{"id":1597,"date":"2018-03-12T10:03:29","date_gmt":"2018-03-12T14:03:29","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1597"},"modified":"2018-03-12T10:03:29","modified_gmt":"2018-03-12T14:03:29","slug":"extendicare-exetse-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/extendicare-exetse-fundamental-valuation-report\/","title":{"rendered":"Extendicare (EXE:TSE) Fundamental Valuation Report"},"content":{"rendered":"<div class=\"ReportPage\">\n<div id=\"generatedReport\" class=\"SSline\">\n<div>\n<p>        <svg style=\"position:fixed;left:-42em;top:2.5em;\" id=\"reportIconPDF\" viewBox=\"0 0 303.62499 85.041997\" preserveAspectRatio=\"xMidYMid meet\">\n            <path class=\"logobg\" d=\"M-0.0000041903,13.029c0-7.1662,5.8625-13.029,13.028-13.029h58.986c7.165,0,13.028,5.8625,13.028,13.029v58.985c0,7.165-5.8625,13.028-13.028,13.028h-58.986c-7.165,0-13.028-5.862-13.028-13.028v-58.985\"><\/path>\n            <path class=\"finger\" d=\"m25.094,52.901c-4.82,0-8.75,3.8976-8.75,8.7188v23.406h17.469v-23.406c0-4.8212-3.9024-8.7188-8.7188-8.7188z\"><\/path>\n            <path class=\"finger\" d=\"m44.937,46.433c-4.8212,0-8.7188,3.8976-8.7188,8.7188v29.875h17.469v-29.875c0-4.8212-3.9338-8.7188-8.75-8.7188z\"><\/path>\n            <path class=\"finger\" d=\"m64.844,25.12c-4.8162,0-8.75,3.9012-8.75,8.7188v51.188h15.906c0.52427,0,1.054-0.03276,1.5625-0.09375v-51.094c0-4.8175-3.8988-8.7188-8.7188-8.7188z\"><\/path>\n        <\/svg><br \/>\n        <a style=\"float: right; top: -20px; position: relative;\" href=\"javascript:void(0);\" onclick=\"printReport();\">Print<\/a>\n    <\/div>\n<div class=\"compMargins\">\n<div style=\"text-align:justify;\">\n            <em><br \/>\n                This Report was generated using the tools available on <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/\">StockCalc.com<\/a>. Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all terms and conditions mentioned in the legal <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/Disclaimer.html\">disclaimer<\/a>.<br \/>\n                To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n            <\/em>\n        <\/div>\n<h3 id=\"topOfPageLink\" style=\"color: #5e9dd3; display: inline-block; width: 25%; padding-left: 0; margin-bottom: 0;\">Valuation Summary:<\/h3>\n<p><span><strong> Extendicare<\/strong><\/span> $8.78 (CAD) Close Price as of<span style=\"margin-left:20px\"> 08\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Extendicare<\/strong>, (EXE:TSE) is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span>.\n        <\/p>\n<\/p><\/div>\n<div>\n<table id=\"VAPanel\" style=\"margin:0;\">\n<tbody>\n<tr>\n<td class=\"borderBottom\">Company<\/td>\n<td class=\"borderBottomSide\">Extendicare<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">EXE:TSE<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Healthcare:Long-Term Care Facilities<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$8.78 (CAD)&nbsp;08\/03\/2018<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Weighted Average Valuation<\/td>\n<td class=\"borderside\"><strong style=\"background-color:#5e9dd3; color:white; padding:0.2em;\">$8.93 (CAD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">EXE:TSE is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 1.7% using the 3 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$9.67 (CAD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$7.82 (CAD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$8.95 (CAD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Valuation Methods Analysis<\/td>\n<td class=\"borderBottomSide\">This company is:<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/span> on a Cash Flow Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Comparable Company Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:grey;\">Fairly valued<\/span> on an Asset Valuation basis<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n            <\/p>\n<div class=\"heading-text\">\n<h3>Valuation Details<\/h3>\n<\/p><\/div>\n<div class=\"introGraph\" style=\"border:none;\">\n<h4 style=\"text-align: center;\">\n                    Extendicare Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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alt=\"Summary chart\" \/><\/div>\n<p style=\"text-align:center;\">&nbsp;We have up to 6 valuation points for each company. Details are at the bottom of the report.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"position:relative\">\n<div class=\"heading-text\">\n<h3>Discounted Cash Flow and Sensitivity Analysis for EXE:TSE<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$4.13 (CAD)<\/strong> for <strong>EXE:TSE<\/strong><\/p>\n<h4 style=\"display:block;text-align:left;\">Sensitivity Analysis<\/h4>\n<p><span>(showing how changes in the input variables impact the DCF calculation)<\/span><\/p>\n<div style=\"display:block;\" id=\"dcfSenATable\">\n<table>\n<thead>\n<tr>\n<th>EXE:TSE<\/th>\n<th>Current Values<\/th>\n<th colspan=\"2\">Valuation If Dropped *<\/th>\n<th colspan=\"2\">Valuation If Raised *<\/th>\n<\/tr>\n<tr>\n<th>Calculated Value:<\/th>\n<th>$4.13<\/th>\n<th>1%<\/th>\n<th>5%<\/th>\n<th>1%<\/th>\n<th>5%<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>WACC (or Ke)<\/td>\n<td>8.23<\/td>\n<td>$6.52<\/td>\n<td><\/td>\n<td>$2.51<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$2.65<\/td>\n<td><\/td>\n<td>$6.31<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.25<\/td>\n<td><\/td>\n<td>$5.00<\/td>\n<td><\/td>\n<td>$3.26<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>116,206,345<\/td>\n<td><\/td>\n<td>$3.28<\/td>\n<td><\/td>\n<td>$4.99<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-39,903,200<\/td>\n<td><\/td>\n<td>$3.85<\/td>\n<td><\/td>\n<td>$4.41<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>500,233,000<\/td>\n<td><\/td>\n<td>$4.41<\/td>\n<td><\/td>\n<td>$3.85<\/td>\n<\/tr>\n<\/tbody>\n<\/table><\/div>\n<p style=\"color:red;font-size:smaller;display:block;\">* Changes are absolute: ex WACC from 8% to 7%<\/p>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Comparables Model<\/h3>\n<\/p><\/div>\n<p>                Using similar companies and price based ratios we generated a valuation of <strong>$7.82 (CAD)<\/strong> for <strong>EXE:TSE<\/strong>. We also generated a valuation of <strong>$8.23 (CAD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Sienna Senior Living (SIA:TSE)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company EXE:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$0.02 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$1.46 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$10.96 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.47 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$1.02 (CAD)<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Price Based on Comps<\/th>\n<th align=\"center\" style=\"width:150px;\">Adjustment Factor (%)<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.78 (CAD)<\/span><\/td>\n<td><span>-38.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$4.10 (CAD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$17.28 (CAD)<\/span><\/td>\n<td><span>-34.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$6.78 (CAD)<\/span><\/td>\n<td><span>-10.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$15.50 (CAD)<\/span><\/td>\n<td><span>10.2<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">EXE:TSE<\/th>\n<th align=\"center\" style=\"width:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<th align=\"center\" style=\"width:100px;\">SIA:TSE<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">24.58<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>39.04<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">39.04<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">6.08<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.81<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">2.81<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.81<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.58<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.58<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">18.78<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>14.40<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">14.40<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">11.68<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>20.46<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">20.46<\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Multiples<\/h3>\n<\/p><\/div>\n<p>            Using a multiples approach we generated a valuation of <strong>&nbsp;$7.85 (CAD)<\/strong> for <strong>EXE:TSE<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company EXE:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$0.02 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$1.46 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$10.96 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.47 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$1.02 (CAD)<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:200px;\">Price Based on Comps<\/th>\n<th align=\"center\" style=\"width:100px;\">Adjustment Factor<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.59 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$8.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$9.59 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$8.04 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$13.03 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Ratios<\/th>\n<th align=\"center\" style=\"width:100px;\">Ratio Average<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PE Ratio<\/td>\n<td align=\"center\"><span>29.65<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>5.49<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.88<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>17.07<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>12.78<\/span><\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Adjusted Book Value versus Historical Price to Book<\/h3>\n<\/p><\/div>\n<p>                The average the Price to Book ratio for <strong>&nbsp;EXE:TSE<\/strong> for the last 10 years was <strong>&nbsp;6.14<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;EXE:TSE<\/strong> and generated a book value of <strong>&nbsp;$1.46 (CAD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$8.95 (CAD)<\/strong><\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Analyst Data<\/h3>\n<\/p><\/div>\n<div style=\"width: 95%; display: block;\">\n<div style=\"width: 45%; float: left;\">\n                    In the Stockcalc database there are 3 analysts that provide a valuation for <strong>EXE:TSE<\/strong>. The 3 analysts have a concensus valuation for <strong>EXE:TSE<\/strong> for 2018 of <strong>$9.67 (CAD)<\/strong>.<\/p>\n<h4>EXE:TSE Extendicare<\/h4>\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Buy, Sell, Hold recommendations for this Company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '7'>Analyst Recommendation<\/td>\n<\/tr>\n<td class='forecastrowheader' style='text-align: center;'>Buy<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Hold<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Sell<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Rating<br \/>(of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Guidance<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>1<\/td>\n<td class=''>2<\/td>\n<td class=''>0<\/td>\n<td class=''>3.6667<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2018-3-7<\/td>\n<\/tr>\n<\/table>\n<p style='text-align: left;  font-size: 14px;'>Current Price: not available<\/p>\n<\/div>\n<div style=\"width: 55%; float: right;\">\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Analyst Data available for this company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '3'>Analyst Consensus<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>CAD Millions<\/td>\n<td>2018<\/td>\n<td>2019<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>0.39<\/td>\n<td>0.42<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>2<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>1,137.70<\/td>\n<td>1,176.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>3<\/td>\n<td>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>9.67<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>0.64<\/td>\n<td>0.69<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<\/table><\/div>\n<div style=\"clear: both;\"><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-after:always;\">\n<div>\n<div class=\"headerBackground\">\n<h3>Company Overview (EXE:TSE CAD)<\/h3>\n<\/p><\/div>\n<div id=\"coTable\" style=\"display:inline-block; width:95%;\">\n<div style=\"width: 40%; float: left;\">\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td>Price<\/td>\n<td>8.78<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>8.76 &#8211; 8.90<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>8.12 &#8211; 10.71<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>8.90<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>147226\/227046<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>777.14M<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>24.58<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.48\/0.05<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>0.02<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>88.51M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.17<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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1X22NxNPD4ahQVfFyUVFYiq6UqlVRlUjzyclUfM1H7A\/4THxF\/0Sjx\/\/AODH4W\/\/ADyqP+Ex8Rf9Eo8f\/wDgx+Fv\/wA8qu\/ornOg4D\/hMfEX\/RKPH\/8A4Mfhb\/8APKo\/4THxF\/0Sjx\/\/AODH4W\/\/ADyq7+igDgP+Ex8Rf9Eo8f8A\/gx+Fv8A88qj\/hMfEX\/RKPH\/AP4Mfhb\/APPKrv6KAOA\/4THxF\/0Sjx\/\/AODH4W\/\/ADyqP+Ex8Rf9Eo8f\/wDgx+Fv\/wA8qu\/ooA4D\/hMfEX\/RKPH\/AP4Mfhb\/APPKriPiZ4r165+G\/wAQbeb4ZeN7CGfwR4rhlvru\/wDhu9rZRy6Dfo93cpY\/EG9vXt7ZWM0y2dnd3TRowt7aeYpE\/u1cB8V\/+SW\/Er\/sQPGP\/qO6jQAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VH\/CY+Iv+iUeP\/wDwY\/C3\/wCeVXf0UAcB\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VH\/AAmPiL\/olHj\/AP8ABj8Lf\/nlV39FAHAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VH\/CY+Iv+iUeP\/wDwY\/C3\/wCeVXf0UAcB\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VH\/AAmPiL\/olHj\/AP8ABj8Lf\/nlV39FAHAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VH\/CY+Iv+iUeP\/wDwY\/C3\/wCeVXf0UAcB\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VH\/AAmPiL\/olHj\/AP8ABj8Lf\/nlV39FAHAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VH\/CY+Iv+iUeP\/wDwY\/C3\/wCeVXf0UAcB\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VH\/AAmPiL\/olHj\/AP8ABj8Lf\/nlV39FAHAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VH\/CY+Iv+iUeP\/wDwY\/C3\/wCeVXf0UAcB\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VH\/AAmPiL\/olHj\/AP8ABj8Lf\/nlV39FAHAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VH\/CY+Iv+iUeP\/wDwY\/C3\/wCeVXf0UAcB\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VH\/AAmPiL\/olHj\/AP8ABj8Lf\/nlV39fHP7GPxM8XfEbwl8TU8X6nNrMvhf4u+JrDQdSvo7uPVX8M+I9P0bx1pun6iLyR5HXQp\/FN7oOktGkEMGgabpWnrHI9jJd3Ps4PJcTjcnzrOqM6SoZHUyuGLpSclVlDNK2Iw9KpStFwl7OtRhCpCUoycaynBSVOdvNxOaUMLmWWZZUjP22awx8sPOPK4RlgKdGrUhUV1Jc9KrKUJJOKdNxlZzjf1Dwp4r16LXviY6fDLxvctc+N7CaaGG\/+G6yWEi\/Df4fW4tLs3HxBghe4eGCK+VrGW9tRa3tsj3KXqXlnadv\/wAJj4i\/6JR4\/wD\/AAY\/C3\/55VV\/A13a3XiT4wpbXNvcPZfEfTrS8SCaOZrS7Hwn+F9wbW5WNmMFwILi3nMMoSQQzwybdkqM3o9eRKM4PlnGUJWjK0ouL5ZxU4Ss0naUJRlF7Si1JXTTPRUlJXi1JXaummrxbjJXXWMk4tbppp6o4D\/hMfEX\/RKPH\/8A4Mfhb\/8APKo\/4THxF\/0Sjx\/\/AODH4W\/\/ADyq7+ipGcB\/wmPiL\/olHj\/\/AMGPwt\/+eVR\/wmPiL\/olHj\/\/AMGPwt\/+eVXf0UAcB\/wmPiL\/AKJR4\/8A\/Bj8Lf8A55VH\/CY+Iv8AolHj\/wD8GPwt\/wDnlV39FAHAf8Jj4i\/6JR4\/\/wDBj8Lf\/nlUf8Jj4i\/6JR4\/\/wDBj8Lf\/nlV39FAHAf8Jj4i\/wCiUeP\/APwY\/C3\/AOeVXzl+1v428Sn9nL4q6VH8M\/HNi\/i3QbX4fC4uL34dzRD\/AIWRrWl+ATEY9N8fahfO9yPEhtohb2cz+bMhIRN0ifZlfiVa\/GD46\/Eb9ojU9B8cT+JB8I\/GnxO+H+qfCDTrqwh03w9c+Hfh7+1h8EnMllss7OHU76w0bRro63dTXGo3Dt4mvNOE9yscMdt+k+GXDGLzvOo5xSr4ClhOE8Zk+c46ljK0qVTHUqOY0608HgoRhL22IeEwuMxVSLlBQwuEr1XK0D4njjPcPleWPLalLF1MRxBh8xyzC1MNTjOnhalTBzpQxOKlKcfZ0frGIw1CDSk5V8RSgl7xp+IP2wfFHxv\/AGLV0T4YfBXxjqmofELXPEH7Kk0ET6Zq99Ncz\/BzxHfXGqafo+i6l\/b1rqBs7az1XUbO70WfRdH0A6tcXWtTpapM33X+zRP8R\/B\/wb8Oaf4x+D\/ji08UaxrPj7x1rVpBqnw8cWd58SfiH4q+IQspxqnjjSNQhvbGDxPDZ31pdadbSWN5BPYhXS3SV+4t\/wBmz4daf8VNI+K+itrugX+l6zrXiu48J6Ld6faeCde8d6\/Y\/EDTNS+IGv6WdKl1O+8YTaZ8T\/GGnvqUetW1vPZ3llDd2Vyuj6V9k9\/ro424u4czDKoZDwlk\/wDZ2UYrO6\/FWJeKqYqtmWFzDExxmEjlMq1StOjicNhMHOi1ioQUsRJw0ounOEseGOHc6weYSzfiHMvruY4fK6WQUFQp0KWCr4Oi8NiJZiqUKcatGviMTGonh5SaopT1qKcHHgP+Ex8Rf9Eo8f8A\/gx+Fv8A88qvDPi54B1T4q+KPhF4ubwT8TvD+q\/CbxrZ+J4Et5\/hPqFh4i0ddT0PWNT8NalZz\/FCBYPtup+GPDt9ZazC73ek3OmBooLiK5uIm+sqK\/PctzPHZRjKePy6vLC4ulDEUqdaMKc2qeLw1bCYiHJVhUpyVXDV61KSlB+7N2tKzX2WNwWFzHDTwmNoqvh6k6M503KcE54etTxFGXNTlCadOtSp1FaS1ik7q6f4ha38DvGEn\/BSGx1\/w9ofjN9NntPCn7TPiPw5rk\/gEX9pJomu+LPAx0vQpbLxmdAvLW4utdvLy3lv9Tt9XsJLiUSW00SQ3l3+s97qL6jps+jah8DPFF\/pFzdm\/udKvR8ILrTbi+OpjWjeT2M\/xEe1luzrAGrG4kiaY6mBfl\/tX72vQP7B0P8Atz\/hJ\/7F0n\/hJTpI0E+If7Os\/wC3P7DF4dQGi\/2t5P2\/+yRfk3w077R9j+2E3Pk+cd9a1fUcXccZnxYuGfrU5wlw1w9lmR0KsVTpVaksuU4wxLnQjTvNRcIUpyXtYRppuTnKc5eDw9wvguH3nnsIRlHO85x2aVYPnnThHG8rlQUasppRbU5VIx\/dylN2ioqMY\/kDoH7Fnjrwn8E\/2gvhLpuneOZn+Jk3wav\/AAl4hsY\/hrpurWd78HdM8HXkMl9Gfi+IdKutd8R+GZ7Wxk0+\/ux4esJbTV2udSvBLp0PoP7HesfG74T+Mvit8Iviz8LfFN1r3jCex\/aEsL7S9R8FXUdzr3jix0e0+L1nFqE\/jS08PnStM8fhJNMgs759TnuNV1a\/ubSCxuLGOD9Pa8A1JvJ\/am8FryDqPwA+JzcAkONF+IvwjA3sRtUx\/wBvHygpy4kmLjEaV9JDxE4i4qyzirIuIXgs0p5xg6+dvGTwlLD47C5tkmV5PCnjMLVwqo04+3y7hnB4PFUJUZ0Z0nWnThRrVHVXiy4NyfIMbkOa5OsTgJZbiaWVrDxxNStha+X5pj8xlPDV4Yh1Zy9ljc8xGJw9WNWNWNRUoTlUpwjTPQP+Ex8Rf9Eo8f8A\/gx+Fv8A88qj\/hMfEX\/RKPH\/AP4Mfhb\/APPKrv6K\/JD9COA\/4THxF\/0Sjx\/\/AODH4W\/\/ADyqP+Ex8Rf9Eo8f\/wDgx+Fv\/wA8qu\/ooA8J+IPivXp9BsEl+GXjeyVfG\/wzmE1zf\/Dd43ktviR4UuIbRRZ\/EG7mFxfzRJY2jPElql1cwvfXNlZLcXkHb\/8ACY+Iv+iUeP8A\/wAGPwt\/+eVR8Sv+Rd07\/sf\/AIUf+rS8HV39AHAf8Jj4i\/6JR4\/\/APBj8Lf\/AJ5VdzbyvNbwTSW81pJLDFLJaXBt2uLV5EVmt52tJ7q1aaFiY5Wtrm4ty6sYZ5Y9sjTUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfAH\/BWL\/lFl\/wUs\/7MA\/bI\/8AWdfiNX3\/AF8Af8FYv+UWX\/BSz\/swD9sj\/wBZ1+I1AH3\/AEUUUAFFFFABRRRQAUUUUAFcB8V\/+SW\/Er\/sQPGP\/qO6jXf1wHxX\/wCSW\/Er\/sQPGP8A6juo0Ad\/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYfijxDp\/hLw14i8VavKsOleGdD1bxDqczMEWLT9FsLjUr2Vnb5UWO2tpXLN8qgZPAr8uv2CvGnjHSPjT8T\/g74p0GXRPt\/wj+DvxT\/ALMuTaPeeH9el8FeD7LXtNurm3Je++2W3iTQo0djGLabQ7vzLWzu7u5t098\/4KM6zNa\/sm\/Enwxo2qGDxt49bwp4S8E6BYXrReJPF+qal448MQ3\/AIf8OaZbSrqeu3d3oz363ul6dDdPcaa10lzA9o8ytxXxs8K2HwR+M3xR+OPg\/UtXsvF\/i\/8AY3\/aT8Q3N1dzWF5YaLrHwc0r4AWvg86LZTWGxFW1hutRvV1Z9TjuL2GQsyW0qWY\/b+BMtwc+C83y3FU6c8b4if25lOTOtTrf7Lj+CnwrnmDxaqQmvZ4XFRzbN6NSvGjVbq5Y8JHmVSvSl+XcV43Ex4my3G0JzhhuDnlWPzP2c6f7\/B8T\/wBu5XicO4Sj79ehLL8uqQpSqQSp45V5W5KU17D+zfr0eofFX9snSEkWU6f8f9L1ElQg2i8+Dvw08PlCFAbMc3hGeMlvvFC3LF2b65r85P2K9B8QeBvid8WPCPjCC7tvGF\/8H\/2ZPFnjUXtwt7eXXxO1Dwr4ouPirfahqEM1zb3+p3PibVLe4vryK6uRcTTmUTPC0Lt+jdfB8f0sPR4nxFLB1YYjCUst4eoYfFUnGVLF08Nw9leFeKpODcHTr1KM6keWUoq\/KpStzP6zhGpWqZHRniacqOIqY3N6tahNSVTDzr5vjq6oVFJKSnShVjF8yi3a7ir2XkXx0+MGi\/Ar4Za\/8Rtas5dXOmPpun6L4dtbmO11HxR4k1zUbXSNB8OaXJJHMBe6pqN5DEH8iVLW3W4vbhVtbWeROW8C\/tI+DfHviz4aeDtN0vXbXU\/ih8CNH+P+iz3aaabGy8M63PpsNlo2pyQahLcpr0g1CSeNLa1udNlh0zUSNQDxRRzfPH7fngrxx8Uf+Gbfh74F0y01O\/Hx00X4j3tvLeQ2N2+n\/D+zlivfscl7Lb6c62lh4ovdZuoru5t5JItICWTTXTR2dz88\/sm+GfHPh39pmytfGugWnhGT4fN4z\/Z98P6Bprac6Q+FPDPhW2+Legm6exn1C2KXNj8T7XVEXTr6O2U3lrC9uZ7a5nm+9yLgThfHeG2J4gxOOoS4kpYDiXOlgo5hCnill2CjPLsv\/wCE5VnVlRp5nhK+Ililh1Cqq0sPVqxVKmp\/JZrxXnuE41o5RRwtWOS1MXkmVvFPBynQeNxThjMZ\/tjpqEaksDiaVJUPauUHSVWnTk5z5f2Tor8q\/jp+114b8d\/FLwz8FPC2j+JrO7+Hn7Zf7LXgXxDrtxNDYwaxrWp+OPGeq63Y2enwSSXE\/hzSbf4f2e\/VJ7hTql3q7Wz6XaWunx3up\/qpX5zxDwhm\/C+CyXE5zQqYPE53Qq4uhgqsIKpTwXsMBisHiZThVqJrG4fH06saco050VHlqL2jlCn9pk\/EWX57iczo5bVhiaOWVYYariacpOE8SquLoYmioypwaeGrYSdNzUpwqN80HyJSkUUUV8qe8FFFfI2u\/Hu\/8PftseCf2fb+7kHhzx58CtV8V6LZRabaSH\/hONM8Ta1O09zqgIv7e1k8I+GtdVbdi1o13Bb7IzNK8kXr5PkmPzyeYU8vhGpPLMozHO8TGTmmsBlVB4nGzhywneVKhGdVqXLHkhNuatr52Y5phMrjg54yUoRx2Y4LK6Eko2+t4+qqGFjLmlGyqVnGmmuaXNKKUW2eu\/Dn4s2fxE8W\/GLwxZ6WbJPhN45s\/BR1E34uxr7zeFdC1281BbYWdv8A2Z9h1fUtU8Pm0+06gZm0U35uYWuzYWn5v6Tpur6p46\/4JkJZ6bd6pFqfhv44+JvEN1YxzxRafY2upfDDxnBq2pwxSOiW0eqm3sjFJK1pb32qoIC+II3n\/Yd+JHjaH4z32g+LNN0XT5v2gvAHj\/8AaX8QJHdXd1JplxqnxHs9T8GW+g3Dai9pDoU3hLx\/cR3UN7a3Gp\/8SvS4Jbuzl0vUIbv7c\/Zd8MaJd\/AT9mPxffaVbz+J9K+AXhC10nVriLOoaXYeOfC\/gvWvEdjEx2qjajd6Hohv5vLE0z6anzIss6SfsuY4Sl4X5hn0aeHhiMLLDZfg8G6OJdeNfE5vwFx\/wvWzJVvav93HPqmKzGMIVPZOjGm6FP2LpUV+a4LEVOOsJlMp1p0cRGvjMTifa0fZOlRy\/i3hDPqeCdL2cf3jymGHwTlKmpqrKftZ86qVH9M0UUV+Bn62FFFFABRRRQAV87+L76y0z9qH4IyXt5a2Y1f4M\/tDaDaC4nit2v8AVZfGn7NmqWNlD5rRi6uRZ6ZrEtvbRmS52\/aJIYTELqSP6Ir5X\/ak8O6JqSfAPxPqplhuPAv7Snwl1jTrmERf6zWdXn8JTWt2Wt5pW06Ua\/HdyxQSWx+3WGnXUkzRWjQTfTcIQo1s9o4WvKpCGPwOdZbGVKCqTVfM8kzHAYVqm3HnSxWIouUbp8t7NOzPD4ilUp5VUr0owlLCYvK8bKNSThF0sDmmCxddOdnyv2FGpyuz96101ofVFFfnX4X\/AG+PCfjT9n74+fEfw3qfhy68e\/COD4gSaVpV5pusaZ4a1h7rxV8TNL+BaRi\/1O3u9bn8X6L4M0661zT9I1a21B75tTS0g0hZrOCDp\/jZ+2n4O8H6V4LtPh\/rEPinxxqfxD+FOneKfCeheHtd8W67pHgrxNoulfEzxHeDRNFs5795b\/4WSahqPh+8torpLuaO+Fil3eaFq9tY+1\/xC7jhZrLJ55DjaeNp5li8sxEJ4fEKOEqYPD5di6uKxbVFvD5fLDZrgK9HGVIqlWp4ik4NucFLzP8AXvhZ4BZlHNsLPCzwWHx1Gca1FvEQxNbGYenh6C9olVxir4DF0qmGg3UpzozUkuSXL920V8D\/ALUX7W\/\/AArzRPANh4D0469p\/wAZvhX8R\/GFv42sNWn0fWPAeh2uheF7fwX4xt9BvNHuLy6Gq67430tLaDUI9Llt57SVZVzDe\/Y4Phf+03d+HrH9jPwn4+1CxOk\/F\/8AZp8M+JNd8b+IL3ULnW7j4jzeCfDmu6RHfatc3BtUi12w0rxzLeXGqi41DXdek0qKzu7e4iuLbVlS8NeKq2Q4TPo4K1HHvNZ4PCuUXjKtDJKGbVs0qzw8JSrUKuGlk+LpLCV6dPFVX7KrCl7CtSq1HU42yGnm2Iyl4q9XCrARxFdRksNTrZpVy+ngKcaskqdWFeOZYeo8RSnPD017SEqntadSnD7A+JX\/ACLunf8AY\/8Awo\/9Wl4Orv68q8V69o\/inwB4T8TeHtQt9W0DxH4p+C2u6Hqtoxe01PR9X+I3gfUNM1C1chS9ve2VxBcwsVUtHIpIGcV6rXwdSnUpVJ0qsJ06tOcqdSnUjKFSnUg3GcJwklKE4STjKMknFpppNH1kJxqQjUpyjOE4xnCcGpQnCSUoyjKLalGSacZJtNNNOwUUUVBQUUUUAFFFFABRRRQAUUVyvjfxv4S+G3hLX\/HfjvX9N8LeEPC+nT6tr2vatP5Fjp9jBgM7sA0k000jR21nZ20c15f3k0FlZW9xd3EMElRjKcowhGU5zlGEIRTlKc5NRjGMVdylKTSjFJttpJXYm0k22kkrtvRJLdtvZI6qivJ\/hr8cfhZ8XrfS7n4e+LIdcTW\/CGj+PtHin0vXNBvNU8G67c3dlp3iKw0\/xHpmkX91prX1lcWN5LDbOdLvhFZaotndXFvFL6xWuJw2JwdaeHxeHr4WvTlKFShiaNShWpyhKUJxnTqxjOMozjKElKKcZRlFpNNGOGxWGxlGGIweIoYrD1YwnTr4atTr0akKlOFWnOFWlKUJxqUqkKkJRk1OnOE4txkmyiiisDcK+AP+CsX\/ACiy\/wCCln\/ZgH7ZH\/rOvxGr7\/r4A\/4Kxf8AKLL\/AIKWf9mAftkf+s6\/EagD7\/ooooAKKKKACiiigAooooAK4D4r\/wDJLfiV\/wBiB4x\/9R3Ua7+uA+K\/\/JLfiV\/2IHjH\/wBR3UaAO\/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPzZ\/b9jaf4g\/sJ2ytFi6\/a08BW8sblVla2k1HTftbRtgyfLaiZdqnYZ5Ld5ATGhWj\/wUf8J6p4vsfgv4a0jVTpF18RvGGn\/BiW62SlEsfiN8UfgveXcskluVuPJgXwgkl5bL58N1p325bi0lVFlt7H7bF4t3+0d+wJ4fRHkMPxsuPEl5KkpVbIWV14WtdLSeMKQW1R5tTW1JILJpt8g+XzGX1D9s\/She6l+yJfqZA1h+2P8AB2OfbKyI1lOniG8KsoIRmOqaXpDAsGJjWWFQDPuH9GcL4yrlNTwJxcXGnVwuW8dZnQc4QqJVHnHEMKHNTnzRfNUwkHHnSvGcZpcrhJ\/jOe4aGYR8VsO1KcK+P4UwNVRlOHuf2bks6vLUjZq0MTJScXo4tPVSSSw1ex0D9uG4tJmvRdfEXwV4\/wBFgSFTJZvc+BPDf7O3iG0kvAXAg8ix8Qa8kEyI5aW6EEuA8TL9LeBviPYeOPEHxV8P2dlLaT\/Czx7beBb2aSdJl1Sa58B+CvGw1OBEjQWsKt4vk0b7O8k0v2jR7i4Z0W4SGL571rTLH\/hqP4e+IJId2o23xC+KfhmzuDJMgitNf\/Z1+FOuX8IQSC3laeXwZp7hZIXnVbZngmijW5jn+ZdA+O03wv8Aip\/wUK0DSYJB4tsPh38Qv2jvCN5eoL7RVn+G2lal4LvbXVIXnhuTM2q6V4fuILG28yCfSI7gNcWcsaxP8bgOF\/8AWzJ8LLBUKtbNcFwRgKtPnqclP63LxFxmSe3bi7yw+HyRxjOM4TcFTq1IxfsqTPpMXn39gZnXjiqsKWAxPFGLhPlhzT+rx4NwuZ+y95WVWrmd3FwlFSc6cHK85o9zl8Y+KPE3\/BQnTfBlyJl8E\/Dz4J+IL\/QovLtUibxdfT+FJfGV+Z7dTeTi40Txv8P7FLbUpTDaPpss+mQWhvtQm1XO\/b91W7+EXw98H\/tF+Eknh8SfCX4reGPEd5pGnSjSrTxxb+J\/7M8Cavpnie709YNVvUu9EXTtLi23Ukbw2lhbX9pf6fZw20Xpv7JXim4+JWl\/Fz4u3OnXmnH4gfFee2s1uLaW2s7i0+HPgXwP8L9RutDD3V6txoV14w8IeLLzTLtbmWSSG58m6KXdvPDF9Savo2ka\/YS6Vr2labrelzyWs0+m6vY2upWE0tjdwX9lLLZ3kU1vJJaX1tbXlq7xlre7t4LiIpNFG6xjc\/ocL8a8MxxWTUpYfhDKsnyDiLJ6FaNOnmyjRqT4pwVWSpyhQq46tmOZYPFTXtW8UqmNjOFSoo0qw2U1c94Yzx4fMqka3EePzHN8nzGrSlOeXuVSEchxMIucZVaeFpYLBYmhB+ztQcMNKMoQbn+OHw1\/ZN8G+CvAXwY\/as\/trxBrfjf4oT\/sPanr9h4juG1hrPxd48+MnwGvPGvim11q\/muNVn1PxDq91PeXkl9LcXMC6jrNtDemyvY7O3\/aGvAv2lyU+F1rcgkHT\/i3+ztqoYdU\/sj9oT4X6n5gHRzH9k3iJgUlKiJ1ZHZT77Xmca8U5txjgMtzvOMTWxFeWecR4TCRrTjUeDy3D4HhiWBy+E4UqKnTwlOs6aqunGpWfNVq3nKTffwxkOX8N4rG5XltCnRpRyvJsRiJU4SgsTjq2KzxYrGSjKpUcJ4idNTdNTcKatCHuRSRRRRX52fYhX4KfGhfijP8Qf2lfiw2o+KtObS\/i3afCT4X\/EArqltP4b0C7+GP7VPgfU9B8Ma3DGt1p9nonj\/xj4f1eVbC5txHfXWiPBcQ3EumSJ+6fiHW7Tw1oGueI9QEhsPD+j6nrd6IVDTG00qynv7kRKzKrSGGB9gZlUtgFgOa+DfhF4c0v9rP9lPxBcw3Op+C7D4o\/Gnxh8RtKur\/AE2C+13QW0L47SeKrKzvLP7ZBbyXaN4c\/sG4aG+e3FnI\/lNcW2LeT9h8LM4XC1DOOIcbg6U8kxmY8N8K5pmFaj7dYHC5nj6maY2VGlGFWrWrSwGSV1UowpVFWwrr0XCUqsEfnHHmXPPquW5PhcTOGaYfBZ3n+BwlOp7J4rEYHC08BhVVqSnTp06ccXmlFwqznH2WIVGqpJQk1418a\/Dlp+yH8W\/gp8WrX\/iodBt\/2d9L\/ZrOjW1vFpUtre6b4r8BeGrfxd9sknvvtO\/S\/EkV6mg\/Ymdx4ZuLZ9YQalHcWP6Ifs+Wf9nfAP4Iafnd9g+EHw1st27du+y+DNFgzuCoGzszuCqD1CjoOC\/aS\/Zo0L9pOP4c6X4n1d7Pwz4T8W\/2z4o0RLR5T4u8PPFDPc+HVvoLyyutIa81LTNIE2oQSSsmnf2hEkH2qS1nt\/pSzs7TT7S1sLC1t7GwsbeCzsrKzgjtrSztLaJYba1tbaFUht7e3hRIoIIkSKKJFjjVVUAeZxXxZgc+4O4Vw1WvWxnFVOrjFn+JdGVKjDAYDFY6PD+GvaFGtiVSzLMKtWph6StSqUFXrVqzlCh3cP8AD2KyniTP69OlTw2QThhv7IoKoqlSWLxWHwjzevvKrToupgcJThCrN3qQqulTp00pVbFFFFfmJ9yFFFFABRRRQAV86ftaaPcap+zt8U9QsNTn0bWfA\/h1vip4d1KCK2nNv4k+Et3bfErQI54LxJLaaxvdV8LWun6lHIof+z7u5a3kgulguIvouud8X+GdO8a+E\/FHg3WGuU0nxb4d1rwzqj2bxR3aadr2m3OlXrWsk8NzAlyttdymB5re4iWUK0kMqAxt62Q4+OVZ5k2ZzvyZdmuX46doRq+5hcXSrzXspqUKl4wadOcZQmnyyTi2jz82wjx+V5lgY\/FjMBi8LH3pQ97EYepSi+eDU4WlJNTi1KPxRaaTPxU\/4J4\/se6fr0PgH9oS\/wDEDSaPpfxC+Jt9rHw21XSI77RNU1fQX8UeEfAmpW4lnaxZ\/Cs3iLxJrum3k1lNcWOq3jyWEwZ45rLu\/wBiD9jLxxofxt8T\/tDfEGTW\/C3h\/TbbW\/h98PvAWpR3cGr6xo2g2M\/wysNY8RQ6lK2o6Xo+neGdHe08M6fPCmo39pd6fqqXtrpkCQ6z+tngrwtYeBfB3hLwTpU95daZ4O8M6D4V0651B4pb+4sPD2l2uk2c99LBDbQSXktvaRyXLw28ETzM7RwxIQi9NX61xN46cWZxjeOnh8RCOE4vw6yOnOtSpVK+A4Wo5hmmMhllBqhRhOviI5hGhUzHEUp42nhaMaFOcZRo1MP+e5H4V8P5bhuFfbUZSxPDtb+1ZxpzqQo4vPqmDwGGljaqdWrKNKjLBurTwdGccLOvUlVnBqVWFX8\/tC\/4J6\/D3Q\/AVv4EuvH\/AI88b2kOqfDaNH+IzaN4n0zTvA\/gDxxa+MLz4faB4etNP0TTNL0TxhHDNp\/iCScak09xP\/aLwTwibTLnwfwP8ELH9o74daJ4UnnisNd+G37H37OsXwx1i4e4htfCvxbvm+Kc1r4kkfTyLyWHQV0Dw9axIgntjY6lqrRWk9wtq8X6818FfsUWaWviX9qaztoZbXTvCPx48U\/DfRbJ4J7aHS\/D\/hjXPEWveHtG06GdEMWj6TofjTTrHRooP9Ch0uK0i08LYrbipyXj7izF8PcZZ3is6xOIzbKMfw9nWXYmUKEVhcZjcypZfmNaEKVOnTSxmGpYbC16HJ7CrRdZSgnVq+1rMuEeH8NnHDWV4fLKNLLswwmb5ZjaKnWl7bDYXBzxmCpylUnObeHryrV6VXn9rTqKm1J8kOTy34c\/Grwb8Lvhd4d+B+vr4og1DwT+2XbfADTb3VrSQW8ehRfGfxP43+HXiUT3N1JJ\/wAIXJ4P8KR+ELa6gMo0rWLKO2ktbXw\/Hb6kf1Hr82P2pf2ePFnjbxn8VvH2n6Vp+oLdeA\/gNovwuttV1Ozt9Mvvi1F8VtWsby6u4USe5sLjSfDt9pmhWutahbNbwad4716Gwa5D6pFZ3v2dP2uPH3xk+Ptj8OPFGgWPhDTNF+DfiVfEsEcIgtPEPxz8H+KPAukePNP8Of2l5+r2tl4POqaxBHon9p6nMdHvtO1y\/urtLqzktubiPhnCcW4XHcYcMVaVXE0MHXz\/AI3oVsyoVVg8ZmGDw+cyeDpxhGvWc8Ricxwc6dOmo0a2CnTqQoxw2KrLfJc8xHD2IwvDmewqQo1cTSynherTwVan9aw2ExNXLYrETlJ0qfLRo4PERnOblVp4qM4TqOvQpH6M0UUV+NH6SFFFFABRRRQAUUUUAFeF\/tKa14K8NfBXxr4k8ffEWb4R6B4cg0rX4\/iVaafbazfeDtf0bW9N1LwtrNhoV3pOvQeIruHxHbaXHF4bbRtT\/wCEiEjaKLKf7dtPulfHX7QPxc8OP4U+N\/g3xT8HP2oNY07wBH8NVt9a+E\/hbUdP1\/xxrXjfUbOfQLv9n3xPpHifRdU17xT4A1lLK78RvY3GmTaDeQLC0eqwvLazehlWHqYjMMIqdOtUVLF4CrVWGlRhiVTlmODwylhXiP3P1r2+JoQw3OpQjXnTnUj7KFSUeTH1qdDCYiVSdKClh8TGLrwqzw\/MsNWn\/tEaUZVHh1GEnXUVzOkpqPvOKfn37Lfwb1fwX8TT4v8Aip+1B4g\/aA+Jeq\/CT7X4A0vVPhbZ\/BLTPDvwu8b+LovE\/iPVLPwRaFxqOv6n4tttIXxPeXLW2u+GIG8O6J4j0qwivfDaH9Bq\/JP9hSPwbb\/GfxFOfh1\/wUOk+IOrfDi\/t0+K\/wC3vaTJf2nhDQ\/EegzP4A+H98Jjbz215rGur4g1S0a3S4tZLNJo7h4ruWJP1sr3uNadWlnEYVarrWwlOUGsFl2XYeEJ1sRPkwuDyqnQwtKkpynKrJYbDVMRjJYrEzpfvlUqfN8F1KdXKqs6dJU28Zy1ebGZlmGIqVaWCwVGVTFYvNa2JxU5NU4xwlL63iqeFyyGBwka3NQnTplFFFfIn14V8Af8FYv+UWX\/AAUs\/wCzAP2yP\/WdfiNX3\/XwB\/wVi\/5RZf8ABSz\/ALMA\/bI\/9Z1+I1AH3\/RRXneoePlsfiz4R+Fw03zn8UfDv4jePpNY+1mP+z18B+Jfhb4eh00WH2V1uv7YPxHnumu\/tsB0\/wDsNYTa3Y1ITWXThcJiMbUnSw1P2k6eHxeLmuaEOXD4HDVcZiql5yjH93h6FWpyp883FQpxnUlGLxr4ijhoRqV58kJ1sPh4vllK9bFV6eGoQtFN+\/Wq04XtyxTc5uMIykvRKKKK5jYKKKKACiiigArgPiv\/AMkt+JX\/AGIHjH\/1HdRrv64D4r\/8kt+JX\/YgeMf\/AFHdRoA7+iiigAooooAKKKKACuT1vxz4U8OeI\/BfhHWtZgsfEnxDvta03wbpLQ3c1xrl34d0G98Ta0kLW9vNDbRadomnXV5PdX8tra7hBaJM97eWdtP1lfkH+3j8Kfin8Wfjz4J\/4Ude+KbL4n+APC\/grUdL1Lwx4gvtE\/4R+x8WH49wz6jq95Z39gmjWN9qXhbRdGm1SeeI3FrqFzpyu0U0sE32vAXDWW8V57PLM4ziGQZfDLMyxdXNq3s1h8JXp4aVLLqmLlUajDBf2nWwaxso\/vXhfbQouFacKkPmeLc7xuQZVHHZdls82xcsdgcPDL6XO62IpVK8Z4yGHjBNzxX1GniXhk\/cVf2c6ilTjKEv18orwv4B\/FDXPiF8MPBuv\/Ea28O+F\/iJrGpeOPDmueGNKu2SzTxP8PvF\/iTwn4ksNChvr69vb6OwuPDl1NOYrm98uJZJzKbfa9e6V8zmeXYnKMwxuWYxQWJwGMxeCrSpTjWoTq4PE1cJWlh68L069H29CpGFam3CajeLPbwONoZjg8LjsM5Oji8Ph8TTVSEqdWNPE0KeIpRrUpWnSq+yqwlKnNKcL2aCiiiuA6wooooAKKKKACiiigDzv4ifE\/wx8L4vBs\/ipr6K28cfEDwz8NtJubO2juIbbxF4ukurfRH1RnngNrps95bLZy3kaztBcXVsXh8hpZofRK\/PX\/gpTpniPXPgT4c0fwffLp3iqb4kQavoN0txdW19FqHg\/wCHfxG8bRSaTJZRT3n9rRnw5u0\/7NC8v2rytrQE\/aYdb9jvx5efEb4g\/tL+LbrVptSi1\/xpbXulQtO7WljoHh7xt8Wfhd4disbPzGgsY20L4bacLsRJE+o6nFfazMhbUlY\/pEuBqdXw6ocb0cX7OeHrZhQzDCtSqSqT\/tbKcBlTgrQjh4Ymni82m6rlV5p5TKlGkvayq0vio8U1KfGVbherh+eNanhKuDxCcYKEf7OzDGY9S+KVadCeHwEVBRhaOYKbqP2apz+9K+Yf2zfGXiH4f\/syfFfxd4U1m98PeIdJ0nR\/7M1nT5fIvbCW\/wDFGhaZJLbz9YJGt72aLzl+eJZDInzqtfT1fMv7Xvh7TfGXwQvfA+sLNJpPjv4lfATwPqsVtM1vcyaT4t+PPw10HWBbzx\/vYZo9Kv72ZZoSs0AiaaJ43jV1+e4J+q\/658I\/XqUa2CXE+QvGUZ0oVoVcIs1wjxNOdGp+7qxnR54yp1Pcmm4z91s9nif2\/wDq1xD9Vm6WKeR5ssNUjOVKVPEPAYhUZxqQ9+nKNTlcZw96LScdUjhvGXw58MfFT9rvRJ7\/AFWW31D4MeC\/hf8AESCHSpdPkuptXHiT4uWOn6PrAmhuZ7TTprbUjqUsKC3ubkCykglijzI\/1trvhjw74nXSU8RaLputLoOu6Z4n0UalaRXX9leItFlabSdasDKrG11LT5HdrW7i2zRb3CsFdgfgP\/gnr4N8bXmi\/FP4+\/FHX9Q8RfED4reK18EvqEzaaljdeEPgVd6x8OvD+pR2tlaQXkerX19aa7DrFzq00l3qP9nWOomCGW7urm\/\/AEZr2vECVfKOIaXDtDOP7Qhwfl+AyKni8HKdKhSzChgqDz2lgqnLSruhSzmpmGHhUqqFSrCnzyp0lP2UPL4QjSzHJ6mc1ct+py4jxeKzWeHxKjOrUwdXE1FlU8VC86Sqzy2GEqyhTcoQlPlU6jXtJfIXin9z8c\/hjc\/89\/2nfEGj565+1\/sTeIdW247Z\/sHd5n8O3Zj97kfkz4S8HeJrr4A\/DL40fEaLxVD8VPj+njT4MalreuvdoPF\/gzxz8P8AxdrvhLWvslwinUH8RyalcanPrFw0p1e7jgvrWaJkhab7r\/bJklgvfhNdQySRS23\/AAUc\/ZyZJIiVkQ3Hwr0KxYq64aPKXbKzAg7Sy5+atXV\/hh4l+JH7M3\/BPG18K6LPqsPgjxz+yX478SRWktlbJpvgrQfh\/LZeI76dbu4tlexg07VWtp7ez829eK5xaW8jjj9W4BzWnw9wtw7jq1fDYbDZ9jY5Pi8VWcaE8Lhsmn4gZg6DxM5qEsNmWMzjL5VsPOMYOtluGm3Un7NU\/geLcvnnOf5zhadGvWrZVhpZjh8PTTqxr18yjwfhFUVCMHNV8Hh8txipVotyVPG14pRhzuf2N8CPhLZfAr4UeE\/hVp2tXviKx8JrrMdtrOowR299eR6t4h1bXwbqOKWZDNAdVNs8wkJuTD9pdY3laNfXaKK\/nTMMfi81x+OzTMKzxOPzLGYnH43ESjCEq+LxlaeIxNaUKcYU4urWqTm404QhFytCMYpJfs2DwmHwGEwuBwlJUcJgsPQwmFopzkqWHw1KNGjTUpylOShThGKlOUpO15SbuzwH9p\/5Pgl4quO9hqfgTVV7ENpPxC8K6mjI3\/LORWtA0cw5hkCzDlBXpnhH4h+B\/Hp11PBnirQ\/Ek3hfXdW8NeJLXSr+C4vdB13RNW1HRNR03V7EMLvT549R0nUIrc3UEUWoQW\/27T5LqwlhuZPJv2uTqifsy\/HC50Wzn1DVtP+HfiDVtOs7a2lvJJ7zR7U6pAptYf300IezD3KRESfZllKEMAR8n\/saeD7zwv8VtE8R2sX9n6X8ZP2O\/hF8WPFFtYyR22n6z8UvEPijXNT8V6zf6fBNi71a2t9bsLaDWry3a5msrt7aK6YR3MS\/oeV8PYHNfDTMs1xGOnhsdkmdZrVy7DR9lKnjZV8Fw28XSrxlarBrC0J1cNUpNpzpVYzg4Jzp\/HY7OMXgONsFgKOEjXwuaZZgKeMry54zwypYrOlh6lKSvTlevVjTrQmk+WpTcJKVoz\/AE7ryv466hPpXwR+MeqW11NYXOm\/Cv4hX9vfW5Vbizns\/COr3EV3AXBQTW8kazRFwVDopYYzXqleAftUTqv7OvxgsDKsLeJvBOqeB4ZGcJi58fiPwTaKjMQBNJc6\/FHAAQzTMioQxBr4vhqisTxHkGHkk1XzvKqLTjzJqrjqEGnF3Uk1LWLTT2Z9NndR0cmzesrp0ssx9RNNxd4YWrJWktYvTdbbnxpaftTfD\/Qv+CfHw712wmv9ZGq+CPDX7O10ybtOn0nx+PhlLpusTSPqaQvqNro\/9m3momfTxcHUbZFltXIaR4v0c+H9v9k8B+CbTYsf2Xwj4bt\/LTBRPJ0ayj2KVJUqu3apUkEAYOK\/nB+LHwC8ffB34Z+KP2cmurvX7\/wL+ztb\/tYXGkNcaTKvhTxJ4i8SfBbwN8SbjTdTjuoEvbTwengz4rzaXcWqfaZNE8TSWtvbXVzO93ff0t6Raix0nS7IR+SLPTrK1EWS3lC3tooRHuLMW2bNuSzZxncetfsfjDw\/w3kmU5TjeHcxWY0OJuLeMc3jWdbnqyy10sixOUTnTtTUYzwuaStVjRjTqVFVjGpU9nzy\/NvDjN86zTMMww2c4N4OrkfD3DmXypKm4wjjXPNKOYQU3zOUo18ArwlUcoQdNyhBz5Vo0UUV+An64FFFFABRRRQAUUUUAFFFFABRRRQAVi6T4c0HQbjXrvRdIsNLufFGtHxH4imsbaO3fWdebS9L0R9Xv\/LCi4v5NK0TSbGS5ceZJDYW4csyljtUVcatSEakIVJwhWioVYRlKMasIzjUjGpFNKcY1IQqKMk0pwjJLmimplCEpQlKEZSptypylFOVOUoyg5QbV4twlKDcbNxlKL0bRwHxK\/5F3Tv+x\/8AhR\/6tLwdX5efCDwhaeE\/ij46+K89vL\/b3gz\/AIKRfFvwCjrdmOObwf8AtC6J4W025sJoHkitpLeLXPE3w\/1uxIje8tZ9BmtLPEGpXwu\/1D+JX\/Iu6d\/2P\/wo\/wDVpeDq+aP2ivg\/4e8M\/Ab9o7xDpk+tyzar4xsv2mdUh8+wJtvEnwysvh\/rD2mm7rEbdKubX4V2Vzc2919rvGnvtSWG7SJ7SC2\/SPDjO6OCxGZZDXrVKEOLZ5Rkk6tOEpf7PjcwWW5jCbjODjCplOZZhFrmjz6Q54uSZ8VxpllTFUsFm1KnCrLh6OY5pGE5JfvsLhPruDlFSjNOUMfgsI17suX4uVpNHtv7SOsah4e\/Z4+O+u6TfX2mato\/wb+JupaTqOl3M1lqljqtn4L1qfTbrTLu2khuLbUYb5IJLGe3miniulieGRJFVh3Pw8s\/EmneAPA2n+Mbh7vxfY+D\/DNn4qupLtb97nxJa6LZQa5cPfKqLevNqaXUjXaoi3BYzBVD4Hkv7SeoWWsfAPXv7LurfVNN8b3Xw68M2F7p1zb3dlqOn\/EXx94R8K291aXcUptruyu7XxCs0c8EskdxbSB4DLvQP9FV8xiH7LhPLqTo041K3EmeOrUlStiY\/Ust4fjToqbtKNPmx1aVSm1Z1IwfuuDv7lH95xBjKiqzcKeSZWqcIzvQl9axubynV5VdSnbC0lCaekHJaqSsUUUV82e2FFFFABRRRQAV8Vftw+OLyL4PeJPhN8NPGItP2ifiFb+H7b4U+BvCnxk8OfCP4q69ct4r0zztR8Lalql9baiul2VvZajJr0tmttFe6La6xpX9r6VJO19a\/atfj18f\/CXxT8TfFj47TeCP+Cd\/hb9oLVLnXNGs\/C37ROufGz4XeCfF\/hHV9L+Hng19Fj8EWvirTY\/GfhWHwXq5TVLebwx4i0aHUdak1C+S7hvbm7lX6XhHC0cVnuFnXq0KVPLfY5w\/rOKy3B4eq8FmOXQhQrVs1x+W4b2U54iEqtOOJjiK1GFSlh+WpONWn8\/xRi62EyXE\/V6dWpWxvPl1J0MPmWKq0p4nCYuftoUcpwWYY1ypww8+SpDDThRqyp1qylRhOEvsX4FfGD9qbxx44Ph341fskv8AAHwjB4U1XUbPxVJ8bPBnxgk1nXrLUfD9pZaLIvg+ysf7DeSwvtUv2uNVEx1NrQpZmNrW68z7Ar4r+Cnxq\/ak8c\/FWx8L\/G79l0fs8eGG8CeLdasb4fGXwF8Wx4r17TNa8D2UFoF8I6ba3Ph0aXZavqM4+1zvFqYvNqKz6eWH2pWHENF0MbSTwOTZf7TDRqewyLNJZvgX+\/xEHU+uvNs6Uq8nBqpTjj6ipqME6dKXNBVw7VVXBVeXG51jlTxLpqrnuVxyjGQSw+HkqMMJHKclvh4KScKrwV5zlUSrVIxjylFFFeCe8FfAH\/BWL\/lFl\/wUs\/7MA\/bI\/wDWdfiNXomift2fsweIvjev7PekeO\/Edz8QZ\/Gfif4a6Zq0vwh+NFl8HPEPxP8ABOk6nrfjP4WeEv2jb\/4e237PPjD4qeErDQvEf\/CS\/DTwv8UdX8daFe+FPF+lapoFrqvhHxLZaX53\/wAFYv8AlFl\/wUs\/7MA\/bI\/9Z1+I1EfepUa8feo4inGtQrR1pV6U4xnCrRqL3KtOcJRlGcHKMoyjJNppjnGVOrUoVIunWpScatGacatKUZzg41KcrThJTpzg1JJqcJxesWl9\/wBfKeu3zL+218NLLO5f+GZPjD+78wYi+2\/E34MzNMIwuQZP7ESIknEgHy7TCwf5nT\/gp94Dtdf8d6be\/Dfxtq2nxeK\/DXh34JzeF7Ka71r4xpr8VpbtPp2h6tBpUtlCmpXVq+l6lbXGpWOtWWsaTDEtrfz2MWrL8If2jPhr+0f+3PoGv\/C\/VdU1LSPDf7LnibS9Yg1bQ9R0C90jxDqXxF8MX95pN1Z6pZ21xJeWMEdtb3s9pNfaV9rimgs7uV4Lh3\/Zsr8M+N+HaWfZtnnDeYYLLcPwfn1WeOlThWwtGeOyNfVoV62HnVhhqs3j6dBwrunKOMp4vAySxmDxdCj+Z4\/jfhfOZ5Tl+VZ1g8Vja3EmUU44SM3Tr1Y4XNV7eVKnWjTlWpwWFlV56Kmnh50MVFvD4ihVqfqHRRRX4yfpYUUUUAFFFFABXAfFf\/klvxK\/7EDxj\/6juo139cB8V\/8AklvxK\/7EDxj\/AOo7qNAHf0UUUAFFFFABRRRQAV4D4O\/e\/tIfHOftF8OPgJpmV5TNtqXxo1Eqx5xOBrAZ0yMQtbPtHmBn9+r56+Fkf2\/4zftMeII4ohbweKvhx4ES5V2L3Vx4Z+GGgeJ7wbfLVPKtJviD9jEiSTf6XDe27mOS2aNfocm\/5FvFr2\/4QMMltq3xVw01HVrWylKy5naLduVSlHx8yf8AtvDyX\/Q3rt76JZDnavs9LuK1sryWt2k\/zr034nQWP7f3wn+Dcun3Vnb\/AAy+LX7UGv6nrVxcRJpczftB6TP4p8OWNpFvDfbRr2uRwTiUF2m8T2ItwomYS\/q14B+KHgr4nf8ACajwXqz6q3w8+IHiP4YeLlfT9RsDpXjXwoLJtb0kHULW2W+S2j1GxlTUNPa6064W4Cw3TyxzxxfIv7avw\/8ACfgj4N\/FL42eEfC+kw\/FiHx\/8EfiRa+JbxbjULiTxl4I8efDTQvDlysV9dTW1jaDRtF07Sb6w02G3sb+BHuryxvtQkklm8P\/AOCe3xV0fwL8Avjt8VfjX4v8OeGrXxD8d9Q+JfifxFez\/YrE618TPh38NPENzFDAQZZLq91G8ZLPS7GG6uJbh3t7P7WPLr9m4hybLuPeAMHxvkuDzChjeH6WT8EQyqE1isXm\/EmMzJZ5nmZU8NSp4itWoY7MuLMVDA0aVWlWXsqF6K55UKf5rk+ZY3hLi\/E8L5licJVw2bzzHiiWYSi6NDL8lw+C\/srKsFOvUnRp062FwXD9CeLqThUpv2lS1X3VVn+tNFfL37JPxu1T4\/fDTW\/Hup28trDN8R\/GkHhq3u7WzsdUi8AajeweKvhqutWenXF3ZW+rj4feJfDP20QXd35r7bia5muZpnP1DX4ZneT43h\/NswyXMoQhjstxNTC4mNOftKaq03q4TsueDTUoysrxadkfqeV5lhc3y\/B5ngpSlhcbQhiKDnHknyTWinG75ZJ3Uld2aerCiiivLO8KKKKACiiigD50+M2nWOs\/Ez9mTTNStLe8tG+Jnjq8lhuYlmjkEfwE+LGnmMKw+R2XVWkWdGDx+VtQZk3x+D\/APQvht+zF8bG\/Zv07V9Te61z4QfCC28INqUOoX9\/4p1zT9T\/aU8YeN9b1C+WO4tNNbUHstV1cW89zbWMc7y6bpEeyAQR\/QvxP\/efGL9miIcGLxh8Rb0k9CsPwi8Y2RQf7RbUUcHoFjYdSK+MP2pfCnjLQv22f2dvi1pk6w+HL3Tvhh4Ye8sf7STUdK1PSPj5pHw91i21OdLVtLTSfFvhT9p6\/0W1tJ52uL2W11KQfYmsLV739r4RpvOsvocG4nM62EwOfcBZnisLhVVUKGJ4hyPifiXMcllNTp1U3TccZCqoxVSrhK2JpUpKvOjKP5jxBP+zcbW4koYGliMVlPFuBw9fEOm51aGT5rkWR4PM4xcZwfvp4acHJuFPEUqFSonSjUT\/T+11TTb261KxstRsbu90a5gs9Ys7W7t7i60q7ubK21K2tdSt4pHlsbm4069s9Qggukillsru2uo1aCeKR\/A\/jYLjxV4y+CPww0tfNvbz4g6b8WvEIkYRWtl4E+DWo6Xrd1fyyMCZ7uTx\/qvw50rTtOgDXE0uoy6g4TT9J1CWPyv4P+MdM0n9qr9tPRNZl\/sy3n1r4deLdP1i9ZLfRp9J8IfA74U6f40kk1GR1tbT\/AIRmfxD4cfUXu3gQR6urJJILK+Fq\/QPFPjTxV+3z4u03+x7uT4ZfDD9n678K2XiOLSbgaXH8QvF\/iL4W+ONd0abXlV7SbVJ\/Clx4Rv00t5Y5YrCGO7trcrNeTyfPYDhjE5Pm2JxcJxlSyrgTC8ZUsRiLUYyrZrw5leIw0cI05QxFbLs6z3DUFBTUnPB1PaxjVhOgexi88o5jl9DDyjKNTH8V1+G50aF6jVPAZ1jqVeWIulKjSxmV5VXquTi48uIh7OThKNU+2EjjiUrHGkal5JCqKEUyTSNLK5CgAvLK7ySN955HZ2JZiS+iivzVtvV6t6tvqfbHw1+01bWj\/Cf43apc2drcy+GPjz8DPFFnPcQRSzabNot3+z7cXWoWEsilrO9TSjqNst1C8Mgt7m5heeOCebP0Z8A7aay+BfwWs59nn2nwm+HNtN5askfmweD9Gik8tX+dU3odqv8AMFwG5Br57\/aggab9nb9s6RE8xtOWbXFUgkZ8P\/C34X64GOEfAj\/s\/eWwAoXcXjAMi\/W\/gvSRoHg7wnoSxiJdF8M6DpKxDdiMadpdrZiMbwHwgh2jcA2B8wByK+4r4lLw2yvCOV5VONs8rQi3flp4fI+H4vlu7xjz4xtpKzlJvc+WpUW+NcfiFFKMOGMrpyaVrzrZrm7Temr5MNa7d0klsdNRRRXw59SZ2saTp2v6Rqmg6xapfaRrenX2kapZSmRY7zTtStpbO+tZGieOVUuLaaWF2jdJArko6tgj568P6BpHhL9oXw94X0GyXTdB0D9mmz0Dw\/p6SzzJaaR4e8b2OnWlnHNdSz3My2Fk1hAZbmaadw0byyySMzn6Wr591QNZ\/tT+C5ZZiIdb\/Z++J6wRkRiNH8KfEX4RveStIVEisyeMLMBTIYykbsFUozN9Lw9Xryjm2AVar7Ctkub4hYb2lT2M6+GwM8Q6qopum60cPQqr2jjzKkpxUkmeJnNKmnl+K9lD2tPNMtpOvyR9pGlWxcKSpupbn9nKtVp+4nyupyya0PX9e8YeE\/C1z4fs\/E3iXQfD914r1qDw54Yt9a1Wx0ybxB4guo5ZbXRdHjvJ4W1HVLlIZPs1jaiW5ncLHFG8jojeSftOHPwe1WLtc+MfhJZOe6x33xe8C2cjr23pHOzJnK7wu4EZB\/HePxH8Qf2q\/i\/+0Z+0L8GfA2u+MPAPgG58G638P4Q80Fl4s8a\/B\/xt4BHh200+3vLK11m51XXvAuneMvGqeH7bS\/tuj\/21oejarC+palp\/9o+3a3+1X+0d8ZPiJqHwA8RfAXSfAV1ovjn4D+IfF3hqz1DVvHXi\/R\/BsvxB+EXiDV7yPWtB8nRWv\/D0PjfwPqutSTaJHZ6dol3rBvFhutOuDa\/seF8GszybNuHsVQzLLa2PyKWVZ1xtlmMzXKMDmHD0oTyDH1MI8rljp5lWeFWbU8FXrxoTw6xNFSqVcM8VSoR\/N6\/iVgMzy\/OMPVwWNp4TNVj8s4Yx2GwOYYvB5zGUM2wkMQsdHCxwVP27y+eJpUXVVZ0ajjCFb2M6sv0i+IH7PHgH4k6x8Rte8QSa3FqvxN+Cb\/APWrzTrjTYZtM8Dzal4o1a5l0CS60m8ls9Zu77xTPLdT3b6hpk50nRN+klrOZrr3aiivwbFZpmGOoYTDYvF1sRh8DFwwdKpLmhh4uhhcM40l9lOhgsLTaWlqMOt2\/1jD4HB4WriK+Hw9KjWxTUsTUhG0q0lVr106j+01VxNed3rerLpZIooorgOsKKKKACiiigAooooAKKKKACiiigAooooA4D4lf8i7p3\/Y\/\/AAo\/9Wl4Orf8WeGtM8aeFfEvg7W1mfRfFnh\/WfDOrpbyCG4fS9d0650u\/WCYq4ima0upRFIUcI5VirYwcD4lf8i7p3\/Y\/wDwo\/8AVpeDq7+tKNarQq0q9GcqVajUhVpVYNxnTq05KdOcJLVShJKUWtU0mRUpwq050qsIzp1YSp1ISV4zhOLjOMk9HGUW011TPxn8IeMvij4Z16\/\/AGT\/ABzqGh6r4V+CPxI\/Y+8KeC73RtJksJLjS\/CHxw+Aeq2NzqN1eXtzf3OoX\/h7xp4Mj1CERrp0UulyNYLbQ3k0Mn7MV+f37WPwc05viV+zd8XfCun6zZeI0\/aU+GGl+Po\/DNtMLHxboOs6t4SjGsePo7G3eTUIPCj\/AA68Ix6TeajIthpggt3mBnttMltP0Br9P8Q81y3PMq4SznAUKOFxGbUsyxmeYbD4enhacOIKVHJ8szXEqjRbpXzOtlqzX2kIw5ljVCcVWp1D4bg7AY3K8fxBluLq1cRSy+pgsNldetWnXnLKJ1Mxx2Ao+0qLn\/2GnjXgOSTk19V5oydOcLFFFFflh94FFFFABRRRQAVwHxQ8bXnw98E6v4n0zwtqPjfW4JNL0vw54Q0rUNH0e88TeJ\/EOrWPh\/w3oi614hvdP0PRodS1vU7C1udV1S8jtrC3lkuBHdzpDZ3Hf187\/tYeK\/CXgr9nz4leIPH3hjwt4x8EQaRbWXivw\/42m8W23hW70LVtVsNKv5tauvA3w8+KniiztbCK9N+LzS\/BGrS2k1tFcPLpkcbapZ9ODpOvjcFQVKWIdfGYSj9XhpPEe1xFOn9Xpy5o8s6\/N7KE+ZKEpqTdkZYioqWHxFVzjSVLD16rqzTlCkqVKc3VnFazjTUeeUFaU4xcYtNpmZ8J\/wBoe98ceLfD\/wAOvHHgSH4dfETXvhVL8UJPC9r420fxw+iJovi6TwP4w0DWLvTLLTDBPo3iJ7ODRtat7S50HxbbNqkuk3yXGh6haJ9N1+MX\/BMPxx+z9qPjb4gaJ8Ev2UNN\/Z9sdf8ADC+KNK8Tar8bbf4h\/ELxp4X03VNKtLOfUfA3i3UJvib4J8LalHrum6vod\/DDd+CvEUonlt9RnvbKGWX9na+h4xymjk2czwVHB18DH2MazoV5Yfmi61avJRVLDZvnqw0aEOTCOjXzXF4lzw862IdGpVeHpfNcH5rWzjKfrVbG0MfKNdYeNfDqvKE1QwuFhOq8TWyjIYYt4ur7THqvhcrw2CjTxcMPhnXp4dYiqUUUV8qfVH81vwu+KHga\/wD2lvhho+mePdIn\/aEX\/go78bNS8Vf8Eur6TSjqHwK0fxJ4q+NmjeI\/20I\/CFiLb42eHdc1r4Ya3a\/Hy9+KPxP8R+Mv2RvF3\/Cx5LT4N\/DTwj8SPiV8OPiFp\/05\/wAFa\/Bv7eD\/ALBP\/BSrWLP9pD9kiD4Gj9jj9r2\/f4dXP7E\/xju\/iw3w2T4G\/ECe+8Jr8Z4v2\/rLwgnji50BbjTLT4hH4CvoNlrEsOuTfDK\/soH8PXP7bV8Af8FYv+UWX\/BSz\/swD9sj\/wBZ1+I1LDpUMvwuBtGTwzjaquaKVOGXZZl9PDU4ylUqfVsOstc8L9ar4zGUaNeOBljKuCwWAo4dVl7XMMVjuep\/tUZc9Op7OUpVqmZZrmVbF1alOlRU8TiZ5o44l06dGhUqUPrSw8MVisZVr+r+Nv2dtW8YaN8NdFh174ZeHYPhR4n+HWu+C5tI+D+oC40bSvh14p8LeJ7Lwjp00\/xPebTvDmqSeD9DsdRs7GWBXg0+wkw0lhbbPItG+B138J\/2l\/CuseEdT8CWfiH4q2P7RXjPxRrB+HWqCS6v9b1f4P6pqdpPs+Ia3lxp8epRfbtGtW1BIdJudR1+cR3U2t3Ekf6C14D4z\/5OM+BP\/Yg\/Hf8A9KfhFX3HD3EGd1PreUzzPGSy6pknGFWrhHVk6dadbh7MsXUdd\/HXTxVCliVGtKcYYiLrQUak6kpfMZzlGWQ+r5hDA4eONhmnDkKeIVNKdONPOMDh4KkvhpNUKs6DlTjGUqLVOTcIwUe\/\/s74pf8AQ4+AP\/Da+Iv\/AJ69H9nfFL\/ocfAH\/htfEX\/z167+iviD6g4D+zvil\/0OPgD\/AMNr4i\/+evR\/Z3xS\/wChx8Af+G18Rf8Az167+igDgP7O+KX\/AEOPgD\/w2viL\/wCevR\/Z3xS\/6HHwB\/4bXxF\/89eu\/ooA4D+zvil\/0OPgD\/w2viL\/AOevXEfEyw+JCfDf4gvfeK\/BFzZJ4I8VteW9p8Ptesrqe1XQb83ENteTfEy\/htLiWEOkNzLY3scEjLK9pcqhhf3auA+K\/wDyS34lf9iB4x\/9R3UaAD+zvil\/0OPgD\/w2viL\/AOevR\/Z3xS\/6HHwB\/wCG18Rf\/PXrv6KAOA\/s74pf9Dj4A\/8ADa+Iv\/nr0f2d8Uv+hx8Af+G18Rf\/AD167+igDgP7O+KX\/Q4+AP8Aw2viL\/569H9nfFL\/AKHHwB\/4bXxF\/wDPXrv6KAOA\/s74pf8AQ4+AP\/Da+Iv\/AJ69eB\/APTviBLbfF6903xV4ChF78fPin9uZvh9rd0LjUtL1a38P3k6SwfEy0CKW0dY\/s0ouZ7NomtJbucwZH13XgP7O\/wDyLvxG\/wCy\/fHr\/wBWj4kr6DAPl4e4gkr3nickovXTklUx9Z3XX38PTa2tZnj4tXznJ09o0M1qLT7Sjg6aafT3as\/vOo13wd418UaXcaH4l1j4V+IdFu3tZLvSNb+Eur6ppl09jeW+oWTXNhffFKe1nNrfWtteW\/mxP5VzbwzJiSNGH59fEz4O\/EzxL+1jpnw11L4g+EF8C\/EzwpqnxUvdIsvh3cW1lpuseB\/AMnwbjltraTxlc6n9tGneItJn09oPEFrp1sLaeY6f9rtrWSb9W6+UvENosv7bHwsnGHeH9m34yXEisR+6WD4i\/B60ilQdRJI2rTRZPWPzNvSTPv8Ah\/nONyrGZ2sNWUFU4S4qVNVKdOvGhiIZX9epYrDRrRnHDYuGKyzBVIYqioV08PThz8nuvyeL8tw2Pw2VutS5nHiHIOdwnOlKrRlj\/qtShWdOUJV8POhjcVCWHqudJ+2nPk5rSXB\/sn\/Dzx78OPDfxG+HWjeN\/CF5Z\/D\/AOIekeCV1LU\/h3rMlzqo8LfBf4Q6JBqRhtfiXaRWJu7KytXlsw135d0LiRLoxSx29v8AVX9nfFL\/AKHHwB\/4bXxF\/wDPXrgPgh\/yMX7Rf\/ZftS\/9Vd8Kq9+rx+McTXxvEOLxmJn7XE4vDZVicRV5Yw9pXr5RgKtWfLTjGEeepOUuWEYwV7Rikkj0uG6FLC5PhsNQhyUMPWx9CjC8pclKlmGKp04803KcuWEUrylKTteTbuzgP7O+KX\/Q4+AP\/Da+Iv8A569H9nfFL\/ocfAH\/AIbXxF\/89eu\/or5g9w4D+zvil\/0OPgD\/AMNr4i\/+evR\/Z3xS\/wChx8Af+G18Rf8Az167+vhH9vT4m\/EHw34F8DfCD4Qm90\/4rftE+N9M+HXg7xTZ6zqGhf8ACHiG\/wBM1TXdcnvtM02\/vltzpCT6ddyWclnd6fY395rMEs50xrSf3uGOH8VxTn+WZDhKtDD1MwxDhUxeKmqeFwGDo06mKzDMcVOTVsLl2AoYnHYhQvUlRw840oTquEJeTnmb0MiynG5tiKdWtDCUlKGHoRc6+LxNWpChg8HQik718Zi6tDC0XK0FUrRdSUIKUltfs6\/HP4kfHWb4v2Mvib4T6JrHwy+K2u+CotCtPB2u6hrNx4SgsdKvvC3i\/VrD\/ha6XGnx+JUu9QS2KxPp0k+l31vZXl29ncuv0r\/Z3xS\/6HHwB\/4bXxF\/89evxn+FGneK\/wBjf9tyHwtrMM2v+EPHeleDfBnij4g6h4aufD9v4gOoeGfg14YXxX4fka+XSYxB8WvEGhWniXN5qsNlYanfQrs1MQq\/7r19j4qcLZbw7nWW43h+pSxHDPEuRZXnWS16CmqSVTB0aePwzjVbr06tHGRnVlRxKhiadLE0FXhGo5I+c4Cz7G5zlmNw2bwqUc8yTNcdlmZ0qri5twxFSeFrp017KdOrh5RpxqUXKjOpQqulJwSZ8geMLH4h6x+0V8F9DXxV8PrnU\/Cvgv4r\/EG4nXwDrkf9j2twPCXgTThPZN8Srie4fXn8S6wtg8d5p8aR6DqzO100aQVY\/aV034jD4R6nPfeK\/BNxBY+MPhPqiRWngDxBY3H2zSPi14H1PT3ju3+J14IfJv7S2lci3Z2jRkieGRlnj7DTLr+1P2qvFqW1vcyQ+EfgV4MsdSvvLWOzh1Hxf448X6jaacru4lubs6f4aF7J5ELW9rDNCss5nuFijk\/ash1Z\/wBnb4tX2h29pd6p4c8KT+NLS1vbia1huj4Eu7TxnLbpNBb3Ui3c8GhSxWCmJYpL57aOee1geS6h4sFelxN4c4NtU3g48M+9UqKPKszzurn0Z1ZNqNKHLm0ZQb5UqHs6km+Zzl04n38j40xKTn9Zed2jCDd3gcrp5VKNNJOU5c+XyUkrt1eeKtZRX4+avqPjf486APjdYX\/hzw\/p3xW\/aWs\/gL4u0uHRNd+23nhz4weD\/wBmrR9W06G4tvFphv8AQri98AWWn6jZNJDc3cEmpWSXTRa3La6X9pf8E\/tV+MXirwL8ZbrWtZ8G6J4j0D453Hw78S2t94P8R69LNrfwp+DfwZ+GFxffb3+IWkTtLeQeELaa\/wDtMEks+rHUL5GtoLuHTbD1L9jH4F+BtC\/Zu+HU97o76xD46v8AwP8AtCx6T4otLO6Xwl46v\/C3g6+srjQUFrE1m+lajosOsWFyd93Ff3t5Ik\/kSpEv2Novhnw94cl12fQdF07R5vE+uT+JvEMmn2sVq2s+IbqysNOutZ1DylUXOo3FjpenW091JmWWOzh8xmK5P3niHx9k08tz\/gLLMtqvCZbmCy3JcwqNe0weXZZmGFnLAzlUnOviFUlhfZ1q9SdSUngsFySnSvJfKcHcJZnHG5RxbjsdD6xjcG8bmeEgvcxOMx2DrQWKioQhSpcir89OlTjTjFYnE80YztF85\/Z3xS\/6HHwB\/wCG18Rf\/PXo\/s74pf8AQ4+AP\/Da+Iv\/AJ69d\/RX4CfrZ832\/g7xb4xT40eE9e1n4f6pofiHxCdA8V6Zqfw81+6sNbs9W+FvgO0vbdIIvidaS2VlcaPcwWMtu9zeXBuYrq+ivoUuoLOx9R\/s74pf9Dj4A\/8ADa+Iv\/nr0eDv+Ri+K\/8A2P8Ap3\/qrfhrXf1bq1HThRdSbo051KsKTlJ04VKsaUatSEL8sZ1I0aMak0lKcaVJSbVONpUIKcqihFVJxhCVRRSnKFNzlThKVuZxhKrUlCLbUXUm4pOcr8B\/Z3xS\/wChx8Af+G18Rf8Az16P7O+KX\/Q4+AP\/AA2viL\/569d\/RUFHAf2d8Uv+hx8Af+G18Rf\/AD16+Ff20\/DvxK0ib4U\/FOb4haFaHwlbfHXwfLb+H\/BXiLSDc2Xj\/wCBXja+mmvrgfEXUDMlne+B9NOmws1rFb65Pper7rq60u0sbn9Ka+SP25\/B7+LP2W\/i5d2mo3Gkax4E8IeIPiNo2o26iVo5\/COg6re6tYyW8jpBcQa94YfX\/Dk4uFmW3j1dr2GCS7tbYD7fw4xkMHxtw\/7SpGjRx2Lq5JXqzpKtCnh+IcJiMixE503Co3CNDMakpyp051oRTnQi60YI+X40w8sTwxm\/JB1KmFoU80pU4zlTlOtk+Jo5tRjCcZQ991cFBQjOcac5WhVkqUpsqfsu\/APxN8BPgv4V8C+EfFvgf7LOlx4o1W9vPhtrb6hqet+JWXUbu5vpbb4pW8E0lpbvaaPayRQQqNN0uxj8tfLr3xdD+JKTyXSeKfhylzLnzbhfhfryzybkgjbzJh8VRI+UtbZDuY5S3gU8RRhes8NQtbeHdAt3Ks8Gi6VCzISUZorGBGKEhSVJUlSVBIwSB0rar57O80x2cZzm2bZhiqmLx2Z5hjMXjMTN+9iK2JxE6tSclFRioyk\/dpxjGnCKjCEYxjFL2MrwOFy7LMvy\/B0IYfC4HB4bD4ahFNxo06NGNOEU5NyclFazk3OTvKUnJtvgP7O+KX\/Q4+AP\/Da+Iv8A569H9nfFL\/ocfAH\/AIbXxF\/89eu\/oryT0DgP7O+KX\/Q4+AP\/AA2viL\/569H9nfFL\/ocfAH\/htfEX\/wA9eu\/ooA4D+zvil\/0OPgD\/AMNr4i\/+evR\/Z3xS\/wChx8Af+G18Rf8Az167+igDgP7O+KX\/AEOPgD\/w2viL\/wCevR\/Z3xS\/6HHwB\/4bXxF\/89eu\/ooA4D+zvil\/0OPgD\/w2viL\/AOevR\/Z3xS\/6HHwB\/wCG18Rf\/PXrv6KAOA\/s74pf9Dj4A\/8ADa+Iv\/nr0f2d8Uv+hx8Af+G18Rf\/AD167+igDgP7O+KX\/Q4+AP8Aw2viL\/569H9nfFL\/AKHHwB\/4bXxF\/wDPXrv6KAOA\/s74pf8AQ4+AP\/Da+Iv\/AJ69H9nfFL\/ocfAH\/htfEX\/z167+igDwn4g2HxITQbA3nivwRPCfG\/wzVEtvh9r1pIt0\/wASPCiWMzSy\/Ey9V7e2vWt7i7thCkl7axTWcN3YTTpfW3b\/ANnfFL\/ocfAH\/htfEX\/z16PiV\/yLunf9j\/8ACj\/1aXg6u\/oA4D+zvil\/0OPgD\/w2viL\/AOevXc24uFt4Fu5IZrpYYluZreB7W3luAiiaWC2kuLuS3hkk3PFBJd3TxIVja4mZTI01FABRRRQAUUUUAFFFFABXkHx68WeIPA\/wn8X+JvDV6+kalp9paq\/iRPBeufEc+D9Nu9QtLLWPGZ8A+Gni13xenhLS7i78QSaFp0iSXcent57fZEuAfX6\/Mj4hP+0R8Rf2m\/iD8LfhR+3hrnwivtIsdB1y2+FNv+xZbfEXRvCfhy+8P2bW2ran8Y\/FWgaT4ZuB4l1ay12fToZfEV2jXcN3oenXVxf6beadY+vkmXrMca4zxGGwtHBUHmeKq4yhmmIwzwuExGFjXpVVlOW5riqcKka1p1pYWNClSVSU69Ofsoz8vOMw\/s7BqqqGIxNTE4ill9Clha+WUMR9ZxkKsaEqMs3x2XYOdRVIJUqTxEqlWtKlCFCsnOKsfsJfHjxJ8WNa8UabD+1X\/wANh+ErPTru81Dxz\/wy\/r37Pv8AwgHiC3uNBh0rwt\/az2+neF\/Ff\/CQ6ff6tqn9mQac2v6R\/ZX2u6vm02\/tbdP0vr4h+A3gX9ovwZ8YtX034zfthzfH+003wFPMvgm5+Avh34Lpp11r2s6V\/ZfirS9U8MNPpfjmG2h0TWNJ1OKG9uW8K3GoWSXSWs2uQpN9vV6HFs8FVzX22Xywc8NVwtCpGWBoLD0W26kW3Thw3wnQ57RXvYfI8NTlT5HKpia\/tsRU83hOGOpZXKjmEMZTxNHF14Sjja7xFblcadRWnPiXiysoLna5K+c1akZqfLQw9F0qaKKKK+YPpgr4A\/4Kxf8AKLL\/AIKWf9mAftkf+s6\/Eavv+vgD\/grF\/wAosv8AgpZ\/2YB+2R\/6zr8RqAPv+vAvHPy\/tBfAJxw7eGvjXbsw6mGSx8BzvGf9lprW3kP+1Enpz77XgXjr\/kv\/AMAf+wB8af8A02eCq9\/hv\/kY4n\/sQcV\/+stnB4+ef7lQ\/wCxxw9\/6v8ALD32iuesPFnhzVPEXiHwlp+r2d34k8J22h3niPR4XZrzR7bxLHfzaDNeIVCouqRaXqElrhmLLayFgo27uhrxKtGtQkoVqVSjOVOjWUKsJU5OliKUK9CqozSbp16FSnWozS5atKpCpByhOMn6tOpTqxcqU4VIqdSm5U5KcVUo1JUqtNuLaU6VWE6VSPxQqQlCSUotIooorMsKKKKACuA+K\/8AyS34lf8AYgeMf\/Ud1Gu\/rgPiv\/yS34lf9iB4x\/8AUd1GgDv6KK\/NT4yftV\/FjwV+1H4f+Eukv4LsfAep+MPhd4Qtnl029u\/E+qX3iT4i\/s52ni5Zbm4vPsEL2nhL4p6lbaaLO33xR35vrmBrmzsbpfpeFuFM14wx+Iy3KHhViMNl+IzKr9arSow+rYWVGFZwcadWU6i9tCXJGDfIpzbUYSa8TP8AiDAcOYOjjcxVf2NfF0cFD6vSVWXt68akqakpThGMH7OS5pSS5nGKvKST\/Suiiivmj2worwD9qfxXd+Dv2e\/ipqOmafq2ra9q\/hpvAvhTTdEtmu9TvfGnxMv7L4c+Cbe3t0mgldX8WeKtGFybd2uktfPktYbi4SKCT8nfh18Xf24PgYuo\/BmGPwz44vPg1rnwNtfiHd+Ntct5FsrP4zr+z54N+G3wr8LS6Xa3iaethqNx450uTXYm1DTbjTptd8S3Mya9YaVba5+mcH+GOY8aZLjM1y\/OckwNfDZgsFSwGcYyGXvF04vLaNfFUsVUbpxjRx+d5HlypzgpVcZm+Cp05PmqOn8RxHxxg+Gszw+AxmW5piqVbBvFVMXl2Gni\/q82sbUpUKlCCU5Sq4TLM0xvPGTVPDZdiZzirQ5\/3Xvr6y0yyvNS1K8tdP07T7W4vr+\/vriK0srGytInuLq8vLq4eOC2tbaCOSa4uJpEihiR5JHVFJHhX7OLLL4O8b3AYObj4+\/tGM0ikFZFg+OHjuzt2Xb8mFtLW3jBQAOE8xt0ju7fPniDxf8AEL4jfsz+FvBvj+z0TWvGnxF+Ot1+zf8AEm78NzT6FpEmgeHvjX4m8C+OPEOn2Nw8s86a34D8FaleS6OlzZpKdamaEQ20K6a\/0l+zz8I1+B3w4b4dwf2eumWHjv4p614dttNnvbq30\/wp4s+JXirxT4T0uW41CGG6lv8ATPDesaXY6oXEsa6lBdJBd30Cx3txxZjk2HyDhbN8NjMwpTzurxdHLqWCwyhWw2Iy\/IKWZ4bF5nRxXtIVvYzzDExo0KdXCU1WpwjXUo2jCXTg8zq5vn2XV8Ng6kcsp8Oyxk8TW5qdejjM2nga+HwNXD8kqftY4Oi6lScMRN05ydJxldyXuFYEvhbw\/N4osvGsuk2r+K9O0DU\/C1lrhVvt1v4e1nUdI1bU9KRwwQ2t5qWg6ReSKyMyzWMRjZA0gffor4SnWq0XJ0qlSk506lKbpzlBzpVYuFWlJxacqdSEnCpB3jOLcZJptH1c6cKiSqQhUUZwqRU4qSjUpyU6c0pJ2nCaUoSXvRklKLTVzwH4If8AIxftF\/8AZftS\/wDVXfCqvfq8B+CfyeLP2loBytv8fn2k\/eP2v4K\/BfUn3dvllvZI1wB+7RM5bcx9+r3OJ\/8AkbN9JZbkM1\/hnkWWzj\/5LJeh5eR\/8i9L+XG5rF+sc1xsX+KYUUUV8+euZmsa3o3h6wk1XX9W0zQ9LinsraXUtYv7XTLCO51K+t9M063kvL2WC3Se\/wBSvLTT7KJpBJdX11b2kCyTzxRt8deD7jRfjt+1PL8TNJ8X6P4v+G\/wW+GFpp3gHTLbSLK7t7P4leP\/ABR4z8P+OPFlhr5WK9hvtN0X4fjwjLZTR3Q2X91Pp8umQyXv9vfPfiHSvEv7QPgaT4Qat8QvFOljxf8At8ftDeCT4hivr3UdR8P+Gvhzpfxr8deFbKwW6vIRLp\/hrXfCHhVtC05LqO00e5tNMa0iQaUkSfXn7K37Odn+zx4GmsLu8TU\/HXiuLQdQ+IGpWd3Jc6FL4g0vRoNPu18MpPpul3ltot5qZ1fxJJHqEEt\/Pr3iPXL2acR3UFra\/rtfJsn4H4fzytXzyc+NMwp4nJ8ty+hgYyw9PJMZi5ZfmWYLE4im5Uq2MwuCznLZTw9RVaOGrulODjmFOrT\/ADylmWY8U5xlVOllcY8M4SdHMsbjKuKca0s1w2HhjcFg3QozSqU8NXxWW41RqwcKtel7SE74SdOXh\/7Z3hXxB4g8deF77wzPplrrXhr9nb4+eN9Lu9YS5k02zvvh38T\/ANl\/xdHJdRWpWS5MyWjxW1p5kSTzhVnnt4PMuYfbfj1478aj9mDUfEfw5uks\/iR8QPD\/AIE8M+A7vT5oraO28ZfFrWPDnhHQbqyu7xp7eyjtNR8URXcF9dyvHZRwLdSTHyt5+gfGFguq+EvFOlsEZdS8O63YMsgBjZbzTLq3IcEMChEmGBVgRnII4r5Cnv59X\/Zl\/ZEmZVlfXfEf7H17cli0K\/uNW8D+JWl2kzvkTaajRxeYSZNiyTMm8thkeaRzXL+BMJicFha1HhPiihQlDExjWp4\/D5ni8TnNelioOML4apDL\/q0sM5yjKMKs1OMsROMNM0wDwGN4qxFHFYinU4hyOrUUqMnTnha2CoYfLKVShLmlavCWM9tGuoxcXKnGUZKjFy1f2HbE6r8Hrj4u65oUWifEX41eNfiD4z+IMcR1NFTUIfiH4v03R9JitNTu7uWwtdB0aG30+C0jcKrrPM7TSzPM\/wBb63o2m+I9G1fw9rVqt9o+u6Zf6Nq1k8k0S3mmapay2N\/atLbyRTxrcWs8sRkglimQOWjkRwrDTor4XPs7rZ1xBmefQhPAyxuY1sZhMNDE1azyzD+1vl+Aw2JkoVHRyvCxw+DwklGnyUMNSUIU1GMY\/V5TldPLMowOUynHFLC4OlhsRXlQhTWOrezti8XWoxc4Kpjq8quJxCcp89WtUc5TcnJ43h3w\/pHhPw\/oXhXw9ZjTtA8M6Npnh\/Q9PWa4uFsdI0ayg07TbNbi7muLucWtlbQwCa6nmuJQm+aaSRmdtmiivGqValapUrVqk6tWrOVSrVqSlOpUqTk5TqVJyblOc5NylKTcpSbbbbPShCFOEKdOEadOnGMIQhFRhCEUoxhCMUoxjGKSjFJJJJJWCiiioKOA8Hf8jF8V\/wDsf9O\/9Vb8Na7+uA8Hf8jF8V\/+x\/07\/wBVb8Na7+gAooooAKztY0jSvEOkapoGu6bZaxoeuadfaPrOkanaw3um6rpWpW0tlqOm6hZ3CSW93ZX1pNNbXdtPG8M8EskUqMjsp0aKqE505xqU5ShUhKM4ThJxnCcWpRlGUWnGUZJOMk000mncUoxnGUJxUoSTjKMkpRlGStKMou6aabTTVmtGMjjjhjSKKNIookWOOONQkccaKFRERQFREUBVVQFVQAAAKfRRUtt6vVvVt9RhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcB8Sv+Rd07\/sf\/AIUf+rS8HV39cB8Sv+Rd07\/sf\/hR\/wCrS8HV39ABRRRQAUUUUAFFFFABRRRQAV8X\/Ej9pf4ffsr+MfHV38fLLxP4L8B+MtW0jxJ4X+MOn+CvFfjDwRqN2\/hzQPDL+BvEN54L0fxBqfhrxnp83h+6vdOtNY0200fXPD0sF3pOq3OqW+s6fZ\/aFFdmAr4bD13LGYapisLWpSw+Jo0cQsJXlSlVo174fEyoYqnQrxq4ek41KuExUOT2kJUZKd1yY2hiK9C2ExEMLiqU1Ww1arQ+s0I1VCpTtiMPGrhqlehOnVqRnSp4rDTcnCpGtCdOLPkz4L\/Grwz+0x44tfif8LNJ8R3vwj8J+DvEfhvRfihr\/h3XPCWm\/EPXfFuseEb3ULTwJpXiS10vX9T0Dwn\/AMIZNYeJdd1LQ9OsZvEc9rpmgXOonStbeD6zoop47EYevVisHh6uEwdCDpYWhXxKxmIhSdWrXk8Rio0MLTrVp1q1WpUnSwmFo3lanh6UUoiwNDE0KUnjcTSxWLqzVTEVcPhng8M6ipUqKWHw08Ri6tGlyUYvlrYzFVOdzftuRwhAoooriOwK+AP+CsX\/ACiy\/wCCln\/ZgH7ZH\/rOvxGr7\/r4A\/4Kxf8AKLL\/AIKWf9mAftkf+s6\/EagD7\/rwH4h\/8l1\/Z2PfHxcH4HwhYEj6Eqpx0yoPYV79Xzz8T7y00740fs\/6jqF1b2Gn2cfxgmvL+9mjtbK1hg8Dw3c0tzdTskEEcNpa3VzLJK6rHb208zkRwyMv0HDKcsyrxinKUsh4qUYpNtt8L5wkklq23oktWzx88aWCpNtJLNsgbb0SSz7LW229Ekt2fBPhL9pybwL+3n8XLHxKujyfD34ra54B+G6eI9N07U7u50XxH4Vk+JXhTwHppltdVvoZItZ1Pw541PiHUhYfZtPlgt\/Nh0qCw1S5b9fK\/MDRPh74S0\/9jjxT4wtNN0K513U\/ih4v8fWPiqDStLm1W0QftHeJtT0L7PrMtvdXDwaTo+r6hYx3Kz+WLLVdaFuYbfU7rzP0Z8Z+MfDfw98K6\/438Y6mmi+F\/DGm3Osa7q0lveXaWGm2i77i5a20+3u72cRrz5drbTzN0SNjxX3niZTyvM8yymPD+W4qnjMDWqcA16dOLq1M5xXCGDyTK8DjqOEpUvaU8TjKOJpYNYeMqsprC4dKLrSqTq\/KcDzx+CwWYPN8dQnhsXSp8W0pzkoQy3D8R4jNMfisLUxE5qE6OGqUKmJdaShGLr1nf2ahGnynxo+LXhz4F\/DLxR8VfFtlrWoeHvCcWmS6hZeHoNPudZuP7W1rTdBtY7CDVdT0awll+26pbF0n1K2zCJPKMs\/lwS9t4a8R6H4w8P6L4q8M6naa14e8RaXZazourWEyXFnqGmajbx3Vnd280ZKvHNDIjjBypJVgGBA\/EL\/gp38c\/Gmm+PdW+DWk6ib74afEf4T\/AAysNQtGlSaw0zxdpXxkXxbea3papw2qXPhm30TT5\/3phuNOuGlkjSXT7WcfpT+wveC9\/ZC\/Z9lBUmH4caNp7lNuDJpZn0yUnaSNxktG35+ffu8wCTcBXEPhq+HvCvhnjfF1L5hxDxDOhh4UqrnQlkmLySji8J7alKClQxuHzDB5pRmoyaqU5KUrqNJk5Pxv\/bHH2d8L4eH+x5Pk8ataVSny1Y5ph8zqYfE+yqRk1Vw1bCYrA1I3V4Ti0rOVRH1fRRRX5CfooVwHxX\/5Jb8Sv+xA8Y\/+o7qNd\/Xk3x8u2sPgV8ab9Bl7L4TfEa7UZK5a28H6zMvzAMRyg5CkjqAelb4ahPFYnD4Wn\/ExNelQh\/jrVI047tfakuq9UZV6saFGtXn8FGlUqyt\/LTg5y\/BM\/PH4Z\/8ABTDTNbsfAGv\/ABBs9B03SdV+Efxr8e+L7PwvDNJfJ4h8G+KvF8\/gXwl4fGsa6I\/7a1H4d\/DXxRqN3Z6rc20Osatr3hWe1u9FtdTsbK65z47\/AA20LxrpvjL9r6zXxBrGofAr9rbSvHuhNpPn39r4i+G3ggfBHwD8RLeyj+1raafY+HdR+HGqeJJ9fEVwdNfwjrltcxQQ3U8+m+oePP2CfB3xj+BHwp8P6Gtn4R1rUdY\/Z28W\/EzUjdXxk8Q6B8PvhyPh5q2n6asS39hpus\/8Idq142nS21hFZanrVhp7avKqv\/aNr9OfDr4C6toP7KS\/s\/eK9c0+48Qaz8OvGnhXxV4i0qKe90s698QY\/EFx4h1OwiuINFur6zi1PxHezQfaINMub2JFadbWaV9n9JYzifw34ZxeB4l4DqYrJcyqcSVMj4g4fqyqS5OFcTmFfHZq6NelTn7bDVaMZZFCcJPETyx4avyUcVP2GE\/FcLkfGud4fFZJxZChmeChksM0yfN4RhHmz6hg6OFwHtaU5QVLEQqOOazjKPsY45V6fPUw8faYj6eor8+\/hf8AtXfBj4HfCr4XfCv4x+Mk8LeOPAHg21+HviBP7M8Sa5Y3F\/8ACuXx78O9W1u31LT9EmaWx1e++DPifVbNJYhe\/Zb3R1eKR9QgeT9AkdZFV0ZXR1Do6EMrqwBVlYEhlYEEEEgggg4r8H4h4ZzbhvFzo4\/A46lg6mKx1DLMyxGCr4bCZvRwNf2M8VgK01KjiaTTpVJPD168aarU71GpxlL9XybPMvzrDxqYTE4WpiYUMLVx2Co4mlXxGXVcVR9rHD4unG1WjUTVSC9tSpObpztBOMlH58+P8x1SX4M+AbQLJq3jL44\/DnVLdHcxxQaV8J9Zi+MviC\/uHCSbY49P8AjTrVRFIZ9Y1XSrUm2Sd76029C+B\/hnSPib8X\/iTfSL4hm+L1z8Kb7UNC1rTNPu9N0TUPhFZSQeGbzTTLE7STwaj9k1+zmuIzc6VrlpFf2FwkiW5tsbxjCt7+0x8CbaQll074X\/ALQfiWKIEqEu7LWPgV4aS7JyFfyrTxfe2oj5cm+8xRthkI+g67cVmWMyvI8kwWX4iphqOb5NjMRmShbmr1J8Vykoqo05U4QqcJ5DiIOk4VI18I3zuFScHy4fBYbHZrmmJxlGFapl+ZYajgnK\/LShHIIrmcL8s5ShxBm1KXtFKDpYhLlUoRkflR8HtL+Inxf\/AGidY8Otb6p4L+GX7KP7SPx38W+I1vb25ib4qeLPij4i8YeJfBSQaH9mtWs7PwppPia31mz1a7ub611PS9b8yyh2arBcW\/6r1iaX4b0LRdR8SavpWl2tjqfi\/VbXXPE17AhFxrOq2Og6P4Ys729cli8ltoHh\/R9MhVdsaW9jFhPMaV5NujjHiePFGPwdfD4Knl2CwOW4bC0MHTXM1iqznmGdYqrXcp1MRUx+e43MsZTqVZXpYWrhsHSp0MNhaGHpHDeRSyLCYmlVxU8bisVja1eriZ6J0KShg8soU6SUYUYYTKsNgsPOEFapiKdfE1J1a1erWqFFFFfIn0R4D8Fv+Rz\/AGnf+y\/W\/wD6oT4FV79X563v7Unwl\/Z+8ZftJaV4y1qWbx34h+MOp6r4C8Aabp2sX2ueOL\/Sv2fPge1noOmz6fpl9p2nX+vakkWjaO+s3FjDeahN5Ns07wzIn2v8OPGMPxE+HngP4gW9kdOt\/HPgzwv4xg09rlb02EPibQ7HWorM3kcUCXZtUvVgNykMKTlPNWKMOEH3HF\/D+d4SOAz7F5ZjMLk+Y5bw9Qy\/H4ijKjQx04cOZfzywbqcssTRhKjWpyxFGM8PGtRq0HVVanOC+X4dzfLMRLF5Th8dhq+Y4PG5xVxmEo1FVq4SMs5xnKsSocyoVJKrTnGjVcazp1IVVD2c4yfZ0Vh+JfE3h7wboOqeKPFmt6Z4c8OaJave6tres3kGn6Zp9qhVTNdXdy8cMSs7pFGC26WaSOGJXlkRG+Tm\/b8\/Zhk8U+GfDOm+N73W7fxP4mvfBMPi3R\/Dus3fhDSvGcEulRad4a1nU2tYrq3uvEJ1aOTRNVtNOvfDUsFnf3F9rmnwQJJL4mUcL8SZ\/Tr1ckyHN81o4ZVXiK2Ay\/FYqhRdGhLE1IVK1KlKlCr7GLnGi5qrUVlThKUop+nmOe5LlM6VPNM1y7L6ld01RpYvGUMPVqqpVjRhKFOpOM5U\/ayUZVFH2cNXOUYxk186\/sg+Bvir4m+NvxJ8XeKodS0L4M+EvjB8Yvi58LEW2sjb+PvHHxX8X\/FDwTrur3F\/PZ3tzBYeENAsdYsV8PWN3otxDfeIdP124\/tPS9Ws3n\/VevBf2W4nT9nL4I3Uw23Ot\/DPwj4ovVyDt1Dxbo9t4n1BSw4Yre6vOGZflYgsuAQK96r3fEfPa2fcW5nUqYfCYWjldWpkmEoYOn7Ol9Xy2vXpSxFSTcp1sVj8VLE5ji6s5y5sTi6saSp4eFGjT8rgvKqeU8PYGEK2IxFTHU4ZniKuJnzz9tjaNKaowVlGnQwlBUcHh6cYq1HDwlUc60qlSaEBgVYBlYEMpGQQRggg8EEcEHgivxo8E3dt+zn8Qfg1+wtdnWvEs1l8cfA3jPwX4uig8nRX8N6Z8ONB1\/xJJqWmT6hfXWh3eu\/EJPG+t6dpdpLqdjbyPdTPqAMMkg\/ZivHpPgl4MufjVP8AHLULO31PxSPBnhzwjpUGoabpl5b6BP4f1PxheDxNo11cWst\/p\/iC\/sPGF5oNzeWlxARo8JtBuS7uQ2vA\/FOByChxJg83p18Xl2ZZTOvg8DRag3xRgYV6HD+YOsoSnSWXQzPM5VYtqliMPXr4epGU6lKUM+KchxWb1clxOXTpYfG4LMIUsTiqicl\/YWKnRrZvg1SclGbxksDgVTlZzo1qVKtBqMKkZ+w0UUV8AfXBRRRQAUUUUAcB4O\/5GL4r\/wDY\/wCnf+qt+Gtd\/XAeDv8AkYviv\/2P+nf+qt+Gtd\/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAfEr\/kXdO\/7H\/wCFH\/q0vB1d\/XAfEr\/kXdO\/7H\/4Uf8Aq0vB1d\/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfAH\/BWL\/lFl\/wUs\/7MA\/bI\/8AWdfiNX3\/AF8Af8FYv+UWX\/BSz\/swD9sj\/wBZ1+I1AH3\/AF8TftlKH07w0hYIH8BftKqXbogb4A+NAWOSOFzk8jgda+2a+I\/20BjSPDTNwsvgj9pSzVjkjz5f2d\/iBcopAywBhsrhi2MAoF+86A\/b+HX\/ACV+WdP3Gc62v\/zI8yPl+M\/+Scxv\/X\/K\/wAM2wJ5h4OsptN\/4JdWl1axgvp3wB1Xxw8UpdvNgslv\/HN6mQ7OXntopxGcg73QlEH7sVfjN4g+JPxk\/wCCcvhR0vjdfEr4u6R8DvBWuXn2bT7KPWdb8b\/ELwZ4P8SGWDT7EWGn2mtzXt99pXTbGGGztbuRbOGJI0QfVn7KVhbH9lP9neyuIIbm2vfgP8Lnu7eeGOWCddT8C6LcXcM8Lq0c0UpuZUlWRWEys3mBt7Z\/KP8AZg+Il9p9joXwN8Q+KNY1zUvGX7UXhvx58HfA8HhvUtQfRfB\/gj476vd\/EaWTVdO0+6NpYWNroR8X3b67c2Wn2dmb25sSHTUWb9iyOlUzXNeLM3wuEw1fH8D+MOG4ycq+Hq4qri8uxeOzSpmOHj7KjP2OFwcMip5tmlSvOnhXgcLVr1atOeDpxrfm2aVIYDAcPZfiMRXpYTinw4rcNWpV6dCnQxmHwuAjgq0uepFVcRiXmtTL8DGjGddYrEU6VOE44mcqfrn7OX\/BOkT\/AA68Z+Gfj9FqMPinw7468ZaT8P8AVrOXTb+zXwzrHw6t9Bg1y2eWOWPXdNTXddvvEWgy6hY6L4h0rxD4dtLkTWSzahaXX1p+yx4k8J\/Cv4XfCL4IajqtzP4guPiD+0D8LfCifYXL6hL8IfiD8SX1Ca\/a2ElppY\/4R3QEvolkmMUpurWG0edJUkP2rX4K\/tU\/HTxH+zR8cvDGq6H4a0\/W9f8AA3xs\/ad8baTpGqaneHSNQ0z4hfBD4da1ZarevaxLeQQxXvjHxQW0y28hJrrQ7mAahAJZbyLz8jzPivx4zHPOG8yxbrYrErFcT5XlmHq0MFgMNmOUcOcRU6NPD\/WnKOEwmMzbH4KpjV7Rxfta85TpzqOvDtzTA8P+FGDyrOsDhvZ0KLoZHjsbWhWxWLrYPMc6yWdWVb2HK8RiMNl+ExUcK+TmXs6UFGUYKlL9BvgH+3V8Kvi9451n4QatqY0L4t6f44+I\/hzTNBGj6nDpfiHSfCniT4gSaVd6TqHnanGl3b+APB9rrXiVtXm0e3Gq3UsGkxSpLDaxfQ3xM+Nvgb4Sa98MtE8cXw0aD4o+KNQ8J6Rr99c6dYeH9K1Sy8P6lrtumuahqF7a\/ZRq8thFoulLBFctcatf2sMnkxsZK\/NLxF\/wS6lg+GHiXxB4Z8b+Z+01q8fxBvp\/E9rHHo\/hLXIfibpdzovifwNqdlrEfih\/7MtdB1\/xjpOieJ7JdG1qa512PUdT2LYaZb6Z8+aD4G\/aV\/aN+JXh79l39pDxhBoviH4MTnxT4T17TtD0C\/mtda8PeBPhx4kk0jUtS0VoNI1qPSrTxr4Gf7cv27U4p9av31OTWY3gij9KXh14T8S5njc94V4whh+FsowWaVuK8nx0sRTzzA\/V8LXp\/wCsPDWEhgnXzDh2ljcTltWnRxMHiqUI16eIbU44anxLjLxAyTA4XKs\/4clWz7McVl9PIMxwioyyrFe3r0ZPJ87xE8UqWDzmeGo46nUqUX7CblSnRS5JV5\/qR+3Jrfj+w+CcWg\/C7Xb3wx478aeNPD+k6H4g0u9vdP1bS08L2+q\/FLWZtNnso5C80\/h\/4e6rZXVteeXptzpl1fwalPBZvNKsP7Unji71n9jHxR4k0e5\/syf4oeDPAfh6CWBI7qS3svjLrPhbwlqAtgXljZ4tI8W3rJcK8q2yxm93skBevkb9jT4jfGj4x\/F\/wj4X+Ji6\/rnhH4G+DPE9kPEnibQ74ahdfF3w34U8AfDzxrban4hvUSfV5NSXx94h1TTP7bhbWZ7OfUp5LuSAm0tfMvCeoftK\/EE\/FP4H3vhmO7\/Zr\/Z98d+PdL0jxzdWP9inSdI+CMPijTfBfg7Sr+O6t5fGHlar4U0w3MH2O9n0e2vdNm1e\/htzY2EnI+Bp8PUsLl+LxvDUK\/hzi8Nx1m+PqYqjT\/tPDZtjKkP7MoTxNKP1vG\/V+Hsjhhcnq3bxONx1PDRq1akliuhcVRzirWxeHwudypcaYetwtl2FhQqT+oVsvw1Of16rGhUl9WwzrZzmkq+Y07JUcLhKlZwpwTofuLpthDpWnWGmWxc2+m2VrYW5k2GQw2cEdvEZDGkcZcxxqW2RxpuztRVwou0UV\/OMpSnKU5NylKTlKT3cpO7b823c\/aIxUYqMVaMUoxS2SSskvRH5cfDn9iD4cfE\/4zftQ\/Ej48eDdW8UwXfxjvdA+GmheKP+En0fTtK8KWy6T481bXfD7W+q6fFqmi+MfFXie\/tJ1jtH0x4dI1q3iuLuHxP4ht5W6J8Vfj9+z9qesfAbwP8AA34ifF3wv8IPGOmyDxbqWrQ6nd6r8JfiBH4mtfhj4R8MXN3Pp9zPqGha8\/hbQb7XYodZ0jwn4Z0fxE+taXYWWji9j\/Umiv1Cr4pZlmdSvS4ny+lxRk\/1HKsJluQZpmOZ08ryevleDwuWxx+X0sDiMLLD4mvl8MbCt7GVKNfHYyGZYz63XwsY1fhafAmCwMKU8jxlTIsy+tY+vjc2wODwU8dmNLH4mvjpYTGVMVRrqtRpYyWGlS9oqkqWFw0sHh3h6VduH5\/\/ALHN\/qXx\/wBd8Wfti+JJ\/GejyeKb\/wAa\/Dn4YfDzUtWS68IeFfhlZXvgWzu9TsNOuNOF3b+K\/E3iT4e\/bPEt7p+px6LcTW6WqaY89it8\/wCgFeX\/AAY+F2mfBX4ZeFPhho2pX+saZ4Ttr62tNR1NLeO9uEvtWv8AVn82O1SO3RYZdQeCFI0AWCKJSWYFj6hXy\/GmcYPOuJMyxGVQ9jkOGr1Mu4cwyjOKwvD+BqTo5TRtVSrOf1VQq15174iriKtariJTrTnJ+5wzl2JyzJcFSx8vaZtXpQxmdV24ydfOMVThUzCreDdNR9vzU6UaVqNOjTp06UY04xSKKKK+VPfCiiigD83\/AIbeCvCfi\/8Abe\/aNbxb4X0PXrnwVrfg\/wAW+GX1zSbPUbjQ\/EDeCfhBdaT4i0WS8gkk0zUrI6Yr2WpWLRz\/AL6VFlUI6t9P\/srK0H7Pfwt08yNIuieHm8NwMwRdtr4Z1K\/8P2cSpGqIkcNrpkMMUYUeXFGiHlSal8N\/DbUtJ\/aU+K3xQfT4YdB8X\/Cr4Q+H7DUlntmmvfEXh7X\/AIot4mtpLRJjeQmy0a58DN9rubeO2vEuooLOeeXT76O2+EvFkHxSk8Afsy6b8GludU8b+EP2l\/jdrOneG7jXF0nRvEkHgT4x+O\/CviK08SardebMmkJ4V1fxIbloT9qitZZpLWwuLiGDTJP3DExhxxDC5NRzfD4PDUcB4dYOGKxuIhLLMvxWWeHvEeKzCNWtKtCjgqLx2Fq0sbVnOEMLP2lXFf7tKJ+W0ZT4WnXzKpl1bE16mM4xxEsPhqMljsXQx3GGSYfCShTjTlUxNVYWvTqYanGMpV48lOh\/Giz7k\/artre9+AXxAs7y3gu7S7g8PW11a3MST21zbT+LdBint7iCVXimgmido5YpFaOSNmR1Kkg+E2X\/AATp+BGlr4w0nSLa40zwp4k8Aad4Y0fTIba3utc8H+NLV\/E0F18VtF8T6k97KfGMmkaxpGl6bcPpyPpY0J7hrq+Gp+RY\/m\/48\/bJ+O\/xTk03QfiTpNz8NbLX\/jv8A7fSvAmnW9zpq6X4ThtL\/wAba0niO8uok1PVZdWsviF8F5tStdTultBd6XHrFjouiRXNxp9r\/Q3V8RYDjzweyDI8qhnjwFTPswzXNK8clxyxOBxFOhhuFquDl7eMXh8RWwmIhVpe3w\/NGMvrNGlXq4atN1pyXF8J+I+b5pj5ZUsZDKMHl+BoyzTCexxVGdavn0MSvYyftaNPE0XSqeyrWk17CpUpU69KKpct4G8KWngPwT4O8D6fdXd9YeDPC3h\/wpY31\/5Bvryz8O6TaaRbXV6bWG3tvtdxDZpNc\/Z7eCDznfyoYo9qL1NFFfiNevVxNetiK83Ur4irUr1qjSTqVas3UqTaSSvKcnJ2SV3okj9QpUqdClTo0oqFKjThSpwV7Qp04qEIq7btGKSV23pqwooorI0CiiigAooooAKKKKAOA8Hf8jF8V\/8Asf8ATv8A1Vvw1rv64Dwd\/wAjF8V\/+x\/07\/1Vvw1rv6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4D4lf8i7p3\/Y\/\/AAo\/9Wl4Orv64D4lf8i7p3\/Y\/wDwo\/8AVpeDq7+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+AP8AgrF\/yiy\/4KWf9mAftkf+s6\/EaovhB+178bPjv8S9W1D4XfsyaD4j\/ZI0f42\/Ej4B3Hx4Px80\/SvixP4n+Emr6\/4F+IPxAsf2fNY+Gun+HLv4NaB8XPCviH4cNrcP7QDfFPU5dKn8T6N8GtR0CW0nuJf+CsX\/ACiy\/wCCln\/ZgH7ZH\/rOvxGojeVKlV5ZRjWhCcI1YSo1lGdKnWg6mHqqFelzU6sGlVpwd+aFuenUjEl7lavh5JqrhqtWhWVm4wrUa1WhWpe0SdOVSjWo1KdWEJylTnG01G8b\/f8AXxV+2WLc6V4JF3\/x6HRv2hBdf6z\/AI9z+zP8WhN\/qv3n+r3f6v5\/7nzYr7Vr4h\/baLR+HfBku0Mkum\/tCWLfMQyPN+yr8br1JANpDKF02SNhuUhpEYbgGA+28OlzcX5artXw+cq6dmv+EPMtU+jXTzPmOMnbh3Guydq+WOzV0\/8AhVwOjXbv5H0\/8KNCsvC3wt+GvhnTbY2eneHPAHg7QrC0M0lwbWy0jw7p2n2tubiWSaWcwQW8cRmkllkl273kdmLH5w1\/9m+TVf25vh\/+0jFZ3UGkeG\/gx4q0HUdSg1KyaG68YtqEWiaDpl5pV3cS6gLW48J+KPE96t1pNpBaR3uhWi392kt0sF\/9XeE\/+RV8M\/8AYv6N\/wCm62roK87C8SZtk2Z5\/i8FiGq2d4HPclzKVR1J\/WMDncKuHx8J2nFznOM\/aRlNzSrRhUlGbidlfJcvzLA5Rh8TRvSyvFZTmeCUFCPscVlcqdXCSj7jUYxceSSgot05ShFxTCvya+NnwXuPit\/wUV+H1k+haXr\/AIX8M+APBfxI8daXrsGn3WjT+GruX4q+Cb97qyv4J7fUzql\/pXhjRpdGkinlvbSKWeWFbC0muIP1lrxa1+GOpQftFa78Z2v9OOkar8FvCnwwj0sJcHVk1LQPHPjLxXPfvIY1tU06S18S29vEiyy3ElzFMzxwRxRtcerwJxNPhXE8R5hQrww+MxPCWcZVgZzVRt4jM54PDSVJ0nGUa8cNLEVaM+aMYVKcZSulyvg4syOOf0MmwdWjKthqHEOW5hiox5LKjgY4isnUVROMqUqypU6keVylCbUUm017TXnw+FngFPHsHxOi8OWkHjmCPxDGdetpLm3num8UaV4G0PWbjUIIZ0tNSup9F+G\/gvSoLm+guJrGx0SCCye3WW5870GivjcPi8VhHVlhMTiMM6+HrYSu8PWqUXWwuJg6eIw1V05R9pQr024VqM706kfdnFo+krYehiFTWIoUa6o1qWIpKtThUVLEUZc9GvTU1LkrUppSp1I2nCWsWmZel6HomiHUm0XR9L0hta1W51zWG0vT7SwOra3epDFeaxqRtIYjfardx21vHc6hdebdzpbwpLM6xIF4H4h6Jo2h\/Cn4rRaLpGmaPFqPhP4ha3qEel2Frp8d9rOr6Nql5qur3iWkUK3Wp6neSSXWoX84e6vbl3nuZZZWZj6lXAfFf\/klvxK\/7EDxj\/6juo1Eq9efPz1qs\/auDqc1ScvaOmnGm53b53TTahzX5U2o2RUaVKPLy06ceRSUOWEVyKbTmo2XuqbScrW5mk3c7+iiisjQKKKKACiiigAooooAKKKKACvzu+EPw+8W2f7ZnxRtNc1nU7Pwp8MNH1fx34P8PRKZfD\/iCb9pDx38QPE1z4pg+1IG0zUdKutP8T+FdWWyVzq13pkFz9tjtrZ7F\/0Ror6LJOIsRkmC4gwdGhSrLPsreW+0qKDlgpyr01UxlGM6dRSq1MtnmWWW9xwpZnVr06ka1Gkzxs0yajmmKyfE1atSm8px\/wBd5IOSWKjGlNww9VxnBxpwxsMDjr+8pTwMKU4SpVaiPjz4lfCLQvEn7VPwM8Q3HgPTdV0L\/hDPjjr3ja9m8L2F9ot74qsv+FGaL4K1HxPcy2Elpc+IYrHTxD4du9Tkl1SO18LWkelNHbaI\/wBn+w6KK5czzrF5pg8iwWIlN08hyypleG5qtSopUqmaZjmXPyyfLTlFY+OFShp7DCYdXtFRjvgcsw+AxOa4mjGKnm2Ohj69qcYctSGAweB5FKKvOL+qPENy19tiKz3k2yiiivHPSCiiigAooooAKKKKACiiigDgPB3\/ACMXxX\/7H\/Tv\/VW\/DWu\/rgPB3\/IxfFf\/ALH\/AE7\/ANVb8Na7+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOA+JX\/Iu6d\/2P8A8KP\/AFaXg6u\/rgPiV\/yLunf9j\/8ACj\/1aXg6u\/oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP59\/hP+wH43+E3x6+HGm+Dv2S7Pw18TPA\/7ZvxW+O3iH\/gpXaeL\/hOzeNP2XPiP8Tvi18Vb39nrUL2T4hX37VfinWdc0b4kWHwk1v4O+Lfhpafs76Hqtjd\/GLw742k8Q+F\/B2n3fqX\/AAVr\/Zv+Mc\/7BP8AwUq+IsX7f37W9l4QX9jj9r3xYfgLbeDP2EH+E76DbfA34ganN8Mm1i8\/Ynu\/jkPA9\/ZRP4eu79PjOnxJTR7maex+IVlr62+uQfttXwB\/wVi\/5RZf8FLP+zAP2yP\/AFnX4jUqK9hhKeDjaVOnXqYjncIRnKrVwuBwk7RpQp0aNJ08vo1FhsNSoYWGIqYrEU6MauLryqKolUxdbGNONStTVKUIyn7GMVjcwx9405Sl+89tmWIi6snKo8PDC4Zy9jhMPCn9gf8ACG+Iv+ir+P8A\/wAF3wt\/+drXxL+3Bour6F4I8KalffEPxnqkEY+OipFe2Xw\/jBuI\/wBkv9oO\/W1gbTvAunu02pW9jdae6yvJizuLuW1+zX0drfWv6M1+cv8AwUuv9csvhT8KYfDmgXvifVte+MmoeDYdE023ubvUbq18dfs\/\/HrwZqcthaWcU11d3lhpmvXmo21rbxSS3E1okKKS9foPhbQeK48yHCpxTxMsxoJznGlBe2yjH07zqzlGFOK5veqTlGMFeUpJJs+R48q+w4UzavaT9isFVtGEqkn7PMcHO0acE5TlppCKcpP3Um2kfY+h+A\/FFhoukWNx8VPHUc9npen2k0cFh8MJIY5be0ihkSGST4bGR4kdCsbyEuyAFiWJNan\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FfBVJyqVJ1JW5qk5TlZWV5Nydlrpd6H1sIqEIwje0Ixir72iklfzsjgP+EN8Rf9FX8f8A\/gu+Fv8A87Wj\/hDfEX\/RV\/H\/AP4Lvhb\/APO1rv6Kgo4D\/hDfEX\/RV\/H\/AP4Lvhb\/APO1o\/4Q3xF\/0Vfx\/wD+C74W\/wDzta7+igDgP+EN8Rf9FX8f\/wDgu+Fv\/wA7WuI+JnhPXrb4b\/EG4m+Jvje\/hg8EeK5pbG7sPhulrexxaDfu9pcvY\/D6yvUt7lVMMzWd5aXSxuxt7mCYJKnu1cB8V\/8AklvxK\/7EDxj\/AOo7qNAB\/wAIb4i\/6Kv4\/wD\/AAXfC3\/52tH\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FAHAf8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tH\/CG+Iv+ir+P\/wDwXfC3\/wCdrXf0UAcB\/wAIb4i\/6Kv4\/wD\/AAXfC3\/52tH\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FAHAf8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tH\/CG+Iv+ir+P\/wDwXfC3\/wCdrXf0UAcB\/wAIb4i\/6Kv4\/wD\/AAXfC3\/52tH\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FAHAf8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tH\/CG+Iv+ir+P\/wDwXfC3\/wCdrXf0UAcB\/wAIb4i\/6Kv4\/wD\/AAXfC3\/52tH\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FAHAf8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tH\/CG+Iv+ir+P\/wDwXfC3\/wCdrXf0UAcB\/wAIb4i\/6Kv4\/wD\/AAXfC3\/52tH\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FAHAf8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tH\/CG+Iv+ir+P\/wDwXfC3\/wCdrXf0UAcB\/wAIb4i\/6Kv4\/wD\/AAXfC3\/52tH\/AAhviL\/oq\/j\/AP8ABd8Lf\/na139FAHAf8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tH\/CG+Iv+ir+P\/wDwXfC3\/wCdrXf0UAeE+FPCevS698TET4m+N7ZrbxvYQzTQ2Hw3aS\/kb4b\/AA+uBd3YuPh9PClwkM8Viq2MVlam1srZ3tnvXvLy77f\/AIQ3xF\/0Vfx\/\/wCC74W\/\/O1o8Hf8jF8V\/wDsf9O\/9Vb8Na7+gDgP+EN8Rf8ARV\/H\/wD4Lvhb\/wDO1o\/4Q3xF\/wBFX8f\/APgu+Fv\/AM7Wu\/ooA4D\/AIQ3xF\/0Vfx\/\/wCC74W\/\/O1o\/wCEN8Rf9FX8f\/8Agu+Fv\/zta7+igDgP+EN8Rf8ARV\/H\/wD4Lvhb\/wDO1o\/4Q3xF\/wBFX8f\/APgu+Fv\/AM7Wu\/ooA4D\/AIQ3xF\/0Vfx\/\/wCC74W\/\/O1o\/wCEN8Rf9FX8f\/8Agu+Fv\/zta7+igDgP+EN8Rf8ARV\/H\/wD4Lvhb\/wDO1o\/4Q3xF\/wBFX8f\/APgu+Fv\/AM7Wu\/ooA4D\/AIQ3xF\/0Vfx\/\/wCC74W\/\/O1o\/wCEN8Rf9FX8f\/8Agu+Fv\/zta7+igDgP+EN8Rf8ARV\/H\/wD4Lvhb\/wDO1o\/4Q3xF\/wBFX8f\/APgu+Fv\/AM7Wu\/ooA4D\/AIQ3xF\/0Vfx\/\/wCC74W\/\/O1o\/wCEN8Rf9FX8f\/8Agu+Fv\/zta7+ig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YSrXpxjQzCtRx+HqVsuzCi8NhcwwF8ZSoOEacK8YzEPD0M+qUqdeayTKc+zChiK2Hnh8LnMctyaGfYDF4fmnKtgqOKwFWnSxeBrRxGKwWY08VgKtdTw86i\/R\/wAQ\/wDBNP8A4JAeEbvwrYeLP2AP+CbXhi+8deJYvBngmy8Q\/sq\/swaLd+MfGE+kavr8HhTwrb6l4DtpvEPiWbQvD+v63FoWkJd6pJpGiavqSWps9NvZoem\/4dO\/8Esv+kaf7AH\/AIhv+zr\/APO5r82\/2zvF\/wAerr9tr9lXx98Rv2Gv2jfEenfDH9ubw34E\/Zn8XeF\/HP7Gs\/w3vvAGp\/B\/4pReLvFOg6d4i\/a90D4hQ\/FH4o6isup6nf8Ajv4aeCLLwt8L\/AOm+DtCurTxHrPimP4k\/wBEdcuCqfW8BUxrSg1m+IwEKV7VI0IZFw1nNCeIoz5MRhcW45+6WJweKo0K2GnR9nKEre0n14lewx6wS95LK8LjpVlzOE61bNc+yyvCjUUFRrUKc8mtSr4etiaWIUniKdb2dWnCHwB\/w6d\/4JZf9I0\/2AP\/ABDf9nX\/AOdzR\/w6d\/4JZf8ASNP9gD\/xDf8AZ1\/+dzX3\/RWoj4A\/4dO\/8Esv+kaf7AH\/AIhv+zr\/APO5o\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mvv+igD4A\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mj\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mvv+igD4A\/4dO\/8Esv+kaf7AH\/AIhv+zr\/APO5o\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mvv+igD4A\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mj\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mvv+igD4A\/4dO\/8Esv+kaf7AH\/AIhv+zr\/APO5o\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mvv+igD4A\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mj\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mvv+igD4A\/4dO\/8Esv+kaf7AH\/AIhv+zr\/APO5o\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7mvv+igD4A\/4dO\/8ABLL\/AKRp\/sAf+Ib\/ALOv\/wA7muf1b\/gmV\/wSI0DVfDGha7\/wT5\/4JwaLrnjfU73RfBmjat+yh+zJpuq+LtZ03RNT8S6jpPhjTrzwDDea\/qdh4c0XWPEF7YaVDd3Vromk6nqs8UdjYXU8X6P1+XX7VHwh+E1h+33\/AME2fjhY\/C\/4d2fxp1z40\/F34f638X7XwT4at\/ijrHgOw\/Y5\/aR1ex8E6p4\/h0xPFmoeEbLVootTtPDd3q02jW2oxx3sNklyiyi6UfaVYQbtCXtOeS1lG1KpKHLHRS5qsacJ3nDkpznVXtJU40amWIqOjQrVYrmnTipQi9IyfPBS5pK7jam5zjaMuacY03yRm6kOgi\/4Jp\/8EgJ9Y8T+HYP2AP8Agm1N4g8E6fpOr+M9Ci\/ZV\/Zgk1jwjpWvwalc6FqfifTE8Bm90DT9attH1e40m91WC0ttRg0rUpbOSaOxuWizF\/4J2\/8ABGd\/DPg7xon7C3\/BMd\/B3xEuPCln8P8AxYv7Mf7KzeGfHV348NsPA9r4O14eCDpfie48Zm9sx4Ug0S6vpfERu7YaQt558W+l4a+E\/wAIf2n\/AIO\/t0eKPjP8Mvh98ZvAXxW\/aE+MMdj4O+LXw48LeMvDsdt+y5pWnfs6+HpX0PxVp+taXqiaZ46+C3ijxv4S1mWzSS0k8RR6lpYilcX1z5D+zQ9j4z+Cv\/BF34TX1xLDYaN+yVo37SviJfJZLOfQ\/hV+zD4G+D9hBPrEdzbTaBqFt4u\/aS8OeJ9Fv4JBdrP4Tu7mxaCewN7ZRQVSth8ZV5YRrYWPCOLjhZzqU5PBZ9lvEWcZpRxM\/q854XMcqwXD2LhXprD1sPha1GvUrVqtCE3TeIc6OLoYNQqSqVY8a4ac1Si\/Z5jwxjcmy3CKNP28VVwGKxebwlPEe2p1qmHUZUsPTquNOfmv7L3\/AAT9\/wCCNXif47\/t2+GNJ+CX\/BJH48a0n7QekeNdJ+EfgL4X\/sr\/ABK8ZfsyfDvw9+zf+zv8E\/Enw+8eeBbbwjeXfwhdvj78J\/jR41vPDVtaW2h\/2v43vtav5YvGmu+K7G0+g\/gp+xl\/wQm\/aU0zXtb\/AGc\/2Uf+CSvx+0bwrqkWh+J9W+CnwL\/Y7+KmmeHNamt\/tcOj69f+BfC2vWuj6pLan7TFp+oS293Jb\/vlhMfzV+ff7QnhfSfjr+yL8VPi3+yH8On+Gv7E37Fv7Bf7VnwO\/Zk8UxWHiWz8cftFWHjz4f8Ah\/w1468TfCea8uL3xhD+zh4R8HeAX\/4Rzxv4hiufFv7SPxEhg8deGpLTwD4Y8J\/Eb4s\/pA3gT4P\/ABP\/AG+\/Enw9u\/Bnw1+Ifwv8Yf8ABNbwVoXxf8D614d8N+LfBfinwdffG7XI\/gro3inw1dWeoaHrfhq80X\/hcKaNp\/iyyutPuNP+2L4Whe2\/4SkUqd51sHQinP69Rxrw85p4eVN4TJ+J89w+KzDD\/wC0Sy+jmuD4fo0MFhPa4qrGrjp15YmqsIsNiLxMlh6OIrOnX\/2bFUYVFCmq1D2dXOeFMirYbC4tSoxx2Iy7E8TuvmOI9jhadD6lRwf1aTzJYzBQ69+wp\/wRD8K\/DXxB8ZvFH7G\/\/BKvw38H\/CdxrNp4p+K+vfs8\/sj6P8NfDV34d8SXPg3xBa+IPHWoeELfwvo1xoXi+yvPCusw6jqltJpniS0udDvVg1OCW1Tofh3\/AME5v+CNvxf8FeH\/AIk\/Cb9hH\/gmZ8Ufh14stJNQ8K+Pvh3+zB+yz428FeJbCK6nspb3w\/4p8NeB9T0LWbSO9tbq0kudOv7mFLq2nt2cSwyIv5b+GvAXiiz\/AGf\/APgl98NPgpH8Ivhn4Q0L\/gqh+3Fo3hq18e+CtQ134E+CNa8F+KP2\/pvgRY6p8H\/Bes\/DuPxPpvhLxbo+iXnwy8F6b8RfhXb2fjzQfA0eh+JdP1C10u2f9nf2EPH9946+H\/xgs\/EHhT4QaJ47+HP7TXxs+GHxN8X\/AAF8KTeC\/hV8ZfiJ4T161Hib4u6B4cvdY8Uazo+t+I7i+i0n4jaD4g8bfEDXPCfxQ8PeNPBuoePvGD+HV1692hBTr5hRhJ1Pqsa2IpNR5JfVMJPIqGIqVoyk4+2jX4iy6NWjTn\/s8K+Cnhp5osVmf+r2DqzhTy6pUp+zjjPZ0pt3cXisVU4k+q0aDspypPD8K5lUjiZU\/ZYipDF0Kzy6rgcFDPee\/wCHTv8AwSy\/6Rp\/sAf+Ib\/s6\/8AzuaP+HTv\/BLL\/pGn+wB\/4hv+zr\/87mvv+isjoPgD\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADuaP+HTv\/BLL\/pGn+wB\/wCIb\/s6\/wDzua+\/6KAPgD\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mj\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADua+\/6KAPgD\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADuaP+HTv\/BLL\/pGn+wB\/wCIb\/s6\/wDzua+\/6KAPgD\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mj\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADua+\/6KAPgD\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADuaP+HTv\/BLL\/pGn+wB\/wCIb\/s6\/wDzua+\/6KAPgD\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mj\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADua+\/6KAPgD\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADuaP+HTv\/BLL\/pGn+wB\/wCIb\/s6\/wDzua+\/6KAPgD\/h07\/wSy\/6Rp\/sAf8AiG\/7Ov8A87mj\/h07\/wAEsv8ApGn+wB\/4hv8As6\/\/ADua+\/65Txz4E8D\/ABP8H+Ivh78S\/BnhT4h+AfGGlXWheLfA\/jnw7pHi3wf4p0S+Ty73RvEXhrX7PUNF1vSryP5LrT9Tsrq0uE+WWF14qZOSjJwUZTUXyxlJwi5W91SkozcYt2TkoTcVqoytZuNuZczajdczjFSko31ai5RUmlqk5RTejktz863\/AOCe3\/BF+PwTq3xLk\/Ye\/wCCYCfDjQbnXbLXPiA\/7NP7KS+CdFvPC2vXvhXxNaat4rPgoaFp1z4d8T6bqPhzXYLy\/hl0jXrC90fUEt9QtZ7ePoJv+CZX\/BIi38U6f4GuP+CfP\/BOCDxtq2g6r4p0vwfN+yh+zJF4p1LwxoV\/pGla54j0\/wAPv4BXVrzQdG1TxBoOm6rq9vaSafp1\/rekWd3cQ3GpWUc3xv8As5aH4Z039iX9lv8AZs8J6LpPhTwv8R\/+Ckvxx+H+geFfDnhrTbfwponw++BH7Z\/7SX7ROq+Erbw9Yx2Wk6D4Rm8C\/AG88EWVtaWsWl6ZHqul6bb2TxSW9jN9O3Hwn+EPw4\/4K3+DPiN4L+GXw58DeM\/ir+w7+0tr\/wAXfHHhXwX4Z8M+KfiXqXhr41fsmWGi6x8RvEuk6bY6t4zv9B0ue5sdK1DxNe6jcaXYTT2tpNBbySId4xp\/XqdGrU9jg5VOJKbr1l7Ou1kXB2K4qp4r2TvRjgcS8PLBSxEcRVlDEYXG0VS\/dxrrjq161LATxLpc2I5MgrwpRvKg6OccZQ4TqJVrqpPE0JqrXjR+r04uLoVHVftHRXyd+29+wh\/wRZ0D4N6deXHwi\/4JCfsxjwt+1r+ytp\/iz4i\/Ej4dfsofB\/QIk+Ef7RPwb+Ovxw+AmpeK38K2XleNfiX+zz4R8deErj4Z6lLAPFOheLzpXi62tfBGtaxqEXv\/AMRv2TP+CB3wfl+G0Hxb\/Zn\/AOCQfwtm+MrRJ8IIfiN8Gf2MfBEvxWe4bSEgX4bR+JvDemP45aZ\/EGgrEvhgaoZG1vSFQE6lZibzXwF8S\/hp8Ovhf+y58cfD\/wAJtS+PH7eP7VmkftJeP\/2VPh1CNW0DUv8AhFf2rfiToXxv8b6\/8SJ\/tF74T+FPwn+HHhi4+C+l\/GX4z+IdIvPEuk+H\/Dmj+BfAun+J\/G\/jDwt8K\/Fni\/gH4E+HP2Y\/Dv7enwE+O+s+FPEPh74Yf8Eh\/gR4evdabSbXw74DvfA7Tftwal8VU8DeGPFlzqGi+FvAun+L786VZ+HL7V9aGkaBY+A7XxPqt1s03Z5+MxFXL8BjsXicPKdbKaGInmGDpOdOrWxuWZXmOMzPLMtVal7XEVYVMHQq1cTWoUXllDFVaFbB42tgpVcR62Hwv1jG0MJH21NYzFUsPhavsI1\/Y4fMeIMBlGW5hmcadeMMHF0sc4QwkKuIWaZjhvq9HG4Cni4VKH6H6t\/wTK\/4JEaBqvhjQtd\/4J8\/8E4NF1zxvqd7ovgzRtW\/ZQ\/Zk03VfF2s6bomp+JdR0nwxp154BhvNf1Ow8OaLrHiC9sNKhu7q10TSdT1WeKOxsLqeL6X8GfHf9k3RPiRbfsf\/Dz4y\/s76R8Xvhx4V0yztP2XfBnxD+Gth8SPAfgjQtA0qbRrW2+Ceh6xF4n8L+FdG8LXWhy6ZBF4ZsdI0\/QLnSntVh06azLfmnffCHwZYfGn\/git8cPE\/wAL\/AFn+03rkMvw\/wDiR8X4\/BOlW\/xX1jSbD\/gn78ctX1DwTrXj\/UNMT4gah4WsvFUU2pweG9e1aa2ttTjW9nsk1JGlHgnwzutJbxn8BPjPYz+F779nbXv+CuP7SOnfDr4FQwf2f+0X4N\/ad8ceN\/2m\/hf4\/wDiL4h+I0s13b+M\/CEeq3nxE+JOsfs4ad8P\/hx41+Gvw21TU\/Evib49\/Enwn8PZ\/hT4l9nE4J4XPKeTyqKqpYvF4B16aUYTxMeIMtyHL1SlKbcpY6eZUZUabhySx06OBr4nB4GVfO8N4eEzGOKySrm\/satKUcvwmZQw7Sl7PDPh3N+IMxeIm3C31KnlNSlNU1Kq8G8TmGHoYvHYbD5DmP8ARfRRRXCeiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeFeM\/2dvhx4x1nwhrUdi3g+fw18cdG\/aE16DwTpvhbRIPil8RfD3grUPBGi33xSmk8OXuoeJl0+xl8O6lBqFtfaV4l\/tHwD4GtX8QP4e0afQr\/AN1ooWk6dVJe0o1cPWpTsuaFXC4vDY\/DVIt7SoY7B4TF0n9jE4ahWjapSpyiP3oVKUkpU61HE0KkJRUozpYvCYjAYmLUk1+9weLxOGlJWl7KvVipJTZz2seEvC3iDVPDOu674a0DWdc8E6lfaz4L1vVdF03UtW8H6zqeian4Z1HV\/C+oX1rcXWgapfeHNa1jQLy\/0uW1ubrRdW1LSriSSwv7q3l+XD+wR+yf4j+Cnws+A\/xs+CXww\/aj8G\/CG3uX8K3X7Tvwu+Fnxh1ZvEOptcTeIvGtzBr3gdPDNh4u8U3l5eXviDUvDXhzw\/b3c93NHBY2tp5drH9iUVEqdOatUpwqe9SkvaQjPllRn7Wm6bkm6bVVRqPk5eepSoznzSoUXTcZODcoPllJOLlHSbjKMoSi5L3uSUZyjKN+WSk00z5KuP2BP2E7v4U2HwIuv2Kv2Srn4HaX4un+IGmfBq4\/Zx+Ds3wp07x5c2Mul3Pjaw+Hcng1vCFn4uuNMnm06fxJb6PHrMtjNLaSXrW8jxn6Gv8A4f8AgLVdB8P+FdU8EeENS8MeE7\/wrqvhbw5f+GtGvNB8Nap4Ev7DVPA+peH9HuLKTT9Gv\/Bup6Vpeo+FbzTre2uPD1\/ptheaRJZ3FnbyR9fRWvPNS5lKSl7XD1+a75vbYSMIYSte9\/a4WFOnDD1PjoxhCNNxUYpQ4QcVFwi4qniKKi4rlVLFznVxVJK1lTxNSpUqYiFuWtOc51FKUpN4GueFPC3iefw\/c+JfDWgeIbnwnr0Hirwrca5o2natP4Z8T2tjqGmWviPw\/Lf21xJo2vW2m6tqunwaxpzW2oQ2Op6haR3C297cxyb9FFQkoqSiklKbqySVlKo4U6TqSS3m6dGjTc37zhSpwb5YRSpu7TerjBU4t6tU4zqVI0091BVKtWaivdU6lSSXNOTZRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACue1jwl4W8Qap4Z13XfDWgazrngnUr7WfBet6roum6lq3g\/WdT0TU\/DOo6v4X1C+tbi60DVL7w5rWsaBeX+ly2tzdaLq2paVcSSWF\/dW8vQ0UmrprVXTTcXKMrNWdpRalF9nFprdNMGk1ZpNPdNXT9U9H8zyT4NfBrwz8FPhB4Q+C+jX2t+K\/DvhPQZdDm1jxu2i6j4i8WSX093e67rfi1tG0TQPD99rHiXUtQ1DU9cOm+H9J0u4vL+6+z6XaWzrbpzel\/s0\/CvSPHN14ustFt49Af4CeHv2bdJ+EUei+Ebf4PeF\/hboWsa9qlxo3h3wXZ+Grb7HB4jtdX03w5r+j3WpXvhV\/DXg\/wrpek+HNIFrqs2se\/0UpQpybbpUdVVXKqNNU1Gtg8bl9SEaaiqcYSwGZZhg+SMVGOFxuKoRSp16kZVzSacejdN6JLldLGYLMKbptJOk443LcBiU6bg\/aYSg3dU4pfI\/wp\/YA\/YP8AgR4wtviH8D\/2J\/2R\/g14\/s7DU9Ks\/HPwp\/Zv+Dnw88YWuma1ZyafrOnW3ibwj4M0fWoLDVrCaWx1OzivVt7+zlktrqOWF2Q+m\/BT9mr9nP8AZr0zXtE\/Zz+APwU+AOjeKtUi1zxPpPwU+FXgX4V6Z4j1qG3+yQ6xr1h4F0HQbXWNUitR9mi1DUIri7jt\/wByswj+Wva6K05pb80v4Sobv+Cqsq6o\/wDXpV5SrKn8CqylUS522ZqMVdKMUpVVXdorWuqP1dVn3qqh+5VR++qP7u\/J7p5Vr3wJ+CHir4a+IPgz4o+Dfwq8SfB\/xZcazd+KfhRr3w88I6x8NfEt34i8SXPjLxBdeIPAuoaPceF9ZuNd8X3t54q1mfUdLuZdT8SXdzrl60+qTy3T9P4C+H\/gP4VeDvD3w6+F\/gjwj8N\/h94R06LR\/CfgXwF4a0bwf4O8MaRAztDpfh7wx4estO0TRdOhaR2isdNsba2jZ3KRAsc9dRUrRza0dR03Ua0dR0lUVJzt8TpqrVVPmvyKpUUbc8r1bSCtpT9pyK2kPbOm6vJ\/L7V0qTqWtzunTcr8kbFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeFf8M7fDi1+Ifws8f6BYt4Pi+EUXxjn8N+A\/B+m+FvD3w+vvEvxx1HSdU8beOtb0ax8OJqM\/jJ7y08Q3Fvqum6zpcF9d+P\/HOp+JrHxDq2q2V\/pe98Ufg34N+Kug+L9P1O3Ph3xV4r+Fnj74P2vxW8MaZ4Zj+Kfgzwf8SLK2t\/Edv4K8U6\/oHiGPSzJf6bofiBNOvtO1Xw7d6\/4d0DUNZ0LVRpdvCPV6KzqUaNanOjVpU6lOrTxFGrGcIyVali6VbD4mnWbTdWNbDV6uFqKo5J4Sbwv+7qNNaUqs6FSlVotU50atGvTcYxsq2HrwxVCo4uLjKdLE0qVeDmpONWnCa1hFr5R+Iv7Cf7F3xn034f6b8dP2UP2cfj1\/wq7whp\/gTwFqPxx+B\/wu+LGr+F\/Cum29tbw6NoupeOPCmtXGlWEv2SGe5s9Nazs57pfPa334It6r+w5+xVruhfCfwvrn7H\/wCy5rPhn4Cy3U\/wM8O6r+z98JtR0L4MT3uqWet3k3wn0i88JTaf8OpbvWtPsNXupPB9vo7z6pY2d\/KXu7aGVPqOit3UqSqTquT9pUxc8fOa0lLHVKlarPGNq3+0yqYjEVHX\/iOdetLmvUm3zwo0qcKdKEIqFLCfUKcbXUcF7KnR+qK939XdKjRpujf2coUqcXFqEUuf1bwn4V1\/VfDGu674Z8P61rngjU73WvBms6to2nalqvhHWdS0TU\/DWo6t4Y1G8tprzQNTv\/Dmtax4fvb\/AEqa0urrRNW1PSp5ZLC\/uoJfMNP\/AGZf2btJ+NOq\/tJaV+z58ENM\/aJ17TzpGufHvT\/hR4Ds\/jTrOknTbHRjpmq\/FK20CPxzqOnnSNL0zSjZXmuzWx03TrGxMX2W0t4o\/b6KhaSU1pOMakIzWkowqx5asFJaqNWPu1Ip2nHSSaNN4yi1eM3Tc4\/Zm6U1UpOS2k6dSKqU735JpSjaSTCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPzI\/4K8eG\/Dur\/ALDvxQ1vVtA0XVNZ8LXfgy78M6vqOlWN7qfh271Lx34X0zUbrQr+5glu9IuL\/TZ5tPvZtPlt5LqxmltJ2kgkeM\/NnxM0jTP2Uv2gf+Cdvi79n7RNO+Hsf7Qdx4f+GPxl8BeCbFPD3hL4jaP9n8JW9l4h17wtpC2Hhy88S+HD471\/ULTxFPbLra3Mtu7zXsEU0FfqL+0v+zn4f\/aj+G158J\/GXjbx94S8Gavc2lx4is\/AMngq1u\/EUenXtnqmnWeoX\/i7wR4xubK2sdTsLW\/ibQG0a7mljMF5dXVk72rcx4K\/ZF8DeHPiD4R+KXjHxp8SPjP44+HHh1PCvwu1X4n3\/g9LH4a6M9pc2GpDwn4Z+HHgn4d+FBqut2c0Ftq3iPXdD1vxJPBpumwwavbR2xWT9H4Z4my\/KcipYPHYmtXhSzjP8dismjCvUpZlgsy4bw2U4PBVeeKwfJHNKTxtd1Zv6rSgsZhY1sfGlQPz3ifhzH5vm9TE4LDUqU6mR5fl+GzWc6FOpluPwvEH9qSzClKEnjY1MNg01h\/YQUsTiOXA1p0MFXr4qn5n48\/bP8UfDD9oP4cfBvx58GdG0LQPix8U1+GvgXXF+NXhfVfiXqumXNjHHpXxRn+D+kaDerpfw51bxOZ\/D9ve6j4+t\/ENtHZXN5qPh2zv2s9DvPn7RP28\/iJ4N179un4j\/Fvwl4ef4Y\/s9eMPD\/w78P8Ah7w\/43vf7dg8QC5k0bw5pFnYah4OttD1BfGWs6u2oeLvGd74j0qbw5Bb2mnWHhzxLY6bb3VfQF7\/AME8\/hje\/EFviP8A8LS+OMGsR\/tBf8NK6dp6694Au9I0r4ivFHaTw26ap8NdQ1O\/8Ny6daaXpVvpWvaprE+jafpcEPh7UNIe\/wBck1be8R\/sC\/A\/xbN+0VH4gv8Ax\/faD+0ze2et+N\/CS+IdOsvDuh+LLD+zZrLxl4Ri0\/QbXVIPEVrqelWesWz+JdV8UaVb3xvYYNKj0vVNU068WFxfAdHD4aniMJOtOtlWCw+aVcPRzBVHiKedcO4vGVcJDFY6rHD5hVymnnWFp16VWGCni6VOXsMLg8VLDPTFYTjWtj61Whi40cLRzqricvpVquCdP6nLKeLMLRp4qWGwdGtiMuWZV+GsTVwtZSx9LBvEU6eLxeYYOnmFTs\/2Yf2odA\/aPg+IVlZxeDYfEvwx17RtG8Sf8K6+I1j8WvAV7D4j0G28QaJqfhfx\/YaH4ZTW4GhlvdI1aKXw\/psul+ItF1jTk+3W1vb6jd\/VFeZfDD4cXnw40mTTdR+JnxJ+KV21vplhDrnxJ1Hw1cajaaVo9u9vp2nW9l4L8K+CfDfmIZ7qfUNen0GbxZr808f\/AAkfiDV4dN0aHTfTa+MzieWzzGvLKaPsMBy4eNGn7bEV1zww1GGIqRqYqnSr8lbExrVoU6sOajGoqPPVVNVZ\/U5JDNIZZh45zW9vmPNiJYip7HD0bRnia08PS5MLOpQboYaVGg6tNx9u6ft5U6M6kqUCiiivMPVCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA\/\/2Q==\" alt=\"Summary chart\" \/>\n                    <\/div>\n<div style=\"clear: both;\"><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"companyDescription\">\n<div class=\"headerBackground\">\n<h3>Detailed Company Description<\/h3>\n<\/p><\/div>\n<p style=\"width:95%;\">Extendicare Inc along with its subsidiaries provides long-term care operations, home health care operations, and management and consulting services. It also offers information technology solutions to long-term and post-acute health care provider.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Explanation of Valuation Models<\/h3>\n<\/p><\/div>\n<div id=\"ValuationChartMoreInfo\">\n<div style=\"background-color:#FFF;margin:0;overflow:auto;border: 3px solid #000;padding: 0.5em;\">\n                    We have up to 6 valuation points for each company in the database.<br \/>\n                    The <span style=\"font-weight:bold;\">Discounted Cash Flow (DCF)<\/span> valuation is a cash flow model where cash flow projections are discounted back to the present to calculate value per share. DCF is a common valuation technique especially for companies undergoing irregular cash flows such as resource companies (mining, forestry, oil and gas) going though price cycles or smaller companies about to generate cash flow (junior exploration companies, junior pharma, technology firms&#8230;).<br \/>\n                    The <span style=\"font-weight:bold;\">Price Comparables<\/span> valuation is the result of valuing the company we are looking at on the basis of ratios from selected comparable companies: Price to Earnings, Price to Book, Price to Sales, Price to Cash Flow, Enterprise Value (EV) to EBITDA. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    We have included the <span style=\"font-weight:bold;\">Other Comparables<\/span> as a way to value companies that cannot be valued using Earnings based ratios. This technique is very useful for companies still experiencing negative cash flows such as mining exploration firms. We use Cash\/Share, Book Value\/Share, MarketCap, 1 Year Return, NetPPE as the ratios here. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    <span style=\"font-weight:bold;\">Multiples<\/span> are similar to Price comparables where we look at current or historic ratios for the company in question to assess what it should be worth today based on those historic ratios. We use the same 5 ratios as in the price comparables and value the company with its historic averages.<br \/>\n                    With <span style=\"font-weight:bold;\">Adjusted Book Value (ABV)<\/span> we calculate the book value per share for the company based on its balance sheet and multiply that book value per share by its historical price to book ratio to calculate a value per share.<br \/>\n                     If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.\n                <\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p style=\"padding-bottom:25px;\">\n                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. 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Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/extendicare-exetse-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Extendicare (EXE:TSE) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/extendicare-exetse-fundamental-valuation-report\/\">Read More<i class=\"fa fa-chevron-circle-right\" aria-hidden=\"true\"><\/i><\/a>","protected":false},"author":288,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","default_image_id":0,"enabled":false},"version":2}},"categories":[3],"tags":[12,10,29,30,2334,2333,8,9,2336,2335,33,6],"class_list":["post-1597","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-exe","tag-extendicare","tag-fundamental-analysis","tag-intrinsic-value","tag-sia","tag-sienna-senior-living","tag-undervalued","tag-valuation"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-pL","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1597","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/users\/288"}],"replies":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/comments?post=1597"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1597\/revisions"}],"predecessor-version":[{"id":1632,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1597\/revisions\/1632"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1597"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1597"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1597"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}