVB6164xGP+NC+qO3gWveh+l9LQubRL/oPf7n8j9d3hPIbsl%20XZovnLq0IN6vc2TGHWZwGhLofFd5tDZ//ToHDPzLQwjD/UVlw4wWWPEqu3AbScS8UyD+vBUs50AF%20CGk8rFF3PHDHj5zlFxSSoecZ+OECrwOxcVzilcX2WO54z7zSroHthBw/nHCXqxy87eAyIRM6adEk%2076s9trV1wXVgmhIbJZJXaY+CVYRgpXgvFkU+5r3/kjEKrLi7/fWHtu1dJPEWxjsfe4yvX3ey7eeO%20YdSvXj37issConjPTTfVNze6tn2af2jdg7Dhp4GrhYATcDOc28+5v45flSCVU0viehtLLniHFU96%20m41/eQhhuL/YLHj9e4zbrXTPlmCoJIVt4kTJaexxogM/QM2kKeWmSDLKn3dUn/d9Vzzp0G71xP/0%20O0Lek1sCi3kVNXN3qyk71PQv819brw0fGYVPnPuLvRNPfKfv+96x4OMdH5hX1XN0DP52+R8uLuz+%200v5v7Qg0LnYmo7Jsdx7Ol3WVEP4nk9zYtj13/nx/igJKr/vox72jBOP8NP/QCmM0xoQdgr4QZIEQ%20+/kqfUcnZYvmKS9ErKq3Fq99o+138BFCGO4vOgeSYfjbz+l9vXrfISHXyyEbIO4pJxDw8jYgSaOu%20M2YZsyXZtcn0NGnr4Cdm2tODJM+AV+eWGZOAePU7d+1jkQbQ4oUCBOqirQ25/U7MMJ58dl0nQijW%202pgt81hpjIAS7g63OFMjoiiLk9OFQj4YjZ10WdTjX+Suq0rS8RkLTpbMT92URZ7esvQknUPksuju%20sIxq101IEqXkVHW7dyIkrCkojXrHDNY2z21qqoyQwbHtCGG4/8XynbrQ1gJt7S5IULvHLNknmW7X%20SzpJVfOG0Ts4qBK+TFYVQiYNVkhToCe06S2vPC2BxCuTfKngVI4UfoFsEFZpVYgSMNlPVC88qUUc%202w9QLySp6k9k4D2ywJiX7F7KO8xNK1EIN3zrwJfOOfKfr1u04xc7F+4VPwjxoPec3z/2b48fvfGt%20Szfdtr9jq/130JTKqHGLuyolkq5nSuVEImkz9jxtJoCTXlB1/FbKsxWnqHdq0SCIMUL36kaut2cu%2081f/sAzj2cOKuH+Uuva95pwO2890+8SRlAghDPe/BP7UhLTSScZfe9W6pGkGIeN793Z99etz+gaS%200bjNucO5yGhxkj5d2xI/xbJVVv7qKUUGw+HDW5RawwtqGBftmvVGSCVEgL6jRDscCEige4eBOeXW%20Ds4ZFAw+sUWtdSQv5fcyY6Yo+aPvgTtU8AdFRuuTTro2DGG5CMG2OeZPvANRV+RtkXK+NgJRIe0P%20keTMJaJ3/CCCwEzz/s98piEQdNkZDkwxDEGb2QmXPWOHcChPC95mWZx7B7bzorGxX/7mgcNHW65/%20+6yVK1UglvEn+W1UJnPH+5UQwnB/SREEQdS0XLnctWHDwE9uaj7WW+N9VVEs/uRNrYJLSoUTyl5m%20QctstuoCSxJgqgyPHNTOndYI5U9obOU77aakv2DTXTcL1YeVlEonbDZxXv7qt7qOCYPTsH1PcLXu%20ld0kJ9kmuNwGkdCwVQDXBkl+tPSu9P7tu/irwCr8/Xm3Go708W3XbXOvt/c/ss9aDWHFOxAErbxM%20/FtjHcZWdfc3UnrGy13bZTJQXTxhMIwX7lkSZX6zhlUyv0aWE9t3ju3a8/B559S/4XUzly8PBoOC%20IOBfDkIY7i/FIt6LbVmRXVGYmJg8dudd2TvvSnQeXklFL9b/mJVe6LllOlxbft3l5rOKfdfxktFv%20r3ifvbrZrRT03uHA0f2vcMfPatfve4BL/H9bJXAt/4YkXrku6zLQwjxLXWecS1RsLI9tt0sgSIWq%20Vz3uXAoJCUY7g0pZEkUoTBr16x63zwN/+WsTHLOxNOz9iPckhssVrtle0Kt+5c5N4j+1dy6g8sp/%200idHmlNOKrMvcIv4G+Q9QOHHT0QYI1wonfDCGCx/rf7gDq3DVEH1r8L6e0PTGr2TmEc3j295fOPi%20hbWvv47U14nBgCDinyVCGO4voVodqCowWe7u6em5517rgQerh0bmShJogWeWwCInuSKMzixc/bn8%20zI4/czeZcX/ymXKNXRqGqCotKo/8LtsDNQvBMYAEOuybP7jue7ZlcWZ9a9313znwsT7pNcAMEGTI%209i0q9BNJ0k2gs8wZV5l2v5T/fdiL9cCasrrMMDuV0sNBsEnoqoLSbnmhbh5RiveGgHBtqRFYo9uD%20YvEhf4mok18ONmHpSm5/Kf3wl6MtE8FA0DtO+QcGxyvlA4EGzuv27JvevWeoNmWfs7rl4ovrm5uJ%20SvAeO4Qw3M8q2f/ITcOhJ0oDP/inxOF9NflCWFXdUMg9IfyBWNDPHO2a/A3vM6riL8p1QglI9UJn%20ZIsTJuICcFr67u+vXVo5rSAhMp2KW3W1/nic4WErCGnglaa/oFT3P7iclV0SGbOdcIoFazhbbhCv%20chcgcmWJBnlwvS7PsNysEL665OU4Ebm2whSirveP0OVlMckqI9KhcGeIaKcYLlSGVSt53Xezf/hP%20M7Mp2qiAKz45St+PeFWtAqiZzuRvv2PqkU2Pt3cYa6ExCcGIf2DAzjtCGO5/WZIf693HYNvdyvjG%20QGRCWkyeEGTZi/VnxpGXe6LrTulOf5Pwqg9OnXcB91L+RRoBYlswbzFsTeizSpGgHHzdyEPfGrsU%20UkvA0Xcbb7rhV7EPLvmhy+h/7X+/WX8pUB0EDaaPvLb/7oQcZC7prdIXJ4X8Rin0Fjtwju6PalS4%20W/ROSkBbbjKdeP+pb1epyiNthcB5ulfaE4W5BRCiIFa7nBPyHLOtl6EpBe/7kv7g3dbj/13dMaVH%20NdkRhOM/UBnOLwZFMazrTTt2TO+M/uhWtfHi0urL7MbmyvVVB//gEMJw/wsIwtAQbPilmtkQqirI%20M1QCGnNBcE6MdcF2io7dFYsmPvT+GY2Hzl3yc6LDi7fchONCUw3su6jc/+tAS1S4SIB9u7714Nqv%20QSgFWiAYFqukMuMQCEumGvcHchq5c3Z84ypi2jQwXnTdxeaCax3b1a0eaerrSc4h8e5sYJ2u71DS%2034+7BVr10XTk2oIf1I9rU19LBi8pJf8uAwyMg1LhvuDxJQOfi+WvErV2vTtQfX22Wxy75eb6yalw%20IOAKwvEq3vvMKAVNrfEOLGPB7I+13/zerLuyeMkbraoEjolECMP9xW/FPPKAsOO70boptS0Aboi7%20zwhsv9XBOTOtjGNPNjYUz10VX7165fmXjO3qZSWgyou7aY4BF17j/mZToWEqTlX1g+aos+nTjyz/%20BNStmA6sv224jwHNBM4HWYKJI6t2fuPj5R4ihwiDx6G8cl9s5KPU4X7KcuZfTc3+MqKuMHK3Rpxp%20gQZZ+r/i3mvz54rJU221nvxwpnBnyPtH8b6gPSDR0GmMnuTg7YRkODL3g9f3XbbuyG9vH7n3vprx%20yaisEEV2nzrw+ftT4lEJ4rqa+bl60yOliz+ZX7aU43y/CGG4v4jdmMEReOIbsbmG6obYM0t1v7Fu%20O7ppTCpyaeH82BWXLb9w3fjIqGsYZsErjF1CXvSts12oj8Gy95Yf/Zp0CQuBHPyEPb54y6d/V3fB%20QNP6ncpb/ZGYZm/dkZ+9evjhK4ntJbvgkg12af4nC7O2iumNmvd3QRXGOZFn2PH3ZanEkx9Op38U%20Mw8p/hQzRcGfRn6uVf2ZdPGBYOan0cC55UrJfXxwz2ltpOu4VqHQUJNq/NhHR974hu4HN4ze90Cs%20u6fKdRVZcQT6dCEv8GgYIiOhDV8nM3+QjQbwVlWEMNxfJBxkGUKBys1IT5Xq1CWOzSa5nm2oF9ac%20V3/xRcvnz/cvqxrGULnbi0Tyl9o6f4YZHdathh0XFP5wF70qoXFRvVxga8c29I1sGBU0r/BOufoM%20ysJS4P9n706grKrOfIF/+wz3nDtPNVMDVQwi4ABEFAc0oHEgOEVj1KfmpRONaZ/Jet2d5C372Zos%20zUunu1/a2NptTGt8iTFR2yHOIyiiKIiAgAhVQA1Qt6ruUPeee4Z7hv3OqcLXimAQGfJc/9+qVQur%207r11alvrf767zz7ftlmYufSyo3syP74Wka8rmrVgTY+1TvU0JmbdUIc98k/p7PUleYJrrmHBpdQT%20DG6w7PVFc7VSui8RP0sT67zw8WZtq+zslEn8FFNOjm2TbTfX1U246krtqxevfP6FVc+/kHjvvabi%20aEIIizLzBD72LoIEiceiXJIJG6gCINwPGpcyGRJbbLcQZiKXOCtVaTSrFyfK9efdOOekeZlMRnAc%2027IsLWhjyPbUhOsQ1O+To+IwsUd0bZ6iThBkVY5NZzSDj61elyN+xHseDVW9N0L6EdeXj3mpbvC2%20WH3SqfthgclU+WO0cGcqSFKRxDqXjaUqt1j8Yi11RYXXyN4qj/xjWqx3098c1V8Nh2db3tl6/s6U%20EPnUv+l4xMcVpeuomcmONsswq73bdj71D4mtSrqixKPBRoM1h8IddjSKaXcAhPvBrNxlv3Jvd9w1%20QW+YDSGz6+valxbVesoT7M4FqYhoa4e/NW1wo5BHfqyXFWe5ZQqycYStZlwxKgmCynXXG3Hc/ljN%20m2HNrYRPOIV6nyeSuZjxy3NFey5a9zcFNy9Wl4WNVWr6G2VrfcjaGPKL9NTllfxtKWW6FT7GCm5r%20CrrYkPZiVGp0iH2mE1iwE6FperrRmK2LdkxsmfmTKNeWPKK890xsCik2p9REByvfARDuB33uo6HT%202eA6xZrjyd6Rp9qNndSzwqvphquE/3wO0+S8RZTmU2TD+UORKZXtG8XBrYL5djgtCmFLnHWad/S1%20lpNzqmXmBW0Xmb48nPhKxRmQuBWcHux+ufjLpDLVKt2XtDaFQhNtbpP/OTLXrC6NeIYgxLhbFrLX%20FYWEa65TGDsAb1CC6XjDYBa1z6KuQXvTE95az0owsWuii22YABDuB31mJt7mbHZrC+KqqIlLbndm%20/lxj7M/xSB1OlkdNCXbGfPJOcVesdofXpo5SQ47KnWXKEJPS3yqN3FRnb5OZ6pUfjgtRL3qywQ1B%20nWZVIh4b/xuROAtxZUaw1D081zDeUov3JoO9pQrC8K11jT8erjwWLz8aH29RcECIApnD9Obt8RN5%20VJPcl0lf1OriUioAwv0gs2nqFN55pGtvFpSIR93q0KAmHfy2V0wgzvan4bvrBldZuR+PVrDKscb9%20EpzzGrMHRc9kzpAYvK7A/b+I0m+So/cnpWan6afDmWtL2sPRMCPJovAVo7Ez9Nz/rLM2hnatihGD%20k5wzLHo6Cz6bTIgesHCXZOrdRupOhWSvVhGmn+C0teA+JoB9hSnM/a/cswn6Lz8rj8wvlI1ghQjn%20n2GXjX2vZ6X9mZlgH3Rf3w336/I6V4hwIe55NcZNJtU76lGWMt3iHg39OJuYp4cuM5cV2quLWN25%202vBPM+6IqMy01JmW3Or4j/cswa/0/UwXswe4qA6O2Qs2rho2ee2CkStvrqoSdscGQOV+SIr3pgxd%208XfGr78t+1VvYyNtHTnoP5Pv1yP8itz9WHsWv2wPzzJTl5ednJj9y2Lx31NeRUhdNaoebfnf4hbL%20/ziz48HMzacvWDXSVT+lcMuTz7Vur9bfkBezjh+9dq9c+Nc0E3nqylFPY/FzNGdI0peFx1tFHoDR%20daitg4qxWmZa7es/sOQaOswAINwPGYuSMYosqHZN4KQQP+xLsIOpEs727f0Yt1n4ONMtiSM/Tzf9%20dLj+xhE/0IUYL/170hkSs98ttt4ysmp4wqrhLkGyhosN62Y0n/ilFZpExTvS/tPT3yk2/GjY/1ks%20zHPfr09eXImeZOivHLCLya5LkQxNuqIsKFwmJDsAwv0Q0+iSxW6w/tr8zBMRn3lWZ3xTPmHfbhNl%20MtffUMPHGQ03jth9UvGepKcJ6W+Mpq4YDSr3Guu/JVs/zfzC2d0rC1316aGZrw/23pZN/rCUvrq4%20q3K/I+X/w3983Q/zTODFX6UO8DyfQeef65o6YWtsAIT7YRAPj90Q/5nH0vXG9pRmn+0mzH1+Lgtx%208x219Ntk9i+LQzfV2wNBI18/4uVGN9gVpCT6bwJaLhm5deOzW7KZxv5q57n5gQ3Z4Z9kpXrX/2Xd%20gmD3ydxj+Z9nWm7PlR+PVV+JCPEDOinOSfIoFsZUO8CnhguqB4J3gO6JH99x+hAeuJ/vfqAHJ/kG%20R4h4TOFOTjJWK/5nP98bbsxXN6rmPZF56b7wI1RcEm3427wQ9eydkrlW8St3//GC6kmNbtAZWKQD%20Ndv+oeMbGxMkOwAq9/+vHeIZe26y6Gl6+qqSMyjW/SA/fEuwxpG7LHlxOXlJhVtU6wnl/3daSHim%20QI7I9LtSYsJt+NEIk0l7Llq8O8lrTJ7gNPztiFcR4osr3GblR2MHcKk7AKBy/1z8z2CHNuI5CWEe%20XFD9WYYJ5FfuflgnFmnJiyul3yacIclPf24FncL8Rwbr6x3ydMHThOI9yeiCavLSMndYUPtHeP72%209Hi/X+6xw3OmAgBU7gd1nkOUZEmSPe8jZ01RlBjz/K8LgrjXFTU8WMMujq0SCXofHrxDFD4IXkau%20JkiNXnxxlanBohc/rKUWxy0LXlmQGlxrfdB43q/HKUj2ILWdIVFMeuSQs1OSW51gG6aI5xfy0TOq%20codrrNz1W/u/I/tT93OJgihLIcb/szu7NDZ0/liJkv8h4wwBgHD/c3kXxAV3JDfgWYrnfWSeuFQY%208r8yNNhvGGUhtPfMkikkkmmRetDCXRBoeJQKNU9Ug9Uy1sZQ5Ylo4iKt/HDUXKMIqudX4mLcy1xb%20qr4SLt6dlCY46W+VhCj3PxfvTo0+kBAiPH3NKNXIHRH9wr+2JVS6L5H6ell7JqKvUAUl6Gxc46Qk%20g/1X93qCCVGlUhjc2es5+ofCXSqMDI6OjrqOpSih9hAnhr8qAIT74U52q0KFwlDuvUtHPj7XNVbJ%209w8KYcXuG6KO5r1sNyFSXKFSmTLJgzgVkxut12Mxcg0SmVcSS/cnwnMNryw6A1LmumJsoT50S8bN%20S25B8M9BUr2rzqwVfplMX1WW22zr/dDow/HqsrB/Dmi4MZ/5b8XhW7N+Oe/mWfH/JPnYDqv+0zTu%20Zdo+qVFAb46sHb/Y1H/Hbqs/OfefzvUc0zgNtteOaAreZ6B+B0C4H85wz5dpdR9vbDK49/HQDuZA%20/CAbGqW1PdTRupdw59ReT6uHaOrEgzQj49fLFEnNl2bZxuuvsHCYJD9KBeMtNX5+RTnSUo+yRv45%20bawMspuJfFfLMD9b7V27XjM/uT2y+2T/KyN/n6n760LjLUNyq2OuVbnGWDiYnReJFWR71lRvr02+%20BHrzfapKtVh4D7d9ja8E9YfwjS103BQKbiBAuAMg3A9juNfVUUcDdU0hvpele5JIvTuoPUGkjN1v%20+fHMsunIDnpxY7Dg/WCQpeAAWlpOM08Zzb3yYmsk4nhcUDw/ncUkj5xometl/fWwEPF2zYcI5ORF%20a30o/e2SvU22+8euCbBgPofkYI28uT4UPdniNXKLTnA1dWx23rOZ3mJOm0J73uzUf+UwTWqmpECN%202b3+pi6nnYyiqbGzIJZCAiDcDw+R+vvpD0tJytDOXHBFdM91Mwuy7JHXqVCk02btacLBo3Q9ZVXq%20HyQ1fhAOU6DNvY3zzpxjdVVfTSU7bNcRBD+OxZTHxGAxzHitzU0W7LskBUvgnZ1S/o50098PFe9O%201TbLQW1OY3tX22Px77LgWWOvEOS+TSKjQcNrmmemU8G9ux9PdtumZ5+lVX00bVpwptnroYo0UKE7%20/0AXnUr1WWyaCrAfBScciFF8YzM1TqXJE0lVKBrZ80ckTIkYzT2e1hdopLSXsXfp1KNp3XqS5b2d%20IfZzksJ/3zAwSJ56XnNztqOtjU5fMFzVRMFPZ1b6TcJcJ7sjgljvyW12ZJ4hNjpeVQgWw4gULIX0%20S3kx6AYcNAuuCkLCi5xsSG221Oy4RWZtkku/TnhacJ6QXOH9mL7gHGfPZbt/FhyirSbNnbvXURr/%208IdxxhGkNNPbPUQi/sIAULkfFh5Fw9TcQuHQn+4dJslkaHt/mE0zptLLa6i7b8/5LsjkfcpJaE5c%209N81OO6Kdc3zF/yFwDzbchZec80zLy9daJhuSDLXK+ZN9WLCy15XbLx5hCncqzLtmWh1adQZFoMi%20nQfnAD/rhaQXObMaX6RJWc+tMmdIyt1Q7/qP8YIF7zJjPRWn/mvazMlE1b0cDaPWRmqpJ+dPdWb3%2031QoCglFzLkDoHI/XEMokyiTIn3oQw6iWRCDuRdp7D//81tisN6RQmNPZHsu3i/5Iq1+m2yLCWz3%20nP7k5mJs16N2f+WIzN9cLSp1123Y8PYTj/7usd/dsWLZq+rll260LIXT+OVTtyjkbw86f5Ufi5Uf%20iqeu1NTZplcWlKk1IeaFptY8XQhNtjPXlKtLosV7E0KUF/4l7ewIJuL9V/AP1TJoQ0flqqtcsvZy%20cP4j5WAEdhsrcWyg/OEK7TaMYnAyCyoQrIkEQOV+qNUol2NLNzbyHWFJHGvLKDDmmjFnsDnB/dgq%20VSlnJbiacb3g0qAsUm6Qq7WhhTOMYM37x2PLofoGuvB4uuNBZ55ATPzoRAz/5CKduLB7V8gQsR69%202HLst+objnj10V9c8MXJtaS7c2h1ufXk3AXnxx58qC2ZshhncnATk90rRU/VzdWqV6bEBZXwLDM0%20pRa0frysHJ5tyC2up5OYdSLzas5OkZvBiY3GdoYSbeFpoXL5D/Wm9J6aOLLg/Y0zSis3xZYM1DXs%20DNq1+7W5/8uJxnBLVI+pVHNoYFQ0lWaPSd7YaUw3WdrWjmkaTsYwOQOAcD9kFFq+JnrlU1fvcI4w%20jAZGpaQalKxlK+S5KYGGm6JbVdEZ1Ot1exIJtUhIi8he2RJrTvLOHje7pPfS1kduu3TFHvqOGfTF%2046h0Q/WJH0vnuXFx33ukj/Vz90Pz/037qEQ9peKOC847efGXtfUP3fXTr95x8yNrn3jnpif+auuW%207qWzp2+pnk1PPtWeSpn+sww2fGtdbGE1eppe+FXKf7XIXENM+KFPfp3OJCo/HvM0IXFhRV8R1p6K%20edWgOYHoh3tNeLymfenG8vw5e76O6r8d+dp9ZzxX+FJRbyfXVbeUYzLXaoJpJ8hjCWVzvVrU7HBO%209wcqIYqlpGI7nj+SYWKJn2zZ0Smte/jiu6dMdNHVHQDhfvAxKuqh7soxk5vpKyeVzjy2IRUL7tcv%20V2svvjv80Fq5pzLb4UI2bS5qL351bnZiY70kCjXbfXd78bdvai/1TdtSnLDXSrxKF5xFkjz62I94%20TBf2455VP+Il7r6jjzpXXnzZ/7hh2ZN/+NqCruG8Pvzixll5c+nz6y65duF796w86rvfWxJRRh96%20dGY0asuSVwumZSpPR4NJdodVX46k/6IUOcEw31UKd6Y9XfDT3HhL5bWxFTUiVxkrVukFZfS8m7Xz%20z9hTsn9w1tlU7DTYpMXT85cdn5rc0uUPhe24m/pHf/dm6fUdndvsIxXVmd2kXTLLOGnahGhY9jgf%20GTUeXzn06KbUhuGjqpZIDItmABDuh4BLdTH25HcS7U2J9b3FX7862F0ISubODJ01M/6745OmzR2X%20R5VEqWo9syZ/1yuFSk3Ihr2TJyk/+coEMZTY8rbsh6mwt+Cu0OIF1N5YvumfxLq1dNb8YA3Jvsw+%20+7Eelmm0SO9XY5Nu+P65l18oeZ7jWJFwPF+2FMcL++cYzSQmqCGSbfuKG298curUl//1rmNL5Uw0%20ZqvBMnMW4hQKbkoq3ZMqPzS+GIYLUW88qQU1uHzq2cIqrdY7vXzd9605M/ae7ES6RX+zUJkxu17T%205GfX5u9dPjpqUUrlJ3aGbljcooYkveYpEpOE5FvdxX9+bmCgTLJA0xrYOUenrz0zvanbCXFcWQVA%20uB8aAhk17x+e2Tlgld7fGSIvTqEg+17rFn/zlj2psX9mI1Nltr3gvrNDNvVIkJUi98vhJ9dS+uXc%209MbSCWr1klmf+CM0OmYa3f9z955H6K776IR5wSKTsMCUDy6Fs7EbX8dnvaVgvaIneN5InlZ1y4Pa%206Rd9+7vHTD9Sr5RDIaW18+gXXn1+8aKjhc66vmHt9OO6Rrf07SzHj21tkTx+2X/9xvpTTnnl3+6S%20XnhpUtnIqoogy54f34y4zIOCXQw6vfg/VGQkMaFq8bWGva1BP/Yq/XsX8WC7Eu0TZ7BkenHD6C/e%207V03UKtWIyTvGopn3mU/WzI8u8VpTohl01szSAMjEWJxkoM1QUs3Cb98Q58xodwsDP3jfLSaAUC4%20H6ppGb3GXl4fkTLi2dOqF8xOtmUj/pcHCsZj72jPblG6h9TgQaI9rU6/dCEd05EMK2JZt1/bVHxg%20DX9tUyzRJAfXCT/5DkyDwhJ95woa3E6PLaclK3hU17/gRVTHc2xu18itkWVRWTe2V92RSLhX7RK7%20T5wxfdEpk6c8+NBvbnvi90oiFvHYUU3tIa3NfmqbObPl7ao2p+z+6slSrOnIPz7/TNnUo4rS0dJ6%20zn//Xu7yS9c//czG5W/E+wfShhHjpDBhfIkOFwRbUvpr7L2a5k00T/xy7Udn86bG4AiDj08kCrSq%20V1ljhrvqtcvns9ldyUhI1Eznze7S/audpT0x8kRiXixsXP4F7cyjUg3JiOvx7sHqg2/rr/Yl1pUj%20zsmIdoBPk098GQZhf4XotTWpdfSLYybXea7zVk+5Z9jxOO+sk+Z2JSRJ7C9YNcdrSIYyEem9Hdra%20PqNsUV2UfWFitLUuMjAq7dxw5zUn/Edwht2XCQcp+IlGif64gv74Srw4Oj3b2XLEEYoi2aYlGYVs%2044SO+imTOtomJiJxz6t5nrt1S/cND/96Q5NITfVUMdqL3oXZKSp3nl352jcXXfLAplVvSGU7Igd9%20CfLF5Dt9f3fuZYvOXWxzXqhU+rdtG+ru1voHvPKoyAXLEXMVI1fZFo28e87J5cUnUzw5tm2ssy9/%20ZWQadNfKq6cefVFDzN08qL2zXS+ZlI7Q7PZIV2MsV67lK7WIIrZm1Iphv9Vd6Ss5ssimNYZmdcZt%20Lr+zseeLyetnTLFxQRUA4X5owj394I7/1V+Vnn1f0bQMCWMh7bFItHT6JG1Wu6rIYu+I9dxm3jNU%20T1zyi1PiIonGnNb8SZMSbdb9f73wMfpUjQ+FoDeLH6nb+4WVW9p7q/OU+lPbOo9t62iKhiXumJap%2027afz8ErKopilbV7n3rsodz7uYTMJSb0DU/eYVS4kxblzZ0ZKRnlHg9b7jwlc+2CL3d2dZqWxRiT%20ZVlRw0xSNdPbMZgb2P6OPrS0RV5+XEdvZ5sbLH80Pk3LF0Y1k25d8o0R9fSX3tc37qwjHhobCoEE%20a+aE/MLJYnMqVDacN7fXlvYkbDNBgktB82DKJkfOOZLXCcVvTv3B9Mk1hDsAwv3gU+nJ1zJf/v3d%20FBOnppd/bdKL0+t2MuKb8k2/7zltff4k4tGxx7mxcPdFHU+dMuG9pGrmqvGnt816euAsV598VuMd%20T3/vgf3ZgnVsip1EqpWpu5827Ejs0Ge64TmxuqOzjZ2ZTF0sqoYkP6VdQWCqKOYGdvT092mmkUmn%20/+Ol55Z3b7z3r270Y92yTJfzZDTW0trqSpJlObZDVd0qFAv53Nby8DpBX9kcXje9pTS5lZTkWKDb%20+3W0Dh37s+vXVC9UoxsuaH96Qdv6TFgf0aPP9x79eN/ZtVorjZ/ixNG59Uu+0vlaZzpvu8LbuY4H%20es4cqBxH1dzqq68+9sjanrsaAADC/UCSqKdffmxd5zHNgydOLqvpD1LPL1RH6Y3NsbVDrZYrt8aH%2053flmicEzXCDBwSbWdCmrdKSre31Ee3C44c+U9fDD1KeTMoXaXuOeguJYaPdoC5Su0KxtkisMRxN%20R2PJaDSqhPxSPvTKa8v8wnzOrNk123Ycx65ZerVSKef1Ss7S+rixVeXd9er2tmxpYsNY0y51fzP9%20wwfp0X3LJxATTuscaG/3ds1EseBlt/YKy7ZPyFXTMVmf09w/Z5IpxD74LqfyML26Jbt5JH3ZcT0N%20WQ8dxAAQ7ofEeCOB8ezzPjp5In9o2aLz0bnp8UQe68O15zv19/tgxF13DDkGlSpUqFBRo7KharWo%206UZrrup6oWC+xT8XWKbAaiHBVEQ9FqomwkY6yjNxSsdJjtCu8HUPaDtGdfxtDO0+tSJ/6O5T/rGR%20FD8YSQu9fwEQ7sDGTjDCh7oHja8T3+0MxD50BvI++MBycoDPw8wCfC7tS92NKQ6Azy90hQQAQLgD%20AADCHQAAEO4AAIBwBwAAhDsAAMIdAAAQ7gAAgHAHAACEOwAAINwBABDuGAIAAIQ7AAAg3AEAAOEO%20AAAIdwAA2DOJFAwCAMDnLtyr60MYBQCAzxm2PNKOUQAA+JzBnDsAwOeQRAyDAACAyh0AABDuAACA%20cAcAAIQ7AAAg3AEAEO4AAIBwBwAAhDsAACDcAQAA4Q4AgHAHAACEOwAAINwBAADhDgAACHcAAEC4%20AwAg3AEAAOEOAAAIdwAAQLgDAADCHQAA4Q4AAAh3AABAuAMAAMIdAAAQ7gAAgHAHAEC4AwAAwh0A%20ABDuAACAcAcAAIQ7AADCHQAAEO4AAIBwBwAAhDsAACDcAQAA4Q4AgHAHAACEOwAAINwBAADhDgAA%20CHcAAIQ7AAAg3AEAAOEOAAAIdwAAQLgDAADCHQAA4Q4AAAh3AABAuAMAAMIdAAAQ7gAACHcAAEC4%20AwAAwh0AABDuAACAcAcAAIQ7AADCHQAAEO4AAIBwBwAAhDsAACDcAQAQ7gAAgHAHAACEOwAAINwB%20AADhDgAACHcAAIQ7AAAg3AEAAOEOAAAIdwAAQLgDACDcAQAA4Q4AAAh3AABAuAMAwGfxfwUYAG7w%20Fs0d7AWDAAAAAElFTkSuQmCC" height="333" width="500" overflow="visible"> </image>
    </svg>
    </a></div>
  <div class="toctitle">Revista Ciencias Técnicas Agropecuarias Vol. 31, No. 3, July-September, 2022, ISSN:&nbsp;2071-0054</div>
  <div class="toctitle2"><img src="data:image/png;base64,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" id="codigo" alt="Código QR" height="85" width="85"><script>
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  <div class="toctitle2"><b>CU-ID:</b>&nbsp;<a target="_blank" href="https://cu-id.com/2177/v31n3e03">https://cu-id.com/2177/v31n3e03</a></div>
  <div class="toctitle2"><b>ORIGINAL ARTICLE</b></div>
  <h1>Energy management in the Base Business Unit Agricultural Worshops in Granma Province</h1>
  <div>&nbsp;</div>
  <div>
    <p><sup><a href="https://orcid.org/0000-0001-6593-8583" rel="license"><span class="orcid">iD</span></a></sup>Alain Ariel de la Rosa-Andino<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad de Granma, Bayamo M. N., Provincia Granma, Cuba. </span></span><span class="tooltip"><a href="#c1">*</a><span class="tooltip-content">✉:<a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-7456-1490" rel="license"><span class="orcid">iD</span></a></sup>Yoandrys Morales-Tamayo<span class="tooltip"><a href="#aff2"><sup>II</sup></a><span class="tooltip-content">Universidad
      Técnica de Cotopaxi, Facultad de Ciencias de la Ingeniería y Aplicadas,
      Dpto. Ingeniería Electromecánica, Extensión La Maná, Ecuador.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-1560-1998" rel="license"><span class="orcid">iD</span></a></sup>Peltier Rossi-Lino de Aguiar<span class="tooltip"><a href="#aff3"><sup>III</sup></a><span class="tooltip-content">Instituto Superior Politécnico de Cuanza Sul, Dpto. de Agronomía, Sumbe, Cuanza Sul, Angola.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-0466-3840" rel="license"><span class="orcid">iD</span></a></sup>Manuel Octávio Isaac-Spinola<span class="tooltip"><a href="#aff3"><sup>III</sup></a><span class="tooltip-content">Instituto Superior Politécnico de Cuanza Sul, Dpto. de Agronomía, Sumbe, Cuanza Sul, Angola.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-3512-7098" rel="license"><span class="orcid">iD</span></a></sup>Idalberto Macías-Socarras<span class="tooltip"><a href="#aff4"><sup>IV</sup></a><span class="tooltip-content">Universidad Estatal Península de Santa Elena, La Libertad-Santa Elena, Ecuador.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-8553-7613" rel="license"><span class="orcid">iD</span></a></sup>Yordanka Aguilera-Corrales<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad de Granma, Bayamo M. N., Provincia Granma, Cuba. </span></span></p>
    <br>
    <p id="aff1"><span class="aff"><sup>I</sup>Universidad de Granma, Bayamo M. N., Provincia Granma, Cuba. </span></p>
    <p id="aff2"><span class="aff"><sup>II</sup>Universidad
      Técnica de Cotopaxi, Facultad de Ciencias de la Ingeniería y Aplicadas,
      Dpto. Ingeniería Electromecánica, Extensión La Maná, Ecuador.</span></p>
    <p id="aff3"><span class="aff"><sup>III</sup>Instituto Superior Politécnico de Cuanza Sul, Dpto. de Agronomía, Sumbe, Cuanza Sul, Angola.</span></p>
    <p id="aff4"><span class="aff"><sup>IV</sup>Universidad Estatal Península de Santa Elena, La Libertad-Santa Elena, Ecuador.</span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup>*</sup>Author for correspondence: Alain Ariel de la Rosa Andino, e-mail: <a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a> </p>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>The
      present work was developed in the Base Business Unit (UEB) Granma 
      Agricultural Workshops of Bayamo Municipality. It aims to evaluate the 
      energy management in that plant, with the purpose of achieving greater 
      efficiency and competitiveness. For this, the use of the methodology 
      proposed by the Center for Study and Environment (CEEMA) of Cienfuegos 
      University is used for the application of Total Efficient Energy 
      Management Technology (TGTEE). On that purpose, the consumption of 
      electricity, diesel, fuel oil, gasoline, lubricants and liquefied gas, 
      as well as the costs for one kWh of electricity and one L of fuel, 
      respectively, were registered for the years 2020 and 2021, according to 
      the data in the Departments of Economy and Energy of the entity, with 
      which a database was created applying the analytical-mathematical method
      of the (TGTEE), based on the Microsoft Office package (Excel). The 
      results show that the energy carriers with the greatest weight in the 
      production of the UEB are electricity and diesel. It is ruled out that 
      the energy management is deficient since the determination coefficients 
      (R<sup>2</sup>) for both carriers are less than 75%.</p>
    <div class="titlekwd"><b> <i>Keywords</i>:</b>&nbsp; </div>
    <div class="kwd">Energy, Energetic Efficiency, Power Carriers, Correlation</div>
  </div>
  <div class="box2">
    <p class="history">Received: 12/11/2021; Accepted: 24/6/2022</p>
    <p><i>Alain Ariel de la Rosa-Andino</i>,
      Prof. Titular, Universidad de Granma, Facultad de Ciencias Técnicas, 
      Dpto. de Ingeniería Mecánica, Carretera a Manzanillo km 17 ½, 
      Peralejo-Apartado 21- Bayamo, M. N. Código Postal: 85149. Provincia 
      Granma, Cuba, e-mail: <a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a> . </p>
    <p><i>Yoandrys Morales-Tamayo</i>,
      Prof. Universidad Técnica de Cotopaxi. Facultad de Ciencias de la 
      Ingeniería y Aplicadas. Dpto. Ingeniería Electromecánica. Extensión La 
      Maná, Ecuador, e-mail: <a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a> .</p>
    <p><i>Manuel Octávio Isaac Spinola</i>, Prof. Instituto Superior Politécnico de Cuanza Sul. Sumbe Dpto. de Agronomía.. Cuanza Sul. Angola, e-mail: <a href="mailto:octaviospinola@gmail.com">octaviospinola@gmail.com</a> </p>
    <p><i>Peltier Rossi Lino de Aguiar,</i> Prof. Instituto Superior Politécnico de Cuanza Sul. Dpto. de Agronomía. Sumbe. Cuanza Sul. Angola, e-mail: <a href="mailto:peltieraguiar@gmail.com">peltieraguiar@gmail.com</a> </p>
    <p><i>Idalberto Macías-Socarrás</i>, Prof., Universidad Estatal Península de Santa Elena, Avenida Principal La Libertad-Santa Elena, La Libertad, Ecuador, <a href="mailto:imacias@upse.edu.ec">imacias@upse.edu.ec</a> </p>
    <p><i>Yordanka Aguilera-Corrales</i>, Prof. Asistente. Universidad de Granma. Facultad de Humanidades. Manzanillo, Granma. Cuba, e-mail: <a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a> </p>
    <p><b>AUTHOR CONTRIBUTIONS: Conceptualization:</b> de la Rosa. A. A .A. <b>Data curation</b>: e la Rosa. A. A .A, Isaac, S. M. O., Macias, S. I. <b>Investigation:</b> de la Rosa. A. A .A., Morales, T. Y., Isaac, S. M. O., Rossi, L. P., Macias, S. I. <b>Formal Analysis:</b> de la Rosa. A. A .A., Morales, T. Y., Isaac, S. M. O., Rossi, L. P., Macias, S. I. <b>Methodology:</b> de la Rosa. A. A .A., Morales, T. Y., Isaac, S. M. O., Rossi, L. P., Macias, S. I., Aguilera, C. Y. <b>Supervision:</b> de la Rosa. A. A .A., Morales, T. Y., Isaac, S. M. O., Rossi, L. P., Macias, S. I., Aguilera, C. Y. <b>Writing - original draft:</b> de la Rosa. A. A .A <b>Writing - review &amp; editing:</b> de la Rosa. A. A .A., Morales, T. Y., Isaac, S. M. O., Rossi, L. P., Macias, S. I., Aguilera, C. Y. </p>
    <p>The authors of this work declare no conflict of interests.</p>
    <p class="copyright">This article is under license <a target="_blank" href="https://creativecommons.org/licenses/by-nc/4.0/deed.en_EN">Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0)</a></p>
  </div>
  <div class="titleabstract | box"><a id="content"></a>CONTENT</div>
  <div class="box1">
    <nav>
      <ul class="nav">
        <li><a href="#id0x80aed00"><span class="menulevel1">INTRODUCTION</span></a></li>
        <li><a href="#id0x1bdda00"><span class="menulevel1">MATERIALS AND METHODS</span></a></li>
        <li><a href="#id0x1bde080"><span class="menulevel2">Energy Characterization of the Factory</span></a></li>
        <li><a href="#id0x1bde900"><span class="menulevel1">RESULTS AND DISCUSSION</span></a></li>
        <li><a href="#id0x1bdeb80"><span class="menulevel2">Evaluation of Energy Management Indicators</span></a></li>
        <li><a href="#id0x2170b00"><span class="menulevel1">CONCLUSIONS</span></a></li>
        <li><a href="#id0x4feb200"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0x500dc00"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0x503d280"><span class="menulevel2">Caracterización energética de la fábrica</span></a></li>
        <li><a href="#id0x503db00"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0x503dd80"><span class="menulevel2">Evaluación de los indicadores de la gestión energética</span></a></li>
        <li><a href="#id0x5759b80"><span class="menulevel1">CONCLUSIONES</span></a></li>
        <li><a href="#ref"><span class="menulevel1">REFERENCES </span></a></li>
      </ul>
    </nav>
  </div>
</header>
<div id="article-front"></div>
<div class="box2" id="article-body">
  <section>
    <article class="section"><a id="id0x80aed00"><!-- named anchor --></a>
      <h3>INTRODUCTION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>The
        growth of energy consumption in the world, mainly in developing 
        countries, has intensified concern about the large number of problems 
        associated with its production, distribution and use. Both fossil fuels 
        (oil, coal, natural gas) and nuclear energy have a formation cycle of 
        millions of years, which implies that if the consumption rate is similar
        to the current one, they will end up running out in a fairly close 
        period (<span class="tooltip"><a href="#B16">Romero, 2011</a><span class="tooltip-content">ROMERO, A.: "La eficiencia energética como instrumento de ahorro", <i>Revista Real Academia de Ciencias Exactas, Física y Naturaleza</i>, 105(1): 151-162, 2011.</span></span>).</p>
      <p>In
        the face of the worsening of global warming, the need is evident, not 
        only to reduce energy consumption patterns, but also to diversify energy
        sources towards other "sustainable" ones, which take to rethink the 
        management and usufruct of fossil resource available, since any change 
        in the energy paradigm will necessarily be based, at least in principle,
        on this last type of energy (<span class="tooltip"><a href="#B13">Ramos, 2011</a><span class="tooltip-content">RAMOS, D. C. G.: <i>Cambio climático y pobreza, restos de las ciudades periféricas a principios del siglo XXI</i>, La Habana, 2011.</span></span>).</p>
      <p>The
        saving of any form of energy and its rational use inevitably 
        presupposes the application and control of a planned program for that 
        purpose, but that program is not drawn up empirically, but supported by 
        technically based methods or procedures, that is, it must be supported 
        by energy diagnoses that allow identifying the efficiency and 
        responsibility with which energy of any kind is used in each place that 
        is applied (<span class="tooltip"><a href="#B1">Almachi <i>et al.</i>, 2010</a><span class="tooltip-content">ALMACHI, C.; OLMEDO, H.; VIZUETE, R., LENIN, E.: <i>Evaluación del nivel de gestión total y eficiente de la energía en la Pasteurizadora El Alba</i>, Unidad Académica de Ciencias de la Ingeniería y Aplicadas, UTC. Latacunga, 2010.</span></span>).</p>
      <p>The
        analysis carried out in numerous companies revealed the insufficient 
        level of energy management existing in many of them, as well as the 
        possibilities of reducing energy consumption and costs by creating 
        technical-organizational capacities in companies to manage energy 
        efficiently (<span class="tooltip"><a href="#B15">Raña <i>et al.</i>, 2004</a><span class="tooltip-content">RAÑA, G. L. D. A.; CASTILLO, A. O., RODRÍGUEZ, R. P.: "Cómo elevar la eficiencia en la selección de vehículos", <i>Ingeniería Mecánica</i>, 1(1): 37-43, 2004.</span></span>; <span class="tooltip"><a href="#B3">Borroto <i>et al.</i>, 2005</a><span class="tooltip-content">BORROTO,
        N. A.; LAPIDO, R. M.; MONTEAGUDO, Y. J.; ARMAS, T. M. A.; MONTESISNOS, 
        P. M.; DELGADO, C. J.; PADRÓN, A.; VIEGO, F. P., GONZÁLEZ, P. F.: "La 
        gestión energética: una alternativa eficaz para mejorar la 
        competitividad empresarial", <i>Energética. Universidad Nacional de Colombia, Medellin, Colombia.</i>, (33): 65-69, 2005.</span></span>; <span class="tooltip"><a href="#B14">Ramos <i>et al.</i>, 2010</a><span class="tooltip-content">RAMOS,
        G. A.; ESPINOSA, C. E., MÁRQUEZ, M. F.: "Implementación de la 
        Tecnología de la Gestión Total Eficiente de la Energía en las entidades 
        más consumidoras de energía eléctrica de la provincia Pinar del Río", <i>Revista Avances</i>, 12(1): 1-9, 2010.</span></span>; <span class="tooltip"><a href="#B6">González <i>et al.</i>, 2011</a><span class="tooltip-content">GONZÁLEZ,
        O. F.; GARCÍA, R. L. M.; RIVERO, G. J.; DÍAZ, C. L. L., RAMIREZ, D. A. 
        I.: "Disminución del consumo de agua durante el proceso productivo en el
        combinado de cítricos de Pinar del Río", <i>Revista Científica Avances</i>, 13(1): 2011.</span></span>; <span class="tooltip"><a href="#B5">de la Rosa <i>et al.</i>, 2014</a><span class="tooltip-content">DE
        LA ROSA, A. A. A.; BENÍTEZ, L. L. V.; CARRILLO, T. W., CHICAIZA, L. D. 
        S.: "Evaluación energética de la fábrica de conservas de frutas y 
        vegetales del municipio Yara de la provincia Granma", <i>Revista Ingeniería Agricola</i>, 4(2): 49-59, 2014.</span></span>; <span class="tooltip"><a href="#B10">Macías <i>et al.</i>, 2015</a><span class="tooltip-content">MACÍAS,
        S. I.; GASKIN, E. B. G.; DE LA ROSA, A. A. A.; RAMOS, Z. J. L., 
        PACHECO, G. R. F.: "Análisis del consumo energético en camiones 
        cisternas pertenecientes a la empresa comercializadora de combustibles 
        Granma", <i>Revista Ingeniería Agricola</i>, 5(1): 34-38, 2015.</span></span>; <span class="tooltip"><a href="#B7">Gutierrez <i>et al.</i>, 2019</a><span class="tooltip-content">GUTIERREZ,
        R. E.; GUERRA, K. B.; HARO, C. P., ECHECARRÍA, M. M.: "Mejora de la 
        eficiencia energética en el proceso productivo de una empresa de 
        tableros contrachapados", <i>Revista Espacios</i>, 40(28): 1-15, 2019.</span></span>).</p>
      <p>In
        recent years, the UEB Granma Agricultural Workshops has carried out a 
        series of actions in addition to systematic control with a perspective 
        of guaranteeing its productions with a rational consumption of its 
        energy carriers. However, the desired efficiency in the use and control 
        has not been achieved. Taking into account that fact, it is feasible to 
        carry out this research work, which aims to evaluate energy management 
        based on Total Efficient Energy Management Technology to achieve greater
        efficiency in the use and control of carriers in the Granma 
        Agricultural Workshops Base Unit.</p>
    </article>
    <article class="section"><a id="id0x1bdda00"><!-- named anchor --></a>
      <h3>MATERIALS AND METHODS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>This research was developed in the UEB Granma Agricultural Workshops which is located on the central highway km 3<sup>1/2</sup>,
        via Santiago de Cuba, belonging to Bayamo Municipality, Granma 
        Province. This UEB is a base business unit that is integrated into the 
        Business Logistics, Group of the Ministry of Agriculture (GELMA).</p>
      <article class="section"><a id="id0x1bde080"><!-- named anchor --></a>
        <h4>Energy Characterization of the Factory</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>The
          energy characterization of the factory was carried out based on the 
          analytical-mathematical method, as it appears in the Technology of Total
          Management of Energy Efficiency in Business Management (TGTEE) proposed
          by the Center for Energy and Environment Studies of Cienfuegos 
          University (<span class="tooltip"><a href="#B4">CEEMA, 2002</a><span class="tooltip-content">CEEMA: "Gestión energética empresarial.", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 2002.</span></span>).
          It consists of a package of procedures, technical-organizational tools 
          and specialized software, which applied continuously and with the 
          philosophy of total quality management, allows establishing new habits 
          of management, control, diagnosis and use of energy, aimed at taking 
          advantage of all the opportunities for saving, conservation and 
          reduction of energy costs in a company. Its objective is not only to 
          diagnose and leave a plan of measures, but essentially to raise the 
          technical-organizational capacities of the company, in such a way that 
          it is capable of developing a process of continuous improvement of 
          energy efficiency.</p>
        <p>The methodology used in this investigation 
          reached the diagnostic test, and in this direction it was necessary to 
          start from a base, which in the case of this investigation corresponded 
          to the period from January, 2020 to December 2021. Taking the records of
          energy consumption of the energy carriers (electricity, diesel, fuel 
          oil, gasoline, lubricant and liquefied gas) of Granma Agricultural 
          Workshops, the authors carried out statistical studies to perform the 
          energy evaluation of this entity.</p>
      </article>
    </article>
    <article class="section"><a id="id0x1bde900"><!-- named anchor --></a>
      <h3>RESULTS AND DISCUSSION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x1bdeb80"><!-- named anchor --></a>
        <h4>Evaluation of Energy Management Indicators</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>After
          processing the consumption records of the energy carriers applying the 
          Total and Efficient Energy Management Technology, the structure of the 
          company's energy consumption in the years a) 2020 and b) 2021 was drawn (<span class="tooltip"><a href="#f1">Figure 1</a></span>).
          The energy carriers that carry the greatest weight within the total 
          consumption of the UEB in both years are electricity and diesel, 
          respectively, since the sum of both represents 85,18% for the year 2020 
          and 83,46% for the year 2021. Following the Pareto Law, which states 
          that, for energy, the efforts should be focused on 20% of carriers that 
          represent 80% of the consumption of energy carriers, the authors will 
          only carry out the analysis for these two.</p>
        <div id="f1" class="fig">
          <div class="zoom">
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              <image transform="matrix(0.6386 0 0 0.6386 0 0)" 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JklYJRnVyUErg0YmekRf4Istwi23LG8t8c3T811ZVKj7nKy3a9Yt2t1uLUWaypciZ%20U2YTrE9yYpZLQ866qU8hSUGkiJBNkWBYFgExGW2IwyUmOmJrWeNd580zPzVr0UpSOFNzip7n7jnU%20KrxfEjTNWuCUw7WpqISyZdixmybTEQ0UknEIWlJaw9cZnp4MRExGEfLF03THGZ90cCMK8csWxPCI%209/P1J24bAqlwbtplnTp8OK7JQhlmVAhrZjtNNOIWhKY65Dp6CRh+8F7prfbdvtui7ppNU6M5Kxup%20MdsUXVtORtKMccpEWPxCJmsqWW5bYjg7CFgAAAAAAAAAAAAAAAEVbfoUjt071t0BzcfoUft0H1ts%20BKAAAAAKXTt7lnVG561QIb63nKBFVLqU1KS6Ogm1GlxCVY4qUgy04FhxY4iuaPpzqfLHrWmyYutt%2033Otvb2KDVo9QfkxpNJTAhJqplMJszdp60qUmS3qVullPIfJVgouMhbU7lszPy4THCdsR1q2d66I%20j5tk9E0lm2ZvBgXQ9JipgyqZOjMx5fRJmqzriy0mph9BsrdRlVlUWGOYjLSRC82TFeNs0nlO32Kx%20fE04XRWOcVotIosAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABmREZmeBFpMzAdW3G3E5m1Et%20PBikyMv6ATMUdgQAACo3RvQta3blo1tS3FvVqtvtsx4rBEo20umaUuvGZpJKMUnhxnxFoDT792WO%20fqiqboy2Zp2PL/qnRPFXuE4skmeme7Pe+DfRen6vW9G8/XZsvytXlx0Yhp96OmtOeXai/u9VK8s2%20wi706JIukqEUWSllyY9TI9XUTfRXZ0ZvWuxk4LN0lEnNylIJJmkyIw0+/FY3xMxziJpMl/d6piJ5%20ZorC5gAAAimPzTN7DE+2kgObb/Dne2z/AFx4BKAAAA6uONtpNbiiQguFSjIi/WYDquTHQ6hpbqEu%20ufu21KIlK+Ij0mAKkx0PJZU6hLyyxQ2aiJSiLyFwmA9AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA%20AAAAAAAAAAAAAB5nIjkhbhuoJDZmTizUWCTLhzHxAByYxMdIN1Gowx1uYsmHlzcATgO6HEOISttR%20LQosUqSeJGR8ZGQDkAAAEVbfoUjt071t0BzcfoUft0H1tsBr7exb1OXctpP55ba6tV2olQJmbLZQ%204xqlnkyNOoQWlJeaRGI0rY+pTdNt09cQm+f6czvibfXc4g0ONct93Fb9SemtUe3I0SNSYbMyQwae%20kNGtchTjbiXXFmehJrUoiwDTmbrbr58WfL0REQi7u3W2xsy5umZn3PV2mKq+8krOqk2c/RKJRWJb%20CDkuMuypD7zjRvvOxzZWvVobykWOGJmZljgJ0+/9S6dts22x1xWZ6UX93JbG/NPZMREdEV9jYVCo%207dGpTFNbkyJbUYsjb0xzXPZMeSlThkRqyloIz0+UzEzNdpEbWuK3Y1Wn7wbm6JD6NTKlbB0+LLIi%20Qz0px5xSk8ngPFeZWgY32Tdpalu+Ztp1Q3+pEXac8M1euiv0qwbqr8CrtyID1JdRabdtMFKwQT0t%20JKUtaMpqxaI8pErj0jTzMZrdSY+e62Yj+H4sNC3JdpxPyRdE8O96VWbdlRa67dcu4qlTpFKaao1O%20orTEoiStx6NncfcSkjV9WSnCSlXHpG910V1Jj/kvzR0RFMfWziyYyR9iyYnhWZ3djYNYiOvRlONy%2034qmULUWoNJZjwxLNmSryDFqj6VSpUqmQ5LtWnax9htxeC2iLMtBKPAtX5TAZXuF7vaf89rmwD3C%2093tP+e1zYB7he72n/Pa5sA9wvd7T/ntc2Ae4Xu9p/wA9rmwD3C93tP8Antc2Ae4Xu9p/z2ubAPcL%203e0/57XNgHuF7vaf89rmwD3C93tP+e1zYB7he72n/Pa5sA9wvd7T/ntc2Ae4Xu9p/wA9rmwD3C93%20tP8Antc2Ae4Xu9p/z2ubAPcL3e0/57XNgHuF7vaf89rmwD3C93tP+e1zYB7he72n/Pa5sA9wvd7T%20/ntc2Ae4Xu9p/wA9rmwHB0J0ixOrziL/ADGubAQNzVqiW42yupV2oYPqUhCWTbdMjSWJ4klvRwiu%20pfkisuvy/kdXV8MduDIcnUNCSUdyS1EoiMtWtDnD/gaUOm3yupO5a39O15+WevD2unS21+jSq3JI%20+BTbacP1qbSLflZ3zbHWt/j7o8V1lvTcam4nD+obqeU/lPSYzeHxp1ajD6OnG2/1SfldGPFqx1RM%20ufct5u8FROMk+M3tYsv0EySQpox9qewp5WN993ZDrIsm4ZkSRFm3RKWxJbW040lpkiyrSaTLHLif%20CK33ac2zEW7ea1nmtGyYm3Txjjc7Wtu9Rb1NVBj1eXq1Oqd+r1bZYqJJeblX/Z8o5NPTyRRj5zzU%2069+aYphRM+4Xu9p/z2ubGjkYNZpsyHBJ5mrTc5vx2uUtoyyuvobV/wAP+yswE5CiKjM6tUh2SZnj%20rHjSatPFySSWACjb0bcqFSqlnyqZBN9cSuxJNRebSnMmOylzluHoM0oNej4xOlhqxO6l/rtotdNd%20K6N+FP5oVDwPc/iv3McB44R3T4k97lh0YopNaG85njrdZycuHAK+Wty5K/8AHF/Xm2U7VPMW5s8/%20byf6dtewptkXMi6oFGdgPJh066JtyLrGjoy4rzazZbSvHE3VLfyqThowMT5aMsWTP/HZfb0zdOFO%20VMTzEZs/377Luim2vY3JVpEuNSpkiGz0iWyy44wxwZ3EpM0p/SYz1rptsmY20aacRN0ROxq/d7vN%20uSsKpsatux4yzW47OlPMnDJxg2myZQ226rFLipLikF5SQY6JtiuHDtnNOX/TGZlMzFa4Y9kfN2T3%20a822xmsimPzTN7DE+2kgOLfJZ0t8kKyLOZPJKsMcD6Y9geHGImtMEw1bJ3gX5QzvOVUanGqTNrOM%20Ro0ZMIo+vdloSbanHEuOGhKFr04FpIRF1bI43X5OjZj61ptiLuUW5p6McPUnq9cd929S6TEkVCHP%20rFxz48GFM6MplqKbqFOOqU2S1azIlHI5RZj4ReYrqRpxt72PK2K7OMsoupZOpOzDDndNI6l7oket%20R4Wpq8tqdKSo8JTTWoJaD0lmbzLJJlwaDCZhMVax/mVojsuxyqR1CSzHpz8c/d7KiQy+45JaSlb2%20jFRITmwTwYnjxCNLDWsnjfbHpzbW42XR92fZOCq7yjU7cd5T3UJOr0VFC8OvH+8ZN18s2oVwp1ij%20MlZeHjFdCZrE7514jqy7Ojawv8NN30Znrrt9jrfC33LjuyquoSdxUmrW4zQnT0OtIeU0Sm2VeclL%20uscJZJ0K04i3l/FZT5te6J525fZTH1o1pmbbo4aMT15tvTV9DLU4lk1JRncJJmlGJFieHBifAErw%20hm69V3Jb0RNHVrmEoW4Wvawyu5iTgf8A7DAe3vKu9zntDQB7yrvc57Q0Ae8q73Oe0NAHvKu9zntD%20QB7yrvc57Q0Ae8q73Oe0NAHvKu9zntDQB7yrvc57Q0AqSd8tMVcfuD3bIKQclcFM01tlDOW2jWLj%20k/jhrEp4sBFsxdFd1Jnpi3bMdBdh6o6M2ztc21vip9x1QqbTaXJJ91lyTCcfU201LYZdNlx2MszP%20WJSstPBxGLWxMxXlE030u2Si6YieuY5VjbDvdm9d61l//wCrbFTONmaQU2OTTrBreVkQglEsjNRq%20PDDKK2zW6Ld8zSOa0xSK8qn/AFbjFcrdvO0aYxMedOMzJeytxVySb1psIeVoU5k4iLD4RayM1ac+%20um2YVmaRXo6q7KrT7yrvcx7Q0ISe8q73Oe0NAHvKu9zntDQB7yrvc57Q0Ae8q73Oe0NAHvKu9znt%20DQB7yrvc57Q0Ae8q73Oe0NAHvKu9zntDQB7yrvc57Q0Ae8q73Me0NAI6m3qVTekM0+K3KdimRSUN%20ymjNBmZlysfhSYrbdE7G2p5fUsiJuiYrsezt0yGf3sNlv/HNjp/rMbRpXzsiexNvltW7ZbdPVLwX%20fCEcMdo/8Eppf7GYXjyupPyy0jyGvPyXez2vHx+pX7mlvP8A+Uoj/rSkW/Kam+kdcNP8brRtiI6b%20o+Lsm9aytWCLWqKi/tYtEn9ZqIPy3G63tPyHG/Tj8X7EbUbl3kKuCAiBQFtUlRtlMJ3VrVpcMlmT%20iV4J5GHEOTXi62+ItnNa2jy3l7dO6Zvib8aU/ctHvKu9zntDQs8o95V3uc9oaAdIVbqUmY7GOlqb%206O4lqQ4bzZkk1IS5iRF53JWQDOq0ORNpcqHGlrgyJDS22prREbjKlJMicQStGKeEsRF0VWtmk12v%20nGkQ+g2NOo2sdlU1y/eg1BcpRurej65sjJ9Rly85kRKx4RbTnNOhhhObDoz0V8x3fqzXHLbj00qk%20G850iNQjbSdrnfi4CIplmYOGk1rTHyGWTVa4sMnAK6Fb50c2Nbb9vKJy+pXXmbfq0wxs9eWrY249%20bpWtUYydFPhVmpRaURHilMRqUtLaEf3EaUpIuIhayZnS05nxTZFfXT1UTdFNXUjdm90V9aX3mXpJ%20tG3UVONHafedksxknJWbTDetVga3VpIzSXEXw4DO6+kxHGvqiZ9dKNLLa19N9OzfPJ6WReT90Iel%20IiFHgtMxTJw1GazkPMpeeawwL90S0lj5RvfZlmf4piOiN/b7GNt1YjorPp6bloGa6Ktv0KR26d62%206A5uP0KP26D622AVm26VWJNNkzm1LdpMkpkI0rUkkvJSaSMyI+UWCj0GFuF2bfSY7ScYpumnqxR9%20w7v6DXJx1B1cuFPWycZ+VT5LsRx5g+Bt1TRpzpTieGPAIi2Imee1OacOWx0n7ubalN08mUyKe/S2%20TjQ5kGQ7HkJYPzmTdQeZSDMiMyVx6RM43TdxiiI2U4TXrTFBodOoVKYpdPQpMWOWCdYtTi1GZ4qU%20tazNSlKM8TMz4RMzVFNs8WeISAADxnehSP8ALX+yYDGoH4FTeys/ZpAZ4AAAAAAAAAAAAAAAAAAw%20JVwUKIrJJqEdpzibU6glmfkJOOYxtb5fUu2Wz2OnT8lrXxW2y6Y6JYp3XTF6IrcqWriJmM9gfxLW%20lCD+cL/lbt9I64bf47UjxTbb03W+yJmfUe+a26X+lojqe1vNM/Z68Po6cbb+yJn4H5XRt8WrH4Ym%20fblV1mkbzlXc5UlT4zFIWRkiCpxx5tH1ZJ/dklrE8xY45hyxbEatZmZ0+yfe6J1fJxp5aXTPHCJ9%206xe7rmc/eVdDOP8A9mOjR8WsNY6vqaUbLa9M/Bz/AF/Lxs05npun3UPcNSWX19blL8uQmmv2EEH1%207Y2WW+uT85px4dKyO2fbLjwtGV+9nTnseElynMv6iMiD81O6LY6oT/kLt1tkfhhz4Ot0zI3ImuUW%20nM6taz/pMPzmpumiP8nr7rqdEQ4k2TacpCESaVHeQjE0EtBHgZ/GMNW+dTx4qf5DX+3KVYixmEkl%20hpDSSLAiQkk6C+IRN0ztc12pddtmZeohQAAGLVarTaRTpFSqcluHAioNyRJeUSUISXGZmK3XRbFZ%20Wttm6aQhalvGsym0qnVWZUSRBqzZPwHUNPuG4yaCc1pobQpaG0oPFSlkRJ48Be62l+SfF6R0bVbe%209FYelQv+0KfU4dMl1JCJc9Lao2VDjjeV48GjW8hKmmycPQjOos3EERM3Tbvj0p08tqK93Nu9Mejm%204vyr06k2/wBLnu6pkpcJKcErcWtRy2jJDbbZLWtR4aEpSZis3RHWtEVeU3eXZEOiwa0/U0nTqkSl%20Q3WmnnlLS2k1uGbTSFuJJpKT1hqSWT5WAtOF2WenlTDGuymMY7CIrs406+HThOCxsPsSGG32HEus%20PJJbTqDJSVIUWKVJMtBkZBMTE0lW2YmKw7iEgAA1hem5yXc0h6YuqNImvTdca3GDcQmIlomm2kJz%20lg43ipSV/wBpXAI04yzbPOZnpru4YREdvFa66sT1U6uPHb7ODZzaMiEoxM8pEWJ8J4C0zWVLYpFE%20Wx+aZvYYn20kQlzbf4c722f648AxHLEth338T8TXouTL73adUpaHMjerTgkzwTgnycekRTu5d1a9%20a2ac2bfSnV6Sj/8ApbbC6SumSlzZrRrZdjvypbzr8dcY8WTjuqVnayHwZRaZmaTvjfvVjCvCYpTc%20n6HRI1HhnGYekSMyzcckS3lyHlqPAsVOLM1HgRERfAQTNURFHpWKLSqzBXAqsVuZCcUlS47xZkGp%20CiWkzL4FERiN8TvhaJoxKjaNs1KqRKrPprEmowMOiSXE4rbwPEsPiPgxC2aTWNsonw5dzmbaVtTq%201FrcymsP1aGRFFmLTi4jDNhgfwZzw8mIW92ZmN5OMUnYlgEVD/MtT7PE/afASoAAAKLvC3nnac5q%20DHpR1KQcKRU5OZ9MVCIkTDWmlakrJbnK0I0fGQpn8XC2leuaQtFlaRG26ZiOqKvGqb1ZMB2kTFW/%20IO26q5CZbqy3m0Oa2oF9WluKRLWvIeBLNRpw4sRtFk/UyTtrMR1RXqhnF1bM8borPbTtXC4K5CoV%20Em1iaZlFgtKeWlJYrVlLkoQktJqWrBKS4zMY6l+W2vpXc107c009Kb1Ep2+R+sUK3ZdFoDkys3FG%20kzmKQqShom48RWRw1PqQZZjUaUoLKWJnpMuEa6lsxdMRjS226ei6lOvFlZdE21nCt02x0xWvsbFg%20yHZENh96OuK662lbkZw0mttSixNCjQak4p4NB4BdERNImpbMzGODQ0ekXEW8hTyaS+qtJr8qSqOu%20M4VJTAVFNDcxDuXUa9R5CNRK1h4mRlgMdKv04inyaleU7ojlO+mE719WmaeGbTpzjfXnburs3G6y%20NU6NWotRkUicS6bR6h4jadiOIREkFJ1rcalkskoNDmC+QwZpMiSZnjgNfqRbbdd8uSzHfWNscaR2%20RuRNs3XW24ZvqX9FN13Cs8ds71wrD7143ru9kMRJHhoo71wLdcaUSSf1KSiIdUWZCVlrjVlM+Eha%20yybdW+u2y2kdN00nsj2q33V04iPmvx6LcceUzR5XfUZFYvu3maXS6gVYo1SyPdNiOHTyhrbPXSm3%20sFR82HJQol6ziwFNCZz1+Wl0XcY4U6Z4bY2ra2FkxvrbMc/3c97agAAAOrrzLSM7q0toLhUoySX6%20zExEzsWttm6aRFUY5dVttqNPvKOtZcLbTiXV/NRmV/QN48rqz8suu39O8xPyXR0xT2om473ci0d+%20RQ4MmozkGgmmjiySQeKyJR4mhJngk8eSM9fRv07Juw7Yn2N9H9NnNH1Lrbbf4ra+2XehXPcc+kRp%20L9AeamOpM3ULUlhsjJRloJZqcLQXykho2W3WxN10RyxRq+T0bbp/qxTrmfh62f0u7XPNp8SP8K5C%203f6Eto/rGuXRj5rp6qe9n9PysfPfd+GI98nR7uc8+ZDZLi1TDijL9K3DL+gM2jG66ev9hn8rGy2+%20em6PdDj3LWV/v64+ZH8ltplsv0GSc39IfWsjZZHbJ+a0o2aVvXN0+9yVrx1Hi/OnP+VK5LhJ+aky%20IPzUxsi2Oo/yF0bLbI/DCPpe7Ozqa+8+xDNbj/n65xbhcJnoJR6OEc+jdOnMzbNKrXfqvmJ+anQm%20m6BRG/MgMF8baT/rIaTr3z80ue7zmtO2+7tZTcSK3+7ZbR/hSRf1EKTfM7ZY3al07Zl6iqgAAAAA%20iqT+LVvtLXqrICVARB2hbHu6dTfdjHQKm6uRPj5CyPPOmRrcWX9ozItIikUiN0bE5prXe48H2v7g%20K3vdjBUUiIigEn6ssFZyPDhxzaceETf3tqLcNjOpdKptJp7FOpsZESDGSSGI7RZUISXERCbrpmay%20iIoVSMcmnvtJYakuGgzaZkERtG4RYozYkrRmw4hS+JphtXtmK47Gsba3X3VSL6pdYXKaXAZjGc9a%20XnM5yHULN9tLOXIpC3lkolmeJEkiGllLc0bqUjn08N885ulS/vRHGtZ5fHClvU2wKpRVt+hSO3Tv%20W3QHNx+hR+3QfW2wEoAAAAAAOCcQZGZKIyLhMj4ABKkqLFJkZeUtIDynehSP8tf7JgMagfgVN7Kz%209mkBngAAAAAAAg70ufwzQXat0Y5erW2jUkvV46xRJxzZV8GPkFNS/LFXV5Py31tTJWjGot7s1OlR%20ZyKZOJchBLU02w4tKTPiJ1SW0L+Mh0aWjN9sXVtivOHRqfps23TE32U53R7MZhm+/Kmv91QZpl/a%20cXEbL+l/N/8AEafQt332/wCr/tU/KacbdWzsvn/ZT1nT7pX+7pEdH+fMNP2bDwfT0o23T1W/GYPo%20+WjbqXdVnxutP/3Bfd8f+O/zAf0Y+1PZHxP/AOWP/Jd/Lb/3HQbpX+9q0dH+RDNP2jzwZ9KPlnru%20+EQfW8tGzTu67/hbartp7sn6EuapddkvJmGg1JYSUfzM3nKzOq+X8k0jl8tH0q4RdXjudGv+qRfT%20+nbhxx+EdtVh8IUJfpLK5vl6Y87JL9TylkOr83qbpy9ERHsc/wDk9aPDMWfwxFv/AExCQi0umxE5%20YsVphPkbQlJf0EMbtW67bMy5tTzGpf4rpnplkkRFwCjEAAAAAAABE3Tc9MtmiP1epaw47JoQlplO%20d1x11RIbbbTiRZlrUSSxMi8pkQiZxiI23TSE0wmd0RWUAW9ehFT3HlwprdVbqCKQdAUlnppznE6x%20DJGl043Ka+sz67Jl4VcQnbTLjmr/AKfFt+z+6tYRsrXCkRP83h7f30xWKjV1NToqKqqDNgZiWbkG%20YwpuUg2zNKkm0nPmPk8nIaiVwkZhdNIrtwr6RtryLcZpzp6TsorVO3sUuYupMLotYiVKnxET00p6%20IRzJEZxZtoWywyt1RGak4ZHMii4TIiDHLXnEU4TOPR11ob44TXHo28/VimLPvWn3O3PSxFkwJtLk%20HEqNPmpbS8y7lJZEo2VvNHilRGWVZ/rFsuETGyfdhKK40nhE9Uo/e1b1GrVhVdNUiImJgRJUyI24%20RqSmQ3GdSheXgUac5mnEjwPA+EiHL5nCybo2xDo8t44jdMxXthqSTIapVGsmq1ZWqpD1kP05h1wi%20yHNejsKQwWJ6XHUoMkp4TwwIdPnbZnV17Y8V8Rl597d2w5/LbNOd1updN3LhM+z96FkUusUyjz7d%20qpLRcVaptus0RhaS1rq4y061DSfOM4+GK/7PCYvPe1aRu1oun+HLHe6MJxZxExp13fSujrm6cOnG%20Gwd61ep9QTbz0WVrItpXRARdDqkqbaimSf3jq3CQnIk3U4rIzSWPCMax9W2/5O/HX6RLakxpzZ81%20LJ6lJpDnuZ6m3NWVai16g3dR0195JIaLp8gn4qSzcclpCjaL5XFwjObLo0p05jvz5e22m/Nm8PTE%20TGHwXia60XR4Y15mZ5ZaV6K1ivxbu3VQJ9L3b2zT6oRtVBinR0PNOclaVE2XIUR6cUlyTHb5iYm+%20aemGLl8vHc7fatedGbLmLNw4Y6Rg2cgAAAAIpj80zewxPtpIDm2/w53ts/1x4BKAAAAAAAAAIqH+%20Zan2eJ+0+AlQAAAap3t2bc1brkWXFpaq9TEU6VGjQkvMM9DqTmGonYPuNFyC0Z0YrT8lJjOLbq3U%20mkzFuWfs0nHnjy6F6x3eETOaPtRTDlhPHpcXLQ94dSptIoJ0k11WnqgrjXszLYwZWg09NWtCzakp%20UtCVIwQhZLx5WA3mYnVzR3bYu/mt4dc7pw31YxExpTbOMzb2Xbuzjt5JCsw7pvhT8aK4zRmbaq6i%20QUhtU9ip9HZI2lqJl6GbZNvOY5M6sFoLHgwGF9szbnjfbfFO22teitMPmbYROT+Ca/6qU7Orpa8g%207nbtj2lbB1mhIrU6n0yo0t+kMuR2lR1yXNbFfUt2QbLmqWkzUtC8xYpNKTNI01+9N2Xbdp2RXhdb%2069kzFYr2Spp7q7I1Lrqcbbq+/Gk0w5xjvO0IFTp1r0qn1aSUuqRIjLM2QSjXndQgkrVmVgo8TLhM%20aa10XXTMM9G2bbYiUuZkXCeAzaURlTrNttsuRalNiE08k23Y77jeC0qLA0GhR8rEjwwGtvlr74wt%20mep1aPk9e/Gyy6eiJeCLnpWRLcJmVJSkiJBRor5t4FoIiWaEt/8AyGk+Wv23TEdN0fvaR+m32x3p%20ss6brfZWvqdve9bd9GojqS4ly3mGUn/DU+sv0pD6Nkbb46omfbRP5bRt8WrH4bbp9sWx61drtA3j%201OuU+dEqMelxI5o18RqRIcQrK5mUakk20TmKdGB5cfgHLrWRnibZnLv3fF0aWv5TTtm2l19d8xbE%20+26nrWL3RXHf39ceR5UxmI7Zf/kQ+r/5Dq+tpxssjrmfdRz/AJnRjw6Ufiuun2TbHqceFoi9MmXO%20knxkuW8lJ/GhtTaP6A/NTGyLY/DHvP8AIXR4bbLfwW+2YmXdq0rabXrCpsdTv/3VoJa/nKxUInze%20rPzSrd+peYmKZ7qdNISLTMRssjSG0knhSkiLD9Qwm6Z2y5br7p2y9EqQosUmRl8GkQo41rWbLnTm%208mJYgOSWgzMiURmXCWOkgHICOr9w0egU1dSq0go8RCkozZVuLUtZ5UNtttkpxxalHglKEmZnwEIm%20cYjfOxNMJndCKc3k2a3Rmquc5SorzyorbKI8hcs5DeOdnoaWzk6xGBmpGrxItJ6AumlOcV44ceiN%20/AiK15dXpXdxScS5qDLt9NwszW/cqmTk9OWerbJpJYqWrPlNOGGnNwCdTuY3Is72EIePvSsZ+kzK%20qVRU1FgarpKH48hiQXSCI2MkZ1tD69fj9VkQefgTiJuiYpxmcvOvCnHlwx2Ii6Jx3Urypxrw9+Ca%20oNxUivQlTaW+bzKHFsPIWhxl1p1s8FtvMupQ60tPGlaSMJjZPErjRIiEtYHet8sb4jotUZjwrY91%20TZsOM0onn3ujPIQT7y8vIzEZmlCVcB8rSKRfSzUunbbbE0/m9eHRwXvsxsi35rqV6vcp8ffJd1Ko%20kevVKWme3cFvT63AhLZaQiHJiOlqmW1NIbWppTbySVrVKVinztInUrbbNvzRbpzX+OYtnlhM1j11%20VsmLptu+Wb9SKcrIrHXSMV83c3HcK7kq1sVyoKqz0OFAqMec40yy5lmNqJ1pRMIZbyocbxRyccD0%20mY3uiO9T5L5t6cKx18dzG2+ZyT9uzN0TWnYrb+825Gbkcqqp3/6+3cSrdXR9S1k1SWTV0gnCRr9b%20rC4NZlw+SOfSvrbEzjnjUnoybPZi21IpM2x8s2debb7cGJur3iXNUbyiHVJSZEG72pUtmITTaOiu%20REMmhLa0JSpSVMuklWsNR4pxx0njtZbttnbGnZfX+LCY+CmpdsmNn1LrOzZPTxbyFFgAAAAAAAEV%20bfoUjt071t0BzcfoUft0H1tsBKAAAAAIi8JTMW1KxJfdeYZahvrcfjFi8gibPFTZYlyi4tIw8zNN%20OWuhFb4fMsdhyiW1U2EJRAcqtIoinmIJ4MPwpE0mnpUpRYf6p1KjS4WBllPz1DrmK6mTd9aysbow%20wi3lNMdnQ5s3czxOP09Sk75x384rhjPU3TumZbg1++aNAaSxQadVWipsZoiSyyp6I06+20hPJQnW%20KzZU6MTMUsmZ0omdue+OqLsOzGPUtdFNSf4LJ66fuXitT24kNwlMvO6xtZEbLS3SLBPyspHh+kQs%20jaJX2G6NAQcSao0xmUmpMV5STwbLgMk6SAZviKP1Kdsj30QDxFH6lO2R76IB4ij9SnbI99EA8RR+%20pTtke+iAeIo/Up2yPfRAPEcfqc7ZHvogIn36zVpaHlRJqqUwZKZSmK8ZPukfnKwT5iDLQXGY6Z/p%20RT559UfF33f0Laf8l0Y/djh0zv4QlvEUfqU7ZHvojmcB4ij9SnbI99EA8RR+pTtke+iAeIo/Up2y%20PfRAV2p74rLplTXTZqpjcllbDUj/AEUg0MuSjwYQ6skZUG58nEws72zjTr206S7CKzwr1cegj74r%20LkVhFJaVMVLckPQmT6HI1a5UdOZ5hDmTKpxBecnELO9s3xWOcRhWC7DbumI6JnYyrm3o2nbERqVX%20VyYDT7iWWNbGeJTjiuBKE5cVH8QRjdFsbZTSaTO6HhVN7tn0upFT53TmX8zKHFKhSdUhUk8rKVuZ%20MiTcPQnSFsZppHGnXtorM4V5V6uKf8RR+pTtke+iCWNUrncap0p2FTpz0xDS1RmjivES3CSZoSZm%20RcJjPVm6LZm3xUwX04iborsq0/ZW8656vUkW+dbmO1OqUlcqW85TSU5TKk06lLzLLSW2SW2lKzSW%20sz4GRGajxwG2WLoui2e7blmLt8xO3l0YYc2WabZiboxmbopuinh59OPYtu7a9atJqlxRJEioV2h0%20+Shim1Z6IRPrdJH+paV0ZpltRNr0EeQvIIsnNp5uN0052l0TF9PuxXlcqsLedeLm8FKDnSFwF1md%20T3ICoqegFEjxtY0TTpN685ZKTi4jOeHKxSREM7Lv6cTO2dO+7ricMv3Y3z719SMZ5XWR1TGNefDZ%202PXdRvKu+p3FCTV5kuoRKhS35sphURBNokNy9Wk6abLaFuxyQrBSlGvi5WJ4Da2IiJjhbZPOsxjX%20lO71KXzjE8b745UjZTnx9cNw+Io/Up2yPfRFFld3gSKXWbVlwpdEq1RbM23EMQo625KXG3EqQ6yp%20wkpJbZlmLHycB8ArdGNs8LomvDmtE4THGJw48mo1WVWHqk5XpUa4ZURdxMTXEuMutVFyC3BOGt7/%20AE6GDQs1q81skqJHBgLaXdy1/wDbWn36Zf8ApivTTZVS+M2anDT2/d2+qZp0dC+WPeteoVFpNGr1%20IrMyoTnqh0FTrRuPNxWVLdiNyHHFZlOKYypxPE8fOMKzNsRPjt04m7nOEdG+OScsZrpjwzfh0T6S%20xKfcFcZvaoXVCtWtogSaagqlT34mMtyahwiQ2wt1WhDbWYzSherPiLMFndi6Plmbaf7pnf7+GBfW%206beMZq+7lj+9J7uJU6n1W5n10upRKFOmIkUtmVDe6Upa2yOS46tSTeUSnPN1pmeHBycBNkU04tnb%20EzT+Hd6beOKL5rfWNk2xXp9OrgvXiKP1Kdsj30RCTxFH6lO2R76IB4ij9SnbI99EBCVWZTGIT640%20CY07LmxZEl1cd/FayktcKlkfyU5Up+IiCNlCcZqtMKYiWzrUtutER5crzamlaOPKoiPAB8/b440a%20bfFdlnituiU+muTZjpF0mnkqXnJ2lFiWLrhFg5ipHAWlXmivl5iJmf8A22RXfs2fw449eCdXZEf+%20u+abqcf4oph7Y39W33F3Ym4G05riO9CpiZJ4E+dOONhqDVgStVk5eTgx0i/lqxNkThm+rm6p92FG%20WtOF9PljSp1/Gs14vooQ0AAAARTH5pm9hifbSQHNt/hzvbZ/rjwCUAAAAAaV3jXtekC/H4NLqvRo%208Uqd0WM2hhcP/Uv5H/ejziFLYzJ/dYLRjxYhoY3Y/bpypTd97kauFv4JnnWv/Tz9btC3hXQq6IlU%20cqC10idc0m2vc2ra1KGWmlat9CyQT2t1jWKsVmnA/NIPLzmyxP8AyW33dGWcPVtV1py5vuXWR05o%20x9c4NzOuttNKdcUSW0EalqPgIiLEzBZWYly0FNwVF45rRNrYipQrHQZpN7Ev0ZiASfiu3O8Gv1gH%20iu3O8Gv1gHiu3O8Gv1gHiu3O8Gv1gHiu3O8Gv1gHiu3O8Gv1gPCZe1tRmjX01DrmH1bLeKlrPyJL%20/wCsBpp6c3S20dCdScNkbZ3QpNtW7QadU59VfuI23qmpa3osZRIy53Dcym7yjVhjhowGelbGlfMx%203q8Yelr/AKpExFttsXRbsm7o4LISN3xni/IRLM+Hpb70kj/9rqlp/oHT+b1N006IiPY5p/Utb5Zy%20/wAMRb7IhIQ6xZcJOWG7EjJ4MGUJbLD/ANpEMb9S67xTMuXV19TU8d03dM1ZPiu3O8Gv1ijI8V25%203g1+sA8V253g1+sA8V253g1+sA8V253g1+sB5SbooK4zqGqm004pCiQ5iZ5VGWBK/QKakTNsxE0m%20i1kxF0VxaDs9cOj3ZRqTVOjxodQpNTZuisxpyDbqeDqDbmOusLJ0lYrUSVuGSyxURaCF7Itui62Y%20pb9Ozu/erTo73+repfN0TbdGN31LseVK9OHq3Lju3qVl2rel3UtiTHplMcRBlwosdRFTW4+rOO2s%20lqy/6l7V5nsU6dHKXwi1l83WTE+K2+f9URNLeUe2ZwRfbEXW02ZPZPzc8cOW/dGLW2rCrG+eCceJ%20TmkUOKqsz5zbDTb0mc6rVxkuPpSTi8hEajIz06Blp1ti+6PlilvTOMz6cV9Sl2W2fmnH+GNnbPsV%20zdtXKdFuS0Ksh9tFTrZVnxO+R4LeJD2ZlUgyLFZtq5KDVwFoIaaGHd+X6Ns/ir7ZxZ6szM13/Vuj%208NNnRsb98V253g1+sQup+9GqWfUrcaOTWVQnIM2LMhzY7K5WpkMukba3WUYZ2iPz9JaOMhXZfbMb%20Y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height="300" width="783" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 1.&nbsp; </span><span class="textfig">Pareto diagram. a) Energetic carrier 2020 b) Energetic carrier 2021.</span></div>
        <p>After
          determine the energy carriers where the attention should be focused, 
          the stratification was implemented, with the aim of looking for the 
          particular cause of the effect. <span class="tooltip"><a href="#f2">Figure 2</a></span> shows how diesel consumption behaved for the analyzed period, noting 
          that within the activities that consume 80% of this energy carrier are 
          the production derived from the steel industry and construction for 
          investments, since these two activities represent 20% that generate 80% 
          of the total consumption of diesel in the UEB.</p>
        <div id="f2" class="fig">
          <div class="zoom">
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bcrIYe85M%207CmpN5CTzhzeclXyknOH3qrcr/K5lMx0jLdHnZIyO8TU7cedfUON1ZbbyNnO07tfeHR3osE5vc3m%20OKR5xDKqYbMfDVcrtYK/7nNfy3WjMsU//muW7mtLbr49KsWUbhqOKM1iI4hQ4Zorm9kmig22LWOV%20wyUsBQkXx1nKtVRVlcuPlfoLq51dI3vgau7OyYY2myambbVluy3e4NwjXO1GecNCBttS8Mds8or4%20NuFMx0jOjrKGXBV0339CELZxdKKeZJ02UsXSzNmQYt80/pqC1EB/Xd5iQnnrkakT0SMxlIpO8VVV%20vZyZcMxLXROP9bs2KLUpdXG6hhlv+l2tKcY+WzWdLCupqFq6IiFfu1hwTkcjpREZUVaVeXd5BQsv%20JWfh3XBqlHMb5fMXzq0mvV+HTy22m8KqWFAKAUAoBQCgFAKAUAoBQCgInVf3enfQT6yUAuP3gtH0%20ZP1BoCWoBQCgFAKAUAoBQCgFAKAUAoBQFP70blc4Gn4pW6W5CfkXCJGN9nJnRt51BNEziY7U+Cpg%20q5kY6HXoZLdISepFa1JqK86af1JaXrvMkRWbUFzhz8jDkxgt7unBHEW2jReVMyVEHiT9mcVvxayY%20x7cfaUuYl7p3t2e0vyI7jLklq1tRzu0veMtk1vxQvNaIhN1RBcx7tFwq1E3qWLDx/bZUzhXCtLw1%204GYx3m22RqiTZGYbpsxCQJNwztIAZmN+Jq0pI6rapszoOGNV9Ft2Uxfu3/ZrLaUlbXD+9d9pi2bv%20ZtN5kR4zTBxhujUhy0SScaNXdwir5zYERtKQpmFDRKTi1F+so18txKaqtVacTK7u9RyZHdtBvt7l%20K86LDz0uSaIiqLbh7cBQU2CPgSrZ7UFX2V0CMW5yS9Zo7bfr2TJtr1ydsM2PESKkyG4qtEL4GuAi%20ioeDZrsXA8NlJxw2O+q8usrFqTsutt3eVhEN99FmW1X2acF7fWBI5yYrTjTqmEokAFbcEsi7VXHb%204KYapNelLDxLJW09lvkJVvXk09QRdPlY5DdwkQ0uD+LzCgxHV4mcxEhecSYIWUfHVWrJW93ppUrW%20xP1q04U6yBsXejGjadsoGUm73O5pMdBZRRorm5jPGJE4WYWUwXAQRFxXy1Z9EIt8fOWkqSl7zS8t%20W8lo/elCnyLFHtFufnuX1h2Q1gbTaMjHNAeRxTJNoKq8nLUqHaa0JJ12O4q3RV24eJnai1ydpv8A%20HsUW0yLnPkRHZwCybQCjbK4Eiq4Q7fFWdbJPRG8vhsXtOhF3TvdtcSxwrzHgvSYkyKUtVU2mVBAx%20RW8HCRScxEvNFPBVprC6PZzlYLEuLXIZbPeVDl3a3QLfAelNT7a1eSmKTbbbUNw8ikaGqFiPLgiV%20Mo4XOt0L+SpEXVRavlVU2qhg27vhtdwJoY8I0SezJes5G8z/AIhYwqWUwElNlTEcw7xEquYnGLfp%20KNabPs0llRtW2YqV2nTp3vUn3CzWdXLM5Jvt1jvTRgxnG0AYzRYbxXDJBHHFBFF2qtXzIqLa9VJv%20iUg6re2lw6i22i9sam02NwtD5RlltmLbphmNl1MQJCBVRFICTkxqmZB0sd+ktCSrboZra6ar1NZn%20dRQYF2fusWIMCGl0kg0pMXCW8jTotq2AguRss2VUXKVTl0nRXKWYordTtdF4msNt7UG3v9Em7XMv%20EtdQWmbqKRDjabnIT11yspIciOR0fQDcIN2OQiXEkDkRPjqrksCm7EnJcl3lpZNHjcFpUXy39BX7%20vq7vKb7rIl6ivAwiumTtzkCgyzirJFuKqM5ciOPNnmIlTDBOTbWij24KWnDVbXf5qiNHjpbRyw7k%20r/MjcwKqgKryqiVV3lIOsUfagsKAUAoBQCgFAKAUAoBQCgItj70zfsMT9tJoCUoBQEXpr+mufbJ3%208Y7QEpQCgFAKAoWu9fXqz35ix2SLFdlpbpV4lOzTMG1jxFEVaayYflDI+VVwFOWs3mJYm+7CKb12%20v7HzF8FcKV85NLgqlq0zfouoNO22+RBUI9yjNSWwLaQo6KFlXDwjjhW+ZDDJoxy54o1JOqFxQCgF%20AKAUAoCGvGjdM3iaM65QAflg3uBfzGB7rMpZMQIfNzLjhUJX7Sas7w01YQO3GEFkStIkFtURw3Au%20BkNAROTMOxas5Ntt3uwqlRU0GLD0PpKFJdkxrWw28+Ljbi5VJMjy4uCIkqiKGvKgolRopoLN210n%20GNoLR8a3ybcxamAhS8vvDOCqhbv5m1VVUy/g4clS3WmwhWOp2NaK0q1BGAFtZSKMgZiNqiljIAsw%20ukSqpESLyKq0xOqeq4a9tjM67Wa13iGsK5xglRlIT3Z+AwXESFUwVFReRUqtLakp0Ip7u+0W9DjQ%203LSwseGrixhRFFRV7a55yKhLn/CxXbVq212U4EKzlrxMuFpLTcF2G7DtzLDlvR4YJAOG6SQWZ5A8%20SGvLSr5qcERTprxPi6R0ytvO3LbmfcXJHvhx8PNWQp7zecvzs+2idKezdsLN3+1ecX9GaWfuyXZ6%202sncEMXd8qLtcBMomo45VJE5FVMaRdLiHaqMzrfaLZbilHBjhHKa8UmWoJhvHjwQjL4VwqNCWhB2%20uukrGm+7a1225XC53BtmbOkXSTc4T+UkVlJGGUcFVRUg2+dh8VTB4YxSvUac76xPtSb0OnMl1EkO%20gNGjcOsRtLCTN970juC7H8yFvBTHKJZkxVUSoj2bhLtX6TK7J6c6skWvq9nq+W6b8iPh5pOuFnI/%20pKW3FKaEtVxOJ1b0s6Ow2kuqztXVjPuLrqSHGlzKpPJtRxTxzqSePGpbrTZcQrK7Tmui9KrdAui2%201lZ7ZC4L6ov5wRyCajjlU0HZmVMaJtXBqqod9+0xYb+0w1eIQTG4zm+ji5j5jiJghjlVMCRF5arS%202ukmtlNBiv6G0pIgM29+3NvRI5k4y24RllI0wLzlJSwJOVMcKtW1PUQrK7TjN0HpGbclucm2tlPU%20AbWSKmB5G/mBiBD5o+BKhOl2l1DtVNRldmdONXZb4sJoLiAYLMLlQUHKq7Vy45UwzcuFSnSu0UrR%20GfEmwpjauRJDchtFyqbRiaIvixFVqqaZaUJRvVDuqSooBQGPcLhCt0J2bNdRiKwmZ10scBTHDFcK%20htJVZfLy5TkoxVWzhartbrtCCdbnxkxHFJAdDHBVFVFeVEXYqUjJNVROblSy5YZKjMupMxQCjBrG%20398rr+o9Uw5lnet9q07besWnpPmSJIiRipI3yCBbvzcdtUc6ZUpvQ0qb1pNHl/1IwXpVt3ajjZO9%2024NxLu7qaEww7BszeoowwyNUOG6BLui3mK70TDKqpsXFKtnvBGXrQkove7uozympyjS6ab3UdvNa%20S2gNd3q8XaXZL/Fjxrm1Bh3WOsQjVsos0SRBJHFUs7bjZCXgXZWsoUxLTCWF8lU15aCinXC9E44l%20y06i9VmXInVf3enfQT6yUAuP3gtH0ZP1BoCWoBQCgFAKAUAoBQCgFAKAUAoBQEHrDS4aktbcFZRw%20iZkMymn2xE1Q2Czj5p4oqY0VVJSV6J0NPSiFnd2TVzh3obrdH5dwvccIbs/I22rTDa5hBpsUyJ52%201fHUqiVnrKT20uEZNSrqTS43nGf3VwH7q/cI00ohTRjjPFGGHSNY6ICE246JE0RgmUsvx8tTGVN1%20W+XzFUqJLSlTqO6f3ZwbhqNi7TZrkiPGfSTHgm215hoyrORHkFHd152OTHCqJX1tqpL8V/2EvRTR%20T9277Thpvuwh2J5oWJxHCitutRI24YAhF3HDePCO8dUBXAcy1aUsSad7VBZWzXUlrDo632nSLely%20cOXBFpxgzcwQjB1SUscuCfh1Gb21R6kuQmLak5LS6kKfdeciwSLDOv0yVbijtxojSi0KMiyaOASo%20g/lCTKiYnypUyk5Or71U+TYVikrF3aNU3mO93RMSo17bm3iQ89fWYrMp1GmW0BITmZrdgKZR81EH%20CrKdGtk8XEn+Vx4MsqaVjJq3tJvz3/VyWv3fAcmRHVdz48ubFcKpokvWafIqEUsivVrz06ith3PW%20ti32lmNOMZloSS2zMeYZfQ2pbhOmBtOCrfmkXmrhimFTW37qj+G4tJ1bb0ycuUmIOgokS72a5pMd%20ces0V+IIkLaI77wqKZnlEcFxHYg7KlSo5e0kuQh2qm2pEao0vf7n3jW+dAeegRG7VJjOXNoWzQHH%20HEwBQPlVR2psqkI2TT00431LOVkaXqTfMfH+5+2CMcLdcX4LbduW0SEQG3SdjESkeBGiq2Z5yxIf%20HUydcWqVP3buGwrGyj0xq+UlLH3dwLXPhy1luyfc7MFi3Tgggmy2efeFlT5y8niq2ZLHjr6bVeSh%20EVhw09Ft8v7DF073XQLI62DU0nLfGbeaixNwwBILuKJvHxHeu5BXAcy1Enii09KoWudVZbU6IHdU%20tuj27q+9yI861suw4sxGmiX3R5c25NtUyllLaJctS5N1r6SSe2nQQklwdVsreWK1aWjWjTCWG2Pu%20RkRowGZsJ1HHMVJ7bszZizVXM7Spdo4CHZdb7akBbe60I2mH9Nyrs7MtrgoTSqy028EgXEdGQTgJ%20iZ50x87lqzlWjucaU2UIUb9Uq121ONx7qhnWd+A5epCPzp43G6yt20vvRgiI2042qZEaFAFMicuF%20QnRxpdGr4u2pLtxV9JJcES960a7e9JvafulyN1XiBVmNtNtEgtuCYijYpk/Bwqa9qMvVdd4g8Ndq%20pzULIKYCieJMKqyIqiofaEigFAKAUAoBQCgFAKAUAoCLY+9M37DE/bSaAlKAUBF6a/prn2yd/GO0%20BQu9K2SG9S6WONd7rDC9XVuFPYiz5LLSs7oiwBsDQQXEeUcFqMqP9TDocZPkRM32G9KcVys+RIc3%20Uutb7pty73SDadMxozENIst5mQ4/JbUykPSELeOqOxBQ1VPHTLeKMp6cWFalRLRt2kS7Mox9nE9t%20Wdj4Xe6a/Y0RKvU9LbaLQ1PlS47vukqZIedJoFcejI0qCAguIhgiqu3kqYdtzl6uFJb1VvysIn2c%20EfWxPgrEi/WC1SbVamYEi4yLqbCKIzZigr5Dj5qGQCGZRTZmVMV5VVVqW6ilrKp3n6SvGogisw7P%20Z7qyLT4K5cycbejPOCgtvMGIPISJtzAqJjs85Kyll4m07KqldKt5+a01jPDR30daa+rnLLpLTzGn%20NMWuwsOK61bIzUZHVTBTVsURTw8GZdtdGbPFJs58qGGNCPuVgsq3+3CsNpRkJJJ9Muw1QRVFLx4K%20tZmhI9lNN8OY/FoB2U03w5j8WgHZTTfDmPxaAdlNN8OY/FoB2U03w5j8WgHZTTfDmPxaAdlNN8OY%20/FoB2U03w5j8WgHZTTfDmPxaAdlNN8OY/FoB2U03w5j8WgIm4p3eW26RbVNZjsz5uX3ZhWjVT3h5%20B2iKimJJhtWqOaTozfL8NmTi5xVYq8ypFt0JG/5kIDP/AKhth/eqVvHJnK5N8BDwubPuxk9yZhq5%203bYYt+5v+L3dN/j8W6z41r8pm6Ytb7Ok3/TPEaYNb+z00OP/APSi/MWd576MGQKf2K4AIvlp8rLS%204r7y6yf07MV7gvvx8zY90tJrgzpKQSeAzGM2P/E9m/4afLx0zjz9Q+Sgr82H7z/0+crzlm1cWrR3%20Gm4qaeVNrLpRxTHdbcXhRx1PyniBfF8NcrjTNpX+nrps1WaToWT4NZdHPt60n0WLnLD2dlF//n7Y%201j43zPDyNBjXVhyfWlyfac/w/Cr05v7qX+pjspNLkt1pb+BW3T/uIKf0fa5h/wDyr+4/wrrCaMmr%2085u0on+7Ddx/4n1piydUuVfyhz8J6uZ+KP8AIcuwzhfOchhjy7uGOz4s5H/tpjyvVfKPi+GX+2+M%20upIhoHdLJYvkqe9eVOO/nyRhjtqgZyQk81zeNJgiYeaCVy5cVHMcmqp6Les6J/UcqWWofCTS2vzU%20fOTH+ncVdhzjJPEkeIH+0WkWur40PUXLLrOf5rJ0ZUfxT/mPv+nFtXYUp1U8KI2wn+1G0Wnx4+pH%20n6x83l/2ofvdZ8/00sv6d/yjzafML1Ij52P9uHIcXu63TjrLjauSh3gqOZHz2ZkwxwXZVZZ9U1hj%20yBePo6qGX+FGJau5vS0Bg2iemyFIs2dZBs4bETDKxuhXk5VTGsfDy+EqJJ70ma5v1Wc3Vxhxipfx%20VJAO7HSYIv5OSWPpy5Bf3nXR81LVH8KMv1CeiOWvuR6g73faLiNOSZDZNsNCpuuPSXUbEUTFSJSP%20BETx1D8ZJKvZXBEr6hmt2KNdkY9RiTLH3XW9iJKnSokWNPIRgvSJqA2+RpiCNEbiC5mTky441b5r%20MxYfS1UtIX1POpVNU10R2XTTXdkMpmyTlhxp9xFfdYRSUakvIm1VaBTRwsMPwUrOefPMTg3VaSf1%20TxCtxWcDK7LaB03ZycltRYVtjYk7LmuogBnL8N54tnnFgmK1zRSiqHLnZs82WKVrPkwe7WDbY90m%20vWuLbJeX3Sc88y2w7vBzBu3SJAPMKYpgu1K0aeLD6WrSYq1VVxyd05YU1FEYGEzuDhyHCbQfNUhd%20YQSw8aIa+WoCdSzAAgAgCZQFEQRTkRE2IlAa8u3dtPu2stU3CQ801ab/AGNu0NkKqTwOCp5jUFFB%20wTOmHnVnKFcucdMpJrgjT4lJQa9HFXiRFq7pL9cId5b1K5GivS7A1pqGUMykYMtCSrJPODOBGZou%207RFww+dV89Y4zp3pyUt2G5GWUsEoaVCLW/Ffus3k33faL1Fb79L1BqIYrU4rbCs8ViG4bwbmGhET%20xGbbOBOuOL5iD5qIm1a1lNPG1fmTxPZZRLptKLLpgWiEcNddta00aCrWfvG101cpkLUbyWoHbgOS%20ZOYCKxFisPyCmCDjotA60MdpgQd87z3U85eRMsppxjW++X4YWU/5JYd1xrmpqUqXUot9XR/gTm1s%20pZcbQ1K8y/piU8w4LrLrQm06CoQkJKioQkmxUVPDVmmnRlU63HO4/eC0fRk/UGoJJagFAKAUBoTv%20dhaos96vOpzgyJSg5bi03eGHmxbgiLohIYNs3BcRXlLbkAkLw4VTIbjJLTLM5YtXcPtJzlVNq5Zb%204SWk3uDprGF0gVTUEJWxwxVcMcExVErWSo2Ug6pMik1G6sk4yWicr7YC6Yf4bYDikIrjv8NqtlVS%20x2ddzOCzv8r7egHXczgs7/K+3oB13M4LO/yvt6AddzOCzv8AK+3oB13M4LO/yvt6AddzOCzv8r7e%20gHXczgs7/K+3oB13M4LO/wAr7egHXczgs7/K+3oB13M4LO/yvt6AddzOCzv8r7egHXczgs7/ACvt%206AddzOCzv8r7egHXczgs7/K+3oB13M4LO/yvt6AddzOCzv8AK+3oB13M4LO/yvt6AddzOCzv8r7e%20gHXczgs7/K+3oB13M4LO/wAr7egHXczgs7/K+3oCOvmvINijBKu1vmxGHD3QGQsHiaopYYA8S8gr%20VZTUbzbJ8PPNdIKrMxrUxux2pAWqYrD4i40arFRCEkzCqYvp4FqytuM3CVWqWo6nNYxmsd5CeDL8%207M9CHD48ZFaLJm7k+Q0j4bNd0ZPgzGc7w7I2qI4ORV2ohSremz+2VV14XNd0JcjNo/T/ABLuy8z8%20Muo4f6kWb8GO+fwAUU18gvqtT8pm+qy36b4j1JdBF3/vft1riA+Frlu53EDF3Iy3yKuxxFdRV2cl%20YeJjLKjWS50b+H+kZs3SXZ5HzJ1M6N3mwno7T3Ul4/KAJ+ZBdMfOTHzTTYSeJfDW0PDTkk+zb7Ue%20syl9MzU2ux/+mX/MZA6/YJEVLHecF5MYap/sUsat8rLXH8Uesj9OzNcPxw6zsDXAmiqNiu6omzbG%20EfrOJT5V648qH6fLTKC+8vMcw1g4a4DYbrj8LLQ/7SdSny3tR5R8hrnl/i6kROqtc6khQG3bPpya%207IJ1BNJDOcUDKSqqJHcM8cUTlTCufxMHlxqmpbqm+R9Py2+3mQpsfWkTkHUFzegx3n7HNF9xoDdE%20fd0RCIUUkRDeQk2+kmNVTqjzMyKUmlcmd/Xczgs7/K+3qSh1tajddedZC0TVcYIReT/DeapChpj+%20X9EkXZQEztVNmxaiSdLLwedXZGqdMl3xk/epF1u8O2W50bg5lbyOPMPEastj5rYApeYKcieOs5tP%20Iov72Ha64Os2f5sX/wDOTS3N0XNbrtOU+bK0pZtf2qwGce2x7NapbGQ1wZkSwVp8wVV2E4Aoa/Dt%20rXPeLFF3LPwr3XSq3LznNkyfYlpeS5Pa1W0vHdS0Fq1fqnTlvFQscNq3SYrOZSBt6Qxi6g444Z8q%20Evw1pWsZV9HMklu1cCqbrH2stN79ZtCszUi2PvTN+wxP20mgJSgFARemv6a59snfxjtAdWoNKW++%20TLPLluPNuWWYk6KjSigk4IqGVzMJYjgXgwX4aRsli2NcodsXHXTmdSPvegY9wvDt6t91n2G6SmEi%20zpVuWPi+0OORHBksyQQgxXKYIJJ46hKlVoejz7OBLdaPTE4Te7qC69bpsG6XG23i2x1ht3hp4JEp%202OS5iakLNblA6in52JBmReRU21OltWVvWiy7itd5FLEnbR15b+XVdYTlhs42e1swEmSp6tIqnMnP%20FIkOES4kRmWzav4IogpyCiJsqW/Ly85FLW9Zrzvl1fqex3C2RbVcjtsaREnyDchsMTJZyIzSEwBM%20PA9ljYqu9dQUQdmYwRcVyq6y9mKa1VxU7T0KlzquJqkuztlR66UfdWl10Ub2Uq1ftKTrjP0xap1y%203HWEqIy9K91MXWN4baEW7MFISHFdiiqp4lWujOilNpHPlNuKqR9y1BYR1BbVK4xURhJIvYvNpkJR%20FEQtuxcU8NZmhI9qtMcXhdIa51AO1WmOLwukNc6gHarTHF4XSGudQDtVpji8LpDXOoB2q0xxeF0h%20rnUA7VaY4vC6Q1zqALqvS6ct3hJ/9Q1zqAdq9L4Y9bwsPtDXOoDFma90dFDO5d4zn+4we/P8VrOX%20+yt4+GzGq0otbsXKzsh4DOkq4aR1y7K5ZURg/wCoMGRsgpHQV5Hp0xiMC/8AhEnnvxgSrfBgu9L8%20NvUucv8ALZUe/mLdFOT/ANMeSTHXQSf+a1VAiAv/AJcEmEL4ldfJ7H40AafEyo3Rr7z8yp0sfG8P%20Duwcvfl5o4elmFKsnddNltTLjPj3CWzlyuyrgTuwSzIKgruTLivzcuHwVhmPFJSpRxupZ0Er6nnK%20yLUF7MUvNWu28mI8/QEdcY8m1tL/ALhxx/uWryzpyvb5Tnn4vNl3pSfFmYmptKpyXWCn/vtc6s6m%20FWfe1WmOLwukNc6oIMaXr3Q8NxpqXqG2x3H1ysA7LYAjXxChGmb+yitdA7FUP6+0NHlNRH9RWxqU%20/wDmWDmMC4fg80VPFf7KK10DsVTlM1xouCwsibf7dGYRURXXpbDYIqrgiZiJE21FRQxZHeb3cRwa%20ckaqtDIPjvGDOdGFDD0hVT2p8KVOwHdL7wNDxbadzev0BIDYb1XxkNmih4FHIpKWPgQccfBUSdLx%20G24ik75e7RbMd367bGMDqMEwTT4y96S4CHuagkpSLlRN3tTbyVMrKbfL9oTrXYSVn7xNDXi3N3GB%20e4hxXMcFccRkxUVwJDbdyOASKm1CFFqWqKugK10IqB31d2VwGasO9C8sBveugjElDcbzkGeMCtoU%20kcwKmLCH/tSo9HFo57dl64jTTfzX23GTp/va7vr/ACJce33ZBfg5PempjMiCQ7zFR2S22MccPBUp%20WVIbtoVnXffA9a745brFLtStwrY7dpL801cGQjRoKRI6tutCDhJiudVPD0FrNTpibujh3uvVu5C+%20HupXyrwp1kNJ/wC4QjkSLlEK3N2G3lbgkwpBks6QlwQVNxhxHAARYz7U3R5sF2jWqjSVHpm4LZqk%209/kzLFWNV6mLn7vlyFp7zu9eBpvTsaXZJsOXcps2NDYBUOagA8WLrpR4xg84jbQkWALjjhVLccY6%20613JddDRdyUtSs2vURWpO+2HZ+7FzUFvutt1DfnRcSAzHachtkY5iLexHn3H20ZbAlcEnEJVTDYq%20olRmyphw6abVTXZyLa0TlRrWujp1ctvu2nT3nztM6v7nXZFyuzYSEtnWJwIktGQdkLFUhbcATzmA%20OFmQFX5yJjjTxsFCUsNuF2ct+8nwM3JRxWYkq+fq3FJuV5srrFnbnzYxQW9BPAwJuCopKVtpCHlw%203mCbE5anxlcefS/s0/Fo40M/D/7XvSryftIV68o5Yr4VxmMFfhY0wlrUnEz5m1bX8mqrjiK5s+Hw%2041q/zU1/f5sPReZKuCn/AMOfF+w2p3l6u09NnaLZZvEKTGjahjpeAakNuI0YsOq2j2UlyIjij87w%204VnCnx4v0cOZy4f2mk/yWvSrDkxL7DW+mbvaOt7exc5kXs22Gr+rxNxNyIOSERtNq5UzNZ934xxw%20rC34Dr3vlo764ummHmN6/wBdUu+Yb/c63LnNrdzdwKXpjRoPyQfnMafUZQiaGYYlHyI4iKqiWVPD%20Xd4l9t8K76W85yeHXY4vkq6cxs2sDYUAoBQFH1r3aHqeRLlnckYkqEQLZnY3zUf3aR7y5nb3gb4X%20zEM6YjsFKph5W+ajVOGKTrra9Uti0aMLXF6eZc+sz3LIFi7u2rKDxSBt0JmMj5Jgp7pBHNhiuGOH%20JjsrbMnilUziqc75bSTuP3gtH0ZP1BqhYqXfnFca0Bdb1EnT4NytzCLEehTpcQUUnQRVNth1sHNi%20/hitUp247ZRXByReNqeyMnyRZH3OM83qnSuh4twuce03ONMut0kLPmOS3ljIyLbATHHTkNBnczEj%20Zp4uRVx0j2sySd2XCq3uVLddPK4xrTLi9M5U5I1s32c+s56tjXOxHprSMG9XMoepLu4zInPyFdls%20RBZckHGZlqiSEzqGUXDMnBTHAtiYRB4syMXcoylqrhuTpz0o3pL5nZg5K9uMd1b3bs4VtLvp7TQ2%20NZQM3O4TYsg0cajXCSczcKiYEjTz+eQoly4G6SJ4MKmtlPLy5yGralQ1U93PRNbNvX1wgvyrFWQg%20rOKGhZ1GIU0WcYYlm/NLI2+Koye92df71NGjFTVaTmXW6v3a6dOGuuw2Qi47U5KAi2PvTO+wxP20%20mgJSgFAKAUAoBQCgFAKAUAoCra912zpOFHf92Sc9Id3fu6Oo0SDlIs/zXFw83DkrPNm4RxUsO/wP%20gHnt24UtNDLh6vjSojEhuBPJXmxNQGI+iIpCiqiG4DYlhjy8i+CuuPh20nWKr7SJl9OknRyy19+P%20mbO7r+aX5qxXBz4f8K3+1fBat8COmcf3vNEj5OCvzctfjfRBjrXUBfm7IQ/+tJZH9nvdlPhZemfI%20n9g+XyFfm8kZeeg961cfzbdBaTwKcx0i/tEYyJ/xUw5PrS/Cv5h8Pwq9Ob+4v5/MQerbJ3iXiAyx%20brhFtroO5zNh2Q0RDlJMquCKqqYqmzLtrn8TGLj/AE267fsN8jO8JluuGUt6j0faS0O2auCGw1Jv%20Efeg2AOG3FJSUhFEVc7jx5lVeVcqY+JK2jPKSVYtv3vsMZZ/hq1WXLjPqivLSd3U16P85f5I/Ayz%20EFP+Nl3ZVvjQ9RcsutEfNZKuyo8ZT80kOzrhfnbvcHP/AHQb2f8AtA3T5haIx5Otj55K7Ly1wb6W%20zCu1u0rZ4Rz73dXocIFEXJU65yGWUIlyjipvA2iquxKh+MkvVX3Y9RP6hmaIwW7Lh04SF1Gx3NNx%204iagudujNSgSVBOVcdyrrap+cbMnhUxVC5UXBay8RmPM7E9Gi4R+qZ9KqVj2KnQTsOwaBbtQT4sK%202rbNyjgzkBkmiZEcUcV7ahJhtzKvw1o/FZsFRykktrK/qfiZ3Zk395mNC1F3WO22RdIVzsrltgKI%20ypzL8VWGVL5qOOCWUMcdmK1WWfOlsnbtMX4vNlVOcnxZYLedplQ2pduJh+HIFHGX46gbbgkmwhIM%20RJF8aVWTlW2tTH4rlbWpDv690bH1Cmn3Zwjc943HJEadVgH3hU2mHJKAsdt5wUxFsjQ12YJtSqwe%20K7bzX01000u4ETk43+Vbq6q7RbdfaOul6OywpyPTgN1sEVp0WXXI+G/BiQYCw8bWPni2ZKPhwwWo%20j2lVXX8Lq7q6biJPC6Pdxvpv2XndqbW+mNMbgbzKJgpCGTYNsvyCRttMXHDFgHFbbDHznDwFPCtQ%20mm6eWq/eTR0qdVw7w9HW+6RrZKuKDJli0TRA284wKSFwYV2Q2BMtb1fmbwxzeCrJNycdKs43037L%20yraw4tF/DXu2lV/7gpetYPd5cLhpu6BaGobJvT5ICayyTMAttxzFRRrNmJSP5yYJhyrVPTjW7FHj%20WXR03XG+Uk6rTR9DfKVnvH1FqArlfyiXOZAXSemI95t6R3nGgdmG6Zkb4CSC+GWOgZHUIdpbMaOe%20Fzn6uZCNNFHfy1vvVLDDKWKMIv0sucnrqlZyX8bTDm621G/dLhqoJsxgrXfrNamLSLrgxiiTGWfe%20AcjZt0ZmUpSQyHMmA4Kla5caTjH183Mg90bFTVSlbL9JnKbeXJ+rlQnxdr6i+d586e9fdJ6bZlSY%20UO9S3/fn4bzkZ5QjxzdFsXmSBwMTRMcpbUrCtZtaoSlxVxvJ4YV1ziuDvNXRtaar1BZwafu06K/Y%20rBcLi3KjvORykS4comWXXlaIEeHI15wHiJKq4pUzzKReZpUct00drvWbebQRFdpQ0OeYttI3Wm6e%207+5v3WA5c5A5X5rMKQ6KphgbkNoi2fGtdGdBRm0tDMciblBN6i1VkakMOj9NpcLxcFhC5Jv7TTF3%20VwjcB9tgCbbFWyVQREE1TzUTHw1VxWFx9FuvF06kTidU9MVRdJjWju+0jarXOtkWCrkS5IgT0lOv%20S3HQEEbADdkG64oACZQHNgPgwq0+0qPfx179t5EbHVbuGqmrYQeoe6yB2KuVh002LL9wcaekLOff%20f953RD+RkSHfeXt2oBkTYWVORKrm1lTY68vn08C2W1Ft3WU3btmgp3dxqaFY9QwrPdyfmTiaZstv%20msIhRWm2ie84ycMHMHn2nEBRbXzRTHDZW0ZrMq16VvBKxcnb4mTi4K26NbN7VeCqo8DbbH3pm/YY%20n7aTWZclKAUBF6a/prn2yd/GO0BKUAoBQCgKLrzRI3a9Q7zCvjVkurUOTbnDfZGQDsSWiZ0RtXWF%20ExIUITxVPGK1m8tPEndONHwdbOfQy+LuvTCVVyULRpqywLHp+3Wa3mTkK3x248dwyQiIGxQUUiRE%20RVXDwVvmTcnVmOXDDGh13D7w2j6Mr6g1QuS1AeZdZd7neLb9XXqBDvJNRIs2QzHaRiMWVsHCERxJ%20pSXBE8K19FkeBypZcW42tLWejl5EHFOhDL3196GC/wD30ujxfZVt+n5Pq876y/y8NR6h0zLkTNOW%20qXJPeSJEOO685giZjNoSJcERETFV8FfN50UptLWzzZqjZJVmVCqiIqquCJtVVoCm6vsvbiC1bIjq%20x4DD6PO3JRzAZABhu2hxHPtPaWOCfCtWz/DdmknSWrr1HreGl8o8c++13fO9W68krboq1RoEWJNN%2025e7NAz/AIlwyaVAFB2MKStImzxL8daQ8ROEUo2U1K3lvMZ/U8yrcKQr6qVfxd7nJyPGjRmkZjtA%20y0PzW2xQBT4kTBKzlJydW6nFPMlN1k23tOyqlCjd6w6gKBaOrxnHaUuDa6hC1K8M0oWUtjXu+EjD%20eZc+6VCw/tqi/MjXu0ly07NaaPsJfcdO9ZyVtvNVze8zUDvdLdLPEuMmLqAHLw3GnyVIJjVttREu%208MlUT3y+ZHQlXNmVS2qK1XMk5ZcJacMZSp72FUpZ2nbqopF8tJZklox4Y12xq7/VXPhNw2nVEO1d%2019u1HdpSmxGtMeTLkmSuGZIwKliS4qRkWzxqtdXjXhzJUXpUS3uxHN4JOeXCr9FV5LTT1mu/eNco%20usAdnTprzV8trtzh295wpEe2PtC7IjQkbJTFWxNAXc4EqoqptrOMUoZdbUpzUnrpdtw4uYtKblKb%20jY3lxcVxfDFhv2mye5jUE+6W6+xJJS3I9pur8S3ncN570kbATAHVd/KkQZsMXFzYctTGryoyfeda%208HsJdFmSirlTnRVO+62ExN1Fcok+2vSp+nDhyLTNdIJTbYOKrT0QABxXFN0suVcvnYLj4K52nSSW%20meW7L007EbprFFuzDGfFUt5CvRLlf7Hf7tMvMe3T3CuGnWH7XOYV2U+Lsdppp2KRHg2UdxTNF3ZY%20khfNwxrrTTmkvSz8xbrLJfhpwracjqsuvq5MeNtq5a9Ree9i82u5zdKR7ZMY9/iajGOlyIkdiwZj%20MdwjblMoo5yICyi3nBcyoubwLhC3MTWmGZbspRryupczfMsy2mvShZvdj3dOy9VGFIbf7qNLaPtu%209jDqa+P2yY+hoSOMNynXZjrSiLaI0+La5RQdglht5VtBKcspU7Hw8dNkVc3ptpvWhXETk4fFl6eP%20DX2pUVdlhtbvIsdge7vZ1vmuO261RWmyB2GyTxMJHISaIWW0VSEFFMRw5Krmy7Sk3apJ127dhbLj%20ROKVji1w6zScpu6SHLnqKTPbnWKbf7Uq6qix1jtxkisZDmxmyN8UQTVGlJxTDauZFq+WsLin2ayz%20HyqzhLyekynapU7VIQVPvdMdnRVGxu6fUlos+m4ECWBtOXq5XJLNJRp8zuINmb/vZrgeBvNpn8Al%20+AiJglE+xFUo1l1cdVOfSrLXaWffnKtVjSrrrzbNR0WfU9qvHesV/sJldYi2N8Lo880427bdw8Kt%20RQFRbyFINDMwdFT83FFQUy1mpYMvMlfHDGSfrO2zco6rq21qi8lillx9LFJU1e1xdFW6l2ms13Fx%20HV0EzfJYr1pqWRIu9wIvnZ5Di5A27cAaEBRPBhW8oYIxh6sVxbtb5WZKeOUp65Om6PZXQd/eZou+%20apBuHFh2SXBNh1k3royRyojjvm+8RDQHhzIGPmYDt/DrneXidti1q++1cd6ptNlOiVOR3EJqDufm%203UrdZyi2Y7BBbhMtXZxkkvDTMMhNxkDUHAIXiBNqGGVMdhVspVzcbs7WKzTqT3a7a6kY4KZeBW9m%20luit7XVzlkCR3mPJdPcmrYCRLkjdsalhJZGRbhbFCQ3Bzk25vFLBxGyFUTYOC41VN0TftV5Xh+3z%20F5JJtLVHl0+WgpcnuAmSdLzQK+PR9SzWbpmBhWltyO3dzevN4PR3nsmwAUxymop4McKo4Ugox0Rj%20G32Xi6W3SuqtaF4z7bk7KzcrN2Ho6WbM09p73HSNvsF0MbmkeG3Elq+IGDqCCAQqKA2BB4ExDk5d%20tb+Ikpzb0NmHh4vLglpS8qeYyJumNNz4sSJOtMOVFgKJQY78dpxtgm0wBWgIVQFFNiZeSqYnixel%20r0misVNBzlWCxS7jFucu3RZFyhYpCmustm+yi8u6cIVMMcfwVqFY6rSHdTQYbOjNOC3dmn4LMxm9%20yPermzJaacadPARHM3lQCQUbHDFMdmKqq7ainZUdCrzupOJ4sWmlOFxkTNLaYm2uPaZtohSbXEye%206wHo7Tkdrdiohu2iFQHKK4JgmxKs5PFi9LXpIViormcXkRNUwkTYiQZWCf8AvR6ghKhKqqIiqvIn%20LUN0VSTXtq77NMzrisdyJLhwXG5r0G6vi3uJAW5VSSoIBm6GTDZvAHHwVGLsuT9VSp7LJp2qK3tY%20fvEtovvFt2qJL8QIMq2zGmGZrUeYjWZ2JJRd0+Csm6OUlFUwVUJPClauDVdcXR7HeUxKzVJVW22h%20bKoWFAROq/u9O+gn1koBcfvBaPoyfqDQDVemoGptPTbFcDdCHOBAeNhRFxEQkLzVITTlHxVFLU9T%20T5HUlOldqa5VQxtQ6Mt17S3urIkQLlaSU7ZdYZAMljOKA4ib0HWiFwEykJgSL4sURUn0sSvu3p6H%2007GQl2cOizlWnpXEwXu7a1ybKlunXK5TZYS+sWLzIkIc1mWiqoOseYjDWRFyo2DSN4coriuLSmrH%20Hyda1rXSnZqF9a24vNddqdtb6kpp3TS2ZZTrt1uF3lTDQ3ZFweE8EFMog0yyDEdoU/3G0VfDjU1s%20p5eXMQ76mku88VXX97adjqEuR1R1ZZgE1bvaNvYmryiucvd9uxogww8/MmyqeHvVn+7dqWHv/a7N%20lS2dds+G7dte75W6meg0Q1YRBwbcy+bimZBXDxIqY4Vd3lI3IrjMbUPaOYiT4qOpDiqR+6HlUVdk%20ZUQfeNiouO3H/wDWCxI+66m4lE6G5/M0A911NxKJ0Nz+ZoB7rqbiUTobn8zQD3XU3EonQ3P5mgHu%20upuJROhufzNAPddTcSidDc/maAe66m4lE6G5/M0A911NxKJ0Nz+ZoDg63qFkFcdusJsE2qRRDRPK%20smpSbuLRi5OiVSK651FJVQtMlm4l+mCEYR0+N45KCvxBivwV0fLYe+8PTydZ2/IuFubJQ2Xy/Cre%20WiO52za1nMAk29x4ap+dYhRjyl8Cum6jn4uVafFy491V2y6ruWo+Pk5f5cMT1z/lVnK5FdserNPh%20cpNvtt3hMvt7/PLO2yRbkLE/5hG5bj+WSTX4eUyVMFx5KxnnynHE32aV4XVS1brDDP8AEZuZLDNt%20202J6rLFuJDTOuE1HMOFbru2MoWRlAzKtUuITsc1wF5lH3m942q/hDilVSqm9VK61XWjmclVba02%200vPlx12xb78ljlX2MM3O008Y22QUdlyR+ZbfkC+rTRufgCZIq1EO1du430Wtky7N+qvDXuOcfWMi%20VqORp+LcFkTobqMS3WrPMOKy6raOoDkkXVZFchJyl4aQ7Sqrrea8T7Lo77Oe4mri3q9i3yX40yLI%20ktNGbLCQzRTMRVRD/mfwl2VnmycYNpVaRfLScknYqmk7B3qd4Dm8hxrz17ep1jk3MrZ1eO/g3KOS%20CsBsGVbXBFcw/KoZJlTHlq81WMlC3CoUlrxWbrL7t5SDpKLnZWUk1qw277S7d1t21pMWdab3fJK6%20lgNxnLlAu0KGu63wZkOOVvcaAmyLFPPVSTDaiVq6NNxuUmtvVyGabqk73GvDpIY9Ud40bvAeS/XK%20daNPvXEbbYjSDES3SHEazYPI4SzhFwkXKQFl2fOrHLdntvE0nqW67Xaa5tl3dWGtNb336rDH7tNZ%20d5V61a1FmX5l9iXHmPS2X4jKRW3GJO6bS1uNE0cpvL8885oOzFcVq+Wuy/di/aq9nq6np0aSuZY/%20vyVl1Fdb62tXrSWjvLs1+claaufX1oZuNsuKu2yHcmnI0aS84wbagpo4+ecWyIgyjy1RWTqvVkuD%20pV8KcjZaVsGndii+Kdi4mt7auq3e62w6XWazHY1df5Vva3DLiZYBynnniaNXUXdGAEgpl+aSbfDV%20oQUnlQejLxOuqKqk/wB0iU3H4s1fjovek6WbnXijaGsY0VzTN00lI1TbLIyNvQXxCNuziwjVGRcQ%20VlJlD8BFXZVc3+pe/SVd99OJbK/p0a1OnC/kNcbjUb0pbEmqbfLhaMuNuc09cLq02xHlPuMKgw3H%20Y2A4gO0MoKXjrSMnKSzGu3inGmtUte9cDGUUouHoOMZV1OvnLn3HxdWlpe4uHLhsMO3e4HFFuM64%20yoE+SqTJK80u7U8cvm8lRFUystezx2cxeTbzZv2vMq85UNcWOYWo7hp+y38Xb3eL9a7jLsxW50HB%20caVszlMPuPYe7gyznPBC85MuYccKjw3ehTuwzJSeyxt12OvZuri0k+I7s63yy4x320VNuvVTQfLR%20ZpY6109ZtO38Z0fT93uk+dFdtzrL0AXAcV7fkb2dxs3XsrWwcyFjmLCoyHRKXoQynGvGiT9qz924%20Z6riXpSzIyp517PXSpy1tf3J11j6rG4NyLHdtP3K226UsJ1sTlq4g+7C047nR1xQVBx8XJWcsttT%20ir5xhTbbXz1NVZKGqE5YtlmnoK5NsOqrZCn6auDyJfL5F0+3aWSjqrryxlHeC2qObPdsq7zFPJXT%203syzRnYuGHvbjlUWsuuj4TjxrdvN96p0XdtT6Xmacul1ZCFPZRmQ4xFIXURFQsRInzHHEfCK1nK2%20SeqSfI6m2VJx5Kc1CJ1L3RlqGU3Il3ZGFWMECeEaNkGbDbcF0Y8rM6ZKGYeVtQLAlTNgtSnSTlra%20dNFY3Ph1VqViqRUVoTSelJ38v7KWn2V3R+86jS+FcwbxkR5si1txcsJ+XEBQjyHQ3qu52xVMEFxB%20XKOIrhSDw8ra2OVkmt/XpEkmqbEt6VqW5fZcY591N/nRHBuepHOsAub9yttxbbJ6RD3yZN0wchww%20FtW8UyK2qJjgnjqijYtai09qd9S7lWT1dnljp315TrndyEWTboMBm6e4NQop283IsfByTEdJDdYk%20G467mFw/OJQyltXBUq7dZV0WWaOz3eT9pVWLbbbp7V/KXDS8RyHKukUybLcOMNt7kFaBAGM2gigk%20bq7E/wB6km26siMUlRE/UEigFAfDFDAgLHAkVFwVUXBfhSolFNUZKdHUrwd3mjQnWqcFtEZNkDd2%2000cdRGx87DEc+VzDeFlU0XDFcKspPE5aWqFWqqjurUzmPvTN+wxP20moJJSgFARemv6a59snfxjt%20ASlAKAUAoDV/fvb7XcLRarQUCI/eNRT2LPDmvx2nnY7LxZ5Jtk4JKGDQFgqeHBarGClmxjovlrwx%20t+ziWc3GEparvelYuvgbHtdshWu2xbbBaRmFDaBiO0nILbYoIpt+BK0nJydWZwioqiIG5XoB1BbV%209zlrukkiuDBLmxEUxD0kqpYke0QcPn9GOgPJOvHN7re/uIJBnuEkshplJMXSXBUXkWvrPC/lR91H%20r5XdW4gV5FroLnr/AEnfgb0rZm/cZp5IMYcwRyUVwZHai+FK+Qz/AMyW99J5GZ3nvJCTq2FFbRyR%20DmtiqoI4xzxUl2IiIm1VqsMtydETlZMsx0iiOO5Sbm4q3G3z2YAr5kAWCVXETwvEi8i+gn9virbH%20HL7tstfV1nX8WGTZl9qfravd6+QjtW960TTbkKDHsNwnz5bb7zEJtsI+EeG3neczPEAYAip5qLjt%20rklO1t+jHE9irQ46Nta5SotrvMQe+yBNKCNg0/db2cqGzcnwjtCBMRJBZWnFR0hz5lQsBDFdi1pg%207TWhNJvfatt1pkpVinpdbN1/PYTOrO8mDpy0dYP2u4PEbrceNHRhW1dffJAbbzmqAOYl5SWqWuSi%20rXJ0LVSi5OxJVK6338QX47LMPTtzkX5yRIiuWQRaRwDhpmkLvlPclkRU+aVFJNJru4cVdSTp0ktN%20Np2OqXF2oln71Ztc6cgTYS3qIw4QS4k23ibLwmGKYLsICTHFCExUVqZQo06/amVjKqa8qoxJGh9A%20SdNLp+VpuTJYVl1n31+ELsxFkKROui+YEouEZqeZPwttROKlspRWalci0JNOt9tbdbELS9li3CII%2026c5p6FaRtIWN2MTkVxUeF3fOMKKM7xMnzsMVUl5MNt5SxOTlbia4Urdy8xSMcMYxXo141pfr01M%20dnu/0VE63K02y62d68PMyHX7az7qbJR0TILCtgiCGI4kBIokvKlVTaiknc2+XX5tRLSbbavjQsem%20m7Vp23LBg2+5HvHTkSZLzBG8886uJuukiCikXwIlS3YkrEhS1t3s75zthuEiPJn6felyYhZ4j78B%20HTaLHHM2RoqguPiqFY6q8l2qjuOT8ixyLixc37A87cooqMaccFCfbFccUB1UzinnLyLRWXB2qjuM%20JqBpgY1wiv2CRMj3WUU6ezJhI626+WVEIgIci5UbFE2eDx7ailiXq3cW352S3Vt66cxnJLsyDEFL%20E+gwMPcU9y2MYDkTc7PM83Z5vgq1XWukrRUpoMvtEHD5/RjqCR2iDh8/ox0Bjv3KBIlRpT1qnG/E%20U1jEsdzAFNMpEg45c2XZjhiiY+NaKx1DuoZHaIOHz+jHQDtEHD5/RjoB2iDh8/ox0A7RBw+f0Y6A%20dog4fP6MdAO0QcPn9GOgHaIOHz+jHQDtEHD5/RjoB2iDh8/ox0A7RBw+f0Y6Adog4fP6MdARrsuZ%20cdSREhb23uNw5OY5UdVzCrrGwRUg8XLQFlyuozlzIruXDPhgilhy4fHVZVo6XkqlbTzxae77WU1+%20bAW1vQ7rKiXmNf7lIEQhvFLVfdPclTzQQlwU9yI/7+K1RxbymtHw42acadeTmLKVMxN+u/w0py8+%200ufdfY765qvry426Ra2bfYoVkRuUOQnZDJE48YD+E2OZEEvDtrqclXMl/ckmtyWk5lluOCPqRaeq%201/YbXrI2FAROq/u9O+gn1koBcfvBaPoyfqDQEtQCgFAKAoWutaaw09ebXEgQbdObvMtuHb4xvvhK%20NVTM8aojRNILYJm+dUZfanhe17ktLE7IuS0dL0F9THBMeXw4VIRFsfemd9hiftpNASlAKAUAoBQC%20gKpr/WknTMOM5ChpcZT7uQoyESEIZCLPgAmWGI4clZ5spRjVKp3+B8F8ZvE8MVpMyJN1NdIjLzTD%20VqaebA1N5d86mYUXzWxwFOX8Jcfgrsj8JJN1k9VxaWX4fKdreY9SsXL1IyWtM29TR2cR3J9NqHLX%20OKL/ALrSIjaYeDzcfho/Eyuj2Vs67ykvHzpSFMtezZz385LIiImCbETkSuc4QqYoqLyLRg8/Wq1s%20x9c2SLZbjLesumbldbhOgyYRsuQWzBzeITxbXhddd/JYJtRfDVciWBKbtjHKceeiVPWVOYZ8cTcV%203pZkZc1r3dZL6K1rYrrfL73j3l9xl+LDcZt9lFl1X4ttZPMbrg5cVdeJMyonIOFWgsEG33ptV2aI%20x6w+3mKKujXDt1vqIjvFt0a53adD0zcJbdx1Q/aZjtqchGTb2QwcGQzKLAQFtoMXB24Kngpkwccx%20LRDNxPZZbwegjNnig5aZZeFbbbFv8xIjCtkHvHtwaPO5pqKTfH3tWtSVkCycMmV3rhNkgx93m3e6%20NEzeDGp8O7VT8vDOu+tldtdWgjPrhde/ihTdppsprN3OAptkCEoKSKiGPKmPhTHGqyVVQunRlHt/%20dvdW5Mi43PU0mde0gnbbZdRYZZdjMuHvCPKmdtx0iEcSyomCclNDpZJ0q/d2ar62kaVW2KrRe9t2%20aDELu71PBZuVyhX05Grbs9CCTdhYaYAYsUk/JoyquIiEKlmVFxVV2YVeLSaSXZx4pbbCKXt3qGFG%20dde7eVeb6xKvN8dn2OJL6wiWc2WxUH8igI+8AokrQ5lVBUcf96s4xWm10kuEr+awmV1F7L/D9pj6%20Q7pWdPXaBMcurs6JZGZEWwwyaFv3dqW4huI44ikrxYCIiuA4IlXg6W+k4qPCJWUU92Jy4vzF1udp%20tV1irEukNifEVUJY8loHm1IeRchoQ4pVWky6bC2q1kkVChsKkFUWCith+QVByJutnmYDs83wVarr%20XSVoqU0GMem7O5eJF3eYF6ZJjJCcVwRIVjoSkoYYbUJeXNjVaWNaJX8C1XZs858DSulwtRWgLPBG%200muYreMZlI6kq44q0g5McfgqZW0rbQhWXaSQjRY0SO3GisgxGZFAZZaFAABTYgiI4IiJ4kqW23Vk%20JJXHZUEnwhQhUV5FTBfBy/FUNVB0wYMSBEbiRGkZjtJg22mK4Yriqqq4qqqq4qq7VWpqDvoBQCgF%20AKAUBXY94tsG+3hqU+jThusEAqhLinu4J4EXw0BOTHgahvvE5ugbbIydVMcqCKrmw+DlrPOlSEnW%20ljtL5arJKlbTzBadTanstgn3oLnMGTN0zNmxnpDzr43N4ZWCXFltxSGLugdFd3gK4Knm4JVs1Ui4%20qyzKs1YrHLFt1aNJEGnJSv7WZbrom8NNlL9Og2r3XOSbbrG/aZbkSJVqjwLZPYWU85IIH5LZi8iO%20OkZ4ObtCy5sEXHCt5W4/YzHFbqVpw85zxk+w/Wy6vfW82hWRsKAi2PvTN+wxP20mgJSgFARemv6a%2059snfxjtASlAKAUAoCs60umhbUVtuWqXGWnIb5PWxxwTccB0WyQ3ABtCLzW1XMWGCJy1Ckoyrpo+%20R38CcLlGmiq5dHEsMSXFmRWZcV0X4sgBdYeBcwmBpmEhVOVFRatKLi6O8rGSaqiOuH3htH0ZX1Bq%20CSWoDxt3hffzUX/UpX7Yq+t8L+VH3Uevld1bivLyLW5c9haduyM6XscOI371cCt0VUYFcEBFZHAn%20S/BH/avgr5bMyqzlJ2RxPyRwx8NibnJ4YVv17tZLQbQoPpNnue9T/wAE8MAbRfwWh/B+PlWsp5tm%20GNkeneRm+JqsEFhhzveSVYnIau74NO3a6XeyyDtUi+6ejx5zcm3QlAXxmPNIMd5VIm8W0TMK+dyq%20iqi1k1Ks6XuFIvVKunydxomqR1Y+1tjTr3FJu/dtrxkWZTsOTO1LOsNugxbhAeFpqFdYThIrr+BN%20Ju8jqLigkmwky7a3k+3LDpnCVdFKJT6LqGMVWKctEZqmm11j9uraXHvAk6k1LarrpyHbHpHUkq2l%20dEbJtVuEY0RyS3HVVTIaZeRVRfixSq2OcZ07Cm1TYlY+clKUYYa9twv2189GQUfSV1jWFh6Vpq5k%20LdzmvWJu2vtM3G3xHwwFt5c6ZxdLFCTOqoi1SUW4pPv4JRb0X2Jlk1ib9DFF002K1o2P3VaWmaW0%20FabLNXGXHbUpCZs2U3CU1HN4cubCt8xp0S0JLkRllqlXrbfKy2VmaCgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAin/vTD+wyv20egJWgFAKAUAoCJ1X93p30E+slALj94LR9GT9QaAlqAUAoBQF%20NuWlLtO707RqJ3dlZbVbpDLIKXnpLkGOJoGH6McMcaZVjm3e0kuljMtUUrk23yWFxMc4EGKjmRUz%20CuCpj4UWgKyzY0XUcxv3+amWHFLOjy5lzOyEwVcORMuygJHs8nEp/r1+SgHZ5OJT/Xr8lAOzycSn%20+vX5KAdnk4lP9evyUBjT4MCA2hyrvNbzLg2G/VTNfEAIKkS/ElaZeVKbsRtk+HnmOkVXzb3oMFqz%20XueYk3OnW2HjjmdeQ5Bp4smCi2nx4rWtMuF/alzfadOHJyr/AOpL93rfQV3X7p6MZgP2x11HrtLS%20PJutwkuDEjooKeeQ4PnIhKOUUzImZUrDMz5TlR3Ub2WaFtZjnZ88xVdyaVFcq6aakVtzvI1E9aLe%20/CiyGrkdqkXu5xZcp4RGNGc3eDGCCWL2GZtTTDCqSko1b7sVFvX2tHDSc8VVpaZSklq7OnczYrUW%20bdtMxrtYbk+j01hqRG99fcVlBcFC8/dZS2IvgWrZ0XBtPReUypqca6yl6f1FrG76OuWpynRYdugS%20JO5nOOzFYfhREVHJAtoW8HEwLKmO1KpmSwwUnpVaabe7y+dGkY4puC0OldFdPJr3lq7vm75f9I26%209Xt2Tb5s9vfpFYkGoiya4squdFJCJvAlTwY4VrmQwujv07Hq4GUJ4qtXaNq1+WgsXZ5OJT/Xr8lU%20LnVL0pGlxnI0mdOdjuplcbV9cCTxLgiUoSnQ7A04ACgBcJwgKIgij+CIiciJsqW6kJUPvZ5OJT/X%20r8lQB2eTiU/16/JQDs8nEp/r1+SgHZ5OJT/Xr8lAOzycSn+vX5KAdnk4lP8AXr8lAOzycSn+vX5K%20Adnk4lP9evyUA7PJxKf69fkoB2eTiU/16/JQDs8nEp/r1+SgHZ5OJT/Xr8lAOzycSn+vX5KAdnk4%20lP8AXr8lAOzycSn+vX5KAdnk4lP9evyUA7PJxKf69fkoB2eTiU/16/JQDs8nEp/r1+SgHZ5OJT/X%20r8lAdOn43u1yvLO9cewfZXePFnNcY7fKtATbjYOATZihAaKJCu1FRdiotRKKao7iU6OqKZaO6HRN%20sR8Bjuyo70V23sxpbpPNR4b5qbkeOBbG2yVeT4E8VGqpp6UlXT2brdhFbU1obeysr+UldJaIsul2%205KW9X3n5at+8S5bqvvkLII20CmW3I2KYClXlNvlrvbvb2kYVXhRbFqRP1UkUBFsfemb9hiftpNAS%20lAKAi9Nf01z7ZO/jHaAlKAUAoBQGmu+N2bbNdWW9ld27HCZtFzZj3B5tpxv3xd04Mf8ALoTeZ8AV%20MMMxIioO2scTi8ylrcI0XrUlaudOy00wqSgtGN1eqsbH0q2y3abM0ZPuFx0lZ51xie4z5MNl2VDQ%20VbRpwwRSDIu0cF8C8ldedFKbSObJk3FNmFcm9QdoLblkREVUk7jFhxcByj8/8r5y/FhWRqSO61V+%209Qejve3oDyZrZiQ7ry+tGQlIW4SkMhRRBSR0lVURVJUT+2vpo58crw6nK5RR7XhstzUYq+hCPMe7%20kQu4EY/gCuzk8K11eGz4ZsFNXM7HkxyrZ9p+qvP1Xm6bprG+WBrTmn4N5jaejyrON1lXRq2uznEQ%20AbAQcbRXvM87EzwHKKcopXymfmuebOr7nJa3yLznheKzZTabtxNpbErbF5qEn3gd5WtbTJ07b7Pc%20bfLclyYPWs5iOqgjEs8jWAm66n5ZcV2YLl5FqsI4s7DSkbVxpWnC845umTirV38KpV8xcdeXTvIs%20+m5U6xtW6fMbEyVHQcYbZbBs3CeJVdczZcmCCg7VVPBjXPnScYt7HadGVFSlTydpWAvXeLce6y06%20ue1ZDsTIWpLjcpKW8HXHDVlDRF3hk2iY+AG0VV5K18Z/SlJrRctb0dXEz8N/Uovav2Jst2irlru9%20aStF2uPuUGdOitSH4pR3swE4KFgv5YcF8OGGzkrXOhhm15buFxlkyco18t/G8mBj6nFSUZMBFJcS%20VIzqYryYr+XrI0OW61V+9Qejve3oButVfvUHo73t6AbrVX71B6O97egG61V+9Qejve3oButVfvUH%20o73t6AbrVX71B6O97egG61V+9Qejve3oButVfvUHo73t6AbrVX71B6O97egG61V+9Qejve3oButV%20fvUHo73t6AbrVX71B6O97egG61V+9Qejve3oButVfvUHo73t6AbrVX71B6O97egG61V+9Qejve3o%20ButVfvUHo73t6AbrVX71B6O97egG61V+9Qejve3oButVfvUHo73t6AbrVX71B6O97egG61V+9Qej%20ve3oButVfvUHo73t6AbrVX71B6O97egMWOF0HVMb391h1Vgyd3uGzbw/LR8c2c3MfBQE/QGAxqCw%20yLo/aY9yivXSKmaTAbfbKQ2K+E2kJTFPjSidU3oQdjSek+2m/WK8NuuWi4xbi3HcVl84jzb6NuJt%20UDVsiykmPItTSxPQw7HTSZ1QBQETqv7vTvoJ9ZKAXH7wWj6Mn6g0BLUAoBQCgNS6k7xrh/qJMsTV%20/b0/DtRQgRXIRS2ZLspcSCS6g/kBy+aBbwPOXlXkqMh4nX2sNOGvXqXMM7sqns4q8dWrX0m2SMAb%20UzJBAUzEargiIm1VVV8FSQits6i0+mpJjq3OIjRQ4oC5v28qkLshSRFzYYohJj8dCST7T6a4tC6Q%201zqAdp9NcWhdIa51AcXNV6YbbJw7vDQBTFV94aX/AGIVWhBydEqs0ysqWZLDFVZELrSHcVywLjDg%20xV5Zsl5rekn/AMNhS2fG5+LW+CEO88T1Lzvq5Tr+FlZXfeOXqxu4y/l5TJgTNGxHFf62iSJh7HJb%208lo3V+DFS81PgTZVMzOlJUujqRjneLnNYe7H1VYiQ7T6a4tC6Q1zqxOYpHeSzFvcmw3G1XO1THLL%20LKQ7aZ0wGY0kXGib84xR7KTebMOILVEmp19mUeXSS7Y0u7UXyaClLoSdAtcPq+/2eXcZFqmWa5C/%20MRpphqY8rwmwSC6TiMZlAQLLinhTkqZQTTi7pRgm9PY00277BF9pS0xlJpe9ors3FrC5yWLVdtGW%20q42tu3QrG1Es1zORuyKYbRNlvCxUco+aXmIuHh27KnxNc2M3pcqfdsr1Dw6WU4bFV762GPfNPwn+%205mLoW2Xm1syxjwokoilgLRNtuNlKRDRFJc4CSfN247a1znGedGXoKadNiu8xnk4oZb9dxf4pftZs%20ZnUWl2WQabukIW2xQQFJDSIiCmCInnVSTq6stGKSojn2n01xaF0hrnVBI7T6a4tC6Q1zqAdp9NcW%20hdIa51AO0+muLQukNc6gHafTXFoXSGudQDtPpri0LpDXOoB2n01xaF0hrnUA7T6a4tC6Q1zqAdp9%20NcWhdIa51AO0+muLQukNc6gHafTXFoXSGudQDtPpri0LpDXOoB2n01xaF0hrnUA7T6a4tC6Q1zqA%20dp9NcWhdIa51AO0+muLQukNc6gHafTXFoXSGudQDtPpri0LpDXOoB2n01xaF0hrnUA7T6a4tC6Q1%20zqAdp9NcWhdIa51AO0+muLQukNc6gHafTXFoXSGudQGNYJcWXc7y/FebkMk+ygutEhiqpHbRcCFV%20SgJugFAKAUAoCLY+9M37DE/bSaAlKAUBF6a/prn2yd/GO0BKUAoBQCgK1q3WkGwzrTbSt0q7XK8u%20OtwIMP3beLuG1dcMllPRmxERTlzVCdZUWqvCqXnJapHE7qpcpYIrzj0Zp1xg4zjgoRx3VBTbVUxU%20CVsnAxTkXKSp8NWaoyqZHXD7w2j6Mr6g1BJLUB431+ZBr7UJCqiSXKVgqbF/OlX1WRCM8mKkqrCj%202MiTUU1qK84ZGqkSqRLyqu1a3hCMFSKojSUm3Vnp97u+k6gsGnrlbbkFsuHUY2yS67G96A4kphve%20IIo4xlcFRRRLFU8YrXyHiMtPMzE7p2Pg62fsZ5E5UknpjJtdHlcY95/7fdMS4NvYt02bb5ESRBek%20yPepZpICAKCAkyD7TIGopgjgjiPgqVN/EU9TbpvVPLWc+D+ng2UrxqWmJZtTzY2qLfd5uMC4G7Hs%20mZtvOxFNhG/O3ZYueepEimWZU5cKxzIY8vC+88XTZzG0JYcxSXdWHl0laufdFe5GnNIWCLf4427S%204MrJiS4ByI896OCCyb7YSo5IDZJnRvOqZuXHCtpzbzficmx69+rUZKK+G4a3V7q1pu16zY1vCe3C%20ZC4PNPzRHB96O0TDRF4waNx8gT4FMvjqrpoJVdJkVBIoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUBB3M54algrCZafc9ylZhedJkUHex9qELb2K/BhQEySvKwqoiI9l5EXFELDx4Jjt+Cq%20zrhdLyY0raeZbJdLzA0v7m5CgSrpdIOoihymmT60iSGSNXlN5SPMLuOGUQDDZtKs811yqL+zF8K2%20p87rvsLwqs2r/utcaWNdXOXjuoRtNdtJbcvuC6TtKzcnJv8AM5u83+9u/Htwrtl3s7V8RU/Db5jj%20hXDle5L+L9puWsDoFAROq/u9O+gn1koBcfvBaPoyfqDQEtQCgFAKA17q7upG+XidJauowYF7SIl8%20iLHRx533FzO0rD28BGVXkLM2fwYVGXFRexTx8adHlUTtW3C48H5/KhsEQEQQE+aKIifElWbqQlRU%20IphsO1E1MqYe4xPB/wDGk1BJKbpv0E8iUBWNe2DUt2t0dnTs4bdJbezvOq44zmbyEmXM0JL85UXC%20ss2Mmuy6Hb4HOysuTeZHEqak+kkLTpxiMMeRPNZ90abESlvqh5SyohbpMBEEXxoKKvhxrqedLDhV%20i2ad+sjO8Y5JxgsENS079L5dxrq86/lOd41ws63/ALPQLPJgRmg6v97jynJKZ3Alvq2u4z4o20W9%20b870uSsch4rfbcaa6LX62ncrjjzuzZ7OKu96vV177yUlXDV9o7z7Nb5N6bm2m9lMJ2C7EZhxo7IN%20oUYIr64uyJWcSzjvS81VLICIi1OTbWLtajXbWuherR230s7VtBm93EvWS4Utq9daUuroVjpk98c+%2062bTa3S0XeXAuRG3BtsCK3BMJMyW4LbKOe9RpJ4CpYrkIfNxqlJOcYq+bpbcr23ydBdNKLlK6Kbf%20Vy9JS9daw7wtPXlq1N3ps5cC2wHRII8RWJkt2QjUkrkZB/gWVT82WdpFx2ERJhWsGpTdLscY0fq0%201+v7PJEzo1FVvwye2uiz1VpdN7RvFtsVbFTAUNUTMg7Uxw24VDvsIi20qnLdt+inkSoLDdN+gnkS%20gG6b9BPIlAN036CeRKAbpv0E8iUA3TfoJ5EoBum/QTyJQDdN+gnkSgG6b9BPIlAN036CeRKAbpv0%20E8iUA3TfoJ5EoBum/QTyJQDdN+gnkSgG6b9BPIlAN036CeRKAbpv0E8iUA3TfoJ5EoBum/QTyJQD%20dN+gnkSgG6b9BPIlAN036CeRKAbpv0E8iUA3TfoJ5EoBum/QTyJQDdN+gnkSgICLdrRAvl4amTGI%20rhusKDbrgNqqe7gmKISpjtSgJuZKCLDflHtbYbN0sPEAqS/3VnmzwQctSbL5cMUlHWzRtj74Lsuj%20rlquRqBJVxKyu3RrTL1vVhlpwnFRo4crI0r7LWKNu+c753KQ8lXzk4RaTq+xbpTls9X1bNF7qVy2%20pSTuj2+Kjt9ay23TcqF27utR6hPUl40vfLiV2egw4Fwjz3GmWXFGY2SOtkkcGW8oON4h5mOC7VWt%20Wk8VPQm479K469BjGbeD24YtzrR8DYVZmooCLY+9M37DE/bSaAlKAUBF6a/prn2yd/GO0BKUAoBQ%20CgNcd7Vo03NVhy76Tmahle5y2LdLjxzmtRnXRHASZAiUDNRTK7u/Nw+cNY5kW1JRsm42Pjr0cxrB%20pONe6pW/atPOWjQFvvlu0TY4N9cV28RobLc4yLeKrogiEin+EqcirXZ4iSc215azlyItQSflq5jo%20uVslrqC24XWUO8SSo4JG/JplHYGLK7PpY1iakl1LO43O8kT+XoDyPrwCDW9/AnCdIbhJRXDy5iVH%20S2rlQRxX4ESvrPC/lR91Hr5XdW4gV5FroLnsDSdomnpWzGl4mNoUCMqNikXKKKyOxMWFXBPhWvkM%20/wDMlvfSeRmd57yW6lncbneSJ/L1kUHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7%20yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7j%20c7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs%207jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egH%20Us7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5egHUs7jc7yRP5e%20gHUs7jc7yRP5egMSPDfjapjI7NfmZ4MnBX0aTLg9H+bum2uXHw40BP0BgRNP2GHcpN0iW2LHuc3B%20Jk5phsH3kTk3roihn/4lorFTQHa6vQfbTYLFZweC0W6LbgkOK9IGIy2wjji7FM0bEcxL4121NbEt%20CDtdXeZ1QBQETqv7vTvoJ9ZKAXH7wWj6Mn6g0BLUAoBQCgNKd69inWzU03vEnM2e8Wu1sQoseyzo%203vT4oUhN440ZKIx3cxIoFlPHDwVXJeGarfOaW6zX5ucnN7UfcjJ7+Hn5jc4OqUYXgBVUgQxbTBFX%20FMUHbglXkqOhSLqkyuM3S5JqOYaWeSprDiorW8jYoiOyMCx3uXBcfH4KgsSB3m6iBF1HK81FX87E%208H/vUQNOJ/3PylRF7Nht/wD3i+wr2/0hetzfad3ye074X/crLlTY0VNOAiyHW2kVJiqv5QkHYisi%20nh8K1WX0lJN4rtn2kPwlFeWDU3d9cL1epksGJcS2XZ2G/eoAhDNx9y3khMq0+sodyhZBQ8Wzxw2Y%20V4uWsLT1Sxr3qU5NPnOLM7Setxw8K9PlQyHdKarnait9wvTsy52yzzXLjarcTEBl1t42yabFyS3J%20QXG2RMsqbkSxwzEuFIVj2r5YZKvva1rpZoWwTVVhXdrF/h1cbdJ0ppjWd3g6YPUoSpNw0/dTurho%20MBEkIJPJGbNG5AA2Tbbo4qObanh5atDsyjLSoOL3uKTfSMztKUVYnJNbk604nTq3u6ud/vVymstz%20IEO/Ro8O/Q0CG8bzUZzOCsPLKDcGqKokqgaYeBFqkIpVrdiUuK813WTJ1o9Ki48GbAauVzaaBoLH%20KQAFBFN7E5ETBP8AzqvJ1dSkY0SS0HLre68Dletie2qCw63uvA5XrYntqAdb3Xgcr1sT21AOt7rw%20OV62J7agHW914HK9bE9tQDre68Dletie2oB1vdeByvWxPbUA63uvA5XrYntqAdb3Xgcr1sT21AOt%207rwOV62J7agHW914HK9bE9tQDre68Dletie2oB1vdeByvWxPbUA63uvA5XrYntqAdb3Xgcr1sT21%20AOt7rwOV62J7agHW914HK9bE9tQDre68Dletie2oB1vdeByvWxPbUA63uvA5XrYntqAdb3Xgcr1s%20T21AOt7rwOV62J7agHW914HK9bE9tQDre68Dletie2oB1vdeByvWxPbUA63uvA5XrYntqA6dPvPP%20XK8uPRzjOK+ziy4oESYR2/C2Rjt+OgJlxsHGybNMwGiiSL4UVMFqs4qSadzJi2nVGsofcZAWOUC6%203Q5tqjWuTZLNFaZSOceFKNDLeuobm+dFAARJBBMB2iqrUyTade81BV9y6zfa/MKpNU7qcnT37+F9%20OksWiNCyNPy59yuVyS7Xi4Nxo7soWPdmxjw28jIC2rj64+cRGWfaq8iVo51r7UnJ735tXSUUEmqX%20RjhW7rLbVCwoCLY+9M37DE/bSaAlKAUBF6a/prn2yd/GO0BKUAoBQCgKJ3ya+naN0fImWhpuRfHA%20NYLDm0UFkFdfeMcUxFpoVX4VwTw1nKTqkuOxVpzuiW1mkIppt8N/lbuTLbYZr06xW6a/hvpUVl53%20KmA5nGxIsE27MVrpzoKM5RVybObJm5QjJ6UjHuH3htH0ZX1BrI1JagPG3eF9/NRf9Slftir63wv5%20UfdR6+V3VuK8vItblz2no77o2P8A6fF/YjXyGf8AmS3s8jM7z3kvWRQUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgIp/wC9MP7DK/bR6AlaAUAoBQCgInVf3enfQT6yUAuP3gtH%200ZP1BoCWoBQCgFAUHXcTuttd7td51LEDrW5SmIcIh3q798Vxa3rLZI26jarihOCuWmV31GPedvIr%209m8ZnccncrOV3F+oCLY+9M77DE/bSaAkJH/Lu/QL+6pV4R4YD5g/ElfZs9okbB/X7X9sjfthrPN7%20r3MiVzPbVfHnjCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEVav6ze/%20/WZ/hm6AlaAUAoBQCgItj70zfsMT9tJoCUoBQEXpr+mufbJ38Y7QEpQCgFAKAoneX3VQ9ZxpbwXC%20VAuztvetsd1t0kYRt9UIkcaT5wkQjmwwxwrNwvppw1+66l1O6uivOqFq05aSs9gt9qN85JQo7bBP%20uLmI1AUFVxX/AGV0Z08c3LWYZMMEFHURNy0/aC1BbUVjFH0kk7557VQRX0tnL4KzNCR7KWH91/WO%20c6gPJOvGm2db39ptMrbdwkiA7VwRHSROWvrPC/lR91Hr5XdW4gV5FroLnr/SembI7pWzOuRsTODG%20IlzuJiqsiq8hV8hn/mS3vpPIzO895K9lLD+6/rHOdWRQdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/%20rHOdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/r%20HOdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rH%20OdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rHO%20dQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rHOdQDspYf3X9Y5zqAdlLD+6/rHOd%20QDspYf3X9Y5zqAjXY0KzakiHChPO76HJQwYxcLY6xgq7w02UBZVeAWN85+TBBznn2ZUwxXN8VRJp%20KrJSrYebZfebJn94F41FbrwBRi05cistvB8F3ZRTytmTaEv5VxRVzBUxwrO1ZOY/Sag9yb8yvLNL%204uWtClJb6KvPci590pv27WKWiO889b7hp233eTvXTdRJrhG244impKiuiKYomzZXXJW5kdEJpLc1%20d5+Jyxm2suTvlGVeD+03FWJuKAidV/d6d9BPrJQC4/eC0fRk/UGgJagFAKAUBofvnseuZepYV0Wy%20jcIEW6W1uzGw9ibQC5nfJxpGyUVcLYp44CKU8LZnRbvbf4aWde8jxFuU0rsP71V5rDeqo4TKpju3%20CHl+dlJU/wBuFGSits2+8rqOYKXVUcSHFUnNw1tRXZGA4cmzBfLQGc/bb7uHMbwqplLZ7u14qlXh%20Hi0PmD8SV9mz2jPsaEt8tqCWUllx0EsMcFV0cFw+Cs83uvcyJXM9jLbb7xhejtV8eeMOrb7xlejt%20UA6tvvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1Q%20Dq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1QDq2+8ZXo7VAO%20rb7xlejtUA6tvvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6t%20vvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1QDq2+8ZXo7VAOrb7xlejtUA6tvvGV6O1QDq2+%208ZXo7VAdOn2pDVyvISH/AHh1H2cXVFAx/wAO3h5o7KAnKA1VM78G42p9XwlgIVn0vayntzMyocl5%20t1WXAD8HILoq3j6QrVFKuU5+1GK+9WjfG7ZaWcf6kYa4tvZSnmdu2wsGgta3i73K5WS/xo8a829m%20JM/wamrJx5rakOG8xJCAgISreUVbT0ZOL36+Jkp1w+1HEuoutZlxQEWx96Zv2GJ+2k0BKUAoCL01%20/TXPtk7+MdoCUoBQCgFAUTvctV7e05JulqudziybdGeOPCtrosCb5Dg28+SYOGDPzlBCXFMfNJcE%20rOUsDxV5blba2tPPsNctKTSp1vYvJbSzaUuXWemLVcFltTylRGXTmsIotPGQIpGAkgkgkWKoioi/%20BXRnRSm0lRHNlOsVbUjrlfIA6gtqqMj8ikkTwiyV2qIp5uDfnfGONZmhI9prX6MroUv2VAeSNeOi%207re/uhigncJJChCQFgrpLtEkQkX4FSvrPC/lR91Hr5XdW4gV5FroLnsDSeoba1pWzNmMnMECMJZY%20kokxRkeQhaVF+NK+Qz/zJb30nkZnee8le01r9GV0KX7Ksig7TWv0ZXQpfsqAdprX6MroUv2VAO01%20r9GV0KX7KgHaa1+jK6FL9lQDtNa/RldCl+yoB2mtfoyuhS/ZUA7TWv0ZXQpfsqAdprX6MroUv2VA%20O01r9GV0KX7KgHaa1+jK6FL9lQDtNa/RldCl+yoB2mtfoyuhS/ZUA7TWv0ZXQpfsqAdprX6MroUv%202VAO01r9GV0KX7KgHaa1+jK6FL9lQDtNa/RldCl+yoB2mtfoyuhS/ZUA7TWv0ZXQpfsqAdprX6Mr%20oUv2VAO01r9GV0KX7KgHaa1+jK6FL9lQDtNa/RldCl+yoB2mtfoyuhS/ZUA7TWv0ZXQpfsqAdprX%206MroUv2VAO01r9GV0KX7KgHaa1+jK6FL9lQGLHuUWdqmMrCOpu4MnNvWXWeV6PhhvRDHk8FAT6oi%20oqKmKLsVFoCAe0FpN6/DfTtzS3AYrkHFEwbVh5cXBJtPMLNyYqmOFRRUktEr+BLdqfq2o46V0Hpz%20S5yHLUy6jskW2zdfeckGLTKYNMgTpEoNAi+aCbEq7k2qeTe0q0q1/YtxYaqSKAidV/d6d9BPrJQC%204/eC0fRk/UGgJagFAKAUBQNc6x1pp2929Y0OBJs82VHhsQkJ47nJJ4lR42hHI22LA+euKHinLlqc%20pYp4Xp5lS99HnJnZFtaFyutyL/UEEWx96Z32GJ+2k0BISP8Al3foF/dUq8I8MB8wfiSvs2e0SNg/%20r9r+2Rv2w1nm917mRK5ntqvjzxhQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoCux7Pa519vDsyM2+426wIEaYqie7guCf20BOTI5yIb8dt44xutk2D7eGdtSFUQxzIqYjypi%20lUzI4otay0ZUad5pZP8At+u4TrtCS+k7YJenUskU3m4+/R0XTcHei0y2hCJFnz5s5Fjmq0quElpc%20oNaux0aqKyhC78XsnX79/Xv4l17v9IaggXu66j1EMZm5z40OA3FhuE+2DMJtUzq4YMqpOGarlyea%20mG1a1cl2qenNy3aEvtMlCmH2IYd9t+wvVZmgoCLY+9M37DE/bSaAlKAUBF6a/prn2yd/GO0BKUAo%20BQCgK3qzR3X5tmN9udnwadjvNwHmkaeaeTAhcafbfbzJ+CYihp4CqjgnWtqao15WrhQspNUpenXy%2018SZs9pgWe1RLVb2kZgwWQjxmkVVyttigimK7V2JyrWs5uTqzOEFFURiXD7w2j6Mr6g1UsS1AeNu%208L7+ai/6lK/bFX1vhfyo+6j18rurcV5eRa3LntPR33Rsf/T4v7Ea+Qz/AMyW9nkZnee8l6yKHB4l%20FkyHYoiqovwolcn1DNll+HzJxslGEmt6TLQVWiG6zm/pP+Efkr8e/wDX/Uv7n7sP5T0Pl4ajsj3C%20Wb7YEeIkSIqYJyKvxV3/AEr/ALT4/N8VlZc8ysZTin2Y3N+6UnkRUW6ExX66cAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUBFP/emH9hlfto9AStAKAUAoBQETqv7vTvoJ9ZKAXH7wWj6M%20n6g0BLUAoBQCgKB3g6V1vqlHrGBWsNOSHYroziKQ3cIysuI45kbQHWnSLLgBbxvL8NRBdpOXoyrZ%200fbq0EyfZaXpRa5dP2U4l83SbndKpYZciliqFhhhjmTbj8NWbqysVRUK4zYIS6jmNb6ZlGHFJFSZ%20KQsSdkIuJbzMqebsTHBP7VqCTOf05BRhxd/N+aX/AM9L8X/q1KvCPFgfMH4kr7NntGfYxQ75bQXF%20EKXHRVRVRdropsVNqVnm917mRK5nsjs5A/TzunTPa18eeMOzkH9PO6dM9rQDs5B/TzunTPa0A7OQ%20f087p0z2tAOzkH9PO6dM9rQDs5B/TzunTPa0A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/TzunTPa0%20A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/TzunTPa0A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/Tzun%20TPa0A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/TzunTPa0A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/%20TzunTPa0A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/TzunTPa0A7OQf087p0z2tAOzkH9PO6dM9rQD%20s5B/TzunTPa0A7OQf087p0z2tAOzkH9PO6dM9rQDs5B/TzunTPa0A7OQf087p0z2tAdFgitxbleW%20WycIBfZVFdcN49sdvlNwiJfLQE3QCgFAKAUBFsfemb9hiftpNASlAKAi9Nf01z7ZO/jHaAlKAUAo%20BQGt++mDpA7S27dLS3e9RSwct2mra6pOZ5UlPnNtEu7AgwzE9lzAKctYzg5PDHvyVK6lpeymm6ti%20NIzUVil3IvlehbW9CLho613K06UtFsukpZlxhxGWZcolUlN0ARCXMu1dvhWuvOmpTbXl+05smLjF%20J+X7DBuVxnpqC24WqQW7SSgIhx/yiZR2ji7s/wDFhWRqSPW914JK9bE9tQHkjXhket7+Ztq0RXCS%20pNkqKQqrpbFUVIcU+Ba+s8L+VH3Uevld1biBXkWuguewNJ3S5BpWzCFnkuCMGMguI5FRCRGR2ohP%20Iu34Ur5DP/MlvfSeRmd57yV63uvBJXrYntqyKHFy6XMmyErNJbEkVCcVyKqCi8qqiPKuz4Erg+q/%204mb/AMc/4WWh3kYFfz4escmjNtwTBtXTFUUWhUUIlT8FFJRHb8K16v0P/Oyf+SH8SM83uvcZ/W91%204JK9bE9tX76eWOt7rwSV62J7agHW914JK9bE9tQDre68Eletie2oB1vdeCSvWxPbUA63uvBJXrYn%20tqAdb3Xgkr1sT21AOt7rwSV62J7agHW914JK9bE9tQDre68Eletie2oB1vdeCSvWxPbUA63uvBJX%20rYntqAdb3Xgkr1sT21AOt7rwSV62J7agHW914JK9bE9tQDre68Eletie2oB1vdeCSvWxPbUA63uv%20BJXrYntqAdb3Xgkr1sT21AOt7rwSV62J7agHW914JK9bE9tQDre68Eletie2oB1vdeCSvWxPbUA6%203uvBJXrYntqAdb3Xgkr1sT21AYbU553U8YpcRyAgwZKDvjZXNi9Hxw3ZucmHhoCwKq5cRwVcNm3Y%20v9u2jBqu8942stJ6gbiajW2z2JNvuFyWHbm3m3YjcIczauPOuEjoubAUt0GBeBay+JSMq3xinXRV%20ulOq3gXwVcaXSnThStfs5yR7vNeaiul8KyahSIcqRa4t7hOw2zZEWZKkJMGBuPZibIfnoSZsfmpX%20S4JYlphKj21VamCzK4Xomm91GbErM0FAROq/u9O+gn1koBcfvBaPoyfqDQEtQCgFAKA1T3txpMSf%20Cdst3uhaxu0qMzZLazLcCK02yaLIcOK2oNG1u8d4TyF8CpVcpP4iS11l7vm2aa6ScymBt2WUXvaN%20vmobTz7tnO8SJkHFw+RNibV+Kru+wrGtLSts6l0+mo5jy3BhGihxQE94OCkLshSTHxpmSoJM5/VW%20m1YcRLnHxUS/8wfF8dSrwjxaHzB+JK+zZ7Rn2MxC+W0zVBAJcciJeRER0VVazze69zIlcz2Ouq9N%20J/8Aycb1g/LXx54w7V6a4nG9YNAO1emuJxvWDQDtXpricb1g0A7V6a4nG9YNAO1emuJxvWDQDtXp%20ricb1g0A7V6a4nG9YNAO1emuJxvWDQDtXpricb1g0A7V6a4nG9YNAO1emuJxvWDQDtXpricb1g0A%207V6a4nG9YNAO1emuJxvWDQDtXpricb1g0A7V6a4nG9YNAO1emuJxvWDQDtXpricb1g0A7V6a4nG9%20YNAO1emuJxvWDQDtXpricb1g0A7V6a4nG9YNAO1emuJxvWDQDtXpricb1g0A7V6a4nG9YNAO1emu%20JxvWDQDtXpricb1g0A7V6a4nG9YNAO1emuJxvWDQDtXpricb1g0B06fmRZlyvL8V0X2SfZQXAVCF%20VSO2i7UoCZcIgbMhBXCFFUWxwRSVE5EUlRNvwrUN0RKVprWX3u3Wwy5EbV9jbtrg2mReYzcSX74a%20NxSQTZkfkmhbcXOOVRIxVcUzVVz7MvWio7u06Urv2bSVG2Pqycl+FVrybSd0NrmdfZ1wtN3tzdsv%20NvajSTYYfWS0UeY2ptELhNsFmRRITRQ2KmxVraUKVp6MnF715mZKdae1HEt20t9ULigItj70zfsM%20T9tJoCUoBQEXpr+mufbJ38Y7QEpQCgFAKA1/3qt91kEYN/1uStyIqlHtbrciSzIzPKiGLAx3GzVV%20/Cw8FRBdui70qLy2FqNx9lW+XmLxb4caFCZixkJI7IILSOGbpZU5MTcUjL4yWrSbbtM4UpYYNw+8%20No+jK+oNQWJagPG3eF9/NRf9Slftir63wv5UfdR6+V3VuK8vItblz2no77o2P/p8X9iNfIZ/5kt7%20PIzO895L1kUOuR/y7v0C/urg+q/4mb/xz/hZaHeRXa/nw9Y7Yn/NM/TH++vV+h/5uT/yQ/iRnm91%207iw1++nligFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEJcYUKZqaC3LjtyGxhSiEHQE%200Qt7HTFEJF20BMoKA2gtigoKYAKbETBNibPBUOtLAjVto7tdYOzdSFqZ23Te0wPxpVzZcf8AemIh%20CoMR2Gza3aA3jj87au2qPLTysDvdreuW3Yi2JrMxq5XLUtPFkr3f9396st4cu99lRpExq3xrPBSK%20h5UixcS3jimgrvHCLFUTYnjroc64npnKr4KioZLLSwpXQTS4upf6zLigInVf3enfQT6yUAuP3gtH%200ZP1BoCWoBQCgFAUu793Vpkaw7UrfLjbrvIaCG2jL0cW1aBc26bB5lzDMqYllXFajL7Naela+HmE%20+0lX0btlS5imAomKrgmGK8q1LCIxj70zvsMT9tJoCQkf8u79Av7qlXhHhgPmD8SV9mz2iRsH9ftf%202yN+2Gs83uvcyJXM9tV8eeMKAUBx3jfpp5Urn+byfXjyonCxvG/STypReKyn6ceVDCzlXQQKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKArse3uSr7eDCbIioLrCKDCtoJf4cFxXOBrQF%20gcIwaIgHeGIqohiiKSomxMV2barJtJ0vJSttNKRNAa21HbdVhqy0JE1HqWK9GG8e8sPxoscFzRYj%20LYFvUBFwI1w84tq+ColD+nhXeqpP2pJ8ypYiVP8AqVfdtS9lNX7XrLb3d6Y1CxqC76mv8QLfMnRY%20NvYhA6Lyo3DbXO4Rgqj+UcNcqcuCba3clSVPTm5btCRioUwr1IYd9t5sCszQUBFsfemb9hiftpNA%20SlAKAi9Nf01z7ZO/jHaAlKAUAoBQGsf+4TTrFz7vZ0pm3e/XePuW4Rg0rrwA5KZJ1G0RCVMd2mKp%204qQszYP2413JmsHZJP1ZcuFmzG/zY/En91S7zny+6txWrkmoe0FtylExwk7jEXfm5Rxz7eX4qguS%20OGq/Sgfivc6gPJOvN923v++y77rCTvMmOXNvSxwx24V9Z4X8qPuo9fK7q3ECvItdBc9f6TTU3ZWz%20booW69xjZM4u5su5HDHBcMa+Qz/zJb30nkZnee8lcNV+lA/Fe51ZFDi4mp8hb0oW6wXeZRdzZfDh%20iuGOFcH1X/Ezf+Of8LLQ7yMGv58PWOTW+3g7jLvsU3efHLm8GbDbhXq/Q/8AOyf+SH8SM83uvcZ2%20Gq/Sgfivc6v308sYar9KB+K9zqAx7jM1TChOyj9xMWkRVFEeRVxVE8fw1x+P8YvDZMs1qqjo40Nc%20jKeZNRWkge3Oof3eJ5Xa+V/9tlf2pfiXUel+jy9ZchlWzVWo581uKDUNsnM2BLvVRMoqXj+Cu76b%20/wBoy/FZ8cpQcXKttVoVTHxH06WVBybrQnMNV+lA/Fe51fUHnDDVfpQPxXudQDDVfpQPxXudQDDV%20fpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQP%20xXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXud%20QDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQDDVfpQPxXudQGNHS69qY3WCsKvuMnd7hDT/AM6P%20jmzqvwUBP0AoBQCgFAROq/u9O+gn1koBcfvBaPoyfqDQEtQCgFAKA0/3qWLJ3m6AvZzZDpO3YYzM%20Ej/wzQjHcIiFtOUzXlJanw9mbvhLzFs23Jexx6Tb5qSASgOY0RVEccMV8CY1BUrLM6+9o5hJawVx%20YcVCb95HYKOyMFzZPDiuz4KAzn7hqHcOY2kETKW33ofF9CpV4R4tD5g/ElfZs9oz7GpJfLaopmJJ%20cdRHHDFd6OCY1nm917mRK5nsZbhqHhIdKHmV8eeMOsNQ8IDpQ8ygC3DUPCQ6UPMqs7mCPr+bz2D6%20KkhIojmJFxEccMV8CY11eB/Ph78ekrK5mf1hqHhAdKHmV/RB5I6w1DwgOlDzKALcNQomPVAdKHmU%20bBB/6hP8JL14c2vmP/XeC9v8P2no/peds5TkGvpJmIDaSzGqCn5cOVVw9Grw/wC1+DlJRWOrdO79%20pD+mZqVbOUmusNQ8IDpQ8yvpDzx1hqHhAdKHmUA6w1DwgOlDzKAdYah4QHSh5lAOsNQ8IDpQ8ygH%20WGoeEB0oeZQDrDUPCA6UPMoB1hqHhAdKHmUA6w1DwgOlDzKAdYah4QHSh5lAOsNQ8IDpQ8ygHWGo%20eEB0oeZQDrDUPCA6UPMoB1hqHhAdKHmUA6w1DwgOlDzKAdYah4QHSh5lAOsNQ8IDpQ8ygHWGoeEB%200oeZQDrDUPCA6UPMoB1hqHhAdKHmUA6w1DwgOlDzKA6dPuSXLleTkspHeV9nM0ho4if4dvDzkRKA%20nKAUAoBQCgItj70zfsMT9tJoCUoBQEXpr+mufbJ38Y7QEpQCgFAKAp+udfv6dmxLdb7Z1tc5MeVO%20OPvvd0CJCFCdPPkdxNVMRAcExVeVKpjSbr3Yqr3Vpx+wuo1prlKi30r5cCxWO8Qr3ZoN4gkpQ7gw%203JjqSYFkdFCHFPHt21tmQcZNMxy5qSqY9w+8No+jK+oNULktQHjbvC+/mov+pSv2xV9b4X8qPuo9%20fK7q3FeXkWty57T0d90bH/0+L+xGvkM/8yW9nkZnee8l6yKHXI/5d36Bf3VwfVf8TN/45/wstDvI%20rtfz4esdsT/mmfpj/fXq/Q/83J/5IfxIzze69xYa/fTyxQEZqb+hS/oj9dK8T/sf+Dmbl/Ejs+n/%20AJ0fLQa6r8gPqiX0p/Xo3xH+zKvoP+r/AOfl/e/hZw/UvyJcOk2DX60fLigIvUeooGn7ek+cLhMq%204LWDSIRZiRVTYqj4q6fC+FlnywxpU4vH+Ph4XLxzrStLCs/6yaU/RTPVh7SvQ/Q8/XHl+w8b/wBX%204XVPkXWTul9ZWnUnvPV4PD7rk3u+ER/OZsMMCL0Fri8X4GeRTFS3Uen9O+q5Xi8Xw69ml+2u3YTt%20cZ6YoDDnXmzwDFudOjxHDTMAPug2qpyYohKmyockrzHM8Rl5bpKUY72kY3avS3GYPSWedUY46zP5%207I9eH4kZsK4QJ7SvQZLUpoSyE4wYuChIiLlVRVUxwVKlNO42y82E1WLUlsdTIqTQUAoBQCgFAKAU%20AoBQEU/96Yf2GV+2j0BKqqIiquxE5VqG6WgoOmO9hm96gj287aUW33RZaWO475HFkLBPI8jjWQN1%204w84sU8VWy+0tuFSp7LIm1F/ew8b+Qv1QSKAUBE6r+7076CfWSgFx+8Fo+jJ+oNAS1AKAUAoCi6u%201tomHqSFb7xAcmSLY6w+VxFptxi3Oy1Vpg3CIxcFXF2IoAWHhwpl9qVl/d4tVw8hM7I23UrTYnfw%20ZeqEEWx96Z32GJ+2k0BISP8Al3foF/dUq8I8MB8wfiSvs2e0SNg/r9r+2Rv2w1nm917mRK5ntqvj%20zxhQBeRarO5grNfzeewcmvzofST++urwP58Pfj0lZXMslf0QeSKA+F81fiqJXEo1QnJX4MfanbE/%205tj/ANQPrJXR4T86HvLpKZnde5m06/cj4wUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCKtX9Z%20vf8A6zP8M3QEqqoKKqrgibVVfFUNpKrCRUtJ95un9TXIoEJqSwbjBTLe7JAAbmRQeVgn46gZqoIa%20JsNBLBUXDBatFNqu500pSVVy/tErHTa1xjeuH7C21AFAKAi2PvTN+wxP20mgJSgFARemv6a59snf%20xjtASlAKAUAoDW/ePpjUrmp4epLHb1uxjap9nehNuMsuCUtBJl5SfcZDdibeB4LmwXYhVk8tvHH+%205BRrqo9Om56DRSVYP1JYt9VSzy+216F06em9G2WwuGjrtthsx3XBxUSMARDUccFwzY4V1Z01KTau%206jmyYOMaO/rtOM7TLb13hyBOUrI79ZBJMkIoqaJlyflEUUx8A1kamX2cg/p53TpntaAg5PdH3eyp%20DsmTaRekPErjzzjrxGZkuJERKeKqq1svEZiVFJ8pdZklpZ1/6Nd2nBGvx3efU/NZvrS5Sfiy1snW%20NK2phlthhyY0y0KA00E2WIiIpgIiiO4IiJWLdXVmbZ0dnP8A7p+fm9X7j9+lY77P/wCrm+b/AGVA%20MldNwFRUV+aqLsVPfpntarOCknGSqneDr7I2fxy+my/a15v6J4L+zlfgj1F/iS1sDpK0CqKJS0VN%20qKk2X7Wr5f0jwkJKUcrLUlamoxs5g8yWs7ezkH9PO6dM9rXolDFj6c/x8vfPzfdMGvdP8dK5cq7z%20kdx5cOWgO93S1sebVt1yY42XzgKbLVF+NFdrPNyo5kXGaUovQ7UWjJxdU6Mxuwmm/wBE/wBKk+0r%20j/SPCf2sv8K6jX5rN9aXKc2dFWBlxHGRktuDyGMuUipjs5UcrTK+neHy5YoZcIyWlRSZWWfmSVHJ%20tbzJ7OQP087p0z2tdhkYts05/gg9/fm+9Zjz4TpXzc5ZPmu4fMwoDlN0ZYpzO4mpJks4oW7emSjH%20MnIuBOrV8vNlB1i2nsMs7IhmrDOKktqqYP8Apdofhy+vf9pW/wA7n+vLlZzfpfhf7UPwoy4GhdOW%20/P7g0/E3uG83MuS3my44Y5XExwxWsszPnmd6TlTWzfI8LlZVfhxjGupUMh7TkXcubp+dvcq7v/HS%20/nYbOV3x1kbnXA0437jH97fm+97oPeMJ0r85lTP813D53ioDHuPd7pS5OA7cYzsxwEygb8mS4qDj%20jgik4uyquCd6MM3wuVmOs4xlvVTE/wBJ9AcLT1z/AD6j4cdSMv07w/8Abh+FEhb9EaetrJMW8JEN%20kiUybYlymxUlREUlQXETHBEqyilcb5WTDLVIJRWywXDTn5Nr3J+bn37O9xnSvzO8Te/Od9DH4fFU%20mpldnIP6ed06Z7WgIS6d0vd/dphTbpaknTCFBKRIefdcUR2CikZquCVpHNnFUTaKuCd6MT/Q7uq/%20/HmPxnefU/MZnrPlI+HHUictuiNPWuE3BtoSIUJrNuo0eXKbbHMSkWUBcRExIlVazlJt1ZZJK4St%20Of4qF7u/N933h++f46V+b3R5eV3H85l5P7qgkyuzkH9PO6dM9rQDs5B/TzunTPa0A7OQf087p0z2%20tAOzkH9PO6dM9rQGE5pZlbyw8jktYwxngNxZsnMjhONKCIu9zYKgljhs8fgoCeJkVYVnFcqjkxVV%20JcMMNqquK1WcapomLo6mntD93OqYF/05GuMJGLbpIrk41ct60QS1nH+R3LYOG6OUF8/eiO3kxq+S%206Wu/4ahTde91lmkpmQrYtOY5812/mNyVBYUAoCJ1X93p30E+slALj94LR9GT9QaAlqAUAoBQGi+8%20LS+o3tQ6st0a3y5Pa1bSlslsNOOMN+6uJv8AfPCO7Y3YjmTeEmPgxquRG1J6M3H92n2UpeM62sv/%20AJOPGv233G8AaIYwsoaoSAgI4mCqiomGbaipj8aVeTq6lYqiSIBqy3Tr6UfWswQWLHRJG7i+cqOP%20qofmMvmYouxMfO2+CoLGcVmuBCore5ioSYKmSHyL/wDT0BQ0/wC3TQCIiI5OwT/4w8yu79RzvW5l%201G/zM9Z2R/8At80NHkNSGXZwvMGLrRb0FwMFQhXBW8OVKh/UM5qleZEPxE9ZeeqLlxyZ6uH/AC9c%20RiYoW++Lc3mCu8xIgMNONvbqJ5zhm4hjj7vh5ogK4fDQGV1RceOTPVw/5eoaqDF7KucYmfixPYV8%201/4/6b/b/en/ADG3zE9Z9TSzqKipeJmKbU82J7Cr5f8A1P6dCSksu1Oven/MHnz1mT1RcuOTPVw/%205evozExQt98W5vRyu8xIgMNONvbqJtcM3EMcfd8PNERXD4aAyls9xVMOu5nq4f8AL0BEf6ew+Jzf%208t7GvA/8v4D+3+9LrO79Rz/W5kcg0BFAxMbnNQhVFFf8Nypt/Q1aH/WvAxaahaval1kP6hnNUxcy%20JXqi5ccmerh/y9e6cRihb74t0djld5iRAYbcbe3UTa4RuIY4+74bBEVw+GgMlbPcVRUW9zMF5fMh%20/wAvQFF//wCedC/p5/r05lcfyGTq52fSf+t+o/3F+CH8p2Mf9v8Aolh9t9qRPR1ohcbXfiuBCuKL%20goYcqVK8DlK2nOys/wDtf1CScXmKj9iH8pd+qLlxyZ6uH/L11nzpihb74t0djrd5iRAYbcB7dRNr%20hGaGOPu+GwRFcPhoDtl6ely4r0WRephsSAJp0ckRMQNMpJikdFTYvgq0JuMlJXopm5cZxcZd2So+%20JXP9G9Ofvs71jXs67/1bxHrc0eo8j/z3g/U/el1nJvuf0+24DgTpyGBIQrnaXBRXFOVqof1XxDVM%20XMuomP0Dwaaahd7Uuss3VFy45M9XD/l6889kxRt98W6Ox1u8xIgsNuA9uom1wjNCHH3fDYIiuHw0%20B3vWO4PMm0V9nILgqBKCRAJEJMPNIWEIV8SouNCJRqmiK/0/X/8AJL501ebVMC28rOT5KGuf45/z%20H0dAkJISakvaqKoqIszFNm3aihgtTgW3lZK8FDXP8c/5iX6ouXHJnq4f8vVjrMUbffFujkdbvMSI%20LDbgPbqJtcIzQhx93w2CIrh8NAZXVFy45M9XD/l6AdUXLjkz1cP+XoB1RcuOTPVw/wCXoB1RcuOT%20PVw/5egMC32W6Dc7mRXSY2JOtKLu7i/lURkEVdrGGxfN83Dy0BN3CMcm3yYwFlN5o2xPHDBTFRRc%20U+Oss+Dllyir2maZUlGab0NGmu6rTuoAv+km5lulwE0dYZNrujshlxplyW8+ACDDjgiMgMjCuZ2l%20Ido7ca6lJNynolDLitdVa7Nl23Qc7g0ox0qc5cHdy1uvWmjN21kaCgFARbH3pm/YYn7aTQEpQCgI%20vTX9Nc+2Tv4x2gJSgFAKAUAoBQCgFAYtwu1rtyMlcJbMRJDgssK8Yt53C+aA5lTEl8VAY19vLlvh%20PrCjdZXUGDfi2ptxtt59AVEXLnVEwRSTFaAWa2Sojk2S/NlSVuDySBiyVbIYqKAirLW7FPNRRx5V%2020BJ0AoDHfuVuYktRX5TTUl/8ywZiJnh6IquK0Bg3a9Px3Go9uiFc5KyWGZzTDrQnFZfVf8AEOCZ%20IuUUTHBNq0B32K1v2u2Nwnp8i5uNk4SzJigrxIZkaIStiA+bmyps5KAz6AUBGJqSylqJdOjJQrwM%20X304woqqLG83eYiRMqYlsRFXGgI+9T5l0dSyWtHxiXBmWxJ1FBdYX3B9lEERUTUl3ikS4YCuCpt+%20ACdhRzjw2I5vHJNlsGykO4bxxRFEUzyoI5iwxXBEoDuoBQGHEvVnmPSGYk1h96IqjKbbcEibVOVD%20RF83+2gIea7cL/KOBDOXbba0MOdF1BDcjk3KTeqZxxQt4uVRBEJcu1F8XKBZKAUB8MxAVM1QQFFU%20iVcERE5VVaAj29Safds7t6auMdy0Mgbj08HQJgQaxzkriLlRBw20BGjFn364i/LF2DbrXLZl2WVC%20mebPaKP53vDYIn5NDcVMir52CLyUBY6AUBjXK4wbZAfnz3hjw4wE6+8a4CIimKrQGJB1PZJlnt93%20GSjEK6btIJSUVgjJ7a2GRzKWcvAOGNAYdji3adLYv91CXapu4dhuWH3lt+Iib9SB9d2mBOkIp52b%20Yi4UBYKAUBjT7pbbcDZz5TUQHTRponjFtCMuQRzKmKr4qAxr5eDt8CQ5EjrcbmDDj8S1NONg9I3e%20GKBvFFPCm2gPlmt0uM9OlyJsl/rF0ZAQ5KtKMRN0IKy1uxTzcRx2qu3yqBJ0AoBQCgFAKAidV/d6%20d9BPrJQC4/eC0fRk/UGgJagFAKAUAoBQCgFAfFIUVEVURV5EXw0BH3u9t2mO08UWTM3r7UfdQ2if%20cHellQyEdqAPKReBKA+2KHeIkFWrvPG5S964SSQZSOm7I1VsMiEfzB2Y47aAkKAUAVURURVwVeSg%20I693ti0sMOux5EnfyGoyBFZN8xJ5cEMxDFUAfwi8FAfbFFvUa3o1eJzdwm53CWQ0z7uOQiVQHJmP%20aI4Iq47aAkKAUBjS7lb4bkduXJbYcluIxFBwkFXXVRVQARfnFgirglAY97vjFpajm4xIkLJkNxhG%20Kyb5ATq4IZiG1AT8JaA+2GLeY1uBm8zW7hOQjUpLTPu4qKkqgOTMe0RwTHHbQEhQCgPimCKiKSIp%20fNRV5fioCNvl9j2hqObjMiQsmQ1FAYzJvkJPLgJmIbUBPCtAcrBFvca2g1eprdwnoZqcllncAoqS%20qA5Mx/NHBMcdtASNAKA+KYISCpIhF81FXauHioCNv97K1QifYgyLo+JtisKGgm/lcNA3mUiHzRxx%20X4KA5WO3XKAxIbn3Ny6OOyHXmnXW22lbaNcQZRG0RFRtNmblWgJGgFAYlwvFrtxxQnSmoxznxiwx%20cJBV180VRbBF+cSoK7EoDpvd6G1Rm3vdJM4nHmmFZhtq84O+LLvCFOQB5SXxUB9sUK7Q4RM3W49Z%20yldcNJKMjHwbIlUG8gKSeYPm4+GgJCgFAfFIUJBVUQi5E8K4UBHXu+MWpuOTjL7yypDcUEjsm+oE%208uUTcQPmgnhVaA5WKNeo9tBq8zGp09CNTkstbgFFTVQTJmP5o4JjjQEhQCgFAKAUAoCLY+9M37DE%20/bSaAlKAUBF6a/prn2yd/GO0BKUAoBQCgFAKAUBD6q1XadM2Ry73EiJgTBplpkVcdeeeJAaaaBNp%20GZLgiUBou+3ANda0KTc7JMu9jjgNpvOkprCN3CzOT8iN3CMgr+UBzdJiSLiO3D4QNx6L0MNhgwxu%20Uvru624HosC8SWxSWEJw0UGCc2qeURRFLw0BaaAUBQtX63YO9rpaxXVI2sISjMatDjeCT20ZJxI6%20OmmUAPZmcT5uFAaWm266d4l11U/H0ws683EozcOc9IGPN09NjtiCsvCqiYtgYk4BNp+Ux8gHpW02%20OFAI5e5aW7SmmG7lcBBBdklHDIJOEm0sMVwx5KAkaAUBQ+9XvGHSunZci3OsHcoz0ZqYriK6kJmU%20eX3t9lvzybFPAnLQGvO6+LqW7a3e1PClQ499VY6avjMg4MKbAkIZRXURFc3U0ADMQISoiEmbBVWg%20N52uzWm0tPNWyI1DbkPuSnwZFAQ33lzOOFhykS+GgMygMW5XW22uOMi4yW4rBuAyLjpIIq44WUBR%20V8JKuCUBT9Ta1uB6uTRdniibqw/e7xcXH0YWJFdUm0cYHAidcHDNgmxNm2gNZdy/d1qRq8W28o3b%20zsHu5Mle427RLlbdyQNRzjZc+8N096+475ykKJybKA39bbbAtcCPb7fHCLBigjUeO0iCAAKYIiIl%20AZNAR+oL9bNP2aVeLo4rNvhihyHUFSyiqoOOA4rsx20Bq+9a8tmutThohh9GdMXaAsmNckIm+szb%20dAlYiu/N3eAKDqLtVF2bKAwu5fu31Lbbhc5t2iFZrRPaJq6abdRh6JMmGZ7yS00HmMMoGUADDzk+%20d4KA3Y22DYC22KA2CIIAKYIiJsRERKA+0BD6j1fpvTQRXL7Pbt7Mx3cR3nlygrmVSyqXImKJ4aA0%20zqfvUHUd7vGnLvAgydFMPLCvEY1d9+aZIgBiWmCZcXXTHdAOJeGgNmaG0XcLXYG7LqOSxf4dtki7%20YJEhrM+2w2ibjfZ0VN81iqIY+D4aAuVAKAiNUaptGmbHIvVzcUYjGUcGxU3DcMkAG2xTaRkS4IlA%20aI1Pdk1vrAZNxscy7WSEI2+9aMnR0auFsWZgDdxjIi/lBPBMxIuI0BuLRWhG7DDhjcZXXVwtovR7%20ZdZTYpLahOEhDHJ3aR5UFEUl5aAtlAKAUAoBQCgFAROq/u9O+gn1koBcfvBaPoyfqDQEtQCgFAKA%20UAoBQFP1t3gxdOvtsMHHkyoyDKuluU1989yUHVzxWRRVdcUmFRB+OgNOa6lv6su029Q493vVvusG%20OugbrZHXBahzAQt62+2BAgOK5gpK4mxEwoDemmNPFEbYu1yRS1LKgxY92fRwyA3GQTNlDNu089V2%20iO2gJ+gFAVfVeqjiOLAssqG9fopMyZNodL/EPRVzmTccEVMXXQZNG8dmPLQGgr/qaXrq6Xu6xY9+%20clmxHb0YtsJ0Orrg0KpIizWQIRB3fbSJxMFDkWgPRGnLAUVQu9wzLqGbCis3Y0dMmldZb87I3jux%2089S2ilATtAKAjdR32LYrHcLvJEnG7dFfmGw3grhhHBXDQB8K4JQHn1dU6q1xqiy6ntsOMzfbUqu2%20G3+9rJt90aVnPKaDOII3JjtuYK6KZUJcuONAegLbZIjNxk3vdOM3K5NMhMbJ43AHdCuAiOKtphmV%20FUU20BKUAoCD1VrCz6asD16mET0dswYaajpvHHX3XEabZbFOUycXL8HhoDRPeLC1pftawrktnuTj%20T8WM/HgQ316wtLrRu4NuNtOi02Ms0HM8WbAUVKA3npmwORSW9XIcNR3KLGC8bp1wo+9ZDajTZEQi%20iES8lAT9AKAreqe8LS2m4FzkzZYuP2lsXZUBn8pJRDHMODSecuI+dj4ExXwUBo3XcPU2pC05rSIt%20xWdfmQk2Vy1KckLW43GxajJuyFtfepDmLzhjsEVGgN7aa088x7ver41Gc1e5DCHc7hEzo24IEpoI%20iXgx28nLQFgoBQFd1ZrzT+mrJeLnKfF87K0rsqCyYq/myC4IZFXFFITFcV2YLjQGppFzvneBd414%20tbDdo1zpR5x6zw3ZQyrZc2BRAkgBD5uZvfI2Top5pFhivgA3NbbLEC4HfnYvu97nxmWZ+DpuCiNI%20pI2iY5PMIl85B20BK0AoCE1brPTuk7cNwvkr3dlw90wAiTjrrmClkabBCMyyiq7EoDRbr8nW+tzl%20HeH2JU7E+7jU9sJ1IbSxlM3YcuOqqIvedg6jiecifFQG8dMWCRDU7tdMvaK4x44XdWHXSiq4wKpi%20y24uAJ5y8iUBPUAoBQCgFAKAUBFsfemb9hiftpNASlAKAi9Nf01z7ZO/jHaAlKAUAoBQCgFAVvvD%201HP0/pWXcLW2xIuw5EgQX3Eb94NTHFoMVTEyDHKieGgNEWy6LqK0wbSTTiacusptpbVDJVu+nLyw%204hI8gurvXWt4qEZEnm4+KgN26H0A5p2bcbtcrs/fb/dBZalXGQAN/kYyEjTYNtogoiZyVV5VWgLd%20QCgITU2p4dnZ92F1or3LYkHZ7c4WUpTzDanuw8arsoDQ1pk2zXUuxGN5dk95M/eyku8RoWHbEsUE%20UokhhPnME4RBgfLQG+tMaeK0wwcnOtz788023dLujQMuSSaRUFTQE5BzKgpQE1QCgKRrrvX07pSU%20EGUMmQ6oK5OfhM+8DAZVUBJElBXzRQlT4aA89XVm7WViJc3IgRdRAUl17U78hJcHUcVxMzMUGcxm%20+T+IiIIHmfBQHqDRdjtNo09EZttoZsYvtjIkW9gRFAecFCNCy8qouzGgJygFAav7yO8zS7Lbdubf%20g3WKzcGYWpoudCkxGJGII+2HjbMhxP8AB+OgIm3dzcyfcytGqjeudotbWOnNUx5Rx7isV4lzwJRN%20qhOiPpY7UoDblqtdvtNtjW23MDGgxGxZjMAmAgAJgiJQGVQEfer7brMwy/PIwaffbjAQAbmBullF%20SyouUfGS7EoDVfeP3qPR9Ry9NHZHLrY24YvzIzbJunOZebIyIHsRjsstiPnGZbeRKA5aL7qLXOG1%203KLON7QBZLvZNOyW1V6HKPKY7mQq7wGhVPmJ4/FQG4qAUBB6p1lZtMdWldlcbYucxuA3JEcWmnXU%20XIrxYpkElTLmXw0BpDvs1Hf5l6lWi/WmNN0pDNXjs35ue7FbQASfHfzfnN87kbaRPOw20Bdu77um%20bblMX7VO4vUyO2yNilSou5nssNpi374qKouPAiomKpswoDatAKAgNeX2fY9K3C4W1tqRdGmiWBDe%20PIj7qJijQ7UVSJEXBEoDQMa8Oahs7drejuJpq8TFjTbHFMivFhuzcgnW5CC4u8eBSwMtmA/FQG7N%20E93run7nOvV0vD99v1waajPXB8Aawjx8d22gN+bykqqvhWgLjQCgFAKAUAoBQCgInVf3enfQT6yU%20AuP3gtH0ZP1BoCWoBQCgFAKAUB1SpCMR3XUFXDbbNwWQ+eeRMcBTx+CgPOhPBrlzTmsnLpFh66uk%20hWNIrADee47kHnXYtxAlUnBwFQMsqZcaA293a6EXS8KbJkoy3eLy973dWIOcIIvYlh7uySrk81Uz%20r+Eu2gLlQCgMW5XKPAjm44uZ1G3HGYwqm9dVoFMgbHlIsE5EoDzwqJrSdpnXAXSFC7wbwSjpIoIq%206zHajsuvuxLiBKqkuBE2ZoOxaA3PovSPVpvX66RYjOrbs2KXt+AhgwagZE2iCS7VASQVNUxXCgLV%20QCgIXVusNP6TtK3W+yfdomdGhVBIyI1RSyiAIpL5oqS/AirQHn7W18u93v0y6sSri9dCfbf7ubjD%20TeWR2A+LQvNSNm7HNlJH96v91AbK7jtO6POws6qtlkG1XGVv4zrQOm9GaVp1W3vcc6kIsOm3nTLy%200BtGgFAYs64MRAQSMFlOofukYjEDeMRzZAzLtWgNDnAlai0zAnWu3vT+77UqtsXbTcdck2zXIZC5%205cU1wVVCXmV1C+PkoDaehu7tvTMqZcpl2l369zgaYfuk5Q3nu7GKtNCLaCKIKmqqvKq0Bb6AUBW9%20R6/09ZdOXm+K+MxmxkrE1mOQkYyMwgjJeACzODjm5McVoDTQvWjvG1M1qTTEhmD3o2yKZC0WeRaJ%20kRkyZdjb8gEXcRfQHDD5uOHJQG2u7DRBaSsBxXEFmRNeOZJt8YzOFFdd2k1EFzzhbx24eOgLfQCg%20K3dNe2SI1qAIu8uNz02yj061RhUpC7xveNCA4edvORFSgPPcl646m7xH7itsjQdbSxdhx4jhHJst%206hshuJsMncmZt5pMQJxPNxHZQG7e7Hussuj4UeUMdW7ycUWHhWQ7JZjCRb1yPFV3aDW828m2gL3Q%20CgKN3x61Z0jo5ydJjTXoUsihyZFuJBkRxcZcJHgVUXDAgRMfBy0BrqRO1TfdTachOSmYOprWb8/R%20F7MTl2262+QzleZeIdqSAZ+cuPwpQG0O7fRMjS9pmjcH2pV1utwfus847e6YCRIEQUWAXFRFAbRP%20Gu2gLdQCgFAKAUAoBQCgItj70zfsMT9tJoCUoBQEXpr+mufbJ38Y7QEpQCgFAKAUBjXGd7nEdfFo%20pLwNmbURpR3rygKlkbQlFFJcKA0pcrpP1bf7R3g6XsYariRI5wJGn5TrcaZargJ597lf/JoaL5pY%207cOSgNg6D0MFvaiagv8ADiu67eiozdbsyAoZ4rioKaIObBEEVLBMcKAudAKApOvO9nTGlLI7P37c%20+UL6Q2obTn/zCkg5HjFDRlEUkxI0w5PHQFI17pDvFujsq1HDHUlnuzzc2yXgX2o8qxSswqpC55iu%20NAm0MiY+WgNr6dsAWqAwL5Ny7rugCddEZbZdkmKbXHN2ibVXbQEtQCgKP3sd4MjRljiSogR1kzpj%20cIJMzeLFjq4ilvH0Z/KKmA4IicqqlAUjSlpumqNQJquCMexatZJqFrizkDjsKZEeHO3nA8FF7dqh%20ImK4Y4EtAbYs2kdN2a3RbdbreyxDhGTkRrKhI0ZqpEQZsVFVVfBQEvQCgNV96PelHhuz9KQGpoyj%20BqLMvMLcYwnpwluMjTxCbxZQUzyJ5oecq0BFaG7tNMap0Y3p3WelmUl2REjtXdjYzNZc/KhKiSm1%20RwhdRcTTHloDcsWMzFjNRmUyssALbY444CCZUTFfgSgOygI+/XyNZLcs+S0+80jjTShGaJ5xFdcR%20tCUR5BHNiRciJtoDVWru8bUGoNQT9N6NZgzmrbDSZOts9FxvMV5ExS3vASgreRV/KeEtmzBaA593%20Pd5Gu2n2493bdm6JzBLsFnugPNz4LiEQuxH8VFHWWyTzMyLQG4Gm22mwaaFAbBEEAFMEQUTBERE8%20CUByoCJ1XdrvabHIuFptJ3uaxlUba06DLjg5kQ8hGijiI4qieHkoDy/vXdZa41PYrNqJ9stUNFKY%200/fRPIMhpE38GQ0X5WM+1lE2HW1wQdm3CgN6aD0XLn6d0/N7xLRDkawsYKwzNXK+4gtllBzOiYZi%20RELw7dvLQGwqAUBUdba8KywLu3ZohXTUFpjsTFtW7eTfMuuLiLRiBIbittOKIjjtTbsxoDUethZ7%20zdPWnVsS3yrm6Zjb52nYjzZSrXunycfeaF5GVGUqg00a4JkFVVPHQGzO7fu5W0xYF81K2xP1uMZG%20JN33QjIRskTBpwxVUcME8wnPwqAv1AKAUAoBQCgFAKAUBE6r+7076CfWSgFx+8Fo+jJ+oNAS1AKA%20UAoBQFJ70u8lvQFvt12lxm37U7KRi5HvwbfaaJPzjDJ4K+qF84RXFE8HiA1Zq7WN3vVxhPR88XVz%20L6P93t8tYvP227QpToiUaQiZ0DKH55HMMmGb4FA3HpvQ+nbfLHUJWKBA1TMaRbnJiAi/lnBRXkBx%20UFcql4cEVfDQFmoBQEDrHWti0nY3bvc3sWgNGWWG1FXXny2Cw0hKKKZL4MaA1N3qdspch+HcrLNn%20OGXv/d9qCyNL7xAmqKIMWagkqAObBDcVcqjj/YBsbQ/d1ZrGjV4lWu3N6ukNYXW5QGNyLjp7XSAV%20xyZ1TEsMMVoC40AoCH1hqiDpbTNw1BOE3Itva3htt4ZiVVQRFMcETEiRMV5KA05Ju9519eWL9ZYg%20WnW+lydWDapEsJluukNPycgRIUFMRV1W96g4IS5cy4LlA2TaO6zR8ay3G1vW0Vtl5fGdMsrjhPQ2%20X1QVMWAXKgjnHNsRMV8lAW2JEiw4rUSI0DEZgEbZZbFBAAFMEERTYiJQHbQEPqnVdo0zbRnXJXSR%201wWIsaM0b8h948VFploEUiJcFoDSMCVY9ea6cd1bGfu+m9RpudGXFpuSwMJ2KrivxXATA2JI4L+V%20TYSCu3wUBtzu97vbboe3ToFvmS5jM+a5PMprm9MXHRFCESwTZ5mO3aq8tAWqgFAVTU3ebpHT9pvV%20xlTRPqMkZmsgJqoyHAztMqqCqIrmxMeRPDQGo7heNW3HVLf/ANqZs+snYxPNafN5HrNqK2OflHW0%20cUUAZbaF85U/4eQDb2le7+yWKe9d2gdK5SQVsd+6roxWDPerFjJgINsofgEUxwTxUBaaAUBrnvb1%202zaYEjToTZGn7rd4pjZ9RuNYQAlL8xkpKrlacPDDEsETHHGgNQ6Runes7dtLa4iwx1GSGlmv0uJl%20al7lTyOR57CrlM47nntvjyp87YtAb80r3b6T0xcJlwtMU25M0jIt66botI4ZOmDAmpI0JOGpEg8q%200BaKAUBRNd98eltHwGrlIzXG3++Fb5r0E2nFjSEHMgOCRhtXk5dlAau7z42r11xAuFruM2RcbqKy%20dP7pl1+3KyRNNBbn2m1NjKQk46+6X4PJQG2u77u1sWkmnZMWKkefOEDkxwdceixjwIjahi6v5JrO%204a4Jhy0BcqAUAoBQCgFAKAUAoCLY+9M37DE/bSaAlKAUBF6a/prn2yd/GO0BKUAoBQCgMO9T2rda%20Js91s3m4rDjxtNJi4SAKkohh4Vw2UB5gs7F9mR9Msy5Drdtvz7k/QV8t8hy5TrNJNVI4ktVBsn2C%202oeKLl24rjQG+O77QD2n5Fyvd4fZm6qvZod1mxWyjsEgbGxBlSJNnhJdq0Bc6AUBVu8TXtv0bZW5%20b+U5851IdpjuqTbTstxFVsHHkEhaDZtIv76A0hE07ebnrO/txLVCtuuJwEGrNLXVTdtNygPZRGZB%20eEUMcpChYJtx5fgA35ojS4aX0xBsYSXpYw28u9fcVwkx25BItuQeQEXaiUBOUAoCs3vX+mrZd1sc%20iWTU3c72VIQFWPCbNC3bsuQuDLCGoLkQyRS8CUBpfT/dprwdQR7POcZvNnuDzUrUkkIQdWT4hZyJ%206RMkk4/IlFmTIDKZG9mCoiUBvnTWldPaYtg2uwwWrfBElPctJykXKREuJES+NVoCVoBQGie+Gwaz%20ma3Se/aY9z0/GYirYptwua2+126Wjq75+a0BtuvmRZEBE2YbNtAY+jdGh3lXS73u/Tiau1peKzua%20i0457vEusVW0VxshdB3Hd51bI21RfhoDe8CDEt8GPBhtozEitgzHaHkFtsUERT4kSgO+gPhGIipE%20qCIpiSquCIieFaA0xqXvbvt71QendDpG3sVh99It4juNtXvcO7p6PAfIhBRFBPz8FxX/AHUVaAd3%20HdVaJU2BqZlqVbrGyazrRYJgOx51qn7xRksNuooKsRxRXFpUUV2KlAbooBQCgFAQdw0PpG4agg6i%20mWqO9e7cqrDnqCI6K4KiYkmGbDHzc2OC7UoCcoBQGJd7mza7XLuLzbrzUNk3zZjgrrxo2Kkottjt%20Ilw2JQGgLrqDUeumLFdp7LbNmu8nNo/U1hF52ZZbhnVtlm4N4lvAcREB3BEFCxTZsWgNs6Q0Bb4M%201vVN3tsENdSows3e4wd4jLhpsIwE8ERSREzFlRfByUBcaAUAoBQCgFAKAUAoBQETqv7vTvoJ9ZKA%20XH7wWj6Mn6g0BLUAoBQCgIjV2p7fpbTVxv8AcEIoluZJ90A2mSJgiCPxkqJQGmLpdu8DUveBY3Rs%20cSyaqt0F+da7fPkpNt1wtshQbeEnmW0Jh9tVH8Fcfi5QNjd03d4ei9Pux5Jj79cJDk6XEjmZQozj%20xKqswwPaDYps8ZctAXigFAQurtW2jS1ncudyc5FRuLFEhR6Q8aoIMsiSjmMiXkoDzrJtMi+6h1FN%20iWKRcpdwIm9U921yeGPKjK9grU+A+pbpUU0RVNE2UB6E0FZL1ZNLQrZebk5dZrAqiyXkHeI2q4tt%20GY/nFbHAVP8ACwxoCwUAoCLv+qdPaeYYfvU9mC3JdGPG3pYK46a4CACmJEvxJQGie8uT3oRNTXVi%20Q1Gnx7yrkSx2x5yVLbmxCUcIzcCOgNMH4XZEgsU5RVMKA2xoDuu07o4d/B96elEwMZspsk5Xu0cV%20zpFj51wbaE1xwHl8ONAXKgFAUfviuWqrfo9XNOMzDdckNNT37Y0kiczEJfyzkZlfnOImxPFy0BqC%20U3f9RxbBoO/QLzaIl4efe0xqW6ThlXxqQw2Rk7LYFG8rRtmoZMyYcmNAbo7u9AdkocpJM4bjcZpt%20k++0wMNgQYaFlltiMBGLYi2CY7VVVxVVoC30AoCA1trnTmjLG7eL9LCLHHEWQJVzOu5VUWwREJVU%20sPFs8NAaVvU6+a2uEJqdCjWXV8mIUjTpC8Uqy3u3OihvQJK4Im8QeXZii+cK+IDcPd9owNL6diWw%203nJHuymUVt80f9zbdwVYrDygBk03hlHNtwoC0UAoBQGNcrZbrpBegXGM1MhSBUHo74I42Yr4FEsU%20oCu6B7sdKaEC5Nacadjx7nI95djm6TjbZIKDlaQvmps8OK/DyUBa6AUBB601haNI2B+83RxBZbVG%202W8cFdePY20i8iZy2YrsTw0Bph+8apuGq8rVlC0aocZz3HRMmQ2/a73bn1TePxX1EGkkt5vPXDb4%20aA2zoLu8sujY0lq1uzFYlGhtxJck5DcUETzWI4r5oNhjs8Pw0BaqAUAoBQCgFAKAUAoBQEWx96Zv%202GJ+2k0BKUAoCL01/TXPtk7+MdoCUoBQCgILV+tLBpPTs6/XaQgw4I+eIKhGTi7AaFMfnmuxMaA0%20b3hPamul+uc2dH1DGnzYEKR3edUm65HZkGyivsSUjqrO835eeRrgrfIvJQG29Dd2GldOk1emrNGh%206mlRw60kMZlBHzEVkbkFJW2hJzHY2IotAXSgFAVPTnebpbU13nWqxOPzHoQmRS0jvDDNWyyEjclR%20Ro8C2bC2+DkoDRlouF41bc7XZr3crhdr3dpz0LXWip7GEKHEFTVJEZRANxuERtW3EcVSXDbjilAe%20h9Kabb09Y4VqSY/clgtqw1OmKJyFazYiBGIjigpgn9lATFAdE6dCt8N6bOfCNDjArj8h0kAAAUxU%20iJdiIlAa+ld7Vt1Jpy4ud3s5mXc4brLUt6S2bYw47pflJxtO7onG22kIxy7CwoDU2m9P3TvLuri3%20WFGfvm5jy01PIYKRb34DoF7sUiA08kZu4iy6iiJ5hQeVPGB6P01YYen9P26xwiM4ttjtxmTdLMZC%200KCikvjXCgJKgFAKAwrzZLPe7e5brxCYuEB3BXIslsXW1UVxFVEkVMUXalAdtuttvtkFmBbozUOF%20HHIxGYAW2wHlwEBRESgMigPmYc2XFM2GOXw4UBoTvSul2ld4156i93ZlaZs4HebfcpJjHvVtkCbj%200YI6ioIjY4pvcyKhFguygJXur7vYNzsEFycwb2kYzzV00hCuAvM3W1SBcJXoyuplzsCY+Yubzk5c%20UwoDc9AKAUAoBQCgFAa/113qPWG9pZLRbAuk6OwE27uyJbUCLCiGeQXHH3sUUlwVUFE5EoDWfejK%20Y1ZNh6i01ept5ZV5I9tdsG8fK1yo8cnBDIyYgpzHzBCN0cEbHxLsA2x3aaFc03CkTp6NN3+87t6+%20NwiMYJSgRRJ5pgvNbcdFU3qim1UoC6UAoBQCgFAKAUAoBQCgFAROq/u9O+gn1koBcfvBaPoyfqDQ%20EtQCgFAa01/3pXa36gd0tpOLElX6JDO53J+5vLHiR4ocm1POcM+REHYPKS0BUi6+1TM053iS7M9f%20NL6hty2y5abwzvW8JZZHH2UFA3rR5cSVfOQdqLQGydGd1ul9JSzmQCmS5atJFjv3CU7LOPFRcyRo%20+8Vd20hbcE/toC30AoCCi650lNvsqwQbrGl3yGBHItzTgk6OXlRUTwp4UoDQk/VN31yVvi364QLj%20br5d3bVJ0iyyjNytJtGaNSmX8yu71vIhkpCg+KgN66T0m7bIcF69vs3nUcJgoaX5Y4tSDjZ8wgRY%20kvIiZsFRCXbhQFjoBQFdna+0yz1rHhTWbnd7Qwb8mzQ3AdmeYOOTdCqliuxOSgNC3rUN+1tqeHBv%20sR61XpEejWB+zyXWY75uADki2SpJsuOMugKojjrY4co0Bu3ur0XL0fpMLTKeE3Sfdk7ho3HWY6PF%20mRhpx5SdMQ9IlxX4KAt9AKAUAoCq6a7r9EabvMq92q3qF1mZ0dmPPPSHBFws5g2rxubsSLaqDhjQ%20FqoBQFe7wr3Csmirxc5r0iPHjxnMz0PKkgVJMoq0peah4rsUtlAaDYld4cjUFhhXlM2u7ZFNyzR5%20roO26/Wp0cjrbioRsszBbLAjTYXh8dAb30Loa06TtrkS3I81FfeKU1b3nEebhK8iKbEZcMRbQvBi%20tAWagFAKAUAoBQCgKXM71bIxqtzTzEObMGGSBd7wy2KW+AZBvEGTIMgESy7cExoDTfeFcdYu65WD%201oN6eu44xdLOEp2i4W2Q8jTMdociCL4ghuuPqa5dm3CgN46D0emnLDDgSJDs44mf3I5ig69EZdwX%203UX0RCMW/m5vCiUBZ6AUAoBQCgFAKAUAoBQCgItj70zfsMT9tJoCUoBQEXpr+mufbJ38Y7QEpQCg%20K33jRNYS9GXSPo+Q3F1A40qQ3XfH+EgLyCapsEl2ItAac7k9NWK+aj1Ace3OWyxNW8LNqLTlyfKT%20Kl3JSFx2XIbNVy5U8wT2ZuVMKA3NoXSA6RsfUjNwkT4LLxlb0lKhHHjFhu4wnykDe3Kq7cNngoCw%200AoDqmRglRH4rikIPtk0ZCuBIhioqqL49tAaLZj97Fl0PJ7r42n5D0wGigWPVsF4GIgxlLBt98sy%20ONOgC7URFUloDd9siOxYEZmQ77xKaZbaflKmBOmAoimv0l20BlUAoCqd52g2tcaTfshSzhPZwkRX%20x84EeZXM2jzS4i63m+cBJhQFI7mYdykao1XI1nGINbNixBmNCwjcDq0BVI/uipiLguYEp4rjjswR%20KA2hYdN2DT0JYNjt7FtiEZOkzGbFsVcNcSJcOVaAkqAUAoBQCgFAKA0D/wBw1muFt1XY9XRH7mnv%20bZWdlLbJ3Bsz3CzQjXOqtq24aqJiqYeGgLLYe6q+34I3+rca0akdgNNFbpzTbjcoHFXM40+o5AcB%20F/8ACvo0BtgRERQRREEUwRE2IiJQH2gFAKAUAoBQCgKJ3j91tg1PheAs1vnaoiAI2965b33ZcpoW%20D4NKm8RNuCEi0By7stAz9Nld7reHYrl9vzwPTW7e1uIbIMhu2mmQXBfNHlJdqrQF5oBQCgFAKAUA%20oBQCgFAKAUBE6r+7076CfWSgFx+8Fo+jJ+oNAS1AKAUBRO9nuns+v7OjbmWLe4iKVsuKDioqu1Wn%20U/DZcwwMFoC1adZurFigM3YY4XJpgAlDDRUjoYpgu6QkRUHxJQEjQCgOLoqbRgi5VIVRC8SqnLQH%20nqwX+76G0fctDdRTGe8NpJLFnu8SEr4XE5DhG1LWRlUdqkiubwtmFAbn05paBEbiXadboiaqcitN%203S5tMti848jaI7i4Ioq4ljQFgoBQGBfrdKuVlnW+JNct0mUwbTM9lEVxkzFURwULZiNAefu7DTD1%20v71LPp/UUOJY7xpWJJcgyIonvb6sjEXJZPltJBDzjAiUsy+BKA3bYO73SlgvU+82yIrM+5ERvkrj%20hgKuFmc3QESi3nLziyptWgLHQCgFAKAUAoBQEdqOBOuFguUCBLKBOlRnWYs1v5zLpgog4n0SXGgP%20N+gNSd7l1t72nY8btrb40ZyJqy13pBjlGki4TBxG5ibHlJBVxMyKqJyrQG8NBd2WntJosuGMs5rz%20INIk6UctYzKed7swRbBbFfFy0BcaAUAoBQCgFAKAUBprvD7nYPWb19tNikancuMxZUzTsi5e62sX%20ybyrKJlU881UAxTGgLl3UaHkaS0dCtc9WnJzbj8jI0iq1G95cVxY8dS85G282VPHQFzoBQCgFAKA%20UAoBQCgFAKAUBFsfemb9hiftpNASlAKAi9Nf01z7ZO/jHaAlKAUAoCNZ03YmL/I1AzDbbvMpgYsm%20YKYG40BZhEsNi4L4eWgJKgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQGBe7Fab5AWBdYwS4iuNu7o+%20TOyaOAXxoQpQGeiIiIiciclAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQETqv7vTvoJ9Z%20KAXH7wWj6Mn6g0BLUAoBQCgFAKAUAoBQCgFAKAUB1HEiuSG5JsgchlCRl4hRTBD2EgkqYpj4cKA7%20aAUAoBQCgFAKAUAoCGsmkrNZbtebpAAm5F+fbkzxzKrautto2hAHIKkiYlhyrQEzQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUBFsfemb9hiftpNASlAKAi9Nf01z7ZO/jHaAlKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQETq%20v7vTvoJ9ZKA6b3MiQ71aHpb7cdlEkirjpCA4qA4JiSolAZXabTfFofSGudQDtNpvi0PpDXOoB2m0%203xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofSGudQDtNpvi0PpDXOoB%202m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofSGudQDtNpvi0PpDX%20OoB2m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofSGudQDtNpvi0P%20pDXOoB2m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofSGudQDtNpv%20i0PpDXOoB2m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofSGudQDt%20Npvi0PpDXOoB2m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofSGud%20QDtNpvi0PpDXOoB2m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AO02m+LQ+kNc6gHabTfFofS%20GudQDtNpvi0PpDXOoB2m03xaH0hrnUA7Tab4tD6Q1zqAdptN8Wh9Ia51AY1snwZupJ7sOQ1JbGHE%20EjZMXBQt7IXBVFV27aAm6AUBGu6Z0666brtsim64Sm4ZMgqkRLiqqqptVVoDj2U0xwmJ6hv5KAdl%20NMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5%20KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ%206hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0%20xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/ko%20B2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnq%20G/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTH%20CYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgH%20ZTTHCYnqG/koB2U0xwmJ6hv5KAdlNMcJieob+SgHZTTHCYnqG/koB2U0xwmJ6hv5KADpbTQkhDao%20iEKoqKjLeKKm1PBQEmQiXzkRfjoD5umvQHyJQDdNegPkSgG6a9AfIlAN016A+RKAbpr0B8iUA3TX%20oD5EoBumvQHyJQDdNegPkSgG6a9AfIlAN016A+RKAbpr0B8iUA3TXoD5EoBumvQHyJQDdNegPkSg%20G6a9AfIlAN016A+RKAbpr0B8iUA3TXoD5EoBumvQHyJQDdNegPkSgG6a9AfIlAN016A+RKAbpr0B%208iUA3TXoD5EoBumvQHyJQDdNegPkSgG6a9AfIlAN016A+RKAbpr0B8iUA3TXoD5EoBumvQHyJQDd%20NegPkSgG6a9AfIlAN016A+RKAbpr0B8iUA3TXoD5EoBumvQHyJQDdNegPkSgG6a9AfIlAN016A+R%20KAbpr0B8iUA3TXoD5EoBumvQHyJQDdNegPkSgG6a9AfIlAN016A+RKAbpr0B8iUB9ERH5qInxUB9%20oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDAsd/s9%209gDPtMoZUZSUCUcRNtwfntOtmgm04C7DbMUIV2KiLQGfQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDqlyW4sV6U%206jhNMNk6Ystm84ogikqA00JuGWzYICpLyImNAQ2i9daV1raTu+mZ3v8Ab23ijG/unmcHQESIcr4N%20lsEx24YUBnw79Z5lzm2uPKArlb1H3yGWIOgLgoQOZDQVJssfNcHEVVFTHFFRAM+gFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAwr2/co9mnv2tluTc2o%20zxwY7xZG3HxbVWgM1VMokeCKuOygNA6H74dayO9PSFim3dLpC1Fb3yu8XdxTix5raPOKtvmxGWgf%20bDcIGx15ExISNTTFALUxc3rH/wBz8iyx/Nt+qbC3cJbA/N98jOONC9hyIStMKK4cuzHkoDcNAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAeNO63UusNHf9vdw1hYrtuAtl/FDtBx2XGJQOpGB0X3DEnkxQhy7oww28%20qqiiBuDve1E5bLv3Xa5gtlHkyri1b5LWOBHCujQk6w5hgh5cuYc3IW1KA3XQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAYGoLJCv1iuNknKaQrnGdiS%20VaLIe7fBWzyl4FwKgNe2b/t70raLnpq6RLtdvf8ASom1bX3HIhKUZzHGO6Pu2RW0zuYKKCfnl52O%20VRAydJaVm3bvKuXeVdYbkEXITdq07BkjkkDEFd65JebVcWjdMlytlgYj89EJVRANkUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUBq23f8AbroeBZmNPtzLk5pluQ1NlWF15k4suW0CBvpBbnf+fkEibB0W8U+ZQGVq%20zSczWuv9PA/DONpfR0kp8h98ciTJ6ACxmo4KqKrTOOZxxRykvmDtQsANkUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoD//2Q==" height="280" width="785" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 2.&nbsp; </span><span class="textfig">Diesel consumption by activities in the UEB in the years a) 2020 y b) 2021.</span></div>
        <p>The
          same should be done with electricity. However, for this energy carrier,
          it was impossible to see what the particular cause was, to know what 
          are the activities that represent 20% and generate 80% of the 
          consumption of this carrier. The main cause is that there are no meters 
          for key results areas and consequently, to know the electricity 
          consumption by activity.</p>
        <p>Subsequently, the electrical and diesel 
          energy records for the year 2020 were processed, observing through the 
          energy and production graphs over time (<span class="tooltip"><a href="#f3">Figure 3</a></span>),
          that there were variations between energy carriers and production. 
          Result that differs from what the theory proposes, that the adjustment 
          of this type of variables must be linear.</p>
        <div id="f3" class="fig">
          <div class="zoom">
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HKCF6qmah%20ulhFltp0ZABBZJ5p5XVdIVJcmUhyfCmHJWWkqpV96DlwlQ11VRNrBw/ck+ypYtb6svkDUdn09aXY%20kF25xp0w7lcGzeaFIQAW6BsHGMxFvMxLn6Ioq4LWeb2vyRzdNtKbiySovzSp0f1wKpA4v6rnt2do%20IMWPN1QxAdsIGJkOJPEFxU+mKuA20G9DDLsJMca2UefL0N/I41415etGTby1+Zf3KVF1O/qZ5svF%203WNwuLrxW5lu1OuXZhhtwQacZK2iagW8KSpyFVWvrAFkVHHlwTbjm/jzY5M34fjt6TXLz5dk1H8f%20wtsJxjVGr5fBCXqx6XGbvkizuXOIcWMQtsKsfeiGRx13Ooqi9JVw/s7NtvORyJpYU7yPLc8lW4pS%20a71JZHJc1vqsu9LadMi5PfGTld9YSSaJTa35AiiJ44jgqltXFMETeUf5XBWJ6uX9vp6WmKl/FGb/%20APHKXaibtvE/Wzd8Zj3DqEqImopenHWo0Z1p5xI8cpASAIn3UElwQN3lXHlzJyVzqXKm8YTl+mvf%20Q2lG1rY4fvp3Vv7Dd4X8TtWaouUD1lAZatt3hPTo6gIMuMK08gI2maQ85IHKWBOI0GUk2ptrXJRN%20O9KL4+lm0pJ7Pia4el2B1SqEigFAKAUAoBQCgFAKAUBGXH2vaftHv5JUB9097OL8TL/NO0BJUAoB%20QCgFAKAUAoBQCgFAKA5rxOlWKLrzQT99eisW0XbnvXZxNgwirDwHMTuAY48lNNrNKvwf9USZJ5FT%2041/pmUO0XS8WuXZ5FmhNyorknVUvTUc2EMjjttI5GGORJvQbccxwRskzDhzYVWsowt9taXX7apXo%20jgWSUm/hepHo9l17cTLbeJevpOl7jLav8RVbiW55yfIKKZRJL7yC+0pxoyxmEMMUFJIkTa/P2VfV%20ST/LnSrtXTd13ddCkavCjyuzY+j2vTpMM3izrwottVm4FBZctjkiFcJowWEuE0JZM5TTI8LwIAjg%20ETKZIWZNiolI1rdbyWdKtsv8FiSqU3Vlbspdbd6+pnQOHhvucSNeuyARt9xLOTwDjghrBRSRMURd%20i+GpikoOl31Jd0Ssm24N3/T/AOqRSovFjVj2tOrR7qLsCSN7bdtroR0fhuQGjOMpNNtbxpSVosqP%20PGrg4rlSsov+KUv/AF5l014dKtpibZVnS/Oo9K9MbK4HhriVxEi2Jx8rmU6RK0xbL0UhyNH/ANG5%20JkoxKebBlsMwNtKrmVzNgqY/N2VvOKU3G5LUiq7FKtTGNcqklV0nZtcaU9MSxcNrhle4mT4Ny9Z7%20uYLke6YNLvlC3NqLn1QgyW1OURyrWOo3HQrc6z7zSKUtWKrVZY97Kg3xW117mP3KDqH1pMXTse5T%20X1jRcLdcHJLbYtZW2gH61szXduoS9HMmCLWzhz5Vdmgq9LeZdXFXMpHCuzUs+Vcr9LGWTVmtNYWK%2053SB69cCba40FzT0F+PFVy+PSHF3wFlZBXNv1WWNkUPnFjVIOsrvfUafls5u919my4h+ynhkbr+b%204e7e6kXcdS3W8a60+1d526uMLVrjDenMjSdWitw3Ny/mQEeLeoWbORqBY4CiYVGng1a8mp1O1JcK%20bydR8sk7PY67YuvGzsvMVr4u65ftcRI8sLjemNPXeXc4IstKY3CHLFpreNtgJCTbar9WmGbwUm1R%20tXZdO35vafpcaSilKmP1Jqm5JuK67CQuOo35U/SD8bXb10tPrxtqbPbCIw0KuQlcGO6820Ed3FxE%20REQUUc2VenlVLpJam7LqU30pTpxtV+GJztt6b21hX8u3+juxsIqwa6vkPS9rZduzWlrYUC7zI85i%20LFbbkz2J7oNxURxomU6HSVsBRxzHYvLWTby1Vslp6dF8VY279isuqdMor6jWD1JJvZs422vYbsvi%20PxGR24TpEsrc5bl00TlkSOwraHdVQZjThONk8ibejgaEK8/NWyis6V6eo49WVPsfpswTbhW5/Tcu%20tN+COn8T77e7HoudcrMOExomRJ/dq/1dlx4AekbpPn7lsiPDk2YrsxrF+1FN0i5Ub2LaaRVjaVXS%20xbXsOfOcSNT2yPcr0zdVv2krDcm2XLqjUclmxpMZUIUOM0DZLGlECZ2hHYqoWKotS26Kyjlmiumz%20JLrfLsxKpVbVbEoyb45lwt2kfftfcUrPOh22bcWo1wC2Q5ccnkitMz5sh5d8woEybzotplaQIuVx%20Mcy44pWkVztX0kl0qlsttrrb7KF8U7k1J12bFssVN7Og6Cu+obtqrV63G4uHCtVwSDBtiNsCy2Kx%202XlJTRtHjJCNUTE8MObwRFcid9XLsbREq5kruWL62rTm9svFza1OzHlXJbhNHWtwZKPNCM87GYCE%206rBNYt7xnOIpgqLhgmA4JjjlGVNKLV60tS3em7PTuoaSVs/m07Nzy+n4mtD4gcSnrCzPPUj2+c0l%20I1ESDEgonW4r6ti2mLC/VGJdNPnYp0SGtdVZcz2fT/crSNNKTivilOP6XZ1+lMSYkcTNfOaxbhjJ%20Zh4naUgWx1Y4NzWJbQnJcFsm3Jji5iMRJk0AMnT/AHqtGPO1+eS6Iq5+NtjuMqv6af5E67Xs/BW4%207DudZlxQCgFAKAUAoBQCgFAKAUAoCN097NL8TL/NO0BJUBG6j9lF9tH/ADAUBJUAoBQCgFAKAUAo%20BQCgFAa1ytltucM4VyiMzobmG8jSWweaLKuZMwGhCuCpjyVDRKdDTg6S0rbwAIFmgxAaeSS2LEZl%20tBfQciOigCmB5VwzcuFWqRQyxNOaehyZcqJa4kaVPx68+0w0Dj+ZVVd6QiinipKvSqKWZcNhNba4%20mBrR+kmYQQGrJAbgtvJJCIEVkWhfHkdRtByoaYfOwxo8NxG3ffvNpmx2RkIoM2+M0EEiOCIMtijB%20GioZNIidBSQlxUeXGpr6uoGuzpPSzDchtizQWm5bgvygCMyKOugWcHHEQemQltQl2otQrKUwuDtb%20e0idTcOLFfXGMwBCY68xcrm3GZaApzsUs7KSHcudUEkxXbivJSCyyT+F1XTtErYtfEqdWws8mNGl%20R3I0loH47wqDrLooYGJJgokJYoqL4FqGk7GSnS4jYmkdKQ2haiWWBHaA23QbajMgKOMkpNmiCKJm%20AiVRXmVVwq1X6dFO6zoK0MkjTGmpLHV5FphvMb8pe6cjtEHWCxzPZVFU3i4riXLUUu3Et9po6p0X%20ar/pCVpVP+326Q2DQpEAA3QNmJojYYZETo4YYVNeZS+Fp8CU6V3p9pvRdM6dix2o8e1xGWWX+ttN%20tsNCIydv14ogoiObV6abajowKpGT1DYvW3rj1dF9b5d36x3LfWcmGGXfZc+GGzDGisrTEl23mKPp%20fTMaS9KjWiEzJkI4kh9uO0BuI8qK7nJBRSzqnSx5eeopZTAmttcTGxo/SUeG/BYskBmFKAW5MVuK%20yLToAqqAuAg5SEcVwRU2VLtvIVlx6LSWlSZjMlZoJMwgNqG0sZlRZB1FRwGhy4AJoqoSDy0drr1d%20QVl3T1mRzTenXZUOW7aoZy7eKBAkFHaVxgR+aLJqOZtE5kHCpq6t4sYUwMgWOyA6DwW+MLrb5ygc%20FltCGQ6ii48iomKOGi4EXKtQrO4O302XC7WSzXiMkW7wI1xjISGjEtkH20JMUQsriEmO3lpS2uwm%20plO224340g4rJPw0IYjqtipsoSZSRssMQxTYuFMa4laWUwNYNN6dbuEm4t2uGFwmArcuYLDSPOgW%20GYXHEHMYrlTFFWlLKYMtW1PYbTUCCzCGA1Habgg3uRigAi0jeGXIgImXLhswwwpLmvtqQrLjRZ0l%20pVhncMWaC0zg2O6CMyI4MmrjSZUHD6s1Uh8C7Uqau8ihsJYrILiOpb4yOpIKYjiMt5kkkOUn8cMd%204o7FPlwqFYS7fTZceYGn7DbpcmZb7bFhzJq5pklhltpx4sVLF0wFCNcSVelRWKiuDtdXeb9AKAUA%20oBQCgFAKAUAoBQEZcfa9p+0e/klQH3T3s4vxMv8ANO0BJUAoBQCgFAKAUAoBQCgFAKAKiLy7aAUA%20wTwUAwTwclAKAYJ4KAUBhlxWZUR6K6i7mQ2TTiJsXKaKK4L8S1WUVJNPEmMqOqNawWSBYrJBs0BC%20SFb2QjR0Msxbtsco5iXlXBK0nNydWVSob+CVUkYJy89AMEoBgnJhQDBPBQCgFAME5KAYJQCgGCUA%20wSgGCcvPQCgFAKAUAoBQCgFAKAUAoBQCgI3T3s0vxMv807QElQEbqP2UX20f8wFASVAKAUB4eeaY%20ZceeNG2mhU3DLYgiKYqq/ElRKSSqyUm3RFYtnEiwXbTz99tTMyfEYkuxN0zHPfE4wvTUWzy4Cibc%20Sw+WkuWKbuar1ERtbSw/r4mo7xe0aEGDPbckPwpkVqe5IaZJQjRX3N027JVcN2Kmipz8i8yVaSo6%20Pd0W3EVsr02Y8t/AM8XdHuNPu5pINAykmG4bJIk1knkjgcTb9ZndIRHk5U5ttQk9ltlmPNcTZ1W2%204ct/An9N6mt2oIj0iGLrRxnziy40gN28y83hmBwcVwXBUXYvJU0sTwZFbWthLVBIoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAfCIQFSJUQRTElXkREqG6BIrFs4laUudhud9iS%20HCttpfciyHSbIFJ1tB2NCWBHnzigfSxpJ0ipYSuJSrJx2eqpoucXtJDaIN1FJbsWbFK4Fu2CU48Q%20D3ZPyBx6ACWznWrNUdH+W3DmuKq1VW+zHlvPTfF3Rp781dfbitsPSYsw2lRmW1HcFpxYpIq73Bwx%20HDDbjs2VHfZZjzWInuttwsVX2H1eK2nEjkqR5xXAH3IztoSOqzQJlpH3CJrNhlRoxLNm247NtQ2k%20q4Wvoo6PtJSq6dHXW6hkDirpFyVDaYcefjzOqilwbaVYzRzhzRm3nNmQnEVNmGzFMcKvlebLva6W%20lWzqKZuXN19CrS3rLfVSwoBQCgIy4+17T9o9/JKgPunvZxfiZf5p2gJKgFAF2JjUSdFUHPLTxmtV%20xsUq8hDTdMkyyxFalxX5Dj8l5GGWTabNVYIjVP4mGH7KslXLS+TVOtV7ETJZZST92teqz+gd4xRB%20adabs8p27w1mrcrWLjCHHat2RX3N4po2afWhkQVxLH4KrmVM3u0q91uXvT4CjrTGtFvszdxs6Z4t%202bUVxt7cGI+lqvBSG7RdiVvdyHIaYvDu0LeBh0sFJNuFXyO530r1VoUzLto9zaqXqqlhinhoBinh%20oBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinho%20BinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBinhoBilAVvXeuIe%20j7U1cZUKVNbdfaYyxQzIG9cFvO4ZKggKKacq7eakbZxh8ToJWRcvhVfHwMF64iWu16utumijuvvz%20yyPSm8u6jETbjrYuqSouJgwa4DyIm3lSojJNvYk3wVX2U4kyVEnta7XTv8SADjdbnJdvht2iUsu/%20CjummlcZTrzWdUU0XNgzlEc6o5zfDVkm3T3qVa3UqQ2lb7taV3p0oey42WhYSS2LZKebjM9ZvQoT%20SFBDrJRVzopfWKjjZ7G8diY89I20+F5bfmu/EOqr8XNZ8t/4GeRxmsMV952VEfasw9eCLdsWyB9y%202CqyAFtC3ifNJAUkwLCq1srjSq3rNl76E0tpvo91mbuJ3Seskv0i4Qn4DtsuVt3JSIjxtufVyW94%200aG0pCuKY4pzKlXcbOhtdaKKVetVXQWOqlhQCgI3T3s0vxMv807QElQEbqP2UX20f8wFASVAKAUB%205dRxWjRrKjiiuRSRVHNhsxRMNlQ9xKObMcO9dsaavVoYvsKO9erm/cH5LMZ8CFqWanIYFd9mFS+a%20LiLiiY8+2lFljF3Rs6cfHgFKknJXunVRKPhxMV54PzrjEdhtTYkCFdLXHs14jMR3MgxorpG2sPM5%209WWRwhXeZvDUyWZut0pKXWlThcQnSlL4qS/V4mo1wPn9QhxHrw0vqGIzD06YMEmUY0oJTZS0Vxd4%20v1ICWTLzrVs7zZ/e5ejlqu2pXKsrj7vN083qL1ozTEmxsXFybJCVcbtNduEw2QVtkTcQRQGwIjJB%20QQTlJahWRUdle11Jdsm9tOxUM19gMHKguZ3gJ+SDTqNvvNiobs1wygYinzU5EqCTZ93rb4ZHa5P3%20lAPd62+GR2uT95QD3etvhkdrk/eUA93rb4ZHa5P3lAPd62+GR2uT95QD3etvhkdrk/eUA93rb4ZH%20a5P3lAPd62+GR2uT95QD3etvhkdrk/eUA93rb4ZHa5P3lAPd62+GR2uT95QD3etvhkdrk/eUA93r%20b4ZHa5P3lAPd62+GR2uT95QD3etvhkdrk/eUA93rb4ZHa5P3lAPd62+GR2uT95QD3etvhkdrk/eU%20A93rb4ZHa5P3lAPd62+GR2uT95QD3etvhkdrk/eUA93rb4ZHa5P3lAPd62+GR2uT95QD3etvhkdr%20k/eUA93rb4ZHa5P3lAPd62+GR2uT95QD3etvhkdrk/eUBonZ4Y32PHQ5O5KM84Qdak4KYONIK/xO%20ZDWgJ8kXKqDhjhsx5Mfhowc7tvC65uNXdm93UVbuF29dsHbAOO41IyoKCW+J8DAciKiKPLVXHkSx%20jXtrXvJb5m8JU7KU7rSIZ4HXOLYGbRHvoub+0u2K6vyWFNSiuvK7mjoJhkMUMkTPmSrTSlY/ZeT9%20nrEZNOqvTm1/ceW+A7/qmLZ3ruC2+yxH4mniBhUdHfvtvoUtVNRcyqwI4Ag47anM65ve5ejlde0q%20kqZfd5unmVPFkgvCrUCXR3Ujd2iJqaU/IOSpRnFhbqRGbi5Aa3u8QhFkSzKe1cdlUcOVxV0lJP8A%20ulXsLKVqbwcaf2prtqYrfwUdtyR7dFugrYt9bZc1txlVlE/axEQ3biGgCDitipIoKqbcK1z8yeyT%20kuuNLSji3FrFxo+NfE6nVCwoBQCgIy4+17T9o9/JKgPunvZxfiZf5p2gJKgFAFRVRURcF5lqGEUG%20fwnbusqZcLvd3pN2ebjtQ5jbLTCRuqSOtNEjYoouKjqIq58dmypjyuqvqnwqvFiXMqO6jX6v6IwO%208HI5byS1eZDN4mddC6XFGmlWQ1ccm/DdKmRv+EGRR5MOeq5VTL7tKfuzd7fEmrrXFOq3WZTY0nwh%20tGmptuWFNfO02UpLlltZoGWOcxMHlV3DeOcpZUJdmNaKbvd9MvVWpTKu2vXShd5UOHLa3UthuQ0i%205kbdATHFOfAkVKqWITT1gsTtjguO22KbhMipGTLaqq4cqqo0BIe7ene64nmGvJoB7t6d7rieYa8m%20gHu3p3uuJ5hryaAe7ene64nmGvJoB7t6d7rieYa8mgHu3p3uuJ5hryaAe7ene64nmGvJoB7t6d7r%20ieYa8mgHu3p3uuJ5hryaAe7ene64nmGvJoB7t6d7rieYa8mgHu3p3uuJ5hryaAe7ene64nmGvJoB%207t6d7rieYa8mgHu3p3uuJ5hryaAe7ene64nmGvJoB7t6d7rieYa8mgHu3p3uuJ5hryaAe7ene64n%20mGvJoB7t6d7rieYa8mgHu3p3uuJ5hryaAe7ene64nmGvJoB7t6d7rieYa8mgHu3p3uuJ5hryaAe7%20ene64nmGvJoB7t6d7rieYa8mgHu3p3uuJ5hryaAe7ene64nmGvJoB7t6d7rieYa8mgNbSlvgR7Uy%208xGaaecQ0ccABEiRHCwRSRMVoDW17pB3VtiKzJcTt0d1xtx822gdIty4LoImfYnTBFoqqSkvddes%20nBramupqjIu4cJdO3C9W+9yHZA3SLJGZNdZeebblujHWPibIubsOiv7qY4JhyVCik3spJU+a8htt%20W32ftdURAcDYTcq1zQvUlJ2nR3WmX1baVIbOZVJsgwwfzAWTE9uHw1ZNp196lH0Up+JDSaphWvXW%20plXgjagj9Wj3SSyzMYSNfEytks0OsFKVVVU+pJXHT+ZzLhzVEbKbFls+W78SZVduPNb81/4GR/gp%20Y5SvxZc6Q7ZSWccK2IgCkdy5IqSDF1EzntIlBC5Meeq0spilRP8Auzd6RKdtd9Xv5cpYtJaO9RSJ%2086TPcudzuW5GTLcAGvq4ze7aAW20QUwTHFedVrRyse9t9bKRhSm5JdSLHVSwoBQEbp72aX4mX+ad%20oCSoCN1H7KL7aP8AmAoCSoBQCgFAKAUAoBQEbev4ts/Gh/LcoCSoBQCgFAKAUAoBQCgIHUmvNHaa%20URvl3jQnXMMjBmiuljsTBscT/orSGjOdyKymo3shoPGjhxJfCO7eGoL7pkDQTMWULKuGZCLoYL8K%201vq+R1YXox0vNaeoqpl0YfYkMg8w4LrLiZm3QVCEkXnQk2LXI1Q6D3QCgFAKAUAoBQCgFAKAUAoB%20QCgIay6ts15uNwt8EzKTbD3ctCBRRCQiDoqvL0gWqR1FJtLA6Nbys9OMZSulcZ3f9yRfwcj+axVz%20nJJVw2ryUBBMa50nItsu5xbk3JgwZBQ5L0dDewkBhmbFG0IjJM37iLUN2J4O4YtYowP8SNDsQYE9%20y7s9TuQK7DfFDMSbQkFXCyiu7ASXKRHgiLsWrUtpjZ23ccBWyuFvZfwPbXEHRjr81gLqzntzbj0p%20SzCCNtFkcMDJEBxANcpZFXBdnLVa2V6O27iTS1LaYy4k6JG2JcyuYpFV442G6e3qOtjnMFYyb5Mo%20dIsR2Jt5Kl2X+lLHwISrd6Vu4mcteaQG4Q7f6zaKVPFooqDmICSQikzi4KK2KuomIIRIpc1TldWs%20V4W9xFVlzYeiJ6oJFAKAUBGXH2vaftHv5JUB9097OL8TL/NO0BJUAoBQCgFAKAUBGaZ/2/A+xD+q%20gJOgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAr+stZwdKwWJkxh19t93ciLOX%20FFyqWK5lHZgNZ6mooKrOvynlJa8nGLSoifEswoScipjWhyEbpr2LG/v/AMwqA1dXa209pOEzMvT5%20NNyHgjsA2BOGZuEgpgIouxM21V2JSNslFXyErIuWCPNz1tZ7ZfoNmmhIaduLqRostWS6sT6gTiM7%203kzqAKvg+GkXWvQ31K8OxV9LSGHjFo8nQZDrZvycFtbKRzzzxI1DPDRf4g4iqquzZt5KK3p2bqVq%20HZ68K1pTpqZHOLujgixpQnIcYeb38km2DLqje+WPmlJ/yvrRIdvgXmqUqtb6W4c13Eh2LjZjy38D%20OfFLSDU+RFffdZZjpJ/7g40SRHCgjmlA07yGTSY4ongXDGq1srur0qtLOstS2nV2Vt6iR0zrC1ah%20WUERuRHkwlbSTEltKy8CPBvGyUF/dMdqLVnGzrp1oopJ8K9Rm1Tf0sFmduaxTlo0oorYG00iIRIO%20c3HzbbABxxIiKqt0NIxqU20a/wCJkxsbgei4sqykJGEq13iPMcNBxw3QKDTZ7Uw/iValPaK3uw6K%2005vGQcykGcULIaYEOKY4EnhSjVGQnVGhp72aX4mX+adqCSSoCN1H7KL7aP8AmAoCSoBQFGvvFu02%202a7EgWO+6hOM6bEt2zW52Syy83hmbJ0laAiTHbkUsOfbUJ1twLONLyYsesrXqGBLWL1q1zIrSFMi%203GK5Fkxd6CkBG28KCSbFXEVIdnLUzjyt16ysHaqrqOR2TUzzmm+qytQyp1pa1ZJYvV2WU4L42wt4%20sYyfZUDZZccEMCbyjhsTBKKjWnWxZJfqtpXfTwDqnOl9Y8HlzU669FpFSNQaySxn1mdcQubduFzQ%20wb+Q2c6QtwdEc4iQ9ZJWEZRRex6C5sNqrUVlRf8Ak/js3Zeay6+tSXlrT/j57etUtv6PE9xdRasW%201svx59wckOW5gtd4vSDWFJK4NjJyCpL1UxYV7osoOUEzImxFrRZM1P8Ajrp29TrbffSvgUblRv8A%205KalnRdZ3bd51jhTKkyLbeFSQ9Ms7d0kBYpUh1x8nIaIOCi88puOAjmdBIlX46qq5I19q3vdOwOm%20d0us40Ve0mdQJdut2/cEwjPWw3SGJqWbdnjmwVEwqCxt5dS/5kL/AAO+VQDLqX/Mhf4HfKoCF1Pr%20IdLxUk326W6GJ7GWiF4nnV+i00JKZr8ApWmnpSm6JFZTUbytwNfcV71gdi0nGWKpEPXbhIOKCYLs%20+rwJxcU+ii4V1anltPTds62YHPpa8p15WrcSSRnjpJ2lJ09b8cFyA3Kk4fBiSs41lXRXxPga8+48%20nYeNHWBkDqS1m6AGCNdTdbjrmJFRSb3pkpImPSz/ALNtaLU0MtMrrtqZPT1c6akstLqHx+dx2hCu%20FrsN3FP3mpMiK4v9xwCD/wDFWdNF4yRrWa2Gl76cbMDF7QbcdBTY+M6O+KriiYI2B5/6K009HRcu%20adnQzLV1dRR5Y1fSZJlk4zalDdz7rD0rAVcCj2xDfmOBjyFJLKjWKf5eK/DVM2lC5Znvu4GtJyvs%20JPTPDaFpsyetkKAs5za9cpIvSJbiryqb7pke3nwXCstTXnO92Fo6aVxMS7FMmRHIcuJapER1SV2O%207HI2yUlxJSAlVFVVXbVFOSdalsqKavB252ySszRt4TSz5FmdjRUdfguL/biPGTafGOHwVuvMt2TW%20bv4mf0qezYb4jx0ZdFvNZJio0QdYXfMtKSkmDhNohmhIP7qLh8Naf/Hy+9mqZP62f3clDUf4d8TL%20s7vb9rZ0Wl//AENoAre2PxOgRPL+0qz+tCPsxXXaa5G72Rd3ha74atLfI14k33TbaL6ygT3HJZsJ%20/nC8eZ7L4UTYlb6P09aqlSMsKGOtKenRx5lW06XGev8AJjtSGH4LjLwC404IuqJCaYiqLn5FRa4G%20qHWZMupf8yF/gd8qoAy6l/zIX+B3yqAZdS/5kL/A75VAUe76y17cdRv6S0yxFCcx7QvEhp1GYgKK%20LnFsixdJccBTkXl5K7I+WUYLUm7Hclec3+Rmm4RvRjTh3xaQt8nEZ/rCriSLCjqz8SN4bE/bjVPr%20Q+Bdppkl8Rt+q+N8RGGkvdruQq4gm+sQo5gGC4kY7w0P+7gtaQl5d1zKSssMtRa1mVq+08SNJcaZ%20X8TXMSIi+h2sEw+LeuO1n9TTV0e01yy2mFjQHF1lxHF4iuSETHFl2BGQV2eEBQkqY62nW2C4siUJ%20NWStPEm+cXtIxmVulvj6js7Qikm4wd4U1kUTpE5GXLvkTwguPOqVecdLUk8nLudxTT+pCKU+beWW%20yav9eWY7zarnbpVvaEiedEXkVvImYhcBSQwIU5RJMa5noyUsrVrOrSX1GlG1uwjtBWy9dTk6gBuG%20xIv7qzDAmzQhbVV3Y9FU5U6X7ceWujzsYQnkilyqje14nsfeppai0Y+zpRy9MvefGzqJo4UyTqCM%20FzMVQYj5NdUN5hcd6zjmUTRV+KuM8YsBiitkOVDRUVMpci7OReWodxKOX2bTHEmy2PU8a0QLXBm3%20a4nNtijKMmo7T4g2aZUjCiG2DeIbFFVXbsTaarCMXhf0Nt2dxNVncujiklb3kfO4U6jGzpb7RFiR%20GJtid09KYdluOdWRx4nFlg4jA78zzkRDlDpc9NRZqrB5OrLhwuIhJxalfKObrzfiaDfBPVpWK32R%202TEBrTkGTEtkxHHCKaT8lp8Vfb3abhMGMpYEe1fgq2d5s+PJZ8rq7SijSOXB5rfmjTxJZeHmtw1B%20I1a21BK6zJEonbMUpxGG2n4bUQSSTuFUjRWMypuk2LhjsrNw5HBe8pdWaVTRStTfuuP7U14mtauD%202prZHj2QJEaRa3JFomS7iThg80dqAENptjIQmLitJlJXEwx5K3z86eEZOS31jQyabi9so06OZvxO%20yVmXOYca3ZkorHYIbAyn7msw3Ikme9boDjMdlN4Mk42DzmO8RABFy47S5KzdrdVVRjV8Vdv6TSNk%20d7kl3vhYavCzQXDWTZLXqPTEN3T1xlNtSZTEC4SDXFsuky8BOONut5kVMCD5FrofK7PZv4r8TBW1%20rfauD/A6zWZcjLj7XtP2j38kqA+6e9nF+Jl/mnaAkqAUA5KA5ynGaCb16Fq2OmzbyiN2x7eCKTyn%20SCisqOI/Vtk8C9NccQ6Sc1IVklS9ypxWav6bduF4nSLdblFt9VjXGzpPDvGJ1BfiM2RXb5A6+d0t%20/WhFtpm25FeNt9W/rFPfBuxyDjtxy4VXMsub3aVf6nHwZOV1pi3Rb7MxsaU4vwdST7WsS3mFkvpS%20mrPcydRTdchJi6jjGXFsVwLIuZccNqJjWuR1o78ubqrT8Sjljvo+lqpe5c2JDaR2U8DDaqgobioK%20YrzYrVCxBae1DYmrHBbcnsAYsihCrgoqLhz7aAkfeXT/AHjH84PjoB7y6f7xj+cHx0A95dP94x/O%20D46Ae8un+8Y/nB8dAPeXT/eMfzg+OgC6ksCctwjp/wDUHx0A95dP94x/OD46Ae8un+8Y/nB8dAPe%20XT/eMfzg+OgHvLp/vGP5wfHQD3l0/wB4x/OD46Ae8un+8Y/nB8dAPeXT/eMfzg+OgHvLp/vGP5wf%20HQD3l0/3jH84PjoB7y6f7xj+cHx0A95dP94x/OD46Ae8un+8Y/nB8dAPeXT/AHjH84PjoB7y6f7x%20j+cHx0A95dP94x/OD46Ae8un+8Y/nB8dAPeXT/eMfzg+OgHvLp/vGP5wfHQFe1jxU07p+K0MY0u1%204mFu7faopirjhfSMlXBtsf3jLYla6Wk57kr2UnOnSVseK1/sUkJWq4kY7LKcEXpNufGQsDMKYK4A%209M2sdhGibF+DCuh6WnNJQfNvxMYzmm8ysOhNar0080DrV0jONOIhA4LoKJCu1FRUXalcbVDpKvf7%205Zrzqq12tZjC2y3f9xnOKY5CdFcsdrHkxRcTVPirv0P49GWp70uVeL8D3PKf/H8rPW9/U5I9HvPw%20LX7y6f7xj+cHx1554ZraTh28LUzMjsNC9IQyOQAChGiuEuJEiYlQGhxK0teNU6acsttkxoivusuP%20PyWzcwRh4HhQEAg5SbRFx5qKqnGXwuvAl0cWtqa4po0Z2j9V3LV8K8XKbBkW2Eyjce3o08O5ddBQ%20kSG13mUnSRcramnQHHDaqrUZU8yfvKnQvxxGZ2Uwdel/h+JV2uCN8auGnbkN4jFM0a31fTorHc3b%20jJKqH1xEcxI1bVETdqKY7fgqyk1LNi4qL4U/ErKKay4ZnLrrUypwRuLMORFjXdnd3mMka/k4wSqv%20+rclkcTA0ybXjHA82zBaiFlF7qcHv5PWTJttv3uf93qPczge/OYetMm6ANiaK5u25G2l60Ll1Qs2%20+NSUCFpTLLlFMdmNVtoviUaLqkpeCRKdJVwbq/05S3aM0lc7TPul2u8tmTc7qkZtxIrZtMA3Ea3Y%20ZUMnCzFiqltrRyse+Tlxp6jOMaU3RUfTiRHHGGErRbW9kWthhifFfeC+P9XgPC0ebcvHlPFDw+aq%20baydkouz0TNo+zJbV4op/BC63iPeJVlgS9IP2SVKkXF6FYbgb70UHAREBhhGxDd7xE8GGK1tFctH%20Xl8XUxk+aqxp2WM7jVC5G6e9ml+Jl/mnaAkqAjdR+yi+2j/mAoCSoBRgoMWHa9KXxv17qKeYuq/I%20izblcd1EUSLAYpNOPILhtieKKgciIq7eVCVFTFLjv9Yna67XwLzEmRJsZuVDfbkxXkzNPskLjZiv%20OJCqoqfFUtNXiplqAKAUAoCNvX8W2fjQ/luUBuTJsSFGOVLeBiO2mLjrioIonJtVatGLk6K8iUkl%20VnPpfEDUGqpDls4dRhNgCVuXquaBJBZVFwJI4LgUlxPg6KLy10LRjC3U4Y/gZubl7PEmNK8M7HY5%20RXWW47e9Rup/qL5cFR19V5cGkXosh4BD+mqamu5WKyOxEx00rb2W+sDQj79e4lktT9xlYqDSIgND%20tNxwlwBsE5yIlwrbQ0XqzUUdXk/KS8xqLTjj2LFvoKO5M15abvG1Pf3wCxPKLUu1RzJUii6mUXDQ%20kwLIWGdUWrryi1Ndx05ctLK4telh7EfLeW1s2hoe2lyyfvtXpdOB0hFRURUXFF2otcx860KAUAoB%20QCgFAKAwzYcadDfhSgR2NJbNl9teQgcFRJF+NFqU6OqIaqUjgzMkBpd/Tsw1OdpaY/aHCL5xNMlj%20GP4iZIcK6PNLmzL3lUz0nZTYX2uY1FAYLhOjwIEmdJLLHitG88XgBsVIv6EqYqroQ3QpPBqFLc0s%205qW4ovrTVMhy7SMccRadXCM2mP7osCOCfDXR5p82VXRsM9JWV2l9rmNRQCgFAKA5ZxL0JbJN1hlY%20MbZqa+GceQ7HJW2X44ApOFMaDY4I7NvLivLXq/b9VxrOVsYKvXhQ9b7PpRhOXmX/AMMarfJ2R7be%20os2iLxq996RadQ2ZqAduabAZkQlWK6uGH1SHgWGXBcObkWuXzGnBJSjKrlhieFDW1JzlnXXtJt3/%20AHJF/ByP5rFchuSVAQTeutIOWyXdGrqw9b4MhYcmQ0quCMgVRFaTKiqZ4kiYDjTBP4rt4V7Wy8wP%208RtEMQ4c127sjGnoSxnMDVFRs92ZGiDi2gH0SU8ERdi1KVqW2nbdxGDezwvMjWv9GuvzmAuzG8tz%20ZvS8VIRFtosjhiaogmgEuUsirguzlqtbK4eu7iTS1LaYy4j6JG1pcyujaQ1eKPjkd3iOtjnMFay7%201FEOkuI7E28lS7L/AEpYyFbdh43cTOeutIjcYduW6MrLni0cQBVSE0fRSZ6aIoIriJiCKuJc1Tld%20WsV/Uiqy5sGTtQScy422Vq6RrShjpUt0byp72K6IdJA/6bdG3t2dPH4KpTm6usunyu+9dGJAcE27%20dbtZXSzhatMjN9Xty/W+lFdJjdE8rax396Ti58w50wXk5q3jbB7muh2Pu8TKSo1dbXpVKdjqdsrM%20sRlx9r2n7R7+SVAfdPezi/Ey/wA07QElRg59dNccTEM37PoRHbYCGqybnc48B3ACVFNWcj+UFQcy%20KRIuHKiVCeLsLNW0VpaNO3h+/Wpxyfa3bcRfVuMPG0826BAi52XWSMHGiQthf0VacFSj9OkpGTTK%20yXBHQ4Pz3oLT1vOa1EbaSMaIMY4Lu+YdYExNEITwXAsR2YYYY1EW1d8SlwVOBMknfsa4n13g7ZjA%20nQuk9m5yOtpcboCx9/Kbn5esNuCrKtCJbscN2AqOGxajKqU92lKbbc3e3xJq61xrVbrMvcbGmeE2%20ndOz4T1vfk+r7WT52i0uE2seIctMHibVAR4s23Y44SJiuFXUnfjSnVWtCmVdteulC7VUsRmmf9vw%20PsQ/qoCToBQCgFAUziXxEhaQt7Iq62Fwmlkjq6ikIDjgrigOJH4BFNpLXf5Lyn1Kyl7Eb9+49LyH%20lISjLW1nl0dO/bJ4RW99xSdA61K06oKFcn5j8K9mKNyrg05HJt/BTREbMjQEPefN2LybKQ+2UhKS%20lWV9NxtHU0vPac/pxyamlbl+KGNu1dx2muA8cUAoBQCgFAKAUAoBQCgFAKAUAoBQCgInVep7Xpiw%20TL3czyxYgZso7TcNdgNgnORlsRKvp6bnKiKykkqlb4caYuaHI1jqdtPeq9ChKyu1IMTlaht48mVN%20ri85Vrr6i9iPsrt3ldOLvd7Lu8y0+ybLwC4y4Kg42aIokJJgqKi8qKlc6Zocy07PHh5qOTpC4vEO%20mZTTs/S0l1cUaFtFOTAzL/l/Pb/s7K7XB6yUl7Vz8GV0NOT1Fpr3nZ6i0aAiSCtj97mCoz768sxx%20C5QZXosN/wB1vD9qrU+fmsy04+zBU68XxPa+86kfqLRh7GisvS/efWy0VwnjkZpr2LG/v/zCoDW1%20brXT2k4TMy9SFZbkPBHYEAJwzccJBTAQRVwTNtXkSkbZKKvkJWRcsEa9w4g6cgX0bNIN5H96zHek%20i0ZRmX5KYstOvJ0QM05EXwp4aRde3sVX2CVnptdO8jU4waNJwWQKUb7+C21lIzmecJGreeGmH1o4%20iqqqc23korenwpWvAOz0srWlOmp7c4uaMCNGko7IcYfb375tsOF1VvfLHzStn1Kb0SHpeBfBUpVa%20W2nRzXcSHYuNmPLfwM58UdHtz5ER6S4y3HSSqz3GjGKZQhzSQaewymTSY5kTwLhyVWtld1eqtLOs%20tS2nV2Vt6iR01q+06h60EMX2JEJQSTFltEw8COhvGyUD25TFcUWrONnXTrRVST4V6iJ4sXJ+2aMk%20TWPVSm0410b0y9JjFmLKgizHRXTdJVRAQU5ao70troaRufR6VKJpyx3keKdgDVTmnbXcIEaVNtUO%20wQpUc5m+aVhwXHpCZFRoVzqA9LkVdla6btltUadTat7KdZlN1jHZJ132Ydp2yqFiN097NL8TL/NO%200BJUBG6j9lF9tH/MBQElQCgOQ6x4U681Lqj1vLm6cnRYwvMW6Hc7SUwW2HXEMc6OOqKuCgomcUSq%20wVL734FpSrRK5HSdLWqRadPQbbIGID0VpG3Bt7CRYqKn+SwirkH4K0nKrM4qhDcT9cFozT7N1QGt%2027KajOyH0cNtkXMcXCaZQnnMMuGVtFXbjyItZSlSSW2vdXtNFGqb2etIqI8arw/ZW7rFt0VWodtj%203a8ATplmalSDYAYyimCFlaI/rOTFBVEXGtcvNbdmhHrkq9lV0mdbLL6Te6kfX2GO8ccrlAOFJC2x%203bbfbjIstixNxHklsPpHFyTsyo0ZZi6O1ETwrUacXJxjjJV6q+otNqKk8IX/AKa2d3buL5onU069%20sXNm4stM3GzznbfKWOpKyZNiJibefpIiiabF56K2Kksa9jaIdVJrZTtVTPqC7WtiVb2XpbLbrUsD%20cbMxQhFWz2qirsTbUEmHUDuib/bHLbdJkZ6K4qEo74UVCFcUUVRdi1ro60tOWaLtMtbRjqRyyVUb%20kS9aVhxWosWdEZjsCgNNA4CCIimCIiY1nKTbq7zRJJURl95dPd5RvOh46gke8unu8o3nQ8dAVWbe%207NetaxmnZzHqixAklVJwcjs1zY2ibcC3Q4l8a16Mf4tCvvaln9qv4nuab/xvJuX/ACa9i+RX/qdh%20YbldtLXG3yIMm4xSYktk04m9DkNMPDXDp6jhJSV6PI0NaWlNTjfF1IfQmq7aunmodwnsDNtpnCeU%203BTOjC5QcTFdqEGC489dXn9NLUzL2ZrMus9H71oxjr54+xqpTX934lh95dPd5RvOh464jyR7y6e7%20yjedDx0A95dPd5RvOh46Ae8unu8o3nQ8dAPeXT3eUbzoeOgHvLp7vKN50PHQD3l093lG86HjoB7y%206e7yjedDx0BQLXfbLaOMl4aScwkDUltYnCaODu+tQy3DmK44ZibINngSumXNpJ/C6cTJWT6S/wDv%20Lp7vKN50PHXMaj3l093lG86HjoCjcZdTWuRopyzQbgwUq/yY9rHduCpC3IcRHj2LsytIS10+VXPX%204bTLVdlNpc4d60xDiMRGLhFBmO2LTQo6GCCCIKJy+BK526upqkZveXT3eUbzoeOoA95dPd5RvOh4%206Ae8unu8o3nQ8dAPeXT3eUbzoeOgHvLp7vKN50PHQFVs99s1y1lc71InMBGgAlttmdwUQv35Do4r%20tQiwFFTlRK9HX/j0Y6eMuZ+B7nnP4PK6ej72p/JLuiuFpaveXT3eUbzoeOvOPDNBx603fUMYWJW/%20FmI+RLFfMFRVdZwzKyQrguHItAT5iitkOVDRUVMpci7ORah3Eo5HA4eayYhz0C3wIat6ia1DbYTM%20pdybYIILFNRYBGsEDFCQSTHmqYOih+XMv1Zu6pGoquX5kv25e+hpO8JNaBEuqMrDcf1NDuMO4Nk+%20YhBW4yzkZ2i3a7/di5gqYBiqVRafIoYUhb8rbdnXYXz8+eltZWdKSXdaYG+CurzsNvsjj8VtvTkG%20VEtsxHTIpxvyWnxV4MibhMrGBdI9q1pmebPjyWfK6u0yUaRy4PNb80aeJLLw91wGoJGrgYhlc5ki%20UTtlWUaMttPwmogmkncrmNFYzKm7TYuGOys3DkcF7yl1ZpVNFK1N+64/tTXia1q4QaotkePZBejS%20LY5Is8yVclcMXWitYAhtAxkJDQ1aTKWdMMdqVvn508IycumsaGTTcXtlGnRzN+J2Wsy5zLjIdiS6%20aRa1HHtoaedmu+sbtdYjEpplAazhHQ5AkDHWVHKri4bB8NVhT6lvwvrusrurXeWlXI6bV1K23w3V%20MPDG4afHXeoLXo4rXK0kcZiaj9njMMsxpZLuurE9GRG3lIA3m3Eh2ouzCtIJ5HXCVm+t/Cy3xKTp%20mVMVb1evYdTqpJGXH2vaftHv5JUB9097OL8TL/NO0BJLyVDrSwH501PxM1ew3Ms2otVwbI7LB5hy%20DL05dN8jRKTWYTZN9k0JExEwIkWq0U1Tau80bySqsHYdn4fTWZGloMdhiU3Ht7LMNqRMjnEWQjLQ%20jvmmnsrqNlzZxHH4ttdGs6ycnZVuzrOfTVEkrSyVkaCgFAKAjNM/7fgfYh/VQEnQCgFAQmstX2nS%20VhfvFzJd23gDDA/xHni2A02nORL4610dKWpJRQtbSVrdi6SrcP8ATx315vXepo4OXmX0rawSZm4j%20HIO6Qv3lT97lw+Na7/Pai00tCD5Y375Yns/dmtNQ8tG7S9rfN+1wuLZq7T0bUGnptreBCV9tdyq4%20dF1ExAkXm21x+V13pails7ji+3+a+hrx1ME7ejHsKNwa1zcJjRaU1AareYDauQZJ/OlwwLdqq48r%20jJpkc5+Queun7h5ZQm3H2SPuHlv8fzE9LBOsd8Xauw6jXnHIKAKqIiqq4InKtAaUS92iZIejRZjL%200iOWR5oDFSEsMcMKvLTklVq8qpp2Jm7VCwoBQCgFAKAUAoBQCgFAYpcuLDjOSpToMR2RU3XnCQQE%20U5VVV2JUpNuiIbpecztIPcS9UR9QSGiDQ9heUrEw4Kj6wmBs64QF/wAppdjWPKu2uqX8Ucvvu/du%20MlzuuCOo1yGwoDnfF+2HqCPbdOQGWXr064c2K4+iqDIx2yxIsNuBqSB+2vT+3P6ebVd0VTrfpU9n%207VFaUZ+Zf/EuX55WLheWLh/qhjUulolwBrq0ltFjT4XIseUwuR5lU5spJs+DCuHWg4yaPEjNytd5%20YqyLELpWGy1bW3xJxXHc+ZCdcME+sJeiBEoD/dRKAjuJelrxqjTR2a2PxopPusm8/JAzwFh4HhQE%20BR5SbRFx5qKqnGXwuvAl0cWtqa4pogblwuu9yu0lyRPjhbLrMhXS6sg2e+STCbEMjBqWVGz3Yr0h%20xTbUKKpTBOTX9yoHJu3FpLg6kO1wS1A1cdO3MbtFKZo1vq+nwVlxG3WSUkPrnTzZ92qIm7wTHb8F%20WjJqWbFxUXwoVkk1lwzOXXmqZR4I3RmHIiRrsxkvUZI1/Nxk1VP9W5LI4iIXR2vkGB48y1ELKL3U%204PfyesmTbbfvc/7vUe5vBCTOYdtEm6ANiaK5vW7dtl1pHLqhZt8SlkIWlcLDKiY7KrbRfEo0XVJS%208EiU6Srg3V/pylu0ZpO62q4XW73iUxIud1SM24MQDbYBuI1uwwRwiJSLFVXbWjlY98nLjT1GcY0p%20uio+nExcVbaM7Si4DM6zFlRpUN+3x+uPMPsuoTbyxsczrYLtMRRSy8iVm21JNXrhc79zuNYpNNO5%20r0pvOYab4h2y8atgz77qUtSXOyDIOz2SyWK5R3CfdaVp03FeAsVFtVFEUhFMcSXZWkKWtWtqm6ja%20/ApP4XYq9qr3X2HfGnFcZBwgJpTFCVs8MwqqY5SyqSYp8C1DVGE6o0NPezS/Ey/zTtQSSVARuo/Z%20RfbR/wAwFASVAKA4JP1/qpdbTbXoG/y77KamTWpVkuUOIUZuWGZdwko34EgGAy9HILmGHKvJVdJt%20xqrVS/09RfUSTtsdnp67TtGmHtQvafgu6jYYi3w2kW4R4qqTIO84gqkez+8taTSrZcZRrieNRaYt%20d/ajBO3rbkJ5JMOTGdNh5p1BIMwOAqKmImqLVKW19LS9bKYeogv/ABFohGozIRnm2mG0ZebCQ6Iy%20m0eWQgy0Qvr/AK0iLp+FasnR1W7o5buBVqynT+6/iJnCHQ0yQ89IiOmjjjj7DG/dRqNIeJDcfito%20WVl0jHNnDBcarFUpTC7dbUmVta4377KdxYNP6ctlhhuRoAmu/dORJfecJ5515z5zjjhqpES4Im2r%20VsSwRFLW9p9vX8W2fjQ/luVBJJUAoBQGhf7xHs1ml3ORtbitqeXnIv3RT4SLZW2hovUmoLE6fJ+V%20lr6sdON8mR+iLPIt1iApu25zzKbcSXl3z65lH+4mA/srXzusp6nL7MbF0I6vu3mY6us1D/bhyx6F%2067yfrkPMKlB/7ZxFnxfmsXuKExtOZX467p35QUVr0J8/lovGEqdTtR7et/N5CEsdKbj/AGytXbUt%20teeeIKAUAoBQCgFAKA57xRRbZf8AReqR2DAuqQJheCPcm1YIi+ATyr8ddXl7YyjtXcZaljTOhVym%20ooDnupsbvxf0tZ06UeyRJV8lDzZzwixl+MSU66dPl0pPbYZStmkdCrmNRQCgFAKAhdYXsrPp+TLa%20TNLNEYhN85SHlyNon7Vx+Kunyej9TUSd176Feeh9s8p9fXjF+zfL5VazNpizDZbDDtyLmNkMXz5z%20dNczhL/xGqrVfM631dRy292Bn9w809fWlqYN2dGC4EpWBxka7/uSL+DkfzWKAkTMAAjMkEBRSIlX%20BERNqqq1DdFVkpVK7H4i6JkwpU1m7MnGhbvrJ9JFTfKqNKgqOY0cVOgooubmqcK7f69xGND6/wAR%20NEsQ4c127sDFuGZYruJKhIB7s1LBOggn0SUsMF2LUpW0207buIrY3s8LzI1r3RzsidHC7MK7bWze%20mIpKiA20WVw0JUQSQC6JZVXBdlVrZXD13cSaW0xZiLiNokbWl0K7NJCV4o+fA829Ac5greXeIoj0%20lxHYm3kqXZf6UvIVtaYeJPxpMeVGakxnBejvgLjLoKhCYGmIkKpyoqLUyi06MhNNVRkqCSv6z0tK%201DABiLdXbY+1nyqjTMqM7nHLlkxXxJt0EXAkTYuPIqVVxLRlQruluHWs7WYNXPWKP21p0HwgWq1x%20LSBmK4qjpNq8RAWCZkHLj4a0UtpnS+mJ0KqliMuPte0/aPfySoD7p72cX4mX+adoCSqG6IHOnOLV%208BwhTh3qY0FVRCFmJguC8qf6mpVpMlR0L/DkHIhsyCZOObzYuLHdwQwUkxyHgpJmHkXCpkqVStKx%20dTlszitqe33K7W6ZFipJDqLdpR1h+KW9nzOqYm244ZSGWcULehu8/JlHHFI0+eixckuqjdWsLnS0%20tPlq3coyfClz67bLDEfFXVxyJ9ljtW9L1Zhuj86W4y+sZ5m2I0oi0yj2dsnusJipOEg4chY7K5+T%20PglVr+5x/wClsnLzKPxSov05reNDPoPi7eNTyNPXEosZmxaocnMQYwi51tgoCfPddU1bcRzIXRFs%20cuzaVbZKOj+HN20pwZk5WVWElF9ca2HUJcpIzSOK246iqg5WQUy28+Cc1ZlyC09egbscEOpyyysi%20mYWDVF2cy0BIevW/QpvZzoB69b9Cm9nOgI2+cQLLZGAduLMtreqqMgrBIRqPKg44cmNbaOhLUdIm%20erqxgqs5VcY991hfoc7UkKVEkynFSzWHdqvUbcK/XynMNhyXhwH+wi/J6flXHSjKauhjtlguhXns%20/ZdPI5ebmuXSXKvzv2fWdkZu8dhltlqBMBpoUBsEjmiIIpgiJ+yvHk23VnmTk5Nt3s9+vW/QpvZz%20qCpyfUdnlvXq5LY2JEbUdukDfdNErJJirqZJcZxP8p8hwXm2pXry1FLShJ3exLquZ6/3OP1vK6Os%20vbhXTf8AbbHsL/pPiJbtR2gJ0eHLB8CVifE3JEceS3sdZPDnEvlTbXmaum4Oh40JZkb911nabTb3%207jc25MSDGFTfkOsmICKeFarGLk6K8ltK1nPyk37iO+r9xYuVo0FjjEt8dpxuXcx5nZDgrmaYXmbT%20aXPXS3HSsVs+xGVHPdElLhw44dy4ost2GbCdZVFiTIgPsyI5IKCisuCuI8nJyLz1X/M1MXULQgrk%20aFr13qHRMobXrdJM6wOGLVq1WbBNnmLYLE4E5D5kcTYvPVnpx1FWFjxXqCk42Su2nRUv7SoipDmK%20i7UVGDVFSuQ2Hr1v0Kb2c6AevW/QpvZzoB69b9Cm9nOgHr1v0Kb2c6AevW/QpvZzoB69b9Cm9nOg%20Hr1v0Kb2c6AoV017qzUdwcteiWhiQI5m3cb+6yUo2iBcN2zGHAc+bH55c3JXb9COnFSnbXA5lquc%20mo4YmP3P1Mv1h611R1gvnqMaOLX91rcrl/xVn9ePwR7TT6b2s+jw/jycVvt51Ne9mANSEQGRX6SN%20NNgKr/xY1aPm3F1jGKKy0FJUbZe4dyhw4rMSNb5jcdgBbabSOeAiKYIlcspNurNkqKhl9et+hTez%20nUEhb+0iKqw5iIm1VWOeFAkVbSl1G4Xe5aodiSnG5ipFtZAwZIkRlfnIv/yOYqtej5z+OEdHZbLp%20fqR7n3T+DTh5ZXx5p/NLD+1WELPufuZr8r6zElN6Y1Lg3e2yZIUYntj9VKEedHQTI5h4May04vVh%20l96N3RsPnJyUHV3M6EGoGHAEwiTCA0QhNGDVFRdqKipXG0bjTBZrFFLBUzIS4KmCpiZcqUAv+qbB%20p9lp28TQiA8pC1mQiUsiZiVBBCLAU2quGCVGZVoTRmuWt9JDcolsW6MLNnC2cVtFUkNHkUmumiKC%20K4KYiirivNVsrq1ivArWxPBmt/5J0NhKX1wwvUyQXkTMqqpGrY7tETFzE0UehjVU6qvpt7izTTpi%20ZHuIWimWoDrl4jo1cxQ4R4qqGKmjaEqonQTOuXEsNuzlq1HWmNnbdxK1srh6r+BtRtX6alXt2xx7%20g05dWc2eKirji2iKaIuGUlDMmZEXFOeojaqr0w7yZWXkvQBVRExXkSobSVWClad4u6R1Fd2bXahn%20uuSFNGJZQJTcU0bQiUkkGCNZVQeiuO2rRVVXdUT5XR7aF1qARunvZpfiZf5p2gJKgI3Ufsovto/5%20gKAkqAUBwPinZrNI1E0Ovr5urfKN9m1x7VZGnzIXSUW4yTialvtzD/sZc2GzCs4pdMqYeHiaSdlV%20ZHf4+B1vh4xBY0TZmYAT2obcYBjt3ZMs4QTYiPovIaV0arblb2GEEkrCZuFxt9uhuzbhJahw2UzP%20SXzFtsExwxIyVETbWTaV5olUjz1jpJsIJneoIBdPZpFJaRJG1B+pxL6zaqJ0atR1piRWyuB6c1bp%20VqZLhOXiEEy3tq9OjFIaRxhsURSN0FLEBRFRVUqrWyuBNHVLFm5a7ta7tDCba5jM6G4qoEmM4LrZ%20KK4KiGCqmxas1Qqma96/i2z8aH8tyoJJKgFAfHDBsCcNcABFIl8CJtWhKVSindoGub3Ch2xxZFgt%20pjNuMnKYC68K/UMIhoKrgqZy/ZXb5XVjDSlqJ80uVbtrPe0YPyWhLUlZrT5IrYvel4IvdcR4AoCp%20a9/0Lll1AmxLXOAZJeCPK+pcVfizJXoeQ5lPT+KNnSrUe39m/kWrof8Akg6fNHmRba888QUAoBQC%20gFAKAUBUuLNlcvHDq+w2RzSQjLJionLv4qo+1h/fbStvLyy6iZnqqsWTGlLy3e9M2q7tlmGfFZfz%20fC4CKv8ATVNSOWTWwtF1VSVqhY59oFPWmvtb6iXpNhJYssNeZAgtZnVH4Cdd+VK6dayEY9fEyhbJ%20s6DXMaigFAKAUBT3f/uHXINJ0rXprBxz6Jz3B6Cf/SBcfjWvRX8OhX39T/T+J7sf/i+Tb/5Nezog%20r/1PsLhXnHhCgIa4RnH9QwxbkuxlGJIVSayYqm9Y2LvBNMPioDfukd+TbJcdjd795lxtrfDnbzEK%20oOcecceVKpqxcotLFF9OVJJs4lpng7rm0so+ptvOw37XKYhy5iyCdOATm8abkIy31eNlc+qZykgr%20WqlSj/M+mjhlteLMZRrVflpu9rNYsFt/A2nuEutQh3VGUiOP6nh3GHPaJ8hCAtxlnIQ2y3a79AFz%20BUwHFUrJafIoYUhb8rbdnXYbZ+fPS2srOlJLutMDfBfWJ2G32Rx6K2GnIMqJb5qOmSzzflNPiroZ%20E3KZWMC2ntWtMzzZ8eSz5XV2mSjSOXB5rfmjTxJdeH+uA1BI1cEaIdxmyJROWRZRI220/CaiAfWN%200qEaKxmVMnIuGNZuHI4L3lPqzSqaKXMm/dcevKmvE6HoqwO6e0jaLG86j7tuiNR3HRRUEiAURVRF%205seSt9WalKqMtOLSt9K2k1WZchNbTLvC0heJdmFw7qxEdOCLLKyHFeQVyZGU+eWPIPPVNRulm7vL%206aTlaUPg7e9XXC6ywvs3UkkBjCQt32yMWpgXMyY7p1oRVwv7K822t6LK+nr4GNXVHV6zLkZcfa9p%20+0e/klQH3T3s4vxMv807QElQH57/APYKOLeqmbm7ebe21HiCycedKmsHECYD8ZTbaiC4jm+VzNyI%20Sbvly4rVNP23+airirn2Ur3mkvYVl1tNtq/p12HdrM1/2OC07JS4f6ZoTmLgqP8A1aIrnOi5+Wtt%20ajk7KWuww0rIqjIf/wAbaMVuYDsA3+vNgy84/JkvOA00e8bBhx1wzYED6QI0o5VwVNqVRWcU99Vd%20beX9TW62+y48P8L9EPw2ojlvNW2iePepJlC+4srDfo9IF1HnhdwTOLhkhYJjyU9VO2t3TaPXXsp3%20WGzatA6RtV09aW+3pHlJvN0IuOqw0r2COkxHU1YZJzKmdWwFS56lOnpvrwrgQ0vTop3FgqCSM0z/%20ALfgfYh/VQEmqoiKqrgibVVaA5/duKDtwnu2PQMJNQ3dpckqdmULZEX/AOaQmwyT6DeK10x0KKs3%20lXazJ6lbI2mk1p7TumJzOpuIF29camkZhjSXmzWMxlwJW4ccUIWkTZ0l6S+Gq6nmqUjHlT7ek6PL%20eQnrS5VmfcWLRkOXNky9V3FtWpVzQW4Mc/nMQgXFsVTmI16ZV0+cmopaMbo375Y8Lj1/uurHTjHy%202m6x0/afxTd/C5FrrzzxRQFS1d/27UWnr8mxsXytswv/AIpaYAq/ALooteh5Tn056e7Mulfge39t%20/l0NbRxy549Mb+w1dRcPJJ3p7UelrgdmvUoBbuIAqJGloK9E3gwL6wE5DTbzVjo68VyzWaJ87q6b%20dsXRmGNwznXS6s3TXN2W/lFPeQLSDSMW5k0XomrKYq6acyuKuFQ9dJUgsveWWm3bJ1L6iIiYJsRK%205jUUBr3C3QblBfgT2AlQ5IK2/HdFCAxLlRUWpjJp1RDVTnjOndd6FzM6af8AXumFVEj2iZmKVDUi%20+Yw9j02ebA/m/FXZGWnqvn5ZbdphPPBctptlrniTJImbfoCQ0eKikifOitMoqeFGydcVPhQaz+lp%20q+fYy+eWw+I1x3e+u3+noeG3qe7lv4/2d9mb+XJT+H83YOfcbWl+IE9++JpnVEJq1ahIDNgGnFcY%20kI3tJWSNAVeiqEieDHwVbV8ulDPF1RWGs3Jxaoy71yG4oBQFL4raguNu0+1abMWXUOonxtdqVFwV%20snv4r/xMt5jx5tlb+XgnKr9mNrM9SVFRXsn9K6at2mtPwrJbhyxoTaNoWHSMv3nC8JGW1az1NRzk%202y0Y0VCVqhYUAoBQFV1zcX3mI+nba7hcr0asKYbVajJtkOr8QbE+Fa7/ACMEm9SXswt6Xgj2ftGj%20GMnr6i/j0remXuriWK3wI1vgx4MUMkeM2LTQ+ARTBK49TUc5OTvZ5etrS1Zucvak6s83K1W65xli%203COEmOpIW7cTFMRXFFpCbi6p0MJQUlRmyIiAoIogiKYCKbERE5kqhYhtLQ2Wra2+JOKbufMhOuGC%20fWF81siUB/uolAVHjBoO/wCq/Va2oiAYaSUdONK6hKzPtoAoMhG3vqV2o63gmbZ4KzlBtvfGn9Vi%20txdSVP7q992x7yEa4V6xQRtjxw1hzJNpnTLiwStLHO2sA0bLMZAwUSVlMioaImPJW02pPdmm/wBU%20ad/YZQTS35Yx4Sr6bzQZ4Ta8au+kbru4ZHoZrqsaKkkkS4iREJOEe7+oUQVCRFQtuz4aRnSTlS+K%20jTZy+vsJlGscv5nL91aGQOEGs49vnQ21iPe8UPq1wMniFIJLOdlkrSZF345ZCp+7tT4arCxKOCem%206/IrfwJm6tyx57Pmu/EntNcO9S2/UVrSWrC2qyT7ncGJ4ukT0n1kpKLZMqKbtW94uZc644VOm6Ur%20eoZf3VqVmq1pjJS4RodQqCx8LDKuOxMNq1WdMrqSjgPCo7VH1daCjSdVtWW4rKTThXG7NSbfMUAc%20JxDgtrna6OYxzom1PDWulWlHflVjt5eX1xI1vabwzW0s5qvxqd/qgI3T3s0vxMv807QElQEbqP2U%20X20f8wFASVAKA4hrDgRcZd9m3K02bSl2S4yHZTzl6jzGJDaurmyZ4hkDvSVVzKAr4ceWqQjRU2F5%20yradH0Bp2/WK0BCuj8EWWm224lrtbBsxIggi5hbN43XncxL84sPgFK2nKu8yiuo0uKmmrtfbZafV%20wPPrbbpHnSYkZ4I77rTSEn1TrigCGBEhpmJOTlxrJWTUtmbtTRd2xa2071Uo0zQPEqXDltXBn1jK%20vttj25ZbkhlSgJHnOPisglUVd+pdHEmUJVMfiKrxsar8UJN/Krfw6Sstq2TVPmuNDUHCnX04bbDY%20iiSafvMu9FOJ9pBubT8oZIxhHNnAyTYW9RBxFNqptRoyyyhJr2I0p13+I1FWM4r3+zlpTw6DqPD2%20yXa3M3qZco/U3bzc37g1BUwcNltwQARMm1NvOuTMuVVTby0jZCMdle1th2zb6OxUN7UFuF2Xb3Os%20PhvJYDkBxRFMGz2inMuyoJIzWbF/tdqbkWAJlzmk8IGwrzhYNqJKp4CorsVETl56z1JSSsVTq8np%20ac501JZVQ0m2uIbzYkNuWMqoiqj10Ml2p4Ab2V6UdLy9LZy6o/id/wDjeQV+rN9EPWz23pPXVwPL%20c736vhEii7Hgm4844K7FRXH06P7Eq31fLw9mLm/zXcEWj5nyWhbpwlqT/PSi/tjeTVn0NZrNFWLa%203JUSORbwm23zwU1RBUlxx24CledRK5UPK8x5ierLNN1Zveog9Om+fKpMR6iD06b58qA0L9pJu42W%20bCWZLNX2TEEN4iHPhiCqnPgSItb+W1fp6kZbGdfkPMfR14anwyXDHsNXRzKXfTUCa5NmC+TaBIBH%20y6LrfQcH9hDV/OaX09WSwrZ0M1+6+W+j5mcVdWq6HaiZ9RB6dN8+Vcp55q3WJEtltkz5NxlgzGbJ%20wlOSoouCbExXwrsqYxcnRKrNdDRlqzUIqrZT7Hru2zYKSbg1eoBKSoiD1iQ3kwRUPeA2PLj4K28r%205aetHMqK2lG0n2nrS+xaleSUH0yUXwbLNZ5Wnbwi+rb5IkGPzmhkkjg/GC4EnyU1vLamn7SaODzP%202/X0P9yLj3cSU9RB6dN8+VYHGPUQenTfPlQD1EHp03z5UB5c08042TZzZhAaKJIr5bUVMFoCi8HL%20bl07PsD0yU3I03cpVsVsHiEUaA94xgng3Lg10+atkpfEqmWldTYW++R4toss+6yLhMFiBHdkukr5%20bBaBTX+qsIRzNLaaN0VSt8I9KvR+H9relyZTM24idxlgDxCm9mGrxf8A5618zKs3TCzgU0lylx9R%20B6dN8+VYGg9RB6dN8+VAPUQenTfPlQD1EHp03z5UBWuIEYolhKJDnzVu1xMI1uZF8lI3VJFXkVMB%20QUXMvNW+j5V61VXLFKrew9T7R5b6mrmlZpwWaTdyXpciQ0zogLPaGohz5JyVVXJbzTpgjjpriRYK%20pL/TWLk2km60s6jm875p6+pmwuW5IlfUQenTfPlUHIPUQenTfPlQGvHgpF1Gxg+89nhv/wAZxXMM%20HWeTHk5aAm6A0E1BYVGWSXKKowNk4kfbwY5U+t6XQ5P3qitlcCaW0xPrl+sbbMZ5y4xQZmqgw3Se%20bQXlXkRolXA/7tWpbTErWyuB7bvFocfksNzo5vwkxmNC6CmynLi6KLiH96orZXAnGhiXUenkt43F%20bpES3mW7GZv2typ8mVHM2XH4MaMI3xISFCFUISTESTaiovOlGgmfaAg9ZuyF05cYkG5sWq6yYr6Q%20Jb7gtoBiH8TbzBjiq4bKz1FWLp6eqt1S+n7Sqc54Hxr61eLksh0I1vWOArbCvg3512Sh9KWJptYB%20R6OTnWuizK+mzd177OBjbmXRa9vVx4nYqzLkZcfa9p+0e/klQH3T3s4vxMv807QElQH5843SdOMc%20Q2zkMSykjbXOtGFwjQWUNY0pYxg28DhOOoIughpgIKScq4VTTpWVbv8A6c1FvjfttSNGnSO38bOE%20rV22Hc9OlALT9sK3NkzAWIwsRo8UIWVbHdiWOO1BwxrfWrndb6s59KmRU2EhWZoKAUAoCM0z/t+B%209iH9VAc31NpLidqS5vxbkebTgvuEEBuUMVuQzmwbB4mUJ1Ry7VHFMeeunyOpGLl9Sz4aKp6q0PIz%20is05xdLUlWr6yy2q0a8t0Bq3WyLYrRAaHK21HGQWT4UFEAV/bXRKXlm6v6kn1GiX22N31pfpSNpr%20QITZTU3VE473JZxVhkgRmK0q4bQZFV27OVVWubzGrpzWWMFFLrfErrfc4qOTQgtKO2+T/uLZXOeQ%20KAUBDaxtC3fTNwgB/GcaU46+B5vptr/jFK6fJ6309WMsK9mJ3/a/M/Q8xCbuTt6HY+wy6Xu43jT0%20C4/vSGRV1OdHETA0VP8AiRar5rR+nqSjsZT7h5b6GvPT+F9mHYSlYHGeXHG2myccJAbBFIzJcERE%205VVVqUm3RExi26K8otl4rtXAXzcsk4W2zysORmykg4GKpnzIIInJ8NaeW0Jata0hl+J0Pal9kknT%20PBPHM8pMwuIOlJT4xymLDknsFiaBxjX4t6g4/sron9v1oqtKrdb3GOr9l8zBZsuaO2LUu4sQkJCh%20CqEKpiiptRUriPLaofaECgKrxH0gepdPEEM+rX23Gk2xzh2GzLZ6Qbfon8wk8C1toamSVtzvKaka%20rebOgdWNaq0tDuyDupRIrNwjfvMymVyPNEnNlNF/ZUa2nklQmEqqpYayLCgOc2P/AO6eK11vZdO1%206SBbRbV5RKc6iHMcT4QHK18G3w11T5NNLGVvVgZLmlXYdGrlNRQCgFAat0ucK129+fNcRqLHBTcN%20fAnMnhVeRK00tOU5KMb2beX0J601CCrKRTeF+jhtjUq+yWibm3UycZacwU2Y5kpiJKiJ0yxxL9iV%20bV0oaLcISbWPTu3HrfePNptaMHWEKVeDktm5YF8rE8MUAoCM017Fjf3/AOYVAe71qCzWSMEm6ywi%20suGjbaniqmaoq5QEUUiXBFXYlRW2hNLKmqetNKt3OLazuTIXCaIFGjkqoRI6ik2m1OiRoi5RXatW%20StaxRDsVcDWXiPobCWvrmMvUiQZCISqqKRq2OVETE8TRR6GO2qp2V9NvcS006Ynt7iBotlqA65eI%20wt3MUOCefFHBUkBCxT5qZ1y4lht2VajrTGztu4la2Vw9V/A2o2rdNSb27Y49xZcuzObeRBLpJkRF%20NE5lUcyZkRcU56iNqqvTAmVl5LUBC6uvEizWhbmEiHFiRXWzuMieriNhEzIjxDukVc+C9HHZjy1W%20UqX3elO2hKi3df6eFThXCXUtlmcSoUuGOi1mXtJKunZW7klyyo0Tq4i8CNM4qCZ82GO3nrXRjSLi%20rstbLr167vUV12nKv5qKvpsxP0fVCSN097NL8TL/ADTtASVARuo/ZRfbR/zAUBJUAoDnXEzVep7J%20erWzpuQcyfIH63T4W12ajjWdEV8pDJN9XwXAMxll244bKqm8zSt7Kde/wLSXLW630s3EtoHWt7vx%20S7fqGxOafvtvbYekRCdbkNG3JzoBtOtqqKmZokVF2phWlFSq207E/Ezq06PFV7aFvqpYUAoBQEbe%20v4ts/Gh/LcoCSoBQCgFAKAUAoCo6YX1Tqm9WA+i1INLrbk5EUHui+I/8LqY/tr0fM/yaUNTZyvqu%207D3PuH83ltLXV8f45dK9niu4tjrrbTZOukgNgikZkuCIKJiqqq156TbojxIxbdFeyl2+KWs7kN4n%20Cvu3EP8A7RCPFBkuCuCynRXlHH+Gi/HXp6kv8aOSP+6/aez8q8T6DW1P8DT+lD/fl7cvhXwLf8TL%20siIiYImCJsRK8s+eIa86O07eCRyZDFJQ/wAOYzi0+K82VwMpfLsrp0fOamnZF2bL1wO/yv3PX0LI%20S5fhdseDK0OltfWi8FcLbeSvEIByN2y4PODiKiibTFFDMipsXL8dUWXU1nKfJBq6O3oO3/L8rr2a%20kPpVxglf0bCSa4gR4roMajt8mxukuVH3h3kVV+CQ3iG34cK6n5ByVdKSn0X8CsvssprN5ecdZbFZ%20L9LtLU06262LjRo42aIQGKooqi8ioqVwNNOjPGlFp0djPVQQc7iKun+NUyOS5YOsbeEljwdet31b%20gp/xMmJL4a6nzaS/K+xmSsn0nvjO87MsNv0lFLCZquezb9nzhjCSPSnMPALTaoXwLUeVVG5P3VX1%20DVuptL8ww0ww2wyKA00KA2CciCKYInyVzN1NSAkcQ9Fx5MmK/dWmpEQ1afaJDRUMVUVROj0sFTbl%20xq+hpS1pOMFmavPQ0ftfmdVJwg3W0mLbdrZc46SbdKalsLsztEhIi+BcORfgWp1NKUHSSaZy6/lt%20TRll1IuL3m1WZiaV5vNus1vdnz3UaYbT4yIl+aADykRLyIla6OjLUllirTo8r5XU15qEFWT9KvcQ%20WmrTcJ1yLVF8bVqa6Ct2yAW1Ikctu3/5XOU1/ZXV5nVjCP0tP2fefxP1LA9Hz/mYaen/AI2i6wVs%205fHL/tWHEtVcB4woBQENcI7r+oYYtyXYypEkKpNI2qqm9Y2LvAcTD4qAkLoxJftktiKe7kusuAw5%20yZTIFQSxTwLWerFuDSvoX02lJN3VOG2TRnESLYrdBft0l+1Why1vzbbKS3JIkvxnXFlJHOPuhdZw%20UDHrBZlXnrfMsyeCdnRkpbhY6XbzGjo1i1f/AHJ9NqrXqMMjh1rRLbcmyshyAvcK6RrTEQo6+q3p%2004n2SdzOILaCBiRKzmwVMErFReRRrzU07flbrvss4G2dZ81OWsrNtYpdFtHxMTXDLXx2KHbktxNX%20K0W6bGus8nGUG7OPzGX0Fs0NTNDBolVXkHBVwrTMs2anL/HZ8sqvd/UzSdKY1nb0xot/9CWLR+ph%20vkjUC6cedskuXMNrTadU3zSvwGowPk0rvV0zONFjlNVRFxrKUXkcb24zpurKqLqXMndRwrvonXvR%201LQVouFm0XZLVciQ58GEyxJVCU0zgCIqIS8uHJXTrSTk2jHTVET1ZGhQ+NFsmv6In3C3LbGp9vjv%20l1q6xElgMZwMJDYIqFlVwURPmki8ijWWpZbhZXfbZ2mula6Y4dP9KlX4O2V21aultzGbNAlvWmPI%20bhWqzFayNp4829J1zEnFFcBMELAVw2Y103KS2SS7H37dzRzJ1yvan6em07JWZoRlx9r2n7R7+SVA%20fdPezi/Ey/zTtASVQ60sB+ddc63tVx1FCtVy1FouVdreqR3SuVplywalq4uO7k5lZaFOghYn0SRc%20VTmaVss0d1vpvrQtqKio99m710vP0HB6x1CP1g23JO6DeuMoqNEeVMxAiqq5VXk28lW1L3SzpKQu%20RyGVrbVTLWoJ1uvZXDT/AFu32yFdnWYybmS/LRic7FyAImwyLiCBO50zp84kRcWmq5U/fnZty08W%20rLLrdhOpy5njGDbW/BbbFazQe19q8pNysy35yM1aRvb8a+bqJvJa21GdwyeZncKib4t5uwFVwTam%202s87yZsVGtNvO49y7S2XmUdsqdHJm79uw2uGnEfV9/m6YuNxlki6hduTFwsCttCEIYKfVEGAJIEl%20ypn3hqi5tiJsrfIk6fkzdealPDqMXJ0rsko9PLWvidklyDjtIYMOSFVUTdtZc23n6ZAmH7azNCC0%209dXwscEEtks0RkUQxRnBdnKmLqLQEj64kd1TPkY+9oB64kd1TPkY+9oB64kd1TPkY+9oB64kd1TP%20kY+9oB64kd1TPkY+9oB64kd1TPkY+9oB64kd1TPkY+9oCq6Wub1mvV1sB2+VkdcK5W1nBrMjL6/W%20ptcy9F3HkXnr0fNfyacdX+2XSruw9z7j/PoafmFfTJPpjdxj3FpW8voiqtqmIibVVUYw/m15x4ZT%2037lK1nNFBgyy0jGJUdFvdoU18FwUCVXB+pBfo4oVepZ5WP8A7pftX/d3H0Kp9v00/wD9qa//ABr/%20ALn2FuaubjLYtNWeW22CIIAIsIKInIiIjteY226s8CUnJ1drME92NcWCYn2CRKZLYTbzcc0/pdWr%20aerKDrFtM00fMamlLNCTi9zoU676OugAA6UcutjBTzOxt6hsYYfuCj+Irj8OFW835jU1opOlVjS0%209VfePqf78IzfxUWbrZLxdU66h5ku+m3JMcOWXBIFJU8PV1Mz/YirXWtDQ1PYnleyXrQXlPJ63+3q%20fTls1F/1Kzikb9o4gWm7uuswIspySyuD0YxbaeHDwtuOAf8ARWGv5TU0vaVm29cTi859t1vL2zXK%207pK2L60SvriR3VM+Rj72uY4TnUOe7o7ifID1fKasetlR1hlUaTJd2R+sEcHFFN+0mbau1U+Cup8+%20nvh3fgYrlluZ0X1xI7qmfIx97XKbEFrjXbundLzrp6slC+2G7hiaM4HJdXdsBgjhKuZwk5q10dPP%20JIrOVFU1+HVulaY0hAtTtsmOzkFX7k/gyquS3yVx81VXcV6ZKiY82FNfUzybwI040VA9xg0gy680%2071gXWDVp0N2OZDRVRUwQtuCpypsp5fRnrNrTWal56mj9o81q+xBvh6yatur4l0jpJt0SRLY5M7Sx%20yRF8C4O7F+BajU0pwdJJpnLr+W1NGWXUi4vebfriR3VM+Rj72szAwy9RpDjOSpVvlMx2RU3XT3CC%20Ipyqqq7VoQcnRKrZfT05TkoxVZPAqgSp+rrlGuUq2S/deKqPW6Igtosp1OR54TcFcg/ujz8telOS%208tFwjbqu9/Cti37T3dWcfIQenB18xJUlL4F8K37WXH1xI7qmfIx97Xlnz49cSO6pnyMfe0A9cSO6%20pnyMfe0A9cSO6pnyMfe0BraTYdS1MvnIeIXUNRjOI3lbxcJcEyChbOTaS0BXOJujbze7jYrnbAJ8%207UssTjNzX7a5jJZyA6EhhUJMhJtHnRapRptrGNOh1T6y1VRL81emxlbThjrpwlgTpTMwLhLtdxuF%208V1Uebdt7INuALOXE1MmkylmTl21pKjdFYlKb/VGnVb2FE2rcXGK4Sr12Eazwo161d9IXXcxCLQz%20XVWIqSVT1kJEQq6pZMGFEFQkQkLbs+GpjOknKl8VGmzlp39glGscv5nKv91aGQOEWtI9vnQ20iv+%208UPq041eUUgEs92WqgmRd8OWQqbMvSH4arBUSjgnpuvyK38CZurcseez5rvxJ/TXDzU0DUdrSXuV%20tdkn3S4M3BHVJ2T6yUlFsmcqZFDeLmVSXHDZU6bpSuEMv7q19MSs1fTGSlwjQ6jUFjy62LjZAQoQ%20kiookmKKi+FFqs1VNEo41w4s+vrffrFbpNrO3QbQM1u6zusQihzQezE0kWOwKOhlcyqGKDlDEeer%206bsq/gSo76qlvf1ZdhXVVtnxt13PDu66s7PUEkbp72aX4mX+adoCSoCN1H7KL7aP+YCgJKgFAfn7%20ihpycesEvh2Oac6U1MaWOzqkLYCxYhIqSABUzIJtJnMBVBH97FdtZxpFOuyr3fh67DR206aLfZXj%20euo67w3jsR9CWNqPDSAwMUFaiDKGcgCqYphKHou4445k5a6db2vRGGm6o1eJ14vVu07ktDMtZExz%20cvTobJSHIjOVTceQAQlzYDlBcFRCVFXYlcurJpbLG+GHW+yuJvBenT6rzk6cQ9TydNwJjl4lQ58e%20w2+dbGjytFcZz8km5CE2Y4vplAUyj9LHnSupr+T+/TVPyyVvjwME+Xq1Ld8XZ6bzDqPiPrGK/DkR%207s+3NuN3mW7UFuRQUbXbmpQshKRvLmYUGsF3h7FzZvBWWilKUE3yyVW9+a6uHwltRtKTV8bt/LXr%202/gdY4X3WdPg3lt6adzhQbpIi2u4uELhPRgQFRd6KILmUiIcyeCpVsIt3uve0uwOybSus7lUl9QT%20JLcq3gEF54QlgougTKCS7s+imZwSx+NESoJNv1pce55XnIv31APWlx7nleci/fUA9aXHueV5yL99%20QD1pce55XnIv31APWlx7nleci/fUA9aXHueV5yL99QD1pce55XnIv31AVXXdt1XdwgyrBAeg3mC4%20WSY47GFUZcBRMEyuOY4ll2KlJT1MjjF0TvPS8h5yOmpQnbpzpVb1czxLi64vxNRL7ayi2YEFZMSG%20+w45KIduVwycbyt+FE5a9GOrpaKrp1lqbWqJfidkfM+W8rzaDepqu6TVFDoWMt5a2p8xpsGmrJJB%20ttEEAE4iIgomCIiI9XntturPClJydXez160uPc8rzkX76oIHrS49zyvORfvqAetLj3PK85F++oDw%20/NlPtGy/Y5DrTiZTbMohCqLzKivVMZNOqvLQm4uqdGiiXGTftFzglWa1Sk029i5cYLu7dajIJDnc%20YVpw8mIqq5SXCujW8zqa7jHKpTbpmx6z39PVXn45dSn11ZGVzlsTwfTeXti9y32W32bVJcZdFDbc%20FyIqEJJiip9fzpXPKLTo7zwJwcW01Roq3ES1X29W+FOtVskR79YpQT7Y8ZRyFVDoutGgPKSi60pC%20uCeCt/LzSlSXsysZhqp0qr0Rumo+rb3q9vWt+srrLEWEkWxW9s2cW1e2yX3EdNokI8EEUw2DWnmM%20umnpwea21mehKU0pyWXcXa4ajft8F+dKtUluNGAnHTVyLggimP8AnVzaem5yUVezu0NGWrNQj7Un%20QrGibO7HSRf5lhddu14cOWbgrGyttvLmEARx1CHYuJYoi41v5pQhNx01RKxv4ntfWer9282lP6Ok%20/wCPT5fmavb8DZu2nZJyluditsqzXlP+eyUTcvJ9F9lH0E0Xw8taaXnWlk1Fnh2roZTy33aSj9PW%20X1dLY718ssO41Zmq+KkdyJGHSzRvH0X3hd3jSqqoiKhAX1SeHNjXP5hacZxyNuDvstj6zX/E8i+Z%20assuxqkl6+o2bZZr27cG7xqWBIuNzaXGLHbKMMSLj/lAr2JF/bLbXRq+bSjk0llji/efT6jPzH3K%20MYPS8vHJpu9+9Lpezciz+tLj3PK85F++rhPHHrS49zyvORfvqAetLj3PK85F++oB60uPc8rzkX76%20gNZiVIf1GxvobsTLDfy70mizYus8m6Nzk+GgJugNUrtahCS4U1gW4a5ZZq6CIyvgcXHof3qVsqKW%200PB3uzNtR3jnxgamKgxHCeBBdVeRG1VcD/ZU0tpiRWyuB7C7Wpx6Qw3MYN6ImMtoXAUmk5cXBRcQ%20/bUYVwJxoYlv9iSCNwW5RUgEWQZe+b3KlyZUczZcfgxoDeEhIUIVRRVMUVNqKi0aCZ9oCH1kLZ6U%20uwOwW7m2UV1Dt7zwRm3kUVTdk+fRbQvpLyVTUVhppe0jlnBF6Mxqu4wHbEVvuCwAeCa/fwvzixxd%20yIwCii7oEJccMa3TrF9KrvrXHjxMGqNdfVdhwO11mXIy4+17T9o9/JKgPunvZxfiZf5p2gJJUxTC%20qyVU0Dj0ThDxNhaZc0xE1xBCxm28wsY7I24qtvqSmhEUjpKudcVWpksySeCS4F89JuSxk3xdTqdj%20tnqyxwLWbnWOpRmoxOqmGfdNoGbKqlhmw5Ma01ZZ5N7TLTjlSWw1ouj9JRAkhFskCOEwFali1FZB%20HW15QcQRTOK+BaphTAtjUyOaX0y5CjwHLRCODDLeRIpR2laaNMek22o5QXbyolMa4illDOxZbPHu%20D1yYgR2rjJRBkTQaAX3BTBEQ3ETOSJgnKtFYGblARmmf9vwPsQ/qoCToBQCgFAKAUAoCq670zers%203BlWCS3BvMFwlblmpCqMuAomCKInjmXLypSU9TI4xdE7z0fIecjpKUJ1enOlVvVxrPWrW2oWwg3n%20c2m0pgM0IrquyJSJyhnwFGwLn569KGroaPNCs54VVEvWzth5jynlefSzaur7uZUjHfTFrgW6JEjR%20IzUWK2LMdkUBpoEwERTYiIlefObk6u1s8TU1JTk5SdZO8y1UoKAUAoCG1BpO1XpAddEo9wZ2xbiw%20uSQ0SciiacqfAuyuny/mp6Viti707md/kvuOp5exc0HfF2xfUQmj9TahcvkvT2omgakxwUoErITZ%20S22zUDdQVVR5Mq7PDWFJTcpqOXTTN/O+U03p/W0VyN2q/LW5G/xE0iuqdMP29h3q1zZIZVpmJysz%20GFzsmi/8SYL8C1fR1Mkq4YnjTjVHjh5rIdUWJHZDfVb3ANYl7t5bDYltbHBw5cpfOBedKnW0sj3O%204QnVbyuT3B1zxKi25j63TWjXOtXJ1Nrb91VMGGEXkLq4qpl/aXDwVqv49OvvS7ij5pbkXfU98bsd%20jlXEh3jjY5Y7KcrjxrlbBPjJUrPy2g9XUUfSmJ6X2/yj8xrR07k73sSvfAjdE6QjWSCsmQ2B3ucq%20vXGThtVxxVMgHwCKlhsqNdwzv6ayx797N/uXnVq6jULNKNkVuWL3n266IhvSVuVmeKzXj0qOiZHP%207LzWwHE/p+Gt9Lzskss1nhsfg8C/lvu04x+nqr6ulslevld6Ie73Hi0MUIcK1xlnA4ma5NOtky42%20iKi/VO5SBVXBeWsfNwhlzaMrfheHXczb6PkPbU5U+Fq1dasZvR9I3W8Osy9YSQko0qGzZ4yKMQCT%20kJzHpOl8eyuj/LjpxppKjxk7+rYRL7lp6EXHysXFu+cva6vhXaW8RERQRREFEwRE2IiJXAeI3UUA%20oBQCgIzTXsWN/f8A5hUBvSpcWIwUiU83HYDDO66SACYrgmJEqJyrQGM7pbAltQzlsjLfHOxHVwEc%20MfpAGOYk2cqU3CtlTEV+sYjJIrjFQYS5ZhK83gyuOGDu3oLjs6VRWyoxoenLzaG0jK5Ojgk3ZDUn%20QTfcn8LFenyp82ppbTEitlcDIFytzk1yC3KZOa0iE7FFwVdEVwVFIEXMibedKK0l2GxQEbqHUdi0%209bSuN8nM2+AhI2UmQWRvMewUVfhqk7qbSUmfnnhTatLucTrPMgydFR34yyjbZ0/InPzZCmwY5Msl%20EBEEVU1VNuz4a20qpP5adsfV2lfMNSf91av0xP0xVCSN097NL8TL/NO0BJUBG6j9lF9tH/MBQElQ%20CgOMcVLmT93hXS0+8dpvDAzLaUmBY0ugORhdRHEJp4SERMhQm3E+cPwVmreiUVVcadGPYXd2+Ls4%20L06anReHcODC0TZ4sFqWzFajijbdxbViUm1VVXmlRMhKWK5eaujVv4GMLuJYlRFRUVMUXlSsy5gK%20BBJWVKO0qx/+nVQFd3/wbOj+ygCwIKuOuLHaVx8cj5qA5jHDDKa4dJPjpQGRhhhhoWmGxaaDYLYI%20ginxImygNC9fxbZ+ND+W5QElQCgFAKAUAoBQCgFAKAUAoBQCgPLjYONk24KG2aKJgSYoqKmCoqVK%20dLUTGTTqryqaJI7XNuWlHiVRtxo/bVJcVWE+qqCY/wDxliNd/nf5Ix1l71j+Zes9r7slrQh5le+q%20S+eN/FWltrzzxBQFS1wS3GZaNMNrilyf385E5okXAzRf+Mso/Dtr0PJLJGWr8Koulnt/aV9KGp5h%20/wDHGkfmlYuCqy2oiIiImxE2IleeeIKAUAoBQCgFAKAhrhHdf1DDFuS5GVIkhVJpG1VU3rGxd4Di%20YfFQElOGYUGQEIwbmE2aRnHUVQFxRXIpIm1UQuWqzTadLy0aVVbjhlv4c67tbl2WXbWZsT1raLhK%20CK5vDuIxm8JRIL+7QlVxcyiapt2Jswq8Gko2WKcrNicaJ8fEpOrzbXFW78zdOHga8nh5rJLbcmys%20bkhu8wrnHssRFYX1W9NnE+wTqEaC0ggYkqtZsuGFZqLyKNeamnb8rdd9lnA0zrPmpy1nZtrFLto+%20Jha4a6+OxxLeltNq6Wq3TY15nkbSDdXH5jLyC2aEpuZwaNcXUHBVwrTMs2anL/HZ8sqvd/UzSdKe%209z29MaL03EsWj9RjepF+LTbztglTJhs6bRI2+aV6A1GB8mVc3CZnGjxwPFEXHnrKUXkcb24zpurK%20qLqXMndRwrvonXvR1TQVpuNn0VZLVciQ58KEyxJVCzpnAERUzLy4cldOtJOTaMdJURPVkaFI4ue+%20Q6VlPaeZtsyMzHfO6265xXpnWWkBFRtptkwxVelihY41nN0tfsmmmq3e0UH/ANfL3FnahubFriae%20W3jCadkztPWuTb0GQrmCR33H16RIOJIiV005XsqqbHf3WcTnrzLbR12q706jutZGhGXH2vaftHv5%20JUB9097OL8TL/NO0BJUAoBQCgFAKAUBGaZ/2/A+xD+qgJOgFAKAUAoBQCgFAKAUAoBQCgFAKArWv%20LVKkWxu625P+8WY+uQlTlNBT61n4nAxTCu7yOqlLJL2J2PwfUev9n8xGOo9PU/2tVZZbtkupk1Z7%20nGutri3GMuLEtoXQ+BCTHD9nJXLraT05uLvR5/mfLy0dSWnK+LoVfVPDS33a6rerdJdtF6eEGJku%20MZgj7Aki4OCKihGOHQJdqVtoeZyKjWZHDq6Oa50ZYNNaas+m7OzabQwjENnFcMVIzMlxNxw12kZL%20tUlrDU1HN1ZrGKSoiEuyeutcW+1p0oVkBLjNTmV8sRjAv/DtOu7S/i0JT96fKujH1HveW/8Aj+Tn%20qe/q8kfl95+Bbq848MUAoBQCgFAKAUAoCF0rHdC2tulJdcA8+VgkbyB9YXzVEBP/ABEtAVPjZpDV%20Wp9OORLMMeVHajyictrxGBvyCaUI6iSIoLu1JSETwTNguOyspxda9HereFnWzSDVKelNnErEvROs%2037qTR2vC4SZtomxb22TasQ2ITAA+znIkeFUICwEQVCzfHW83WTp8eo67VKNnqMIKkUn8EFTY1K31%20kHH4fazavGkp56eeWFplpGNSxUWMpXR3eHldaHeZX0Ai3uLqiu3w1EJJScqcrilTY8rX4Fp1apXm%20zN13Zk6GVOHGtGrXJhvWY5J3WCjFoykwo2txbi7JwdUjTd5W3QXFrNtHDmSmnZlTvT07flVu/wDq%20TN1bau/ks+alCy6U0dqeLrG2HLtxtO2y4XaXcb6qtbuWxOxWOAEJK6apmHETFEHL8VNJ0Sw5MvXm%20r+PWV1E23jzJrclGn4HX6gsYpMaNIaVuQ2DrS7VFwUJNnPgtVlSlpKODcMIenR13bWWL/dJdrgLM%20XSjcu0tQokhTExdRq4i2JzMjZGvSXbhm5qvo1y1ftZabOXltp1R9GV1lzUwzV281tlcLc1nUd+qC%20SN097NL8TL/NO0BJUBG6j9lF9tH/ADAUBJUAoDg/Fy7Sy4lQkiW3VcSfbbe8DF0sUeE8DzTpgTiC%20khSxEcEzKqoqL+7htqkHbJ9C7y81yxW+vYdZ0E9cntHWl65pKSe5HEn0nq2snMu361WhAM2H0RSt%209RUZjB1RIXu6OWyAUpqDIuLg8kWIje8VERVVczxstCiIn7xp4OXZWMpZVVmiVSonxm0ytuh3KPEn%20SYUiExcpbrbbSdTiyXFZbckC46BbTEtjSGuAqvJhjo4Ull3pV3yuK1sr81ny3ny4cadLQJGR+NMW%20M8+9Ctk0RZVmdMjuI0caP9bvM+8LKiuAIrgq5sExqsayolfK5bVWlfG3AmVlW7lfusr6b7CzaY1R%20E1BFlOsx3ociDJchzoUlG96y+3gqiStG62uwkVFE1TCppYmrn/QitrWKPl9mw25FuBx9sDCYBGJG%20KKibs9qoq1BJv+tbX6Yx5wPHQD1ra/TGPOB46AetbX6Yx5wPHQD1ra/TGPOB46AetbX6Yx5wPHQD%201ra/TGPOB46AetbX6Yx5wPHQD1ra/TGPOB46AetbX6Yx5wPHQD1ra/TGPOB46AetbX6Yx5wPHQD1%20ra/TGPOB46AetbX6Yx5wPHQD1ra/TGPOB46AetbX6Yx5wPHQFT1fcIFvu9o1LHktF1V3qVxEHBVV%20iSVQcyoi/wDLcylXo+T/AJIS0ttq6V60e39rf1tPU8s75LND5o+tVRbPWtr9MY84HjrzjxB61tfp%20jHnA8dAVPTtwgXDV98vj0lpGo+S12/M4KdBrpvEmK8hOFy/BXo+Z/j0YaeL5n13dh7nn/wCHyulo%204y/kl12R7C2etbX6Yx5wPHXnHhj1ra/TGPOB46AetbX6Yx5wPHQD1ra/TGPOB46AetbX6Yx5wPHQ%20D1ra/TGPOB46AetbX6Yx5wPHQD1ra/TGPOB46A0hlRZGpI24eB3LDkZshIWGLrOGOC0BL0BqBd7S%205GekhNjnGjqovvi6Cg2o8qGSLgKp8NN43A7vaQaYdOawLUpUSK4roILqryI2qrgX7KmltMSK2VPQ%20XO2m6+yEtknoqYyWxcFSaTlxcRFxH9tRhUnGhjW92VIYzlnxkhEWQZW+b3SlyZUPHLj+2gN0SQkQ%20hXEV2oqcipQCgIjV0m7xtL3WRZlaG6tRXShE+Qi0jqCuTORqgomPhXCqajeWz06N+wvppOSqULg9%20cNeSrlPS7pejsqR2yF7UTEWPI64pLmGKkVVE2Mm3Eufkreiyvps2769naY1dV0W7N1O3sOqVmXIy%204+17T9o9/JKgPunvZxfiZf5p2gJKgFAKA4Kl7ubbOu4cS8zrm0N2tzjkkjc3oW09ylwKPu0HIAIr%20gruk6Px7ajSpk063Z3Xowr0v0oTqVUpte1ks+a27oVDRlT7mjUluVLuQaRVb0umZQPTENySO56iO%209Et+aY73dIa4F8OCVWssn/sy2frfbTL1E2ZvyZuboyeut2JI8LZ+sJF908t6cmpqsnLimsYbpvbl%20pgRTqeLSqscE+ZkVvau3l21ustXT2clvzZv69Ri60tvzKny5fTrO4yjmC2ixGm3ncUxF1xWhw8OY%20Qd/qrM0IPTz9+SxwUbhRib3I5SKUYqqYc6IwWHy0BI9Y1F6BE7W5+noB1jUXoETtbn6egHWNRegR%20O1ufp6AdY1F6BE7W5+noB1jUXoETtbn6egHWNRegRO1ufp6AdY1F6BE7W5+noB1jUXoETtbn6egH%20WNRegRO1ufp6AdY1F6BE7W5+noB1jUXoETtbn6egHWNRegRO1ufp6AdY1F6BE7W5+noB1jUXoETt%20bn6egHWNRegRO1ufp6A+K/qFUwWBEVF//dufp6Aq2lX71Z7xctMJEjqIktxgAUgxFI8gukAFuSzI%20DmPMnLXo+b/k046uPsy6V60e59y/n0dPzKvfJP5o3PriWrrGovQIna3P09eceGY3599YYcfdhRAa%20aFTcJZbmCCKYqv8A0/gqYxbdEWhByaSvZXdCpf3IUu/LCjk7fn1lorkkwIWcMjAYIyewQTZt567v%20uEkpLTV2mqdePaev96mo6kdCPs6Mcv8AdfJ8SzdY1F6BE7W5+nrgPGHWNRegRO1ufp6AdY1F6BE7%20W5+noB1jUXoETtbn6egHWNRegRO1ufp6AdY1F6BE7W5+noB1jUXoETtbn6egHWNRegRO1ufp6A+d%20Y1F6DE7W5+noDzphSWxRVNEQ8CzIi4oi5yxRFwTGgN2ZPgwmxcmSWozZEgCbxi2KkvIKKSptpuAO%204QG5bcNyS0Et1MzUcjFHDFOcQVcyps5qIGJb1ZhGQSz46DEXLLVXQwaXHDBzb0NvhpWyoxoeju1r%20bSOpzGBSX/0mZwE3vJ/DxXp8vNSltMSK2VPYXCAcs4QSWimNIhORhMVdEV2opAi5kTbRWksz0B8L%205q7MdnJVZ+yyUcK4SRIgajt7lx0VqS03cOs7k5KOlYYKmh4rFB6Qatbxvo7A5SwTZWmnZGx+6r78%20LF6XIjX9t4rNhjvfed2qoI3T3s0vxMv807QElQEbqP2UX20f8wFASVAKA5Pxl3cG/WS5tXu0QbhJ%20ZkWqPbr6y/JYeCVl3htBHITE8EyKS9HBcFrN3yjhKNvQreG3oRpV5U/hlVdPp3l24dwIsDQ1kiRJ%2043SK1EbRmeGwHQVMUIE24DtwFOZK6daua0w07sOq7qPWudN3PUlgctEG6eqhkGKTHd0r29jp/EYX%20K4wYi4nRIhNCw5FrBqrWzYaxlS6/uK3deEz1x2LdWorUyDHtl5YjQ8jTsaI6rrKRRJ4+rKiEoLir%20iYcyLV0+ZvbKMuteBSnKksFKPVLxI+6cCI1wJhkrybcC1Tn7tp9gY6Kcaa+8j6m84rn+obFzHAMo%20bFwUl2LUQbi4vGKouivqsJmlJSWEr/00/Eu2kdLlYY85X5XXbhdJbk+fJFvctk64iDg21mcyCIgi%20Iimq/DUqyKirl4upDtk28fBUM19iRTkW0zZAjKYCERCiqqbtzYqqlQSSHq23eis+bHxUA9W270Vn%20zY+KgHq23eis+bHxUA9W270VnzY+KgHq23eis+bHxUA9W270VnzY+KgHq23eis+bHxUA9W270Vnz%20Y+KgHq23eis+bHxUA9W270VnzY+KgHq23eis+bHxUA9W270VnzY+KgHq23eis+bHxUA9W270VnzY%20+KgHq23eis+bHxUBrXLT9pn2+TCditI3JaNolEBRUQ0VMUVErTS1HCSkr0zby2vLR1I6kb4upC6E%20WNLsaRZsZlblanCgzcWxxU2dgnyfvhlKunz2mo6lY+zPmXWd/wB40Iw1s0P9vUWePXh1OqNzVki2%20WXT8yf1RkngDJGb3Y4m850GxTZzkqVl5TR+rqKOGPRiYfbfKf5GvGGFbdyVr7D1pbTEO1afhQXmG%20nJDbaLIcIBVSdPpOLjh9JVp5vW+pqOWGHRgPuXmvr68pq5uzoVi7CV9W270VnzY+Kuc4R6tt3orP%20mx8VAPVtu9FZ82PioB6tt3orPmx8VAPVtu9FZ82PioB6tt3orPmx8VAPVtu9FZ82PioB6tt3orPm%20x8VARUq3B7wxBiOLBXqkhTKODSKSI6zsLOBpht8FATMlUSM6pNq8iAWLQ4Yns+amOCYrVZXbSY3n%20EIul75KiT7wWmpMGRLvFunXHT6NsC0VvhYtgw0iOK286g4G6q5UJdiclXjZlrbbJvplGnBWd5E7c%201LOVJdUq29NvVYR0nh/q9LZcGzsbkhq8QrnHsURNwvqt6bOJ+OTqEaCyggQkqt5suGFZqLyKNeam%20nb8rdbd1nAvmWfNTlrOzbWKV2+j4mJnhxr0rJGgjbHGrta7dNjXyeRNCl1cfmMvILbiFmdzg0a4u%20oOGOHPWmZZs1OX+Oz5ZVdl39TNJ0p73Pb0xou2nAlS0hfhvEi9lpp5zTcqZMNjTaBHV1onoDUcHy%20jqe5FCdbPkLFMceespReRxvbjOm6sqrsLqXMndRwrvonXvR1bQVquVo0VY7XcyzXCFCYZkqhZ+mA%20Iipm58OSunWknJtGOkqRJ6sjQofF29w2rCumXLZPvEnUrMmMEK2K0D6MNtZn3Ucf+rHIJJy44qvJ%20Wc6OzBLM9yTXia6bcebfTrdfUzFwk0zAiWeJf7dqK/3a33KG2kaDe5IPAwGxUyti23kMcMq7a6Ju%20lU7a21OeCWFlLPA6DWZcjLj7XtP2j38kqA+6e9nF+Jl/mnaAkqAUAoBQCgFAKAjNM/7fgfYh/VQE%20nQCgFAKAUAoBQCgFAKAUAoBQCgFAKAqeu2nIJW/VEcVV2zOf6tBTFThvYC8n93YafFXoeRalm0n7%2093zK71HtfZ5LUz+Wldqqz517PG4tTLrbzQPNEhtOChgYriiiSYoqLXA006M8eUXFtO9FX4gPuvwY%20mn4xKku+vJG2coxx6Ug/2Bs/bXd5CKUnqO6Cr14Hr/ZYKM5a8vZ0Vm/u91ce4s8dhqOw2w0KC00K%20A2KciCKYIlcMpNurPInNyk5O9nuoKigFAKAUAoBQCgFAQulQmpbWydebOOufdNi2omP1hfONTJC/%20wpQFb4wwZtzsAWiJY3LotzzxZU1ttp4oUZwcHnQbcNtSdIei3guwtq7E21pWSrdfwwLxdFXHD8ej%20tKlctFajevjjUO1vo4/OtEu03p7dL1OHCYAHWXXM29BxFAsRFFQs3LtWrNtvfmm3vzRs9RnYlS9Z%20YrrUrfWV9jQOsG7xpOeennlg6caRnVMVEjqV0d3h5XWhz5ZCAa73FxUXb4amEkpN05XFJLY8rX4C%20dWqV5szdd2ZOn4GX/wAd6ybtciG/ZXJLlzgoxZMqsklrcW4uycHFU03OVp0FxazfNw5kpp2ZU709%20O3dFW+mNSZutWvZ/ks+alCzaU0hqaNrK2uS7cbUi3XC7S7nfV3e7lx5uPVgAxLenghDiJCiDl+Km%20k6JYclOvNX8esrqVbePMmtyUafgdgqCxRuMdvvdw0gMS1w5VxFyZG9YwIDwx5D0MTzPNi6RN5cyJ%20guBItVarJVVV+Dp20LxdjpY6WenRUrvB+bq+0OOabm6Ru0CyuTJDttmzpTEkYkUgzgyZb5x0umio%20nLy1qnWKq7UuNtnZ3GUrG2rnT8fWdbqhYjdPezS/Ey/zTtASVARuo/ZRfbR/zAUBJUAoDg3FK8xL%20/fRBiw6zh3G1vHGbudogRXmZARnxd+r3zpIYi80JiWVF8NUhfmuqruK8WusvJ0WX0tR1fh2xb2NE%202dm3xpcSIEcUbj3BBGWO1c2/QSMUNSxVcFrfVv4XGUN99XxLFWZYUB5ccbabJxwkBsEUjMlRBRE2%20qqqvIiUqDzHkxpLIvxnQfZP5jrZIYr8RDilBU0b1/Ftn40P5blASVAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoCmamN3S15PVjLRvWuQ2jN9jtYZkyfwZAoSiiqOOUtvJXZ9eD0HGd8LY+KPb8rOPmdD/AB5O%20k4Oum+n2o+KNW23P38u8CdHjvM6atRdZxkCgrImJigIiIpIotfOxx5ato6kdPQzJ8+pZ0Rx4m0oL%20yOhJNp6+qqWe7DHrl3F9rhPnhQCgFAKAUAoBQCgI13/ckX8HI/msUBJUBhjTYUredWkNv7osju6M%20Tykn7pZVXBaAzUAoBQCgFAVjWnD2z6tdgPTpc+FItu96tItspyI6iPoKOCpt4EqKgJsquW2u1ULZ%20rKb69/rNbQ3DCyaLM/VU+5vsE3uQiTZrslhsc2bFto+iC486VpmsoUy21LhVSSMuPte0/aPfySoD%207p72cX4mX+adoCSoBQCgFAKAUAoCM0z/ALfgfYh/VQEnQCgFAKAUAoBQCgFAKAUAoBQCgFAKA8Ps%20tPsuMvChtOioOAvIokmCovxpUxbTqi0JOLTV6OeN6sDh+i2O+MyHraJr6lnNCJ4x127o8xD0mscP%20irq8/rQll1F7UrJLft6GfQeZ8uvPU1tJpakvbj+bat0u8mtLx5d2vEjVU9kmAcDq1mjOJgbcZFxJ%200hXkJ4tvxVr5qS04LRi64ye/Z1HP9wnHR0l5aDrR5ptYy2dEe8tleeeKKAUAoBQCgFAKAUAoCM01%207Fjf3/5hUBJ0AoBQCgFAKAUAoBQEbp72aX4mX+adoCSoCN1H7KL7aP8AmAoCSoBQHCy0vxdtmqmp%20tu03BnQrdc7zMiOuXIWSfbuxqo5g3R7tQT48fgqmnVQSf/jyfuzVLalHKq+KMuEMp07hrZLnZNDW%20m13RsGrhGaVJLTZo4AmRkaihp87DNy1tNqymCS4KhRVq28W3xZZqoSKAqfFC1XS6aQejW5lZTgyI%20j8iGKpmfjMSW3X2RQlQVU2wVMqrgvJUKycW7lK303O0l+zJK9xdOkwcMLROt8K8uvwitsS4XR+Xb%20bc4ggTMc0BERWwUhbzEJFlReerKyEU71X/U2uwq7Zt4WdyqTF9jXhyVBKM80jIygIRJg3CDBs0Ui%20JHRRR/Ynx1BJs9X1F6dE7I5+ooB1fUXp0Tsjn6igMED3mkwY8h2VFZceaBw2ViOYgRCiqK4yE5Mc%20KAz9X1F6dE7I5+ooDAyupzmSGCkxQbZQFB1YjuB50VVw/wBR+7hQGfq+ovTonZHP1FAYJPvMy5GA%20JUVxH3d24SRHegO7M8y/6hecET9tAZ+r6i9Oidkc/UUB8NjUYgRJOiqqIqonVHNv/wDIoDFCTU0i%20Gw+5KisuOtgZtLEcxAiFFUVxkJyclAZur6i9Oidkc/UUBgYXU7kqSyUmKAMKCNuLEdwPMKEqp/qO%20ZdlAZ+r6i9Oidkc/UUBgc95hnMx0lRSbdbcM3uqO4Craggiv+o/ezr8lAZ+r6i9Oidkc/UUBgn+8%208aE/IalRX3GgIwZGI7iSomOVMJC8tAZXIV+dAm3JkM2y2EBQzVFT4UWRQlOlwahX1ltG2pcNtsfm%20gMMxRPiRJFA23eYoa6nfF1XJMVpW3TbFFiO9IQLBD2yE+dQgz9X1F6dE7I5+ooDAfvMM5qOkqKrb%20jTjhPdUcwEmybQR/6j97eKv7KAz9X1F6dE7I5+ooDBPXU8aG6+1JivuNpiLQxHcS24c0haAz9X1F%206dE7I5+ooB1fUXp0Tsjn6igMEL3mfbMnJUVlQddbQViO7RbNREtshPnImNAZ+r6i9Oidkc/UUBon%20E1D69jmsqOqJGeHepFcyJi40uVfr/nLhs28y7KAk73HmybLPjwj3c16O63GcxwyukCoC482BLWet%20FuDSvoX0mlJN3VOd8J9N3a33lyY9aXLNEbssC2ymnUbBZE+MTivPoLZEhpgaJvC2rXRmXPslJNLY%20svpwMEny1vSlV9Ls8eJ1GszQUAoBQCgFAKAUBGXH2vaftHv5JUB9097OL8TL/NO0BJUAoBQCgFAc%20a0nFvq8Qobz0eYF4GfeF1HIcB8WDgkS+rxRw03Big7vdoCqqbeTbTQ9lf/bt+fN/XqGt7T+dZfly%20+nWdflBMJtEiOtsu4piTraujh4Mom3/XQELYomogs0MOtR2srQpu3IrimOzkL68dv7KA3ur6i9Oi%20dkc/UUBgfXU7cqMyMmKYPqaOOJEdwDKOZMf9RzrsoDP1fUXp0Tsjn6igHV9RenROyOfqKAwQPeaT%20BjyHZUVhx5oHDZWI5iBEKKorjITk5KAz9X1F6dE7I5+ooDA77zhMjsDJik28LhG71R3AFDLgi/6j%2097NQGfq+ovTonZHP1FAOr6i9Oidkc/UUBggLqeTGF52TFZNSNFbWI7iiCaii7ZCcqJjQGfq+ovTo%20nZHP1FAYD95hnMx0lRVbcbdcJ7qjuAk2QII/9R+9nVf2UBn6vqL06J2Rz9RQDq+ovTonZHP1FAYI%20C6nkw2n3ZMVhxxMSaKI7iK48m2QlAZ+r6i9Oidkc/UUBgfXU7cmM0MmKYPkQuOJEdwBBBSRV/wBR%20zqmFAe37beX8u/kwXcq4jnhGWC/BjIqKFlJq5mTq+ovTonZHP1FSVMED3nkwY8h2VFYcebEzZKI5%20iCkmKiuMhOSgM/V9RenROyOfqKA13l1OEyOwMmKbbyGpupEdwDIiKmP+o/exoDY6vqL06J2Rz9RQ%20BWNRIir16J2Rz9RQGGCmppEKPIclRWXHmgcNlYjmIEQoqiuMhOTHCgM3V9RenROyOfqKAwOe8wzW%20I6SopNug4ZvdUcwFQUEEV/1H72dfkoDP1fUXp0Tsjn6igHV9RenROyOfqKAwaXj3Nm2tDMcbUEQs%20rQsk2YrnVcSUnDx/wpQFP4tMuO3CzpPjyZOm9zPSU3Fbfe/1isokRTCOhOcufKuGCF+ysp15qX5O%20Xpr3mkWrPmVflo/EtmhG7y1ouxt3rP62CEwM3eLie9RtELOv0vDXVrtZ3Q59L2fTqJ2sjQUAoBQC%20gFAKAjdPezS/Ey/zTtASVARuo/ZRfbR/zAUBJUAoBQCgFAKAUAoBQEfe9RWKxR25N5nsW9h1xGWn%20JDgtiTiopIAqSpiWAquFRVVoTTE24kuLMitSorovRnxQ2XgXESEkxRUVOZas01YyqdT2660y0brp%20IDTYqRmS4IIimKqqrzJVW0lVlkqkfY9S6fv8c5FluEe4sNqgm7GcFwUVUxTaOKbUq1GVrbQkHHG2%20mydcJAbBFIzJcERETFVVaq2kqsslUhk1xo5bVGu6XuEtrmupHiTd+3uXXlVRRsDxykWKKmCVajql%20i7iMG9l+4m6gGndr1aLPGGVdZrMGMbgMi9IMWwVxxcoAikqJiS8iUxSxYwrsNzloDQu1/slnGOd2%20nsQBlvDHjFIcFpHHjxythmVMSXDYlFa6K9h2KuCPrN+sj14fsrU5hy7xWxekQBcFX22zwymbaLmR%20Fx2KtFbWmAdlK4m9QGsVztw3EbYslpLibSyAiKSb1WhJBVxA5cqEuGNFbXcHZTebNAa1xudutsVZ%20dwktxIwkIK88SACE4SACZiwTEiVESmKW0YN7DZoD4ZiAqZqgiKKpEuxEROVVqG0lVkpVsRqWi82m%208wG7haZjM+C6pI3JjmLjZKKqJYEKqmxUwqzVCqZuVBJoN6gsbt3cszc9g7syG8dgi4KvCC4LiQIu%20KctFbWmAdl+Jv0BE3rVumLE403ebrFt7jyKTQSHQbUhHYpIhKmxPDROrpiGrKkqBgYCYEhASIoki%204oqLyKipRoGnd73Z7NFGXdprECKTgtC/JcFoFccXABzEqJiS8lFa0sWMG9hlj3CDIkSIzEht2REI%20QlNASETZGKGKGifNVRXFMaYVBsKqCikq4Im1VWobSVWEiHsesdK35xxqy3aJcXGhQ3AjPA4qAq4I%20WAquzFMMatR0qG7aExUAUAoBQCgFAKAUAoBQCgIy4+17T9o9/JKgPunvZxfiZf5p2gJKgFAKAUAo%20BQCgFARNr1bpi7Tn4FsukabNiqaSI7DouGCtlkNCQVXDKWxfhorVVXB2OjvJagI+96hsVijBKvM9%20i3x3XEabdkOC2JOKiqgCpKmJKgrsqKqtCaG5Gkx5UduTHcF1h4UNp0FxEhJMUVF8C1Zql5VOp4nz%204VvhPzpz4RYcYCdkSHSQG2wFMSIiXYiIlVbSvLJN3GgurtLoFsP1tEy3pctoLfBhKXDHBjb9Zy/u%201Zp5suJWtmbAlqgk0rterRZ4wyrrNZgxicBkXpBi2CuOLlAEUlRMSXYiUxSxYwrsN2gNe43K32yC%209PuEhuJCjCrkiS8SA2AJykRFgiJUNpXkpN3GmuqtMo5bW1ukXeXlM1pHfBjKTLmxYTH6zorj0atR%201y4la2ZsCUqCTWuNzt1tjdauElqJGQgbV54kAM7hIADiWCYkSoiUxSxYwb2GzQCgNZi526RNkwWJ%20LTsyHk63HAkVxreJmDOKbRzJtTGittDsdDZoDTu96tFmglPu0xmBCBRE5MgxbbQjVBFFIlRNqrgl%20RW1LaTQ2xISFCFUUVTFFTaiotS0VTqfaEmhbdQWO6SJUe3T2Jj8I93LbZcEyaPFUymgquC7ForVV%20XB2OmJv0BoXnUFjskcJN3nMQGHCRttyQYtoRrtyjmXatQ2kTQz2+4QLjDamwJDcqG+OdmQySG2Yr%20ziQ4otWaasZVOpmddbaaN10kBtsVIzJcEQUTFVVfgqrdLWWSqR8DU2nbg3CcgXKNKbuSOFbzZdA0%20fRr+IrSiq5sn72HJVqO7dXqK176dZJVBJEXzV2l7C4y3errFtzkgSNgJLotqYt4ZyFCVMUHMmK81%20Fa6YillSWbcbcbFxskNs0QgMVxRUXaioqUaoE6n2gFAKAUAoBQCgFAKAUBG6e9ml+Jl/mnaAkqAj%20dR+yi+2j/mAoCSoBQCgFAKAUAoBQCgKNxU03eL2zp87ZHek+rLoEyU1GkpDf3KR3m13Tyk3gWZxP%203k2VWNmopYZZLiWdsGt8ex1LhbN76ujI804w6jYobLziOuCqJyG4ikhl4Vx21pK8pG48XqK7Ls0+%20KyiK8/HdabRVwRSMFFMV+Nax1ouUGlijTTlSSb2kJw307d9P6Ptlsus52ZLjxmW3AcRjKyoNoKtN%20kw21mBFTYp5l+GunVknKwx040RO3aO7JtU2O0mLrzDrbaKuCZjBUTb8a1za0XKDSvaNtOSUk3tOB%20xeCOumrY3bXBjlbYbUKbAiI4OIXQyYCcql83KDbBqGzaprXQpLOn8MlT5a5n22dBk1WLXxRdfmtU%20ex1e9H6GTkSsyUc/4maK1JrCfBt8V6NEssaNKdffktFJzy3m+rtCLQOx1Tdg4ZoakqIWGxazcXVv%20YrOmtvcl1s0Ukklvt6F6/AtGjgvzelrW1fwBu8sxwanI2SGCutpkUxVOY8M37a6NWScqrEx04tKj%20w7sOwrfFrQs7WESzQY4juY8xx6U4RIKtiUR5oDFF5VF1wFrBp5sywjKnTZTuNlJUo8XHhW3sIfhp%20oLWFq1QGotSIydzuFtdC8Pskip1spA7sBTFVyhGaAcca2qlVK55ePM5dsrNxi03l3V4Uio8aVe9n%20VKoXKf6gu7/FZNQGwjNqh2koDTymJE8688DqqICqkIgg4Lm5+So01TM372VcM3rGpblSwzPjReBc%20KkFQ4o2G76g003Z7YwjrkmZEN54jEAZaYfB43CQlxLYGCIO2oiueDwjJPgJexJYuLXEt6VIK9r+B%20frlpG42yxZBuNwbSILzi4C028qA67yjioNkSoiLtWqSjmosK29HpYXhLLbirunAiOG+ldR6XmXu3%20TzjP2eQ81Mtr8RtY4CZtoD7W4N2QQpmbQsc+1SWts1Y235nwfN3tmKjR2XZVxVndQvFULnPoWltQ%20ROJzt2tzLkCySyddvQnIbejS3FZEGXWGFTesP4iiOLigqg89NJUTTutp0uV/Q1fvGra01fZwSufh%20uOg0BzjUOmtTx9Xagu1vtbV6jahtTVuATebaWO4zvRUXEd5WD3uZcmK4ovRrNwrCcPjd+yynZeXU%20qShP4MOuv4Fu0XYX9P6Rs9jff6y9bYjMZx9McDJoEFVTHbhs2V0as80qow0oZY0Ijifo49W2aBaV%20ZGRDW4x3bi0ZZMYo5kdwX6WBbMKxy1km9/8ApdO03jOidL7O9eBHcJ9J6t08/qFNRuhKKRKZC3zh%20JCORFjMCy048nM4oiiH8O2tc9YKvtVbfS/XeZOKUrPZSSXb3VoX58CNhwB+cQkifGqVhqxcoNLFG%20kHRpnLOHWidVw5WlDu8ELaGlrZIguuo828ctySoIiDulXBoEbzdNcc3Nz10ZlVy2xjGnRS3ssM2s%20Pzylxr67Tq1ZlhQCgFAKAUAoBQCgFAKAjLj7XtP2j38kqA+6e9nF+Jl/mnaAkqAUAoBQCgFAKAUB%20z3hbpq+2B+6RrnCktDIlzZLUkpovRCB+UbraNR0Nd0SgfSXIlNOzTisVFIaluo3g36joVAU/iLpi%20835zTaWuQUQrddm5kmW2rW8aZFh5tSbF8HWyLFxEwUVqIKmopYZZLiiZew1vj2STLbHbNphttx0n%20zAUEnjQUI1RNpEgII4r8CIlWZVIguINnnXrQ98tNvETmzoTzEcDJBFTMFQUUl5Kz1I1S6V3o005U%20denuOXWzhDrCNe4DsjcO2yxXSKdibE0QmYLhlJmqX9reqACiYdEa2jKkq41kv7UpKH+q3oRjKNYO%20O5P+7lzcMtnSzuNULnP+JmitSawnwLfFejRLLGjSnX35LRSc8t5vq7Qi0DsdU3YOGaGpKiFhsWs3%20F1b3WdNbe5LrZdSSSW+3oXr8C0aOC/N6WtbV/AG7yzHBqcjZIYK62mRTEk5jwzftro1ZJyqsTHTi%200qPDuw7DT4kWO4X3Q94tFuAXJsxjdsAZIIqWZFwUl2JyVjJVa+aPBM1i6V6H3HNrJwk1fC1Ha5Ur%20cPW6wXURsiCaITVqIX3nMyL+/vXhbwT90ErTTlRpu+kk+hKkOOJnqKqaV3K+ttOXClnSdtqpYp/F%20GwXfUGnmLRbGEcN+dDcffIxAGWo8gHjMkJcxbAwRB241EV/JB4Rlm4CXsSWMo04lwqQKAp+lLBd4%202tNWX2cwkaPdXIrcJtTEzJuI0raurkVUFDVdiLt8NRpqkGsXJvsS8BO2aeCil2t+JcKkFF4kaR1F%20qqXabdDcjR7NH6xJnvSmikibqsqwy3uAdjkux4zzZ8EVE2LWbhVv5Wl0v1LvLqVEqX5lwVvfTgTW%20gYeoIOkLZA1AgetYTKRn3GyzC4jKqDbuOK/PAUJU5q31J5nmxd/Tj2mMI5VTBXdGBYF5F56zZc5/%20w80tqGx6guqbly36XcBVh2t+Q3LySjeI3TimKbxuOQ7d2a/OXYiVOmqQo91NySu37hO2dVvrvbpb%200/F1bDoFAUrV9ivvvnp7VNthjdGrUzMiyLdvAadTrYhlfZJ1RbzDu8pYknRXZUQ5ZSfxRp21Jks0%20UvhlXpsp2Xm1w00zcdPaddjXDI3KmTpdwOKyuZuP1t4nUYAsExyIW1UTDHGrUpGMb8saV2lW6ylL%204nXsS8CfvMZ2VaJ0ZlEV5+O622irgmYwUU2/GtZasW4tLYaabSkm9pyXQnCvVemdV6bcFGvduJDd%20flx94inFuUhgWpANJ+806Qo5s5CzeGunOqy2UpHobTp1Us6TKSqltcqvqqq9advQdmrIsULW1m1I%20esbXerVahu0Zi2z4L7BPNMpvJSsq3n3q7Q+rXNhivwLVMtc6+OKXay+amV/DKvZgWDQun5OndHWe%20xyX0kyLdFbYdeHHKpCm3LjtypyDjzVvqSzOvR2KhjBUXW3xdSdrMuKAUAoBQCgFAKAUAoCN097NL%208TL/ADTtASVARuo/ZRfbR/zAUBJUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDlF94naitfE68%202Mur+pIVq38VFBd7102TfbQjzYKKiwezCqp8knirurIv+vsLTVHDff8Au/7RobjBMkaRtj19hvXP%20U8tLg69BtLIIqR7fINlx1RedbAUTAUwz5iX5qLWk3FW4KKk91fTArFNya/NRb7E/EmJPGzR7RqTL%20UyXABiBLfuTDQLHbj3M93HcPO4DmGfYSICkPg5aKLzZfzZeulVxr6WEV5a7m/wBN/Ag5vGS+Hd4k%20eFY3xYDUj9hfZRY7jskGIxuKrKq8AgecUVc6oOXnXbhTTdVFv3oSfB09N/UWlZm/K49tPWTsHjRp%20WfJs0aFFnyHb0yMhsW2QVWG1fWMqviriF0HUVD3aHl5V2baslWVNy6OZVXpcVk8qt2tU+V0Zfqgk%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEZcfa9p+0e/klQH3T3s4vxMv8ANO0BJUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUBReNd5v8AZ+Hk6ZYJawbsr8NiNKEQNQV+U20vRcQhXFDVOSqS%20bzRSxfgzSCVtcIsorPFi9sa3t0ydPc91o9iekXOGDba7yXEihJeNFyoWfB4EQUJErRySzt3YcYrv%20bXUZxi3GKueP7+7L2lnn8aTtcGS5dbC5GuDcaDPiQQkA5vo0+QEYVVzIKNuNm4mcFRU8BLU5Hmy+%209mUX0uvG5kKSarg4ykuiJje4tXx+82q1Q7QyzJcv0ix3YHZCkjfV4ySc7Ji2mbM2SFtFPo/DWatV%20fyTl1xdO8mfKntrHhJVIbQvGm9t6Riuahtr9xuBWmZd40qOYG5LCHJ3JiTLbYI0qZxwwzdHby7Kv%20qOirsUP3Y+LLyhztYZ5r9NbOFnSdJ0Lq5vVdhG6g00wquuMm2xJamAitrhijrXhTblIRJORUSplG%20lPTcZRlWvpvLDVSwoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI3T3s0vxMv807QElQEbqP2%20UX20f8wFASVAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKApN/4T2C93yXeJMqW3JmOQXHRaNsRR%20IG8QQTEFLK6LxC4mO1OTCkOVprCWbspwsT6RN5lT8tO2prt8HbPFYjpbLpPt02Ok8EnskwrpM3J8%20pD7JC40baijhYguTMPhqMqplwyqL3pXeiLZubNjmzLc7vA+PcFdJlBnQGHZUWHOh26ArLRgqNtWt%20zes5FMCXMRfPUlXH4Kvnda/nUutUXCwpFUVPyyj+q/vNlnhTZ2r4F1GdLVGru5fWoaqzuhlvskw7%20t3W8UCEscFPYqbKrDlVNikuqTqTK2u/L+2lO4j//AAdpvqVpgHPmuQLS4jrcc1jkhmktZiEpqzvG%2013i5VVkgVR2LjUweWSljFJL+1UXpcNTnUk/ebb6/TpOjVAFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUBGXH2vaftHv5JUB9097OL8TL/NO0BJUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBG6g%2009a9QW1bbdG1diK6y+oCRAueO6Lza4iqLsMEWiskpYxdRg1tVOJCR+FWh2JCvjAzqSzlMHHHDAku%20aCMoSAiVFExAUROZOSoUUo5cKZequbvJq61xzZuulO4xN8JNFJBfhusPyW5AxWlORJfdcBmE4L0d%20ltwyUgbAwRcqLgvPV1J1TxTr0va9pD8Gup30Np7htpVyWUxGXmpZXNb1v2n3QNJhNIwRIqFsEmxy%20qHzfgqiV3WuqVrEnmrXGn7bjAxwp0XHixYrEZ5puFCft0VQkPiYR5LqPuIhiaFm3goqFjinNUyde%20EV+m4lyrxb65Xk1pvTFp07CdiW0XEGQ85KkvPOG886+6uJuOOOKRES4JtValuxLBFVGnWStQSKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCN097NL8TL/NO0BJUBG6j9lF9tH/MBQElQCgFAKAU%20AoBQCgFAKAUAoBQFAf4vstPONe5+qnN2SjvAtLqgWVcMwrmTFF5q6V5b80eJl9Xc+BjTi+SPOKWk%20dQqwjbZgAW9wpOY1JFzsfuj0dhY7a0fk1lTzxr0mS8y3NxyyuvMjHF9l15tr3P1U3vCQd4dpdQBz%20LhiS5lwROes35b80eJr9Xc+BB6HC+3PW+ppMhuXMhwL+8wzJK8zWW2GgabJGxgAu4cAVLkXlxrn0%20f9uLeObf7zRpqe218u73URsLibfLPcbtbQR24zbhqi6RIRvhMmBHjRI7Tu7BqKDz2GJYCIDgm1Vq%20sHWEVjlk/wB7RfVSUn/YuMalg0pxN1bqmQ6kGyx7cFt6q1do1zN9iQj0gVIlZFW06Apgo5xRT+Cp%20l7LkrreyNbeNO0o3SWXHwrTw8CM0zxM1zJ03pByQzAlXbVVxmxReLeNNMtR96aKoDiqqm5UUTwYb%20ccauo1lFf+tSfCPrFyk9k8v7mvA9ae1/fzlOWS0MC/dJl0vii7dpTzrIM210RUANBzChE6KACbAH%20HlrODrFUwhm/dlvLanLJ1xaX7Mxpah13q2Fqi5xrUQMzXLjp2G+El9yVEAZ7Rq4MdvARbRSHAiFO%20km3YtX0lWSSuzz6bIJ+i2kalkU3fkT/fQtGi+Jtz1BqddOv25uPNtzcxb+omSow6xIRmMLaKmKo+%20GLiKvNVdPmjmwov1OtV1U7hPldMav9NFR9dTodARl8vg2hlt1YMydvSUUCCwT5DgmOJImGCVvoaH%201HSsY/M6HX5Tyn121mhCnxyylbuvEW5BDIrTpi7vzcRyNyYbrbeGPSVSHOvJ8FT5nyz0oZlKEtyl%20VnoL7RGNs9bSy/lmm+Bni8Q3VjNLK03ewkqAq+DcFwgQ8Okgkqoqoi8i4Vrp+Scop59NVV2Yj/8A%20jVtWto03zVesrfFPV82ToU34Ea72p4LnbGDFRcgSXm35YCbbLiG2vTHEV6acvLWOr5fJqQTcZJv3%20XXBnH5vyf0Ivn058r9mWanSaKXvXGknJchqFJG23u8W212G3X6aUt5gpAKEh8nQdlmjamiKIK6vO%20uzGsYVdIu9uXVFKvXicMqWywjFdbzU7mSZcV70zLdkv2+Mtkh3lvT0tWzc62UkxFCfbbVMu7R00R%20AJcyjtqsZJpPCean9tb/ANLErKrGOWvXS7iitO8UdTyLvadTqAMWtyxX65xLS0+4oujCUNz1odgq%2050eVE6OKpSuVSbvyQf6mvWXjFTcUrvqZd9lUWY+MUhmHe5T1uAhtVktl2bADLE3bkJ/Vkqp0QAhT%20peCr6scraWGpk40t7TOLqot+9By4H27as4jRdRaUtb42xgbrcHWphRyddRyO3E3+CZ0Emi+d4ccE%20XHDGq05mnhCT4NJd5DlyVWMo9qfqIHSvFK/lpmFHtUQZMiNaJV8nPXaW684TLUt1kWQdy5zNd2vS%20LYKYJUSklHM/ZjGFdvNGvptZq4/yOOMpy6LH+Nxvrxsujs5x6La2fUrMmxsuK64aSlC+NCYqgomR%20FaI0xxXalarT5kn8co/pVTLNWGZfBn7Wqdh1ysywoBQCgFAKAUAoBQCgFAKAjLj7XtP2j38kqA+6%20e9nF+Jl/mnaAkqAUAoBQCgFAKAUAoBQCgFAKArcniXw6iyXY0rVFpYkskrbzLk2OJgYrgokKniip%204K1WhN+6+BXOtpi/8pcPM/8AuGB1fJn651hrq3zsuXf5t3mx/dxxq/8Ai6lK5WU+tCtK2n0eKnDI%20iQR1ZZ1VVwREnxtqr/fqv+PqfC+BfPHaVHUGutZxJWuLjBlRFtejijOBbjjqpSWCityXkWQjnRJU%20IsioHgrnjKkFKWM3HtS8TRxq8qs5M3+r/tJKXxYt9v1TKtskzk75m3eqrWwyIyDdnC84v1zrwNKm%20RlSXNkQcOVVVK0caNxvak1wSb7ylaxjK5SjXts9Os2GuM+k5Ei0xobM6ZIuyGSMsMIRx0afSM7vw%20U0L6t1cD3aHgiZvm7aiKrKi2J1wtu7urGgk8qq9rVOi/0xwNxzinpgNRFZVR9ck0LW5cUEOqjOcD%20OEdenvcV2Jm3eTMuGbGohzXY1pvpf6brCZ8t+FK7q3GXhlqa5ak0slzuKNpJ67OjYNCojkjS3WG9%20iqW3I2mPw1K9mL2xT4omdk5RwjKnYi0PPMsNG88YttNipOOGqCIim1VVV2IiUSbdFeTGLk0kqtkP%2078aL7+t/amfKrp/wdf4JcGd3/wDI83/4tT9MvUR1m4o6KujTriXBqFujyZZrjbBFsxzAhHtH4a5/%20L6c9ZNwjKVNxef2fzK9mEp/Km/AmYOp9OXF7q9vukSXIyqW5YfbcPBOVcokq1bX8vq6cHKUWulM5%209byGvpLNPTnGO1xaOS6I4u6kuzmmnnblAurt2dmDeLNDYyvwGIyOKj5GLrmVE3Ypg4iZlLZVLFa/%20ZyZm9jonTjYcuoqNpXqeVLaq0rwtLhD4x2ObbbdMh2q6Pu3dt6TbIANMdYeixxQnZKIryADY5kFM%205iRL80VpKy/BVe5b/wAKinfTpexdGOBE63422+NpabP0mJ3GYzAjXFJW6zRWGpTyNtJIQjbczH0k%20yiiqOHSwqVFuaWGeMf1Uu6nUQo+En+mviqFl/wDJ+nRllEIJG+C8N6fJUbHL1x1lHhVFzfw8q/O5%20ceaoSq1T3s37a17iqqlV4Ri/1Gnd+LVthwL1Nh2m4z4tnCZjOaaHqjr0AcX2kdzqQZVxHMYIKqi5%20VJdlZufJmWN2+3LX0tLqPNl9FZX0wrYyPgcW2G3pkm8C5HZbt9qks2kGEOSki5kYNtC4DrgOq6Qo%20gpgOX95eXDacKScVa8+VcKmcZVjGVycXLtXptZJnxbsImxF6hcFuz05y2FZ0bZ6y1KaZWRkc+t3W%20U2kzCYuKK48vLhnWyqtsb/S6Ph6YFrq1spT91xY9L6ktupbBCvltU+pTgztI6ORwcFUSExxXAhIV%20RdtXlGnY+NpG1bHTgSlVJFAKAUAoBQCgFAKAUAoBQCgFARunvZpfiZf5p2gJKgI3Ufsovto/5gKA%20kqAUAoBQCgFAKAUAoBQCgFAKAUAoBQFfDQOkm7u5d2rejVwef6088246CG9sTeEAmgEuznSkeW4S%20tvPszQWkJjLzMi1skL8s7g4o5gNZTg5DeQxUSQiHYuC7UqKWJbPG0nM7d9Oy48Bw70QEuFLbs0YH%207eDQQyAcqALCqrPRRUElbUlUVJFVKtV1rj6LusKtVVH6Y95mhaI0pCKMUW2tNLDkuzYmGbBqQ+Kg%20642irgKkJLjhsqI2XYKnVsJlbWuNphm8PNFTYvVZNoYcZWQ9My4KK7+Tij55hVC+sx6aY4Lz1FLt%201nVeS5O3f/Q9ydA6OktyG3rSwoSurb9BRQx6kmWMqKKpl3SbBy8lWq61316yFYqbqdV/eauktEeo%2077qG+SJISrjf323HCaZ3ANsx20bZaRFN0iVB2kaltXmTkpF0hl3tvpYkqyrsVF0ItNQBQCgFAad1%20s9su0YYtyjBKjg62+LbiYojrJobZ/GJCipRWNPFDBraLnZ7XdBjDcIwSUiSG5cZDTHI+yuLbg/2h%20XkorHXEYNbTQPRWlDviX0rYyt1Q0d6zguO9QMiOKOORXEDo58M2HPSNlxMnW8wxOHmiYk1ybGs8d%20uS6L7ZmgrhklLi+CCq5RFxdpCiYVFOXLg1TqFXXNjWvWfbbw+0ZbY8uNCtLDbE5gIkxtUU0djtoS%20A0edSxEUNUROapbqqMiNjTWB4j8OdExmGGGLSy2EaSk1kkU84yBFARzeZs6rkTLtXk2clTXsr238%20SKX7/C48yOG2hZEKJCdssdYsETbitoiigtunncbxFUVQItqguxfBSttdnhdwLOT4uvWbb+i9Kvuy%20HnbYwTkp2M/ILLhndg4JGJcOdrBMtE2uLfW72RhTdTq2E1UAUAoBQCgFAKAUAoBQCgFARlx9r2n7%20R7+SVAfdPezi/Ey/zTtASVAKAUAoBQCgFAKAUAoBQCgFARLmkNJuuE67ZYBuGqkZlGZUiJdqqqqO%201Vq/1JbWVyrYefc7SXJ6lg5cMMnVmsvLj83LhU/WntZH041rQe5mj+4rf2Vnyaj6strJyLYV668K%20oVxuF6dO7TWbbqFxg7vamkjoy6MdoGkbRxWlfADBtEJBNMdtUiqJJ2pSzdd/eWk62qx5cvVb62Yt%20S8GdM3++vXyQ663PLqfV8AYdaZWELoDlaebcA0MHyEkNCTkwwVKKxt4tvtST7kS7UlhFU7amO4cF%20rDPgWuBInSViW5UM2kCIKPGj6SM+xhFYJSHDFjJ0dlWTpNS+GlOr0t2lZKsXH4q9vpYbYcJdPt6t%20d1Gy6bRyJY3CRERqKQnIEEHNvjaKSIqqISgLiDjVdPlVFv7SZ83psJ7SOloWmLN6qhOuvMdYkSc7%20yip5pT5vmnRQUwQnFRNnJTBL4UlwErZOXxOpLuNNutk26CG2aKJgSIoqi8qKi1KbVqJjJp1VjNH3%20d0/3ZE8w35Na/wCRqfFLizp/zdf45/qY93rAv/8AWRfMN+TVIakoey2ugrHzerG6cl1syx7PaYzm%209jQmGHcFRHG2gAsF5dooi01NSc4uLba6SJ+a1ZqkpSa3tkbpbSEDTmlWNNxHnXoccHWweeUVdVHj%20IyxUREdimuGyqavOqP4acFQxT5nLbJvi6kE3wltkW12KLbLpNt8zT8R23w7m0rJPHGfREcbdFxs2%20ixURJFybFTZUzeZtv3kk96QTp1SclubNCfwJ0w/bnLZBnTbXb5MGPb50eMTSo+3Ec3jJmTrbhIaE%20q5lFUzY7alSpKv5lLrjRLsSIVnTRr9Va9rqb7/CS0u6gW7JcZjba3Vm+LbxVncrNYZ3GZVVtXcpB%20yjnwx2pUQeWm7NT+6/vDtVNsUv00oZF4WW/d3aEN1nBY7v10nrKBNDHBy4iqPmJI3vV6REYiRqIk%20vJWeTkybFRbrallKk82NavfZQ1V4M2RxqR1m4zX5b0e3R25mLLbjJWkyOK82jbYjnRT6WKKK+Dlr%20WU25ZvezZuulO4pGKUVH3VHL1X+BtQ+FNoYucO7vzpUu7R7i5dpE1zdCUh9yMsRBcEGxAQBlUQRB%20B5PjqqolRXUkv1OrZMra1xy/tuJ3R+loWltOxLDCddeiw8+7dfUVcXeOE4ubKgjyn4KlutNyS4Kg%20drb2tviTNQBQCgFAKAUAoBQCgFAKAUAoBQEbp72aX4mX+adoCSoDRvcWRJtrjUcUJ7M0YCS5UXdu%20CeGOC4YoNAYuvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3u%20wO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p%205FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAO%20vX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3u%20wO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p%205FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAO%20vX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3u%20wO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAOvX3uwO0p5FAY0C7SrnCekRAjMxVcIiR7eKqm2oIiIgj4%20aA8xYl/hgbLCxTaV550CPeIWDzpOYLhs2Z8KAzY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHU%20v0YXyu+KgGOpfowvld8VAMdS/RhfK74qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXy%20u+KgGOpfowvld8VAMdS/RhfK74qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXyu+KgG%20Opfowvld8VAMdS/RhfK74qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXyu+KgGOpfow%20vld8VAMdS/RhfK74qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXyu+KgGOpfowvld8V%20AMdS/RhfK74qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXyu+KgGOpfowvld8VAMdS/%20RhfK74qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXyu+KgGOpfowvld8VAMdS/RhfK7%204qAY6l+jC+V3xUAx1L9GF8rvioBjqX6ML5XfFQDHUv0YXyu+KgGOpfowvld8VAZ7RDehwRZfISeV%20x101DHLi86TmCY7dmfCgNygFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQGKJMiTGBkRH25Ec8UB5ohMFUVUSwIVVNhIqLQGWgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARb+qtLsXp%20uxv3iE1e3kRWbWcloZRoqKqKLClvFxRFXYlAb8iZEjEyMh9tkpDiMx0cIRVxxUUkAMVTMSoKrgm3%20ZQGWgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAY5LpMxnXgbJ4mwIxZDDMaimKCOPOvIlAcLs3HzVpa10lZ71b4kQdUuSG5%20VhJl6PdbUouKEfrKuPnvEcHpiRMNZx6SIiUBNyLp7pf+w0Gzw03Vo11AdkTIgp9Wl0h5y60Ip803%20WQQHFT564KWOCUB12gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAfn/AIz+sf8A/QfDNLbuUnE1KFgpOZWhVUJM5iGBGgp0siKOb5uYccyA%20WjRuqv8AyUzrnh/rGFFcm2OQUCa9EAwjPtOG4jD7TbpOm062TOZOmqiSIQr4AN3/ANeda3XVnDSL%20IvDqv3i2PvWy4SV2q65GVFE1XnJWjDMvOWK0B0ugFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgMFwjOSoEmK2+cVx9o2gktYI4%202piooYY/vDjilAcTsv8A61T7WelZI6pben6UmyJjD524sslJTiOudYFJecncyYbxD+blTLsxUCdi%20WMtYcbGNZg2aad0lCct9tlGJCEu4Pq4MhyPiiZ2WWzyK581T+aq5VwA6tQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgKDrfhY5qPWNl1fE%20u3q+76ebUbYDkfrMdTNxFcV9tHGTMVazCggYKiqhZtmVQNSz6ctvC6yai1DKedveptQy3Jkso8ch%20dmzDUyjQ4cVtXjQRzFlRSLDEjIkBOiBt8DuH8vQvD2HaLiSHeJDjk67EK5h6zIXFRRU2LkARBVTY%20qpinLQF+oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAf/9k=" height="253" width="787" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 3.&nbsp; </span><span class="textfig">Energy and production graphics a) Energy and production 2020 b) Diesel and production 2020.</span></div>
        <p>Despite this result, in the case of electrical energy (<span class="tooltip"><a href="#f3">Figure 3a</a></span>), a linear trend could be observed in the months from May to September. Similarly, when analyzing diesel over time (<span class="tooltip"><a href="#f3">Figure 3b</a></span>), it showed that the best behavior of this carrier over time was in the same period.</p>
        <p>Likewise, <span class="tooltip"><a href="#f4">Figure 4</a></span> shows the consumption of electricity and diesel over time for the year 
          2021. It could also be appreciated that in this period there were 
          variations that did not lead to a linear adjustment.</p>
        <div id="f4" class="fig">
          <div class="zoom">
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Ogxi8mAti%200pEbuQcPDjspG1KnvKvBXsmSpWuinjct7IvUXfRbA01Nk2CNJk3lq3TppRjaD/RFBVWnOmCrgea+%20mTK2pKvCOI7arJ2VV3K66Oa707tJbLisai/ipTdf5kjD72LILANTWpCzmnrTBlq22G76TeGgcZUM%20TxyJn4yrwfTW04c1FdilH9Kr5GUW8GJ/Bi8aGpfu+SJC03cb5brHcJsSIhdEmKDTcSSoSEjFkd3h%20EOBlsRwRUk83FNtZxtcfmce6WntsqWlZX5VLvjo7bTNF7z2Wblc4cxmRKnDc2rbbbPHYaGTvXIYS%20iaVxX1YPIKkROKYCnBt2YlalS183dF9vUTKx22Kke9186HiV33aVZjC+3DuElBhSLjLBpppDjNQn%200jSheRx0MDZc2EI5scOLmpt0ctv5rn29Ywu7TVqm1Fqv2q7PZNPrfZhGUMkaRgGQU3XTkEIMtth4%20ScMxRP8AjglJJqWH3m6cSINSWLRSvAhGe9fTay+hzWZVultuyWJjEoGkWO7FjpKUXSbccD8Rhd42%20oEQqmO1FTColJJOWhJv9Lo1vVSUm3TS2l+q7yNMO+zSCyYzJtSmReGEsl10WQSKVyTGM28Cu71SJ%20CFS3YGg4pmVKvg5qbacdXbTYVclhrsrw19raaCe05rSLqALo7BgSwj2uS/DJ95GRF9+MZNuiyiOk%20Wwg4TEU2/Xhm5Uy8etVLU5sPbtaUe2d94Pw4d8uMR6321203C6u25Gm33ibhSQZFxt4XkHgPDIQI%20qr4tmOjVO6H7+3a4i9fzSX6U/V2vJ1nvisR3Pq9+2XKIYTYlukPPNx9209cAFyJnyPmSi6JJ5gll%20+/lqEq98lxiqshuyuxPg3Sva02tPd6+lr9e27TC3wnJWSkCS5ut1J6GeR7doDhuhlXam9AMybRxq%20I2quxPg9Pa0mXK6bacdXawuVAKAUAoBQCgFAKAUAoBQCgI2J+fXH9jG/tdoBpv8AJIv1F+utASVA%20KAUAoBQCgFAKAUAoBQCgKv3magumn9GTLpaybCc27FaZN4FcAekSmmCVQRQxwFxcNtEqzjH4pJCt%20IyeqMn3Jsq9w19qKx3uXYLpMYekR5dnWPcG4i/iR7pIKOTRtb0UA0NtcHEJdi45VwqctqTpqlhf6%20cRE1hT/I5bqOnEkR77dFK9KElkDHYCabErK2YSOrv+5FoAcN5FHBcu9bBCwXKq1TEsOLZXg9Pl3l%208PNh2046j4vfVphLbBmdDm7+4q+UWCqRRdJmM2Ljj6GUhI6t5THLldVSVcERVxwvJUbT0Kr2W07U%20rrKw5lVcNtVXtWlNJtaZ14V/1rIhQXG3rAdlg3WA8gELhLLcdFcyqvBlbTZhii1Ki+auiSXeqkNq%20kWtOLwaR7d719Ns6vHSz7Mpqc6Tzcd4xaRt047SvOII7zfomUSykTaCSouC1mpVi38KrwRaSpTa0%20u80IfffpJ+3Oz3Ys+IylvZusUXmm88mPIe6O2jItuucdXsAynl4UXzdtXcXWmmsVT81xHlzW/lvN%20jS+v501NZy7vFOLF03KIG4uQOkCy3DbkGLmRxxszxIsFEsOCqtpZeJ65eDLKLlmKK0qPjU1//Num%20htjk9+3XKPhHhTI0VxllHpEe5OozHdaQXiHDeEiEhkJJ4qs4vFh04sPGlV5esommq6KN91/buN9z%20vUsTNwKJJhzWG2JEeDcpxgyseHMlihNR3zB0lUuOIkTSGAqSYklFbxbS2tX0/HgTKxblV7E7u/vI%20GV3zNLfYb0aK+OlurrvPflONBvJI2tQTPFwdxy450wcEVLYvBtqsXY2/hi/1Owvhq0lfjw7Ln5Mn%20Xe9nTYOvMBHlvS2xtysxQBvO+d2EjjNNZnBHNlBVPOQiPjq8otOmnE49yxPwM01hUtDji8aeZB6k%2074JURy4xGbRMthQ7G9eHJs1lsiYJt5WUE4u+bI0xFdoGqFimC5eNVVam9Tgv1eX8dlbxVZJa8X7a%20evtonv8AylYW7gMJxmUbDcmPbpl3FsEhtTpQIbTBqrm9xLOKZhAgFSRFJKm98Wltw3+TvpsMlLlq%209Sb2VGlu9Ow6juUWDFiTYxTmZMiC9KbbFt4YT/R30HI44SKB+kKYpwY0iqrhF8JXGk1hdHrceKN/%20U2ubdYZjMBYcu5XF6O9N6HBBs3Aix8N68SuuMhgikiImbMS+ai1TErdUbXs7bCVGtNrotpHsd7Wk%20pKikYn3t7Ihx4+UBTejPZ6Qy+GYkXdI2hKSrgqZS2bKu1S+y2XDCqvhS7eUTqqrUn3vD31I5nv10%20U7AmzxCUkeLBcujC5WSKVDZc3RuMiLpEOBKPEeQDwVFwqKWbeWz81xaltN/hf2u1Epq3X79h0Wzq%20QbLKcdfejMBbXDYB4elPCyBGoum399FwQ/CmOG3C2H+pGHxOhVOsHLUqkVF72GI82ZCmR5VwmFdZ%20tvgxIcdpswSFFCS424TkjdkogS/iZkRV2YeOlVhrsk+Clh7dkXcean5e+Sr21eJ7j9+Oj3Lc9cH2%20JsKKFvau0Yn2m0WTGed3DatIDjioRPKgZXMnDj5u2rOLVmmsV+q4qvC39t/d/Asmk9ZWrUzUxYQu%20Mybc/wBGnRHlaI2nFFDHjMOPNEhASKigap+mlLK9rCK207Wk9UEigFAKAUAoBQCgFAKAUAoBQEbp%2038pb/aP/AL46AkqAjpP9QQP5aV+uxQEjQCgFAKAUAoBQCgFAKAUBAao0fF1BItUo50q3zLNIKVBk%20w9xmQzaJoswyGpAEmQ1+7RWOq1Nd/wDAO1UetPuI2791tivZm7fJcu5vu2120vOvEy2psuvjIzqj%20DTIo4BtjlUURPGi0pf8Ay/trTzJrYlqr4qjR4Duqs4Q2mhuE4Z0eYE+JdA6K2+y622rKI223HCKg%20K2RCQqzxscV27aN2p7/3X9tBGzRZ4Wow3LugsNx3vSrjcjWVEiw5xk804chIMjpLLjpuNGe8RzHH%20KqJguGHBhaMqSqviUuKVPK8illNklwlf+BuXXuysVxus+7FJlx7lOfhSglMG2hR37cJAybKG2Y7R%20cJDQ0JFReCqRsu1t96wvwRZutj1U8cXma1y7pLBdG3UuM64S33raVqelPPAbpNFJSVvFVW8N4jop%20hgmRE2ZcKm66y2L/AEXedtSK2UdvtfuVH+Bg05oGdF7zbtq2cgq2cFi3wXCMTefIcN/KdBsGmmzc%20QADAR4E8HBUwdIy+aXcvxdpE1Vx+Vdu61G/rLuwsmq5py5kuZEceguWuUkQ2hR2I6aGTZb1p1R2p%205zaivgxwqqVK7aeF3a7Wi2K7ZXxMZd1GmzfcfJ+WTjsy2XA1U28FetDYtR0/y/NIQTOnh8GFXxW1%20+aT/AFKjKpcuH5cPBOp9svdZYrPe4N0izJpDbOmJbYDjjaxmBnkhvACI2LipmTEcxqqcHBsqsHhV%20PlUeCuJlb34uPb8NJGSu6927a51DdLrJdCxXNLWoQo7goMlYGclCSJNkSAjiiqZDFV4F2bKnL5Vt%20U3LwVHvXbQMzmovlwvi2Sq919gSGjLEiXGkNXV++RJ7Rt79iXJIlc3eZsm1bVHCHI4BJgu3btqFZ%20hp7scPB3kt1rX3qeCSXkaEnuV0s7BWKzLnxDeiyoVxlsOto9ManOb6QsgjaMcxOqpoQIOHAnF2VD%20SpTRRWflu7adIUnXFpq3Xff27rTNI7n9OPXFuakyc0IvW2S7FBxncuv2hEGM45i0R45RQTQSQV8W%20O2r43irtb4yVGVpy4flw8K1PrndHYnLVPsxXK5dTTRdFm2o82jEVXn0kETA7rFSRxOLvVPKmxNlU%20ViVL44aPVhu2Eu1t66124lRmQ+6qylIenJPnBd3Zzd0C6ibCPtym4yRVIB3O5yuNDgYE2orjwJsw%20lWUpZTF+69B2322LwrR77TB/4Z0l0R2MjsxEkWyXaZLu9BTcCe8kiS+aqC/jG7xsfNTwDhhR0pRW%20Ll/bcWUmpKWnE5cWWG9aRtN504Ngmb3ojYs7l5s8jzbkYhNl0DRNhgYIXBh40w2VMm3LF7ydeJSC%20UY4b1SnAgp3dFpu4Webb58mbKfuUwbhPuhONhLddAEaQVJpttsQ3KbpQBtEyY+FcaKzDT3XXvvrv%20Jtt1tJd11NxsTO6/TsnUp38HH4sh8o5zI7G5Rp8oiYNKRG0bwcXASRpwEJETMi0i6d7fFkNJqmyn%20DtxJjTemLdp+HLiQicNqZMkz3d8oku9luK64iZRHi5i2JVacqjoSoWb5m9fqp6CqJ3IaV6u6vOZP%20OKMCZamAVxhFaiznhfcAVFlMVEw4iliuHDjU/wD8/suDfnJ/qrXzJKR3WackTZEw3ZW9kz7dc3EQ%20wy761Ni2wiJk8whBM6eHwKlWUvOT/UqMj3afKo8E6nvTPdlYNOXRZ1udkI0KvlHgluUZaWSe8cwI%20Ggec2quXeuHlRdmFRF0VNlOC7bxK11214ltqAKAUAoBQCgFAKAUAoBQCgI2J+fXH9jG/tdoBpv8A%20JIv1F+utASVAKAUAoBQCgFAKAUAoBQCgIjVmmYWprDIss115iPIJo1ejqCOiTDoPAoq4Lgee2nCK%201GlNXxdSdDWtNd6oQjvdbZZJPP3CdNn3CRNgz37i8TAvGVtNDjNZWmW2RaEscRFtFXFduNWjZSmh%20t721S3gQ7U66Y4dyvs4mO390mnLdIluQpUyOxJSVu4zJtNCwc1czptuttA+RIqrk3rhoOOxKrTkw%207KcCzlzYttePbUaIdxukm2myakywuQPvyFuiJDV4llNi06KtFHKLgotiqZWUVFTFFxVcZ9VPHFwt%201UKrvu8FTy1lls+irRab0V3im+sk4Ee2KLhoYbmKRkBbUzKaq4uZVLbU4r/mdfChFLtlfEhWu6DT%20zV9C7hOnorU6VcmYW8Z3ASZzZNSC/wArekhia4Ibi5fu4VRRpHDowuPBuvZ3lm6uutp8Y3GNO5bS%20HV7MEnZhNR7U1ZWSV0EMWWH0ktPIQgn4wOiioXm7PNrRybeLTWL4xu8xoo7ub915uJ3ftQNP6qiw%20JcibctSg+5IkTjb40hyMkcV/CbaEBwAdiDs8FZZqrl4Vt8bS2VKmYpPRTwIeydzNs+XIcW+S5cm5%20jDtcZ51HW1RgbYYPgwwqND+FvgxVTRTJPvcGHROax4l8WLfelXcn6zGMeWj+FrvvJud3Yafm3l+4%20OPShjTJbFxn2kTDociXFREZecEgJ1FTICqIOCJKKZkWsocvCrWxu9l5c1dqo9qRosdzWl2nUQpU5%206E3FnwI1ucdb3DMa6LjIbbyti5w+apGqpwY4VGHla+VR4Ru7v4llKkk9UsXH8f4HmP3NWBkHiW5X%20J6c51erNwccj79g7UhDFNpBYFrFBNRLMBIScKcNXcm3XTicuLVH4FErKaEqcK18GZbn3R2W5tupN%20ulzedlW160T5Busm7Ijvuq8u8I2SykBliG7yoibMMNlVVm7l743PXvLRk009Kr+6lVusNg+6zTx3%20NZm/lpEclsXGTaUcb6I9MiggNPmit73MmQSURcQFIUVRWpTp4tbHK+ne76lMKw02JPalcZNP92en%207FLtUqG7JN2zszY8VHTAkULg+kh5TwAcVQ04uGGzx0Tp+mMeEbi8niv+Jy4s2tTaGt9+ms3BZku2%203FmO9C6ZBNsXDiyMN6ySPNvBgqiioSDmFfNVKphVuqSo9vbYSpUpsdVsMEfuy0pFvNrukZlxkrRB%206tiQxPGOrKCQATgEiqZgDhiJKXAS1aXM5V99W9u5bkiiVFFL3XXtxt3kTG7lNKR7NcLK3JmpbJ0Q%204AR0Jgejx3DzqLRAyJGXAiG+rhIiYY8OM1u2U/bd+OssnR1W3x7bizal0nbtQ6fWxy3Hmo+Zg232%20FBHgcjOC60YqYmGKG2nnCqfRRt4lLSnUrFJRw6KUIeL3V6fYug3TpEtyWk2ZcSIzawJ+fGGK9igt%20jxcg4iicC/RsqrXK46MLjwlLF5lm6tN6HF/pVF5mmvcno07a3bnilPRmrS3ZG0NwMUYZf6Q27igJ%20+KLqIuPm+MavKTbb01i/03eYro0c37ryy6Y0vE09FfYYkPSjkOq868+jIqq4IKCLcdthkBRE4ABP%20Gu2obsoVpbUmagkUAoBQCgFAKAUAoBQCgFAKAjdO/lLf7R/98dASVAR0n+oIH8tK/XYoCRoBQCgK%20J323adae7u5T4N5SySmUQmn0VtHHSTFUYbJxdhHh91FLBFw8dVrzx1Ylx7XlkqqW59vQQt+1fCl6%2030vCsuphCa4jU2cystpIbsE2zEWQbVUR96S6qZMuZRwx2Jw3ulKirRPvpy03X7inuKumng+Zvy38%20Sita51Ed4081Jv0pu13NCXXkhX92lqfR5xGmt5s6DnMUby7NifTisQpdXlwpp65YW6V8aFp1VqXN%20iap8uJKtN2k2WdbaychxVl3SUzdGmIBaZjZ8i3Te3Jxp4zbwTpP+mFvN6KLm2Y41bLtlGt9YYlqT%20hWTpvrbooUzLE6ezSdHtT5V5b6n6DeV5GiVkRJ3DiCaqIqv0qiEqeSqliJi3C/yCkCMSIix3VZLF%209zaqCJYp+D/ioDY3uo/4aHy7vM0A3uo/4aHy7vM0A3uo/wCGh8u7zNAN7qP+Gh8u7zNAN7qP+Gh8%20u7zNAN7qP+Gh8u7zNAN7qP8AhofLu8zQDe6j/hofLu8zQDe6j/hofLu8zQDe6j/hofLu8zQDe6j/%20AIaHy7vM0A3uo/4aHy7vM0A3uo/4aHy7vM0A3uo/4aHy7vM0A3uo/wCGh8u7zNAN7qP+Gh8u7zNA%20N7qP+Gh8u7zNAN7qP+Gh8u7zNAN7qP8AhofLu8zQDe6j/hofLu8zQDe6j/hofLu8zQDe6j/hofLu%208zQDe6j/AIaHy7vM0A3uo/4aHy7vM0A3uo/4aHy7vM0A3uo/4aHy7vM0A3uo/wCGh8u7zNAN7qP+%20Gh8u7zNAfbJOnzobUuSy0y2+2DjQtuE4WBJjgWYAw/RQFL72dRP2S4aSeG/haYzt4jNTYRG030iO%20ZYOEZmubdAnnYbNu1aZf9xJ3YZeTo++4TX9NvU1/qVndUruodZTvmzUi6Tvpy5NotU1JFrcfbd3t%20wyCbAQ4nnf6YEUjIRwLFEXMuNUrSEnosW1c3NLYqWF0liitN/hYt7fa0qcvW13C8XWFH1NLLSTFt%20clWK9pKzrIvKRmiSEMnbvcCIi3HhVVTDZgl5VWKntKXKtaxL9Wozg64a3Spj2WP9Osln9ba6Serz%20cqQurQkvNOaaRcQSANqV4X+ifzOGDnhLiY+CozHTFhupmV2Uly+FN9Scu3Di/wDHxr7Xp3UPEPWF%20xV+OwmopLukJLts65v5Sf+1feivuSGel7NwivA0hDimRVy7M2FXklVr3U54dtIprfpKpvCn71I1W%20qsqOzRZ6zq/djcLtcNC2qXdjN2Y62eLzqYG42LhC04XBtNtBLHw8NTPRroq76W+IjppdV03VsLRV%20CwoBQEbE/Prj+xjf2u0A03+SRfqL9daAkqAUAoDn3eBqa/2a/Wd2FN3VqWdCiXNtBjuggynFDK43%20gUreHiO7JtREeEsyUy7ZpPTZxpd6XXQJ2Qb1Kvj2uK3cNeaxsC3O3XaU+t9cFt2I4owXYLESRcRi%20I+G4bB0SbBxFwfJUVfHtpl82GOmsU+NbtGjeTmctZaKSp/KlfpIcu9HW7dz1ZAS6Zx0a6wkV4mI+%20a6pIlI0oO5W0RN2P4f4CCuZdviqcrmUZPTNRpxdvaywjNWFtfK5V3JOna21ce9OG4jKmAZ3EHEW8%20URVXxYrsqGQiLYvVyeN8G7WeaO5uncXmkwLIJ7NvomlCTL1hd+yj5Zr7aAdYXfso+Wa+2gHWF37K%20PlmvtoB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmvtoB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPl%20mvtoB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmvtoB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmv%20toB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmvtoB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmvto%20B1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmvtoB1hd+yj5Zr7aAdYXfso+Wa+2gHWF37KPlmvtoB1%20hd+yj5Zr7aAxP3q4sEyLlrNFfc3TeDzS8bKRbdviFaAlGTcNoScDdmqYk2qouC+LFNlAc+gaovw6%20j11Bvl4iwbfZ2okiDKBoUGIw+DhGRq4q7w8ARcS4uP3cNixF/wBOrvxNf6aJd5Li8aSucU/Fr0Fb%20XWuvUtEBmXcyt7sqLebrFuTseOMh2LCUVgtSGjDcgbjbud1BASwRMMq40m2k6+1GCbW1yp22smKT%20apbGU8KezDWvfdsISD30a3c0zD1Q4YK9dY11VyxEyCBBO35RadxQUfX0nN4WG3Zlq8o0eGt6i66q%20zUfBPvRSDrbqdN/I5ea7mTha41cl+k6W68VG2JL+TUisRd4QNW1uYjCju+jY7xxcVQMcviXbWc5c%20spaYqfHDJJedtNRaFrXzYOGJS9VldekxWLvQ1fdDtlxdkDHQptnt79lRpvK+Nxii89IzEKvoqEeI%20ZSQco7UXatb4VjpocprdhjXtUzb5XsinXXWTj22nbKyLigFAKAjdO/lLf7R/98dASVAR0n+oIH8t%20K/XYoCRoBQCgFAME8VAME8XDQDBKAUBG2b/Ouf8AOF+7boCSoBQCgFAKAUAoBQCgFAKAgNQ6/wBF%206dXLerzFhu44bg3EV3FeD8Mcx/8ACtIZM5XIrKaV7IBO+nSxGZtRbk/DQRUJDEGS6pESqmG6AFcR%20NmwlHBa3fRyUa1XeZLqE5Uoz033393WZElzX7cK7N5OhyowY+JTdbEUqv+JPQq8S31ol0t9yt9yi%20NzLfJalxHUxbfYMXAL6iFVSueUWnRmidTYqCRQCgFAKAUAoBQCgFAKAUAoCO03/T9t/lmv1EoCRw%20SgGCeKgGCeKgGFAME8VAKAUAoBQEbE/Prj+xjf2u0A03+SRfqL9daAkqAUAoDSkWSzSLixcpECM9%20cYqKMaa4y2T7aLjigOKimPCvAtFYHbYYYul9MxGpbMW0Qo7VwxSe21HaAX0XHHfIIojnnL52PDTR%20TQNNdJ8DSmlwSEgWeCKW1VW3IMZlOjqS4qrOA/h4rt4uFNNdJFLKEpQkjrT/AN3dv5xP/bM0BI0A%20oBQEZqPUtk03anbreZQxIbWCZy2kRL5oAKYkZl4BFMavCDk6IiUklVlPa1Z3rXoOm2DTEWBbFTFj%20ruQbUp8fAW4ZEtzingNca3+nlxslKr2GeKTuRK6R1+t3nO2W8QCsuo42ZHYBOC8BoHCbLo4ZxwVF%202ilRm9M4xUk6xZEM5OWH3i3VzGwoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI28f9xav5xP%203DtASVAQ56M0eb0p47FbyemoQzHFisKTyGqESOrkxPFUxXNUJJKhLdtT6mjtIpCCAljt6QWnekNx%20Ois7oXsMN4LeXKh/4sManSnqI9Jst2CxNzJM1u3RQmzQ3cySLLaOvBhhldNBzGmCYYEtRSymhjTX%20Ua66R0otsC1LZYC2ts96EDozPRxc4c6NZciF9OFS7eARslY7IVxauZW+MtyYDdMTVZbV8G9vEBzD%20OI7V2ItNLesillNRu0JFAKAUBG6d/KW/2j/746AkqAjpP9QQP5aV+uxQEjQCgFAV3X+ry0jpiVfB%20tz106NgpR2SEMB+8bhlsEBThXBV8CJUV5or4nQmljepERfO89u13dyMlv31vhHAau01XshsHczyM%20btnIW9QcUU+OOCLsxqVfR/E48VHER7tVfhxcK0IcO+03Ljabc1ZUWXqZCc0whSsovttmQuFJJGS6%20OogGfAUcxxw4aRTdmlRUuDVe/QTKit92uHjWndtPbffdHeiBMYtBFGitxjvqk+gnFWVLOGIsijZd%20IUXGiItocXDDFVwqYrE1S6TilvlHEvNFZcqdfaWJ8Iu38DpjjjbYE44SAApiRkqIiJ9KrUEkLaLr%20axduKlMYRClko4uAmKbtvam2gJHri0fx0flQ+2gHXFo/jo/Kh9tAOuLSv/8ANj8qH20B962tX8Yx%20yofbQHzri0fx0flQ+2gBXm0CKkU6OgpwkroIif8AGlAU6999ugLbKWDFmFerpjlG32sekuKXiU0V%20Gh/6jSuiPTTdr5VtM3mreRwa07x7s+D0O2W+wxQQlBu5zmXSdxFcFdGOpE2ieimK41oo5MU6tt7D%20NvMbVFRGRZ3e2q49eaWDHblRJCon0Yqe2qVydUvAvSewiLhc+8m5XAtMzL1Y1YmRjKbJig4iNNFx%20UxNxzzi+6g10f4+S8lzliSuW1/gez0HT/Ty31Oc+VOkEvel/xjpNGRpq4Wtu1268avfLSzhKxIYt%20MgIxNOOkqjvHBRXiaIlVFVCTD6qnpcvKeXhy1/Ujbze8vWjX6MOvg6LB1EVWidk0tWqSXedA05pL%20uy05xrREt8eR96WRNuSCVeHF5xScXH/mrinnTlezw45ajcixJd7OnBNj8qH21kXPLlzsboKDsuM4%20BJgQk42qKi+NFWlQc5v2m4WmJjmptAy48F7ad3sLTgdDltoK4mDCEgg8K7UUMMa7MrNU+XMu1nPm%20RcVWF+ou+ndZWK92KDdmZsdG5rIuoO9FMqknGFULKWIrs2pXNmQwya1G0JVSZJdcWj+Oj8qH21Qs%20OuLR/HR+VD7aAdcWj+Oj8qH20A64tH8dH5UPtoCKv3eBomwMo9d71EiCXmCToqZf8oCqkv6ErSGV%20KdyqVlNK8rH/AJ60RIJQtLU+6HtQSYiOg1m8GJvI3s+lEWtl0stLS4mbzlSxNn1nvflm02o6VuT5%20K2hm60cVGlVfdq682RJ/00n08U6Y4kQzW1XCzz/5wtcZM1409ebY1w782Gn20Tw49HddLZ/y1H+P%20W6UXxLfV1plksHeRoi/gJWq7sP5kUspKrRJgqIqELiCqLt4F21SfTziqtWExzYt0TtJnri0fx0fl%20Q+2sTQdcWj+Oj8qH20A64tH8dH5UPtoDU0tKjPWKADTwOG3HaRwQJCUVypwonBQGhq7WZadn2KJ1%20a9MC9T2YBygIQZjq8uUSNVxUlVeART9KUhbPDsb7lUSsji2rxaXpK9cu+WFbZMl6XbiSxMvT4rNw%20B5Ceck21pXXgWPkRBEshCBbxcVTaiY1VOqrpaqv1YeF5bDbTU0nsqqmk/wB9cxi4z7K5YB6/tUM7%20tPiDNxZG3g0Du8bfVhM7q7zKjagiYovGwwVbOiq9EXR99LNevQVjbhp7/s+N+q7abbnfVbW3UmFb%20y+XFfOH1mjqb7pLcJZyj0bJ5mRMubeY5vu4baS5ap381P5XR+mgjzUp8tdmK70VPrHe5McktWo7I%20Dd/mlEW2wul4sONTWXHxN2QjOLagDB5xRstuGGKLikuLq1pi5V/lSfpIqqYvdaVOLoW/SGpGdSad%20h3ppko6ShLPHNUJQcbNW3BzJghYGC4L4aNXUuaT71UJ3p3ptdxzfvov9zYuqQIwXqRbYNu6zvjdm%20mMW0o8ZHlHpG/JN86eDZYNAQpgm3hqkaOTr7KcVXU3dZ56jSnKqXvF4U9ZctJ6JKyOR5MHUd3nQH%20BI3Yd0kdORzeCmQkcdFXW1HDgE8PorV1TaZjFqSTWm0t1ULkbE/Prj+xjf2u0A03+SRfqL9daAkq%20AUAoCha+1VqKxXu0OxHBCyuTYkW5GbbbjQjJcUMpqLiyRdLEUaytZMV4xYVEHzUemtN9K03666BJ%20cra0Kvjp2brSnO97ermI0OYTjDjeoGHXITO5w6AY3FqEKmSF+KiA9mXNhxk8VTlrE1HX9N1/NWv4%20DMeFOWiONU/L2tMBd7Ot27lquAsmOa6IdYR51Y6J1kMmQjaDghfhKAcXEMeN5KnK5lGWuajTi1Xt%20tIzOVuPyuXck6HcjcIWVcFsnCQcUbHBCVfEmZRTyrUMJkFa7jNSVdFS1SSUpaKqIcbir0dlMFxeT%20bsx2UJN/rSf2RL9eJz9AOtJ/ZEv14nP0BF6m1otgsz9zmW15ltvKLavORhEnDVBAOK6ZKpEvAIqt%20a5OVjkomebPDFsq1j0/f7xqFNXawtT0qSwq/L1pbJhY0FpeB1RddAikn94iHi8CVrm5igsELtL1/%20gVgnLml3F960n9kS/Xic/XKbFJ7z7dc5Vrb1FabNIZ1Hp5wbhCk4xszjbKLvo5qDxGQONKQ5cF28%20FdHT5luF+zIyzI6Vei02TVa3m0Q7tAtkp2HOZB9g0OLtExx8L/grGcXFtPQaRdVU3etJ/ZEv14nP%201UkdaT+yJfrxOfoCOvmrnLRDR960ylddNGYjOaMquvHsAEQHjLavDgmxK36bIebKly0vUjs6Ho5d%20RmYU6RVsnoileyp2lnvNsCv3OUD10ZfNXpttcMD3QIpEqRnFfMsRRdg5ExqemycpylGUna+WWret%20p6eLo8+X0qOGiM7KfzLbr0Fztmp1ukBmfBtsp6LIHM04hxUxT6UV/FFTwpWeblSy5OMr0eN1HTzy%20cxwmqSibXWk/siX68Tn6zMR1pP7Il+vE5+gHWk/siX68Tn6AdaT+yJfrxOfoB1pP7Il+vE5+gHWk%20/siX68Tn6AdaT+yJfrxOfoB1pP7Il+vE5+gHWk/siX68Tn6AdaT+yJfrxOfoB1pP7Il+vE5+gHWk%20/siX68Tn6AdaT+yJfrxOfoB1pP7Il+vE5+gHWk/siX68Tn6AdaT+yJfrxOfoDQudyc6TbFlQ3YTI%20y0Un3zj5E/BdREVQdNdv1UBPtuNuAJtkhgSYiQriip9CpQFQLvS02LuowJqWCaZVgJhmzkR45KqL%20QxkJUI8xjlxVEHHgXDbURdYqS0ywrfZ6yWqSo9EcXC31Gq73u2dsHW1tdwK6xTkjNtAjGWSwENsH%20XnTXf7lQQHQVMjhKWOxF24KqldGnZbh8xR1ppsptqq+Rij99ujXmOnIMobO6zKeg3ZQbWPK6Eib8%20GUFxXswquCZ2xQlRcqrVmmt+rXV4V4+ZCt7XWYreBnXvZtSK5F6puPXbTxsu2PCL0oUbjjKJzN0j%20o+Tcmi7HccdmGOyqtpKuhVrswuj7ImKrxpTbiu8nfqPUTvb0zMlQgiMyn4Mw4jHWYg2kdqROa3sd%20l1CcR3OQqmOVtRRVRFWr4Hipta30VWUcrK8d1XTzLtVSxQL33j6pbvT9q01o569OxCMJBSLhCtxL%20kw47TLxG8bS5thqAovgxTbURq7dBaSoWfTd9uF1YdS42aXZJ0fIj8aSrTgKpghYsvsG426KcGOKL%204xSrtLQUVdJMVUkjdO/lLf7R/wDfHQElQEdJ/qCB/LSv12KAkaAidR32RaIrZxbVMvEyQatR4cIB%20xU8qli666TbTIcXDOZJ9GK7Kht6CUlpK7Z9d6zdlCF+0HcbRFcMGxlsyYdwQScLLi43GcV0QTwkg%20lh4cE21ZJMq2yf1dpeNqiwyLJLlSIkOWmSSUVWhcNvwhi626iIv0Jj9NVatT1OpZOhESO6+xypzU%20uXLmSF/0qz2DNpGprkBcYzkkQaHjAvu8iLgmZFq2mu2vGmGvcVpZTZThWtO1pop3LaXGRFlNzJ7c%20u2L/APBSEdaU7cCmRk3GzNKKiWdRXeofF2VCqt9KcKUoS7d1a8a1qZR7ndJAjDbJy2owAy3OjC6O%207nJGfWS0srMCkqo8ZFiBDjjguzZUxdGmtFKbGlReHkiJKqt2/utZeCESFRJEIV2Ki7UWoJIizw4i%20u3LFhtcJhImIjs/Db+igIjU2uNKWCWsByE/cLngKhAt8RZDxKfAiIKYJ+la6MvppSjiujtMpZ0VL%20DpIVJvepfl/+L07b9Lwi82Vd1SVKVPGkWPgI/UZ1bBlRveLcKzeih7HuknzgItRapm3JwsFVhpqP%20FiouKLsZbDbh4FUsamHVKD5YorPIxKjbPS9w+hMyuCdxB9VxV4Z0gS+hNhZURPBglV/ypbO5Fvor%20afU7lrWKKLOpdRMtqmG7C4lgm3HFMwEqL9VP8n5Y9w+ltfeem+4zQjr2+u7L16MSztrOdItuCIqu%20I3uxcVV2rmRfqq0usm0kqLcUj08U27y52+w2O3RQiW+3xokYEwBlloGwRPoEURK5pScrWbpJXGx0%20GF/Dt+oP2VUk1Lq5abZbZNwlMtCxFbJ1xcg8ApjhweGtMrLc5KKvZt0+RLOzI5cfak6ERoixbq1u%20XK4xw6zvDizJQKKfhoafhNJ4kbbwSunrs1OShH2IWL0vizv+79RGWYsvL/t5Swx265cWTc2zWuZD%20eiSIrZMSAJt0copiJJgvgrly5uElJXo8/JzpZU1OLpKLqivaI3bQS9O3BsHLhZTRoXSAcXoppiw7%20wejxS+lK6+tgm1mx9mfg9KPT+7ZUZOPUQXJm27pe8u+1Fo6DC/h2/UH7K4Txx0GF/Dt+oP2UA6DC%20/h2/UH7KA57pKHG033h3zSbjIdW3YVvtjQhHAFMkCawOzgFzKaJ4EKurM54KWlWP0GULJNHQugwv%204dv1B+yuU1HQYX8O36g/ZQDoML+Hb9QfsoCha3vtwevA6P0ky0N9dZF6bP3IujBZcLKBkipkQywV%20RzeLgWuvIyoYXOd2jac+bOVVGKJfSfdhpHTaG+xESbdn+NMvE1EflvGvnKThJxU/wjglZZmfKWxa%20jWOWkWfocTDDcN4f8o/ZWJc+dBhfw7fqD9lAEhQ04GG0/wCgfsoCB1N3daO1IyYXW3AZkKCL7Sk0%206CiuYSA21FUIV2otbZfUTgqJ2GcsqLdWrSpGure7/bdGS1Zo9v8A/sQaErrCb8b4Cn+pbHwmKZ/H%20jWtIZl3LLwfqK1lG+1F9ss7Td8trNztBxpsB9MzUhlBIV+jgxRU8KLtSuaUHF0d5qmnaje6DC/h2%20/UH7KqSaOmGWgsFvIAESKM1mVERFXiJw4UBp6s0dH1L1fv7jMhJbZLc2OkRWExkMri2Zb5p7HLt2%20cHjxorJYu1tnkS7U1r/j5kXI7pNKSpUpyYsmTDlFKd6sccFIzb85vdyXm0EBcQ3Bx4TVBVVUUSow%202U2UWxVxWcRida7U99FS3gabncrptx96Y7cLkd1lslDnXRXWUkSIRti2sRzBlG91lBPMATx25sVW%20pdtdTte22vamgqlSlPdu2WU9JuF3R6ROYRkL5W4jN5LNnHoYvuR+ik+goO9zqzxf8zL4cMdtQ7a1%2004v3Or8SY2Upop+24xtd0dhbAXEn3Aroycc4d4JxlZTAxWyaZbb/AAt1kRtwxVDbLNmVVVVwWrNt%20uul1rtqqMhJUpos4UdS0afsVvsNnjWm3iQxIoqIZ1zGSkqkREXhIiVVX6aN17agkcv75NCN6h1BF%20lFZLNcssNGCeul3n213LvDLdo1F4hhxscS2441nFWs0b5Ut/oJLuKYtMK2320w7UxapdtnozPCHO%20kXGK44rDZgbL0kiNOISIo4Jgtbt1gnv8zKlJNbF3HTqzLEbE/Prj+xjf2u0A03+SRfqL9daAkqAU%20AoCOlab0/LubF1lW6M/couHRpjjQE63hjhlNUxTDFaKx1QdqozAGjtJgU8gs0IVuiKNyVGG/9QJK%20qqjuzjoqrjtqKWU0E1trpPAaG0YHQsljgj1cqlAwjtfgqRZ1Vvi8XEkzbPDVk6Oukq1ZQm6gkjrT%20/wB3dv5xP/bM0BI0AoDm1uAdfa6cur2DuldJvlHtTS7W5VzFMHpK+Ahj+YH+LFa6pf04U96V+4xX%20NKuhHSa5TYUAVEVFRUxRdipQHPu6s+qJ+o9EHxUsUxX7aK9nz8XmUH6Gzzh9GyunqOZKeteKMsuy%20sdR0GuY1FAVC3CmoNZyboS57bYVKHb0+6UskTpDv/Qi5E/TXo5n9HIUPezLXu0L0nuZ7/wAbpI5f%20/Znc0vy+6uN5b6848MqEEPlrVpwETLZb+RPQ0+6zNFMXW08SOjxk+nGvRm/r5OL38ux7Y6HwPdzn%20/l9Lj/7cmyW2Gh/y3bi315x4QoBQCgFAKAUAoBQCgFAKAUAoBQCgIy9ABvWsTFCFZiYiqYov4Lvj%20oCSEREUEUQRTYiJsRKAodx7rn7lcdRypt4UmdQBGFWW44grBwSzxTE1Ms2RfORU430VEapLWpYuN%20nqJk6vZhw8LfWaz3c+Tjr1xG9uN36cssblcEjgoOszW22nGwYUsG8osBkLMu3HHHGmFUw+61b+rE%20KutdKaa4Khpxe4KxMWsLH1jIKwQ2ZbVohZRRyMU7BXTJ7FVdwJMQQk2Y7cas23b71iXCWJeS7isV%20Tde9vLh9ZvF3SPrKO8JfDTUzrzjj9z6MG6Jt2MMRW0jZsqYNtiqFmxzbeDZVZRTTWh4q/wAzr6ET%20GymzDT+WvrZ9t3c1bLdKiNw7g8FmjvQpjtuIBInJVvaRllzf4oQiqCKkKDtVNmCbK0x81dra2YlQ%20q42U1pJ8HU6HVCx+Yrk/1H3gyLpDuWim7xBvc+W5Nm3cmbg6zI3jSQ5SI0SijQmPEzKgqNVyHSKp%208LVmmrrXeWz1Vv8Ale6iXgz9IWWRPk2iHIuAsDNdZA5AxTV1hDIcV3ThIKkHiXCtJpJ0RnF1VTdq%20pYjdO/lLf7R/98dASVAR0n+oIH8tK/XYoCRoCra801Y7jB64uTQPOWRmRIZB95WYxJulUhkLgSbv%20ioubDEcMUqknhrLt/EvFOVI7TS7ve8fu51CIWXSk4HnYcdHSiNsyWwbbxQVym+22ipmL663km6vQ%20Yp0pW9l2rMuR8rUVgiXNi1SrlFYucrBY0Fx5sH3MccMjZKhFweBKK10QdlrMQas0s4s5AvEIltaK%20tyRJDS9GQVVFV/jfh4Ki+dhUVsroJo600ngNZaQc6EgXuAXWaqNuwksr0hULKqM8b8TAtnF8NWpb%20TSVrZXQTFQSRtm/zrn/OF+7boDd6HF6V0vch0rJu9/lTPkxxy5uHDGpxOlNBFFWp8mTIkKK7LlvA%20xGZFSddcVBEUTwqq1MIOTolVs1ysqWZJRiqyegpF21Dre/R23NGQyixRNS6xmI2CSARFTBppwSLK%20q7cyola9X0ry0kpLHW1auJ7P+DkdO6Z805/DGrw72rK7Cxae1THuzj8N5k4F3iYdLtz+G8FF4DFU%202GC+Ahq/UdK8tKSeKDua7XnF1v2+WSlNNTypXSV27Y9jJuuU88UAoBQFS1Yq3i+WzTDfGYUkuF2w%204EjsF+G2v7R3DyV6HSf08uWbp9mO939yPb+3f0MmfUu/2Ifmle+EfMtqIiJgnBXnniCgKlrIStFx%20gasZRckNei3ZB+9DeLzl/ZHxvLXodG/qRlkvTbH8y9Z7f2t/Xy59K/e5ofnX/JWFsAxMUMFQhJEU%20STaiovAqV57R4rTToz7QgUBQO9xpy2xLRrSMKq/peYD8lB4TgSMGJYfTxCz/APTjXT01rcPiXjoM%20s2yj1F9ZdaeaB5okNpwUNsx2ookmKKn1pXM0anqgI7UV9g2GxT7zOLLEt7Bvur40BMcqfSS7Eq0I%20OTSWkiToqlb7qbBOhWB29Xcf/wDodSOrc7oq8IK6n4MdP8LLWUcPHjW3UTTlRezGwplRsq72XWuc%200FAKAUAoBQHPb/oGXaLr8x6Gd6suD7idZ2xCEYMxC2ZzZLiC4PDmDBVTHw115WdF8uZdr0mGZlyV%20sLzoDKuq0CvIKO5U3iAqqObDbgq+DGuVm6NDTf8AT9t/lmv1EqAfbrqKwWg2G7rcosA5RZIwynm2%20VcLYmAIajmXanBRWuivDsVdATUenyujtpS5xVujAb1+Aj7e/AERFUibzZ0TBUXFUqK2N6ETS1LWa%20aa70QsIJyagtvQnHejtyelsbonsMd2h58ufDbl4amly1ka9l5ufMNg626n6yi9bZN71fvm+kbvDN%20n3WOfLhtxwpr2XjVtPtpv9ivLbrlouMa4tsHu3jivNvIB8OUlBSwX6FpSyo000m/QHJO8hrQr/eZ%20aWdbxrNGsqWx10LjeGmv9S8juVIrcl5RBvcoW8UeEs311XLpWVb7P48KUpxLTrhjS6rr3Lz9BLdy%20suIdpvMC2DBdsVuubzNpuNrYGPFksmIuKoiCqBq0Rq2piuBZfHWiq4Rcr/Vp4mbSU3S6x/gdFqpY%20jYn59cf2Mb+12gGm/wAki/UX660BJUBTdSd8fdnpuesC8X5hmaKqjjDIuySbIeEXEjg7uy2+aWC1%20CkncS4tFgsGpbBqGCk+yXBi4RFwRXGDQ8pKKFlNE4wFgqYiSIqVdxaKqSZV9XXy8s61sFpst2RJT%207zb1ytKtsEyNtRSR559whV4TIsoM5DHEsdhJjhXLtk63JOvdy8a+HjM7I106O+3gkVGfrzWNiW62%2065z3nbyQtvRpA9BehR4si4jF3yIyw042bbbiKiPkQqqeHBaZfNhi76xTe+t2jQTmctZK6kqL8qV+%20kiC70dbBc9VwRvCm3pN5hLa8TMXNd0flI2QO5WhFd0P4f+nQFzLt8VTk8yi3pmo02VdvaywjN5W0%20vhcq7Uk6drbTvhuEDKuIBGSDjuxwzL9CYqiVDIRA2u6vjKuipbZZZpaKqIjWI/6dlMFxc4dmNCTf%2064kdlzPIzztAVDvN1ndYdjC0WiFIZ1DqBzq+1Ee6TIRiquvcVxf8lrEsfHhW/TwTlV+zG0zzG6UV%207NSzX4rbpaPp/u/tD85y1iMfpDwCkbMC/imTqOCJma4quUuFav1eRmRi8yVFJ3R09x7eV9oWVFS6%20iSy1oj774W04lhsuullOjbJ1tksX9loTlw8rYoq4YEbSm4mcMeBUVapPppxgp3xerQ9TMes+3Syo%20rMi1PKldJW02S1MmeuJHZczyM87WB5w64kdlzPIzztAUDVVxesneZpvUyQJLMW6NuWC45kaTMTi7%206IuxxUx3gkmK+NErqy+bLlHVb6zKVkk+Bf8AriR2XM8jPO1ympE6q1ZKt1meNm3SQnSFSNAQ0awK%20Q7xW04rhLw7eCuro8lZmYk/ZVr3I9D7X0qz85KXsLml+VWv1GTTgnZbJEtrdsmErAfiuYM4m6XGc%20NfxeEjVVqnU5zzZuWsy67qn1GdLMel2bFoXBEl1xI7LmeRnnawOQh9VtSb1ZXYrVumNTAUX4L+DO%20LchpczZf5vjTBforp6TP+nmJv2bnud53/ber+hnKTtg7JLXF3mbTur3LtaWZaW2UryYtSxBGsAfb%204rocZwS2F40qOqyPpZjjo0btBX7h0n+PnOF8b4vXF3MkuuJHZczyM87XOcQ64kdlzPIzztAOuJHZ%20czyM87QDriR2XM8jPO0A64kdlzPIzztAOuJHZczyM87QDriR2XM8jPO0A64kdlzPIzztAOuJHZcz%20yM87QDriR2XM8jPO0A64kdlzPIzztAOuJHZczyM87QDriR2XM8jPO0A64kdlzPIzztAOuJHZczyM%2087QGpNnuvzbWBQpEdOl47x1G0H/Id2cUyX/hQE7QHhH2FIxRwVJv/MRCTEfr8VAfOlRt2Lu+Ddku%20AnmTKq+JFoD6jzKmTaOCrgJiQYpiieNUoDz0qLut7vg3WOG8zJlx8WOOFAZaAUBw3UknVs53V0qB%208sv2izPvszXlss2TKFFTMQoYOIL7zYF+JkTBC4ays+nWVzss7q7tpp79FeknbuOp6AgW236IsUK2%20TOsLdHgsBEncG+bRtMrmCcGZNuFdWc3jdTnyvZqT9ZGhG6d/KW/2j/746AkqAjpP9QQP5aV+uxQE%20jQFd1vo9dVWpLYV5n2dklJHytxtATzZgoE05vW3kUFReDCqyjW8tGVLjU0ZoCTpmQplqe83qOjCR%202odzdYcZbQVTAgRplosyIOG1eCtXOta3szUUqUuRbaoWOS6x7vtX3PvGbvMBFGBvraaYOtpEMYhk%20ThzGCTfOOt5sWFbJERcMarlxo3XW/GGGq+bwJzHVWaqfurb8viRCd1uuDiW9so7LZ6djMx2x34ql%20zVm5NzV2on4aGDP/AKn3i8W2rwlSSlT4LPypp+dhWaqnHXjt/Nd+JhY7qdd9Y6mfcjMi1rGZFlpi%20+CrahjTVkEBYf5imK5vwvv8ArVGTyqKfuyUvOz0cRm8zbWmLj3pKvbUjujwGbRADitGSYC4KCqiv%20jRCQk8qUJIG026eTtxy3SQGWWSKqBHXMu7DauLS/8KAzXFDtsJ2bOvrzEZgczjhhFRETkuFfAlXy%208uU5KMVVs1yMiebNQgqyZW4Gn7zqwwuV7lSGbQ04jlptzgMo4aJwPSQ3eRceEAUdld88yPTxwZbr%20N+1L0R9LPazs+HRQeVkuuc/bmtHyw9LLalruCIiJd5CInAm7jczXmngEJqTSN0ko3dbdc3evreJF%20AcMGBEkXzmXMjYqoH9OxF212dJ1CjWE7cuV/rW1Hqfbutjlt5ebbkz9patUltRsaclyL5bAmNXWU%2006iq3KjG3GzsvBscbNNzwitZdRkPKlhfB61rOfrujl0+Y4O1Xp6JLQ0SnVlx7Xk8nG5qsDjHVlx7%20Xk8nG5qgNec0/BhvTJV7fajxwJx01bi4IIpiv/pVaEHOSir2aZOVLMmoRVZSdEQWjLLdpLMjUMud%20IjzrwSOICgwpjGDZHEsza4LkXMqJgmK129dNJrKj7MPF6Wep93zYxcciDrDKVN8veffZwLL1Zce1%205PJxuargPHHVlx7Xk8nG5qgMUqxSpcZ2LIukhxh8CbdbVuNgQkmCp/leKrQk4tNXovl5koSUoukk%206oqWiZ8lLhO0g5d5CS7KRAwSAwQnFHLu1UjbJc4oaIu2teqz8vMzKwvarJanpPX+7Zam11EFRZiq%201qlp4O8uXVlx7Xk8nG5qsDxR1Zce15PJxuaoDWuWnH7lbpVumXSQ7EmMmxIbVuNgTboqBIv4XhRa%20mMmnVENVVCpd0y3h7TbtkmXaQFy0zJctEoECOWIsYbg8SbIsDYIF4a36mKxYldK0plOymou3Vlx7%20Xk8nG5quc0Of65hTtRavsuhRuT78P84v+IMIgxoxp0dtcrY7XX8Ni+BOCurJ5IufBGU7Wol/6ruP%20gu8jD9nG5quU1PvVlx7Xk8nG5qgMciJKjMm/IvjzLLaYuOuDFERTxqStIiUboTGLborWREzUVjho%20CyNXCOdMQyrEPFF8PEaLZXRk9Lm5irCLaO7J+19Tm2wy5PgZoF3tlwVEh6rR8l4AFYeb1VaxqMzp%20c2HtRa4FM77d1GV7cJLgzxIvlpjXF63SdVKxNYFHHmnRihlFUQk4xMoPASeGsYJzlhjbLUVy+izp%20pOMXJPVaRjmrjkmrVglXK+PJszx2IwR0X/E+4yIeTGu5fb5RtzGoLbf3HfH7LOCrnyjkr5nzfpVp%20gm6E1VqlltrVVzFmC25vmoMUGydEsqimZ/IA4ohLwBhXP1UMiUcMcTeu7wLrrOm6dP6ClOfxSsXC%20K9ZcUtdwRETreTgmz/Ljc1WB4Zg0nHfbscInJLj4nHaUGzFtEDipsHIIqv6VWgKF3waC1XqS7RZF%20mEtyEF2Ku6eaZRxxx4DRqaLyFvYioHGFvA8arBUnXbHdZKtuncTN8lNPNvtVLPSRV57q9aXRuZaU%20RiO2km7zWrwjnFeW5xyaBjdJi6OVTwJS2ZR2Y00L5Ytb+dS8l3kxdHvcXupHD53GpM7ttfSdS3jU%20qWxkRvdocsQ2YpLX+mI47TXTCNPwyFVbwUR42VE+pLTVVNfHKtdXN2e8pDlwf+OnGx+uhtPd02sn%20WSsaG2LAzHbiGoFd2lvLWsEWN1/m5s5bV4Mv07KjM5m3szOOKVV+O4nL5af/AF8MF/4by4d3Wmr/%20AALpOul2iBb97At9uahg6LyksBsxJ5SDiohK5gKcOCbcK1lJPE/ini3WJFIxawr4Y08S+VmXKjrv%20Q0/UoAUG8rbXmwQEYkRI1yglxs28OLJH/MTaiGJjs4carht7eBbFZQ86O0XqWzkwV51Q5dQiIYRY%20MSFGtkIQNERMzLCGRqO3Lx8u3za0xd5nTuLhVSxGxPz64/sY39rtANN/kkX6i/XWgJKgOaOd41yZ%20cukOwaDuUppmTJZKbbzt25OQJKJuLhIRUJS2lmTN40xqjrKFllVYXsUrbbqlk7vSNdOQhuKtrqcI%20kVNRDmaKSMrcjskq2qrnw4MfBwbK3zKVeH2amUa6b7e6roS8vT2n5k5ufLtkSROay7qW6w2bw5Fx%20HK4QqSZV4NtZqy4s7RG07p+K3KajWyIw1Ox6aDbDYC9jjjvUEUQ/OXzqaKaBprpPgab06CREC1xB%20S3qqwERhpNwpLiqs8X8PFfRwppqRSyhI0JI60/8Ad3b+cT/2zNAb7jjbbZOOEgNgikZkuCIibVVV%20WpSrYiYxbdFeckj2CV3h66kajffJvS1uA7dbhbVRJ8ccZBCvgR0kwIk+6iD469jEuly6X5rt/L+J%207kIQ6DnlSXVaFesva/n2aDrESJFhxm4sVoWI7QoLbQIgiKJ4ERK8ic3J1bqzxczNlOTlJ1k9JE6o%20023eYzbjDnRbtDXe22eKcZpxPAvjAuAh8VdHS9T9N0dsHetZ2/b+veRJprFlSslHWvWtDGldQldo%20bjUtvo13gluLlE9B1PvD4wNOMK+KnVdP9N1VsJWxfbSPuPRfRknF4sqdsJa161cybrlPPKn3p6ek%20X7QtziQ8UuTAJNtpJtIZUUkeaUfpzBhW3TzwzTdxTMjWJKaO1FH1Jpa131jYFwjtvKKfdNUwcD/p%20NFGqZsMMmtRMJVVSIZVNRa1WQPHtWnMzTZcIuT3EwNU8e5DZ/wAy13S/o5FPfzP9P4nvS/8AV6TD%20/wBmfbugrv1PwLa44202TjhIDYIpGZKiCiJtVVVeBErzjwyt2fvI0Zd7mduh3NkpObLGQjFEkYJt%20WOqr+IiL6NdGZ004RTasMYZ8ZNpFmrnNii3K5xdG6xF15VS06lXjACKqtzm1EVPKn3XBNM301053%20VQeTFS9uNi2r8D3V/wC30qj/ANuTdtg9H8ujYXquY8IUAoBQCgFAKAUAoD4ZgAqRkgiKYkqrgiIn%20hWiRKTdiIwNU6ZN5WAu0MnkXDIj7eOPi86t30ualXDKm5nW/t3UJVeXOn5Wb70uIxHKS8821GFMx%20PGSCCJ41JVwrB2XnKoSbolaaU3U2noUUZcq5Rmo5jmbcV0VQx8YYKub9Fa5WRPM9hOR0ZPQ52bLD%20CEm9xC/O0+5cXTVnfnCvBOk4xYv1oRpnP/pH9Ndf+FGH92ajsVrPR/8AyYZX/wDozIw+WPNLwsXF%20jT2l9RR9RSL/AHi6o87KaVsrZHRxIza8TKoZzXgQPR8NefmQj9RuDeHac3V9TkuCy8qLUVplTF4E%20tf23HStoNukwZTEwdBBUh/Bd4ENCHypQ80k2gMGhA3FdIUwVwkRFJfGqCiJ5EoD86x+7/vC6w1E8%20FtcRJrMvO0rbbJIB3Bt9Y4ShcIp6yGRLBXkHInFTBFwquSsMFXRgrwbqqbK+173EnNtm6fPTjFJO%20v+3RwJGXoi+E9NlLpp13TU1y6dV6fRtjNFfkx2G48go6kjbSZ2ncCFcRzY7MaUeFr3qOj1c9eFnq%20JqsSeisa7aRpxtI23d3HeQFhagFBcDVcWJdQvV9zgg3AZWXozQSEXeOcRMqIaIgYeCryadtOWiqt%20bU033qvfQpBNPjZsWCi8ad1SWPRt3Se/cPld5dIPy3jZ0wjTGcHCtzccH1i5t0KK+BbccU86s5p4%20Wr21OmyslTdp3VJy3RrZgrtopV33rfQ65oa23O2aNsluupZ7jEhMMyyzZ/xAbRCTN4cODGujOknJ%20tGeUqRJysjQ4LqtdRWC+3aJbLjqGxWe6S35EiFEsbd5B0nlTfPxZbRETCO45srgqoliuGGyqQScV%20GXs6tlXZXyLyseKN9lu1JaPA6n3fPx/l+PAgWmda7TbmWY9vW5CLbzzYtpxlbzK4OHAudBVV8FbT%20bbq7zGCSsRZ6oXI3Tv5S3+0f/fHQElQEdJ/qCB/LSv12KAkaA5330svOWaATGnJF+fB81akxZEmM%207b1Vkk6WhRAcfLDHDKCY1nK/VY7e2s0jc9N1nbUQHcfJuLtydbm6yW5ONQRz6ScblI7DUjT8YnZ6%20pLPN/jFPO+quj3XptVurZ21GGlaL+J2Osy4oBQCgFARtm/zrn/OF+7boCHe7uLFJ1a5qWWTkl9zI%20QxHMqsCbYCAllwxXDJjtXDGmU5ZcnKLo2qHo5f3TNy8r6cOXRVX0ZaqHnCgFAVO+W+fZLsepbOyU%20hp5ES920POeAUwR9pPegnCn3kr0MjMjmw+lN0fuvVsex+B7fSZ0Ooyl0+a8LX9uWr5X8r8Gb+ntb%20ac1ALy22VmVhUFwHRJokVUx2CaCq/orzovFWmg8/qOhzcr2l3Wmxd9U6ftDSuT5zTS/daQkJwl8C%20C2OJEq/QldOV0uZmPliy3Tfb8/PdIRb8u+4p5aUe1pqWPqG7xDg2iI2LcOC9/nSEEyPO8H/piql5%20vCtTnZMMqUZRk3mrV7K9Z6k+oh0WX9PKljznfJezGylE9L23HRURETBNiJwJXMfPCgFAKArWp9Mb%209Bu9laaj6hhmr7D4ig7/AGYGy8qYKQuDs28FdPSZkISakuWVj17+B6n27rVBvLzbcmao9mqS3O0k%209PX6Le7W3OYRWyXEJEc9hsvBsNs08YrVeoyHlTwvhtWs5ut6OXT5jhK3U9DWhreSVYHIKA53dy+V%20O9KFeMd3ZtXthbLivAIXFjFYbhLwJvQUmvrw8ddUefLa0xt4aTJ8sq6y93S5QrXbpNxnOozDhtE9%20IdLYggCZlWuaMW3RGjdCl909vnyolw1ndmlaumqXkktsn5zFvBMsJn6MG1zr9JV0dQ0moK6PnpM8%20paXpL7XMaigKdq957UMhzR1uwwdESvU3DEYzCriIJ43XMNieBNtdmX00Ppueb7LsS1/gj2ugyY5E%20P8nNu9yPxPX+VExYNH6dsUMY0CG2mXznjFDdNV8JGqYrXMsySio1eFXI4eo6/OzXzSdNWhcDJP0p%20pm4Y9MtcZ4l4TJoc3rIiFWuX1WbD2ZNcScn7j1GV7E5LizSh93eiIb6PsWaOjo8CmKuImP8AhNST%20/hWbzpubzKvG9JfM+7dTNtvMlV8PIsIADYIACggKYCIpgiJ9CJVG6nA226s+1BAoCO03/T9t/lmv%201EoCRoBQCgFAKAUBUO9V/UrOkXC06k5Z5SI4udVttOzNwrib7co+qNoWTHaVVd61Vt7n6S0bnroa%203dQ5eXLTNW6rfydSR+H8yNxGn8uRP8pIaqChj49uNau5GavLxVCxGxPz64/sY39rtANN/kkX6i/X%20WgJKgOM60nf/AFcu18kLqh6zOXmM4bMsjUmnd6C5TR1WsmckUcMSxqsaNVRaVbmdO0jb9Kw7BEXS%200aNHsshsH4qwwEG3AMEyubETMpDhxl2rWs8VaMzjSlhBatveoYurrDbrJMB1yU8J3C0bkSwt45uk%20SXXfObwXKLXAhFs2+CkHa63JOuyyzi34F5Llrpqqbbbe5FDd72NYMRokxZDTgX+O65HZVkUS3ENy%20ahCSqi4uIgPKq7z7yeLZTLWJqOv6br+atV6iMx4U5fDjVPy9rTAferrhu5asgdNaP5JdYRXSjtot%20zGTJRvKaJsb3Y8TFr73kqcrmUZPTNRpxar21EZnK2vlcu5J07bDupuGLKmLauGg4o2KoiqviRSVE%208tQwiBtlxnpKuipa3yUpaKSIcfir0dlMFxd/TsoScv73Imo5d1SFCkzgn6jJuJb7Mjje6bRBRHH3%20Mj5jkAQI9oJiXhrq6BSy8x5vupdqbT0Mr7s+ngo5cY/V0S0qum686fp6M5YbJCs8KzyUjQWhZBVc%20jYllTaZfjcJLtWsMybnJyd7PPq3a3Vkj1ncuyJHKRudqgHWdy7IkcpG52gK3qCNfxubGobNanm7l%20HHdzGTcj5JUZNqtllcJc48ILhXd02dFx+lmew7n8L17tZ6/2/qsuUH0+d/bldL4Ja9z943LJr+De%20iJq3w3nJTY5nohHHB5vbgucCdRUwWuPMjhm4Vq46jj6roczIk1JWVvVz3EnIvcqO0T0i2vMsj5zj%20j0URT61V7CojFt0VrOaEJSdIqr2HFbM9d5kq46J0y65GiLcXrxbZDL4tmEFzY80CCYi4ISHVwynh%20hXodb0TeUpzlgnqvfG2w9jpujj0Scuopia5cu+W9/CjsFlaOy2tmBEs0gGGB2mTkbEiXaZmqvbSJ%20dqrXFm5ssyWKV55vVdVPPzHObtfahQ5c+5d59zOM1Bk/+Prc6Tc1GnGgK6SmiwVrPvBRYrZJxlFe%20Ouyt1/RVfffh+Jw+2/l8yz3fRumrtaeqpekESIKIjO56I040opgJNOA6JAQ4bFRaxjnzTrUu8uLV%20xAWPVmptF3GPprVzMibbpjm505fnjYRw1w2RZp7zdo76B5uP9dazgsxYo36V6UVUnF0Zcr3DC9Qz%20i3CwPPCokLbilFVxtSTzmy3uIlsTalc8JYZKVE6azt6bqZ5M1KDu7nvI7TOpb1HMtPXeC89eIQZw%20dQ2B38bHAHeM4KKScB5ccFrs6vKi0s2HsS/a9XqO/wC5dNBpdRkr+lO9fBLTH1bCOl99ljbmyIcG%200XS8uw8Umna2WpbTKpwoboOZMyeiiqtYx6aTVXRbzxHmrRaT2ndcxtRQEnWmBIfZXDMJFHBwFVMU%20QwJ1CFfrrPNyZQdJImGZGVzJXrO5dkSOUjc7WZcdZ3LsiRykbnaAdZ3LsiRykbnaAdZ3LsiRykbn%20aAdZ3LsiRykbnaA15+onrfCemzLa+zFjipuuk5GwQU//AHavl5cpyUY2tmuTkyzZqEFWUrikDpmR%20qm/Jqi9WiSsMwAIFtQ2RzsIhKJSM7gkhEpZsqf8AGts3LjkZqllyeOKteiuw9vN6z/CSysmVZr2p%20aMWlR3XVLQdls5sIwWkW1aRMEHJC2fUu8xqF1ebWuKXezzF9y6lPF9SdfzMiZWgNPPtONDp2ZGad%20/wAxuPKbbBduO0Ufy/8ACrZ3WZmbBwm6p9rzqf33qmqSkpb0m++huWXSljs4h0PSx71vgkOnFddx%208eY3VXH6qzXUZigoKTwrQYZ33XqcxYZTeHUrF4Fg6zuPZEjlI3O1ieefes7l2RI5SNztAac2ZLem%202sHoD0Yel47xw2STHcO7MG3DX/hQE7QCgFAKAUAoBQFT1f3gpp25RLYxYbpfZ0pk5G5tbTTm7abI%20QUjV1xlPOLgRVqE6trV6f4EtUSessVpnOT7ZFmuRXoJyGxcKHJQRfaUkxyOIKmKEnhwVatJUdCqd%20TaqCSN07+Ut/tH/3x0BJUBHSf6ggfy0r9digJGgKB3yu6ab02HXz01GCJ0Y8OKs9GJLqskgszerw%20cd3CrtX/APErOd+t+Gjx1GkPDxKd3D6h0/cr2/Gs+kYWmm40IhJzczCuLmV4UxOXIjMibJYoQiTp%20H40TwdCti3us779u4wdjS7cDuFZlzk+rdd323d45wTcILRBS3IzAjvtNSZTk54myIWXGHSkACoiE%20gOBlTFdtVy3WuutF+nFV+vwJzLEt1a8aU/DaVgO8nVyRmHgvBvdZRWnL2uVhUs7jtzbjGo4B+FkZ%20M9j2baOZfDV4JNpV5Xgt/Mm2tVrS3EZjom6WrHZ+W7b6zXjd5WsSuF+jpe3DCwzYzGm8Rjr1yy/O%20Vl1SwbTfbsOJixlw4Vpkc2Bu9ySa2W83p1WFc7lqldhbrtSXL38bT9CvGTbRGLZOkKYo2GVCL6Ez%20KI+VagsQFpuMwXbjhapRZpZKqIUXiruw2Li8m36qAkOtJ3ZEv14nP0A60ndkS/Xic/QDrSd2RL9e%20Jz9AOtJ3ZEv14nP0A60ndkS/Xic/QEFL0xpuUuL2j1zKqqpNjCaJVVcVxVt8VWtsjqJ5VcDw1O/I%20+6dTlexOS4+sz2uy2a1Ob2BpU2Hk4Hk6GTif9ZPqX/GrZvV5uZZKTaI6j7l1GcqTnJrVWzuuJbrS%20d2RL9eJz9c5wjrSd2RL9eJz9AOtJ3ZEv14nP0A60ndkS/Xic/QDrSd2RL9eJz9AOtJ3ZEv14nP0B%20VLvIn6evDmpo1rktWx9ES/x1WOqKibAkgIOnxx4C8Y8PBXo5ElnQ+lL2l7D/ANvHQe70c11eV/jz%20/uR/tv8A2PY9G0tLN5kvNA81apTjTgobZicRUISTFFRd/wCGvPaadGeJKLi2nY0eutJ3ZEv14nP1%20BUitVW1rU1hlWW5WaYsaUOCOAcRHGzFcwOtlv+KYEiKi1fLzHB1RWUU1QpiaR7wb03Ctmr3Hpun4%20Ji4/FZSKjtwVrDdJKPfCiN4jmIE85eFa6p52XG3LXM/AxhCbsm7DpCXKaKIiWeWiJsREKJgicvXE%20dA60ndkS/Xic/QEVqTVs2129FbtUjp8o0j25oyjqhyHNgIqA8ZYJwrs4K6elyPqTo7Iq1vYd/wBu%206P6+ZSTplxWKT1RV/wCB50tDl2S2IydrlvznyV+4S1KJmekHtMlXf8HgH6KdV1H1ZVuirEtSI+4d%20a+ozKpUgrIrVFXfiS/Wk7siX68Tn65jhHWk7siX68Tn6AdaTuyJfrxOfoB1pO7Il+vE5+gHWk7si%20X68Tn6A+9aTuyJfrxOfoDX0nIedscEDjOsCEdpBccVtRPiptHIZr6yJQFF72NaX2yX+DEjv9FtTd%20vk3GUTchuK/INgwFGGDeYkiZ5SVd2iCpbOMlRB87row/udLtNN5aS5VTTXhRV4fgVu795esI7824%20W+W49cEfu7JabMGi6PGhxlcivk0I79CzIJEpFlLNh4qi5Wv3XV6njUfLWI0b4xptrCvnqI2Z3i6m%20avt3s7OqHSskG1uXK2X/AP0hFJuAxmjSDvUa3JohGpbsUz7cMdlWnVKTV8ZUS1rEu/VYUg64K+/T%20F8tj7tdpJP8AeVrYH1nBINbwMt6KelcjaikZu1LKSRusnSMd+icbNl+7UZllaXUzOGGVF4d9Scvm%20pX/x8cSt7aKFw7rNRXS5XO4xXbsV7gNwrdLCae5LdypTZk+whsA2OA5RXKvGHGtZRSxbJ0W1URRS%20bwvXGr2Op0asy5z7vkmWiRpSdZ379DtElBYkvtTXzjsux1eybl82VF0GnyFW1IdtZytppo7uHZ8C%208dO1P0fw4ml3BR4MfTU9uBdbbOidMVWoFnkvzYcJFbH8Jt6T+KqmuLiouxFXZXRL2Vx/hwMV7T4f%20x4+g6dWZcjYn59cf2Mb+12gGm/ySL9RfrrQElQHJO+e762s1ytkixx5K2hRIppW2PDkPE5nwPf8A%20SVHI2DZIokOzPsJaoq4mtlmqtt/GnCpezDXt2v8AA6RpcrsWm7WV4EAupRGVng1hkR9W03iDl4uG%20bHg2Vtm0xOlxjlt4VU8zNJ6XnXRu7TbPCk3RnIjU96O0b4o2uYMrpCpplJcU27KpGx1Rd2qjAaT0%20sBTyCzwhK6Io3NUjtIslCxVUf4v4mOK+djUUspoJrbXSeA0ZpAOhZLHAHq1VK3YRWU6OpFmVWeL+%20HiW3i+GrVtrpK0soTFQSR1p/7u7fzif+2ZoDyem7Md+C+lHRbmDe6F76ODHDgzYbMfFWv1pYMFeU%20z+lHFi0knWRoKAUAoCuTe7rRsyY/OftyLMkmrjr4uOiSmvCqZTTD9FadPmyyZOULG7z0en+69RlK%20kJUV1y9RjZ7ttHA6LrsFZZiuKLKddfT9ImSiv6Urqf3LOaonTckjaX33q2qKWFfKlHyVTU11o6XP%206pu2nkCLfrE6pQSHBsSYcHI7HL7qgWxcF8VZ5Gak2p2xkeH1GOXMnzbSHmwO9HWQBabxEZ0pYCTL%20dnI8oZMyYH3mmCbTKw2595VXNhsqU8uFseZ6NhFJysdh0G222BbIEe329gI0KKAtR47aZQABTBER%20K5ZSbdWapUNmoJI+/wBgtGoLRItN2jjKgShyutF/wIV4RIV2oqcFWhNxdVeRKKaoyjxJOv8ARAjb%20ZUY9U2ACALdcmyXrBsMcNxIbwXekg7BcRUx+9trrjDLzba4H4GEpyhoxIjr5Y9d94eLz9uTS9qjN%20vJDCQarcpSuCoKDiskiR2iTzkzKVbdNnwyHRvGpX6v4nqfbuteXJxzFXInZKPpWprQXXu/dsiabY%20h2qC3ahgqseVbAFBVh4PPEvHiu3MvncNc3WZUoTteJO1PWh13Q/408Ktg7Yv4o6H69pWpsZNGd51%20vnxcWtP6uRYE6Oiru2ri3mcjuinAO+HMC4bMfrqcTzMtp+1HyPMUVCVlzOk1yG4oBQCgFAU2UnzX%20qQoa7dO2JxCl+jJmjtFtfGDPCX+KvSj/AOvlYv8Asndsjr4nvZb/AMLp8f8A35ys+WGvfLRsJS7a%2070bZ0XrK8RYyCiqSk4KoOComC5ccF28FcUMiclVJnzss2KdGyAPvx7uEX8OdJfT0mLfOeH68zbJJ%20Wn+JmavFD6sT4PfdoV1ckbrF91ccraW2cHAnhJ1lsE/StF0k66O9ESzopVPid8VuMB6Np6/TXCFC%20UYkFXBxVMcEcUgAvrxqZdI06OUe8rHPTVaMf+TNRv/8AY6Bvh4+b0pI0X6sczpYVH0Iq+cS31HqZ%20Kad1Bra43UQuunFs1vJlSVXZDT7iGi8XjMqQ8b0eFKTy8tQqpVkRGc3KjVIktf3DaK2uA0b5DMTB%20ptRQi/BdTZnIB8q1zGxJtGRtiZNk0RJirZ5VIfoXKpD5FoDjBd8eoG4txnSGTjFJOWxYY5ssFGwi%20TW4Zum628T+YN4hkLjYIvAlRlcyjrlhe5SdOPrJm0nLVHFxcY1MsjvF1oNyuWnAmxhnWhbk+d3KM%20ii+3AjsPA1uc6CKqsnA1QuAdnDUYuRz+FOzXz4e20nDzKPxNLdWNe2wiYXfnqx3TMLVhssLFvMe5%20rHtG7VCiuW/KLZm6hZjQlxU0VE4dlaSjR4dai66qzUfT3ozg62/C6b+Ry9BNrr7WnX8nSPT46To7%207ypfOjJkJpq3tzEb3GfJmzuYKubzfprKUuRy+FT44Wl6bdxeFrXzYOGLF/xs3nRdFXyRftI2e9SG%200ZfuENmQ62OOVCcBCLLj4MeCt82KjJpGeXJtWk1WZc4f/wDYQdLuXi0N3e1Wt6QkZ5xq6X2dMgRU%20bAxzRmiiY53zVcyIXgSs/ee7i93bSjS3Clt4Lf20M6loI4LmirGcCCdshHCYKNb3VIjZBQRRbUjV%20SXKnhXbXTnVxuphl3E9WRcjdO/lLf7R/98dASVAR0n+oIH8tK/XYoCRoCI1Npu1X2ELVwN5hYxK9%20HmxZDsV9hzIo7wHWiBUwEl4eL40Woa4FovQV2y90trgyhkTr/f7+DZA6zGu1zefji42SGB7oN0Jq%20ipwHmT6KunTeUaruLzVSTE5EiOPtyHGWzfaxRp4hRTHHhykqYpRA8pb4Ao8gxmkSTj0jAB/Ex4c+%20zjfppQHwbdbxVlRisosbFI6o2P4ePDk2cX9FAbFARtm/zrn/ADhfu26AkqAUAoBQCgFAKAUAoBQC%20gFAKA+ONg42TbgoYGiiYkmKKi7FRUqU6WkptOqvKjp8j03fF0w+SrbJSE/YHSXHKibXYqr/g84P8%20Neh1C+tl/VXtKyfolx0nudal1WT/AJMf7kbMxeU+Nz2lvrzjwhQCgFAFVERVVcEThWgKhYEXUeoX%20tSO7bbBU4ljBeAlRcr8n/qXiD9CV6Of/AEctZS9qVsvRH0nudZ/6uQunX9ydJZn+2HC97S315x4Y%20oBQCgFAKAUBHab/p+2/yzX6iUBuPw4khQWQw28rRZm1cFCyl4xxRcFoAkOIMg5KMNpIcTK48gjnI%20U8ClhiqUoDElqtaNAykNhGWz3jbe7DKJ+kiYYIv00Bl6JESSspGW+kqORX8qZ8vo5sMcKARokWMC%20hGZbYAlUiFsUBFJeFVQUTbQGWgOad+MO7dS26bbL49ZnBnRY7rbMeK8knfPCICZSURBQFVS4xZF+%208i1VJ447fU7eC/C0tXklsXZcbDa7okeZHUcGVdn7vOhXHdPvvNRWW8NyBNqwEP8ABQDBULDYuPCm%20NaJ1gnv8yjVJvcjoNVJI2J+fXH9jG/tdoBpv8ki/UX660BJUBw7v6ttrm6rsrcqS86kiMTMu2NQT%20mirSPI6wThCbYttuyAECThPBESs0uaWqld1FL0VlT5amtuFb/wDjX1bpNHVNBtQWtE2FqBKKbCCB%20GGNLNFEnW0aHKaivmqqeDwV057eN11nNleyu3bcRuotSaht2vNL2lhuN1JeCktSnSzlJV1mObwoC%20JlARTIm1ccforLLVZST0Rqu9es0nZFNfFR9z9RUpfeVrCzdYwr42Ma+HkW1xDjNpHRl+eMMJCPMy%20n1cQEcEiAxbVaZfNSPvNxrsrX1PSTmUjV+6lJrbhp69RFl3v6zbuOqoClDM9EOsJPd6OY9YDJfQB%20RtN6u4UG+FePiVTlcyUtc1Hxar+G8rmcra04XLuSdPxO2m4Qsq4IE4qDmRscMy/QmZRTyrUMJkDa%207nKGVdFS1yizS0VURY+Ir0dlMFxeTbsx2UJJDraX2TM8sbnqAdbS+yZnljc9QDraX2TM8sbnqAdb%20S+yZnljc9QDraX2TM8sbnqAdbS+yZnljc9QDraX2TM8sbnqAdbS+yZnljc9QDraX2TM8sbnqAdbS%20+yZnljc9QDraX2TM8sbnqAdbS+yZnljc9QDraX2TM8sbnqAdbS+yZnljc9QFVv8AInWa7pqqJbJT%20UbKjd+ZXcKjkcfNeRAdJd419W0a9HppLNj9GV/uvbq3PzPc6Ca6nL/xZ335b1S+HdLzMPeY3N1Jo%20GaNut0pJbQN3K1SUWOqC/GVH2THB5V25f+Nc2Q8GZR7meDn5clWLskvNE7pjWR37TtuvMa1yTanx%20230UFjqOJDxkTF5F2Fim1KyzIYZNahGVVUk+tpfZMzyxueqhYdbS+yZnljc9QDraX2TM8sbnqAoe%20ou9wn7oWltLwHpeoXfwnHVVpWI6kKrtcAzAnETblx2eGvR6To68+ZZCNr2/xPQ+15EM3Mcp/2stY%20p+iO+TsI+1d1JrCCLqSRfLtHFVJbcy+xChYkuYszbD4uOLivnGeK1TP65zk5JJHJ1udLqc2WZN36%20NCWhcC1WjSWk7OTZ2zRyxTazZSAIuKqaYKRKry5ywThLFa55dRmNUbZzLKjWtCwDc5IJlGzyxROB%20E6MifvqxND11rL7JmeWNz1AfEukpEREtEtETYiIsbDDlqA+9bS+yZnljc9QDraX2TM8sbnqA05s5%209+bawcgSIw9Lx3jqs5f8h3Z+G4Zf8KAnaAhx0bpMZE6QNnho/cxILg5uG8z4muJi4uHGQl4ceGoo%20qU0E1trpMTmhNFuW5i2nY4JW+M4T0eKrDatg4XnGI4YIpY7V8NTprqIM7ekdLNTJc1u0RAlzgVqY%20+jLaG62SIhCa4cZFRExReGopY1oY0p6jAug9FLawtK2OCtsBxXwh7hvdI6qYKaDhhmVNmNS7bwrC%20baababBpoEBttEEAFEQRFEwREROBEqW62shKliPVQScG7ytVatiapPT7MnUhIyL00HoFht9xYcbc%20cRWwb3qFxWBLIp8PpeOqRbddcfxt42F5JKm31KzzfE7Do1+4yNKWh+57/rB2I0crpbbbL+8IEUt6%2020iNgfjEdiVvmpKToY5bqiYrMuRunfylv9o/++OgJKgI6T/UED+WlfrsUBI0BWe8rU1k03oi73S9%20Ni/BGM62UZwDNt4nAURZcyC5lFxeIpKmCY1nmtUprNMpc2qhxXuqnXK43cU0Xq4HXI4hLmaaYjz3%20LWkRySKOAsi5G44D+7Pi7oRTi7NmNdMYtX80U0m++7TttOduqs5ZOrXhfoposP0hWRoVbUHeBb7P%20qe06fKM7JfubotOvtqKNxt4Jk0rqkv30ZPBE27MaiLq2tSb7lXyErFXavFpebIMO+i1qCOOWyQAT%20WRfsXHaVZouShiNomC/hKTrg+f8AdXHwYVaKbs97ls/NV+h1EqKr91Yrfy3/AIGFvvvtpvzWCtMg%20XLK+3G1J+I0vQTfkdHa4F/GQlTNxOAfp2UhzUauk6LfqIm8Na3pN8FpOlqqImKrgicKrUEkVZ3mk%20duWJimMwsNqe7boCS37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB%208qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUA37HvB8qUBWu8DTfzJY%20uixZiRZkdzpEV0cMymIEiBmRUUcylwpUOOKyrinfQ7/t3VLJzKy9l2Pd6Te0nfI1007BloSAato2%20+2ZIpC61xHBL6UIVrfqMh5U3C+mnWiv3HpXkZ8oO3U9adqfcS+/Y94PlSsTiG/Y94PlSgG/Y94Pl%20SgKRr27356627TNpVsWLw2YzpSbXWWRIRcMFzig8Ql2qn1ba1ynOElmKOKEXaez9sy4Qi+omqrLa%20otDehFwgMW+BCYhRVBuPHAW2gRUwQRTBKrObnJyd7PKzs2WZNzk6yk6sz79j3g+VKoZjfse8HypQ%20Dfse8HypQDfse8HypQDfse8HypQDfse8HypQDfs+8HypQEfpkwKwW5EJFVIzWKIv+BKAidca/gaT%20CHvors1+Y823uGMqE20boMq8akqIgiboJ41x2UhzTUdfpuErIuWr0KpFT++GzW+ZJ6ZDfbtDDk2M%20F0QgIXJFuaV19tGkXOmwSQSXYqpVU6qutVW3mw+bLYbabUnsqq+Rovd9jLMyZa3LFJS+W2MVyn25%20HmF3cAGgd6QjuOQlXeIKAm3HGrOyrd0XR7LacdZSLrSnveztv7rjcc75bC3IR0or3USunFS8Yhl6%20SERZqt7nHeYbpMM3pbKS5a1+bjhdGTHmpTTh4YriZ0hrgNQSpUN63u22bGZjS0ZdMHM8aYJEy4hN%20qqIvEVCFeCrONK/K6PfeVxXamqos9VLFK74blFgaEmuy3bY1FcNpl5b1HkS4RCZomU2Y34qqvgw4%20FrOdLE9Zpl6dxBf/AF+vDVw05c2ojFpatsOarUN2xw5MKI6hNAZkgSlUyJCLAlrolbFN7TBUUmls%20OpVmXI2J+fXH9jG/tdoBpv8AJIv1F+utASVAcM7237ddbvCt97tenn7owbgsMytSLape6J5ejJlb%20EXDR0cDyLsQuDHhqsFWVVfTsu2tlpOkdn8O3BHY9Ox3I1ht0Z2G1bnGYzTZQI57xlhRBE3TZ4BmE%20OBFwStcx1k3WpnBURgumktN3W5Rbncbe1JnwVRYkk0VTaVFxxBcdlUVjqryztVHcYWtC6QaCcA2m%20OqXMN3PzBnV0MyllJSxXDMSrh46aKaCa217WmMO73RALEUbLERYBKUVd2mIkp7xVx+9x0zcbHbto%20nR17drSrVVQsNCSOtP8A3d2/nE/9szQEjQCgFAKAUAoBQCgFAKAUAoBQCgPD7aOsuNKiKhioqi7U%202phtSidLiYyo0yj93bNz0/IkaQu8hJLzTYy7c+irkKOWAG2CFtTdmnB9NbfRm8v6spYm5UZ7X3KK%20z8tdTHTLDLWnem96MPdF/wDGDqLSBbPl65upEBfBCmf6mPgnopnIf0VfqbaS+JeJ8/lWVWo6DXMa%20igKN3varlWPTPQrYKu3y9kUK3NimYhRQUn38vh3LQkX14Vtkwq3K/Db6lxCjjlGHxNLvIvua0w03%20ATUDzCtOPBuYYntLIiIjr6qojiTxDwonmoiJXRn9bPMy1CSwuvMvI9brFHpcpdJl6Him9MpaO5aD%20ptcJ5IoBQCgFAKAUBG3kkF+1qq4J0xNq/sXaAkkVFTFFxReBUoCpSe9HSce53m3OOO72xsDImOC2%20pNlnPdI20SLx3N4uTL46iLqqrWlxd3kS1R0epvu/ia7ve1pxqMZFFnLOZckBLtYsisthIgC4+44C%20HlyADgLihLjmTDGlVSujXqtw28Qk7tPnVVs4Hljvi0S8hvC88lt3Mh+NdFb/ANLISGiLIFg0VSIm%2082GGVMVxwxqWmt/nbh8/MhW07UsrbwPa96+n0ZMehz+s23ijuWbcj0wVBhJJGoZ8mTckhY5/o4dl%20Q2kq6La7MLoxG3wptrdTx7i1Wm6QbtbItzgOb6FNaB+O4mzMDgoQrgvBsWrzi4ujKxlVVNqqljjP%20fneLZZ79bJjt9tlvmPwJUJYF6iTZkY40ghR11tIeGVzZkXNwjWbVXKOiSo9fDtoRpaop/DKzfTt3%20s6P3fhCDQ9iCDPK5wxgsJHuBCQK+CNoguZTwJMyeBa6c6uN1OfK9kn6yNCN07+Ut/tH/AN8dASVA%20R0n+oIH8tK/XYoCRoCu67iienps12ZMjxYESW9Jjwt0pPt9GMVBRdBwSUccwJ6SJjimys810i3s9%20RplKsklrRQO5+8A9qXoQ6luF+R6ztTUZenwp0aOROCLjRJEZZVtwMRQcy4EmbYmFdDT5k9DVu9O5%2070/B6TnT9lrTWzdrW5rjYdhrM0Kpfu7HSd6vkO+SWDauUWU1MN5lwg3xMNk0AujjlUUE/AiL9OGN%20RFJOu/xVBJ1VN3g6kSPctp9GNyc+a4kVsWbMSqyiwAbkpKDc4NJnyugO17PsTCpi2qPSsNv5apeb%20qJKtVoeKz815jZ7kdPtypclbjOM7s83I1CiqxhcXWX9+0T2DSbvKWzBnJxdi0hy0pdF1W/WRNYq1%20vaa4PQdDdaadbJt0BcbNMCAkQhVPEqLQkgrTZLMbtxQoEYkGWQji0C4Ju21wTZQEj1DY+zovIt/Z%20QDqGx9nReRb+ygHUNj7Oi8i39lAOobH2dF5Fv7KAdQ2Ps6LyLf2UA6hsfZ0XkW/soB1DY+zovIt/%20ZQDqGx9nReRb+ygHUNj7Oi8i39lAOobH2dF5Fv7KAdQ2Ps6LyLf2UA6hsfZ0XkW/soB1DY+zovIt%20/ZQDqGx9nReRb+ygHUNj7Oi8i39lAVe12e023WtxtT0KOUW6NpcbfnaBcpjg3IbHFPHlLD6a9DO/%20qZEZ6Ycr3e6e11X9fpIZvvZf9OW6+D80WjqGx9nReRb+yvPPFHUNj7Oi8i39lAfFsViRMVt0VETh%20Xct/ZQFX0dZrVdZ111C5BYWLKe6NbG1aDKkaMqhnQcMPxHMy416HWf04RylotlvfqR7X3N/Ry8vp%20lfFYp/ml6lRFp6hsfZ0XkW/srzzxR1DY+zovIt/ZQDqGx9nReRb+ygHUNj7Oi8i39lAOobH2dF5F%20v7KAdQ2Ps6LyLf2UA6hsfZ0XkW/soB1DY+zovIt/ZQGtpSHDYsUFxhhtpx2O0rpgAipLlTzlRNtA%20RutO7XS+rhQroyYSxRoRmMGTbqNsvC+jeziqKmO3FPqwXbURVJKWpp938RK2NNj8SMldzmmpj8kZ%20ciU9a3zlvN2pSbRll+e3u33QNAR5VVFVUQjVEVdiUpZTZRbObF5k4ra7U99FTyNV3uStLsyTcnbz%20cSvM6OUC4XP/AEyOPwSbFtYxAjO6EcATAgBDx+9Uu2uqTq9tte1NBWKpSnu3bO1dJtH3N6XOQQG9%20JWzk4cgbLmBI4yHI3RCeQ8m/x3Srxd5lx24VElWtdOLhidX4kx5aU0YeOG4mNJ6IiadekyemybjN%20ktMRVkyt0hDHiCostCjINDgOZdqpivhWruTddrq99xVRpTYqIslVLHPO9rTesJkMLvpm8XhiTF3I%20PWi1vRmkeZ3uLxgj7ZYvZC4uJomxKrc66O3pLXqmky90MbVzVtuh6hO6q27LxtYXxyO5OFhGhQt5%200VEbHFzNhh4K1fsrXb+Bn7z1WfiX6qFiNifn1x/Yxv7XaAab/JIv1F+utASVAcSld1PeMMq9ixb9%20G3GLdZsuUMu7Rpb85W5RkoibgphiAKgpl2JhWah/TUXqpZ57y7kseJbPBJHVdG2idZtJWe0T3hkT%20bfDYjSHwUlA3Gm0AiFTwLDFNmO2ujNmpSbWkxy44VQg9T37Utv7wNKQI7zAWK6lKalMZM0hx1qMb%20wrnXYAjlTBBTFVrOF8q6IVXevWXmuVNfFR8U/Uc/d71dYsRYkzpgOpfo7zgMqy1lthDcmoQkioiE%20aCDy471V46eLZU5axNR1/TdfzVqvUTmPDWXw41T8q7VMB96WuG7nqyB1kJpot1hGXSYYxugyJSNK%20DuAog7seJ+Cg8ZdviplcyjJ6ZqNOLt7WWEZiwtr5XKu5J07bOPeHHcjKu5CLKObIKYkv0InjqGQi%20Atl4yyrovQZa55aLgjWKp/p2UwXbw7KEkh13/sJnJf30A67/ANhM5L++gHXf+wmcl/fQDrv/AGEz%20kv76Add/7CZyX99AOu/9hM5L++gHXf8AsJnJf30A67/2Ezkv76Add/7CZyX99AOu/wDYTOS/voB1%203/sJnJf30A67/wBhM5L++gHXf+wmcl/fQDrv/YTOS/voB13/ALCZyX99AVnWlxJhbdqFmFKbdsz+%20d8iawRYjvEfFVx8WBfWld/QvE5ZT99eKuPZ+zy+o59O7s2Nn5lbH1cSGl3cbR3vW66hFkjA1Vbig%20PIreGeVDXfRyTbtxaMxSskq5TWmLPCknGdpf+u/9hM5L++uU0HXf+wmcl/fQHHLrdHdY6+mvMMyF%20iMf/AANryhxkAVR27vjt87DIz9Vex0iWXDG/dWLj7q9J6f2aKWZPqZezkKzbN+z428Dr8e5sx2G4%207FtltssigNgjOxBFMERON4q8iUm3V3s86c3KTk7WzJ13/sJnJf31BUdd/wCwmcl/fQDrv/YTOS/v%20oB13/sJnJf30A67/ANhM5L++gHXf+wmcl/fQDrv/AGEzkv76A0LnLZuEi2Rn4LyNFLRSSS0m7XBl%201cFxVUoCfbaaabFtoEbbBMBAUQURPEiJQHNJncZanJlweiXaYwzMhjHajumcgWnwlrNR5VM+OO9X%20zF+njbaiFYqi0OLX8pMuZ1elSr/NQ9Pd0NwOVJuwXxoL9cVmBcpPQlKMTM5ppkwZjrIzNkAxwUSJ%200tuOKLjsYVhw+61b+rF+AxOqelNNcI0NCL/9foDFlZ08t3MrDb2ZrdnZRhEksnPVCcN59XFF5AJF%20yijYcO1Vq0pNuvvJJLhLEvJIrFU3N1f6cPpZJF3TXRbi5fkvjKamfdcN+X0IliK07EGHuxi9Iziq%20A2hIW+XjeDDZVJRTi46JYq/zNOzdRayYulPlw0/lr51ZdtN2ONYLBbrLFMnI9ujtxm3HMMxI2KDm%20LDZiuFa5k8TqVhGioSVULHEu8fVV6uGpiszFv1hbXYjMg0GzOWsGZUZtxAKThIJw8u1ETg4eCs7G%20m3dS3ZeaXNJX6PDyOmd3jtvd0LYXLcL4wCgsLGGWYuSEbyJl3pAqip+PDZXRm+0zDLu7/MsNZlyN%2007+Ut/tH/wB8dASVAR0n+oIH8tK/XYoCRoCva4lXaBYpd1gzghMW2LKlTEKOMknAbjmQICE40KKJ%20ohbV42GGzHGs8yWFN9r0aZUcUktbRzruJu1plzpC27U1kuSzIoy5VptVpYtkls1IfxJJMuuoZBnU%20VTxrw10YaRaVyfDt6jCtXXS+87NWZc1nbpbGZzMB2Wy3OkIpMRDcAXnBHhUG1XMSJh4EorQ7DGF9%20shrLQLhGJbfj09EebXcYY477b+Hhh97CorZXQKW00ngNQ2A+iZLnELp+KQcH213+C4LueNx8P8NT%20S2hFbKkhQkjbN/nXP+cL923QElQCgFAKAUAoBQCgFAKAUAoBQCgFAVXXwHDjwNRMiquWSSLzyJwl%20Fd/CfH1Sx/RXf0DxOWW/fXjej2vszU5TyHdmxovzK2PiWltwHGxcAkIDRCEk4FRdqKlcLVDxmmnR%20n2oIK9rq4vxLA5HiLhcLmYQISJw7yQuVS/6AzF+iuzoctSzKv2Y8z4HqfaMhTz1KXsZaxy3R9boi%20XtVuYttti2+OmDMVoGW0+gEwrnzcxzk5O9s4eoz5ZuZKcr5Ns2qzMRQCgFAKAUAoBQEdpv8Ap+2/%20yzX6iUBsTLpbITjDcyWzGclHu4wPOA2Thr90EJUzF9CUVroHdU+DdrUU9y3DMYW4NDvHYaOArwgu%203MTeOZE28OFK2V1A1k1RplYoS0u8JYjju4bkdIa3ZO+7Q82VT/w8NNW0a9hs9a2vrDq3pjHWOTe9%20D3gb7J6e7xzZfpwp6AIF1tdxA3LfMYmNtErbhx3AdQTThElBVwX6KaKjTQ2qAoXfcMU9AyGZNwbt%207T8mMypP77ozym8IpGkkwqOAy8vFMk4E21SSq4rbc7n2v3ovF0Uns7eowdyen1senpsdJ1sfaclK%2041b7I+7JgQkUBTdNOPETnHVN4SLhtXZW0nyrtw3IxS5m+2/idEqhcjYn59cf2Mb+12gGm/ySL9Rf%20rrQElQCgFARs/TOm7jOZn3C0w5k6Nh0eXIjtOvN5VzDkcMVIcC2pgtFY6q8O1UdwDTGmwKcQWmGJ%20XNFS5EMdpFkouOKP4D+JjivnY1FLKaBW2ukxhpHSgJCQLLAFLaqlbkGMynR1JcyqxgP4eK7Vy4VN%20ba6SKWUJahJHWn/u7t/OJ/7ZmgJGgFAKAUAoBQCgFAKAUAoBQCgFAKAxTIjEyI9EfHOxIAmnR8Ym%20mVU8i1aE3Fpq9F8rMcJKUb4upyTUoTz7tSeFFdvvd/Pbkhh55jBLwftYhrXqZyX1qr2c1ef4nf8A%20f8pfU+rD2cxKa4+0uDqdYt0+NcLfGnxTRyNLaB9hxNqEDgoQqn1oteVJUdGeYnUg+8XVBaa0jOuL%20Kby4GiRrWwnC7MkLu2ARE/xliv0ItaZOXikloK5kqKpWu6TTI28XDUt6FqbS2Mv8O9kZt9Pf+neS%20DVMforv63MpCMdMuZ/7V3HtdVH/H6TLyPel/Unx9ld1vE6TXlnkCgFAKAUAoBQCgI28f9xav5xP3%20DtASVAKAUAoBQCgFAcS/+xMmwFLs8O7WeyyERt6Q1ddQOymI6ZVEVisuRBI1dPHMgkuXBOCs689d%20S4vdu9JpTk3vgt/bQdU0ZLYmaSs8qPA6qYehsm1bcuXcCoIqN5cEwQU2cFdGauZ1MMv2SZrMuRun%20fylv9o/++OgJKgI6T/UED+WlfrsUBI0BV+86LNf0Jelh3aTZHY8R6Qs6IAOOoDTZEQoJp95E+6ol%204lSss50VdRrkqsktZRu6ORNTVLTNy1DNvEqRYmZbLLiwOjAJuCjqEkLbvQJRRCc85FXBdldTXtrS%20pL03aL6p7loocydkXoafov03UfHWdhrI0Ofatsl3u2u7NjYXVstrdbn9cRyh7xyaIm20Lm8fafFl%20gTUiygSkuCImCbYinVu50aX8ytfoXeTJqiV9qrwdadvSUcO7PXBRIQJa0acs0VlicKvRsLuTVzbm%20Hu1FxdhttLh0jJxiwXZitXhJKSlSzks/Kmm9VlSMxVTVbX9S38120wsd1+uesdRulacjOppsWTal%20V6L/APDtx56yHBdQXFwUxXOnRs/G2L46jI5VBP3ZKTey2z0arSM7mba0xcabWkq+nXYd8eF0miFo%20924qYC5hmwXx4Lw1BJAWmHeFduOW4iKpLJCXcCuK7sNvnbKAkOg3vtMfhx9qgHQb32mPw4+1QDoN%2077TH4cfaoB0G99pj8OPtUA6De+0x+HH2qAdBvfaY/Dj7VAOg3vtMfhx9qgHQb32mPw4+1QDoN77T%20H4cfaoB0G99pj8OPtUA6De+0x+HH2qAdBvfaY/Dj7VAOg3vtMfhx9qgHQb32mPw4+1QDoN77TH4c%20faoDDMs10mRH4ki4ibEhsmnQWOO0TRRVPO8S1aE3GSkr0aZWa8uanG+Lr3EHofrxy1u2x24oEqyv%20FAdAmRNVFv8AyjxUtuZtUWuzr4LHjXszWL1+J6f3nLX1vqx9jNWNcb1wdSxdBvfaY/Dj7VcJ5BVx%20i3W862IVnicfTgcV3cjl6XJHamXNgqg15Ma9D+10/wA2Y/2r1s9r+x0Xz57/AGR9cvItHQb32mPw%204+1XnnijoN77TH4cfaoB0G99pj8OPtUA6De+0x+HH2qAdBvfaY/Dj7VAOg3vtMfhx9qgHQb32mPw%204+1QDoN77TH4cfaoB0G99pj8OPtUBg0mzLCxwiekI82UdrdggIGVMqbMUVcaArPelZbrfHLbamLC%207cbS84Dt3uMYoaSG247oPNx2kkvRyTeuAikYquUU4MV2Mt0mn8NvHRwRMvYa0uzg7/w7yn37u11v%20cnbhDjREiySlXmYF+J1lAfauMcm2I6ZDKQhDnQTzAgog7FXZVIqkVsi1T4udS8UtJbFzV1yi/wAt%20I08HqI+Z3ca1kaivF8DTijbbtaHbRFsRPQUONKOM01040R1WEBVbyqrZE5gicXwVeaqpr45VT1cy%20/jZW4zy7MHyUr81j9dLdZuv92GunM1sFpEmBMemjqdXWshNHalhDH2F0rNvF24hly7ccdlRmc1Wt%20WZZrxSqvDXqJyuWlf/Hww39lrLj3aaavVuulwuE62dTx3oFughCI2DI3oTZi6/8A6Y3G8pZ0QVVc%20yom1ErWUk8XzTruVEiii+X5Y0e206DWZc4p38a76tuB2OS7Yht0a2pd3bffmEkpcXBeIAisARCIm%20iNKubAlxVNlUi1Vt24XGzTbe+BpSxUsxYrd1LONS/wDdzK7uZVnce0K3bGoRGJTG7SDINi+oIuDi%20MoKZ0HDh21tNNWaNBhB1VX7VEWyqFyNifn1x/Yxv7XaAab/JIv1F+utASVAKAUAoDkM3vF1jZFuM%20G9orF9cQCtkdyPHWKLEi4DDCQLrEh4z3YuCSi6gKq0y+bDH3qxrsrX1E5lI1l7tJNbcKXrNaV3m6%200B+7WduTFCdYW7tKeuRx8QlBbRZJtpGt4iApdIwNUJeDZw1THyY9Su187j6O9k4eZR+J03cuL0nW%20bXcXJtjh3LcFvJUZqQscVTMiuAh5EUlFPDhtVK2zYYZNamZZcsUU9aI213KYkq6KlqlEpS0VUQov%20FXo7KYLi+m3Zjsqhc3+tJvZEv1onP0A60m9kS/Wic/QDrSb2RL9aJz9AOtJvZEv1onP0A60m9kS/%20Wic/QDrSb2RL9aJz9AOtJvZEv1onP0A60m9kS/Wic/QDrSb2RL9aJz9AOtJvZEv1onP0A60m9kS/%20Wic/QDrSb2RL9aJz9AOtJvZEv1onP0A60m9kS/Wic/QDrSb2RL9aJz9AOtJvZEv1onP0BU50h2Br%20FXJFqkdXalj9CkRzKPx5LSLl4HlHjtKQriqY16MH9Tp2vey3Xg/Uz2of+x0Lj7+Q6/ySv7mRndXe%205lmbnaBmwpLlw086SQRUo6G5bXiU4p8Z4ULKPELLiiYYVh1CxUmrpeZ4GU6cuohdV6pf1FqhJsWE%208dm0g4TUfFWSB+/vju2A4rhIYxkLMuTHAvFhXT0mRcn71+yKv7zu+2dKup6mMX7EbZPYrWdH021L%20s1jh21LTLMmG0R1zNE47hcZw/wDP+8aqtcfU531Mxy1luv6p5+dLM1uzdo8CS60m9kS/Wic/WByD%20rSb2RL9aJz9AOtJvZEv1onP0A60m9kS/Wic/QDrSb2RL9aJz9AOtJvZEv1onP0A60m9kS/Wic/QD%20rSb2RL9aJz9AR92lT5L9taGI/ANZaKMl7o7goqMubMrbpquP1UBPMi4LQi6e8cRMCPDLivjw8FAc%20RulpudxuOsrhZbTcbW+9HCCELo0pop7LMtHJUo3iFGnHXQIm2RQ1Pd/XgkZdMKr7LnFtaktm2+Xp%20LT9qy9RlR/M15Klm3gR8vTNzVZhLYJp6Mfcui2KzhEdzsSnY7ARXViYIbA70Ht2RCiAq48XNjUOu%20Gnv0eF6uet+iynCzYE1iqvZrHFt5bbNNviR1u0l3mjZAaWDMDXDUS6hqO64EAyweQOhttylwB9UB%20ERtAXiYfdq8nH+Wiqtbx1lv5cXB0KQrW2+vLsWCz91ONpKnpyYkt975emr3fuzHzjWJIb2cXVtrb%20QO9By7wA6SJ4Ko7C4+zHNVJp4WvepPDsrJU3aaathbLdq/kxbbHXf7tddNJ2HQsS7w9GWSJeVJbq%20xCYbmqZZy3otohIReFU8K1vnNOboZZSpHtwJysjQ5DqrUBX3vLi2nSmsY0G7QWZEORZ50KVKhvPo%20oumokhsxifaAeBCUhTN9NRl1dWrvU716S2ZRJJ6/NWJnVLU1cmrbFaubzcm4A2Iyn2QVps3ETjED%20aqaiirwJitWk1Wwoq6TaqCSN07+Ut/tH/wB8dASVAR0n+oIH8tK/XYoCRoDSvkmTFstwkxoqzpLE%20Z1xmEnC8YApC0nD56plqmY6RdlS+WqySbpacf7gdRMXC73SJCsVtgti0R3Kbarc/bhSSD6i205v0%20RTU2yxROFFEseGt0lgsdllNTvr5J7pIxk+fa79au076rgdtrMuKAUAoBQEbZv865/wA4X7tugJKg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUBUbwfy/q6NelXJbLwgQbmv3QfHHozxfXirar9Vejkr62S4e9D%20mju0r0nudKv8npZZP/ZlVnDbH3o/7ic1FfI9ktD9weTOraZWGU8510tjbYp4VItlcvT5DzZqK/gj%20zuh6SXUZqgtN71LS+BraOsr9qsoDLXPcpZlLuLnjkPLmNPqHzU+qr9ZnLMnZ7KsW5G33TqlnZ3L/%20AG4rDH8qu77ybrlPOFAKAUAoBQCgFAKAjtN/0/bf5Zr9RKAkaAUAoBQCgFAa0q2W2WaHKiMyDFMo%20k62BqicOCKSLQHuLChRAUIsduOBLiQtAIIq8GKoKJQGagI2J+fXH9jG/tdoBpv8AJIv1F+utASVA%20KAUAoCFY0TpFhuc21Z4ghcxyXBNyC78cVXK5inGTElXCmimgmttTw5oTRjsGNAcskI4UMydixyYB%20QbM9pEKYcJeHx0011EUsprJ1ERERETBE2IiUBHWn/u7t/OJ/7ZmgJGgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUBC6vsz12sbzMZck9hRkwHPRkMrmDy4ZV+ha6ekzll5ib9l2Pcz0PtnVLJzk5ew+WX5XYyv%20O6b0/wB4EO3X18noc5ls40pY5bt4eFHY5FhmHK5/+ba2nKXTylC9O70M5fuf236We4t3XPXF3Mx2%20Wx2Y9QRLLZIwx9OaSxJWm8VA7g4mxFJcVMm0VSIlXHMu2tJSeXkuUvbzf9P4+R6sIf4nRvRmZ9i2%20QV/6n4F/rzDxBQCgFAKAUAoBQCgI28f9xav5xP3DtASVAKAUAoBQCgFAcnn9y2qHLsU2266kW6O3%20c5V4gRAt0N1I8iWrm8wccRTcTK8Q4Hin0VGWnFL5YuPBlptSrto+MVRHTbTFnRbZFjT5i3Gay2IS%20JxNg0TxomBOK22iAOZduA7KvJpuxUKJG3VSSN07+Ut/tH/3x0BJUBHSf6ggfy0r9digJGgKF3p7+%20Q9YbU1dLlZ0nyJGaZapLcVxNxFN5BNXGn0MSyYYbPHWc3Sr+GEn3UNIqzfKK7yu90siWN5s5u3y9%20XVL7YSuhR7pOalNRyR9kMoC3HYVS/E89V/RXS40xLVg/di9Rg7ovXKS7jr9ZFxQCgOW6/wBcajtm%20obi1b5nRWrKzan2oG7aNJ5XCYTDoEpiTmAAGA7pRXMu3Hgpk2yt+NR4NVr2ssGbZGz4JSru0dtZ0%2095xWmicQCcUUxyBgpL9CYqlAQFpuzgu3Fer5ZZpZLgIt7Pww2Lx+GgJDrl3syZ6jfOUBjPUKA82y%20VvmI69m3Y5A25ExL7/goDJ1y72ZM9RvnKAdcu9mTPUb5ygMcfUCSGG32bfMNl0UNs0ANokmKLtPx%20UBk65d7Mmeo3zlAYx1AhPmwlvmK82ImYZAxQTUkFfP8ADkWgMnXLvZkz1G+coDG/qFI7RPPW+YDY%204ZiUA2YrgnAfjWgMnXLvZkz1G+coB1y72ZM9RvnKAxs6hR5CVq3zDQDJslQA2EC5STz/AAKlAZOu%20XezJnqN85QGNzUCNm0B2+YJvkoNJkDjEgqap5/ogq0Bk65d7Mmeo3zlAfCvZiKkVtmIKJiq5G+BP%20+ugNWXOh3i2HHkWmVJgzG0xFQDAgNMUXz0VPHV8vMlCSlF0aNcjPnlTU4OkkVbTGjRtEhuRcFut4%20OOauQ25AgjTRqiDnQFdPE8OBcdnipkZssvLcE/adr07tx6Wf93lKDhCMYYvaava1V1FwTUKK+sdL%20fM3wgjihkDHKqqKL5/jRaoeQZOuXezJnqN85QGORqBI7Dj71vmAy0Km4agGwRTFV2H4qAydcu9mT%20PUb5ygHXLvZkz1G+coDG1qBHScFu3zCVk926mQNhYIWHn+IkoDJ1y72ZM9RvnKAxu6hRpW0ct8wV%20dNG28QDaSoqonn+JKAydcu9mTPUb5ygHXLvZsz1G+coDBpOUT1jhAsd1pG47SIbiCglxU2jgq0BT%20O9HWWoLTcJUa2T0to26ySbyBK2y50p9l0QCMW+E+Jh527wPam1KqpWt30cLPzSoy+FOi+LFbqoq9%20tx0aE8b8Nh9wN2462BmHoqQoqpt8Va5kaSaWhmOXKsU3pRmqhcUAoBQCgFAKAjYn59cf2Mb+12gG%20m/ySL9RfrrQElQCgFAKAUBRe8LWt8s01IFmSMMhq1Tr1IdmNuOgTUHdpuAFtxlRJxXPPVVy4eauN%20Uc6Ynoio+Lp6GXUa4Vpk6brKlsttz6bZIlzRkk6VGbkowOCkm8BDypjgirtwrbMhhk46mY5csUU9%20aIu2XZwZV0Xq+WWaWi4ILeKf6dlMF4/DsqhckOuXezJnqN85QGN3UKM5N7b5g700bbxANpFwJ5/0%20UBk65d7Mmeo3zlAOuXezJnqN85QGNnUCPgptW+YYiZtqqAHnNkoEm0/AQqlAZOuXezJnqN85QGNz%20UKNuNNHb5guPKotDkDjKIqS/f8SUBk65d7Mmeo3zlAOuXezJnqN85QGOPqFJDIPs2+YbTiZgNADa%20i/WdAZOuXezJnqN85QGNdQIj4R1t8xHjEnADIGKiCihL5/gUxoDJ1y72ZM9RvnKA8nfCbAjO2zEA%20EUiXI3sRExX79AG76TrYOt26YTZihASA3tRUxRfPoD11y72ZM9RvnKAxpqBFfKOlvmb4AFwgyBig%20mqoK+f4VBaAp190e5Ovw3e2OXSzuGSOSWo7YKLjibN5hvkFCVOHirV5ZjlKDlaoaNew9fI+7OMFD%20MisxRurq1bix2x636es/R2LZNaiR0Jx50xAjIl2m44WfEiLhVatnZ0syWKV5w9X1U8/Mc53vuS1L%20YiS65d7Mmeo3zlZHMOuXezJnqN85QGMNQo4660FvmK4yqI6OQNikmZPv+KgMnXLvZkz1G+coDG9q%20BGAQ3bfMAVIARVAPOcJAFNh+EiRKAydcu9mTPUb5ygHXLvZkz1G+coDG1qFHVcRu3zCVo1bcwANh%20IiLh5/iVKAydcu9mTPUb5ygI+63Zwn7avV8scstFwUW9v4LqYJx+GgJ9lxXGhcUCbUkxyHghJ9C4%20KtAc80j3iXy76htrMpuN1VfW7m7AbabcB+P1bJFn8ZwnDB3eiWPFAcq7NtMrmVt+CMv1aPLxGZY7%20Pice5Vr4M6NQCgFAKAUAoBQCgI3Tv5S3+0f/AHx0BJUBHSf6ggfy0r9digJGgITVWidK6siMxNR2%201q5xo571lp7NgJ4KOZMqp4FqKKtSVJ0oaelu7HQOlJrs7Ttlj22W83uXXmc2Ym1JCyriq7MRSrYn%20Smgq0iz1BIoBQGpKs9olzI82VBjyJsNVWJJdaA3WlXh3ZkikGP0LRWOodqobdAeGmGmlcVsUFXSz%20uYeElRExX9CUB7oDwbDRutukKK41juy8KZti4fXQHugFAeGGWmGW2WRQGmhQGwTgQRTBESgPdAeB%20ZaF43kFEdcEQM/CogqqKfozrQHugPD7DT7RNPChtlhmFeBcFxoD3QCgPDTDTKEjQoCGRGSJ4SNcS%20X9K0B7oDw4y04bZmKETJKbSr90lFQxT/AKSVKA90AIUIVFUxRUwVPoWgPLTTbLQNNigNtigAKcCC%20KYIlAeqA8Iw0j6v5U3yigKfhyoqqieVaA90B4fZafZcZeFDadFQcBeBRJMFRf0UB7oBQHhthponC%20bFBV0s7ip94sEHFf0ClAe6A8OsNOqCuChK0SG3j4CRFTFPLQHugFAeGGGmGQZZFAabFBAE4EFEwR%20EoDXn2e0XE2DuEGPMOKe9ilIaB1WjT77ami5S2cKUVjrpDtVDboBQCgFAKAUAoBQEbE/Prj+xjf2%20u0A03+SRfqL9daAkqAUAoBQCgIm/6T07qBGOuIITOj5typqQqiGiIYKoqOIHgmYV4q+FKhK2vbWK%202UJUAEAEARBAURBFEwRETgREqW6kJUPLbDTZOEAoJOlncVPvFlQcV/6RRKEnugPDrDTuTeChbskM%20MfAScC0B7oBQHhllpkVFoUAVIjVE9IyUiX9JKq0B7oDwbDRuNuGKEbSqTZLwiqoorh+haA90AoDw%20ww0wyDLIoDQJgAJwIlAe6A8Ky0rwvqKK6AkAn4UE1FST9KglAe6A+GAmBAaYiSKhIvhRdi0B8bbB%20tsWwTKAIgiKcCIiYIlAeqA8Iw0jxPoKb0xECPwqIqqin6FJaA90B4fYafZNl4UNpxFEwXgVF2KlA%20e6AUB4BhoHHHQFEcdVFcJOEsqYJj+igPdAeHmWngQHRQxQhNEX0gJDFf0EKLQHugFAeGmGmlNWxQ%20VdJTcw8JKiJiv6EoD3QHhxhp0mycFCVos7ar90sFHFP0EtAe6Ah7ZpDTVruci6QIDcefKzb14c3/%20AKhZzQBVVEM58YsqJiu1aRsVFd29YdrqyYoBQCgFAKAUAoBQEbp38pb/AGj/AO+OgJKgI6T/AFBA%20/lpX67FASNAKAUAoBQCgFAKAUBy3TLso+97UY3Cc6gtyhG1wXin4K2sJpSJlN6kPd5s+OLSrm8ON%20Mn2HrrL/AFWfgM72lqpH0nUqAo3e6F5dsVrYtQvG8/d4TbzTEh+JnZI1RwXH4yE622qecSItQlWc%20dVv+lkt0jLcvNFvtMdyNbYzDje6cbbETbR5ySgqibU37yC45/wAxJitWk6srFFS742LvJ0UUW0yJ%20UWZJmwWEkQTcbeAHJTYmSG1gSIgqub6OGqNNzilr9DLppRk3qKXoK6a7u2vrLc7yM+HFSJMtb8Bx%20XBjk9AFoXJRtou7xeeM92S7co1pBp1l8ccS2WpU338KGeYmqR+GVN9j8PZ41O11Uscl71rzrFNQN%20lp6DcpEbTEYLnMWEYtNPOuOou4cE3GlfFIzTvEAT4xDsqsHSWJ+ymo9/tOmyynEtKNY4V7Tq+67v%20Z1WJJblRWZLWO7fAXAzIollNEJMUXai7a0lGja1GcJYknrOY9872qmLtp2ZYDm424J1wfjRCcRuR%200QWnEYeEOIe8BDERPwrsrOMsM3J2pR/3JPjRs0ccUcKsbf8Atk1wrQ990L2qJF/1HNvZzUC5NQbj%20HiSycJuN0vfOdHaElyBu28gmgeFNtaKOGLi7XGV+vli3wq3QzlLFJNXOPpaXGiOoVUsUmVMuL3fB%20b4sZ19bbFs8org0KuJHR5x5ncKaf5ZGo5svhwxqMq+bd1Ipb6v0DMuhvl3U9ZdqkFN73ps6L3fXR%20La6+1dJAgxb1i7xHleNwcBBW+MiqiLtqsk24pfFHuxKvgWV0m/hl5WeJb2ENGG0Pz0FELHauOG2t%20JXuhnCuFVPMuS3FivSXcd2wBOHlRSLKCKS4Im1V2cFZzlhTeo0jGrSOV91l51gmpnR1DCuUeNqaK%20V1hrMMXWmXgdXFhpAcd3A9Gda4hoHGEtlaQjSLi/ajR9/tW7JXbDOcqyUlc6ruu8LzrNVLHNO8iZ%20d4GsLBNhPPTQEm2S0+2ctgnFdfEVksusIrLhN48dt9MuTFdi0yl/Upr8L7dq16VYRm/266vHZv1a%20LbTpdCSmd6si7M6fhlCOS1CK4RQvb0LP0gLeR4PkBN/iCnBmIOMg44VX3419m2vc6eNCbcMqe1Sz%20vt8Kmt3ZuSzuWpEjPSpGlRks9RPTTedNV3KdJRtyQpPE0jnBmVduOFaKuDmvq/02U8alH7Vl1F32%2018KF8qpY4E/N7wrbqN5d7cpdmvmrG2G8CfJYSRbgKqibeLEkRsUwTi4j4lqen9xPVKXhNUf7Wieo%20um18KX7Yuq/cmd9qCDn/AHrPC3N0qkuRLj2c7i4l1OI7JZ/C6K6oI6cVRPLvMvhwxqsaY7bsMu+y%20hLrgdL6x7tJLd2Ll7c0dFK7q+Tu8fSIcvFJJQ0eNIpP5uNvFZy45uN49taSrRV9qixb9JVUq6ezW%20zd2uLVVSRQCgFAKAUAoBQCgFARsT8+uP7GN/a7QDTf5JF+ov11oCSoBQCgFAKAUAoBQHLbu7KXvr%20bblznY9sGDBKJGMp6NOyFffQkaSO61Hz+Zm3oFsw2UyPe118MIzro7n5o6lQFR72Tugd3d7K1K+N%20w3IpHWMTjb2ZXBTiG1+IOzwjtqrvj+aPmWjp/K/JkxpaDIg2ViPJYSM8mKm0kyRcETFcf+4ki26X%206R2cFaSM4mzeyeGzTyZUkeSO6rShjmzIC4ZcNuONYZ9cDpfRmuVTEq6z87WyX3mHZ7PZ33buIWeT%20bLm5cScf3kpq4vR0SM6eO8NGVN/eCexBRMa6lT6i+WWHfe6/pot5jL+3KnvRct1LKd9q2H6WrIuU%20jvWlXly1QLFZ2Jzsy9SkZectxiy+1FaFXXzF8zZBslEUEVU02rsqkk20ltfdd+5rhUumkm9y7/wq%20SHdreLpddGwHbuw9GvEVChXJp9MD6RFJWjLHahIeXMhIqouNbTadJK6Sr24mMU1WL9109Xge+8o5%204d3+ojt5PBOG3yFjFGU0eRzdrlVtQ46FjwZdtYZtacV5o3yqYrTktkld4buoNNQJp3NuJpq5tW6R%20II3stwCUDjwvPKi/ig0wLYqp/fJa6I0c8T+aNPyp1fHlpxOd2Qovll+pqzhzV4HfqzNCmd78y4R9%20CzAtjr7V0lOMMQViq4jxOE8K5RVvjJiAliviqtrlFL4o91VXwJ92T+V+VniXJtFQBQvOwTH66u7y%20sbj7UElK0DLuMzUmtJDrr7tt6yaativK5u0FqK2LqMifAKO445dmONRl/wBtVvcpd1lPSMz+49WG%20PfbX0F1qQcp73blrF27MRdNRLi91HFK7yDguCyDj6OCjDLqm4zvgVtt3M2OZdo8WqRlSWJ+zGi73%20zWflu3lnGsVHTKvlReL8Dptsnt3C2xZ7QkDcpoHgBwVE0RwUJEIVwVFTHalazjhbWozhLEkz3Nzd%20DfyOE0e7PK6A5zFcq4EI7cyp4ErLM9l6LDSF6KB3MzLqduucCcbk4YL7YtXwnJZtzlNvMTgtzMXG%20THZvAFVBC82tqcqd167tNdTM7pNdtNj2rZsOi1QscS1ZMvy3HVYlJubWrWp0cdGRoxyQjnHytKCi%2023hHcEj3m+V1FwTHg2VGVXlp7WPm/LX/AI+O0nMvdfZwWfmp54u1DtbW83QbzDeZUz4cGbDbhVpU%20rYVjWlt5R++GFfZ+nIMCyTZVumy7nEZ6bDIxNoSJeOW7wXIi4ZkXYqcNVVccabXssi3bxNE1hlXV%206Vca/dHedTXZzUz+oY8iHMZuDcdYr2fdCbMVoHSjZtm5NxCMcvj8daWOCa0uT2q257jJpqdHoiuN%209vE6FVCxxXS8q8lq2OkSTcnbx8xXQLvHfclHFGzoTu7UgeVWARFRvcq2iL4tmNMj2Y6sDxfmtw8f%20ReM6+WvFHDuosXC/idqoBQCgFAKAUAoBQCgFAKAjdO/lLf7R/wDfHQElQEdJ/qCB/LSv12KAkaAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBrXK4w7ZbpVxmubqHCZckSXcCLK00KmZZRRSXAU4ESq%20ykoqrLRi5NJXsrsbvT0JKHT5MXJTTVKmlj/AfTfK2qIWOLf4eCr/AOplrTC8WHTSvApXlxaK0LXV%20STFJmRYyNrIeBlHXBZazkg5nDXAQHHhIl4EoDUsV+tV+to3K1P8ASIRm60LuUwxNlwmnEymglsMF%20TgqaWJ61XvDsbWqwkKgCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAjYn59cf2Mb+12gGm/y%20SL9RfrrQElQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgIJ3XejGodwmO3uEES0vdFub5PggR38%202XdurjxCzbMFonVJ67tpOF1ppvJttxt1sXGyQ2zRCA02oqKmKKi1LVCqdbT0qoiYrsROFagk1Y11%20tkqZJhRpTT0uGjZSmANCNtHhUm1MU2pnFMR8dKaQbVAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQEbp38pb/aP/vjoCSoCOk/1BA/lpX67FASNAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AhNcW+ZcdF3+3wm99MmW6WxGaRUHO66wYAOJKiJiS+FazzYtxojXJklNN3VOOWnuz1wzdNN7y3K3%20HsE2Gsd5XWSQGXWHnJZ5UPHBt8mww4VwxTZW0/ak1ZXGvCWF8XJ9xzwVI0a0RfFyhiXBQ8TyWge8%20ddPzIsWBKjXjqSdEvUs5bZ9a3F51CjusnvVXEcDLO4gKKFlqLNFkeSzamsT895qvaVXW2VuxqxeV%20mw3rl3a6gS750s5y7NCv9oucaIjrRqrQQVanG2LjiYLv8FNFVM3CmNTCiknqeYuEly8K9xm03Cmn%20DCu1qVvHCaVq7r9YwLa0LFvlQ35sDUDN4KJJZB4nJMveQcFJxQz7vHJ4E4FUcapJctPkh3p2/jrV%20hq2nKvzv9Li/T42nSu6S0Xy06VOFd4aQjCW8sRnFc6sKqKJuBv5YNmS4qoNuKKeBE4K0m6pa/wAX%206DCCab7aF6S61Q0FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAjYn59cf2Mb+12gGm/wAki/UX%20660BJUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoD8wXzRWrHLbq+3NWScbN8nXe4KoRnFQihOy%20CjeDar6utbr0kRcKpBckF8KT7+WnBczNW19Wuui7lGVd18d5dy/8gtX0WmxuoXJudawsrQA8lp6p%20RltJvSMqdHzp+Nm334qFlyeCtq1l/NPF+W3DTbddxsOajWXZ8EcOvFZWv42UIR+095czT7rDq3t9%20662nUjc1l45OVHmpCrbREVwRozDYGGGcdm1KxkuT+TLfGqxeF69J02Y6r/5Gv5Wn6dJ8tth1XCus%20q82aPeo5C7pZhhCGaCPMCKNT0faeRFdRsVVDVxFyfRXU2sex5k+7DY+/Sc6X9NfEsr92J2fgXXut%20PWAapvzF5W5yYSoTjc24I+y0jiyXUFlph4VbRUaw48dwm1HLsRawyf7Vt9m92W7tFl3wl8z+5Zdb%206Kdr9Z0+gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBG6d/KW/2j/746AkqAjpP9QQP5aV+%20uxQEjQCgFAKAUAoBQCgFAKAUAoDw++0ww4+8SAy0Km4a8CCKYqq/UlEqgoX/AJ97of8A/Rs8lI5u%20un/DzdRl9eGsyOd+XdkwilLvAxmyLCO4424qPDgi5wyCS5dvhwqz6LNWgrHqYOtplt/fH3d3qQVu%20sl8alXR1t0ozCNuipE22prhnAR2IONc/U5GZl5cpUpRG2VmRlNKt7K7oDVerLl3fu6juE25uzSsz%20swSlRoDUHfoCkJMKw2LpYKmxDXDCqdVyQk1oXG4tkc80ndi9NDxbu/yyQrdZ2L0SOzlt1sk3mUjs%20dlQcuDQlmbjkQOOomOY90K5UWtM1RU5JXKTXd2vKQrh22vhXtYb1574bm1pP5itWnH3YUl2KNrlS%20HmQZfalSkjieAmpgXGQkEkTYvCm2qxi8UYv3mvFVJclSTV0U/B0Pesu8+VFi6piw4smA7psIfS7s%20Ix30B2XunABtlwx3nFdVFVcETyVEObC9Dmo77UmXS/0uW72vUSMvvEfkRb6Vvt0pIFrCcwV9DcON%20hKhMqZ/gGaGqIfFFVTBSTxbaynL+m5XWNrg6DKVZqN9qT4qpAWHvnl9MGPdLe45ammrK2d7QmgLf%20XdnOLr7Ilg2JEqJgGOVfDXRNJSadnPKP6VUyTsrfyqXfJr0HQdJalj6lsMe9RWHGIstXOji8iIRN%20g4QC5girsNBzD9C1Sjoq6Un32l9LWptdxMVAKzI7y9DR33GHrs2LrRKDg5HFwIVwVMUHCu6P23Pa%20qo+R68PsPWSipLLdHu9ZFxO+PRz1ykxXXTjx2f8AKnOCqtPbUTiIKKflRK5srp8yeZLLUeaN5f8A%20/A6l2RjWWmOleglI3eVoeVJajMXVs33jRtoMjiYkS4ImKiicNdMvtufFNuNi3FMz7F1kIuUst0W7%201nPLPrjXE69uBCnzJ0lnVEq1v2pbePQAtbLxgThSwYDKbYJmxV9cVwTKuNcOU6xg3c4ty8bvA8nO%20sxJXrDTio3971FltvfAFzi29yDYZbsm8PSm7TFV2OJPNwVIZDxEp5WwEgwTMuKqqU/44tys9ZMlR%20tapYeP8AC0g9Yd9++0fcJmko76zo1uauD8wxayQ1ekKwLbgOKuc8zZoqCioiJjUxVZL4cUFvxUf+%20liNK0d9Jftqq95a2+9G2Fcht6w396t8+Xlc4mXf9G6TvfOxyZdnjx8FSlWm3F+10KKqjboUf3UIu%20+970yNpi9X+02B+Xb7eMhIdwcdZCO85FeRg8woSugmbFR4vGQfBWcXVRfxYabpOhZ2Nr4cVd6VTz%20G7z5EW83OFLYkTLi5NgQLdZQBgN2/KhJJcAZCHgYCiERGeGHAmNXSrYrXin3Rp22kOxJuzlXe20u%208+ye++2tsITNnlvyW4twlz4qEyJR+qXBbltkRHlIhUsRyqqFVXJUxL2aJ12SbXmiyi28OnFh40r5%20HQrdOYuFviz4+O4ltA+1imC5HBQhxT6lq844ZNPQZwliSZsVUsKAUAoBQCgFAKAUAoBQCgI2J+fX%20H9jG/tdoBpv8ki/UX660BJUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFGwVCyd6GnrvLhMNMy4zVzdfY%20tsySzu2JD0ZSRxts0IuN+GSohImOGypiq91eAlyvc6cSwWm8xrlGKQ209HRHnWEblNkyakyagpCJ%204Koko4ivhTbUaE9Ydja1G8hipKKKmZOFPDQEXqLU1q0/aTutwMuiNuNMkrQ5yzvuiyGxP8ZpjRWt%20LW6E0sexN9xK0IFAFJE4VwoBQEDqTWVvsM+2W96NKmT7uTwwY0NtHDLo4I45jmIBTAVx2rUJ1bWp%20V9BNLK7adu42NN6otGorS1c7cZbhwzaJt4VadB1o1bcaMC2oYGKoqValieh2la2taVYSiONrjgSL%20l87bwfXUEkZZ9S2u7y7pEhkSu2iV0KZmHKm+3QO4Av3kyOJtorVXf4WB2OmxPvJNXG0RCUkRF2Iq%20rsoCJlass7MlYrRnNkNy2YMlqIBPlHdkJmBX8mO7FB2kS8CcNFbTbXwv7aw7K7FUlt43iqZkxHzk%20x4ProD6JiXmqi4bFw20B9oBQCgFAKAUAoBQCgFAKAUAoBQEbp38pb/aP/vjoCSoCOk/1BA/lpX67%20FASNAKAUAoBQCgFAKAUAoBQCgFAKA8g00CmQAIk4uZxUREUiwRMVw4VwSpqKHx5oHmTaNMQcFQJP%20oJMFqkoqSaekmLo6lYsndzZrPajs8aXPctJRTghAfkk40DJplVARUxRURdi41bM501K2og8LTWh1%20MbHddpeM9FciLLijHYiRXGmJLrYSGoCZY6SEFU3mQdnDtTYuKVZyq23pdeLKpUVDF/4l0n1ZJtea%20b1e9kRiKst5W4qNP9Jb6MKrg3ldRFT6NnBsqqbVNapbusXgS9O2u6283J3dxpidHvbEpt50dQ9GW%206krpITiwwAGlRU81cG0xw4alOlKaJYuN/oJTf7cPC31s8n3b6cKZcJCFLBq59IWXBCS6MVXJbW6f%20dRlFy5zHw+Pbw1VxTjh0Xd7r5hOjTV6p4XVILVXdHDkaautt04gsS7tAi2l1Zb7u4FiKiAy/kEXF%20J5kE4nm4+FUpmVm7bnLE/TTfQQajR0uVPO/vL1ZbVGtFohWqKmEaAw3GZTDDiNAgJ/ZWmZPFJvWZ%205cMMUjcqhcUAoBQEZYtO2uxszGbeBAE6W/PkIRKeL8o87qpjwIpeCnuqOhKgbq29fqp6CFTuv0sF%20qt1ujJJiJaXJDtulx3zCS0UtTV9BdTblPeLii/8A6Udvdh4LR4E1tb1uvE1Lh3NaFmQwhdGfjRUi%20Bb3moz7jSPsNOb5tHsq8dRcVSzLtxVcalSo67U+MbvUR+P7rzdLux0sV/S+ZZCShmjdEZR40Y6YL%20O43264Myt7FpF4fH915DVVTYl+m4xu91elHWrlGPpawLoL4vW/pLqRgWWaOPG00i5QIjTNj4F4MM%20aqlRJaqU2UdVQs3bXfxqqWg+63Szm/cPpRTX5EaZ1hvzSQEmGzuGngcTzS3fFLZguK41auqy1/uv%207yNFNlPGq7gHdTo0GEaSO6v+im29xxXjVxxu5EhyjcJVxJxwkxzrtqrSaa0NJd1xZSaddOLFxuLR%20b4MeBAjQYyKMeI0DDIquKoDYoI4qvDsSryk5Nt6SkYpKiM9VJFAKAUAoBQCgFAKAUAoBQEbE/Prj%20+xjf2u0A03+SRfqL9daAkqAUAoBQCgFAKAUAoBQCgFAKAKmKKmOH00BQnO7PUJmRf+QL+OZVXKKw%20cExXHBP9NXR9ePwx8fWUwPWfP/GF6RTJvW96Zdcyq6+2sXeOZBypvMzJh6gjV31SaSwRsM45LTbq%207TatXd/fINyjzHdbXqe0waGcOSsNWXUT7h5I4Fgv0KlZTzU01hXiaKO0q2mdF6wWJpWy3G29Ai6d%20usm6yrgT7LgvIrj5MNsg0ZnxukJmzoOCIvDWcHbGT92GHjhUS2bbiS96eLhixFTLuX10s6U5JZJ9%20iU5L6AMd+GBwXHbm5JSQjr4PEznacAs7Aq5iOVU4Krk8qSdjWG3VRWr8LnW0vmusm9FtmuxW6tmy%209Fmjd2usGtX6lmQGxt4XeHPaS8vPNPvK/IBoY5MutA1IAUIFIwcFUD7i1TDXLlG6t36m+6lmu2lq%20I9+LdtL/ANNO+vB7CIt/dLq1vSdyhNwiiypA2dtYhvQgZdcgyQdffFuK2A45RVEccPOf3kTCt3JY%20k9GPFuXlwRVJ0dXV4JKutu7a+Os70nBWZKIu92WXct10e6yrZu8c3Rd1x8cPO3gHwfRW+TnKFaxU%20t9Ts6Tqo5VcWXDMr8VbO5ord37rxvDLbF01BcpTTR7xsDWPgh4KmOxpPAtV6qcc2KWFRo9FfSdq+%207qPsZWXB7MX/ACN/5Muv/wDqrr5Y3M10/wCZD/44ePrH/wCplf8AwZX7v+RCai7vr3P1JpB4blMf%20iWly4HPuW+bZlAkhhAaEVARxRSTBcB4K5ZzUpylTCnClmuqPP6vPjm2xjGHMrFWlilrb1mnK7pWm%20dU2g7XGbG1221XFlibIJHnmrlLfbdbk/iZjJzPnPP4FrJp4ZpWNxUY7L/WYVVlbeduW2wqo902tX%20LI7FiW5m0ONWliDdGQkAo3qS1KB5w3DDjYONAY7x7A13mCplxrRyWKtOXFF4d1+y2zutKUdKV5qT%205vzUpt9Wg34Pd5quHcEu8WxtxWWdUjeI9maejiSQityRFQVQkZEhNcVDNhhwVWLappsmv1OqEra0%20WiH7XVnyD3a6ni6Y0nGuljYvzdrYubNw0+chkW0fmOKbEgXHOIuQcRzJxhQsRTHFKjT/APXGO5ql%20fLRqL5jq2/nct6de1p6Put1C3qKVIi2lhhuRqG0XjpjbrRYRYrAg+0pFleMm3EUuMPGxx4catF0o%20tUsz9ydH4lHc9sIruar4I0V7qNaFa5UJuA1HuQ2y9RLleBfbIry9PQ0i51x3nFUkNVewyLsHZWbX%20LwiqbU1WXg9rqaqVMxOtefFXZR2cLNlheO7bRNy01fb245GaiWydEtSMNskOUpUeMTUo1AfvKWXE%20l86tpSXMl8cmtzUfTUwUbI61Cj31Z0Csy4oBQCgFAKAUAoBQCgFAKAUAoCN07+Ut/tH/AN8dASVA%20R0n+oIH8tK/XYoCRoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAjYn5/cf2MX+12gGm/ySL9RfrrQElQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBG6d/KW/2j/74%206AkqA1ZtsiTDbce3iOMoSNm066ySIeGZMWiBVRcqcNAYOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l%20/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9%20l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+%209l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg%20+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6h%20g+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6%20hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A%206hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0%20A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gM8K2RIZuGyjim9lRw3XXHiVAxypmdI1wTMtAa%2046etwJlbKS2GKqgBLlCKYrjsEXERP0UB96hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH3%20sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUMH%203sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHUM%20H3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gHU%20MH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52gH%20UMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52g%20HUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL52%20gHUMH3sv42XztAOoYPvZfxsvnaAdQwfey/jZfO0A6hg+9l/Gy+doB1DB97L+Nl87QDqGD72X8bL5%202gHUMH3sv42XztAOoYPvZfxsvnaA3IkRiJHCOwKi0GOVFIiXauKqpEqkqqq+FaAy0AoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDQs9+s95afctkoJHR%20XjjSwTEXGX21wNp5skE2zThykiLgqLwKlAb9AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBq3W5xLXbpFxmK4kWI2rr6tN%20OPmgDtVUbZFxwsP8IrQGhpLWGnNXWVu96el9OtbxG23I3brWJNllJMjwtnsVPFQG1br/AGe4zJ8K%20HKB2bbHEZuETaLzJEmYN42SCaC4PGAsMpjtFVSgN+gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQGOST4xnSjgjkgQJWWyXKJGicUVLwIq+GgPz%20hYO+TvBHXmibfc7kElzUMmXF1DZ2wiPQIrou5WhhTorXHUAIVIOkvKHmmuagLlfrm7p//wCy2nmo%20mIRtYWl2LdGR2C47AR11h804FMB/DRfRVaA7DQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARmqf6Yu/8AJSP3RUB+U9Da%20z1foHuB0/rC2XTPBavTkWTYCjsqw/HcN1XM7xCUhHcw8UgMRRMEyLtUgOu96V1e093w92d7horZ3%20t2RYro3wK9HfVpWBc+hl50nE+n9NAdioBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBguEJifAkwZGbcSmjYdyEoFkcFRLKSbUXBeFKA5da/wD6%203aQtgaeSLd7uj2l5DkizSCchkbaPHvXGiFYu7MFcxLjDm24ZsMEQCQtelZ2oO9ktfXOG5Bt9khla%20tNx5A5X3jcI+kzSbVczQKJq22JYEQ4kqCmGIHSKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDBPhtToMmE6pC1KaNlwgw%20QkFwVFVTFFTHBfFQHPLd3A6LgsWy3DKuD+nLRLC5Q9OPusnCSY23l3xruUkniaq4oE8reZV4uXi0%20B6uulJ2r+9azXubEci6d0SMhYJyByFOuMnASNttVzoxGRoVFwkHOfmZg4ygdIoBQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAf//Z" height="257" width="786" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 4.&nbsp; </span><span class="textfig">Energy and production graphics a) Energy and production 2021 b) Diesel and production 2021.</span></div>
        <p>However, in the case of <span class="tooltip"><a href="#f4">Figure 4a</a></span> (S.E. and production over time) it revealed that in the months of 
          January and February, July and August, as well as in October, November 
          and December, the adjustment is linear. In the case of <span class="tooltip"><a href="#f4">Figure 4b</a></span> (diesel and production over time) a tendency to the existence of fewer 
          variations is shown. Only in March and April, the trend was not linear.</p>
        <p>When observing the correlation graphs for the year 2020 (<span class="tooltip"><a href="#f5">Figure 5</a></span>), it is evident that the indices used for this activity are not adequate.</p>
        <div id="f5" class="fig">
          <div class="zoom">
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height="302" width="781" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 5.&nbsp; </span><span class="textfig">Consumption graphics. a) Electric energy vs Production 2020 b) Diesel vs Production 2020.</span></div>
        <p>This is supported by the values found when determining the coefficient of determination (R<sup>2</sup>) in both carriers (0,26 for the case of electric power and 0,34 for diesel). These magnitudes are below those reported by <span class="tooltip"><a href="#B2">Borroto <i>et al.</i> (2002)</a><span class="tooltip-content">BORROTO, B. A. J.; MONTEAGUDO, Y. J.; CAMPOS, A. J. C., FUENTES, V. J. R.: "Gestíon Energética Empresarial", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 98, 2002.</span></span>. These researchers report that for the indices used in the activity to be adequate, the value must be greater than 0,75.</p>
        <p>When
          carrying out this same analysis for the year 2021, it can also be seen 
          that the indices used for this activity are not adequate (<span class="tooltip"><a href="#f6">Figure 6</a></span>)
          because the results of the determination coefficients for the 
          consumption of Electric and Diesel Energy yielded values equal to R<sup>2</sup>=0,50 and R<sup>2</sup>=0,42; respectively. These magnitudes, although higher than those obtained in 2020, do not equal or exceed what was reported by <span class="tooltip"><a href="#B2">Borroto <i>et al.</i> (2002)</a><span class="tooltip-content">BORROTO, B. A. J.; MONTEAGUDO, Y. J.; CAMPOS, A. J. C., FUENTES, V. J. R.: "Gestíon Energética Empresarial", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 98, 2002.</span></span>. </p>
        <div id="f6" class="fig">
          <div class="zoom">
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height="298" width="780" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 6.&nbsp; </span><span class="textfig">Consumption graphics. a) Electric energy vs Production 2021 b) Diesel vs Production 2021.</span></div>
        <p>On the other hand, <span class="tooltip"><a href="#f7">Figure 7</a></span> shows the results of the behavior of the fuel consumption control, 
          where it is observed that for the analyzed period, it is within the 
          upper (LCS) and lower (LCI) control limits, evidencing that there is 
          sequence and bias, since there are more than 7 points below the average 
          consumption, data that correspond to the months from April to December, 
          2021.</p>
        <div id="f7" class="fig">
          <div class="zoom">
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kUecweYdq%20r61mzrlxC01o1JcmDaZsWbcrkSEYkUx+qKJggNkBcMwm5y5n7tyKuCJjgq1nlDFOT+5AHnlLDXZo%2012q+YcMIt7825gH6ac21QuJYL7pC1aVj2K7XKc+VqqGwUebOfmcEzTOWGSXlcd8dXJt3ylcie6iI%202rZZJzYi3wz9mlrtj86SA+nM2Uj/AOURTbtbYqKcZDN05cZ8m1RYt2td6JYZMM1xYOLvhoj1IOS8%20LTFRw1xaMUZ5XLzUYu1Uq7iBHvg7aEhmDklxovTC0pA+6Inmk1pLAM9Xu00XQjceZEvTsadE09nu%20xtR/ZYtuLJLHGyS5rnNLvTxRmyYZcWvjsemK7MUwW4jiMAPfjKWzDbY9yg0xv7gidokQNV/exdWd%20Bax1rede6ts96hwY0Cx9TEJkSQQzmFOHfKiK+OFSo/MuL1yZcqIjFxV1RlscvF/HIcwblpdzYwUT%20cTw/wxO/F2WdJXoVQpSiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREo%20iURKIlESiJREoiyf9J/4D+511/5Hx9a5v7Pw9SrRvay5fsEH9NMrGX9MbT7IrUec7B1qtWS0SiJR%20EoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoix0nhnCWb%20ONbr3drNCuklJlztluOIITyFcikIhVC+UBTZUQnVzDx5diqqqgMIAtAsF3c9Ws5qKZFyTpIbobY7%20UfUFwXzhHYLrOuh+v3CDEvyAbqG2xTDSPPSOiMbvlKMphq8abt6gINXN5Vx20iAKGscWJtGK197F%20rKWI50ebDhfS3W2gmq/Lvwd0tcwaojkNLAHVg4Qp4wOE1oWW9jRhSMiidk5rEzZs3vYVIJpqzMfO%204O6iROEhtEMHNXtXHf8Ag5p+9Gv7jXC4Ro+pWxPSkOO6Mg3EgKNQFYpAEK1+AkavPyqirzccFRA4%20SD6Z4xqOnmP+iqAwb+DBtHi9mI9Co6j4cW68Xd15jXO4WS6mhLbJku2vC1x4iuVyDI2QGSxFY5VV%20pGNa9MfhVTCKg+WVo0HRtspQhXjJsN8LDpHdpY6V9Wbhrpmy323Xe1sLFW12lbHDhNcix2xVK02K%205mqRxMzPhK/b3du2tMZeR9eH/i7NvWeEYYx9JJ55Wru6m0fBvxoExZMi3Xa1PeS23WE4aSA71uQr%20UQzDBewjEyuaQbk7vKiKlAGliFzbRcfaLjYrkuGN4PONPSRsKln4ZW2XFtorjdrpcZFtuw74yZKk%20MeQkkOZGMViDaEYUR+G7AMabPdxVbROGQkPdBH+4MdfTTYqmokD7zdBBpureupI4O6fI4549wuEO%20cW9v1GGcAgN6CaQSBc0bSBIJRKxMMpGO5eWqwGHC3uCQ5pOSDv20VpnG76cP/Cw8qLjg8FtNxI4Q%20rcLlIUN9HqZSnKF7yT2DyOV6oFqbsq4ve1qJzl5qtTZV4SwmLe4JAbJdj003uqy8WJ/fAf4SCPYB%20sWgtujIVt1bdtSxJklhb20KXG3/IrFeSONBDKmIt+16MTDYXKvdbjVYeGJjocnYSz720uplUg6QG%202gOR7VoKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlE%20SiJRFk/6T/wH9zrr/wAj4+tc39n4epVo3tZcv2CD+mmVjL+mNp9kVqPOdg61WrJaJREoiURKIlES%20iJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIl%20ESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURK%20IlESiLJ/0n/gP7nXX/kfH1rm/s/D1KtG9rLl+wQf00ysZf0xtPsitR5zsHWq1ZLRKIlESiLA8WGS%20ZjtM2YcEdzjXS6KyVbpBdxGkNBDPIYKS/KT5Heia96ZH4o3DK7kqsY4psztGUtTvEeyRb+JjRnFp%20Fssm8xG89bYTqJtsOYt1u03qGdY9MTrKOFYYse/LK0+QqyYg58SSACqFzsGuGNJBHAwY3IjkwaxU%20REiZfLlmAlxlxwnTHzA84MMOJ7LDVKxoBX6ge4+AyFLpOCQ1usL7tcYGr4OgLbqliXK3S9Nyp8kM%20rnMNKGyGJh3o7Y57ByCOa7uKuZNuFacWK5srJRiG0YTJ3IuIYB9FmlIjAAI2DNMfhjjwg3imm1gd%20CgPc6/6Ql3S+OWTcbHom33WyyjLiQE56SiOmCcvIZz4gvlE27MORVx0zfDMzHn+rAc3hOHYTKQI9%204UNitDKjijlf2ycyPMJCI/2xsNocnSvfIhCEiBIRMCPG1z0ww5yoirsquYAJECx1z5MiYAm0gL7I%209zW4tYr1+K3DH/7KlUWi49+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+n%20RE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO%20+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X%205sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dE%20Tfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74%20+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fm%20xO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN%20+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6%20dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE%2074+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35fmxO+Pp0RN+X5sTvj6dETfl+bE74+nRE35%20fmxO+Pp0RN+X5sTvj6dEXIN7nNxcxWL8V2GP/wBVWiL6oiyf9J/4D+511/5Hx9a5v7Pw9SrRvay5%20fsEH9NMrGX9MbT7IrUec7B1qtWS0SiJREoi6N6sdtvULqdwG54Ue0g3iIQBRkYuLSCMFwyjenxmO%20Ragxdjd/p7KbKKQeXLftqo8vhto2VZolnJCI2FBcV8ZQypQZCOkI5Dq6SIrJD99vHb3O9c+OLsak%20gEgnRHDqw0o1hFBQ3JEs95L63ve/XdSxdq+6I0zfIESBPiOSNBRWw0imPDeJjhqFw2EivC9BuGuV%20zM2VU5UpLxSxGpLu+l2Je8Fhaoh4ABGgDNqaxrjrttvXFd9AaRuxIL5sDH0eNoI4wlNHEoGPY9oC%20iC8YzBRwmqgytcz3uWpxHEZ+8W3hyDtBJINoNiqIjBg91m5iGIvYi2+jrQ1CslESiJREoiURKIlE%20SiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKI%20lESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiyf9J/4D+511/wCR%208fWub+z8PUq0b2suX7BB/TTKxl/TG0+yK1HnOwdarVktEoiURKIlESiJREoiURKIlESiJREoiURK%20IlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiU%20RKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJRFk/6T/wH9zrr/yP%20j61zf2fh6lWje1ly/YIP6aZWMv6Y2n2RWo852DrVaslolEWalcRdJgkFjhPJuRI73CkraYM26MCV%20i4OEZ8AMlgiN7rHqjveqAXqLOjmOlSQ1Db07l37FqzT19cYdsmNJKi5euQCNeCZHz45esRTNHIDm%20wxbvGJim1NlWaj6OXTqVXq2lRuJeoJNptltDFmSYB7pcAxOtwo/XJTBNY+QZQx9xL3j1EBzU+Sdh%20jjVLZgaKk8w+YxfU6u3hkbm6ZAex21qTIu94uhLHYLBqWUxZkO4zpF+NGi9dV0IggNASOSMMInNN%20JwK1Y7Xpky812K1OYSBKQbwRBa0SJdnrY0S7EVIYhlEWAD6ZtrAYnsZ3pzFcQtU6m1TB0lFt1wWw%20y75Zz3ibNjiCZzXgZHY0Q2yWGHkcWVmdi3Nlbgioq41biBhMzGyEQQDpxOz6gAXZiS1b0RhAEqnH%20gPw4nI1lg1ot2qRI4gatu9gJe7fNS1rZdNRNRyooxCIOZIPvnvjkUzSPYDJDc1N2rX8/HNzcFvOI%20jMn3ccYtqLEna0g2hwXd2UxyiTHLJ8RxjFricILXO5I2MQvXY5kPHEZEwQrGvRF5URyY1WccJIuW%20WXPFEG8L6IUY25iPRjeTFyoif31VXUq/antlntz5hXoZUVGDCNyK5z15E97k2rWmVlGcmC5+J4iO%20TDEVGtXFLTEuIhpRVhEVdg1a8qK3lRzXjaqKi1vLg5iyoXLl/lMojxeE3VXc/mNo3tD8yfoVT7TM%20u9i0/Z5Hq6D2Lp3TilpeJEcaKVZhUX8UjXiRE5Vc55GoiIlXjwcya0CzzPymUB4fEbqrlhcTNKGj%20DJIkOimcnPA4ZHq1f9TGuatRLg8wGgdTD8pkkOSx51z/AMxtG9ofmT9Cq/aZl3sV/wBnkeroPYpt%20z4safiyQiitfMGT8YVuIsvvNaREVzsEVe592tI8FIitFhmflssHwgyGlUk4jaNw+kMPe3J+hWf2m%20Zd7Ft+zyPV0HsT+Y2je0PzJ+hT7TMu9in9nkeroPYpp+LGnx3RkUbHliu+FMTFuHJiqCVM6tbimP%20+FaDgpNruWEvy2XiYAmN6pfzG0b2h+ZP0Kz+0zLvYt/2eR6ug9ifzG0b2h+ZP0KfaZl3sUfs8j1d%20B7FNtvFjT8mSYUpj4Yh/izOxJj3cHNGjlauCovdrSXBSApVY5f5bLJ8QMRoVL+Y2je0PzJ+hWf2m%20Zd7Fv+zyPV0HsXwXiTo9gnvZNUrmoqtG0RUc5U7iZmNbt99akcJmXKD+TyAPN0FdK0cVdOzGEWZm%20guY7BmKOM12Gxdo2rgqKm1FSrT4OQsqssr8rlnzeHpVD+Y2je0PzJ+hVPtMy72Lb9nkeroPYuGZx%20M0oGMQseS6UZqcwDRkYrl/1Pa1qVaPB5hNQypP8AKZIDgudhXDauKWmJcRDSirCIq7Bq15UVvKjm%20vG1UVFqZcHMWVCjL/KZRHi8Juqu5/MbRvaH5k/Qqn2mZd7Fp+zyPV0HsU+78VdOQxjdDV05z3YOR%20EcFrcdiYqRqYqqrsREq8ODkbaLHN/K5Y8vi6F3Q8SdHvEx75qie5EVw3CKqtVe4qtY5uz3lqp4TM%20uWg/J5BFvQV9/wAxtG9ofmT9Co+0zLvYrfs8j1dB7FNufFjT8WSEUVr5gyfjCtxFl95rSIiudgir%203Pu1pHgpEVosMz8tlg+EGQ0qknEbRuH0hh725P0Kz+0zLvYtv2eR6ug9ifzG0b2h+ZP0KfaZl3sU%20/s8j1dB7FNDxY0++6PivY8cRvwZi4rjy4OUSJnRrsFw/wrQ8FJtdywH5bLxMQcN6pfzG0b2h+ZP0%20Kz+0zLvYt/2eR6ug9ifzG0b2h+ZP0KfaZl3sUfs8j1dB7FNtvFjT8mSYUpj4Yh/izOxJj3cHNGjl%20auCovdrSXBSApVY5f5bLJ8QMRoVL+Y2je0PzJ+hWf2mZd7Fv+zyPV0HsXDM4maUDGIWPJdKM1OYB%20oyMVy/6nta1KtHg8wmoZUn+UyQHBc7CuG1cUtMS4iGlFWERV2DVryoreVHNeNqoqLUy4OYsqFGX+%20UyiPF4TdVdz+Y2je0PzJ+hVPtMy72LT9nkeroPYundOKWl4kRxopVmFRfxSNeJETlVznkaiIiVeP%20BzJrQLPM/KZQHh8RuquWFxM0oaMMkiQ6KZyc8DhkerV/1Ma5q1EuDzAaB1MPymSQ5LHnXP8AzG0b%202h+ZP0Kr9pmXexX/AGeR6ug9im3Pixp+LJCKK18wZPxhW4iy+81pERXOwRV7n3a0jwUiK0WGZ+Wy%20wfCDIaVSTiNo3D6Qw97cn6FZ/aZl3sW37PI9XQexP5jaN7Q/Mn6FPtMy72Kf2eR6ug9imn4safHd%20GRRseWK74UxMW4cmKoJUzq1uKY/4VoOCk2u5YS/LZeJgCY3ql/MbRvaH5k/QrP7TMu9i3/Z5Hq6D%202J/MbRvaH5k/Qp9pmXexR+zyPV0HsU228WNPyZJhSmPhiH+LM7EmPdwc0aOVq4Ki92tJcFIClVjl%20/lssnxAxGhUv5jaN7Q/Mn6FZ/aZl3sW/7PI9XQexfBeJOj2Ce9k1Suaiq0bRFRzlTuJmY1u331qR%20wmZcoP5PIA83QV0rRxV07MYRZmaC5jsGYo4zXYbF2jauCoqbUVKtPg5CyqyyvyuWfN4elUP5jaN7%20Q/Mn6FU+0zLvYtv2eR6ug9i6d04paXiRHGilWYVF/FI14kROVXOeRqIiJV48HMmtAs8z8plAeHxG%206q5YXEzShowySJDopnJzwOGR6tX/AFMa5q1EuDzAaB1MPymSQ5LHnXP/ADG0b2h+ZP0Kr9pmXexX%20/Z5Hq6D2Kfd+KunIYxuhq6c57sHIiOC1uOxMVI1MVVV2IiVeHByNtFjm/lcseXxdC7oeJOj3iY98%201RPciK4bhFVWqvcVWsc3Z7y1U8JmXLQfk8gi3oK+/wCY2je0PzJ+hUfaZl3sVv2eR6ug9imn4saf%20HdGRRseWK74UxMW4cmKoJUzq1uKY/wCFaDgpNruWEvy2XiYAmN6pfzG0b2h+ZP0Kz+0zLvYt/wBn%20keroPYn8xtG9ofmT9Cn2mZd7E/Z5Hq6D2KaHixp990fFex44jfgzFxXHlwcokTOjXYLh/hWh4KTa%207lgPy2XiYg4b1S/mNo3tD8yfoVn9pmXexb/s8j1dB7E/mNo3tD8yfoU+0zLvYo/Z5Hq6D2KbbeLG%20n5MkwpTHwxD/ABZnYkx7uDmjRytXBUXu1pLgpAUqscv8tlk+IGI0Kl/MbRvaH5k/QrP7TMu9i3/Z%205Hq6D2LhmcTNKBjELHkulGanMA0ZGK5f9T2talWjweYTUMqT/KZIDgudhXDauKWmJcRDSirCIq7B%20q15UVvKjmvG1UVFqZcHMWVCjL/KZRHi8Juqu5/MbRvaH5k/Qqn2mZd7Fp+zyPV0HsXTunFLS8SI4%200UqzCov4pGvEiJyq5zyNRERKvHg5k1oFnmflMoDw+I3VViwaotl5tzZg3oBcVYUJHIjmvTBVT302%208tY5uUYSYrq4biI50MQVYZRkbmG9Ht5MWqip/dWS6F9URZP+k/8AAf3Ouv8AyPj61zf2fh6lWje1%20ly/YIP6aZWMv6Y2n2RWo852DrVaslolQQ9Ci871nO1pBvkOx6aCeHbpUWNGgmhw2Fjx1WUiTDEeo%20iCEsaGz5Bj1Rr3OVMr1REREmUjiNHBf+ECRLXmREY6SHcaVM6RBFT4t/hEX1VlI7LVotDuus3T8G%20ffQO9LN6wMUiSFoZSxnGVBPKNGs3RDBGN5WI1qZvwUwwS8tGgmMX2tUb1XSRaBIty9h0iuld+/Qr%209KAFbJcx2yWEmdyyIyTI5WK1WqMokJHJhtzIoysXFExxTFq0q/Lk/RbSwi1G5cuVqy5eG9zjxoMi%20y3ocDUEd1wdKuJYiyAG9LE38tGxt+Jw0Q7WPF8q7LlwdnxWkogjCPIY4dbCwv6rdDeI0saRJy8qn%20EJbhhbZh2FwC6553DyTHgWIWmLo20zrDDJbI0qTH6618Qw2MejxtLG+UzgGRr82COTa1UXCpzTjl%20ImkZhiB0NcRUC22xRAsBi8REsW2VXfUXLgNo2LpXHhNjDDbrNdVt1sLaQ2G8BIDrBZMGO5cm6IhA%20oE2QpWqRWvTn/BxRKuZvMk+UyEm1x6j4QRcKEWqImQAr4xi8WuVpa9w40CtCvQGMYNjWMTKxqI1r%20U5ERNiJVSXLlRGIAYWBftQpXRvVmg3iA+DNarhPVFRzVwc1ycjmrt2pV8vMMC4WOfkRzY4ZWLK8N%20tI6eHoWxGJCFJNKgRTlJIYwrsxAMcqNzJsamOxKuc+dKsyzjweUCSYgkl61Wm+zOm+yofi4ujVfr%20TvO9X+1yvTHcFmuJOktPE0LfSjhCjGiwJRxEjsYJ2YYHuRFVqbWrhtSpGfOtXdVlweUSCIgEF6UV%202Bo3TUKIyOlvAfJymkDGUjl91zlbUy4iZLuoy+CyoxbCDtDrsfZnTfZUPxcXRqv1p3ner/a5Xpju%20CyWsdD6dkX3TDmx+rIe4PCYcdGjY5jbfLMmLUTlzDRMU7lXjxMxpdZT4DKk9GcNSmkHqWsbpjTaI%20iJaoeCJhtANV76tqn1p3netPtcr0x3Bfv2Z032VD8XF0afWned6n7XK9MdwWSuWhdOE4iWl/V92I%20lvnnJFZg0KvAeE1vMRORUKuKJ9/G44md6xPAZRNlHBbRR+1a37M6b7Kh+Li6NU+tO871t9rlemO4%20IumNNqiotqh7dmwAk/wbT607zvT7XK9MdwWS0fobTse/ane6P1loLgwIRSMpGNa63xDbGqm1cSqm%20K9yry4mZ0ssocBlAijsGrtJ61rfszpvsqH4uLo1T607zvWv2uV6Y7gvg+lNNGC8TrXFaj0VquYEb%20HJj3WuaiKi1Iz5jSVWXCZRDYY7lmOHmi9PR7TLISM2WR1xuQkdKawuVoLgcTcqK3BMUZivv1aXET%20OltirDgcoFyMVltbAy1X2Z032VD8XF0ap9ad53rT7XK9MdwXXn6N01Mikjut4AZ0wQoBsGRq+61z%20W1aPETBd1TM4LKkGwgbAyg8NtI6eHoWxGJCFJNKgRTlJIYwrsxAMcqNzJsamOxKHPnSrMkeDygST%20EEkvWq032Z032VD8XF0ar9ad53q/2uV6Y7gsrxE0Xp6RaIhBxWxCNuNtFmitYLFp7gATsyI3BcEf%20inv1ePETGl9qznwOVKoGG2yloZaYGk9NBCwLbZFejERqOIEb3rh3XOciqq1U58ybSrR4PKAbDHcu%20T7M6b7Kh+Li6NR9ad53q32uV6Y7gslrHQ+nZF90w5sfqyHuDwmHHRo2OY23yzJi1E5cw0TFO5V48%20TMaXWU+AypPRnDUppB6lrG6Y02iIiWqHgiYbQDVe+rap9ad53rT7XK9MdwX79mdN9lQ/FxdGn1p3%20nep+1yvTHcFkrdoXTjOIt2esfOIdvgHZFfg4KPOea13MVORN0mCf+2FzxM2tWI4DKBso5LaKt2LW%20/ZnTfZUPxcXRqn1p3netvtcr0x3BF0xptUVFtUPbs2AEn+DafWned6fa5XpjuCyWj9Dadj37U73R%20+stBcGBCKRlIxrXW+IbY1U2riVUxXuVeXEzOlllDgMoEUdg1dpPWtb9mdN9lQ/FxdGqfWned61+1%20yvTHcF15+jdNTIpI7reAGdMEKAbBkavutc1tWjxEwXdUzOCypBsIGwMoPDbSOnh6FsRiQhSTSoEU%205SSGMK7MQDHKjcybGpjsShz50qzJHg8oEkxBJL1qtN9mdN9lQ/FxdGq/Wned6v8Aa5XpjuCzXEnS%20WniaFvpRwhRjRYEo4iR2ME7MMD3Iiq1NrVw2pUjPnWruqy4PKJBEQCC9KK7A0bpqFEZHS3gPk5TS%20BjKRy+65ytqZcRMl3UZfBZUYthB2h12PszpvsqH4uLo1X607zvV/tcr0x3BZLWOh9OyL7phzY/Vk%20PcHhMOOjRscxtvlmTFqJy5homKdyrx4mY0usp8BlSejOGpTSD1LWN0xptEREtUPBEw2gGq99W1T6%2007zvWn2uV6Y7gv37M6b7Kh+Li6NPrTvO9T9rlemO4LJXLQunCcRLS/q+7ES3zzkiswaFXgPCa3mI%20nIqFXFE+/jccTO9YngMomyjgtoo/atb9mdN9lQ/FxdGqfWned62+1yvTHcEXTGm1RUW1Q9uzYASf%204Np9ad53p9rlemO4LJaP0Np2PftTvdH6y0FwYEIpGUjGtdb4htjVTauJVTFe5V5cTM6WWUOAygRR%202DV2k9a1v2Z032VD8XF0ap9ad53rX7XK9MdwXwfSmmjBeJ1ritR6K1XMCNjkx7rXNRFRakZ8xpKr%20LhMohsMdyzHDzReno9plkJGbLI643ISOlNYXK0FwOJuVFbgmKMxX36tLiJnS2xVhwOUC5GKy2tgZ%20ar7M6b7Kh+Li6NU+tO871p9rlemO4LNcSdJaeJoW+lHCFGNFgSjiJHYwTswwPciKrU2tXDalSM+d%20au6rLg8okERAIL0orsDRumoURkdLeA+TlNIGMpHL7rnK2plxEyXdRl8FlRi2EHaHXY+zOm+yofi4%20ujVfrTvO9X+1yvTHcFleImi9PSLREIOK2IRtxtos0VrBYtPcACdmRG4Lgj8U9+rx4iY0vtWc+Byp%20VAw22UtDLTA0npoIWBbbIr0YiNRxAje9cO65zkVVWqnPmTaVaPB5QDYY7lyfZnTfZUPxcXRqPrTv%20O9W+1yvTHcFkrloXThOIlpf1fdiJb55yRWYNCrwHhNbzETkVCriiffxuOJnesTwGUTZRwW0UftWt%20+zOm+yofi4ujVPrTvO9bfa5XpjuCfZnTfZUPxcXRp9ad53p9rlemO4LJW7QunGcRbs9Y+cQ7fAOy%20K/BwUec81ruYqcibpME/9sLniZtasRwGUDZRyW0VbsWt+zOm+yofi4ujVPrTvO9bfa5XpjuCLpjT%20aoqLaoe3ZsAJP8G0+tO870+1yvTHcFktH6G07Hv2p3uj9ZaC4MCEUjKRjWut8Q2xqptXEqpivcq8%20uJmdLLKHAZQIo7Bq7Seta37M6b7Kh+Li6NU+tO871r9rlemO4Lrz9G6amRSR3W8AM6YIUA2DI1fd%20a5ratHiJgu6pmcFlSDYQNgZQeG2kdPD0LYjEhCkmlQIpykkMYV2YgGOVG5k2NTHYlDnzpVmSPB5Q%20JJiCSXrVab7M6b7Kh+Li6NV+tO871f7XK9MdwWa4k6S08TQt9KOEKMaLAlHESOxgnZhge5EVWpta%20uG1KkZ861d1WXB5RIIiAQXpRamyWWBZoDIUJqoJqq5znLi5zl5XOVETbsquZmGZcq+RkRyo4Y2Lv%20VRbJRFk/6T/wH9zrr/yPj61zf2fh6lWje1ly/YIP6aZWMv6Y2n2RWo852DrVaslolEXnutQXWVq0%20Qtzc7vahQGu9EWG6MtksMh5nJ1iQnW7a8giMZkH8qqI5rubtxSsRWROpjoF4Os0Oml3vWlYOfn8r%20Nsq9R5hbo0uhomoIml4QL+RxLkzeZt4RDFYJSOUAymaiIUowqxhHpjmcirivKuktF7B7iWqRZQnU%20NgsWcbTc9Htblt2m1XaqrJREoiURKIlESiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJn0RX6IlEUD%20U301pP1qX6qnURX6IlEUCb7fWb1VdPKbdRFfoiURQNM/TWrPWovqqDRFfoiURQND/Qsn1rePrWTR%20FfoiURQOHvsDpr1VB8mZRFfoiga4+hY3rWz/AFrGoiv0RKIoGpvprSfrUv1VOoiv0RKIoEL2+vPq%20q1+U3GiK/REoigaZ+mtWetRfVUGiK/REoigcPfYHTXqqD5MyiK/RFA4hewOpfVU7yZ9EV+iJRFA1%20N9NaT9al+qp1EV+iJRFAm+31m9VXTym3URX6IlEUDTP01qz1qL6qg0RX6IlEUDQ/0LJ9a3j61k0R%20X6IoHEL2B1L6qneTPoiv0RKIoGuPoWN61s/1rGoiv0RKIoE32+s3qq6eU26iK/REoigQvb68+qrX%205TcaIr9ESiKBpn6a1Z61F9VQaIr9ESiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJn0RX6IlESiLJ/%200n/gP7nXX/kfH1rm/s/D1KtG9rLl+wQf00ysZf0xtPsitR5zsHWq1ZLRKIvL9Qqe6azk9Y0Nqd74%20kQYg3a2XdlvGce+LzUaG5wxubszpmdvOdzmNTLjXLFCbCW9nU5scVNXVp6Bbb/689dbWUerbbRop%20YtPRxyoEq2Fa82EKfNdcpLWb127Usp5JCuc5mDsu8cjccqKqJWktGwezlXSsxaeX+i7l8vEWzWmT%20c5SOcGMzNuxoriEcq4MGNqbXPe9Ua1E5VWssyeGJNvLlXRaVpCLnlZpWU/mNc5dj07Js1lZNvWob%20c66jthpe4EGOMQyFzSECVVdnOMbPk+cq7cqIq1pnj6cpC2MKk+xhpJq1QKGtjxCorTxYeetuqmh9%20G1c03iGeRb7GXTNsS7T79CJc4sSRI6m1kUIxvepCIOQqPzHGNrUZtcu1URFWozRglIGsYByRdoa8%20mpFlAXNjxAOBi8JMsOyVXfUGLkPo2rpXHiy1IIblZrUtxtwrUC/XchDpHJGgSFdl3Y0GbfHRoiuU%20auYnM+HiqVcwaZB8okIvrl1BwSbiGBsSIkQKeM4vDrjaHvcsNBrULfsewjGvYuZjkRzXJyKi7UWq%20kMWKiMgQ4sK/ahSlEUDh77A6a9VQfJmURX6IoHEL2B1L6qneTPoiv0RKIoGpvprSfrUv1VOoiv0R%20KIoE32+s3qq6eU26iK/REoigaZ+mtWetRfVUGiK/REoigaH+hZPrW8fWsmiK/REoigcPfYHTXqqD%205MyiK/RFA1x9CxvWtn+tY1EV+iJRFA1N9NaT9al+qp1EV+iJRFAhe3159VWvym40RX6IuCfMFCgy%20ZpUVRRRPMRG7XK0bVcuCe7glWjHEQL1EpMHXlvDTiQS7awvMGRDQSXaZ1gDmOV2RwoIGZXY8qKMH%20L7v3dnZncHgiSD5T1DtXLlcTikARaO1es1wrrSiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJn0RX6%20IlEUDU301pP1qX6qnURX6IlEUCb7fWb1VdPKbdRFfoiURQNM/TWrPWovqqDRFfoiURQND/Qsn1re%20PrWTRFfoigcQvYHUvqqd5M+iK/REoiga4+hY3rWz/WsaiK/REoigTfb6zeqrp5TbqIr9ESiKBC9v%20rz6qtflNxoiv0RKIoGmfprVnrUX1VBoiv0RKIoHD32B016qg+TMoiv0RQOIXsDqX1VO8mfRFfoiU%20RKIsn/Sf+A/uddf+R8fWub+z8PUq0b2suX7BB/TTKxl/TG0+yK1HnOwdarVktEXkWqzFCi8NuYdN%20yHBFqe4aItcmGNIsaFqLTKwzCCNV+Tj9bubGkCxyqiPArhKuOVy1NDV3PTzi0anV5u5FWc67ba2E%2036b16Fw7utldbA2izNiyYkRpHrcbLbn2+yrnIrkbFVzzCKq5lzKApERyOzK1VRK0k5rXRbb/AKXa%20GsJWQYHRzdfJ9VCu3rPTuobu63ktNxiQ0gPIZ8abDfMGYqsyCd8nJhq1RZnKmKqmKouGLUrnzIkg%206fCQ23Xe3h2E3rWJFmsdFfax5ljbLp3XunLHo24PtiXq62izntE21w3AivEhxx3iXPIkKJ+6fEQZ%20XNJtzZmt/BrfiTjlMD+5G3Q4JalrESN5prpWIcV0ZhlzHE/PVw7U129wel9TaWg6RlW23Ov8uyWc%209mmw4xQBcrzsARpmOkvAxRtNEyu52bK7FEXDCozzjMxGycQATow0D6iJF2dmsqkTiAMqHHjPxYnA%201hw1gt2KRJ0Dq6z2N9jt8BLr6a0zE07LmDMEYociPvRvOVpniI8KsmPcm6a9/Mwy86rzIlIj3ccZ%20PqDAja0Q2hzVmdTHNIMcwjxDGcOuRxAPc7gnYQCvXo4UBHEFFxQTGsRV5VRqYVWcsRJvWWXDDEC4%20L6Ixzm4NerF+M3DH/wCyLVVdce4L85J3h9CiKBw+ARdBaaVJBGotqhYIiDwT9XZ7raIr+4L85J3h%209CiKBxBARNBalVZBHIlqm4oqDwX9Xf7jaIr+4L85J3h9CiJuC/OSd4fQoiyGtLzardf9Khm3PclS%204vK5r8mLBut8sSPXBmxFe9G4r/6bNIZUpWBUlmRjaVr0ARURUkkVF5FwH0KzV03BfnJO8PoURQJo%20Cfb2zp1gmPoq6bcB4/7i3/5aIr+4L85J3h9CiJuC/OSd4fQoigaaARbzqv8AWCJhdRYrgPb/ANLg%20/wCWiK/uC/OSd4fQoibgvzkneH0KIoGiAEWzScJBE/6rd9iIPuXST7raIr+4L85J3h9CiJuC/OSd%204fQoigcPgEXQWmlSQRqLaoWCIg8E/V2e62iK/uC/OSd4fQoiga3ARLNGxkEX/qto2Kg+7dI3uNoi%20v7gvzkneH0KIm4L85J3h9CiKBqUBEvOlP1gi43UuC4D2f9Lnf5aIr+4L85J3h9CiJuC/OSd4fQoi%20gQgE+3t4TrBMfRVr24Dx/wBxcP8ALRFfUBETFZJEROVcB9CiLzW/Xm66xuz9M6dkvW1j+lbkuXIr%20ccFa1Wtbi3ucvOX/AC7a9PKyo5MfqT82gLgzMw5pwRs0lQj6PPpqbeb7px5FLYrkMZhvXMrwOtsQ%20j3Ls+MV+b3l96mRxH1CYT972qc7JwASj7q9XsF0j3u0x7lDlEUR24q1UHmY9NjmO5nK1a4M3LMJG%20JXXlzEw4VDcF+ck7w+hWauoHD4BF0FppUkEai2qFgiIPBP1dnutoiv7gvzkneH0KIoHEEBE0FqVV%20kEciWqbiioPBf1d/uNoiv7gvzkneH0KIm4L85J3h9CiKBqUBEvOlP1gi43UuC4D2f9Lnf5aIr+4L%2085J3h9CiJuC/OSd4fQoigTQE+3tnTrBMfRV024Dx/wBxb/8ALRFf3BfnJO8PoURNwX5yTvD6FEUD%20TQCLedV/rBEwuosVwHt/6XB/y0RX9wX5yTvD6FETcF+ck7w+hRFA0QAi2aThIIn/AFW77EQfcukn%203W0RX9wX5yTvD6FEUDiCAiaC1KqyCORLVNxRUHgv6u/3G0RX9wX5yTvD6FETcF+ck7w+hRFA1uAi%20WaNjIIv/AFW0bFQfdukb3G0RX9wX5yTvD6FETcF+ck7w+hRFAmgJ9vbOnWCY+irptwHj/uLf/loi%20v7gvzkneH0KIm4L85J3h9CiKBCAT7e3hOsEx9FWvbgPH/cXD/LRFf3BfnJO8PoURNwX5yTvD6FEU%20DTQCLedV/rBEwuosVwHt/wClwf8ALRFf3BfnJO8PoURNwX5yTvD6FEUDh8Ai6C00qSCNRbVCwREH%20gn6uz3W0RX9wX5yTvD6FEUDiCAiaC1KqyCORLVNxRUHgv6u/3G0RX9wX5yTvD6FEXINjmtwc9Xr8%20Z2GP/wBUSiL6oiyf9J/4D+511/5Hx9a5v7Pw9SrRvay5fsEH9NMrGX9MbT7IrUec7B1qtWS0SiKT%20fNX6TsDgsv16gWl8hHLHbOlBjKRGYZlYhXMzYYpjhUOHZSxZ127Vd7Vd4I7hapoLhANjuZcUrDBf%20lcrXZSDVzVwciouC8tWMSLVUEFduoUpREoiURKIlESiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJn%200RX6Ip99v1ssduJPuJd2FmxrU2ve7uMY3uuWtMrKlMsFTMzBAOV4bqOwam1heIWoWRWRRXSY4MAB%20XqjnoKAciZcU5FYBduxFcvuba9T6sMnDB3wmu49q8/6c8zFJrR2L1HhvqqNcrSK0Gasa7WobY8iK%20TFHK0SIPOmO3uc73F/srj4zIMZYhWMl1cNmiUcOkLY1xrpUCb7fWb1VdPKbdRFfoiURQNM/TWrPW%20ovqqDRFfoiURQND/AELJ9a3j61k0RX6IlEUDh77A6a9VQfJmURX6IoGuPoWN61s/1rGoiv0RKIoG%20pvprSfrUv1VOoiv0RKIoEL2+vPqq1+U3GiLLao1HctU3R2lNMPwAnNutyb8BrORzWuT8HuL8bkTZ%20jXpZGTHKj9TM5guHNzDmHBDnK2mm9OW3T9sHAgswa3aUq4ZyP7r3r7v+FcWdnSzJOV1ZeWIBgulp%20xjX3fVzHojmOug0c1UxRUW1QcUVKyWiyMVz+H2r1iEVU0tenZgvX4IC8m1f8uOC/5cF7lenL/wD0%20Zb+/HpXAP+mbe5Jen15i71A4e+wOmvVUHyZlEV+iKBxC9gdS+qp3kz6Ir9ESiKBqb6a0n61L9VTq%20Ir9ESiKBN9vrN6qunlNuoiv0RKIoGmfprVnrUX1VBoiv0RKIoGh/oWT61vH1rJoiv0RQOIXsDqX1%20VO8mfRFfoiURQNcfQsb1rZ/rWNRFfoiURQJvt9ZvVV08pt1EV+iJRFAhe3159VWvym40RX6IlEUD%20TP01qz1qL6qg0RX6IlEUDh77A6a9VQfJmURX6IoHEL2B1L6qneTPoiv0RKIlEWT/AKT/AMB/c66/%208j4+tc39n4epVo3tZcv2CD+mmVjL+mNp9kVqPOdg61WrJaJRF5xrSSe0a4HdbbeQxblLtjYprYlj%20uF9O4ADvew7m284yCY1xlaiq1GqqrtcuGWsCxkBpwnZQgV19VPee0qiOrFzvhemphvroWx0nc33T%20T8Se+4Rro47XO67CASKF3OVMqAKWQQbmYZXtc/FHIuKJyJpIDR284Nx0alnEu/LfrXau15tFngvn%203edHt0EatQkuWVgBNVy5Wo4hFa1MVXBNtUJAVwCuvM1XpeFaQ3mZeIMa0ScnV7iaSEcYm8TFmQzn%20Ix2ZNqYLtqxBEhH3jo0qBUONC5rvfrFZYaTbxcYtthOcg2yZhhgEr3Yq1qPI5rcVw2JjUaQNJQVD%20ixflxv8AYbYaGG43KLCNcCIGAKQYYnHIqoiMC17mqR2Lk2NxXbQVOEW3KH8OL3b9C79FKURKIoHD%2032B016qg+TMoiv0RQOIXsDqX1VO8mfRFz6o1VatOW5Zc5+L3YpHjtVN4Vydxqe57q9ytsjIlmFgs%20s3NEA5WNsWl7tq24j1Hqxqtht51ttG1GIxdqK9q/g/d2u7uzZXZm58coYMu3SVzZeVLMOKdmgLVa%20ka1t40k1qIjUupERE2IiJap1eau5R9daNmFks1Lp1VBf4fPc1mzftamGGHddhs/zJs9yu7heIAGC%20fkPQuTPyS+OPmCraK1lD1Lbs6IgbiDBs2IvKx3Jmbjtyr3O9WXE8Ocs6tC0yM4TGtfc32+s3qq6e%20U26uZbq/RFM1FqG3WK2GmzCsYrGOUAXORrivRMUYxOVVVe9WuTlHMkwWeZmCAcryTh1xQmu1bdB3%20kgRwrrLQpSqm7aErYgRs2/FVoms2/dx5a7s3ghhlhtieoLky+KLjFYR1le3Nc1zUc1UVqpiiptRU%20WvMXelEUDQ/0LJ9a3j61k0RX6IlEUDh77A6a9VQfJmURX6IoGuPoWN61s/1rGoiv0RKIoGpvprSf%20rUv1VOoiv0RTLpqfT1qRfSFwBHcnKNz0Un9jExf/AHVrDJnOwFZzzYxtK8XuHEG76h1jPgWlGwQ3%20gUC3MMuZSbph5KNVVT4OfrC5sE5NlejlcJHLJMq4Yv7excWZxEpgCNMRb2dq9j0tpe26ctbIMJuL%20lwdIkKnPK/Da53/oncrz8/PlmScrsysoQDBWKxWqgaZ+mtWetRfVUGiLs6o07D1BZj22TszpmAXD%20FRlT4L0/9ferXIzjlyxBZ5uWJxYrN8N9RTMT6VvXMvFq5g1cu0oW8mC93KmH3W4L7tdPGZIpmR8s%20lhw2YfJLzBW+HvsDpr1VB8mZXCutX6IoHEL2B1L6qneTPoiv0RKIoGpvprSfrUv1VOoiv0RT7nqC%20x2tFW4TwRlTbkI9qPX7jccy/2JWkMqUrASqSzIxtK8pu3F+M3iFAkxYyHtUWLLi73ahCMOWK55Go%20uGGChTKi8vvY7O2P480BPiIJ9nauU8YKkCjjrXs1ecu1KIoGmfprVnrUX1VBoiv0RKIoGh/oWT61%20vH1rJoiv0RQOIXsDqX1VO8mfRFfoiURQNcfQsb1rZ/rWNRFfoiURQJvt9ZvVV08pt1EV+iJRFAhe%203159VWvym40RX6IlEUDTP01qz1qL6qg0RX6IlEUDh77A6a9VQfJmURX6IoHEL2B1L6qneTPoiv0R%20KIlEWT/pP/Af3Ouv/I+PrXN/Z+HqVaN7WXL9gg/pplYy/pjafZFajznYOtVqyWiVBKLz/VUS8Gu0%20W82q06jhXQ0JgJci0lsK/JIRz2RpA7mcoleJznOR4mr8JUzryUAYlrC2w679Wh9bBWNg1Et0dEmG%20umir6TRNtFbtNRYo4Mu3qilIUFxIA0txSlcQpTPjEOFXme5SLkfhzuRvIl5NQCwAAW0AFla05ErM%20O5JtJ3rs3tsB/VRkLCDdnEf6DJNG02WWgX84QleJ73NHnVyDe12TNtRMapV6Wt0Ufms6Fdw1fLTu%207l5TpMUQV2sYb00fVhD1YySUqI2MWYlwH1gwmKiNYwgt85rNuVmZMzsFctM3D9GX/wDCDPbh97pw%20PZ7tBQK0hLHTzfWG/AcPOA4NtQXLrs6Y3O44c+nsvU/srO/3WGTebqHjjm/C6rvOX8HN79a8a3/d%20i82Dtx/8sL8yrFmj9Oz6xwtc08Dc1mpZyNl+w919L/7n+X1u9Hb/APGY/rX4vHbm33V8e7myd3Ct%20c58cvX9bLfb4cP8AzxtrdWy/p44WfS/7dmDFF/hwNqZe/RN91QO+x327bvMeXNgmP99UzGxFrHWG%20S+APawX2RSI35NqOd7jlVqd9EdVFouPPM/JD8I7oURQOHzpf2C01lGNW+ioWCqRUXDq7O5kWiK/n%20mfkh+Ed0KIvMeNGuyQdPTrJDcB8qZGkCm5H71whOGrVaqZWo1z839if2LXZkcNihKRsAoubNz2kI%20i0lfPD+yTNUSX6rv69fMMiihhNzBJkRFzo1Gq1WorsERNmOPdro4vN+kPpwpesOGy/qeOVV6hnmf%20kh+Ed0K8tegoGpXS/TOlMRjx9Klw+UXl9Fzv8lEV/PM/JD8I7oURYHWOlrxAuX2u04NobgDF06KN%20yuQ7PwlyZW4qqfCTu8qc7l9Dhs8SH052aNS48/KIOOFq/LTrm23vVFlnsICM9trujJADGRijdv4D%20lRVVqdxiq1e6iL7i1z53DShJmdbZWfGcXX1c+Js6dLdadIwfSM5diy0zOAzuKvOazH/U5Ub92ujL%204MRGLMOELGfFEnDAOUtPDSWeb6V1Ydt4nrgqAcRyBZ3cqpk52HuJg33lqMzjWGHLGEJDhXOKZcr7%20gaNsdzmasiHtUVrPSY2seLATx/8ATIbvk3NHinOervcxVdlc8OInEuCt55EJBiFMSPrfh/iQCLet%20Noqq4GKq8Le9iz7qIrfdRK7cWVxFvhmuVszJs8UFtNNawgaii763OEpGpiWM8itKP/U3Jye+myuH%20OyJZZYrqys6MxRcOiHS/Q0nAY1T0rd+Uipt9KScfwKxWqv55n5IfhHdCiJnmfkh+Ed0KIoHD50v7%20BaayjGrfRULBVIqLh1dncyLRFfzzPyQ/CO6FEUDW7pfoaNiMaJ6VtHIRV2+lI2H4FEV/PM/JD8I7%20oURM8z8kPwjuhRF4pxY1RqgGubXDimUCQjsJCFHXOqlJGKiudsxVy53NwVOT7u31OGyYGESRaS+4%20rgz82YkQNA6wtKmi+I97Ewt7vyxhFajnwwK5ioip8B6DaxmKf/lVTxOTDyRfWVIyMyfmkyp2vhPp%20qDg4sNJ5U255J3qmP+hg2N76LWU+PzJaW2LSHBwGtfNn0tZ4fEW6SYtrjBMG3W8okY9yMY8pprHu%20Y3LlRXNE1NjdmHvrXPLPmQxK2GTEFwFtc8z8kPwjuhWS0TPM/JD8I7oURQNNOl+mdV4DHj6VFj8o%20vL6Lg/5KIr+eZ+SH4R3Qoi864rxTW5bfqqKjY10iHYFCDcrt41Uc5EemVvJlVPfRcK9HgJYnyz5S%20Fw8YMLTFoXPwZ1Ye86RhwEjMYW0RIkdz86o17N1lG74LtuA1zVzZ+RgET6gujKzcRIuK32eZ+SH4%20R3QrnWygcQXS/sFqXMMaN9FTcVQiquHV39zIlEV/PM/JD8I7oURM8z8kPwjuhRF4jxT1dqNuubdC%20gyN0luktWKKMuf5d8UiOV2znO+UVmVU5NndWvU4fIhgiZC0n2FefnZ0sUgDYOsLUpo/iZehMJeL/%20ANUEVqOdEArmORFTHI9BtG3FP/yqp4jJh5IvtVhk5s/NJl3rZwj05EVHyYy3AvKrpEh+GP8ApGNn%209+NZT/IZhsotI8HAW1UHXugY577AbZoIYU4dsnyRtjKqIR0Y8JGplRrUzYFdgvKq8q1PD8URMYy4%20s3qM7hwYnCGPYtrofVR9Q2IUpGDWUH5GY1Xq1UK1NrsqMXBHcqVjxWT9ObaNC1yM3HF9K0GeZ+SH%204R3QrnWygaadL9M6rwGPH0qLH5ReX0XB/wAlEV/PM/JD8I7oURM8z8kPwjuhRFA0Q6X6Gk4DGqel%20bvykVNvpSTj+BRFfzzPyQ/CO6FEUDiC6X9gtS5hjRvoqbiqEVVw6u/uZEoiv55n5IfhHdCiJnmfk%20h+Ed0KIoGt3S/Q0bEY0T0raOQirt9KRsPwKIr+eZ+SH4R3QoiZ5n5IfhHdCiKBNdL+3tn+THm9FX%20TBN4uGHWLfjtyURX88z8kPwjuhREzzPyQ/CO6FEUCE6X9vbx8mPN6KteKbxcMOsXDDbkoiv55n5I%20fhHdCiJnmfkh+Ed0KIoGmnS/TOq8Bjx9Kix+UXl9Fwf8lEV/PM/JD8I7oURM8z8kPwjuhRFA4fOl%20/YLTWUY1b6KhYKpFRcOrs7mRaIr+eZ+SH4R3QoigcQXS/sFqXMMaN9FTcVQiquHV39zIlEV/PM/J%20D8I7oURcg1IrflGo13uNVXJ31RtEX1RFk/6T/wAB/c66/wDI+PrXN/Z+HqVaN7WXL9gg/pplYy/p%20jafZFajznYOtVqyWiUReS6h0iN3EaUyyxZ8u5y7cOVLfL1Nd7VHQaSSo1sbqrZRH5XvXOzmjGisy%20tRXLVcoUkBYDHbUHopaau40K2YfK9pxdGDtFnPoXoGjbM6zaejwHwhQCMeYhIwZki4tzmK4rnrLl%20MCcrnuernK9uOK93lrSRdtQAusCzAqTeu9d7LZrzCdBvECPcoL1Rz4ssTDiVzVxaqsIjm4ovJsqh%20AKuCQuvO0ppa4WuPaJ9ngy7VEydVt54wSRxbtqsZuxParGZWrg3BNiVYyJli96/SojQMLCuW86es%20F7iMh3q2xbnDG9CMjTADkDa9qKiPRhGuajkRypjUC0S0jSgoGFi/Ljp3T9zkQ5NytkSbItz97bzS%20QDK+OTFFzhc9rlG7FjVxbhyJQFi4tRvDh927QqFESiJRFkNL360WXhrpuVc5LI4vRULKjtrnL1Zm%20xjU5zl+5WmXlSmWiFSeZGIcqCTUGtNbvdH08J1osaqrSXMuwj05FRqp3feZ/a6u8ZWVkVn4pXLj+%20pmZtI0jeua+8O9OWLh7qR7QJMnei5j3TZDUe/O0D3IrEXFGYOTFMNvv1zZ3FznqFy3yuGjDWV6IC%20OCOFgI42hCNMoxDajWtRO4jUwRK5iSS5W4AFi+6hSoGpvprSfrUv1VOoiv0RKIvCdTcML1J4lMjx%20kG2HcmTJYzorWtGJDA3iKzFFxYpWpgnLj93D1cvjYgRJtESPYvOnwsiSBYSOte02iy2qzxGxLbGZ%20GAnKjE2uX3XOXa5ffWvNzMyUy8i67oQEQwXdqiuoGmfprVnrUX1VBoiv0Reea50AEITah02hIV5j%20fK7qLzWl2pnVGpyOy4rzeX3Ntehw3FE+CdYm9cWfw7eKNJLF8MtRcTCQJrLNGbdAJKkEKstUwYQk%20gj35XuIHa9zszkxX3a1nk5DeI4ays2lZwzM1/DWg9i2nprjV2BA/+bPOqy+nw3qPLmWmPP8ASOXO%20p2odRcYQWeSWTa48GOjflZcVWvKNuO1W4HLh765dnvVrlZPDGQYk7f8ARUzMzPEahuW1ffAO/wBx%20n6aW3zDIUVvDFbExVM7RuGqZP9LciZa5uKyoxjAjSFvkZhMpA6CvUa410qBrj6FjetbP9axqIr9E%20XQvt5i2a0ybnKX5KMxXZccFc7kaxPfc7BK0ysszkIjSqZkxGJJXmelbPLJdtParue25Xm7mcPH8E%20HoycqYe4jlRMP8qJXXxuYKZcbI+1c/CwNZm2S9brgXWlEUCF7fXn1Va/KbjRFfoiURQNM/TWrPWo%20vqqDRFfoi61ytkC5wiQp4WyIpkwIN2O37ipgqKnupVoTMS4tVZREgxXj1igXHRdh07qu0tee0zrb%20CW8w8VXBzwMVXpjyYucqov4K7ORcK9DJlHOh9OXmFhXHmxOVLHGw2r2C13OFdIAZ8IiFjHbmG9P7%200VO4qLsVK4JwMSxtXZCQkHClcQvYHUvqqd5M+qKyv0RZXX+sPQFuaCGm9vM75KCBEzORXLl3it97%20HYndX+2urheH+pJz5RaufiM7AGHmKz1k0f6Ak6VkTF3t5n3YpZxnLmcira5y7vN7yrzl7q/2VPF8%20R9STDyixOHycAc+Yr0uuRdCURQJvt9ZvVV08pt1EWSuCfYfXjLizmafvy5JaJsYI2OKu97BVzfcV%20yJyV6cP+/Kw+/FcEv+rMf3ZL0xFRUxTkrzF3qBpn6a1Z61F9VQaIr9ESiKBof6Fk+tbx9ayaIr9E%20UDiF7A6l9VTvJn0RX6IlEUDXH0LG9a2f61jURX6IlEUCb7fWb1VdPKbdRFfoiURQIXt9efVVr8pu%20NEV+iJRFA0z9Nas9ai+qoNEV+iJRFA4e+wOmvVUHyZlEV+iKBxC9gdS+qp3kz6Ir9ESiJRFk/wCk%20/wDAf3Ouv/I+PrXN/Z+HqVaN7WXL9gg/pplYy/pjafZFajznYOtVqyWiUReR8UG6cDrePMvrdJXE%20C21oRW3VdzHEeJ+/e7fxgFiTGtR6c17+V+VqbMnOpBgZWOcO2gNOl+nTS8nMY3DFzvh9jdK3mgSW%20oulYT7VGtMSAu83ILAdkq3N+Vdm3JhhjNdi7FXYDTB2KbeWtsx3q9gt5WXLKLVWgqislESiJREoi%20URZLihEv0vShQ2ZCPKpG9aEHHePBg5HNaibV52XFE5Uxrq4OUBmDFYseIEjA4bV5FonhtrK82G3X%20COoYwGBEsVJ+bB7VYj0cwajK1WLjjtTBffrTiOKlGEY5RALVPMtOBycnHKWeJSD+EdtRzL0Ien+N%20g2NGO/25g2IjWsaNiIiJyIiJEryTHNv5bl7X1uB9EuXxLL8S7LxbbpGc+7XIVwtzBvfJDCRGuRrW%20OVXkRoQq5icq7VROVeTGqmOY4cuHV453CYZYI4ZYSz7Npqq2mrFxobZYzY11DAjo3AUWa1HHY3HY%20jswCuT3kV2yohHNa1acRn8FjLxMjeLPaFT9B8cP+Q2/wbPNathzbxy5lh9bgfRLl8SwmvrHxS9P2%20JLkclxkvOrLeeFig2kQJXKiZGBRr0a1XKqt+CnLgmyko5lXrTrC6crO4Vo4RhGKr/wAstq3TLJxw%20yN/8ggN2JzVYxVT3lXqq1fDm3jlzLnOdwPoly+JfvoPjh/yG3+DZ5rTDm3jlzKPrcD6JcviWDvFk%204p/zHt6HMU95UJXRZ4sUjoNjwo5yKjWsaxquTOmXu7U522hjmc7jrXVHO4VgwaGGTjTbHpuW89B8%20cP8AkNv8GzzWr4c28cuZcv1uB9EuXxL8dZOOGVf/ACCAuzkRjMV+5+qpTDm3jlzJ9bgfRLl8Swug%207HxS+0N8S3HJb5bD5LhIm4uG4m5E5EXOwyPerXI5FRF2LjjgtUjHMo13WV1ZudwrSxDEMVG/ljsW%2079B8cP8AkNv8GzzWr4c28cuZcv1uB9EuXxLguFj439ROi3yIZFG5FEBGsK5MORjurjwd7i5k+7UG%20Oa1qvl53A4h4JDb/APksjwxsnFRYM1bNK9Fx+tSGl683mvKw5GvyNeIy5muRUeqIm3Yu1KiMcx6U%20s9i0zc7hW8YxHFKy7EdYW19B8cP+Q2/wbPNathzbxy5lh9bgfRLl8Sm6jsXGl1lktkXYE4Ct+Viw%20mo07247UblAJy++iO2ps21Wcc1rVtw+fwWMNExN5s9pWD0tbdcae0vD1VBzwo5AjE0itRzlERjVa%209w3tc3duXDKq+9h3K9jhJHNhLKlQ+6eXJl4XGjKyszLzYjEMIxjm9vWvR4ELjNcIQJsTUluLGkMQ%20gnoxm1F//wCXl92vLnlZ0SxIflqXrR4jgSHEJcviWS4nWTiolvhLeZfpSN1oDRpBbzWlecbR52ME%20FVc5yojFwXbsTatZyjmaa2+xdGVncK3gGE4o2/zDWeday3WPjf1CPlvkQDUG3AMhrXlamGxHu6uT%20F3u85akRzWtWeZncFiPgJ2Wf+Szlxh8RdS3sulJl1jznw/ljPYiMjDc1v4bxhY5VTNlwyrtr1+Fj%20PJyjmSPjl5V4nGZnD52dGEImOXHzXnpU3XOn+J4r3YBTivnF326thYCK0LHtCV2VqMYFGORrVXHL%208FOXBNnjTjmEl6nvX0OTncK0cAwjFUG7DLbRbxlk44ZG/wDkEBuxOarGKqe8q9VWr4c28cuZc5zu%20B9EuXxL99B8cP+Q2/wAGzzWmHNvHLmUfW4H0S5fEsHarJxT/AJkT0CYorygROk3AuKx1E95ka5VV%20rmKN2Vcjcvc2Js2UEcznc9S6pZ3CsXHgwxYabZdN63noPjh/yG3+DZ5rV8ObeOXMuX63A+iXL4l+%20OsnHDKv/AJBAXZyIxmK/c/VUphzbxy5k+twPoly+JYXQdj4pfaG+Jbjkt8th8lwkTcXDcTciciLn%20YZHvVrkcioi7FxxwWqRjmUa7rK6s3O4VpYhiGKjfyx2Ld+g+OH/Ibf4NnmtXw5t45cy5frcD6Jcv%20iU3Udi40usslsi7AnAVvysWE1Gne3HajcoBOX30R21Nm2qzjmtatuHz+CxhomJvNntKicOtP8VJW%20jIo7fODCtEgLd3GntR+8G8abWNeEyoNycnIi8tWiMwEmJaqpPN4TDETjilhDts01C/JcLiJw/EII%207iKPCnETNIE3fgYTkXMhBK5q5dvNbtT3cK9kiXE5doGbHpXgwnk8PnkmJlkS3jceQX1xFtfFUmi5%20cm4XQN0tChcUrYCInye7V28fkCHMNE2rtVO779eNKGYCMV696GfwhjLBHDLCWfZoqV2o6cWLFpJl%20wNeA26ABuAoktrXydq81iI8BHYr3Gq7YnuJVuHyM6ZEQU43iuCjImUTI6rD0hflm0pxLvx4+rWTo%20wpr0/VzTETPkRMrXNEgSDai/g7Pf9+vT43MMIjKyzZaV4n4/6MpnNzokv5QNHS6j6+sfFL0/YkuR%20yXGS86st54WKDaRAlcqJkYFGvRrVcqq34KcuCbPHlHMq9adYX0OVncK0cIwjFV/5ZbVumWTjhkb/%20AOQQG7E5qsYqp7yr1Vavhzbxy5lznO4H0S5fEv30Hxw/5Db/AAbPNaYc28cuZR9bgfRLl8Swd4sn%20FP8AmPb0OYp7yoSuizxYpHQbHhRzkVGtY1jVcmdMvd2pzttDHM53HWuqOdwrBg0MMnGm2PTctfeN%20E8W7zCWFc7zbpMVXI9Rq1GrmbyKjmRmuRfuLXVw+Zm5cxJxy5l53FHgszLMRGQloNx/3KXpiXxVu%20DpVot96BFNaEQL4cpg96jWcxMrtwTMiYYYq6un8hkTEscD4JLl/GcTw2DBmwOOPs3qLoOx8UvtDf%20EtxyW+Ww+S4SJuLhuJuRORFzsMj3q1yORURdi444LXmRjmUa7rK9vNzuFaWIYhio38sdi3foPjh/%20yG3+DZ5rV8ObeOXMuX63A+iXL4l1btaeNIbZLMfUEJwBie4qDyCfkRq5sr1jjyrh3cyfdpgzTQFW%20hn8CCDgI22f+SxfCeNxDmRLg3Tl0DDEyQR0hslzXor3Gftaxwzqir3VwTGpORnR1d1CpPF8HKPiG%20MvKy4kkXaFvvQfHD/kNv8GzzWow5t45cyp9bgfRLl8Sy3Euy8W26RnPu1yFcLcwb3yQwkRrka1jl%20V5EaEKuYnKu1UTlXkxqDHMcOXDq8c7hMMsEcMsJZ9m01VbTVi40NssZsa6hgR0bgKLNajjsbjsR2%20YBXJ7yK7ZUQjmtatOIz+Cxl4mRvFntCp+g+OH/Ibf4NnmtWw5t45cyw+twPoly+JYvidZOKiW+Et%205l+lI3WgNGkFvNaV5xtHnYwQVVznKiMXBduxNq1WUczTW32LfKzuFbwDCcUbf5hrPOtZbrHxv6hH%20y3yIBqDbgGQ1rytTDYj3dXJi73ectSI5rWrPMzuCxHwE7LP/ACXY9B8cP+Q2/wAGzzWpw5t45cyp%209bgfRLl8Swd4snFP+Y9vQ5invKhK6LPFikdBseFHORUa1jWNVyZ0y93anO20Mczncda6o53CsGDQ%20wycabY9Ny3noPjh/yG3+DZ5rV8ObeOXMuX63A+iXL4k9B8cP+Q2/wbPNaYc28cuZPrcD6JcviWDt%20Vk4p/wAyJ6BMUV5QInSbgXFY6ie8yNcqq1zFG7KuRuXubE2bKCOZzuepdUs7hWLjwYYsNNsum9bz%200Hxw/wCQ2/wbPNavhzbxy5ly/W4H0S5fEvx1k44ZV/8AIIC7ORGMxX7n6qlMObeOXMn1uB9EuXxL%20C6DsfFL7Q3xLcclvlsPkuEibi4bibkTkRc7DI96tcjkVEXYuOOC1SMcyjXdZXVm53CtLEMQxUb+W%20Oxbv0Hxw/wCQ2/wbPNavhzbxy5ly/W4H0S5fEpuo7FxpdZZLZF2BOArflYsJqNO9uO1G5QCcvvoj%20tqbNtVnHNa1bcPn8FjDRMTebPaVH4Z2Xi07SUJ9ouI7dbnjG+OKa1HK5rmIqPGjgmVGL3ORF5UqR%20HMcsWDqss7hMMcccUsIs2bQtV6D44f8AIbf4NnmtThzbxy5ln9bgfRLl8Sy3Euy8W26RnPu1yFcL%20cwb3yQwkRrka1jlV5EaEKuYnKu1UTlXkxqDHMcOXDq8c7hMMsEcMsJZ9m01XofC6HqGJpMIb5nQ+%208csYRcd4wGDcrH47UXNm2LyJhWmQCI1XH+SnlyzSYWadq1tbLgSiLJ/0n/gP7nXX/kfH1rm/s/D1%20KtG9rLl+wQf00ysZf0xtPsitR5zsHWq1ZLRKIsXrfVE+0TlZGv8Ab7WEMRJUiPLtM25FwcZANcj4%20suMiKQhGsGLIr3uxy5sFwqDU7Yjnk7bXY7NKsRQfFuiHOxr1Q4dR4gNIQmxbgtzE9xyrKUL4yI8p%203vIJsYiq8DQvco2ieuZiNyrtStJBhECwRiBsEQx5wswXlIm0yL6GL8nvNdK5NbRI5rU09wvJLLZI%20T1lXgwCkikLHGx2A+tCeIoG7xWucrFzOwy8jlrMkAubLtZoLLdQ0lth0iCaC0+zT/roD7RgbSDUF%203Wx6cudxukK3TI15ucUiSjx7ksUMgIra2TIYo5GZgZWdzXuzKqNQmKo6mYJCEif6mXAXNiOKp0Eg%20RY+6SZFjRQJRFY1jLM/44SS2ljKoNuFryF2INyu2sYOirfPuMuGy62GTdbge3HJDMWUFsUI3b0Cj%20e1qOlOJkRcqrhiiomFX4kMcyUaYIgx1GTnnbCwBpWosUgYABa2YY10iOLpLByG3FRCaj1Ff9MSLy%20a6Sok2waShX2N1Mz44y3AqSCPJIGJWNMxepNbuiIrMHO2e5fMAjIzH/2Ri2jD4SRz4me0MMLF1aG%20T4o5RJqZxfT4ZCETtFTcSaigXtkUynihMqZVKxr1T3MyItVnHDIi5c+VLFEE6QvshGjbmciqnJzW%20q5e81Fqq0XH1sXxSeCJ0aIoHD6UNugtNIrSYpaoSLgMip/t2d1G0RX+ti+KTwROjRFA4gyhu0FqV%20EaTFbVNRMRkRP9u/uq2iK/1sXxSeCJ0aInWxfFJ4InRoigallDW86UXKTZdSqvyZE/7XOT4tEV/r%20Yvik8ETo0ROti+KTwROjRFAmyh/b2zrlJglquifiyY7ZFv7mWiK/1sXxSeCJ0aInWxfFJ4InRoig%20aalDS86rXKTbdRKnyZF/7XBT4tEV/rYvik8ETo0ROti+KTwROjRFA0RKGlmkorSfSt3XYMi8t0kr%203G0RX+ti+KTwROjRE62L4pPBE6NEWa0W2FL4b2CHKE8oDWiGMzFGRUVqxmIu1G/3pVoyMS4tUSiC%20GKzmjrkbSOojaTuL3utslyls8h7XIqq9djcFTHncn+r7tehxERnQ+pG0WriyZHLngNmhanW8oa2a%20MiNJ9K2hdoyJyXSMvdbXmruXJrHVsewWGRNRHdZVN3DY9j2o4zk5vwkTY34S+8lb8Nk/UmBoWOfm%204IupvDeyeh7K6VOaV12ubusTXuGRXJm2tYq5e5jivvqtacZnY5MPLGxU4bKwxc2ld7Usoa3nSi5S%20bLqVV+TIn/a5yfFrkXSr/WxfFJ4InRoidbF8UngidGiKBClD+3t4XKTBbVa0/Fkx2SLh3MtEV/rY%20vik8ETo0ROti+KTwROjRFA01KGl51WuUm26iVPkyL/2uCnxaIr/WxfFJ4InRoidbF8UngidGiKBw%20+lDboLTSK0mKWqEi4DIqf7dndRtEVS6xbZdbeaBOC8sY7cr2qImKe4qLl2Ki7UWr5czAuLVWcBIM%20V5HeLrcNIae1FpS7KQtrmW6almmOY5Oc8D0RmCpjgrnYL8VfeXGvQzoRzofUj5haFx5UjlSwSsNi%20sbx/EPU6GI0jdJ2p+DGox678nLtypyu/ub761Jbh4N/cl0Ko/wC+f8AXpzJMdjUYxj2saiI1qCIi%20IiciImWvLXoKDqWUNbzpRcpNl1Kq/JkT/tc5Pi0RX+ti+KTwROjRE62L4pPBE6NEUCbKH9vbOuUm%20CWq6J+LJjtkW/uZaIr/WxfFJ4InRoi8714Ith1BD1pbBvVrHIG7CyPajxu5qOVXIic5Ob93LXo8L%20IZkDlS5lxcREwkMwc6v6PusKXP1NLjueSPIuQSCe0b1RWutUHDkSuCUTEsV2RkCHC5r/AMQ9L2RH%20skyFJLb/AP4xNVS4++i5Ub/+SpW2Tws8ywUWWbxEIWmqyFxma81vHfEFC9DWE2CuIZhHEK1FRybU%20arl2oi81qJ7612RGTkFycU1zSOZmhmwxWb0XpjW+nQGvdm3UsrZU6IeG1hXK9gZhBv8AhMZyvFim%20Dkd/elBxGVmRwScVJfaSo+jmQOKNaD2L0TT/ABSsdwf1O5Nfabo1cj4x0dlV3uNdhy+85EWufO4K%20Uax8UVtlcVGVDQrv8QJQnaC1IiITbapqJiMiJ/t391W1xrqV/rYvik8ETo0ROti+KTwROjRFi+J2%20sLJa7ZDjyXk6yS4W2Q0LRuzbqPcAFe7nZdmA1RPdX+2tsvIlMOLO1ZzzYxoVrIF6t1whimQ3vNGM%203MMjRkVFTk+L3F2LWc4GJY2q0ZCQcLsdbF8UngidGqqygTZQ/t7Z1ykwS1XRPxZMdsi39zLRFf62%20L4pPBE6NETrYvik8ETo0RQIUof29vC5SYLarWn4smOyRcO5loiv9bF8UngidGiJ1sXxSeCJ0aIoG%20mpQ0vOq1yk23USp8mRf+1wU+LRFf62L4pPBE6NETrYvik8ETo0RQOH0obdBaaRWkxS1QkXAZFT/b%20s7qNoiv9bF8UngidGiKBxBlDdoLUqI0mK2qaiYjIif7d/dVtEV/rYvik8ETo0RcgyNI3M1FROTnN%20Vq95yJRF9URZP+k/8B/c66/8j4+tc39n4epVo3tZcv2CD+mmVjL+mNp9kVqPOdg61WrJaJRF5tri%20FaZmuYaCtl4u91hxo0ybBtb7eOO4QJJCQHSXTyxlVRyGkeNAk7i50VuCVGW4MiP9JGMg414TXRZp%20VswPAA2HFueBI2UjrtWs0RbWW7TUaK2HMguzGIYNxfHJLcUxnkKUzojzAVxXvV/Mdht5E5EvLQBY%20ABuDaVS0km0l+WrQNi49YaNFqcdvYS5zLb6NlNmhWGkV6OMNFQbiMlglDdu1XMzm7HYO5UTCgDSE%20gbAenramwlWJeJjoK6tz0A65Q4bZOobol1g79gr4LqIpihlNymA5GRUj5HYNXYFHIrWqjsUxoYg2%202EMR6g717QxFbykZEb3GoinWbXt2N93fh7aptvtcOBMl2N1mA6Hb5VueJDMikEgSAVZA5DFY5rGL%20jlzI5rVRUVKnM8ciZVxBpDQQS+joZiKtaoy/CALWL1vrXWal3d3vXWuvCzT08cSOGRLtsEEIdqlQ%20obxtFLt4XI4cWRvRlfkbzkzDcx+DnJm21bGcZmauRLVijUHlQsAQQFADREQTR66fF5ucsC9r1DVW%20xREREREwRORKqgDUCUUpRFA4e+wOmvVUHyZlEV+iKBxC9gdS+qp3kz6Ir9ESiKBqb6a0n61L9VTq%20Ir9ESiKBN9vrN6qunlNuoiv0RKIoGmfprVnrUX1VBoiv0RKIoGh/oWT61vH1rJoiv0RKIoHD32B0%2016qg+TMoi6+v9JJqGzK0HMukNVNAKi4LnTlZj3Efh38Frq4XP+nKvlNqw4jJxx1hZyLq1b/o6OOX%20zLvAu1mDOE5MHKqXWMiEw/zYbffxpxeR9OVPKbFHD52ONbQvxf8AzfX+H4zT+nl+6wp8e8qK5v8A%208W+/XR/Qyf45rH+rmfwxXpdeau5QNTfTWk/WpfqqdRFfoiURQIXt9efVVr8puNEV+iJRFA0z9Nas%209ai+qoNEV+iJRFA4e+wOmvVUHyZlEV+iLz7jZpZ950dLmiMgy2iNKkZHY5Xj3WYibMedgPm10ZGf%20gEh6gsc3KxEG4q/oPSpNM2FIBTIeQQrjnc3HIj3Na3KzFEXBEYnLU8Vn/Vm6jh8r6cWWirmW6gam%20+mtJ+tS/VU6iK/REoigTfb6zeqrp5TbqIr9EXQ1BEWXYrhGQCSXljlawDuR71YuVuPc52G2tMqTT%20BsqqZgeJC8D4dQ9X3C6XTT1vmnt0N8jPcXNRU3Stjjbt+C5HOyo3BFTHu8letmyy4mUyAS9N0V5u%20WJlogsGrvK9j05w50zY1aYYOtzk2rMk4PejvdYnwW/2Jj79efncXOdLAu3K4aENZWorlXQoGh/oW%20T61vH1rJoi5NSaNsGoRZbhGRTomA5Q+YZv3Hd1Pedilb5PETy7Css3JjO1eUcQQax0VpqfbB3Hr1%20huUWRHGpW5nCao1RzNuOTFrlRMFw5diLXa+XnRlJmmAuRp5UgHeJKvWTWHFS/W4b7Zb427TFj7iR%20EYjnJyqjXPRPu5WrU5nD5GXLxE7Ey87OmKAbV3/sTxGue28anWMx3whQ0ciYe5zNwn+NZ/c5MfLB%209vIq/wBDNl5pbln9d8IYcOwNlwp0iRcVmQRYHVqtI6RMCFqYoiK3aTHFVWn35NCAzjoLp9mBUGrH%202LX8JLrHkaWZbms3Mu1veGSFcccXvc9H4LyZlVf7UWs+PgRmYtElfg5gwbSFtq4l1KBN9vrN6qun%20lNuoiv0RKIoEL2+vPqq1+U3GiK/RF159whW+KSVMM0ABNVz3vXBMETHZ7q+9VowMiwVZSADleYaR%204tabW+ajdOaSDHmTmSI5ntUmxsKMDK5o0cqKu5zd1NuH3ew8BOrVY9QK5hxkaPR+1aN/F/Q7W4pK%20K9fitCTH+9EqBwGbcp+8y71Ou3GvTwYZFtgTSZmHyLSM3YsVX8Jcc2zl2JtrTL/GzJ8VAqT46IFL%20VB0FxdDG0jabce1nkSYcQEdixsHNcwYmtYq4rijlRNtBwBIBBDEaUPGMSGsK0H80L8f/AGOkZx0X%20kcu8RNvIq5RO/wAaj7KAtmOXOn3UjZArLcS9Ya+laRnjPZyWe3GCRkk2DnOcxzFbu3OVEytd9zby%20fduOHygJNLEcJVTnZhIphDhehcM7jfbhpUUi85nG3jmxzPTB5QIjcr3e7tVUx7uFc/GQhHMaK34W%20UpQeS1Vci6Eoiyf9J/4D+511/wCR8fWub+z8PUq0b2suX7BB/TTKxl/TG0+yK1HnOwdarVktEoi8%2031tABdddBg222klahBbN8aU6/XKxCbDfIVrRs9HoZxXKViq/EaImDcXfBSqwBeRFnhfpam/fR6ta%20RpF/4m/44tfp7tOk4d3GFcdIw5MMcgQkccTxy5ZbgRpQneIyJLO8pDM3jHZHq7a3DYnImki4BFko%20gjRQhw7ab7dpWYDEg2gsdPLo1h1pKqrJREoiURKIlESiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJ%20n0RX6IlEUDU301pP1qX6qnURX6IlEUCb7fWb1VdPKbdRFfoiURQNM/TWrPWovqqDRFfoiURQND/Q%20sn1rePrWTRFfoiURQOHvsDpr1VB8mZRFfoi8J42R32fUIpdu3kVbj1Usl7Oax5RzGO2YfhI4bHL7%20+2vV4Y48ppVaQ9oXnZ4w5jjTE+wr0jhVBBF0TBewKhLJzmPm+E52dWo7kTYrWpl96uXjpE5p1Lo4%20SLZYWurkXSoGpvprSfrUv1VOoiv0RKIoEL2+vPqq1+U3GiK/REoigaZ+mtWetRfVUGiK/REoigcP%20fYHTXqqD5MyiK/RFA4hewOpfVU7yZ9EV+iJRFA1N9NaT9al+qp1EV+iJRFAm+31m9VXTym3URX6I%20lEUDTP01qz1qL6qg0RX6IlEUDQ/0LJ9a3j61k0RX6Is5xIAA3D/UjTDaRrLZMI1HojkR7APc1yY9%201qpii1IJFigh1oARwRwsBHG0IRplGIbUa1qJ3EamCJQkkuUAAsX3UKVA1x9CxvWtn+tY1EWS1C1d%20G68j6gEmWz3ldzcUTHBpFXFzv/5//KvTyv8AuyjD3o2LgzP+rMxe7K1eltc1zUc1UVqpiiptRUWv%20MXeoM32+s3qq6eU26iK/REoi8Uj8X5P28uZ4tq6yKVFiQ40drnIZyhNJUa7Gv2vU64tRPc/t9McA%20LDJmAPt7FwnjDaBpI9i0+94vX34DI+n4ju67BS5f7d47H+xtVbh4XzKl86f8IXLF4RQDGSTqC5yr%20xI7ud6sZt7m1Xv7zkqJceRSAEQpHBg1kTJcGjOHOlYt/1M90XrbY09keOGVlMNjHQIp1wa5u1cxl%20TFe5h3cVXCXF5h0s92xlrHhoDQ627NP2FjszLbFa73WhGi/3NrI5s7zvWn043BJmn7JMhkhSIIXx%20jJgQaMRuPvorcFRffSkc2QLg1Q5cSGIUThda4EDQNhWIFollW+JIkOTFVeUgGOc5VXFeVf7KrKZk%20z6FMYAWLVVVWUDiF7A6l9VTvJn0RX6IlESiLJ/0n/gP7nXX/AJHx9a5v7Pw9SrRvay5fsEH9NMrG%20X9MbT7IrUec7B1qtWS0SiLz3Xtx0a/Usa161j2MNmZBfJgTtQBCQRJbybtwwEkOYNqiY1riM+E9H%20NwwRq1QMTKwSDNzu51igoOdni9zQC1iS/Mzc5ctsNLtBw9uhbpo62yyRBQ0yOEEUYbgx3hA9whGj%20idzhhMNjSDauODXImK8tbZjkuXcgEg2gkOQdYsNBsCxgwcBmBIDWEcua6ioaiv0ex2otwNHky1Zs%20FEhhfIOUioqtYxg0XDHD4TsGt5XKibaxzJ4Q/LnOga1rCLnVy38yzH8xrnLsenZNmsrJt61DbnXU%20dsNL3AgxxiGQuaQgSqrs5xjZ8nzlXblRFWtM8fTlIWxhUn2MNJNWqBQ1seIVFaeLDz1t1U0Po2rm%20m8QzyLfYy6ZtiXaffoRLnFiSJHU2sihGN71IRByFR+Y4xtajNrl2qiIq1GaMEpA1jAOSLtDXk1Is%20oC5seIBwMXhJlh2Sq76gxch9G1dK48WWpBDcrNaluNuFagX67kIdI5I0CQrsu7Ggzb46NEVyjVzE%205nw8VSrmDTIPlEhF9cuoOCTcQwNiREiBTxnF4dcbQ97lhoNahb9j2EY17FzMciOa5ORUXai1Uhix%20URkCHFhX7UKUoigcPfYHTXqqD5MyiK/RFA4hewOpfVU7yZ9EV+iJRFA1N9NaT9al+qp1EV+iJRFA%20m+31m9VXTym3URX6IlEUDTP01qz1qL6qg0RX6IlEUDQ/0LJ9a3j61k0RX6IlEUDh77A6a9VQfJmU%20RX6IszxBhQ5VkitkgGdrbraURCsa9ER9zjsd8JF+ExytX3lwqRIiwqDEG1aVrWtajWojWtTBrU2I%20iJ3EqFK/aIoGpvprSfrUv1VOoiv0RKIoEL2+vPqq1+U3GiK/REoigaZ+mtWetRfVUGiK/REoigcP%20fYHTXqqD5MyiK/RFA4hewOpfVU7yZ9EV+iJRFA1N9NaT9al+qp1EV+iJRFAm+31m9VXTym3URX6I%20lEUDTP01qz1qL6qg0RX6IlEUDQ/0LJ9a3j61k0RX6IoHEL2B1L6qneTPoiv0RKIoGuPoWN61s/1r%20Goi7OqbAC/2KVbC4I4rcQEVMchW7WO7/AC+9WuRmnLmJLPNy8cSFnuFuoDy7WWyXDFt0sztwRjvh%20KJFVrP8A44ZV/s92unjcoCWIeWSw4XMJGE2xVib7fWb1VdPKbdXCutX6IsPr7V8wJh6ZsGJr9OwY%205zOUDHJy49xypt/ypt9yu7heHBGOfkHSuTiM4+SPmK6Oh9B2mx6wmNIxJM+La7ebrLsVwMc85pFY%201VwTYJqJsx2e+tZ5/FSmToBWmVw4gBevRq5VulEUDTP01qz1qL6qg0RX6IlEUDh77A6a9VQfJmUR%20X6IoHEL2B1L6qneTPoiv0RKIlEWT/pP/AAH9zrr/AMj4+tc39n4epVo3tZcv2CD+mmVjL+mNp9kV%20qPOdg61WrJaJUEtUosqvFfhaiqi6xsaKmxUW5RP/AOypUkEFir9qu9qu8EdwtU0FwgGx3MuKVhgv%20yuVrspBq5q4ORUXBeWpMSLVUEFc8ljnxysamLnMcjU99UrHOiZQkBaQVpllpA615nBsGrtP2fRVw%20i2Z90uNnsZLPcbSE8YZGEMKO9r0IYowuawsTI/B6rg7FqOwrfiTjnmCNmYKG4h2fSxEjYHoKVVYg%20EV0ZhlzHFZrqLW0rlHpfU2loOkZVttzr/LslnPZpsOMUAXK87AEaZjpLwMUbTRMrudmyuxRFwwqM%2084zMRsnEAE6MNA+oiRdnZrKpE4gDKhx4z8WJwNYcNYLdikSdA6us9jfY7fAS6+mtMxNOy5gzBGKH%20Ij70bzlaZ4iPCrJj3JumvfzMMvOq8yJSI93HGT6gwI2tENoc1ZnUxzSDHMI8QxnDrkcQD3O4J2EA%20r16OFARxBRcUExrEVeVUamFVnLESb1llwwxAuC+iDaRuVyqicvNcrV77VSqq64+qC+MTwpOlRFA4%20fRRu0FppVcTFbVCVcCERP9uzuI6iK/1QXxieFJ0qIoHEGKNugtSqjiYpapqpiQip/t39xXURX+qC%20+MTwpOlRE6oL4xPCk6VEUDUsUaXnSiZibbqVF+UIv/a5y/Goiv8AVBfGJ4UnSoidUF8YnhSdKiKB%20Nij+3tnTMTBbVdF/GEx2SLf3c1EV/qgvjE8KTpUROqC+MTwpOlRFA01FGt51WmYmy6iRPlCJ/wBr%20gr8aiK/1QXxieFJ0qInVBfGJ4UnSoigaIijWzSVVxPpW7psIROS6SU7jqIr/AFQXxieFJ0qInVBf%20GJ4UnSoigcPoo3aC00quJitqhKuBCIn+3Z3EdRFf6oL4xPCk6VEUDW8UaWaMqOJ9K2hNpCLy3SMn%20ddRFf6oL4xPCk6VETqgvjE8KTpURQNSxRpedKJmJtupUX5Qi/wDa5y/Goiv9UF8YnhSdKiJ1QXxi%20eFJ0qIoEKKP7e3hMxMEtVrX8YTHbIuHdzURX+qC+MTwpOlRE6oL4xPCk6VEUDTUUa3nVaZibLqJE%20+UIn/a4K/Goiv9UF8YnhSdKiJ1QXxieFJ0qIoHD6KN2gtNKriYraoSrgQiJ/t2dxHURX+qC+MTwp%20OlRFA4gxRt0FqVUcTFLVNVMSEVP9u/uK6iK/1QXxieFJ0qInVBfGJ4UnSoigalijS86UTMTbdSov%20yhF/7XOX41EV/qgvjE8KTpUROqC+MTwpOlRFAmxR/b2zpmJgtqui/jCY7JFv7uaiK/1QXxieFJ0q%20InVBfGJ4UnSoigaaijW86rTMTZdRInyhE/7XBX41EV/qgvjE8KTpUROqC+MTwpOlRFA0RFGtmkqr%20ifSt3TYQicl0kp3HURX+qC+MTwpOlRFA4gxRt0FqVUcTFLVNVMSEVP8Abv7iuoiv9UF8YnhSdKiJ%201QXxieFJ0qIoGt4o0s0ZUcT6VtCbSEXlukZO66iK/wBUF8YnhSdKiLzjXMJ+l9TwdWw2kWHIcke7%20Da92KoqYY44485qe78Jqe7XpcMfq5ZyzboXDnj6cxMWaVpTMin1tYyhI8gTWi5kGRCkVHNWRb1aq%20Lm5FRa84hixXaC64Neaoj6fhMBF3h71N5kGMhCOXFVy53NR3Ii8id1dnu108Lw/1C58otWHEZ+AU%208xXxoTQy2oD7ldXuPfp2L5Rs7szEdtUeZq7Vx+Evu1biuIxnDHyBRw+RhqfMV3YUUf29vCZiYJar%20Wv4wmO2RcO7mrjXSr/VBfGJ4UnSoidUF8YnhSdKiKBpqKNbzqtMxNl1EifKET/tcFfjURX+qC+MT%20wpOlRE6oL4xPCk6VEUDh9FG7QWmlVxMVtUJVwIRE/wBuzuI6iK/1QXxieFJ0qIoHEGKNugtSqjiY%20papqpiQip/t39xXURX+qC+MTwpOlRFyDG0bcrVVU5ec5XL33KtEX1RFk/wCk/wDAf3Ouv/I+PrXN%20/Z+HqVaN7WXL9gg/pplYy/pjafZFajznYOtVqyWiURec8R9Qa0tV/ti25s9lkR8RxXWy3uuLj5pS%20NmjkIMMogmii4PGrWtVzlXnLhlquWfG0rP8A4yrtxYQ12g1wzmDwPHzd8W5iMb7BUadToeVf5WmI%20Z78N47i/eY75jQmeFCuSOQwmc0ZSBRjyMREyuVUwbyJpLRewfUWqBbp1nabVUFyW8rltnLvV2qqU%20oiURKIlESiJRFA4e+wOmvVUHyZlEV+iKBxC9gdS+qp3kz6Ir9ESiKBqb6a0n61L9VTqIr9ESiKBN%209vrN6qunlNuoiv0RKIoGmfprVnrUX1VBoiv0RKIoGh/oWT61vH1rJoiv0RKIoHD32B016qg+TMoi%20v0RQNcfQsb1rZ/rWNRFfoiURQNTfTWk/WpfqqdRFfoiURQIXt9efVVr8puNEV+iJRFA0z9Nas9ai%20+qoNEV+iJRFA4e+wOmvVUHyZlEV+iKBxC9gdS+qp3kz6Ir9ESiKBqb6a0n61L9VTqIr9ESiKBN9v%20rN6qunlNuoiv0RKIoGmfprVnrUX1VBoiv0RKIoGh/oWT61vH1rJoiv0RQOIXsDqX1VO8mfRFfoiU%20RQNcfQsb1rZ/rWNRFfoi6N7tEW8WmVbZSYhksVir3Wu5WuT32uwVKvl5hhISGhUnASBBXjVk1oXS%2097Fbb0xXyrFBucWKxMflFNIhOGzN3ETdOdmX8HCvRz+G+rMSjZIOuLKz/pxIl7q2ug9LT5U1+rtR%20pvLrL50MDkwQA1TmrlXkXLsancT31rLis8AfTh5R0rTh8ok45Wlb6uBdigQvb68+qrX5TcaIr9ES%20iKBpn6a1Z61F9VQaIr9ESiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJn0RX6IlESiLJ/0n/gP7nXX%20/kfH1rm/s/D1KtG9rLl+wQf00ysZf0xtPsitR5zsHWq1ZLRKIsXrWB1i5hf6C1HdMAom/sl49Ggb%20zncx4vSduzP7ubdrswTNswSotKsbAqPDy33q36TiRbyh2zmPO7LLkvmyWied7gNPIeQ2cqCVqPyv%20VqOxRvNwrSVkb8MX2sH6VQeaRFmIts5dFtXWjqqlKIlEUjUmrbDpuOI93O8TTK5BDCA8ozt2xSEc%200MdhSq1jGq57suDU5VSoMgCx2815NgFRU0qpESeWm4XnVtuVONIBJjikxyNNHOxpAlYqOa9j0zNc%201U2KiouKVaUSCxtVIyEgCLCuSoVkoigcPfYHTXqqD5MyiK/RFA4hewOpfVU7yZ9EV+iJRFA1N9Na%20T9al+qp1EV+iJRFAm+31m9VXTym3URX6IlEUDTP01qz1qL6qg0RX6IlEUDQ/0LJ9a3j61k0RX6Il%20EUDh77A6a9VQfJmURX6IoGuPoWN61s/1rGoiv0RKIoGpvprSfrUv1VOoiv0RKIoEL2+vPqq1+U3G%20iK/REoigaZ+mtWetRfVUGiK/REoigcPfYHTXqqD5MyiK/RFA4hewOpfVU7yZ9EV+iJRFA1N9NaT9%20al+qp1EV+iJRFAm+31m9VXTym3URX6IlEUDTP01qz1qL6qg0RX6IlEUDQ/0LJ9a3j61k0RX6IoHE%20L2B1L6qneTPoiv0RKIoGuPoWN61s/wBaxqIr9ESiLxzUnCw87ibHVsxrYdyDMnFVcd6xBmjIVjdm%20C847cu3k+5t9HL44RApWII9nYuKfCOTWhL+1ex15y7UoigQvb68+qrX5TcaIr9ESiKBpn6a1Z61F%209VQaIr9ESiKBw99gdNeqoPkzKIr9EUDiF7A6l9VTvJn0RX6IlESiLJ/0n/gP7nXX/kfH1rm/s/D1%20KtG9rLl+wQf00ysZf0xtPsitR5zsHWq1ZLRfjkxaqJyqlZ5sSYEC4qQvJNMk4h2a36PgO0jeNxYo%20ZI12GGXaEGd6haMasatwbna17VVM6JhW85Yp4tGBud4V3CQ59ZTNqS2nMMvhOP5o7l6japsmbBHJ%20kwD2wz8c0KU4DjMwcqJmWMWQLnImKZSLs5duyqkMqgrt1ClKIlEWB1zebVp7Wtivt9kjhWVttukN%20Zh1RomySuimGNXLsR5BxiZE5XYYJtrKXlzI+9KAYXs7ga/FGmnmWjExi2iYf/bIOdWvWL1Z4aQZk%20Dh7puHNG4MsFujMMF6KjmOQTeY5F5FbyKncrr4g+MrGMhJ5CyUpEbDIkdC0ZEIrfk3I13uuRXJ3k%20VtYqymXu7EtMB0s5GOTFGDG0a4uevImOfZyVzcVxMcmGIro4XhpZ08IWR4f6ytw9E2MEmS2KWPAi%20hyOCR+KMAxubFi93Cuf9pkgkSOEgkaepdP6vOIBiHBAOjrWh+2lk7SH4sf79T+14f1dB7FH6viPT%200jtWe4gaytxNE30EaS2UWRAlBQbQkZgjwPbmxeqJsqP2mSSBEuSQNOnap/V5wBMgwAJ0dStxdc2o%20oGPNLZHKqc8LgFcrV/1NVUWq5f5fIMXJwm5irZn4nPBYBxe4XN9tLJ2kPxY/36v+14f1dB7FT9Xx%20Hp6R2rM6q1tE9NaaWM9JQ49weUhGiexExgSxYYPcir+Mx7lZy/LZVcPiAD9IGnarx/FZtMXhJLdB%20OjYtKmtLJh9IjT3urH+/Wn7Xh/V0HsVP1fEenpHav37aWTtIfix/v0/a8P6ug9ifq+I9PSO1Zmfr%20eJ9vbURj0JFHb54XSUE5ETemhuxyK7MuG7rM/lsqpHlBAfa/YtB+KzaA+Ygltjdq0320snaQ/Fj/%20AH60/a8P6ug9iz/V8R6ekdq/PtpZO0h+LH+/T9rw/q6D2J+r4j09I7VmtLa2iemtSrIekYUi4MKM%20jhPei4QIgsFRjlVPxePdrOP5bKpi8IIfpI0bFeX4rNrh8RBboB07VpvtpZO0h+LH+/Wn7Xh/V0Hs%20VP1fEenpHavkmtrM0bnNnsI5qKqMbHMiuVO4mZUTvrUS/K8OB5n5j2KY/is8nytzjtWd0JrSE21S%20RyytiO9I3IrcwiERyGuBycrF7mb3KrH8rlO0vDQG+0PoUy/FZrPHxVIusLaVpPtpZO0h+LH+/V/2%20vD+roPYq/q+I9PSO1cUrXNqEB5AzGSConMC0BWq5fuuVESqZn5bIAcFzcxVsv8TnksQwvcKHw/1l%20bh6JsYJMlsUseBFDkcEj8UYBjc2LF7uFW/aZIJEjhIJGnqUfq84gGIcEA6OtaH7aWTtIfix/v1P7%20Xh/V0HsUfq+I9PSO1ZvXetITrTGHEM2W70jbSuRoiDRqBngJtV693L3EqkvyuU7R8VCbrA+lWj+K%20zWeXhqBfaW0LQj1tZnja509g3ORFVjo5lVq+4uVVTvLVo/luHI8zcx7FEvxWeD5X5x2r7+2lk7SH%204sf79T+14f1dB7FH6viPT0jtWZ1VraJ6a00sZ6Shx7g8pCNE9iJjAliwwe5FX8Zj3Kzl+Wyq4fEA%20H6QNO1Xj+KzaYvCSW6CdGxaVNaWTD6RGnvdWP9+tP2vD+roPYqfq+I9PSO1fv20snaQ/Fj/fp+14%20f1dB7E/V8R6ekdqzMHW8T7e3Uj3oyKS3wAtkqJyp8kaY7HIjs2C7z/2rMflsqhPlJIfY2jnWh/FZ%20tQPMAC219PMtN9tLJ2kPxY/360/a8P6ug9iz/V8R6ekdq/PtpZO0h+LH+/T9rw/q6D2J+r4j09I7%20VmtLa2iemtSrIekYUi4MKMjhPei4QIgsFRjlVPxePdrOP5bKpi8IIfpI0bFeX4rNrh8RBboB07Vp%20vtpZO0h+LH+/Wn7Xh/V0HsVP1fEenpHauKVrm1CA8gZjJBUTmBaArVcv3XKiJVMz8tkAOC5uYq2X%20+JzyWIYXuFD4f6ytw9E2MEmS2KWPAihyOCR+KMAxubFi93CrftMkEiRwkEjT1KP1ecQDEOCAdHWt%20D9tLJ2kPxY/36n9rw/q6D2KP1fEenpHas9xA1lbiaJvoI0lsosiBKCg2hIzBHge3Ni9UTZUftMkk%20CJckgadO1T+rzgCZBgATo6lbi65tRQMeaWyOVU54XAK5Wr/qaqotVy/y+QYuThNzFWzPxOeCwDi9%20wub7aWTtIfix/v1f9rw/q6D2Kn6viPT0jtWZ1VraJ6a00sZ6Shx7g8pCNE9iJjAliwwe5FX8Zj3K%20zl+Wyq4fEAH6QNO1Xj+KzaYvCSW6CdGxaVNaWTD6RGnvdWP9+tP2vD+roPYqfq+I9PSO1fv20sna%20Q/Fj/fp+14f1dB7E/V8R6ekdqzM/W8T7e2ojHoSKO3zwukoJyIm9NDdjkV2ZcN3WZ/LZVSPKCA+1%20+xaD8Vm0B8xBLbG7VpvtpZO0h+LH+/Wn7Xh/V0HsWf6viPT0jtX59tLJ2kPxY/36fteH9XQexP1f%20EenpHas1pbW0T01qVZD0jCkXBhRkcJ70XCBEFgqMcqp+Lx7tZx/LZVMXhBD9JGjYry/FZtcPiILd%20AOnatN9tLJ2kPxY/360/a8P6ug9ip+r4j09I7V8k1tZmjc5s9hHNRVRjY5kVyp3EzKid9aiX5Xhw%20PM/MexTH8Vnk+VucdqzuhNaQm2qSOWVsR3pG5FbmEQiOQ1wOTlYvcze5VY/lcp2l4aA32h9CmX4r%20NZ4+KpF1hbStJ9tLJ2kPxY/36v8AteH9XQexV/V8R6ekdqz3EDWVuJom+gjSWyiyIEoKDaEjMEeB%207c2L1RNlR+0ySQIlySBp07VP6vOAJkGABOjqVuLrm1FAx5pbI5VTnhcArlav+pqqi1XL/L5Bi5OE%203MVbM/E54LAOL3C5vtpZO0h+LH+/V/2vD+roPYqfq+I9PSO1ZvXetITrTGHEM2W70jbSuRoiDRqB%20ngJtV693L3EqkvyuU7R8VCbrA+lWj+KzWeXhqBfaW0LQj1tZnja509g3ORFVjo5lVq+4uVVTvLVo%20/luHI8zcx7FEvxWeD5X5x2r7+2lk7SH4sf79T+14f1dB7FH6viPT0jtWZn63ifb21EY9CRR2+eF0%20lBORE3pobsciuzLhu6zP5bKqR5QQH2v2LQfis2gPmIJbY3atN9tLJ2kPxY/360/a8P6ug9iz/V8R%206ekdqfbSydpD8WP9+n7Xh/V0HsT9XxHp6R2rMwdbxPt7dSPejIpLfAC2SonKnyRpjsciOzYLvP8A%202rMflsqhPlJIfY2jnWh/FZtQPMAC219PMtN9tLJ2kPxY/wB+tP2vD+roPYs/1fEenpHavz7aWTtI%20fix/v0/a8P6ug9ifq+I9PSO1ZrS2tonprUqyHpGFIuDCjI4T3ouECILBUY5VT8Xj3azj+WyqYvCC%20H6SNGxXl+Kza4fEQW6AdO1ab7aWTtIfix/v1p+14f1dB7FT9XxHp6R2rila5tQgPIGYyQVE5gWgK%201XL91yoiVTM/LZADgubmKtl/ic8liGF7hQ+H+srcPRNjBJktiljwIocjgkfijAMbmxYvdwq37TJB%20IkcJBI09Sj9XnEAxDggHR1rQ/bSydpD8WP8Afqf2vD+roPYo/V8R6ekdqz3EDWVuJom+gjSWyiyI%20EoKDaEjMEeB7c2L1RNlR+0ySQIlySBp07VP6vOAJkGABOjqWtsd2Jd4CSwPYznKwg3Ddi16IiqmO%20fby10cLxMc6GILn4rhpZM8JVQaERvyjkc73WorU7yq6ulcy+qIsn/Sf+A/uddf8AkfH1rm/s/D1K%20tG9rLl+wQf00ysZf0xtPsitR5zsHWq1ZLRKIlESiJREoiURKIlESiLKavvkJ0lNOstE6+3AgUmFj%20W7qzHRwq9RsM8sw0ULcz2uRrUcrlwXm4ItYZ+RHOiYyFL7jo5/ZptD75OdLJkJxNS/O1vtG+i6el%20VsDpi2WdYZVsujxPlgBd2wzkMAbmsI8ZIhZQcGOI1FarkdtRcMNtY5H43JhEgASa1w5q7aNRsura%20H1z/AMjnTkCSYg2NQe23bbosLan0DY+zo3gR/erX7TJ9EdwWf3ed65byshqGVZD3CVZbXpmddZNv%203azz2lsCO0BCt3jBOJMkRGvc4ao5WszYIqY4YpWGb+Pyc2LYcIe0MK6d2xtFoLbZXH52XIHE7iwu%20aWPvB0vRd/Sn2cmpIthLKSBdbe0b5cG5jjEkoM+bdF3gHyAva/duwyEXDBUVEWtMr8fkxhSIkxao%20q9DdcRZTnBambx+dKTmRi9jFhzcn3h9B6CsfZ8XwI/vVY8LkiphHcFT7vO9ct5WALNtl83Vxs+jr%20zNtjserToLrVFjyhtdghGDlTI5sjsOa5RtzJtTZgtc+b+LypkSMTDUGGxx/ob2K6cv8AJ52W8XxV%20arljp3HaLlr7CPSl6tYrhBgAUD1eNWkjtaRhAvcIoyNcmKPGRjmu99K6vs8kM0YsQCKaDUaH31vX%20L95nOXlIEW1PLqNoou6a0adAF5jQoggiaryleITWta1MXOc5UwRETlWqy4XJAcxi2wKw4rOJYSlv%20Kwrr5w0kyh3JgLqkRUQiEHZrqlvczDFC75Ie63Spzs6PyYbccK55fi8kzxkYdR8I5wWbXZrXRH8p%20nCGEHFr8x5mt1WrdR7TpyQAciPDhmAZrSBMMQnMexyYtc1yIqKiouKKldR4LKBYwi/8AKFyjjM0h%20xOTfzFdLUDdKWO0SLnPt4erARqZBR2vK95HIMYxsa3FzyEe1rU91aoeFyrBCJJoAwry3C0sFaPFZ%203rlStpsFSsiCXbbLvrld9HXmFaxtV8qbPdaZMeKLlcRwosyQdWt7qoNyom33axyPxWTCdj4iweoc%200Gi+jnnIFVvm/lM/Miw0emh5ahboD0W+SxWJURUt8VUXkXcj+9XR9pk+iO4LmHGZpqJy/wBxULU5%209N2t0W3ssTrnc7mhUiW+3hjtO5gURSl3h3xhDaPO3FziJtVETFVwqkuDyZeHALKsBQf62aeYFrx4%20zOj4scrbzbduB1UUrTrrJGuQLdddOXC1yLk5zLeS8ej5DDEGNxXCG6EeW1jkGxzvlEbiiLgq4YVn%20w/4vJg4bEWfxVpQXNaRrrcC2nEfk86bF8I/hpvq/VotIfZegbH2dG8CP71b/AGmT6I7gsfu871y3%20lZ/VErQltVltnRnJNlDcUUe2QJEyWg2KiKXdwgnIxiOVEzOblx2VlmcFkzBjhA2Cy6ujVexuK0y+%20NzoESxE7TbzcmovjSbtDTVLBhgK+YNu+eC7QZESUo1XLvGCmhjvcNF5uZjcuOxVxpkfjcmEWYS2s%20Tq2aWvY3FM78lmzlaY7HA79dzi8LR+gbH2dG8CP71a/aZPojuCz+7zvXLeVjb/cuHZJhYG5nOkQS%20bqS+y2ufMGwmCOURCw4sgOdqKiq1VzN7uFc2b+Oyc0WYWup1Mbtri9dGT+Rzso24tteunZVaGwA0%20fdLc09tigOEaqEiGjqw4yMwzDOM7GGGRMUxaRqO96uiPA5MQPDEjYD07aG4uLVznjs2RPilvI6PZ%20qqqPoKx9nxfAj+9Q8LkiphHcE+7zvXLeVgCzbZfN1cbPo68zbY7Hq06C61RY8obXYIRg5UyObI7D%20muUbcybU2YLXPm/i8qZEjEw1Bhscf6G9iunL/J52W8XxVarljp3HaLlr7CPSl6tYrhBgAUD1eNWk%20jtaRhAvcIoyNcmKPGRjmu99K6vs8kM0YsQCKaDUaH31vXL95nOXlIEW1PLqNool/TSlitJ7pOt4O%20rgypkFGYQj3kegxjGxrcXPIRzWtT3Vqp4XKsEIkmgDCp5cwtNFYcVmn35UrabBUrIPlWy2yC3i76%20OvNttYUUsuTKfajRI4/wiPDFmSDqxvKuVjsOXDBKwh+KyBmYryzaHNBov5hpYLeX5TPOXhG8ebls%20qdDlb9LFYlRFS3xVReRdyP71dH2mT6I7guYcZmmonL/cVJ1IXTFjhhKa0MlyJhmRIMGJHC48g5EV%20yDHnUbG81jnK572taiKqqlQeEynYQiSdQ5zzdwqQFYcVmsTjkw1nYN5ICzltLaLdcBvvGlrra4sw%20w4oZdzdbZMVhjvRgR5YcqURu8e5Gtc9mXHlcmNYZH4rJjOxyXYGuulLgbbr7d8/8pnSjcBaRTnNf%20ZtNAW3PoGx9nRvAj+9XR9pk+iO4Ln+7zvXLeVmdTybACb6Bh6dkXa6EB1oobUOGEgAK9WMK80osQ%20SZ3tcjW51cuC83BFrKfA5MwY4ABeAA13Pv12h9IcdnQIliJ1Eku1vtG+i+NKrYHTFss6wyrZdHif%20LAC7thnIYA3NYR4yRCyg4McRqK1XI7ai4YbaZH43JhEgASa1w5q7aNRsuraHZ/5HOnIEkxBsag9t%20u23RYW1PoGx9nRvAj+9Wv2mT6I7gs/u871y3lZbUt14SRTktV3vdns08KtcQLpcSJIZmajm5mPcj%20sHNXHanJWObwGRmRZgP5WC2yuPz8su5L+pyF3dLF4cXaOQFgm2u+dURvWSRzRpr258cqkcNX5c2V%20cOTk2VfL/H5UIjwgi8h+lUzfyGbOT4iNQLK56CsfZ8XwI/vVY8LkiphHcFT7vO9ct5WGuGouB8uQ%20wjtWWSM4exwgXKENrsF5HNz/AOGFc+b+Lycwgs2ygXTl/ks/LBiS/wDNaFrrTH0bdoAp9pHb7hAL%20igZcVAnE/IqtdlIzM12DkVF28tdR4LKFsI/7QuX7zNPvy3lc0q2aaiRiypUSFHix2OKc5RiYNg2J%20mc97nIiNa1ExVVqp4XJFsY7grDic4lhKW8rFG1FwNLPbM+1tkZgqKsZlyhNCqp7rc/8Agtc8vxeS%20Z4m5tC6I/lM4Qwvz6VtYlt0xNihlw4sKTEkMaWPICMRBkG9MWvY9qK1zXIuKKldUuCygWMIv/KFy%20jjM02Tl/uK5VsNjVMPR0bb/+kaf+lR9pk+iO4Kfu871y3ldCBoqww5DzIJZGf4Iz5SMbiv4KK3/H%20GubK/F5MJEs+2q6M38pnTiA7bKLv+gbH2dG8CP71dP2mT6I7guf7vO9ct5UjUUnhzZBDZf5Nps7Z%20aPaB0wkeIr8uGbduIrFVW5kxy8lVlwmQfDhjuDq0eLzh4sUqayyk6ZuPCORNS32q/wBpvVwkqu5j%20JNiSjOyNVyoMbHKuxqKq4JWXD/i8qDsMW2rdC04j8nmzZzh2UWt9A2Ps6N4Ef3q3+0yfRHcFj93n%20euW8rLaluvCSKclqu97s9mnhVriBdLiRJDMzUc3Mx7kdg5q47U5KxzeAyMyLMB/KwW2Vx+fll3Jf%201OQu7pYvDi7RyAsE213zqiN6ySOaNNe3PjlUjhq/Lmyrhycmyr5f4/KhEeEEXkP0qmb+QzZyfERq%20BZXPQNj7OjeBH96r/aZPojuCp93neuW8rpXLR1inNYm4SKrF+FGRg1XHuO5qoverDP8AxmTmaMP8%20rBb5H5LOy9OL+Zyu0HTtiEJg0gR3IxERHPGxzlw7quVMVrWPBZIDYI7gsZcbnEvilvK+/QNj7Oje%20BH96rfaZPojuCj7vO9ct5U82ibAWe2ZulZgqKsZmVoVVPdbh/gtc0vxeSZ4m5tC6Y/lM4Qwvz6VQ%209A2Ps6N4Ef3q6ftMn0R3Bc33ed65byurdI+j7TBLcLoK3wIAMN9LlNAELMzkamYhMrUxcqImK8tQ%20eFyR7sdwUjic42SlvKx4dRcDh3BZaassj8yqqRnXKE4KKvuMz/3Y1hD8Tk/UxAO+jRuXRL8pnGGF%20+fSt0lisSoipb4qovIu5H96uj7TJ9EdwXKOMzTUTl/uKn3t2hbHESXfHWy1RHvQTZE1Y8Yavciqj%20EeTImZUaq4Y41B4XJswx3BWHFZ1uKVNZWas154MekWih6ns9wlS3oKNDdcIZ1V73YNYIaOxc5VXB%20OVawyPxOVGRIGLUarfO/K5sosThbSKLa+gbH2dG8CP71dH2mT6I7guf7vO9ct5Wf1NP4X2tfR19u%20Vossk40INkiRFhnyKqoj2IRWOwzNVMcMKzzOCyJgxwxGxnC0y+Nz4ESxE7XIXFpSXwtuBH2+x3a1%20X2Y1qmIMUmLMOjEVGq5WjVyo1FciY4YVGR+NyoR8uLWQ6nP/ACWbOT4sOoFlpfQNj7OjeBH96tft%20Mn0R3BZfd53rlvKy2pbrwkinJarve7PZp4Va4gXS4kSQzM1HNzMe5HYOauO1OSsc3gMjMizAfysF%20tlcfn5ZdyX9TkKto68aJmRCRNL3iDdRxVa6UsKUGU5riY5XFULnYK7IuGPuV08Pw0cmDRHh61z8R%20xMs2byNVoa1WKURZP+k/8B/c66/8j4+tc39n4epVo3tZcv2CD+mmVjL+mNp9kVqPOdg61WrJaJRE%20oiURKIlESiJREoiURYHWxAM1ML0T6aZqJITXXA9hbbyPZb2lduusMuSPC5N6pFGgmOKuDsuzFFrE%201NuGmK56teXZ/LoZ/cVpWC+uH/ji1enzc3vL60uSwO1Nb5Hpm4akus+3zHQLlMSMNkeNHOBkqOoo%20oYTWFUzmZ0eFXorFa5W4Za1AbE38L6wcWFtDW1Fr6aNSVgJ9TNcWq/NfZoZyt5VFK821FIjB1TdH%202aRqCA8e4dqafZA26TGYVRNQKmDOFKO4jQIzN1QLuarc/cwrA0NWg+mx6PrAsc+UFzTxlWkDSjyb%20nwuW1W4qDxH/AGqvoz0Ey/3Fsa4yr7dpEGBMkX2S6O5h4ZnSEiMD1RoAZWZCO5gm45scXLyasREh%20maRf+bDHqYc1lpOZ90u7gtqY16efcAtkuGC48ndrKZABexWXjVjLeAWqLdI9zu2nNASUxtD4ZrZN%20SJGe7AT5QpdsKYAXYoqKkgyDRefkY3m3jGVIy8xAbTopEn1NTTiI8xkRinMoZEaDLFtBOItc7nZ7%20oD4d9w4Jb3aYyQI74wATriByEMsghChnGGU7yORuLjka4iphgmbBNiVJ8sTowRYXBgw5rHNTpVSG%20nIO5e2+gPJqXKnqoNpPpi7gvJFDaCwpDLiZFwVkdwnIVyKiLyMxXkrHNbCX6LdTa3sC2yTITGG16%20Lz6z37XkoYLZMuYbIKUHC2ek7LllSgNGrsRGBdjRusIJqvUbxMdsV25yoqJfPrGeO1iZCNraW8w1%20Wyaj2h8cpo4cHlphJs1P5T0RfRYW2+gVtS6G0+toQyWr0dF6ikrLv9xuW7ve5OZny4ZsuzGt+If6%20he11EBbtO9y/Smu3WJulZrr40r4Dd0uSPm6wp0KzqyAyqi73f5N3t+FhXPJ3DPicM1r6LabXoz4v%20C60jpexi/wDKxxWVseyt1VgrgWO+y3cerr5qXcQoRplz0vcB2UJZcETcSbstujjQrFxRr9zKRW4o%201+XNgukWcEV8UeaRPhfnrpBYirSikBIyAHhew+3l5haGoV6yNWqNqtTBqomVPewqDasssgxBFjLG%208QXQ0m2hIzbm7U7usJaVsvU+ttBlYstXekVSFutg0dvfwsuXnYVQPio9ldj6eexq2t4cS1PlrY4b%20+Zj/AOuK2nPhUy0mshLvYZlwvl3v85040KBEuA4Ud1vnJCMUvWARY8FyP6u1zU3iPTByOZzXZq1g%20K00xJevlxRcb2dw4YilQqSfCXoxi41k02jYcJtrRej1RSvO9aS7nb9ZNk6XQ0jUBbcNt1A2EOeAc%20ARiKEzmOm2x6E3jyo1Bke5yI75NcEWqxJGL00elhrY1bLQAbI2P4rSDiN/ibX5cWr02kWm33frTU%20xs/WNruFyvArxcZFsnttj7dCdAiCAKTGbLZIGeRLkdZQ27blVW5Mrmuajq1iGxfA9zeLDh6aux8L%20aXpIkgPYJWacWHTzaN70b0KqKV5Kl8vFmuN2ZYJrYWk23GU+Zerla+uxATilUktm+BcoZ2gYZzsS%20Pjbti5kUuCbIynMYjRZHWHLdYi7Yg1pIMrZnmJtNMWrwhv8AjhJbFaTQA4dboEYBSdSMdJfMuyXN%20FvMrdNBHfJdCjOb1USEM5oWgUbUzvc7Njiq1ceSLWeLb5pP0u2pnqqS8zkv4Y2WNVu/opQa1cMNv%20J3apJmrYpXk1kPEVsUNqvupNN6Wkv3Gn5DhWYltIjn5BjjlPGmyxsI78T1pWZsUaPHmtqYAkAF8T%20UBtZvaBoPjtJqJETmFjI6ziN0n8X/J6+W6hi+40Etk+zqDswzjhglzgEWU7OYkgUsrJJXuzPx3p2%20vf8A28iciWPlidGGLag1BzDbtKghpSBrJ6m8sOWjVRfeu3WJulZrr40r4Dd0uSPm6wp0KzqyAyqi%2073f5N3t+FhWcncM+JwzWvotptejPi8Lq0dL2MX/lY4rK2PZW6qwVwLHfZbuPV181LuIUI0y56XuA%207KEsuCJuJN2W3RxoVi4o1+5lIrcUa/LmwXSLOCK+KPNInwvz10gsRVpRSAkZADwvYfby8wtDUK9Z%20GrVG1Wpg1UTKnvYVBtWWWQYgixlmOIbrW21wllNmPuPXRJYktm66715WPRig6wqR8UFvFdvvk8mb%20NsqlcQZ8VbLm8TvRm6WbxYVqPKX8tH/3BrP4m6/C6yyGtrxBNqO+X64kgXC3sPpq4jtYCglyJbBw%20jlSBHi70TTYOa9hnidlXDOrcE1gPFEivmANaHCX58L2jSJCmGSpJ8MgaeEk648rj/DLSF6lVFKwO%20tiAZqYXon00zUSQmuuB7C23key3tK7ddYZckeFyb1SKNBMcVcHZdmKLWJqbcNMVz1a8uz+XQz+4r%20SsF9cP8AxxavT5ub3l9aXJYHamt8j0zcNSXWfb5joFymJGGyPGjnAyVHUUUMJrCqZzM6PCr0Vitc%20rcMtagNib+F9YOLC2hrai19NGpKwE+pmuLVfmvs0M5W8qilYy7aisQNWPkNs1wnTLKFI9yvEFjXC%20ijlIhdyYbSsPI5uUmUYS5MUdsxqsSKysBo5sp2P5rA8qgYlMomgtNoGljTpbyipwij4VcteqbRdL%20qe3QCdY3MOLcGyxqx8coJritC4RGuXN/t3LyYYKmCrWmEsX0Sw87A9aq4p/E/RRV6oS1SpWH05q7%20S6TCzY1smWu3agko+LeZCMbAnSFVAseNGGKoHHytyKUQt6uGGZypU5YLCNnvAG2viPzYbfMW87J0%20JJ0UJ2UrssxWUAdsK09gvsS+QXzYjCMEOTKiK0qNR2eHIfGIvNVyZVeJVbt5Pc5KlqA+oA7w6SpI%20xu7H61y3q7RLPZ512mZuqW+OWVIyJmduwsV7sqd1cG1ScsIe1Xy4GUhEaVkdN3slhiAjXWwssMG5%20Pca3OjTHzorTyVUnViueIPVSPcq5WMaocy5WvzOa105ngiY6YRNNBEdANpa4gNFmpE4c4ES8Y8si%20NtdJGvSQT4nxWvLTaVvnp/TNpvm46t6UiAmdXzbzd78aEyZ8GZsubDHBK1zYYJGNyAu+okbiyicU%20oOlbjplLXqK2Pu7Lgdka3QAMC+S6W9rlY6Op1YJj2MR7s73I1Go7NsxRcJByAPNoso1TbRqVeh8r%20F2WkSwJ91q26S2itpGw1cM4z0CBwgtgATF0fCg3u3y4EY0Ulst4bjHkS5DI8Y7t01osqlXMhQPVi%205XZFVWqlbxLyGH3nFHowJIvs3gg1iQVk3hIloi9dIHQeqwsaL1Cs1ZZfXFwtDUt9ql2qVe58s3Wb%20fb4DhjkNdDVpHSGmKaIwSCVzUzb1FXMjUxxwqB5gwrGuzR0uzaQ9GdSR4S9hp19Tg6CKF2XNH15Y%20pBLYESGWRcpj7csdzN2WLJHGJKcOUN6teNd2LZsXHFqpi1yOq4DmlmEyfUCBvc2GoqCxDKpoCTRm%20cbaDm12HQ60VVUrGXbUViBqx8htmuE6ZZQpHuV4gsa4UUcpELuTDaVh5HNykyjCXJijtmNViRWVg%20NHNlOx/NYHlUDEplE0FptA0sadLeUVOEUfCrlr1TaLpdT26ATrG5hxbg2WNWPjlBNcVoXCI1y5v9%20u5eTDBUwVa0wli+iWHnYHrVXFP4n6KKvVVK8ilWbhETVl4vs/SLD255nRLrfpUCAe1tmAcu+K7Pn%20ljVHOVhjbtA4oqvdimaq5IDMKCR8PspcC1HtPlrPxTmO95iK7GcbWB916HxUj4d3o9mk4rrvatN2%20oFpBbJqAmBixwxgkO+ME+8Y0OCO+TMxuZyIuz3MK0cmIOivRIj2hVIAO0A8xdlolww28ndqkmati%20leO6d03wXfNNMfowAbPfZKOtV0uVutz4BSuVBI2K9qEOBh3IijbIRjXKuA052CzlxoI2G0A2sa9F%20rHxAPoi0ZzScRkdFJHWKF/YT5XD2yeXo2jD6eLYkZp+3stlriyZcQcIQRRxtJGkkCZWDDzEa4o3O%20T3ccV21YkkAnTEHmIooMcMiNINdwXZ1LdrXabFLm3QamhNYgyR2sQrjKZyCYFo12PcV70YiLsVV2%201lMAjCz4qNe/KugCporRpV2ar3NV+bVVZ2FrOwaf05LBIts+zusEEktLJMcMst0OO3FXRyNPICdr%20cUbzTrkxa12XFK1cyIq5eMTtNA+31VetTISVcuFREBnsuvpc3p0DRhZbRjkexrk5HIip/bUEMqwl%20iAI0qBridZgWNYd1gluo7qRsAFqjoxTSSkRXIwakeFjFa1jn53EajUbmzJhVJByBptpoarvoZrb2%20arLQUBOjTpt8LNrdrq1o66ote2WNbm78EuLMjSIUCVapKNWaB847YwHkVSPaQbnu/HMI9rsHYOc5%20FStPNIN7xO8AyI1WXXEeEgqgGEF/di+0C6/kCxWqqqlZLVV4tA79b4q2adervbWLcmLbt20kML8w%20d4RxDxle0uD27pmdz8q8xcKrE+In0hiduhrTY7AFmibcKmQoBeaD+XXYLWqRSRFmJUIGs7HcLlb4%20MEjpC3KLJmAOxuDGthlEEwyo5WkYVpDo1WKzFqo5HYKmFaYTXVh58Ts19iqTR/4sOt2equ1VSsZd%20tRWIGrHyG2a4TpllCke5XiCxrhRRykQu5MNpWHkc3KTKMJcmKO2Y1WJFZWA0c2U7H81geVQMSmUT%20QWm0DSxp0t5RU4RR8KuWvVNoul1PboBOsbmHFuDZY1Y+OUE1xWhcIjXLm/27l5MMFTBVrTCWL6JY%20edgetVcU/ifooq9VUpRFk/6T/wAB/c66/wDI+PrXN/Z+HqVaN7WXL9gg/pplYy/pjafZFajznYOt%20VqyWiURKIlEWauUkWqLRcoECZc7RuFUUuSkM8Erm4ORzAFmgajmuw/GhxVE+C5q4LWOfXKMtDGl9%20LCLW3XXrTLLTbTT27j0rEW6MCdw94U2aaND2i59SFcYpEzCOMNqNIGIrV2PYpgsVWu2Ow213cRES%204iT6BI87gdAJOo10LIUy5kW425jmV7DqLaVPsdotl7l2jSl5A2ZpmF9p2Q4J+eHLAuI4kTY7Y7qw%20CvaL4nKm1ErkmScozJ8YyoF9IJd5Pbi8MfFbU+payGCTR/8AsFNsMRGzETTULl2rXGBq+DoC26pY%20lyt0vTcqfJDK5zDShshiYd6O2Oewcgjmu7irmTbhWnFiubKyUYhtGEydyLiGAfRZpVYjAAI2DNMf%20hjjwg3imm1gdC3vDSdMn8PdNzJpHGlnt0Z5jPVVc9yibz3KvKruVV7ta8QPGVnGIi8RZGUgNgkQO%20haMhGjbmciqnJzWq5e81FrFWWQv2m7ufU4NS6fvTrZcGxkgy4kqA6ZCkR2ueRmcbHRDoRhCYtehs%20ETFMvOXGIeEnSJNTWLjo0g0Oj0hTKoH8L9LO+4XdK6FgscluvCakutlJbrkSGYDjW6WSXbSIR4cz%20iiNHiGZKcgGpmYJWqxvOeqo1EtAtGQGlv/aznJMrBVxUyVcypGljs0NUbLKk6LAFuuti+KTwROjU%20KVj5WndQwdT3DUOnLsjW3Ro3XGx3GGQkYpY42DG4BwbosZ7mMyPI9pu4uRcqNqIPEEWh3uYm3mso%201oteRKmTSINjBr6O4peHOkPzLi0NYUtd/vl1k2g9qnXNsdDiBIdNti5HmJ+p5xRzjcrzucZrgsZm%20di3Fcy1aNIYRf1AU/hYMHqKhsOFVm5kCbj03/wAR1W2mq2vWxfFJ4InRqpCleeWyHftOHladsp4V%208jua6YtpuYJkArRSyOR5FlhHLiObvGPTcBhDamOK4fhgAY4WBEQBzVahd3GtqMAwaNjSWIFjIk89%20Hua0F6k6XkTJabRMG02bTke326ymsMUTzOba3Ipd04hnverXDcZuR7nK5iI7Y1UTK34KXkXaugW2%202WHWNNTtNqzAqbyebm1cw2KheggudnnW1zMWzY5Y7kPHMQWBWKz5RjFE5zdu1Ee1V91OWssyOIMt%20cueGQNywKSLqunyaU1BaJGoY0Ldxi3SzS2mmgcNGkHIkiKy3GjGaxzCCQCnJ77lwc+2aRmBy4fSK%206jZabcQEGLthY4VTLj9MMGIuNHD0t0UoTJwRaSDJbbSke2WvTFptkDrboMKGCPFdLAYchRDGjWKZ%20jhCc1+VOcisbt7iVrnSMpkm03KkAw3+1dTXkeJdNKzIBZbLcshwWhmyhFyDPv2KFzcrgqhN6jd2u%20b4eXY74K4kFw3mBcX0ut9kgzuCFrFqvZhL7GrdRrajaLV5hrbiJoO52k2lOIUgEcwMwpN2s12iyT%20xXoxQkUjFZAmod2LmEEKC9itdguxXNbpAiU4yja4a60EDS4cC2w10YkAlAMa+2zzaBpo2sNVj7aK%20WBBsRqEVqImVd0Tkw/01BtWWWAIhrGWb1bp2bd7harvZ7sa0XizuL1d74ayoxhSMiGDJCu5K9jmj%20TDIZmC87aqJVYuJONIY8rwbOcaStDWLawecONzEhRvQNzma2s17vtpVJlsc9BXezyCoA+ADCR8+D%20JENWNwM7dIIp3sc5UzZcyrfLIBkRRxtFsdnioKsxArZFVzKxa2o1G12/lfXrAqVv+ti+KTwROjVV%20KyV/tuoh6rj6lsDASCNidRl2+S6TCQzEe4jHkO2PPR6Cc75NjQsciucqkVq5KiHhJeyTdGrSecBq%20EGhjMqgfwv0t2C/QxFRLp2CHaJOuiakNZL1Yb2+IUD4sobSQjsI8OeRmiPlx2m+QYzaRhHNTa1Ua%20ipaFIyA0tS7zWbXLgPWtMTyrmVIfQbRpo22gsJAu0MNz1sXxSeCJ0ahSsNEj6p01Pu5I1sbfbFcp%20RJqwoz3R5IXHVd4MEWUPckV7lzle+axqqrlYNq811QBgwSDs/To1RFWHiPMwjY+fECxp0BtdaC4W%20aXke5w5tVhs0G5JbId1gJNmLIk265iKroxEAISAA9EexwWDE1GbshGJ8FrsEwTQk4QHdnrpqSS+l%20306bXLuc28RLNQbObRzaLhYtassSphlJ4InRqkg4ZWXm9v0/frFbZOkoM+Dqq0IJUHYbwMsGWCHI%20xam8lRRSWvEjmPaNvU2e4j+Zgs1lEA1wsHcvSz4marg0xWlWPmMrMRJa0V8w2V04rcNiv8NAWq26%20SDDgtm7ocmYpEmFbNOhnSyuOj5AFI1+BVciZnZ8Ph8/NV5FxG7DFtFGpqe9qXUWbNKT2v1Cx6tc9%20VR1bZompdPybMWRLhJIUb2TIol3wiBK0w3sUgyNRUeNPwfuYLtrKQNCCxBcbey8aRSxaRIqCHBBB%202EMVgNXQrtedHyYWpSw9SWiGwqTdQWkr7NcI7xNcCQgxG6zEV6c9DKSUJmCuY5mCc7QEY4yAaobS%20D4g1PS7UeRo48TJASHhtOvZbT3mNKDbhJXqopQEGxGtLgjUw+TIuzD3m1ErVllACIaxlntc2mder%20bFS1F6vcrdLHOiFIIzVzia5MjCowiCUiPVjnvCVuVXJu3Y7KhxISGjpem7VuMS0hoaxMb+og9XaJ%20B4nP3wDNQ3C0t1Vpu526bbZcc8e8Wh6zIbnjOMw473MYOW8L3jYpN9Daxrm45kwa+r5bCYkLa26a%20EaxRzhJa73sJrOsCDYRotH+twd6XU9D62L4pPBE6NVUrE6v9I2nUAtYwDwhRxRWwJ8e4mNbREa4q%20qJxpW4mtdkITATEEx2Zy/KKi5KiFJEW423i4aZGotFKEGhjMqgfw4jzMH2Cjm2y2IfF1rEunD8RV%20vEi1XawankQJDUtstBvjyQbyOhpbUiPlhQjXMENVzteqYZmqiNVL5dIyA/hcXeZt5xOBprR3lGY5%20wvfaNJbfQWOBSmhhv+ti+KTwROjVUWPlad1DB1PcNQ6cuyNbdGjdcbHcYZCRiljjYMbgHBuixnuY%20zI8j2m7i5Fyo2og8QRaHe5ibeayjWi15EqZNIg2MGvo7il4c6Q/MuLQ1hS13++XWTaD2qdc2x0OI%20Eh022LkeYn6nnFHONyvO5xmuCxmZ2LcVzLVo0hhF/UBT+FgweoqGw4VWbmQJuPTf/EdVtpqtqssS%20phlJ4InRqsg4ZSvPYOk9U2GxG0/CkRdU6ce14I9qvITwTijkTax02KKSMjGLijGdTaqIvw+aiLJJ%20IANoarkGlh/ms8Tioe0qz+IyHvElrbbRsNbcXpsV/h/bI1i0uC3MjXGPlNJK8Vyd1qSjzyCGerji%20zoRHOeqsc5c2XDPzsatKTgaogXWDToe9qPZRZgVJvPNzaW21Vu4ICbAkw3OMJskTwuI0GdWoRqtV%20UaUZBuwx5Hsc33UVKznASBBsK0hLCQblgIcW9RbVM0iMEDVlkgtbCl2+UOdAkijvGhGMc8yXAMx7%20xPTLhuBtVMEypsZOYfqReQe9rw2gl3sLmblwX94xAYCBEtpD3EkVajUIYRZrAAwW206O32+wW2BD%20gyLdEixhBj28zXkIAY2I1onva4zXOYiZVVCO/wBS8taZsjKRJLm9UgABQMpuubTNvVti+iy9WuVu%20ljnRCkEZq5xNcmVhUYRole16sc94Styq5N27HZk+GQldzUNr6r+gxLSF7YmN/UQertEg8TmbiWDq%2009kkX6xT47okmNLgagsRUuFvKrTjOIO9E1kokcjhsUiliNG1W45kwa+tIDDNxQ69PhO2xyYktd72%20E1zHwmJ17RoPPRiA+uynpPWxfFJ4InRqqlYzXrnsudnvECbEiXCztlSVjznlh7+JlGklrpO7koMD%20EyuL+rv25MHDXnVUHDInQzHnNCeeyyukh4m2HFFv4g22tNpD30ejtKOUtOuuGereIdjkFMsXVcJx%20EhpbpsafDnPZGMx6KkR5iOGIZSOESQELtuzDFzK1yhWRj6bDc8a6QDSItqL8PhpmnwgG8VG1wL7d%20TA6a19e62L4pPBE6NUUrHytO6hg6nuGodOXZGtujRuuNjuMMhIxSxxsGNwDg3RYz3MZkeR7Tdxci%205UbUQeIItDvcxNvNZRrRa8iVMmkQbGDX0dxS8OdIfmXFoawpa7/fLrJtB7VOubY6HECQ6bbFyPMT%209TzijnG5Xnc4zXBYzM7FuK5lq0aQwi/qAp/CwYPUVDYcKrNzIE3Hpv8A4jqttNVteti+KTwROjUK%20VhokfVOmp93JGtjb7YrlKJNWFGe6PJC46rvBgiyh7kivcucr3zWNVVcrBtXmuqAMGCQdn6dGqIqw%208R5mEbHz4gWNOgNrrQXCzS8j3OHNqsNmg3JLZDusBJsxZEm3XMRVdGIgBCQAHoj2OCwYmozdkIxP%20gtdgmCaEnCA7s9dNSSX0u+nTa5dzm3iJZqDZzaObRcLFrVliw+CTwROjVJBwysvO7bB1Hp6wG05P%20sC6o087eBCy3kRhkCbagUhzmxhijjRVa3GcUibMNnwJJeIBdw1XusL0L2Mwe+Rl4jb3pSBtJNddo%200vrdgasAGitFoGBZ7NpgEG2+knRUNJNjdAyOt7w8ghSIRSjY92BHuRHLjmTBczscy2kXA1RA5gOj%20Yw2BZgVJvPLk52rtats0TUun5NmLIlwkkKN7JkUS74RAlaYb2KQZGoqPGn4P3MF21nIGhBYguNvZ%20eNIpYtIkVBDggg7CGKwGroV2vOj5MLUpYepLRDYVJuoLSV9muEd4muBIQYjdZiK9OehlJKEzBXMc%20zBOdoCMcZANUNpB8QanpdqPI0ceJkgJDw2nXstp7zGlBtwkr1UUoCDYjWlwRqYfJkXZh7zaiVqyy%20gBENYyga1sDtRW6KOJcpNnuVuksnW64Bjb3IcbHsbvBlYucaoRUe1rmq5NmZEVao+GQlduY2vza6%20GtoC0tiY+rqIIO8D2LIX2Oe9OsNx1AKJcbfFmwiwNS2OS+E8znyhECwkOUhAujOK1mZqTCueqNcN%20mdURusPDmAsxrrfwyts0EswJD+kyKjMBMJDUX0EaC3W7C+oC9Q62L4pPBE6NURZK/wBt1EPVcfUt%20gYCQRsTqMu3yXSYSGYj3EY8h2x56PQTnfJsaFjkVzlUitXJUQ8JL2Sbo1aTzgNQg0MZlUD+F+luw%20X6GIqJdOwQ7RJ10TUhrJerDe3xCgfFlDaSEdhHhzyM0R8uO03yDGbSMI5qbWqjUVLQpGQGlqXeaz%20a5cB61pieVcypD6DaNNG20FhIF2hhueti+KTwROjUKVhLqa7aa1bKvsTqsmBfngA+2GOS3mJJENG%20t3DTCOOVLKNitY3ex25WojscM7YyyzxtcmQbZVhSlhkX1gCuKZB2Lswatnmo5rpkwo9bZeER/dCC%200wDVF/mQ4Nzs97miikudinNR7ADUkhwig3CyANQ5Hlc5BmVM2Kq1rlXG8KZbDy4txaNNgDNa1gsY%20VnWQJtY89Q52vbYTbrW+GRpG5moqJyc5qtXvORKqpX1RFk/6T/wH9zrr/wAj4+tc39n4epVo3tZc%20v2CD+mmVjL+mNp9kVqPOdg61WrJaJREoiURfj2NexzHJi1yKjk95arKIkCDYVILF1FkaM05I07E0%206+K5tqgNA2CMRziKDquG5cKQN7TsezL8Nr83v7Vq8yZSxG3ub2EhQKPr7X9tdRsXWm8OdHzLLBsp%20YT2QLajkhJHkyY5mIRjmFRZASDO7ete7eZnrnxxditQQCXI0NqanhazDQUZqKYnDZe/Pftqa21N6%207F90Rpm+QIkCfEckaCithpFMeG8THDULhsJFeF6DcNcrmZsqpypSXiliNSXd9LsS94LC1RDwACNA%20GbU1jXHXbberEaOCNHFGjjaGOBjRhExEa1jGJla1qJsRERMEqZSJLm1VjERAAsC5KhWWV4owHz9C%20XSM08SMitEQpLkdYsJRiMwhGSiowuAXsarSNy85qq3ZjjVJMDElmEga6a8m1tbYrweoFpjIb4mvM%20szwwl6LNfzNslq0TBlpGery6YuIJkxR52YteMUGG5BY4Yuz8uXZ7mwfCbWps029XOspM45bl6hVF%20ZZHigS3j04x00MMidYYgDS0kvLHK5r0aeGKEx8oskeOLGBeN+GZUIzDGs5yAIq1tdOuxqN5i7AVL%20haQDvp1aDUX67KF5MBVdbhc+N1CQIWoy3x2UB90RktjRCkj3wSj9ImmTXIZj+V8hzMWq1qMVr0ro%20nEgMRYSDtGim+rmrvhwtzxIJcG0PzWP0GxtYep29ZrReWcTpdmfqQcU+hrPqaUCPCU8+8OENRDnz%20XRAsG50Sa9zGFxcTkyouKY41XLGKRAYVA5zEn/1YXmmhWnSAL+ot/LhfoPRewWs4by4crSMZ0Szx%20LAMRpUclogKjo4Cx5JAlaxzRRmriRjlVUGiY+7y1pIuIl7YxNdYBbmsVGaUg1QeR5+VaLT1VSvM9%20SB00XU93JFs2pLlOjoFb7Jsl0kwQCfuUcNjhekYCEegMrsAjeuCp+EuFUiQIk2QcuddHOk0DaNDC%20xlaTlhbJqDU5atBbitO1gy3tgk22VY7fJtZnybaaMIkKQV5SEIFzEUb3vOrjOcrcFVSLm93bW2YC%20JEG3lcs4kNRd+qKy8W1TxV15a5VyKyVZIEOMefGjQpkWQWU40Igurxs6TY7XnmxyKcDUGmKJht+F%20TI8WF7ZEUH8+GXPCj3voFVfMixLWBqnXDED/ACuJRJ0NpNB7QxVVjVXYqoiqmGH91SVlAuASpWrx%20KbSl6C2U2C4kGSxJpDdVYFXCcm9cfK/dIzlV+VcvLhWOeHgR7bOXtsXRw8mzIm2oXl3DY+h2361R%20oNr4fDuwxqxJ1guYJFwV7QOR7wAbACRcyIuZN9ijccVXu9b4jIhwNW3TZTky5BHDEA1ZrV7PWK1W%20R4haa0ZMth7vfIlgFKjDYMd61DCBLjgGpEwa9SkjrlVXqjU3recvd5FoWB0B+lXi5pU2/wCvasfw%20ydpoGuXxLE/SNxE+2lKa46UtY4hAuacTUDJOKZMa1pEXMxi/DyquzJt2g5jK1hh2F8XsbpWU2eOs%20nbQW9LPzaaevVRWWO4gaQm3+RaZAocC8xLe4yydP3d7xwpCmYjWGc5oZbd4DKuRHhcnOd8FcFqoH%20idno2yto9nXaDZ/C1lX20NNlX01iKaR2eH2mJunrXLjyWRojJUskqNaIDnvhQRPa1qR47nsCqtVz%20FIuA2JmeuDUStCaAO7PXnJ1+UHCNQ0WDMDxEs1n+u08nLk6iqqy8O4oQuHuntaRJM3TWm4wrk6J6%20Qud5hjeyUkiaoz7jM4IWGAx6mMVyOc5qtzJgmKUymxGFAP8A4SIP8rgRYaToLPbNJwYrT3wDc4JI%20uwyYWt6Vw0lBk6KtxQW2PawfKtDGhB6tFexhntbIjhVEVgpCJvmIuOx3KvKu03oS74RQ2inlP8tm%20jYFnFnLWYjUadfLmotFMhxJsU0SYAcmJIY4Z45mtIMjHJg5r2ORWuaqcqLWZANquCRULyDUGirJp%20O3XO7D4Z6SNZ4DzTHSTSV6wgd4r3EyPtZsmVFzbphFRqc1mOxKtlyIMRYXiKayA+h7dqkwxO1aew%20btHWdK9jYqOY1ycioiphyUNqzgXiCv1eSqyDhWXk+mYFrHrJkWJqm0WWYF7mu0XZJpjqJRc4gkAa%20SkRGvRquJktg3piuDkdz1vlFwSPEG7tdBYGMdGh4pnW3e0vp0VNtcXPQj1iqooGu9PW/UGmJNtuR%20xR7fvI8mYSQxpA7mJIHJIwrXua3I9ola5XLgiLjt5KqcIIlKyJfoV4E1AtkCN4ZZzRul9OM1THvW%20m9TDuViiW4se32QRRSxxRzDjXPHkMe4jY6uhKxg3ZmtVHIxWtblTWOIAg1dqm2jmp0+a01a0mizk%20QWaniJ1OzFrra6NQq/oVUUrC8YIQJGnoBpb7T6PhXEEidG1BL6nbZAka9m5O9QyGvxc9rmNc3DOi%20O25cFpQTiS2neQbNY9j7RcPhkBq6JRPSzc64eFMnSplufoG3aUgZdz1j7KTgzc+OfL1ndRIWTDbk%20xzY87k7uxfDpZ+b/AFWVMXJ16BVFZeZcT/RxdQ26GsmJaLnLYIIbwNt1LcFQhlGOMVLSS3kFGeV6%20K15ZeRX7N2q85KRrIgbhpoTXWACwqSHbSrSLQc2eyyzoErG8L2ra6QkR5GnIRo90JeBPauWeZqMI%205UcqKxzMrHNUa8zKRN4mGD1V+KrtmW8q66UrbRhcAFnEM4uLbGo1a7yTrViqKy8d1tIs8rWMwDOH%20Fi1BKZJHANdLo8IjlkLb1msbzoMtVZuR7tj3PTn83BE21lGQEZSagxc+HC/OXcag5ZaSBoH0R5hK%20RiOkV27V6Vo6dDn6Sss6FFDBhyoMc0eFG/EhG8TXNGPmB5rEXBOY37iV1Z8TGZBL1tWGWaWNb7VY%20XDBceSsJEMXsV15JYH6Iivtc2FbdTwtPHlCFabwW7znW0hClyR/1RLiQyCMXBrd7FRi4pm5q1plg%20hhYWoDdhdtIHhvZmbzMEzbZE3nE1GL+K73rW2+Wq9bqqKfqGfNt9guU+DGWZNiRTHixExxKUY1cw%20ezFec5MNlZ50zGJI5a+ZaZMRKYBsJXmuluI+sJesLZZ7jc7JNjzyYtBbohxySQ32/rYpo1fOOiA3%20uYLn7tUzNw5Xc3pEBikPSJcxEogf7oyxDdW1YGRwg2PhptcSG2JFdVT6V61WSusFxjBCLYba+caz%20shAuYTSYmoZiQrdKY0ZMQFc4UhpHbc7GKzDM1HbcuC0oJglj5ukM42crXFw5hIDV0Sielm518cKZ%20OlTLc/QNu0pAy7nrH2UnBm58c+XrO6iQsmG3Jjmx53J3di+HSz83+qypi5OvQKorLzHiLpXhvDkh%20mzG6LscueQxJEnUVriyCSiYtVzmPdJgOVyK7F6qr8cU5O7QMCwbYrlyHL6K9XZsVDg6e3ks11Hbh%20WZIUe5EECZp2EkG3SmoES74aNNJaV3OyPejtjmq3blxXYuYRJfT0SkOlnWVBMgXD2Ox2XdrDfVRW%20WD1toebeNRR7qtotOpoLInVW2a+keIEcu8V6yQYRp7FeRqox+IkXBqYOwxSqxDE0taukNo2G3RZV%206NYlwBc/O7f+LFv5jZpv6GsE2waXhWqadp5AN4q7tXqITSEcRkcSkVXqIDXIIau/BamxOStJF2q7%20AB9JYM5tqbbTtNqziKmjObBYNXJtQAorEyHEmxTRJgByYkhjhnjma0gyMcmDmvY5Fa5qpyotUIBt%20VwSKhfzlcJGgrFqa6WkWkNLCkBdLNbrHJt7S3Q5wzAtGIbnuVy9eGV74zRhyjTDDM1qoluGkZNeD%20Cy0AmQL6XgwmTcbmmozwAa2EGpspGJHMSTFhUyifeov6RauLUXDLs5PcoVWJoNC6t1tFqu8Alvus%20IFwgmw3sSUNhgvyqjm5mPRzVwciKmyqTi4VwSF5ULS9t0cWzSC8OdKwojJ0OEG5x5b5EwDzmaEJU%20cW1sKR+dzUx3uOK7VRMXJrCRMwLDJ7NUSdVrMq5oGGRtArXbzts5hoC9gqilSNWxgSNOzRnhQJ4E%20YjyxrqTdQsg3I9zzEUUjKg0bnRcnKibU5UpOlXZtN2sWV5xtCvC1h/rq57NOw2LK8LQQlfMLB1rG%201OJmDSxrfKNLAJX7WOI6ZOu52P5io1GGGxUxxYq4Km3u2c/LpcnQzVfIsZXauVNwHsA9BqissnxG%2003pm9W2AXU8iICw2mYk6c24IPqxG7gsdGEeVzGD50hHI5e6iYbdqVcRliNxF1TpBvuaqvEliBpbo%20Il1Lq6D03Cg3q73eDqV2oIUsEOJFGR7JBYogISQMb5THOcfM2YjmOImfJgqufjjWtRHCbcRL2aBH%20f4a+x3WRYmLWAGm06NVNeqlBtqorJRFk/wCk/wDAf3Ouv/I+PrXN/Z+HqVaN7WXL9gg/pplYy/pj%20afZFajznYOtVqyWiURKIlESiJREoiURKIlEWY18KBcNPz7dJWUJwUizGGjwJU5GkFJaQCoKOxynw%20KFFIJi5sm1cqKjqh2lGXpkOW7To2q8RaNEoyHQx9tL9DrEWK6acsGoj3yVMuYrUIUxoQv03eoYwt%20nSWzDvlSihcJwxFRyjxaxBtc7FV5avlhhh0nDEbI4hEbfEz9FVnN5F+egq+EA72xEVJOmi9eRUVE%20VFxReRaqgL1C8z4haosj7gywaggXqCRs8SWG8WmHImKr3Q3vcdisjnDiiKYLgq0jsOdky85ueETp%20YWkD/L1iQPNeCFqCYVFQ0Tz46biIyrbZWw0uF9p05bwyW2s15mSBgixHy75BkwSJFjNcyMASFiQB%20OYPF6rkYrsXYvVcUronIyBJ0yJOs0rua4c7rnjEBhcKahyvrzBbqs1ovM+I9+hB1SG03OdpuywjW%20wjh3DUkVstsppSoOTEFmlQWsa1rBuI1XOz5k2c1apFiZO1MNL7S/MRS410hXlQRZ64uZhEdIkeZa%20/Qy29dLQUt8y1zoTEewEmxhbHt6ta9yZQCYaU1qN+CuBF5yLyclbZjvV7Bbs9l2pZRarKxKjDkxi%20xiK9ozMcN7hEeEiI5MFVhBqx7HbdjmuRU7i1mQ6uCxdeHaktkGLqa5Wy06fnXJCGHbJsuXq2+RHy%20CrAfOYN7GrJzi3WYbXPfhnVW4Im2szIGEiR4fHS/CIvS8g/7Q50K+FpAg1aNbgZyiN0v/LavXNES%20okvRtilQxbiIeBGJHBvSyMg3BarWb4yNKTKmzM9EcvKtdfEAjMk5cuufKDRZmbRdy3XUVqsVovJR%206ouEu63ls7Uuo4j4lykxQgsVkbcICBE7AaMkttVwVxEbsMjjYtJmTBERKZNYxNpN9B5iNXhpQvZp%20dWzKSI0DD0xifaV6y34KbVXZyrsWhVI2Lo3e4rFjmYJSMlLHOYBWxJEwbVC1NrmR0RXri5Moke15%20NqM5FwrI0LcuXRarxFQ9+z/TbYvNQ6klyL7bLrfrjOMC0OMUQbdo7UMF5FKFwlaYplm4iwdnViNT%20FzWrjzasCIkyPpI6Yn/1VSCRhF4O57N+6mleo2+fDuMCNcIRWnhyxMPGOz4LxkajmOTH3UWrTiYk%20g2hQC4dde5WybLZIbHu0u3KYbBjfGbFcoXMernEH1gB0VxEXI7Ojm4JzURdtUbl1cqqwPXy5tHS6%20gStH6vbGK6Drq7OmNaqx2yo9nfHUiJzUK0VvERWKvwsj2rhyKlWBYgqGGla9McEx5e7hyY1CgO1b%20V5vxetOnCSrDer67T5g210kQrZqc44kQ7pLGormHIORgQSDxRu6ci49xURyUDCb0cxbZUFxfdqe2%200S0qYNXzA9Eg3S/NZpEbhroWyJeI+pdMl0+MHX5h7o7TpmGGIZYrBDtjTCGPfCz4SXZ8mV+GUeC4%20pvB4hi+HCecmeJ/hDxBqf5RRYz8VzvHmABD/ABaQzW2y8S9hrNXXn2u7trsOowWuxJKDGnx44o0y%20PFbIEIj5addkGK8RRjfHiMxC0jka9zlTK9URErCsiDQAg/CBIlrzIiMWYkOCNKtOkQRU+Lf4RF9Q%20cy+FnWj0LLvkvTEQ97aVJ7nGRHSBoA7wNM9schxNaxBlIFGOexGtwcqplbyJpLRfhD7Wr0qgtkNG%20Its5bxVXqqpXgt/uGmI9/vFzdaNIBv0C5PSLpmXbGPv9wewjVYYMjesJvJSrnC5sYiJimLl52EcP%207raTZH3PE1f5R4jZTV4lOcHcE0a2Vh8L/wDwo9Rf4V7y1VVqKqYKqY4e5UlViXDr9XDBceSqzAYv%20YpXi1iDbJIrJp6NeJM7SluuAZFrfG0zdEIRwJCkArruiPhOHvPhnYJqPbiuZMyurTLcmMjbGNPd9%20zDYf4TYGrZTwpne+PUTi01xPJm/istbbVe01VFieKN500KxSbXeyz4YiMFKSfGtk6dHE4BmkEpiR%20wFDl3gkzjc9FVvuYotVfxAjzRkGpp0bear2VVrIl/KRIHY1dlNJos3wtiQBaoUcm7SZt3iw5j4sZ%209iuNkY2PPnJJkPes7eb1d8rWjwemVqLsVcXVpCkSBoEInZESEaa/E51Uar5zrJzplKXOWxcwp0O9%20F61VVZZDXa2uSGEeR1xpLJcwnHubXOuLXvUD2vbuYw3OIxwDvbvGLlY/DFcUyrRgSCbCJDmIY7NR%2006wrh8JAuB3SBHSKi1rrVmNAT7Bpye8cmfcXMmsg2m3LJsF2tcdg4yvFFQ55QlE+Q/fNGpFcxHYN%20RGpWwJlQ1nImR1nCH6Ius5s7gNEPzAyfdF6UGGq9WXk2bVrORIFFK8WvV80xqm8AS5g1RprU0SNC%20k3AdttUqY1FBJIWOJyvgS2kQEgb3NKwTWPxVEc9MUSYMDiiadZiRzHDIjRsoCLZopgNQ8gNgMfa0%20TpZtD19N0TEtETTUUNpbLSJiV6vuITx5ZCkK55imHJGEqPIVznrixqbeamXCrSow0AADY1L9F9b6%20rMWk2kmvLspoVyqqy8j1re7RI1XerNfLlpGyRxihtaLUsJkw08GVTMLmJNgt3YjK9jWZXZXIrsUz%20JVIMQTR8ZpdQMdpB3UvV50IFfL7ZGn/EFen2MgiWWA8MiNKE6OJRyYLUHFI3ImDwMR5kaNybWJnd%20s7q1tmPiLvz286ygzU6F8XuyQrxESNLJKEJj0IjoUyVBJiiKmCliFARW7fgq7D3tlYzIAxXK4K8K%20sMm3tl2YzNLnj2Zsq2T4Tz6qvJ9ylzmECA6wXMeFxWmau9HmVMX7VVFcqbZIrGx2YaW/6sQbVheI%20O3QozosJi0eLU+Gfi6Wn7HlRf0LVEUzU82XA01dp0MgAy4sOQaOaUuUDCDE5zHFXFMGI5Od71ZZ8%20jGBI5bNd2ta5ERLMiDYSFitDXss+ZbCG1DqqYWQJCEg3Oxthw1c4SuVCSWWqM1uVdrcsjBVwTF2O%203rnECUgLBft5q83MuWEiYAm0tZyNOTr0isVqs3q6/wA2FAI62GJFkgkMCUr7Lcru1yPGpMBhhOA9%20ybUxK1ysauLV53JV7Oflq69CsBbs6+VLdNizGlNSwod+mT75cZpJ17dEhjX7O3izW9jxq4YczprT%20sQxXGRmd5kxwY1E2bdICmEWmRl/xHVFUmS+I2RDdLudj7BU6V6XVVKi3OwXaYMbI+pblbnMIUjiR%20h25zntI7MwbusQzplEnNZgiOw+Erl21DcuvlRS/Llfb3UXUg6b1RBucST9q510hte5J0K4gtyNeN%20RuRqidDiRCNI0mRdrlblx2clWBvu5ctaqRTXy5bVpahSvJ+KNr0jH1fFvt9bpWeQ1v6iG2aqlBg5%20GjM4qnjkICZvMd5lc1Rc3uOTFyLSDCUhSrHWGcdN9LNNMN5OYxtpi2F8Psbp0aefhJoO3WYsS72G%20Tai2c0KQOTIsrkcGXJNMUrWuViZCMgtRwREc9z1RzsUbhgu4eMTEvZBuYF5ajOl9lZFYnxEGjvIn%20U7eHZp0aMIAovUazV15DetQcVn3G6ht7J4XW08swmMgMeCQ5xhBtUMZSAVCAKPOaSVj8w1VcXjRE%20SmRXCZXgEWWzliOyMAMJ95wanwq2awJAud7mgN8pTNn8Oi1eutzZUzbHYbU9+hVIu1bV+ryLsx96%20qzsNHUrwXTNx0wC+Wi4QbRpAN8k3BscmlIFsYHUEBpCOER75DSq9HRmfKFVYrGq1FwciYKumToYu%204tFkfC9efwVapv8ACnEe8ToOn3vFaP5vMLdreJe9VVFmuJESzytF3EN4mLAg4Cespo9+rSjMx4E3%20CNep85mtbukRVfjlTatVJaUSPMJBtNdFOV7i1WAcEGwxk+xi/QoGjCFu2sFvN0mSJV0jwCRIyN09%20dLFGQBDMITeEuG+3pMzGZGoVMEzYNXFVrSIYSI04X5sTMLfeL26LNOci7A2B+nXzf60b0Sqqy874%20o3rTxGRrdLk3C33KDMCa3y22W53GG6SQbhMGqxw7s+Zp1RGjMjkfhtxTCspQx0F0hzGJEm5nL+0O%20FpGWAObKHdIEf8gNui0FcHB2HbIxLgJlzkXG6wolut0pprTNsrBRognti/IzUV7yvRz3PfnXubGp%20hj1TniBl6pkn+Zo01Uw2322Ac0YYSBdGmxzbzu3PrXpdZLVKIsn/AEn/AID+511/5Hx9a5v7Pw9S%20rRvay5fsEH9NMrGX9MbT7IrUec7B1qtWS0SiJREoiURKIlESiJREoiURfJBjKNwitR43orXsciK1%20zVTBUVF5UWiL65KIlESiJRFlLzpbUr9VrqGwXWBbylgsgSgzbeaapGiM8rHI8cyHly7xyIiJ3Vxx%205uWIOMQ0SIO4EdfKrzIuI/w4v+WH5VoLUO6igjZdZIJc9Md8eKB8ULucuXKEhpLm4NwRcSLiu3Zy%20VYtoVQ67dQpU26aY03dkO26WmHPbKYMclJUcRkIwLleJr9412ZGPcrmovIq4pUMOl+ex91FLlUAh%20EETAhY0YhtRgxsRGta1qYI1qJsRESrEklyqgABgvqoUrIC4fzosqcW26tvFuBOlFmvhAHaXBYQ7s%20z0GhoBXtaq7fhbVxcuLlVVQ8IAtEe19HJqBTIuSb26AB7AteiYIiY4+/RVASilKIvkQhCG0QmNGN%20iI1jGoiNaibERETkSiL6oiURKIsvrLQsbUx4xSyNyg4s63nao95njXAbWEyLmbuyNeIbmv28ipht%20xSoBBJFpHSJCUTzEWaVeM2ABDtIHbQgg7RI8qLsaN01PsceetwnjuE25S1mHJHA6KBrlEMSoILiy%20Vbm3Wd/yi4vVy7Ma0JDAAWP0yMutZCLHmA3Bq69dzDQtBVVZKIlESiJREoiKmKYVEg4ZFj7Bw+nW%20IMSJC1deXW2G5FFbiDtKhUaPz7lXJAaVB7cqI16ZW7GqmCVcSsetG6G5dKTqSbHJO8vpWwqqKdqG%20wwb9aD2udvGgPkchAvUZRkE9CCKNycjxkY1zffTbjUEVBFCC4Ug23EEHYaFT7No9sC7emJ92nXy5%20sA6LGkz+qs3ICPa8jBjhgiC+UcNiuc5iu5qbcKsCwLaWfmdtznfXQ1SHZ7ByflzWl9DUKUoi+SCE%20VuUjGvbijsrkRUxaqOau3uoqYpRF9URKIlESiLHF0prCLqO8Xaw3m2w494cAp4sy2HlvQoAtBn3w%2058XHM1jUwyIiIibMcyuiDiOHRiJ3t2cgwEyLkG6LdMj/AOy1kRstkULZhBmltY1JBQjUQ3kROc5g%203PK5jVXkar3Ye6tWkz0sVQ+lctQpUpdJ6VdLjTFs0FZcIhTw5Cxg7wJTuzlIJ+XMxxH857m7VXat%20I0submu2VSVba6efkBuVWiLq3a2hulqmW07laGaAkcrkaN6o0rFY5UaVpBrsXke1U91Fqs44gyvl%20zMZCQ0KJYdIXW0li59WXe5Q4rEG2DNZbFG9rWZG7wgYQZCqnLjvcVXlx21qZuSTaVjGAAAFAFpao%20rpRF8kEIrcpGNe3FHZXIipi1Uc1dvdRUxSiL6oiURKIlEWQ1RoBbxdy3WNNZElkjRgtUoFOjTW+X%201yGVMCBXK0jnoRmPPaqIjm4bYg8SSNJB6DE74ltVqtIgxY3SH+4DpBiCP9CK2kNPl0/YQ2wslJZW%20EOYhmDUI80gzzKwQleVRjYpMrG53YNRExqxZgBZGIG4MqVJJOkvy67y5VmoUpREoiURKIlEUrVOn%20Y+orFItB5J4Y5CjckqLukONwSNKx41MwzGuRzEwXLinKmC4LUNUEWxL8uVbLFINCLwRvDLisun7t%20b5TjS9S3K8DcxWJFmjtzBtVVRc6LEhxSZkww2vw28nJVnoqkK1UKVJ1JpuLfoscRZB4UmEdkuBPi%20OY0wDsRzUezeNKJ2LHuarSMc1UVcUqGqCKHttHLaKqXoRoPUXHSAfbRcWn9KhtEqZPNPl3a6z2iH%20JuM5QoVRAzboTWRhRgMaxSPXmjRVVy4qtWejC9+eg9gAu53erOXPNq5b+YBW6hSlEWT/AKT/AMB/%20c66/8j4+tc39n4epVo3tZcv2CD+mmVjL+mNp9kVqPOdg61WrJaJREoiURKIlESiJREoiURKIlESi%20JREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlE%20SiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiLJ/0n/gP7%20nXX/AJHx9a5v7Pw9SrRvay5fsEH9NMrGX9MbT7IrUec7B1qtWS0SiJREoiURKIlESiJREoiURKIl%20ESiJREoiURKIlEUourNLBI4RbzBGViq143yQtc1U5UVFdii1T6kbwtxwuaQ4jLcV0rjxC0XAChS3%20eMVFXKjI5Gnfj/pErlRPfWoObEaVrl8BnSLCJ56e1c4Nb6OMFhmXuE1pGo5qEkDG5EX4zHua5q+8%20qVIzY3qkuDzgWwS3Fd+BerNcVe23z48xw9r0jlYVWovu5FXCpEgbCsszJnDzAjaF3Kss1jr3xPtl%20ouM+Ia1XKRHtRowLncI4hPAF0xGKFcqlacuZSoioIb3J3URMFWIHFZ6sI1yYFudwA7B9KmQb/bi+%20Grnmwk33OVX01qgV8WeJYEq2TrYdI8yDNQO9Y54mGY5HRyyBOa9hEVFa9fcXBasA8QRrGwjR7DsI%20VTQtz7Rf0EVrRWqhSupLvFohk3UudHjlVMUYUrGOw93ByotXjlyNgKynnQiWlIDnXWLqrTIhuI66%20xVaxFVUYZj3bPca1Vcv9iVYZMzoKoeLygHxR3rhhaz0vMEpB3IA0RcqtO9Au7xMqqn3KmXDzGhVh%20x2TIOJDnp7V3I9+scgrQx7jGMZ+xoxmG5y/cRFVaocqQqQVpHiMuRYSiTtCjaJvs6dpqXcbkVTlj%20z7qLMjWNXcxJxxCaiNRqc0Y2tx7vd21lmzwZQn/+uMj/ALXK6cD5pgPUAOcDtUnTn2+vFps2qxXl%20GvuaAmSNOGGBLeOFIwcoxmYB0zfjC5FzuKrHERea1q4N2ll/TnhlVqS2t7urFf7uuqxxiYMo0Hu6%20w/vbRdYWoWIM/WGorvC1Fch3TUE/SdqCyOlmuAYAZFrKpm4OJPmmiymBwkLu1Y4oebgqKubFMIks%20bMTlhKkWABFaO9bC+gDTLWQstwtUjzO5e+gDFzFrXJAp6DZZEqTZ4MiW+OSUaOIhyQnqSK57mIrn%20Ae7BXDVVxYq9ytswASID26bedZwLgF32cuV5Xcqisum+9WZj1Y+fHa9q4Oa4rEVFTuKirWB4rKBY%20yjvC3HC5pDiMtxXXlaosEYaPfOE9FXBGichHd5masszj8mIcyHNX2LTL4DOkWETz09q5B6hsRBte%2024R0RyYojisau33WuVFT+2rx43JIfHHeFWXB5wLYJblH1zqXqehdRXOyzhLPt9vkyI5RKM27IMTn%20McrVztXBU/CTCtMvOhOUREg+KILHQZAJDh5CQE4kA30XNrO/3Gz6cHJt7BkuUyRDgRHGRVEws07A%20IUjWqxXNHvM6tRUzYYYpjjWxi8xGxydwBkW1sC2u1ceVP/qxyq0X2ksB0kPqXHbrXq61TjOkXx97%20tBIr3OdPHGFLBKYqZNz1OPGE8T2quZCJmaqJgqoqomWbPDlyOkBwe3Rc3O+htIReQ1mo0c2ne+io%20Y4ufh/dJ120Lp+6XAu+nTrdFkSjZWszlKFr3uysRrUxcvIiYV1cRERmQLAVSJt/ml0Eq/WKspZdV%20aYERwi3iEMjFVr2Okia5FTlRUV2ytRkTPuncszmwvG9dO4a/0dBChSXaOVFXKjI5Gndj/pErlRPf%20Wrw4XMkfKVWXEQGlc4NaaRMFhWXmEjSIjkR5xsciL8Zr1RzV95Uqp4bMB8p3KRnwOkLq6h1varfp%20e8Xq2nj3QtqiFk9WAcbszmMVWtcrVdlRztmNZZmXOLBmMiIh75EDrWuVKEjbQOS1wDlcFrs+uok+%20BMk39LpHOjkvMCQEAQhVzMzX29Y4WmTIXm5JBCYsX4WZMVtQEi2Og+9qfRUW0tZtIVATKIlYbtHa%2043GtKgxaluN5k6mtml7ZLfa0mRZM+ddQsCQ4xRniGwQGnYYSPIQ6K5zxuRGtVETM5HNpAYjK6IHO%20ZO3M0Trdta0kREC+RbmArz1Dc6/W3S7aVsM2RqaUt3YCSwNrkAGxJspsh7BxxFExoI6Hccm7RWZW%20KmDly87A74Q3iNKe2tlKy0CuiigRtr4QHrovs6NOi2p67+JtvHDzktNyZc0uLbQWy5I7pbJZQdYE%201zmndHVhBK1yPaZWpjzlTB2Vpi1cWL/i727Esd6Mx5pERDNr9hXza+KFvnzYcV1nucJsuWa2OlSR%20x0CG4R0I58UijORznYBXAg2uEuxM+OKJFocG2JI1tbzirgt5SzhDS0WEPqdsJ53Fjs4dl0uHHEU9%203t9lh3qLMBcrlHKSJcpAwDjzXx1+W3LQvV7Fai4/KCZmRFVmZNtWhWIvwRkecRc3WkbMQok/DKQ0%20Y5R6ZML7Ad1t+v1JfI1h0/cr3KTGPbYxZRWpsVUExX4J93DCqTJbw+Y0G00HSr5cMUgFn7fc9Rx9%20U6cs9xmJIWVZpsu5ZRjY18oJobWuZg3M1rN+9rUx5PhYrtrbCHmBZHA3/JzzsOpllifLjKzFLoIJ%20A5r9K6WuNfzNP3CQC2RJVznCJZhmhZYqR2BuU0kdXic8sYilfu1Zz3qxHbtcEbnWqZYxSA0GRG6G%20Ldpv82paSDRf+CRHM1u/Ro1rvy+JlsiybwB9tnvbZShiyDMbHVhJspArHiBTfI9xCrKYiKrUGm3M%209EqI1AI0ywjWzvzBnJLU1uBDNbTw4jqDdxFHL8y5P5jWsdjuVzlwZkOTaZI4U20mQHWmyZCiSOJH%20MM+Mu+6wPK9DZEzc5zcHYCPK1cZYbXZqtysdwjVINGji5mJfoI2hcJdYXLr9jOW3y7ZFmziWm4W6%20eMTSjKQKmjnYQLzCI3EWTEZXN5+3nNVEmI8QD+aJb+aNW/2iR1tFqW1kaE+kx5xJhTWCR/yerLY1%20ClKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURZP+k/8AAf3Ouv8AyPj61zf2fh6lWje1ly/Y%20IP6aZWMv6Y2n2RWo852DrVaslolESiJREoiURKIlESiJREoiURKIlESiJREoiURKIskThRw/IRxH%20WpMz1VzsDyGpiq47EQiIn9lY/Qhcu8flOIHvdA7FE1LwTsMwAvQWFskMVd5ncUzCNXDlzvcrVTuY%20VSfDA2UXVw/5jMif+zxDmC71q4N6MjQAhnxVnS2p8tKUph5nLt2MYRrURKtHh4gVWWb+XzjImJwi%206nYr1h0TpewSSSbTBSMcrN08m8KRVZijsPlHPw2onJWkcuMbFy5/GZuaGmXHMrlXXKslddBdf9P/%20AK9u/TkqBL/FZt11Dc834aZ8+45dmGPdwqsBhb+HMx/+NP8AjbrUyLvryzDfjr/ys1KvarB1C9Xq%2057/eemCgLucmXdbgDAYZsy5s2THkSpgMMSP4jLeIj/1USqQf4QOmR/8AZVqlFGuejdN3SW6ZOhoW%20S9ERxEIVmKNTBMUY5qclbQ4icQwNFy5vBZWZLFIOedTJ/DPS54hBRI6xJDk+TkIQr8q44/Be9UWt%20I8ZMGpdc+Z+LyTEiIY317V07FwstMYRPS+E8zlTJlUg2sRP9Lmqqr79XzONkfLRZ8P8AiYRHj8R3%20K1E0JpSJKFKjwUYcDkeJ6lK7BzVxRcHPVNlYy4nMIYldUPx+TEgiNRrPapuntJasspSxG3m3SLAa%20bMlkhktpklKybIJIeLrKTt3zXFVEduOTuVzsDARlUCOG6wMu2cjjMo0JIPs2XLr2zQGobfGhWQGp%20XD0pbijdFhhjuFcdwByPFEfPafKoWqiNXLHa9w0yq/lVbiRJBlWQ6dcr9dgJqRoVZC3DQSfme3Dd%20Wy1hZViO/cdOavbcp0mx6iHGiXHK48K5xCXFoSIxBqsNzZMXctc1qKrHI9ubnIiYuxzwuMJ8vTW2%20tRscFtYYCxNQRb0UspfexrtqrOnrHDsNjg2aEr1i28DI4XEVFerRpgiuwRqYr7yInuIiVpOWIvy5%20baqkQ223nNSqFVVlEdovTLnK5YW1y4rgQqJt95HVwH8Xw593pPau8fk+IHvdA7FPu3D62nGz0d+p%20lavOzK8jXIvu5nKqYe9XLxH4fLkP+vwnnK6eH/MZkT/2eIcwXYhaDsAozByQrJOifKGV5GYr/pa5%20EStcr8RkiIEhiN9e1ZZv5bOMiYnCLqdi473oG0TtO3i0QUSAW7QjQXS+ebIhmK3Nkc9McF24Ypj7%20tdOTwWXlSEoBi4Ok2EG/UsZcfmzIxlwNg6l15WkNSXm0SLXqS8QzhXclgSLXALCkR5MYrTBOjjy5%207HKx42qiZE9/FNldZNcQpIFx3jSDYa2OuHLAiMNsMOEjl2WsdC7Nr05qlbgs7UF/bPcOM+NGhwIx%20IERFKqK8xwukS1MXmojVV6NamODcVxquZESjIaZBtmwe026KVeYEgi4V1naeoNW16NS0rY/QGmbT%20Y9/1n0XEBD6xl3e83A0HnyYvy5suOGK1tmzxyMr1ADPrJO8uqlZqVlCcLNBkI57rWmZ6q5cDSETF%20duxEIiJXWOOzb/Yuf7TLuUbUfBmxywD9B4W07FXPncUzCNXDlzucrVTuYVtk/kZA+KqyzOCifLRd%20218IdHR4IgzoyzZbU+WkqQw8zl9xjHo1ESqT4/MJoWCvDg4AVDld9vDPRbLfcYArfuwXWKSFMwIV%207nBKmDmtUjn5fdxSubPzp5oaR1jURYeZb5GXHKliiFx2rSurRzbet41Ms63WpVdGjxYzoRpDsijG%20twMhytPla5VVoxia5/OVuxEqmJyZHzf8a2lvZWm1iJEWGEeXppYH9tHN7O/LfdKXafcYl6g3MMG+%2025TihSViuNHdDkqxSRpQN+N5domuR7CjwciLhhi1aRcF7wx11JjsIv8A5r6XlUMdBBGqjHfXoudd%20aRoW5zbDMi3G+lk3qVMBchXDdK2NGkRCDJHZHhqR+QDVC3Oze5n4uVX4rik2YTH3S9au9C9lGJAA%20ZhrcmBVxKwhqU2X1er36mA44nD6YskVxuV1ZKuzruK8TTBjKAD9xFWIMAROMZwmoPBcXEeubFe7g%20iLRMW93HzmYIfmpzADWknkC+kRGwRkJdJffqXOPQORI369j1e+nvv4rl3+9+Q+Hsy774fvfBqkYM%20Ij0CY/34/Zi6FMy+L+LB/wAcHtwdK6WkuHN1s0q0Lcr2y5QbAE4rTHHDSM9HyURr3nIpjITIzFg8%20rWYIvOzLtq8KCtuAQ5hh0XnDHT7VGZ4ibsZnznF0eIq9qOwzL5o66WOVIGsq4xDxlkiGomI4rHNY%205GOeZUy4p+EtUniABj5osdWKLHcSOYadK0y5ASr5eo92+5RSWXU95PYNUW2YCyXWNbzxJcG5wCyk%20RZTgPKmUcqG5rmPjYIuZyORcU7i1tJhKWHyybbRyP/KoaixgGgIG2JtvYYdxtBXFd+HV3ur5k2Re%20QDu8oVpRpxQnpHYe0TCTGE3DpL3uYRSo1Wb3FMPhbdlQcLYfVi3wECNGvkK3JcMfTKP+7sbn1LtT%20OHxJMO+MW5bubdblFvEaSwHNjyoQozRYjUi7xikho5yZmqrXK3FF51HbDh9wyP8AuMnBs0SI6UJd%208WmAieZ6jnqLmX6HRF19D30cq7BNe7+VDTZfUWLCysEMDY/UjEOrgOELKRqmzOzOVHNxTLUgYREC%20gLl6uTbdqAuYW6QkcWLUwajM7Ha5JUS2cPpVmkWSzgUT47ruS/T1hRFhW2MyPH3Q48SOjzoHeGcx%20+TeLmXeO96rxPijdlxlvk4bY0pbGD2h6TFJfxmI/2tJ9vhA1vqXpdVVkoiURKIlESiJREoiURKIl%20ESiJREoiURKIlESiJRFk/wCk/wDAf3Ouv/I+PrXN/Z+HqVaN7WXL9gg/pplYy/pjafZFajznYOtV%20qyWiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlES%20iJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIlESiJREoiURKIl%20ESiJREoiURKIlESiJREoiyf9J/4D+511/wCR8fWub+z8PUq0u13b0sW4W+YAG/AGOUciO8/4h5Xt%20c1WGBhjv1x2LyVjGccLEG2/ZqNy1MC7g8t6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMW%20Xcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3%20nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaU%20DxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1b%20VnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd%203p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlR%20p3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3H%20ePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55T%20Fl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8R%20N55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2%20lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6d%20W1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad4%203d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5%20Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZd%20x3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETee%20UxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQP%20ETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtW%20dpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3e%20nVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGn%20eN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMWXcd4%20+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3nlMW%20Xcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaUDxE3%20nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1bVnaU%20DxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd3p1b%20VnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlRp3jd%203p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3HePlR%20p3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55TFl3H%20ePlRp3jd3p1bVnaUDxE3nlMWXcd4+VGneN3enVtWdpQPETeeUxZdx3j5Uad43d6dW1Z2lA8RN55T%20Fl3HePlRp3jd3p6BT7KfZ/f7OodQ6zl//Tus+TH+3DH+2n1f+zHrdPp+DDqZf//Z" height="296" width="644" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURE 7.&nbsp; </span><span class="textfig">Diesel consumption control graphic for years 2020 and 2021.</span></div>
        <p>When
          analyzing the behavior of energy management in the two years 
          introduced, it is evident that the energy efficiency indicators in the 
          UEB Granma Agricultural Workshops are not satisfactory. This result is 
          derived from a series of measures to be taken both in the medium and 
          short term (without economic investment and with economic investment) in
          the entity with the aim of improving its energy efficiency.</p>
        <p>The results found in this research agree with those obtained by <span class="tooltip"><a href="#B11">Martínez (2007)</a><span class="tooltip-content">MARTÍNEZ, E. Y.: <i>Caracterización energética en el pasteurizador de Manzanillo</i>, 48pp., Departamento de Mecanización Agrpecuaria, Universidad de Granma, Bayamo, Granma, 2007.</span></span>, <span class="tooltip"><a href="#B8">López (2011)</a><span class="tooltip-content">LÓPEZ, R. J.: <i>Evaluación energética de la pasterizadora del municipio Media Luna</i>, 64pp., Departamento de Ciencias Técnicas, Universidad de Granma, Bayamo. Granma, 2011.</span></span>, <span class="tooltip"><a href="#B9">Machado <i>et al.</i> (2013)</a><span class="tooltip-content">MACHADO,
          R. O.; MEDINA, Á. B. F.; RODRÍGUEZ, M. L., PÉREZ, B. R.: 
          "Implementación de un sistema de gestión energética y ambiental en la 
          fábrica de alimentos balanceados “Chichí Padrón” de Villa Clara", <i>Revista Centro Azúcar</i>, 40: 46-51, 2013.</span></span>, <span class="tooltip"><a href="#B5">de la Rosa <i>et al.</i> (2014)</a><span class="tooltip-content">DE
          LA ROSA, A. A. A.; BENÍTEZ, L. L. V.; CARRILLO, T. W., CHICAIZA, L. D. 
          S.: "Evaluación energética de la fábrica de conservas de frutas y 
          vegetales del municipio Yara de la provincia Granma", <i>Revista Ingeniería Agricola</i>, 4(2): 49-59, 2014.</span></span> and <span class="tooltip"><a href="#B12">Mohamed <i>et al.</i> (2016)</a><span class="tooltip-content">MOHAMED,
          A. A.; MÁRQUEZ, M. F., ELISA, H. J. F.: "La gestión energética en la 
          Unidad Empresarial de Base de la Empresa de Hidroenergía", <i>Revista Avances</i>, 18(3): 269-278, 2016.</span></span> where, when carrying out an energy characterization and evaluation in 
          other companies, they found that there were variations between the 
          energy carriers analyzed and the generated production, yielding values 
          of the determination coefficients below 0,75. However, it differs from 
          those presented by <span class="tooltip"><a href="#B17">Verdecia <i>et al.</i> (2017)</a><span class="tooltip-content">VERDECIA,
          T. D.; DE LA ROSA, A. A. A.; PACHECO, G. R. F.; SÁNCHEZ, G. E,. GASKIN,
          E. B.: "Evaluación de la eficiencia energética en la empresa de 
          transporte de la construcción de Granma", <i>Revista Ingeniería Agrícola</i>, 7(2): 51-60, 2017.</span></span> where, when carrying out an evaluation of the energy efficiency in 
          Granma construction transport company, they found results that led to a 
          linear adjustment with determination coefficients greater than 75% (97 
          and 99%). This result indicates that in the province, there are 
          companies where energy management resources do not receive the 
          appropriate attention in order to be more efficient and competitive.</p>
        <p>In
          order to analyze the cost generated in the analyzed period, in terms of
          the use of the electric power carrier, the price per kW for this type 
          of consumer will be considered and the variable charge ratio will be 
          found.</p>
        <p> <span class="tooltip"><a href="#t1">Table 1</a></span> shows the 
          results of energy costs, taking into account the consumption of 
          electrical energy not associated with the production process in the two 
          years under study. It is appreciated that the expenses were somewhat 
          higher in the year 2020, with a difference of 19 CUP compared to 2021. 
          This shows that the consumption of this carrier did not vary much. A 
          total of 3 977,96 pesos in CUP were saved for this concept.</p>
        <div class="table" id="t1"><span class="labelfig">TABLE 1.&nbsp; </span><span class="textfig">Expenditure incurred in the consumption of electrical energy not associated with the production process</span></div>
        <div class="contenedor">
          <div class="outer-centrado">
            <div style="max-width: 1160px;" class="inner-centrado">
              <table>
                <colgroup>
                <col>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Year</th>
                    <th align="center">kW*h</th>
                    <th align="center">Price</th>
                    <th align="center">Amount (CUP)</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">2020</td>
                    <td align="center">7 401,7</td>
                    <td align="center">0,27</td>
                    <td align="center">1 998,46</td>
                  </tr>
                  <tr>
                    <td align="center">2021</td>
                    <td align="center">7 331,5</td>
                    <td align="center">0,27</td>
                    <td align="center">1 979,50</td>
                  </tr>
                  <tr>
                    <td align="center"><b>Total</b></td>
                    <td align="center">-</td>
                    <td align="center">-</td>
                    <td align="center">3 977,96</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>In
          the same way, it is proceeded with diesel, the price of one liter will 
          be taken for this type of carrier and the relationship of the variable 
          charge will be found.</p>
        <p> <span class="tooltip"><a href="#t2">Table 2</a></span> shows the 
          results of energy costs, taking into account the consumption of diesel 
          not associated with the production process, in the period analyzed.</p>
        <div class="table" id="t2"><span class="labelfig">TABLE 2.&nbsp; </span><span class="textfig">Expenditure incurred in the consumption of diesel not associated with the production process</span></div>
        <div class="contenedor">
          <div class="outer-centrado">
            <div style="max-width: 1160px;" class="inner-centrado">
              <table>
                <colgroup>
                <col>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Year</th>
                    <th align="center">L (l)</th>
                    <th align="center">Expensive</th>
                    <th align="center">Amount (CUP)</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">2020</td>
                    <td align="center">2 113,6</td>
                    <td align="center">2,00</td>
                    <td align="center">4 227,20</td>
                  </tr>
                  <tr>
                    <td align="center">2021</td>
                    <td align="center">693,46</td>
                    <td align="center">2,00</td>
                    <td align="center">1 386,92</td>
                  </tr>
                  <tr>
                    <td align="center"><b>Total</b></td>
                    <td align="center">-</td>
                    <td align="center">-</td>
                    <td align="center">5 614,12</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>It
          is observed that in the year 2020 the expenses referred to this carrier
          are higher than in 2021, with a difference of 2 840,28 CUP. And 
          although it is evident that in 2021 the behavior of this carrier was 
          better, adequate indices have not yet been reached regarding the 
          fundamental activity. In general, an expense of 5 614,12 CUP was done, 
          which can be reduced.</p>
      </article>
    </article>
    <article class="section"><a id="id0x2170b00"><!-- named anchor --></a>
      <h3>CONCLUSIONS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x2170d80"><!-- named anchor --></a>
        <ul>
          <li>
            <p>The
              consumption structure of the energy carriers of the UEB was determined,
              where electricity and diesel fuel were the carriers with the greatest 
              energy influence, since they represent 80% of the entity's consumption.</p>
          </li>
          <li>
            <p>The
              particular cause of an effect on deeper strata was analyzed and it was 
              found that the production derived from the steel industry and the 
              construction for investments are the activities that consume 80% of 
              diesel.</p>
          </li>
          <li>
            <p>The linear correlation between electrical energy 
              consumption versus production in the observed period is weak, with 
              values of the coefficient of determination R<sup>2</sup> lower than 0,75 with magnitudes of 0,26 and 0,50, respectively.</p>
          </li>
          <li>
            <p>The
              linear correlation between diesel consumption versus production in the 
              observed period is weak, with values of the coefficient of determination
              R<sup>2</sup> lower than 0,75 with magnitudes of 0,34 and 0,42, respectively.</p>
          </li>
        </ul>
      </div>
    </article>
  </section>
</div>
<div class="box2" id="article-back">
  <section>
    <article><a id="ref"></a>
      <h3>REFERENCES </h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p id="B1">ALMACHI, C.; OLMEDO, H.; VIZUETE, R., LENIN, E.: <i>Evaluación del nivel de gestión total y eficiente de la energía en la Pasteurizadora El Alba</i>, Unidad Académica de Ciencias de la Ingeniería y Aplicadas, UTC. Latacunga, 2010.</p>
      <p id="B2">BORROTO, B. A. J.; MONTEAGUDO, Y. J.; CAMPOS, A. J. C., FUENTES, V. J. R.: "Gestíon Energética Empresarial", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 98, 2002.</p>
      <p id="B3">BORROTO,
        N. A.; LAPIDO, R. M.; MONTEAGUDO, Y. J.; ARMAS, T. M. A.; MONTESISNOS, 
        P. M.; DELGADO, C. J.; PADRÓN, A.; VIEGO, F. P., GONZÁLEZ, P. F.: "La 
        gestión energética: una alternativa eficaz para mejorar la 
        competitividad empresarial", <i>Energética. Universidad Nacional de Colombia, Medellin, Colombia.</i>, (33): 65-69, 2005.</p>
      <p id="B4">CEEMA: "Gestión energética empresarial.", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 2002.</p>
      <p id="B5">DE
        LA ROSA, A. A. A.; BENÍTEZ, L. L. V.; CARRILLO, T. W., CHICAIZA, L. D. 
        S.: "Evaluación energética de la fábrica de conservas de frutas y 
        vegetales del municipio Yara de la provincia Granma", <i>Revista Ingeniería Agricola</i>, 4(2): 49-59, 2014.</p>
      <p id="B6">GONZÁLEZ,
        O. F.; GARCÍA, R. L. M.; RIVERO, G. J.; DÍAZ, C. L. L., RAMIREZ, D. A. 
        I.: "Disminución del consumo de agua durante el proceso productivo en el
        combinado de cítricos de Pinar del Río", <i>Revista Científica Avances</i>, 13(1): 2011.</p>
      <p id="B7">GUTIERREZ,
        R. E.; GUERRA, K. B.; HARO, C. P., ECHECARRÍA, M. M.: "Mejora de la 
        eficiencia energética en el proceso productivo de una empresa de 
        tableros contrachapados", <i>Revista Espacios</i>, 40(28): 1-15, 2019.</p>
      <p id="B8">LÓPEZ, R. J.: <i>Evaluación energética de la pasterizadora del municipio Media Luna</i>, 64pp., Departamento de Ciencias Técnicas, Universidad de Granma, Bayamo. Granma, 2011.</p>
      <p id="B9">MACHADO,
        R. O.; MEDINA, Á. B. F.; RODRÍGUEZ, M. L., PÉREZ, B. R.: 
        "Implementación de un sistema de gestión energética y ambiental en la 
        fábrica de alimentos balanceados “Chichí Padrón” de Villa Clara", <i>Revista Centro Azúcar</i>, 40: 46-51, 2013.</p>
      <p id="B10">MACÍAS,
        S. I.; GASKIN, E. B. G.; DE LA ROSA, A. A. A.; RAMOS, Z. J. L., 
        PACHECO, G. R. F.: "Análisis del consumo energético en camiones 
        cisternas pertenecientes a la empresa comercializadora de combustibles 
        Granma", <i>Revista Ingeniería Agricola</i>, 5(1): 34-38, 2015.</p>
      <p id="B11">MARTÍNEZ, E. Y.: <i>Caracterización energética en el pasteurizador de Manzanillo</i>, 48pp., Departamento de Mecanización Agrpecuaria, Universidad de Granma, Bayamo, Granma, 2007.</p>
      <p id="B12">MOHAMED,
        A. A.; MÁRQUEZ, M. F., ELISA, H. J. F.: "La gestión energética en la 
        Unidad Empresarial de Base de la Empresa de Hidroenergía", <i>Revista Avances</i>, 18(3): 269-278, 2016.</p>
      <p id="B13">RAMOS, D. C. G.: <i>Cambio climático y pobreza, restos de las ciudades periféricas a principios del siglo XXI</i>, La Habana, 2011.</p>
      <p id="B14">RAMOS,
        G. A.; ESPINOSA, C. E., MÁRQUEZ, M. F.: "Implementación de la 
        Tecnología de la Gestión Total Eficiente de la Energía en las entidades 
        más consumidoras de energía eléctrica de la provincia Pinar del Río", <i>Revista Avances</i>, 12(1): 1-9, 2010.</p>
      <p id="B15">RAÑA, G. L. D. A.; CASTILLO, A. O., RODRÍGUEZ, R. P.: "Cómo elevar la eficiencia en la selección de vehículos", <i>Ingeniería Mecánica</i>, 1(1): 37-43, 2004.</p>
      <p id="B16">ROMERO, A.: "La eficiencia energética como instrumento de ahorro", <i>Revista Real Academia de Ciencias Exactas, Física y Naturaleza</i>, 105(1): 151-162, 2011.</p>
      <p id="B17">VERDECIA,
        T. D.; DE LA ROSA, A. A. A.; PACHECO, G. R. F.; SÁNCHEZ, G. E,. GASKIN,
        E. B.: "Evaluación de la eficiencia energética en la empresa de 
        transporte de la construcción de Granma", <i>Revista Ingeniería Agrícola</i>, 7(2): 51-60, 2017.</p>
    </article>
  </section>
</div>
<div id="article-footer"></div>
<div id="s1-front"><a id="id2"></a>
  <div class="toctitle">Revista Ciencias Técnicas Agropecuarias Vol. 31, No. 3, July-September, 2022, ISSN:&nbsp;2071-0054</div>
  <div>&nbsp;</div>
  <div class="toctitle2"><b>ARTÍCULO ORIGINAL</b></div>
  <h1>La gestión energética en la Unidad Empresarial de Base Talleres Agropecuarios Granma</h1>
  <div>&nbsp;</div>
  <div>
    <p><sup><a href="https://orcid.org/0000-0001-6593-8583" rel="license"><span class="orcid">iD</span></a></sup>Alain Ariel de la Rosa-Andino<span class="tooltip"><a href="#aff5"><sup>I</sup></a><span class="tooltip-content">Universidad de Granma, Bayamo M. N., Provincia Granma, Cuba. </span></span><span class="tooltip"><a href="#c2">*</a><span class="tooltip-content">✉:<a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-7456-1490" rel="license"><span class="orcid">iD</span></a></sup>Yoandrys Morales-Tamayo<span class="tooltip"><a href="#aff6"><sup>II</sup></a><span class="tooltip-content">Universidad
      Técnica de Cotopaxi, Facultad de Ciencias de la Ingeniería y Aplicadas,
      Dpto. Ingeniería Electromecánica, Extensión La Maná, Ecuador.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-1560-1998" rel="license"><span class="orcid">iD</span></a></sup>Peltier Rossi-Lino de Aguiar<span class="tooltip"><a href="#aff7"><sup>III</sup></a><span class="tooltip-content">Instituto Superior Politécnico de Cuanza Sul, Dpto. de Agronomía, Sumbe, Cuanza Sul, Angola.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-0466-3840" rel="license"><span class="orcid">iD</span></a></sup>Manuel Octávio Isaac-Spinola<span class="tooltip"><a href="#aff7"><sup>III</sup></a><span class="tooltip-content">Instituto Superior Politécnico de Cuanza Sul, Dpto. de Agronomía, Sumbe, Cuanza Sul, Angola.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-3512-7098" rel="license"><span class="orcid">iD</span></a></sup>Idalberto Macías-Socarras<span class="tooltip"><a href="#aff8"><sup>IV</sup></a><span class="tooltip-content">Universidad Estatal Península de Santa Elena, La Libertad-Santa Elena, Ecuador.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-8553-7613" rel="license"><span class="orcid">iD</span></a></sup>Yordanka Aguilera-Corrales<span class="tooltip"><a href="#aff5"><sup>I</sup></a><span class="tooltip-content">Universidad de Granma, Bayamo M. N., Provincia Granma, Cuba. </span></span></p>
    <br>
    <p id="aff5"><span class="aff"><sup>I</sup>Universidad de Granma, Bayamo M. N., Provincia Granma, Cuba. </span></p>
    <p id="aff6"><span class="aff"><sup>II</sup>Universidad
      Técnica de Cotopaxi, Facultad de Ciencias de la Ingeniería y Aplicadas,
      Dpto. Ingeniería Electromecánica, Extensión La Maná, Ecuador.</span></p>
    <p id="aff7"><span class="aff"><sup>III</sup>Instituto Superior Politécnico de Cuanza Sul, Dpto. de Agronomía, Sumbe, Cuanza Sul, Angola.</span></p>
    <p id="aff8"><span class="aff"><sup>IV</sup>Universidad Estatal Península de Santa Elena, La Libertad-Santa Elena, Ecuador.</span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c2"> <sup>*</sup>Autor para correspondencia: Alain Ariel de la Rosa Andino, e-mail: <a href="mailto:arosaa@udg.co.cu">arosaa@udg.co.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>El
      presente trabajo se desarrolló en la Unidad Empresarial de Base (UEB) 
      Talleres Agropecuarios Granma del municipio Bayamo. El mismo tiene como 
      objetivo evaluar la gestión energética en dicha planta, con el propósito
      de lograr una mayor eficiencia y competitividad. Para ello se recurre 
      al empleo de la metodología propuesta por el Centro de Estudio y Medio 
      Ambiente (CEEMA) de la Universidad de Cienfuegos para la aplicación de 
      la Tecnología de Gestión Total Eficiente de la Energía (TGTEE). Para 
      lograr dicho objetivo se parte de una base, que, , comprendió la toma de
      los consumos de electricidad, diésel, fuel oil, gasolina, lubricantes y
      gas licuado, así como los costos para un kW h de electricidad y un L de
      combustible, respectivamente para los años 2020 y 2021, registrados en 
      los departamentos de economía y energía de la entidad, con la cual se 
      confeccionó una base de datos aplicando el método analítico-matemático 
      de la (TGTEE), apoyándose en el paquete de Microsoft Office (Excel). Los
      resultados evidencian que los portadores energéticos de mayor peso en 
      la producción de la UEB son la energía eléctrica y el diésel. 
      Descartándose de que la gestión energética es deficiente pues los 
      coeficientes de <i>determinación (R</i> <sup> <i>2</i> </sup> <i>) para ambos portadores son inferiores al 75%.</i></p>
    <div class="titlekwd"><b> <i>Palabras clave</i>:</b>&nbsp; </div>
    <div class="kwd">energía, eficiencia energética, portadores energéticos, correlación</div>
  </div>
</div>
<div class="box2" id="s1-body">
  <section>
    <article class="section"><a id="id0x4feb200"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>El
        crecimiento del consumo de energía en el mundo, principalmente en los 
        países en vías de desarrollo, ha intensificado la preocupación por el 
        gran número de problemas asociados a su producción, distribución y 
        utilización. Tanto los combustibles fósiles (petróleo, carbón, gas 
        natural) como la energía nuclear, tienen un ciclo de formación de 
        millones de años, lo que implica que si el ritmo de consumo es similar 
        al actual, terminarán por agotarse en un plazo bastante cercano (<span class="tooltip"><a href="#B16">Romero, 2011</a><span class="tooltip-content">ROMERO, A.: "La eficiencia energética como instrumento de ahorro", <i>Revista Real Academia de Ciencias Exactas, Física y Naturaleza</i>, 105(1): 151-162, 2011.</span></span>).</p>
      <p>De
        cara a la agudización del calentamiento global resulta evidente la 
        necesidad, no solo de disminuir los patrones de consumo energético, sino
        también de diversificar las fuentes de energía hacia otras 
        “sustentables”, lo cual obliga a replantear la gestión y usufructo de 
        los recursos fósiles disponibles, ya que cualquier cambio de paradigma 
        energético forzosamente estará sustentado, al menos en principio, en ese
        último tipo de energía (<span class="tooltip"><a href="#B13">Ramos, 2011</a><span class="tooltip-content">RAMOS, D. C. G.: <i>Cambio climático y pobreza, restos de las ciudades periféricas a principios del siglo XXI</i>, La Habana, 2011.</span></span>).</p>
      <p>El
        ahorro de cualquier forma de energía y su uso racional inevitablemente 
        presupone la aplicación y control de un programa planificado para ese 
        fin, pero dicho programa no se elabora de forma empírica, sino a partir 
        de métodos o procedimientos técnicamente fundamentados, es decir, que 
        debe estar sustentado por los diagnósticos energéticos que permitan 
        identificar en cada lugar que se apliquen la eficiencia y la 
        responsabilidad con que es utilizada la energía de cualquier tipo (<span class="tooltip"><a href="#B1">Almachi <i>et al.</i>, 2010</a><span class="tooltip-content">ALMACHI, C.; OLMEDO, H.; VIZUETE, R., LENIN, E.: <i>Evaluación del nivel de gestión total y eficiente de la energía en la Pasteurizadora El Alba</i>, Unidad Académica de Ciencias de la Ingeniería y Aplicadas, UTC. Latacunga, 2010.</span></span>).</p>
      <p>Los
        análisis realizados en numerosas empresas ponen de manifiesto la 
        insuficiente gestión energética existente en muchas de ellas, así como 
        las posibilidades de reducir los consumos y costos energéticos mediante 
        la creación en las empresas de las capacidades técnico organizativas 
        para administrar eficientemente la energía (<span class="tooltip"><a href="#B15">Raña <i>et al.</i>, 2004</a><span class="tooltip-content">RAÑA, G. L. D. A.; CASTILLO, A. O., RODRÍGUEZ, R. P.: "Cómo elevar la eficiencia en la selección de vehículos", <i>Ingeniería Mecánica</i>, 1(1): 37-43, 2004.</span></span>; <span class="tooltip"><a href="#B3">Borroto <i>et al.</i>, 2005</a><span class="tooltip-content">BORROTO,
        N. A.; LAPIDO, R. M.; MONTEAGUDO, Y. J.; ARMAS, T. M. A.; MONTESISNOS, 
        P. M.; DELGADO, C. J.; PADRÓN, A.; VIEGO, F. P., GONZÁLEZ, P. F.: "La 
        gestión energética: una alternativa eficaz para mejorar la 
        competitividad empresarial", <i>Energética. Universidad Nacional de Colombia, Medellin, Colombia.</i>, (33): 65-69, 2005.</span></span>; <span class="tooltip"><a href="#B14">Ramos <i>et al.</i>, 2010</a><span class="tooltip-content">RAMOS,
        G. A.; ESPINOSA, C. E., MÁRQUEZ, M. F.: "Implementación de la 
        Tecnología de la Gestión Total Eficiente de la Energía en las entidades 
        más consumidoras de energía eléctrica de la provincia Pinar del Río", <i>Revista Avances</i>, 12(1): 1-9, 2010.</span></span>; <span class="tooltip"><a href="#B6">González <i>et al.</i>, 2011</a><span class="tooltip-content">GONZÁLEZ,
        O. F.; GARCÍA, R. L. M.; RIVERO, G. J.; DÍAZ, C. L. L., RAMIREZ, D. A. 
        I.: "Disminución del consumo de agua durante el proceso productivo en el
        combinado de cítricos de Pinar del Río", <i>Revista Científica Avances</i>, 13(1): 2011.</span></span>; <span class="tooltip"><a href="#B5">de la Rosa <i>et al.</i>, 2014</a><span class="tooltip-content">DE
        LA ROSA, A. A. A.; BENÍTEZ, L. L. V.; CARRILLO, T. W., CHICAIZA, L. D. 
        S.: "Evaluación energética de la fábrica de conservas de frutas y 
        vegetales del municipio Yara de la provincia Granma", <i>Revista Ingeniería Agricola</i>, 4(2): 49-59, 2014.</span></span>; <span class="tooltip"><a href="#B10">Macías <i>et al.</i>, 2015</a><span class="tooltip-content">MACÍAS,
        S. I.; GASKIN, E. B. G.; DE LA ROSA, A. A. A.; RAMOS, Z. J. L., 
        PACHECO, G. R. F.: "Análisis del consumo energético en camiones 
        cisternas pertenecientes a la empresa comercializadora de combustibles 
        Granma", <i>Revista Ingeniería Agricola</i>, 5(1): 34-38, 2015.</span></span>; <span class="tooltip"><a href="#B7">Gutierrez <i>et al.</i>, 2019</a><span class="tooltip-content">GUTIERREZ,
        R. E.; GUERRA, K. B.; HARO, C. P., ECHECARRÍA, M. M.: "Mejora de la 
        eficiencia energética en el proceso productivo de una empresa de 
        tableros contrachapados", <i>Revista Espacios</i>, 40(28): 1-15, 2019.</span></span>).</p>
      <p>En
        los últimos años, la UEB Talleres Agropecuarios Granma ha realizado 
        acciones además del control sistemático con vista a garantizar sus 
        producciones con un consumo racional de sus portadores energéticos, sin 
        embargo, no se ha logrado la eficiencia deseada en el uso y control de 
        los mismos. Teniendo en cuenta lo expuesto anteriormente, es factible la
        ejecución de este trabajo de investigación el cual tiene como objetivo 
        evaluar la gestión energética a partir de la Tecnología de Gestión Total
        Eficiente de la Energía para lograr una mayor eficiencia en el uso y 
        control de los portadores energéticos en la Unidad de Base Talleres 
        Agropecuarios Granma.</p>
    </article>
    <article class="section"><a id="id0x500dc00"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Esta
        investigación se desarrolló en la UEB de Talleres Agropecuarios Granma 
        la cual se encuentra ubicada en la carretera central km 3<sup>1/2</sup>,
        vía Santiago de Cuba, perteneciente al municipio Bayamo, provincia 
        Granma, es una unidad empresarial de base que se integra al Grupo 
        Empresarial Logístico del Ministerio de la Agricultura (GELMA).</p>
      <article class="section"><a id="id0x503d280"><!-- named anchor --></a>
        <h4>Caracterización energética de la fábrica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>La
          caracterización energética de la fábrica se realizó basada en el método
          analítico-matemático, según aparece en la Tecnología de Gestión Total 
          de la Eficiencia Energética en la Gestión Empresarial (TGTEE) planteada 
          por el Centro de Estudios de Energía y Medio Ambiente de la Universidad 
          de Cienfuegos (<span class="tooltip"><a href="#B4">CEEMA, 2002</a><span class="tooltip-content">CEEMA: "Gestión energética empresarial.", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 2002.</span></span>).
          La misma consiste en un paquete de procedimientos, herramientas 
          técnico-organizativas y software especializados, que aplicado de forma 
          continua y con la filosofía de la gestión total de la calidad, permite 
          establecer nuevos hábitos de dirección, control, diagnóstico y uso de la
          energía, dirigidos al aprovechamiento de todas las oportunidades de 
          ahorro, conservación y reducción de los costos energéticos en una 
          empresa. Y su objetivo no es sólo diagnosticar y dejar un plan de 
          medidas, sino esencialmente elevar las capacidades técnico-organizativas
          de la empresa, de forma tal que esta sea capaz de desarrollar un 
          proceso de mejora continua de la eficiencia energética.</p>
        <p>La 
          metodología utilizada en esta investigación llegó hasta la prueba del 
          diagnóstico, y para ello fue necesario partir de una base, que en este 
          caso correspondió al período comprendido desde del mes enero del año 
          2020 hasta el mes de diciembre del año 2021. Tomando los registros de 
          los consumos de los portadores energéticos (electricidad, diésel, 
          fuel-oil, gasolina, lubricante y gas licuado) de los Talleres 
          Agropecuarios Granma, con estos datos se procedió a realizar los 
          estudios estadísticos para realizar la evaluación energética de esta 
          entidad.</p>
      </article>
    </article>
    <article class="section"><a id="id0x503db00"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0x503dd80"><!-- named anchor --></a>
        <h4>Evaluación de los indicadores de la gestión energética</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Procesados
          los registros de los consumos de los portadores energéticos aplicando 
          la Tecnología de Gestión Total y Eficiente de la Energía se observa en 
          la <span class="tooltip"><a href="#f8">Figura 1</a></span> la estructura
          del consumo energético de la empresa en los años a) 2020 y b) 2021. En 
          la misma se observa que los portadores energéticos que llevan el mayor 
          peso dentro del consumo total de la UEB en ambos años son la energía 
          eléctrica y el diésel respectivamente, pues la suma de ambos representa 
          el 85,18% para el año 2020 y el 83,46% para el año 2021. Siguiendo la 
          Ley de Pareto que para el caso energético plantea que se deben enfocar 
          los esfuerzos en el 20% de los portadores que representen el 80% del 
          consumo de los portadores energéticos, se realizará el análisis para 
          estos dos solamente.</p>
        <div id="f8" class="fig">
          <div class="zoom">
            <svg xml:space="preserve" enable-background="new 0 0 500 174.463" viewBox="0 0 500 174.463" height="174.463px" width="500px" y="0px" x="0px"  version="1.1">
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OQdJwbxCt%20cY8sZ6c+2aqpNonjiS/u92reYjojVm3O2+kcIoro0u+lE/NE17JhrVj1LrC9adubS3tZXG9NzJN0%20iBcSly25YNqTZtttMBxJc2YCZI8VTYibFqvmrYiy/wC7HTSc9uOO2Kd3avoTM6llYpdN0xOz1bKT%20tZNm1I03bbRbJ2r5Fm03G0q3NttxaliPGLliovtLJXFDKNgIjG4UReCtfNXT1at0Y3Wz4I+9FM6f%20N4sK/ay8rHh04mPDd8XCcPD+HDFumodXa2DsRs97mby1XmaMAb7LAMjkRh90RkSEBU/lqja5lx8j%20HHuU1rbY1rLcrJuivDDKv8WCNG66dK67O6Iupxxw9WKvn9RXG0Pa/laXuTk6O5ebPGk3jfopjDcZ%20yuurLyuIKfu77BUHhqmnWbbInCJ1L67NkU5V9fa1vzrGMxpxTb801509Mlrdj14vdwiXoZlxZudv%20jysltfblrcDAVBFcaOXumQeynwEObDgVcUqNT+1X5se7Z6bWfz0jKkd/psVtoDWuppI6RlRdQyr3%20qG4zrixeLE86hgMFlHlbeJrL/KQDbbQXP3s2G2ourEeHH+jN0/xUjp5VnCm2MeLXViOu6JwprRbH%208NZrzpHczdJa11C+9pSS1qCTc9Q3jjyavsbhIowAbbMlPiuCLE3Dog2Krhmx7uNTqUiLotxs+n1d%20W66kbeM1in2K45zFLvqRFPw49+FJqiIBTpll7KtR33UVxcW53Bw7hKfmK2yBC26jaD5IBmUUH5f0%201rFLNan/AKpnnNLZpx5KatZsu4alOUdUx6SyrB2j6hk9oGnn4l9N+NeJ8+LNskqQjrzaNAatI6wA%20g1GxNvBscuZU7q1jp16Zpj/Sm6Of274jJfVpjspfEdm3s47WPYdQTLrqns4uEy7O3LVLsu9OXS0v%20GmESQER4RYRnD/LomGXKvlJtqfhi6bMf6Fa8fBPt2bO1F2MTF3h/q2RTdb1TSe7bt7ErpLWuoX3t%20JyWr/Jueorws4dX2JwkywAbbMlNYuCLE4u6IAKrhmx7uNNSkRdFuNn0+rq3XUjbxmsU+xM1zmKXf%20UiKfhx78KTVHRtUazj9nWibo7eZkhrUkk/jtykzkiA2jaOIy0MpQMYomQoilh42GHdq98RGpFvy9%20HV20j0oVwumM+unK3qn0rsL9rLWLOjrVLk6qbbjtuXJRKLNJiRMjsJiwrU92MMd95rDDLlwd4Uxr%20O66YuiZjHojCN/Vn07axszjNMRnEZdXPZlXZjt7F+2e4Spel4lwBp1ZT0MHhZkIgOq4TaEguIiIi%20Eq8OFT5utnX05xWjPy0xdFvVlNFG9mmtdb3K7Wd2ZdgKdNauBahtT05X3m1bQlTJABhOIkw6gjg4%20aIqbNq4U1KRp3Uy+nWueNIxrxxrH/wAZWmtcYpPXSnCs7NuGPV9rz0brLWzUfRs0bvLus7UFku8i%20REknvG3JEPMUdWwRNhIqZVw8qp1q29fTs07Lo5zSq8WxMxM/8s29niddGa31nKhPylvgvOOWCdLu%20sY5/HJDMttpSbdBgGASEoOYirRn8yLhUa9LbL6ZREUnPHntr6jRrdqWdUYzfSYyw5e/az7ffLu1a%20+zsL1qifCtOpIj8+7Xl2SjZHNGMBMxheVEFoCzEaAnlqmFaa0dOrfbHyWVt4z1Y86buLG2Z+nF2+%206k8IxpyrtnggoOvNZTdKaIG5XNw7Xciu5z7vJmha1ekRZRjFbclm04LeVtFIQypmy/3azmPFjh/S%20suj+KaV/ip76tLsJuiMf6kxOGVtMOVZ+zakIlxu8nVOhbrqC9Lxh6y3TcymZBtxpLjRokfAXQY3h%20uNqmbAPH4U2VN2H1dl30rZpx20j102ImK9EfLGrMV4UwrPqq66d1hNlWTS7OpNUSNO2d6wPzW7qw%204EdX54yCAhzZcrhNtoioyieNjwLVr/iu3xGnTjWMcNuOCLvVN99Z3Uy5M7VmtL01L1S4/qaVb7hZ%204cF3RcIcI/xM3GUNDWOooson3/5ZNoPicGCVSt2MxHj+pTp/DWPdXxcOC1tJpE/B0TPVlWaT3Uww%20ZFu1nqYO1uHGud2dkLNmMxvgUJ9A4pngbx1uVAeazE2BoppIaPD5e5V9KIm662MYrqY7KRTp5Ts/%20FVlfdPRbM4TSzDbWa15x67aNo7aNX2i2x2NMtyIUTUOp2nITU6abTTcaGqfz3nXHFHxUHyQx8Yq5%205sjUu6Mozu5fbOzvdEXdEddKzE+Hn9kbVa6ggRbZ1g09CkjIfmhpxnShoQmUpuMYpvI+VV3iNqJE%20Sj5Nb2TddqRM4XfX6p4W9OfKm1zXW0smnw/RmK8erLnXY2y432waw7Q41kt9xgQY2j33XlDestSJ%2017cZNsQYaxEyBrOSmSJ4xbO5WFJutvvt+5fbZEcYxnlu72+Fs22XfesuumeE4Rz39yN7HVWRqLQ0%20eIqcasWm50XUzSeXHfOU2IMSMPIcV1pwkEtuxVrqiYmb7o+CdPSiOcfZGe6rG6JiLYn4vqakzy39%20uHNf9ZNCgUCgUCgitTf0sfe4X4tqg5kfme3+5TPrYtBKUCgUCgUCgUCgw7z/AEed7u7/ALi1j5j+%203dylfS+KOalOyvRuodR6A0HKuM2GFgshDcYseMy5xxw2lNAA3TMgRMV25BTHgrr1p6b+ucZtswpx%20tj3etl8UXWRldfPqulFaW7Rb9M7RNMuM35x2Fe5twi3GzSZCPPsi0Bk2jrACDUZc7eDYZcyoi7Vr%20HT+Gdv8AS6o54bd++IyW1ppWcqXxHZl3c83jD1RrZrsr09flvM2UV+vPFL5PfmJHbjRWX3wbEH1A%20xii4QABu5fk7tXmKXWWzlNnV/N0xMRXvw20X1Pi1KZ23zbEfh6sZ7PVWuxxOuN2uMPSUq9X1StMb%20VjkePc41wIwGNuSIRfmK3HbeNt1FAXRxTuY441OlhqWzPxdF/Cv3cOMZ784wllq/BdEZdWnO+mOP%2028OxJ2rW2pnLja5XxuQ/q6VqB2BcdJqSbtq3IZDm4rhmAQZEXEf4Fx4dtRoY9G2LrZm/8M+7HCid%20aZiL5j5Zjp4xv41hO9rN/lt6qlWm5Xd2y2JNOy5cBGzRoZk7xgJoiVP5qgGGDKbVxxrmvxs1a5xE%20UjhMTX9+xtbhdp7puxnlMUj0zyaCzqzU0KxaVtiXL4NZm9IRpdvllcBtbbkxUyuGrhNPcYJlED+Q%20ncXHBca7NeZ+pqT80XW9O3ZX4duOHq2sNCI6bcK2zddX/VlXZhj/APqsrtI1LqmD2IRryc5YF+cG%2028bnQ0MMCefaF4mxcADRCQl8UgRe5hVNWI+tbblbN2PcnRmZ07pzmLbqdmTVLlrPUsLrDEst+k3D%20SrNxtjDuo1NJJw2pKLx5AfQcMG/FxL/h41XS8XT1YWzfMV320rGP8WFdqbqxWbcbuiJpxru5Y0eN%2041fqNI8y22fUUuTp9NTWq323UDbyOuuszBXjbASkRUdRsuAkxw4MdlW0om+bIuwrdf22xFYn9pfP%20T102ads8ruqPdsedzuYaO1N2luHernxxtu0MQxOaKyFjyBbbdk/zhcRBaU1xeyLu0Ve7VNO6unEb%209aYnZTKlZ2ROXHBN9tLq7I0676zW/KNtM6drGh9oGso9o1rCZ1Ak6Fb5toELxGdOWsWFNXJNeZkO%20ZlMGshJvMcBJCVMMKvbETGn1ZTqzbdOWFKxyrs4Si/CZ6cbvp1iM8a+ukY93Fw1f5VruGu5Gn7w6%20/AdvFmizr+J8ZdZgOMqLz6PIiouXg3vAnD3KjTxtsi7C2dS+uzZFOVfTNOpnW3xXRpxTb80150/Z%20sZ151fqMY823WbUUuVp8dSWm323UDbyOuuNTBXjccJSIqOoBcBJjhwY7KnStm+bIuwrdf22xFYn9%20qL56Yvps07Z5XdUe7Y41jqnWtt1dfbUzeSt52Ybe3ptZ1xVnjAmKKrhxUYfcuKvO4tnk2pwcNV0b%20puxp4uuYpww2bMMertyha+2Iw+XprXjjXH8OHh3fxJiNq+/sdszcGZeXZrUqeMRq0QZCCkYFhZzG%20VAeaEyaEkzpIbPBf9lToUmZjP48dlIpT+Gdn4qs9WZi22csLMOM1rzj120bj23X7UNk0YEmykTJO%20zYzE6WB7pWYrjiC65vVE0a2bFcUfF4ap/wCS2J+GZx2bMMebWPhumPiiMNvq2q4f1drAdMojGoM8%20RzU9tgQ5sSbx94Y8jZIjnM3LLb23gUc2HAq4pW1lvVdZE7evhWIiadvHtUuwi+Y2WRO+k1j0o63b%20WmtbdartbGLlIft8HWKWmTdJElGHmLeTIuiDk1QPciTpIG9IdiLh3ay056o065TGpwrNsz0/u20W%20vjpuui3Hw2Tvp1fFPplWux7dZdYSrDYYi6gPik/V4Wxm4QJayHigONGRsFMVpkXlBzEUcBF4E24o%20taWW9V9kT92/t6fhn0zzjNS6aRfMbOim2kzMV/dxoxdaavv8CTqJstTTLfd7Rdrbb7TakfRFdtx7%20tCfMFTM6ruYlJ3uYYVHl56psmc7tSYujdGzl71tSKTdGyNOts75xr9nB7TtZa3PX9zD4i1AucS9N%20QrdBkzd2LsBcviDbxjuuvo6BEW+QsEXbsQVqPLYxbM/NM9Xr/wBNOOfajWwieFsTbPHfxxwowYtx%20kWly7NsXZ9bk52hxI0mG/IR4xiuPoglujxIUcHZnw2oKYcFPLY26Mfx150vw9VTX/wDNOXgiY7rP%203Ns07qmVKvU9+4alksawautyix9HoaG04xHE+LNrGyKQATQg5v8AYiqvlbcKytuu+jF1vivnTume%20F1fVTCKbVr4j6lLvDb12xE74p664zw4UQNi1vqRxmwSIWpn5t9usO4OasgvorzdsNtsiR1YjY542%204eRAQcPGTuLWmrFIui2fB9OvV+LDbxxw2dhbM4TdHi+pTp/Dj+ya/a2vsF1Nc7ol2hT7k/eHYgxX%20DuHG250IjeaxJI7qNtOBjhmJpzaFazEdNaU8VPVG3bHFjWeunD3zs2TwYF1v2ntY9o7NmtlxgwIm%20kJL7wtb1lqROvTrJtiDDWYTIGc6qZInjFs7lckRN1l19ufRdbZEcY8U8t3e6LpiLosu+9ZddPKcI%2057+5rXZ/c7NEd0rJnm2MTS+lJ7esW3BQ+LnxlvKxJFccrqutOEIFtXBVwrovvtjrvzsnT0ojjdw4%20x6qsYsunotn4vqakzynbynftzbBpO26c7QbZqrVF0lRZS35ph0LFGkgZRoMISWKEtGTxzuKuYxL/%20AA9ystWybNGa43Vm6Z2VphHZHrX074u1YphER0xvpXGeGOXBuHYDh/yg0zhwJGVEw+Rwq6defFH8%20NvshnbERddT713tWBWK5QKBQKBQKBQRV7+2WX35fwr9BK0HVz6MvmX9VBH6Y/LVp9yj/AFQ0ElQK%20BQRN61Xp2ySrdEus5uLLuz4xbdHLEnHnSXBEERQlw27SXYndWluN3TGf2ExS2btkMctd6UHUaacK%20dhdlJG0aVp7db1Q3iM8Yybje5PG3efNh3KWeLL0pnzptLsM/SuXfsG9d6Uc1GWnAnY3YSJvdK08j%20SugCOG0MhQ3BOiBIStieZE7lLPFFY9KYT3SXeHP0rlyrsT1AoFAoOqNtiZGgohnhmJETFcODFaDq%205GjOmJutAZj5JEKKqfMq0HYGWQLMACJYIOKIiLlTgT5qDq3FjNqattACueWoiiZvnw4aDqsGEoC2%20sdtWxVVEFAcEVeFUTCg9TADFQMUICTBRVMUVPmoPMYsUQIBZAQJMCFBREVPlTCg7NstNN7toBbDu%20CCIKbfkSouisUEFonRVq0hYmLPbzcfajk6QyZGRXl3zpOkikAgmCEezZV5urEcIiO6KF2N03femZ%20704MaMDhOC0AuH5ZoKIS/OvdqoLGjE2LatArY7RBRTKi/IlBwMOIJq4LDaOKuKmgii49/HCgDFjC%204rgsgjirmU0FM2K7MccKDkY0YHCdFoBcPyzQUQl+de7QCjRya3JNArPo1FMvg4KDgokU2xbJlsmw%208gFFFFPmTDZQetB5hFjA4ToNALh+WaCiEuPfXu0HIx2By5WxHJigYCiZUXhw71B1CLFBTUGQFXPp%20FQUTN8+CbaCE1PpI70sA414m2ZyAZEHEVZVpxDHLleYkNvsuIPCOIYivBVaY14U9OPJOyj10to+z%20ab01C09DBXoUJFwORlcNxwyVxx09iJnMzIlwRE27NlaXXVpspERHKMIVxrMzndMzPalyjRyQEJoC%20Rv6PEUXL83eqqXBRIhgIGy2QBtAVFFRPmTDZQcuRo7hibjQGYeQRCiqPzKvBQOLx99vt0G+ww3uV%20M2H+LhoOHokV9UV5lt1U2IpihfrSg54tGzAW6DM2mDa5UxFP7veoOqQYSOb1I7aOouKHkHNj38cM%20aQO7bDLZGbbYgTi4mQoiKS99VThoOk2bDgxHpk14I0SOCuPvukgAACmKkRLsREqLroiKym22ZmkN%20fe7StFNafhag+IK5arkqpAdZjyHnHsqEpKDDTZvKgoCqq5METauypu8M0nDCvZvnd2otxy307d3F%2063fX+kbTaod1lz80G4CpwnIzT0snQFtXSMG44OuKANpmIsuApw4Uuwu6Zwn0znKIxzLPFFY9J3c+%20CciS4syKzLiOg/FkALrD7aoQGBpiJCSbFRUXZU3WzE0nNFt0XRWHrUJKCK1N/Sx97hfi2qDmR+Z7%20f7lM+ti0EpQKBQKBQKBQKAqIqYLwUHAAACgAKCKcAimCJ+hKDzGJEE1cFltHFXMpoKIuPfxwoOVj%20x1aVlWgVleFvKmXhx4OCg4WJFVpGVZDdDtFvKmVPmTDCg5SNHR5XkaBHlTBXMqZsPn4aDl1hh3Lv%20Wxcy7RzCi4fNjQdXIcRwQBxhsxb8gSEVQfmRU2UEPrTSFv1bYXLLPedYjOOsPK5HUUPNHdF0U8cT%20TBSDbspbhdbd92alcJj70THemQjRwaVoWgFsscwIKIK48OKUIBixhbFsWgFsVzCCCiIi99EoBxYx%20kpm0BESZSIhRVUe8qr3KDgIkUAUAZbECTKQoKIip3lTD5aDkYsYAIAZAQJMCFBREVO8qUAYsYWxb%20FkBbFcwggoiIvfRKA5GjOOC440BuB5BkKKSYbdirwUDi8ffb7dBvsMN7lTNh/i4aDuYAYqBihAWw%20hVMUVPlRaDoMWMLaNiyAtiuYQQUREXvolAKPHITAmgUXFxcFRRUJe+qd2gDGjiAALQIDa4gKCiIK%2099E7lBpmoOyuFfrs7LuF6uTttffjyXrKRsnFU4pIQCBONE+0CkiKQtuCi00/BMTnSax6babKpums%20TGVYo3NY0ZXUeVoFdHYLiimZPmXhogWLGU1NWQUyVFUsqYqqcC4/JQEjR0eV5GgR5diu5UzYcHlc%20NACNHAycBoBcPyzQURS+de7QcssMMoqMti2iriqAKCir+ig6JBhI5vUjto6i4oeQc2PfxwxpA54r%20F/mfyQ/m7XfFTxv8WzbQGokVnNuWW283lZBQcfnwSg9AAGxQAFBFOARTBE/QlBzQKBQKBQKBQKCK%20vf2yy+/L+FfoJWg6ufRl8y/qoK/1Yd6h9lIXi0XmVaZdrtAyW0jBEcB0gjioo6kpiR4qKn7mVay1%20bptisemLXSti6aSi3L3qthvR1gZ1BKeuOrB41Lu8hmErsZlqOLzgRgajtMZjIsEV1s8E79dF9sfW%20nTjCLIunjONIj0hzW3T9KL5zum2OEbZZ2qblrHTMO12Ub98Rn6juwW+BdpEVkH4kcwJ10jRlAjvO%20iLao2u5EcVTMJYLjS3xX22ZfFM03WxWmNcZ3+ppd4bLr/wCGI5zNK8ttPW27T9nv9teljcb87e4j%20qiUTjceO1JaXLgYk7FFhpwFVMRTcoSbcSLZhNcPT09nJFMfT09rQO2PTtpTVGiL83CArw5f7fFcn%20ZVJxI7aukgIq45BzGqrhhjsx4EpoYa0U2xfX/QvqY6N1dkRTtutao9Endb3dPqhJfndaNXhsMuJr%20bhYRVkbP+EiIoZu/sqvlI/t/g+p1duXfWKM/NRM9f4o0+nsz7trmDEmlq+Fp/Axv0fWku8yG8uJj%20biZNUkFhwNmjoghd1dlPKRSNOfuWakXc5nCO3P1p8zE+P8V2n08Yj7KSv+SMkmCGM4DT6+Q44CuC%20m3uihNqv8VSlCwndTyX5rXHYYcTfRjHijq5sWm3c32lMPpcP0UGVxbU/SMPkTvOqBxbU/SMPkTvO%20qBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkT%20vOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMP%20kTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqBxbU/S%20MPkTvOqBxbU/SMPkTvOqBxbU/SMPkTvOqDxmnfoUR+XJukJuPHbJ14+JOrgACpEuCScV2JUTNIqt%20ZZN0xEZyi7RqkrtBKdCv8BYwGrRG7CeZXOKIqplckgvASVOlE6kVtirp1PI61t3TNs14Y+x2LU+B%20KI6itjppwg1FccLwBKJa6Y8pq/dlpH6Z5jPoujnh7XHWC8kuDDxPr3FCzzEFf/5m+If7aflbts2x%20/NB/j74zusj+e32RNT4lrs/oIaKi8Buxm2h8Cz8//u0+hZGd9vr+w/KacfFq2dkXT/209bsJdqBk%20mCWhoO7vBkZ/ABmn/vU6NGPmun+X9p9PysZ33zysj33e5HwtMdo46rO7Sb3H4kaKnExWSbCeIgpl%20jEYCm1Mcd5XFdZP1JmJ8LTW8x5edHostnq3zEV72z8W1P0jD5E7zqtHmHFtT9Iw+RO86oPOxv3yU%20hPy5MYmQekME01HMCVWHjZQs5POImOTHDL8lB11jYbPfNPS4V2iBNiCKvpHdTMCuNIpgpDwEiEnA%20uystb4ZnbET7GmlPipvwUVphxLRpHstvtyxj2K3xrkzMfcTBtlx4DRnPjwZ8qiPy7K18xXru/Fo0%20jjNLcOcqRbWaRs1qzyrOPKHtbI8vS1o7PLrqQTi2qJabvHkG+OUWXpQC7HaNF2oZtgoCndXZVfMW%20zXUtzuu0YtjjdFKxzRoY9MxlGtN0/wAM1pPL7Vs9j9rudq7MdNW+5gbU6PAZF5lxMptqqYoBIvAo%20IqDXR5ifFyiI7YiIljofDXfMz3zMw63PtU07bdVP6dktyEejMK89MRG9whoycjc7T3mfdNKWOTL3%20M2Nc8XVtun7v/wCP/wAobzbSYj73vrT2S2m1zkn26NORlyOMpoHhZeRBcBDRCRDRFJELbt21pfbN%20s0lW26sVhh6m/pY+9wvxbVVS5kfme3+5TPrYtBr2u9aao07c7RGt9ogz415ltW+O9InPRnBkOIRe%20O2ESQm7RA8pDVf7tRZWb+nnPdFU3Ui3q3U9c0dbNr2+3i7T48GzRztlmfGFd55TcpJIQEJ5Iras4%20OttZtpOG2q9waRdHT1z8GNOzbMbu9F0TE9MY34VjnlHOj30Xra9apELpHs7bGmZJuhCmlKzSiRol%20FHXI27QAbNRXLleIuDEU7lrYmkTdhMxX9/GmO2OKLp8UxGNJp6cK4NmukaZKtkuNClrAmPMm3Gmo%20Auqy4QqguI2filkXbguxardFV7JiJiZisPnK3Mv2/QuoLMct+dFka8G23GVMcRx5+MbrAOI+WAoe%208TxS2YYVOnS78vFMJm7DlN/v71fMVt+rNfFFluPOIrTdnhuZ7rrjdlkaaEBTTPXkLYEXZuOJEqOl%20FQPJ3W92ZMMO5VdGev6PVjXr/wBvV0+nBXXnp+rTDCz/AHUqsXsUcdGx3qAKKlutl6nw7WOOIhGa%20eXI2HeAMVEU7iVey6btHTun4pt9809RdFNW+Mor7oq3K4X+DAcUJASOEBztxn3AUnFQQFDACFVUi%20RMMeGoWefWSF92nchlezoHWSF92nchlezoHWSF92nchlezoHWSF92nchlezoHWSF92nchlezoHWS%20F92nchlezoHWSF92nchlezoHWSF92nchlezoMG89oOmLJCWdeHn7dDQkBZEmLIabzEuAjmJtExWo%20mYhMRLDm9rWgYEOHNm3Pi0S4pjAkOsvC2+i7cWiUMC4e5U7enarXCuxnXPXunLXAK43JyRDgBgpy%20noskGkzLgOJK3htxqLpphKYiuMIpvto7NHbY9dG7yB22M6LEiYLbytA6fktkeTBCXuJUzhTiRjXg%20m4WsbNPhszYQypMOSAux5DUOSbbgGmIkJC2qKip3am62YmkoiYl7dZIX3adyGV7OoSdZIX3adyGV%207OgdZIX3adyGV7OgdZIX3adyGV7OgdZIX3adyGV7OgdZIX3adyGV7OgdZIX3adyGV7OgdZIX3ady%20GV7OgdZIX3adyGV7OgdZIX3adyGV7Ogw7lr3TdsRtbi4/DR5VRpX4shvMqYYoOZtMcMarN0Rm009%20G+/4YmabmZ1kg4YrHnInuUr2dWZuq6ptqcLUxPnhyfZ1PTKemdzGd13pxr6VyQH+KLITg/8At1pG%20jfOUS2t8rq3ZW3dzFLtQ0WJoCzXM68A8XkYr+jd1pHk9Wflu7m8fpnmZ/wDHd3Os3tKsDVukyogy%20ZTrLRuNtJGkgJqAquVXFbyimzhXgqmp5fUstm6YyXs/S9aboi6OmOMx9rrpPtCavlrWbItsqK4jp%20N7pll+UOAoi47wGkTu8Fculf1RVj53yv0b+mvVgmeskL7tO5DK9nWjkdXdU21oUN1maAqQghFClI%20mYyQRTa3wkSoiUEhCmNy2d62DoDio4PNOMls/uuIJYfLhQVP2xWqemttCXU7rIKEt8iR2bOOUIwm%20qOE48eCZnDXAUHFcBwXv1OhhrRxtv7PDsW1MdG7hTt8UNXSQ+usOsIinWHrt8J36Km9+H7jKsZS8%20pWsqZ8nBjtqvlJn+n+ONTq7Mu6kUZ+Zn+5T5fp04fvrNd7m1SHut9t1C2KdYZmtbhaZj6Km9O3gy%204nFzLhJpsWQMRXYipilPKZacbL9PUm7nE4T2Th6jzM/H+G/TiO7341fQ1Ss0Vztg02F1vFt4tLJ2%200ZkziLajJcbNpo22ERzNmFyQA4GI49zGlnitrG2Yjvm6PbbKbo6bqTu7qRX2S3kCUgElFRVURVFc%20MU+RcKmYViawi739ssvvy/hX6hKVoOrn0ZfMv6qDWisQX/s3bshvLHC42puMT4ihKCOMCOZBVUxw%20qmpZ1RRfTv6Zq8rvoBubbbEEWecK8acQPhdzRtDRFFpGjR1lVFDBwE8YcyfPWt90zqTfGEzXunYy%20ttiNPonKKd8Meb2e3G62fc3m/vS7wxMC4225NsNMBDkNYo2jLCZsW8FVDE3CzIq7U7lcptm3O311%20zjlT9604xMTlMezGvOqZ05Z9QwXZci93wru9IUUaaCO3FjsgA4fy20V08xLipKTi/IiVNYpRE5pu%20oSUCgUEVZftt69+T8IxQStAoFAoFAoFAoFAoFAoFAoOCMATMRII99VwSkQmImcmE/fbMwi72awOH%20CmcVXwIta26F85RLezymrdlbd3MTrfYyXCO45KLgyx2nHFx/QlaflNTbhzlv/jNaPiiLecxDXtX6%20r1m3HjFpazPumRFxhZUcvJREy4DmBU21zeasu04jpmLuWLo0PJaMTP1b7f5bk+3P1U6A5bWywSom%20O/kJw/8A2kOumLNKM7pnlH2sJ0fLRnfM8rfto7I3rB3ynYMb/ALr3+9uqV0Y2XT3R9qOrysZRfd3%20R9olp1A59PelT3eODX++TtPq6cZWd8/uPzOhHw6XfdM+ygmmc/2i6T5Cd4nRbT/8QN0/M7rbY7Pt%20qfn6fDp6dvZX2zLqejNPOtm2+w5IBxFE0ekSHcUJMF8txcP0VW/zN90TE0pPCI9x/k9bZMRyttj2%20Q7WvRulrU2oQbYw0ilnUiHeFiqYeU5mL9GNY6d02R02zMQzv89r3533d9PYmBERFBFEEU4ETYlRV%20yzNXNEFAoIwNTaecfuTAXGOTtnQSugI4KrHQhUk3v9nYK8NRWOnq2ZJpNYjbLEY17o1+yPX1m7xj%20tLB7t6Wh+IJqqIgr3cVzJgmFTdhSu1EY9iUtd1tt2gM3C2yW5cKQOdmQ0uYCT5FqZiYzRE1a9o/V%202mJrV0ixLnHekW2XNcnNiaYtAsx/Ayx/d8VdqbKrWOnr+XetSerp2pfT+qNPaiinKsk9mfHaPduG%20yWOUsEJEVOFMRVFSrTbMK1xolKhJQKCue0nQzF2uUWVbbUjt3loQS7iqnuxYjtkYtmObd5niXdZs%20uOCqmOFVitszNuzxc5wpHfSZ3xC2ExETvpyjbPdWm6ZSHZI/rN7TTpasSQk5JJowsxttp/dZRxxB%20tBHKjmZA2eThWt1KRTd+6vHezx6p3emXBsOpv6WPvcL8W1VFnMj8z2/3KZ9bFoMTVOkm9QSrG+ck%20o62W4N3EBEULeK2JDu1xVMqLm4aW4Xxdui6O+KF2Ns276eqaouH2fTbbfrjMs94WHaLzJSZc7WUc%20XSJ5RQXFZeU03YuIKZkUC+TCottiLeicbcfWm6az1Rhdhjyd9H6EuOlyCBDvRHpqObrkO1FHFHQ3%20pKSNlJzrnbBSXKmRF4Nuzba27Ck40ikco96t0RWsYVms+/14twqEoJNDaUS3XO3Jbw4neJBzLi1m%20P+ZIdwzO5s2YC8RFRQVMMNlRTCI2W5cMa+1NcZnbOHuA0NpUNPrp8YApaiJXFZzuZ1dUs+932bfb%20zNtz583y1N2NOGXBEYV45s+y2S1WS2tW21xxjQmccjQqRLiS4kRESkRESripEqqvdqZmqIh46j/p%207PvsD8azUJSlAoFBH6gvkGw2Ofep6kkK3MOSZCgKkW7aFSLAU4VwSqal/TFV7LOqaNOtPa78Sj3F%20tnTlxW9W9uG/8Hb3LrrjNwHMw4LgGrQjhjmzEmXDbWt1sxMxti/pnhObK2+JiJ2XW9UcYy72xaK1%20hD1VanZ0dh2I7FkvwZkV7KpNSIx5HAzApASY8BCuFRMYRdGV0VhacLptnOP3omX2s6Zi6xummXkc%20Ryy207rcZqIisttt7SDYuZTQduxP9tUi+Oi6/ZZMR3+lFptnqtt23pHSGr5eoRcN6xzbSzumZER+%20Vu1bkMvipCQE2R4EieUBYKmNaTZMVicLomkx6Zs4uiaUxtmKxLVO2gxS46LFHAgvrdlKPen/ABo0%20QxjufStqoi5vBVQFFMdu3HuLlb/c/wD53+zL07l7/wC3lXxWe3PsU7hAXT1tYYFLQAadvIuS5Zo4%203PaWWu8YjIQgIE+qZwJEXKi4IBcNL5jpnDDo0vDtzwivD18FrZ8cb/qX+LZWmM9vPCma+LfrawWn%20QhmySMzLHY27i/aHDzPsspHUmkcxwXbkwxWr+dvmOuYmsxNO2cmXk7YnoicIu9m1B6Ih2Cz9nNjk%206imQ2NQX01uTd1uLYOr8WmArqOorij47YllHxh8VMEWr+Y04tn6VuE22zb/8+/GZRp39cTqXRW26%206J9fhjhTZuSvYVuA7N4MaNHVmNEkTI7DqnvBkC3KcRZILgPiPFiYphgiLs2baXXdVtl1KVstw3YY%20R3LT/cvicfHOO/isCqJKDgjAEzESCKd1VwSkQmImcmDIv9kjp/OnMjhwpnRV8CY1tboXzlEuizye%20tdlbd3MTrbazTGKEianfjMOOJ4cEq/5S+M6W85b/AON1I+KbbP4rohr0DUvaE9qmUw5YiWxoh8VI%20hRk9mXKpOGeVe7sRK5bIn6s23TS3e3u8p5aNOP6kde3bHdENi43qxz6O3xmu9vpBL9WB11dGjGd0%209kOf6flozvunlb9swZNYOeU5Bj/4Edd/3t3SujH3p7oK+VjZfd3R9p8N1Mf0l5bEV7jUVBVP0k4f%206qfU0tln+79h9fy8Zac9t/7IOr849rt7nL3xb3ACv/4iX/bT8xbGVlvr+0/O2RlpWdvVP/ci752Z%202K+IylylTX1YzKBK8n7+GbYoqn7vcSufzFNWlYiKbmln6rqWfDbZHKEoOkLAnlMOOf8A1ZD7vhzu%20FXR+b1N/qj7Gc/qevviOVtseyHdNJaYwwK1RXP8A6jQOf76FUfm9X7096v8AkvMf8l0cpmPYyWrJ%20ZmfooEZv/Ay2PB8yVSda+c7p72V3m9W7O+6e2WYAACYAKCneRMP1VnM1YTMzm5qEFAoIvUv9MD3y%20D+MaoJSgjrvp6zXhyC7cowyDtkgZkEiUk3b4IqCaZVTHBFXh2UjCaxnj68yZwmNksRdE6WXUSaiW%20AC3dNqSMzmXPlybzdZt1vMvi58ubDZjS3w1pt9PXtLsc/T02DWidLNaiLUTcAUvB5lWRmcUUMxED%20cFpS3QuEIIJGg5lThWlvhikem324l3ipXYnKCpu0XREpbxIuelrSTd0Rhy4yZ4YnvpTSgDDTYGpN%20o5im9wQfGUBxxqlszbWmFsd/irWY5R1dty9IumK5+6N/OaR/DWG69nbuondIQHNQ774oqObxZIi2%20+obwt0rwAgiJq3lzIiVvqUr2RlvY2VxZ97+2WX35fwr9ZrpWg6ufRl8y/qoI/TH5atPuUf6oaCSo%20FAoFBhrerMlyS1LPjpc1HOkHehv8vDm3WOfD5cKRjkThm5i3e1S5UiJEmsSJcRUGXHadA3GlXgRw%20BVSDg7tIxiuwnCaMugirL9tvXvyfhGKCVoFAoFAoFAXYmNBpGle1ez34ZP8AlX4xR1BEFBJ9SQ8d%20v8oVQcMvdp5autXp2cYetrfo+pZSkxPbEe1O9ZxL6G2T3k74son++QV0/lt91sdrH8hvv04/m+yJ%20c/G7uf0Flf8Ak3zjbf8A7Sp9GyM749aPymlGerb2RM/Y4SdqpxPFtjDK/wB+Tn/3QSnRpR80z2J+%20l5aPnun+WnvMusTXadvaH5BeJf1olP6P4vUV8pGzUn/S16fobVk3VMW9Lf0ZbjoAqw0BoK5c37il%20kXHN3UrlvttnVi6PhjY3t89oW6c2Rp1rvn35th6tuubZN1mu98RcRoV/QCV1fmYjK21z/noj4dOy%20Oyvtdh0jYULM5HJ4+6Trjh4/oUsP9lJ83qb6E/qWtlE05REMxizWiOuLEJhsv7Qtgi+HDGsrta+c%205lz3+a1bs7rp7ZZiJhsSs2BQKBQKBQKCv7T2wW2ddWWnLe7Gs0+TNhWq8EYEL79vQlfEmk8ZsV3T%20mQlVc2XuVW26Js6pwrZ1/wAv25TTcm62Yum3ddFs/wAUpTReuZup1GSNjkQrLKY41a7o442YPtKa%20iOZsVztGQ+Ogrjs7tadMxGOE4Yc4r+9WborhjGMV5emDH1V2iyNOXiOxMsUkrK9JjQyvKONoG/mE%20oNi2zirjiCWGddmGPdqun4runKs0juqm/C2ZzpFZ76d4naLJZ1nD07cbFJgR7o7Jj2m4uONlvziN%20i6ZKyCqQNkKrlNV7m1Expp+KJ2TStOFad+RfhFc4rEdsxP2NzcBDAgXFEJFRVTYu2outrFCJfNcv%20TLNohdsVj06waNRwta7oVJ10xVnO+RKSqREaZiJe7UTdXStmco1vVHS1v/uV+a7Su75m790O1wkh%20K1VJ1BAfBzSTV+sJS5jaosZCZiqBuE6i5MrZECGuOxeGtdPw3xN23U1adtvvmtN7lviZ05iM/p6f%20/VX1R3N47L73Dh6enxilgy5qO83k9Kt4Lg+3nN1CawTBRXaaLjgqVz323flrbI+ONKcNvD2w6LZi%20Ne6+74PqRFe73xKobZFus/RFvt1mE3LxatI3yLf4zSKT7Tjs5Mkd4U2i6ZtuKIrt4Vqb6Uvu+Tp0%20eWF1Z7ra13VTbWtkT8XXq/8ATh/uot3s2utrc1nqe+xJjA6aC12dl2chiMZJDTJqSK7jkxbbIULb%20s2ItdN80+pM/NqzTuivfPe5bLZ/pxGzSx4Y/vWY5qPTzVtC6OXSIFscVEbnE+0jBKq4IguqWReDv%201ltpvbRjkzxITFCFUISTESTaiovdShEuaBQKCK1N/Sx97hfi2qDmR+Z7f7lM+ti0EpQKBQKBQKBQ%20Reo/6ez77A/Gs0EpQKBQQWvIN8n6MvUKwmDd5kQ3m4JOIijvSBURFzIo7eDalY69szbhw7q4+ppo%20zEXY+m71q30Hb9SaZavE+DpSaFkej25gbG66yk4pDbahMfBVMswoJCgiriY5Vwy106t0TWJ+G6+a%20cLZjb29rCyLvD96LMeN1fs4UZ+jpeotK25uC5anm4t+vL7NigOk3vbfEMFIDkCKkRJnFSVEIlRF2%20rVPFNttkz4+m7HZh8Mdy806rr/lrbhvr8XrakfZJ2jFqC4wpZQ5TNy05PhSL22joI7Llvk6mdDMl%20Q1NUx2Zcny1SY/p32xh8FOPTj+/iv1f1Lbtlb68IuiI/c2rssgXKxXaY9cGX7DY3oMKOEG6SQU3b%20kyJcafZRXHMAJCBNipiqeSlb3Xx49031t4W0x9fNlZo31tiIr02Uupvrh6uS0psCBPjlGnRmpUYs%20FJl8BcBVRcUxEkVNlZUWqjbgWjlBhi4fD1CKqLFaf3Ko2ops3Yl5Kphsy1tbo6l01iJrvo3s8pq3%20RS2y6Y5SjlmaK+KTLhgsyZPZCNIysOPCTLeOVvYCjlxJV2rV48pqUmKYTNcZh0f43XmkzFKb5iPe%209pU+DPiJBXTr82GmGRl+O0jGA+T4ri7MO54tTPlozuut9qY8jFsY6lkdsz7Iec49WOWZ+FaLWzbD%203BNQnFfBEaXLgGUADAcvcqurZZ0zS6t3JbT0vLWTEzfN3CLf2sbS1q7Q2bVuLzc2Uk7wl32XfuZF%20wwTFcg/7Ky8vNttvjibrua+treU6q22TPbSPtS/V+a7tl3iWa93cqDCeAErf8xbGVlvtZfnbLfh0%207I51u9rsOkbFmzusnIc/tvOOGvgUsP8AZSfN6myackT+pa2UT0xwiId5C6VsgtOSVg21HjRplx1W%20mM7i8AiRZcxLhwVlOrfdNJmZlzanmdS6K3XXTHGWTJvNnizWIEmdHYnSvs0Vx0Adc/wASoRfoSs4%20xmkMZwipdLzZ7SwMi6zo8BgiyC7KdBkFLhwQnFFMaisZJoxy1XpcbeNyK8QUtxnugmrJZRknNviI%205myqWzgxq1MYjbOSIx7EoioqYpwVAUGpxu07S8jUPwQFfQ1knAbnk0qRDmNDncjA7jtcEf7uGzhp%20ZPVFY3TPOIznsL/DNJ2Urwrl3vTTvaJY9QXQoNuYmE0oOuRrkcckhyBZc3Tm5eTFFyn3Cwx4UxSl%20uMV5T2TlJf4Zp2dsbHTUXaZpmwXYrbN4wZx22n7jIZaU2YbL7m7acknimUTLHDBF4FXgpZ4ppG+I%20/mnKOf2wXYRHGJnsjOXH/M7S/WJbIhPqSSUt63Dd/wCTSaQbxIu9x+kUdvk4fLSzxZcacenOnJF0%2009XZXLvbZRLVO1CXq6Jo2fI0s7HjT2WnXXpclCJGWGmTcI2wTynFIBEcdiY49ysde6YtmdkR2ttC%202JuiJzmlO/arldT6pvNn0Pagu8qFJnaXfvk+4x1EXnpLMdlGkIlFUUd48pmOG3ZW/m56NTVmP/Hb%20WI2V6tvZHrYeXxiyJ+fUm3siv7O5CvdqOr7xZpOpWZ70E7BZbTclhNIgsSZExxeMb4FRcwKIYAmO%20zGrXUtvmdn1LbacLrYnv8WfBS26ZtiNvRfdXjbNI9nrWf2l6huLFq07Et77sJzUNziQnpTPiutMu%20orjmQlRcpKgZUXCqTb/WizZ4v9sLdf8ARm/bS31zCrp2tNWXhu3aRW7So7sS43Jl+7tZRkPDbZjL%20MVSPDBVTfIR7NqilZ/UmdP6m2NHrps6urp7sMuLWIiNTo2Tq9P8AL09Xvz4Lm7MdSTNS9n9hvs1E%20SZPhtuycqZUV3DKZIncRSTFK6da2IuwymInvirn0bpm3HZMx3TRs9ZNSgUCgUCgir39ssvvy/hX6%20CVoOrn0ZfMv6qCP0x+WrT7lH+qGgkqBQKBQfOEkIx6/kXQQVIresAjiyqp8QWdxTKJI7hsirw7nD%20MvDnw2VnozPRbTOY1en9u/huwzW1qVuidn069+FN3HfwZnZZvU1DoB5hESfLg3sr6WCo4aDKHa73%20VVHsUTN8tbaNKzHy/R0+/Z72OrMzjOf1r/Z+5f8AJKQDBlGbF15PIbM1bFdvdJBPDwVVo1y0ytQp%20Mu+7t8YiWYiuIsskylxZjYi7hcUwwXHZQSXG9TdGReWHzegcb1N0ZF5YfN6BxvU3RkXlh83oHG9T%20dGReWHzegcb1N0ZF5YfN6BxvU3RkXlh83oITUGqrnCYkBKSBa2GUDjtyfno0ywjhIggrrjIiLpoX%20id7h72O1kW2x1Xdkb/2OzR0ott+pfFY2Rv5/hjbvnDfTp1stlis0SWZ2S32iSIjCluXVtph5MMUy%20OkyguYpt2KtZX3eLH4pxc+pq3akzfM1xTUa6X2VHbkxoUJ+O8KOMvNziMDAkxEhIY6oqKnAqUmJj%20CWUTE5MJ7V7jNufuTxWpu3RjVqTNO5iLDbglkIDcVnIJIWxUVeGq1ikTvy4rUmsxuZUG9Xi4RGps%20CLAlw3xQ2JLE9XGjFeAgMGFEk+arTExmrExOSF1bry/6ectMdbGxKl3qWkGECTibbRxWycVXXFjr%20lTK2uGCKqrVK+Kn4bruy3NacLa8Yj/VNGpL/AKgpZ2qJcIumkcR+BMujrbs9GkBi3ubp9AcVghcL%20N5OGxU7qVN00iuyLbZ4+PLBMWz1dPzdV1vbbFW6SddToulQ1PJtjbdtNhqQII+6b6o/lRtsWgjkS%20uERoKCndWrasdEzGc8FNGfqREwhtNdqOqtT6Vhagsekd+M2U7F4s9PBgmBZdNs3ZCmziIoobUASL%205Ki/wxEzlNvV6q+mzkVxmN00TGitb3nVumYWoIVnaYjzUPK09LJDEmzJs0xFhUJMwLlJOFNtWutp%20TjET3xVO2Y+7Mx3YJvjepujIvLD5vVRR3ag1r6y325ank2g3nVl2xbDd400FahNI6DT0VWz3bi79%20TXNlbVFx28FR5eaX2xtu1MfxWzGXZ+01orbdMZRp90x8yWctko+1S2s6Ytwt3uA85c9WXHj7zycX%20ktkIQX3DaXa4SoQN4LkEcUwqdCKTNPgti63+K6Zr2zbnM9lUa01tivx3TbPKI9kTlG95dtHx676l%20tVoKA1JcbtN1mfDFmGLCZGxAJmdGgXfMkWDY4bcfKDhrC6Y/qT92yMfu+LON8zTg2t+SN9/+rwzh%20PDH9m7Q7tcrxdY3xUZDs74PZbE8t5dfMH4ROOoRPsNoKZ3HxT+YKrs/tHwV13UjVmcv6tsf7fh/h%20mta8fhc1tOiI/wDXfPrz5xSkcs4fTLM3UpMgSW6MaKKKhLMPFdnD9nql2a1k4Q78b1N0ZF5YfN6h%20ZTc3s01Dd9WsLH0u5YoMCbNnPuuXbfQHzksm0hQ2AQlZJ03d45iyPAvDjWVun4JjLwXWRG7q3fhj%207MF7r/FXPx23V/h38dnfi89D2HXegwdunVxIsKyWXidyYcuLQjdJbB4tyWcEcQfEFRTeIJeMiYVt%20dq4XXT83TSN07Z7asrdLxW2xOU3Y8JyjsbBrY+0TVDFtjQdIlBmo5Fm23UIz2VGEpKJPi6Bg28Jb%20tFBUFskXGkW01Yx+G7H8Vu7tTN1dOfxR3Tsnse1zj9ot311ZpjOmPhD1nkGky+cfZcYm2/IX+WHI%20G+/mOkJ4EyiDl4ajSnxTdlFJrG+flnszNSvT05zWKTu+935LC43qboyLyw+b0S6I7qBCM0tMNCc+%20kJJZYlhsTMvF9tB0EbyMdY42WCMcsczKSVQFx4cR4thQY8i33ORKgSXLNEVy2KZQhSYaA2Rhu1JA%20SPlxyKoovcRV79InGu2lPTuJypxq40kM4QkEVvjMNvS5pPyG3cXFPjTuKKO6DNgWKIqlwbfkpwGs%20dt8eCzo6DDaYRopV3gNxsqCEYXyfFQKSKJgbWKeMOxS4MU4aiys62nEZ1907PTEvmPpXzOXTjvzV%20vYY8RNQWq1zgFyA1e9QpdEVE4ictI6F/IbwyttoBFlAlVUXHxl4ayiYnSrHw/QvpXP4scfZwXvmf%20qfi+rZX/AE4em2Vs9h7k1zsr08UxVVzi2DZEqqqtISo0u3+5hXZrZxXPptrzpFXPpbd3Vd3Vb1WL%20UoFBFam/pY+9wvxbVBzI/M9v9ymfWxaCUoFAoFBXvbm8qaKbig84D064QorMZvYMonHx/wAs6aKO%20Rt1MRMtuCdxeCqxjq2Rn4stk4Tn7U3TTTvnLw57Y5KwtDASp1o0bcTJbWd7vKT7OpkseMTEdHGIr%20Lirmdabz5xLAdv7o4VWJrZE1r06V8xO2sXU/27My+em6aYV1LIpwpX/dtW32L3S43Ps0skq4Gbsl%20WibV5xcxGLbhABqvdxEUrp1caTtm22Z5zDLT2xuuuj1pbVU99thtkYEh0BlwSR8NzkVUlNFlTM4J%20Yqvi+Thj8m2smjM+NTehZ3hi+3oHxqb0LO8MX29A+NTehZ3hi+3oHxqb0LO8MX29A+NTehZ3hi+3%20oOq3eUpCS2OapD5KrxTFMe9/PoOr+oXo7JvP2iY0y2mY3DKIgoid1VWRU22zM0jNayybppEVmWoa%20qsjmtnYbsu13KLb4gmUVWuKi84r2TFTF13xETJsTDH5qeY8vbSImfFwy/a9TR8z+UiYtpdfOe6Kb%20OM+rmmfhNtPbI09cJa9+S6w8v/vyVro/N6myacsGH+T14+Gen+GIj2M2PxWOmDGmJDfzDD9vWV2t%20fOcywv8ANat2d0z2ssbvKBMBsc0U7ycUT/8AfWcywmZnN2+NTehZ3hi+3og+NTehZ3hi+3oHxqb0%20LO8MX29A+NTehZ3hi+3oHxqb0LO8MX29BVHa23cX763dwtjUpGrJcYrtouUmKwQNOIJHOYEXHjNW%208uUkQU2L5SVhqYRqcbYx220nDv7MYhtZjOnwvn+bDLs7Ws3h2C72X2O4zrbnv9uj2d2/PAUUbkbD%20ZAsYBc3xvMqZYKmdpc21Ew4a7dSenXiY+/j/ABzFMfscmjjpTE/cup/DXZ7p9qye0PtDjQ9D3ybH%20tpvTre1uhbcKE9xeY+iAwjzYvOEBZnBXBRxrl1bZmltud13TE9uLo0piMbsojqnlSrQZVmjWCdou%20wT7O+toj2S8uyheGPkfmuMNlIfL+aoY5CcLauOCrhU+YmP6tMIt0aW8PF+7jVXQr/Tmfiu1a3cZ6%20Zp7/AEhYfZFer3/yw0xx61TX5Pw6PmeRY/jjkTIXjvCW0MOFK6vM/HO/CvOmPrYeX+HtnurNG3/G%20pvQs7wxfb1g2UheNOzJmsIts0/btRw2Gb4V4uEOTGYCC2qtEjr8aXjgauEaYN77v+KlZ6dmGGVtt%209uOcdWERxx244Lak4zPzXXWTz6Zr2YR3u3Zc/rLS8mDCK2X92BaLbLDU0N9rGOkhpzNG+Ho6YtuY%20gh47hVzbMdq1rOrEW3XT8MWW8+qPi40p2ZKTpz1REZzfdy6Zy4Vr25unaPhqmLKm6btWpIlz1laI%20rQA3EYOBMbUlWOkp5Ff4sTSOLmVTb8Xv1WdKYvmz8dt09m2J5RlXZGC31ImIu3W32x27Kc9vrdbv%20pqceoodmsdv1Ew4N5hXW6RX4zCW4ijtjvpTUzEkUjQE/l77yv3avp3V1Iu+W26+cdnVXDjWZ40xZ%20X2T9ObZ+K622OfT7KU4Lx+NTehZ3hi+3qrRiXiQ/dLTNtj1nuDbM5h2M4YLEzCLoKCqOL6piiFsx%20SqalkX2zbO1fTv6boujZLT53Z7Ffsljt0WNeYEmwwCtUa5sLb1fOG6yLLrTm8cNvx0ASzIKKipiO%20Faas9d910/PFLo3xWqmn4YiPu3dUcJdLj2Y2SUccI9ru0CAMWLBnQGCg7uXGgmhx23SN03Eyqm1Q%20IVVOGp6p65unbdF380YRP7MlYtiLYjhNteE5vebpW7XZ66LdGLtuzuEe4WBQchuFbzjAgiTKOOK2%20iEuOIEJJt7tVtwpPzRN2PCdnctdScKeHpiKctqIv/Zrbk09b48ePd4VxhSyNb2hQSkOncZAcazop%20m3mdNUIcARBJBwwTGom2KUp4enop+Hdv7c8ZWi6a9U43dXVyuy9mFMlnaXt8O2WGHa4UJ23wre0E%20aNGeUCNG2hQRXEDcRfDjV775umss7LOmKKQ7YM8rW96ktSHibscK2uPzUUhO0qcrMr0NtCHfm8Ce%20OiqGCJwl5NZ6Ex1V/wDbbFez4f4Zrn6mmrlEf+u+af8AdzjZHrh1buUstVDqRtwzvC6ySzIaGuJW%205Y+G4VE2ZME3mGHDVvLVrZE4df1ersnDupgx1rsL/wAH06duffXF9DUaFAoFBFXv7ZZffl/Cv0Er%20QdXPoy+Zf1UEfpj8tWn3KP8AVDQSVAoFAoI3qxpv418d+FRPjWXJ8T3DfGcuGGXfZc+GHy0twrTa%20Tjm7QdO2CBPl3GDbYsW4T1RZstlltt55UVVRXXBRCPh7q0jCKRkTjNZzSFBFWX7bevfk/CMUErQK%20BQKBQR1ynP70bfAwWe6mZTVMRZb4FdNP90e6vyY1tp2RTqu+H28HVoaNtOu/4I/3Tuj3zs7lfdrE%20FiKOibfEwamu6gZOJcZOLkZuQjTpk5LbxBX94mZBFHAVTVFzphguXXN+vH8Gpyp05U9m7dLPzOtN%209l1133rMIwp4op2Ru28JxjRtPWS3P6Rslxh6m+BXDTKX+TDh/wCVeWXJF9xt2W0j47viybcoCziI%20lhnxTMuV2p06calv/DbSM6R+LfWmfh/7VYt6tS6y7bq4zvmI+XdStfmWrp28xta6Ig2+6TPh97ut%20rYl3CDCe3Ettp5ExMB+kbA1xRCw7uxa6PMaUdUxGUZ/ZLDy+pdERdOeNOzb71OWCJFidnFgtkQNy%20bet3mbZJeInI0c2pDuQpIEuZ4cqZUHOKqWHjpVNO6brtHfOnd/0zs9i+tbFv1dsdVvP5ce/P0mLW%207Chit6JeZYEszNzuLch3MhNOvDKNHHWEEQQGjLaAfupsxLylWzE6WnMZdEU39s7eeHKMkXV+rqVz%206vdHpnL37VtN3m9BYjiwVvVpgzkevWn0NpvjjO7IQ2SDaZc3TiieRwkRcO+iVnEeOJnLpujlMxhP%20pjFV5nwTETSa291cY7fXkr2d2Z9oi2i0tXG3rfhZt02NEt6Smf8AyyY+8pw31N9xsSWO0qN7xtSM%20cPExSrXdWOPj6bI6vxRPinfjyx25oiYrl4Ou6enfbMeGN2G7YtLSl1voXFdMXSMkg7VboZyL2jyO%20I/JcFUcBW8qECplzYkuJIuOFaXzF3VMYeKkd1Wdls222xOMzGPf62s6KsmrtL9nTVpl6ZG8uSJ89%20Lna0kxRPicuS6aGCOlxd7MBpmbN0Ni/orOfhstmMIsiJ4TEfb6S1un+pffE531jlh62zdl9kv1m0%20gxDvZEktXpDrUQ3EfWJGddIo8TeIpIW4aUQ2KqJhgK4IlXmfDbEzW6LYrO+ds/t25s4jxXTEUtm7%20CN0NsqqzXZnZ9pKZf0v0mER3LM04ao8+LLjjCKjJuxhNGHDbx8UjBVTuUs8OXpOVY3TyLvFn6Y19%20rwtnZnpK1XmTeLcE2NNmySmzEC5XBGXnz4Tdj7/cn8xBhUWx029MZd+Zf4prOeHqyR8Psd0aFgt9%20pmsOSPhyylZksvyYjiJOcNyQ0hsuo7uT3mG7NwkVETNjw1NIw/hi3nEUzjKckzdM3TO+7q5Tw7Nz%20Pndl2g50qPJftQCsZpmOLLLjzMc2YxZmGno7Rgy8DZJiAuASJ3Kms9U3bZmvbv58VemKU2Up2TnH%20a2pERERE2InAlQmIKBQFRF2LQKBQKBQKBQRenPsD3vs/8Y9QZdxtluucJ2DcorU2E+mV6LIAXWjH%20vEBoor+momInNMTRgvaO0k9Zm7G9ZYLlmZVCatpxmijCqKqoosqOROHvVMzWYnbCLcK02pVpppps%20WmgRtsEQQAURBEU2IiInAlTM1REUwh2qElAoIrU39LH3uF+LaoOZH5nt/uUz62LQSlAoFAoI7UGn%20bNqG2OWy7x0kw3CE8mY2yE2yQgMHG1AwMSTESEkVKimMTtjIrhMbJQ59mOijtAWpYJjHB85SPhJk%20hLV91FRx0pguJJIzFcCVXPGTYuykxGHCKcKTnFOO3emJpMztn3Zd2zc2C222DbIEe3wGBjQooC1H%20YbTAQAUwREq110zNZVttiIpDE1H/AE9n32B+NZqEpSgiJGsdJxr0FjkXmE1enFFG7achoZJKe0cG%20lLOuPc2Ut8WWJdhjLiFrHSU67u2aFeoMm7MKSP29mQ0cgFbXA8zQkpplXhxSlviisYwXYTSXN91h%20pSwOMN328wrW5JQljhMkNMK4gYISgjhDmwzJjhSJrNIzTTCrGd7QtBs3RLU7qK2t3RXBZSCUtlH1%20cPDKG7Us2YsUwTCluM0hWZiIrOSWn3GNBaQ3lVTNcrLIJmccJeAQHurWmnpzdODfR0LtSaR2zsjm%20xGLdJmvBMuyJiC5o0AVzNtL3CNf+I58vAnc766XakWx02ds7/shvfr26cTZpbc7ts8t0eudu5K1z%20uIoFAoFAoFAoFBG3nTOnL2rC3m1RLksUlOMstht/dkuGJBvBLKuzuUjCeqMycYpsdZulNLzrnHus%2020QpN0iYcVnPR2jfayrimRwhUxwXvLSMJrGZOMUnJjNaJ00h3UpEJqYl6kBKuDchto2zcaQUbxDK%20grkyJgqopY7VWkYREbprHOdpdjNZ2xTsZt507YL3DGFebbFuUMDRwI8tlt9sTFFRCQHEJEVEVUxp%20trthMTSKM8RERQRREFEwRE4ESisRTCHNElB0fYYkMOR5DYusPCrbrRohCQEmBCQrsVFThSomKpiZ%20iaw7AAAAgAoICiIIomCIibEREq0zVWIphDmoSUCgUCgUEXqX+mB75B/GNUEpQa3fOzrR18uo3S5w%20N/MQG23VF55tt9to942EllswakCB7RF0SRKW+Gaxvr2xt58cy7GKc47Jzjk9OoWk+sSah4j/AOaC%20e9Et67uUdybvfcXz7je5PF3mTNh3aW+HL0rnyrt3k4xTl6su7ZubBQKBQKCKvf2yy+/L+FfoJWg6%20ufRl8y/qoI/TH5atPuUf6oaCSoFAoFAoFAoIqy/bb178n4RiglaBQKBQYNzuJx8keMKOz5GKR2l4%20Ew4TPvCPdrXS064z8MOny+hF1brsLLc590cZd7bbxhtFiSuyHVzyZBeUZ9/5ETgRO4lRqanVPDYr%20r606k7rYyjdDm6Wm1XaEcG6w2J8JxUVyLKaB5olFcw5gcQhXBUxTZWUxEsYliTNJ6WnQ4sKbZoMq%20FBw4jFejMuNMZUyjugIVEME2JlSrTPi6vm3ojCKbHdrT1sbv7t+Fv/zF6OENXMBTBkCU8qYIiriW%203xlX5MKiMK8cSdnBy5prTjltetblqhnbZBq5IglHaVhwyLORG0o5CJS2qqpw1ExGEbsk1mszvZcO%20FDgxWocJhuLEYFAYjsgLbYAmxBABRBFE7yVaZmc1YiIe1QkoFAoFAoFAoFAoFAoFAoFAoFAoFAoI%20vTn2B732f+MeoJSgUCgUCgUEVqb+lj73C/FtUHMj8z2/3KZ9bFoJSgUCgUCgUCgi9R/09n32B+NZ%20oJSgpO7OnpvXTt40/qVbpdL/AH+NBvFgEWSBthGcuVQwN9CZDx86Gg98arobLa+GeuZndO/swg15%20wm75rYsiI5z76umi5rek9VWu2WjU/WGwXdu63K/OEjO6iuNOI4r4k2m8bTMSgSOGXBswq2ndERMT%208FmnbMT2+/M1Ymbouj4r9SYmOz2xk9e0+dbQmStf2HWIs3q3WBHLJamEYcCQ06/vUIkdRwnQkkIN%20/wAtBLYmBVWOqybqRWZv04mOFct+2ZWwviInCIi+YnjSnqpRmXO6TtSdrFhtTsVXVsFpC8u28lwZ%20G4y13TRPY+TxcUMkx24rs2106Olb16l9fDZ4I7azMxzjDvTo29dlkXz0xdHVdxiMIiP5uzDFZ9vt%20W4dWXKc4zcDTAn1TBBH+w0P7g/7V7tRqatYpGFvpm21vMdUdNsdNkbPfO+fSGfWLmKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQRepf6YHvkH8Y1QSlAoFAoFAoFBFXv7ZZffl/Cv0ErQdXPoy+Zf1%20UEfpj8tWn3KP9UNBJUCgUCgoeHqRwtfXC631m5ZY+oCtNrmx5atx2lGPi1FciouBtuqqqRKPCqba%20z0r5+nEx8d0anbTZwpEYJ1o8c2/Lb0dldvHFx2Y3i69YtHXApUh97VsW7O3ttx03G1cjPoTJo2RE%20Le7zqHiImyttKM7dn0rLu2c++vqZal1cf/bdb2Uy7KL0kyWYrBvvkotBtIkRS4Vw4BRVqrRrtp1J%20Zm5d3InyRHZiGC7p1cU4syP9nvitBI9arF6cvUveZQdXNXafabNxyUoNgikZk06giKJiqqqhsREq%20JmIispiJmaQ0i09udvvWn5l6tFsNxiFMkRXxlPJFwZjjmWQpkBCgki+Su1O7S6ZtttunbbXljShb%20jdNsYzE054JSw9rVtuukGL+dvkxZUsDciWhQJx9xBVcigojlVHBTMn91ca2+lPdFZ4cOfvaeW0vq%203TFaWxndspv+zei9HdqNvfvT8LUEB+0XqRESehv/AM1FjoWVQ8Qf5W77or8+NL9WLomIwiymHPav%20r6/V022xSzHp+2eMpXRPbBpnVjNyfjA9GZgTHIYk4BlvUBEVHRQBXKJY7EXbWcR4LbvvOaZpdNu5%20snWqxenL1L3mVCTrVYvTl6l7zKB1qsXpy9S95lA61WL05epe8ygdarF6cvUveZQOtVi9OXqXvMoH%20WqxenL1L3mUDrVYvTl6l7zKB1qsXpy9S95lA61WL05epe8ygdarF6cvUveZQOtVi9OXqXvMoHWqx%20enL1L3mUDrVYvTl6l7zKB1qsXpy9S95lA61WL05epe8ygdarF6cvUveZQOtVi9OXqXvMoHWqxenL%201L3mUDrVYvTl6l7zKB1qsXpy9S95lA61WL05epe8ygdarF6cvUveZQOtVi9OXqXvMoHWqxenL1L3%20mUGJpW8259lyM04pPHLmmI5DRMpSnTRcVFE8le/Qa/223W6wdLQmLdvs9yucKDISOe7cJl91ENsX%20P3N4ni5u5jVYx1LLdkz7ImUzPTp33bYj3tBbnQbrPsGkGfiMC2lPu4XeBImuOOtyYjKEDLcoDRwm%20gVzOHjVSbpm2bonCNK6bZ4xdTHkfDNNs6lsTypX17Vmdjl5uV57NrHPuRk7McYyuPn5Tm7JQQ1/x%20IONdWrnE77YnvirHS2xuumO6W51k1KBQRWpv6WPvcL8W1QcyPzPb/cpn1sWglKBQKBQV/wBtt1uk%20DSMZq3b7eXG5QoL/ABct26rL7yC4An+4pp4ubuY1WMdSy3ZM99ImaJmenTvu222/sq0EJ0K5z7Dp%20BlLjAtxXO6t3m3yJrjrjciLHzgy3KA0cJoVNDDxqr1TdHVE4RpXTHOLqY8kT4ZptnUsieUxX17Vl%20djd5uV47N7LOuThPSyaJs33NpOI04TYmq91SEUWujU2Tvtie+GentjddMd0pPVVzVpgGOKSXMsuE%20e9AEVtcJTRZUXHhXDBPlrNoy+sBdGT/Up51Bh7+0/EvinV1/4llyce4o1v8ALwZd7jnw+TGkYZbS%20cc3llswpOWPp6RFeuIEEySxEabdczoqKpknlL4372NVm2Jt6flWi6l0XbYRGWyyItuhWnTxlHtKI%20xDnuxGnliozlQRj51Vc2xPGRcEwrs6Ytnrv+Kdm3t3Q6rPL2aVsfVx3We+7d7ZTdvet0Aidj2WYk%20l1ER+WTAq+7guP8AMczZi2r+juVhffN0sNbVnUu6ruUcI3RwZvWAujJ/qU86qMjrAXRk/wBSnnUD%20rAXRk/1KedQOsBdGT/Up51A6wF0ZP9SnnUDrAXRk/wBSnnUDrAXRk/1KedQOsBdGT/Up51A6wF0Z%20P9SnnUDrAXRk/wBSnnUDrAXRk/1KedQOsBdGT/Up51A6wF0ZP9SnnUDrAXRk/wBSnnUDrAXRk/1K%20edQOsBdGT/Up51A6wF0ZP9SnnUDrAXRk/wBSnnUDrAXRk/1KedQOsBdGT/Up51A6wF0ZP9SnnUDr%20AXRk/wBSnnUDrAXRk/1KedQOsBdGT/Up51A6wF0ZP9SnnUDrAXRk/wBSnnUEdqC9q5bwH4dND/NQ%20yxJpETxZTRYeVwrhgny0GwQpaymd6rDsfbhkeHIWzu4Iq7KCk+0G/Of8w70t3ZuLlg09EtzwPW+W%20sVYiyXiVyTkFU3yqoCKiuPiotV0LsZmc/qRbHdlTdMzinWyi2Mui66ezjwjJhBf7qeqU1G3KkFNX%20WCWNGEdPdLblYw3Ss5t3/wDMzZc2Pdq3lq1sifn+p1fyzh3UZ692F9Pk+nTtz76voCi5QKBQRV7+%202WX35fwr9BK0HVz6MvmX9VBH6Y/LVp9yj/VDQSVAoFAoNZf7OdKv6iG/Ox3Clo8Mvcb1ziqygDIM%20hY+O7V1B2Z8MaWR05ceyudOZd4s+Hqy7nNi7PNLWO8OXa3xzGSQuAyBumbUcHnN66EdslUGhcPxi%20QU20t8MUjh3RlHKC7xTWefbOc82y0EXZftt69+T8JHoJSg17Xun7vqHTT9otc5u3uyTbR911s3BN%20gTQnWVRs2iRHRTISoXAq1FPFE7prz9JWicJjfFOVdqondI9olv7Lda2aVEaGXfr8YxWIaIBORJkh%20sZDjaG8fiGzmyAq5kTHGtNPT+pGjZOUT4uFsXTdj27tk0W0tO+b9SbM+nw8+iLa8Ij2xxhZJ3GZY%20rzZoCWkpr1wjyBaGO6CBBZhsobbAgWClvFRAVzYmbDHZlSr6+vN3VFuyOr+Ka09+DbUust07dOz+%203ExHPD4p5UwjZHa0izaX11qOPf5d2gy9P6vvwIwdxlDHehRre27iMFji8re+OHlngOKqvyVjbZEW%20xHGLrq/NO7lDmm+t8zMYUmLeHGeLY+xvS2rNPvapC+MR47Ey6m/ASMKiJt5BHeAiuvKLaoKZRLxu%20/V4u/pWxOcV9c1Zzb/UmYypb6oWTVFygUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEXpz7A977P%20/GPUHe/2C2X62OW25NqcdxRNFAibcAwVCBxsxVCAxJMRJOCopjE7YxTXONkoBzso0cdpbtyNSG1b%20fdlpPbkOhNV+QKi84UlC3qq4K5S27UpMRhFMIilNlJzjtImkzO2sT2xlPY2a1WuBabbGttvZGPCi%20Ni1HZDyRAUwREq9103TWVLbYiKQyqqsUCgitTf0sfe4X4tqg5kfme3+5TPrYtBKUCgUCgj7/AGC2%20X61u225Nq5GdUSxElAwMFQgcbMcCEwJEUSTgWopjE7YmqYnZslr59lOjytQW9GpAEEhyZ8QCQ6M1%20ZD6KLrhSULeqTgrlLbtTZSYjCNkRTsnOO3aRNJmds0ntjLu2NltNpt9otka2W5kY8GI2LUdkeAQF%20MESr3XTdNZVttiIpDG1H/T2ffYH41mqpSlAoNIjaZ1m9q+fIulyU9Mv7zcQm3ixwVRyAQ5UwHDHH%20AqpozfZfN2zY9X83o2aUdFv9WNtPW3VppplsWmgQGwTAQFMERE7yJWkzMzWXl3XTdNZzdqhBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCL1L/TA98g/jGqCUoNa1F2daW1DcAn3Nhw3cgNSG23%20XG2pLbRo423JbBUF0QPaiFUWxSa8YntjKecE4xTnHZOcdrhOznSqakHUCRjSaLvGRZR0+LJJybrj%20G4x3e9yeLnwxwqbJ6cuPrzpz2l0VinL1ZV5bGzUCgUCgir39ssvvy/hX6CVoOrn0ZfMv6qCP0x+W%20rT7lH+qGgkqBQKBQKBQKCKsv229e/J+EYoJWg1/XGrU0tZRufFFmZngZRpD3floS45sp/wBnvVnq%206nTFXX5Lyv17+mtMHpp43bxGiagmAjZSWRdhRELOLDboouOKoOZwkXauGxNid1V6I1YmyIt25+m6%20P2r+ZujTrpWfzTvn7I9efKcwTHHDamxFrNwlAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFB%20F6c+wPe+z/xj1BKUCgUCgUCgitTf0sfe4X4tqg5kfme3+5TPrYtBKUCgUCgUCgUEXqP+ns++wPxr%20NBKUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEXqX+mB75B/GNUEpQKBQKBQKBQR%20V7+2WX35fwr9BK0HVz6MvmX9VBH6Y/LVp9yj/VDQSVAoFAoKo1T2i30O1XT1ltD4hp8ZL0S9EIga%20vSRjq/uUUhJR3YIillVFxWq6V1Zvun4YsumOPTnPuTqxSLYj4putryuy72F2fdoGqJ1/009c55S4%20OsI9xfCCTbQhDOG8m6RkmwBzKTRYFvCNcU2KlaacZ2znGnbfXnnH2M9S/bH/ACXW9kRh24LjIxAV%20IlQRThVVwSqroezSoyTbzi8CYzUVPGTanFWPloJTjcT0zf8AEn7aDnjMf0ofxJQOMx/Sh/ElBxxu%20J6Zv+JP20DjcT0zf8SftoHG4npm/4k/bQONxPTN/xJ+2gcbiemb/AIk/bQONxPTN/wASftoHG4np%20m/4k/bQONxPTN/xJ+2gcbiemb/iT9tA43E9M3/En7aBxuJ6Zv+JP20DjcT0zf8SftoHG4npm/wCJ%20P20DjcT0zf8AEn7aBxuJ6Zv+JP20DjcT0zf8SftoHG4npm/4k/bQONxPTN/xJ+2gcbiemb/iT9tA%2043E9M3/En7aBxuJ6Zv8AiT9tA43E9M3/ABJ+2gcbiemb/iT9tA43E9M3/En7aBxuJ6Zv+JP20Djc%20T0zf8SftoHG4npm/4k/bQONxPTN/xJ+2gjdNPslCeEXBUlmzlQUVFXDjjq8FBxq3ULVgsUi4EiG/%20sahsd12Q6uRlse+pGqVS+ZpS34pyWtiM5+GMZU5pjXvaBe7Lpm0TLwcS9XeZdxn3SMzHUwC25kBp%20oXGjay58EVVDFUThx21bUmIiJt2aPXzmtIr+yils0max/wCXp5RnK0uy/VEvVGhLRe5qCkyS1hJy%20JlFXWyUDUU7iKo41rqWxExMZTET3xVTTmZrE7JmO6W01m0KBQRWpv6WPvcL8W1QcyPzPb/cpn1sW%20glKBQKBQa9rvVDenNPuSkIePSTCHbGiXDPKkLkaH5sVxX5KpfWfDb8V3pM9kL20it05W4z6cVI6O%20vWobtaNLacud9myeP3S9jc7ixLfafd4ihboRebcF0AzLmQULDDZwVbUmKRMYU0OqOdaY7+1nEzF1%201f8Ami3spWYjgt3sfvtyvvZ1Z7jc3Cemm2Tbz54ZnFaMm0cXD+0g41rqbJ+9bE98Kac5xuumO6Ul%20qq6sssNxyZkEQy4JqYMOm2qDKaLBDEVFV2YImPDs4azaMvrHE+6TuRyfMoNV1H269nGm7ktsvc2R%20CnI2LqsOQ5WOQ8cq7G14cFro0/K33xW2MGd2pbbmi/8Aub7G+mHuRy/ZVp+R1dyv17N6f0r2waH1%20WspNPvyrhxLd8Z3UKV4m9zZMcW08rdl4Kx1dC/Tp1RmvZqRdkn+scT7pO5HJ8ysVzrHE+6TuRyfM%20oHWOJ90ncjk+ZQOscT7pO5HJ8ygdY4n3SdyOT5lA6xxPuk7kcnzKB1jifdJ3I5PmUDrHE+6TuRyf%20MoHWOJ90ncjk+ZQOscT7pO5HJ8ygdY4n3SdyOT5lA6xxPuk7kcnzKB1jifdJ3I5PmUDrHE+6TuRy%20fMoHWOJ90ncjk+ZQOscT7pO5HJ8ygdY4n3SdyOT5lA6xxPuk7kcnzKB1jifdJ3I5PmUDrHE+6TuR%20yfMoHWOJ90ncjk+ZQOscT7pO5HJ8ygdY4n3SdyOT5lA6xxPuk7kcnzKB1jifdJ3I5PmUDrHE+6Tu%20RyfMoHWOJ90ncjk+ZQRuoL/Gdt4AMaai8ahliUSQKeLLaLDFQTauGxO6uyg2CFMbls70G3Wxxy5X%20mzaLZ/dNBXCgpzty1vcW7jAs1juZQPhk63PXtxlxWjIZchG2Y2YSFcCHMZp3k28NT5aOrWtr8PV0%2085pXuiPXMI8x4dG6nxTbM8oj3zPslgrqi/dalvwz5an1v+AfD0ecWKsBWcMvFs25zZkz7xBzfLhV%20fKzXoif/ACRqV7MuVKI8xdTrp8nRTtz76r4qVigUCgir39ssvvy/hX6CVoOrn0ZfMv6qCP0x+WrT%207lH+qGgkqBQKBQV/cuxPSErU1sv0VHYT0Ga7cJLLbz6hIeeDKSkiu5QXHaqim3gXZTTjpnh0zbTm%20ak9UY51ie57aU7KoWn73HnpPclRLY3JYscEgEUitzHd69iaKquqqogiq4YJU2TSOPTFteFuX7UXx%20Ezw6pu7Z9Mm7vsMSGiZfbF1o/LbMUIV7u1F2VCUBaLFZDmXhDt0UkbmILaKy2qCPFWFwTxdiYqq0%20HGqLDY29M3dxu3RgcCFIIDFltCQkaJUVFRNipV9P4o5q3ZS/P8Ltdsqf56RwJ/xXP219J9KzdHc8%20ydS6ubuF2uucf87I4U/4rn7afSs3R3H1Lt79EOrun+jInqG/Nr5h6p1d0/0ZE9Q35tA6u6f6Mieo%20b82gdXdP9GRPUN+bQOrun+jInqG/NoHV3T/RkT1Dfm0Dq7p/oyJ6hvzaB1d0/wBGRPUN+bQOrun+%20jInqG/NoHV3T/RkT1Dfm0Dq7p/oyJ6hvzaB1d0/0ZE9Q35tA6u6f6Mieob82gdXdP9GRPUN+bQOr%20un+jInqG/NoHV3T/AEZE9Q35tA6u6f6Mieob82gdXdP9GRPUN+bQOrun+jInqG/NoHV3T/RkT1Df%20m0Dq7p/oyJ6hvzaB1d0/0ZE9Q35tA6u6f6Mieob82gdXdP8ARkT1Dfm0Dq7p/oyJ6hvzaB1d0/0Z%20E9Q35tA6u6f6Mieob82gdXdP9GRPUN+bQYWl7XbGozr7URlt8Zc4BdFsBNBSW6KChImOCCmHzUHv%20qTSlh1JFZjXmMslqO6MiPlcdZIHQRUExNkmyRUx2baibca7ftTF2Exslolt7CoFotESPZ7u/FukC%20XLlRLm4Cv5RnIQuNq044or4hJguPCmK4rU3YxEfg6J4x7vciKdUz+LqjhMe1vul9OwNN6fg2OBmW%20JAaFlsjXEiw4SJe+q7Vq193VNVbLaQlKqsUCgitTf0sfe4X4tqg5kfme3+5TPrYtBKUCgUCgw7pZ%20rPdo6RrrBj3COi5kZlNA8CFhhiguISY7aiYiUxMtPj9iuiYdnbttuB+3qzKfmx50Um25LbknMjgg%20aBhkUCUERR2DwVM4xETst6ecba8yMJmd89XKYypybfZLNbrJaYtptrSMQYTYtMNIuOAj31XhXv1a%2066bprKlttIeGo/6ez77A/Gs1VZKUHxn/AKqv+rLn/p8X9ble7+n/ANvtcHmviU/Xc5n0p/o0+k1f%2081u/8VXlfqfy9vudnlNr6YryXYUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgi9S/wBMD3yD%20+MaoJSg1bVvZjonVaCV2tbBSUeZkLNbaaGQRMEhCJOqBEoLlwIe6mylnhui6Nk1/eXeK2bZ2xT9z%20oHZhpZvUgX1sHQMH+OBbxNBhpL3e64yjSDjvN34vlYfJU2T0+vsrnTmXRWKcu2mVeTbKgKBQKCKv%20f2yy+/L+FfoJWg6ufRl8y/qoI/TH5atPuUf6oaCSoFAoFAoFAoIqy/bb178n4Rigas/Kt59xk/Ul%20V9P4o5q3ZS/OcPIH5kr6h5U5u4eWPzp+uiH6VV8o9goFBQval2ua309ri4Wi1yGW4UdGFaA2BMk3%20jIGWJL/eJa9vyfkdPU04uujF3aOhbdbEy1T/AJ+9pX3uNyYK6v8AG6O6e9p+WsXd2PaqvOp9IfE7%20u4DkvjTrWZsEbTIGXDxU+evG89o26ep025UcevZFt1IbvXGxKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKCL059ge99n/jHqCUoFAoFAoFBFam/pY+9wvxbVBzI/M9v9ymfWxaCUoFAoFAoFAoIvUf9PZ99%20gfjWaCUoPjP/AFVf9WXP/T4v63K939P/ALfa4PNfEp+u5zPpT/Rp9Jq/5rd/4qvK/U/l7fc7PKbX%200xXkuwoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBF6l/pge+QfxjVBKUCgUCgUCgUEVe/tl%20l9+X8K/QStB1c+jL5l/VQR+mPy1afco/1Q0ElQKBQKDR7z2h3iyXyIxdtPrFsc+eNsiXLjYOSDcc%20FVB3ijYEiNKqKmO9zJwqNVsurMROEz1f7ccezmm+KRMxjEU9eGHpDx0n2rN36+RYDltWHCuzcp+w%20zd9vVkNwnd07vWt2G5LahCiEeKd1KvZHVH4um26nC7L9qt80nh1Tb2x7m/VCUVZftt69+T8IxQNW%20flW8+4yfqSq+n8Uc1bspfnOHkD8yV9Q8qc3cPLH50/XRD9Kq+UewUCg+U+3T/qfdv8Mb8M3X036d%20/Zjt9r0/LfBDQq7m76b/ANO3/T1ffpH6gr5z9U/u9kPO818azq85zFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFBF6c+wPe+z/xj1BzqG4XmDARyz2tbvONwGwjK+EZsUJcCcddNCUQFNq5QIu8K1EzNYiE%204UmWit9ssiQw3DiWNHdTlPl25y1lLyx0OC3vXjGWjJKQqKjl/lJtXBcKiL4m2Lo+Hpm6d8RbNJ9e%20RSl02zn1W2/6sY9Wbd9J6kham07AvsISCNPaF0Gzwzgq7FEsNmIrsrW+3plSy6seruS1UWKBQRWp%20v6WPvcL8W1QcyPzPb/cpn1sWglKBQKBQRGqrc3Ps7jT11k2eK2qPSpcN1I7m6bXMYK8qKTYkieMQ%20KhYcCpVL5iMZnCFrYmcIzlStmvuqLulisp3O5MWC+XK6O2mer7zc9y2xWc0fNJQkeUScVSFSXEhw%20xxSkzdEeLC+3Suu7a+Gscs4VmYiZm3G2dS231eKnb+xaPZJqG46g7PbRc7kauTnGybfeJERXCaMm%208+Cf2suNb6kRhMfNbE98M9Oc43XTHdKQ1VdYrMduOYPq4MuCaqEd8wwGW0S4OABAq4JwIuOOzhrN%20ozOslu9HM5DM9jQfIP8Aqflsy+1M3mkcEOIRkwdacZLFFP8AcdEC/wBle7+n/wBvtcHmviVLXc5n%200V/pBuUaE5qzfC8W8S35dyw8/wAHGccdyB5eHu15X6n8vb7nZ5Ta+juslu9HM5DM9jXkuw6yW70c%20zkMz2NBhXbX2mLPFSXdH5EOMpI2jz0OYA5ixVBxVrh2VppaN2pNLYrK1lk3TSEP/AM7uy/ptOTyv%20ZV0/4/W+764+1p+Xv3PaJ2x9nEyU1Ei3ZXpL5o2yyEaUpEZLggom64Vqt/kdW2JmYwjkidC+IrMJ%20/rJbvRzOQzPY1yMjrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQ%20zPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRz%20OQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbv%20RzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0DrJbvRzOQzPY0EbqC/wAB23gIty0V%20JUMvGhyxTAZbRLtJpExwTYnd4E20E/DmMy2d60jgjjlwdacZLFP7rogX6cKCtO2Ebhb0Zn2q93NN%20TXB6PE05Zoz6hGV4XMzpnHBBF0MmKuq9mRBTZhVbIn6kRGMzdWa7LYz7OOddq19OiZnCIie26cuN%20eDWw1fqYdTDfHJ8lcNVDp1y2C4fFFibnBcI6rkQ94mfeYZvlq3l5i6bI2an1M/w/D7GWtMxF2+z6%20fr+L2r2ouUCgUEVe/tll9+X8K/QStB1c+jL5l/VQR+mPy1afco/1Q0ElQKBQKCrJdr1fd+00rhf9%20OSn7Ba/5OmiYfgEw2bo5Xp0gDkg9nwXKCCCqifLVNO2tt1cLrqxyt7Ns7e5OpdSYpjbFJ5z9kMLQ%20HZzqi3X7TrV0iCxb9Hx7gxHnI62QzDmupuyabAzcEQaHxt4griuxF4a105pW6c/p22U5Zz9jO+zZ%20H37r+/KOeOOxbkmO3IZJlxTQD2KrZm0fDjsNtRJP0LVV2u2iwwTmXcVdlojcxBHLNliuHFmC8ZUd%20TMu3hXb3KDjVOn4AaYvBo7MVRhSVRCnTCTYyXCiuqi/pq+n8Uc1bspfnyHkp8yV9Q8qc3YPLH50o%20h+jHVy3+lm8vm+2r5R7B1ct/pZvL5vtqB1ct/pZvL5vtqD5h7aozcbtIurLamQCMbBXXDdPbHbXa%20bimS/pWvpv07+zHb7Xp+W+CGj13N30b2BWiJL0ErrpyRLjr6YMypDI4Ig/utOAP6cK+c/VP7vZDz%20vNfGsnq5b/SzeXzfbV5zmOrlv9LN5fN9tQOrlv8ASzeXzfbUDq5b/SzeXzfbUDq5b/SzeXzfbUDq%205b/SzeXzfbUDq5b/AEs3l8321A6uW/0s3l8321A6uW/0s3l8321A6uW/0s3l8321A6uW/wBLN5fN%209tQOrlv9LN5fN9tQOrlv9LN5fN9tQOrlv9LN5fN9tQOrlv8ASzeXzfbUDq5b/SzeXzfbUDq5b/Sz%20eXzfbUDq5b/SzeXzfbUDq5b/AEs3l8321A6uW/0s3l8321A6uW/0s3l8321A6uW/0s3l8321Bh6W%20tUVlhyQByFcGXNBEOTIMMElujtbMyBVwThVMcdvDQePaJJ1kxpWWmjoKTr89g1HRXGm0aQ1wJ7+c%20bYEoDtQcdq1nfEzSNk5zwXsmIrM9nNXkfQl8tcXTN0smnJYyrAU0JlumSIPHJhz2sDlK83JNjFXU%20xLMaLhwJ3KvqW1menK7TmyI+7jhX30xZ2VmI6s4vi6Z376e7YsHsz0tJ0toe02OUQlLitf5lQVVD%20emSmaCq9xCKtdS6JmIjKIiO6KKadsxWZ2zM981bPWbQoFBFam/pY+9wvxbVBzI/M9v8Acpn1sWgl%20KBQKBQQGudGwtY6dfsM6ZLhQ5JAr5wjbBwxAs2RVdbeFQJU8ZMu2qzbWYndNVrbqV4xRFzOzGLOg%20Qo8u93J2bbTIrbdkGA1Kjgbe6NptGojbGQg2eM0q95atf4prOcxMTxic4n9lFLI6YpsikxwmMpj9%20rZLBYrbYbNEs9tbVqDCbRpgFVSXKndJV4VXhWrX3TdNUW20eWo/6ez77A/Gs1VZKUHxn/qq/6suf%20+nxf1uV7v6f/AG+1wea+JT9dzmfSn+jT6TV/zW7/AMVXlfqfy9vudnlNr6YryXYUFXf6jP8Ap+17%20+x/uOV6X6V/d7HT5X4+x8z19E9FsXZz+ftPf+oR/99K5/Nf2ruUs9X4Z5Psevk3klAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFBF6l/pge+QfxjVBKUGnXjs1ZuOsQ1a1frnb7o1G4myEfiTjLbKlmNGwlR%20ZGVTXyiRcVqNPw1p82fZs5F/iiI+7l27Rvss06GpBvm+kqoyviK27M0kRZ+73Sy1EW0c3mXuZ8mO%203LjVrJ6cuNOHVnRF0dUY7aV49OVf2NxqElAoFBFXv7ZZffl/Cv0ErQdXPoy+Zf1UEfpj8tWn3KP9%20UNBJUCgUCgUCgUEVZftt69+T8IxQNWflW8+4yfqSq+n8Uc1bspfnOHkD8yV9Q8qc3cPLH50/XRD9%20Kq+UewUCg+U+3T/qfdv8Mb8M3X036d/Zjt9r0/LfBDQq7m76b/07f9PV9+kfqCvnP1T+72Q87zXx%20rOrznMUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEXpz7A977P/ABj1BKUCgUCgUCgitTf0sfe4X4tq%20g5kfme3+5TPrYtBKUCgUCgUCgUEXqP8Ap7PvsD8azQSlB8Z/6qv+rLn/AKfF/W5Xu/p/9vtcHmvi%20U/Xc5n0p/o0+k1f81u/8VXlfqfy9vudnlNr6YryXYUFXf6jP+n7Xv7H+45XpfpX93sdPlfj7HzPX%200T0WxdnP5+09/wCoR/8AfSufzX9q7lLPV+GeT7Hr5N5JQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQR%20epf6YHvkH8Y1QSlAoFAoFAoFBFXv7ZZffl/Cv0ErQdXPoy+Zf1UEfpj8tWn3KP8AVDQSVAoFAoFB%20qrPaVpp3VC6dFX0kK+cJuarf+UOW02jrkYXcfpRBccMMNi7aWeKKxx7YiaTMcpL/AA58OyuMV5tq%20oIqy/bb178n4Rigas/Kt59xk/UlV9P4o5q3ZS/OcPIH5kr6h5U5u4eWPzp+uiH6VV8o9goFB8p9u%20n/U+7f4Y34Zuvpv07+zHb7Xp+W+CGhV3N303/p2/6er79I/UFfOfqn93sh53mvjWdXnOYoOCcAfK%20JBx4MVwrHW8zp6VOu622u+Yj2piJnJ137PpB8KVj/kfLf8ln+q37U9E7nIutkuAmhL3kVFrTS83o%206k0svtunhMSibZh2roQUEbqXUFv07YZ18uOfiNvaV+RuhznkHhyjsxWrWWTdMRG1EzSFXf8Add2U%209+4cl/8Ajrs/x+pwY/mLT/uu7Ke/cOS//HT/AB+pwPzFq40XFK4W5QKCKkat0pGfcjyL1AZfaJQd%20acksiYkmxRIVJFRUq8ad07JV6o3vPrro3p63crY8+p+lfuk643pSJMiTI4SYb7cmM5irb7JC4BIi%204LlIVVF2pVJiYzWiXrUBQYVxvdmtm7+JT40HfY7rjLzbWfLhmy51HHDFMcKtbZM5QiZiM2H110b0%209buVsefVvpX7pR1xvZduv1juZmFtuMWabaITgx3m3VFF2IpIClhVbrJjOExMTkzqqlF6c+wPe+z/%20AMY9QNS6ktunbS5c7gpqyJA2200Od1x10kBttscUxIiXBNtRXGI2zNITsmdkRV10zqe2ajtqz4G8%20AW3XI8iO+OR5l5osrjTgYrgQr8tWmMImMYlWuMxthLVCSgUCgitTf0sfe4X4tqg5kfme3+5TPrYt%20BKUCgUCgUFadqZFP1VpHTchxwLTcjmuzAacJpXCjx1JoVIFEvFIs3DWMzPVd+HTuujnhivM0tt43%202x2ftS3Y1eLld+zayzbi4b0tWibN9xcScRpwgE1XuqQildersnfbE98MNPbG66Y7pSmqrxAYYbjO%20GaPBLhGSI04SZRlNGvjCKj5KcGNZNGZ1psvpXeTv+zoPl3/UPpTVGpe0c7pYrRMnwFhR2kkNMOIO%20cFPMPjIK7MUr1/JeYssspdNJcevp3XTgrP8A5Wdo/wD/AM3P9SVdf5zS+8w+hfuXr/petN30kepV%201Hb5Vt46kLiu9YdXebrjGfDIJeTnHw153n9ay/p6Zrm6vL6c21qvnrTZfSu8nf8AZ15zpdQ1bYXB%20zNvmY7UzCw+qYouC7UDv0Ggdt7/x/RjcGzsyJstJjTqstsPIuQRNFLxgRNmKV3fp+rbZqVumkUb+%20Xui26sqH6kax6Em+pP8AZXt/ntH70O769m9N6I0tqaBrGyzplpmMxI0xl194mHMBATRSJcEVdlY+%20Y85pXad0RdFaKamtZNsxV9PdabL6V3k7/s6+cea69bLDn3e/PeImZQ3D+bBdmOGTHCg5602X0rvJ%203/Z0Eb1uHvucme8yvzn87/8AYP8Aj/22/a6+nS3nW4e+5yZ7zKfnf/sH/H/tt+06dLez2NVWlWhV%201x1HMPGTi7/D/BX3P6ddrXaFk60U1aeLm5r6Vwydj1ZYgTE33BRVQUUmH0TElwRNocKquCV2quet%20Nl9K7yd/2dBWHbD2gdp0CdbB7PIZzozjTq3ElhG5lcQh3aeOgYYpm4K6/LW6UxPXNGWpN0fCr3/m%20l/qj6FL/APrv/irp+n5bey6tXcsbsd192kT3LsnaJEOCDaR/hmENxvOpK5vvo0PHDAOGuXzNulFO%20iatdObp+JZnWmy+ld5O/7OuVq6hqywmOYHzMcVTMLD6pii4KmwO4tBE6u1y5b9OTpun4jl1vDIIs%20O3qzIFHSU0RUxyJ+6qrV9OLZuiLppCt0zTBVP/PHty//AM6XwSK7PoaH32XXfuZ9g7Z+1+XfLfFu%20uhFg2x+Q03NmIMhVZZI0RxzDBcco7arfo6MRMxfimL765Lf602X0rvJ3/Z1xNnXrZYc+7357zDNk%203D+bDgxwyY4UHbrTZfSu8nf9nQV/c+2vUMS5S4sXQF4nRmHnGmJreUQeACURdFCHMgmiZkxrpt0b%20JivXDOb53MX/AJ6ap/8A82vfhDzan6Fn34Ou7c3ux64hXC0xZk6JJtct8Mz1veZdNxkv7JEAKKr8%201c98RE0iarw6ag1HaHbeAA45jxqGS4sPpsCU0S8Id5KqlsEKdGms76ORE2i5cSAwXFPkNBWgoztT%20ulxLUmsJoSXmJOk7dbJNjRp0gEXn5BE6eQVQT3mRAXMi7Kpo3TFbtv1bbf5aZdtU6kYxbs+nfd27%20O6i9YjpuxWXTHKbgCRD3lVEVUrW+KXTEM9O6tsTO561VcoFAoIq9/bLL78v4V+glaDq59GXzL+qg%20j9Mflq0+5R/qhoJKgUCgUCgoeDpnUHWmHYjgyhfiavlagen7pzi3EDaNQPjKijREZOoG7Qs3DimF%20R5WKdEz8ll8TzmcOe9HmIr1/jusmOzPlSn2L0ktOusG208UdwvJeBBIh29xDQh8KVKWv2yz3lJVz%20VbrJaQpSKJ7mP/MTi7KZ9rWHcy7Nmzv40GTM09cJkR+JIvMkmJLZtPCjUZFUDFRJMUaxTYtTE0mp%20MKxT/Sb2YomCOT8E/wDnp5tdf5/V3+pj9Czc5T/Sf2ZIqKjk/FP/AJ6ebT8/q7/Ufl7Ny0/hN36b%20keqi+yrjbMWTC1A3OiMt3aQbDyub9zcRlyZRxHajWCYrs20GV8Ju/Tcj1UX2VBp+oOxDTmoLs9dr%20rOmPTpCAjrgk02i7sEAfFEETyRSuvS87q6dvTbOHJrbr3WxSEd/24aI+8zvWB5laf5LW3+qFvzN+%209temdAN6Ztvw2z3WUxD3hO5CGO4uc8My5jbVe5XLra12pd1XZsr75umss64wL9Ht8p+Pd5Dshpoz%20Za3MZc5iKqI4I1iuK7NlZKvZu13gmxIr1IQlRFVNzF2L6qg839P3B/Lvb1JXLjh/KjJw/M1Xl/qX%206N5bzvT9a3q6a0xmM6Vy5L2ak25PLqrK6Yk+rjeyry//APG/p33J/wBV32tPzF+96M6cnMnnbvMl%20Cwwx3cZf/wBVd36f/wDXvKeU1PqaVsxdSnxTPtUv1bropL3+E3fpuR6qL7KvaZsWJBv7r80HbvIb%20Bh5G45bmMmcFZbNS2tbfHMh2d6g8b/oxy/WaZZrpd5T1vnNqzJaEI4KQFwohC0hJ+irWXzbNYzRM%20VV5/2ndmXpJ/r082ur8/q7/Uy/L2bj/tO7MvST/Xp5tPz+rv9R+Xs3LT+E3bpuR6qL7KuNsxShag%20S6BGS7SOKkwThPbiNscQxRBx3WG1FVaDK+E3fpuR6qL7Kgre8/6Y+z+83aZdrg/NdnT3jkSnEdEE%20JxxcxKgiCIm1e5XVb53UtikTkynRtlh/9pnZh/bneuTzat+f1d/qR9C1YOmtC9WrHFsdnu0pi2wh%20IY7RBHcUUI1NfGNtSXxiXhrmvvm+azm1ttiIpDJucLUEaGTsa7SHnkNsUb3EZdhOCJLgLWOwVVao%20llfCbv03I9VF9lQaprnsasWuVhLqWfLlrbt7xTJuWcu/ybzHdtjjjuh4a20te/Tr07VLrIuzat/2%20mdmH9ud65PNrb8/q7/Up9C1suh+xHTuiJUqVpudMiPTQFuQRq09mEFUhTBwCw2r3Ky1fMX6nxSvb%20ZFuTb/hN36bkeqi+yrBdjaattyjtGcia8QcZmKsZxtoULNJcVDxQBPx8c/Dht2bKCC7YbVcptgts%20mCw5KS1XWFcJUdkSNwmI7qE5kbBCI1EduUUxXuVW3DVsunKJx7YmC+OrTvtjOYw74l17I7bPZi6h%20uklh6Kze7xKnQY8kCZdSOWUAMmjQTDPkzZSRF76VeyOnSstnOK+uaq3Y6l10ZYeqKN9qFigUCgit%20Tf0sfe4X4tqg5kfme3+5TPrYtBKUCgUCgUENqbSNl1JHZZuQOIUY1cjSI7rkd9siFQLI60oGOYVV%20CwXalRNsTNezsnZyWi6nptjaz7VarfabbGttuZGPBiNi1HYDyRAUwRKvddN01lS22IikO06E3MZF%20pxVERdZeRR4czDouim3uKQJjVUsigUCgwJ99tMC4W63y5CNTLqbjVvaUSXeG02rppiiKiYAKr4yp%20QZ9Bj2+C3BipGbIiASM8SwxxcNTXg+UqDIoFAoFBjpBbS4lOzLvTZFhR2ZcokRIvz+NQZFAoFAoM%20edCbmMCy4SiIusvIo8OZh0XRTb3FIExoMigUCgUCgx4EFuFG4u2REOdxzEsMcXXCcXg+UqDIoFB5%20yZDUaO7IeVRaZAnHFRFJUEUxXYKKq7O9QeFnu0G8WuLdIBq7CmtC/GcICbUmzTEVymgkmKd9KDuk%20FtLis7MW9VlGFHZlyoSlj8+2gyKBQKBQY86E3MYRlwlERdaeRR4czLoujw99QTGgyKDXL/2e6Vv1%200audyik5JbQBcQHXG23wacR1sJDYEgPCBpmFDRcKWeGaxz7YynnxLsYpPLsnOOUtjoFAoFAoIq9/%20bLL78v4V+glaDq59GXzL+qgj9Mflq0+5R/qhoJKgUCgUCgUCgUCgg5etNPQ9VRdLy5Cx7vPYKRBB%20wCFt5AVUIG3VTITg4YqCLjhQZl+vHwm3OTUhybiTZNjxOC2jsgkccFvMIYjig5sxbeBFoFmhXWI3%20KG43Fbkbsl16MatAzuWDXFtjAPL3abM67VoJCgUEXqLVNg05EbmXyaECG64jKSXsUaEyRVTOaIog%20mzhLBKDPiS4syM1KiPBIjPCjjL7RIYGBJihCQ4oqKlB60CgUHjOnQ4EN6bNeCPEjATr77ioIAApi%20REq8CIlB42m82i8QgnWmaxPhueRIjOC62vzECqlBmUCgUCghWtaaVd1A7p1LmwF8a2rbnC3bxJhj%20mbA8qmOHdHFKCaoFAoFBHXrUdhsbbDl4nsW9qS4rLDkgxbAjFsnVTMWCJ4jZLtoM1ZDO5F0SQwNM%20WlFU8fFMUy9/HuUEJYHLvdJLd/fcmW6FIjK0mm5rLIGy8Lq/zjMFI8xCnk5lTDbQT9AoMe5XGHbY%20D8+Y5uosYFcecwIsojtVcBRVX9CUHhZL/ZL7BGfZp7FxhGuAyIzguhinCmIquCp3UoM+gUCgUCgU%20CgUCgitTf0sfe4X4tqg5kfme3+5TPrYtBKUCgUCgUCgUCgUGt3vX+nrZbr3JafS4SrAI8ft0VUOQ%20LjmG7bUMdinmThoNK0z25ybs7cLPJsCx9XMo4dptQyg3FxBosrnFpjgttETaoSH8y4Y0FjWe0HDc%20mSHZcqUc+QspGZbgupGUgEVZYwRMrY5dibeFaCToFBxnDPkzJnwxy47cO/hQV3qi+a/0TKdvkkx1%20LotDU7k2LIM3G3MqWKvBukQJLLQ+UmRDRNuK4LQWBFlR5cVmVGcF6NIAXWXgXETA0zCQqnCiouKU%20HrQKDo880y2Trxi22O0jNUEU+dVoNZ1mXaHEyXPSnErg1HD/ADNhlgTbkhEXFVYlieDbmGwUMFH5%20UoMvROsrbq6xhdIQORzEzjzYMhMr8aS0uDjLo9whWgnqBQKDDubEqbbn2LfPKBKNFFma0Dbytmi8%20OR1DAvlRUoNO0/rLU1u1O3pHWzLCTZgm5Yr7DEm4s8W0xNsmzU1ZkAO0gzKiptHZQb7QKBQdHJDD%20bgNuOCDjmO7AlRFLLw4IvDhQVTfe3lu2a0k2Vu1Nv2m2SFj3iesoW5EcG2Reel8WUF/yzSOCKmRp%20mJcoIq7FDeGotyvN0GVOCRbI1omK5bFizEVq4MHHQc8hoETxEJwsALuii8FBsKIiJgnBQKDzlSo0%20SM7KlOgxGYAnHnnCQAABTEiIlwREROFVoNe1ZG1q/HZuGj7nFCQyCl8Nmso7ElouCiivNqLrS4eS%20Qqqd8VoOugtbtaqt0hXoblrvVteWJebO+qE7GkImOGZNhgYrmA02ElBs9AoFAoFAoFAoFBFXv7ZZ%20ffl/Cv0ErQdXPoy+Zf1UEfpj8tWn3KP9UNBJUCgUCgUCgUCghdWXW6Wu2DMtzLMg2nEKQw6RIZsC%20ik4LAghKbqoniD3VoKF11KTXFwd1A1brtqPT8yE2OkztBuA/Z7yxijiSGBIMjpOKPjmi4ImFBdWi%20dMXGHEhXXUzjU3WKQRgTrmznAXGQcJwBVvNkzYliRIO0scNlBtVAoIrUmoY1khNOuIhyZjvFLcyq%205BdlmBky0Ti+K3vFDLmLZjQa9pPtP03qTT1xlXQRs8u0CbepbTPUROGQoudHc2CE2qeSWGBJQQ2g%20baxY9Qx5GlRdc7P9WxzmxYmQ0bgTRRHMWxPBWmZLakuTDYabMMaCz6BQFXBMaCuLV2z2qTqWFAnR%20lhWO/tA5pa+GX8mU6iYPRXkVB3D7biKOQuHDv0EFdFsdp1rL1FoJSWRa5LEfW9qhgXFJDUlcu8QR%20/l8aYxQiy7cPKoLkoFAoNE1l2rwNMzspwnZdtgPNtajmNY5re3IBVYfJvDMbZKnjEOwaBruP2eas%20iWqy3OY2s+74vabmRSxlNuAGdJMdxvxgQdi5scq8C0Ev2fS9RP6YYa1GCpeoTjsKY9lURfKM4rSS%20Ax/deEUNPnoNkoFAVUThoPnrtG1cxryHdAmWRLr2d2OakW7iwTzN6ivg1405GFRP5TSuKmVUxLDN%20wUFh6H0nqOTb4jes5kK/2+1uR5Wl5rbTrUpd2hK3Jk4qIo5uzEcqJhsVVoLCoFBi3W5xLVa5lzmk%20oQ4LDkmSaCpKLTIKZqgjiq4CPAlBpKdqK2/W4WPUMZuHZr0jbmkr+04pxZaEAqTDpqiI28qriKcB%20IvzYhr7pWgNaydWaAbdcKDNagayjRWy4nOB1cpuNIniHJilgREHyotBcFAoFAoFAoFAoFBFam/pY%20+9wvxbVBzI/M9v8Acpn1sWglKBQKBQKBQKBQa9qzWMbS6xZdzZVqxGpDPu5GKNRSVUFpDDHOW8Ms%20MRTAeFaChNQXa+t9otwu8WTJi9ogTmo+nLc0wi2u6Wd3KrYm623i5imKk4bniLwUF1aA7NLLpQCl%20spIOfIBEUJT/ABkYgEROnGikohkaRxwl4MV7tBuVAoPIpUYZARidBJBipgypIhkI8JIPCqJQUZq2%20HqA+0R9lm5fDddwicmaLnvqgw7nbXVzu2t9EyiqtHiifvcC491A3nRE/tC1PNW8ajgdXbGEcooac%20dEHXpD5YI8++ap4rYqKi0KeUiqRcKJQbdp2xQrBZYlmgk4sKCG6jI6WYhbRVyBjgnigPij8iJQSN%20B1NxtsczhIA4omJKiJiq4Jw/LQV522MOdX48yZGO5aUaM2dV2ptMxHAfFE4y2iJn3kV0QcTLtwzU%20Gq6e/wCbRxGNIWK5NXLTMkRetXaJnF51q291kw2o5LHFBAl2KnjLwLQWrZdKw7Rdrnc47rhO3ZGF%20mAWVBJ5gFbV9UFBTeODhmw2bEoJqgUEdqOPdpFguLFnkcUurkdwYMnBCyPKK7ssCRU8rvpQUVpS+%20amshyNRaMt7t2hzXyb1foTPhJtt4VcHXo+dVVGXHdpY7MvjfMFqWfSN7uVjhHrWakm+MThurKw0F%20sIbgquSOyWGJgIEoERbSxWg3KgUBVREVV2Im1VoPnrtd1PYNbsssvtvwdLwZxRoOu4zgOsM3BByE%202+ynjDHIiQSNdn6KDadOdmrmqZp3jtA07HhXeOLMY5VunOLHuzTCIouSY7aiBNYiKiDir3l2IlBb%20iIiJgnBQKDgiERUiVEFOFV2JQaD2s3Jy1R7dcbkyk3RBq9B1bCJtHBSPLQRalFszZWHBwLBfJNV7%20lBqFp0x2qWNB0joy5MzNC3UN7Z9TPOI9ItMVVxcYBNqP+KX+XVdid3YmCBaVn0jAtd0K6MvvuzXo%20bEKY66SEshI2KNvPYCmZ3AlRS+WgnKBQKBQKBQKBQKCKvf2yy+/L+FfoJWg6ufRl8y/qoI/TH5at%20PuUf6oaCSoFAoFAoFAoNf1ze5FmsJS40uNDkq8y0yUsSIHCccQd0AhtVxxPFD5aCoLlqOfqjVkLV%209u09J1Exa2Tgv6ZMwam2a7NmpC+bBkAGh8Gfbs4KCzOzfRZ2WGt5ujIM6rvDLRah4uSpHOQGPjo0%20niIeBYESJtwoNzoFB5yFfGO6scRN9AJWgNcBU8PFRV7iY0FbW++W7tMsN30ZqOMdi1VDwSfb0L+a%20w4BIUebEc2ZwQxEhJPmWggo/Z47e9V20e0KwOTLrBTc9Y7eSJAujDKZ2kuLKKhIQmCEgkipm2cFB%20dIiIigiiCIpgiJsRESg5oMe43CDbYEi4T3wjQorZPSJDi4ADYJiREveRKDU4PaXDXWzmlrtFK2uT%20BF/Tc8yQo9xYUEUt2aYILor/AMNduFBqWrOzO4wyusKHax1FoW+vFLm2BHEZlwJh+Mcq3uF4vjH4%20+TFMCxw7tBY+jdPWbT+nIVttEQoUQG0NWnfp1cNMxm+WKqTpF5aqvDQTVAoIPVut9MaRgBOv80Yj%20Lp5GkwIzNUTEsoAikqCO0lw2JQapqzTk67SoeutEOxbhJeicWnW94kWHdbefjC2R7UEwUlUCXvqi%200Hbsk0Hpixsy7pAsk20XCSZNlGuRI4cZpFzcXikikKR0JVUcvDQWLQKDxlzYkOM9KlPAzHjgrr7p%20qiCACiqpEq8CYJQU32o3jrrob41Yn7ithiG42/FjsyI775kQNhKBByOuNRxMncop464UGd2OaGuq%20OBq2/OOrcSbchxJJCUeRPt+KcXcucdcRV4RTxV8rBdtBblAoI7UOobPp2zyrxeJIRLfEBTeeNe4n%20AiJ3SXgREoNL0j2qt6p1C9pi66cmWV2ZAK4W8J2QklQVNGiIhHa2q5k8Uu/QQUvRtztFof0PfbM7%20qzs9fLC0yIyoU+3t4/y2XAJRIkY/4boLig7FSgtSx2O1WK1RrVaYwRIEQEbYYbTBERP1qvCqrwrQ%20Z1AoFAoFAoFAoFBFam/pY+9wvxbVBzI/M9v9ymfWxaCUoFAoFAoFAoNZ1xrMdKR4lwkMi7a8zpXN%20xD/ntsttEeZhhEUnlzYZkHyRxLuUFRX/AFTOc1TfZz0KfqVLtGbDQbEYXJFklxJLKAbb4t+IJ7xS%20Uyd4P0UFvaA0a1pOwha2pDz0cTJyLHfPepEBxEVYzJr4ytgWOXHuUGy0CgUFHaq1NprXmpYkOzFL%20s2p7cr56Y1YoikczYPdvMn42KsOOJkwNPG/doN9ttnPXGkGGNf6fCLc2HCF1jNjleZLBJMV0FQwQ%208MwqiotBs9ltTdptrMBuQ/KbYRUB6U4rrqoqqqIRqiKuXHBMe5QZtBj3C4QbdBfnz3wiwowK5IkO%20kggADtVSVaCmNddpuidTQZbIT0vekN003eIkETbnwCVxSC54lkcJltUDyRXBfGoNr7Lrzqpd7p6+%20/wDnMFiOEmzauZylHnwzXKAvYL4sgU8pOAuGg2Sx6E0zYLpJuFljLAWWhLIiMGQxSMizK4jGO7E/%20lFEoNgoFBgXe/wBkszTTt2nsQG33EZZOQ4LSE4XAKKSptoKRd7Te020doe4mIzcwdcbamaSjq0Mi%20O3Jce4oUQscz5owzvX1XxUQkSgte6dn2m7le2dQI07b743lzXCE4sd1wBXHdvZfFdHueOi0GzUCg%206uONtNk44SA2CKRmSogoibVVVXgSgp3tg1ncJWl2b1pXUbcLTrTpR5V4hGJKk0nBaZEyymiMNkSk%206qd7Cg6djOk59yZlakujDcWFeQNq52tsAO3XUxLBu5BHNMWCcRPGHDxuGguYAAAEAFBAURBFEwRE%20TgREoOaBQUr/AKgZV3hP2+feo8uZ2bR23Cu0S1OE1JWVgu5WQSKi7jHZ4q7F2rQbl2Q2W5w+zO1Q%20L7JC5uvMmZKTnGg4u+RG0yrhY71AaJAzd2gltMaCsOmJUhyx7+JDkIuNrR0ihgZEhKbTRY7tf8Ko%20nyUGxUCgUCgUCgUCgUCgir39ssvvy/hX6CVoOrn0ZfMv6qCP0x+WrT7lH+qGgkqBQKBQKBQQ+rNU%20WTTdmduN4nhbmFVGWXzEjVXnEVAEGwQjMu7lEVoPn8p+oL+3a7Jr2f8ACO0WE9Hn6EuosGsSahg2%20giQiPjkTifzUMUUMcdlBe+ntNxwlt6luVtjRNWzIjce7PRSIgJQ25UJUHMiLwKqY4UGw0Cg6uONt%20tk44SA2CKRmS4IiImKqqrQUj2u9oMu8WCE7pF2XItySjC4txFdiypDGTBuTGwHfvRm3VxMmh8bDY%20uFBN9m2mOsECz6g1C1Kcu9gecZs98kI5FmzIuXKpym1ylkcJVVAPuIi0Fq0CgUFQSb12m62uOpE0%20ncrdbLbp+W5bQtc2KkkpzzIoTnGDJf5IGpZRyjwbaDXNEaTuGuLOHGmVPR95clSJEZ14knWG9RXS%20Bwre8uYiaN4VURx8XwooX9GY3EZpjObu6AQ3ji5jLKmGYiXhJe6tB6UCg1q/doemLPYr1eTkLLj2%20BzcXQIoE6bTyIKqBIKLhlRxFJeAU4eCgpy+TtX60CBDvFqgBebzDI9IXuIUh62PRpO6em2+SY5ia%20cNhpQ3mHk44d2gtfsu0EmjNPHBJ3F+W+7MkRmSPicc3jUtzEbNV3bQIuVO/hjQbjQKDgyEAIy2CK%20Kqrw7EoKJ1I9I19YdQal0NGKTEV1y13mC4WVbtDZayluM2Bx3WlcXIhImZU20Gydl+i9U8Ys+pdQ%203lyYzBtqw7PBcirDkAy9lVeOipFmdFGxHYid/u0Fp0Cg6unu2zcyqWRFLKKYkuCY4InfoNStV50T%202n6VnRla43b3COHc7ZLDdyGHRXBQebxzNmmGYV/Si0Go9kOh7jpvVt6cN4NRWeQw23ZtVnJR+Q3H%20YLd/DTHEvolFVzDgi93bsQLdoFAoFAoFAoFAoFAoIrU39LH3uF+LaoOZH5nt/uUz62LQSlAoFAoF%20AoNa7RNRTbDpaXMtjkVb1gPwuJMcBoZLqEiqwGcgzGYIqCiLjjQVCzqG86ovli1zAFuXqa0LJtl+%207O5LqNvNCZKDzsQH1FUeFpRU18kx721KC49H6Ismk2p7FlR1iFPkFLSCRqTDBmiZxYBdjYkXjKid%202g2CgUHV11plo3XTFtpsVJxwlQREUTFVVV2IiJQU/wBquu9SAdrumk5ceXpNpDOddYk6M1FGUBgI%20NzZCqaixlIlIWvHJcEoMDsp7LrbeY7OsJwyLcE+atwf0+yS/DnpLDp7mU1vR4wjRKu8ACJE244UF%2040Cg85EhmNHdkPlkZZAnHD2rgIpiq7PkoK67TY5697NGZ2j3Wrw0MiLc48YSwbmtxnUcKOWOGGfD%20DAu7w0GrDKa19r7Slwsul7jZJFjN0r/OuEPijaRXGVbKCil9ozGvAiYIm2guOxWGz2G2NWuzxW4V%20vYzKzGaTABzkplgnykSrQZ9AoNM1vrRLfc4emIktbVfbsCO2mfJZQ4jxNOIrkUXCVBR4wRUFF7+O%203goKrudxka11G3eZFncvAW0Ds2q+z2ZkWVb1lEArOhKuQTQt2K5sdo8CpQW1ojs6tmmGW1cdW6z4%20yGxAuctsClswlXFqLvkTOYtpsRSXH9FBttAoOrjjbTZOOEgNgikZkqIIiiYqqqvAiUFE9ol9m3rT%20Oo7vpx+XdNG3FyRa784Km4cZGGxaSbbAQsjscTzb1B8vbhQbH2ZWTWk84FzvxWxrTjNsGNBg2tSO%20LOV1QMZjjTgALfiCmA4Y7VoLUABAUAEQRFMBFEwRETuIlBzQecmQxGjuSJDgtMMirjrprgIiKYqS%20qvcRKCmNS9pMrU9pbm2uRK0bGbktO6Yv9xcbZiXV9SUQjnHxVxWXU24kibPGoJOy9puotXyo+l2d%20MrHusc91rUbiCrCis4YEDRIv88pCbW+5l2rQWPp3Ttn07aI9ns8dItuioqMMCqqgoRKS4Yqq8K0E%20jQKBQKBQKBQKBQKBQRV7+2WX35fwr9BK0HVz6MvmX9VBH6Y/LVp9yj/VDQSVAoFAoFBCv6y06zeJ%20lk42J3qDE4+9bhRd8rGC+M2i4IfB+6uzZjw0FEjrvVnaRdLBLhpbrXIjS0l6Xmf5mTHOYcd0nrXN%20FWwQjGLmJ1xpcGy8XylwoLj0Fpa+WuPOmamlsT73c5pz3Bjoaxoqm2DKNRleUnMqA0mKrh81BttA%20oMC+XmPZ4HHZDMh9pHGmlCK0T7ib5wW86iG1ADNmMu4mK0FTa07aJS6llafs8GBdbKxHYcuZOPO7%202RBlNE49KjGyDjSR2Gk8ZwlXElQRTHDEPbQ/YnY4eo7Vqi2PN/A4zTcu0GqPuXF4XWEFsJMh8yVG%20QAvFaARTv0FxUCgUGidoGq9VaUuMW/MsBc9HMArd/hMBjNjIRYjMDBV3gAnlhhwbaCNm9mVk1Lcu%20uWkNTz7F8caAp8mzOt7ma3lwF1RMTEXUTZnTanz0G86Y01aNM2KJZLQ1uYEMVFsVVSIlJVIzMl2k%20ZkqkSrwqtBKUCg1ftG1JpuyaakpfL/1cCcBR41wAsHwcJPKZFEIlIeHYmygpiJcNUXq6wEi3COWv%204EUytUxCxsmqrQq4uiSJ/LB7+33RL5PIC69DaItOkrY9DtjZx40p8pnEFeJ5iK46KbxmLmQcrSFi%20qJh3V+ZA2SgUBVREVV4E2rQfNV71zeJdyjjdtaTmuz24vyzsmq7G2TMkJqkm6t08G2yMdzgeUciZ%208Ux2JsCw+xjSNxZit6uuKybdeLsybd4t+7SOxMcadUWZ7kUhzMvuNIikiYcO2gtKgUCgpXVBTtSd%20p17ss2ZLB6wQo03TGm40tbe3cTNCJx9x1FFTymKBhjgiY0EHpDSeo9fXW9XKXPHTt5hzCtOo7jYS%20Xil2iKKGbQqSDleYVd0rw4rw0F82Sy2uyWqNarVHCJAiAjcdhtMBEU/9vfWgzaBQKBQKBQKBQKBQ%20KCK1N/Sx97hfi2qDmR+Z7f7lM+ti0EpQKBQKBQQGo9bWKx6eut7ceGWxaMQlsxiBxxHsRFGVTHAT%20UjHYWGGNBTPWbUWr9fQ9T23Sse5TLPGdglpyZOiriovI4NwgSfHaLI5/LcLLsVMEVVRcAtXQeiSt%20kOFd9RNRZuuSi7i53sGx3xoRZ91vcokQhsHHBMcvBQbhQKDXtY680/pKPHO5m67LmnurfbYbRSZk%20lxExUWWG8SLBOFeBO/QUn2k6ylX7R1+m6enyLhpa5ubjUYShc47YpDStbtCh5RIYa7lUfHKReMRI%20q8FBtnYlozUUTjl1vEGFBtt2YBxyHFcZktTpLhI5x0d022DTKNZQZa24Jiq7VVVC4URERERMETgR%20KBQKDRe1LtK6mRre1HjMSZ90cdbjrMf4tFBGGlePeOIDpKSoOUAEVUiXBKDWOza33Qr0GodKtt2q%2003J4g1npCS4SpBnZENXYpCOCOFmHeBgiLjtwJMKC4aBQKDwlz4URAWU+2xvSRtpHDEM5rwAOZUxJ%20e4lB833TVl31txOPfbjBn228Xo7PI0S2yLNztpAZo1NYfRVkb1lA3hEQ5cF71Bd+j9EjZ24027vt%20XjU7EZYDmoSYFmS9FRzO224qKWKoiDmXHaqY0G0UCg4MwACMyQQFFUiVcERE2qqrQUBeu0vtCkXo%20NPS9RWfSiKxIn2rURNNyLXeWENNy0Dj5kDOAKqO4Epd1NlBs/YNYpjdjY1FCP4dp3UUZJZ6VJtVa%20iziPB16IZLiEd4Rzi0qLwpgtBbAiIigiiCKJggpsRESg5oFBh3m1x7taJtrk4pHnMOR3lFcCyOio%20LgvzLQUbN7Le0W72aLoi92S0zI9ujrbbfrk3sXGrcuUVRuCoKSSd2CCh5kFFoL1tlujW6BHhR0Xd%20Rmm2AItpKLQoA5l7q4JQZNAoFAoFAoFAoFAoFAoIq9/bLL78v4V+glaDq59GXzL+qgj9Mflq0+5R%20/qhoJKgUCgUFd9t2rtQab0uy7ahOLGlvjHul/EFe+GxjXApG5HEjLuDswRdq0GimFk1DpqyPLLfs%20M5mS3F7NtTSXXH7tMPL4zz7WUiWO8WOYSXDKuKondCx9C9mlgsrrWoZVlgw9YSml+KSIKulHR5xE%203xR23FyNbzDxsgp3sVSg3egUGHepkyFaZkyFDO4S47JuMQWyEDeMRVRbQi2JmWgoGHqbXly0RcO0%20mJqsJc61K87qPREpgGoLLDSKr0BRMd8DohjlcVfHX5KDZ9M9g2iZdxZvr0MJGmpkZqbabJJFwXYD%200jB1xoDAwzRizKqsOCQoWOGG3ELiAAABABQQFEQRRMERE4ERKDmg6uOttBncMQBMEUiVETFVwTav%20y0Gq6612xpu1vzWYrlzahOthehhEBvQY7oqqyTaxzkgJgWCJjht4KCmuyfSGrQ1jHu7EIX2XnCWZ%20qlt0XIVytrxG6Tjiq6TjslzMIIJN5W0Tv0H0HZrHZ7JAG32iG1BhARGMdgUAEJwlIlwTuqS40GdQ%20KCJ1ZqKPpvTVxvsho32bcwT5steWSD3Ex/X3KCjIut7vr3V9huVgGIGqrdGm5IsoZBWeXDdUBeBi%20UrYkr7eI5iEMq44Iq0FtdmGhj0hpaPbJRsvTUekyXSjiosNFLeV42o6F4wtiqoid/DGg2+gUENq/%20UoaZ0/KvbsKTPZhoJvsQwRx5G8yIbiCqpigD4xfIlBrOuLlH1D2fs6j03qtuyBHJu4W+7q4Iw3CH%20ERZlovlNHmykPCi9xVTCgh+z3s8u79/vGqNU2qPZ1u4sjM00w63NgyZLCofxExUSEXCPyMu1OEtq%200Fr0CgUCg1vWPZzonWQRx1Jam55RFVYz2Zxp5vHhQXWSbcQV7o5sKCWsdis9itbFqs8RuDb4w5WY%20zKZRFP1qq91V2rQZ1AoFAoFAoFAoFAoFAoIrU39LH3uF+LaoOZH5nt/uUz62LQSlAoFAoKv7W+0l%202xXS2aXjzgsDt2ByRJ1NMD/LxozG1wY+ZMjskkTAA4ExxXuJQatdrKl3BvU2nbdupepWzZu+jLqb%20Ucr9bwwHjaNIoozIyLnEsB2eVhQWL2fdlmntG4yIDk2RINgIzPxB9JBRYwKpjFYwQRBsSJV2cK8K%20rQbpQKBQVv2laFvx3uHr/RxourbQyTBQHyVWJ0NVzORtuO7NeESHu8NBidmduu1/1beu0GfZj09B%20vUGPb27RJROMSVjkSnKkgmxPK3bad0ExXuUFpoiIiIiYImxESgUHjOmxIEN+bMeGPEjNk7IfcXKA%20NgmYiJV4EREoK5idqN7v1mmS7DEhxZVyUuojFzeVt26hHHO+6rKIhNgQiu7xLbsUsqUFeWe1Q9fa%200cixrZLbtM5Sna3sNz4wwVpuzSiDciBKREJH3NviguUhTbhwIF96b01ZtOWsLZaGFYiiROFmM3XH%20HDXE3HHHFIzMl4SJcaCUoFBEaq1Ra9M2R+73HOTDJA2DTIq46686aNtNNgnCZmSCiUFH6imD2mzk%201HpmTNauljQoFw0zuIvxWMaPeM7EdfcVmORZcpPhmVETxVx2UFqdnGiCs1lgy79HjStXIyoTbyrb%20bkwhVVUW3ZeVHHVEcBIl4cKDc6BQQ+q9WWPStoK73t4o9vBxtpx8QNxAV0sokeRFyjiu0l2JQQ/a%20A/qxzTse66NkRJJMGMh+3yEBWLjFNMCYF5VwbU0LxS7q4dyg0Xs17OGro7cJN0sj9r0aU1udY9KX%20VvCRCntZDckRzA8zLRO503fASbeBVRQupERERETBE4EoFAoFAoFAoFAoFAoFAoFAoFAoFAoIq9/b%20LL78v4V+glaDq59GXzL+qgj9Mflq0+5R/qhoJKgUCgUHnIjx5MdyPIbF5h4VB1o0QhISTBRJF2Ki%20pQaVorsd0npG8SbrA30h4szdtbkuK6ECO4uY2IiFjuwIlVV8FBvNAoFAoNB1D2KaMvurmtSSm3Wz%20LKt0t7JqEW4E0SGwUttNjm6JMdvD3aDfkRERERMETYiJQKBQUl2+T79arra7zdYB3fs/gArrlujH%20uk+KCWMZ24KvlRhLDg2IW1cdlBNu9mF0vrdv1THvzdl1dNio1fLjaGxdhzo7ieKBNuKomrYqiNu8%20P6OAN+0xpmz6ZscSyWeOMaBDBAbbHur+8Rd8iXatBKUCg0a6dqkONqh6xQLVKuTNuIBv93aVtuFb%20t4mf+e64Q4qLfjkg4qiUFR6i1Hq+VraHdNOagW7SrpndtFvb3jlomQTdFoISgg5AcEUNx5012bKC%207tL6DstnnvXtGDS8zQRHlceJ4I4lgRR4qLgLTKH+6ApQbPQKBQFRFTBdqLwpQVvH7CtKMarK7I68%20tjR7j7WllX/y4LivDKRvg4NqB5KFtoLIoFAoFAoFAoFAoFAoFAoFAoFAoFAoIrU39LH3uF+LaoOZ%20H5nt/uUz62LQSlAoFAoIDW+iLBrOwPWW9M7xhzx2Xh2OsOj5DrRfumK0EL2f9mZ6ekOXi/3NzUeq%20nQ4v8XkCiK1FDY2yyCbARU2mqbSLhoN5oFAoFAoFAoFB0eYZfZNh9sXWXRUHGjRCEhJMFEhXYqKl%20BVGleyWTojtO+J2GK1N0tc2HGSGQ4qyLQqKTu7iZ1X+Q8ZbRHan6wtqgUCg0rtmvd8snZveLlZiN%20qWyDaOSmxzuR45ugEiQA90mmiI0+bGgqu7G/pqRZYGkn49+0rqGXFBUnTSuNwnyJIqivR8+ZGEiC%20CPZsPK72FBZ3Zx2UW/RyrKfmLeLvuG4TVyeaBo24jOKgyKBj3SUjLHEl4aDe6BQKDxmwok6I9DmM%20hIiyAVt9hxEIDAkwUSReFFoKstfYbIi3MbXJvb0rs6hvpOtumiVcRfRcwtOu8Jx2iTMAY8PDwUFs%20oiIiImxE4EoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBFXv7ZZffl/Cv0ErQdXPoy+Zf1UEfpj8tWn3K%20P9UNBJUCgUCgUCgUCgUCgUCgUCg8pcSNMjOxZTQPxnwVt5lxEIDAkwUSRdioqUGLYLDarBZ41ntL%20CRbdDFQjsCqqgiqqSoikqrwqtBn0CgUFOai0JrC03fUDVps0PVektWSEnTbRMfWMcedlFCPPgu8Z%20NWxVR7nBQbf2U6BLR2miiSiaO5zpT9xncXTKw09KLMTUcV8lsERBTv8ADQbpQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQRWpv6WPvcL8W1QcyPzPb/cpn1sWglKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKDq42262TbgobZoomBIiioqmCoqLwotBren+zPQWnro7dbLZIsK4PZkJ9sNooa4kgY4oGZeHLhQ%20bNQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCKvf2yy+/L+FfoJWg4NMRVE7qKlBBWsNTwbZ%20EhcRhucVZbZ3nG3BzbsEHHDiy4Y4UGVxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0%20PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/%20R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxr%20U/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqB%20xrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnN%20qBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0Plj%20nNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0P%20ljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R0PljnNqBxrU/R%200PljnNqBxrU/R0PljnNqDGntajnstx3IcVlvfx3TcGU44qCy8Dq4CscMVVAw4aDLuNvuDs+NNgyG%20mXWGnmSF9onRIXibLFMrjSoqKzQdNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU/fYPJX%20ucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU/fYPJ%20XucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU/fYP%20JXucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU/fY%20PJXucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU/f%20YPJXucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU/%20fYPJXucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuNU%20/fYPJXucUDcap++weSvc4oG41T99g8le5xQNxqn77B5K9zigbjVP32DyV7nFA3GqfvsHkr3OKBuN%20U/fYPJXucUDcap++weSvc4oOi2y9yJkJ2bLjGzDeV9AZjuNkRbo20TMTziYfzMeCgmKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQYF5v9nsrLD91lDDjyHhjBIdxRpHTRVBHHMMjaFlyiRqiKSoOOYhRQz6B%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQa5pHtE0jq6Rc41gmOSJNmdFi6MPRpMVxh0lNEAwktslmxaJFTDZhtoJT49Z0va2MpQB%20dtykkIh4gbjKqoqbWZERxBUfHyKuXFM2GZMQz6BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKCvu1jU2o7K/p1uBKC22S4SzYvV0bOOs9pMiKw3BjyAkcZddLN/LbYcNUTARR%20VzIGt9hurLz2n9mN+hasMLg6EuZaHJJMiwT7BtCQq60AgAkO+y+KI7ETZmxVQkv9M+qrjqTshtUi%204uE9Mgm7AN81xJwWCwbVVXFVVGyEVVeHCgtOgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg+TdKytT22f29XywXk7RJs91kTBFuPHf%203xtSZhIDnGAdRG1FCTxEQsVRc2CKJBufajrO4XbsE012mstDB1BbZMC6R1bzIgPE5xd4B2qW5dQy%20RQJVRR2LjQXzClDLhsShRRF9sHRFeFEMULBfDQe1AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoNP1v2YWbV14sN5lzp0C5acccetr8FxocCeyZ8wvtPgv0abURF+WggYOgGOz%20TTl8i6JZuFzk6hkuHb7S4rJR48x5sv5ivI20TTAACZidcLyUEcXCRCDZOy7QcXQmhrZpphxHjiAp%20SpKJgjsh0lN00RduGYsBx/dwoNqoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAo%20FAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoK1f7BNKGd94vcbpDY1TIclaljMPM7ucrkg5G7cVx%20lw2gHek2m4JtVDylJdtB5do2hy1TDsnZ3bLeULS0J6JJvMzLkjhAi5t3CjYqiuOuqCIqjijYpiW1%20RRQs4AEBQARBAURBFEwRETgREoOaBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKD/2Q==" height="276" width="791" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Diagrama de Pareto. a) Portadores energéticos 2020 b) Portadores energéticos 2021.</span></div>
        <p>Determinado
          los portadores energéticos donde se debe centrar la atención, se pasó a
          la estratificación, con el objetivo de buscar la causa particular del 
          efecto. En la <span class="tooltip"><a href="#f9">figura 2</a></span> se
          puede apreciar cómo se comportó el consumo de diésel para el periodo 
          analizado, observándose que dentro de las actividades que consumen el 
          80% de este portador energético se encuentran la producción derivada de 
          la siderurgia y la construcción para inversiones, pues estas dos 
          actividades representan el 20% que generan el 80% del consumo total de 
          diésel de la UEB.</p>
        <div id="f9" class="fig">
          <div class="zoom">
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xNJuLIuDS%20oStDmKNEhtOtyzV/yXAdRe9wVsm8cu94j29XdqpW3fqMMtdSNexg3dbTbfVWURsfQ7M4e2LWTssV%20Vw7ZZUceQCEDcRp3PlzInd7ncpGmGdLvFf3Yidfwq3+G/vGuY91nv3m88gulze1k3rdyNaYfKZJM%20fDwkBygFZxVjcAyrikpD5OzDCqeVuydtcde71vRO+pfzX/k+hDD9Kken2Gctz1D8UL++XH/cvrQr%20QWxXH0jfCN9hsjYpGWLyLEt6o5s23NjTy1qy934my/k+zSg8xWmZu/D6Kb3fWpFah0+7c9BajvFz%20O4ypMbV5t5npUxQagNTg8xlHEAQAFVUJBxTuLTIpHwG7n2n9pDPTfiqPds+zFnGtdSXFdQSZVluM%206FJttzt7Nviq/OknIt6bvNIBtFbjjHyKuZTF0iXhJKt5dtzi5aZtSWrfq0USS3lc2mGSVyhY9uz2%20uvA7tdvSpc68s3l6c5qENUW/4fBzPqwlqF1tWjbZT9zkwxVXMubN3ajyt+V3scsX8VN2wnNdk9Xh%209Xbr6b9RI3i5ahG6XjGZcR7RA1A23p63C4+Mc7ZvBRMscVSO4wsfOpmY4ov7SLhUeXr+Hrr+Jut5%20WUpQZ9aT1YVg32dNby79kkOVI1Dra6XF6a9KYvs2HCGRIkEwEVN2aC0wR7rLm4CQfkRcKnLsyYa3%20Wv2mM23Ma1RhzwqpX+12U91rvMa9yJrNqLTT66YZim+DT9xJTR8SFlUR51B3eVtxCHLtwrmmq5eZ%2036xp9Gjr03u9G0HSeX3a2/SqsPRdrZBQ5mu40K2xtPFMSW12bsuQYg7zdpNE2hQhaX93v0HFBxTH%20uV1+cbxZ304cutipwMchLDl172Z6rK7KnRZJd9kWC/rbtQuxYPwNvlhRHLtdTZmKaYPk6+yJtOqO%20ZHW2ixRPKRNlV8wrJd3Gqar7VW9xa06OJOVWsa9qjrru1XJp3a7jFS9arXT1uaaN4NMtXtxq53F2%2053Aoj4cnRWyGajSTmY292YLj5WzNhUvtLFYsM6J662Wq+yuErGtJUtfUrupbY7tGLUTUAL4+PZw5%20MlHc2Q1HKKHJQZJZYm4cRsVdlNtOuiPALpJ5Sd2rQr4ka3+HKujVo0MT/LzKXYoU06bS1dtWr4Ru%20xuz85qWtu+tKV5vDqEjceAi4G2BYKivP4KAp3ExWudJTnR9mNG9uqPtew0cnCOJdqVi2a2/ZtKVf%20bWTdyv8Apq3tmsm/XfT8vTSgKkjkCKLKm8BImGRgYx5seD9Nb5OJzji7Uc6c5bmvbdvsMMyKUJYe%20y8mMY7XWlPb0lgnaktWvO0dYTk8YUXSzkiPY4TiKD0+7OMkysgUJP4LCEotr+0WK8Fc2Fzy5zj2p%20QlGK1Jq1/W0LVtOhyUJxg+ypRlJ7U7Irdp5GJ2QRpUjUejmG2nGXdKack27UIECjupbkhsBjmqp5%20+LBn4NvdrrUk3Oa7MoZaW9Wvlc95zOLUYRfaU8xvc7nxrYb4rI1FAKAUAoBQCgFAKAUAoBQFWY/J%20Fi8Np/mGKAtNAKAUAoBQCgFAKAUAoAvAtVk6JsGh7b2u65LTcDUr1ytcopN4+GFptuMTck2ylFHR%20WnUfcLOgpvNrWGCLWkI9bLV+NKuyqrXcic5U8Slnh1pto16zZMntV0fFvzVkkuvtSXpY25uQUd1I%20qyyHFGUkKO7Uv2eHh2VEFidFt40v9REuqqvRSuytPejr/wB3dFp8bMnpIRtPuuxrnLKM8jAyWXBa%20WODijlcdIjFAAcVLHZVYusU18Vi1vci0o0dHv3KlavUqEdqPtr0/atOz7pHhTZMy3yY0OTanI7se%20S05MVNybrTgoYtnj5JYeVwJtq0VWUF35Yffx2FHZGT7scW9EjN7W9GQpZxpLskFj7hLi9yZ5WYRS%20sN0Ex1ByMGuKYoaph3aRVXRa6bG9S1lmnSuyu2msmdR6wsmnm4Sz3HDeuLqR4EWM0ch95xUUsG22%200IiwFMVXuJUfFh0+4j4cWgpOjO2JiXp1bjf8SmSrtNt9rhQIzrkh4IprhlYHeOKQgmJr3KlLqw7z%20jifv3EyVJy7sWlzV28zLl2njJu2iE0860/atRzpUScrrZo8HJ2DNQyqoK24LgYEhJUxj16O7A5fd%20p6yJ2ZbfxRlFc7yZ1N2maY07eEs07lbty5GVx5NEivyS5KBKBOfuhLYKiuNZ4lb82/YWwOz5zotr%209GdNw7WtFRGojjch64cshfFG27fHdlmMH3lwWhJQbx2Yl3avJYW0/hvehcendaVh1kmtLotZxP7W%20dIxpzEGMUq6SpMAbrHC3RnZQlDcVRF7O2Kig4pwqtVm3FSs7F/KpMVWj713C8jLJ23adm6TtuoJk%20KfE+Jo8bMMIrzziNMrirvkDgoZVTE/Nx2JjV8yOB0fdTeyvpZrvKweLm16/dbqJC49rGkwtUGXb5%20Lk168Q3ZtsajMOvkrTQ4k66AJiDYFsJSwwXZVM1SjiSvjGuzZzLQo6N3OVNu0idKdsUB3Rmn7hf1%20N6+3eGc04NsjPSD3TZKhvIy3vTFtMMMy92tM1KMqakm9lVp1ERTdfpNLaTqdqmj3LlabdDefuEm9%20RhmwEhR3ZAlHI92rpEAqICJedm4O7UKLxOOq/iQ31VLQ6rir0S+p9V2bTUFqZdHDQZD7cWIwy2bz%207z7q4A0002hGZLgq4InAlUralpfsvLJWN6Ea4tnazeZzU145MWC0zrFrT8ZJEWQpnFMW13JACqQS%20FU1TOeAivClXy418OvxY/wCHFSnKpGY6Y6fDCMtzdK19xcg7UdIHevhQvvZlmLbRnqw6kJZojisZ%20JWXdK7sy5c3nbOGqw6yqtKbW1K+msT6t+i/ZXXq0c0dEDte0LOO4buY63GtrT77855h1qKTcVzdP%20E0+Qo25kPZ5K1VSTji0WdN3Mlxalh03cVa+RG6g7XLcuj9Q3Cxb1m9Wi3LcGYdyjPRyJok/dvbpx%20GyNslTDFKnNTiq6pJPZbpL5MVKaTud23cT5ytW3TStpl2aRChz5jUd6bKlNuOtttm2huK2yJBmLF%20diEaJ8tXz44ZtJ9VNmGTLFCr7TNd2vtY1ne49stNvchNXeZIuwDeCYNyK/HtXki60xvQJEeMkT+I%20uXBcMayxvDipdlY2uNEq7b7jXClPC/5ihXhV8rjKuvaXrN3s3Z7RLfJtsC1N25qSdufadkPSJink%20OMLiG0jaEXkAqIaqq7UrTNWCa+JScMK0tSv40d1NBTJ68aXNY6vbH2WEnO7SNXB2l6V078E5BY7x%20vhkzpJITjrzcHlatsAJYoLZEIkZJtJCRODGrRinOca9lNrbSSjUhy/BjPS8NdmLRvs9Ws2bVCwoB%20QCgFAKAUAoBQCgFAKAjNU/li7/cpH2RUBJD5qeCgOS81fBQEZpb8sWj7lH+yGgOXtT6aYeNl+7Q2%20nm1yuNnIaEhLvEilii0TrcHYd0m9WeKbLcmfHYOQiLHBx0AVxF4FBCVM36KmltNIrZXQfU+62u3i%20BT5jEMXFwbV9wGkJU7iZ1TGo00BlCQkKEKooqmKKm1FRaA0t2v601RYL5dX0uEm1QbZaBn6fFlne%20R500HCJ9qSWQ/JEAFMuI7FUsazjmYcTdrUoKnzXe99+6iNHCuFaHGVX85XG3rRO+IWmHPy5OVsNv%205V7m8BCw/wCNdGbDBNx1Ohz5M8UFLWjELVmnhPdrMFD2+TlPHZsXZlrM0HWvT/vafQc4tAOten/e%200+g5xaAda9P+9p9Bzi0A616f97T6DnFoB1r0/wC9p9Bzi0A616f97T6DnFoB1r0/72n0HOLQDrXp%20/wB7T6DnFoB1r0/72n0HOLQDrXp/3tPoOcWgHWvT/vafQc4tAOten/e0+g5xaAhtN9StPfE/h8s/%20/wDLT37nL3m8P+8ScN5l8hMB8nYlFZGMdEVRc6+0Stk5aXToVCZ616f97T6DnFoB1r0/72n0HOLQ%20DrXp/wB7T6DnFoDnrVYcMeVbO/kc4tAcda9P+9p9Bzi0A616f97T6DnFoB1rsHvafQc4tAc9arD7%201/Uc4tBU6B1zpMpSxBuTSy04Y6Zt4mzHzcMeDbVcarStpq8iahjp1NZ3lqqwCmJSkFO+oOIn/TVj%20JOp8LrDTaJis4MPAfzVNGTheo+Ou2lOkmv63zVOB6i3hy1PkfC680ci4Ldo6KnCmb/8AKp8OWp8i%203gZndlyZH2/tX0LN3mFyGNu1RP7yitZscfMzcPBWeU/ErhTdNh0Z37dnZdKxbrqt9Rmp2h6IXzb1%20FLwHj+qtlkT7r5GS8pnP4Jcmcp2gaMVcEu8dV7yEq/8AhU/p8zussvJZ3clyOevuj+lGf63zVP6b%20M7rLf2/P7jPmTr7SjMd15JwuK2BGgCh4llTHBMR7tJeWzEm6XF4/tme32TA0t2n2C/Q3pCicJWnN%203u3UzqvkoWZFbzJ3a5MrMU1Up53ybyJKLdaomuten/e0+g5xa0OM4XVunUVEWYKKS4CiiaYrhjgn%20k95KAk40liUwD7BZ2jTECwVMe53cKA1he9R68idtOnrXIfZjaWnNzuTwmPKekcnjI5vXyJPJ8ssB%20EV/ZxXhqMp9ut6hX+JLmXzI9SLj3knxr0EHo/Xupnr9p66zLg9Jg6pl3aM7bDQdzHGEpLHVlEFCF%20cGsDzEuONRly6tHb+Fj4+6hnmO100ZuDhT3n3oPXWp5OoNMTp1welQ9Xlcxct5oG6jLDcxY3GURI%20fITAsyrjV8lV6r/lxnXbp4Wlc2dtVozHHhT12G7KguKAqzH5IsXhtP8AMMUBaaAUAoBQETqHVmnN%20OstPXue1BbfJQZ3iriSomZcBFFXBETFVw2VCdtNIpZUk2H2X2QfYcF1lwUNtwFQhIVTFFRU2Ki1Z%20qljITTVUfdQSKAUAoAvBUSVVQFE7M+y226TtDbc6LAmXpuTJfS6NxwR7B90jFN4Q7zERPLw1fFZF%20KykUhPrTlLvSqVO59iep51/Ca/cIElqPf277HnyRfcnbpt7eDBxJSBpoBIsu7wRVy4pVfLvBhb+H%20En86tbXtVllwzusppfGlwuu995JzuxiTP0hquxyJ7aPXy+vX63vAhoDRK628027goku1vKaivAuK%20bahKkcrXldNsvZItJpynXszilyil61UwpHYlcpenL1GIrdBu1xeguxiYKY+CDAdF4Rffkmbp5izc%20Apl7mNXjLC4yjfGeL2erSUlFSTT0wceforDIunZNquY1qC3NXGE1aNXvMyr2ii6T8d1BAJAxF80x%20NG0y7zDLVIxikovsxk5LXfWj4lm7XL4pRwvVdRPkWXV2hp8+bpu62OQyzcdNOksdqWhKy6y41ujA%201DyhLLtRUSrYn4jn3k0+NpTCvDUNTTXApA9g14S120n50WXdrddJ9w3alJjxnm7iuJApsELwEC4K%20ij+moilHDTRDB01qaTeJyb0yUuilCctvZHMhuaReB6HHOxXCXcri1GB5G3Tlsk2qNq6bpqqKW0jX%20yuGrRdJJ6FBx5tP2FJKsZLTKUX9kwdW2/VcjtvQ9Pow085pVxjlE1t1YyKcxdmdtPPHHMg92sowx%20QzY6JOK6JWr00mspKPhvVKT6InZb+x/UGl+TuaRuMU3SsbVinDcgcyqrBETcptWsyoWLp4trs4Nt%20aZtJ44/BOm9Ujh9XSZ5XVwS+KFd1ssT6egz9JdkC6bvcd6POR62RtNt6fETFUeJwHyeJ5cPJRFz8%20FM1445ke/hpsUY4SMtYcHzXJ/aafsK/G7GNax7LYbWU+2TYtkiyYAwZSSSiOi8SE1KNlPJJ9vb5J%20oo96ozOu238UFH6LVlY7yYpRuuU3LfVt0e7pMqy9jOpbDBsfwu5QjuFutcqyTFfB1GTjyHSdB5tB%20xJHAVdqcC0zHixfPjFP6qoRFUo9MZuS43nZY+yPVmmo1jlWW4wXbxbrSdlmjLB1IzjauE6DzahiY%20kJF5vAtTmPE5LRNRT2YVSwsqVTd8ZSf2nUkdF9kL+l9R2O4MzwkQ7VZnrY6JCouuPvyeUm6mHkoG%20Krsq6mli1PAl9VUKYeqlpUpSf1qE/wBoOj5+oG7NMtchqPdrBcG7lC5ShKw4oiTbjTuTykQgcXAk%202otZRrGamtCkuEkXdJQcXpo+KdUU9jsd1GcZxZlyiFLf1exqp5WwcRtGmkDNHHHbm8jYtXy6RcPm%20Y+OLF/8AoibcsdfjhGO6lDqtnYW9A1CpoUGTZfix3cXZJTDlDnPfoyLCOjFRQdXyXcMcO5jVcnqR%20iu4qLppuv0X8Rm9Zyffv9u/01HS72D3WfIvbU24xoFuukeYyTNrSQ02+9KdRxuTIiuGTAONoP/p+%20dVIwpl4dKw01LC62aq6i8pVnXRbXW6xpTbTWd0bsUupWG/Q5BW2LPuVr+FRZEcpr6ohbTN1yS4ZI%20KqifuwHBO/Wmb1k6WNyT5OvEjJahKLvw19VOBaNX6P1bP7PYumLDcmIMtGWIs6W5vEQ2GwQXQbUE%20UgVzDDN3EqM/8SdfhrVrXs95TJWCFPipY9W0ipXZxqco1imW74VbLxp9qVChRWd+UFYkppG1xxFH%20M4EIkncXu1GYsTk69uOGXPRuJy0opJ/BLEtuuu8wHuyTVcNzSsK2SrfO07paMO4tlw37aPXBMf72%207uRJCyY4gPAirjV8f4jnTRSPzVdz0V1FMHUUdbblt003Vt9Zb7/o+5XfVujr+T7LSadOW5NYRCXe%20FLi7jBpe8JLj5XcqI0jOUlc4uP8AEn7C8qvLwu/FF8qluqAKAUAoBQCgFAKAwL3frNY4Kz7xNagw%200IQ3zxII5zXARTHhVV7lFelpdxNL3qMW5ay0vbLpFtVwuTMa4TcOTRzLAizLlH5EzLsTHhpG10V5%20DdFXQc3DWOmLdeI1mnXJmPc5eHJ4plgRZlVB+RMyouGK7aR6zotAlYqsmKAjNU/li7/cpH2RUBJD%205qeCgOS81fBQEZpb8sWj7lH+yGgKBq/T9hd7ZNGby2RD5SxdDkZmGl3hI0CoR4j5Sp8tMhUnP6H+%209E5r6kfp/wC2Ri6Qs+m7xetflq2LFkPRLgkchmIOWPbgYBWMin/CbVMxYjht8FVy/wAlSd7lKr21%20s6KCVVnUVyjHDu09J92G2WG7dp2qYl6YjzYUK3QQsjEnK8yNvNtc7jSHmHAj2EaeOphbCbl2sdu6%20lm7SVlZOCj2cNm+tpsqwx7NHtEViyq0tqbBBibg943kTgyniWKfpq8m3eEkriB1joOTqZ5xp2+S4%20tmlsJFulnbFsmZDWfMWBEmdojHyCIV82qRiq22qqdNq9l1UWbdLLHRqu/wBuplraabZaBpoUBtsU%20EBTgQRTBEqzbbqysYpKiuIx/80wvuMv7aNUEkrQCgFAKAUAoBQCgFAKAKqImK7EThWgKZqHtRstm%201BCtChyrle7zyWHBMWt44reBCOYlVMMcE21WbcZqLVsj1Mj9qzcyDl2djsqTPWqEX+HizJH9mwaf%209eSuv9LLS4riZf26a7UoR3yXsqEv9wcT9xZZeK8G+3bX/wARU8CKvnHpJ/RwXazYcKv2D4hqhzzL%20S0yncJyShf8AARp4eUvifIeD5ZX5je6PyjDWRrwwGRX5HjJP+KJT8Fd58h//ACL+Y/sorsvQ2rZW%20q2L4t/RgGkFFYbbPLsFR/hqW7XHN3UrllGPiqS7Oo6I+fyI5eBZdVtftvLF8GvhJ+8vjq4+dlZaD%20xYJsrq8bL0QXNnP+qydGUvtMdXpZfxLxNXvZSEP1DT9Qu5EfrY6MuATS4Y4ldLiSd1Fkrh/wRKn9%20V82PIf3B9zL+yc9VYC/xJEtxe6pyHFx8SpUfq5aEuRH9xnoUF9VEaPZjpFLud1Vh05J+chPOKPmo%20PBjjwJ3651JrM8Rdov8A3bPpSq5Ikh0dpsVxSHt+Vx1f1lXT+szdfqKP908w/i6F7j7TSensf8EP%200j+eo/V5usj+5Z/e9R99WbD7i14qr+qzO8yv6/P7zOxNP2NEREgMbP8A5Yr/AOFR+ozO8yv63O78%20uZjW/RulbfvOR2qM1vcN5+7QscuOHnY9+sctuHZsrqEvPZzvnLmZo2e0h5kKOOPDg0Cf+FavOn3n%20zKPzWa75S5sxLxJ0zYra/dbryWDBiipvSXRARFE+XDhXuInDWc8+SVrYWbmSsxPmV1O0zRbmmLVq%20GLGelxr0ZBa4jEcSlPKGbOotKo7BQFJdvBVpzlF0bd2LcqVtKRzZOtrsdL9IuXazoiJb4Ez99MiX%20GKU3GMzvNzDEkBx98VVMgARYFwrw7Kh2Swt6rdHWu5lFJtVW3f1b+RP3G9ae09p2RfHN2xamm0kE%20bAJ5aHggZBHDMRqqINUksLpS2tKbbiVNztrVUrXZeQ49qumls53BWpYyW5w2orOTKJO5ae0GN1my%205iBc6eVhl241L0UtxVu+bXFypaV11spT+KlOdTKhajteo42m7vbDIosia6iCY5HAMIkoHG3BXzTA%20xUSTvpUtU3O1bUyK2taU6Ms9QSV28aMiXTV1i1K5JcbfsQSgajCgqDiSwRss6rtTLhswpGxyfejh%206akydY4fnJ8iIsPZParRf2bkE156FBOU7abWYgjUZycuMgkNEznm25c3m40iqRpf1cP1a1oRO11+%20di+trGmuyi12K+sXFua9IiW9JKWa3GII3E5aed/A0TO5iuxM3AlTB4VtwqNfmq5ETSb+ti+s9JRd%20f27VNh1beL5Jn7m0Xhp2I0+L5qYRyZaJ1UYTYHJWWHyE0XaRJVMtpJwl8TrwUm+mscviaTq5RlHR%20dvpT11m9iaNraK1Fab9YGZdrF5uOyRxCZlCoPg5HJWzFwVUtuI9+tZ1v71pjCiVNXp0ow2PyRYvD%20af5hiqFyfuN1tdsj8puUxiDHxQd9JcBoMy8CZjUUxqG0TQ6IGpdOXFXUt91hzFYHO+keQ07kH0jy%20EuVPlWpdiroIV9NJ2Wy+WW6tm5a7hGnttLlcOK828gqu3AlBSwqWqKoOLffrFcnnWbdcYs16P/Hb%20jvNuk3tw8tAIlHandqFdXQHfQ192stW+HqCy34r3BtdxjxJ8VmPdBIoz7DzYq9kIVHB0cqZUx8rg%20wWufMXbStxZdGtN+jXfduNYfB82dU9tNJM9ikK5wuyvTUa5ATctuE3mbNFEhFdoCqLtTAFSu/wAx%202ttFXfS3pOTIub1t8quhN3KZqKPNjMs8jVqY+TLKmjuYURpx7EsFwXY1hsrA2O3DVnpQPovcagGG%20rPSgfRe41AMNWelA+i9xqAYas9KB9F7jUAw1Z6UD6L3GoBhqz0oH0XuNQDDVnpQPovcagGGrPSgf%20Re41AMNWelA+i9xqAYas9KB9F7jUAw1Z6UD6L3GoBhqz0oH0XuNQDDVnpQPovcagGGrPSgfRe41A%20MNWelA+i9xqAYas9KB9F7jUBwXWoRUiOAgomKqovIiIn/moDqizL/LFTiyrZIAVwImlcNEXvKokt%20QmmWlCUb1Q7sNWelA+i9xqkqfDjupmkxcetwJ3yR1P1lUqLdxaMG7kYjt7uLX8W52dvbh5ThDt/S%20daLIm7ovkbR8pnSuhJ8GY7uqZTYqXxK1HgirgG+Pg/oqVW/TZndZqv27PfwP1Fe0v2sTb62+RNxo%20SskKIKtyX82ZFXhaRcvB3aw8spZybirtqOnO/Zs2F1JcUvWye61XZfM3LnfQYsvZ48K6f0k9nNGH%209uzdOFfWRz1l1KqeRBVz0csV7b4Mzg0/TPvR5j9A9M8tfW+Q46w6yLzLSuHdzskK/arT9Mu/Hp9w%20/QpX5mXzfuOfjPaEWwLPGx/5zIU8eK08CHfXJj9LlK/NjyZDafvPbI6sjl1ojFgo7vlBpHwxzY5d%203vM3c4a5fLLFXxHh1WVOnzHl/KWYczDwcvdQmguHacS4FaLaCd/lThfqBK6vDyu//D8pzeB5df8A%20kb+p8p2DM7SFVEW3W0UXhXfurh/Vpgyu8+Q8Ly3fl9n5T4S7a1U3wQbQpxURZQ79zFpFTMm8T9nZ%20t20pk0ridNxPh+WrTFPkfLWob+7bSugTrGVtDHeTRfMmBwXBcXULJsX5alrJV+LoCj5W6uZ0Ebom%20L2kIcqZOuUOfCloBwXFdV9vKqkuLatIPkqip3VrghCcW8Q87m+Xko+Eqayfi3W7zJEiPEn2mRIhl%20klstGZm0S47HBE1UF8leGtdFdB57voY46iur8LllvmWq4MJIZiEcUzdEXHnQawUgIkxHeIqpU0Gm%20hPwEumU+XqwpYpu9whomHdxzqtQDVf8A7lNO2iVopL5KbVydbX4zcIiMkBtXpTSGaBjlz4JlzL3F%20WmVZnQavc4o1jbCSd2GT6Cq9pquN33XUKQuW43ePZQ080XnvED2CowPCage0svBVMlNtJX+Onwpf%20uvMJXJ/D4Mlx1b7j47QElN3nWtulFhero7p/4G2X8R5WjDEmBxxNGzElLLwd2rZNslTRnt/Vpfuo%20RNNRdbvApxrdvqbt67aXYnS7VJubQXK2RllXBksybtpsEMzVcMq5RJFVEXFMas2mnJdlF4xfVjpl%20cd+on2pGkbo+yWdp2A+bZbUxEmSVF20aadGRGSaqiWHzU8FQScl5q+CgIzS35YtH3KP9kNAZD9nt%20ci5Rbm/FbcuEIXBiSiFFcaF1MHEAu5mRNtFY21psDtVOJG3vQmjr7MCbd7PFnSm0QReebQiyouKI%20vpIi9+kVR1V5LdT6vuidJX5GUvFpjTUjioMb0E8kF2KKYYeT8nBUUtrpIV1CWixY0SM3GitAxHZF%20AaZbFBARTYiCKbESrNt2shJK40N25I9M1XdEjvOvJZtPjMeJCJv4Sqys/L4yCQ795QbX935OwfO2%204VlltLFKtKTy1i1bKanpejUzVquFX1jOzQ9tdmjXsN62xwXLdFcF5ZAmyBC+SYKaKKLnVP8Am4a6%20M1Um1Sltxz5LrBOtbEQL94f6yRD+FzMRhyhQMGcxIrsdcyfvcMEw2+FKzNCS+Oyeh5/0WPbUA+Oy%20eh5/0WPbUA+Oyeh5/wBFj21APjsnoef9Fj21APjsnoef9Fj21APjsnoef9Fj21AR9615AskYJV1g%20zYkdw0aBwgaJFNUUkHAHCXgFarKajea5ORPNdIKrOs+0S0A22fJZR70RcbbaRl1xRJMRXdNuk5tR%20fRreGROSqlZruXNm0PIZ0rove7FzdEdrmrbm7HR23acnyFLgR7cxkw/85qX9WtPAiu1JcLfk6TT9%20HCPbzIrZHrP2LpMVbnrGSn76JIgAvAEZlhxxPkU3XiFf0BTFlRuTlv8AkHieWhdGU/pOi5K3pMac%20Vnhxjm3+JPOM1grsi5PxwjgqrgirnfBsNtH5uS7NI7if7jmLsJQ+ivbeSLV7s7EAbg3Zzbt4No+M%201ORoyjaJmRze77Jlw25scK58yTr1r9pxvOnO1tszmdROPNA8zapjrLgobbocnICEkxQhJHlRUVOB%20Uo01YzJNO1GMetre2MwnIzoDb9twInYaJHxHN+/VX/3Xk7fLw2VWtldBNLaaTth6qbnRW5cG3ypc%20R5MzMhgorrRpwYiYPkJJ4FqzTV5CdSE1B2sWixTFhTbVcyktxjnSG2WWT3MRskE33MHsMqKvcxX5%20KqpK3ZSvG4thdm2tOF58SO1+yNzUiMWm6znEbjvPFDjg+jTUtcGDcyOZsD4diLgm1cKthdabcPHV%206WFaqietV4GfqHtDhWBiK5PtVxzzpDcOCw22wTj0h3HI2Cb5ExwRV8pUSq16yir3XotZLsTk7l7S%20Lb7ZLS9YHb/Gsd2ftcXfpPfRuKHJiiqovC8LshtUIFFeDGolJKKl8LVU95ZRbk4/EnShmTe0+3wt%20HHq2TaLkzagipNVXW2Qc3ZIijiCu4opYpsq2anB0faqlxdlOZXKpO663oK9I7dHYFtuK3fS8yHfI%20CRF+GC8y62Y3Et3EJZCZUFDcxElyLlwqaVajG2WPB9a/1W9BVSWHE+zgx8P9feT2ju0p7UUWdn0/%20Niz7XLcgXGM2bD4NvtYKoi9nbQ/JJO5s4KhUcVJXOvQ6Euqk4u9U6bTAb7V72Op+r8zR82JLlsyH%207KhyI5lJGMqISuiBEjCLmTBVIqiNXF07SVabG6XlpJKndbpXbSpzpLtSv16v11s8zSciI5aEAZb0%20aUzLAXnEzIyqqjCZsu1cFXCrRtji2095WVVJLZX3cyJ7UtRalG52kOS3y26bJqUsyTa288nliAnJ%20RLkxOOI15yrj5KrhmrGUmnJ6odXVirp4a9pqopqP0ut9HZx1GvLh2qa8laZY1POW7wgasLcyyyID%20BLDkXJkyWUc1GsRRpRAUQXcByqSptrbMkoSb01hRO7DJLFxq3tuMstYklo66evEn1ejgbZ1nqLWl%2017N5JaUs88NQXGK1yJxCYZ3ZP5cziGruI5AJVTZTPy6Twq5Tt3J287h5fMTipS0x6WrOkqkPtInQ%20dLXawwIV1b1qksraDE+UlyVqWbG+RwXiMVJsI6K8qIKImGFZ50sWXWNi61dii+ty0bWi+SsM+ta1%20h44uzzd+wmOz67StRdj9lcv1rmXyS7F35ynwZe3jzZkrbnluIqqKomGytvOxpWip1V0xM/LN6XXr%20SXDEyjabavlm0r2b3abYbpyOwLPG5NBGI3Q5SjgNEkcVV5fKVE8zYlUze3XXk4eNEXksVUv5uLhV%20kXDsmqbBaF5fYbo6t607MtcNptjfK3LlSTdaaNGlPdDkdRVI8ESqZmW3GWWu01lr7PatEX1lP4VL%20Mf2rrC56umXKZ2edR4tnub1+sMW0zpoK03kcZYeAz3ZI4W8XBg/JFOFMK2zZqWcsxdmOaq+nEyyo%20OOV4fxTg0vTQQL7V7f1MevW7Jder46li3BWijEL6xWbesE30iL/eFXfFwZMcu2qZP4bji/8Ab/HT%20D6uktmJzqlqy/wCCrl6+JduyuPdItstqTrfLhfEr9c7rHSUIBlYmBLdZBRzKYmoEhKJCmG3GpisO%20XCDvhBJ77feS3XMnJXSlVdC9htmoJFAKAUBE3nStkvL6PXJhZCpFkQshEWTcy0QXkyouGJIKJjw1%20Vxv206LVTVb7Cyk01sdfT00saY0vadNWpLZaxcSOjjjxE84bzhuPGpmZuGqkSqS91a0cm6bCijQj%20GPyRYvDaf5hiqkk/dIkWVBebkstvtoJEgOiJjiiLguBIqVnm9l7i0LzQEeMxG/8Ab7ppxtluPBlX%20GO1fXwFG1WEVxJHEcMURcnAhfJW0rczJT7LUK6q4LOkpKqjnNdpY6fat6C7drUHT9r0dqF7TzMSH%20qEreCSuSZG5SW/eohnkbwPIg5sCwrHMdqT7OOOLnpNMu6y/DLBvpoLTY7RoCI9ZnoLFvZuZQkS1m%203uxfcjKIqSt4KhODwKq7a6MyuOWvTuqc+XR5cdXt95idous49kkWu2DZgvdxuSSXo0d9wGGRbhNb%20541dcB1ELLhlTLt76VzudG33I4nurSw6FGtF3pKPFk9pLUkPU2mrbfobZsxrkwEhpp1MDFDTHBcK%203zIYXQxy54l6aD7vH+o2P76f8lJqhclKAUAoBQCgFAKAUAoBQCgIS86jjtR5Ua2nyu7o2aR2GB3u%20V7KuRHFTyA8rDz1Stf088LlSm+z/AFO7J8lN0lNYYa3ZZs0vgQmkbj2mnAd+OW1kpW9XduOvAyu7%20yjgmRoXEXysdub9FZ+WScfxG093ynR5jK8nXqza3Rr0tonM2sT4AgM/0t65+pQropkrvPkY08qtO%20Y+S945Nq80wOdCb+VqO5/wDG4VMWTqlz+QeJ5VXRm98l7IhbTqI/Ovht93BqOxh/XE6eLl9zpY/U%205Cuyq75S9jR8P6amSGXGZF5mGDgqBZd23sJMF80UqHnRpRQiF52C7OXBc362RWmey+1WGO8wxPnO%20A8aGQo8rI4oiJ5rWRF4OFaw8s/CTSo660ma5v7tObrhh9mvrJjqfYi/itG9/auuH+ta6P1eZodOB%20l/c85XNLckfbWkdMteZbmU/8uP66h+bzX8TKy/cvMO+cjvO12KIwbxRGG2WhUnDVscEEUxVV2VlP%20zEkm3J0Rl+pzpumKVXtKtYu0vTF4R1LZaphSFi/ELdGVhltyfDz7tH4uZwRUc2H8RQLamyok5Utr%20VUqtKxXV9NBj4zb7VltHrpejO0Xra06gn3a3wrVLtkq0G21PCU0yAo44OZAQ2HHgIkHaSY7MdtVi%20k44ldWnK8rOTxUd9Kn2naBAd1TM07Dt06Y9blaG5TmQZ5LHV4VMd4ZugfmpiuUFqIuqcrkqqu68S%20TTS0tVOnTnafpu/3ULfDCS0skXXLZKkNoDM0I55HjjkhESoBcOcRXvVaKqq7E6aaO5lZOj404rQZ%20etNYppwLawxDW4XW8yxg22HvEZE3FFXCJx1UPIAgCqq5V8FVTbkoq9pvgryzsi5O5UXMq/8AvQEp%20mDHs9ldm3yQ3Odm2s3wZ5ONsPdSkV3Kect7gLaIKZuHyaOapi+BQU67G6Xa7HZsGF1w/FjwbK0rf%20quLWOubEehuuomfwXkC3LMo4OblG95hlx87DZhjw08x+FWtvtrdzIyPxKU/0pfyKq32zgza7k5dL%20McK9QRgHHtQvi6kgbqqDEyvZAyqrmIH5Hk4d2ryg8WFWyx4Hvv5Ut5lVNUxfDgx8Pf7yzaT1T1ot%201yaNg7XdLdJet1xjC4jqsvgiKhNu5RQxUDEhLKngqrSlBNOyXssZatJtO9U6bUaJftTmnbH2v2+B%20IkSNzJt4yJchwnZDguNir7hnw4lmJV7ieCq1rl5a+HxqcKxNMyybenwm+Npk3UFZ1lLtkNsB0y5q%20KwjJYBP3O9OIpKCiiZcCJAUk7q4Vpk1c1X+Zm0+z76nNmOmW2v5eX973UL/2S3JqHp++REfZZbK9%203VjTzBGg7wW3CJG2RVcSQSx2DwJWEnJ+Wi12/Db26adFDdL8edezjXSlU1EL9xi6Oss2y4jdpejb%20+7eXG8yPGouiu8cwTMpi8R5VXu41bPSUZpdjw8ndev8Abi4DJbcot9rxc31P/dSwv+kWY8XWc6La%20QBu0FadKvPg1sDlJS8oFgmzMTApivCqYV1Znazq6M6z7Kxew5svs5L15X+6z2m8KwNz4eYZeBW3m%20xdbXBVA0QkxTamxaA+XIkR11t51ls3mf4ThCikGPoqqYp+igDkSI4+2+4y2b7X8J0hRTHHhykqYp%20QGl+1HSUC136VeIJyJk64sS58u0jl3aRYrbLkpUUR3i8oOMw0qKXApYVSEsFVoVJOty6zw12YpOe%206FDRxxta31eijf2OrvkmWzTOrZequy663OUEdHAauMVHYaksZ0Y+8bFxlSUlykg9+t5xok9ar6et%20bDCDvWqnqT6LmbAHzU8FZlzkvNXwUBGaW/LFo+5R/shoCToBQCgFAa17TW+ylu4LcNYtTmSZjI1M%20lx4905K5EVxDRmW7DbJh1vOn8N0lTbwbarGlXtcdza7O96izTaW576O/1GxYqsFGZKOmVhQFWhyq%20OAYeSmVURU2dytJ1q63mcGsKw3Ee/wDmmF9xl/bRqqWJWgPFmpZUpNSXdEecREnSkREMvXn8tfX5%20SWCO5HsQViIxyXL3Zfv3OBf2y73hrRRRah7dtf8ApkT+xb/6Er46d7PGd5k1Ug6Zk2LCYJ+S4jbQ%204JiuKqqrsQRFMVIl7iJtWrQg5OiNMrKlmSwxVWV+66cb1Y20N8YJq1snvY8JCUHiPKQIbpgvk7CX%20ABXwr3EtnZeXTD2nr0cDujnry1VlvFN3y0blr3vhrJu3Wm3W2M1GhRwZaaFABBTbgKYJiS7VX5Vq%20rk2qVOLNz55jrJtmXVTIUBRe1Kyv3Hq3IjSYQyrddWpEe2XJ5I7E492YIwjmV0t4mbOGAFtTgqsa%20rMTVtklTer+HqE6PLadlsbdzu4mkLnd7sfZLddOy4kpi0yZF+lnMgsS5EUWYzzixooPstEggcnys%20x5R3YbdhVlO3Ky6/DCLt0tyouUbb78JtCzOn87MpZoVOt09W7vG5rFraDa+yi1yoTblxu0axMSYt%20jaBzlr+7bBlFGMo7/dq7gOdAww28Fdnnm/Enh73LE7G9WvXY9Jy+RivDhisVPUraa9ms09pW1t3I%209awUuQhcAvVlujzl5akwY0yUIg49GdKS0BNI8+ai2CjmwwwFRquWkoZeG1QzZ0Wl2U+18T230GY8%20Up4rHPKjXVG1/wAKsitl1aM2x2KFdVd1okxhqKwl+e3EeOZOsNmrLavA04QNZkRzhXInlY7EquX+%20TD63LE6e0tOvjS3R54fdQwe2KzsOXB2TCavbF9n2mRb25NripKiyQNUyxZJbt/cqprmRxUBETHy6%20wlByxRXxYb7nbfXZvXE3UksMn8Le9Watu5lMTSGt9K3FxuCt1W/SGLKNqKEjxwnCjiLUxuWYIsfK%20AZv46ps2jtrqxVzHS7xavVgav9OtccuCmWm9GXTbirZ6XFz7Sby9qGOzBjW6csXT9/iNaheZjGUs%20Gkb3qSYG53j+CEY/vGkQ0HHDZjWUaY4y+DrrbVWK7Q/9TWVVCUb5Ui9lG7eK6N5X1sWopfZtYtMF%20apLVsvGpkbkpyYgf+DDJOSLswRHMBui2COE6iEqr5flLVsqrnlYrHGOJ3UxRXVWrVYtNxE3RZrj8%20TwrX1qJvXdU3LqiAEzTNyg/DW7sD0ZxtLU6aMtyMQVEaVxRJAzcGOGyss5Vi7K+nr1bTTK6rVtPT%201Gk3+y3Vj8O/3W222dBCa3a4fwG4ThkzZUOG5vJjKySffBBcEt02iu8A7cqLW1aNN9ZPNxS3JUVd%20bra7bqWmNG11erKOW4r6TdbNSpZvdxbtIv6i0fEFhyxm1b79f1ZtFlV9lHbbBeBMSIW1eBUQwJxW%202yJBRcceGog21GMnWVJW7quK5WdBaStlJWRWGi23Pp5nezB1jde0S2XpbC7p5IAymbzL5THeZuDC%20IoxWm1bLeGmZc/71sMncxqmW2lJ649n5+vgtPQTmqtFqlf8AN089RJ9kOnLxZtOTHL7HWPe7pcZc%206cJEBku9dXd4k2Riv7tBw21oqLLhFaI9N76SHbmTlrdm5WImtVaVk31GFj3u4WY2RdA1gG3ldbeH%20KQuNvA82WH7JZcwrwLWTgnWtqao16XcC6lSlL06r008SGuPZNapUCNaI90uEDTzUNu3SbGw4CxZE%20dos2U0cBwwI/NM2yEiTYq1o3WTk7bU6aE43eyy6y4pFYY0Vjo1XT1r+O2+0yZGi7tLuN+Jb5Ot9u%20ntwm7U1DfUShlERVNxkVHICOEqITaoSEg7di5UhN0tfWx4uFFZtV/PWS0rEl1cNOm/hZR8DGj9jm%20izizBvUUb/cZ77kuXdbi0w5IJ5wEazAgNg23lbARFABE2eGqygnHCrL/AOJ1b5+wlSeKrtu/hu9N%20pNaF0XaNGaYh6etWYokNFRHXEDeOES4qbmQQFSXwVrOblTYqGcIKNdrb9PUT1ULigOluFEakvSW2%20QCRIy795BRCPImA5l4VwTgoGd1ARd4/1Cx/fT/kpNASlAaoufatqiL2hlYG7fGWIFwjwRtpC6tyf%20jPtK45cmiQ92kdpdhYtqmxcTRdlRkvFa/nV+bhucvpaOiozU1WmqLXzm3altXHkd2l+1e73TUVsC%20XHijYdQyJ8Wzk0hpIbO3kqYvERkDiOoBKmUBy/LU5PWSr2nDHwrd6nUjNkot0uU8HGl/Ow2jQkUA%20oCrMfkixeG0/zDFAWghQhUSTEVTBUXuotQ1UGFGsVli2pLRGgsM2pBIEgg2KM5TVVId2iZcFUlxp%20JYlR2kp0dVeYtj0bpSwg+FltES3BJwSQkdkG94iJgiFlTbw1Zuqo7iEranzZdFaQsct2ZZ7NDt8p%209Mrz8dkGzJMccFIURcMaJ0VNAaq6lP7WtM3m73OxyBtLmotPxBljcLGybIGUh1rLGkYSHGWyRtcU%208/EccURaxalWVL3CkX3ZVv2b0aJ2L6SxbY6vS8tXZ/bb9bNF2eBf3kkXiNGbbmOoWfExTDz1RM2H%20Bj3a6c1pys9Hp6Tnyk0rdb5VsPi+WaOd0tRq/KRX5poSDJfER/uj5eQiHgHm/s9zZWZoZ3VuJ71O%2057J9pQDq3E96nc9k+0oB1bie9TueyfaUA6txPep3PZPtKAdW4nvU7nsn2lAOrcT3qdz2T7SgHVuJ%2071O57J9pQDq3E96nc9k+0oDHnWyywGd9MuUuO2q4CTk+QOK94cXNq/IlXhlym6RVTXKyJ5jpBOT2%20EbyV6ZstTNxJtf8A7ubNlx2/CLanvi8CiOPfrbwYx7cuCt+T1nV+ly4fmzt7ses+fZXN7jvZ0PvW%203Bu11nTQdTA4wyX22ETvImdTVP6RrT9Qo9hU23v03UH6yMPyoqO19aXO5fVSKhqjUtq0rc5dpttv%20nS49lgDdL2bdyfY3EQjUU3LeJ75zASLIqgmCedtrm8XE25OxSUW9svZdV9By5spzaq8UpJu35vpY%20dmoNUv2U2ri/arguk3JEOMN4W7vb8+XKIg6zEBXFNsTcESzOCXCqCtTGLxqErHKTit9NOx027TBz%20WBzjalHE/TWvRkvrOfHsDtogwm5txvF9krFt0Q7nJjNKrbZPOm69i6oCDYLwNkqrgny1VNuWFam+%20EflaLuyOJ60uLKncu1KxR7bp19hHmpt+kS4jjF0vb9vYiu2/MMlHZCo8i4OjkHyfKxSpTTklHsuG%20JPY6Us1+5hppSbvjLC9/uNmQbA29DYdkPy2n3AEnW2rjKdbElTFUBxSbzj3iypj3qmSo6FIuqqaT%207XdN6gslxvepDj3CYLCQS0zeWpy4QFR1BkNOC68LuLql+wBY/JWeS3GSWl5i4xej1mmYqptXKD+0%20tJkXLSU7Tuu4urNSMsXCNf7vHg23LImFPhA4zlaMZCuNh5wrnDIvyH3K1yVSay/iljdfS+zdxMs2%20VYY9CUONb3st3ls7Vey+86jW0BbpLZ2u3uPy7lHusiZIbeIWlFhvdA42qpiS4rvBw7y8FYTlhrNq%20uGLpv9l23cbxWJYdMpK3Uvaaevjlt1JamLna2ZEeLatMtz3InKXlGykkpUWVAxcTfu5WSwaJQTAU%208vblraVIylKr7WV1tKxKuHdba9GhMyhRpRatpmWaHSyuy25W12Xv0i1pq1zbGIuSrhNjyYyIeaZI%20QngNvbiKuCmJovBTzMO1FrXZ7CPLTdItPVb7TUeidHP9aolytrmpPgdgssqO3Eu4Ow347jjg7mDH%20yA0roiLKqpCRp5vlLVHOShOfabjFLW2rbVs3K1uhbAnKEV1aTk3qVbL9u+5E7oaFH0h2SxtQ6gZv%20CXCa4U+8Ro7kkJCSJr/lEbKm1hkQhzKXAiVtOKThlrVGK3te+pWDc3Obstk+Cu6ERWp9FWhzWkdd%20L2e9Q9Vu3dkrreH1mbl637vB80mqbjO7JvyEDOh4/s1jlJNpfB1sS9L6u72Fs2TcW/i6uHn0U0nV%20pPQSPa9saWg9RRbFYknq/CuouRQh74sjbEV4RDfC4uJYi6fk4Yr3KvkaZO7AorXfdTYtnErnLQr8%20dXquvrtqbB17pCM/AguhablqA4sxt4Wo90djSo+CKnKI5uOtCphjhhvAxReGqXST326rPU7n6i7t%20i1us4+taDX0Lspn2ewRXXtN3G6XWY7dJOaDdyjyYHLizNx3SJ9kXgMcovkLi7UxwOqzh1FlqlfDw%201+Gta0a7qrVWPciYy67m7vExU+KlKVT7zprV95n/AO39wb0aHZOCPnLPTLjh3dJz3JAmZ0bRkoyL%20igGZKQkuxUFcEXBcNPM/iYsPwYKbfd2ekrkfhqLfxuddlfX2vSpFTOynV98G4agct8uBPihZggWu%20TNQ331tbm/k4G2+40KGRKDGZzYqYrlxq7klmY7083HTThph+1a3usqZ4G4YLKrKw10Yq134bNWm6%20wvnZzoSbGW/3a7DOt0i+XJyWzBKa4rzbAgDTW/Jl0wVwkDMuBlhiiY1WKw5cY6qvm6+m0vK3MctF%20Irkixt9numW3Z7zbb4O3TD4kaSX0WRgORN6ufy8B2be5VaWYdBarrXSjGY7KtDx7M7Y2IJtWd9VJ%2063i+8jBqqoqqQZ8FXFEqZW0roCdHVXnwXZVpRHbMTKSY7FhIztsZqQ6INEYbvEPKzBgKqnkqmOO3%20GpxPFi00p6vcVp1aaK1Mi39mukbbNmTrfGdizbiuafIZkPgby4qX7wkPytpKu3v1WnVw/DqLN1dX%20eYIaA0tpe3tjYYpQGnLjBddYbdd3RmspkMxtqSiS5UThTuVarpTUQ7XXSy7VAI+8ah0/ZQacvNzi%20WwHz3bBzH22EM+HKCuEOZfkSorbTSKWV0HMrUFgiTosCVcosefO/wMR19sHn/wCybIkI/wDypVkq%20trShWyugz6gHCgCriooq4YYqm3Be5QEVqVttvSt3BsEAEhScBFERE/dF3EoCVHzU8FAcl5q+CgIz%20S35YtH3KP9kNASdAKAUAoDW3adjd9a6F0k5/gJcx+7XAO44FsbQ2myTgIVecFVT5KZNua3/Lhi4t%204U+FozXTKp35KPDtS9SRsmgKy+/qHrLEXkMTeJDlIA8rcyqG9j4qpcm2LwbMF8OzaBJcp1P0fC56%207+FoDx1qJTXUV2U0QTWbJziK5kRd8WKIqomKfor7DJ7Edy9R7ELkRrn8MvAv6q0RY9nW2RqX4dFy%202+Go7lvBVmOouGVO5yVa+Nnezxnedcu+6gYktxAtsSRMcwVI7UxxSEMcN4arGRAD5VXb3MV2VfLy%20qqrsjr92tnRk+Wclik8MFp9i1vZzojriwtUJK5bOhwpc0cd0XK3RbZFe403yYsqqnCSqpL38NlTP%20Nswxsj0veWzfMrDgy1hh0y+k/ZcukqPaj2ka60s7AZjQrTAalNSXSudwdkSIxOR284QxRsIpI+//%20AOntXHBcBVa5sTq0tCqlplbSkdxzqKotro3oiqXvZ6aUR69rutZt8g2diNYtP3DkkKVNhX6W8Djr%20s7FRhsZRaIHhECVUUHO4mFbKKc2lalKlNLsq6brt5i5Ugq2Npuuix06d9xaO0PWOtNN6cW4xbXAz%20q8yy5KdkvPR4oOmglIkALLBbpvhJc6eGsm+slWibvfppNEuq3SrSuRTYXbB2j3Fi1QI1vtEe5XJ2%20dye8SClfDpLFvTMrsdryDyvIvkFvlTBFXalHKiq1SkMbWm+nDWKW0rWs1FNXWrp1Fv0/eHO0XRMG%204T9PWubbp4o4cKZIV5tHGyUV8gopjsJNlaZmWqrg1xRSE3atrT4E8lvuKWr4QlitaWpWVjLA5SW4%203KjlVrdckyZMuzLhhVZ9a+0tHq3WGGxp2bHvrF6Ys8BqVEg/C4gNyiAGo2dHFAUGGhYYgOCKuA4e%20SiYljOJ1k9MqV4V97IoqJaI1pxovYdknT6ygntydM2Z8LqoFcxceUkkq2iCCvosP95lRMEzY4VWi%20pTRWvHWWrbXTSnDUZdtiXW1wmoFtslthQmEVGYseSbTQIq4qggERBTatWbbvKpJXGTynU/R8Lnrv%204WoJHKdT9Hwueu/haA6o432NvOT2m3s74yddyS3BzuF5xlhE2kvdWges7eU6n6Phc9d/C0A5Tqfo%20+Fz138LQDlOp+j4XPXfwtAOUan6OhbOD++u/haAcp1P0fC567+FoBynU/R8Lnrv4WgHKdT9Hwueu%20/haAcp1P0fC567+FoBynU/R8Lnrv4WgHKdT9Hwueu/haAcp1P0fC567+FoBynU/R8Lnrv4WgHKdT%209Hwueu/haAcp1P0fC567+FoBynU/R8Lnrv4WgI26hdZk6zx7jHajRymGqORJjyu5kiSFRMRajkKd%209UL5O7QFijRwjsiyBGQhsRXDNw+/tM1Il/StAapm9k2pXtVTHm5MP4PPvkW/HciN34i0sZtBWKDS%20N7shLLgh71MoqvkLUZKwqKfwOb349erpqM3rYmvijFbsL9NR3aW7KL3a9QWjlj8U7DpyRcJdqNsj%20WS8dwJVQXW1bBtpGUMkxEzzbPNqcnqpV7Shg4Vv5aOkjNipN0+KePou56TalCRQCgKsx+SLF4bT/%20ADDFAWmgFAKAUBRe1+63KyaUfvVvvE23y2MrEOHDCEaSpUgxaYA+VxpS4Zy25MNmNZyriSjfJqK1%20b9d3qLxpRt3RTb3Fo0zHvMewQGb3M+IXcGASdMRsGkcew8skBtBEUx4ERK3zMOLq3GOXWlt583j/%20AFGx/fT/AJKTVC5KYpQDFKAYpQDFKAYpQDFKAh9SXhYsCTGgOZ746w58PjNjvHFdyqjZKG1EBDwx%20IvJ79XWVOUW1oOvyvlnNqTX4adrdi3V17FaQulI3aLKtphqSakF9HSwVpuOUgm8o4YGCmyKY4/sK%20XypUeXmox68ay6Oj3nVn5nlYSrlxx728PKyT50LDBsFqhvcoBrey1TApb5K8+qd7eOKRYfImytJ5%2085KlbNSsXI5M3zuZNYW6R7qsXJWEjilYnKMUoDVfa9oubqN6TGgabdlS7hbjgNagjXFIgsq6eGSd%20HR2OrzDaLvB/i7dmROGsvDxNq6rjtTo9XeWizii+OlHfRS2O1a9T028GYkzT+q3dYWa33LTc24aL%200s1GWzrEft+STcGwQeVyQflsOIDCfwwQVXHEu8ldMZ4syWY7JNtR1JO9730LaYOGHLjBWqnW26o7%20tet7CV1BLmapiyRe0e9chsd8KNGODcwizEbZaT+/RH0KKgmhGrRtb8VTykUsUUaxXwz0tS4XrjGV%20LeFjNpWVjf2X7ecdGvWiCsuhb1pjRrEBNHtXy5Tm7oTzzciKsmAVxNXBj55ZAjjWVRF0wdVcRxyn%20w1GbCuX4a/lqOLQ3t0qNW3Gx7kMqVMzxH/McqaUrudltvFmx+z+wztPaJsljnvjIm26G1HkPCqqK%20mAoi5VLaqJwJXRnzUptr028TDJi4xo9vS6nxcuz3SNyvqXyZDJyf+6V3B98GXVjqpMq9HExYdVtV%20xFXAXCsodV1W/jdXY9prPrKj3cNW7YfLfZzo5u//AB4YRcv35S0FX31jJJIchSBiqfJ0dUdm8QM3%20y1EFhu28K301V2CXWv2caXV1kXD7IdJhaGYEwXXjYkS5TUqNIkw3QWcak+2DjLyPI2WbBQVxUXu1%20GFUS1Rw71t1lnJuTlrli3P01GZcuyrQNwSIMi1oDcKMMBtmO89HbOIBIYxn22TbB9lCHHduoQ8Oz%20atXbrJyelp7Kq50uqtBRKiotFd/Wvtvt0lrbBtsBbBEEARBEU2IiJsRESjdbWEklRH1ilQSdUmJE%20lALclkH2xIXBBwUJEMFzCSIvdFUxRaA7cUoBilAMUoBilANmOPd79AMUoBilAMUoBilAMUoBilAR%20GqXCC1AYgTpDMgqLQZcxKkxpco5lEcV+VUSgM6FLfkCSvQnoaiqYI+rKqWPe3Ljv/GgNN9tbKTNZ%20x4rCtxpQadurj8mZg5HOKqCjrLTa4ZX+6juZUBOEDrBtUzW7lGNdb62h6OT4G0b8vXjdNnV06+jf%20oKRcHWnbBqFxpp1k0s2ml0+3JJTfEVIciIeA5i3nCoomPeTgrqli8T536hcsPur0nJGmFU7Pgz+9%2076HqCNveTNb3+LkHef0sNv8AxqJ0q6XFsuuFV1HZVS5Gap/LF3+5SPsioCSHzU8FAcl5q+CgIzS3%205YtH3KP9kNASdAKAUAoCq6m7QYdkuo2li2T71ckjcukxLY0DrjMXebpHSEzaU8TxwBvMa4L5NRF1%20exNJvViu27divJaotrrRa6X7NV+stIGhgJoiohIiohIort76LtSrNUKp1VSLf/NML7jL+2jVBJK0%20B4o1L+Zbx9/lfbnX2GT2I7l6j2IXIi3P4ZeBf1Voix7Lt9xl3CBGj2lUFoWWxfuRIhAK5UxFlF2O%20Gnf81Pl4K+VllqDbny9+r1nJ4EcrrZt+iOn62pdL2Xktb7bFgtEDCKpGuZ541zOOH6Rku1V//CVj%20mZjm7Tmzs+WY6vRctC3IyqzMTX/aDoTUF31DBv1kWFIfYt861vQbkbjbKNzhFN+2TTb65xUMFFRT%20MOzMlZPLrjWjMgo7qOt2nmi6lTA9MJYt9lPTiVi4dhl4C3ra7bMhyGLjaIFmu1wmbwJDSW80UX47%20Yi6jikOzITgZVQfKWt5PFNvQ5xntrFU6de+wygqRXeUZR2dZ16N1uwmtT6Z1tqnlkFUiNRrDcoEz%20T6vi+2EtIwoTrcslRxV8rzTbbVE/5sFqIt4o5nxKUrLrHYuJMoLA8vQ4K3bX1WGMHZpqtixPRih6%20fu71yuUu5zrZcwdcix3JKfu+SPK055TRbVUmEzf8tZeH1Yw0Ri1i0pt6Nmyq3l8XWlLW1ZoaS9e2%200u+g9JsaT0lbdPsub5ILWQ3UTKhGqqRkg9xMy7K3zJ4nZclTkZZcaLa3XmT9ULigFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAi7x/qFj++n/ACUmgJSgFAKAUAoBQFWY/JFi8Np/mGKAtNAKAUAo%20Cta20YmqPgonL5M1aLmxdDb3e8R5Y6FlbXygy7SxzbfBSHVzFPUpdKp0CdsHHXTodekstAV292Kx%20uXS0uOW6MZyZppIMmW1VxOSSC8tVTyvKFF291KAz+q2mOiIXN2uLQDqtpjoiFzdri0A6raY6Ihc3%20a4tAOq2mOiIXN2uLQGHcLXom3iKybZBE3FytMjGbN1wvRBsQUiXwJWmXlSncb5Plp5vZV170Le7k%20YPVSLc/OtEO0wl/ZSOwcs0+VcpNs/ozF/RWtfw4fPl/D730cTork5X/sn/AvbLoW9HTqrTtksei7%20vLtFqtgToUJ96I7PBrdb0G1IFfeew8nHhUy8K1yeaz5uNa/JboV25azJ50s6axuq1aFuSuW405A1%20Ncm7JcxwjyikO2OJbZ1wtsGNPjyLrlGSfJQYaFWR2kwbjOUl4FNEraUFjULq5rjtwpVt1S2X0dWl%20YcOJqGO+mVierFWiw6423ptbTZnZrHt1xPUdmusKJOl6eubkELgcOM268yTYPNE4LTTbWcUcyrkB%20E2cFZxeLLjO6uJcYulfTSXl1cxx0JRfNEJa9OvTe1G42KHcjeslnhod0J+DZ1VJUvHcNME1BaUd0%20CZ1z5sdlRlWwk3cuqtdb29RbMdJRSvfWeql1OO8yezGzpdNS6keffG66atkj4bAGbCtgm5JZ2yHk%20ciRYvkIS5BHb3atluuWpP4nZuVnSyuYqZmFfCrd79xsnqtpjoiFzdri1BI6raY6Ihc3a4tAOq2mO%20iIXN2uLQDqtpjoiFzdri0A6raY6Ihc3a4tAOq2mOiIXN2uLQDqtpjoiFzdri0A6raY6Ihc3a4tAO%20q2mOiIXN2uLQDqtpjoiFzdri0A6raY6Ihc3a4tAOq2mOiIXN2uLQDqtpjoiFzdri0A6raY6Ihc3a%204tAOq2mOiIXN2uLQDqtpjoiFzdri0A6raY6Ihc3a4tAOq2mOiIXN2uLQDqtpjoiFzdri0A6raY6I%20hc3a4tAOq2mOiIXN2uLQDqtpjoiFzdri0A6raY6Ihc3a4tAR96sFiiRo8iLbosd8JsHI60y2BpjM%20aRcCEUVMUXCgLHQEfeNOaevYMhebXEuYRz3kcZjDUhGz4MwI4JZV+VKKx10itlNBzM0/YZs6JcJl%20tiyZ8DbBlvMNuPMY+qcIVIP/ACrROjqrxopoM+gFARmqfyxd/uUj7IqAkh81PBQHJeavgoCM0t+W%20LR9yj/ZDQEnQCgFAKA0p2r6W1CmsLlerUzdXZlyszUSxP2s3hFm5x3yJvlSsqIi1g6i/vv3apmx2%204VTLUliS7TnCS1UulXRcumzSXlR4W+zGM09dtsaaeXHQbkgJLSDHSYqLLRoEkKnArmVM2GHy1tmY%20cTw9mthjl4sKxX0tIB+0yuskQPi0zMUOUSOf3fMKI7HTKn7nDBcduKY7Eqhckfgkzpqd/lfYUB5B%20u8VHdU3VgnF2TZSK6WCquV4tq4ZUxWvpPMeZeRkKaWKyNh73lcrG1GtLCOkoEdXQBc5jimdeBNnc%20rr8rn+JlxnSjkuR0ylHJdI2z16t23abk1xcZ7GpBtsydqA9P2ews3V5bPIYiOsqTiicglFGN6DQB%20/D8vHb5K18fjWOcpPsziq6q61prusoz5zOq2le54m9bpt+XUfOuNWXKZq7S0WyapmpZoV4t8S5u7%20xlo33pjRPZF3bbSKLTKCpoaEKkeCpiNaZUX41t1MxLfFW9Ni2pmGZJeFZ8yXBySXRVvZQ2D2o2fW%20TWjLhIsGp5EB6Mw+/LkOtsOHuGo7hqDKA03lcI0BM2byUxVNuFcvmJYYt6EvS3QdPl4pzS0tqnP3%20FPuUNguxzT2or3qa/LMW0RuQw4c1WHJM+SwG6FFZAHnnCPgzmXdVe/XT56LWbKMO23SP+nr2GHlp%20JxrLsJtvdV+iNi6Qseqk0taUv96mfG+StfEUBIuVH8iZ0/glwLs4avnUxulxTJrhVfTV0Ev8EmdN%20Tv8AK+wrI0HwSZ01O/yvsKAfBJnTU7/K+woB8EmdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8E%20mdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8EmdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8E%20mdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8EmdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8E%20mdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8EmdNTv8r7CgHwSZ01O/yvsKAfBJnTU7/K+woB8E%20mdNTv8r7CgMOVbpEa62U3LhJlissxRt/c5UXkchcybtttcdnfoCw0BWpnaJpWJqELA7IcKeTrUcy%20bYecYaffRSaZefAVabMxTERIkWkOs7NvRa+Qn1VV+iuruObV2h6Vul+cscOSZTgV0W1Nl0GXijqg%20vCw8Qo26rar5aAS4Uh1lVb+F1d20S6ro93Glab6FkoBQCgKsx+SLF4bT/MMUBaaAUAoBQGq+168X%20RNT6bsDDNxkW+azPlTIlqf5JJeWM2O7EZG8YyIGdTw3iZlwTbwVliVZ1rSMK2aLaV201W33F7oxp%20Ssp06K0469l5dtBXK3XLR1om26XJnQnozZMSpyoskxwwxeVEHE/S2cNdWcni0cDDKaodV8vLAXS1%20AseUqsTTUlGM8Ql/dHx8hUHA/O/Z7m2sjQzuskX3SdzORxKA4XUsRExWLORE4VWHI4lAdEnWdnis%207+Q3LbaxwQyiv4Kq7ME8irwy5TdIqprlZE5ywxTbMGRqa5THSaiw5kCInDMchvuOmn/ym0FUHwn9%20Fa2wwh2utLUrufu5nV4eTldt+JPUuzxlp+rzMi3y7PBInW4VwclOJg7LeiSTeP5FNQ2J/wAqYJ8l%20Z5mdKVju1aDDO81PMsdkVclYlw9t5ndZIvuk7mcjiVkc5FaqWzal05cbBPi3EYdyYOO8TcSQhihp%20hmFVDhThrPMhiVPSy1F8ueF1KP8A7dRpcO4HerhcJt8ltQGotxZtT8ZthLUW8iluEVzOW9VSc8tM%203AmWtnLrYlZLHj40pyp6zFQWFRfZUMG2la36zOhWm92YIy2uZcDn3C9fFNTTUthttyGSHKbItuI6%20TYZAAQyERY8K4VEKLDH4IqXN2159BeVuJ/E8NNlKL1EzpW3QrBctRT0W4SXtQzeWmq2+QCtYNi2L%20eOBZkFB4dlVS/CWXqxW/SDtm5bEqbj60BAg6Q06NmBJ81UffkOSVt8htSOQ6Tq4iiHwZsOGruXVi%20u7FLkRTrSb+Jtlk6yRfdJ3M5HEqpI6yRfdJ3M5HEoB1ki+6TuZyOJQDrJF90nczkcSgHWSL7pO5n%20I4lAOskX3SdzORxKAdZIvuk7mcjiUA6yRfdJ3M5HEoB1ki+6TuZyOJQDrJF90nczkcSgHWSL7pO5%20nI4lAOskX3SdzORxKAdZIvuk7mcjiUA6yRfdJ3M5HEoB1ki+6TuZyOJQDrJF90nczkcSgHWSL7pO%205nI4lAOskX3SdzORxKAdZIvuk7mcjiUA6yRfdJ3M5HEoB1ki+6TuZyOJQDrJF90nczkcSgHWSL7p%20O5nI4lAYF5vUeTGjsBHltkU2DgbsZ5sEwmNLtMxQU4KAslAKAUAoBQEZqn8sXf7lI+yKgJIfNTwU%20ByXmr4KAjNLfli0fco/2Q0BJ0AoBQCgNc6+7VXNO6wtumYq25p+ZEOZIl3R91hltN6LLIYtNu+U4%20SlhmwTyajL60mtWHm62emsmawxUtbfQq1NiNqStipYZlRFLKuI44dxe9VneVi7CMf/NML7jL+2jV%20BJK0B4n1N+Zbx9/lfbnX2GT2I7l6j2IdlEY5/DLwL+qtCx65vPZ1YtURYUic7JjuFBGFL5I4jSSY%20h5TKO/iJYtqqfs4LtXbXxkorE9rVVudnI8iUnyrR6q2M+r12S9n93etz8izRm37bKamNOsssibhM%20oqCD5qBE42uO0VXbSMmp49NvTp36jJxThh0WdHpTcZNv0Zlt+pYFxmPyY2opUl1W1dI9wxIaFndM%20kaeQmA5sqJgKrgmNZygpZag9vS2/kNVNrMxrRh6F7yNuPZDYpjWmm27lcoXVNhI9nKO815OVtGUc%20MXGnBJzImGbDZ3K1lNvMeZ8UrPfz0maisGDRWvH5C5QIpxIbMY5DssmhQVkyFFXTw/aNQEBx8ApU%20N1CVDvqCRQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCG1E3Jck2YIzqMPrNLI6QbxE%20/ucjHycRx2fLQErGCQDADIdR55E8twRyIq/0cSw8dAaHItVWDtDu8e3zJXxS7ahjvt2lGhKPJtb7%20AA9IM1BSTco2WBIaZVHgXGqeXVYxg7q5mLZW1PjVb7hn9qU13YYdrTo16azq0FbbiupdI2RWnW7l%20pufepN7zAqI21IM9ypHhlXfbwVHBav5e5S0LJUfrVu6Klc+LrJd7NxL6NL/YegaFhQCgKsx+SLF4%20bT/MMUBaaAUAoBQFN7SoujViQJuoru5YnWHTZt9yjuiy/mfbUXGQUgcRUcBNqZe5j3Ko1Fuj+JNb%201pLptKupp7noJzSUOwQtN26Lp5BSytMAMHIpKitInkriW1cflrbMbbtMYJJWems+rx/qNj++n/JS%20aoXJSgMC/wBpG8WWbazcVkZrJsq6KYqKGmGKIuFVnGqoa5Gb4c1K+jIfRmgrZpmELAnyyQJkYSXB%20wUEPuAOJCPhHhq2U5QhgTsOvzf7jmZ3zY6vfrKn2wXO6LqHS9hjx5kuBcOWvzIcB/kjr/J2UUA5Q%20htKCCpZvPTHYlZVWKVbowb6aV4ajidkVS+U0vTeQeqorFz7KYWr9P3W84wYTfJJL0sxWI206jj0u%20Qy3kWS42LaiormzJ3O7W2ZLBNSdzcbdm751bdV9lCmSlKLjS7FZt3/N0btLNnXl2wz9FOXC6POO2%20cIiTnpDLr0Yyaab3udDZJtwdiY4Y1TzX4dW1bGtm3UPK1mopPtUNLxod2jdnmk3XJc452r723PPT%204TJO8eiONm43BYlOOK4yDTIg4RE4mOCoq7cK0lBxzI5b6zjCbejrYb/quyntK4lKMprqpyilpsxW%20cZ6/YbP7FJMx/s9hJMnncJTD0qO6bymTrKsyDDkzhueU4TGXIpr52GO2jdYwd9YK26u2mgUpOaup%20J2atheqqWFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARGqnEatIOqJGgTIJKIIpE%20uExpcBROFaAzYFwGYJqLD7GRUTB9smlXHvZuGgNT9rt3nnrWBZXI9xlWZm0TbnJjWuTyN5TaIAR3%20eobSruQJSQMdq4bFrJSVZuV0Yx4Vd+26hdp0glfOTW+iu2FV1JqmXNS+362XOcrWmrfZJGnzJ5wF%20cSUSE4b7QqDbpOj5JZwX5MK2TcZtu95yjsw0+WphVOKSu8KUtta+ylD0RGcJ2O06SZSMBJR7yqmO%20FTNUbRaDrFM7KqWIzVP5Yu/3KR9kVASQ+angoDkvNXwUBGaW/LFo+5R/shoCToBQCgFAa/7TrFqu%209QrnZrRZ4MiLfbeVvduzjqNSI5OEqKTgqKq40AlmERXHNWbhi6rsWKLrudvHUXUsPWVtklzXq1l2%20tMD4faocDeK9yRhtjelwluwQcy+HCujNnjk5a2YZUMMFHUiCf05Z+skRrclkOHKMk3ru0hdjom3P%20/wAy1maEj1VsfqD+ue49AePNRAIaiuwAmABNkiKbVwRHiRNq19hk9iO5eo9iFyI1z+GXgX9VaIse%20zLbpeyFbopKwWKstqv757uin/PXxs72eM7zJ6q2L1B/XPceqkDqrYvUH9c9x6AdVbF6g/rnuPQDq%20rYvUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqr%20YvUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrY%20vUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrYv%20UH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrYvUH9c9x6AdVbF6g/rnuPQDqrYvU%20H9c9x6AdVbF6g/rnuPQGHKsttg3ayuxWiBwpZgqq44exYcheAyJO5QFioBQCgFAKAUBVmPyRYvDa%20f5higLTQCgFAKA112rWvTcy42GTeNTO6eet3K5NtRowYVx/c5c+9cQhRWxVfJ7uK1jOTjilF9ZQd%20PTTosNIqqUX2XNV4eom+yy8329dn1jul9BQukqMJyFUcil3BNR7mccC/TXXnRSlwXB0tXM5sltri%20+VbDuvnx/wCKWrdpE3fLT5NmVzNjyR/z8P8Alx4O7WRqZ2OrO9A8b3zUBpPXfbN2g2HV9ytDLkIW%20ohtiKIypp5TQH5xEir51e55XyGXPLUnWrO7K8vGUU2QP/wD0H2j+th83/wD110f2zJ28zT9LA2rA%20tV817pGx3W5GwxN3fKI86I47GkNk6Kg4gkKGiIY7CSvA81kxjmSSutXDUcWZ1ZNLX0q5nEvsgZfh%20x4DaDDtzMVIDkCLMlNsPxkLMrb7aoSHmXzlTAlxXbWTtlV7LNHVu5GSsVl9tunrXmVK7PLxMkagC%20U8wtsv8ABZtrtvbekC20y02bZEym1GyMXMFyp3EqJLFFqVtZYvV7iYvC40swxa5mVd9BzLpabZbH%20hjsBZTactUuM881JjmwG7EgcyrtUMRLFMFRatOTlPH8Vv8V5SEVGGD4bOi4z9N6cu2nLQ1arU1Cb%20itKZqrhvm4bjhKbjjhqmJGZkpEvfpWxLQlRbETS1vS3VknjqzvQPG981QSMdWd6B43vmoBjqzvQP%20G981AMdWd6B43vmoBjqzvQPG981AMdWd6B43vmoBjqzvQPG981AMdWd6B43vmoBjqzvQPG981AMd%20Wd6B43vmoBjqzvQPG981AMdWd6B43vmoBjqzvQPG981AMdWd6B43vmoBjqzvQPG981AMdWd6B43v%20moBjqzvQPG981AMdWd6B43vmoBjqzvQPG981AMdWd6B43vmoBjqzvQPG981AMdWd6B43vmoBjqzv%20QPG981AMdWd6B43vmoBjqzvQPG981AMdWd6B43vmoDAvPWHk8flaROT8tg590ruf/GNYYZkw4aAs%20tAV3VmhLLqcmXJpyI0hgHGEkQ3VZcJh9MHWDJEXFs8ExSq4VV7VR7dNpZSa4Oq2Mj53ZLoyXKiPc%20ncjsxWo7BwmHFCO+1ELNHCQGC50aVPJ21opPE5aa143V3lMKw4dlODvRcuCqkigIzVP5Yu/3KR9k%20VASQ+angoDkvNXwUBGaW/LFo+5R/shoCToBQCgFAaj7ftb361WdbdpmWUS4xlizrtKbxzMxHJQR2%2020XgEn3CXD/lAqZPWzoL4ccU9rejla/q6xm2ZUn8TjJr6qq36lz1G2xxypjw4baMIrz97s3WaG5y%20+NkGHKAi3zeCErsdURVx4VyrQEn1gsPSUX69vjUB411GQnqO7GCoQlOkqJIuKKivGqKipX2GT2I7%20l6j2IXIjXP4ZeBf1Voix7Ttl/sQ22IJXGKioy2iorzfDlT/mr42d7PGd5k9YLD0lF+vb41VIHWCw%209JRfr2+NQDrBYekov17fGoB1gsPSUX69vjUA6wWHpKL9e3xqAdYLD0lF+vb41AOsFh6Si/Xt8agH%20WCw9JRfr2+NQDrBYekov17fGoB1gsPSUX69vjUA6wWHpKL9e3xqAdYLD0lF+vb41AOsFh6Si/Xt8%20agHWCw9JRfr2+NQDrBYekov17fGoB1gsPSUX69vjUA6wWHpKL9e3xqAdYLD0lF+vb41AOsFh6Si/%20Xt8agHWCw9JRfr2+NQDrBYekov17fGoB1gsPSUX69vjUA6wWHpKL9e3xqAdYLD0lF+vb41AOsFh6%20Si/Xt8agHWCw9JRfr2+NQDrBYekov17fGoB1gsPSUX69vjUA6wWHpKL9e3xqAwZ10tku6WRuLLZk%20OJMMlBpwDJE5HITHAVXZtoCdoDokT4MZ1hqRIaZdklu4zbhiJOHhjlBFVFJcO4lFa6B3VOuPeLTJ%20nPwI82O9Oi4LJiNugTzaLwZ20VSH9KUVqqrg7DLoBQCgKsx+SLF4bT/MMUBaaAUAoBQFZ7SNRWDT%20mkZ18vcMJ8WCO8bhkAuE67wAAISEmK9/DYmK1nmTUaPTWz06S8IOVnp6aCV03d27zp+23ZplY7c+%20M1JBhVRVBHQQkHFME2Y10ZsME3HUzDKmpRTWk+Lx/qNj++n/ACUmszQlKA8kdsn/AHOv/wDas/yz%20VfUeQ/Jj6aT1PL9hFNrsNj152Tf9t9PfdA/WtfK+d/OlvPKz+2y21ymQoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAi9Sf6ez99gfzrNASlAKAUAoBQEZqn8sXf7lI+yKgJIf%20NTwUByXmr4KAjNLfli0fco/2Q0BJ0AoBQCgKVr3sg0TrRiT8ShA1cZO5Q7qyAcqysGJiOckLYqDl%202pwKtRFJSUtTrv3kybaa2Nbq6i4xozEWM1GjgjbDAC202OxBAEwFE8CJVpSbdWVjFJUREvxInWiE%20O5bwWFLVUyjw72Nt4KgklORQvd2/oD81AeLdSIiaku6ImCJOlIiJ/bnX2GT2I7l6j2IXIjHP4ZeB%20f1Voix7btcKGttiKrDeKst/sD6CfJXxs+0zxneZXIYXu7f0B+aqkDkML3dv6A/NQDkML3dv6A/NQ%20DkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML%203dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6%20A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQ%20DkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML3dv6A/NQDkML%203dv6A/NQERfmljyrM5BitHJ5aSCCqjSKiw5GOJoJ4bNvBQEzGOQbAFIbFp5U8tsC3govyFgGPioD%20z3r3UnL+2LTEuazNitWi9Jb7dHciTEbdb3Bk9JEt1u3M7uUByEq5RVeBaeV7TfxShPhSxc7W9Fw8%201ZCmhSg99XbyV21saAV9L/oWS2KJd5Vy1AN4PajhtiZ5kc7qoJIGGPyU8v8ACtHgLni99Sme31v+%20bow+6h6IoXFAKAqzH5IsXhtP8wxQFpoBQCgFAa57YNE6s1JCV2yy45Nw4M4AtEhkz38mQyTQGBi8%20wImIKQhnxFFJVWscyLt01SW62r9hrlyVY6KSqWTs6t13tmhbFb7wAN3GJCZZkNtpggEAIOVfKcxU%20UTBVQsFXgrs8xJSzG1pZyZEXGCTPm+WZk7pajWTKRX5poSDIdER/uj5eQiF5Hm4bO5srE2M7q5G9%208n88f41AeWu1tgY/aPfGRM3EBxpEN0ycNf7u2u0ixVa+o8h+TH00nqeX7CKjXYbHqvsusbD/AGfW%20F4pUwFOKCqDcl4ATh80RJESvlfO/nS3nlZ/bZaOrkb3yfzx/jVymQ6uRvfJ/PH+NQDq5G98n88f4%201AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f41AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f4%201AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f41AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f4%201AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f41AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f4%201AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f41AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f4%201AOrkb3yfzx/jUA6uRvfJ/PH+NQDq5G98n88f41AR1+tUSBCalnMk5GZkIjWRKdNpB5W1ipoZZcE%20TbtoCfh3G3zUIoUpmSIYIasuC4iKvBjlVcKAofbdr66aT0k+dhIOsDzZuxs6CSNMMJnffUCxRUAd%20iYphmVErNyeJJa1XdWnS7DSMVRt8N9PYreBV9RdqGrYz1xnw5gNQ9MQrVJuENWWySYc9UV5CJRzt%205QXyd2qbeGtnRZj7vi+H8pzxk3CPeeVj9Ok3Sw6LzLbo+a4KGPgJMaiUaOhaMqpM+6gsRmqfyxd/%20uUj7IqAkh81PBQHJeavgoCM0t+WLR9yj/ZDQEnQCgFAKA1d27aTgSNNTNTi2aXS1NNmNyF5xXYEZ%20h4ZDsiEwpC0shEbwTaCknCeCZVoprLmpaMUa69VNzrbzo2aJY0439WVFotV/C9bqVV62Tb5TUuBG%20lMqRNPtA62RplJRMUJFJO4u2tsyLjJp6Gc+VKsU1pRAv3WZ1liH8ImZhhyhRvNFzEiux/KT9/hgm%20HdXHany4UNCS+Mz+hJ30of4igPHWoiUtRXYlFQUpslVAsMUxeLYuCqmKfItfYZPYjuXqPYhciNc/%20hl4F/VWiLHs623icluiollmkiMt4EhRMF8lO/Ir42d7PGd5k/GZ/Qk76UP8AEVUgfGZ/Qk76UP8A%20EUA+Mz+hJ30of4igHxmf0JO+lD/EUA+Mz+hJ30of4igHxmf0JO+lD/EUA+Mz+hJ30of4igHxmf0J%20O+lD/EUA+Mz+hJ30of4igHxmf0JO+lD/ABFAPjM/oSd9KH+IoB8Zn9CTvpQ/xFAPjM/oSd9KH+Io%20B8Zn9CTvpQ/xFAPjM/oSd9KH+IoB8Zn9CTvpQ/xFAPjM/oSd9KH+IoB8Zn9CTvpQ/wARQD4zP6En%20fSh/iKAfGZ/Qk76UP8RQD4zP6EnfSh/iKAfGZ/Qk76UP8RQD4zP6EnfSh/iKAfGZ/Qk76UP8RQD4%20zP6EnfSh/iKAfGZ/Qk76UP8AEUA+Mz+hJ30of4igHxmf0JO+lD/EUA+Mz+hJ30of4igMKXcJMi62%20UHbdJiCkwyRx5WFFV5HITKm6ddLH9FAWGgMSbaLXOfiPzYjMl+C5v4TroCZMu4KOdtVTySwXDFKK%20x1V9wdqo7joiaZ07Du0m8RLZGj3WYmEqc20AvOps2G4iZi4O7RWKiuDtvJKgFAKAqzH5IsXhtP8A%20MMUBaaAUAoBQFP7TS1RHsD9ysl4ctTdvZeffCNBCbJfNAVGWw3iOiAbzDOu7XZ+0KYrWc5ONvRcq%207XoXKl9TTLipNJ67d2zbz1JEvo26TrtpS03KesdZ0uK07KWI4LrG9IEU924BGJDm4FQlrozopSaV%20xz5Tbjbedt4/1Gx/fT/kpNZmhKUB5I7ZP+51/wD7Vn+War6jyH5MfTSep5fsIptdhsevOyb/ALb6%20e+6B/wCNfK+d/OlvPKz+2y21ymQoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAitSoi25pFTFFmwMU/wD7rNASggA+aKDjw4JhQFH7R+yaza0izXCkyYF4kwit7U5qRJRsWiLO%20ouRm3Wm3RzJiolw1TDq1pvh6cC6nr0V6SHuHYlvyViPeDbt0+NBi35p5tyQ9IG3EhNqy8bv7pT80%20s4ns4MK2ck5uTVmPHTb7vaYxhSCWlQwV2PZ6jaAAIAICmAiiIifIlVbqWSoqHNQSRmqfyxd/uUj7%20IqAkh81PBQHJeavgoCM0t+WLR9yj/ZDQEnQCgFAKAoutrJ2SyL5Hd1ZKiRLrNaCMDD1wOEsxkXEI%20GXWAeZGU3vP2HBJO5hUZaWPq9qx02rsumvU7+RM28NXcq2777S8iIiKCKIgomCInBhUsqkkqIi3/%20AM0wvuMv7aNQklaA8Ual/Mt4+/yvtzr7DJ7Edy9R7ELkRbn8MvAv6q0RY9xWv/TIn9g3/wBCV8bP%20tM8Z3mTVSDrkqqR3VRcFQCVFTwV5/wC7zlDymbKLpJZc2mtDwsvlrrLeQXKpXrj+ktfiH9687/Oz%20fty956Xhx1I7YkmQUloSdNUUkxRSXCvU/ZP3bzc/OZUZZuZKLmqpzlT1meZlxUXYTlftZ5woBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBF3j/ULH99P+Sk0BKUAoBQCgFAKAqzH5IsXhtP%208wxQFpoBQCgFAQGqrRqifuCsd+btCCLjcliTDCaw8Lg5UVU3kZ0TBdoqLuHfFaznDFVPstU+VfLV%20F4ypR6U6/I/kod+jtMQdLaZt1ggmTka3siyLp4ZzVNpGWGzEixXZW+ZPE/TQYwhhXN87TFvdhsbl%200tLjlvjG5JmmkgyZBVcTkj5+Wqp5XlCi7e6lULmd1V0x0RC5u1xaA8sdrcaPF7R74xGaBhht1pAa%20bFBAcY7argKYIm1a+o8h+TH00nqeX7CKjXYbHqzst07YJPZ7YX5FtivPORQJx1xlsiJcV2qqpitf%20K+d/OlvPKz+2y09VdMdEQubtcWuUyHVXTHRELm7XFoB1V0x0RC5u1xaAdVdMdEQubtcWgHVXTHRE%20Lm7XFoB1V0x0RC5u1xaAdVdMdEQubtcWgHVXTHRELm7XFoB1V0x0RC5u1xaAdVdMdEQubtcWgHVX%20THRELm7XFoB1V0x0RC5u1xaAdVdMdEQubtcWgHVXTHRELm7XFoB1V0x0RC5u1xaAdVdMdEQubtcW%20gHVXTHRELm7XFoB1V0x0RC5u1xaAdVdMdEQubtcWgHVXTHRELm7XFoB1V0x0RC5u1xaAdVdMdEQu%20btcWgHVXTHRELm7XFoB1V0x0RC5u1xaAdVdMdEQubtcWgHVXTHRELm7XFoB1V0x0RC5u1xaAdVdM%20dEQubtcWgHVXTHRELm7XFoB1V0x0RC5u1xaAwL1YLFEjR5EW3RmHwmwcjrTLYGmMxpFwIURdqLhQ%20FjoBQCgFAKAjNU/li7/cpH2RUBJD5qeCgOS81fBQEZpb8sWj7lH+yGgJOgFAKAUBqzthetdwMtEW%20qPE63aui8nlTXADNGtbZfvZD57CUQxVGQx2muzgWqKGOWG6KalPhdvlq1LUXx4EpO12xjxVu5K96%20zZdvihEgRorZq4EdoGgcJcxEgCgoqr3VXCtsyWKTetmOVDDFR1IgX3tR9ZYi8kh73kcpAHlLuVQ3%20sfFVXcbF4NmHf29+hckd/qn3KDzt78NQHjvUWddRXZTREPlsnOgriiFvixwVUTFP0V9hk9iO5eo9%20iFyI1z+GXgX9VaIsezra/qf4dFywoSjuW8FWU6i4ZU//AI618bO9njO8yN/qn3KDzt78NVSD5de1%20IrZo9Dhi0qLvCCS6RIOG1RFY4oq4dzFK8z96/os7/in91l8vtLeYFfgB6p9NK+joqwIm8i/uwcJQ%20FS7iESIaon6Fr2P8f/rsn/kj6zPN7LM/f6p9yg87e/DV+9Hljf6p9yg87e/DUA3+qfcoPO3vw1AN%20/qn3KDzt78NQDf6p9yg87e/DUA3+qfcoPO3vw1AN/qn3KDzt78NQDf6p9yg87e/DUA3+qfcoPO3v%20w1AN/qn3KDzt78NQDf6p9yg87e/DUA3+qfcoPO3vw1AN/qn3KDzt78NQDf6p9yg87e/DUA3+qfco%20PO3vw1AN/qn3KDzt78NQDf6p9yg87e/DUA3+qfcoPO3vw1AN/qn3KDzt78NQDf6p9yg87e/DUA3+%20qfcoPO3vw1AN/qn3KDzt78NQDf6p9yg87e/DUA3+qfcoPO3vw1AN/qn3KDzt78NQEddZ9wjTrO/e%20AiQ4bcw8XwkGeBLEfFEXO00iIuPDjQFijSY8pgH47gvMntBwFQhVODYqUBrPXF11fp/U1mOJqA50%20i83RpiLpkY0cI6QEH+8EZ5XJOZscTV3eIPAmSq5b66i7e03sVLKcaa6k5q6jkrLktrr6XUIjR/aJ%20qiXqHT02bcCkWrVUy6RAthNNC3FSERcnJkwAHcSRtc+8MuHZhVsjrJJ3vLx143bqMpnSo3T4czBw%20p66m56FhQCgKsx+SLF4bT/MMUBaaAUAoBQFA7YI+iwsjc/UNrC9zxzxLDaXczqSJkocgAEdVVsjX%2001FVBMVRUrHMg5dWPbkqLZreyl7dhrCSVsuxF1fu210InOzmyXex6HstpvEhZVziRW25Tqkp+Wib%20RzLtJB81FXvV158k5WW7de3jecuTFqNu3hs4C+XmMF0tQKzKVWJpqajFfJF/uj4+QqAqH537OOzb%20wJWRqZ3WSF7tO5jK9nQHlntbkBI7R748AmAm40qC6BNmn93bTaBoJJ+lK+o8h+TH00nqeX7CKjXY%20bHqvsuvsVjs9sLJsSyIIoIpNxJDgLw8BgCiv6Fr5Xzv50t55Wf22WnrJC92ncxlezrlMh1khe7Tu%20YyvZ0A6yQvdp3MZXs6AdZIXu07mMr2dAOskL3adzGV7OgHWSF7tO5jK9nQDrJC92ncxlezoB1khe%207TuYyvZ0A6yQvdp3MZXs6AdZIXu07mMr2dAOskL3adzGV7OgHWSF7tO5jK9nQDrJC92ncxlezoB1%20khe7TuYyvZ0A6yQvdp3MZXs6AdZIXu07mMr2dAOskL3adzGV7OgHWSF7tO5jK9nQDrJC92ncxlez%20oB1khe7TuYyvZ0A6yQvdp3MZXs6AdZIXu07mMr2dAOskL3adzGV7OgHWSF7tO5jK9nQDrJC92ncx%20lezoB1khe7TuYyvZ0A6yQvdp3MZXs6AdZIXu07mMr2dAOskL3adzGV7OgHWSF7tO5jK9nQGBer3G%20kxo7AMSwIpsHAnYshoEwmNLtMwEU4O6tAWSgKf2h3XWVot0m7WmXa4Nqt0R6VLduDT77jjjaYg0I%20tuRxbFUxxNTJcf2ayzJuKbvWha36bzSEMTUVe+j04FHm9tWpSju3WLCjRbfZ4NsnXuDJAzkGtyVM%20wMui4AtboFzYk2Wb5K3aSm0+z4ih0X8HZQ51JuK72By5OnTabmacF1oHQXEDFCFfkVMUqJKjoXi6%20qp9VBJGap/LF3+5SPsioCSHzU8FAcl5q+CgIzS35YtH3KP8AZDQEnQCgFAKA1v2lag7KLXfrPA1N%20ZYV4v95fjxIjLkNiS8Lb7u6Bxw3RXI2hY4YrtwXDGoy44p4Ve7+CqTOqy3N3L0s9PWbGZaaZaBlk%20BbabFAbbBEEREUwRERNiIiVZtt1ZVJJURGP/AJphfcZf20aoJJWgPFGpfzLePv8AK+3OvsMnsR3L%201HsQuRFufwy8C/qrRFj3Fa/9Mif2Df8A0JXxs+0zxneZNVIOqV/hXv6BfqrzP3r+izv+Kf3WXy+0%20t5Xq/AD1Tuh/4tr+klex+wf12T/yR9Znm9llgr96PLFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgIu8f6hY/vp/wAlJoCUoCgh2daha1/O1c3qBh0pgtxwiSYCurHiAuJMR3UkN5N4u0iy%20LitMpYU07cTt1vUty+UZvWaaswqz2vf/AKDT3ZNFs+oY1w+InIttsclv2a2K0gqw7PXM+RvZyV3h%20XImUcMe7TL6q24cP1a157SJpSe+WJ76UL9QkUAoCrMfkixeG0/zDFAWmgFAKAUBVdd6Z0HcGY961%20bgy1Zc7ke4FLfh8n3iIhEjjLjOCqiYY1WxSrpdnyFrWsOi8n7TBhQbcxGgkZRGxTck687INRXaiq%2068TjhcPCRLWkm62mcaUsMa8f6jY/vp/yUmqliUoDyR2yf9zr/wD2rP8ALNV9R5D8mPppPU8v2EU2%20uw2PXnZN/wBt9PfdA/WtfK+d/OlvPKz+2y21ymQoDrOTHAlE3BEk4UVa87P/AHfymTNwzMyEZq9N%2026y6y5O1I+eWRPWj46x/v/kf52X9pE+FLUdoGJihAqEK8CpXpZGfDNgpwalF3NXFGmrzmtSBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCI1U0D1qBo8cjkyCJZSUVwWY0i4EKoSeFFoDN%20g22LBExj7zA1RS3rrr3B3ldI8P0UBSe03R+sdSz7Q1byt7+nYTvKblaprz7HK3Q2siZNNPfugLyl%20HDyl4arCyeJ20u36+GgmdsMKsrfu1cdJE6k7KNQ3m4z3hkQosTUjUFrUTKE4as8hPN/dP3Y7xHB8%20ny8uFWhFJ6441PbWl26ukq7VX4sDhso9PyG1G2xbbFsEwEEQRT5ETBKlurqIqiofVQSRmqfyxd/u%20Uj7IqAkh81PBQHJeavgoCM0t+WLR9yj/AGQ0BJ0AoBQCgNf9r+n590hWArZBKVKZv9qflm0KKYxo%20z6mRGvDkbzKvyY0y7M2D0LF9ySJnblTWlxs5r3GwKEFYfhX3rJEH4m3vFiSlA+TJggo7HxHDPtxx%20Tb8ny0BI8g1F0s3zVPaUB481EhJqK7IZZjSbJQiwwxXfFiuHcxr7DJ7Edy9R7ELkRrn8MvAv6q0R%20Y9m22DqFbdFUbq2gqy3gnJU2JlT/AOZXxs72eM7zI5BqLpZvmqe0qpB8uQr8LZE7c23GkRVNtIyC%20pCibUzZ1wx79eZ+9f0Wd/wAU/usvl9pbzBr8APVPpoHjcEWXEadVcAcUc6CvcXLimNex/j/9dk/8%20kfWZ5vZZncg1F0s3zVPaV+9HljkGoulm+ap7SgMW6jqSDb3pQ3Ro1aRFQVioiLiqJ6z5a4P3Pzj8%20t5eWaliw6ONDfy+V4k1G6pWuteqfe2Ob/wD7lfGf92zP5UftM9b+zrvMzLRfdTz7g1EKcy2jmby0%20jYqmUVL1nyV6P7V/lM/NeYjlPLUVKttXoTfsMPM/tqy8tyxVoWPkGoulm+ap7SvsTyRyDUXSzfNU%209pQDkGoulm+ap7SgHINRdLN81T2lAOQai6Wb5qntKAcg1F0s3zVPaUA5BqLpZvmqe0oByDUXSzfN%20U9pQDkGoulm+ap7SgHINRdLN81T2lAOQai6Wb5qntKAcg1F0s3zVPaUA5BqLpZvmqe0oByDUXSzf%20NU9pQDkGoulm+ap7SgHINRdLN81T2lAOQai6Wb5qntKAcg1F0s3zVPaUA5BqLpZvmqe0oByDUXSz%20fNU9pQGHKjXVq7WUpk4JLayzRGxZRpULkcjbmQi8VAWKgFAKAUAoBQFWY/JFi8Np/mGKAtNAKAUA%20oDVf/uS03arp2X3a4zhNx20xzdht7wxaR0zbFHDAVRDIETyc3BitUrScXpxw+8jfJtrHRRvkmbJt%20H+lQ/wCwb/6ErbM7T3nF5f8ALjuRDXwr/wDFLVuwiK3y0+TKRuZlXkj/AJ+A7PJx4O7VDYzs2q/V%20wPrHuJQHlrtb5T/uPfOVICSN41vEaVVDHk7fApIi8FfUeQ/Jj6aT1PL9hFRrsNj1V2XFqP8A2+sP%20JghqxyUN2rhuoeG3zkQVTGvlfO/nS3nlZ/bZac2q/VwPrHuJXKZDNqv1cD6x7iUBhyFlq8XK0bSR%20szo0pKHBswUkReCvxL/L/wD6Wb9X7kT0vL9hHXXzRsZkctRI0PJQhrH/APTV03UPDu4oIqnDX7j/%20AIr/APOytz+8zzM/ts7M2q/VwPrHuJX0JkM2q/VwPrHuJQELc9V6ht8workWIZCiKpC47h5SY90K%20+b/cv8myvKZzypQk2qXU0noeX/bpZsMSaMXr3ffcov1rnErg/wC65H8ufQbf2ifeRN2246onw25T%20bMEAcxwEnHsUyko9wPkr6b9v87HzWTHNimlKtj2Nr2Hn5+S8ubi9Bk5tV+rgfWPcSu0xGbVfq4H1%20j3EoBm1X6uB9Y9xKAZtV+rgfWPcSgGbVfq4H1j3EoBm1X6uB9Y9xKAZtV+rgfWPcSgGbVfq4H1j3%20EoBm1X6uB9Y9xKAZtV+rgfWPcSgGbVfq4H1j3EoBm1X6uB9Y9xKAZtV+rgfWPcSgGbVfq4H1j3Eo%20Bm1X6uB9Y9xKAZtV+rgfWPcSgGbVfq4H1j3EoBm1X6uB9Y9xKAZtV+rgfWPcSgGbVfq4H1j3EoDA%20vJagWPH5WERI/LYOdWjdU/8AGNYYIQonDQFloBQCgFAKAjNU/li7/cpH2RUBJD5qeCgOS81fBQEZ%20pb8sWj7lH+yGgJOgFAKAUBrnX/addNP3ebDtcFiY1Y7Yl7vivGQmsZXlb3cfLs3mRtw/L2bEqsZq%201vsxlGPGXsVhZxuS7UlJr6vvNgw5TMuIxKZXMzIbF1te+JohJ/wWtJwcZNO9GcJqUU1pMB/80wvu%20Mv7aNVSxKUB4n1MqdZbxt/8Av5X2519hkrqR3L1HsQuRFuKm7Lb3F/VWqRc9x2v/AEyJ/Yt/9CV8%20ZPtM8V3mTVSDqlf4V7+gX6q8z96/os7/AIp/dZfL7S3ler8APVO6H/i2v6SV7H7B/XZP/JH1meb2%20WWCv3o8sUBGam/0KX/RH/rSvE/yP+hzNy+8js/b/AM6PpoNd4LX5AfVEtpVF+PRf/qfZlXv/AOMf%201+X9b7kjh/cfyJcPWjYNfrZ8uKAidUaha0/aTuTrJPgBgCtgqIvlrhjitdXk/KvPngTocP7j55eV%20yvEaqimf72W7ot/6YV63/X595cj57/t+V3HzRYtHa6jandlNsxHI3JRAiUyQsc6qmzD+jXB579ul%205dJt1qet+1fvMfOOSjFxw06Sz15x7IoCMvWprDZFZS6zAiLIzbnPj5WTDNhgi8GZKpKcY3s5vMec%20ysmniSw1Iz/cvQvTLH9fi1Xx4azm/u/le+iVs2orJem3XLVLCWDKoLqhj5KqmKIuKJV4zUrjq8v5%20vLzk3lyxUJGrHQKAwZ9+sVudFm4XGLDdIc4tyHm2iUcVTMiGSLhilWjCTuRDkkYvXLSHTlv50zxq%20t4U9TIxrWSEC5W64Mq/AlMzGRJQV1hwXRQkRFUcwKqY4KlUcWryU0zIqCRQCgFAKAi7x/qFj++n/%20ACUmgJSgNZz+1qfG1RIYCEwWm4V2jWGZKUySSkqU2hI4KeZuwJwBVF28NMl46fPclH6uvfaRmvDX%205sYt/WfsvNmUJFAKAUBVmPyRYvDaf5higLTQCgFAKAqWvdXx7MkK1DaVvk+7I+TNszNgJMxW968R%20E4hDs8lETDaq1RzSbrdFYnsSZeKu2vCt7JvTV+t1/sEC821V5DPZB+OhJlVBJMURU7ipwVtmQcXR%20mOXKqPm8f6jY/vp/yUmqFyUoDyR2yf8Ac6//ANqz/LNV9R5D8mPppPU8v2EU2uw2PXnZN/230990%20D9a18r5386W88rP7bLbXKZCgIK5/41z/AMv/AEpX4l/l/wD9LN+r9yJ6Xl+wjGr5o2J63f4JrwL+%20ta/cf8U/+dlbn95nmZ/bZkV9CZCgKBq7/XXv6If9KV+Uf5V/XS3R9R9P+2fkriQ1fOHebC0p/oMb%20/wCp9oVfrf8AjH9Bl/W+/I+X/cfz5cPUiWr3zhFAYcq82eI7uZc6PHdwRd266AFgvAuBKi1Vzir2%20b5flc2arGEpLYmzp6y6c6Vh84a41V8WGtGn6DzH8uf2X7jNjS4splHorwPsliiONEhiuGxdoqqVd%20NO458zLlB0knF7bDtqSgoDGeulsZcVp6Wy04PnAbgCSYpjtRVrSOTNqqT5GM/MZcXRyinvR8fGrN%207/H+tD56nwMzuvkV/V5PfjzRkMSY8hveR3QebxwztkhJinypVJRcXRqhrDMjJVi01sOyqlxQCgFA%20KAUAoBQCgFARepP9PZ++wP51mgJSgKfrftEDTUyPBj2126znY0ie8w04DStxIqIrruJ+cuJIgj3a%20rjVXW6KTb1VdCyjdrk6LlUstpukO7WuJc4R54k1kJEc1TBVBwUIcU8C1pODi2noM4TUlVGXVSwoC%20M1T+WLv9ykfZFQEkPmp4KA5LzV8FARmlvyxaPuUf7IaAk6AUAoBQGre0bs41Ld73dpdjWObOprON%20iuRSDVtYoi8pcpBEA97+7dNMmI7UTbVI5a60X2ZShL7OjjZboLuV0tMYyVPpe5myrdCagW+NBa/h%20RWgZb/otigp+qtsyblJyelmOXDDFR1Ih3dHWg7szISG1yYWHgdHEsVcM2lBeHuIJVQuZXVPTvuLf%209b56Axi0DooiUiskNSVcVVWhVVVe6tWxvWyas4/2/wBEdBw/qR+amOWtjEzKTSenETBIDaInAiY/%20PVSDFDR9pS6POlEbWGTDQtN4lsdE3FcLDHuiQeKgMrqnpz3Fv/j89Q0mqMHHVDTXR7XiX56y/TZX%20djyRNWE0jppOC3teJfnqVkZadVGPJCrOeqenfcW/63z1qQYsbR1pGdMceiNlGcVvkwYkuXAcD2Y7%20MSoDJLSWmyTAoDSovCi4qn66hxTVGSnQ+epmlejGPo1n4GX3Y8kTjlrYHR2lxXEbayKpwKiYL+up%20jlQTqopcEHJvSfaaU04qYpBbVF8Pz1oVMW26PtLUXJMiNuP7x4s2JL5BOkTaYqvcBRSgMhzR+mHB%20yuW5kx9EkUk8SrUptXESinY1U6uoujuh4v1aVbxJa3zKeDDux5I7GtGaVaxVq2MNqvDkHLj4cKhy%20bvZaMIxuSR99U9O+4t/1vnqpYxrXo+0NW2I1NiNuTG2WxkuYkuZxBRDLFV24lQHa7ovSj2G+tbDu%20Xzc45sMe9jjShWUE71U6+oejOhon1Q1FEV8KHdXJHa1ozSrKKjNsYaQuFAHLj4sKmhaMUrlQ6Lpo%2060uwjCHEbbkKQKJ4kOxDFT2ovdFFShYyuqenfcW/63z0BjSdA6LlGjkqyxJBomVDeaFwkThwRSxX%20CpUmriKI6v8AbXs//wD9dt/N2/mqcctbGFGTG0RpKK2rcW1R47armUGQ3Yqq7McBwTHZUNt3k0Oq%2046OtLjbKRIjbZC+0bq4kmLQmiuDsXujsqAZXVPTvuLf9b56AdU9O+4t/1vnoB1T077i3/W+egHVP%20TvuLf9b56AxZmjbO5IgmzDaFtl9Tkoql5TasOAiJt9YQrQE5GjMRWAYjgjbIJgAJwJtxoDVFx7Kt%20QP6llx21jlpu5X2LqGTKI1R9sowChRhZQMCzm0K58+xFXZUeXWDDX/xym1txe6r3kZyxYvnxjF7M%20PvRtupJFAKAUBVmPyRYvDaf5higLTQCgFAKA132jWW+hqmwaqtdvduw2yPPhyYEZQR9eVtDujHem%202GVDbwLysURcdtZODrNd/Lw7nWtuw0VHh+ZPFwpSzaTfZfpiZpjQNlsc1UWZDjCMnKuYUdJVI0Fe%206iEWFdWdJN2XJJclQ5sqLSt0tvm6mVdtPHJuEB9uRLypKJx/K+Yi2Cx3hxBMfJ8shHZ3FrI1Mnq4%2017/P50589AQNx7H9C3Ka7OuENyVMfVFekOvOEZKIoKYrj3BREreHmsyKopNIus2SVEzG/wBjezbo%20xfrXPnq36zO7zJ8aessEDRttt8NqFBkTI0RgUBlhuS4gAKcCImNYSk5OrvKNturPidp+SLsNIs2c%20oE/hL/vJ7Gd2a47V9PLwVUgyurjXv8/nTnz0B1HpOCZKRy5pEvCqyXPnrzfMfs/lM6bnmZUJTd7a%204F1mSViZx1Qt/vM3nLnz1j/1/wAh/JhyJ8WWs7Q01HAUEJ04RTgRJLnz16eRkQyYKGWlGCuSKNt2%20sxrhp+SKR+STZxKr7aP/AN5PYyq+Wu1a1IMrq417/P50589AYr+iLRIdV196W44uCKZSXFXZ+muH%20P/a/LZ0seZlxlLW0bQ8xmRVIyaR19QLD6crnDnz1j/ZPJfyoci/6zN7zMtjSsRhoWmZk5tsccoDJ%20cwTFcV7td+TkQyoKEEoxWhGE5uTq3VnRcdPyBZbWHNnE4r7KOJyk1/dK6KOrtX1eatSpldXGvf5/%20OnPnoCFu3ZPoy8S+WXWO9NlZUDfPPuEWUeBMce5jWU8iEnWSTZ6Hlv3bzWRHBlZkoR1JmF/sb2a9%20GL9a589U/SZXdR0f9g8//OnzJy16Gs1phjCtjsuHDBVUGGpDggikuKqiY91a2hBRVEqI87zHmczP%20njzJOUnpZzcdPyBjCsObPJ7fMIScpP8AhK8CPcK+qzVYwMrq617/AD+dOfPQEXN7M9LTpJypgSH5%20LmG8dN9xSXKiCmK49xEwrpy/OZ0FhjJpHFm/tvl8yTlOEZSek6P9pdFe7O/XufPV/wC4eY78jP8A%20s/lP5ceRJW/RVqt0fk8B+ZGYxUt23JcQcy8K8Nc+bmzzHWTqzryPL5eVHDBKMdhxdNPyQhEUGbOK%20Tmbypyk18lXBQ+FcPMxrM2Mrq617/P50589AR0zs609NkFIlHMefPDM4Up7FcEwTgJO4lVcEzmzP%20J5U3ilFNnT/tbpP0ZfO3+PUeHHUU/t+R3EZ0DRdst7KswpM1hoiU1AZTqpmVETHaq96rJJXHRlZM%20MtUiqI4uun5IW6QUCbOKYgLuB5Sa4l+lcKk0Mrq617/P50589AOrjXv8/nTnz0A6uNe/z+dOfPQD%20q417/P50589AYV30wTkVsWJc100kRiUSkmqIAyGyMtq8IgiknypQEzAt4wxNBfffzqi4vuE6qYd7%20NwUBrjtL05qPrS3qG0W5y6hIss2zHGYIBNt2Qomy6W8Nsd3iKoSpiqd5axeW3jj/ADIxVdVHp4M0%20UlWD7km+a0F10PYXdP6Os1keJDet8NmO6QriimAIhYKvczcFdefNSm2rjmyYOMUmTlZGooCM1T+W%20Lv8AcpH2RUBJD5qeCgOS81fBQEZpb8sWj7lH+yGgJOgFAKAUAoBQCgFAYdqvNpu0YpNrmMzY4OGy%20brBi4KONrlMFUVXAhXhSgI6/6hcYcdtFlOJJ1SrCSotslOk0hso4gGZKKEqIm3gThoDLsliiWrlh%20sb3eXGQcyUjjpvCjzmGZG86rlDZsFMEoCSoBQFXidpWjXZoW+TcmLddHZL8Vi3TXAZkuFHfNhSFs%20ixUXDbXdr+0nBQGVcL+7InLbLDyW4y4kllm/MLI3bsOO+KlvMoiS58qYiK4d+gM+w2WNZbWzbYzr%207zLGbI5JdN91c5Ka5nDVSLaXdoDPoBQEM1rPSTuoD063eIZ31tMx21HgV9NmOGTHHFETFU4cKAwZ%20F5cv08rbY3Iku3wpb1u1YD++B5pFj5kBhUQRI8TDFeDBeHGgJqy2e32W0RLTbm1agwWhYjNkRGqA%20CYJiZqREvyqtAZtAFxwXBMV7icFAUfs/7VbPqybdLO8AW7UVmeNqdbFeB7yBLAXmnQ8lwCTDHDzV%202LQGU66xrhlY8c2JuiZsfyrhFkPNSllsv/wxyIOAJk2rmRcdlAW0BQRQU4BRETHauygOaA4ccBsC%20ccJAbBFIzJcERE2qqqtARVv1dpe5QZU+2XaJcIcFCWW/EeCQLeRFVc26U+4irQESEZvWW7lShjTN%20JGkS42F9kn25BvBied1FyJk4Mqd3u0BbKAUBj3G4wLbBfn3CQ3EhRgVyRJeJAbAU4VIl2JQENC7Q%209DTrIt9i32G7aBdCOcxHhRsHXDQAA8cMpERJsKgFutdxuF0ZvN6ZKDNtr0xiBHiy3HI7sV0kFt19%20vBsFNRHHBUXL3FoCw0AoCp9pWu10Pp8L85C5bb2n2wuOV4GnGmDxQnWxP+KQ+gi4rQGcxrrSci1W%20u6MXNg4V7cBi1O5sBeecFSFtNi4F5K448C7OGgPjT9mmuSWdQ31kI+pXIiQ5bMWQ65EFsHScHIB5%20RxxLzsuPcxoCw0AoBQCgFAKAUBVmPyRYvDaf5higLTQCgFAKAUAoBQCgPkXGyIgEkUwwziioqpjw%20YpQHTNnMxW8SIVfNCSMwpiBOuIKkjYZlTElwoCI09HusuQl/nlMgHOjNtnp2QbTjUVwCVVJFbRcT%20L9pcypQE/QCgInU2oBsNvG4OxXJEQXQGa62oCMaPtV2U6pkP7toUxLLiXeSgMiLe7XMtsa4wpLUm%20JNBDhONmOD2YVIUbVVTFVROCgI3TwXafIb1DNKbbUlREZPTclWSCO4LirvVJrNi4SbPPwwoCwUAo%20D4eeZYaJ55wWmgTE3DVBFE76quxKA6ZN0tkVll+VLZYZkGDTDrjggLjjq4NgBKqIRH+yicNAQ9li%203a4zo9/urcm0y2WpMNbIMpH4pAr/AO7kEgIgq4QNoo95CwXbQFhoBQEFrXWEHSNjO93CNJkQGXAG%20UURveky2ZYK8Y4ou7DhJUoCQi3uzyrfFuMeay5BmoCxJKGO7d3m0EAlXapdxKAirI3eLnOYv05Jt%20nUGXop6fdcZcZJUdxCSSt5vLUR8nyuBdqUBYqAUBC6x1TG0tYX73LiSZcOKoLJGG3vXG2iJBN1Qx%20RcjaLmLDuUBlxL/ZJlqjXaNOYctsxAKLL3go25vFwBBJVTaS7MOHHZQETZ271d7mxfJozrIMNZMR%20bGbjJsSBz4NyjyIS4qiYh5SYd2gLLQCgCqiJiuxE4VoDHm3G3wYZTZspqLDBEU5LzgttIhKiDiZK%20g7VVESgIaLFu12uzdwuDcm0DaJchqJFZlC4xPYNtAB98BRNmJKoCu0VSgLDQCgPl11plo3XjFtps%20VNxw1QRERTFVVV2IiJQGIze7K/bgubE+M7bXMMk0HmyYLMWRMHUXIuJLl4eGgIqG1eLvdWblKSZZ%20WrTIlxwt6OtGxPZLAGpDiChKieTmBMUVKAsVAKAUAoBQCgIzVP5Yu/3KR9kVASQ+angoDkvNXwUB%20GaW/LFo+5R/shoCToBQCgFAKAUAoCJv+qbBYwALlc4UCVJQhgszJDTCvOImwQRwhUtqomygPOGgt%20Q3yDq6JN0/LWRrC/TXmtb6FNoIjLG7VVWSxlbQW92GC7w1LPjwrwUB6SsNmdtsJtqXNdukwM6LcJ%20Qt75QI1NAVWxBMo44JQEnQCgKfra6tvTItks1+ZhayaQ59ss5vCCTFaacytSgRCcWOS+UWXBfJ2L%20soDSEOy6n1/L1nbW7JbhuF3kx1u63N0m7jYpbbQN4giASyGVRtTjEBIi47e7iB6VgW9mG0KJg5IV%20tsH5SoiOPK2OVCcJOFaAyqAUBqTtX1trNL5Gs3Zu7y6/WtlybfoLYNPNpFXARbNSVckhVFVbDhX9%20YFB7P9MXLVOqH7npm6MP2OPcEm8tkC8xc7W5KdSTOiq1ut07Idw3JOK6uVvZ3cFA9MCACqqKIiku%20JKicK8GK0BzQHRLnwYe65XIaj79wWWN6YhndNcBbDMqZiLuIm2gNZa97atPWi7StOzIspLWuNvut%20/ZJvJDfkMqQojWO+PIC5jMRwCgKxovsm1PInaWSadvYs+lRM7VqqzPKMu4sGqK004OVRQCTHe7VR%20e5QG+WmmmgRtoBAE4BFERE/QlAfVARuotRWfTlnfvN5kJEtsZQSRJJFUQRxwWxVcqKuGY0oDU+sd%20Zn2h3C59nlglsQ4d1s7si2XV/Nu7i4LgeTEdbNRNlMpg8mXNw4JglASXZrofUUbWsnVFx09B0iwd%20tC2vWm3PC8Ep4HELlJI2INgIimUE8/vrQG2BERRBFERE2IibESgFAYb15tLMxyC5LaSc2wso4aEi%20v7hFVFcRpMTUcUwxROGgNEa+7R5esdNSTGOELQE6WMa1ataUnjjToUkVZduEQxTJFeday+UmxFRS%204USgLr2T9nWpbIEyRqlyG4UsGs8KI47JZflC6Tz1xkG+IKUh41FEyjgAiKJ8gGzqAUBEXfVmn7Vb%207rOlTGybsre9uTbRC460ijmFCAVxEj/ZReGgNL3bWr3aHe7W1a4jVo1ppaYcuLpy9OtnGuDDjeU0%20B5lXA3oAuOCYqC8NAXvsk7OpemotynXRsIsy8zHJ62OM5vYEEiIsox8RHA8peWSbF7mygNiUAoBQ%20CgFAKAUAoCrMfkixeG0/zDFAWmgFAKAUAoBQCgOCIRFSJUEU2qq7ERKA83XvV14tPaFqvWNjdhwJ%20Nlls2+9aRdVwZV2j5RRuUikahvVzYM7tvg2Eq8FAbstFplXh0LvqFhl8BebnafiPxUalW/M0iEDh%20KbmLqKq4qmGHBQFmoBQGPcLjb7bCenXCS1DhRxzvyXzFtsBTukZKiIlAaav3a9FY1xdHZ+omYOl7%20VbWrhY7a2kdWr+28wau7uU4jmZRewaEG9uzu7cALPoLsxsUIGbqMdxq1Syj3i2aZlgJhaJ7jak8s%20ciTO3/EwyJggrjh3MANjUAoDpnTYkCE/NmOozEitk9IeLzQbBFIiXwIlAeXtV9oGr9Z2YLddmLdF%20nwH27labdPRWIV8gOIbIvDyk22TIDMTFoiTFeHvUBt7sh0dNhaQS2361DHtsaWMiw2uarMmRHBsR%20IXXTbzN70n87goHmIqImGGCAbJoBQHTMmxIUV6XLeFiNHAnX3jVEEAFMVIlXuIiUBpLWus4HaREj%20wtLMvXGRZJjVwuekrgBQiu1uUVwJoXsqONrihjm2L3UoCW7JuzeRGYuTl3txQNMSZwz7BpC4I1IK%203utrmR8DEnEbzKuItp5vhoDbtAKA635DEdlx99wWmWQVx1w1RBEBTFSJV4EREoDSet9cWztItwWf%20SYuzp1slxrrK03OA4Pxq1DipCwryCjjLmKEKrsXDamC0BIdlnZs6iXl262krXpCfLblWfRdwRqRy%20R5rIfKRUScRrM4i4NdzxUBuCgFAYs662yArXLpTUXfkoM74xDOQipqg5lTFUAVLwJQGmdcatm9oV%20tukPTdsfutj0zeYrN+trTqsSrlGBtTktCwaNOCjbhDgJL+8yrhQE12P6PJu06iiTbNIg6LuM0HbB%20py9ILr7DQtir2doieQAOQmZsFLFMMe7QG1qAUBwa5QJcUHBFXMXAnyrwUBo7Xt51bfoj2gJMtqLq%20nyJ0Vk2Ratl/iAe8OI04ROmK4CglgSKvdTBdgEz2ddnlolxXrk3b3bTpe+Ni5cdBXGMm4YuDLiKr%20zAn/AAwxDzRHKWxdnBQG2URERERMETYiJQCgFAKAUAoBQEZqn8sXf7lI+yKgJIfNTwUByXmr4KAj%20NLfli0fco/2Q0BJ0AoBQCgFAKApNw7XNI8hvi2CUGobvY2TekWe3mDklUbXKSiCqOYQLzlHHDw7K%20A1edh1RrZlrWLNms2sY2q7I1ClMm/uBtkoFIlVknRdPIJHgYj5eYaA3RonTR6f0zarbLdGZcoUNm%20LJuGXy3VaFE85fKUU/ZxoCeoBQFT7RdaydL2638gitTLreZ7Nrtrch3cR0ffQiEn3UQ1EUQF2ImK%20rgiUBrN+ydokvV2so2lpVtWbemobGopJuSGpVmmOQwTNFeRsSfa3S5m8MPK723EDd1utzUKM0GO+%20kCy0y/MNE3r26HKhOFwqvCv6aAyqAUBRu07W91sBWO1WXkjd11FMKDFnXDOsOOotq4pOI2okRFhl%20AcUxWgKbo+03fV2o3dSk6xp/XOmLkVn1FKtwk7AusVsRNQVsyQvNJMpEuYF7+CYAbpBptvNkBAzK%20pFlRExJeFVw7tAfVAcGpCBEI5iRFVBTZive20BoPta15aNS2e36avAs2NSuDbGqnH8JL9mUgVyM6%20LgKLY5yy/vhJRHHBdtAfOiNK3btBUyvF2ekW+wuv2tvUdvWOse+w3FBXN6JoZI5gAgbwecmKItAb%204gwIVvhswoMduLDjijbEdkUbbAE4BERRERKA76AwL5eo1mgpNkNPvNb1plRjNG+aK84jaEogiqgD%20mxIu4lAah1320WN6/XHSsi1re9OJExnRYbb0mXPYfjI/voytK2w3GbE0zuuO7duVNmNAZejOyOG+%20Vmms3RZ/Z+zur1pe1yWySbCdfQXmwbloSOCyKLjk7vAWPDQG4qAUB0T7hBt0N6bPkNxIccVN+S+Y%20ttgKcJEZKiInhoDR2o9eMatuEQIwPaTfmPYaH1wDzT0Wc9GMhSLLRrHI06RFlbcVc2OKbdigXfs5%200TIiSJOpblCKx3a8t5b7p5h1t63OTGnFTlzYohZTdEUXYSbF8rFdtAbBoBQEFq7VC6bgNXN6GT9r%20bPG6zBMRSJGEVIpBAuJuIOGGUEUqA8637VpOa5vesrJc4MLUcZ+PGt2msiI1qC2u5FbJTUl37hKq%205SEfIw28FAbk7Puyu32WQF7nlIk3At47BhT+TurbVlGrz7bTrQ+USmaormbFRwTgoDYdAKAUAoBQ%20CgFAKAUBVmPyRYvDaf5higLTQCgFAKAUAoDCkXq1R5BxXZTaTAaJ9YgkhPq2KYqQtDiZfoSgNG6m%20v7naXBsepA05K1BoOFcbjEuNjhu55L6CINxJpx0VkkUDQ13RLiKKhL8gFs7JOzOHGsEKdqayNFdY%20UmQdgW4A0/PhW4nFKIw495a52x2+cuXHDGgNp0AoDGuVyg2y3yLjPeGPCiNk9IfNcBAATEiX9FAa%20T7V9VTr1Ot1jVIca3zpcK7aHvrjiv2u5SI+BLBnKiYBvVLFvuL5O3GgLvonTGpJc2dedbQYTKuFF%20Sx2BshmM20YragRsuEACBvEuZcibEQdtAX6gFAKA0bqftGh6xtq26+aYM+zm9zysjV+blDykJaOK%20026sZAzNiro4CuZflTBcKAvWk9EXD4NFtuumYF/esUnGw3I2kN5WW0TcvOCY4NvphguRVTYi0BeK%20AUBGX/UESxxWZUtp447jwMuvMtqYMCfC++WxG2W0TEzLYlAaA1nqKc9rfVuqNPpEdtthjRo2pLFK%20kEY3m3vNI4LzQKitjlFzK0or5X6cFAuPZ72TMP3yPrK7KhsiZzbDCdiuQp0UpCCm7lrn8pGQBG22%208MmG2gNw0AoCL1HqKJYILc2Wy+7HN5tl047auIyJr5T7ypgjbLaIpGa7ESgND671FPka61VqTTRw%201i6btscNRWmVJNW77an2FfU2wRFbFGwcUWnBXFVXbw5VAtOgOymLcL1F1pchRICOlctP2x2IcKfD%20J5tpoGZJoflNxWWBaabQcip5S47KA3HQCgMG4X20W+ZBhTZQMSrmZNQGTXAnTAc5CPgHbQGke0HX%20nZZ2hG9o/U7q263JMRq0XNt1DknMAyj5yjttulHZRwsEN9QQ9ncoCz9nnZzqyFqtdQ6lcisT4UZL%20cMy1ETaXdkcUbfnsKO7Emwy5MmC447cuCUBtWgFAcEQiKkSoIimKkuxESgNGdqOr9RapvVz0TYob%20L0W2MNTblaJiuMybzFzoRjAdbNBJvJw90l2eECa7O+zm1TLZGdeEpmjEcauemLRcm3gn2qUJKptC%204Sie6FfNFf8AilAbaoBQCgFAKAUAoBQEZqn8sXf7lI+yKgJIfNTwUByXmr4KAjNLfli0fco/2Q0B%20J0AoBQCgFAQ+sNPuai0xcrI3Pfth3BgmRnRVRHWlLupj3F4CTZsxwVOGgNMdk9klxO0+PaNVxYlo%20vekrSsOwRbewrTFwjOrlenb3Dy9iCm74UJSVduNAbosOk9P2B64u2eIMNbrIWXNBtS3ZPKKCpi2q%205AzYbcqJivDQEvQCgK3qfVgw5C2Gzmy/q6XFfftcF7PulVkUXF820LdiuZMM2GNAaUjIGuNbJAat%20z6/F/K7Q9IXRXxbgvRVbbbmw5OHkO7f3eRfLFMNncA3ppLRmn9KQHIVmYMBfcV6U+84b77zqog53%20XXVIyXAUTauzuUBN0AoCh6516y2zdNPaduMePqpqOStPygcWGw6SYg28+mVtpw08xCLh7lAag7ON%20O2zVOpm7StqnLDZjmHaFaL08TzK3AURWZLGcyc3plmVDawTLQHorT+nbHp61tWqyQmrfb2cd3HZH%20KOK7VVe6RL3VXatASNAdUuSMZgnVTOSJg20iihGf7IDmUUzEuxNtAaxv3adJu1ifj2mxz5okw5F1%20I1bX2VulpfeaRQHcCeczHOuKgvkqnf2UBD9m+nLd2haV07qS57+JqbT5nap83dZFnx4xZCZktPiu%209aebykuccRLH5aA3NFiRYcduNEZbjxmkytMtCgAKd4RFERKA7aAjr5f7bZI7Mi4EYNPvtxgIGzcw%20cdXAc2RFyjs2kuxO7QGs9da31hcdaHo3S7sW2zI8Ll7DV2ZRyPexLDGPHcQsqNoOZDXhx7yIq0Bh%20dnvZZEusBXLnElwdIvkUhrRk0pDRwLgDhhIaA2zAXoR+UQtmhCuOOzEswG6G222mxbbFAbBEEAFE%20QUFEwREROBEoD6oDgyQRUi4BRVXwJQHm7tG7T39XvxrU3GOywxfCVZX5ptuQLkbbioMS5s5VWMj5%20Nruc67eFUoDZXZz2ewI0d26OQXbdbLxupp6MmttOx4FwAlI3mMc2TMWCoI4YcNAbIoBQFf1TrS3a%20bRh+cC/Ds6jcZ6G2jUIN2Rg4/mJCwMhyjgi7VoDVGtO0fUcbVmmrhOsNxgwmp5RHEZJJ1suFunpu%20hcQ4+YN8KZTQT7mKIq0BsfSfZbpnTE+W/b288V17lFvhPg24EAz/AIqQyId42BltyoWCdygLhQCg%20FAKAUAoBQCgFAKAqzH5IsXhtP8wxQFpoBQCgFAKA+JAvGw4DLiNPEJI26o50ElTYSjimOC9zGgPL%201i0lcm+1Oyab1SyzC1fFux397WzjpK9eI7K/u4sVFwEcwllNrgAA2J3KA9AWbQNjsuqrnqK1q7Ec%20vAClwt7ZIkNx8Sx5TusPJeVNhEi7e6mO2gLJQCgI/UFxk2yxXC4xo/K5EOO4+1FzIG8JsVJAzLwY%204UBo/wD3gm3+fY9YvsvRtARHZEC/WxskWVGlPIjTblxZFTzxlFfJTKmGOK9ygL9p3sX0rZ7yNwiy%20JMizNOHLtennyF23xJL2Ck+w2QqSLs8hFXAFVVTauNAbCoBQGPcLjAtsJ6dPkNxYccVcfkOkgAAp%20wqRLsSgNG9pevZMzUEFHr/K01o+TDN/Tmo7SaPMzLgiootyf3ZZRFEXBr9vv0BO9mHZZaZtqtGqb%209ClRLy8SXCVZVeebt/L8VTlnIVXIDpp5eCpsVeBKA27QCgIy96ittl5Is9XAbmPbgXQbM221RsnF%20N4hRUbBBbXEiwSgNR9pfbLboF8tcKUMmDBYuKxL3arlFyMXG2yRKOshhwkIXQbIkNBRdqbVTZQE9%20pzsC0la749JmR412tEYxd07FmM7x+AqqpOMi8pfvGELymwNFy7cPlA2jQCgIy+6it1jCK5P3qNSn%200jo622bgNqoked1RRUbBEBcSLYlAal7Ue2aDarnb2JCSbfCh3FGbxbrjFwi3S1SUWO49HdITB0Wl%20cRxARUUkRcUwSgJqwdgWjoN7ekS40a72BlQe09AmNb12ARERustvKX7yPmVCbbNFyqq/KpAbToBQ%20GHKvFriTokCTKaZmzs6Q45kiG7u0zHkFeHKm1aA01rbtKf1El+hRbOtz0NaDSDqZ2O48xeGSVM5S%20Y7OAFkYIUX/mwxTZQGZoDsmbmtBNvskJ9uF1qTCkwkbjhd2hVH40m5ti0LpvNkqYormVVTFR74G5%20URETBOCgFACJBFSJcBRMVVe4iUBqPVGtNJdokGXpizzJTz7QrPGEjLzLN2jxTVDjtPlu0NpxxMiq%20BbflSgIDsa7Lbg9yO43uNKiWq1ODJsUCe2UafEmEmMoGCAkIISkqoLR444Y7O6BvugFAKAUAoBQC%20gFAKAjNU/li7/cpH2RUBJD5qeCgOS81fBQEZpb8sWj7lH+yGgJOgFAKAUAoBQHyrTauI6oCroioi%20eCZkElRVRF4cFUUoD6oBQGvu1/WtgtOn5dnmSZbMqfHNFk25s3XYYJhhKd3eJNtgSpt7vcoDVmkr%20DrU9T2l5onZOrGV3jGumk39ru1mdJDJuWo4EJgnktoiYouH6APSYiibcEzLhmVO7hQHNAKAoHapr%2064ac+FWm1q1Eut+kDGhXac2ZW9g8yYo8QKnlki+QOO2gNYh2Yzde3a5M3q1t2jUrL6DqV6RyiRAd%20FxvIE21NYiyjroBtVxVy96gN5W/RmnIFzj3ZiGKXaPDC3JPVV3px20RBFxUVENfJ4STGgJugFAao%207UJjOsZ8/s/ZYcYjWwIlyvuohfFgrcmYn2HGQxQ3TwYXHDYOPfoCu9mGiNRyr7Y71kCCzaYbTQaq%20t7qExf7aojyVp+Ma5xNGtpOEuIqnyplA3zQCgBEIopEqIibVVeBKA0pqHteuOo71Os+iY0O92y3R%20FdvVqli61JuTDhG08FvUkEDEAHHNtQscEoDM7OOzyBPtkJ19xbjo2M6xddGNTEdaudsdQlVyMrnk%20luRwREFV4Ni7MKA2/QCgMe4XCDboL8+e+EWFGBXJEh0kEAAUxUiJeBEoDQnah2tXrrHb107qMLZp%20qVHF623poWXoMh5txeUtSHDQlxEBQQbDAiJeGgL1pfQNov0+Lru5NzGn7o2xNd0/KUVihKbb3bb5%20MqheWIbRTNgONAbJoBQGNdLjFtltl3GWSjFhMuSHyRMVRtoVMlRE4diUB57vMK86ivtq7RYMNiLd%20L40Ldq0dNkC61ereMV1x03Miq22+kZ9UQSxQcO+tAbV7ItJ3HTemijyVfixpLpPwbE+4L/w1olXC%20MD6bTH9rBfN83bhjQF4oBQCgFAKAUAoBQCgFAKAqzH5IsXhtP8wxQFpoBQCgFAKAUBhXCy2i4vw5%20E+GzKftzvKILjoIRMu4KOcFXzVwWgM2gFAY1zudvtcB+4XGQ3EhRhVx+Q6SCACnCqqtAaG17rW16%20uvcAxvb4aAzLFS72R9xqRCurmCMlPBEQkbx/h/s9+gLvonsty3GNqbVrLEjVsMjZS5wnHG2pzQIo%20MSpLCZQV7dkvDjhjQGy6AUB8PPNssm86WVtsVMy7yCmKrQGgta9pDWs7WoS4rkHs7lzm2IGr4Zg+%206xMjGJgUuIYqgNG55Pl/pSgJvQ/YrIOPfW9XE7Itt4aBgYL0w5rhONmRpOV1UEGXlxTILSYDQG2r%20Tbm7ZbItvbddfbiNCyD0g946SAmCKZ7Mxd9aAy6A+XXW2WjddJAabFTMyXBEEUxVVX5EoDz7q2bf%20NW3IdZ2SPOl6ScabiStKzV3A32IISDJ2C2WObK04riDsUsE7yUBeeyTTUxdKHEvLZztLm6jumrde%20mEKfFjiRILchDQhVBwQmV85BXbhwIBsugFAfLjgNtk44SCAIpGS7ERETFVWgPP8ArG5XnV1yDVun%202pcnSwCMGTpyaqMM3+P++U1giWOYkAiJEwTNgneSgLn2Q6bmHpaRDuzLkrSLrqHpy1XxhCnRmBIk%203b6HnEgRURWVXysvDhwUBs9EREwRMETgSgFAfDzzTDJvPGjbLQqbjhLgIiKYqqqvcRKA0ZrftSsW%20o2ZQHENdCg8kAdd2ySJPwppIJo7kbTODGKoJHjgXBhhQFo0FoW7O3VnU+pFFvUMQDhHdLe4KR7zC%20UU3D8pnBfKRO/tx+SgNnIiImCbEoBQHBmICpmqCAoqkSrgiInCqrQGodXdoWs7lrKTpjRqxI8u1x%20UnJDuQLheWiwxCE8JZUARzCpel8iUBGdk/ZOea333lkuHY2ZHLI1gmsE3OjvMkYhEdfU1zxo7ikr%20YoKIq7aA3lQCgFAKAUAoBQCgFAKAjNU/li7/AHKR9kVASQ+angoDkvNXwUBGaW/LFo+5R/shoCTo%20BQCgFAKAUAoD5eeZZaN54xbabRSNw1QRFE4VVV2IlAUztA7RI9h0el7szkW4HJlMQIr6uosUHZDi%20NobzgZsADHEqA1vY4Gsbv2j3KUPII2srOkVi+OMKblru9plJiKGC4k282KLl/wCNAbp05pmyabtq%20WyyxkhwEccdGOCkoCTpKRZcyrgmK8CUBKUBh3e8WuzWyRdLpJbh2+ICuSJLq5QAU7qrQFN1Xr4JN%202a0RpmSI6ovFvflRJhfw4je6UmXzEsFPMWxEHwrQGruzizXq+3u86XlcpvOjJTklu+wb1vlegvMG%20jTLkeQ4mJuyFAnco+SCYUB6GtlvYt1uiwGCMmYjQMtk6Smai2KCikZbSXZtWgMmgFAaI7c7vrLS+%20uLTe4GoZdss86E7FixmmElsFc2V3jTDrGGKpJFco5VzZk71AZlo0FqDXs1u49olhd07eGYTbR3Sz%20z1ZSYw7tWLJaHEvJxLFO5jw0BuS3wIdvgx4EJoY8OI2DEZgNgg22KCAp8iImFAd9AYk272mC6y1N%20msRXZJZI7bzgNk4XeBCVFL9FAau7R9fLcYN5gWIRnDp4zb1hp2Qhx5b8AwwJ2I5iK+T5wkmxeCgO%20jsu7P2p9ts86e5y6z2Um5WiLsueNcgiOAuaJMFETEG1XLgvDhQG46AUB1FMii8rBPAj6Cp7nMmfK%20ndy8OFAeeO0LtPLVrrVlyOafiuPDIsNwlqhw5jjbrjQR7mzh+5bkkyW6zLtwxoDZGgNBwm3D1G/b%20Dsjt3bFy6aUc3bsNqe2eCymhwVAIkHYo4YotAbEoBQHxIbN1hxsHFaMxIRdHDMKqmCEmPdSgPMWh%20tVdtEO6ydJw311fc7a7LY1JaLq2jTTLbZLuHGpvdCU2XkASLtx7lAbb7OuybTlichX0IcyFPFoyi%202eVLWVHtpSE/etxh80cU8nwbKA2LQCgFAKAUAoBQCgFAKAUAoCrMfkixeG0/zDFAWmgFAKAUAoBQ%20CgFAVPtO1jK0pphZ8FgJFxlSGIEAHiyMo/KcRoDdLuAObFaAqOtLVfLjoyLpLWGoIQarvM0SskiL%20HcbiuPRVR9tpxtVLMPkeVjwpQEpoHQN+jakvGqNUtW5qfdo8aGdutwEsdRiqpI+4riJmcIl72xKA%202NQCgMSXdrXDR9ZUxljkze/kbxwRVtpVVEM0VdgqqLtoDRvaP2k6rkpZr9py9hYbFcMq2IpbYg1M%20ca3zsopudFMWt0wKMiO01NKAunZnpCO8h6vdtz1hPUkYXLvpU1A4iysyLyrd4eSZInB8u3bQGyaA%20UAJFUVRFwXDYvDhQHmyx9sfalAur+n73CjaunFOmwJtihATNwZbj4kTiCuLbjBtmOUlw4cOGgLx2%20bdlsYRsN8O5XVbLa97K09pm6Ng2cA3hJrAzT94YgBFkRV4FoDbdAKALjguC4L3FoDzfbu2HtStN/%20m2G8RYmqpS3KRAcsEUCZuIMiiuC82mCtuMk0qbVww4MaAuHZ32WxH0st7OddmrDbXnJ1k0pdGm2y%20gvmhB/E2uEAZiyDwbaA3BQCgOCMBRVJURERVXwJw0BpXtb1lEvlgZjsz0Y0Nek5MOroLimkW4g7g%20DU1vD/DmqZS/47KAlOzbs9eKV1iu0AbLcHmSt98tEXdna7mjSILM1GkRRHEdqbKA2sAAAIACggKI%20giiYIiJwIiUBzQFc1/rONpDTbt3dYKU8TrUWFEEkBXpMg0babzl5IopLtJeBKA1ld9ewtZ2RzSV5%20nQmNVo8Ug9O2qUT7M8Ioq6FuOUiAKFJy4GIljloDF7GOy64PMxJt9YkR7RanGZVjt84FZmRJ6ACy%20twYlmCGRqQI0q7cMaA31QCgFAKAUAoBQCgFAKAUBGap/LF3+5SPsioCSHzU8FAcl5q+CgIzS35Yt%20H3KP9kNASdAKAUAoBQCgFAa37eoFylaLYcYiO3G1Q58aTf7XHx3sq3tHi82KDtLvqPdRKArtr1Po%20XU1wseidDwINy0XMaku6lghHIWowKCE3nVUFAcVz9nhoDaOl9G6Z0tEciWGA3BZdLO7kxUjJEwRS%20IlUlwTg20BM0AoDXHal2V3fXLgqmoHbfFgtNv2iC22KtJcm3M4vycf4oIgiKB3MSXvUBDWq2SO0e%20MMbVEGRpntC0bJaRLxDHKKqu1HIzqpkdYfAVzNrwUBt9ERPCvCvfXgoDmgFAKAg9YaPtGq7W1brm%20ho2xKjzWHWiyOtvRnEcAgJPNXYo495VoCcSgFAKA0F2raVvlt1lN1dcLjZ4VlkLFbhaguoOSZFrV%20vFFaiRkQm8zh+VnXu0BI9nWioWvrWN81i2d3dt01xmw34wOFJnW8CQgKS2GTO2R45UJNqUBusREB%20QBRBEURBFNiIidygOaAUB5iutv1tpG/3C8XmfY9P3tx2dIDVs905kuZHU8QYiQ1VBAAbUAy9z9NA%20bJ0DoJq/N2vXepGX493ucaPKuFgMv7ikppsmmpCsEi4EjRYoK+aq9+gNqUAoBQCgISDpC0wtWXPV%20EZDC4XaPHjTQQsGj5MpZHFD08p5ce8lATdAKAUAoBQCgFAKAUAoBQCgFAVZj8kWLw2n+YYoC00Ao%20BQCgFAKAUAoCJ1VpezapsMux3hnfwJY5XBRVEhVFxEwJNokJJii9+gKhpvsgdgXq3XK+6kn6kGxo%20SWOPNRsRjkY5FcJQRFccQPJQioDYtAKAxLut0S1S1tItHc0ZNYQyFVGVeyrkRxR25c3DhQGjWrdc%20Oz2/3Fe0gWtR6d1ujTF01KrS/wB2kEGTkkgNuSIpKu6VPNx79AbD0L2ZppyFKsc6U3etMx5Av6ai%20TGhdehBgqk0rh450El/drwolAXqgFAKAUBV4WgoULtEuOtIzytvXSCzCmxEEcrjjBqovqa+UioGA%20YJs79AWigFAKAUBVmtBw2O0V7Wsd7dSJUAYEyMgCqOqB5gcU18pFEfJ2cPdoC00AoBQHm27Re0az%2061ut8uLcK2XRJUtyFqi9XD+4jb0TBliHAEhzkLXn5kxxXGgLZ2b9nlp1TabTreey/alvGS43bTDJ%20YWyTLZcXcyiYJP2sqOInAuKY0BuUAEBQARBEUwEUTBEROBESgOaAUBH37T9l1Ba3rVeobc+3SMN7%20GeTMK5VxRfkVFThSgNcWTsbuLOo7e5PetkbStgnHcLDZ7XE5Oe+wIWSkvEqke6Fxf6S7VoDa9AKA%20UAoBQCgFAKAUAoBQCgIzVP5Yu/3KR9kVASQ+angoDkvNXwUBGaW/LFo+5R/shoCToBQCgFAKAUAo%20BQHTHhw42bk7DbOdcT3YCGK/LgiY0B3UAoBQCgFAKAUAoBQCgFAKAUB1vx48hvdyGgebXaoOChD4%20loD7ERAUEEQRFMBFEwRETvUBzQCgFAYNxsVlubsd24wWJjsQs8Y32xcVsu+Cki4cFAZ1AKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAVZj8kWLw2n+YYoC00AoBQCgFAKAUAoBQCgFAKAUB8Px2JDStPt%20i60WGZsxQhXBcUxRdmxUoD7oBQCgFAKAUAoBQCgFAKAUAoBQEPqDR+ltRFGK+2qNc1hkpxeUti5u%20yXDFRzcHBQEuACAoAIggKIgiiYIiJwIiUBzQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBGap/LF3+5S%20PsioCSHzU8FAcl5q+CgK3pvUenmtO2tp26RG3W4bAuNk+0JCQtCioqKWKKi0BI9aNM9LwucNcagH%20WjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucN%20cagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9L%20wucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAda%20NM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1x%20qAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC%205w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0%20z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGo%20B1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8LnDXGoB1o0z0vC5w1xqAdaNM9LwucNcagHWjTPS8Ln%20DXGoCHF1prQdlddMW2m0tRuOEqCIiL7CqqquxERKAmOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xh%20c4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60a%20Z6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjU%20A60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFz%20hrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpn%20peFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQD%20rRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOG%20uNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel%204XOGuNQDrRpnpeFzhrjUA60aZ6Xhc4a41AOtGmel4XOGuNQDrRpnpeFzhrjUBHak1Hp53Tt1aauk%20Rx1yG+LbYvtERETRIiIiFiqqtAWMfNTwUBzQHGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAy%20B6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB%206KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6%20KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6K%20eKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6KeKgGQPRTxUAyB6Ke%20KgGQPRTxUAyB6KeKgOcEwww2d6gOMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMge%20inioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgei%20nioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgein%20ioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeini%20oBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinioBkD0U8VAMgeinio%20BkD0U8VAc0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgIfTWq7VqFiQUTeMS4LnJ7lbpIbu%20TFfyoStPBiScBYoQEQEm0SJNtATFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgOqW84xFefaYclOtNkYRWVBHHSF%20FVGwV0m20IuBM5iPfVEoCr9mXaZYe0XTzt9sjEqPDaknDJuaDYObxsANVRGnHhy4OJ+1QErG1Xan%20tRydOObyLd2G9+0w+GVJMbAcX45opC4AmWQkxzCvnCiKKqBMUAoBQCgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEbqaRJjabu0iJMYt8pmHIcYny8OTsOA0S%20i89j/wCm2qZj+RKA829n2vNT/wC7ugobd4nzoF/tcj4u7IkSnYFwdFJBLLhxphq5HHeMIKfuWfNX%20IG7LaBfnZz9t/wDdc3Cir/d77pkHLi2OxFdjvvI04WHCQi1lRV7hUBuagFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgPE+hJV3sH/tuuWsLNeJ9vu9q1AHI22JBtxVzcmFwXoyYNPoaFtR1C81MMEUkIDc/bbd58N7s%20o1ODXJr0N6jNGyiYELdwZQZbGK+VlJEyLQG8aAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDFutrt92tkq13FgZMCa0ceVHPHKbbgqJCuGC7UXuUBUbf%202J9mluk2iVCtbrEqwkR2mQM2dvGUPDMCGr+Ym1ww3ZKoYKSYeUWIHzpDRtwLWd11/qBkI16uUdqB%20brcJi6sK3t4Hu3HB8gnnHPKcyKQj5okSeUoF6oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCkwexbsyg8kCJZU%20ajQnGn2IKSJSw1fZDdtvuxFdWO88g/8AquARrwquNAdd60bcdUdoFnu13aGNp/Sbjki1xs4m7NnO%20ACDINBxRtqPt3aZs5HipIgomYC9UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoD/9k=" height="272" width="792" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Consumo de diésel por actividades en la UEB en los años a) 2020 y b) 2021.</span></div>
        <p>De
          manera similar se debe proceder con la energía eléctrica. Sin embargo, 
          para este portador energético se hizo imposible ver cuál es la causa 
          particular, para saber cuáles son las actividades que representan el 20%
          y generan el 80% del consumo de este portador. La causa primordial es 
          que no se cuenta con metros contadores por áreas de resultados claves y 
          de esta forma conocer el consumo de electricidad por actividad.</p>
        <p>Posteriormente,
          se procesan los registros de la energía eléctrica y diésel para el año 
          2020, observándose a través de los gráficos de energía y producción en 
          el tiempo (<span class="tooltip"><a href="#f10">Figura 3</a></span>), 
          que existen variaciones entre los portadores energéticos y la 
          producción. Resultado que difiere de lo que plantea la teoría, de que el
          ajuste de este tipo de variables debe ser lineal.</p>
        <div id="f10" class="fig">
          <div class="zoom">
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ZtbDhKRvI%204htKCtqXNBcy7OTnVRWWRWe/Tzf3L4lnVzaq3XrXtNln/wCQOkHLZNn9Wkr1SG1cW47ZxXnXozzw%20soQo08aAYkY5m3FEkx5KuqOUt+ZV/VsKNrbuiz/TiyQZ4wW9bv2bKs0+GQXRqyyX3FjE21Mkt7xg%20V3bxkQmKpzhRcO7hVaLMlzzf2y34E2wnkk+p4T7YmGFxv046y3MnQJ1ttT4z1jXGQLJNuFa1LrAI%20LTjjiLgBKOI87DZtqJwl/dVupx8UWdfNl4Wy9e33E7pfXsS+3ErY7b5VquHVGrixGmI1mdiPqog6%20Ksm6iYEmBCSoSd6rurU8auHyZnmWEbLYrmWiqlhQCgFAKAUAoBQCgFAKAUAoCEgfhuX+1O/nu0BI%202r/Fw/4DfzEoDaoBQCgFAKAUAoBQCgFAKA+EqoKqnKiVTUs1VtcCUcc0zrnWbVl0bfLpde0GNVFI%20iy4pR2A6u6jLzzTrCtA2qonV8CFxVxx7lX1PK3X/AOPNPNVT94e1vhqZY5ZnX3G1B49adt1gtDl2%20eenS3bYxdLlLyxYhAw8agLixyf5xLlIt2wpqiJ8KY3aWZrZGVdbU+25EQ++3ZV+0cSZd426UZuF8%20jPMyG4thademTl3OUt0DZ4A1vOsc9HUyEraCXcWs5wb5x15svjx6QsWkt6nqjN4cCIu/GdqfZyKw%20L1O6RLpaI01lwo0pOq3GQIZhOO4+0uYcw+NmFU7mytFXz1W52af6WyG/LZ78jsvb3MuGruIdl0rM%20aj3Zt4G34UyczJBBVsuogjjjCYkhb0gXMKYYLgu2snbbxST6ZcYdbXaXVZjm46MJx7CH4l6yuds0%20TarzbnztJ3GdbmX3HGgedZjy3BR36NUdHOIl3l29+tHWNRVb3vuT95Wls2m7JfTK7URNp4nXa1lM%20S4tTNQ26Rdotp05OCM1DfkuyWFcMTFzqrSg2YKO8QU5fgxqKS4UeZ5uyu/x7A1i3PlVU+tuI8Ceb%204tWRZyNvQpbFtWeVoK8GjXVkngOY2djiu4ISKG8QMmZOWqpqJ3NNrmq7fB7eBLUYb1E8m9i712lb%20PjS6V8auYw5TOkk09PvYtONs7+UMV9oG3msDVRQgIsANRXamKVaInN+D+5v7BE5VXfeynoXxLJJ4%20t2NmZKghClvTmCtrTEcUaRZDt2AnGG2yJwRRREFU1NRRO+tHVzG/M6/pWZ9xWVlVtzrm748TK5xK%20yymYDenro9dljlMm20Bjo/GYF7cIZZnkFzOSKoI0RKqJjUVhvDZ5erN39IeC549ce2BBu8RppLfL%20TEkSZV9fvL9qsjDcSOJs7mK1IPDePi04DYGpbx0h2rhl78JNqqW3zPqraH8F2lrRVudkV7bJ/wBf%20eZneOFiahtus224TSbt0m5TUEY4Gw3Ae6vLB1DdbHeNuY7AxRf0caltbV8vl7LTHP3hUez6pdeup%20bL/rSyWPSTmqZpl2YDLb45ETOaPYI2IoqomJKaJtVE79TdZbZXtmOsjTeZTuiSss8bNPPMAjEKRI%20nlc49nKDHciPqj8tonWS3zTxMK2QguKo5sXlSiUxGM5v7VLHGdyT7XHiSY8UtPJoN/Wkht+Nb4pO%20tPxnEDfi+y+scmeaRNqSujlRc2Xu44VDwy/jiOslLFp4ZZnqK5cuL43Bm2JYSSNLDUVutV3YMo8l%20NxMRT5jrDj7K5x/SE8UXFNi1alZtX7rzdtat/AhuK24qqa67JfEycQeJ91s1y1FaI8ZyGzaLIF1S%209tizKMTdeVscIzjjKEiZFTBV2r3k5a6fml8L0r+r26i6Xmqtuatn2EgfGfSjOpBsLimrgzGbY9Mz%20xxEZj4IQBuVd6wo4kIqYtqCEuGPLUrzbOcf6dvg9u0xTiqb4Jvr9txpt8crc82w4xp+5uBLYnSYh%20YxB3jdscVuUvOfTLkwxTNhm7lUdoTb3VVupmqrNsq+869Znk8bbC1vHmbZcJVvjwIN2mTmxZQGYl%20x/dGQm6LiqKJiYiKrh360tSLNPdbL1uPiUnBPjVv9O032eK1keugRwiSuzHLitmbveVvqpT0HHdI%20mffYZuZn3eXNsxqKqY5zHONvg+wWaSb4RPKdniu0utQSKAUAoBQCgFAKAUAoBQCgI2//ANGx98h/%203TdASVARsn8QwPusv58egJKgFAKAUAoBQCgFAKAUAoBQCgKtC0CzAvs+72+8XGJ2pKGbPggsUo7j%20qALa/vGDdEVFtEVBNKVwSW5T34i2Lnfh3Gu/wziOT4Nyavl2ZudvGW2xO3zLzqtTXUecbJZLL6KI%20qKCGzmimFK4bOCXZ7ybY7eM9GEE9brGUOe5NO5TZjjsdmObUh0VZxZUl3otALbYuOZueQomOCbKm%20dpHDkVgdDzJHF89ZyWGWYUO2DAhqLhG6+8RkRPGGURDIBqA7VVcajS8qt+KPtfXh2DU82Vfdn+nV%20iWQ9MW49VtanUne0moR24RQk3W5N0XlxHDHNmBNuNKuJ/FHdPxFsY5T3/wBDVuOhdP3K8z7rObOQ%205c7YlmmRyLBk4uc3FTBEQkJVcXnIVVyrK67rNPsLZnKf3Z74+BC/9ntMORH2ZkqdOkOMxo8a4SHg%20WTFahOI7GFgxbAU3biIWJCSkvjKVXzOZ+rNmni9nRx7WUhbI8sNRuh+y7Eem+EWn2h3gT7gk/tU7%204lyV1pX0mOMJHcVMWlbyG2mCjk+LDZUcFuSa6rOX7bSXjM74/t2HmDwe09bo0Bi13C528oMc4SyI%200lAefjOPrJVp5zIpbHCXKQZTTFedUp4/p/twQt5p4tv+7abg8M7O3IuCszrgzAuSyTkWpuRliI7N%20b3b7qBlzkRbSwMiFCXMg41R1TpleyI6E3OBZWiystqafTGGPtjvNM+DmlSjtxQfmtQiiQ4FxiNvC%20jc5iAiCwMnEFLFBTKStqGZNi7K0d5s7PfbNyzcfDlgUSwjk11Pd3s3GOGGm2ZzUxspCOtXh2/gO8%20HL1t5ncEOGX93k5B/wCNRVxHJNfqcsm2M88v9sR4G7qnRFq1FIgzH3n4dxtu9SHOiq2jog+GR1vB%204Hm1EkRF2hiioioqVVLFvio6tpM4R1kZc+Eul7kzMakuzCSdaWrG+av5jWM06ryFncEyV1TJcSVV%20+KrTt52rbrrsFbNRyzf3bSS1NoW03923yXXn4dwtaODCnxVb3og8GR0FR5t5shJERdoYoqIqKlRv%20b4qH4kVUVVdy2Hq2aIs9tvbF5YckHNj24LSKvOq6hMA6ruY1PEycUl2kpVM7fxR3T8Q9iXCe/wDo%20RTPCTS7c5qSTkp5liXOnMwnDDcC5c2zblBgICagSOEqIpbF7tVVfLl2rK69Up+4s7OW+LVutGEOD%20um0sUqxuzbg9bpDDMRpk3m0RhiO6joA0gNgKriKIpuIRqiYZqvncq29WVute24o6qGtiaa/V7YcD%20ekcMdOSJ784zk7+Rd419NEcFB63EaRptETL+7yjtH/jVavKlG7N/dM+JZuZ5pLscld0VwaiRrM2x%20qoznutrcwC3I9nhNt3J5xXDbRAbczmyaCuJc3blw5aNLKl+GteyNnWp+zAm1m7uy+9m/qWvTGgrV%20p+Yc5uTLuE5YzUFqVOcFxxqIxirbAZAbTKiriqqikS+MS1Z2bni3L5splWHLZyLJVSRQCgFAKAUA%20oBQCgFAKAUAoCEgfhuX+1O/nu0BI2r/Fw/4DfzEoDaoBQCgFAKAUAoBQCgFAKAKmKKi92q2rKa4g%20pNi4S2G0jb2lnT58a0NvNWiLLcZVuL1gVBww3TTREeQiFFcUsEVcKtbzJztdcs8vZLsJbxn8WaN0%20zPvMLPBrS8ZqA3CkzoawYTVtN1h0BckRWDVxtt01bUhUVIue0oHgqpjVs2LfGO5QvbYyPHH+7Fme%2058ItKXa6yrhdTlz0ksyI4RJD2dpgJYAD25LLvhxRtMB3iiP6KJVEoT57+vN4+0EziuXwjw7T2PCy%20yFbVgS58+aPW4kwXXnW0ISgEJsAINNttCOYOdgGYu6S7KvmxT3pz17CsYNbnXL1e3E1+Kmh5usmr%20DbW2WepRbmzNuEt1whMGGUJDabARXOrwkoLiSJh36rTDUrbdXv5dsPqLWfktVfV3Y7eySx6k0vbd%20QRIkWcrgNQpkeezuSQF3sRxHG0XFC5uZNqVKcWVt696j3kfS67moPuoNMW2/Faymq4i2ic1cou6J%20BxfYEhFDxRcRwcXFKiuFs2+Gu1QHsa4+5p+4hf8AtbprtZZynJKIs4rr2OTgrC6+Y5SkZFHeYr42%20XPkzbcuNQkko4Jpck9vv7SbOceiecbPd2GlF4LaSYE2ifnSIi22TZWIbzwk0zBlmjhtN4AJc1RTK%20REpYcqrsqXimnvy47/LsCcNNbrO3KXtPTPB3ToDKM59xenSSgOjcTeb37LtrFQjONZWhbRRAlEkU%20FQk5U5as7OZ35nbrah9qKpYRuiOqZ7mbT3DG3OPR5Q3i7tXFpg4sm4ty8JMlhx3fq284oLlQT8Td%20ZFFFwHBKhYPDZhhxy7J39OOIaldvVO2A7wr08sh+YxImRLi7cju7VwZdDfMyXWRjuI3nAwUDbBEU%20TEu/y1CwiN09lnL7y1sdvL+3Y+kwDwd0gEY44LKEXbXKs7x71FNxqc7vpDxkori8bnOzcnwUaTTW%20xPL1ZdhKs01berO3W9pPXXR9luulS0xOA3bYrDcdOdg4iNIm7NDT9MVBCRcOWpu81s2+Z6ylFlUb%20ojqIsOGlnUIaS506a9BuTN3afedbRd/HAm2w3bbbbQt4EuIgA4rtVcaJw01un+7aTua4x3OfcZQ4%20baZTSEzSbgvPWqa6/Idzn9KLsh9ZKkBig4KDpYjs+PGqxhVfciOrYTPmbf1bfAxJw0s5x4zUudOm%20uRblHuzb7zraFv4qYNBkbbbZBvviADjyquNWThp8J7017yNzXFR3yNVcMbBqWZOlTX5TJXK3pap7%20cc2xF2OLiuhjnbNUIDJcFFU+HGorhPN1fXXYy2bFPhP9209NcNbGxqBy8xpEuMr8gJkqCy4IR3pD%20be7FxzAN9yImYEcQCVNorRYKOnqnb7MpGEckuzYa0XhJpaMxCZbOVkgRrjDYxcFV3d2PPIzczaqL%204ne+GoamrXGqr1LYXrZpz+PN1+zIGPwWZXUE1qRKfDSxWu1WxiM0+iOSW7dnzNSvo/EXmbQIVXan%20ItaZ5bs9rvm5bFHY18Sllgkvu2X6mWRvhdptu8JPBySkUZy3YLRvBWEM9RyrIQMu8zfpZc+TNty4%201WrjqmOU7ff2k2x64nnGz3dhb6gCgFAKAUAoBQCgFAKAUAoCNv8A/RsffIf903QElQEbJ/EMD7rL%20+fHoCSoBQCgMcmTGisHIkugww0mZx5wkABTvkRYIiUBheu1qZkx4r0xhuVLRVisG6AuOonLuxVcT%20/JTfA3SYyv1jF2UyVxii7BHeTW1ebQmA5czqY4gnwlUThO4RjB8c1DYG4seW5c4gRZZIESQT7aNu%20kvIjZqWBr8VWjGN5E4TuN+oJFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QGKTLiRWt7KebYaUhBHHSQBzGuURxJUTFVXBKchzPLs+C1KZiOyGm5UhCViORiLjiB4ygCrmLDu4%20UWIZqlqTTotSniukNGYRo3NcV9rKyarlQXVzYAuOzAqicJ4kxjBkcvdmbcituT4wOTtsECeBCfTZ%20+6RV5/Kni1aMY3lZwncem7xaXJUiI3NjnLiDmlRxdBXGh5cXARcwp8dROE7id8Hu33K3XGOkm3ym%20ZkZVUUfjuC6GKcqZgVUxSkCTYoBQCgFAQkD8Ny/2p3892gJG1f4uH/Ab+YlAbVAKAxyJEeMw5IkO%20gyw0Km664SCAim1VIlwRESobglKTQHVGmit5XEbtCW3ie6KYkhpWUc/UVzNlzbeTGpeHWQsTYcvN%20oblR4jk6OEqWOeLHJ0EcdHvtgq5iT4qRjG9EThO4+wLra7ijq2+YxMRk928rDgO5DTlEsirgvwLT%20dJO+DaoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQGLrcXrXVN831%20vJver5k3m7xy58mObLjsxoDXK92UGpTxT4wtQSyTXFebQWS/VdXHAF+AqicJG+D4N/sROxWRuMUn%20Zw54TaPNqTw/rNJmxNPhGrRjBE4SfW73ZXHJTbc+MbkBFWcAvNqTCJjirqIvMww/Sqs4TuJ3xvMZ%20ak06MBu4FdIgwHj3bUxX2kZM9vNFzNlVdi7EWp5cRPcSKKioiouKLtRUoBQCgI2//wBGx98h/wB0%203QElQEbJ/EMD7rL+fHoCSoBQCgKTxk0+7f8Ah/c7XHtbt3nPgSQYzRNhlkZCRt0964yCiBLjtVdu%20C4bKpZY1fBr7e4vRrGdkEFf7XebzdtKxn9LS2rZBWJPuFwHqSyOsxSVGIyr1lCAGyxccIc2Kc1OV%20a3TX7rt0x/qW19Cw6egxSjSy74h9C+PgU668NdePzLCTdpIl09cZk29P7yOiXaPIuASQZZxczGuQ%20cyi/kRFHCstDyurexVrWOanHqePHEvreZXS+qza5KNnu6jZlcPNZdXujpWMpMe9Rr3Ht1sRyNmt7%20tyki4wbqE4jYJlHElZUlHuItVVXkVZximPCLWb54Jrs6C2ZZs27M3HHyJeKfb0ncLXGkRbVEivub%20yQww2067tXMYAgkW3auKpjW+rZWs2tjZjpVdapPakRzfvAdykQ+0GUFhpl1D6ttXek4OH7zubqsz%20Q2up3/2k16t9rQDqd/8AaTXq32tAOp3/ANpNerfa0A6nf/aTXq32tAOp3/2k16t9rQDqd/8AaTXq%2032tAOp3/ANpNerfa0A6nf/aTXq32tAOp3/2k16t9rQDqd/8AaTXq32tAOp3/ANpNerfa0A6nf/aT%20Xq32tAOp3/2k16t9rQDqd/8AaTXq32tAOp3/ANpNerfa0A6nf/aTXq32tAOp3/2k16t9rQDqd/8A%20aTXq32tAOp3/ANpNerfa0A6nf/aTXq32tAOp3/2k16t9rQDqd/8AaTXq32tAOp3/ANpNerfa0A6n%20f/aTXq32tAOp3/2k16t9rQDqd/8AaTXq32tAOp3/ANpNerfa0B50+9cpMFqXMkNuo+CELYNbvKuP%20fznjQFR406dk3zT8JuDZn7vcos6NJibk2RRlGpDTjpkjzzIZlaAhHlXubMaUeXVpbg8ej2gWU6dq%208U+2HBDX/ROvJ/EW1amaGM5H3riNOOKQP2+KUI2xaIUMgVd84RKreOJKmOwUqmRxZb7Vsp6Yy9n/%20AJPeWdk8rjBOuH+7t+BVoHDzW0e/6Ru7mn3Ft+mYLMG920XIincZAA8CSWRV1G3BbJ3OivEJc5dm%20NaZlms4wtWEuHl9q4eBm08sTirNzxWZP7TLF4Za5jWpba/bVkSLhEtrUGYLrKhbCiXByU6BkRiY5%20W3ByqyhYqmHeqaOLV/Dajb4qtEn3p/q6RqYptbGtRRzs8OXDsPdw4a67mQzgsQFjzoTN6GVcydZE%20Lj2jKF5lsCA1cXEB529EUFaz08Em1srRR+Wyb5bn29JpZ+Z87WafCaNLva7Og6Pw7s1zh3DUlzk2%208rREu8xl6DbHFa3jYsxW2DMxYNxoVMwVdhLs5a0WFI35rPteHx6zJLH/AE1XWp+MdRdaqXFAKAUB%20CQPw3L/anfz3aAkbV/i4f8Bv5iUBtUAoCJ1bbY900zc7dIYkSWJcc2XGIitpIITTBUaV1Rbzd7Mu%20FVupXWvEvS0OTl7Wnde57fPuVqfulpt06b1S0OpbxnrFfhoyy5IFomYZELufkLFAVOVaaibq5xta%20ll2uV3YOCtYThYJWo+xY98RJW5vCfiIuk5GnAi57xOj2cYF+F1rdQFgD9M2RkSPjlwVB3YKi49yr%20auLw3Wbn73kjvfHiKNLGMHWI4edvuTXYdC4ZaavUC9yLhLtRWaKlot1sWMZMqT0mJvVdfRI5uDkw%20cQRIlQl7yVo7Lzv715XJZY9ugzh+X8NWm+Mv27S6ageuUaC9MhyAaRhtSJs2t5mVPhzBhWZc9dTv%20/tJr1b7WgHU7/wC0mvVvtaAdTv8A7Sa9W+1oB1O/+0mvVvtaAdTv/tJr1b7WgHU7/wC0mvVvtaAd%20Tv8A7Sa9W+1oB1O/+0mvVvtaAdTv/tJr1b7WgHU7/wC0mvVvtaAdTv8A7Sa9W+1oB1O/+0mvVvta%20AdTv/tJr1b7WgHU7/wC0mvVvtaAdTv8A7Sa9W+1oB1O/+0mvVvtaAdTv/tJr1b7WgHU7/wC0mvVv%20taAdTv8A7Sa9W+1oB1O/+0mvVvtaAdTv/tJr1b7WgHU7/wC0mvVvtaAdTv8A7Sa9W+1oB1O/+0mv%20VvtaAdTv/tJr1b7WgHU7/wC0mvVvtaAdTv8A7Sa9W+1oB1O/+0mvVvtaAdTv/tJr1b7WgNW4e8ER%20gHEuDJqbzDOCxsP3zotqv7zuZsaAmIwPgyIyHEedTxnBHIi7f1cSw/PQHNpun701xbmXq0Wd+OM2%20zOwDvrisOMdcUwNkzBX99ugEMMBBNvc241WieS9VhmjuzT7oLWamjeMTPQ4+0qtr4a66tEicUi3M%20zobV5tdxdaiuCrlwCPG3b7iJIMRUt6udUcJMSRcO5V6NJVwwVr4cJrC9tu0pZNzji61x6LNvu6th%20o2LhlruL2nGftRNu3m8w7rapyOR1C1xGJhSCjuKjmcDEMcBZQhVSwx5arpJqtKvbTa+PkiPcW1bJ%20u7SwsoS5zt95md4b64ft8WO3aSjyLTCdj3FwnI6JdCK5NSlFpRNVJDbaJcXkHaWHfq2naGrNYf48%20PyzPLAamKa3v9zH82zmbr2iNWJdJ16XTzj9suLl2SNYM0Texymx2Gmn3AJ3cJmJg82Q1VM3dxWs3%20V5HXe6tJ8JvPhwLZvMrblarfOKx4nW9IWybatK2i2zjRyZChsMSDRVJFcbbQSwJdq7UrfWsrXbRh%20pVaqkyXrM0FARt//AKNj75D/ALpugJKgI2T+IYH3WX8+PQElQCgFAKAUAoBQCgI2N+Ip/wB1ifPk%20UBJUAoBQCgFAKAUAoBQEJdNcaQtbqsz7vFZfFUQ2VdEnBxXLzgFVJNq91K20/T3v8qbMtTWpRTZw%20bdq1DYbsira7jGm5fHFh0HCHBcOcgqqp+Ws7UtXaoNFZPYSFVJFAKAUAoBQCgFAKAUAoBQCgFAal%200u9ttURZlykhFiiqCrri4DiWxE/LUWslizTS0rajiqlmxHfZkMNyGDRxl4RcacHahCSYiqfGi1KZ%20S1WnD2mhpr/Awv4af+K0IPV61BZLIw0/d5zMFp90I7BPGg53XFygA4+MSr3EosWlvYeCb3IxO6r0%206zfGrE7PaC7PoqsxCVUIlQc6iK4ZVLKmbLjjhtosZjcHhtNBOJOhVakupeY5BFMW3sqqq5nCIQyC%20iYuISgWChimxaicJ9tk+GJMOY3+y8cDM5rzRzZ28Tu8dFugg5AVCxRwHSyNlimwUMuaObDFdlWhz%20l3lZUZtx7DW+kjmzIKXWP1m3g47MBSwQAZVEdLMuAru1VELBdi8tVlRO4tGKW9m1Y9RWS+xTlWiW%20Eths1adIMUUDRELKQkiEK4Ei7U5Ks0ysokagkUAoBQEJA/Dcv9qd/PdoCRtX+Lh/wG/mJQG1QCgF%20AKAUAoCN1L/gJ38EqAkqAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQGFJkNZ%20KxUfbWSiZlYzjvETlxy441EotkcTGBp3/wDo2PvkP+6bqSpJUBi63ESV1RXm+tZN71fMm83eOXPk%20xxy47MaA1W9QWFyG/ObuUU4UYlCTKF9tWmyTDETNCyiu3urTdI3wfRv1iJ2KyNxik7OHPCbR5tSe%20H9ZpM2Jp8I1MYwROEn1u92ZxyU23PjG5BRVnALzakwiY4q6iLzMMP0qrOE7id8bzGWo9PDAbuBXS%20IMB4t21LV9pGTPbzRczZVXYuxFqeXET3EiioqIqLii7UVKAhNTa30jpdoHdQ3eLbBdVEbSQ4IEWO%20Pij4yps71RKmCYe0+aa1zo/VDZnp68RbmjeKODHdEjHDDFVDxkTam3CrZXElZRtX/wDo2PvkP+6b%20qCSSoCNk/iGB91l/Pj0BJUAVURMV5KAr58Q9ABc+yj1Laxum8RnqKzY6P7xdiBu8+bN8GFK47MRb%20DaQnGu4yIXDa6zId6OyyG2iONJYMW3XnEAiBho12orionic7DkqlnFq/mXX/AE2/YX01M9HZ7bCk%206q1ZdX7ijkG7SEk9Sszmk2oshxGpzzspRnru2y3crAEQTQ82QduzHGtkv8r/AP2L9GXb0bceSMG/%208a/Jb9a2Lww5sr121bq0Lja1buc8HpE+Yzr5kZD6DbreNwbBlxAQssP6Hmi42gqoKpYr4yZ6EN1n%205MtZ/PjhO7HBroNdaVmj5k3l/LG2N/GePYbE3U1/S3TAkXi4MWhuPej0fPCVIFybKakiMAN+hbyU%20uRV3YGpZ024Fy1VO2Vf+5lph/qc4dGWekmK5o+jM5fDyLf8AmzdkHf7Wc1y1RHJg5ZxsNlIFUwwd%20UEU0wTk51baqSs8uyTHSbdVO2CIY94e3puCRN51aNm2u4YZ38uGzl5caoaG/jqXvQvzu+CgGOpe9%20C/O74KApupuK7FklFbWXod1vY8tqgq866KJ4yuKAkLeCdwtvwV1en9JbUePlrxZz6/qFp1bSzPgj%20xG1ZxonkqxdGQobGPMduFw3akn627abcNPiLBah6Wmttp6EXV7PdBs7zjo6qLudPRkXYo55bqp8O%20OAY/FT/D+LuHn5HhmRxyaAi6pZJSi4aI2868wpChc1RJsXURFTkxTHv1pqL08+V22GWk9aPPl29x%20rvaw41RTyu6Djy0xwU4dyaVPjweRlaz/AGtN7LdqNc1uB9DWfF99xG2tEBHcIVyjKmNoGKEiIROt%20K6iJgvJhjWi0NLJLvjPAyerqZ4y+WNsmGVoXifqM0PVGoWo1vNOfYrOrsZtcf0XZSfTOJ3FTmotU%20/epX5F1s1yN7X2EpA4X2KBD6pF09Zm2lUVI1BwnSUVxRTeLF09qfpFVP+1qTOZh6FGoaUGveeEdj%20upo+Vot0GcK4tz7cT0KQJdwt4xkzKn/NjSvqbrfPTiS9Kr3GCDpnjLYUUbfqKHfYQr9HDvDbivoP%206qS28CL4zFav+5p2+ZZej4EZbLY56TK1c+Nt3ZyxbbarCKqQlLmk9IdFRJU5scMqKmHIqnt5cKvq%20U0KPBuxlo31bLzLKzSXhnxKk5np+vZpzF2iURUiMivcTcACiSJ8K1n+/VbKKDX9t72zY0rqbXkLU%20S6M1I7Fk3RGXJFvurgEwkxlshRcotooZxQsSRMPirTX0qZFej6VwMtLUvndbLDc+Jd8dS96F+d3w%20VxHUMdS96F+d3wUAx1L3oX53fBQGlerverPapVzlpF6tEbVx3IjxlgneRErTS03eyqtrKamoqVdn%20sRTIkzjBrWL1+1TYmkbOSqkNwmOty5AIuG+yu8xsF/RTBVXlrovSmk8tlmt3GWnd6iVlgmbUXTXH%20KBtb1hbrqibck+3o3j8GaMTWH5qp+5pPbWOh/Evlut5sAHHJ43wR6yRMDTI86288KjkTHIAGBYZv%201lrS/wD10lGad5lp/vS82WNxhe0zxxfxUtZ26Kq8gxraionxb03FrP8Ac0l9Pea5b8Tytj44QUZf%20C/2+8uxyIurOsLDB4VHDK6TaH+RUTZWlNTQdWnVpvnsMr01cyasoW0xQuLN2i3ILTrC2s6VuLpZY%20rkwzchSF/wDKlgm6x/5SwWs7enbU0eZd/YarV3PA3tfNXW8MW/TboxHHLs8hgTau4ttMfSG78SJs%20/LVvT+npZWtqKaVXa9yPf/h6qmfXt8mnXts8Kr39RaIka/RIrMWOEII8cBaZDM8uUARBFMVxXYiV%20xpQePazs23tZ50nDbas8V9CcV11tFcQnXTbRcVVcgGSiKfsolSVILizpi66isUeJabdGmT2pUd9u%20RJdRlWBYkNPHkLduri4LWTZhUVcalbfdfsvbgLY0tXimu1NT1Sad209q++a0iS7jb47Vjt7RLbVZ%20lIrrUyQwrT0p0FaRTJsSUGxEkTlJe5hFqTWy32Tquh/Esrxlw2NN9K+BUYXCjXkW/wCkr/uoZO6L%20gt2tiAMkkGeCNutFIVxWvoVRHEIQUS7qY1fN5rW++o6MPj3GTp5cs7LTPHzT4d57icHNXw7Y9aQc%20ivs3mNAanyldIeplDmuSzRpvIu+EkewHaO1MamkJ14VtV9OWqr/6e8nUm0ve1dfrc+/uPVw4O6uu%20EBLSb0Zhi2N3ZIM7ekZSzuckXwF1vIm6QUHKfOLGs9OapPeq0Ufksn3x3l7Y2fC1rPomrr7+4v8A%20oewXmFcdQXm7tNRZN9ksvDBZcV8Wgjxm46Yu5W8xHkUtg7KuoVMv4rPt/oUSczwrVdk/EttQWOHx%20NWao1fq47RA1pOsRGcoLecaxtLbpSRXVRxGJczfE842Ow1TKmzYlRpp2rPKeriuX2FtWKuOcdfB8%20zrWnImpYkZxi+3Bi5uAQpGmMsLGMwyIi75tCMM+bHaGCfAlWbTKJQS1QSQkD8Ny/2p3892gJG1f4%20uH/Ab+YlAbVAKA+GYABGZIICiqRKuCIibVVVqG4UhKSrtcTtEPWkbsxcSfhHIdhtqzHkuum8wik6%20IMA2TxZBTMpCGGG3HCjcJPc1PVxJSltcHHWZHeJOiGnYjZ3QMsxtl1mQIOlHQJKKrCuviCss73Dm%20I4QqvcqzUNp7vhPhiVTlT7bY8cDc09rHTuoTfC0ylecjC2boONPMFu3kVWnRF4G1Ns8q5THEV7i0%20hxIbxgz6l/wE7+CVQSSVAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAV3VOv8ATOmn%20WY1xk5rhJRSjwGUVx8xFMVPInigmHjFglbaOhbU2GepqqixMmltcad1MLw2yShSouVJkI+a80pJi%20OYF7i9wk2U1tC2m4Y09VXUonqxNCiabtMW6a/vOq28yMxyS3xSx5rpttiDx8nipggp8ONdHqPSU0%201V4/uWUvgluPc9d/h9Np6L+eyzPkn8q6d5Z9SC6VubFokBxZcRANUzIK9ZbwVRxTH89c54ZIRgfB%20kRkOI86njOCORF2/q4lh+egOcv2OZF4wyb9H07KegSrQ5CmT0OMoPP7wHAHK4/vEDIGTxETN3O7U%20UwrdRth9mbxwgm6l0fCexxHvK5C0lqaQ09fH9NyIlwkXuDcrpZB6mLJw4jZMMsR8r5NuG0OUzJzJ%20mLk5Eq1Xly74zN9Nlt6F27yL45owwSXQrTjzePgQ9i4Za7i9pxn7UTbt5vMO62qcjkdQtcRiYUgo%207io5nAxDHAWUIVUsMeWq6SarSr202vj5Ij3E6tk3dpYWUJc52+8zO8N9cP2+LHbtJR5FphOx7k4T%20kdEuhFcWpSi0omqkhttEuLyDtLDv1bTcNWaw/wAeH5ZnlgNTFNb3+5j+bZzNx7RGq0uk68rp5x+1%203Fy7JGsGaJvY5zY7DTT7gE7uBzEwebIaqmbu4rWbq8jrvdWk+E3nw4Fs3mVtytVvnFY8TrmkLZNt%20WlbRbZxo5NhQ2GJBoqkiuNtoJYEu1dqVvrWVrtow0qtVSZxLjHrtdO6+uL7d2j2ibBgw3IsJbUMw%207qhOGTjL0ndGbYAKYCgmPKtY6Vkm5+8k1ywm3Tj3G+pXyr8tsee5HWtG3zQOr2Q1Dp0GJZQjOKM3%20qpsOtGQATjYq822eCio44bFrR1dceJlW04PbtJi//wBGx98h/wB03VSxJUBGyfxDA+6y/nx6AkqA%20htZQrrN0xcYlqajSJz7Kttx5u83DiFsNs90bRpmHFEVCTbVbKS1HDkrmkNF6ZkRH0m23Ts8Y7ixU%20CBagjoy6ziLrTm8dl5iFdmxU/LWloanj3+2JRJrDZ7T4FxtVpt1ot7FutrAxoMYcjEcMcoDjjlHF%20VwRO4lQ23tJg26gCgFAKAjY34in/AHWJ8+RQEfqrXum9MogXF8zmODmYgRmyfkOqpIIiDYIq4kS7%20K30vT3upSw4mV9elXlbxe4rC2riHrlc15dd0hpkvFtMU07UkD/8A6JA81gV/Ub53w1fNTT2ea3Hc%20RFrbcEXPTelNO6agpBskBqCwnjbseea/rOGvONfhJawvqWu5bNK1S2EtVCxWNSXu5vXENN2HJ2m+%202rsyYaKTcRhdiGqJhiZfoDjXZo+nr+29TU+XYub+zeev6L0mmtN6+tP7acVS23t8FvZHaJC4abub%202lbvKOa5IzTbZcHCJd8CIIONYGRqJAo5sMV5ax0/SRo51bNjjy4F/W6VdbRXqNPCPLev3eD5pl4r%20E8UUAoBQCgFAKAUBz7jLHdh2W36viD/67Sc1ueqpsUohrupjeP6qtHmX9mun0rlur2WX9DLVWE8C%20+x32pEdqQyWZp4BcbJO6JJii/mWudqDUyVAFAc84tPPXV7T+h4pqJ6jmIVxUVwUbdDTfSNqcmfAR%20+HaldXpvLN/urvMtXGK8ToLTbbTYtNigNgiCApsRETYiJXK2anqgFAKAUBqXW02u7QXYF0itTITy%20YOx3xQwVPiWrVs05RDUnG7NZNR6ffm6k0YCXCwW916DFtE0nX3eqgqbwobqlmERdRcA73xV7Wq6u%20tdG7y2fms+b2T1Hqfyzt6T0tNCim3/Jdc38q6q+J2a2SpEq3x5MiMUN95sTcimqKTZKmKiqps2V4%20t6pWaTk8qlm0m1Braa/wML+Gn/itVLGtqnWendLsRXb1K6uk18IsUBAnDN1wkFEQQQlwRSTFeRKV%20xsqraw8Kuz2IwS9f6ZiX5LI++4MnetxjfRpxYzch1tXW2HH0Tdi4TfOQVXup36hOcenu29gth3d+%20C7WRrfF7RbhC207JckPIBQIwxX1dmNuqeR2IGXF5tUaIsw7MExqfbownHqD9u2PEylxW0VkhuhLc%20dYmNsvK+2y6TbASXVYZWSSDgzndFQTPhtRalKbR0d6ldqIbhS+fdt7DIvFDRoyZTLss2QiNyXVlO%20MuCw6MIkCTuHVHK6rRrlJBx21VOVPR3uF2ss1jHtsnwJTTuqbVf25RQd629CdRiZFktGw+0agLgo%20bbiCSZgNCRe6lWjCfbDaVVsY9sSXqr2En5kuFll2yT1gWOI0SHZnZT8V1hu1qxHB1SV42tqlkUVV%20e6uFRRpJNuPLGPDDb2F9RO1mkpm04cfZn6J0zIjSdOWuRGmO3GM9EYcZnv4I6+BNiouuYCCZjTnL%20zU29yttVNWaajEx03KkkqzLkJA/Dcv8Aanfz3aAkbV/i4f8AAb+YlAbJmAARmSCAoqkSrgiInKqr%20RsFOPjLwqC5dmlqq2pM3iNbvfhhnVcMM/if8aVx2C2G0nL/ao+pdNybc1OcjxrkzlSdDICLdnguI%20ESOAqEOzkXYtRaviTW0Yo53a+FGr7K61Oh3CJcZkS53GXFiyV6qwse4M7pMxx2FyODgiqKNqPcTC%20osm6ZeNLVfXbN7dIUTyzVf6awRMvgFfXNLy9ItXKMtouzNtG4XElcGSydvTnIwwgEDguEKYZnBy7%20fGq2p5nyVpX6cqnsFbNY72ofXZ295eNCaMv1qu711vRxUfG2QrPHZhG46BNQlMt8ZOttKJOE54iI%20qDh4y1d2+Z772zdGEfEzVYyrdVNdrJ3VtviSLNLeeBScaZLIqEQon5BVEX8tULmx7t2fzJdK75dA%20Pduz+ZLpXfLoB7t2fzJdK75dAPduz+ZLpXfLoB7t2fzJdK75dAVPW9ystmHs6A0Ll6kNqTW9kk2y%20wi7BdeJw0Hl8UeUq6dP0l76drrCNnN8Eel6T0Nbab1tW2TRrv+8/ur2wMfDefadQ2xxmdgd5hkSS%200bccESAiXdmCCeCjl2fHVL+l1dOlXdfMU9Z6Wta11dPHRvsfNbU+ZcPduz+ZLpXfLrE4B7t2fzJd%20K75dAPduz+ZLpXfLoB7t2fzJdK75dAPduz+ZLpXfLoB7t2fzJdK75dAPduz+ZLpXfLoB7t2fzJdK%2075dAPduz+ZLpXfLoB7t2fzJdK75dAPduz+ZLpXfLoB7t2fzJdK75dAPduz+ZLpXfLoB7t2fzJdK7%205dAPduz+ZLpXfLoB7t2fzJdK75dAPduz+ZLpXfLoCta/n2PS1mF9mEc28TnEiWa2C89nkSnPEHYf%20ij4xr3ErXR0s75byl7wjxonhbbrTDObfP/c9T3BM11uJGf6W3q7XOxFhvxRH8tW1tXNgsKrYRSkb%20dpr674ZMPxwvmlmRiaqtiIcUkNwQlNN7ShvqhIqtmiYDt5q4VOjqx5bfK/aRem9bTAmotPXTQAX6%201R3AuE1UhMQTdd3rVwMt2TBpmRczR4qvwJjW3p/SzrZbfKsX0I9P+I9PX1Gss3yV81uVa4v4Fqsm%20irPbbTFhK2Rmy2iOubxxM7i7TNcCRMSLFa5/Uaz1Luz3mfrvVPX1raj+p925dgutktsZmM8y0QuD%20MiZVVxwuWS2i7CJUrE5CwUBi63F611TfB1rJver5k3m7xy58mObLjsxoDVDUNgcjSJYXKKcWIWSW%20+L7attEnccJCwBfjpukb43n0b9YydisjcYpOzRzwm0ebUnh/WaTHE0+EamMYInCT03e7M45Kbbnx%20jcgoqzQF0FJhExxV1EXmYYfpVWcJ3E743mMtR6eGC3cCukQYDxbtqWr7SMme3mi5myquxdiLU8uI%20nuJBFRURUXFF2oqUByHihdbdG1OrcjVWqrOe4bXqlkhHIiYLjzs4xX0zr3UzVWu1lrbEWLg3P1FN%2005NO7vzZkQJ7wWOddGUjzX4KCCgb7eVtcd4poiqIqqImytbfLWfmjHtcd0Ga+Zx8uHbv6pLVf/6N%20j75D/um6oWJKgI2T+IYH3WX8+PQElQGrdZUuJbZMmHDO4SmWyNiC2YNm8aJigCbioAqXfJcKizgm%20ql4nC7da+KU/Wa3a72XVkJiRcwfbjxb7Bat7MXOGAOxGyXOIoi58u00+FavopViee3Hj9nWV1XMx%20w3dC9536qknKuIHE+/2DXMazwgbW3IkEpb6x3HmW+tyVaPrskCEYaZE+hVRLOXLglRo+a8PZMd0/%20q2eXo4jW8tJXBvsfD7vF/Ai7hxl1Lb4gXg2oz8G6NXZbdCRsgOO5bZIx2iddzlvRczZjRBHDuVGn%20NoW+1aP9dku6e4m2Fnwray6Yq7e7vMU7ivrmNqHVWmRfgnO0jb3bw/cCimjcppGGnQjo0j30RYuE%20hHmLubKjOsrvuraI4+aPDvCrLrX76now78e47JbJ3XbXEnbtQ6yw2/uuVU3gIWXHZ3621KZbOvBm%20enfNVPiiHYushL9NPsyWqrGjIoJuMUwN/av0uGC47KoXPbww3rmxdHdPyDuEYSbYkqMfOInyoi76%20rrVsquqflZR6dXZWjFG72xK9kzP9P9dVC47YleyZn+n+uoDWuWqEtsB+fLtstqNGBXHDLcYIifE6%20taaWk9SyqtrNvTaFtbUrp1+azghdEpcYkJ+5TrXLcul4cWXLMdxgIl+6bHM6hZQDBNqV1eu1U7Kl%20fkpgve+s9H+Y9RW2otKn/HpLLXnxfWzzruTMK3R7uxa5TcuyPjNbcLc4bsdjwLldJcCbVe5U/wAf%20ZZ3pv5bqPh3lv4XUT1Xo2+TWWXr+l9TLDG1AcmO1JYtkxxh4BcaNOr4EJpiKp9N3UWuK1XVtPajy%20dTTdLOr2pwZO2JXsmZ/p/rqqUHbEr2TM/wBP9dQDtiV7Jmf6f66gHbEr2TM/0/11AO2JXsmZ/p/r%20qAdsSvZMz/T/AF1AO2JXsmZ/p/rqA1Ls8V0tcy2yLRLJiay4w6ipHVMrgqK//e+GrVtDkhqVBVuE%20GpJ7ug4MGRAlPzbMTlqmGO5/eQzVtMczorioIKrs7tbeqrF21sePaU0nNS6dsSvZMz/T/XVzmg7Y%20leyZn+n+uoCgWG5P3ji1f732dKdYsMRmyxQTc4tvOqkmTji4iY/u02KtdN/LpJfexMq43b4F/wC2%20JXsmZ/p/rq5jUdsSvZMz/T/XUA7YleyZn+n+uoB2xK9kzP8AT/XUA7YleyZn+n+uoCD1jqidFsrj%20Ea3ymrjcCSHb1Pc7XntieK4S80cS/JXZ6HSV9SbfLXF9CPT/AIj01dXWTv8A8dFmt0V+Ow3rIRWm%200RLbHtMzdRWxbRf/AE+1UTaS/TcpLtrDX1XqXdnvOT1fqba+rbUtts5N7tiV7Jmf6f66sjnNfSUG%20E1Z40lqODUh9tFeNBFDJVVV5ypyrQEbxK0vetTWELXa3YjBrIjvuvS0cLBIz7cgRBG/1iayrj3Ki%20sq9bfdch41a4prtRAXDhXdrhdpJSJ7AWi43GPepzbYmsgZTEZI6tNEq5N0SgJYkmZNqVGRZcu5Z4%20/wBa90snM5zb4qn/AKXPwIiLwW1LHvGnb6N0hnc9IRQttlaVt1GHoyC42ZSsFUkcUHEwybEVPhq+%20Zza2+6h9m7rKOiy5dycrtnwMsfgfcokE7bHujJQrmxCZvbjjZb1ChyjlZouC5URxXVHA+TlpVw1w%20q6tf6aqvuXeTebS/qasv1Oe6WfZfBC4Toi2yTdGgtsBu4pZ3G2yV/PcnxfVZOK5VRtRy8zxvgqlE%206pP6kqrl5LJ98LvLNy3ws2311dfe+4uujdMXK1S71dLq+y7c75IaffCKJCw2LDAMNiG8xNcUDMqr%203Vq6hVyrjZ9pRLGfwpdk/Es9VZY/Px6Ul3/SGoNVR7rqiVCaky0jWd3UBttS4cdxQkZxRrBpCyOo%20DePJhiqY1WzVNOtrKVEvo9+G00xtqWSwacKPvf1O2aTkWuTpazyLSz1a1PQo7kCPhhu2CaFWww2+%20KOCV0a6au5xcnPpNOqglayNCEgfhuX+1O/nu0BI2r/Fw/wCA38xKAwakegM2C4O3CEdxghHcKTAb%20a6wbzaCuZsWV/eKSbMvdqt2oxxLUTnDA5ZceIqTosK2aa0PqG2yXZcNoX5NhVuK3G6w2j6GRiYAG%205zJjhs+CtKrNdTsnGeh+8zbSo42xh0nWrZAtkCC1EtjDMWC1ijLEcRBocVVVQRDAU2qvJUSWNqoA%20oBQEbqX/AAE7+CVASVAKAUAoCv631tadI2fr88s7rpbqFEFU3j7ypigCneTlJe4lb+m9PbWuq1Nv%20T6FtbUrp1+a7he3IqmmeFUC5zl1ZrNkbpepmD7UJ9M0aKhJiIo0vNIxTBMSTZ3O/XZ6v1kP9vTwp%20XDp5nZ/L61NTUWnT/i0vLX326bMw6/06mjmGdXaOhhHnQiFudEHY1KYNcMrmK8uOCZ+5+StPR6r1%20lbSu5zYrk0bfxVVqaOp6VfUs1Pz1/wDJYdheNIaqteqbBFvVuVdzIRUcZPY406C5XGnB7hgWxa8z%20U03S0M8WtpUkzWZYUAVURMV2InKtAeW3G3WxcbJDbNEIDFUVFReRUVKlqAmeqgCgFAKAUAoBQCgF%20AKAUBp3i8WyzWyTc7nICLBiNk6+8a4IIin/6wSrVq7OEQ3BRtC2y46nvx8Qr9HOOJATGlbW8mBRY%20ReNIMe49I5fgHBK6NWypXJXrM6Jt5n1HRa5TUUBxiedksPGEZqtvDY5kxtua4iokNi8vsKLThJ3C%20cBERV/W217NZXpfx27cq+09fD0no5+v1L7KV/wDK3gdnrxjyCL1IBOW5sBMmiKXERHAwzDjJb2pm%20Qkx+NKAkI7Jssi2bxvkPK65lzL8eQQH/AIUBy6+aWvDnE263G1WaSwFzsMi2OXtTZ3XW3FEmTXF5%20XhbERy81vYvc7tZ5X+3eq+qO7NPbhBfMlalnjlmeh5ftK9G0Jq7rVvuYWByNBtjdlYuFmzxd5NO3%20q9v3WxF1WTQd8OVXCFSw7lb5lndtzs2lw8mXx4cDKHlVfqVdvHzp+CfaaFi4Za6i9pxn7STbt5vM%20O6WmdvI6ha4jEwpBR3FQ84GIY4CyhCqlhjy1npJqtKvbTa+PkiPcX1bJu7SwsoS5zt95md4b64ft%208aO1aSjyLTCdj3JwnI6JdCK4tSlFpRNVNDbaJcXkHaWHfq2m4atGH+PD8szywGpimt7/AHMfzbOZ%20uPaI1Wl0nXldPOP2u4uXZI1gzRN7HObHYaafMCd3A5iYPNkNVTN3cVrN1eR13urSfCbz4Fs3mVty%20tVvnFY8TrmkLZNtelbRbZxo5NhQ2GJBoqkiuNtoJYEvLtSt9aytdtGGlVqqTKRqi8XXTfEZ2+zrT%20eb5Z3bc3EtjVkbOWkZ0nCKTv4rZCuLqCCi4qKnNwrGjhWT22a7I7nPbJres5Wt09vvUe2wlOEUS7%20xLDN7QZlwYUy4PyLDbbm4pzI8E0FRbdzKRDz85ICqqiioi1pEVqnjZLHtcdMKEUmbWa2PxjHox3F%20ov8A/RsffIf903VSxJUBGyfxDA+6y/nx6AkqAjNUSiiaduMobi3aCZjuGl0ebR5uPgOO9NtVFCQe%20XDGq3cLbBail7JOV6c4ucQpV4bgN2WNqu3uSmGO2bUzPgNtR3FwWU51tlxh1MvOwadw+HDbWtFme%20Ky7fbiZ2cLBzh2+47PVCxCXPROlbpdG7pcLc3InN7vB0lJM24NTaziioJ5CXEcyLhSuDlbRbFQzw%20GgtHBJnSUtLCu3EHG5mYVITB5czooCqojvC2llRMV2rUQojcTOM7zVXhhoIo7ccrMwTbRk4mZTUi%20VzLnRw1LM4JZBRRNVTYmzZVpxT4fGfHErHt1R4FoEUFEEUwFNiInIiVBKRGxvxFP+6xPnyKAkqAU%20AoCoamwvuo4GmgXNDjqNwvKJybsF+gZL+Ie1U7yV6Ppv8WnbV3vy1976j3PQf/z6F/UP5reSnS/m%20t1LvZb6848M8PMtPsuMuihtOioOAvIokmCp+apq2nKLUs6tNbUVjhy661Zn7M+SlIscl2ESryq2K%205mS/K2SV3fyKTurrZdJ/HvPY/nKq2qtavy6tVbr+rvLVXAeKKAUAoBQCgFAKA55o5OxuKesbAqZY%2090GNf4Q9zF4eryV+NXWkrq1fNp1twwMqYWa6zodcpqYZstiFDfmSCyR4zZvPGvIgNipEv5ESpSlw%20G4KRwSiSE0K1d5Y5ZuoZMi7yUXlRZbqkCfEjeXCuj1T88L6cDLR+WeJfa5jUUAoBQCgKhE/9+1y9%20MXnW7TgrGjfqlNdT6Yv/AMYYD8a16N/8Wgq/VqYv8q2dp7mp/wDzejVP/wAmv5n+RfL2vEt9eceG%20KAh9LS4rlnistvNm8039I2JIpDtXxkRcUoCN1zxEtWj0ipNjPSXJYvONi0TLaIEcUNznyHGQUsF5%20oISkXcRcKrmxjgp746+omMJ5x7faah8WLCNxajrFlpBJ+PDfuhC2DLEqUwkhph0CNHkLdkOZUbUU%20VcFXHGrtRM/i68vze3IqnKUcE/1OEaDPGuyPy4UFq1TyuN4bbk2CGvVhOfGczlvmlV5AbEQaUiR1%20QJEw2YrhUQ8VvWLXDCfs6SW1tnDZPOYj23GQeNGm3IzEuPEmPQ91HfuUgRaRIIy3yjNI+JOISrvQ%20JFRpDwRMeTCpSlpcWknzspXdHaRZwsdvmw/Lg/bkSdl4kWi7X1q1MxZLTczraWy4OI1uJS29xGpK%20N5TJwchLszgOZNqVFPMp5K3U9j9uJNsHHOOuJj24FtoBQHB9U8NdRpe5LwaHavsaa85IkjbtQSLV%20BfzuKuEi3ugYZzDDe4EQl/wqun5YUbOtdXj0l7uXM/Hr48Og6/pf3k6iq3uJCty8xIdugGbyMNIC%20JkceIWhMkLHxG0FE7/LWlumWZVUJJKFBM1UsQkD8Ny/2p3892gJG1f4uH/Ab+YlALo1bXrbKaugt%20FbnGjGYMjLuVaVMDRzNzcuHLjVbJNYk1bnDac0Z0FwccuLRxtQO7XB3NuZv0hGFXFEFoGRkeKvJl%20SrpPpIfYdBGNA05p5WbVDbZh25lerw2/owQRTHDHAsO+q4KvxrUXu9rFa4lJtvF6bcozDMOzMuXm%20TOlwo8cphDFMILKPOPo+sffCKouURKOi4/8ALtqLuFP4XZ9Tjvw95KWMc6r9WPdiaMnj9AashajG%201EWn4TUBy8SCfyyGCuCcwWmEbIXt2qpmVXA+DGpv5XybhfpzdW4VTeH1RL/Vl9zLTo3Xcq+3J+2z%207aNulDBi3SMjUhZInFmKaBnVWmcjgq2uYecneJatl28a2h9klM2yNllK6nBL6rmRGbJMaefbbccZ%20LdgZiKl8SKu2qljb7bsvp8bpm/DQDtuy+nxumb8NAO27L6fG6Zvw0BDam4j6R07BdlTZwOKDauBH%20jrvnHFRUFAFAx5xEWCY1tpaF74pYGd9WtXDeJy61wJOqtfQb1q6Qw2+231sLZvgJiBEzfQRs2OU3%203STO8qdxESvUpdaOg7V+ryp8eL6tiPc/j6P0/p7+pt/yX8mny+9b3Hau27L6fG6Zvw14p45p3mTp%20+6WmXbnp8bdy2jaJd62uGZMEXl7i7a00dV6d1Zbmb+l9Q9HVrqLbVpnIdOaha0XPiX832/d+9uJB%201RGExVYlyaXdNzhFFx3b2VEdVO7zq9P1mkrXdVt+avNPGDf+a9OtD1VnX/jv5l0WxO1JfLIqIqXC%20MqLtRd834a8g4TSvWtdK2W2P3O43SM1EjDmcJHBIl7wiIqpES9xEq1KOzhEWskpZQo8y/wCvl65c%207uOltKHtiWhh1pLhKb7hy3FUt0BJ/wDaHb31rpzU0tnmtx3GLq77cEepOmrvp0Um6H1cDqsoiuaf%20ur7TsJ9E2qLZjlOORd9NnxVL9RXUfnXWhXSdF5WWTRfFHT2pI7zTzg2q9QS3dytMpwEcZPviWOVx%20tf0THZWOroumO2r3mlLz0lk7bsvp8bpm/DWJcdt2X0+N0zfhoB23ZfT43TN+GgHbdl9PjdM34aAd%20t2X0+N0zfhoB23ZfT43TN+GgHbdl9PjdM34aAxS9TafiRnZL1wjo00KkeVwCXBO8iKqqtWrV2cLa%20RaySllDd4l6rvslxrSECBDgNLlK736RugMsEUhajMqrq4Y4ZlXDGum2hTTwu8eCMa6rupqsOY7S4%20v+3dJf6ny6rOjwt3Fo1OR8Y0eN3nx52utTwb2kdxHWrawDbEQFBUIOarhqeBJiqly7Kv/wBpVq60%20UTv3lHoN2TszoSXqyIiIk+MiJyJvW/DXGdA7bsvp8bpm/DQGjfNX2W12iXcOtsPLHbUwZBwCIy5B%20FERcdpVt6fRerdUW86vRelfqNaumvqfYt7K3E07py4aCk2K+ToxybwJyLk6jzecZTy7zOK47CaLD%20L8VdHqfUzq5q/LXBdCNv5f1FdfVeX/jr5a/lWz4jhnrhJVsfseoZjIaisJ9UmvEYoEkBRNzKbJVy%20kjoYKuC7FxrHX0o81flftB5Wnfc9qLJeLpbH48dpiYw66UyHlbBwCJcJLargiLjXOak3QGql2tS3%20Bbak1hbig51hb0N8g8ubd458PhwoseoPAxBqCwuRpEoLlFOLELJKfF9tW2iTuOEhYAvx03SN8bz6%20N+sZOxWRuMYnZo54baPNqTw/rNJjiafCNTGMEThJ6bvVmcclNtz45uQUVZoC6CkyiY471EXmYYfp%20VWcJ3E743mWFPgz4wyoMhqVGPHI+wYuAuC4LgQqqLVmiEzPUElY1Tw40tqWR1uc0/Hn5RbKfBkPQ%205BNgqqLZuMECmKKS7CxqIJk+aY4b6W05ISXCafkzwQxbnT5L8x8AcwzgBvmagK5Uxy4VbMVglr//%20AEbH3yH/AHTdQSSVARsn8QwPusv58egJKgI7UcV6XYZ8ZmFHuLrzBgECauEZ5VTBG3lynzC5F5q1%20WylFquGcBs1ntNp1aDjutrdpicN1YZd01p0Zyb5wXMnVZEV14w3O3IjgxxDu41rovFR5tvR9ntyM%209VYOfLh7dPtzP0fVCxT77xKtVr1hF0qix1uLzbT76ypbUQQbfdVptGkcxJ5wlEsAFPy7aafmbS3f%20CdniL+VJveRL/Gq0xd7Il295u1uNznLXNEwNZRW50WXg3aYK3mMuYpLtTvVFXmWG1qrS5WcLxXaS%201Djcm0+TSzPuT7DWkcbUjzLra3LE6t7sDDk69wRkNKLMJttt1Hm3cERwiF3mhgm1F/KzKM30pw+T%20mPtISbhb7fLzw7uB0mLLYlQ2ZjRYx32xebJdnMMUJFXHk2LV71dW09xWllZJreQjGoLCl+nOLcYy%20NlGiiJq8GCqJv4oi49zMlVLG/wC8+m82XtWJm/V37eP5s1AfV1Jp5OW5xU+N5vw0BWtZ8TrZZoLR%202hyNd57jqAsRl1DUW8pKRru8+GCoibe/U6mlqKmdVbqen6P+Ntqp3tNdNfVu7zNo+VZbfBdmT7rE%20cvF0c61cHEeBMCJOa0OK4oLY81K6PU+oWpCSitVCRH8l6xatlWijS01lqvF9LeJP+8unfakTpm/D%20XMeaPeXTvtSJ0zfhoCrMX2y2/iE+YT46wb1DEzcR0MgyYq5cFXHBFJsv+Feg/P6bnp27rfae2/8A%20N6BP6tG/9t//APXiWn3l077UidM34a888Qe8unfakTpm/DQD3l077UidM34aAe8unfakTpm/DQD3%20l077UidM34aAe8unfakTpm/DQD3l077UidM34aAe8unfakTpm/DQFA1pfLJA4jaN1CxPjk06cmzX%20AgdBURuSG8ZI8F5BdbwT9qunSx07V6zK+Fky/wDvLp32nE6Zvw1zGpSOMuq7b7gzbbbrjHOfejat%20cdAdAsFluI2ZLgvioClitdHpV55exY9hlrPyxxLdbbrpW3W6Lb41yiDHhstx2R3zewGhQBTl7yVh%20Zy5NEoNn3l077UidM34agke8unfakTpm/DQD3l077UidM34aAe8unfakTpm/DQFZ1bxOs9uzWy2u%20pKu8ppOpuNqBRxNwlAVcczYDlwzL8FX9Paj1a1u4R6n8b6BarV7tLSq/N0LH7CR0zI0xY7LHt4Xa%20K44CKUh5X28XHjXM44uJfpEtaep13q3duzo3HP6/1j9RrPUeCexcEti7CV95dO+1InTN+GsDjHvL%20p32pE6Zvw0Bi0sDPYUJ1sRxcaRc4onORVxxxTloCA4jcMoutThlIktgMRp9pGJUYJjH/AKhBTfA0%20ZAgPt5eY53MVquXGeUc10PcWzYRzn+vE0B4NwklAB3V96zlIjTpcF0UN56XFjJGFxZObMgkICpDl%205U5e5V7eaZ/F1Z9vi+0pVREbYqv0uUaTHA9GJ9ourd9c7X02yELTskowKDEQUMCbeaQ0R8iBzBTx%20HkRUTlxS5b32UPnhHVxDqoj6ZldMz9hla4H26PHCFFujzdvksxWb0yTYmcrqcgpIEDmKblSccLNg%20i7OTDlpVw1wTTXTVZV4LsFlKx2tWX6nL95Lad4ZR7Ne4s/tA5EK2LNWzwVbEFY7RdR1/eOoqq7t2%20BiiYJ36jT8q55VXqXsuwm+Ln8WbriPiXagFAcy4jcVrnprVDNigpY2VKEM1yTfboFuEs7pNoDSKJ%20qSpkxXH8nItVq5b5R3lmoSfGe6PidAsc12fZoE55WCdlR2nnFiO7+OpGCEu5dwTeN7eaWG1Nta6l%20Ys0Z1co3aoWISB+G5f7U7+e7QEjav8XD/gN/MSgMk6DCnw3oU5huVDkArciO8KG24BJgQmJYoqKn%20cWoaT2kptbD86SZtgtXFcbBF0PYWHWprI22EFmNJpNDIbFZYyhBGRRWyN4CTYORUVcat6Zu3TP6V%205vhV9FsCPUJVXV27Ptr0qWfoqfE65Ddjb52Org4I+wWR0F7hAW3anwoqd9MKq0Sin/8AaWxJmkhc%20J7d6clOzXb6BspLN15lI5oqbncZVZERwRpORF5dtQ6qI3Y9ebFiXMvbh/bsMMjgnoh5gYKhICzE3%20GamWcXB6rK6kmDBP5hJ1SHZjlMc2CZsatbFy+M9DjLh1EKV4dOM+JNaV0La9OPvSWJMqdKdYZhjI%20mGBm3FjZtywG7BpMgZ1XFUUl7qrVszh83L5uIIyrDkoXLeb2p2mjsU0iASIWSyqqIqpVSSQ6nE8w%2038kfBQHwosIUUiZbQU2qqiKIifmoDn904iNXGe7ZNAWtrUN1aXJJuCogWyIv/nSETAyT9RvFa6a+%20nhTd5V3mT1JwriYIdmsOlHZV81Xd275q4wRxGFUAEMcUbZhQ0XmiqrghKikvKq8taad3q2WlTyp+%200s7PQ/xd9fUULb9W5cewtOjdOlCtrkq5Mgt2ubpS53NRUAj8VodnI2OA/nqPWayvZVr8lFC+PWdn%208r6qupqKmn/xaay19763iT/U4nmG/kj4K4zzB1OJ5hv5I+CgKbDtNsDVuoNPzorT1vvUcZzbDgoo%20kJJuJIfFjlX8tejqt20KXW2jy+9HtesX73otPU30b034195DQtJcQdIj2Zp1Yl8sLZGttjXFUbej%20tqPNYckYGRNgXiKgquGys8+ldN2lW5HzjrqVaVcam9ZOGc6bemdR66lMXW5RVzWy1xm93boar+mD%20ZYk67/zn+ROTDO2skstFC472aKjbmxfeqRPMt/JTwVzGo6nE8w38kfBQFW1tw4tmo+rz4ji2nUdv%2051svMcR3ja+bcFea60X6QFW2lrOuDxq9xS9J6SCY1rqKw5YestNK6+2hY3GztFKbkCOCC4DAiphi%20q84VXZ8Vbf8AXrdO1bdTMnrOtoaMn/c0pvMsGhr1cXe/IiBb2elkqA1T/rpfNaq7y/7s7Eweq+IU%20MFl3Dh+CwB2upEmx3pACnjEraiKFgncEsalaOm8FbHoId7LFotOlr9p/UtuWdbmwytmrT7RAKG24%20iIuUkT4CRay1tG2naGW0tVXUomepxPMN/JHwVkaDqcTzDfyR8FAOpxPMN/JHwUBzjX7Lep9WWzh/%20EEQhZRumqHG0yqkNs8GY2YeRX3E2/wDKnw11aPkq779i6TG/meXtOiNW6Ay0DTUZoGm0QQAQFEQU%202IiJhXM225ZqlB76nE8w38kfBUEjqcTzDfyR8FAOpxPMN/JHwUA6nE8w38kfBQFQuLEe/wCsY9qZ%20aBbZYlGZcjEUwOUuO4Z2J+j4616Ol/h0Xf6r4Lo3v3Hu+nX/AFfSvVf/ACa01ryr9VuvYW/qcTzD%20fyR8FeceERjmkdPuXxu9lEBZ7batiWHN7yEo8mZE2IverVa1smT6TP8AarmzbxqGGx1BpGhRhxZc%20RBebEEMcZLaYjihJj8aVkaEpHaNlkWzeN8h5XXMuZfjyCA/8KA4dduH+vpXEO4zokU2YcmXMdjma%20sdVbR63FGCYEhHFl75SwHcq3u02r8NZVq8ll+G/fZOFxmN+zcXtZZqvdNO7wjlt37zzG0Jq7rVvu%20YWByNBtjdlYuFmzxd5NO3q9v3WxF1WTQd8OVXCFSw7ldGZZ3bc7NpcPJl8eHAyh5FX6lWJ4+dPwT%207TQsPDLXUbtKM/aSbevF5h3S0zt5HULXEZmFIKO4qHnAxDHAWUIVUsMeWs9JNVontptfHyRHuL6r%20Td2lhZQlznb7zO7w31w/b4zDVpKPItMJ2PcnCcjol1Iri1KUWlE1U0NtolxeQdpYd+rabhqzWH+P%20D8szywGpimt7/cx/NsOncOLNcoCX+XLhFbGLtc3JkG3GredppWm2+eLJONipk2pYCS8vfosKJb/N%2032bRV43b5LuRcagk55xyssi7aMabFYaw4s1mTcm7jPctkU4zaHmF2Q1zkTMo4bU27e5hWdsLJvZj%203qEXr8tktrXvTfcj3wSs8a26Rd6pBt8KJLlG+x2Vcn7tGdFQAN4kh9VXHEFHKK4bO/jXRd4JcjGu%201st1/wD6Nj75D/um6zLklQEbJ/EMD7rL+fHoCSoCO1JbX7pYLhbo7iNPy47jTTik62gkQqiKpsk2%206O3ugSL3qrdSi1HDOGW7hhqy3arjzmtFSXZjJtNle11fJVkwbNDTO2bKvkyhbd2Qr8S1pS0NxgUu%20pUbTvNoS79mx+2Fjrc1HGV1NDRhDXuN7xVNUTkxXl5cE5KhxuBW9S8NLXfrw7cHpsmM3MajR7pDZ%203e7lNw31fYQ1MCMMpkuKgSYpsqKeVz+JW61s9uRN/Muprqe1e3EjXeCunHwejypct63o3Mbt0JSb%20EYfX3UefJoxBDJc4oo7wiw5KiqhYbUqqeVXK93YS3Lni23zbUPuntML/AAStT8y4XJ28z1u96ZOH%20fLgiR0OXEMAb3CgjW7bQQaRBJsRLl27aZVEfS3LXFzP2dBEvB767OWEfb0nQ4sZmLGZjMDkYYAWm%20g7wgmUU/MlXtZ2bb2srWqqkluNGN+IZ/3WJ/MkVUsQt64dWy66jG/OTpkeUjaM5IziNJlRFHYSDn%20TFC24FTS8motTa1x2Hpem/k76NMirWy/Ep7th7/7b6eJfpnZ8jvo7NkEi/kz4V3/AP2Opuyr/Sjf%20/wC911sVK9FK/AmLPpyxWYCG2QmoufxzAeeX7RriS/nrm1vU6mp87bOH1XrtbXf+Szt7cCRrE5BQ%20CgKrxEZdZtcW+Rxxk2KS3M2cqs45Hx+JWyVV+Ku/+Pad3pvZdR17u89r+EsraltG3y61XXr217/E%20s7Dzb7LbzS5m3RQwJO6JJii1w2TThnj3o6tp7Ue1VERVVcETaqrUFSg3q5aq1W6rGjZCQYEJxUev%20DhKLcg0xFW2kQDUhFeUuTGtvV+ktp0Xmi73cufwPdXpNL0tU/UY6lvo31XF8G+BJrD4mRec1cbbc%2005VbfYcjL8Qk2Tn/ABrqz+lttrevQ58Sn7v8ffB01NPosreKR4XXzluRU1NaJNqUUXGU2nWoq4d5%20xpMU/wDqGq39HXK7ad1ZLHg+wP8AiFqKfT6ldRcPlt2P3Mm9P6ks+oIPXbW9vmEJQXEVAkUeXESR%20CSvPrbMpWw8zX9NfScXUEnVjAUBS+MNok3Lh/cjhf5G2IF0gL3Ufgmj44Yd3AFSt/TWi6nY8O0z1%20VNSyaevMa+WG33iKuLFwjtyG05cEcFCyr8KY4LWV65bNPcXq5UlL1OXbfFrTFjHnR7Ew9fZydxHC%20xjRUX/6iMvzV0afl0rPjgZ2xskdErlNRQCgFAa9wuEO3wnpsx0WYscVN10lwRESr6ena9lWqls10%20dG+rdUoptbYVfTNtfvN3LWF1j7pw29zZYpimdmNiq7w//Mcxx+BK6/VZNOq0qw2vmtz4Lkj1v5DV%20poaa9LpuYc3txtwXJd7LhXCeIKAUBC6UnRXrTHjtuZnmW8HRwJMNqpyqmFAQXETXs7T1wtNrt7Ga%20RcQkyH5axXpwsR4YCpl1eObThqROCnjogpiu3kqqt5mt1VL7Y6un4lowXFuF4kC9xfndbW4RRiSt%20Mx7hEtT5i26kh45UQZKyWiVzIADvBFGyFV5ed3KtZ5cX+P8AsT8YZVY4LbFX+px3EdE4x6tk33Td%20h6vb252sobdys8jdvk1EYUXHXG5Ib0SfNAbFBICbRVVVw2bZyubV30Uvnhu6+4h3UZvpbhcdseHw%205nqPxsv8y1ldI8KI2xaWILt8YNHSN05kw4hDFNDFG0BGlNFNCxxw2YY1NUm1921qr9VVbuld4vNU%2019SV3y8rjvh9HMn9L8SLxdtRWxmQxGGz35boNtFsXEkMra3kaxeMjIHN6mJc0By8m3lqun5ljtyV%20v2vZ3rHpJ1MHhutl7pnuZ0WgFAcK4u3PUg3eH161RIKBFMmZvYnvD1x8HjQIuccCjgTaCeJbeeve%20qlZlwptC8vHj5unDvL2iNuEvHhs3dvYdl04ck9P2w5UIbbJKKyr9ubwQI5q2ikyKJswBealb6sZn%20DlSY6beVSoJCsy5CQPw3L/anfz3aAkbV/i4f8Bv5iUBtUB+fLomq5HFuRb3NUMRhh3ZiVCjDdMpE%203KNpMjkQU5G2GVaFpfGI81PS44vGJX+5/wDj+WGT6nZCwlL3LxzPnKR+g6ECgFAKAjdS/wCAnfwS%20oDauL0lm3ynorW+lNtOGwz+u4Iqojs767Kh7C+mk7JPBScem23iTq6Vhqa3TCsYJ/gYjrcBp4scV%206w8RE64HcyJgnfr0PROn7eazVL9DZ6d/4z0zcvXSrwytvuLpbPfOFBattl0vbrJEZTKyLkpDaFO/%20kYAVq1qenmbalrdFY8WXr6X+Ppt1b3XCtI/3Mz2vQIrex1Ff5KXK9jhulAEajtIKKiIDe3Nhm2EX%20x1x6z03fNp1y9e0z9T/I1yft6Ff29Pplvp+wt1ZHlCgFAVLXP/t06yakHYNvlJHmqno0v6IlX9k8%20q16HofPW+l95SumuJ7f8R/lpq+n+/Wa/mpj3qS2ouO1OSvPPEFAR+oL5Esdnk3WWhExGFCIG8M5Y%20qiIg5lFMdvfqtrQpNtDQtq3VK7WQEDiroyVFakHLKKjiYqD7ZJk24c4hQg//AJV16Po9XVor1rKZ%206T/gvVfTXN0Nf1LFbb3Z7mGe3TWZY4Y/RGJrh8KIuNZ6mhenzJo8/X9Jq6LjUravSjdrI5xQCgOZ%20auiN6E1ZG1xbwRixXE24GrYraZW0Q1yx52VNiE2RZTX9Va69N/uVyP5ls+BjZZXK2bzpqKioiouK%20LtRUrkNhQGC4TotvgSJ0s0bixWzefcXYgg2KkS/mSpqm3CIbgpHCG3yn7XO1hcgUbrqyQs4hLHFq%20GKZIbO3uC1zvjKuj1NsVVbK+zM9Jb+Jfq5jUUAoBQFT4ly3U04VthvON3e5utsW4GFUXSNHBMsFF%20UURQRXMXcSttH0r1pU5arFvger/Eenz6ua3/AB0Tdm9iXx4Ik9I6cbsFlahZ1elEquzZJYqTr5+O%20aqqqq95Me5VL3tZJNzlULoRzeu9W9fUl/KlFVwS2EzVDjFARt/8A6Nj75D/um6AkqA1XLra257dv%20cmMBcHhU2YZOAjxiiKqqLarmVNi8iUWPUHgYg1BYXI0iUFyinFiFllPi+2rbRJ3HCQsBX46bpG+N%2059G+2QnYzI3CMTs0c8NtHm1J4f1mkxxNPhGpjGCJwk9N3qzuOSm258c3IKKs0BdBSZRMcd6iLzMM%20P0qicJ3E743mWFPgz4wyYMhqVGPHI+wYuAuC4LgQqqLUtEJmeoJOT8YWNKSmZIy358O5RHoL6PNW%202RdIquiLysbyIgE0+OXOh4Ls5uKpsqm9NcX/ALYfc8Hx6y8Smnw/9S962cJJTgfFtbGmJxwZb8xy%20RPcemOvW47O2jxNtphHhEgo23kEfFxRSxXGtrKK1W7HxbffsMV8zb24fZ9pcr/8A0bH3yH/dN1Qu%20SVARsn8QwPusv58egJKgNW63SBabbJuVwdRiDEbJ2Q8qESCApiq4Cikv5EqG4JSb2EBe9dQIzD/Z%20r8d+RCnQYdwCQrzQtpOJvJgQtnmMgdFRRNmPKqVZKWlxs69aWJVvyt8K5uotNQSV7UWubHYLrabV%20N3pzLw+LEYGQQ8imSAJu7UyApLlx79K+a2Vbfb4PsFsK5iMPi3pNp+SMjrDEVluU7HnONpuJSQDR%20qSMdRIjIgMsuCimP6OKVFXKlcnG+LOF2vxRLUOOroaU49XgzVe40aZZKWw7CuAXC2i49dbbuW1kR%20IzQA4Uh5EdUN3kdFUyESr3E2LUyts4bJ4OYx9tmJGPW9nPCcPbbgXth9mQw2+yaOMuihtmnIQkmK%20KnxpU2q04e0itk1KNCP+IZ/3WJ/MkVBJJUAoBQCgFAKAxyGGpDDjDw5mnRUHBXuiSYKlTWzTlFqX%20dbKy2opGkNTRbTOPRNzcUZ1szpGklgjZxERDZUjVdhI2aJh8Fb+q1qaut5JlqWue89r+S0P33/2N%20NYXhtcLfV1SZblcn9YSislldIbG2uF4u7eKI4icsaOX6Sl+kSciV2aekvTL9zUXn+mvvfuNdDQXo%20a/vay/zP5KPd+Ky8EXCHDiwojUSI0LMZgUBpoEwERTYiJXm3u7Nt4tnhaurbUs7Wc2e0zVUzPDzL%20L7JsvALjLgqDjZohCQkmCoqLyotCVZpytpXZnDrSjxI7Fira5IeJJtxLFMfyN4Cv5Rrp9P6u+lXK%20odODWB6eh/Meo01lbV6fdusy7zVJnXNgTeNP+8ltDabDgi1OEU82Y8x1fgJMVronQ1cGv27f2/Yd%20Ct6P1ODX7GpxWNOtba9WBOWLUlmvkdXrdIFwgw37C815pVVUyutrzgXFF5a4NSuWzrKbXByeZ6r0%20mpoWy3XXufQySIRIVEkQhJMCRdqKi1U5jmXDe6wdInfND3eSMRuwOuTLU6+SCjlqfUngIVXxtyuY%20C+KuvXq7xdb9vSY0ar5Wb3CiM/cjvWupjZA9qeQh29s0wILbGTdRUwXk3iYuflSq+ocRRfT47ydL%20GbcSwa7v06x6cem29GzuCuMsxGXEUkM3XBHKgooqS5cV5awrpal5VFNj0/470n7+rleyG3ySRGQx%204rHDamvO20ZBChHazacHD/lV4TPAvyKldWjb07qldWVoxaa29B3T/HfK1qfmTX+2NhI2jWkKTK7N%20ujRWi8jywpKoiOf8zDniOCvwbanV9FZLNTz04r3rcYep/ir1r+5pv93S+9Xd+ZbUeD4j6MRqQYXE%20XTjnuiYADV0nFxRAbbUUI1xT9HZXP6bRtrNqmMbeC6Smj/E+o1Gkq9e5Lm9xpRrPdtTzmbjqFhYd%20ojEjlvsZLiRmnivS8NmKfot9zu1221qaFXXTc3e23ur8Tsv6rS9JR6eg82rbC2pwX3ae+xcq808E%20UAoBQEbpr/BQv4af+K0Bg1FpDT+ourrdY5unF3iMOsvvxnBF4MjobyObRqDg7CBVyr3UqMq7o6iZ%20w7/btNUOHWjG7kzcW7aIPsbtW2hcdGPnYb3LTixkPcE4DfME1DMibMas3M8579vbvKxglwjuxXYa%20gcJtAgKI3bjAwUFjvjKli9HRtSUAivI7vI7abwkyMkI4KqYYVHt3Rjxw4k+3fPiZy4Z6HU4ZJbBA%20YLbTLLTbrwNGEc96yL7YmgP7txVMd6hYLtqU4c+2ChdxDUqOnv29ptWvQ+l7XdnLtBhbqa5vcCV1%20422+sGjj25ZMyaZ3ppmPdiOZeWor5VC9lw6ORNsXL9t09PMnaAUBwfiaNvtF8W1ydX3q1nEtDs6K%208/qDs1uW8UlwgYHM0W8NNqKqbRHImC1lmjM/u5cN75pdC67GkTH4nbHhs7peHBSdi0hICTpSzSAW%20SoPQY7grNLPKVDaFU354Jmc285e6tdWuou1zOfSc1TJasjQhIH4bl/tTv57tASNq/wAXD/gN/MSg%20F1uA262yZ5MPyhjNk6seK2rz7mVMcrbY7SJe4lQ2SlJwW52S2O8Ud8kLVwW964A9JiN2VCgm+b7b%206udfw3gs75oDLvIipjhVvT4OOExOH3v/ACtHSiNd5q9KU9i74ST58zvs8nwhPkw42y8IEoPPIqtg%20qJ4xoijsTl5arZwiUcttnEDW1wjWyEDsRuReJ1xC2XtYrm5ft8FreNPpFV0SRXi2J9JhlTMnKlRq%20Nqs7GqOzXXCXY0yUseKzKvasexpogZfHjUoaRk6wCNGGDZmbWVxtitmTkly4Im8Vp7Om6QFJMuIF%20j3atqPK+VrQuXlze8ilW8N6U9lnX3F70Dq7UNyvb9qvJx5BHaoN4jvRmiZRsZquCTBIRu58it7D2%20Y96r5fmW+lsvThJnmnK91k30QyxatlONWaW2MZ54TZLFxvJlH9rMQr+ZKoXNjtiT7Jmf9D66gHbE%20n2TM/wCh9dQDtiT7Jmf9D66gHbEn2TM/6H11AO2JPsmZ/wBD66gHbEn2TM/6H11AO2JPsmZ/0Prq%20A0L6R3ezTLY9apiNy2iaUsGNiqmwk+l7i7a10NV6d1ZbmdPo/UvQ1a6i21cmno7VEyXY2Wn7fJdn%20wFWHPyIzgj7OAl4zgrtTBfy1t67SVNRx8tsV0M6v5f0y0td5fkv5q9FvhsJSfqYIEN6ZMt8piKwK%20m66e4wEU/wDy1z6ena9lWqls4dHRvq3VKKbW2FYhjcdSXAL1e7VLO1tqh2a14NbvKqbJD4m4Kka/%20oiqc2u/W1K6FXp0xt9VvcuR7Pqdevo6vQ0XOo/nv/wCmvJb3vLV2gWXL2LKy/q5Y+H82vOTaPDzv%20iQd003YLie+PTsqNLTaMyJuI7yL387bw4/8A1Y11aXrtWmEyuDxR6Pp/5j1OkoVs1fu28y7H7iEK%2018RbbeGrjb5E+6xWBUBtk9xptDFRUeeYOqJKOOKEo441k3TU1s1vJSNlePQdP/c9LrYXp+1O+ins%20T8Cbe4jFbWkLUFin20tiK4IDIY2/+c2WVPy11f8AQzf8dq35bH2Mj/6b9zHQ1KavKctv02JmFqZu%20dGCTCgyZMdxMQdaKMYr+VHq4r6dqOLKGeRq6N9O2W6dbLczDet1ebTMtM+yzHYU5k2HwVI+0DTBc%20PpeVOVFqK2dXKMmpUFS4UanuzFrk6Ru8OVIvemDSI6eDWZyIqYxHlzOJ47SYbMdqctb+pqpVlst7%20Mz0nhD2ovXbEn2TM/wCh9dXMalA4q3qZeUtehIkGU1J1E8i3BPoc42yOqOSlTBxU5+CN85URcVSu%20r06yzd/T4mWq5ivEu53tq3QkVy2SIsKMCDmNYwNgAoiJiqvYIiVyt72bVo24Slkb/wBzNNK+LCOY%20unhlRHoiouPImZH8Mfy1vT0urauatW68TtX8Z6l1zLTvl/KyZG8yCFCG1TFFdqKnV1RU6asDhag+%209sSfZMz/AKH11AR171rGs0YX5tvlgrpI3HawZI3XF8UAEXCJVX4Erf0/p7ator1vcuk7PReh1PU3%20y063uquLIzTzF5W5O6gvtrlOXZ4VaisBuCaiR8cd22qupiRcplW/qdeqr+1p/Itr+8+PwOv1/q9N%20UXp9D/irte+9uPRwRZO2JPsmZ/0Prq4TyB2xJ9kzP+h9dQDtiT7Jmf8AQ+uoCPvc6RKiMsLClw95%20LiIkkkYwBest7fHc297mrQE9HaNlkWzeN8h5XXMuZfjyCA/8KA47P0fxEHV+oDtqPAl5mPH193qZ%20Qkgnb1ZbETUVnNvg/lREFcmG2s1V/tuvK/a35Y98/Au7f5Fbd5e75p74je0R0bQmrutQLmFgcjQb%20Y3ZWLhZs0XeTTt6vb91sRcVk0HfDlVwhUsO5W+ZZ3bc7NpcPJHjw4GUPIq/Uq7ePnT8E+00LDwy1%201G7SjP2km3rxeYd0tE7eR1C1xGZhSCjuKh5wMQxwFlCFVLDHlrPSTVaJ7abXx8kR7i+q03dpYWUJ%20c52+8zu8ONcP2+Mw1aCjyLTCdj3NwnGES6EVyalKLSiaqaG20S4vZdpYd+rabhqzWH+PD8szywGp%20imt7/cx/Ns5nTuHFmuUBL/LlwitjF2ubkyDbjVvO00rTbfPFknGxUyBSwEl5e/RYUS3+bvs2irxu%203uhdyLjUElH4uJNTT9vehTmIkhi6Q3G4sp92MzNNDVAiE4xi4mY1E9iKnN2phjVcc9Yxx2dW3q28%20CXGS04KNvWvH5es88IevFZbs/NmR3337tKNyFEfektQXMRF2Mjr6C4v0iE4uxE5/N2YVdRkrGKjb%20yl+GzqKOc9pwx2c429fYWi//ANGx98h/3TdQWJKgI2T+IYH3WX8+PQElQERrCwFqHS90sYyOqFcY%20zkcZKhvN2rg4IWTEM2HexSq2rPan2OS9LZXJzSNwW1+tweeuGuI8qJNnQZ9zjBaG2VeK3K1uhFxJ%20C7vmsCmKJWtLQ03us7ddtpk6+Vpb65er2Z2KqFikat4WQL/fIt7buMuDOZlQ5D6NumTTjcEiIGxb%20zIILi4vOTv8AItNPy2nm3/bl9uviL+asco759urgQcngcMyMVvlXjG2RW54WZtuPleZK4vi+ZPuK%204QvbshwFEANnLitVonVL7yVUuijleCJs5b4Wbb66uvvZik8ErnIu96vp35kbzqWIdtvbgwi3Cwzb%20baFIzSyFJp0Rb8czNFVfF5KZFDr9Lcv9U4eHeE2mnvrs7N/XidRhQmYkBiE1irMdoGQxXblAUFMV%20+JK0vd2s295SlctUuBCMWC1LfpratHlGNGJE3rvKRv47c/wJVSxIe7lo80fTPeXQD3ctHmj6Z7y6%20Ae7lo80fTPeXQD3ctHmj6Z7y6Ae7lo80fTPeXQD3ctHmj6Z7y6Ae7lo80fTPeXQGjK0Bo6W4rsu1%20MyHSwzOO5jJcEwTEiVV5KvpattO2arhnT6f1utoudOzr0M2o+k7BGZFmPF3LIbAabcdAU+IRJEqL%20WdnLcsx1NS17O1nLfEye7lo80fTPeXVSg93LR5o+me8ugHu5aPNH0z3l0A93LR5o+me8ugPnu5aP%20NH0z3l0BTL9pG16WmBqOA26sBx/LfYyuuqitPH++FULHFoyx5eRa6vQ+n075qR57Yp81u6z3vRXX%20q6P09/nj/G+a+n/Uu8uQaespgJg2ZCSIokjz2CovIvj1ytQeE004ZE3zhjo69yIr1whq6sZVxAjM%20hcBUX6NzMpYhiuOFdGj6q+mmq/Uc+r6emo07fSSzemLI2AttsEDYIggAuuoiIiYIiIh8iVzm5Vmr%20Hbbzrh5tAIrXYAFCFXHFQ5zyY44qS/um+93Vr0f+L0/4tT/aviz3J/63ovx6/wDsr/5PwLX7uWjz%20R9M95deceGa03RWl5wCE2AMoBXEReNxxEXvpmJcK10ta+m5o2mdHp/VauhbNp2dXyMEPh5oyE6js%20W1tNPD4roqaGmPeJCxSqKzUpYZtvMvrev1tRRazh7iQ93LR5o+me8uqnIPdy0eaPpnvLoB7uWjzR%209M95dAPdy0eaPpnvLoB7uWjzR9M95dAa2kpQHZ40cWnQ3DaDnMCEFRFw5prsKgKlxr4g3PSllELQ%204kW4ONOyuvOsE8yDcdEXd+KQbx4yERQlTAcxdyqZvMluwnrcfb1RvLqvln22TPu6WQ87ibqMbk7c%20o0gXLXDu0K0LakZHGQ3JhDJN/eKm9E8znNROblHk7tXu8svnqdWROPDHpM6+aF+Gjn8zju8SIg8T%20tcytR6SsBXIBTWsBq59fCOzjb8QedKO0KooGh7sQFXcV2FyryWy+a1Z+RTPHy+z6O0h38qtG2zrH%20DzJT2d/YfYnFrWc2zuXQZDTB2WNbnZMZGQUbgcye5FNcSxJscjWIbv8ASXupglKQ7Ve61qVjhmqr%20e/uF/LK3pXc/lcLwx6Sy6P13qS5ans/WpAuW6/reBG3boBWH2XIRppRcFM5KY+Pn7q7MOSq6WKx+%205W/a9nf3E6ji2G6+X+2Z7u86jQkUByjiyGpVvaIFim3u0O202bWtujQZLkW5m4uL7vW9oIgIGQhx%20TxsUrNK0uPnwyvdznrieWzEu4hT8uOZb9mHv64Ok2HtbsS39s5Eu/Vmu0UawydYyJvcuGzDPjhW+%20plzPL8s4GOnOVTtN6qFyEgfhuX+1O/nu0BI2r/Fw/wCA38xKAjtbvXtnR95dsImd5CG8tvFsUM1f%20yLkyCuxSx5KpqTGHLxxNNKMynYcPtca9xLhaZFj0/rqLe0lxUmTbq/voJsk6KS9+0Ul0UEm1JeaG%20xeTCt6Rnwwpjt4R47DC05HPzRu4n6Butqt92tsm23FkZMGW2TUlgscptkmBCuCouC1k6p7TRNrYQ%20q8OdGFawtZ25DhNOb1lsnXiJs8m7+jNTUwTJzcBVEwqbY7faSFhs9oMr2gdGvTI0ty0R1eiNttMJ%20lwbQGUUWkVtF3ZbtCXLmFcvco8W29/8ATwISwjh/XxNmwaT07p9Hks8EInWMu+UVIlVATABxNSVB%20FF5opsTuJUzhAjGTJqX/AAE7+CVQSSVAKAUAoBQCgFAKApF709quFqrt/Tm7chvC2tytSu7lZLoI%20QZsxAQDzVHbj3K0TtqWrW9o069Z7Pp/VaWrpLS13GWctonKtvTtM7Onr7qCc1N1SLceBGJHIliZP%20egricjkhzBEcUe4KJhXa/UaejV10sbPbZ+5bjS3rdH01HT002vbB6jUYcKrd07S4IiImCcleceEK%20AUAoD4QiQqJIiiqYKi7UVFoE4Khe9KO2rf3zSadUuQCrj1ubHGNLRNuQmkVEE1/RIcK7Lets9N1u%20s+GHFPp4HtaP8n+7X9r1Hnpus/mr18OKZI6J1FJvtl6zNaCPcmXXGJ0QMybpwCVEFUJVVFUcFrk/%20bvVJ3UTicXr/AEn7F4Xy2SdXxRWOI8SXpy+QOI1saJ0beHU9SxW0VSethljvUFPGOMfPT4Ma6dBq%20yem9+zp+083UUPMi8jfLQVmS9JLa7JVnrKTcybrc5c2fN3sK58jmN5pKiSkcM2JGoLvc+Ik9om0u%20qJE08y4ioTVrZLETwXxVkH9IvwYV0a7ypUW7b0meni8xL6+Jy5hE0nGXB+8FjKPl3URpUJxz41XA%20R+Gp0PT0tS19T5F3vce7/FaVaK3qL/Lp7OdnsXvZJwdGaZh2obW3b2XIgoqKjwC4RYqq4kRJiq7e%20WufT1b0SVW1HM43/ACGu7589k+TIotM32wGr2lJAuwscTsUwyVpPu7u0mv2V5td3/Z09XDWXm+8t%20vWt56C9fo+pUepUX/wDcrt/1L6unaaTmqOJUq7hCh6cbhsGGBSZhKYA4iKqlvGlwIe9zcVrjdaV1%20lVvNpxtXhiF6P0dMbaruvwrHoh7yZsmjxjTu17xKK63xUVBlOCgtsiv6EdragJ8PKtdGv6vNXJRZ%20KcOPS95h6v8Ak89P2tKv7ejw3252e/wLHXEeUKAUAoCNv/8ARsffIf8AdN0BJUBhKdCCWEM5DQzH%20BVxuMpijhAPKQhjmVE79AawX+xORpEoLlFOLELLKfF5tW2iTuOEhYCvx03SN8bz0N9shOxmhuEYn%20Zo54baPNqTw/rNJjiafCNTGMEThJ9bvVncclNtzo5uQUVZoC6CkyiY471EXmYYfpVE4TuJ3xvMsK%20fBnRxkwZDUqMeOR9gxcBcFwXAhVUWpaITM9QSUni5ECRpuOSQbxMlR5jT0JzT6NFOjPCJ4Pij5C3%20lQVUCxx8bkqjnMmpnH7V1l67Gn7YrweJqcFzhHY7orUe8M3BLi4l2d1BuUnPSdy1zyFgibQUayCK%20JhycndrZxlrERj/uc98mWOZztw7Iw7i33/8Ao2PvkP8Aum6oWJKgI2T+IYH3WX8+PQElQEPrK/Oa%20f0rdL20yMhy3RnJAskSiJqCY4KSIuFVs4jpS7XBalZcFG1Br9ya3dIyIcbse8WWO05Dlqy48M0o7%20hoaoJcxN8okH6SJhilaUr5q/ntX9KM83kt/+vN2z8DqNVLGjMv8AY4U+NbplxjRp81cIcR55sHnl%20TzbZKhH+RKLFwg8FLMbeptOOzZcFu6xDmwBVydGF9pXWAHlJ0ELMCJjtUqiVE7hGMb2avv1onqbM%2033gt3U5DqsMSetsbtx0cMWwPPlIkx5E21aMUt7InBvgTlQSRsb8RT/usT58igJKgFAKAUAoBQCgF%20AKAUAoBQCgFAYZkRiZEeiSAQ2HwJt0F2ookmCpVqXdWmtqNNLUtSytXBpyVzQMt9uFK0/MJSnWJ3%20qykXKcdUzR3Pyt7PyV2+vonZalfl1FPXvXaer/M6dXeuvT5NZZui31LtLTXAeMad5ubFqtUu4v8A%207qI0bpJyY5UxQfyrsrTR0nqXVVvZv6X09tbVrp122cEVoO1vwdOMOS0/9wnkU6cS8u9kLnVF/ZRU%20Suj12qrajS+WuC6Edv8AMeorqa7Vfkp5a9FcCw1xnligFAKAUAoBQCgI3TX+Bhfw0/8AFaA3JsGH%20PiOw5rDcmI+Kg/HdFDbMV5RISxRUpBKZplpnTpXZu8FbIq3ZoEbanqyG/EERUQUcwzIiIqpy0W/m%20VjYuBqLoLRCx5MbsC39XmOI9La6s1lccFVITNMu1UVVVFqIwS4f08CZxnj/Uzu6S0s6/BkOWiGb9%20sFAtzhMNqTAjtEWlw5iJhswq04zvIhRG4yw9Oafg3KTc4dtjRrjM/qpjTQA65iuK5zREIsV79QsF%20C2EvFyyRoBQH574zSdC6kv6OsSdL3F5mL1VZc3U7lteYdE3OZ1eO5uyyKWOJbcdi8lZKszGE7+o1%20bhJPc9h2vRcVImkLJFR9mUjECM2kmMauMOZGhTO0aqSkBYYiuK4pXVrub2fM5tJRVEzWRoQkD8Ny%20/wBqd/PdoCRtX+Lh/wABv5iUBtUAoBQCgFAKAjdS/wCAnfwSoCSoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAU+8p7vatiXtvm268kEC6inio9yRnl/LzF/JXo6P+bRem/mp5q9G9e8930r/7PpbaL+fSm9Oj%206q+8t5gBgQGKEBIokJJiiouxUVFrzjwjnhcE9NdZ6qLshNLk4shzT2+d6srymh5UHNgjSqmKt8ld%20i9Y8uxZuJz/9fzTPl4HQgBtpsQBEbabFEEUREERRNiIncRErjOhIqmjAW6XK66pdTEZjnVLbj3Ik%20ZVHFP4jmYq9D1j/brXSW7F/mfwR7f8o/2dPT9MvpWa357fBQi21554goBQCgFAKAUAoCL1IBOW5s%20BMmiKXERHAwzCqyW9qZkJMfjSgJCO0bTItm8b5DyuuZcy/HkEB/4UByHUnD7iBK4hdtMLEfbkx7p%20HauCEYORWXowNRmVElX9NFLEOVVVVw2VmqvLdb7VfW8ya7veXdlmq91bLwc978CKjaF1b1qBcwsD%20kaBbW7KxcbNmi7yadvV7futiLismg74cquEKlh3K3zLO7bnZtLh5I8eHAyh5VX6lXbx86fgn2mhY%20eGeuo3aUZ+0k29eLzDulonbyOoWuGzMKQUdxUPOBiGOAsoQqpYY8tZ6SarRPbTa+PkiPcX1bJu7S%20wsoS5zt95md4ca4ft8Zhq0FHkWmE7HubhOMIl0Iri1KUWiE1U0Npolxey7Sw79W03DVmsP8AHh+W%20Z5YDUxTW9/uY/m2HT+HFmuUBL/Llwitke63NyZBtxq3naZVptvniyRtipmClgJLy9+iwolv83fZt%20FXjdvdC7kXGoJOO8fJ1zCJEiXWx2udpN+XHbbmTrrKtityzE0QnTjiKA0KY84nMPg5Kptsp5x2SX%20lqrjr/UvsJP/AOP71oLS1zYtdtgW6PFubrJLbJrtyjyDRloleSW9iTnjZeVcMuHwVvZzWr6f9z/q%20Yr52ujwL7f8A+jY++Q/7pusy5JUBGyfxDA+6y/nx6AkqA1rpbIF1t0m23BgZMGW2TMmOfim2aYEK%204d9Kh1T2kqzTlFOg8C+EcCbHmxNMQ2ZcVwHo7woeIONkhCSYlyoqY1atmnKKtJqGXqoJKBre0X67%206ts0bsM5OmoTzFwlzo7kUXXZcc16u2aPOtOC0wq7wlFCUvFROXGdJxaXhGzrUN9mH9EL/JC37ehY%20x1lJuPCvXNwgdlowEc7YzeUG4m82oXArlKGQ2AoCq4CKIqjm9FMF5MeWqaflSfCtFH5bJvww6S1n%20Nn+K1nPCauq8e4xT+HOvpWpdV6iGzpudWW160x7SciNnhGbDLPWniQyaUTVpVJGlIsEHYvIjJ5XW%20fmtM8PNP24byFaHW33FHTh7LHcdwtcNyJaokJxzeOR2G2TdTHnEAIKlt27cK11bZrNrezPSrlqlw%20RDsWZFv00Ouy0yxoy5t8uK5jf2KuHImGyqFzf7CH0+b06+CgHYQ+nzenXwUA7CH0+b06+CgHYQ+n%20zenXwUA7CH0+b06+CgHYQ+nzenXwUA7CH0+b06+CgHYQ+nzenXwUA7CH0+b06+CgHYQ+nzenXwUA%207CH0+b06+CgHYQ+nzenXwUA7CH0+b06+CgHYQ+nzenXwUA7CH0+b06+CgKtqO1JZNQ229DLlJEmE%20luuju+XMiGuMc1LDkE9i/HXo+n/y6VtPevNX3o9z0P8A/R6a+h9VfPTq+Zdax6i09hD6fN6dfBXn%20HhlX1XaxnXa1aaCZKdGYayriBuqSJEYXHamH6bmCJXoej/x0tq8FC6X8Ee3/ABa/Z09T1L+lZa/m%20t8FiWjsIfT5vTr4K888QdhD6fN6dfBQDsIfT5vTr4KAdhD6fN6dfBQDsIfT5vTr4KAdhD6fN6dfB%20QDsIfT5vTr4KAdhD6fN6dfBQDsIfT5vTr4KAwaTKb2PFB5psWBbRGXRdI3CRFXaYq2CCvxEtAVfj%20JfRttljxol6ctV/uBkzY2mnmmBORgn0r5O7NwwOJOYrhh31wqqxukvZb/guZZJZW3s9+4qt11nqZ%20nVDu5uhvXSLdoUGHZGiHcy7e7BF16SjCJmNDdI1R1FwTDDuVObBtL/3MOGVeX3dMlY2JvdTHi3aL%20e/sK7B1/qJ6+6XgP6jkJZL9DZk6ruW+bDs6covn1YXsuWLvHAQN2W3m4d2rQpsp8tVNXxeXv+8Vd%20nEx5szTXBZkvskzx+IOsn7WzIl3V+PdIkS2OWSLzW+1CkXBxl4zaUcX8zABig+Ljm2Y1NMbKdrtR%20NcE6Jvvb7BqYJpbIu0+dX5fd0yWjQ2rL9cNaW0Hri7IenreUvtnIhIIKQ5Itw8GkRCZVR2c7x8ca%20ro41/wBFXP4m8V44cidXC3+uP9OXb4Y8zr9CRQHBuMmm9E2/UbL7NziWKZOhE1OhhYG7uisK4S9a%20VGxFY5KREiuly4fBWaSbdW/K4ndG36t2/wAS7bhW+pTG+dm7fu7eZ2fTEOBC03aodvkdagRojDUS%20ViK71oGxEDxFEFcwoi7K6NZt3beDkw0klVQSVZmhCQPw3L/anfz3aAkbV/i4f8Bv5iUBtUAoDTvC%20glqlq5JOEG5PPLaTFxpMq4mGKFtHlTYtU1PleMFqbThljujz2i9LR7tKuL1kjy7o1fXzWYkjOm9K%20BvjBBfVCRUIcNmOFTrOVP/xYfnivftIrg2l/7n9sv7CHuMjiWmnef2l/3Abi2f3ZaxeRDHLjLVwR%20XcEWGbe73bVtVvNhtzPN0ZPjMRvFMsY/Llw6c7juy7dx0XhEcs7zNKMcxy0La7esspiyC/8AdvpO%20tIPWOchZcmdB5vJWmEWj5c/l6Mq9u0zxms/NlebpnD3l41Yc8bNLSOy040rJb03HSAk/ZFGzQvzp%20WZc2d/qL0KH627/tqAb/AFF6FD9bd/21AN/qL0KH627/ALagG/1F6FD9bd/21AN/qL0KH627/tqA%20b/UXoUP1t3/bUA3+ovQofrbv+2oBv9RehQ/W3f8AbUA3+ovQofrbv+2oBv8AUXoUP1t3/bUA3+ov%20Qofrbv8AtqAb/UXoUP1t3/bUA3+ovQofrbv+2oBv9RehQ/W3f9tQDf6i9Ch+tu/7agG/1F6FD9bd%20/wBtQEfqC23q9WaXbJEKIISW1FDSU6qgXKJp/wCm5RLBa29PrPSurrcdXovVW9PrV1F9L/qjV0jf%20tRXKzArkSMUyGRRJ28kuAe/YXIakKMGiZsM3LWvrdFU1Hl+V4roZ0fyvpa6Ou8v/AB281fy2xXwJ%20rf6i9Ch+tu/7auQ80gda3fUUWyHGbjRm5dzMYENWpLhmjr/NxQVYBOaOJctdnodNW1Jfy18z6j1P%204fQrfXVrfJpp3t0V+LwJO1Rb1bLZFt8eDDRmK0DQf+rd5ATDH+mrn1dR3s7Pa2cPqde2rqW1LbbO%20Tb3+ovQofrbv+2rMxG/1F6FD9bd/21AN/qL0KH627/tqAb/UXoUP1t3/AG1AN/qL0KH627/tqAb/%20AFF6FD9bd/21AN/qL0KH627/ALagG/1F6FD9bd/21AaN2dvJMxkkxYzbPXImY25BuEn/AKlvDASY%20bRdv/NQE/QGslztpTyt6S2VniG8KIjg75A/WVvHNh8OFEGYQv9iONIlBcYpRohZZT4vNq20Sdxwk%20LAV+Om6RvjeehvlkJ2M0NwjE7NHPDbR5tSeH9ZpMcTT4RqYxgicJPoXmzuOSm250c3IKKs0BdBVZ%20RMcd6iLzOT9KonCdxO+N5lhToM6OMmFIalRjxyPsmLgLguC4EKqi1LRCZnqCSkcYZ93h6OLs+KD7%20ciQ0zcX3IS3MY0VcSOR1JNr+QhHm/Dj3KzvtSezono7XhO4vXY2tsf17FLMfBm43ObpEkmRgajxp%20TrNulNwVtQyo6IJb/qK7WcXCMcO7lx7tb32JvbHTvw7VDjcY12tLZ7T2cS03/wDo2PvkP+6bqhck%20qAjZP4hgfdZfz49ASVAKAUAoBQCgFAKAjY34in/dYnz5FASVAKAUAoBQCgFAKAUAoBQCgFAKAUBp%20Xq0xLvapVtlpixKbVslTlTHkJPhFdqVro6r07qy2o6PS+ptoatdSu2rkpUPiVD08jVi1WjzV1i/R%20FKFtSaebTY2+hY489OXZy1t6qtHq1Wn/APk2Lhy7T2PU/wAV+/f9z08OmpilOKe+vV4Ezo2DLkyJ%20up7i0TUy65Rixz8ZiG3+6BU7hF45Vp6y6qlpV+Wm3nbf8DD+U1a0rX02m5pp7X9672vq2ItNcB4w%20oBQCgFAKAUAoBQEbpr/Awv4af+K0BuSIcOSiJJYbeQfF3gCeGPexRaA+pEio6LyMgjoDkBzKmZB/%20VRcMcKA8rAgKDgLGaUHlzOjkHAy5cSTDavx0B6KLFI2zJkFNn9ySiiqH7K4bPyUB9CNHB03gaAXX%20MN44IohFhyZlTatAZKAUBxTi+3HPXTAS7NqrqZ2sQevWk0lEb+L5/wDopQtCrZNiOJ8ubnd5apVJ%20u07MMN1sN/gXtOWrTxx6Vs8fcda04EFvT9sCBEcgQQisjFhPgTbrLSNogNOAWJCQDsVF241tqt5n%20LlyY0SSwJGqFyEgfhuX+1O/nu0BI2r/Fw/4DfzEoDaoBQCgFAKAUBG6l/wABO/glQElQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUBUHC7A10Li822alRAJf0Qnsjzelb2fGleiv8uh+LT/2v4M9yq/7Po4/%20/Jod9H/4vuZb6848MqIL25r5TTnQNNNqCL3CmyB29G1/xWvRf+L0/wCLU/2r4s9x/wD8/oo+vXf9%20lfi/At1eceGKAUAoBQCgFAKAUBF6kAnLc2AmTRFLiIjgYZhVZLe1MyEmPxpQEhHaNpkWzeN8h5XX%20MuZfjyCA/wDCgOXah07fL3ruU+3Y3rc1AhzY1luzXV0B+XOj5HJEhwXd8IAgoADu1XNzl7lUhul4%202tRHKZ7W/bEvmStXek034d04ldjaF1b1qBcwsDkaBbW7KxcbMpRd5NO3q9v3QAXFZNB3w5VcIVLC%20tsyzu252bS4eSPHhwMoeVV+pViePnT8E+00LDwz11G7SjP2km3rxeYd0tE7eMKFrhszCkFHcVDzt%20mIY4CyhCqlhjy1npJqtE9tdr4+SI9xfVabu0sLKEuc7feZneHGt37fGYatBR5NqhOx7o4TjCJdCK%204tSlFohNVNDaaNcXsu0sO6tW03DVmsP8eH5ZnlgNTFNb3+5j+bYdP4b2a4wEv8uVCK2R7rc3JkG3%20GredplWm2+eLJG2KmYKWAkvL36LCiW/zd9m0VeN290LuRcagk5Hxt1LYXn7dp47ncrTcLdLiXV27%2026As5mFzjbYKWq8xsDMseci44clRRTdQ4jDlNls6fii7wo5U5l3Jpz3HQNI2fUNqtzjF9v7mo5Ru%20q43NdjMRFBtRFEbQI6CKoioq4rt21dtQsDJcZwNq/wD9Gx98h/3TdVLElQEbJ/EMD7rL+fHoCSoB%20QCgFAKAUBybjG9ckuStkU0Ia2WaVmWEsgc16zgkccY/KeXxEPm8tZ+aXHzeTL+rze6eRfCKz8svN%200Rh7+s6da+vLaYnXNk5WG+s44fvciZ+T/m71dGrGd5dk4GGlORTtgimI+okvcwkkRUVY8ZFcWM7l%20VEN7Yn03KmO3b3UrM0N7c6k9Lh+rO/X0Bry3NTMFHQX4jm+dFolSM7zUVFXMv0696gNjc6k9Lh+r%20O/X0AVrUmH9XD9Wd+voDBAPU0qDHkm/EZJ9oHCaKM7iCmKEor9OnJjhyUBn3OpPS4fqzv19Aa7Dm%20pnJUlhXogCwoILixncDzjm2fT9zkoDY3OpPS4fqzv19AYJB6mZeito/ENJDqtkSRncARGjczL9Ov%20dDL+WgM+51J6XD9Wd+voDHITUrTDjqSYZq2BEgJGdxXBMcP3/doBHTUr0dp0pMMFcATUFjO4ipJj%20h+/TkoDJudSelw/Vnfr6AwQnNTSGzMn4jSg660grGd2o2aghfv08bLjQGfc6k9Lh+rO/X0BgJzUy%20Twi7+IoG0bqvdWdwRRIRy/v+7mx5e5QHyRZ7nJebekrbXnmv3TrkIzIduPNJXlVNtIxkvXUtVQm0%20fZzmpo0fei/EeXO2GRIzuODjggq/v18VCxoUM+51J6XD9Wd+voBudSelw/Vnfr6AwQXNTSY+9J+I%200udwMixnccG3CBF/fp4yDjQGfc6k9Lh+rO/X0Bro5qZZ5xd/EQBaF1HurO4KpEQ5f3/cy48tAbG5%201J6XD9Wd+voDBNPU0doDF+I6putNKKRndiOOCCl+/XxULGgM+51J6XD9Wd+voBudSelw/Vnfr6Aw%20aVaubdpjjLNtQRtEBsWjbMVx/SUjPH8yUBSuLz0kbjbm5ZS27CUG4qhw1fFVuaAHUxJY3Pxw3mRF%205uPw4Vm580fNl8vTOPuNFHl4ZvN+WH7dheNIrdl0raO183avU2OvZ/H327TeZsO7m5a6daM7jYc+%20lOVSS1ZGgoBQCgFQwfnWwXXXlh1XGvMjTesLjJN6eOoA5jsJ9twyWKsRg3kAEbwHuDs79NJxWN2V%20dObDHxLaymzj72H5cfsP0FbZZzbfGmHHdiHIaB0oshEF5pTFC3biCpIhjjgWCrtq9lDjaUTk2KqS%20QkD8Ny/2p3892gJG1f4uH/Ab+YlAbVAKAUAoBQGtBudtno4sGWzLRklbeVhwHMhpyiWVVwX4Fpuk%20b4NbUv8AgJ38EqAkqAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgIzUlhj3y0PW94lbIsDjvj4zTwLi24%20PwiVb+m13pXVl/VHZ6D1lvT6quseK4p7UUwNe60ZkFp93Trj17bb3QzgJVjG7hzXVxBBQMFzLzvg%20qyWlb1GWY0ts98dO49V/x3pbX/cWrGjtj6o+707i4aWsA2O0BEVzfyjInpsleV19xczh/lXk+Co9%20Vr/u3nYtiXBHmfyHrH6jVdoiuyq4VWxEtXOcIoBQCgFAKAUAoBQEbf8A+jY++Q/7pugJKgNbtO29%20f7O62z2hl3nU94G+yfrbvHNh8OFFiHgbNAKAUAoBQHPda8HmdUXS4TU1HdLS1dY7Ua4QoJMIy6DG%20bIpbxpwseevdqqrHbPXh8CztMdDXUyz6S05NsFuchy73Ovpm6rgyrirSugKiI7sVaBpMqZcdqY7a%200dpM1WDZv/8ARsffIf8AdN1UsSVARsn8QwPusv58egJKgFAKAUAoBQCgFAKAi39U6Zj3YLM/d4TV%203cy7u3HIaGQWfxcGlLOububKVx2B4bSUoDRvF+sdljhJvNxjW2O4aNtvS3m2AI1RVQUJxRRSwRVw%20qJUwTBtR5DElhuRHcF5h0UNp1skICEkxQhJNioqVZpraVTnYa9zvVntQMuXSdHgNyHRYYOS6DKOO%20njlbBTUcxLhsFNtQsXG9kvZO5Bu82dy6O2ludHO6sto89AF0FkA2XIZNIudBXHlVKLGY3B4RO83K%20A1Ru1qK5lahmMLdAaR84COAr4skuVHFaxzoCrszYYUWMxuDw6zaoDQG/2IpsuCNxirNt4I7Pio83%20vWG1TMhvBjmAVTbiSVEqHbciYcpb2ZrbdLZdITc62S2Z0J7FWZUZwXWjRFwXKYKQrtTDYtWaaKpy%20bNQSYINwgT46SYMlqXHUiBHmDFwMwEomOYVVMRJFRe8tN08RvjgZ6AwJcIBTit4yWlng2jxxEMd8%20jRKoo4reOZBUkwxwwoseoPDrM9Aak+72q3FHG4TWIZS3RjxEfcBpXXi8VtvOqZjXDYKbaLFxvDwU%207jboDHIkR4zDkiQ6DLDQqbrzhIICIpipES4IiJUNpYslKTFbrlbrnDbm26UzNhu47qTHcF1ssFwX%20KYKortSrNNFU09hs1BJGW3VGmrpMehW27Q5syNj1iNHkNOuN4LlXOAEpDguzbRYqVsDwcPaSdARz%20uo9PMvzY7t0iNv21sXri0b7YnHbJMwm8Kli2KptRSwSix7Y6+BMPZ1kiioqIqLii7UVKFU5I+86i%200/ZGm3bzc4tsaeLIycx9tgTJExURVwhxXDvVErYWg3I0mPKjtyYzoPx3hRxl5skMDAkxEhIcUVFT%20kVKs004ZVOdhkqCRQCgFAKAUAoBQCgFAKAhIH4bl/tTv57tASNq/xcP+A38xKA2qAUAoBQEfqOHN%20nafuUKC4jU2TFeZjOKuCC4baiC4pyYKtZ6tW6tIvpWSsm9hReF2mrzAvMifKtR2aIlot1sOM4rOZ%206XE3iuvojBuCo4OIIkXOXvV0Oyed/evK5LLHt0GKT8q31q03xl+3aXTUltlzra+3GkOtmrZCjDe6%20ymq/rK4BL+ZUrMuZOyZnteZ+aL9RQDsmZ7Xmfmi/UUBgC2XdZrwHdZaRBbbVk8IuKuKR7xF+h7iI%20HcoDP2TM9rzPzRfqKAwTrZdwj5ol1lm9nbTKSRcMqmKGv7lOQMVoDP2TM9rzPzRfqKAdkzPa8z80%20X6igMDNsvCypAu3WWkccnVyRIuJYjz8foe4tAZ+yZnteZ+aL9RQGCfbLuEN44d1luSkFVZAki4KX%20cRfoUoDP2TM9rzPzRfqKAdkzPa8z80X6igMEe2XcnpSPXWWLQuIkYkSLiTe7BVVfofOKSUBn7Jme%2015n5ov1FAYJ1su4R80S6yzeztplJIuGVTFDX9ynIGK0Bn7Jme15n5ov1FAOyZnteZ+aL9RQGBm2X%20hZUgXbrLSOOTq5IkXEsR5+P0PcWgM/ZMz2vM/NF+ooDBMtl3BoFi3WWbiutIaKkXY2rgo4v7lOQM%20VoDP2TM9rzPzRfqKAdkzPa8z80X6igMEe2XcnpSPXWWLQuIkYkSLiTe7BVVfofOKSUBn7Jme15n5%20ov1FAYJdsu4qx1e6yzQnRR/FIuxtUXMqfQp8FAZ+yZnteZ+aL9RQDsmZ7Xmfmi/UUBgi2y7kUjrF%201lgIuqkdUSLzm8o4Kv0K7c2NAZ+yZnteZ+aL9RQGpdLHcXY7Yt3OW6SSI5qJJFREEHgIi2MjtFEz%20J/8AvQEzHaNpkWzeN8h5XXMuZfjyCA/mSgOUho7Uy66bdO3Em61G5eSv2ZrdrbyhKwMZFQt/nzKg%205MmXDbjTQwandW6fPM8PbkNbGY35I5Zdvv7TrVAKAUAoBQCgFARt/wD6Nj75D/um6AkqAjZP4hgf%20dZfz49ASVAKAUAoBQCgFAKAUBz1jT9/icV7nelhTnLVcG4QMvxZMcIyKy2YOLKYNwHTyqfNyitNL%20BNP7zfcu/AamMNbl72zoVAU7iLpq+Xx/TK2h1Yx267BLkyx3Skyykd5tTEHkITXM4iYYLUUw1E92%20Wy7UTb5Gude5luYBxtlsHHFecEUQ3SREUlRNpKgoiJj8FWZVFF4uaInawgWa3R2xNhmer0wyIR3b%20axH2xcRCXnKLjgbE21m080rdW3bGHeaVslWOdeyce4g+GmhdaW7VrWpdTMtdp3C2vt3h9pwSRJO/%20aFhoUQiJRGMwO3kxxrZNLMlvyvrmzt2Zo6EjF1fl/C2uqEl2w30s6zVC5yWJoviG1rhjWbjcRXJF%202eGXb0TCQFrcbSM3jI3ytEgCyD27FvHMq7caaPlST+pPN0vFdMQq9A1sZjc6x0Lb25rM61QHFdU8%20LtZT9cXi721tpqJe5jMG4Ok4OY7M9EZblqKISEhibGUUXv41GioSVtmazfU1avbDXQydW04raqqO%20nzJ9kp9KL/wv09P09o2LaZ7Ix5DD8skZAhIRbdlOON4KOKeISVaZrWdqrVPpjErEWtGx2cdBaJDj%20jbDjjbRPuAJEDIKKEaomKCKmojivJtVEqrLJYlV4Waeulg0bHgXRtGZpPy5LjCEJ7tJMlx4QUgUh%20VUE0xyqqY1KUUrX7tUu4rtta33rNltoSU+3WK7rxSuuoXoysWxbXHt0ZwzbJXnAeN0zEQIiERQkT%20noi49yo01CtP1WXcn8RqYuv4U+9r4FwqQcw4oaG1lqy7H2ecWLBttuPs12SCvE5cHnBPO2gOtbom%20kYBBM0VOcuyqKat2W1ZY6nmePNwuos4aVXscz1rL4NnRLQ7cHbVDduTCRrgbLZTI6EJoDqimcUIV%20VFRC7qVteMzjYZUnKp2mjrK0M3jTFxtj8M7gzKZUDhtOow44mKLgDhKgiWzEcVRMeVaxupjpXjt6%20jWrg0OHMDVEHTxMajcNyX1l5YpP7kpXVccGetHH+hN7KnOIMUrVvBcYx4T7becmdVi+G7sXsuUE1%20f7e/cbHcLfHe6u/LjOsNPpimQnAUULZt2KtY61HajS3munbLZN7jnWmNIamK46JGZaRszOjojzEm%20SjrDgyicYFhAjIyRHuyUd4SuoC8mzGuh2Tva+yaxHWn0YRh0mGRqipMxaZ7euXJ1OszQ4fxI4Vaz%20uV01dftPMt9qXNGoUdlx0ACZb3YbbEgDxVMpNPNoYZsOT4ajRWWJ2O8voTq6vufUzR2lr8NcOmby%20utNHbWAUGGwLlEURfjRKtZyzDSq1VJ8Cn68tl8dv2lbvbLc5c27PKkOzI7LjDTmR6MbQqPWHGQXn%20Ft51VrhZuPpa7Y+BpbGsfiT7JNzhtp24af0mxb56NtySekSSislmajpJfN4Y4FgOKNIeXYmHe2Vd%204KtZnLVKeMFZm1rfebft7+ZZ6qSKAUAoBQCgFAKAUAoBQEJA/Dcv9qd/PdoCRtX+Lh/wG/mJQG1Q%20CgFAKAUAoBQGrdrnDtVrl3Oaatw4LLkiSaCpKLbQqZqgiiquCJyJVbWVVLLVq7OEa2n9QRL5C65E%20YlMsLgoLLjuxiMSFCQhF0RVRVF5a0tV1wZnWyewk6qWIO46xtEC/sWAwlP3OQyklGo0Z54QZVzdb%20xwwFRAc+zatK+ZtLd7xbBT7Yf1JygILV2ttO6Rhxpl9kFGjS5AxGXBbcd+lMSJM27Qso5QVVJdiU%20WNlXeyYwb4CHrfTczVcrSsaSrl6hMDJkMo2eQWyQFT6XDdqWDorlRcdtK4pvg4Is4j8WwnaAhp2s%20LBB1JB03JkKF2uLZOxWchqKiOPjOImQVLIWVCXbguHJSvmbS3C2CTe/295M0BBao1tpzS524b1JW%20N2pIGJEJGzMVdLkzqCEgD/zFspXGyqtrDwq7bkfbZrTTtz1Jc9OQpBO3a0CBz2t2aCCOeLg4qIBL%2030FdlK4qVsmBbytJ71JOUBGydQ2qNfoViedUblcGXpEVpAJUJuPlRxVNEyphvE5VpXFtLcp6pgPB%20J8XHdJJUB8MkAVIvFFFVfiSobhSSlLg0NP3+2X+zxrva3FegS0UmHCEgVUElFeaaISbRq0bOaT7c%20Sqe3k47CQqCSFnawsEHUkHTcmQoXa4tk7FZyGoqI4+M4iZBUshZUJduC4clK+ZtLcLYJN7/b3k1Q%20Ghfr7bLFa3rpc3dzEYyoRIJGSkZIAAIiikRERIIonKtQ3ilvbgmMG+GJmttwZuENuW0DrQOY/Rvt%20my6KouCobZoJCvxpVmiqZs1BJVrpxL0lbJ0mJKkO5YLjbNxmNsPORYrjyogBIfEVbbVc48q7MUxp%20XzbOMdfD23ktR2T1FpRUVEVNqLyLQhMhNW6007pKDGnX6SsWLKktw2nUA3E3rqEo5siFlHAFVSXY%20lFjZV3smMG91VLNy2Xy23N+4MQ3FcctkjqkxFEhQXd0D2CKqIhJkdFcU2UWyenucPvIeDjkn27Df%20oCrxOJOlpN5W0g6+D3XHbcEh2O83GOYyiqbAPkKNkeCLgmO3uUp5kmt6nsFvLt3R37C0UAoBQCgF%20AKAUAoBQCgI2/wD9Gx98h/3TdASVARsn8QwPusv58egJKgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAV57iDo9i8XWzu3IAuVji9fukdQcxZjZEPeKWXKXNJFwFVWoVlDe5OOstlcpb7bCR0/qCz6h%20tEe8WeQku2y0Uo8hBMMyCSgvNNBJMCFU2pVnVraUTTJCoJFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgISB+G5f7U7+e7QEjav8XD/AIDfzEoDaoBQCgFAKAUAoCK1ZZ3b3pe72dlwWXbj%20DfitumiqIk82QISom3BM1Z6tM1YL6d8tkyP0BpyVp2wt2x+JAi7nKg9moYg4oggq4aGI88lHbXRq%20XzOTGlMqgstZlyqT9Dde4gR9UPSnQjxrekNuNHfkRyV1JG+zOKybYuN4bMh4p8FNPy5nxjun4i+K%20S4T3x8C10BU+IOh/e6PaopvA1GhTFkSgJFVXGijPMKI4chYvIuPwVR0lz+Gy7UXVoXXV9jkg+HnC%20u6aYu0K6XC6BcpgQJEW4yFBRcffekA4LneQQaaFvD4K2zbear2+Z2fW7SYuuzk32QqpdSR0iqFzm%20moOFd+ul9uGom78Ue6rOhSbVHFttYoMQMN209i2T6qW8ezZHBTn8myml5Wn+Jt9eGH+mOsanmTX4%20YXTtn9XcdLoCmcR+HpayS2slJGPHidb3yKiqS9YjGyBAqcigZIf5Ko6uW1ty4dMpp9xetlEPZK7M%20ZXeaXDzhrc9MXVbnPuQXGXJtwR7jIQFE3piyHH3X17mUt4gincRK2zKGlscdyx7W2zHK8J3T7o7E%20joFULlYmaWnS+INu1I680EG1QpMWOwKErpuSybUiNV5qCKNbMNu2lMHZ/eSXfIviqrg2+6Cz0Bgn%20jLOC+MTdrKJskZR5SRvOqbM6jiWHfwqt1KaLUcNMh9BaZc0vpC2WJx9JDsFrI48KKIkZEpllRduG%20JbK0s1glsSS7FBnVbW97b7XJP1Usc01Bwrv10vtw1E3fij3VZ0KTao4ttrFBiBhu2nsWyfVS3j2b%20I4Kc/k2U0vK0/wATb6/Lh/pjrxGp5k1+GF07Z/V3HS6AitU2grvYpVuSPElpIFBKNPAjjmiKiqJ5%20ecnwEnIu2q2rJatoNLQGmZumtMx7RMmFMcZNwm1U3HBZaM1VuO2byk6QMhgAqa44JWlrTHFLbx5m%20daxPNliqpY5rd+GF9ktaks8SfGDT+qpaTJxuAay2M6No+2zh9GedGuapKmXHu4VFKqK1eytp783j%203E2eLsttqx3ZZ7O86Q00LTQNB4rYoI48uCJglWs5claqFBW9daNa1UxaokhWyhQ54yprDoqSPM7h%205k2kw5FXfctUyp2l7Isu1R3F1ZpONuHdZP3Gjwu0Jc9HW+6w59yS6LMnlIiyFFRcGOLDTDLbuPjG%20IMpiXdrV3mqT24zzbbcmeVZm1shJdRdKoWObxOGl+7TNqZNi9hpf3dRAjIudaNwiUmmCzcwREtpE%20mKryU0vKqztoml1z8RqY5o+rL3Zf/E6RQCgFAKAUAoBQCgFAKAjb/wD0bH3yH/dN0BJUBGyfxDA+%206y/nx6AkqAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBwvU+j9UPcSNR3CNa5DsG9SLfbHJACmR%20YT0UBku4qviNK3lL4VqunXyw/vWfZlsu11gnWxS5Ujtd6vsVsxAxdJ8R4mnbFCJi4Q4LNrmNMMRm%20JDzzFxOcZgatx5MNANWiFWzeJW+XGrpvry6cdVfNy27S14zP7ue0+7nG3Z8CeuNl4pBq+4OWorjJ%20uEmC621MloceKw6lvQANgmpDsNxDkJ4ht5wPFcVHbVLbLxxfjWF2TDUNbytdtJ5f+qX4SsZ3GlA0%207ro9LXEFfvcdo27YjsZqHJQ+sNuZpJZZFwKU8JDgL+4UEXlDHalX1Wpw2Z8OiH1xs5p8iKzv+bK5%206Z7J29XDA67w4C8Bom0heIxw7gDOV2O6468YohKgZjeI3cVDBcDJVTkVatfauhdsYlKb+l+JZKoX%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBCQPw3L/anfz3aAkbV/i4f8Bv5iUBtUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUBDax1TB0ppmfqGc08/Et7aOOsx0EnSRSQUQEMgHHEu6VQ3Ec3B%20atZ7H3YkBD4uafl37TVlaiTEk6ohrNiOEDSAyKNm7u5H0mYTwaJMBQkx7tXVZbSfyqenZs7UZu3l%20zc4748S1t32yOtSXmrhGNmGuEtwXm1FpU7jiouAflqu6dxeMY3nxy/WNtmO+5cYoMzFyxHSebQXV%205MGyVcD/ACVMYxvI3TuMqXO2rOW3pLZWeg51ibwd8g/rbvHNh8OFQsQ8DZoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFARt/wD6Nj75D/um6AkqAjZP4hgfdZfz49ASVAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEJA/Dcv9qd%20/PdoCRtX+Lh/wG/mJQG1QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQFW4o6buWpdBXex2zd9emtg%20DG9JQDEXRNcxIhYbB71F81Xwsn2MtVxP5Wu1NHP2uEGrF1DElk7HYiwpNxaiyAdJXW4MmG83HVBy%20pzxekriOOxE5aplmrWxujr/tVf7a48wml+qr8XbveBo23gvqQbBKhXCOj8hu2Rra2IzmGAfWPIF7%20OHV4QZcihmbJ/eLiqoWzFa1vaXK+9V9nd3Y9hRVwiZwt15u/vwPD/BvXLjEc5BMSEcgTbc7b45Qo%20osjJlq+2qksJ5lcwF9KbLQFmTFKqlu5U/tnZv34Ylk8Z/FZ9sdU4b+JZLLw01BbOJEe9MNshbgyr%20NlvPNy3HkCEMZFbRyOL7DqkKZ1B3IQp4uNWo8bN73b+5r4YrjsM7Vwqt6y90/HB4czq1VLigFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAjb/AP0bH3yH/dN0BJUBGyfxDA+6y/nx6AkqAUAoBQCg%20FAKAUAoBQFOlcY+FkWS7GkaotzUhgybebJ8UUTFcCFfhRa3XptR/SyudGL/vTwwUwyahiOMEJkcs%20DRWAyYc03OQVXHYlXXotV1dsuwyt6miuqN+ZnoONPCczEA1XbVIlQRTfjtVdiVT/AK2p91mudEHc%20NWajd4m3iwhPnRrbb2YDkdu324JiKUlDVzfuq27kTmJhyd2sNLFNv70cti+JbUcR+We9omrnxXst%20t1DLsr8CaXUJkCBMuACz1cHbmKLHXa6jiiqllLKGxfg20p5oje7LrqpFllU/hzdUx7iJnf8AyA0R%20Dcmo4Eg2IvXBafbWMXWHbeJE+221vt8K4AeQnQASw2LyYwnNU1vUromPbfBZ180c46/bvJW5cVIV%20viwzes1xOZLhP3Qrc2kYn2YMZEU33F3+725kyiJqS97YtTfyu0/SpfLcVp5ko+pwue8iV4w24Z5z%20Msx6C5bLbNjW1GozSoly3hiZyHXxTMItLmHFBTuZlWptXK7J7rR2KfbwG1J8U+6yXt3ku5xDj3jh%20Xc9ZaeztKzBmvRhkgOZt+ILgqJiikK5XG+4qotZ+omlZW+O8vopWvle5wQEDV+pg4aXnUhXCc/co%209n68wk+3BEYB/cK5iyqNt70c3wrsrX1KySl96Oe0p6Xzus711DT/ABotE+/W+PInqEN0Et7hZIyN%20OXMWkedVfplkiAoigK7lAzY85dlLQnZ7sWuisz7PcitZda8cJ6bRC/px5G1eeMzrGlkv1s05PejS%20DiJbpEjcNMSGpkhGAdAkdJRXaio25kLanImKorV5q1f1NLtU+3Al2UWa+lPowce3HcZL9xTVzS2r%20p1vizbYumidiv3N1mLIBJTKhnBpjrAq7gjieMoj8NVSlVf3rJdPmymla+bK9sT/bKJzT/EGJe3jW%20JbZxWwOsC3elbaWK6cMsjwjkcN0OcioOcBQsFwVaN+XNynq9usxo5hbXsfTBr6N4qWHVN7l2WLGk%20xLhFjhMVuRuCQ2TNW8RJh15EISHnCWCpVlWat8HBe2DS4z3FzqoNK7Xu0WhgZFzltQ2TLIDjpIKK%20WGOCY/FWulo31HFVLOj03pNXXtl06uz5FfufFTQ8GC5KC5NTCby4RoxCTpZiROahKKbMcV28lW1/%20S6ulR3tVqqO5fwfq581LVXFrAyQuJ+hpMRmQt2Yjq6CGrDxiLgKqeKaIqoip3dtW0vR616q1aOGH%20/B+s3admuKWDIjiPxBbhcPp190xc2CdjSYccpYIL4tI/KaacxBcUVUbcVU2Vlq6N9PUpW6dcz7sT%20j1/R6uhK1KutsraT5IhrZxRuNqkXg7gcrUliblW+FZrixFbjPvS5yKJx0zrGZMWyyrnTDDNguOFU%20qm0lGLs0uaiZ5cOZy2UYzgqy+XmgsR8WLM1OJiRb5rMRiYzbLhciRhY8adIEVGO4oukZKhGIEbYk%20CEvjUrD37ZS5xt8Ht4B4TySb5Ts8SAlcY3HNQWmVDiyGtKuwrzMeddbZzzAtgiqOR8HFIExQsEcy%20Zti8lVq8G39xW7Wo7mXVJaqtufLO7Y5718Cwhxa0z1edIebksMW+0xL2+ZgC4sTkJWmxQTJVd5mC%20pyY8i1bUrlbX3bZespXFVf3k31Lae3uJIsjFYf0/dGrvOfJiDaSGKjzyAzvzdB3f9XVsQ5V3uObZ%20hjUPBxvhvsw/pG0irlTuw65IqXxSZgXi6rNWW0y1b7a9Es7kMBkDKuDrjLbebe5jcMxQVAkERwxz%20YciHiljbNlX6Z+3GOBaV5W8FDb6ml7RMnq3cVWYseFarhDnztTlOK0y4SNRWXUlpHWUKkiP9XFtx%20pMQIXSTvrjjSU9mOD/thW9uwiImd0f3bC3aS1Pb9UadhX23i43FmgpA28iC4CiSgYGgqSZhIVRcF%20VKtasdaT7VI3tPam12EvVQKAUAoBQCgFAKAUBCQPw3L/AGp3892gJG1f4uH/AAG/mJQG1QCgFAKA%20UAoBQCgFAKAUAoBQCgPhEIopEqIicqrsSgPtAQWrdWsabYt5nCkXB+6TW7dDjRdyhk86BmOJPuMg%20g4NrtzVCxsqrbDfZiTub4R3tL3mjF4iW+Rb35A2+YEuFcG7VcLYSM9YjvukCIR/S7ogyuCeYDLEe%20TFdlWSnLGy3u2yVbiZ21U9W7tLA3ebQ6spG50c1hYpNQXQVWcMcd7gvMwwXxqicJ3ExjG88le7KN%20vS4lcIw28tgzFebRlduGxzHLy7OWjw2hY7DRLVtsTVULTYi45KnwXbkxJDITCssuNtrzs2bEldRU%20wHDDu1KUyvux3z8A8En95x3STdQBQGI5cUHxjm8AvmmINKSIZJ8A44ryVEllVxMYGWpKlR1DxEat%20N/fsceyz7tMi25LtIWGsVBGOrht7OsPsER5m15ootVzKLN7K7eyS6o3C32mOqPiS1l1fpy8QoEqF%20PaVLmwEqGw4Ytvk0YZ0XdEqH4u1dlaWrDa4GVbSpNpq+2R2E7OauEZyCwqi9KF5smgVMMUI0XKK7%20U5VqrwLb4I7TWt7HqBuUcRzdJGmybeKPE2ivHEw3hs5TLOGC4ovepHlT4qe+A9sdHepJJ+92ZiOz%20Jfnxmo0lUGO+bwCDiryIBKuBY/BSMY3jdJ9fvFsZklDWU0s8W1dSEjgb9QFFXFG1VC7nLUN4N8CU%20sUuJEt62gFb7HMcjPMLfTEGIzxx23GsyKqq5i7lXDYmDZEuKpgi1ZrzZeRVvBvg47yXW8WhJqQVn%20R0mkqikXehvVJEzKmTHNjl28lQsSXgbdAKAUAoBQCgFAKAUAoBQCgFARt/8A6Nj75D/um6AkqAjZ%20P4hgfdZfz49ASVAKAUAoBQCgFAKAUAoDVW1WwlUihsKq7VVWwxVfzVOZkQjytmtCmhrBj5xRUEt0%20GKIWGKcndwSpz22SRlW2D12TavQ2OjDwVGZ8SYRAyNBtlqabqGDerhbJtxbYamtxupk04MZCRvZI%20jvkPjrjlJKiuCjdM+3YTbHsj3mG5cMNPXC4XGdIdlb+6TLdcJOUwQUetWXcZUyLgK5eend7mFTV5%20YjdZ262oJs5TT31y9Ut+80JHBfSzzdyjJJms265pL3lvZcaBls5/79wCRrekuJEoi4ZgKrzRTZhV%20KKpcIjqc+2+N5ObzZt8yaXEnQd7uIwV09GzvsW2XajlJMSK7uX2xEW3EJh4XG1IUUsqgY/ortqLp%202dp+te/3fYxpxVV/C/btPsXghY91Z5UifMZvlqh26M1OiG0Ig5bWXGgcbbebdDnI+eOdC7mGC1rq%20WnUtZb232qI7OvmZ1TdFW274yWG2cPLJbtFS9HsvSXLXNCU26464JPok0jJ3A8qJjmcLDFKz1Fmq%20qvYkl2bC9LOtnbe3J4Z4fNJpqZpuZe7jPtMuF2cLL/UxJlnJu8WzYjMlmy7MTzVbUeeZ2tz7yNL/%20ABxl+k1bLwm03Zp6SIL8sIqOE+VtzNdXJ42kaMzVG0eJCwzK2rm7zbUGjxTT2Yrt9t5CURHLu9tx%20iThBY+w3LGV0ujlsRGAt8Y5DahCGK+khlI47rKqgYomZ1DLKmXHCmZyn9Sac9Cjo2bQ0seDTw3Y7%20fbduNtzhhYHdN6gsDsiW5F1LJdl3J5TbR7evoCGrai2gCn0abMtN1V91yv1ZvEtWzVnbe1Hdl8D1%20bOGtntxS2WJ09bVKGUPYyvokNtZq5nyAQEDVVXFRzmSBiuVEqrqnTK9kR0L26yK+Wya3d75+3M8a%20S4YWfTF0C5RZ86ZIagBamUluNEARGjQ2mxFpppOYWPOXauK5lWr53j+KG+lYe24rlWHCs95cKqWP%20DjLLqIjoC4ibUQkRU/41KbWwtWzWxwY+oQfR2vkD4Kl2b2ss9W/FjqEH0dr5A+Ciu1vH7t+L7SM1%20LpK06hsrlnlobERx5h8ljZWzzxngfDaoknjNpjs5KjM8ytvq5K2u7JpuZTXae9TaXt2oosSNPJ0G%204UyPcGlZJBVXYriONoWKFzcybUpVxZW3r3qPeVfytcVBDy+F2nZV4dnuPSkiyZrV0mWdHA6k9NZR%20EbfMVBXcUURJRFxAVRRVFainl6pjlO3xfbgLYzzhPnGw04vBvS7Elo1kznocZmfFh2110FjssXP+%20oaBEbFzDbzcxqqcmOFRl8rXGqr1LZ2Fldq0r72br+3+kYn23cHtMxIdwiSJU64tXK2x7O+stxvMM%20WIhIwgKy2zlIM/jcvd5atd5pna7ZuviVrhHJNdT2o2XeGcR1qMT18uzt0hPrIhXc32Sks5mdwTbY%20Kz1cWyb8ZN1tXnLzttQ8XPT1z7YREbiKqFG7DqjZ7b954l8JtMzFlHLfnPyJUWFFKU5IU3xK3OE9%20HkC6SKe+RwsykSqi97DZUzjKwebN0OI8OJK2JPFJNY75xx9sD3E4W2BifEuTsmZKuka4HdXZ7xt7%202RJKOsVN8gNgGQGVyiLYiiYfHiWGzhZfq2vpDxmd+X+3YTWk9MW7S9gjWO3E6cOJvN0T5ITi7xwn%20CxUUFPGNe5RvBckl2KA8W3xc9pL1AFAKAUAoBQCgFAKAhIH4bl/tTv57tASNq/xcP+A38xKA2qAU%20AoBQCgFAKAUAoBQCgFAKArGqtDe8MxmT7w3q0Iy3u9xapnVWi2qucxyFmLbhjjW2nq5Vsq+lFLUn%20eyF/7PNKBg7q3UctsxykxMnpIZXaipmbVsccFTv1rT1bq5y17DK/p8yiWfXOECGZEmtNVNoq4oAX%20PKIp3hFGsERKj/tfhp2Flo832njUehb5Hs+nI9nkyb8/ZL01dHTu0tFkONA26JAj+7w2K4mVFSud%203/yK8LZZYc1Bqq+R1nbHdar9xD3fhnqq72i8SHdxEvF9v9vuhxwdUhjRoJMgKI5lwN3dsqWwcMVw%20rPLFa1T2Ozb/ADJ+GBbNjZtbaqsdHxIKy8EtSsWaVb7i2ktxm1SLY2511phuWrzwuIv0EMXh8TOh%20PuOKhL3Uxq13K/Rh+Xu6MMd4WDWM42/uXb049Bvrwr1t7v2MVcaGTabtMndnsdSaIo8kCbbzmsUo%20jj4KWYjWPzsV/S21L2p7fK0+tz9hWqwa/En2KPt7Cc0Tw4vViv8Apya6gDCtlmmwZDavo8YPypbc%20gWwIWmBIAEVTYAonIiYVZOHbnWi/TPxF8Uvz2t2o6bVCSv3XR/aE5yX23dom8w/9PFlbpkcEw5oZ%20Vwrs0vWZKxko+lSz1PT/AMn+1RV/a0rRvtWX2yRL3Ci0vTmrg9d7s7PYTKxLOUKugO3YJq3iic5f%20z1jfVVtVamWvl3R5etGv/wB1ecNPSVfu5fK+lSbf/b//AP6S++u//wBK6v8Av/8Ax6f6ftJ/+6/+%20HQ/R9pE3fhp21xDfu1zN4rG7Y2rWox5smK846MhwzF1Ixs5wJtz9JcMe5Xn1Si0/VZPlsPIvdt1a%20wjN35YjsIu9cI5cu46sG2hFt0O52OFabG6PjMLGR0TDKKZgbUTEeau1Kizbq5+Z3VulKMO4hQnWN%20irZdb3+8jJXC7VcyU9dxt8K3i29aDTTLT2MaUlsIicN1wWxASNHEEMQXxEzVfNFs22bO0cJrl+0o%206zXL+DLPHzZvsPMDhhrSDJg3RuFCWRHvF7mlbwkZQGNd2N22oubvDM2WGYcvxVSPJl/+N16809ho%207y24+qlv01hmxC4Z6ottm0oDttt99O02V+0TrRLeyxkdfUCR8SJpxCH6PIXNxwXZV7NO7e6yqujL%207dxm1h0Ws+nNPt1slbdoS+wr/clds9tnRp8wp0a7uOYPRBKEkdGGW1aUuYQ5RXMiZF79Z2U0dd/n%20x45n7T0ErCye7y4cMvD3dJVm+DmsI+n2beUaDPfl6cYsJOPPKiW59pwyKQziBZxXeoXNwLMKfkvb%20FtTE2o54ZUlBZOHPDPh+Ztp+4lC4S6jG8uT0WO897yWq6BOM8HyhwogR31VcqqhmQlzcduPLVqWS%20acR5tRv/AFTHuM8vkdfwVr11cnYqoWFAKAUAoBQCgFAKAUAoBQCgI2//ANGx98h/3TdASVARVzdK%20Pd4UpWXnWRYkNmrLZOqhGTKjigoq7UBaA99vMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMeiTPVXvJoB28x6JM9Ve8mgHbzHokz1V7yaAdvMe%20iTPVXvJoB28x6JM9Ve8mgMNuZfXTz4K0YOurLIGjRRPB11wgxFeRVQkoDzAvLbMGM05EmIbbQAad%20WeXBRFEX9GgNjt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A%207eY9EmeqveTQDt5j0SZ6q95NAO3mPRJnqr3k0A7eY9EmeqveTQDt5j0SZ6q95NAatwuHXm2I7EWU%20h9ajGqnHcAUFt8DJVIkREwEVoCcoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAhdR6y07pzcDdZJg9KzrHix2H%205ckxaHM6Yx4oPPKDaeOeXKOKYqmKUBXr/rl24aBXXOg57F0h29tya5EMFRqZHYRVfYUiQXmHhEVU%20Fw2FsICRaAtOmdRWzUmn7ffrWanAuTASI6kiISCaY5TRFXAhXYSY8tASVAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAReqTlt6bujsOU5ClN%20RXnGJTQtkYG2CkioLwOtryfpCtAcm4I8c4N00TZz1tfEPUFzmPQwlHGJqOructywb7DIRGnVbTFA%20MhJUVFw2piBc3tZ3Gw8TIWlL28Ei2aoaff03MyI261IipnkQn8vMMchCTLmAl+gWYucoF6oBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoDjXGWJdn+IWkltunpTroszG11bEYfluQt82Te4FsEcjATqqgb2S2YAhKSYZVJAITglFuG%20lv8A4/6lhajt8q1yraNyeksTo7sdFbJhVFWzdEQcQsqpiCqlAXf/AOOVmuVo4MaaiXFFCQbLslGy%20xxFqS+4+0m3k+jcFcKA6TQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQEdqRp17Tt0aaAnHXIj4NtgikRETRIiIibVVVoD8txtA61uPBawcLu%20xLhC1IV7GVLfeivDCixHBce6wc3L1ZcoOpi2Lm8zYjlzJhQHTuMMGTc+LPCa1QMTlxJ0q4yXMdrc%20WKjBuEapyI4gKKdxV2UB2egFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAQ+ptKWrUsZiFd94/bWnReftyHlYkqG0BkiiZnGx%20LnbtVykvjISbKAmKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQEPbdKWqDfrhf/AKSTebiIsvTZB5zbjNkpNxmBwQGmQUlXKApmLnGp%20FzqAmKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA//9k=" height="256" width="783" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Gráficos de energía y producción a) Energía y Producción 2020 b) Diésel y Producción 2020.</span></div>
        <p>A pesar de este resultado, para el caso de la energía eléctrica (<span class="tooltip"><a href="#f10">Figura 3a</a></span>)
          se aprecia una tendencia a la linealidad en los meses de mayo a 
          septiembre. De igual forma al analizar el diésel en el tiempo (<span class="tooltip"><a href="#f10">Figura 3b</a></span>) se aprecia que el mejor comportamiento de este portador en el tiempo fue en el mismo periodo.</p>
        <p>De igual forma se muestran en la <span class="tooltip"><a href="#f11">Figura 4</a></span> los consumos de energía eléctrica y diésel en el tiempo para el año 
          2021. Apreciándose también que en este período existieron variaciones 
          que no conllevaron a un ajuste lineal.</p>
        <div id="f11" class="fig">
          <div class="zoom">
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njuhy5h5y%20+Gml5kq4wzcLrO3rwLanlrTCSjxrW32wOn1AFAKAUAoBQCgFAKAUAoBQCgFAKAjrB9QP7VM+9O0B%205D/vty/Zxv4lASVAKAUAoBQCgFAKAUAoBQCgKN3zmQ6HJEcJoHLhbGnSAybVW3J7ImOYVFcCFVRd%20tIJPUgndm8GS21CTV+VlGuNx4NquXabYpP2FnUNhajtK++oMSZQGshtsgcBV5ogatkRBiu0aaUm6%20VwlOnBadf6qoicaZqfIm+OenRYbFs759aTYEueNtgttPQ58mA1KcaiIy7De3TYOuOSlV4S5DLdtZ%20S2eHGodctcaRf5qe+y224tRZqYVa6k/dssVtpic769XuMRYkSLGO5i1cnp0g4pNsodvMB3GRyY2L%20exxFcdR9wU5URfBLd7wST4+Zrou2YlYqtjvcqcLE+m+y0tPd/eJ1z7wdVPyMzQu26xyBhq6jzbJv%20sPGYgoqoLt98PuqvlpGSWGo/6YkSdcj+4/6j3QPeDqTUOqJlhnRI7LliaeC/ONC4mEtZJBFFrMZY%20A5HbV1ccV2pyVXTWaGbh+b4uhWdZOpZLLvf5bMvS/AqBWPUeoNX6xbtTLgzot+iJFvpTTaSEy2xH%20ddAWEVVNFHNzcMCzbaaS8sX96Vd6zOzwJ1r2vuKm522k213mawdNRxtzATdTSdOQH3GHt3HCKTq7%206Qu/TeuOo0ggA7tM3h8FRp+ZQ2yi5dWAmsub7uVfmSt4KvcV7UvevqS8aSu8ESh2w2bNd35VxwdQ%20ZZQnyhiVvJHQVtDVM+ZVPLiibfdVSTzRzXWQdMfM37tltcDSHl1EvvSVcPLT39hNM96t8gvBa93F%20JI9x07a2VdRxXnGLpFBx9xflEzGhKWRUTDxotdElWX8+ouiMao54KmnX/wAal05qGRO9jUY6Ye1A%20T1oXrKqES1KjgyoarPGFvZXyxb1ppCzOqgt4FzfZrKFuRYzyW7M3tRWl5WOX3c1mLy7O92WI+NTa%205ulnvNsmyjg3yXAhX94ztbj7bZLBZaMWiZR50Ac24Gh7xR5RwquaibXyL+tLqLxjVU++v6W+vvNB%20jvG1HY2XYEbh06VMes83iLSSXIw8dkq040aHIdPMGGZtUMUUfeJhWqh5vpr4ZONdvlcq++18TLPZ%20npfBy4UaVPah0PQOqbne7Lcn7k20U613GdbnCiATbbvU3VATBszdIVNETm512+GspSppqe2Ne/3G%20mXzuPDtSfic5hd9+s39N3K+HbYgNpZ5d2gNmiArJxnkbFpwUkm7IBULAnBbbykmGG2r0olt8n6qe%20y2hKsqYVkvyr7LsC6ab11fHvxazdWWJUjTYsvs9SA2d8D8MZSNqDhvrmFVUcyLt5cEquq8um5Ypy%20XURprNKK+aKfW2vA55e+8vVt+7urwc5puJvbdbrlElRVGM631iY2JNZEkyXTHD3LuAIW1MqVrkpO%20K2akFxq+wQlW3Bxn0UXthYWzvO1DqGDqNIMeW2FmLTV3nSIRgaK89HAUFEfbdacBcD2KPJt8Koo8%208nZqVwUadLZbRVunTGXuIq1d7GqBnwbbDtrK26E3ZY8gHVwN3iLAGTgSX5QKOTPgAq24TiivOxWu%20mSrN1+eUerH7KXGCdILblzfZ9u0+R72NfvlHJpbU03MC/m0hRZBk2lidwHNhJDPvh2L7nKu3byVz%205nkctmnGfXgdEYpzy/8Akydjt7D6Pvn1U5vpjLdtaixbfYrgVucB0pUhbvscaZcR0ERQVeYu7LHk%20VPDW8oUm44fUyfb7b7jFvyJ45JS/K339m8mbJ3oX6dqG3tvMxOH3S73CzBbGxc6/G6ghr1h41cUS%20Rd1zw3Q5UMecvhppeZKvxQcuFMPbHAtqPLWmEox41x4HUKgCgFAKAUAoBQCgFAKAUAoBQEfpz/Hr%20Z9kY/djQHl2+t2n7Yv3Z6gJGgFAKAxyZMeLHckSXQYjsipuvOEgAAimKkRFgiIieFahul5KVTTe1%20DYGDhA/c4jR3LDhwm+2KyMyIqbhFL5THMnucatR1piVqqVwPhzU+mmpEyO7doQSLeG9nslIaQ47e%20znvCpYtjtTaWFVrZXAtR1oeHqrS7ceHJO8QQj3EslveKSygSCxwwZJSwcXH4ONWpbTErWyuBKVBI%20oBQCgNe4W23XGKUS4RWZkU1RTjyGxdbVRXFMQNFTYtRQlM14OnNPQEaSDa4kRGDJ1lGGGm8jhjkM%20xyimUiHYqpypU1IofFx0vpm5yUlXK0QpsoUQRfkR2nXEQVxREIxJcEorAzdjw4kZXVjMNsK+auvK%202AhncVERTLBEzFgKJitARGl9IwtPu3WS1IelzbzLKdPlSMmcjUUAAFGxbEQAAQRTD8u2kbIqKwr1%20u9iVsnLguhXEwxEiRydNhltkpB718mxQVNxURM5qic4sERMVoDXesdlfhOwXrfGdhPmrj0U2WyaM%20yLORkCplUlLaqqnLUU7CanxJ07p+UzHYlWyI+zEFW4jTrDZi0CigqLYkKoCZUwwTwVLdtcSFYeua%20fsLk0ZzltinNBAQJRMNq6KNbW8DUcyZPe7dlEyKHg6d0+CzFC2RBW448QVGG06xjjjvub8pjivus%20aillMCa21xMkayWaILAxYEZgYoG3GRpoARoHFxMW8qJlEl5UTlqXaFYY42ndPxGEjxbZEYjo8klG%20WmGwDfjhg7lEUTOmCc7lpW7cHjvNuNEiRQIIzLbAGZOGLQoCKZrmIlQUTnEu1VoDTb03p1tJiN2u%20GCXBcZ6Cw0m/XFVxewH5TaqrzsaKxUDdtTcZhxGHHnWWG2nZCoT5gIiThCiCimqJzlQUw20BpR9N%20acjR3o0e1Q2Y8k0dkMtx2hBxwVxEzFBRCJFTFFWlbtwbtrtM06zWe4G25Pgx5bjSGLRvtA4oi4mU%200FTRcEIdi4ctRQmp8rYrGU5ieVujLOigjUaWrLe9aBEVEBtzDMI4EuxFq1b95GFMD1LHZUERS3xk%20EBdbEUZbwQH1xeFNnI4vu0994agV9/SRMDQGnIepZ2oBjg7MmJFFoHG2iCL1Nomm+rcxCbxAsFwW%20pToulvrpXuErablTtb8SYZs9oZuDtyZgx2rjIHI/NBoBeMdnNNxEzkmxOVahWWB2m3QCgFAKAUAo%20DA5cIDcxqC5JaCa+JOMRSMUdMG8M5ACrmJBxTFUTZRW9Adhpt6o0y5GmSm7vCONbiULg+MhpQjkn%20KLxIWDap4iwqK2VwZNLaYhvVOmHXobDd3hG9cR3lvaGQ0pSA285kULFxNnKONWpbTErWyuB6Gp9N%20Gk5Qu0IktmPElSQ0vVsMcd/gXyeGC+6wqtbK4FqOtMT5PVel240OUd4ghFuBZID5SWUbfLHDKySl%20g4uPgHGrUtpiVrZXAlKgkUAoBQEdYPqB/apn3p2gPIf99uX7ON/EoCSoBQCgPFIRTElRE8a0AUwR%20UFSTMvImO2gGcMFXMmCcu3koD2gFAKAUAoBQGvPt8C4RTiT4zUyK5hvI74C62WC4piBoorgqY1DR%20KdDBGsFhixWoka2xWIrDqPsx22WwbB1FxRwQEUETT4SbatXsK0v3hvT1gbelvt22KD89FGe6LDaG%20+JcqPEg4uIuPvqillMC1XWuJic0rphyExActEI4MUlONEKM0rTZLtUgbUcort5USpq61xIV1Dfbh%20xG5DslthsJD6CL7wiKGaN4oCESJiWXFcMeSoBD6a0jCsUu7zm5D0ude5XW50l/JmVRBG22xRsWxQ%20GwHAdmPjVVpGyKjxfS72JWyzdHQiYZiRGHHnGGW2nJBbyQYCgq4eCDmNUTnLgiJitAYHbJZnoj8J%206BGchyTJ2TGNoCacMizEZgqZSJS2qqpy1FMNhNTHI07p+THjxpFsiPR4Y5IjLjDZg0KjlwbFRVAT%20Ls2eCpdrriQrA5p6wOS25jlsiHLaQBakkw2rgi0uLaCajmRAXaPipW2pFD0dPWAHJjg22KLlwRRn%20mjDaFIQuVHly/KY4++xqKWUwJrbXE+otkssMY4xIEaOMRDGKLTLYI0jnu0byomXN77DlqWwkfEbT%20mnorBR41riMRydSQTLbDQArwqii6oiKJnRUTAuWid24O2u8248SJGQxjMtsC6ZOuI2KAhOGuJGWV%20ExIl5VoDTDTmngKYQWuIJXHHiCow0iyMVVV32A/KbVX3WNFdTAmttcTbZhQ2HXXWGG2nX8u/cABE%20jyDlHMqJiWUdiY+ChBpsaa04wzIYYtUNpiYSHLaCO0IOmi4oTgoOBqi7cVps3Bu2pnnWe0zzaOdC%20jyzZQkZJ9oHFBHBynlUkXDMOxcOVKigqfBWCxFLjTSt0VZkMEbhyVZbV1kExRBbPLmAUxXYNWra3%20tGFMD1LJZhy5YEZMiOoGDLexJG17DZ/qe/8AheGowp0dBNff0kRD7v8ATUXUsrUCRgclPtRWmGXG%202lajJCEwbWMmTM2uVzBcF/JUp0rxb60l4EStpuVO2pMt2e0NXFy5tQY4XJ4d29NFoEfMNnNJ1Ezq%20nNTYq1CsuDtNugFAKAUAxTbt5OWgPM4YIuZMF5FxoBmHFUxTFOVPFQDOGCFmTKvIuOygGYccuKZu%20XDw0B7QCgFAKAj9Of49bPsjH7saA8u31u0/bF+7PUBI0AoBQFd7w7Mt60ZdbWFv4o7KYNtiGpNiK%20ukio2RK6QBgBYFtXwVnqxclZeaaUkpVdxSpendVzrPpCxzNOEtsgMwivrjb8NZBPW5R3DIqTo4M7%20wN6RCqlhzURMVrplNPWc8K1XF7eC6+g54xy6WXGlOjdx7CAvPddruVcbSbURsw05d5t3dfV9tOKN%20S5wShjiiriBCKc7e4DmFMNm1MdDyOLfwxUe+3x22mmr5lNL4nXh5aU8OB9ye7HW6x7qowW3V1HHu%20McYyvtIlsKdO6yBmqrlNBFcS3WK5k2Y8tRCNIqOzJb+GTb77OBaUvM5fis21io+HadtajkMMI5OK%20pC2jauouBYoOGZF8daTdW2ZwjSKRDwrc69LuDR3CXkjPi21g7hzVYbcXHZt5xrVSxucE/r5npv0U%20A4J/XzPTfooBwT+vmem/RQDgn9fM9N+igHBP6+Z6b9FAOCf18z036KAcE/r5npv0UA4J/XzPTfoo%20BwT+vmem/RQDgn9fM9N+igHBP6+Z6b9FAOCf18z036KAcE/r5npv0UA4J/XzPTfooBwT+vmem/RQ%20Dgn9fM9N+igHBP6+Z6b9FAOCf18z036KAcE/r5npv0UA4J/XzPTfooBwT+vmem/RQDgn9fM9N+ig%20HBP6+Z6b9FAOCf18z036KAcE/r5npv0UA4J/XzPTfooBwT+vmem/RQGpeLc7FtE2UzcJaOsMOuNq%20ruKZgBSTZh40oCXiRerNqG9cexXHM8WcvyY7NlAUW+6cuJd69j1HCsavR4sWVGuVyR1gSNJAtoyK%20AbiOKLeQsUw99sx21GnZn2Sj2+yoTO1R2p9lJLxqV0NG6wm9evMux9TvJ3K2zFt4PxerOQLY4W4h%20skBqmcQXOpuiKKWxMESrRdMr+82+MotV6LO8iduZL5aLrT7ewiLN3U66jP3Vl6M22GoLzGvTUsXm%2014Y0xLOQsZRRcxngvN3XNzEu1OVaacaQjGvox21hSnQ7OBOpLNKUqepUp039N5ma7sdcLHtyrCba%20PT8aHGJnftKlzWLcRmEoqi4AJA3iO+w5y7cOWtIypJS/BZ+GMo+NnArNVTjtz2/iafhbxPZXdlrc%20mLsYwG3V1HHukYYivtIltK4TEfBw1VcpoI7T3WK5k2Y8tZxjSKj+C38MnJ99nAu5+bNvlZtrFR8O%2007bEZJmKyyZZyaAQI/GooiKv560nKsmzOEaRS2GWqlhQCgI6wfUD+1TPvTtAeQ/77cv2cb+JQElQ%20CgFAUvvYtA3fS7kEocmXvUcQEixmZiiatkgZmX8U2quw0TEV24py1nqJu6+3+FcOJppujt2r238C%20lxtJ3+JfNPTYlpL8Q9XgRrssqMzJhRWo8YgMmLg6hSEcBcPcmuYuXHlrbUbcpUfqzW3WuOHTToqZ%20R9Ma/DSi/mx2WFZh6G1M1edPy5em5DtjgRhY1rAVptwrncER5Ak7rFUloDhoauF40Xbhso6eai8r%20j5VseXs2V/iS67fNmdX93Nd402dR2nu2tl2tehLLb7sijcI0dAebIs5AmKqAKW3aAYD+atNR1fQu%20ulvaVgr8FV04VdOw2jbuy3jqg3NwWiYJ9MGmVVFQ0HLtDkwWqFjZ4ddO1nfRMeZQDh107Wd9Ex5l%20AOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5lAOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5l%20AOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5lAOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5l%20AOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5lAOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5l%20AOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5lAOHXTtZ30THmUA4ddO1nfRMeZQDh107Wd9Ex5l%20AOHXTtZ30THmUA4ddO1nfRMeZQGrOZu8dyGA3RxUkvoySq0xsTdmeKczlxCgJpkDBoRM1dNEwJxU%20RFJfHgmCUByWBCftWoe8SUumrndYVzGK9FjOipJOdYAgdbQ3SVMimaYCvNyciYbKrH/FTHM3bvy2%20vtLNJ6la/Ck+hy8GiuvaHuwaYt8UrJJuEQod4FLckfIES7z3AdjuMsOkm6YZ54NOe8TxY1M07k7c%20sVF8JW12N2dCoRFq9qzO3Jbsti3797NCFoHvFGzhHK3vDqaPCuLWp7qiiKXTfyWjZbbfxQn/AJEC%20Qc2GX3OyrVVa08nks3qVZOnCvGpRV/mto9iyUXbTqqb8vRl3JyY+mmXz0nKduK2rT6MN5o0h+Iw0%20xIWLigtJvW3VEk9zmzbMao08rXxUlR7PPVcLPcaJqqeFY5t9IuvG0kLBo3WEfU9pK5QHXb3FuMSS%209qHmk2lsatqMOxusY59r+bFrDaq5vZrZSWdvD+5XfX0+HChi08qW6FN1H5vHjU7dWZoKAUAoCP05%20/j1s+yMfuxoDy7fW7T9sX7s9QEjQCgFAKAUAoBQCgI62f3C7/ag+6s0BI0AoBQCgFAKAUB4pCioK%20qiKXuUXlXDbsoD4KTHElEnQEk5UUkRamgqaN61DbLRa5NxkuobMYFMgbIVMsPeiiqmKr+WqysTew%2010NJ6k1CN7K0XfLoBq3R5cm4bl+UiqzbciuzCUSUcqMM7wlXZjsrXS0Z6kVJKxk83oS5eWWfRv4G%20omvNf3nBNMaNdYjl7m4X54YQYeAkjt715UX8y+xWv0YR9Uuq05M8ncusydV77HDIuuWWM4ohiiA+%206xjtzIGORz41Wb0KKyVSiWrV3UPCk9+cJN6cHT92bH3UeO9KivF/0k6Bt+Wq00XjJF6z3ElpfvHt%20d4nHZ7hGfsWo2Rzu2eeiC4Q44Z2HEVQeDH3wr+VEqupoOKqrY7UTHUTsdjLbWBoKAUAoBQCgFAKA%20UAoBQCgI/Uf+PXP7I/8AuyoCQoBQCgFAKAUAoCt6l7ydBaYkBGv9+h26Se0WHnRRzDBFxUExJNi+%20FKiqJo6VJOw6ksGoIIz7JcI9xiFh8tGcFxEVUxwLKvNX2Fqzi0VTTJGoJI6wfUD+1TPvTtAeQ/77%20cv2cb+JQElQCgFAa1wudttsZZNxlswoyKgq/IcFoMxciZjVExWlQfJ3i0NzGITk6OEyUOeNGJ0Ed%20dD4TYKuYk9lEpS2mwitlcDAeptOA1KdO6wxagmjc1xZDSCyarlQXVzYAWOzAqitlS1LaEg06062D%20rRi404iEBiqEJCqYoqKmxUWrNUKp1I9f8kH7GX70agkkqAUAoCs601zC023HjNMHcr/cVVu02aPh%20vnzTlJcdgNj78y2JWulpOW5K9lJzpxIGP3ean1CCTNcX6ULrnPCyWZ44cOPjyCrjao6+SfCIsPEl%20avWjGyC6XaVyN+pmjc42oe7UhuzFxnXnRoG3xKNNd60/DaIkA3QcPB0gBCzcq4YeKtIOGqmmqTwM%205KcGmvTidPZeafZB5k0cadFDbMVxQhJMUVF9lK4WjpPugFAKAh42rrBIv8iwNyf/ANpFTF1khIU5%20BXASVEEl56bEqsZJtpYHS+U1FprUp5WTFWOYUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI28fWLX9sT9%20y7QElQCgFAKAUAoBQCgFAKAj9Of49bPsjH7saA8u31u0/bF+7PUBI0AoBQFZ7zHXmtC3k2Lg/bH0%20jObmXF/Xo5lXIDa5SVCMsBxRMfFtrLWrlsNdFLNbccsu9/1DKtNpcZmXFJS2CCtiVg5QK/eEeEJQ%20voGG9NEQUIX8UwxXxrXVKn1ZU+eNNmSrruOaH+KKfySrtzUVN/vI29XrXA3WEoSLoD53KY3rppty%20Vu4tqSaCRzYEVyM/IYZTj85RUix5VTHSpWNfTlVfxVfj0UoaajdJU9S9PDL7dPUZZl11dw+SBy7s%20EVGLiWingdmI7JkJOwho6Qrne+Ry5UkYoo7Vx5aQrSPz/wBv+p5t11KkvLV/J5v6VSmPqzUP0A0U%20nqYEYosrdopAq5UVzLtTFELBMfYq86VdLikK5VW8hbc/fUnXXLCjKSyAzosk0RF6szsRdwuOzCql%20jf6xqD+Qi+tH/wCPQGCZdrnCYKRMYgxmB9069NIAT8pEwiVKTdxDdCnye+7TwOOMwTjXaQ37pq3v%20vPomC4Li4kdGkw9kq6dPk5ydtnEx1OYjFVvMRd9Twmonpa6CIrgTnV5JCiJ4cRYXFPyVH+q9sest%209ZbGef8AvtZhRN7b5bRrtVsodzVU+LBJP+NR/qz3daJWqj6/94btJPJZtH3C7kpZUJgt2CYoiori%20vttK2i4++TH2KvLlHFJylFGcderaSdh9yw79b4iK1wvSkM/dNi4U2cg/9atlHFfyIVVrpR2y7EX8%2073GJO6aTIyre5Mu+kqrvuvXNxRJCTBREW4wboV8QYVZc5JJqKSKy5dNpts+h7ldEiKCmkIC4bMVn%20ylX86q2q1T/b1Npb6MdhCaf7tNNXG/Sp1t07DZtNvU4aNDKfQZEgV57m8VsiIA9ymCJt8dehqczP%20R00q/wBydr3LBdJ9BKK5HQUY2a+sqyeMYYRWxyve4sMrSE6wDGvGnrXHjyrYC9YabkE4UuPtU2zQ%20mQxPwiWOysdHmvqV09V+WV33X7tpT9u5mM4/62s66cvS3a4SwfDai12y9XW52+PcIcSK5GkgjjRd%20aPkXwL8hsVORa4dXTcJOLvR5vMaEtLUcJKkouhtdY1B/IRfWj/8AHrMxHWNQfyEX1o//AB6Armt9%20JXHVFs3TkCIxco6GVtn9YMjZdIcP5fHIvvkx21vy+u9OVVcZa2kpqh53f6uvt/06245b47dxgOHA%20usdyUaG3KjcxxFTcnsL3Q85di1GvDLLc7UW05VRZOsag/kIvrR/+PWJcdY1B/IRfWj/8egHWNQfy%20EX1o/wDx6AjL/q4tPwTnXlIMKM2KkpOTDxVEwTARSOpEuKomCJV4acpXKpWU0rytRdY96upY+/05%20pqLaIRbWp19fcEnR8BNxmm96iLypvMK2+npx9Tq93vKZpO5dZ8cB79pCF1zUNrbEkVEahsm0iYph%20+sMHD8lTHU0k/S+srOE2rGfRaH7zXC3jmsZoOcqA0cQWxVU2ogrBVSTxZsah60MILtLKEsWfKaY7%207oS42/VUWYibVC6Mtmi+xmjMR1Sn1NN3x6mTllgz7l94GvNNpm1Rp1JMVMovXG1b12M1sxVw0yuP%20ZPyBsq70NOSWSVuxma1JpvMrC1WbUkm929q42gIM6C8mLb7MwyFfY2MbFTwotcsoOLozdNO43usa%20g/kIvrR/+PVSTQv799WxXFHIUYW1ivZyGSZKibtcVRNwmPloCainMNtVlNAy5jsFtxXUw8eZQb/9%20KA51qi7T4Xe3Y2490lGy/AnNuWlMyQxfUG1iq5lFBI3DzYKZbMNmFUTdNSl+WzjuLSS8jdizW8KS%20r4FFgXjVixo5pLupW5yPa/xo845LzxpZSyScjKqudjBvYaR8EEcFTCtFlr9yqp+R9Pqy13mbcqN/%20HSX9SpuuzUMFiu+ujmyQckXUpzV3jDoppxyVkk2ZZZ71x9CLI8m5xzHI5yCgrs2KtdPNljX1/Fwy%20We20vqZayS9OHHNb7XUM8e8axWMDjcq6k2caL+NSJyWpRXyuIjK3GZcWFSPnRUj4YBtTwLVoZar5%20PJ/TKu/1ZalZt2tevz96y7rq0PJt11YlvlAUu7BBRm5lop8HZm9kSUmIkIXTFd498n7gX8UIdq48%20tUjmpH5/J/U67vTlqWeWr+Ssq/lV2PqzUP0DEV9YrKyEwfUB3yf8+CZuT2a0nTM6XFIVyqt5wC7a%206fsHeRcZLzshmLxrcXCyRrIbrDsHcCKzSlNME449mRP9RdiYZapouxVueb+W+lOPiaay2X0j07eq%2007bpt3T1xiDf7RFFlLmAqcgoyxn3AaUhBHRMG3ebiuVCTZV2mrOkpWvQS9VJI6wfUD+1TPvTtAeQ%20/wC+3L9nG/iUBJUAoBQFU7ybTOuun3IcOFJmOOi63/snIjb4bxog5ZmVvIWbA8pIWHJjWepFu77O%20nGnAvptJ13r2W/ic+a7t9biUaE5CYF9w7I+F3jONpHgjbGUB5gBcNJPKPMyCqLm2qm2tpvNJ2/FJ%20125oU7+wzjZH+VKnCde7tI6D3a64i37S13cse8iaYhjBudtB+IpXN3K+CSmszgtqLau5035AfOXZ%20jy1brmdPVGlNnlp9lmBLTpStqk3Xas1aePE613dWK4WHRFntFxUVmxGEB4QLMIqpKSAheFARcv5q%20vN1fQl1KhWOOFW31ts+3LY8WokTiEoc0UixRWsUTepzUxb5KoWN7g7/akz4zXR0A4O/2pM+M10dA%20V7XV2XTFhOak+bJuMgxi2qCCsq5Ilu7GmxRW/HtLxIi1ro6eeVMMSk5URraP7upcKS/qC9z3nNVX%20ABCXJbMXEabHajDROAuUUXauVERa05jWUrIqkUU0dNxVZOsi1cHf7UmfGa6OuY2MUvTqS4r0WTcJ%20bseQBNPNErKiQGmUkX5PwotSnR1DRSu6qNOYiXTSMy5SxmaVlLDaRCb58Fwd7Dc5wEv6osvL72uj%20mVVqa+LvxMtJ4bC9cHf7UmfGa6OuY1HB3+1JnxmujoCC1Y7cLbGjxrdcZTt5uTiR7e0ZNKKFym6a%20bv3DY85a6+U0FOTcvRG1+7pPS/beUjqyctSzS01ml4LjK4wh3T6eWKoSHpD0xwt69PVQR8n+VXBd%20yK4PO24IWFP9uS1XqRSjuphse01l+9a31c8fLG7L8OXY1ie6bW7LOl2C8XSVxSEm8ZeFWkGTFJcA%20dFFbXnJ7k08f5atzWlFpakPRLDY9nuI/ceXg4rX0VTTnevkljHhitxYuDv8Aakz4zXR1xHkjg7/a%20kz4zXR0A4O/2pM+M10dAODv9qTPjNdHQDg7/AGpM+M10dAODv9qTPjNdHQDg7/akz4zXR0A4O/2p%20M+M10dAODv8Aakz4zXR0A4O/2pM+M10dAODv9qTPjNdHQDg7/akz4zXR0A4O/wBqTPjNdHQDg7/a%20kz4zXR0A4O/2pM+M10dAODv9qTPjNdHQGhdYMyK/bXWpT0x3raIDEkwBtVVlzapA0pJgnsUBPtK6%20rQq6KA6qc8BJSRF8SEqDj5KA45ctfaihTu8CIl8ZluW5229Q3Isp1KPKPJKNB56luBLEiPFEXlRE%202VGnbGNcdSje7y9Wwmdkm1/26pb/ADe5MiZ2v9SN8QhfiJxm1wUu7tov3+2Upz0MGFjR1cVvcu85%201xFRsUIsPYWozPLWnmpYtvnce5LrJos1MHK17PJXv7jSh96mvDsrN1KYa3ebDuDl6syttqNpKPJa%20aZc3eRHW8rZkq71VQuWr0VaV8vkt4yo11V6jNN34qtm2kK99OskJevL+EmdbfxK63Y4rlxK26kxi%205pLkaIw6zG3yt7g/lXXNgjmLLh4Fqjk8jfxJSottJ07jRJZksG413Vi2/Zm9YNfaunahtPXJpsXB%20+5RIMnTmRsRWC7bUkOy1bUd+mDxKufNlTDLWyis7WH9zoy+nw41MXJ5Vwh05nb7bjtVZmhxOLqTU%20GrNYu2mPqu82QXHZbdskxbVEbtklIjio4DL0jrLrjjabCIkFFwXBKjTVY13V6Nq3FtXyum+nTS5n%20WNPwr9DiGxeLiF0dE/8AbyhYSOatZUwR0RIgU8cdooKexVm6lEiUqCSP05/j1s+yMfuxoDy7fW7T%209sX7s9QEjQFa17qF2zWlhWJawpU2S3GjyOoybjgRrioozGRSzkIqgZubjUXtInBtldsGn+8V1ric%20XXMyYiqSBAvNnZitqqFtzti3FkCniXH2dtXVl9pDtew6OmOCY8vhwqpCFCRQCgFAR1s/uF3+1B91%20ZoCH1NYNZ3K5Ctp1Atnt6sqDm7ZbddE8yKpCjiECqqeFeSujT1NNRo41kYyhNyqnREbD7mdH9YGZ%20fus6nnp/+ReXzlCnh5rCqjKJ7GTZR81K6PlW4laSxtLTJf07p+CCvlFtkHFGm8UBlvHBVQU5E5Er%20nlPFs6NLRlN0iq8CSEkJEIVxRUxRU8VCgoAiImKomGO1aAUAoCB1rdpECz7mFtudycGFbx8O9e2Z%20/wDsHEvzV18lpKc6y9MbXwXvPS/auWjqatZ/49NZpcFh03EhY7RFs9pi2yMnyMVtAQl5SX3xL7JF%20iq1jr6z1JuTvZzc3zMtfVlqSvk/ZdBvVkcxUbIv4f1VJsJc223TPOtHwQc5ZLCfn54p4lWvR1v72%20ktT4o+WXg/A9zm//AGeWjr/9TTpCfD4ZeDLdXnHhigFAc9w/DHe7inMtWto+1PejdII/8Fejr+dR%209iun16W+HczK6fE6FXMaigPHDBsCcMkEARSIl2IiJtVVoDmuj4X45v0jXNzbQrK2fVtLQjFMCZYN%20cZrmKYqrjmKtpyIiIvs126mo9KP01e7/AHHOtNTlneFx0uuI6BQCgFAKAol77tnY1xd1BoeWNgvz%20i55UfKpW+avikx02IS/OBgX5a6Ia9Vlnau1GT07axsZl053lNSJvBNUQXNPakDKhRXsTjP4rgjkW%20QiZDBV8eCpyVMuWdM0PNH2vIWsk6SsZZtR/49c/sj/7sq5jYkKAUAoBQCgFAKA4PrkmE1VdlIO8z%20EHMxlZn1C2omX3UdN6OVvYvg8dUjWlnaXnerrld7XnVu7sNTBomzhqciK+pHHrpOKJOZsVy7xQ5q%20nkwzKnhrfVpm911ce0xhdZWmFb6YV6CxVmXI6wfUD+1TPvTtAeQ/77cv2cb+JQElQCgFAaF6v1ls%20cNZt3mtQYiLlV58kAceXlWoqTQ1/xfpjijVqS5xyuL4g4zFE0IyB1MzZIiY7CRMU8dWo6tbCtbE8%20Gaxd4GiBalOrfIe7hGLUot8PMMiURRdvhIVTZ4lqtVSuHs+4tR1piTcSXFmRWpcR0H4r4C4y82qE%20BgSYiQkmxUVKs006MqmnajSX/JB+xl+9GoJJKgCrhtXkoDm2lcNaayla2krmsFkJ236XbL3BmK5Z%20c7bs5ypuwX4KKtdWp/bhkxdr9xlBZpV6jozL7LwbxlwXAXYhgqEmz2UrlqbNNXn3QgUBz7USpp/v%20UsF8TmQ9RsnY7gvvd+GL8Il9lVztp+VK6YebTa+W33mUrJJ7ToNcxqKAqOnE45qWfqRznQ4ma3Wd%20OVMoL/uHk/6z5qL4kr0eY/taUdLF+aXgj3Oe/wDX5eHLr1S88+n0x6FbxZbq848MrGt4EkGI+oLe%20Ga52QleEB5Xo6p8uyv8A1DtT2Uru5LUVXpy9M7ODwZ6/7TrRcnoan+PVs4S+GXX2E/bp8W4wI86K%20aORpLYutGnhEkxSuTU03CTi70ebr6MtKbhJUlF0ZsVQyFAKAUAoBQCgFAKAUAoBQCgFAKAjbx9Yt%20f2xP3LtASVAYBt8ATMxjNIbiKjhIAopIXukJcNuPhoAsCCrTbKx2laaXM03kHKKp4RTDBFoD6SJF%20Q3HEZBDeTB40FMTTk5y4bfz0B8rb4CsgwsZrcNrmBrIOQV8aDhgi0B99Wj7/AKxug3+XLvsqZ8vi%20zcuFAZKA/M+oNDant0ybdF05qxi2Wx6ZMZlQ9UQmwYaNTN92NHTnt5wVVyJt8FUg1GKbsoqbbC80%205ypG1t8LT9D6bkRZOnrXJiPPSIr0Rhxh+Uqk+bZNiok6S8pqi4kvjrfVTUmntMdN1imSNZlyP05/%20j1s+yMfuxoDy7fW7T9sX7s9QEjQEZqK9WGzWtydfJseBBFUHrEpwGgQ19wiG4qChY8lU1HZvLRVT%20mndL3qXLUUq3Ww5djdiHHJQbC7rNvODY81X2d0CKez5RcfZrZKqq9iu6PbiUk6Oza+9+y3HXqoSc%20u7zu8y/6a1NCt1taA4asNSJr3V3JAMo7JRrNMdAw6qyoZsrmU8STk2U0vNOjurFddcdt1FiNTywr%20ul2Uw2bXgRVz749RwGjum6jP2+ct2Zt8NGzFxg7ZIGO2467nVHBcxzEiCOHjqIeZJYyjF8M0lHsr%202Eyom9kW1xpBy8DXm97Wt4l51XY97Bck6MipcZUxYxiE1owacBgG98u5JEMkU8xeDZSMk45sFNR6%205Ur1docbUvmjm4We/sO0NSUOGElRJEJtHFBEUiRFHNgiImKr+RKvONG1sKQlVJ7SFt16hjOupK1K%20VDkAqYRJKr9WZTaiN7OTw1UsSHHYXzUv1OV0VAQV+12LTnDLJFem3s0RVZOPIEWALZvnkyZ8viQU%20xWuzl+WTjnm8umut7kepyXIRlB62s8miuuT+WPvuRGJpTT9wDe6nK43ucS5iM489lkFX3rLTQgIj%20WfNa0dWORRUYLr6Waa37vJLLoxWlprcm3+KTtbDF2PSEoRzTZWk3FwIpMeTvIBLsT5RwEU2VXZhy%20jXUlHmVRKmquqX295v5OfjYlHmUsLFqdGEu8t43+AQoQtyyFUxRUhylRUX/7VeaeA1Q947C+al+p%20yuioBx2F81L9TldFQDjsL5qX6nK6KgKrEu0W9ayduhtyDtllAotvyxZBoUpz6waoLa5VBEQNtehq%20f2tBR+LUtfDD3nt63/rcotP/AKmt5pbor0rpvLVx2F81L9TldFXnniDjsL5qX6nK6KgIHWRt3O1C%205AblBd7e4Mu2uLDlJ8s3tyKqt+5cHEVrr5PWUJ0l6JWPh9h6X7XzUdLVpP8AxTWWXB49F5IWXWNt%20ulsYmttSflB+UAYsg8jibDBSBshxEsU5ay5jRelNxeBz87ysuX1ZacsO1YPpRvcdhfNS/U5XRVic%20o47C+al+pyuioCn96hcS0k5KtrMrjFldbutrVYkkfloi58uZW9iG3mBfYWt+XklKjudhnqKq4Fis%20ms7Rd7RDukQJRx5rIPtkMSSSYGKLhiLaouHJsWspxcW08C8XVVN7jsL5qX6nK6KqklG71dTrMtkT%20SNq6y3dNTvdUI+rSQNqEnOmPiighLlaxHm+Oujl4pNzd0e/Ay1HgsS4W6bZ7db41vhxpTUSI0DLD%20QwpSIINigin6rxJWEpNurNEqGzx2F81L9TldFUEjjsL5qX6nK6KgHHYXzUv1OV0VAOOwvmpfqcro%20qAcdhfNS/U5XRUB8nqC3gKmYSgAdqkUSUiJ+VVbqUqkpNuiKVetcWG76hs8O3W1L82y/nlSUafUo%20ioSCpIKN87BFUsPYrXUhr6KXlajI9N/s0lpPU1k4U9NcSz3+9RDsVxBGpSKUV5EUokkUxVtU2kTa%20In5VrE8smostqS2rjYuCKLhg6240XxXBBaA5fqXvUvtq7yEsjbIFZGnozD8nq7hsoT7JOE27MQ0F%20mQq5d01u1QkVMSTGqRlZJvDN+mNbNrresCZqlFty9sqW7FsZHxe9nVxra47qw1f1LFtsu3PCwaBC%20S4ySZVt0d6u+yCmxcQxWtVHzZcU1b/I5f8e0o5qjlh5rOElH/l2Gtae+XVso7q66MRWNM3iPZLky%20DJoc0n5RMK+yW9Xc4DlVBVD247azhOsYy+evRSNe/sLzjSUo4xVe272xNhvvc1Yjdu3iRCLUkaLI%20thCyaJCWXPGJle+VXfoAOZseZiSYVeMatRx8tv4oyl/xsKzkknLBZ7PwtLxtOhaA1Bcr1apq3Ldl%20Nt1xmW119kVbbd6q6oI4IKR5cycqZl21CthGXzKva14C6TWx+CfiWWhJxa4TLhatS6yisWGHrBm/%20PoEx/icOMbDSMCAwZbMoxMRbzKQ5EXFCx5aoo5tPJvduF/XVeCoXk6TUtysx93m/iXzuyBi3aVga%20dduse5Xa0Rmwnow9v1a3mZWxUlVTyoKZRUtqomNbTdbb7lXa0l/EyiqWXVq6bqltqhYjrB9QP7VM%20+9O0B5D/AL7cv2cb+JQElQFb1QneC88MfS622Izu0Ny4XFHn13mbDdjHaVrZl251c/NUWk2UI/Rd%2021w/c5dvvUm1XQIDpMT5NvbkxHGH1bbdbbVl/ei4hA5ipC5sq6o1X2sdGVdU6e1GbXePbNTXWwLb%20LCyw4s0lYuLrzqNOBDcFReRhVbeHeGPMRVTZjjWbVWk/Tj7veXjKlq9WHvICToa+8YtTtjjfh9po%20IrdylNXF90DixmCa6r1LKLLipigi4uC+GrT8zlV+rN01VOjb0FY2RSxjSnQ69P2lZhd1Gu4l80te%200bhOOaOhpbWIPWTEZ4KLrayCPdfIkKOISCol4dtG23J/PHLw8vv7CrjZl2ScuuVfbedQ0Dp2TpzR%209rssp0XpMNnK8beOTORKaoOO3AVLBKtNp0pgkupUEa2t4tvrdTxyzxS1EiK5JRCika4SpCLjvU5F%20RzYnsclVLG/wGH89L9cldJQHPe+e4s2awx7Pb5UwLvqB3qjJjJkuE1H2dYeQFcXMoguUU8JEldvI%208u9SfA10eV1OYmtPTXmfUli3sSNzT3d9OkWtmJIfl2OwNMJHiWKPIcVzdYYYyDNTHMXhAUwrTX1d%20KNVFZ5O+T/4rxPWevy3KLJoxWrNXzld/IvFmR3QczS8UJGnJUyXBjqRy7Kcgw3ortImCZ3WVxPEu%20xaw5RaWT6UlTZL37u4tp85o81/b10oSfp1Fh+LbHuLNZ2LJd7czcIMqW5HeTEV65KRRVNhCSbzYQ%20rsVKx1tKWnJxlejyeZ5aehqOE1SS9uo3OAw/npfrkrpKzMCrd52iUuuibiEBySt1hik62EUmQeEq%20Iu9bwQzVEUsuXHwY1ty88s1W64z1I1iSekyteodNWy+R3pe6uEZt/BJkrYRiikP6z3pYpVNSGWTW%20wtGVVU1dasDCtjcO3PSuL3V1IcBFlyVykfu3FRXF5rYYktdPJaSlPNL0Qtfu6T1v2nl4z1c8/wDH%20pLNLouXS7CXtmkrXbrfHgx3JQtRwRsUGVIBFwTauUXEFMV27K59bVepNyd7OLmeYlraktSV8nU2e%20Aw/npfrkrpKzMAthhKmCuy1ReVOuSukoCq2G0x7PqOXpp92SEN9Cm2RQkyGx3ar8sxgJomLZrm8e%20C16PM/3dNaq9S8svB9J7nP8A/s6EeZXrjSGpx+GXSu0tXAYfz0v1yV0leceGOAw/npfrkrpKAcBh%20/PS/XJXSUA4DD+el+uSukoBwGH89L9cldJQDgMP56X65K6SgHAYfz0v1yV0lAOAw/npfrkrpKAcB%20h/PS/XJXSUA4DD+el+uSukoBwGH89L9cldJQDgMP56X65K6SgHAYfz0v1yV0lAfLlmtzQKbkiUAD%20tIimyURPyqrtSk3cTGLbois2nUFiuuq5VhhddebjNK5xJufINglRAxBFFzlRTw5fBVZZozySTTO7%20X/bp6Wkpz8rfwuxkxdYkC2v22Wb7wthLRDORJecBEVlxNqOGQ8tScBPsvNPNC60SG2aZgMVxRUXw%20pQHIIvf089PvcTqDBO27M20yLhoQvrNGEyDpEOR0TVxDI2FJATYW1UqNKs4pq9uK/NXupfc8CdTy%20ydbkpP8AKl37L0bkjvcv7blwtjdtiHe7MNwfuWLrqRiYtwtGu5XIp53esDhmTBMF5ajMsubBK38z%20j4NjK65cW6L8ua3uNON39Pu2mJfVtbfB71HmPWIUcLf54jzbCDJRRyijhO483HBKvldcvxeV/mlT%20xRVSTVcFWvRHNZ1NG+93r6iCZNsY26GWoLYUxyYquupEKPDjtSMW1ybzOaSBHBUwTBao5LK5YRTr%200Sy2d5ZRtS+ZqnSq2nRLDdm7xZLfdmgVtufHakg2W1RR0EPBcPFjWupDLJrYZwlmimb1ULn5ylaS%200JctM6r1S9CgsXSFcJhsW6ddLkgK3Ed+UbltdZQUN/ISiKBlRDHmqnLmpZNOElbjtxuW/DiXazak%20o13V30v4eB37T0tuZYbbLbjLCbkRWXQhqmXcobaEjeCImGTHCujWVJtVraY6TrFM36zLkfpz/HrZ%209kY/djQHl2+t2n7Yv3Z6gJGgIbVkg49p3iWM9QCjraO29tGVPJjznEF8gAlBNuXHFfBVW6Xlkira%20O193aXO9xrZAtx2XUkht11i2zba5Cl7lvFDPNu8mVcF9/WiVU6PiUdl50KqkkRdtI6Yu8xmbc7ZH%20mS2EQWnnQQiQRLOKeyiFtRF8NFY6q8O1Udx8pozSiS5sxLTF6zcgNuc6rQqroOYZxPFPf4c7x+Go%20oqUwJrbXE1k7u9Co1GZSxw93EMnY4q0K5TJUIl28uKinL4kq1ba+23vK0sp7bCxVBJHWz+4Xf7UH%203VmgIC93/WZahcsNntORk2xUL68hqw2pDiS4ZMhKPIg5tq1bQnH6lJp5N2O49TlNDllFamrK74Fe%20926u0m9PadhWSKTbRE/KfLeTZzu1591eUzL/ANE5ErbmOYlqu2xK5YIw53np8xKrsirIxV0VsXta%20Stc5xGORHYkx3I8gEdYeFQdbJMUISTBUWpjJxdVeWhNwkpRdGip2OW9pm5hpm5OKVufVeATnF5R5%20ViOEvvw9540r0NeC14fVj6l61/y957fN6a5vTfMaa/uL/JFf1rc8djLhXnHhCgKRqzV18G/hpbT8%20UH5kuOhOzs6qkRTIhzuCIlhlFMyYqngrXSTjOMpxf09vgezyHJaagtfWr9NSup6qYLuLRYbNFs1p%20jW2NirccMqmvujJdpGXskWKrTX1nqTcniefznNS19WWpK+XZsXQb9ZHMKAUBz5iNc9G6mmXGa+ju%20mr3KLMjeKBDddJN2ZiuzA/ckSV0aGjPWcqyrJLyrdsR78Uud0sq/zacbK/ElelwvSOgoqKmKclc5%204AoAqIqYLtRaA573aFwG9X7Qbq5Qtry3GyCvht00lNBH2GXlIPJ466dfzJT22PijLTsbidCVURFV%20VwROVa5jU51oBS1Rq29a8dTGCClZtOIvJ1WOf+4fH9u+i7fENdWt5IqGN7MoeZuR0WuU1FAVrXep%20LhZrcwFobbk3uY8LUKEYkauJj8oqCJAuAj4VXBKt9LUlFuCrlvPQ/b+S+s25WacVWTupsvNeNB7y%20JzDb8u6RLS6QoqxI8ZH8qqm1DNwlxX/p2V1w1NCMVWDk6W20t6DpetyGnYtOepvcsvUku8ybvvJi%20+5etlzDwZxdiufnUVcH/AIVavLSwnHqfuIzft88NXT6pLwZoQYve47LlrKm2+JFeLGOOTrBMiqrz%20QyizmwTDaeNcuhkjOWeso/DSzrLZ+Qj8M5035a8b+w3g7v4co0e1BPlXx1Nu7fPdxkX2I7WUPzFj%20XU+fcbNOKhwv62Q/3qcFTQhHRW5Vl+Z29xZIcGHCZRiIw3HZHYjbQoA7PYTCuKc5SdW6s8rV1Z6j%20rNuT3mrqP/Hrn9kf/dlVTMkKAiH9I6YkXkL29bI7l1BRIZhAiuZgTKBY/CFNiL4KKy4O28wNaC0Y%201FmRW7NECPcFQpjSNCguKJKY4/8ASS4phyLUUsS2DGp6xoXR0eVDlM2aI3It4oMJ0WhRW0FVVMvs%20opKqL7NSnT23U7rCGq+3T3hvQmjW2pzIWaILVy+vAjQ4O85T53/eubZ4dtRSymzwuJd9fa28k7Za%20rdaoTcG3Rm4kNnHdsNCgimK4rsTwqq4rVmyEjaqCSma+tPdEax5mvGLKBGqhGk3bq7akqImIibyi%20pYIibMarZXeWtpuJzSkTSbFkjrpVuEFldHNGO3I31c0TZmEmuaXJhjWkq4mapgS9VLEdYPqB/apn%203p2gPIf99uX7ON/EoCSoDl/erpvWc27MXGzPX1yCEYWThWG6x7e5vkcJc5NSmibJMpe63qLs9zVF%20Y2XbTSMndHZ9U2nrYTLVcI0ee+cqfNv9xjzbgbyNNtNoCRA3e7yt++LFMK2qsqWzxeJljXGxdCL1%20f9R2iwQCn3R02owYqRNMvSCQRFSIt2wDh5RFFUiwwRNq1m2kXSbNE9f6RGfEg8RE3pyMlHNtt02V%2060ilHQ3xBWWydRMQEzRS8FWo6tYqvZa+wrWzNg/4GonenoVc6BcSMxUUbaCNKNx9DUxEorYtKckF%203R89lCHBFXHCq1sr7XV6LCzi609r6d9lCxWy5wLpb49xt7wyYUtsXY74e5ICTFF27fLVpRadGVTq%20ay/5IP2Mv3o1BJFaw1y1pqRCYK3vzjnZ8m4wwFQUUwLHx56qpLPGL+J37Dv5Lkfr1eZQS2lb7tGp%20Gr5r2v71HFFdVY+n2V5wtxWyVFeHH5w8cq+Lb4Uw9Xm9WOnH6Ond8Txb9xrzHPwjB6PL2afxS+Kf%20ujsXWdLrzDyxQFNujTmk7u5fIwKVgnknGowJjuHV2JLAU8C8jnlr0tJ/7EPpv/JH0vavl9x73LyX%20O6S0Zf5oeh/Mvkf/AB6i4NOtPNA60aONOIhAYriiiu1FRUrzmmnRnhyi4ujsaPpURUwXai8qVBU5%20Tpi/M6D/ABbpyY2TjFmkcUs7IqiE5b7k7ighm+afIxWujmXWK1Fbg+KLcloPU1PpLEs+kxl3+4rq%206ewUZomtxZYZqik2yW1x0sNmd1f/AKUqz14/RjCHxWy44LoPX53Uho6K5fTdXXNN7XhHhHvN7Wes%204GmILJuNOTbnNcSParVHwV+U+vIAIvIicpEuwU5ay0tJze7FniTnQrox++4m1uSP2kJRAh8FNHCY%20TnKu53w4Fny7N5yY+9wrdy0KUo+JilqZq1VNhN6M15E1Ccm3Sorlp1Hb8EuVlkqm9bx5HGyTY60X%20vTHZWOrouNqti8TWE68T3X2mblfbZHS0yRhXWE9v40pcUJOYQkIkO0c2KVi5To4xllreen+382tG%20TUrYTVGjf0rfW7vahMhJqdGXq9wiufrGnwTAxL8vKi+FK35jl3pOjtTue1Ff3Dk3oalL4yti1c0y%20YrA4RQCgFAKAUAoBQFOv2tbzH1O3YbFahuju6E5L+8IQYM1LAXVEDQUwFF2r4avGDUo501py+Kh6%203Lft8HprV1pOEG7LL+G02EDvN/WK9Z8OXcbuTj+TeZ//AONdleV2T7C9f266mtxrHup4mGbee8dm%20G8LWn4z0zL8g6zKQm83gUgcRksPYzVlraejkbhJ5tjQ/1uSdq1ZU2ONvWqo+ID3encIbSSWbfZ3V%20RUddXPIc5V2i2hZBXDxmVNB6KgnPM57FYusmnIadr+pqPZZFdd76kbDfd/Ckmj2oJsm+vJtySTyR%200X/ljt5Q8uNavn5Rs00oLdf1siX71OCpoRjor7tsvzO3uLJEhQ4bKMxGG47I8jbQoA+RMK4pzlJ1%20bqeVqas5usm5Pead4+sWv7Yn7l2qmZJUBUQ7qNDCjwrBccbeacZBpyTIMGAedR40jCTioxi6Ali1%20lVFRKiKoqLd+m63cJWur39t/Wevd1einooMORHlVCeJ2QkqSkh7rWG/GQ+jm9eBzIOYTJUXBPFU0%209umvfaPbsp3HrfdVoRtJIDbE3Eht1lIquvKwyD5IbqRmlPJHzmCEqtIO1KfZ2Oq6mKe3RTuPHe6z%20RjsVGDjPqe8ddcl9blJKdWQCNui7JRzfOCYCIqJEqYInipT24uveF7dCp3FpjRo8WM1GjNi1HYAW%202WgTARAEwEUTxIiVMpNurIiklRGSoJOS6k7ptTStRFeYIaXuclXFebn3u0kU1tUNSbDexXWW3EbT%20BBJQQvHjy1EKxLTakdG0/Cv0WIfG7kFymunnUmWBjMNDlRN00GLh5UVMcTMi2/mqzpgUVSUqCSP0%205/j1s+yMfuxoDy7fW7T9sX7s9QEjQFN72LbEuWk1iyUu6iclhWxsKIssnELmiuYSBGlX3alzUTlW%20qyvVL/a8vG58Pam8pPc7pzXFkurDUzTltt9iMJBFNdjRYt3R0ixFMIbrzJtqmCY7FXw1rF+Wj2Ye%20JlK+q24naKoWIO76vt1tvEWzI0/MuksFfSLGESIGENG1ecUybERzFhy4r4E2Uja6B2KpFPd62kmJ%20UtmQb7LMYZRBNNr5B8oJIEkGCRVUzbMsuGCYryY1EXVVW7pTdF2ktUdPZWVt6DVc75dKNFIaeYnN%20y4GJ3aGTCb6EymRd/IFCVBbVHRVFFSxTwbFqVbwrTprSnWR/HiqVsL0JgQI4JIoEmZCTkVF241LV%20CE6qpGWx5lLhd8THbJDDan8qzUEkjv2PnB8qUA37Hzg+VKAb9j5wfKlAN+x84PlSgNK8W20XiA5A%20noDrDmC+6RCEk2iYEm0SFeRUrXR1pacs0bzo5XmtTQmpwdJL2o9xUbPpfV+nHJKWq9xbmxKJCIbp%20vlMFHHDIQOKnh2+Op5eOkqvUzVbwpZ1npy5zlNZf3YSi18mWnajfct+uLl8nPvcS2Rl2GlsbVXiT%20wpvXiLL+VBrqWty8LYxcn952dSIXM8lpWw05akvvuzqjeTVjstjskYmIAiCuLmffMs7rp/CccVcx%20LXNr8xPVdZP3LgcHN87q8xKs3dcsFuSwJLfsfOD5UrA5Bv2PnB8qUA37Hzg+VKAb9j5wfKlAYZrN%20vnRHocvdvRnwVt1slRUISTBUq0JuLUlY0aaWrLTkpxdJK1FZ03cnrLcU0tdH96GVTsc4yRd8wPKy%20a/Otf8Rru5iC1Y/Wh/Mtj28Gevz2lHmNP/Z0lT/uR+WXzL7suxls37Hzg+VK888Qb9j5wfKlAUjv%20FtNxGTbdX6dEZF9sJEjkMSFFmQHcOsRsV99sQ28ffJ7NdGhNWwlc+xmeoner0Qt916/rWIOltIg/%20Hl3JFC73N0MgW+Eq4OFmxwV5wea2KePHwVt/r/SeadLLt5ktb6ipE6LZrfabNaYlqt6AzChNAxHb%20RU2ACYJ+fx1xyk5OrOhKiobm/Y+cHypVSTSvN9ttotci4y3URiOOZUFUUiXkERTwkS7ErXR0Zak1%20GN7OjlOVnr6i04Xy9q9BDaUtjyuuahvahxuePNaUkVIkflCOHi8Zr4Vrp5rWjT6cPRH9T2+47/3H%20moUWho/4YY/PLGT8NxZt+x84PlSuE8gb9j5wfKlAN+x84PlSgG/Y+cHypQDfsfOD5UoCP1E8yun7%20miOCqrEfwTFPmyoCSEhJMRVCTxptoCDe1jbA1EVgZbekzGAByc4yIbqKLqETavGZBhmQFXAUVcOW%20oTVG8FiS1dtZDsd7mlXmnDEJaEoMOwGSZwcmtSnVZYciipc8XDTBM2XDlXBKmj6dnFV7u4htLhbb%20hY6PtPmH3w6QlvttNJKREfCHOdJnAIUp10mQYlLm5hk4CpsxTkxXBUpGjo1c7t9le73CVla3r30r%20wPtvvb0oYPFllCiNg9BQmcFmtuv9WbKImPPzvKgpmy8qLybaKr42WcVVdlQ7Huttw8t/t1Fg05qK%2033+3LOhI4CNvOxpDD45HWn2DUHG3BxXAhJPAtTSxPBqpFbWthKVBJx3vrK3TrhZpEG7ODdoJTIw2%20+DZW7/IPFGlezRz/AFYtIgKq4e+SqL1VWK7nt42F36aPau5+Fp0Du8Ng9F2k2J7d0aJnEZzUYIQu%20YkuP+2b5rSivNUU5FSt9S/q34eJlAsVZliOsH1A/tUz707QHkP8Avty/Zxv4lASVAULvNv2utPsn%20eLZdNP2vTsZketvXpmY67vlJU5nVnAxRUy4CgqWONUzUduNxdRqrLyQ7tNQ3q+2R+Zdrjark+MhW%2023bM3IaZEEACQHAkkbiOc7HxYKlbSjRL2xMk6tmbvCsmpL5Y0tVlejstSnEC6783GiciKi7xlpxs%20HVBXPckWVebjht2pk1Vqt3t2GilROnqw3e2BWJ3dXd5c9xsXokSzT3rbLmstK4rsc7Y2gCxGxAQJ%20ssg4EWVR27Fqztbq/ik/zRp9pVOis+VR6pVImL3N6si3rTl8CdBcnaQi8NtEcleFmTHIXANySSCR%20NuZXEwQEJMUXbt2G28zxnGj6sOnsIcVTLgpZv1V7jpOiNOFprSltsZPJIOE1kceRMqEZEpmop4Ez%20EuFWk07sEl1KgVbW8W31upicsdrPUSCTGKFFIyTMW0t6m3lqpJCd4Oip11tIWmyNCwzPNGblKR0x%20dBhfdZMVVMCTES8NdPLShFtywu4mOspOij0lkiaR07DisxI0IWo7AC2y0JGiCIpgiJtrnbbdWapU%20Mv4csv8ALJ8Y/OqCR+HLL/LJ8Y/OoDw9M2MwIDiCYEmBCRGqKi8qKirUp0tRMZNOqvKVK7t71br4%20k6wSQdtAIqjZJTzwtYkiooio4oIpiij4q1lqPV1VLUdI0o6Xvee0+f0eY/8AsKk8ZxSrx47TdW26%20tcTIGnbfHJeR5yc86KflAQBV8tdP0+WXxyf8v2lfocgrXqaktygl25mVbWmg7haG4msZe6vL9ufb%204paxbFtk4BKomDOdVJTbI0cHMW3CujS5qNHpaSyKWONfbYY8z+6x0oOPLR+nH4pXzkvxYcEWO7az%207sbfamprboTpUnAYNpiGTs190vctAwJZ0LHlxTBPDXAuWnmo1TuPH+tFqqZj0T3dG5Ld1TqyOBX+%20amEWAJkbVtjLyMNFjtMuV005V9imrqKmSPp7yYRd7vLn+HLL/LJ8Y/OrnNCta07rbVe2G5lqLhWp%20YXPtt1BSVUVNu5eTHE2T5CHyVtpauWx2xd6KThW68j9J6k09NknYtTQgsWrYg/7mA86YtPin+vEc%20IkR1ouXZtHkWramg1bG2PteRHUwdjNDX0zS+mL7Ak27LJvMtd3J08wRm7KZQVXeqLeYgVvD3ZJhh%20srs5RfVh9OdkfhlsfuZ7fJczp60P9XVdKv8Aty+WWx/dljsvPmwd3cvV0Rq/ajvD7EeWKHDs1jku%20x4rILybx4V3rzqe+XFERfBWGq1oycFG1X1PI1uV1NObhqWSjgfVgtp6V1dG0rfXHbjbLuLxWG6SX%20TcdV1nAyjOGpIubdrinjw2eGo1VCcM0VSSvOfTzRlSTqncdE/Dll/lk+MfnVxnQPw5Zf5ZPjH51A%20Pw5Zf5ZPjH51APw5Zf5ZPjH51APw5Zf5ZPjH51AV7VjUGJ1e02iKLl9uaqERCI1FltP1khzne5bT%20yrsrs5TQjKs5/wCON+/d0nqftvJwnXV1bNHTv3vCK3vuJOzaHsNsghHRlXnl50mUZFvHnPCZqi7V%20WsuY13qyq+hbFsObneclzE80rFclhFbEb34csv8ALJ8Y/OrA5B+HLL/LJ8Y/OoB+HbLhj1dMP+s/%20OoDG5ZdOtipONgAptVScJERPzlU0BqxmNGSZiw4zsd+UgqastvqZZUXBVwElqz05JVpYVzqtK2n1%20NtFuiTbW7HZyOdbRM2Yl2Ky741WqFieoCqp3k6fWNcpohIK2WwiaO4CAqy6+DqMqyxgW8M1dXInN%20wVfDUK1J7aU31Jao2tl+403+9vTLMUnSYmrJZKSk23CwhSYwQkEpDjwIWCACOAuKEuOZMMamqvw2%207LcveRR3Y99lbOgNd8Gi3EddR55ISMvvxJ6tfISximLbyRiRVVwhM0HDBMfBilKPpssxtdF2iq9s%20LK29B673s6cbjmRRp3XmXH25VqRhFlspGbF55xwEPLkFtwCxQlxzJhitQ2qVw7qOlvSSlWzh01VV%20ToLdBmxZ8KPNiOI7FlNg8w4nIQOChCv50Wryi4ujKxkmqoz1Uk5H3s6l1/A1TGhWOZdrfauoo8ci%2002Bb3nkE6QqDhkqC3lAUVET8/gqsHa67qeJZqxdPhTxOn2N2Q9ZYDsg3HZDkdonnHmurukagikRs%20/wCmSryh4OStdRJSdDODsN2qFiP05/j1s+yMfuxoDy7fW7T9sX7s9QEjQFZ7xV1QmmXV0087HuO9%20aQnGIzM1xGVLBzBh9xgD5q4+6x8VUkq8MS8aW9hw/uxtMmxaubuLXHL/ACGAeGLAkaddtwso6iAo%20R5cqQrUdoeVQHYtbabse+lvT2mepa7dvt1n6WTFUTFMF8KVQIoeue6mNqm+BdetMx3CiDBkb2KMl%200WwfR8XIjquNrHeRcRz4FsXk2U0/LKu+L/L4PEmdqpua66d2BGS+5BiY07CkXcltjPXztLIMZXmH%20bk8L7hPPK4SPoBjzUyBs5VXlqI1SVL0opcIyzLuSJdrexur6Y5fFmGR3Iy5Nyvd1evwcS1Qx1PUJ%20hCUWjiigAAxW1kErBiDeGcycRcccvJUxSSphmzdKlXqwIq7HilRcKU+06iEdkYwxsqEyII3kLaii%20iYYLjy7KmUqupEY0VCFttksxTrqJQIyiEkEBFZBUROrMrgmzZtWoJJDgNj7Oi+hb9qgHAbH2dF9C%2037VAOA2Ps6L6Fv2qAcBsfZ0X0LftUA4DY+zovoW/aoBwGx9nRfQt+1QDgNj7Oi+hb9qgHAbH2dF9%20C37VAOA2Ps6L6Fv2qAcBsfZ0X0LftUA4DY+zovoW/aoBwGx9nRfQt+1QDgNj7Oi+hb9qgI6/6Ksd%201tjsQYrMV/YcaU00Ak26G0C2JtTHlTwpW/La70pVvWK2o7OR5x8vqZkqxdklhKOKNPSnCrlHeiXC%201xGb3biRm4sIy3hmwxF0Ob7hxOcNac1oKDUo2wlavdxRr+48nHSkpadujO2L8HvWJO8BsfZ0X0Lf%20tVyHnDgNj7Oi+hb9qgHAbH2dF9C37VGxQcBsfZ0X0LftUA4DY+zovoW/aoCpM2i1ai1WRMwmBsdh%20NQVQaBBkzsNqbE5wMovxq9H/AAaX/k1OyP29x7v/ANPlv/NrL8un75dxbeA2Ps6L6Fv2q848IcBs%20fZ0X0LftUA4DY+zovoW/aoBwGx9nRfQt+1QDgNj7Oi+hb9qgHAbH2dF9C37VAaGoLJZm7DcjCBGE%20xivEJCy2ioqNqqKiolATEaJFitq3GZBhtVxUGxQEx8eAolAUO+d0MK66ufvxS2mm5b0WRKDqqFMQ%204gK2gx5m8FWm3Bw3gZCx8CpjVYxSTWDzfqjlt3YkydqeNnY69eBosdyzzYQ3DvaHNszMKNYXuqZQ%20ZZt7yvNJJb33y5FjlNRJvZyIlXzOub4qqvRFx8WVcVRx+G3tkpeCMVu7ixhvTUK9b2Jergzd7+z1%20bKb0xl4n0WO5vl3DREqIoKLi4J7rHbVYxSUY4Ru/Ll+0tKTbcsZWdFfZGRvuTNGYouXtDds7TDGn%203Ei5UYCLLSW31kd8vWCzAIllVvFOREXbVoyaal8Xl/SnHtTeJWSTTXwvN+p17KF00hpldP21+O5J%2065Lmy5E+bIQN0BPynFcPdt5nMgJyCikS+ytQrIqKuiqePexi3t91O5E5Qk5B3rtSJUuI1I03Edmn%20IlrBlN3w7TLOOyy2Ruo4y0rhIQCqOAq4CgDt2pWbaVrwi2+Fe658TS9U3pLi/ZovndwUQtDWYocR%20iBFKMJMRYsjrbIgqqqZZGUN5m5VJUxx5a6NVUkYabqix1mXI6wfUD+1TPvTtAeQ/77cv2cb+JQEl%20QFB77Jdji6LF28E+zHWbGFqbGeGO5FcIlTrCOmhgm7DNghCuZeb4azneun+l2dKspvNNNOj4eKp2%200dSK/wDju7Dc0fMRqNKZktzEGW5NkhLdc/2zKsqrjQMgihHVsFBATKqYbV2106laKu/rq68bTni0%205PG7qw4cN5edXaxsWkrQt1vTpNRc4tCjYE4ZGa4IgiKKvsqvIiVkrZKOMnRGjsTeCVT4XWEBdRO2%20JqLKekRxaOXIbbRY7KPCpArjikmGwfAlFc3gv4hq7f8AwIQO+HSLjoMNDMdlSkE7ZFGOW9nNEp4P%20RRVUzt4NESquGCflSor73uVK2+24O/2vrSnX7ULXZLzb73aYt2tzm9hTG0dYNUUVyr4FRdqKi7FT%20x1aUaMhOphUh/Eg7U+pl+9GoJJLOHwk8tAM4fCTy0Azh8JPLQDOHwk8tAM4fCTy0Azh8JPLQDOHw%20k8tAfDwR3mjZdQXGnEUTAsFRRXYqKi1KdCGqkXb9KaTts0p0C1w400kQSktNNi7giYe7RM3JV5as%20pXtkRhFXIl84fCTy1mWGcPhJ5aAZw+EnloCG1LpXT+o4gx7owDhNrmjyEQUeaXwq2aoqjimxfHWu%20jrS03WJnqaSmqMx6c0VpHThOuWe3sRZEhcZElEzPOKvw3CxNfyY01NaU72TCCjcRJKOjr4rokiaY%20u7vyo482HMcX3XsNPLy+Iq7V/wCzCn/VgvzR96Pok/8Ae0af/wBGmvzwX/KPajzvctD9w0ZJmW/D%20jFjMLtayT3SPw13mVP8ArBCHDw41yctJKdHc7D5zVVVwLJp++Qr3Y4F4iknV7gw3IbTFFwRwULKv%20spyLWU4uLaeBeLqqkhnD4SeWqkjOHwk8tAM4fCTy0BH3zUFnsdvO4XOUEeMGxFJUxIl5ABOUiXxJ%20WmlpS1JKMVVs10NGWrNQjbKTojmGndRa+uU2de7TpVXZlxPI1c7s+kSMzFD9U2y2iG84PviXAcy8%20lelzf04paal5Y7MXizu/dOaSpy+jbp6ePzS+KXgtxPpprvRuZA5eNURbcXORGrOwQo2hDhsJ8jzl%204sybK5Vq6UU0o14niPTm2nWh9/8AtUjg/wC71jqGS5y51nA3y8vNabAf+FU/2NkY9Rf6W9ge6W3I%20SKepb86ibUA7iajj4FVERMcPFRcy/lj1EPRriz5b7mdJONt8Rl3Gc8IoJqVwlNtKqbNjIOo2KYbM%20ESrT5yTdUkugiGgkqO0zB3Kd1IqhOWCNINNqHIJx5cf/ALhlVP8Aa1Npf6UdhN2bRGjrLKblWm2x%204TrQK23uUQRES5cBTZivj5arLmJyVG7AtKKdUrTYv7LEkray5zmzmDmRFVF2MuryiqL4KxNCUZab%20ZaFptMABMBRVVdieyuK0Bywe4SEJSUC5NsDi+cBxiGLbyOPywmiU1xHF62jTjSICYBzcfDtqNOsE%20qXxy8PLu2u6on5m6/Fm/UqdWNDakdzsx12ZPC+A3eLqM5m7SepqTBsXEWxcFhhX8zRAjA5CJw/Di%20i+BlVMvwtW/mcvFonM6qWKdV+XL9pqR+4KG1aWLLxg1tFrYlM2FtGER5hZbwPkUh1XFGRkJpEFEA%20NnLiu2rZnXN8Xl/TKvuKqKVmDrXpjl8Wbr/dDcHJcm7jfGwv9wWWFwldSVYxMTGG45A1H6xmbIBY%20BRJXS244oqLglHFZXHBp16ZZvsLKTqnjFqnQqF+s1rj2m0QrXHUijwWG4zRGuJKLQICKvs4JWs55%20pN7SkI5UkblULHBu9V2YVxiG3qmDPjKw8EJs7+FiONISQ4gyjRpSSUjeCNKK4bQXZjjVI1rvoqPZ%20/LvsZeVKXWVdVtusrut6ztdiV9bJb1kSwnv9WZ3s5rDdvnkTM6GXZlNecmFbatMzoqWmOnXKqm9V%20C5H6c/x62fZGP3Y0B5dvrdp+2L92eoCRoDG/KjR0BZDwMo6YtNbwkHM4ewQHHlJfAlARp6khcTt0%20KOPW27isgRmMuMky2cZEUgLnoakq4pgArhguOFFb1VDsXTQlqA15lyt0Hc9dlMxesOIzH3zgt7x0%20vcthmVMxLhsRNtFfTEYVMQ32yHMkwguEYpsIN5Mio82rrIYY5nQxzAmC8pJUVsrgKW02msOrtKFH%20jSBvUAo8xxWYjySWVB51FwUGyzYGSY8ibatS2m0it72EtUEkdbP7hd/tQfdWaAkaAUAoBQCgFAKA%20UAoBQCgFAKAUBRu8RLrZpETVVji7+bGQ2LkOGIHEyqeLqIqKuQk2KnJWv19TJ9KKzZnZue7ie1+2%206i1YPlp+mTTjtUt3EuseQzIjtSGTRxl4BcbMeQhJMUVPypWcotOjvR484OMnF2NGSoKigFAVPWGr%20OrSQ01bFJdR3IBGJzVyNg4pCTxFycwQIsPYrXlp6f1UtR2X8d3Sep+28rGT+rq/4oWvfT4em4nrH%20Z4lmtUe2xUXdRxwzL7oyXaRl/wAxEqqtNfWepNyeJyc3zUtfVepK+XtToN6sjmFAKAUAoBQEfqP/%20AB65/ZH/AN2VASFAa79yt0eVHhvymWpcvN1WO44IuO5ExLdgq5iyou3CitsD2mqGpdOG1MeC6wya%20tyqNwcSQ0oxyTYqPLmwbXZ77CorZXAmltMT1vUunHHobLd1hm9cB3kBsZDSk+HwmUQsXE2co41al%20tCtbK4ANR6eNJqhdIhJbceIqj7S9Xy4477nfJ4YL7rCq1srgWpbTE24U6FPity4MhuVEeTM1IYMX%20GzTkxExVRX81WaoVTqZqgk5f3vPWsb7p1ty6SLBdDanrFvTEqNDAGhBtXGDKWLjZK8e7wTDFMFXH%20ZWdXmlT5eu2xdfUX+FV+ZdFjt6iy91Ttrd7vLG5a2nWYZx8RB80dcz5y3hE6OAuZnMxZk2LyphXR%20qX2XUVOFLOwxg3bW+rrxraWusy5HWD6gf2qZ96doDyH/AH25fs438SgJKgKb3uQNQT9EyotkjrLf%20cNvrLDYMOvFHEsx7gJKKyruxMuf/ANcKz1K2cf4dFb9xpptW8P49labzB3QDq5NNPHqWK5CfckZ4%200eQLISEBWm0cV1I/M5z6OKPhy4Y10alLKb+qrp00vMI3vYS3eDpefqnS0uwxJrVv66gg9IeYKRgC%20EhYCAusYFiKbVX81ZW5k9jT6rTROxramuuwiLz3cSb3e7XcrlIt7ZwDadelQoBMT3SabIFb62T7q%20iwSntDKuzZm8NHFNvfXtVLdv8BV0pw7HWwgo3cjcI1zsl3ZvzS3PS8dIGnyOESsjEVDAhlNpIEnn%20FBzDOBNoipjlqW26vGSo+qlnTb2FXFUpgpZumtfsOgaR04xpvTdvsbLpPhBa3e/NERTJVUiLBOTE%20iXZ4KtKVepLqVAltxbfW6mudksxajQSgRiQopGSK0Copb1Ocuzl9mqkkh+HrB2ZE9A35tAPw9YOz%20InoG/NoB+HrB2ZE9A35tAPw9YOzInoG/NoB+HrB2ZE9A35tAPw9YOzInoG/NoB+HrB2ZE9A35tAP%20w9YOzInoG/NoB+HrB2ZE9A35tAPw9YOzInoG/NoB+HrB2ZE9A35tAPw9YOzInoG/NoB+HrB2ZE9A%2035tAPw9YOzInoG/NoDDK0rpuVGdjO2yNu3gUDysgK4EmGxUTFF9mr6eo4SUo3o10NaWlNTg6Si6o%20p3d0tvlde0/dbSyMy1KosPSGBF2TG3hgLiiQJjhlRFJF241OpqvVk5qOWNeip6f7toxbWvBUhO+l%20ylSrX2YGDuns1ohjqDSkqDHce07cnG46uNARLCl/7iMuKpjggkQJ/wBNa8zbSXzLtPC0rKrYX78P%20WDsyJ6Bvza5jUfh6wdmRPQN+bQEXqZNI6esM68z4ERuLCaVwlVhvFS5ABEw2qRKgonjq0I5nQhs5%20ToTSYaz1UzqO7NNuMQ2xcKMAALDJniQxhAEQFL3zi7fAOPLXrLmdLT0W9J2ys979x6/Kac+S0Jau%20p/8AY1Kxivkj8T4u5Havw9YOzYvoG/NrxzyR+HrB2ZE9A35tAPw9YOzInoG/NoB+HrB2ZE9A35tA%20Pw9YOzInoG/NoB+HrB2ZE9A35tAPw9YOzInoG/NoDSnWm1xZlrdiw2GHetom8abACwVl3FMRRFoC%20coBQCgFAKAUAoDjHezaEiXktzppqfbXrS83AKJGtRHGnE+RnIfWaiKLSZxXMOKYkWKYrWarVpery%205dnB8XRcLrTRtUTd1ZV23Ydr4pYHWbCxLYsduYmttNTGozISWo6ILIuC2iGLYpsQEL3OHgrfVacn%20S6php1yqpvVQuR+nP8etn2Rj92NAeXb63afti/dnqAkaAqvePYNRXmzwk06UNLtb7hGnsJcSdCOX%20VyUlE1ZEz2+wlRapJrCvamvEsqUaeK8U/Apmg+77vPtt8srmojsfCbO9cZQrbnJZSDduOYlFUeaA%20Moqfjxq8GkqbIZV1r3FJ1dd8s3f7zrtVJObd6Og9V6gulsuVrkxnmoEiGTMCQ0WLW7lg8/IFxHmx%20VVBtEwUMcEVBXnLTS8uopPb1Kj734bBqWwcVsfS/s8WVe7d12uLg1Igtx22XYq3p3iZOtoNwS6SR%20faaRBUnR5qZT3qIiLyZk21XT8qX3YwVNuWeZvqXWy03WT3yb4Vhl731I1J3dnrqXfNWXYbOLcbVs%20TqMK3m/GzW00FkFkvZTJvBzdZ13KkXNTZjyWiqLLW+alX+dunjxIzWp0ujTj5afZwO7NMGMMGCcX%20OLaNk6PusUHDMmOO2rTdW2UhGkUiEt1oMp10Tr8tMsgExQxxX/bMrivM5dtVLG/wU+0ZnpA8ygHB%20T7RmekDzKAcFPtGZ6QPMoBwU+0ZnpA8ygHBT7RmekDzKAcFPtGZ6QPMoBwU+0ZnpA8ygHBT7Rmek%20DzKAcFPtGZ6QPMoBwU+0ZnpA8ygHBT7RmekDzKAcFPtGZ6QPMoBwU+0ZnpA8ygHBT7RmekDzKA8O%20xbwCbO4SyA0USFTBUVF2Ki8ypToSm06orWjbe7GduOnHZ8ps7O6iRBFwcChvc5hUxFV5u0V/JXdz%20yz5dVfGrfxK/3nsfu6Wpk5hXaqt/HGyXXf0lm4KfaMz0geZXAeMOCn2jM9IHmUAWzGiYrcpmH7QP%20MoCqaYsbd8u87U70l8hBwoVnfUgU0jsKom4iqHv3FLD2K7ebhHTjGFFmSrJ41eHQj2/3F/Q0ocuv%20VTNPjK5dCoWvgp9ozPSB5lcR4g4KfaMz0geZQDgp9ozPSB5lAOCn2jM9IHmUA4KfaMz0geZQDgp9%20ozPSB5lAOCn2jM9IHmUBoX+0GFiuJ8QlnlivLlIxVFwbXYvM5KAm4kZY7agrzj+K453lQi/JsQdl%20Ac31Z3f6wn94Nq1FDmRXorMnBN40Yuw4wxHmsALfIJ53Xcy5QRccMcUGqKL8y+aMlXilRdHv2lpN%20Om5xs6asrMPu11u23a5BWwWlsEW1RJEFH2FW5lb5ZPOuNqhZEQkXEN9lXHlw5a1U/Nm2tWbKQce9%209SM5Rbi41+a3jJPuVvEwWbur11HfujT0IG0v15jXmNMR5lUtTLEs5BRiRCzqaIXN3KKGYl2pyrnp%20xpGMa+nHb5KU6HZwL6ks0pOnqVKdN/TeZmu7LXCx7eq24GisMaJGfZ3zK8VWLchmGoKhYCJA3iO/%20yrmXBcNq1pGVJKVPks2ZYyj3uzgVmqpqt+e38TTXdbxOmd3Vjudos01LgykV6fcptwbhIQmsduU8%20rgNEQKQZkRcSyKqYryry1CshGPyxp2t+NA7ZSe1+CXbSpaagk5b35SB6ta4r0lpuM6TrhsSNPOah%20bMwyIJZQXBlRzLtXlx9is/i4L2tLr09Jbe7abdZuhbNJure6nOMJvG+r9TREQlQMI+K7tMiJgPi8%20Vb6l++i320t7TGGxXVdOBZaoXI6wfUD+1TPvTtAeQ/77cv2cb+JQElQHGO+NLbdNTLp0LdYXJb0B%20iVcJupJsiGwTAPupHZZGOucjFzOaryIlUiqt7E1109xduiW+q6PLXrs6id7im7FG09c7dbLZAtr8%20CeTNx4TJcmQX31ZaNHmHXVI8pNkKZS2oqVvJ1jF4W95jSkmsaLqLZrbWdt0hYjvNwYkyWAMQVqI3%20vXOeuGZcVERFOVSIkSs1bKMfmdC79LexVNC695Nmtt7W2vRpBssvRo065AjXV4z81MWG3Mzgurm2%20YqAEiYpjUJ+K6lV9gas6E+huhFNd9Njelw4LNrnuXC7NjIsUREjIc+OudVfZUnkEBEWlJUdUCww2%20YrU227UqvcqV9t4dFjZWld9aULjpy/QNQWOFeYGbqk5tHW0cTKY+BRJEVecJIqLtq0o09tpCdfbY%20aZ3e0jqNFKawKDEICVXQRELepsXby1UkkOO2TtCN6Zv26AcdsnaEb0zft0A47ZO0I3pm/boBx2yd%20oRvTN+3QDjtk7Qjemb9ugHHbJ2hG9M37dAOO2TtCN6Zv26AcdsnaEb0zft0A47ZO0I3pm/boBx2y%20doRvTN+3QDjtk7Qjemb9ugHHbJ2hG9M37dAOO2TtCN6Zv26AcdsnaEb0zft0A47ZO0I3pm/boCq6%20zulqiSbbqWJMYcftjqNzAbdAiOG+qA6mCLiuRcDT8lehyTzqWk/ju/Ervce1+0y+qp8s/wDqLy/j%20jauu4iZ12tVm74rdcmprCwNUW9yBMMXQURlQl30czVF5SbMwH8lYrzaTWMWeBJZZ8ToHHbJ2hG9M%2037dcpqOO2TtCN6Zv26A5P3rakt951DDsLbzMq2WdpLpcWEcFQkS3C3MCMSou0d4qun/yjt8FelyO%20jmvx7vifgdP7fyv+xzMYOyMfNJ7ErS+6Ojab05YY9tZnxd4ibyU5vg575ImcvdexgnsV5+pkzPIs%20sa2Ivz/NfX1pTVkcFsWBN8dsnaEb0zft1U4xx2ydoRvTN+3QDjtk7Qjemb9ugHHbJ2hG9M37dAOO%202TtCN6Zv26AcdsnaEb0zft0A47ZO0I3pm/boCNu8+FNetrEGe11hZaKJNG26SIjLmK5cVoCcaFwG%20hEz3jiJgTiog5l8eCbKA4RctFd5QXzU8uTb25Dt0gRimS4UhxxJAN3AjcjNA4yzzuqfJ7vNye+XN%20hUaNFGkrs8G99jzdFfdQnUq5Vj8s0t12X222mvP0dezanL+HZLumpXF009ZhYRChypIMJEeWNs6u%20mYHVAveY+9zVFJZafHSx7PO3fhZToVCarNX4c3mW3ybOPbaacLRHeMNnBkrfIHVLEK4taquiYDxL%20fSWjYBt/FOsLuQJA5Mic3ZjhV6xrWnk8lVvU6ys4V41KKv8ANbR7Fkou2nSqm/L0jdSOY6mm5J6P%20ku3FbRYRjJmjyXojDcd9YmzcpvgdUS94q5tmONUaeVr4qSyvZ56rhZ2WF01VP4axzb/K68bes7Zp%20iLcYmm7VFuZ57ixEYbmGpZlV4WxQ1zeHnJy1trNObauqY6SaikyTrM0OK99aWyPqLrLl0ftz0y0r%20BuKLYnr0wUJXTNcrgIgMnjmzYquzKqpsSskl5k/S6V6Nj9rbTS2kWr1WnTS9e2KOsaZCG3pu1BCc%20ddhhDYGM6+io6TSNCgE4hIioSjy4pXTrN53W+pz6SWVUuJKszQj9Of49bPsjH7saA8u31u0/bF+7%20PUBI0BEak1CNkC3ETCv8Qnx7eiIWXIsglHPyLjlw5KK2SW2vYm/AnBvZ70vErFu1y9ebxpl5pH4U%20e4SLtEdhiTZtmsHMKG4RN5/9JVFBVOXbjU6arbt083bH3kTsTWyeXsZfqgCgFAKAUBHWz+4Xf7UH%203VmgJGgFAKAUAoBQCgFAKAUAoBQCgFAKAqmpP/1WqLPfh5rEhVtdwXwZH1zMEv8A0uph+evQ5b+5%20pT08V5l0X9h7XI/3uW1NDGP9yPR6v09xa6888UUBXtdXKREsJRoa4XG5uBAg4cqOPrlU/wDsDEq7%20OR01LUrL0x8z6D1P2jQjPWzT/wAemnOXCOHS7CXtVuj2y2xbfHTKxFaFoE9gUwx/PXPq6jnJyd7O%20HmNeWrqSnK+TqbVZmIoBQCgFAKAUBH6j/wAeuf2R/wDdlQEhQCgFAKAUAoBQHFu9vRuooV1Z1DaL%20repEKU46NytjWoys7YGYjuVjq6qMiCZSzBy7Uw8NUVjpt7y7tVdncdH7u7de7boq0Q75IOVdWmEW%20W+4+Us1IiUkQnz2uKiEiKXk2VtqX9W62lvaYwur7bixVQuR1g+oH9qmfenaA8h/325fs438SgJKg%20IW96I0XfpISr5YLddZTYI22/NiMSHBBFVUFCdAlQcSVcKiiJq6UNqyac0/YYxxbHbIlqiuHvHGIT%20DcdsjVETMotCKKWAomNWbZWhoa50qeqtOSbF147ezMwGQ822DhqCLmypn2JtRNtVxT2OvUWTsa2q%20nXYQszusjTrmsubc3nWJTsSVdYYttgEmTBHK05mTntpsTMIrtwpRdFW+lxysir7EuhOpFs9yERid%20bLkxe5I3OwNJE09JVpkkixMDEmSbwyvZgcwzFt2J7OM227ZKj3qlPtIaV2Fa9Na/YXrTOn4enbBC%20ssIjONBbRsDcXEyXFSIiwwTEiVV2VaUq93VYEqdr67T5JlldRiitjgsMlXYnzqVUkkerx/mg+KlA%20Orx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg%20+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAOrx/mg+KlAYpdtgy4j0V5k%20CZfAmnByptE0UV/4LVoTcZJq9GmlqS05qUb4uqOT6mjSz7s3nAbR2+6DnNyRwRMxjAJC8jsUlr1N%20VL61V6dVd/2nd+/aS+p9WHp1Eprp9S6HU6rbX7dcbfFuEUQcizGgfYNBTaDgoYr5FrypKjozzE6n%20zdpdrtVsl3OagNRITRvvuKibAbFSL/0pGLbog3RVOT919nfvF84zc2UGVJMr9cW1H3D0sclvjr+w%20iIhYLyKtevrSWnounxeVcF6n0s9blk9DkpTfr5h0X4Ff1uzrOxdXj/NB8VK8c8odXj/NB8VKAdXj%20/NB8VKAdXj/NB8VKAdXj/NB8VKAdXj/NB8VKAdXj/NB8VKAdXj/NB8VKAj7q00Em1qACK9cTaiIn%20+i7QEpQCgFAKAUAoBQH50709Uajl6klw7rYrtbEhwjd3EHVke2x5MIXXBR4mETAjcwVMu0sNlZql%20G30q/D7DV3pLbY7tnvO66Rciu6UszsRjq0Q4MYo8dT3u7bVoVAM/vsqbMfDXTr1zyrfVnNpUyqhL%20VkaEfpz/AB62fZGP3Y0B5dvrdp+2L92eoCRoCH1VpHT2q7Stpv8AF65AVwHlZRx1lc7a4gSGyTZp%20gvs1DSduwlSarvILS/cx3a6Wu7V3sVoWJcGBMGnllS3kFHUwPAHnXA53jwq6k0mliVaqXWqknNu8%20+8NN6g0/aYt1lWy6vyGZCyRfdZiMxGnkV7egODUhx/DdA2eblzc1EVVaVupuV+/YvGuHUJ+h77vf%200FKueoNdi/cXLZIuB30UvSXuEhvm1FjtyBGAbLJYtNluNrZNJie1VzLVNN+VVuywzfiz+bhZm6EW%20n6nTa8u9ZLP1U6XQjJmoNSpdNSMwrndi080wp6BlJImGUq4qLO8aV0iVyQIuYoIPKo7S8Wy8K0+/%20nVPw537V2FXls+XL5vxZezgsT9FtLJWGCkgpKVtMyL7lHMu3HDwY1adKulxWFcqreQluTUHXrplK%20Jm6wGfEXMMerM8nO8WFVLG/hqT4cP4rvnUAw1J8OH8V3zqAYak+HD+K751AMNSfDh/Fd86gGGpPh%20w/iu+dQDDUnw4fxXfOoBhqT4cP4rvnUAw1J8OH8V3zqAYak+HD+K751AMNSfDh/Fd86gGGpPhw/i%20u+dQDDUnw4fxXfOoBhqT4cP4rvnUAw1J8OH8V3zqAYak+HD+K751AR2obNfrxZpdudOIKPhgBiLq%20EJpzgIVzbFQkSt+W1vp6ilsOvkeaehrR1Njt4Y9hi0teNQ3eyR5eaKDw5mZTZi5nB5pcjglgXLmS%20rc3o/T1GldeuDuNP3PlVoa8or03x/C7US2GpPhw/iu+dXMcBV2kvd61qbqFFNnTgK2K5XN2suSPO%20w52OZtvZ+evQf9rl6fFqP9K97Pal/wCvySXx67r/ACRu65dxaMNSfDh/Fd86vPPFGGpPhw/iu+dQ%20DDUnw4fxXfOoBhqT4cP4rvnUAw1J8OH8V3zqAYak+HD+K751AMNSfDh/Fd86gGGpPhw/iu+dQGhf%2001BwK47wom76q9nyi5jhu1xwxLloCbiJN3a9cVtXcdm5QkHD/uVVxoDnGqb0p951rt1rucqNOhCU%20i4MuPuhDfA2TFiC3HVUZdcccXeE5hiCJ7raiVRN0m1bSL/Nh+Xt6yzS8qeLXQq29dxR4GoNVLGjm%20lwuZ252Na/xnIN6Vnhyzlkk4WiVc8bBvYYsZUAcFTDlrVZa/cqqfkeP4svTYZycqN/HSVn8ypZwz%20UMFi1BrhybJByZcznNXeMGi2HHZOSZZylnvXXhUskhNzjmcfxJBQVxTlWmm5ZY19fxcMllntaX1M%20tZJenDjmt9thnj6g1esZtxudczbcjRPxoZOyVKE+VyEZO5xXGMqR86KjGGUOcmGxatDLVfJ5P6ZV%20tv8AVlqRNu1r1+ezpWWzhWm3edV7rZNxkacknKefkRUuM0bRIlE4465AF4urkrjqq4aZfcka4qmF%20FXJGvqy29vhQj4pUur4KvbUuFQScd7+S02t50wxd7jboD7gzljceitTLSqILW8V5tx1rK8mzdEmP%20KqVmvW7vT44eO4v8H8y7nfu8S/d28O2wtD2eJbbmF4hMsILNybVCbdRCXFW8FJEBF5opjsRMK6NR%2029C7jGF3ThcWSsy5HWD6gf2qZ96doDyH/fbl+zjfxKAkqAUAoBQFPm94TcXWpabeYjR2wFoutypS%20suO70CNUjs7kkdUEDam8SoUlRt/DXsVSZRpTf76EKx30NOAzntBNvXRmLJ082r4r1pqbI6szviQP%20kCzKhEnPwHkxXZVlF1p8VnbFy7kyraVX8Pm/S0u9qngW/SGph1FaTmLHWJIjyZEKZGUkcQH4rpNO%20ILiIOccRxQsE2eCl8VJXSVRi08H9vcYnL5aA1EhFKbRBikBLjyFvU2VBJvfiSxfzrfloB+JLF/Ot%20+WgH4ksX8635aAfiSxfzrfloB+JLF/Ot+WgH4ksX8635aAfiSxfzrfloB+JLF/Ot+WgH4ksX8635%20aAfiSxfzrfloB+JLF/Ot+WgH4ksX8635aAfiSxfzrfloB+JLF/Ot+WgH4ksX8635aAfiSxfzrflo%20CqzbrY4es0eKQ05atQRliXAV2gj7KLu1PZ/qNkQV6EH9TQa+LTdVwd/ae1p/3+SlH4tF5l+CVkup%200ZHd1GorZaIVw0ZNmhvtOSDagmari9bnVVyK4iry5RLdr7I1hzCrSa+LvxPA0rPLsNTvT1VZ71Lg%20aPZliVvNUuOp3hLYECMucY6r8KS4iCieLHwVpymm61V7sjxfuNYaMtbUjpRvkyyaEn2uHZllzZLb%20dxujpTZYLsUFc/Vtexu20EcPBTn9ROeWPph5V0e9nq/u+tGWr9OH+PSWSPRe+l1LF+JLF/Ot+WuI%208ofiSxfzrfloB+JLF/Ot+WgH4ksX8635aAfiSxfzrfloB+JLF/Ot+WgH4ksX8635aAfiSxfzrflo%20DQut5hyX7aFvdalSkloQsqagiojLmOJZSw2exQE+yTpNCrooDipzwEsyIviQsBx8lAccuuu78zL1%20XKs1/SfZ4Ixom8cGMqx5hzEbluxkAUJWYzDiIRO5kzpyqiLTTtSrdKcVXdjutdxM7G9qjJ034LbW%209sjJ3eFqdsrlATUJswLel3dtd+UYilOchAwUeOpq1uD5zxoSNihFh7C1XM8taeZK7b53HuSu2k0W%20amDlRvZ5K9+3YaEPvZ12djj3cphLc7hDuLl1sytNZbSUaS0yy5kQEeDKBkpb4lReWtKKtK+XyW8Z%20Ua2XdxmpOlcVWzbSGbvp1klK19qNuXPtSakcbtMNy4nA1IqQ88k4sRh5qMritdXPBx48cgIS5cPA%20tZuTyN/ElKi20nTu2GiSzJYNxrurFt+zOxaYnTbhpu1Tpze6myojD0lvBRyuONoRplXk2ryVtqxS%20m0rqmOlJuKbJOszQ4v36XRWL3b2ZVotr8RmKUiDNudmfvPWJamqLCZVgS6uSiAlnLx+xVIN56r1K%20lFi+ns6al5JZLXROtdi6OvqOu2iRJk2mFIkxlhSXmGnHoa7VZMgRSb2fAXZW2okpNJ1VTKDrFYG3%20VCxH6c/x62fZGP3Y0B5dvrdp+2L92eoCRoBQCgFAKAUAoBQEdbP7hd/tQfdWaAkaAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQFRjOJYNbPRHOZbdR/LxS96M4Ewdb9jejgSezXoyX1tBP4tOx/hw6j3NRf7PJ%20qS/yaFj/AAO5/wArsJrU19Zslmfnmmd1ERuKwnunXz5rbYp4VIq5eW0HqzUevcsTz+Q5N8xqqCux%20eyKvZh0fZHLRY2WJBZ575FJuDvw5Dy5nF/N7lPYSrc3rLU1G16VYuCNP3Pm1r6zlGyC8sV91WL3k%201XMeeKAUAoBQCgFAKAj9R/49c/sj/wC7KgJCgFAKAUAoBQCgPz5qfvVct/eM+N7uqFbIF16g7psr%20O5JbG3qymM0Zgsme83m3IJ8nvarotY21zfy0rTjWnaW1k1Yvu9Nb+q3qO46cutmu1kiXGyrja5IZ%20oqo0cfm4qn6pwWzHanhFK0kmnaUTTJKqkkdYPqB/apn3p2gPIf8Afbl+zjfxKAkqAUAoBQFfvWjI%20d7ukWXc5sqRChPBKYtCqyMRH2hUQcLK0j5YZscqu5cfBUZVjbf0VVO4luyntY6kIz3OaYaY3fWpx%20mwDDVqfJxtXIDUV7fsBGXd4YA586hqqbFVUqybvxst4LL3N9ZDSddjrZ+J1fbTqLPpvTsHT9t6hD%20Jx1DddkyJD6oTrz75q4664ooA5iIlXmiiJ4ERKYJYJUIxbxZ9L/kg/Yy/ejUEklQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAhtXWV28WN6NHLdzmlGRBd+BIZXO2vlTCunlNZaeom/Tc+DvO/wDbebWhrKUr%20YOyS+67GVWTZpGreD6usErhGoI4HDnO4LigKqb1l0FxE904OIiaV0SS0ZS05rNHDwZzfunIT0NZx%20Tuue2LuZpMaNjRLk3plqU9dLjc3humrbxIw3rrLK/JNFlwEBIkQQBNiCi1po6mWD1XZTywW93voP%20T/a9NctpT5l+r0w3yd7/AJUdQREREREwRORK8o8YUAoBQCgFAKAUAoCNvH1i1/bE/cu0BJUBqN2i%200tm4bcJgDeFReIWgRTEuVCVE2ovs0woD1bXbFYajrDYVhgszLW7DIBJyKI4YCv5KCh9jAgi486Md%20pHZCYSHEAUJxMMMDXDEvz0oD4W02tYwRVhsLGaLO2xuwyCXLiI4YIu2gNqgFAcUn3ZNX96CLpjUt%2030zNSG9bGJZWtl+3TupPkb/V3pOcCNsiwXmpyctRpJtNrGjpuurw95bUdKJ4N9bV3YdlgsyGITDM%20mQsuQ22APSiEQV0xFEI1EMBHMu3BNlWk03ZYUSsM1QSR+nP8etn2Rj92NAeXb63afti/dnqAkaAU%20AoBQCgFAc87xNeX6xz5ke0pGEbTaTvUvrLZuq+API2jDag41u1VELnrm8GyqqVrrcnBfmZbLcsXm%20/Si+tSN5DCSgEudtHEbTDNtHHKmOCY1pONG1sM4Sqk9pCW66SBnXVUtkss0gFVE3OI/7ZlMFxd9j%20GqliQ4vJ7KmfQdLQGNy/m2402dsmCb5KDSYM84hFTVP1vwRVaAycXk9lTPoOloBxeT2VM+g6WgMU%20e/nJYbfZtkw2nRQgLBlMUXkXa7jQGXi8nsqZ9B0tAYxv5k+cdLZMV5sRMwwZ2C4pIK/rfCoFQGTi%208nsqZ9B0tAYpF/OO0rz1smA2Koilgyu0lQU5HfGtAZeLyeypn0HS0A4vJ7KmfQdLQGNi/m+Cm1bJ%20hCJm2q4MpzmyUDTa74CFUoDJxeT2VM+g6WgMZ38wdaZO2TEcezbocGNuVMV/1fFQGTi8nsqZ9B0t%20AY3784ww4+7bJgNNCRuFgwuAimKrsd8VAR+oW0vlpchO2uYKlg5GfTcoTTw7W3BVHcUUVrTS1pab%20rG+lDq5Pm56Gpnjwe9O9EBpvTd8jSI8zUp3C9yoREcECRlGmiJMFcwJ3MR+LHk8FTo68oaT08Xe8%20WtnA7db9zj9N6ejBaan6ni1s3LvLeF/M33GBtkxXWkEnBwZ2IeOX/V8OVayPIMnF5PZUz6DpaAxv%20382G949bJgBmAMcGV5zhIApsd8JEiUBk4vJ7KmfQdLQDi8nsqZ9B0tAY2L+chveM2yYYZiDHBlOc%20BKBJtd8BCqUBk4vJ7KmfQdLQGMr+YPtsFbJiOuoRNjgztQMM3+r4MyUBk4vJ7KmfQdLQGhf7rIOx%20XEFtksEKK8imW5wTFtdq4OquFATUSQb7amcdyOqLhkdyZvy8wjTD89Ac+vXeFfYuqpEeMMfhNvul%20utEmO42ayHSuAIavA6jgiCN7wcBVsscF2pTS8zVfilJfljUalidMIqXXKh0egFAKAUAoBQCgFAR1%20g+oH9qmfenaA8h/325fs438SgJKgFAKAUAoCC1lqRywWtl9hkZEybLjwITThKDavSnEbFXCRCVBH%20HFcEqL5JLH3N+BN0XJ3JfYfOitSvagtD0mTHGNMiS5UCW02Sm3vojxNETZKgqollxTFEWrK2MZL4%20lUrdJp4P7fE8cvEQdRIqhJwGKQLhFkrt3qciI3tT2U2VBJIceg/Ny/U5fRUB8OaitrTZuuDJBttF%20IzKJKRBFExVVVWtiJQH1x6D83L9Tl9FQHvHoPzcv1OX0VAfA6jthGbYpJU28M4pElYjm2pim62Y0%20B98eg/Ny/U5fRUB8OaitrYoTgyQFVEUUokpEzEqCKbWuVSVESgPvj0H5uX6nL6KgHHoPzcv1OX0V%20AfAaitjmbIkkshKBZYkpcCTlRfkuVKA++PQfm5fqcvoqA+C1FbQIBMZIk4uVtFiSkUiRFLBPktq5%20RVaA++PQfm5fqcvoqAceg/Ny/U5fRUB8NajtjrYuNJJNstomMSUqL+RUaoD749B+bl+py+ioD4XU%20VtRxGlGSjhCpCHVJWZRFURVRN1yIpJQFMv8AGv8AFvHX9HPuxAnmh3aNIhyVaUxwRHQFWCXEhxz5%20VTHBK01dec1CLuj102HsaXPaU9OMOYWbJ6Wr6bOjAm9PJbLJGkyJTsuVcZZK/crg5ClDnJE5ETdY%20C2A7BTwVrzPMfUaSWWEbl7YnNz/PfXaUVk04KkY7Pe3iyaG/28hQhCUoqmKKkOVgqL/9quY4D3j0%20H5uX6nL6KgPhNRW1XCbQZKuAiEYJElYohY5VVN14cq4UB98eg/Ny/U5fRUB8OajtjQZ3EkgCKiKR%20RJSJiS4JtVrwquFAffHoPzcv1OX0VAOPQfm5fqcvoqA+A1FbTU0AZJK2WVxEiSlylgi4L8lsXBUW%20gPvj0H5uX6nL6KgI+63qGT9tVG5PMloS4xJKbNy4mzFvau3kSgJ5p0XWhdFCQSTFEISAsPZEkQk/%20OlAUXSneRLvV9hxHoLbNuvDM2RaH23CN3Lb3xYNHwUREVPPmHKS+JaafmW/LGXRL2QnY/wCZx6V4%20Xl8oBQCgFAKA5a93AWopoymNW6mhqy8/IhtRpzINxylEROowPV1yIWdU5aiKoluVOgmbzOu+vSdL%20gxViQo8VXnZCsNg31h8kN1zIKDncJETEiwxVcOWrSdXUqlRGeoJI/Tn+PWz7Ix+7GgPLt9btP2xf%20uz1ASNAKAUAoBQCgIq86U05en4791t7Mx6KvyBujiooqoWHsjiKLlXZRWOqvDtVCVoDG1GZacecA%20cDkGjjq4rtJAEEX4oJQGSgMbsZl11l0xxNglNpcV2EoqC/8A0ktAZKAUBjjRmY0duOyOVpoUEBxV%20cETk2rQGSgMYx2RkuSUH5Z0AbMsV2i2pKKYewrhUBkoDHJjMyWVZeHM2SoqpiqbRVCTk9lKAyUAo%20DHHjsxwUGhyiRm4qYqvOcNTJdvjIloDJQGNyMy4808Y4uMZt2uK7MyYL/wAKAyUBjkMNSI7sd1Mz%20TwE24PJiJJgqYp7C0BkFEFERORNiUAoDGEZkJDsgRwdeQRcLFdqBjl2f9y0BkoDHIjMyG0beHMCE%20B4YqnObNDFdniIUoDJQCgMceMzHa3TI5QzGeGKrznCUy5fGRLQGSgMZxmTkNyCHF1kSFssV2IeGb%20Z/2pQGSgMcmOzJjOxnhzMvATbg4qmIkmCpinsLQGSgIqRpTTki9NXt+3suXZnLu5ZDz0yIqCviVR%20QlwVdqUjZcHbeStAKAUAoBQCgFAKAjrB9QP7VM+9O0B5D/vty/Zxv4lASVAKAUAoBQEffbDbL5b1%20gXFsjYzg6BAZNuNutEhtuNuAokBiSYoqLUUtT2DBrae2KxW2x24bfbm1bYEzdJTInHDcdJTccccN%20SIzMiVVJVqcEsFYRS1vabPVGuupMxXeo2rOHvcqkheXFKEmagMMyK3LhvxHVVG5DZtGo7FymKiuG%20OO3bQGagFAYWojTUl+QKrnkZM6LycxMEwoDNQGGXFblNC24qoIuNOpl2LmZcFwfzZgTGgM1AKAwx%20YjUbe7tVXfOE8WPwj5cPYoDNQGF+K287HdNVQoziut4cikrZt7f+1xaAzUAoDDCiNQ4rcZpVVttM%20BUtq8uPgwoDNQGEojZTG5aqu9abNoU8GVwgJcfZ+TSgM1AY5LASIzsc1VAeAmyVOXAkwXDy0B9NN%20i22DY+5AUFMeXBEwoD6oDCERsJjspFXePA22aeDBpTUcPSLQGagMMyI1LYVhxVQFICxHYuIGhp/x%20GgM1AKAwx4jbDkgwVVWS5vXMfhZBDZ7GAJQGagMMmI1INgzVUWO5vgw+FlINvsYGtAZqAr9l0Jpq%20zXM7lAjmEghdBoTdccaYB9zevDHbMlBpHDTMSAiY0j5VRbl0K5CVrq+PS8SwUAoBQCgFAKAUAoCP%2005/j1s+yMfuxoDy7fW7T9sX7s9QEjQCgFAKAUAoBQCgFAcvgx5S99F4enm+MVFicLbci3Bxsv9r8%20orMhtwYbaIfukNssV8KU0fS9uaXVZ9o1b1souusvsOoUBSu96Ld5Wk2o9padfkuXGAJtNG81maWS%20G9RxxhCcBvJjnVE2JUJVnHZXwZNfLL8JaLLEOHaosU2Qjm02gky064+Ar4UF11AM09kkSrSdSqRW%20O+CDdJ+hZEK2FJGVJlQWs8JXBfFs5bSOEJNc9EEMVJfFVGm5xX3vBl06Rk/uspGhv/cCbr2x3O+s%20T4zMViZZ3mHN6kc+otgnW3B9xjIdMshFyoOytINOsvnjXhalT+p8GU1FSkV8MqcbJW8KZVxqdrqp%20JybvVla2e1A09p+2zpMbS8cLkZRzVkJEk3UVWcqqPWESM04igKFzjHw1WDpLM7k0uh+p06qdJM41%20jlV7q+r09t/QdVjPjIjNSBEhF4BcETFQNEJMcCEsFRdu1Fq8o0bRSMqpM5f3xtarG/aduVgbmvLa%20GZtwdjxN7u3iYVgkYcQOYSut7wQEuVeSqRllm5XpRXbKj6aM0lHNHLi3/wAW120Njugi6obuupJV%20+GWDlyKHPBqUrittHKbN1xhnPzURnMLaoPhStFHLHLWrjJqu2yNXwcq0M5SzTUsHHxdOmlKnTKqW%20KWJ3N/veJWkk8KiWVWpCkLoRusuSBMMqkiNme78I44ci1Gn8b/DT9VfAanwfzeFPEulSCl97R3Mt%20KtxbUklblLnQm46RBdU8Ektm5mNpOYG7EsxEqDhUR/yQ2Zk3wV4l6J/hdOOBdKkGle7iVss824Aw%205KOIw48EZkScccIBVUABFFVVJdmyqajaVl5aCTdtxzzuhTWVtuM+06lhzW1mx2Lq1KkOdYb6y5zJ%20jYuCpi2m8ykDSrsTwVqklFxXwunRTttT6zNtuWb5q9FvZY0ug6hVSxzXUPGovezaZUQZFyjSUajP%20wSCW03DbVHFOW1Ib/wBoYryOtupm2JlWmj6pVx7KK7g328Bq+lP2dveuqm86VQFF7zhnFK07vQlu%20aZ645x8IKPE4obkur5xj4vK1vcM2T2MdlVVM9t1H+aynZUl1yul9V1Y+Bn7rGrs3ZbgktJI24rjJ%20KxBN3nWBgKSbpDR35VEzZsiHzsuFXtyxr6qW9bp2UK/E6emynUq9tS5ryLVJ+lknBe75jvEtt80d%20brmFyk2qa/KuZzHkfVYyrEfbdiS1PkHe5HGs/jwTkrXT2P4dPrrkfWnmXAnX+JrHU7pPsaod6qhB%20yvvQZU9XRuts3N2BwWaMXhwzCRLgrje4wWLzRcwxyq5sqir56eqkcvGr6NlS9nlr6czzcKLpOg6W%20G8jpu1je1xvCRWUuCpgvy+RN5ybPdeKttWmZ0uMdOuVVJOqFxQCgFAKAUAoBQCgFAR1g+oH9qmfe%20naA8h/325fs438SgJKgFAKAUAoBQCgFAc17371Ot9y0rHZuYWyFNlSQmuPTitrJiEdTATkiDqjzu%20RMNq1EfXT7r70S/RXevE6JDUFiMK25vW1bFQdQ94hJlTAs/vsfH4avK9lY3H3IJRYcIVwVBJUX2U%20SsdZtQbWxl4KskUPuUlXqdoqHc7usxyVNabdKTMkjIR1VRcTaAVXdD/yqiV0TVKcF3IzT8z4vvZf%206zLH5yuOuO8BpdTWdm4zFcusu5PWi4Cgr1Fi0PurKbAsObmaBsQxx2lWcW3pJ4qOd71av6qdDZrR%20fU4vL00i69Tk+KR3rS8l+Vpm0yZBq5Ifhx3HnC5SM2hUlX8qrXRrJKbS2nNotuCb2Ed3iahkWHSE%20+bDEnLm6IxbWy2mYzlySRpgRTw880X81YTTdIq+Tp730KrN4UVW7lb7cXYRXdPfrjNtVws92clOX%20awyzivOTxEJTjDiI7GecQVVMTbPDZ4q1dHFSW9dK+yjMVVNp7n1/bUu0glFhwhXAkAlRfZRKx1m1%20BtbGawVZI/M0DX/eM5pWHbXLpM67HWHfZF3VBzOwJbjbLcVTwwXF9w8dmOUa6Iqs4/dcU97lRr9O%20bpSKTdFKmKk1uy5q9qj1s/TiclZhEDr268J0Xe7gkoYbrEJ4mJJEIZXlBUawUtmZTVEHxrWWu3ke%20X1YGuik5Ktxs6TdmvaXtD09TKa5CjnKJzYauk0Kmpezm5a6tZJTaV1Tm0W3BN30JWsjUpdhvc6b3%20o6mghLWRabfBgCLIEJNsy3CfV0Vw9y4oiOYV28lRpWxk386p+W3tGpZKK+669dnYXSpBzbvf1BqJ%20lbfYtMrMS7vA/cXSgAJuCxED5MTQlRMj0g2wL/lzVm5NSrhBVfu6sz6C9FSnzOnvfd1l10tfo2oN%20OW29xv1NwjtvoK8oqY4kC+yJYotb6kcsqK7wwMdOTatvx4q8kzVUAlRcFRFwXDH/AIJy1lJ2M0V5%20zjuk1Dcp0q82y4zVu0uEQOuXePJGVCd3xHlFsUEFjOjlwNhccuxfDV42wT2WcbL08V3XFZWTa9lb%20c1h4nSKgk4xrjVN4Yu2sAdvci1Xm1hGXRtpZJASaptIaELCoqy1dfxaJExyong5apBulVbPPSn3b%20MODbru3F5JVo/TlrX71vdZZv3nYYRyDhsHJBG5BNgTzacgmoopJ+Za1mkpOlxjptuKrfQqHe9Ivr%20WkBbsU87Zc5c6FFYmt4KravyBDFUVFxHbzvYrO3PFLb4NmsaUk3sNDun1de9RXHU6XYHI8m2SY0N%20+AfuGJLcdEkI0uG0Dc54l4UVK0VHBSV0m+qyzodUUaalleEV02u3pVDolVJOL6d1TdntXttRb0/P%20uh6kuMG42QnUdbZtTSuZXSZTawjSiGQ9mbHDbjTQtjHY4Nyex1dOu6g1rHLanGnCka+LrgdooBQC%20gFAKAUAoBQCgFAKAj9Of49bPsjH7saA8u31u0/bF+7PUBI0AoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAR1g+oH9qmfenaA8h/wB9%20uX7ON/EoCSoBQCgFAKAUAoBQBUReVMaAUAoBQCgFAKAUAoBQCgFAMMaAUAoBhQCgFAKAUARETkoB%20QDBOXCgFAKAUAoBgmOOG2gFAKAUAoBQCgFAKAUAoBQEfpz/HrZ9kY/djQHl2+t2n7Yv3Z6gJGgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAcd7/myW9aIkDjnt8uZcQwVU50KL1jwfs6iElGeZ3RjV%208M0a/pqWlFy03FXyaXZKnaUrT+q7tYZuqrzakX/+wXSzvyZmDS9Xj3IHnt7/ALg2mRXKogiuEgpj%20tq0IuMYwlhKSfFQi+1kSkpPOraxs4Z2uxFjkd7OtI7OnZEmXFGNKddCQkUYsmTLEZoR2ibZR8AIT%20AlQ+rOGQlzsFGpgqzSeKjZxr00xXaV1HSLexvsSfDos3H1b+9jXcqVdNsSO801dlODMKMAwlhEox%20nFFp05eXYm8V1sUXMijsrKr+nm+6nwbd38cVaaNeen3qcVS/+GBfO6XVdx1Jpt+TcX+sy40pyM5I%20RtkGyUREvkzjOvsvCmfDeAqY+EUWtppUTW/vaMYSbbru7i7VQuKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoCOsH1A/tUz707QHkP++3L9nG/iUBJUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQHKLh37pDh6zfWxEbmlJiQ47XWkTrvym7M0XdLusmCqqYFVFPyxltf/wAv/iy+Tz5dyfXSzrki%206Qe8DTEhy3RX5zMa53FmO8EEixISlN7xtsjwQUIkRcqLgpeBK2lCknFYV7DKMqxUniG+8fQzrE19%20u8xjatxg3LUSVcpumrbaIiJiecxURy44qlUTqk9v8e60vS2mJ673i6HaZgPOXmMLdzIghEpe7ITR%20okVMMRyuEgrmwwXZy1NLaYkVsrgWKoAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI/Tn+PW%20z7Ix+7GgPLt9btP2xfuz1ASNAKAUAoBQCgFAKAUAoBQCgFAKAi77qjT9h6vxec3DWWRBFFzHM4Qj%20mJAFEVVwHatRW2hNLKm7AnxJ8NqZDcR2M+OZpxEVEVPHgqItWaoVTM9QSKA1XLpb27izbTkAM+Q2%20bzMbHnk22qIZ4eJFJNtFbXcHZ0meQ+zHYckPmjbLIk464S4IIimJKq+JEqG0lVkpVsIGDrrRdziS%20J0W5sPw4bCypEnbuwYwVVczkiDly+FKmSoqsRtdFeSDNzsUmSEFl5l1+THGWDA4KpxlVBFzD4OPJ%20jUtWtbLyqdz23G4bcQBBTFsRbVEaUkREFVXBEHHkxXZUEmtcZ1mtbaS57rMQH3G4++cwHO48SA2G%20PhUiVERKbtowrsNxtttsEBsEAE5BFERPIlAfVAKAUAoBQERfNW6bsLsdm7z2oj0tDKM0eKm4jWG8%20URFFVUHMmNRVE0sqb1tuVvucFifb5DcuFJBHGJDRIYGK8iiSVZpq8qnU2agk1bfdbbcesdRktyeq%20PnFk7tc27fa2G2XiIcdqUwrgw7HQ2qAwzZsSDDfmzHRYiRmyekPmuAA2CZiIl8CIiY1DaV5KTboj%20XC+Wg3oLIS2yduTZPQAQsVebEUIjDxigki41Zq1rFFa2VwZvVBIoBQCgFAKAUAoBQCgI6wfUD+1T%20PvTtAeQ/77cv2cb+JQElQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAclufcXImSbq6l4BsLr%20Iukl5tY6l/cGlCOi/Kf/AI5mRf8AN7FVy+VR2Rp05m69Tcek0z+dS3x6klZ1xTM7XcmTV7CZxEXo%20Lp26RNjO9bTF62sg0JNg3JbY526AkVxs1Hbh7GubzN/elJcZe3gY5fLT7qi+g1C7ip5tSRW9owAy%20o822woqSmIjbzEhx4nFbSSpNk6juUurm2iYYomNZwWVLau7Llou/suLy8zex99a+HszPJ7lJxxre%20kS6MwJ7Dz70q4xwmJJQpL4Oubl4pRuLmFvKYvq4Je6wxq0aKSeCpZto69VeorNZk9r92XrOr1BIo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI/Tn+PWz7Ix+7GgPLt9btP2xfuz1ASNAKAUAoBQ%20CgFAKAUAoBQEJqmJrGSwwOmbhDt7wkqyTnRjlIQ4c1AQHWcq4/lrTTcV6lUq64FbOx98zjZtv6kt%20SgSYf7eA6w6i4481wn3kT4q1vCeinbF9ZnqRm1Y6H2dn76865NS2VAx5qFbH1XD2VSUn/pVc2l8r%206/sLJS2lf1haNajc9Gyr3MflOwJ045d009AcUmWXYig0isEM5eca5VXKv5qwrH6jaqlka6axLtPJ%20/Mu6Rl1tE1Xc3bVweReygJY7ubjwLIgvnOAGupq+DQxlR1TQsgqCY+LCs5187+7GnGvuvNNOnlT+%20e3hR9hBqHe4/qCE5JeuMdw2bOUFWmpRsom6RbgMgG3GoYkrmdHOs89Ew3fgStNT1Tp80vy0sp4Ut%20ruMlXIvw9Oav8L7O02IEXV8DQ2iuLv3pXZs5S1UCSZZXIkVt1GgBEPfg2hiCmDOGzauzNUTpmSV2%20R/mor+2+zaXl8TXzfpzO7opvpdgVq0XHvKm6b0/PireLjGkWuUzcJTbr5uia3kBRwyZVXDcbjoWC%20NrnUcUFUqWrVW5x0/wCmVd99K9pOpZWl6nOzcdC0Gxq97u41LCvaTpEvf3Jq1dfbdGS5EcBSjbHi%20cdXFD2IZKSe5XkrLmFXRS+LLbxqydJpav3arwqRNigXNzubuNixvkm7Jp1Y3DLhBNhtt5Iyt7mOa%20xo+8LNzcM5rWvNvNWlvm6bynKeWUa2dxF6Ot/ewzemAknMjTmSdBGzZklBKCMNEitkRuDCBBcy+4%20FXs+bMmGNRqNtSa9VJfmq8tOy6yl5GmklGt3l6sfG/owPJNmvNx05ZSlRdTuzYNytEnUQSjmKO8b%20cPrZwxE1eXLjiu4+TRMqhtqyaWpFr01dOmHdX5sa4VKtScZJ+qi4evDfTZuraSRWrX6aBkyGVup6%20ik6jEhCQ9JcUILdzXd5WjJUbZ6vtLKiYjy1m6qMEr6W8crv6aGtlZ7KWdSu3ma0O6tY0LdnAi6jk%20aqG3tjcmpTroslNVwkeWArimSEg4knVk3eXLl51TOlFT01jtrcq/ept7Cka5nW+kuGOXdw/UTnc6%20Oqmx1CxenLg9CGcBWZ25NyG3CjkwGfJ1s3X8u9QsBMsU9jGr/AttX9nYQ/VuouvE6LVCxFXuPqV4%20muDTI0QURd91lgnlJfBlym3hXRoy0lXOm+Dp4Hbyk+XjX6sZS2ZZJeDK5d9L94tzBkV1IxD3J50K%20Gw6ypf8AKeDy5h9iqc19OSX01KNttXX3HYub5OPp0pfzST6vKSHD+8fti2+pOdPXT9Tlvkn+Ze4j%2063If9vU/Ov8A4kBqiw6wma90bKiyEZdhwbo3PurcVXY4G6kfIKgRpl3mVcuJeCuOzPPLZFxVPzHm%2068oP0JqOeytrSyyvIZND6rsN4G06ck3ByHbdOSXba8TxsxHb27KM0N5sFBgjXeKqAaKKJypglZuu%20SWXDKo8KOpSyqr8UpOX6adBFI13i8Pe4Yl/G0JHtXGhmnJW4rJR9OJdRVxd9+p91uOZj+q21q8ub%20/wAeezblo78fVlvtvwMvNTDPlddmaq6Ls1OipiskLWdnkDMiwryzan77f3HmECQb7jUqKiQHXm0x%20cIVcHYZ+5LaSouNZuv08vxfTl0Sz14J0+w1rGtcM2n1ZaPf7W2kowGsxtmlE1AOoTj8CbF9LUb6T%20UvGdvMstQIcVyY4b/wCT91mrWVPqOn3abPvbtnRcZOuXpnXb92n2bsDK+1q429VBJb1AWpCbu6QS%20YJzhaxiZ/wBijYqW43mGVB3KbzPmzbK53X6VnqpbxzYY3dFN5tCn1VX01VOFFXNhf23WGksbvISc%20zmG7JeUWypYTFXeHjFRpviSTUFdznzI7vN/z15u78FdNn1H+OVfwYU38La32HO6/T/ks259/ZupU%20kdFQtex9UWWVPO6nGlSb+3dQluvuRxYCQhW5d24Stt839WSIiqmzkrPSut/7cfzVXga6t7a+ez8O%20V+J12oIFAKAUAoBQCgFAKAjrB9QP7VM+9O0B5D/vty/Zxv4lASVAKAUAoBQCgFAKAUAoBQCgFAfL%20h5GyPBSyoq5RTFVwTHBE8dAUJe9xxFVPwRqpcFwxS3Bgv01dP+t96PWZfV3Mf+60sSJwtHagJlRB%20W2m4eaSiljjvGlMREdmxc641Z8qqVzx6yi13WmVm9Y+8crtdGLeuldQ25H1VOuToQtRwwFV55o6e%20XHDBNnLWc9DKq5ovpNI6lXcyh2e43eLFs98buc565TtWyrW/GfmSHmHoZS32lbSM6ZtBumwQhUAR%20Uy+KsdL/AKa+aFv5W69aL63xv5ZKn6V4mCL3x3uDdL7arfbn7g9bpVylvdYWZMVxtmZuQYYNpsxY%20HBCwVzmBsGq6TrBPBU7XL3dJpqRpNxxf/wAVh0+JZ2+9u5M6lukK5WwItvixZUq3Au+WTKSGw2+e%20QxA4yqiGqGCmhgvgWocqRk8Y1/qy9u7gUVrivmp2qvZv4lZvfenqm76Cub6xnbU8sa1z4VxihLi4%20DKmNAbGZ8WiNUFf1jfMNFWtclJxTw1Ip7/bFMQlVNq5wm+FF7XHcx5EqhCuIq+X9bTucLbOuG9x2%20QWUeyZcPd4kGGOOyujQ0PqV80Y/idDu5Tk/rV88IU+d06rGVu8d4GoBZbWzaVubz2f5ZJbCtCgYe%209UCPEsapzWg9JJqUZ1fwup2r9q04+vW03+GVfBG/+PT/AP8ANXz1Qekrq/0P/Jp/m+wj/wDx1/3t%20D8//AOJVtfXe4S9W6GYZjXhYdyaujkuzwpRW6SatNNK3vVSTEH5NVVcFc8tcLhTUnG+kcHZ6rzze%20Y0vp1jWLpNKqtT8srmatm1frvTIQLBfGQlSIlnm3y5OyXSkTEjR5Ci1FRxvmOvI0YoTiqqYovuuW%20onOkXJ25IxrTFuvZYZZKuz45ypuVh6/3y3+FFaGbbobk66QbfPtJRnXCjtpcpIRhCUap/pq4hZh2%20Ftwwq+R58nxKSjutTf8AxfYZ51lz/Dlk99lPf0WmvpLvB1DDv0y2XEhnFP1Jd4ROk64QR24NvCSI%20MISrlDOK83wYrVKr6af3Jy6p0NJR83/611q0lrZ3o6hvUDTy22HAYn3a0OXuUs51xuMLbZi3ugcF%20FVFVTxUlRcqeBas40k1hFR/UUbs4ykl/L7zJJ13f7jbtSSmmYkez29LlCREkus3BXoUZTVxokFR5%20xY5cMFEcC9isdR/23Lam10SoaaarqKP3op7LUnZ19JX2O8u5pFhXQGTO3aZi2hLky7MeWTKO8Mt8%20/KiILytIaZVdxzlm5F210yj/AHHvm4dNlvthUwr5OEc/fZ7+gn9Od6V5uWqYNtlQY7dvuU+8W6O4%200Rq8J2gthnm5uDgpyJyLWemsyTeMM3al4muoqVphJLrjU6XUECgFAKAUAoBQCgFAKAUAoBQCgI/T%20n+PWz7Ix+7GgPLt9btP2xfuz1ASNAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQGhebBZL3GCLeIDE+O2%20aOttSGxcQXBxRDHMi4EmPKlQ0ia4GzCgw4ENmFCYCNEjgjbEdoUAAAUwERFNiIlWbbdWVSoZqgkU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEdYPqB/apn3p2gPIf99uX7ON/EoC%20SoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAhYOitIwLmV0hWeJHuJE44sptkBczuqquFmROU8VzL4aR%20sVEJWurPiVoTRcshKVY4Lyi65IRTYbX5V4kN09qcpkKEXjWkbKUwJbr0/wAO42Y+ltNx7s/d2LXF%20aukkVCRNBoEdMSREVCNExXHKmP5KK5rBkbNxrRtCaLixZMSPY4TUWYoLKZFhtAcVos7edMNuQto+%20Jamt260lu2vtaTtQQKAUAoDWftlufmxp70ZtybCRxIkkhRXGkeREcQCXaOdBRFw5aKwHh2u2ncEu%20JxWinoyUZJSgKubgiQiazYY5FJEVUpt3jwI6PofRsaHMhR7JCaiXBEGdHFhtAeQfcoY4YKieDxUw%20pgTV1rifP4D0X1NIXA4XVBf62jG4by9YUciu4Ye7Udily4UdvR4kUsp7WXH1K0Ro+XChQZNlhPQr%20cmWBHNhtW2RX3rYqmAps5Eqa21xGDWDPtzRuk3Li/cnLPDKfKbJmRKVkFccbMN2YkWGKoQJlX2Nl%20VpY1tJq6p7LgWjdJlLhzCs8NZVuBtuC9uQzMgz+rEFw2IHvfF4KtmdW8WRhTAzMaa09HkMyGLbGa%20kR3X5DDoNAhA9K+sOCqJsJ336+Hw1Csu2U6NgdpJUAoBQCgFAKAUAoBQCgFAKAUAoCP05/j1s+yM%20fuxoDy8hIzQH2WDkdWk7xxtvLmyqy4GKZyBOU08NAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tA%20OLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeyp%20n0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A%204vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7Km%20fQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQD%20i8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ%209B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAO%20Lyeypn0HS0A4vJ7KmfQdLQDi8nsqZ9B0tAOLyeypn0HS0A4vJ7KmfQdLQH1Y2n27fg+0TLhvSHd2%20WVSQXXzcHHKpJjlJPDQGBwLpHusqRHijIZkNtCi71G1RW8+OKKi/CoDJ1299mD6wPm0A67e+zB9Y%20HzaAddvfZg+sD5tAOu3vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHza%20AddvfZg+sD5tAOu3vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHzaAdd%20vfZg+sD5tAOu3vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHzaAddvfZ%20g+sD5tAOu3vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHzaAddvfZg+s%20D5tAOu3vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHzaAddvfZg+sD5t%20AOu3vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHzaAddvfZg+sD5tAOu%203vswfWB82gHXb32YPrA+bQDrt77MH1gfNoB1299mD6wPm0A67e+zB9YHzaAddvfZg+sD5tAOu3vs%20wfWB82gHXb32YPrA+bQGezxXYlphRXsN6ww005lXFMwAgrgv5UoDboBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAhrVq/S9+WTH09fbdcpjAYuDEkMy1aVdgk42y5my5vZTHx0BG6I1ud8l3ex3SOEHVGnngYusJs1%20caMHQRxiVHMkElZfDaiEmYVxFfARAWugFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAcmkd7t0tXfZO0dfZNriaWjW3iSXN0TiuNZyAQB152%20QTKpmPDHIOOKUBbNY62esumWtXWkI9607GRJF06u5mcKCSpmlRHQUmnNyOJk2uGcccDFUwICzW+f%20DuMCNcILwyIUxoJEV8NouNOihgY+wQqi0BnoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBUO9561M92OpnLs3KdtvUHhlNwFQZC%20tkOVchKhiPLzlIVRExVUVKA/Pvdde0f78tFXF+W0EGdphuHbzVxTUkbAwCK9JJRGTKBUQXVAA5/N%20QBwoDpWn25Tn/wAq9UPRUXqTGn4zVyJPc9YcJkmEX/mVtFw9hFoDs9AKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA/PN9fstq/+Uzt/1ErM%20SxR7OEcbpOQQity3WiIGt84m7F02hcyjjmJMcKA+e6O1XO1f/GvWEi9tHHtlwYu861xHhUFG3uxM%20BVG1wURdITIU8KKhJ7qgOi//AB8YuLHcxpQLghI+sPOGbl3DjhnH/NuSDD2KA6HQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20Hy6jqtGjRCDqiqNmYqQoWGxVFFFVTHwYpQFW0LYtO2Z28MQ7mF31E/JGTqaaRtFKKS4CbsXm2sNw%20Atpgy1giCPjVVJQLXQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAVfvCsNsvVk6tfrqlt0s0SP3wFIGRkMtEJCy9JcX5JgiT5XLgRJgmc%20UzIQFji9V6qz1TJ1XIPV91hu93gmTJl2ZcOTCgMtAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgP/9k=" height="247" width="784" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Gráficos de energía y producción a) Energía y Producción 2021 b) Diésel y Producción 2021.</span></div>
        <p>Sin embargo, para el caso de la <span class="tooltip"><a href="#f11">Figura 4a</a></span> (E.E y producción en el tiempo) se aprecia que en los meses de enero a 
          febrero, julio y agosto, así como octubre, noviembre y diciembre el 
          ajuste es lineal. Para el caso de la <span class="tooltip"><a href="#f11">Figura 4b</a></span> (diésel y producción en el tiempo) se muestra una tendencia a la 
          existencia de menos variaciones. Solo en los meses de marzo y abril la 
          tendencia no fue lineal.</p>
        <p>Al observar los gráficos de correlación para el año 2020 (<span class="tooltip"><a href="#f12">Figura 5</a></span>) se evidencia que los índices utilizados para esta actividad no son los adecuados. </p>
        <div id="f12" class="fig">
          <div class="zoom">
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height="296" width="778" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Gráficos de consumos. a) Energía Eléctrica vs Producción 2020 b) Diésel vs Producción 2020.</span></div>
        <p>Avalado esto por los valores que se encontraron al determinar el coeficiente determinación (R<sup>2</sup>)
          en ambos portadores (0,26 para el caso de la energía eléctrica y 0,34 
          para el diésel). Magnitudes que se encuentran por debajo de los 
          reportado por <span class="tooltip"><a href="#B2">Borroto <i>et al.</i> (2002)</a><span class="tooltip-content">BORROTO, B. A. J.; MONTEAGUDO, Y. J.; CAMPOS, A. J. C., FUENTES, V. J. R.: "Gestíon Energética Empresarial", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 98, 2002.</span></span>.
          Investigadores que refieren que para que los índices utilizados en la 
          actividad sean adecuados el valor debe ser mayor igual a 0,75.</p>
        <p>Al 
          realizar este mismo análisis para el año 2021 se aprecia también que los
          índices utilizados para esta actividad no son adecuados (<span class="tooltip"><a href="#f13">Figura 6</a></span>).
          Pues los resultados de los coeficientes de determinación para el 
          consumo de Energía Eléctrica y Diésel arrojaron valores iguales a R<sup>2</sup>=0,50 y R<sup>2</sup>=0,42; respectivamente. Magnitudes que aunque superiores a los obtenidos en el 2020 no igualan, ni superan lo reportado por <span class="tooltip"><a href="#B2">Borroto <i>et al.</i> (2002)</a><span class="tooltip-content">BORROTO, B. A. J.; MONTEAGUDO, Y. J.; CAMPOS, A. J. C., FUENTES, V. J. R.: "Gestíon Energética Empresarial", <i>Centro de Estudios de Energía y Medio Ambiente. Universidad de Cienfuegos. Cuba. Editorial Universidad de Cienfuegos</i>: 98, 2002.</span></span>.</p>
        <div id="f13" class="fig">
          <div class="zoom">
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height="292" width="764" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 6.&nbsp; </span><span class="textfig">Gráficos de consumos. a) Energía Eléctrica vs Producción 2021 b) Diésel vs Producción 2021.</span></div>
        <p>Por otra parte, en la <span class="tooltip"><a href="#f14">Figura 7</a></span> se muestran los resultados del comportamiento del control del consumo 
          de combustible, donde se observa que para el periodo analizado se 
          encuentra dentro de los límites de control superior (LCS) e inferior 
          (LCI), evidenciando que hay existencia de secuencia y sesgos, ya que hay
          más de 7 puntos por debajo de la media del consumo, datos que 
          corresponden a los meses de abril hasta diciembre de 2021.</p>
        <div id="f14" class="fig">
          <div class="zoom">
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jhFl4Vyti%20ZYJ4cMKD+WfWumbzcSttumK/NCO3MJpWnm/mHhAwPFwBHyhdBcMcdtBboFAoFBLkansca/xdPvSc%20l3mtq9GjZHFzAKGqrnQVBNjRcJcVBUoFBE1HrbSum90l6uDcQ3v+W1gbjipt8rdtCZ5fJVM2GFB9%20tPaq09qOMcmyzm5jba4OoOYTBVxwztmgmOOVcMU28VBVoFAoOSHdrbNkSo0SQD70E0aliC5t24qY%205CVNmZONOLjoOugUEp3VFia1C1p05OF4faV9qLkcXFtEJc2dB3f7C/tUFWgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgm6e+oO/bZ3pj1bY/a/jT7MMsHs+mr2pLt9fsv20%20/Q5FMPs1ft96kxO1T5/dlSrFqUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCg8W7trZY73M1bqnUcMLlMYkuIrMgBdRtsBU1QWz8nHBEFMybMuCYbaDo7vNQd2E3XpPadt0+Bc%2057JgjRI01DAQHeHg206WGbImzBUxRMESg6O7K894mqjkzZN+FqBbZmQ46RGFKSOwiaJxBHdiiIiZ%20hFS8pfAlBA1brDUNklhfD1PZ5t9F5WgtEGKzJEIwnibRTMiPgOPygJRVduC40HRrxq+XDvF0lJYu%20nRXLk007bl6O2fQ1IRzbCX57E8S8rg4KDTQtZ32H3h6ltdxmLLtNktIzBZRpptVcbYYNw0URz+Up%20muCkqJjQT7Hc+9+/2WJqm13CKTUuWohYSYaFkYwGrRmUgvndhAuIoubDai/s0FXUOp9V3PXLOjdP%20y2rQ4xGSXc7iTQySFVHHdtA5gJD5Y7VRF+LDaHToDVl+kagvOk9QuNy7nZ8DauDQI3v2SXHEwHAR%20JEMPkp/emKh+u9HVl8tHUtnsJAzdr9J6OxLcFDRoRIBVUEkUcVV0eFF2Y7MeAMmUXUFv77dNhfri%203dHG4Ugmp4MpHImtzJJUcaBSFCEsU8nhTDjxoI0jvmvkkJ13Y1Axb3GX06v0yUEnhfZEh/5srLiK%20kKrjgSbU2ZaD27Tl5bvVhgXYA3aTWAeVvHHKpJ5Q4/Auyg8w0FZLXqfXmsbpf4oT5EKZ0WNHkijj%20bbaG4CIrZoqKoi0IpilBt7donSmlrhdNRwWDjm6ypPMNllZbbbTOaNNJlFMyjjtxw/ZypQYiFqbv%20NvWmLhreFdI0KDDJx6PYVjNuA4xGVFdRx8vnUVREvkrtXgy47A+mou8jVMqLoWXp5xuI7qFx1uTF%20dAHGjcB1lrKRKmdAQyL5JIuHw0HZab7reLr+bo25XoLh0mATsG5JFZZKO8oZhPdB5JoO3ESJcdm1%20NqUGO7vndSWvTmsbvCu26GAT2eP0dot5IQVyv5yzZcP8mGFBrdN6l1pH0Qeub7eEmQwiukzZwjMt%2053EPdNG4+KISZi4UFOD+yg4ZOqO8616Uh66lXSNLgyDB16w9GBtsGJCqjaA+PzqqmYeFdnGpYLiH%20Q5MZnd+thms47mVaEebzcOVxp4kxwx4loPWqBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKCbp76g79tnemPVtj9r+NPswywez6avaku31+y/bT9DkUw+zV+33qTE7VPn92VK%20sWpQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKDzG9d2OqYOo5d+0LeW7Y%209cSUp0SSmLWZVUiIfIeEsSXFEIPJxXBduFB2aR7udQsamHVerLwNxvTbZMstRxQWRBRUNq5G8fJJ%20dggO3bitB9+73QN00/p68Wq4yWt5cn3XG3opGWQHWkbx8sW/KTDGgyI9zmuB0tJ0yEy0twVfSS3J%20Bt5JMgxLAAfPLgIIJKWxCVFRB4KDU3LQF8mah0hdEejC1YWW25wKbmYiFEzbr5vyk2bM2Wg+7GgZ%20pd4Oob7McZOz3qAkFGAI9+mLbLZ5kUMiJ80XAS8VBEhd33ebbLUGm7VfYcaxtSd8zcBR8Z4Nqe8I%20EAfmlTNiqjm8rjXBcKCzqHQuoB1PF1VpicwF4BhIk1m4iW5kNoKpnJWUxQtg7BFE2cXAodehtEz7%20RcLnfr3Kbmagu5IskmEUWGmxXyW2s2BEnBtJOJE8KqDvF0TN1IxbpdrlBDvdnkJJgPOou7VVUVIS%20UUJU2gK44LwYYbdgR4ehtcyu8G1ar1BLtzrcNh1h2JER4RATbdbEW0cFc+KuoRKZJwqnAiUHytug%20u8PTgzbTpa629ixy5PSGZElszmR0JRzoAZSaPyRw8rh/040HpERp5qKy0+8sh5sBF2QQiKuEiIhG%20ogiCiku3BEwoPPNR922pWNSP6j0Rd27XOn7LhGkJiySripGnkPIqquC5SDhxVF4qDq0R3fX2BNul%2021Vdiudxure5kMMmYxlb2piSYN5lQVwFMiICKuHDsCSz3ba+t1onaUtV2gppicZJ0l8HenMsOqm9%20ABFN0WI4ptLb/px2BRuvdjJ6Rolu0vNDA0u8rknpBEjrgq4y4qggAQqRK2SriqJtoO8tFXVe9MdW%20b1jq4YnR1azHv8+RRxy5MmG3/NQZ2D3Y6xt8PUtnjSbc7aL5vjadcV8ZIuGnzeZBBQQf83D8FBqb%20NodQ7uWtI3cwMljmw+7HUlFCIyMTBSQFXKqou1KDLl3aa+m2WLpK53eD+V4jif8AUsA7051hpVVp%20shJN0PFwKuX/AFYbQunoOcHeVbdSRjYbtECD0JI+Y98mAOAOUcqjlTOnCdBuKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCbp76g79tnemPVtj9r+NPswywez6avaku31+y%20/bT9DkUw+zV+33qTE7VPn92VKsWpQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB%20QKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQTdPfUHfts70x6tsftfxp9mGWD2fTV7Ul2+v2X7afocimH2av2+9SYnap8/%20uypVi1KBQKBQKBQKBQTNS3tLJZZFy3KyTZyA1HQsmdx1wWmxzYFhiZomOC0GaDW9yi2+4zXX7bfI%208SKDgyLU4giMwz3YxXAJ6QWBKSKLmzZj5OOGId7Worxa7k/B1CUZ5Bt7lyakQm3GUwjqiPtZHXHc%20yjnFRLMmPgSg42dYX2AFsnX0IvV12jvPg3GBwXYxtsFKFozccIXlVoCTFBDyk4KD72rUeokl2Nbu%20ERImoANY7ccHAcjO7pZDbThmZi7i2JIpIIeUnBQa6gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgU%20CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUE3T31B37bO9MerbH7X8afZhlg9n01e1Jdvr9l+2n6HIph9mr9vvUmJ2qfP7sqVYtS%20gUCg4bzfLPZIJT7vMZgwwVBV980Acy8ApjwquGxE20H5tOoLJd0Pq2azLVsGnHBbJFIQkNC8yRD8%20pENs0IceGgoUCgUETWljdvmm5dtZRsnXVacBt7Y2asPA8gGqIXknu8q7OOgzN80zfNTSpEtLctmJ%20u2dFYCS4yZPSBkBIaEujm8O5bVrBFVccTXAdm0O87NdtR3V6Xc7eVpjDan7c008bLzivTVHeuJuD%20McgC3lTEkVceBKDhPTuoL9Gs9pu1v6BGtUd9uXLJxp0HniinEbJgWzU8vziufOIHElB1W22aimy9%20Ns3O29DY0+hHJkE604Eh8GCjNKwjZEeVc6ufOCKpsTCg21B+HGGHVRXGxNU4FIUX/Gg/HQofMN8g%20fFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A%20+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB%208VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD%204qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIH%20xUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QP%20ioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gf%20FQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+%20KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8%20VA6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4%20qB0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHx%20UDoUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qB0KHzDfIHxUH6CNGbLM20%20AF4RFEX+6g+lAoJunvqDv22d6Y9W2P2v40+zDLB7Ppq9qS7fX7L9tP0ORTD7NX7fepMTtU+f3ZUq%20xalAoFBkNbxJ7V1s1+j2hb7HtiSW5FubVvfislG8klkXVEDNvdEGGOOBrhQRe7G13pZFpmTrK7Zh%20tFiZszzkndi/LfFGMSyAR/NM7gkbUtq512JQek0CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUC%20gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg%20UCgUCgUCgUCgUCgUCgUCgm6e+oO/bZ3pj1bY/a/jT7MMsHs+mr2pLt9fsv20/Q5FMPs1ft96kxO1%20T5/dlSrFqUCgUHmWtdEaVS6tM27TY3TUV6KRLXfTJMeOANkCvvukBlgmd8EQQHapcSUH37vrDEsO%20o3YMzT7FpvT0NxyPMhS5EuNIjNutC8KJIykBAZtbFHgXh4aD0agUCg/LrrTTRuumLbTYqTjhKgiI%20imKqqrsRESg4LfqPT1yMwt10iTTaHO4Md9p1RHgzEgEuCfDQfW23qz3QDO2T484GlQXCjOg8gqu1%20EJQUsKD+Q73ZZ0l6LCnxpUqPikhhl5txxtUXKucRVVHBdm2gQ73ZZ0l6LCnxpUqPikhhl5txxtUX%20KucRVVHBdm2g7aBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQTdPfUHfts70x6tsf%20tfxp9mGWD2fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1KBQKDybV1luqXSPeOs9Uuu9JndCY%20t0OM4sUBd3ZCvkIW5dREVvMq5xRFXalB3d3kaY5qt+4TndRvyEgmwB3yIzHjiG+bLBomkTA1VOBO%20FOH5KUHpdAoFBG1my6/pW6RmpLENyTHOOMmUe6ZDffN+UeBZflYJs4aDGaxuV8ttmlacuBRn2H7c%20DjcmG25G3bLUlmPIbcA3X8RVp5MCQk40VKCjqhXIOpnjtgi1I/Lk9XN35CijBt9GVMv+UiJB8G2g%20lX4Rgaf0g/ZxEJYQZIRiBcqqytrcdJUJNvywA/8AdQUmGIsYu7tYAAhqCtDlwTGMcAnHNqcKZhEv%20joN9QfhxX0VN2AknHmJR/wABKgx/ejcdTwdJuv2gVad3gJIfYIicbZVFzEPkjhtypinAld32+iir%20Fsr8Jc+qqqij1Xm+kLz31XazNyrK8/IhLgouyOikSqSIWCOSvLPDHwqlelXGk5JqiyZi3p/RyUzj%208sRy2eb9Vr+ob9OrKz+h8N5b6jwsfwi/7hRFSXHBExXBLaq7PAibVp9D4bx9R4WMxpfUve3crrPi%202iVLfmMlhKbf3ZACoglwSU3bfysMEwrfEo0sR60RERNnn5Ino87KirGt5Jnl8OlqP6hv06srD6Hw%203mv1HhYf1Dfp1ZT6Hw3j6jwsZafqfvbY1ZHtsmVMC8mnzUYEb3RYKKIu7BNwaeX8rBUropo0u7yR%20G7MTNvms9PSymrGt55t8PQ1P9Q36dWVz/Q+G81+o8LD+ob9OrKfQ+G8fUeFjOayv/fDaY8db7Jkx%20WnXBFk46sNopESDgRxcP83ySWtsKnS89ERPNHT0zZ0s65xuaqbPDyLsKR/3ASIjL7CmrLgITauDb%20wNRVNmYXEQ0X/dtrOqNFE2T7y8TqJj/4+39Q36dWVX6Hw3k/UeFjhvc7v2hWx+RcDdahimDzjKQl%20MUXZiisIrg/GnBWmFRo6qoinn/l+qtdWPEWzzehx6QvPfVdrM3Ksrz8iEuCi7I6KRKpIhYI5K8s8%20MfCqUrjSck1RZMxb0/oU5/LEctnm/Va/qG/Tqys/ofDeW+o8LD+ob9OrKfQ+G8fUeFjLQNT97b+r%20H7bHlTCvQom9imje6HHMiruzTcAnkfKwRK6KqNLu8sRuxETb57fT0MoqxreebfD0NT/UN+nVlc/0%20PhvNfqPCw/qG/Tqyn0PhvH1HhYy+qNS97dtukGNd5UuPLeLCKDG7EDXBS4Iybtz5OGC41vhUaWY9%20WImJmzzckz0+ZlXVjW8s83h0NOJf9wxChJjgqYpiltRdvhRdtYfQ+G81+o8LH9/qG/Tqyn0PhvH1%20HhYi6vvPfXabM7KvTz8eEOKk7H6KJIooqoiuRfLDHDjVErSiNJyzTFsxFvT+qtWfyRPJb5v0dlkn%20d+061sSLebrsMkwZceSEhkiLhiqvojhfGvDTFo0dNUxVz/y/Qoqx5i2Ob0O7+ob9OrKz+h8N5b6j%20wsfGY/8A9wEeI8+/nRlsFJxWxt5nlRNuUW0U1X/btq1MaKZsj3kTOoiP/iFo2/8AfDdmJC2KTJlN%20tOELxyFYcRCElHATlY/5fkitaYtOl564iOeOnomzoUonG5qZt8PK0f8AUN+nVlY/Q+G80+o8LD+o%20b9OrKfQ+G8fUeFjLQNT97b+rH7bHlTCvQom9imje6HHMiruzTcAnkfKwRK6KqNLu8sRuxETb57fT%200MoqxreebfD0NT/UN+nVlc/0PhvNfqPCw/qG/Tqyn0PhvH1HhYy+qNS97dtukGNd5UuPLeLCKDG7%20EDXBS4Iybtz5OGC41vhUaWY9WImJmzzckz0+ZlXVjW8s83h0NOJf9wpChJjgqYpiltRdvhRdqVh9%20D4bzX6jwsf3+ob9OrKfQ+G8fUeFiLq+899dpszsq9PPx4Q4qTsfookiiiqiK5F8sMcONUStKI0nL%20NMWzEW9P6q1Z/JE8lvm/R2WSd37TrWxIt5uuwyTBlx5ISGSIuGKq+iOF8a8NMWjR01TFXP8Ay/Qo%20qx5i2Ob0O7+ob9OrKz+h8N5b6jwsfGY//wBwEeI8+/nRlsFJxWxt5nlRNuUW0U1X/btq1MaKZsj3%20kTOoiP8A4haNv/fDdmJC2KTJlNtOELxyFYcRCElHATlY/wCX5IrWmLTpeeuIjnjp6Js6FKJxuamb%20fDytH/UN+nVlY/Q+G80+o8LD+ob9OrKfQ+G8fUeFjLQNT97b+rH7bHlTCvQom9imje6HHMiruzTc%20AnkfKwRK6KqNLu8sRuxETb57fT0MoqxreebfD0NT/UN+nVlc/wBD4bzX6jwsP6hv06sp9D4bx9R4%20WMvqjUve3bbpBjXeVLjy3iwigxuxA1wUuCMm7c+ThguNb4VGlmPViJiZs83JM9PmZV1Y1vLPN4dD%20TiX/AHCkKEmOCpimKW1F2+FF2pWH0PhvNfqPCx/f6hv06sp9D4bx9R4WIur7z312mzOyr08/HhDi%20pOx+iiSKKKqIrkXywxw41RK0ojScs0xbMRb0/qrVn8kTyW+b9HZZJ3ftOtjEi3m67DJMGXHkhIZI%20mzFVfRHC+NeGmLRo6apirn/l+hRVjzFsc3od39Q36dWVn9D4by31HhY+Mx//ALgI8R59/OjLYKTi%20tjbzPKibcotopqv+3bVqY0UzZHvImdREf/ELRt/74bsxIWxSZMptpwheOQrDiIQko4CcrH/L8kVr%20TFp0vPXERzx09E2dClE43NTNvh5Wj/qG/TqysfofDeafUeFh/UN+nVlPofDePqPCxloGp+9t/Vj9%20tjyphXoUTexTRvdDjmRV3ZpuATyPlYIldFVGl3eWI3YiJt89vp6GUVY1vPNvh6Gp/qG/Tqyuf6Hw%203mv1HhYf1Dfp1ZT6Hw3j6jwsZfVGpe9u23SDGu8qXHlvFhFBjdiBrgpcEZN258nDBca3wqNLMerE%20TEzZ5uSZ6fMyrqxreWebw6GnEv8AuFIUJMcFTFMUtqLt8KLtSsPofDea/UeFj+/1Dfp1ZT6Hw3j6%20jwsRdX3nvrtNmdlXp5+PCHFSdj9FEkUUVURXIvlhjhxqiVpRGk5Zpi2Yi3p/VWrP5Inkt836OyyT%20u/adbGJFvN12GSYMuPJCQyRNmKq+iOF8a8NMWjR01TFXP/L9CirHmLY5vQ7v6hv06srP6Hw3lvqP%20Cx8Zj/8A3AR4jz7+dGWwUnFbG3meVE25RbRTVf8Abtq1MaKZsj3kTOoiP/iFo2/98N2YkLYpMmU2%2004QvHIVhxEISUcBOVj/l+SK1pi06XnriI546eibOhSicbmpm3w8rR/1Dfp1ZWP0PhvNPqPCw/qG/%20Tqyn0PhvH1HhYy0/U/e2xqyPbZMqYF5JPmowI3uiwUURd2Cbg08v5WCpXRTRpd3kiN2YmbfNZ6el%20lNWNbzzb4ehqf6hv06srn+h8N5r9R4WH9Q36dWU+h8N4+o8LGc1lf++G0x4632TJitOuCLJx1YbR%20SIkHAji4f5vkktbYVOl56IieaOnpmzpZ1zjc1U2eHkXYUj/uAkRGX2FNWXAQm1cG3gaiqbMwuIho%20v+7bWdUaKJsn3l4nUTH/AMfb+ob9OrKr9D4byfqPCxw3ud37QrY/IuButQxTB5xlISmKLsxRWEVw%20fjTgrTCo0dVURTz/AMv1Vrqx4i2eb0NJ3KX3Vd2sMiRclckxczZQpEoy3i5hVXBzqhKaD5O2uD7h%20GH6s0RZvRbMf2dOlmvlirlsl6OBSVL5wAEfCJqS/2KI15zqfSgUE3T31B37bO9MerbH7X8afZhlg%209n01e1Jdvr9l+2n6HIph9mr9vvUmJ2qfP7sqVYtSgUCg8z1LouU5reDITWF1hP3EJoQ4rCAe5Bd0%20+7lNQVG2E3QoWb9pQRKD592D1om38p3WV8uU/oTw26VeRaBh+ET7aOuxN0KZh3jbeOdcdqbNtB6h%20QKBQfGdBiToj0OYyL8V8VB5k0xEhXhRUoJ0LSdgiBIEI5PdKZ6K+Up56URR9vzOaQbpI35S+Qi4U%20H7s+mbNZ3DdgsmjzgA0Tzzz0hzdt45GxN83CEBx2Ci4UHztekNPWuUMqFFVt1sTbYQnXnAZBwsxi%20w24ZgyJLxNoiUC16Q09a5QyoUVW3WxNthCdecBkHCzGLDbhmDIkvE2iJQWKBQKCB3e+4OmuyoPow%20UF+gUEDTP31qztVr8Kg0F+gUECb7/Wbsq6ek26gv0Cgga4+5Y3atn/FY1BfoFAoIHd77g6a7Kg+j%20BQX6BQQIXv8AXnsq1+k3Ggv0Cggam++tJ9qu/hU6gv0Cggd4XuDqXsqd6MdBfoFAoIGh/uWT2reP%20xWTQX6BQQIXv9eeyrX6TcaC/QKCBqb760n2q7+FTqC/QKCB3he4Opeyp3ox0F+gUCggaH+5ZPat4%20/FZNBfoFBAhe/wBeeyrX6TcaC/QKCBqb760n2q7+FTqC/QKCB3he4Opeyp3ox0F+gUCggaH+5ZPa%20t4/FZNBfoFBAhe/157KtfpNxoL9AoIGpvvrSfarv4VOoL9AoIHeF7g6l7KnejHQX6BQKCBof7lk9%20q3j8Vk0F+gUECb7/AFm7KunpNuoL9AoIGuPuWN2rZ/xWNQX6BQKCB3e+4OmuyoPowUF+gUCgm6e+%20oO/bZ3pj1bY/a/jT7MMsHs+mr2pLt9fsv20/Q5FMPs1ft96kxO1T5/dlSrFqUCgUGA71XIDBW99y%20+P2Ka6xMhtyGYD9xQ40jc9IDKyK7s8zbagar+pdtB+NEXfRlx1JFi2K5PPLYrMkGLbnIcmMrTJOt%20I68bjzbQkrm4ZER/0ku3bgHoVAoFAoFAoFAoFAoFBA7vfcHTXZUH0YKC/QKCBpn761Z2q1+FQaC/%20QKCBN9/rN2VdPSbdQX6BQQNcfcsbtWz/AIrGoL9AoFBA7vfcHTXZUH0YKC/QKCBC9/rz2Va/SbjQ%20X6BQQNTffWk+1XfwqdQX6BQQO8L3B1L2VO9GOgv0CgUEDQ/3LJ7VvH4rJoL9AoIEL3+vPZVr9JuN%20BfoFBA1N99aT7Vd/Cp1BfoFBA7wvcHUvZU70Y6C/QKBQQND/AHLJ7VvH4rJoL9AoIEL3+vPZVr9J%20uNBfoFBA1N99aT7Vd/Cp1BfoFBA7wvcHUvZU70Y6C/QKBQQND/csntW8fismgv0CggQvf689lWv0%20m40F+gUEDU331pPtV38KnUF+gUEDvC9wdS9lTvRjoL9AoFBA0P8AcsntW8fismgv0CggTff6zdlX%20T0m3UF+gUEDXH3LG7Vs/4rGoL9AoFBA7vfcHTXZUH0YKC/QKBQTdPfUHfts70x6tsftfxp9mGWD2%20fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1KBQKDN62vOoLRDZm2120R4gZ+nSLzJdigK+Tu0%20bJsHEVV8rHHDiwoI+iJV21Be/wAxzLhZpLEaI5BZbsj7klFV9xt0ikG4LaooblEAcNmYvDQbygUC%20g/hmICpmqCAoqkSrgiInCqrQYWN3kvvNalmpCRYFrbjHaE2g5KSUpi24Skvkg6QioeTjlXHbQUmt%20RXi13J+DqEozyDb3Lk1IhNuMphHVEfayOuO5lHOKiWZMfAlBxs6wvsALZOvoRerrtHefBuMDguxj%20bYKULRm44QvKrQEmKCHlJwUH3tWo9RJLsa3cIiRNQAax244OA5Gd3SyG2nDMzF3FsSRSQQ8pOCg1%201AoFBA7vfcHTXZUH0YKC/QKCBpn761Z2q1+FQaC/QKCBN9/rN2VdPSbdQX6BQQNcfcsbtWz/AIrG%20oL9AoFBA7vfcHTXZUH0YKC/QKCBC9/rz2Va/SbjQX6BQQNTffWk+1XfwqdQX6BQQO8L3B1L2VO9G%20Ogv0CgUEDQ/3LJ7VvH4rJoL9AoIEL3+vPZVr9JuNBfoP4RCAqRKgiKYkS7ERE4VVaDw3vC1tPl6r%20tp2yaYwoUtehk35KKaRHhM/hxzEO39n469nB0lNNNO9HLM8v9JeRi6qZqq3Z5Ijk/rD2eyzCm2iF%20LMhJx9htxxQXEc5CikiYeAsa8rFp3a5jxS9PCq3qYnxw7KzaIHeF7g6l7KnejHQX6BQKCBof7lk9%20q3j8Vk0F+gUECF7/AF57KtfpNxoL9AoIGpvvrSfarv4VOoL9AoIHeF7g6l7KnejHQX6BQKCBof7l%20k9q3j8Vk0F+gUECF7/Xnsq1+k3Ggv0Cggam++tJ9qu/hU6gv0Cggd4XuDqXsqd6MdBfoFAoIGh/u%20WT2rePxWTQX6BQQJvv8AWbsq6ek26gv0Cgga4+5Y3atn/FY1BfoFAoIHd77g6a7Kg+jBQX6BQKCb%20p76g79tnemPVtj9r+NPswywez6avaku31+y/bT9DkUw+zV+33qTE7VPn92VKsWpQKBQeZarvc2Vq%2022vHou7XSBZzmMuiTEcmTNxWxblx0J5UNRRokHOg+SarsWg7dLPvT9fHcGdLzdPQ0tjjL8iUyyyk%20p1X2ibQ0ZccTM0KHkXbihFwYJiHoFAoFBwX6ztXm0SbW8+7HZlju3XY6ijmTFFIUziY4GiZSRRXF%20FWgxMnQF9ekalbGc84zLjQhtpyEiI287FzGIuCw02QI2QiKZUHYvAWFBTOzXbUd1el3O3laYw2p+%203NNPGy84r01R3ribgzHIAt5UxJFXHgSg4T07qC/RrPabtb+gRrVHfblyycadB54opxGyYFs1PL84%20rnziBxJQdVttmopsvTbNztvQ2NPoRyZBOtOBIfBgozSsI2RHlXOrnzgiqbEwoNtQfhxhh1UVxsTV%20OBSFF/xoPx0KHzDfIHxUEDu+hxC0FpoiYbUltUJVVRRVVVjh8FBf6FD5hvkD4qB0KHzDfIHxUEDT%20UOIt51WisNqg3VpETKmxOq4K+Cgv9Ch8w3yB8VA6FD5hvkD4qDBXbVWlo3eRbYrgiiMQp8aQ4jY7%20sXXX4Sjiv+ndkirhs/trpp0lcxEx0xb/AE/+uerVURNnimzw/o3vQofMN8gfFXM6DoUPmG+QPioI%20Gt4cQbNGVGG0XrW0JigpwLdIyLxUF/oUPmG+QPioHQofMN8gfFQOhQ+Yb5A+Kggd30OIWgtNETDa%20ktqhKqqKKqqscPgoL/QofMN8gfFQOhQ+Yb5A+KggQocT8+3gdw3lS1WtUTKmGKyLhjxfBQX+hQ+Y%20b5A+KgdCh8w3yB8VBA1LDiJedKIjDaIV1dRUyptTqucvgoL/AEKHzDfIHxUDoUPmG+QPioIHeDDi%20DoLUpCw2hJapqoqCiKipHP4KC/0KHzDfIHxUDoUPmG+QPioHQofMN8gfFQQNEQ4hWaSqsNqvWt3T%20FRTgS6SUTioL/QofMN8gfFQOhQ+Yb5A+KggQocT8+3gdw3lS1WtUTKmGKyLhjxfBQXXItvbAnHGm%20gAEUjMhFERE2qqqtTEWkzY8y1BepOqrklj04wIxEX56QgoOdEXaRFh5Laf3/AN1evgYFOBTv4nP4%20dbycbHqxqtyjm8Op3Xfu/s0VnTVpVM7su5OJJmYYOKSWuaQqngESFFQa469bXOJFfi6HXRo6Yomn%20x9Lh0vcD0vfXdPXxsCiuH8zIIUURUvkmir+wfH4F/XXZqcKMajMo53Jp8WcGvLq5np/QofMN8gfF%20XjvWQO8GHEHQWpSFhtCS1TVRUFEVFSOfwUF/oUPmG+QPioHQofMN8gfFQOhQ+Yb5A+KggaIhxCs0%20lVYbVetbumKinAl0konFQX+hQ+Yb5A+KgdCh8w3yB8VBAhQ4n59vA7hvKlqtaomVMMVkXDHi+Cgv%209Ch8w3yB8VA6FD5hvkD4qCBqWHES86URGG0Qrq6iplTanVc5fBQX+hQ+Yb5A+KgdCh8w3yB8VBA7%20wYcQdBalIWG0JLVNVFQURUVI5/BQX+hQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qCBoiHEKzSVVhtV6%201u6YqKcCXSSicVBf6FD5hvkD4qB0KHzDfIHxUECFDifn28DuG8qWq1qiZUwxWRcMeL4KC/0KHzDf%20IHxUDoUPmG+QPioIGpYcRLzpREYbRCurqKmVNqdVzl8FBf6FD5hvkD4qB0KHzDfIHxUEDvBhxB0F%20qUhYbQktU1UVBRFRUjn8FBf6FD5hvkD4qB0KHzDfIHxUDoUPmG+QPioIGiIcQrNJVWG1XrW7piop%20wJdJKJxUF/oUPmG+QPioHQofMN8gfFQQJsOJ+fbOO4byraroqplTDFJFvw4vhoL/AEKHzDfIHxUD%20oUPmG+QPioIGt4cQbNGVGG0XrW0JigpwLdIyLxUF/oUPmG+QPioHQofMN8gfFQOhQ+Yb5A+Kggd3%200OIWgtNETDaktqhKqqKKqqscPgoNCEaM2WZtoALwiKIv91B9KBQTdPfUHfts70x6tsftfxp9mGWD%202fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1KBQKDzvvTK0LdtPMXmLNutteSYh2e3C+4846I%20tEEgm4+BG2yiEKpjsVxF4qD6d30TRTN5eKx6bu1nlrGJDk3CNNYaJveBi2JSSIMylguCbcEWg9Ao%20FAoFAoFAoFAoFAoIHd77g6a7Kg+jBQX6BQQNM/fWrO1WvwqDQX6DJ6x19CsgFFiZZN1XYjXCLePG%205hx/6a7dLo5xOWeSlx6nVxh8kctTzJ/ROpbjfI82QKDOnQrhNCOSZXDyPxM2KbEFS3+KJ8Fd06vD%20pxIiOaIs/tscUaXEqw5meeZt/vteh6F111jharqu6urWIgZJl3uXhRU4nE40465NZo9z1qez/Z1a%20TV73q1dptq893oGuPuWN2rZ/xWNQX6BQKCB3e+4OmuyoPowUF+gUECF7/Xnsq1+k3Ggv0Cggam++%20tJ9qu/hU6gv0Cggd4XuDqXsqd6MdBfoFAoIGh/uWT2rePxWTQX6BQZxh9ljXN8eeNG2m7RayNwlw%20FESRccVVVqYiZmyETMRFsshe7/dtaXPqSxoQW0VxeeXEUMUX5bngDwDx/wCHsYWDTp6d+vtPJxca%20rHq3KOy3unNN26wwUjRBzOFgr8gk8twvCvgTwJxV5uPj1YlVsvRwMCnDiyHLqb760n2q7+FTqwbP%20nrfSbV/tuDSCNxj4lFdXZj4WyXwF/ctdek1M4VX/ADPO5dVp8yn/AKhG7u9WOu46fuqqFwjYgwrm%20wiEOFssf2gw/s+Kt9dpoj/0p7MsNFqLfUq7ULveF7g6l7KnejHXmvRX6BQKCBof7lk9q3j8Vk0F+%20gUECF7/Xnsq1+k3Ggv0Cggam++tJ9qu/hU6gv0Cggd4XuDqXsqd6MdBfoFAoIGh/uWT2rePxWTQX%206BQQIXv9eeyrX6TcaC/QKCBqb760n2q7+FTqC/QKCB3he4Opeyp3ox0F+gUCggaH+5ZPat4/FZNB%20foFBAm+/1m7KunpNuoL9AoIGuPuWN2rZ/wAVjUF+gUCggd3vuDprsqD6MFBfoFAoJunvqDv22d6Y%209W2P2v40+zDLB7Ppq9qS7fX7L9tP0ORTD7NX7fepMTtU+f3ZUqxalAoFBge9GRMtj9nvkO9R7PIi%209IjCLsV2a7KSSjZbhtlokNdrCEWCcSLiiIuIO7jU17vc+Uk69xJwRmsHbcFvkW+W04ZJkcMZBqqg%20oiSbBwx49lBrr5qCzWKH0u6ygisqSAGbEjM14AbbBCNwl/yiirQZtO9O3Dg7IsV+jQlXbOdtr+6E%20V/bJBzOoP/BQaq13W23WC1PtsluXDeTFt9okIV+DZwKnGi7UoOkzEBUzVBAUVSJVwREThVVoOS33%20qz3Jlx63T481lpcHXY7oOiK4Y4EQKqJsoFtvVnugGdsnx5wNKguFGdB5BVdqISgpYUH8h3uyzpL0%20WFPjSpUfFJDDLzbjjaouVc4iqqOC7NtAh3uyzpL0WFPjSpUfFJDDLzbjjaouVc4iqqOC7NtB20Cg%20UEDu99wdNdlQfRgoL9AoM/ptUS86tVVwRLq0qqvZUGgzuqe8GQ/J6m0yivynV3ZSm0zbV/Za87+z%20w16mn0URG/ickeLa8zUayZncw+WfDmd2ju71m2GNxuqpKuheWgr5QNEu3Hb8o/8AV/Z4az1Wtmv1%20aeSlpptHFHrVctSrN9/rN2VdPSbdXnu9I11oXrHG62pN1dWsCMBXLvcvAqLxOJxLx16Gj1m56tXZ%20/s4NXpN71qe0aF111jharqu6urWIgZJl3uXhRU4nE4046azR7nrU9n+xpNXverV2lfXH3LG7Vs/4%20rGrz3ev0BVREVVXBE4VoMNrLvHhwY5xbM+L9xVcpOiiG22nGuPySL4NqV6Ol0M1TbXFlLz9TrYpi%20yibamf7qu8aOzp212u8mjYMxI7cSUg4CgC0IoDmHgw+V/bTE0MzRTVR4otgo1sRXNNfj5Hq7bjbr%20YuNkhtmmImKoqKi8aKlefMWO+JtfqoSgQvf689lWv0m40F+gUEDU331pPtV38KnUF+gUEDvC9wdS%209lTvRjoL9AoFBA0P9yye1bx+KyaCpOvFqgJjNmMx/gcMRX9SKuK1pRhVVc0TKleJTTzzYzs/vR0p%20FxRpx2WScTIKiY/G5kT+yuqj7fizz8jlr1+HHNyvLXb5fNV60kRFc3QT2oLO5BPJFsHpKhmw2kgb%20wiXHxV34eDRgzM3aY/Vw14teNER46p/R7Zp/T1vsUAYkMfheeX5bhf5iX/BOKvIx8erEqtl62Dg0%204dNkKdYtUDU331pPtV38KnUF+gwXeJpN41TUNpRQuEZUOQjewiEOBwcP2gw2/B8VelodTH/86uzL%20ztbp57dPah8purGr/wB12pVcURuDFpmjKaTZj/0x4OCngL+5a59Xppwqv+Z5m+l1EYlP/UPQq5XU%20UCggaH+5ZPat4/FZNBfoFBAhe/157KtfpNxoL9Bwz77ZoGPTZrLCp+wZihcnHNWlGDXVzRMs68Wi%20nnmIeZa17zmvzDYuqmgkxYM0nt8ecd4ZQpLRCKLlVEQXV24cPwcPdR9vmyN7kmZ/SXFXruWd3liI%20/WHqkCYE2DGmAiiEloHhFeFEcFCRF/trz66d2qY8Tvoq3oifG+9VWQO8L3B1L2VO9GOgv0CgUEDQ%20/wByye1bx+KyaC/QKCBC9/rz2Va/SbjQX6BQQNTffWk+1XfwqdQX6BQQO8L3B1L2VO9GOgv0CgUE%20DQ/3LJ7VvH4rJoL9AoIE33+s3ZV09Jt1BfoFBA1x9yxu1bP+KxqC/QKBQQO733B012VB9GCgv0Cg%20UE3T31B37bO9MerbH7X8afZhlg9n01e1Jdvr9l+2n6HIph9mr9vvUmJ2qfP7sqVYtSgUCgyGueso%20Fzst/twRJMmIT0FLfMfGLv0nq0iJHdNCFH87IiKKm1CJOOg5tMSbzedZyrndY8S1yLRDK39Usygl%20ykWWbUjeSSARQRytDuk2/KKg0epJMK12qZqF6KEiRZocqQySom8QRb3jgAaoqjn3aIuFBi7/AK21%20nGflrCG37rTVrYuWpRJHDF550ScKNFNCHL820RCRIvCOPDQehx4cSMTxR2QZKS4r0hWxQd44ooKm%20eHCSiKJivgoOe+MWmRaZDF3IAtrwoElXHFZBRIkTKRoQYIS4Jw7eCg821wsmLcL0k1tqGU61tMRA%20iGpNnCZmAD6vkotEJ7t/BBQcqDimZaC5qhXIOpnjtgi1I/Lk9XN35CijBt9GVMv+UiJB8G2glX4R%20gaf0g/ZxEJYQZIRiBcqqytrcdJUJNvywA/8AdQUmGIsYu7tYAAhqCtDlwTGMcAnHNqcKZhEvjoN9%20QfhxX0VN2AknHmJR/wABKg/GeZzTf0heZQQO74pf5C01lbbUeqoWCq4qLh0cOLItBfzzOab+kLzK%20Cdfr+Nmt7sqVuAJAJWGydXM4aJigimTFcVrXBwZxKrIZY2LFFNsvHLLeNW6nu95tTL6J1lNF6SIo%20gAiDDYDEiRM2RAAUw4/jr16cLCwd6qY7M/pDy6sTExd2mJ7UfrL1bS2kmdPxsGWWnphp89LI1Ql+%20AfIXKPwV5mo1VWLPLzeJ6On01OHHJz+NezzOab+kLzK5nQgTSl/n2z/Nt5uqrpgm8XDDpFvx25KC%20/nmc039IXmUGL1voeTciW621oGLm15Ri2a4u5dqKnkjgacS416Gj1m56tXZ/s4NXpN71qe0gHr45%201kj2265GrhHuVqVXnS3aOI3c46lmTLgJCg+V8G2p1ej3fWo5aZNLq971au1DXX/vCtdnxbXdy5XM%20MOqWH+4smUf8axwNFXieSGmNrKKPLLKr+e9bquH/AEFoLgRczbRJ/wDm7/8Aj8Vd/wD46f8A6q8P%206OL/ANsfyU+H9WosPd/arU3i5EZnSVTA3pBZk28OUFBRH/H4a4cbW4lfTZHkduDo6KPLPlS9OaPt%20l47vNOA7CZad6rhkEpot25mKOCqRYBgWK7VRcapg6qvDnknkXxdNRXHLCUsbWuhT3jKpNs+OJimY%20mkx4VJPlNr8PB8dejFWFqY5eSvw/q8+acXT83LT4f0bHTmuYF9RAYRtiXxxXXFQ/jFcmBfqrz8fS%20V4fPyx43fgaqjE5uSfEQil/n28fNt5uqrXim8XDDpFww25K5XSv55nNN/SF5lAzzOab+kLzKCBqU%20pfXOlMW28etXcPnF4eq53+igv55nNN/SF5lAzzOab+kLzKCB3glL/IWpczbaD1VNxVHFVcOjnxZE%20oL+eZzTf0heZQM8zmm/pC8ygga3v8yz2B55tW2ZTqo1GJDUizEvlKgqCcA4rXVo8HMxIiebpc2rx%20dyiZjneW6Dgay1FCkx4tweahhKmOOuOuuo2puS3CJEy45iJVUlr0JrwsKm2Yi22r+8uCKMXFmyJm%20yyP7Q2ELuibEs0+WshV2qjRbtFX4VIHFrGv7nV/rFjaj7bT/ALTa0UDQ1ghYK3ao7pp+2+4bq/2G%20Cj/Ylctesxaul00aTDp6HPbILTGv7ubEGM04NrtqooYDhmkT0VUVG/2kFEX4krnmuqeeW8UUxzQ0%20+eZzTf0heZVVjPM5pv6QvMoIGpSl9c6Uxbbx61dw+cXh6rnf6KC/nmc039IXmUDPM5pv6QvMoPF+%209WzPacanzIKixHusKY2TAKpIKE0oujtEfJLPiicX6q9fCxc3Bqirnph5WJhZWNTNPNVL0zSGp5Wo%20LT0zo7bbrbisvDnJEzIiFiKZS2KheGuHVYGVXZ0O3TY+ZTauZ5nNN/SF5lczoM8zmm/pC8yggaIK%20X1NJwbbVOtbvwuKm3rSTj+xQX88zmm/pC8yg/DsiQy0broNA22ikZk6qIiJtVVXJUxFs2QiZs5Ze%20GWnU2tZut579uedenSIscVaBENtGxckKKZSTKghmXBV8Pw17dWnwaZmKo5Iin3njU4+LVETTPLMz%20+jXFpHvJuyY3K5dHAvlNE8uHIZTJWXzOno7NNvh5Wny2PX2qrPDyOmD3RRm1Qp0gpBcaNnuhX48Q%20cX++s6/udU9mIhpR9tpjnmZcusO72159PxIEUIsmRcHGxf3zjirlt0t1ELMmGCk2lY0a6vfiapti%20G1Wio3ZimLJl1d3Wo5rLh6ZnggyoykkZHSUV8lfKa4C+Twp8Fb6/Aif/AEp5p59rHQ40x/51c8N/%20nmc039IXmV5b0kDvBKX+QtS5m20HqqbiqOKq4dHPiyJQX88zmm/pC8ygZ5nNN/SF5lAzzOab+kLz%20KCBogpfU0nBttU61u/C4qbetJOP7FBfzzOab+kLzKBnmc039IXmUECEUv8+3j5tvN1Va8U3i4YdI%20uGG3JQX88zmm/pC8ygZ5nNN/SF5lBA1KUvrnSmLbePWruHzi8PVc7/RQX88zmm/pC8ygZ5nNN/SF%205lBA7wSl/kLUuZttB6qm4qjiquHRz4siUF/PM5pv6QvMoGeZzTf0heZQM8zmm/pC8yggaIKX1NJw%20bbVOtbvwuKm3rSTj+xQX88zmm/pC8ygZ5nNN/SF5lBAmlL/Ptn+bbzdVXTBN4uGHSLfjtyUF/PM5%20pv6QvMoGeZzTf0heZQQNblL6mjYttonWto4HFXb1pGw/YoL+eZzTf0heZQM8zmm/pC8ygZ5nNN/S%20F5lBA7vil/kLTWVttR6qhYKriouHRw4si0GhApKl84ACPhE1Jf7FEaD6UCgm6e+oO/bZ3pj1bY/a%20/jT7MMsHs+mr2pLt9fsv20/Q5FMPs1ft96kxO1T5/dlSrFqUCgUGT1nBuwXazX6BaxvY2tJIPW7O%202DqdIRtRksK6otq41uVHBVRcDXCg+GnGr3ddWlqObY1sMdqC5CQHzaOVKN11pzO4jKmKAyjOAYlj%205a8VBpNQToVvsNynzm97CiRX35TWGbO002RmOC8OIoqUHmDdh1DprTMuVMsViDS+YLjdrRHOWUtG%20mFB3MshwiB4mUbRcmVBXDKnDtD16g+M2FEnRHYkxkH4r4qDzLiIQkK8SotBOh6SsEQZAhHJ7pTHR%20XylvPSyWPt+ZQpBukjflL5CLhQfuz6Zs1ncN2CyaPOADRPPPPSHN23jkbE3zcIQHHYKLhQfO16Q0%209a5QyoUVW3WxNthCdecBkHCzGLDbhmDIkvE2iJQLXpDT1rlDKhRVbdbE22EJ15wGQcLMYsNuGYMi%20S8TaIlBYoFAoM5oSQxH7u9OPvuC0y3aYSm4aoIonRg2qq1MUzM2QiZiItlCv3efne6Bptgpco1yD%20IUVVMf8A9tv5RL8K/wB9eng/b+TexJsh52Nr+Xdw4tlzWnu5ut1kpctUyjIz29GQsXFTiQi4AT/S%20P91WxNdTRG7hQrh6Kqud7EloNGWu3QLrqluHHbYFu5NNhkFEVA6shFlzcPyiVfjWvMrxKqueXo0Y%20dNPNDU1RcoIE33+s3ZV09Jt1BfoFB5V3w6NmSnI10tzQKj0mCxIBFQCV1ya222a44IuZTEVr0NPq%20opo3avHE9cODUaaZr3qfFP8AaWi0t3a2q3NNSLkCTLhghEJbWQXhwEf2sPCtNRr6q5sp5KU6fQ00%208tXLU2aIiIiImCJwJXnu4oIHd77g6a7Kg+jBQXyFCRRJMUXYqLwKlBiNS92UGYRTLOSQJyLnRtMU%20aIk2phh/y1+LZ8Fejp/uFVPJXyw8/H0MVctPJLzy1X3XULXE7J0mXcW4kZp+K4JvZgbckYIQjtVE%20zKqKnh+GuqrBwapnmimyOXm6anNGLjUxHPNVs/o1/wCd+8r2B/CSvPrP5TT3+uGnzWPc6pPzv3le%20wP4SV59PlNPf64Pmse51SzOqNf6xS8WJZkcID0SWT7bCsmGKlEkN4kjqkWCiZJsq0aLC5LJttnx+%20SfEr85i8tsWWR4vLD2e0zkn2uJNREHpLIOqKLiiKYoqjj8C7K8nEo3apjxS9TDr3qYnxuqqLoHeF%207g6l7KnejHQX6AqoiYrsROFaDyqYbmudahGbJVs0HHEk4FbFfLJF8Li7E+Cvapj5fBt/3nw6nj1T%208xi2f6x4dbaaDbBuxPttiggF0u4gKbEREuklERK8aZtevEWNDUJKCBC9/rz2Va/SbjQX6BQQNTff%20Wk+1XfwqdQX6BQZfvOt8KZoG/rKZF1Y9ulvsKvCDgRzUSRUq9Nc022Tzq1URVz9DIymLl3f35JMb%20M/ZJa4KC8acORV4jH9leP+2vXpmnU0WTyVw8mqKtNXbHLRL0223KHcoTU2G4jsd5MRJOFPCipxKn%20GleRiYc0TZPO9WiuKotjmdNUXQND/csntW8fismgvqqIiqq4Im1VWg8v1TqOdqq6Dp2w4lDUvn30%20+S5lXaSrzY/3/wBlexp8CnBpzK+fw63k6jGnGq3KObw6l3SFgh2LVd1gRsSRLVazecXhNxZFwQiX%20wcH9lebj404lW9L0cHBjDpshs6xalBA1N99aT7Vd/Cp1BnO8rTr7TjeprZi3KjKKylD5XkqmR3/h%204F+CvU0GPE/+dXNPNsebrsGY/wDSnnhqtKaiYv1obmBgL4+RJaT9lxOH9S8KVxanAnDrs6HXp8aM%20Sm18O8L3B1L2VO9GOsG6/QKBQQND/csntW8fismgv0CggQvf689lWv0m40F+gUEDU331pPtV38Kn%20UF+gUEDvC9wdS9lTvRjoL9AoFBA0P9yye1bx+KyaC/QKCBN9/rN2VdPSbdQX6BQQNcfcsbtWz/is%20agv0CgUEDu99wdNdlQfRgoL9AoFBN099Qd+2zvTHq2x+1/Gn2YZYPZ9NXtSXb6/Zftp+hyKYfZq/%20b71Jidqnz+7KlWLUoFAoIWp9Sy7U5DhW22nd7xP3pRoQOAwO7YQd6646eKAAq4CcCriSIiUHHpTW%207l7ehsyba5byuNtYu1vcVwXWnmXW2ieESRBVCYcfECRR2oqFx4IFXVUsIel7xLcYCUEeDJdOM6aN%20tuoDJErZmuwRLDBVXgoPLIMjuhdjRRka9lSbSCNmFilXFFiogYEDRiTbb5gCp8lwvjSg9noFAoFA%20oFAoFBl+8abd4emyethG25vRGQ61jnBpULEkVNo+VlTGurR00VYkRXzObV1VxRM087x3T7Gq7tpe%201NA3NmQI8ZkGUEHXWxytimVMEVNif2VfU/caNLhxuUTXiVUxzR5Omf0Rpft1WqxJ364ow6Z6Z/tH%206tfYpmq7G1kgabRHFTA5BxZJOl8ZZv7k2V8xjfeNdiT61HDVtfT4P2bQYccmJxU7FQtZ94qiqJY1%20RVTYqRJOKf2lWH5DWfD4am8fbtF8Tip2MrpLUmtY96vzkVp6e85LFZTDjbjqIfRWBzKIYKKogonx%20bKyp1epp3Zpiap3eWLJn/aprXo9LVvRVMURvck2xH+tLV/nTvF9hfwknz61/Iav4fDVtZfjtH8Ti%20p2H507xfYX8JJ8+n5DV/D4atp+O0fxOKnYydx1HrY9d26QYPszxiyUZhC04I5CcjKQo0uJKJZUxr%20KdXqZtmbYq3qbIsnxVdDaNHpYmKYmJo3ararY8dPS1n507xfYX8JJ8+tfyGr+Hw1bWP47R/E4qdh%20+dO8X2F/CSfPp+Q1fw+GrafjtH8Tip2Mxr3U2tZVuipOjO21kZkMg3bTrCG4MtohVSNVVVFURU21%20SrWamqfWiaI3auiY/wBZXp0Wlpp9SYrnep6Ynk3o8TRxtY94oR2w6nJ/KKIjxxZCkez5SqJCO34E%20qaNfq4iPUt/jUiv7fopmf/Szyb1L6fnTvF9hfwknz6t+Q1fw+Grar+O0fxOKnY5bpq7vBdgug5bT%20gt4YnJajvtkIpw+Wakg/HWeNrtXNM207vl3Za4H2/RxXFlcVT4pqplI0BqjXMTSVrZhQTnxBjMiy%204bDzqCItCmQSbUdieCtJ1mpprqimnep3p6Jnp8jKNDpa6KJqqiirdpt5Yjo8rQ/nTvF9hfwknz6f%20kNX8Phq2n47R/E4qdh+dO8X2F/CSfPp+Q1fw+GrafjtH8Tip2Mnb9R62DXlwkAD708osVHoJNOEO%20QXJKiKtJgSCOZcKyjV6mLJi2at6rksnxU9DadHpZtpmYijdpsqtjx1dLWfnTvF9hfwknz61/Iav4%20fDVtY/jtH8Tip2H507xfYX8JJ8+n5DV/D4atp+O0fxOKnYxWvLhqW7XWydbQzjH0ggjsoybeOMZ7%20HKh4kSqvw1pp/umqw8Sa6omN2OSmyYifWpj+tkzCmP8Aa9LiYcUUzE708tVsTMerVP8AS2IlTser%209UabHqdIyKqmhNx5TTm8FT4hFCBcC4cK+n+55mJgRj4EW1dNMxNtnm8cPl/tkYeHjzgY9VlPRVEx%20Zb5+Xklovzp3i+wv4ST59fKfkNX8Phq2vq/x2j+JxU7Ge1/qjXMvSN0ZmwDgRCivC84DDzSEJNkm%20QicUti+CkazU1V0xVTu070dEx0+UnQ6Wiiuaaorq3arOWJ6PIr2vV/eC1BaBu2nObw8iS7HfcIk4%20vLBRQvjrPB12rimLKd7y7stcf7fo5rm2uKZ8UVUw49Qa+1eUVy2zIQQTlhl/5TzTuQlwXLnNeHg4%20K+i+xZ+PiTVi0xTRT5Ji2fTL5z77Tp8DDinCqmquryxNkeiHxscjWdit0iNCs7rSyPKdllGeV1ME%20wTBV8nyduHk15/3b7rqcTEqjDoncjkid2f6vQ+1fadNh4dM4lcZk8sxvRZ5nJoLU2tYtulJBjO3J%20kpkwj3jTr6AZS3SJUUFRUUlVVXbXnU6zU0z6sTXG7T0TP+sPRq0Wlqp9eYoner6Yj/afG0/507xf%20YX8JJ8+r/kNX8Phq2qfjtH8Tip2H507xfYX8JJ8+n5DV/D4atp+O0fxOKnYydv1HrYNeXCQAPvTy%20ixUegk04Q5BckqIq0mBII5lwrKNXqYsmLZq3quSyfFT0Np0elm2mZiKN2myq2PHV0tZ+dO8X2F/C%20SfPrX8hq/h8NW1j+O0fxOKnYfnTvF9hfwknz6fkNX8Phq2n47R/E4qdjKau1JrWRerC5KaegOtyy%20WKw2240in0V8VJBPFSVUJU+LZWVWr1NW9NUTTO7yRZMf7UtaNHpad2KZiuN7lm2J/wBavE1Q6z7x%20UFEWx4qicKxJOK/2FWv5DWfD4amU/btF8Tip2P7+dO8X2F/CSfPp+Q1fw+GrafjtH8Tip2M9r/VG%20uZekbozNgHAiFFeF5wGHmkISbJMhE4pbF8FI1mpqrpiqndp3o6Jjp8pOh0tFFc01RXVu1WcsT0eR%202pfNazrH1fItJ3KG6OCSHY75mScRIYKKKo8S1Gl+5azDiJppmry7srar7ZosSZiqqKfJvUwl2i+a%20p0gRisU2mJW1GZjTggpDh5QpiC48S7a+xjEq1un36I3MaOiqJ5+rknol8dVhU6LUbldW/gz00zHN%2018sdMNAWt9fS4Smxa8rLoKoSmYz64Cv7QkpENfH4ut1kW0zh2T+2p9fhaHRTZVGJvR+6lA0FqbWs%20W3SkgxnbkyUyYR7xp19AMpbpEqKCoqKSqqrtqlOs1NM+rE1xu09Ez/rC9Wi0tVPrzFE71fTEf7T4%203VddearvTR2ZuOAOPKoONxW3N8SDjmDBSNcP82yvrPtWHiRhzj6iIp8UWTb59kPk/uteFOJGDp5m%20rxzMxZ5onk9MvrpuTq/T7DjcKwETjq4uvuxZBOKicA4oopgnxV4Ws+86vFrmYw5ijoiaanvaP7Lo%208KiIqxYmvpsqp6ku36j1sGvLhIAH3p5RYqPQSacIcguSVEVaTAkEcy4V50avUxZMWzVvVclk+Kno%20ejOj0s20zMRRu02VWx46ulrPzp3i+wv4ST59a/kNX8Phq2sfx2j+JxU7D86d4vsL+Ek+fT8hq/h8%20NW0/HaP4nFTsZTV2pNayL1YXJTT0B1uWSxWG23GkU+ivipIJ4qSqhKnxbKyq1epq3pqiaZ3eSLJj%20/alrRo9LTuxTMVxvcs2xP+tXiagtX94RtK07Yd4BComhRJPlIqYLimbDbW0fcNZH/wCfDUxn7bop%20/wD04qdjLW266i0lPOQMMooS0VOjyW3BbJBXHYhKJLkx8NfW4OPia3S27u7j09ExMRbsnqnzPksb%20Aw9HqrN7ewKumJiZs2x1x53TrzVetp2jrkMmEUKC7Ee3j7TLzYmBtEmVTNSTKSLxcNfI/N6qqumm%20umaI3ot5Jjp8r675LSU4dVVFUV1bk2csT0c/Is2vV/eC1BaBu2nObw8iS7HfcIk4vLBRQvjrPB12%20rimLKd7y7stcf7fo5rm2uKZ8UVUw6vzp3i+wv4ST59afkNX8Phq2svx2j+JxU7Hzk6w7xTjuB1OT%20GYVTfBFkIQ/6kUiIdnwpVa9frJifUs/jUtR9v0UTE5lvk3qWc0FqbWsW3SkgxnbkyUyYR7xp19AM%20pbpEqKCoqKSqqrtqKdZqaZ9WJrjdp6Jn/WE1aLS1U+vMUTvV9MR/tPjaf86d4vsL+Ek+fV/yGr+H%20w1bVPx2j+JxU7D86d4vsL+Ek+fT8hq/h8NW0/HaP4nFTsZO36j1sGvLhIAH3p5RYqPQSacIcguSV%20EVaTAkEcy4VlGr1MWTFs1b1XJZPip6G06PSzbTMxFG7TZVbHjq6Ws/OneL7C/hJPn1r+Q1fw+Gra%20x/HaP4nFTsPzp3i+wv4ST59PyGr+Hw1bT8do/icVOxlNXak1rIvVhclNPQHW5ZLFYbbcaRT6K+Kk%20gnipKqEqfFsrKrV6mremqJpnd5IsmP8AalrRo9LTuxTMVxvcs2xP+tXiaodZ94qCiLY8VROFYknF%20f7CrX8hrPh8NTKft2i+JxU7H9/OneL7C/hJPn0/Iav4fDVtPx2j+JxU7Ge1/qjXMvSN0ZmwDgRCi%20vC84DDzSEJNkmQicUti+CkazU1V0xVTu070dEx0+UnQ6Wiiuaaorq3arOWJ6PIr2vV/eC1BaBu2n%20Obw8iS7HfcIk4vLBRQvjrPB12rimLKd7y7stcf7fo5rm2uKZ8UVUw6vzp3i+wv4ST59afkNX8Phq%202svx2j+JxU7Hzk6w7xTjuB1OTGYVTfBFkIQ/6kUiIdnwpVa9frJifUs/jUtR9v0UTE5lvk3qWc0F%20qbWsW3SkgxnbkyUyYR7xp19AMpbpEqKCoqKSqqrtqKdZqaZ9WJrjdp6Jn/WE1aLS1U+vMUTvV9MR%20/tPjaf8AOneL7C/hJPn1f8hq/h8NW1T8do/icVOw/OneL7C/hJPn0/Iav4fDVtPx2j+JxU7GTuOo%209bHru3SDB9meMWSjMIWnBHITkZSFGlxJRLKmNZTq9TNszExVvU2RZPiq6G0aPSxMUxMTRu1W1Wx4%206elrPzp3i+wv4ST59a/kNX8Phq2sfx2j+JxU7D86d4vsL+Ek+fT8hq/h8NW0/HaP4nFTsZjXupta%20yrdFSdGdtrIzIZBu2nWENwZbRCqkaqqqKoiptqlWs1NU+tE0Ru1dEx/rK9Oi0tNPqTFc71PTE8m9%20HiaONrHvFCO2HU5P5RREeOLIUj2fKVRIR2/AlTRr9XER6lv8akV/b9FMz/6WeTepfT86d4vsL+Ek%20+fVvyGr+Hw1bVfx2j+JxU7HLdNXd4LsF0HLacFvDE5LUd9shFOHyzUkH46zxtdq5pm2nd8u7LXA+%2036OK4sriqfFNVMu7uRmXd/RsUJikURmPGCE4fDgjSIQoq8IjgOFerocTEqqxN7sxVNn9ZeRr8PDp%20pw5p7U0Rvf0h6FXoPNKBQTdPfUHfts70x6tsftfxp9mGWD2fTV7Ul2+v2X7afocimH2av2+9SYna%20p8/uypVi1KBQKDy3XWtbE5d4rcSbdLPqK2vyIsOW3an5TbqFgj7O7UEF4D3Il5BfsoSLQfnuoctz%20d5G1yLpPuN4tFrCJDYl2122NxoDZNgqIDmZSNwmwzERYrl2cFBpO8uRqkbHIY07OtkSScOY7JG4k%20QObhttEJ1g84AG6VxMxOIoJmHNhxhhJGobvOjuxH9WaChNvgoLLhuF0hvNsztZ30HMPCmOzwpQe1%200HHeH7kxbX3bZGGZcBHCNHM0bEiVUTEiXgEccy/Fs20GWuWsbzYZVwh3QY1wdYt6T4jkRs42JE8k%20cWXQcckYZnDTA0Lgx2bKDsa1FeLXcn4OoSjPINvcuTUiE24ymEdUR9rI647mUc4qJZkx8CUHGzrC%20+wAtk6+hF6uu0d58G4wOC7GNtgpQtGbjhC8qtASYoIeUnBQfe1aj1EkuxrdwiJE1ABrHbjg4DkZ3%20dLIbacMzMXcWxJFJBDyk4KDXUCgUEDu99wdNdlQfRgoL9AoIGmfvrVnarX4VBoL9AoIE33+s3ZV0%209Jt1BfoFBA1x9yxu1bP+KxqC/QKBQQO733B012VB9GCgv0CggQvf689lWv0m40F+gUEDU331pPtV%2038KnUHF3gaRS92/pUUP/APZxBVWsOFwOFW/j4x+H467dFqcuqyezLj1mmzKbY7UPl3eauW7Q1t80%208LnETBc2wnG02Zv9w8Bf21bXabcnejsyro9Tvxuz2oUu8L3B1L2VO9GOuB3LE6bHgw3pkksjDAKb%20hfAicXw+CrUUTVMRHPKtdUUxbLzbR8KRqrVMjUU8cYsY0Vltdo50/wCWCf7B8pfh+OvW1VcYOFGH%20Tzy8vTUzjYk11c0PUK8d6yBof7lk9q3j8Vk0F+gUECF7/Xnsq1+k3Ggv0Cggam++tJ9qu/hU6gv0%20Cggd4XuDqXsqd6MdBfoJ1+sUG925yDMHyS2tuJ8oDTgIa1wcarDqthljYUYlNkvPtPXi4aLvJWO8%20qq210szT21RHMuxwP9C/tJxf4+pj4VOoo36O083BxKsCvcr7Lmd1i63Z37FZVV24Srpdkcca2qIu%20XSSoiCp+0aLwpwJ/dho9LE+vX2YbavUzHqUdqWy0PotmwRN/IRHLo+PzznCgDw7sF/xXjrHV6qcW%20bI7MNtLpYw4tntNTXG60CF7/AF57KtfpNxoL9AoIGpvvrSfarv4VOoL9BH1Xp1i/WhyGeAvj5cZ1%20f2XE4P1LwLW+mx5w67ehhqMGMSmx5tH1E+1oTVWmbni3KjWu4JFQ/leTHcztf8PCnwV26/Aif/Sn%20mnn2uTQ40x/51c8PYa8t6SPetW2CzoqTZQo8n/8AXb8t1f8AhTg/XhW+Fpq8Tmhhi6iijnlhrpr/%20AFBqAXbfp63ug2aZTeHE3sq/CPkt48HH8delh6KjC9bEl5+JrK8T1aIZnQ87WenLfInsw3Tt6zJg%20SW3QJW8wSnRJVw2ioqiopeHYtW3MHFjdmY3rav7yjfxcKd6I9WyP7Q9N0/3jWC7ZWnT6DLXZuXlT%20Kq/6XNgr+vBa4cbQ10cscsOzB1tFfJPJLVVxOxAhe/157KtfpNxoL9AoM1quZEZvmkgefbbJbo4S%20CZCK4LbJoY4Kv+YkT41q0UzPNCs1RHPLS1VYoIHeF7g6l7KnejHQX6BQKCBof7lk9q3j8Vk0F+gU%20ECb7/Wbsq6ek26gv0Cgga4+5Y3atn/FY1BfoFAoIHd77g6a7Kg+jBQX6BQKCbp76g79tnemPVtj9%20r+NPswywez6avaku31+y/bT9DkUw+zV+33qTE7VPn92VKsWpQKBQZrVlr1EU+3XzT4xpFwtwSGCg%20zCJtp5mVulPK6KEoOCTA5Vy4YKScdBz6bt2rpl+TUGpWIlvcYiOQYdvhuE+uV9xt11x54hBFXFgU%20AUTZt8NB+deSZ7cm2x4V2ttqcmDIYVbpFJ8HkLdruQcztAClhtAlxPiTyVoIbmiNcNNk47O0222C%20YmZWjAURONVV6g31pvdqu7Dsi2SQlx2nSYJ9rFW1MERSQDwymiZsMRVUxxThRaD836TdotnlP2eG%20k+5gH/SxCMWxI1VExIjUEwHHMu1McME20GNb0zcptgu8F2DMavlyAJEi8XBYmR+RHcFxhpAjSJBN%20NiuwBQcBHHaq8Id52a7ajur0u528rTGG1P25pp42XnFemqO9cTcGY5AFvKmJIq48CUHCendQX6NZ%207Tdrf0CNao77cuWTjToPPFFOI2TAtmp5fnFc+cQOJKDqtts1FNl6bZudt6Gxp9COTIJ1pwJD4MFG%20aVhGyI8q51c+cEVTYmFBtqD8OMMOqiuNiapwKQov+NB+OhQ+Yb5A+Kggd30OIWgtNETDaktqhKqq%20KKqqscPgoL/QofMN8gfFQOhQ+Yb5A+KggaahxFvOq0VhtUG6tIiZU2J1XBXwUF/oUPmG+QPioHQo%20fMN8gfFQQJsOJ+fbOO4byraroqplTDFJFvw4vhoL/QofMN8gfFQOhQ+Yb5A+Kgga3hxBs0ZUYbRe%20tbQmKCnAt0jIvFQX+hQ+Yb5A+KgdCh8w3yB8VA6FD5hvkD4qCB3fQ4haC00RMNqS2qEqqooqqqxw%20+Cgv9Ch8w3yB8VA6FD5hvkD4qCBChxPz7eB3DeVLVa1RMqYYrIuGPF8FBf6FD5hvkD4qB0KHzDfI%20HxUEDUsOIl50oiMNohXV1FTKm1Oq5y+Cgv8AQofMN8gfFQec6+029aJ7eprO2gAJoUtpBRRE+DPl%204Mp8BJ469bR40YlOVX6HlavBmirMo9Knfbpab33XagnxmWxc6qmo82gjmbdSMeKcH60WvPx8GcOq%20yXfgY0YlNsJneJPSfc42mLS0CvGYrIUERMTL5AKqJsQU8ov/AAr0NDhRRTOLU4dbiTXVGHS3Nl09%20brXbGILbIHuhwNwhRSM12kS7ONa87GxZxKpql6GFhxRTFMO3oUPmG+QPirJogaIhxCs0lVYbVetb%20umKinAl0konFQX+hQ+Yb5A+KgdCh8w3yB8VBAhQ4n59vA7hvKlqtaomVMMVkXDHi+Cgv9Ch8w3yB%208VA6FD5hvkD4qCBqWHES86URGG0Qrq6iplTanVc5fBQX+hQ+Yb5A+KgdCh8w3yB8VBA7wYcQdBal%20IWG0JLVNVFQURUVI5/BQX+hQ+Yb5A+KgdCh8w3yB8VBA1vpdm62F4IkUFns4ORVFEEsUVMw4ph8o%20cUw8NdWjx8uvln1Z53Lq8Hfo5OfoYXuX01MGRMnz4eWO27NZaV8du+SYYllQv8uUhX+yunVY9M4e%207E/7T/S2WGmwaoxN6Y/1j+0PWehQ+Yb5A+KvMeidCh8w3yB8VBAhQ4n59vA7hvKlqtaomVMMVkXD%20Hi+Cgv8AQofMN8gfFQOhQ+Yb5A+KggalhxEvOlERhtEK6uoqZU2p1XOXwUF/oUPmG+QPioHQofMN%208gfFQeSd+1pgxIBTowbp+VFkg8IJgJbttMC2ceB4fDXp6TEmcKumeaI2vN1VERi0VRzzL6xpOt9X%20jlgtMw4YrkdeaFGQzIiY4n5Ti8PANb1YeBgc/LLGMTHxubkho7L3UWiMqO3R0p73CraYg1j+pcxf%202/qrmxfuNU8lPqw6ML7fTHLVytexarZHaRpiIy22PAAtiif3JXBVVNU2zNruppiIshE0RDiFZpKk%20w2q9a3hNojwJdJKJxVVZ8r/3cafuqE4y30CUvA6wiICr/qb2Cv6sFrtwddXRyTyw48bRUV8scksi%20UTWmjiUiZC5WoeFVHetoP9mdv/8AH467P/DUf81eH9XJ/wC2B5afD+j5WrvJsi6xuEmXbFZjvW+C%2015GRxRJp2WSrhlD5W9w/V/Zz1fbqrZiJ5rOu3Y3j7hTZEzHj/TaqS+9SyIuWFZ1eVdgq7u2/7hRy%20r0/a6umVKvuUdEOb8y65uWy3WJtltfkuJGVf/vc8j+6r/K6ejtVdavzOPV2aepkdbaf1YxJtd0vT%20KIr0tW8wq1sVIj5ImRrYiZQVdiVth42FvU00eP8ASWWJhYu7VVX4v1h6/oyVbbppyG8DYG602LEn%20MIqSOtiiFm2ftfK/XXlarCmjEmHpaXEivDiVvoUPmG+QPirndCB3gw4g6C1KQsNoSWqaqKgoioqR%20z+Cgv9Ch8w3yB8VA6FD5hvkD4qB0KHzDfIHxUEDREOIVmkqrDar1rd0xUU4EuklE4qC/0KHzDfIH%20xUDoUPmG+QPioMbdb3pWN3hWth9+O2rVuuLbyKiZRcN+CQIRYZUXAC4V2VtTp65i2IZVY9ETZMrJ%20ak0SPDNhfqUF/wAKn5XFuyr8zh3ofItXaEHhlxv1Aq/4DVvk8W6j5vCvM1rjW+jFtUcIpJIc6xtr%20hI0yqYAzcGHDxU0BNogqVb5LE6Ys5uvkV+cw+ibf8LC94Og0RFzIqqnB0csU/wDtq34/F8XWr8/h%20eN8i7x9DjwNGXxMJ/wDXCp/HYvkR+Qw/K4bn3n6cCIfV0BXZfA2jzQC2nwlgSl+qtcP7ZVb608jO%20v7jTZ6scr9dzd4j3fR8GK9DaB62xIjKuIKKhhuUQSXH9ryNtcuPgbkUzeh04GPvzVF2W+CNGbLM2%200AF4RFEX+6uZ0PpQKCbp76g79tnemPVtj9r+NPswywez6avaku31+y/bT9DkUw+zV+33qTE7VPn9%202VKsWpQKBQZ7VN8vkSVBtOn4jEq8XEXnWylmTcZliNu0ddcUEIy8p9sUEU240Hw0/fNUJeisep4k%20RqY7HOZBl283DYdaZMG3hIXUEwMCeb8KKhfBQaC4W6BcYbsK4Rm5cR5Mrsd4EcAk+ESRUoMmHc13%20Zg+j3UbZ4YYMuOvuM7OBNwbhNYfBloNiywywyDLDYtMtigttgiCIimxEFE2IiUH7oFAoFAoFAoFB%20A7vfcHTXZUH0YKC/QKCBpn761Z2q1+FQaC/QKCBN9/rN2VdPSbdQX6BQQNcfcsbtWz/isagv0CgU%20EDu99wdNdlQfRgoL9AoIEL3+vPZVr9JuNBfoFBA1N99aT7Vd/Cp1BfoPw+wzIZcYeBHGXRUHALai%20iSYKi1MTMTbCJiJiyXiWt4tx0ZGv0RjFy03a3y2m0JdiiTJCmP8AraU/1p8devVVTqMGZntU+HW8%20mmmrAxYiOzV4dTWd1lo6ScrUctzfS3XDbbVVxJFXynDL4Szf2fHVPuOLZZhxzNNBh224k870SvKe%20mUEDQ/3LJ7VvH4rJoL9AoIEL3+vPZVr9JuNBfoFBA1N99aT7Vd/Cp1BfoFBA7wvcHUvZU70Y6C/Q%20KBQQND/csntW8fismgv0CggQvf689lWv0m40F+gUEDU331pPtV38KnUF+gUGX7zrfCmaBv6ymRdW%20Pbpb7Crwg4Ec1EkVKvTXNNtk86tVEVc/Q0Fvt8K3xQiQmRYjt/JbH4dqriu1V+Oldc1TbPLJRRFM%20WRzOiqLFBA0P9yye1bx+KyaC/QKDz2DoDTX/AMhXZSjqbLcCBICMRfNIb780S8lNuCbpMExrq+dx%20PH0RH9P/AK5fk8PxeE//ABuYlrtkJMIkRmPhzTYh/wDiiVhViVVc8zLenDpp5osdNUXZzVrDT9z0%20uw8CGy7c3gcBeBRK0zkVFqYmYm2ETETFksdaHntE6xctskl6pnKmRwuBBJfm3PjFfJKvZxYjUYW9%20Hah5GHM4GLuz2ZeqV4r2EDvC9wdS9lTvRjoL9AoPnIkMR2DffMWmWhUnHCXBEROFVWpppmZshEzE%20RbLA6W7wNLQrHI3ktXHFud1cFpts1JRcuUhwF2oibRJF2rXTRosWroc1esw6el8ZXercZjqx7Dai%20ccX5JOITh/Rt+dXZT9uppi2upy1fcKquSil8eoe8y/7bhLWDGLhbI0bTD/8Aja2r/wAVWztPhdmL%20Z8PGrk6jE7U2R4eJHkd1MlvWlrglPA470KY846gKJoLL0QTFB8pMV3qZdtUn7jEzbZy2T+mxaPt8%20xFlvJbH67W0Huo0sPCskvjcT/wCgpWP5LF8jb8fh+V9h7rtIjwsOl8bpf/TCo/IYvjT8hheJnde9%202diC1xXbeRwy6wtzLiYk6hI/PYax8otijnxpGvrssq5eWOqbSdDRbbTyc/XFjUw+7rSUeO22cJH3%20AFEN5wjzEvGqohIn9iVSrXYszz2LU6LDiOa11DonSY8FrY/Wir/itU+bxb0r/K4d2H7PR2ljaJtb%20XGQSTBVRtBL9RJgSfqWojVYt6UzpsO7Cf3Y2+FD0DYFisi0si3RH31ThNw44KRKq1nVXNVlvQ1po%20im2zpaiqLFAoJunvqDv22d6Y9W2P2v40+zDLB7Ppq9qS7fX7L9tP0ORTD7NX7fepMTtU+f3ZUqxa%20lAoFBhe85Y5uWliMxdHdRKsh61OWYmgkNttiAyCMn1RrdLvG0IS4VwoOTu5h3Ub3Jl3i3XpbicZW%200u14diGAti4K9HZbilgGdVzF5O3LtXgoPRaBQKBQfIJUUzeAHgI4yoMgUJFVslFDRDRF8lchIW3i%20XGg+FtvVnugGdsnx5wNKguFGdB5BVdqISgpYUH8h3uyzpL0WFPjSpUfFJDDLzbjjaouVc4iqqOC7%20NtAh3uyzpL0WFPjSpUfFJDDLzbjjaouVc4iqqOC7NtB20CgUEDu99wdNdlQfRgoL9AoIGmfvrVna%20rX4VBoL9AoIE33+s3ZV09Jt1BfoFBA1x9yxu1bP+KxqC/QKBQQO733B012VB9GCgv0CggQvf689l%20Wv0m40F+gUEDU331pPtV38KnUF+gUGJ73tOxrtoq6SnDJt+2wpchkkTFFRGVIgVP9WRNvFW+DjzR%20FUdFUWMcXBiuYm7LQaY07GsFrSCwZO4mrjrpJgpGSIirhtw2CiU1GPOLVvSYGDGHTZCtWDYoIGh/%20uWT2rePxWTQX6BQQIXv9eeyrX6TcaC/QKCBqb760n2q7+FTqC/QKCB3he4Opeyp3ox0F+gUCggaH%20+5ZPat4/FZNBfoFBAhe/157KtfpNxoL9AoIGpvvrSfarv4VOoL9AoIHeF7g6l7KnejHQX6BQKCBo%20f7lk9q3j8Vk0F+gUECF7/Xnsq1+k3Ggv0Cggam++tJ9qu/hU6g59f6ZS92YiYDGfExcjYcJJ+03/%20AMXF8Ndmi1GXXy9mXJrMDMo5OeHL3bam60tXQJJYzoCIC48JtcAFt40+Sv8A41fX6fcq3o5qlNDj%2079Nk88KXeF7g6l7KnejHXA7l+gUHn3eTqYHm10zbh6TMkkAyMm3LgSELaYcJKqJj4Er1NBp7P/Sr%20kiHm63Ht/wDOnlmUruw7uYywn516EJCpMnMtxUVcomzNebMiVMELygXBODCs8XXTZu0cnLPL55lf%20D0UW218vJH9nqEWHEiNI1FYbYaTgBoUAf7ERK4aqpqm2ZtdtNMU8kRY+1VWQJvv9Zuyrp6TbqC/Q%20KCBrj7ljdq2f8VjUF+gUCggd3vuDprsqD6MFBfoFAoJunvqDv22d6Y9W2P2v40+zDLB7Ppq9qS7f%20X7L9tP0ORTD7NX7fepMTtU+f3ZUqxalAoFB5/wB5L2TUemQ6+b0zmGcQXY0aU1NBZRIyI+u6yOoS%20mWYVTEB48KCho5yQVzdRzXLeph3Jf9AAQAUFzj89jFET2fJ27PK+Kg2FAoFB85TCvxnmEdNhXQIE%20eaVEcDMmGYFVCRCThTFKDyk4TNs0vr2HGJxGEubYPOOOGbhNvDH6QRuEqkSmJmpYrtxoL+qFcg6m%20eO2CLUj8uT1c3fkKKMG30ZUy/wCUiJB8G2glX4Rgaf0g/ZxEJYQZIRiBcqqytrcdJUJNvywA/wDd%20QUmGIsYu7tYAAhqCtDlwTGMcAnHNqcKZhEvjoN9QfhxX0VN2AknHmJR/wEqD8Z5nNN/SF5lBA7vi%20l/kLTWVttR6qhYKriouHRw4si0F/PM5pv6QvMoGeZzTf0heZQQNNFL651Xg23j1q1j84vD1XB/0U%20F/PM5pv6QvMoGeZzTf0heZQQJpS/z7Z/m283VV0wTeLhh0i347clBfzzOab+kLzKBnmc039IXmUE%20DW5S+po2LbaJ1raOBxV29aRsP2KC/nmc039IXmUDPM5pv6QvMoGeZzTf0heZQQO74pf5C01lbbUe%20qoWCq4qLh0cOLItBfzzOab+kLzKBnmc039IXmUECEUv8+3j5tvN1Va8U3i4YdIuGG3JQX88zmm/p%20C8ygZ5nNN/SF5lBA1KUvrnSmLbePWruHzi8PVc7/AEUF/PM5pv6QvMoGeZzTf0heZQQO8Epf5C1L%20mbbQeqpuKo4qrh0c+LIlBfzzOab+kLzKBnmc039IXmUDPM5pv6QvMoIGiCl9TScG21TrW78Lipt6%200k4/sUF/PM5pv6QvMoGeZzTf0heZQQIRS/z7ePm283VVrxTeLhh0i4YbclBfzzOab+kLzKBnmc03%209IXmUEDUpS+udKYtt49au4fOLw9Vzv8ARQX88zmm/pC8ygZ5nNN/SF5lBA7wSl/kLUuZttB6qm4q%20jiquHRz4siUF/PM5pv6QvMoGeZzTf0heZQM8zmm/pC8yggaIKX1NJwbbVOtbvwuKm3rSTj+xQX88%20zmm/pC8ygZ5nNN/SF5lBAhFL/Pt4+bbzdVWvFN4uGHSLhhtyUF/PM5pv6QvMoGeZzTf0heZQQNSl%20L650pi23j1q7h84vD1XO/wBFBfzzOab+kLzKBnmc039IXmUEDvBKX+QtS5m20HqqbiqOKq4dHPiy%20JQX88zmm/pC8ygZ5nNN/SF5lAzzOab+kLzKCBogpfU0nBttU61u/C4qbetJOP7FBfzzOab+kLzKB%20nmc039IXmUECEUv8+3j5tvN1Va8U3i4YdIuGG3JQX88zmm/pC8ygZ5nNN/SF5lBA1KUvrnSmLbeP%20WruHzi8PVc7/AEUF/PM5pv6QvMoPMtUw5ulNUMahhtiMWUa71oFxHMv/ADG12D8tPKT4fir2dNXG%20PhTh1c8PI1FM4OJFdPNLT6znnO7t7/LYFsoz9omGBo4qrlKMfFk4U8FeRXRNMzE88PVoqiqLYabP%20M5pv6QvMqqzI661q/aGer4iAt0kDgKtkpq0JbEJUyp5S/sp+uu/R6Xfneq7MOHV6rcjdp7UvloTR%20cq1p1rPaB25vpiKOGuZpC4cfJLyy41x+Dw1Ot1e/6tPZhGj0u561XaVNEFL6mk4NtqnWt34XFTb1%20pJx/Yrz3ev55nNN/SF5lAzzOab+kLzKCBNKX+fbP823m6qumCbxcMOkW/HbkoL+eZzTf0heZQM8z%20mm/pC8ygga3KX1NGxbbROtbRwOKu3rSNh+xQX88zmm/pC8ygZ5nNN/SF5lAzzOab+kLzKCB3fFL/%20ACFprK22o9VQsFVxUXDo4cWRaDQgUlS+cABHwiakv9iiNB9KBQTdPfUHfts70x6tsftfxp9mGWD2%20fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1KBQKDL630zdr30Lq9bWnR97vetIKTvl5Mu6xMM%20nyVzeHZ4KCHo603qx636uuQWbJKtr0iM7a4AxHl3L7IOC4SESoHzo4J+0vgy0HolAoFAoOBuw2hs%20bgIxhULqRHcANSMXVJtGizCSqmCgKJgmyg+Vn0zZrO4bsFk0ecAGieeeekObtvHI2Jvm4QgOOwUX%20Cg+dr0hp61yhlQoqtutibbCE684DIOFmMWG3DMGRJeJtESgWvSGnrXKGVCiq262JtsITrzgMg4WY%20xYbcMwZEl4m0RKCxQKBQQO733B012VB9GCgv0CggaZ++tWdqtfhUGgv0CggTff6zdlXT0m3UF+gU%20EDXH3LG7Vs/4rGoL9AoFBA7vfcHTXZUH0YKC/QKCBC9/rz2Va/SbjQX6BQQNTffWk+1XfwqdQX6B%20QQO8L3B1L2VO9GOgv0CgUEDQ/wByye1bx+KyaC/QKCBC9/rz2Va/SbjQX6BQQNTffWk+1XfwqdQX%206BQQO8L3B1L2VO9GOgv0CgUEDQ/3LJ7VvH4rJoL9AoIEL3+vPZVr9JuNBfoFBA1N99aT7Vd/Cp1B%20foFBA7wvcHUvZU70Y6C/QKBQQND/AHLJ7VvH4rJoL9AoIEL3+vPZVr9JuNBfoFBA1N99aT7Vd/Cp%201BfoOC+2eNeLU/b5HyXh8k+FQNNoknxLWuDizh1RVDPFw4rpmmXkzd4k2vSertK3PyHAttwWNiux%20HEjOKQIvgNPKH/xr0ddhRXTGLS8/RYk0VTh1PQ9bawZ0/BytYOXJ9F6O0vAKcG8L4E4vCtcmk0s4%20s8vZh1arUxhx/wBSiaB0hJJ/8x3vFya8u8jNubSTNt3p4/tL+ynF/h0azVRZl0czn0mmm3Mr53oF%20eY9JA0P9yye1bx+KyaC/QKCBN9/rN2VdPSbdQX6BQQNcfcsbtWz/AIrGoL9AoFBA7vfcHTXZUH0Y%20KC/QKBQTdPfUHfts70x6tsftfxp9mGWD2fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1KBQKD%20Ia2tul7td7Nbb3bSnKTc2Sj++cZCNHYBtXnS3ZgpYuGyGHw48S0Gf7qStTVxRyNpluxhfIRz7TLS%20Q5JdfhMutjg7vPKaX/qGzQUVUXN8FB6fQKBQKBQKBQKBQKBQQO733B012VB9GCgv0CggaZ++tWdq%20tfhUGgv0CggTff6zdlXT0m3UF+gUEDXH3LG7Vs/4rGoL9AoFBA7vfcHTXZUH0YKC/QKCBC9/rz2V%20a/SbjQX6BQQNTffWk+1XfwqdQX6BQQO8L3B1L2VO9GOgv0CgUEDQ/wByye1bx+KyaC/QKCBC9/rz%202Va/SbjQX6BQQNTffWk+1XfwqdQX6BQQO8L3B1L2VO9GOgv0CgUEDQ/3LJ7VvH4rJoL9AoIEL3+v%20PZVr9JuNBfoFBA1N99aT7Vd/Cp1BfoFBA7wvcHUvZU70Y6C/QKBQQND/AHLJ7VvH4rJoL9AoIEL3%20+vPZVr9JuNBfoFBA1N99aT7Vd/Cp1BfoFB5F3925lu29YNtqjr8WS0+4nyVyN4hj8OBF+pK9PR1z%20OFXT4oedq6IjEoq8ru0Jp+RqGe5qW+GslBcysgabDMUTylTBByBwIibMfirXWY0YVOXRyMtJgziT%20mV8r0+vHesUEDQ/3LJ7VvH4rJoL9AoIE33+s3ZV09Jt1BfoFBA1x9yxu1bP+KxqC/QKBQQO733B0%2012VB9GCgv0CgUE3T31B37bO9MerbH7X8afZhlg9n01e1Jdvr9l+2n6HIph9mr9vvUmJ2qfP7sqVY%20tSgUCgwXelEiTytluCBcbhd5ISkjs2uQEQ1iYNjLF551RBGSztIqLwrloOnSjV0d1AMqdpeTY24l%20uSBCcdmRZDANA4JbptpgzISc8nMS8TYp8YbSgUCgUCgUHwnzGYMGRNex3MVo3nMvDlbFSXDHDiSg%20zFq1HqJJdjW7hESJqADWO3HBwHIzu6WQ204ZmYu4tiSKSCHlJwUGuoFAoIHd77g6a7Kg+jBQX6BQ%20QNM/fWrO1WvwqDQX6BQQJvv9Zuyrp6TbqC/QKCBrj7ljdq2f8VjUF+gUCggd3vuDprsqD6MFBfoF%20BAhe/wBeeyrX6TcaC/QKCBqb760n2q7+FTqC/QKCB3he4Opeyp3ox0F+gUCggaH+5ZPat4/FZNBf%20oFBAhe/157KtfpNxoL9AoIGpvvrSfarv4VOoL9AoIHeF7g6l7KnejHQX6BQKCBof7lk9q3j8Vk0F%20+gUECF7/AF57KtfpNxoL9AoIGpvvrSfarv4VOoL9AoIHeF7g6l7KnejHQX6BQKCBof7lk9q3j8Vk%200F+gUECF7/Xnsq1+k3Ggv0Cggam++tJ9qu/hU6gv0CgzveOyy7oDUiOgLiDbJhihIi4EMc1Ekx40%20XgqYmY5kTESvsssstC0yAttAmANgiCKJ4ERNlJmZ5ZIiI5IfuoSUEDQ/3LJ7VvH4rJoL9AoIE33+%20s3ZV09Jt1BfoFBA1x9yxu1bP+KxqC/QKBQQO733B012VB9GCgv0CgUE3T31B37bO9MerbH7X8afZ%20hlg9n01e1Jdvr9l+2n6HIph9mr9vvUmJ2qfP7sqVYtSgUCgwfeiiMPWa4sXibbLmwb7UGNbIjc2V%20KV4QUwFoxLERRvEsfJ4FXag0H47u7tdJt1ls3K/XKVJYYxOy3W2xrc6KGaZZA7oBUx8lR2Eqbdu3%20Cg39AoFAoFAoOW6wBuNrmW8yyBMYcYI8McEdBQVcNmPDQZO22zUU2Xptm523obGn0I5MgnWnAkPg%20wUZpWEbIjyrnVz5wRVNiYUG2oPw4ww6qK42JqnApCi/40Ga15POy2EpcGK0r5OC1vFbEkbQkVc+C%20phxYbfDXJrMarDotp52OPXNNNsPPdH6l1jG07AgRbOzcBgMNRidSK46qK22g5VJpRTYifHXDGuxp%20md2N6LfFP6OeNRXNtkWws/mrXv8ALLf7jI86rfN6i51SnOxLvVIWq9diKkWmWkFExVVgyERET/ip%2085qLnVJnYni6pZ7Tuq9VBdLsceCxPcuEhJKMJHVzKgx2WcRFrKSIm6w2/HwrWdOvxZs3Y3ps8Xl8%20nksVjUVzzcrQ/mrXv8st/uMjzq0+b1FzqlbOxLvVJ+ate/yy3+4yPOp83qLnVJnYl3qlnZurdUfm%20yHMOFHZeix34qwVjqKKUg2CyqBfOYluU4/i4azn7hixyTHrWxyWef/CvzFfpaL81a9/llv8AcZHn%20Vp83qLnVK2diXeqT81a9/llv9xkedT5vUXOqTOxLvVKDq7VGrn4ceLJtrNtJJMaSOMYmiNI0lt7/%20AM7Niibvi4eCqVa7FifWjd5+jycnP5UTqK454sW4+r9bvMA6zp1l5oxRQeGE+SEnhRRLBcfgq1Ot%201ExbFNvolMY+J4uqX7/NWvf5Zb/cZHnVPzeoudUmdiXeqXPP1lrRiKbkixswm/k9JKG6OVV4Nriq%20GPxpVK9bjxHLTZ6JRVj4kRzWJ2j9S6xjadgQItnZuAwGGoxOpFcdVFbbQcqk0opsRPjqY12NMzux%20vRb4p/QjUVzbZFsLP5q17/LLf7jI86rfN6i51SnOxLvVJ+ate/yy3+4yPOp83qLnVJnYl3qlnYWr%20dUfmyZMCFHeelR2IqQUjqqIUc3yyoA/OYjvl4/j4Kzj7hi80R61s8lnm/wAq/MV+lovzVr3+WW/3%20GR51afN6i51StnYl3qk/NWvf5Zb/AHGR51Pm9Rc6pM7Eu9Us9qLVeqjulpORBYgOW+QslWFjq3mQ%20o7zOJC7mJUXe4bPj4UrOrX4sW70bs2eLy+XyWqzqK45+RoR1XrshQh0y0oqmKKkGQqKi/wDFV/nN%20Rc6pWzsTxdUn5q17/LLf7jI86p+b1FzqkzsS71Sjaw1LrGTp2fAlWdm3jPYdjC6sVxpVVxtRyoTq%20km3H46rOuxomN6N2LfFP6onUVxZbFkKMDWWtH4oOR7GzNb+T0kYbpZlTYuKtqgY/ElRRrceY5Kbf%20RJTj4kxzWuj81a9/llv9xkedV/m9Rc6pTnYl3ql+JGr9bssG69p1lloEVTeKE+KCnhVSLBMPhqKt%20bqIi2aeqScfE8XVKJpHVGrmIciLGtrNyJZMmSWEYnSBJMlx7/wAnLgi5+Pg4KrTrsWZ9WN7m6PJy%2083lRGornmi1e/NWvf5Zb/cZHnVf5vUXOqU52Jd6pPzVr3+WW/wBxkedT5vUXOqTOxLvVLOwtW6o/%20NkyYEKO89KjsRUgpHVUQo5vllQB+cxHfLx/HwVnH3DF5oj1rZ5LPN/lX5iv0tF+ate/yy3+4yPOr%20T5vUXOqVs7Eu9Un5q17/ACy3+4yPOp83qLnVJnYl3qlntRar1Ud0tJyILEBy3yFkqwsdW8yFHeZx%20IXcxKi73DZ8fClZ1a/Fi3ejdmzxeXy+S1WdRXHPyNCOq9dkKEOmWlFUxRUgyFRUX/iq/zmoudUrZ%202J4uqT81a9/llv8AcZHnVPzeoudUmdiXeqUbWGpdYydOz4Eqzs28Z7DsYXViuNKquNqOVCdUk24/%20HVZ12NExvRuxb4p/VE6iuLLYshRgay1o/FByPY2ZrfyekjDdLMqbFxVtUDH4kqKNbjzHJTb6JKcf%20EmOa10fmrXv8st/uMjzqv83qLnVKc7Eu9UvxI1frdlg3XtOsstAiqbxQnxQU8KqRYJh8NRVrdREW%20zT1STj4ni6pRNI6o1cxDkRY1tZuRLJkySwjE6QJJkuPf+TlwRc/HwcFVp12LM+rG9zdHk5ebyojU%20VzzRavfmrXv8st/uMjzqv83qLnVKc7Eu9Un5q17/ACy3+4yPOp83qLnVJnYl3qlnYWrdUfmyZMCF%20HeelR2IqQUjqqIUc3yyoA/OYjvl4/j4Kzj7hi80R61s8lnm/yr8xX6Wi/NWvf5Zb/cZHnVp83qLn%20VK2diXeqT81a9/llv9xkedT5vUXOqTOxLvVLPai1Xqo7paTkQWIDlvkLJVhY6t5kKO8ziQu5iVF3%20uGz4+FKzq1+LFu9G7Nni8vl8lqs6iuOfkaEdV67IUIdMtKKpiipBkKiov/FV/nNRc6pWzsTxdUn5%20q17/ACy3+4yPOqfm9Rc6pM7Eu9Uo2sNS6xk6dnwJVnZt4z2HYwurFcaVVcbUcqE6pJtx+OqzrsaJ%20jejdi3xT+qJ1FcWWxZCjA1lrR+KDkexszW/k9JGG6WZU2LiraoGPxJUUa3HmOSm30SU4+JMc1ro/%20NWvf5Zb/AHGR51X+b1FzqlOdiXeqX4kav1uywbr2nWWWgRVN4oT4oKeFVIsEw+Goq1uoiLZp6pJx%208TxdUomkdUauYhyIsa2s3IlkyZJYRidIEkyXHv8AycuCLn4+DgqtOuxZn1Y3ubo8nLzeVEaiueaL%20V781a9/llv8AcZHnVf5vUXOqU52Jd6pPzVr3+WW/3GR51Pm9Rc6pM7Eu9Us7C1bqj82TJgQo7z0q%20OxFSCkdVRCjm+WVAH5zEd8vH8fBWcfcMXmiPWtnks83+VfmK/S0X5q17/LLf7jI86tPm9Rc6pWzs%20S71SfmrXv8st/uMjzqfN6i51SZ2Jd6pZ7UWq9VHdLSciCxAct8hZKsLHVvMhR3mcSF3MSou9w2fH%20wpWdWvxYt3o3Zs8Xl8vktVnUVxz8jQjqvXZChDplpRVMUVIMhUVF/wCKr/Oai51StnYni6pPzVr3%20+WW/3GR51T83qLnVJnYl3qlG1hqXWMnTs+BKs7NvGew7GF1YrjSqrjajlQnVJNuPx1WddjRMb0bs%20W+Kf1ROoriy2LIUYGstaPxQcj2Nma38npIw3SzKmxcVbVAx+JKijW48xyU2+iSnHxJjmtdH5q17/%20ACy3+4yPOq/zeoudUpzsS71S/EjV+t2WDde06yy0CKpvFCfFBTwqpFgmHw1FWt1ERbNPVJOPieLq%20lE0jqjVzEORFjW1m5EsmTJLCMTpAkmS49/5OXBFz8fBwVWnXYsz6sb3N0eTl5vKiNRXPNFq9+ate%20/wAst/uMjzqv83qLnVKc7Eu9Un5q17/LLf7jI86nzeoudUmdiXeqWdm6t1R+bIcw4Udl6LHfirBW%20OoopSDYLKoF85iW5Tj+LhrOfuGLHJMetbHJZ5/8ACvzFfpaL81a9/llv9xkedWnzeoudUrZ2Jd6p%20PzVr3+WW/wBxkedT5vUXOqTOxLvVKDq7VGrn4ceLJtrNtJJMaSOMYmiNI0lt7/zs2KJu+Lh4KpVr%20sWJ9aN3n6PJyc/lROorjnixbj6v1u8wDrOnWXmjFFB4YT5ISeFFEsFx+CrU63UTFsU2+iUxj4ni6%20pfv81a9/llv9xkedU/N6i51SZ2Jd6pc8/WWtGIpuSLGzCb+T0kobo5VXg2uKoY/GlUr1uPEctNno%20lFWPiRHNYrdzsqTL0y3AuEZoitTMeM2+gD5SC3lUVXDaoZOH4a7tJqJxN7xRPI3wcSarW/CNGbLM%2020AF4RFEX+6uxu+lAoJunvqDv22d6Y9W2P2v40+zDLB7Ppq9qS7fX7L9tP0ORTD7NX7fepMTtU+f%203ZUqxalAoFBktUNXKRfYUvTcqC9qC0MvC/aphqiHEmK2pYq2hm0WeOGQsuC7U4KDk0a9d75qKVfL%20rJtqP2pp+0jbba6UgmHDeA5HSXDFtc+aMCCKDgiY+Gg3FAoFAoFAoFAoFAoM9f7ndXbglhtMOLIk%20nGWTJcnkSRxaU1bEcgCZOERIuzYiInDUTETFkkxa5LZO1DZZUCBd4FuahXB5Y8d21q4AtvZCcRDZ%20cFNhC2vlCuxeFKimmKYsiLERERzNZVkourrzJtNqB6MrTbz8hmMMmTjuGd8eXeuYKOIj4MUxXDbQ%20ZuXbdQachS76F/t5iIK8bTkBiM2/gmfJvmjQ8T/ZXyv11SmimOWIiERTEczcQ5CyYbEhQVpXmwcV%20suEcwouVfhTGrpJkhY0N+QgK6rLZuI2PCWUVXKnwrhQYe323UF9jxtSDf7ew442jqbiAw+LKKObd%2079w955CL5S4p8SVSaKZm2yLUbsW2tJpG8ybtajekq048xIejFJjY7h7cnl3reKlgJeDFcFx21dK1%20QYiYF21Tc7jCauMO3s2uRuQiORGpkgsoiW+NHiwASz+TgPBx1Wqimrni1E0xPOo6cuV0bvcuwTpk%20e5rEYbfGZHbRkm8xECsvNCRiJeTiOGGziqyWmoMvqedcJF4i6diyo1vGZHcfckymhfVzKYgjLTRk%20AEXlYljjs4qiYiYskmLXFFW9aYuFrt79ziXGNcH9x0IIrcN4MwkW+bFkspCOTy8R4OOoppimLIix%20EREcza1ZKbqG8Habd0hpjpMl11qNFj5kBDefcRttCNUXKOYtq4UGdcb1xb3ZF4dtljdVsCceSOTz%20ckwFMSFHjbwVcE2ZkwqkUU222Rajdi21rYE1mdBjTWUVGZTQPNoSYFlcFCTFPDgtXS+rxq20biCp%20qAqSAPCWCY4J8K0GChQb9qiDEvpXyAyJAjwxggsShj5kzbsnnTU84ftfJ28VUqopnlmIlE0xPO0m%20kbzKulvfKUbLz0OS7EKXGxRl/dYYOgiqWXHNgqZlwJF21dK3QZO5ztQ3mVPgWiBbnYUB5I8h26K4%20YuPZBdVAZbFdgi4nlEu1eBKrVTFUWTFqJiJ53XYLndGbgthu0OLHkhH6TGcgESxyaQ0bIchiBNkJ%20EmzaiovDUxERFkJiLGhqRm9TXO5dawbJClx7as5p5050kEdx3SgO5ZbIgEjLeYrivyU4FoJcdu76%20UnW+O7coc9m5SgjuQgiNQn/nMU3ze5LAsmGJZh4MdqVWmimnmixEUxHM3FWSk6qu79osUiewjaut%20k02BPqqNArzwNbxxUwXI3nzF8CUGbds1/gI9f/zJbiJAU1edt7DTR4JjlJ8HN6glhhjnX9dUiim2%202yLUbsW2tdZZ53GzwLgbSsnMjtSCZXhBXQQ1Ffixwq6XZQefwYt91ZDjXzrmDFTDeDDGCzKWNtx3%20bjrxqaODh5eGXbjVKqKZ5ZiJRNMTztJpK8S7lFmBKdZkuwJRw+mxkUWn0BsD3gjmPKvzmUkQlRCR%20aulcoMbdSu2oLzcrJHuMS3MW8mh3DsZuW8+rjQvK7keJARsc2RMBXahbarVTFUWTFqJiJ53Rp6Xc%20oN9/LkubGuTYRCkg9HZGM4wrbgN7p1psiDA95mBUROAtlTEREWQmIsaqpELVWq4WnmoxTIcqU1Mc%203ArFaF1ENcEEDxIcM+OA+Ggn2nVMEJDUSHpe6wAkuiBOdAFloVNUHO4olsFMcVXwVWmimnmixEUx%20HM1tWS5brJmxbc/IhRFnSmhzNRENG1cVOEUNUVEXDgoMXaNTX+4tN3u3aKaJZSLhLSZGB1cFUSEl%20UENFQhVFRapFFNttkWo3YttbeA9Kehsuy4/RJJiiuxs6OZC4xzjsL40q6X3oMCup77c7pLirotqV%20MtLgiavS4+YEcTM2YK43jlNExRU/xSqVUUzyzESiaYnnayxz71MYcO62vqt0Swba37cjOOHyszaI%20ibeKrpUqDH6o1Jc2L2zYU00F1ZmgTkRx2Q0226rQoTgZXQJEIOHBV2ptSq1UxVFkxaiYiedQsFx1%20G5IGLM04NoggC5HQlMuiipwAjbaJw1MRERZCYixoKkZ7WupJun7aE1m19ZRVNG5a74WUaE1QRI8w%20liCquBLxceyg4bbcdVRnBZZ0W1Bjumm+NmbFRERVwU1EBTNglVpopp5osRFMRzNfVkue4zUgwXpa%20sOyUYFTViOOd0kTiAcUxWgx0DXlklKN1g6XurxSBxGczAAiNOD/mCeK/21SKKbbbItRuxba2Num9%20NhMytw9F3qZtxJDdujtwwMcVwWrpdFBgndTXu4XqXAXRrUubayFcz0uOhIDmKtut7wMcpZV2pxph%20w1SqimeWYiUTTE87VWK4XuY26V1tXVRgqI0HSG5GdFTauLaJlwq6VOgy2ptX2mFcgsc6zTbk5IBX%20WW2YwSGnUDBSyoRJmUMduzZVaqYqiyYtRMRPO6LFqdmZJbt7NiuVtaQVyOSYiMMCgpjlxQlRMeLZ%20UxERFkJiLGhqRA1pqKZp+0rcGbZ1lGFcsxN6LSNNlgmcswniO3yvAm2gm266aqjZQi6KaiMOkimT%20M6KI4L+1gApm2VWmimnmixEUxHM2NWS+M52U1DedisdKkgCk1HU0bzknAOdUVBx8K0GGtuqL9eEG%207RtFNPPNkbW/OZGF9s2iUDAs4IYEJJwLVJopmbbItRuxba21skTpEFp6dE6DLNF3sXeC9kVFVETO%20OAlim2rpdNBhZupr3OvEyyno9qc7AUXUF+XHRCacVUbebF0NqLlVNnAuxarVRTVzxaiaYnnaWwT7%203KbdS6WdLRusqMAkhuQhpguP/LRMuXBKslVoMpqvU90t1yiWtuwDc41zxbYeOS202bqCpEySOCqI%20qiOI4r5XFUTETFkkxa+2n52okktw39LBZ7euZSealMGILgqp800IquZdlRTTFMWRFiIiI5mlqySg%20UE3T31B37bO9MerbH7X8afZhlg9n01e1Jdvr9l+2n6HIph9mr9vvUmJ2qfP7sqVYtSgUCgwGlr1p%20OyXa/wAS7y4tu1G7cZUiUcswZdfjOukcMgNzLnbGOoB5KrlUV46D7WSfYLr3kSJ+nTakx2ba4xe5%200XKTDskn2iigrgeSbjbYvY7VwQkxoNzQKBQKD5BKimbwA8BHGVBkChIqtkooaIaIvkrkJC28S40H%20wtt6s90Aztk+POBpUFwozoPIKrtRCUFLCg/kO92WdJeiwp8aVKj4pIYZebccbVFyrnEVVRwXZtoE%20O92WdJeiwp8aVKj4pIYZebccbVFyrnEVVRwXZtoO2gUGK1rEdut4j2+3W8H7rFjLL6cUt6CbTRHk%20EG3Y4kZEZAuxfJTDbQT7E9Y2J0CSMeSWoEmpb5zF0lPSpEPeMuGu7VwyHKaN+SYp5Qr+qg9FoIWt%20JzsWzI00DBOTn2YSFLHeRw35oKm6GKZkTiTHauFBijs9q0m88V5s9s3ptuFaL7Gio010hBUhZeaN%20XEacVU+bVFwLg4aD0e0SXZVphSXVRXX47TjiomCZjBCXZ8a0H1myOjQ35ORXNw2bm7H5RZBUsE+F%20cKDy9LE10aNqu72a0Xi2TQCTOGFEyvxgNM28HyjSQIY/OYihcfhoNvoy5s3CBLOMrSwGJbrEDo4i%20LfRxQVbyoOzDAqC/Qec3qzzdT3O5S2oFpmJaJHRQt8yOpSH0ABIs0lDRWs+f5tMqjwKtBR0ZdrM5%20dlt1kht26E3DVyZbxaFl5mWD27MHkRMcyJ4eHhoNrQZTWJHcZbFhj2eFd3zZOW6lxLIy22JIA5VR%20t0s5EuzBEww4aCVYpmmbY4wFusMa0XxZrMG5wlAd80L2Plg4KJnbJBxAk8laD0CgiazfjN2B5p+G%20Fw6W4zFYhOFkBx590QbQjwXIgkqFm4sNm2gxLVogxZJWvVLEpoiA3Lawt0mSrZJVsVLcojpAucU/%20YNPKTw0Hodil9MslvmbsWukxmXt0GwRztoWUfgTHBKDsdc3bRuZSPIKlkBMSXBMcETw0HlXUqSok%20XWFzstpvFunAMmdGhxMslhs/KzieYkkk3j85iKFs2UG20XdI1wiTlhKytsjS1ZtyRxEG0j7lpwcq%20CiJwuLQaGg861DDl3K93KfaLUZpbnAjTpUO4PwZkkxaEyBsGkRs92JiibxUVcME2UFDRz+nRu7aW%20USfG4QnJMqfKddembxh4G9y6TxEQ5VcXEeJaDa0GX1g4c6RGsDFph3aRJadlON3EsrDTTKiGbFG3%20SzkTqIOVNnwUESyS9NWogSFYIto1CEyNCuENRHeg3JcRvetOoiKbZIuIkmziWg9DoI+r7i7b9PSp%20DQNG4StMCkhMWE6S6DGZ1ObDeZi+BKDGMabsmm7u0Wo7Pa34Uk0SLe48MWG2Xy4G5DJE6LaEvyHE%20XDHhwoNxpefIuOmbRcJKoUmZCjyH1FMEU3WhMsETg2rQU6Dy+QlonCxqe+aRgHYZ6b0ri0u9lNNG%20uLb8ppGwxEkXElEiUU4eCg3OnZkR3rCHBZZZgW6QEeGkZBRsm3IjElCFB8nhkL8nZhQV6DC6oaO9%20XOa03piDe2bKTbUg5TiBJM3GxfVuP82SeS26K+UaIqrQdulJ+mQkwYmnILESFOjS5EkW20ZebfiO%20x2908Kbc49JLMhcGGzZQa2gzurpMl8othiwI89+5g66YTHTZYBmKrakRE2Dh5s7oZcqcO3ioOZrW%207ixiYlREhX2PKhR5lucLMm7ly2o+/ZNMN43g7ihJwLsWg1dBK1Td37RYJdwYEDeZQUbR3FG0Jwxb%20QnMMFyDmzF8FBEau1701IBNQHGk2aYey7xGVjiw+4v8A/ZbzuJkcJdjqLw/K4aC1pK5Sbnpu3z5R%20IUiSyhuEKIiKq+BEoK1Bg4N61e9DDVTTUSdBdUxftUdkhmtx2zJEQH1Mt66G0ibUU24om2guaX1I%201fJd1civhItzLjCQzBMPJcjgZoXHihkuKLtTgoNBQZG5y9T3K/TodoegsdSow42xMZJ4n3XgU82c%20TFWgQVyIQiq45qD+2vWblyvtutu7WHLRuUl3trqIrrTrKNK3gXGBZ1UTTYSUGtoIepbrOYdh2q3w%202Zs2571ECU4rccWmhRXVcUQdIsc6CgoPHQS11w9HgSI8yEMC/QTji7bjPM2bLz4Mo8waIOdvy/B5%20K7FoNhQcF+uwWizyrkbavJGBSFkVRFMlXABxXYmYlRMeKgz1pvEuxSWrffLVHtMa4OkcWZDeJ6L0%20l5c5MuZwbVozJVVNmUl4NtBe03dXbrZY890Bbcez4gOOCZXCDj/20FKgwsS76wksnqWI1DmxEcdZ%20cs7bSjNGOy6QKIyFNUJ5MuZW1FE4k24UFjS+p2r7PuZxHhetzKRliqg5SFXG1VwT48yEmCovBQaK%20gyV+n3SXe1jWqzxri7Y91KN2TIWOaOvCSC3HUQPylbxxU1QduFB0W/Wke5TbYxFbUClFIanx3kUX%204z0dtCVsx4lxX9abUoNLQRNS3aZFWHboERqZPuZm021JNW2EbbBTdJwkFxVTDZlQduNBJc1xIhW+%20ZFnQQt99gA2QwFPOy8yRi2jsdxEDOG3gwxFdi0GxoJ+orodqsNwuTbe+OHHceBviVQFVTNhwD/mX%20wUGcC66g04rc29nEnWOWqHKuMBgmVjOOImDjo53d4yvArnCnCuyguaTuci6WNqa+YuOOOyBQwREF%20RbkONhhhs+SKUFegxharvWZ2+NWRqRYmXXYxSWXVKfuWHVbceRnd4K3nBVyIebDbhQWrLqJi7XKY%20zFJt6CyxFfjSW1x3iSUcVf7N3QWaDM3q8Xp27OW2zWyLcDt7TUuUUt5WcDcI0aBnBtz5zBtVzLgi%20eGgQNasXCVa47DStPyX3o1yiPbH4rrLBO5CFPCo7F4FTalBpqBQKCbp76g79tnemPVtj9r+NPswy%20wez6avaku31+y/bT9DkUw+zV+33qTE7VPn92VKsWpQKBQcF209YLwIDd7ZEuIt/8tJbDb6Dj4N4J%20YUHTCgwoMcY0KO1FjB8hlkBbBPiEUREoPtQKBQTFucS4OyrW0s2O/kcbKT0WSyIqnkKTT7rSMkqK%20uIqirjwpilB5wcJm2aX17DjE4jCXNsHnHHDNwm3hj9II3CVSJTEzUsV240F/VCuQdTPHbBFqR+XJ%206ubvyFFGDb6MqZf8pESD4NtBKvwjA0/pB+ziISwgyQjEC5VVlbW46SoSbflgB/7qCkwxFjF3drAA%20ENQVocuCYxjgE45tThTMIl8dBvqD8OK+ipuwEk48xKP+AlQTZVnCTcotzNhBmxEIWnm5DgKoF8pt%20xBFEMMduUsdtBIW1s3fVTs2VAbCbYXWxhywcMFcFxhDUT8jAxEnFw8H9tBps8zmm/pC8yg+M2Ks6%20K5EmRGJEV5MrrLpKYEngUVbwoM/eZsNy5W7TTiQHIEkHWJlucdAlyi2m5HIo5h2p5OCUGjYbfYZb%20YaYaBpoUBsEcLBBFMET5HgoP3nmc039IXmUEGZvLbap8bTcSK1OZMHTiRlRVE3iFVImkBMMw4rQU%207bbGrYybFvhR4rLjhPE00aiOc1xJURAwTH4KDrzzOab+kLzKDhVmFHuySVjRGrrNBWkdz5Xnga8p%20RxyYnlTb8FBxadhTCbG8ToDLV8kNqzLfxVtwgBxciEiBhsFEwoLeeZzTf0heZQcE2zhMnw57rAjM%20gqW4ebfcbLKeGYDyimcCypiJYpQSX7YzetUG9MgNjKsJsHCmA4YESOCpqBrkwMELi4loNLnmc039%20IXmUHLdLcl0gOwZsZt2M9hnFHjFcRJCFUIQQhUSFFRUXhoJGoYaSmrZp6ZCGZBnKbLjrjrhOgrDJ%20OA7vcuZHMwJ5fDjQWoEV6DBjwmGg3EVoGWszpKuVsUEcVyeBKD7E5LEVIm2kFExVVcJERE/4KDL3%20G72202K4Lp87axLPM+20w+3gTxYIpZMqIqrhQWbIxb2I7y2ZiIMd543nujO4grxomdfJBURV2UFD%20PM5pv6QvMoOFm0CxdpF1ZYQJcsBCThIc3bmREQTJvLkziIoKFhjhsoJGmbYy/Md1QMBuLc5iPxpI%20i4YgaNvqCGoKC+WSMjiXHQaXPM5pv6QvMoOGfaBnS4cx9hElQDU4zzchxskzYZwXKKZgPKmYS2LQ%20SJlsZvep16bAbR+xrFkwZgOGBKrhGagRZMDBCaFctBpc8zmm/pC8yg+chlySwceTFYeYdRRcacJT%20AhXhQhVtUVKCRLbM4ltt0GJFfsivOQp7IkjjIRmY74K2XkYCgPNAC+BfJoKVsQG7dFbtzcdbeDLY%20w1aeUm9ygojeQkBcRy4YLQdOeZzTf0heZQQn46ab07ditsQDCOzImhBJ910ULdqW7ACFVEDIF8gc%20ExVcKDpsGnothZksWyKDLEp8pJtb4yETIBDAMQ8kUFtMB4qCpnmc039IXmUHC3aQZu7t2bZFuZIb%20RmQqSHEbcQVTIpt5cimOGAlhjguFBKsNsjyLxJ1GMFuNdiKXAfQXTETaalk0LhAofKNIw+VxpQaP%20PM5pv6QvMoOG4WgZ8iHJfYFJEBzexXm33WzFdmYcQFMwGiYEK7FSgl3O1M3vUYMzoDauWYYdwhTB%20cMS3hvvKrakgYECLGBVH/wAKDRZ5nNN/SF5lB+Hm3n2TZfjMusuCouNmakJCuxUJFbwVFoM5e50O%201t2uxsjAYivPjGkW83QROiE24ijuzFMBUsqbEoL8CGsCGzChxWWYrAoDLQuFgIpwImIUH3zzOab+%20kLzKCNKBLfHuw2aLFavLzDkxWGSTeOO5SFtwm0BM2YxwxXhWg6bPbUhNG+xBYjSZyi/OyEoZ3lFE%20IiFAwx8NBQzzOab+kLzKDhkswmrjHuEiNEbuB4xY0ozyulnxLdCShiuOVVy0HFaYMuROeutwt7I3%20Nh6TGiylVQc6JvV3Y4oHlCooioq0FvPM5pv6QvMoOC6WcLmUY5LCI9DcR6M81IcacAuBcCARXAk2%20EnAqUEi+Wtm/X9q3XCA2Q29lmfFmA4YmLivEKghoHyV3aZh/8KDTZ5nNN/SF5lB8ZsUp0N6HLjMv%20RpAE280ThYEJJgqfIoIt4i9EssKzHCGfb5b7cF5uS86+W6cx2kZDmxHDYSrsoKdmta2i2R7bEaHo%200YVFvePEZYKqltJQ27VoO3PM5pv6QvMoM/Iudmt7Fzk207azcZAm44rb7aE4+IKgqaZUzFj4aD7a%20YSIcY50NmH06aLTt0OO6mJP5ExU0AVRC4aC1nmc039IXmUHAVnBbwN4FgQnI1uDMH3BFxvaoo4CD%20kPKpLlVU2UEm2Wxm46gkagcgNsXSA+/BF0HDBHWhRBEnByKhqiEqCVBpc8zmm/pC8yg4LtZwuoMD%20LYHPGdR+M80+40424iKmImAiSYoqoqcaUEnUFsZv94ZtFxgNm1HYSdHlg4YuNuo7kURNA4CH5Q4b%20aDS55nNN/SF5lB+TSS4BNuMNGBoomBGqoqLsVFRQoIkkXYtuYgWGJFWM1MajS4rCoYNtOOIT4ECB%20gHkHivgxoKFmYixba1HtDEYbe2piyLDqk2i51zoKoCpsPHHwUHbnmc039IXmUEtmAFo6xkwmBF2V%20nlux1kOECupiRGDaiqCpkvlZcMVoOPSNnYiRiu8OC3EfvTTEmXHF00bFxQU1QAUPI8pwsU8NBoM8%20zmm/pC8yg4XrSB3Zq8KyITmWlZV0JDgCbW1cjgIOU0FSUhzJsWgjwbfHuWpn7y9BaZutqfciMug6%20YK61uRRCcHJ5eXfEgrxUGoApKl84ACPhE1Jf7FEaD6UCgm6e+oO/bZ3pj1bY/a/jT7MMsHs+mr2p%20Lt9fsv20/Q5FMPs1ft96kxO1T5/dlSrFqUCgUCgUCgUCgUHA3YbQ2NwEYwqF1IjuAGpGLqk2jRZh%20JVTBQFEwTZQfKz6Zs1ncN2CyaPOADRPPPPSHN23jkbE3zcIQHHYKLhQfO16Q09a5QyoUVW3WxNth%20CdecBkHCzGLDbhmDIkvE2iJQLXpDT1rlDKhRVbdbE22EJ15wGQcLMYsNuGYMiS8TaIlBYoFBH1e3%20cnNNzgtu86WoJgjC5XlDMm9RpeI1bzZfhoMPpCUy/cLfBs8ea10G5TnXidakNNNwHUcytuk8iZjM%20t3lHaqKmOzbQeoUHHdZk6JE30KA5cXsyJ0Zo2mywXhLM8QBs+Og84Cz338uzre/odZVxklILrByR%20AzmbxkYPGavE4hhmTgXi2KnEHpdvB8IEYJCkT4tAjqmqKSmgohZlRSTHHhwWg6KDznV72n4upnzK%2083yHcH22BkR7QGdrbmFlDwYd8stuGK40Gm0NLiy7CL8WXPmsE64ISbmiI+WQspYIgt+ShIqJ5Pho%20NBQZTXzFtNu3OyJlxjTW3iG3t2jIsp1w21ziKEB+SgIqlwJ4eKg+eiCY6XLbK5Xl6a2A723XrdiY%20ASrldbEGwQkJRVMyEvgoNfQT9QBEcs0oJcN24RyDByGwmZ1zamCAmYNuO35SUGLs9i7wm5Iv2x8r%20JbBxy2y6SOtFVOERRERDaHi2PktBubS/cH7bHduMcYs4g/6hgSQxE02LlVOJeFKDroPKgW1HImFf%20rRqSbcVlyMZMcLkLBN70t1uhZNoEBG8qJ5P9vDQem27ddXxdyDjTW6DdtPZt6I5UwFzOqlmROHMu%20OPDQfcwExUDRCAkVCFUxRUXhRUoMXdtFNDLwtGldOOxMqeXLbRpzNx+S3GdHD9dBS0K4i2yUwtsh%202l6LLdYfh29ERpDERXNsBtMxIqLwcGHxUGjoMxrxsziQd+3JesoycbwzDRxXSY3R5VVGvnFbF3Kp%20oO3D4MaDh0Y3bxvkotPR5UfT3RkR1JASGmil58UVluTgaYN458EQeCg2tBJ1YdwDTNzK3K4M5Izn%20RlZEjczqOzIIIZZvBgi0HnzUm0W9+1S7Fp6/QZgvtrPdOHNLGPgu+B9F3iOkXFgi+VtxSg9Pt84J%200NqWDTzIuoqo1IbNl1MFVPKbNEIeDjSg/U2FGnRHYkoN5HeHI4GKjii/CKoqfqWgwdq0RpiTarq7%20FtZEcaVOZhg9NfRHjacJFzqBpux3yEKYoq5UQlxVaDZaekQ5NgtkiEz0eE9EYcjMc20TYqAf8Iqi%20UFCgxutLWs65spBskiTdxYTdXlqT0EGAzllAnxVTPAsSyIBcPw0FnSdv1DAtKMX64DcpuciF4RQc%20raomVtSRA3iiqL5aimPgoLNBB1hEnvRrfJiRVn9XzWpj8ATQCeBsDREFSURUm3CF0UJcFUaDmtC3%20G5ao65ctT9qjNQjhn0tWkekGToON+Q0bqILOU8FVf21oNPQcV9G4FZLgNtXLcSjPJCXYmDytru+H%20/XhQebWCVHWStntEa5NywvUSaCPtyBVpgY0duYcl11EFc+D4YY+US4omGFB6tQc9wkSY0N16LFOa%20+CJkitkAEeKomCE4QAmCbdq0HnseFek63OdoRbg9cJDr4Ovv28iIHBRAacInTVEb+SmXi24Y0G10%20pFmxNNWyLOQxlsRm23xcISJCEUTBSEjRcPDmWgq0GC167YI17jyZV2u9vn9FyK3aAz4sb3ASdwZd%204XCyjivDwUFXQMyJKhTFizrpPBt/dm7dxQHBMRTMAJkaXBMduKcNBqKDOa8ZtjlmaKfKmRN1JaOI%20duRFlnI2i220ig5ipZl4E/uxoJejlaS8k09cr90wWScC3XrdCDjeKCTre7bRCyKqIuB7MdqUG3oO%20e4iyVvlC+yUllWnEdjgmYnBUVzAKYpipJsSg8/tlh1uskHbCr+mrYi/VLnJSehAq44BGwc3X6n04%20eCg3Nkeu7sFFu7DbE4HHGz3KqrZiBqgOAiqRChjguUlxSg76DzK4Lbzv12W+2vUNwcSSqQ3oQXBI%20yR0AcotpHNoNhZsVwXFduNBvdP8ARepovRGJEaPk+bYmbxHxTFdjm+UnMf8ActBQoMhe9GxlkCdp%200xp+QBopPuTmkbPOq8W7jvY4+FVoProcVYeusB20W6zyIjrYuNWxPIcQ28wuEqNtcKLsxTGg1VBn%209cDMKxYMBIdY37PWLUPHpBxM6b4W8uBY5eHKuOGOFBD0u1Zh1KyulI0uPa9w71sTzcpmOR+TuEEZ%20SCquouK4gnyeFaDeUHPcSfC3ySjqqSBaNWVQVNUNBXL5KIqlt4sKDyZlyFFtMKXAsF/Y1SBMK/PO%20LNMlNCHfm6SoQuNkObycu3wJxB6raro1conSW2JEccyju5bLkdzZx5HEEsPhoOl5lt9lxl0czToq%20BjtTESTBU2fBQYO0aH0nJnXtpi3O7uJJRoHXZkhM76sgZiggSKIChBtLFV28WFBpdGOw3NMwliRR%20hMiJtrFElMQNtwgcRDXaSbwS8peGgtUGU1tb2JrsVtuxSLpcUE1jTY7yQ+jpsxxlIQmOK7UFELHw%20UHVo216pt8N4L/chnmZIsZtPLVkNuIk+otk7tXhIaDQ0ETWNum3CxGxEa6S4LzDrkNTRtJDbTwm4%20wprgg5xFU27OJdlBNiuXO86mt1xWzSbSzbm3kkSJisi46jw5UZAWXHVUUJENVLDgoNbQKBQTdPfU%20Hfts70x6tsftfxp9mGWD2fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1KBQKBQKBQKBQKBQKB%20QKBQKCHre5yLXpW4T476RXWQH/qVRC3YkYiRCJbCJBVcqca0Ga07fdLSLxEZi63nXOSZYNwXSYyO%20rlXYqDGbL4flJQeg0H4deZayb1wW94SA3mVEzEvAKY8Kr4KDx4pasXC6sTWLjIvVyhyGFJkHz3sr%20pJLHJh0fmgbEEDKqEiCibduNB69BGSMKOMpUKUjYI+ScCuIKZlT9dB9qDz7VpMDebkxBWY9OebhS%20TGLCKWMeVFd3sZwyRR2GjeBB4NvHQX9CtSRs7z0oXQlypT8mQLscouBulmVG2jIyQPAqltoNFQef%206562t9whXN6/hG3b7i2yMzbHJT2Um13oFkfTOORMSXKmHwUH90Fc3brqOdNkXB2e+ENkEz25y3g0%200ZqYZVN1zNvNpcHFw4UG/oI+sGbg9pi4t29XElkyu73C4OqmzOja/wCdQxQfhoMDBskeFq2G1Hau%20brwT2pERHzmORyt7sVFInCMibE2H82wlRccNi8QerUCg8uveodNt9OGNr6e1cAV3dxU3Lgi6Kr82%20gJGQl2+SiZsaD0WynIcs8E5KGkg47RPI7hvENQRSz4IKZseHZQdbmfIW7RFPBciEuCY8WKpjQYbU%20+jbreLg3MK2wZDqsNg8blyuMbBxEXMIhHDIooq7CXavHQdumIt+sbsa1OWeFHtb5Oqr8CRIkE25l%20U87yvtAS58MM2ZVxwoNbQZXX0mSw3act0dssJ2Zu51ybVtBbbVo1ET3gkIoZiIoS7EXhoMpLu863%20XKVItWq5F4hwWWXN24sZ5kpDjyNjFM2mxzE8KrlyKhDhx0HqtBN1KFzPT9xG1qo3FY7qRVFcC3mV%20cuVV4C/y/DQed6bfYOc1a7PGuDcmPeUlJv25De6h7hsX+kOPIiKp4GOVVVVLb8NB6tQKDzG4aeud%206m3S5WqMyzbOkvtSoJT5kdJrkY1aeNwGCRkM5NqKZkXFNq8NB6DY5cWZZbfLiN7mJJjMux2cMMjZ%20toQDgnBgK4UHbQYjWDVrLULRakjS5Nh6KKQ9wEh1gJW8Pe75uMhHmJvd5FJMNhcdBT0IDgWuVkak%20s2xZRraGpmffDFyBhijnziCru8UELblwoNJQYDXUG7HJCINriToV0ntdGFZ8yM+UhIqipmjQiIAD%20TJeSJ4LhjhmWgaNsr1k1YUSTbI8J1+C66zIYuE2YhiDrSGOSTgg5VMcVwx8GO2g39BP1FMkQtP3O%20ZGIBkRoj7zJOYICG22RCpY7MMU20GEsOo9KyZluQNeT5ct5xnLDPcALrhkmDRAkbEUMlyqOf9fHQ%20el0H4deZZDePGLYYomc1QUxJUEUxXwquCUHllwnRoOsn3ryxPkOPrcI5Kw2++DkZ0WhitR90itiq%20ChoSIqKhYqXFQeh6XauTWnLa1c1JZ4Rmkkqa5jzoKYoS8ZJ+0vhoKdBhdchBO6uRs0x2VPtpx5Ea%20FFKUYNo4pMP4oqIGR1S2L8r4MKChoFLg4zcptxF4Z82QLj6OxThB5DINDu2zJwlxFvEix4fioNVQ%20YjvAYujQsTyvgQYjMpg7fHbt5y5HSURRQQyPDvM+JeTk4F/XQTtIXp686ujvybm9PNmG8sdorW5B%20bAHCBCcRw3TxzKKDwL+qg9IoOS8BNO0TggqozSjupFJFwVHVBci4/wC7Cg8n6hGPOhCLF3dkSSt0%20iA28cwwMkdQZzUnElBvIg7xc+GHxbKD2OgUHnd/vml2rrMZe11Ot0wTIShtqyrbR/wCVBWORKieD%20P+ug1ejZEyRpe2vzTdckusoTjr6ILh4qqoaoiBhmTaiYcFBZoMXqrSt2vbkR9y3wZD7TZA6p3CfF%20QVzqqICRwwJMOMkxxoP5p23ag04bMYbJBbt8yQIynIUuVJfEiHKjriyGkUhHKiLieyg2tBmu8CTM%20jWEHI0122j0pgZNwaQS3DBHlccJCEvJRF/Vw8CUGQutxehzVcs+tZM9iNDflyVIoklpomsFa3xNt%20COR1VyZNhcaLQemwX3X4Ud91vdOutAbjX+UiFFUdvgWg/s1JKw30iqiSlbPcKXAjmVcuOPw0HkVp%20fMSlWqLGuQ36Q/bnwV5uRnGS1gsp554/IyY5sfKwJF2JQex0Cg87vdiueoL/AHN+yNtwxiuDEuD5%20TJkYpbgtAeUgikKZQBxBQixVfBhhQa3SMmJI05BOJFSEwIK0kQVzC2TRK2YoX7SZhXyuPhoK9Bj9%20cNxiuNuK9MypGmxbe6Q3FF5wRlKQbkpAR8XCDLnQdipm4eKg+mg22xK5rbmZMfTyuNpa25aOiWZA%20Xfk2D/zotKWXKhceOFBrKDC94Ea5ADxt22LOhz3IkdQObLjSHH1cyNCKNDkBEJzaudMeOg4dPafk%20WLVtsGXaY0XpYvozKYuU+VgYNKShupGA4qOO1Uw+HHCg9IoFAoJunvqDv22d6Y9W2P2v40+zDLB7%20Ppq9qS7fX7L9tP0ORTD7NX7fepMTtU+f3ZUqxalAoFAoFAoFAoFAoFAoFAoFBH1fMnw9NzpMBVCS%202CZXRDeE2CkiOOoG3MrYKRYfBQY3S+phkTrZAt17O6vjcpzb7ROo+R29ENQedJPk5SBvIuzHHBE2%200HpVBPvdkiXiEkWSbrSA4DzL0c1adbcbXESA04FoM3bu7NIcNuMmo7yiN47GZW6DaSlsDKWHD4aD%20YsNbpltrOTm7FB3hrmMsqYYkvGq8dB+6DzTUd2jxNcXAD1SGmXFjRkQUaad36eWudzfIYoY44Jgi%20Ll8NBsdIzAl2hHhvSX5N4SdPEGm02YeRlaQR8mgtUE262bp023TAdRtyA4akJChi406Cg62qKqYY%20pgqL8FBK0rpO42iUjs2e3LbjQ27bAFtpWiSMyakCvEpFnNEVBxRET9a0GnoIWuXTa0hdTbeKOaRy%20yuN5s6quxAFQRSRT+SipwY40GYsEawDdIRNaQvUGQhioyZBETLRf5jVZJ4in+z9VB6JQfKSwTwgg%20vOM5HAcVW1FFJAXHIWZC8kuBcNvw0EJ7SM1x5xxNTXdpDJSRsDiZRxXHKOMZVwTixWg7LFarrbnZ%20Tcq5u3KIe7KIcndq+C4KjiETTbQqK+Tl2eGgrUCgUCgzOt+mvJaoDUw7fEuEvo8yW2AGeBNGrTfz%20gmKI44iDio/Bx0GZ7sZBFcxirc3JydXo7LglukGHMB5G3RIGm28CIkxDMmKCi8PDQemUE7Ujtzas%20FwdtYqdxCO4sURTMW8QVwyivCXgTjWgxEGZfJd2iXViVcejHOj2+3RHgcAHojTSLLlSGiEURTVSU%20SJE2omFB6RQKDOz9BafmypD59KZGYWebFjyn2Y75LsJXWmzECUk2Fs20GgZZaZZBlkEbabFAbAUw%20ERFMERE8CJQfqgwWsljrqgBukC83C2JBBYwWoZm6B/eubxXFjK3iRBkw8rYiLs2pQX9GJbEtbvV0%20KfBY35ZmbmklHlPIGJD0ojPJhgiYLhjj8NBeoOG82WBeIfRJokoISONONmTTjbg/JcbcBRISHHhR%20aDmsul7fan3ZQOyJc14UbOZMeOQ6jaLijYqa4COO3AU28dBXoOK+yJsayXCRADezmYzzkRvDHM6L%20aq2OHHiSJQeeWTVLSkMCDqF26XAr1E6OBkLjr0VyLH6XnbFPm2g3jxcCIJjhwpQeoUHHd7VEu1ue%20t8vNuH0TMrZKBiokhiQknAokKKlBl4XdmMUXhHUd5FHXnHsGpW7T5wlLyvJLMW3aXHQa2BE6HDZi%20752RuRQN++Wd08OMywTFaD70Hnmt7kxD1nE3moQ02S29cklG23SexeXEHEdQgQQwxBVHhUsFoNDo%20qeEyFIMNRDqNBcROkC2y1u/JRcmDIii+HbQaKgm3y0Hcm4qtPdHkQpLcthxRzjmDESEhxTYQGQ/B%20w0Eix6QnW68hJdnA7boYyhtscGsjojNdF4xdczKhC2oYAiCnhWg1NBxX1xW7JcHBf6KoRniSSiKq%20tKjarvME2+Tw0HnGn49jJu3G9o++pLVGVOWpmbWfZ84pFJFVHHylxD9VB6pQfKWwUiOTQvOR1LDB%205pRQ0wVF2ZkJNvBwUEWbpaZJluyA1FdYouEpJHYOMjYY8QZ45lh8ZLQfWzWa722c5vbvIuVvcaTA%20Jm6V4HkLhEmm2kyKPEvHQWqBQKBQZ7XMiazZmkjSigtvSo7EyaAiZNMOGgmSISEKY4oOKpsxoMdo%20pCi6oYtp3ZyY6hXBq4WrBkEaOK6gsvuA222qg43go5uNdi8VB6lQfGaUkIb5RRQ5ItmrArwK4grl%20Rf10HmLM7U01pqe3LuYOW9IMSKybbjSS57zmeWr7SgAk22K5ODKiIqotB6pQKCFdNF2a4zXZpnKi%20yJAoEoocp+MjwimUUdFoxQsB2Y+CgrQYMSBDZhQ2hYixwRtloNiCKcCUH3oMTrshW8WwJ0S6zrRu%20X1dj2oJOx/MG7N0oygqplzoiZuHiXiCholLOjcvq233OAmIb1LqktFNcCw3fSjcXZx5aDTUHLdLX%20BukB2BOb3sV5EzhioriJIQqhCqEiiQoqKi7FoJ1p0jbbbN6cr8udMEFbZfnSHJJNAWGYW864Dmw2%20qiYr4aC3QKBQTdPfUHfts70x6tsftfxp9mGWD2fTV7Ul2+v2X7afocimH2av2+9SYnap8/uypVi1%20KBQKBQKBQKBQKBQKBQKBQKBQfFiFDjkZx2G2TcXFwmwEVJf9SoiY0H2oFAoFAoFAoFB+W3WnMd2Y%20nlXAsqouC+BcKiKonmTNMxzv1UoKDivVqZu1qk215xxpqUCtm41lRwUXjFTExx/VQTLfpOXDkMul%20qK7SgZVFViQ5GIDROI8rAmqf8VBoKBQKBQFVERVVcETaqrQfhp5l4M7LguAuzMCoSbPhSpmJjnRE%202v3UJcF2vUW1rCSQJl0+U3CZ3aIuDjqEoqWKj5Pk7cKD9Xe7QbVCWVMJd3mFttsBVxxx0ywbbbAU%20UiMi4ESgnwNRRVuwW6XbJFonTRJyOklI6pIVtMTQXIzr45gHaqEqLhtTjoOUtfW8YZ3PoExbE2eQ%207ygs9HQUPdq5k3vSVBD4SRr4fk7aDT0CgUCg/O+a3m6zjvcMcmKZsPDhw1Fscxa/VSFBwWK9Rb1a%20mblFEwYfU0AXURDTdmTa4oKknCPhoJj+tYwtSJUW3TZ9siEYSLlGFlWUVpcHVATdbedRtUXEmmyT%20YqJiqKlB3R9SW2TdItvjqTpTYK3KPIFE3RMIYAm3HNiW9FU8ngoKlAoFAoOaOxbt+7IjNs78/Jee%20bQc6r4CJNv8AbUzEwiJiXTUJct0ukC1wjmzndzHBRFSykaqRkgiIgCERERKiIgpitBMi6saKdEhX%20C3S7S7PQugrM3Ci6YDmJtFYefyHl2oJ5cduGOC0HdeL3CtLAOSM5uvnuokVkc7zzqoqi22PhXLwq%20qCnCSom2g5rfqVmTc1tcqHItlxVrpDMaXuVV1pCykTZsOPtrlX5Q5sybFwwoLFAoOCbeosO5223O%20iav3QnQjkKIoCrLaulnVVRU8lNmCLQd9BxXe7R7XD6S8JuKRgyyw0iK4666SAAAhKKKqqvGuCJtX%20YlB+bVeotzcuDbAmJW2UUJ/OiIiuA2DiqGCliODqcOFBzX+5w48GSxcQejxZCtw25Io2aOHMXdIj%20Y4mqKKlt3gIPx0HBA0RIhCwDWpbwbMfKgMuOxiFRHgElWPmVOLhoNPQc9xmpBgvzCacfGOCuE0yi%20K4ojtXKhKKKqJtwx+Kg+kWSxKjMyo5o5HfAXWXB4CA0zCSfGi0H0oFAoFAoCoioqKmKLwpQfkWWh%20cJ0QFHDwQzREzKicGK0H6oFAoFAoFAoFAoFAoFAoFAoFBN099Qd+2zvTHq2x+1/Gn2YZYPZ9NXtS%20Xb6/Zftp+hyKYfZq/b71Jidqnz+7KlWLUoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoPPZHdLvn3%20Heti8slLymMxbfCW8TGvAr+x2zM7/V/l9DR9+siI3Ov/AA+D/dE8LDhM3NHXhFVbbJnIhEibEUt4%20WGPhwqlX2KYjkrtnzf5aU/f4mYtosjz/AOEuy92l8mvuDORbcyCbHCQXFIseBBQk2fDjXNp/tGLX%20M73qR/X9XVqfvOFREbnrz/T9Ff8A+IP/AHb+H/8AVrq/Bf8AfD/lyf8A+g/44v8ADT6S0r+XmH2u%20llK35CW0Mgjlx4BzHw416eh0WRExvb1ry9frvmJid3dsX67nnsJf7Pa7pr95m5RW5bLdiVwGnkzg%20h9IMUPKvk5kQlwXhTioI+j4saMugJzDQhNuceSFwlJ/zXxSMriC8fyjQSbHKhKuGGyg9ToPhcIvT%20IEmJvCa6Q0bW9H5Q5xUcyfCmNWoq3aonxIqi2LHk5f8Ab7mJV6/XauO2Jiv6131e1+Z/46/8PP8A%20kP8Arq/y4rt3CXCNb3n7fdEny20xbiKwjOfbtRDV00RcODFKvh/eKZqsqpsjx2/4Vr0MxHJNrg01%203JX+5tPOXV5bOgKiMgTaPGfDmVUFwMqJ/fWmP91oon1fW6lMPRVVc/Itf/8APf8A7/8Awn/r1h+Z%20/wCOv/DX5D/rq/yqz9PRtHaf09ElXFHo7N+jvuy38GQAVA0X5REgimX/ADV5mq1GbXvWWOzBwtym%20y21X1Pd7Rcgtdztc1m6RrHcWZVzCE4MlW2Dbda3pNsqZLkUs3BjghLxVzNVMdZ2udd4dvsitXkjU%20nJkiK6LjUVoQLKRuAhhncJMghmRV4eCgxhy7TbrfKl6Tv0q1XbHFnR8sm3vnxNSKMMFxHHm1eNV2%20tHhtzIuWg9TaIyaAnA3bhCim3jmyqqbUxThwoP1QYzVHdz17dTuHWRR84iO5VreImVETyVzhhjhX%20n6jQZlW9vWObF0+9NtqR/wDDX/vH8N/6tYfiv+ur/LP5TyoX/wAZak636Fu/+kz4dP8AJybvH5eX%20Njjh+z/+tc34/E37OjxsvlqrbF3/AOGv/eP4b/1a6fxX/XV/lr8p5VfS/dz1FdQuHWRSMgkO5Rrd%20ouZFTylznjhjW+n0GXVvb1rTC0+7Ntrn7t9T6aY0tb7e/doTU/ePt9EOQ0L2c5LmUd2pZsVxTBMK%209B0v5pTUtk03pRi03iSMS7WtDjvW81/6l0xcXKTDWwnkexQgIEVFx4cUXAPvbZMqVry1SZcToEl+%20wSHXoalnVojlxyUVLAMVTHbs4aDa0HymR+kxH4+dW982Te8HhHOKpinwpjVqarJiVaotiYedF3NY%20kq9cLtXHbHxX/wDy16n5T/nr/wAPM/Gf9dX+XzkdzbwMOExdEdeEVVtsmMiESJsRS3hYY+HCrU/d%20It5aev8Awiftk2clXV/lJsndffpz7gz0W2sgmx0kF1SLHgQRNNnw41tjfcKKY9X1mOFoK6p9b1Vn%20/wCGf/eP4b/1aw/K/wDPX/hv+M/66v8ALvuWl5Fj03bgaN25BbLrHuMkWwVTVkCynu2kU1LIi58q%20eCvP1GPmVb1lju0+Dl07ttqz+d7POnwIFjNq9OynEKQsZwTCMwKZleeIUNBVFwQQLBSXg4KwbuPU%20s2IN2sGoQcGRaba/LZnSWFR0GN60rW9PJmwFswymv7OO3joP1ctWjdOl2/S+W6PhBkvFcozgmzHf%203apHBDFCA3HDX5KFiibVoMYa2FYVn/LO7616HL/MW5/5256IW+6f+1n6Rly73ys2OXjoOy0aasPS%209CgsFkgudrfO5AQ5hlELDDo9IQsUeymWYc+OVcMOBKDhjFZFhaTavm7S0Rbld2FR7/kC22bosi7j%205O7HyR8rycMEXZQbHQ0q3xzubUV4GrHJuJjp5siEQcRGRJ8YiY4E1vkcUEDZhjhsoOvU6qmptKb3%20FInS5GbH5G/6I7uc2PH8rL8NBL0zqTTtsueqI9yukOC+V5dcFqS+00agsZhEJBMhXDEVTGgzmtWL%20dKvN+kyW2X4jUrT7hvOIJtgybhiZKRYigEBYEvBhQfbqqKdi1ldLXGFy4hcjajy44oTwQ8rCuhHI%20PKFFZM/kcOPxUFCCNgc1A4Oj3RYsx2d9Lq9aRUgBxVTopILKLjKFN4qIibzDh4qD8d3z1qi39uFb%20RtlwaehJjdrPvGFRttAUUnxsXG0dMyLKann2LsTFaDSd2yqui7eu1W1V/cKvM9Ic3OHwbvLh8FBp%20qBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCbp76g79tnemPVtj9r+NPswywez6avaku31+y/bT9D%20kUw+zV+33qTE7VPn92VKsWpQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQcV4tMe6Q+jPGbSi428y+0oo6060aGBgp%20ISIqKnGmCpii7FoO2gUCgUHPcYSToD8NXnI4yAVsnmVFHBEkwXKpISIuHHhQfSLGYixmYscEbjsA%20LTLY8AgCZRFPiRKD6UCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUEnS5EVteUlxXp9xT9ST30SqUY%20k1RbPjmP6TZHUvXRFM2R4on+sWz1vpdvr9l+2n6HIrpw+zV+33qXPidqnz+7KlWLUoFAoFAoFAoF%20AoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFA%20oFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoJGlfux/tC5fiD9Y4HZ/lV%207Utcbtein2YdlxtyTUjqkh2M7Gd3zTrO7UkJWzbXY4Dg4ZXF4q6qK923kttc9dG9Zy2WPh1TP9tT%20eRD9Xq2ZTdp4u8rl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYd%20Uz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6%20eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8%20ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTd%20p4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1e%20mZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5%20EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/%2021N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2%20HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXV%20enh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeL%20vGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU%203aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9%20XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tT%20eRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1T%20P9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4%20dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl%201Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2n%20i7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6Z%20lN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ%20/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/b%20U3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYd%20Uz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6%20eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8%20ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTd%20p4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5EP1e%20mZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/21N5%20EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2HVM/%2021N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXVenh2%20HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeLvGXV%20enh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU3aeL%20vGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9XpmU%203aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tTeRD9%20XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHYdUz/bU3kQ/V6ZlN2ni7xl1Xp4dh1TP9tT%20eRD9XpmU3aeLvGXVenh2HVM/21N5EP1emZTdp4u8ZdV6eHY+9qtrduh9GB1x5FceeN13LnI33SeN%20VyCA/KcXDBKwppiObxzP9ZtbTVM8/ijq5HXUoKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQ%20KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQK%20BQKBQKBQKBQKBQKBQKBQKBQKBQKBQKD/2Q==" height="321" width="784" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 7.&nbsp; </span><span class="textfig">Gráfico de Control de consumo de combustible diésel para los años 2020 y 2021.</span></div>
        <p>Al
          analizar el comportamiento de la gestión energética en los dos años 
          analizados se evidencia que los indicadores de eficiencia energética en 
          la en la UEB Talleres Agropecuarios Granma no son satisfactorios. 
          Resultado que está sujeto a una serie de medidas a tomar tanto a mediano
          y corto plazo (sin inversión económica y con inversión económica) en la
          entidad con el objetivo de mejorar la eficiencia energética de la 
          misma.</p>
        <p>Los resultados encontrados en esta investigación, concuerdan con los obtenidos por <span class="tooltip"><a href="#B11">Martínez (2007)</a><span class="tooltip-content">MARTÍNEZ, E. Y.: <i>Caracterización energética en el pasteurizador de Manzanillo</i>, 48pp., Departamento de Mecanización Agrpecuaria, Universidad de Granma, Bayamo, Granma, 2007.</span></span>, <span class="tooltip"><a href="#B8">López (2011)</a><span class="tooltip-content">LÓPEZ, R. J.: <i>Evaluación energética de la pasterizadora del municipio Media Luna</i>, 64pp., Departamento de Ciencias Técnicas, Universidad de Granma, Bayamo. Granma, 2011.</span></span>, <span class="tooltip"><a href="#B9">Machado <i>et al.</i> (2013)</a><span class="tooltip-content">MACHADO,
          R. O.; MEDINA, Á. B. F.; RODRÍGUEZ, M. L., PÉREZ, B. R.: 
          "Implementación de un sistema de gestión energética y ambiental en la 
          fábrica de alimentos balanceados “Chichí Padrón” de Villa Clara", <i>Revista Centro Azúcar</i>, 40: 46-51, 2013.</span></span>, <span class="tooltip"><a href="#B5">de la Rosa <i>et al.</i> (2014)</a><span class="tooltip-content">DE
          LA ROSA, A. A. A.; BENÍTEZ, L. L. V.; CARRILLO, T. W., CHICAIZA, L. D. 
          S.: "Evaluación energética de la fábrica de conservas de frutas y 
          vegetales del municipio Yara de la provincia Granma", <i>Revista Ingeniería Agricola</i>, 4(2): 49-59, 2014.</span></span> y <span class="tooltip"><a href="#B12">Mohamed <i>et al.</i> (2016)</a><span class="tooltip-content">MOHAMED,
          A. A.; MÁRQUEZ, M. F., ELISA, H. J. F.: "La gestión energética en la 
          Unidad Empresarial de Base de la Empresa de Hidroenergía", <i>Revista Avances</i>, 18(3): 269-278, 2016.</span></span> donde al realizar una caracterización y evaluación energética en otras 
          empresas, encontraron que existían variaciones entre los portadores 
          energéticos analizados y la producción generada, arrojando valores del 
          coeficientes de determinación por debajo de 0,75. Sin embargo, difiere 
          de los presentados por <span class="tooltip"><a href="#B17">Verdecia <i>et al.</i> (2017)</a><span class="tooltip-content">VERDECIA,
          T. D.; DE LA ROSA, A. A. A.; PACHECO, G. R. F.; SÁNCHEZ, G. E,. GASKIN,
          E. B.: "Evaluación de la eficiencia energética en la empresa de 
          transporte de la construcción de Granma", <i>Revista Ingeniería Agrícola</i>, 7(2): 51-60, 2017.</span></span> donde al realizar una evaluación de la eficiencia energética en la 
          empresa de transporte de la construcción Granma, encontró resultados que
          conllevaron a un ajuste lineal con coeficientes de determinación 
          superiores al 75% (97 y 99%) Resultado que indica que en la provincia 
          existen empresas donde no se presta la debida atención al recurso 
          gestión energética. En aras de ser más eficientes y competitivos.</p>
        <p>Para
          poder analizar el costo generado en el período analizado, en cuanto al 
          uso del portador energía eléctrica, se tomará el precio del kW para este
          tipo de consumidor y se hallará la relación del cargo variable.</p>
        <p>En la <span class="tooltip"><a href="#t3">Tabla 1</a></span> se muestran los resultados de los gastos energéticos, teniendo en 
          cuenta el consumo de energía eléctrica no asociado al proceso 
          productivo, en los dos años en estudios. Apreciándose que los gastos 
          fueron un tanto superiores en el año 2020, con 19 CUP de diferencia 
          respecto al 2021. Esto demuestra que el consumo de este portador no es 
          significativo. Pudiéndose ahorrar un total de 3 977,96 pesos en CUP por 
          este concepto.</p>
        <div class="table" id="t3"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Gasto incurrido en el consumo de energía eléctrica no asociado al proceso productivo</span></div>
        <div class="contenedor">
          <div class="outer-centrado">
            <div style="max-width: 1160px;" class="inner-centrado">
              <table>
                <colgroup>
                <col>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Año</th>
                    <th align="center">kW*h</th>
                    <th align="center">Precio, CUP</th>
                    <th align="center">Importe, CUP</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">2020</td>
                    <td align="center">7 401,7</td>
                    <td align="center">0,27</td>
                    <td align="center">1 998,46</td>
                  </tr>
                  <tr>
                    <td align="center">2021</td>
                    <td align="center">7 331,5</td>
                    <td align="center">0,27</td>
                    <td align="center">1 979,50</td>
                  </tr>
                  <tr>
                    <td align="center"><b>Total</b></td>
                    <td align="center">-</td>
                    <td align="center">-</td>
                    <td align="center">3 977,96</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>De
          igual forma se procede con el diésel, se tomará el precio de un litro 
          para este tipo de portador y se hallará la relación del cargo variable.</p>
        <p>En la <span class="tooltip"><a href="#t4">Tabla 2</a></span> se muestran los resultados de los gastos energéticos, teniendo en 
          cuenta el consumo de diésel no asociado al proceso productivo, en el 
          período analizado.</p>
        <div class="table" id="t4"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Gasto incurrido en el consumo de diésel no asociado al proceso productivo</span></div>
        <div class="contenedor">
          <div class="outer-centrado">
            <div style="max-width: 1160px;" class="inner-centrado">
              <table>
                <colgroup>
                <col>
                <col>
                <col>
                <col>
                </colgroup>
                <thead>
                  <tr>
                    <th align="center">Año</th>
                    <th align="center">Litros (l)</th>
                    <th align="center">Precio, CUP</th>
                    <th align="center">Importe, CUP</th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center">2020</td>
                    <td align="center">2 113,6</td>
                    <td align="center">2,00</td>
                    <td align="center">4 227,20</td>
                  </tr>
                  <tr>
                    <td align="center">2021</td>
                    <td align="center">693,46</td>
                    <td align="center">2,00</td>
                    <td align="center">1 386,92</td>
                  </tr>
                  <tr>
                    <td align="center"><b>Total</b></td>
                    <td align="center">-</td>
                    <td align="center">-</td>
                    <td align="center">5 614,12</td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <p>Apreciándose
          que en el año 2020 los gastos referidos a este portador son superiores 
          al 2021, con una diferencia de 2 840,28 CUP. Y aunque es evidente que en
          el año 2021 el comportamiento de este portador fue mejor, aún no se 
          alcanzan índices adecuados respecto a la actividad fundamental. En 
          general se incurrió en un gasto de 5 614,12 CUP los cuales pueden 
          reducirse.</p>
      </article>
    </article>
    <article class="section"><a id="id0x5759b80"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x5759e00"><!-- named anchor --></a>
        <ul>
          <li>
            <p>Se
              determinó la estructura de consumo de los portadores energéticos de la 
              UEB, siendo la electricidad y el combustible diésel los portadores de 
              mayor influencia energética debido a que representan el 85,18% para el 
              año 2020 y el 83,46% en el 2021 del consumo de la entidad.</p>
          </li>
          <li>
            <p>Se
              analizó la causa particular de un efecto a estratos más profundos y se 
              obtuvo que la producción derivada de la siderurgia y la construcción 
              para inversiones son las actividades que consumen el 80% de diésel.</p>
          </li>
          <li>
            <p>La
              correlación lineal entre los consumos de energía eléctrica versus 
              producción en el período 2020 y 2021 es débil con valores del 
              coeficiente de determinación R<sup>2</sup> inferiores a 0,75 con magnitudes de 0,26 y 0,50 respectivamente.</p>
          </li>
          <li>
            <p>La
              correlación lineal entre los consumos de diésel versus producción en el
              período 2020 y 2021 es débil con valores del coeficiente de 
              determinación R<sup>2</sup> inferiores a 0,75 con magnitudes de 0,34 y 0,42 respectivamente.</p>
          </li>
        </ul>
      </div>
    </article>
  </section>
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