{"id":1093,"date":"2018-02-20T08:53:51","date_gmt":"2018-02-20T13:53:51","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1093"},"modified":"2018-02-20T08:53:51","modified_gmt":"2018-02-20T13:53:51","slug":"comerica-cmanys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/20\/comerica-cmanys-fundamental-valuation-report\/","title":{"rendered":"Comerica (CMA:NYS) 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> Comerica<\/strong><\/span> $97.82 (USD) Close Price as of<span style=\"margin-left:20px\"> 16\/02\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Comerica<\/strong>, (CMA:NYS) is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/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\">Comerica<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">CMA:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Financial Services:Banks-Regional-US<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$97.82 (USD)&nbsp;16\/02\/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;\">$80.21 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">CMA:NYS is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span> by 18.0% 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;$93.80 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$53.64 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$92.59 (USD)<\/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:red;font-weight:800;\">Overvalued<\/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                    Comerica 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 CMA:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$33.03 (USD)<\/strong> for <strong>CMA:NYS<\/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>CMA:NYS<\/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>$33.03<\/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>13.52<\/td>\n<td>$36.56<\/td>\n<td><\/td>\n<td>$30.12<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$30.63<\/td>\n<td><\/td>\n<td>$35.93<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.40<\/td>\n<td><\/td>\n<td>$35.92<\/td>\n<td><\/td>\n<td>$30.14<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>1,205,093,927<\/td>\n<td><\/td>\n<td>$31.22<\/td>\n<td><\/td>\n<td>$34.85<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-84,600,000<\/td>\n<td><\/td>\n<td>$32.91<\/td>\n<td><\/td>\n<td>$33.15<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$33.03<\/td>\n<td><\/td>\n<td>$33.03<\/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>$92.59 (USD)<\/strong> for <strong>CMA:NYS<\/strong>. We also generated a valuation of <strong>$85.72 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were BOK Financial (BOKF:NAS), Huntington Bancshares (HBAN:NAS), Prosperity Bancshares (PB:NYS), SVB Financial (SIVB:NAS) and SunTrust Banks (STI:NYS)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CMA:NYS<\/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>$4.14 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$46.08 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$17.80 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$6.20 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$7.61 (USD)<\/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>$87.12 (USD)<\/span><\/td>\n<td><span>-5.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$89.57 (USD)<\/span><\/td>\n<td><span>-3.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$95.37 (USD)<\/span><\/td>\n<td><span>9.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$116.37 (USD)<\/span><\/td>\n<td><span>-17.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>($26.02) (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">CMA:NYS<\/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;\">BOKF:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">HBAN:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">PB:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">SIVB:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">STI:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">23.63<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>21.04<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">20.20<\/td>\n<td align=\"center\" style=\"width:100px;\">19.07<\/td>\n<td align=\"center\" style=\"width:100px;\">19.75<\/td>\n<td align=\"center\" style=\"width:100px;\">27.96<\/td>\n<td align=\"center\" style=\"width:100px;\">18.24<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.12<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.94<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.81<\/td>\n<td align=\"center\" style=\"width:100px;\">1.76<\/td>\n<td align=\"center\" style=\"width:100px;\">1.43<\/td>\n<td align=\"center\" style=\"width:100px;\">3.23<\/td>\n<td align=\"center\" style=\"width:100px;\">1.49<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.50<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>5.36<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">4.19<\/td>\n<td align=\"center\" style=\"width:100px;\">4.10<\/td>\n<td align=\"center\" style=\"width:100px;\">7.39<\/td>\n<td align=\"center\" style=\"width:100px;\">7.17<\/td>\n<td align=\"center\" style=\"width:100px;\">3.94<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">15.79<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>18.78<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">28.30<\/td>\n<td align=\"center\" style=\"width:100px;\">10.71<\/td>\n<td align=\"center\" style=\"width:100px;\">16.47<\/td>\n<td align=\"center\" style=\"width:100px;\">20.87<\/td>\n<td align=\"center\" style=\"width:100px;\">17.55<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/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;$60.69 (USD)<\/strong> for <strong>CMA:NYS<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CMA:NYS<\/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>$4.14 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$46.08 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$17.80 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$6.20 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$7.61 (USD)<\/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>$71.86 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$54.35 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$62.19 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$77.54 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$37.52 (USD)<\/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>17.36<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.18<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>3.49<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>12.51<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>4.93<\/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;CMA:NYS<\/strong> for the last 10 years was <strong>&nbsp;1.16<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;CMA:NYS<\/strong> and generated a book value of <strong>&nbsp;$46.07 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$53.64 (USD)<\/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 5 analysts that provide a valuation for <strong>CMA:NYS<\/strong>. The 5 analysts have a concensus valuation for <strong>CMA:NYS<\/strong> for 2018 of <strong>$93.80 (USD)<\/strong>.<\/p>\n<h4>CMA:NYS Comerica<\/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=''>5<\/td>\n<td class=''>0<\/td>\n<td class=''>3.1429<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-2-15<\/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;'>USD 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>6.22<\/td>\n<td>6.83<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>6<\/td>\n<td>5<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>3,371.60<\/td>\n<td>3,524.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>4<\/td>\n<td>4<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>93.80<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td><\/td>\n<td><\/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>1,032.60<\/td>\n<td>1,093.30<\/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>24.40<\/td>\n<td>24.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>12.70<\/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 (CMA:NYS USD)<\/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>97.82<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>96.50 &#8211; 99.03<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>64.46 &#8211; 97.82<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>96.98<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>1.25M\/858490<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>17.05B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>23.63<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>1.20\/0.01<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>4.14<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>174.33M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.29<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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VvcXdxDBJUYynKMIRlOc5RhCEU5SnOTUYxjFXcpSk0oxSbbaSV2JtJNtpJK7b0SS3bb2SOqoryf4a\/HH4WfF630u5+HviyHXE1vwho\/j7R4p9L1zQbzVPBuu3N3Zad4isNP8R6ZpF\/daa19ZXFjeSw2znS74RWWqLZ3VxbxS+sVricNicHWnh8Xh6+Fr05ShUoYmjUoVqcoSlCcZ06sYzjKM4yhJSinGUZRaTTRjhsVhsZRhiMHiKGKw9WMJ06+GrU69GpCpThVpzhVpSlCcalKpCpCUZNTpzhOLcZJsooorA3CiiigD4A\/wCCln\/Juvw5\/wCz\/wD\/AIJO\/wDr039jevv+vgD\/AIKWf8m6\/Dn\/ALP\/AP8Agk7\/AOvTf2N6+\/6ACiiigAooooAKKKKACiiigArgPhr\/AMi7qP8A2P8A8V\/\/AFaXjGu\/rgPhr\/yLuo\/9j\/8AFf8A9Wl4xoA7+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4D4r\/APJLfiV\/2IHjH\/1HdRrv64D4r\/8AJLfiV\/2IHjH\/ANR3Ua7+gAooooAKKKKACiiigAooooAKKKKACivlfQf2vfhFP4G8O+NfGmt2fgQeLviN48+HPhrQ7ue61nWNXvvBni\/XfD0V9bWGm6b\/AGi9tqGj6ZpniW\/ljsJLHw9Br9hY32pSl7a8vPJP2Yf27NJ+MmmDTvif4Q1H4T+NrXxR8Ofh19j1Cy1RbPxL8QPH\/hbxF4ns7HSNKNvfan4f0+a08K6tPp82v3kkE1o1k76l5t1Gj\/arw641eX53mf8Aq\/j\/AKpw9iYYXM58kW1UljMRl9SWDipP+06OFxuGnh8ZWy14qnhJTpTruFKftF8x\/rlwz9byvA\/2vhfrGcUJYjBR5nZwWGo4yEcS2l9RqYjC141sNTxvsJ4iMakaSlUg4Hyh+1fousal+0J498O6jrMw+Fv7QPxa\/ZV\/Z38YeG7OO0S7l8QW+r\/Db4geH\/EMWrT2c95ZvY6BP4y09rCykhgH2y3v7g30syQ2H6Efso+N7y98K+Ivgt4iBl8cfs16npXwk8TapFClvp\/iax03QrK48H+LdPtxIZ7VfEHhZtPur+znijFrq66hDaPdWS29zJ03wjgg1H4jftJ640EVxbj40aHY6TeSRo5WbQPgV8KtE1N7NmUmM2mqXOv6RLOhWYyrqNqxMHDZ+iWOj+HP2qPiVd2kGn6MPGnwa+E+qa68MNpZJ4g8SaX43+Ivhmw1TUZFjje81tdMvNG8PQ3U8jXV3ZRaPpgM8enWMVt9zxDxLRzzheHCFfLY063DvC3Deb4TGUZU41MRnccu4Ty2tLE0YUKc1KHD8q2WV1KpXq16uAyx1VTjgYcvy2UZLVyvPZcRUsa5085z7Ocur4apGThRyuWM4gxtONGpOrKDU84VPH0nGFKFOni8aqfPLFSctj9ov9ojwR+zb4DPjPxgZ7y81K8bRfB\/hqzju\/t3jDxQbK6v7Xw7Y3cFje2un3d5bWVyYLrU\/s9kZUS2843M9vDL2Hwi+LPg741eA\/D\/AI\/8FanaXmn63pOkaheabHqOl3+qeGdQ1XSbHWJPDfiSLSb2\/t9N8QaZBqEEeo6e1wzROyujSQSRSyeNfGHw54Z+JH7RP7OHgrW1tNUPgW1+Ivx4l0Y322e0vfCJ8I+D\/CGrX1jCfNa1OueN7ybTjctFb3t1o17Gi3cdlfxRePfsy33gn9nz4m\/tAfBjxr458NaX4k8bfHLxp8QPA9rfXR0q21Pw1ceFfhvqVnodjeX8Njp0mseG\/DHibwjZ3GjQyreXJg1i60e1vdH0a9vLbwqXDGQ43gWFXBYbNqvGtHAS4mrRp8+IoYrJJZ5jMlq0KGBpUeajRy3D4KGb4nGzlKbhi223hIN4f1ame5thuKpU8VWy+nwzUxaySnKfLQq0M0WV4XM6dWriqlTlq1MdWxUsvoYWMYxvh1b9\/K1XwPwhZPP8Rv2QLKW4udQ1L47WumfErxBdXUkv2nUfEPgzxt4\/+Puu6tqNxA8VobVL67VLGxgsbexivpbBLS3topFii+kP2hP2N9W+Knxg0z4n+FfFkGj\/APCS6bY\/D\/4h2N9aoFsvh9daR4hsvGuoaJNbILrUdf8AE1gvhPw7Y2l1LaW2kSaeutTXWoW0X9lR+r\/sy+BfCmrfA79lDx7q\/h+xvPGPhP4A+DoPDGs3kLS3vhyDxz4G8IT+JYdOEjeXb3N7HptpYSX5h\/tCKwW9sYLiG11XVYLz6nr1uJ\/EbM8r4o9vw9OeCxuVUOIsizKeIoYavQxlXE8QZm\/aUaUlOCoRyqjkVGEZQpyjiMvnCUamFajU8\/IuDcDjshVLN4xxWGx9bJs2wUaVWvSq4eFDJ8CuSrNOMnWlj6ma1JOMpqVHFxmnCur0\/jv9h\/4i6X41+Clr4WsLe\/hufg1qNt8KNUnvY4Y4r680Tw14e1ZbjT1gd0WztrbXIdH2MIj9q0u5eKCOzktd3oujqb39qT4hzGQsnh74DfCC1ijwNqT+KvH\/AMa7i92tsDbzD4T0tpAZGUK0JVFJct+e3wp8dRfsaftGa98C\/EXifwzbfDTxf8QPHXjTxp488WQS+HYtIj8WeCo\/Gfw2is9R1DXBY2Vrbz6N4j8HX+pXr6lbaxfWlla2ZtNQS4itvvv4VX2n+JPjb+0h4n0rUbbU7PStR+GfwsluLK7gvbWHVPBXhW98Watp4lt3kSO8068+Jr2eo2pkEtpfRTW08MNxFMDpxvkH9lZpxZnmBp1HkXE\/DGG4iyHHuFZwxGHzfiPIqOJc3VpQ+r4ivKpjMR9TlatQwWLwspQpxqxio4Wzb6\/gOH8qxc4LNcizytk+bYRSp81Gtl2S5pUoqPs5y9tRpKOGpPExvTq4qhWUZScJM+jaKKK\/FD9OOA+JX\/Iu6d\/2P\/wo\/wDVpeDq7+uA+JX\/ACLunf8AY\/8Awo\/9Wl4Orv6ACiiigAooooAKKKKACiiigArwv9pTWvBXhr4K+NfEnj74izfCPQPDkGla\/H8SrTT7bWb7wdr+ja3pupeFtZsNCu9J16DxFdw+I7bS44vDbaNqf\/CRCRtFFlP9u2n3Svjr9oH4ueHH8KfG\/wAG+Kfg5+1BrGneAI\/hqtvrXwn8Lajp+v8AjjWvG+o2c+gXf7PvifSPE+i6pr3inwBrKWV34jexuNMm0G8gWFo9VheW1m9DKsPUxGYYRU6daoqWLwFWqsNKjDEqnLMcHhlLCvEfufrXt8TQhhudShGvOnOpH2UKko8mPrU6GExEqk6UFLD4mMXXhVnh+ZYatP8A2iNKMqjw6jCTrqK5nSU1H3nFPz79lv4N6v4L+Jp8X\/FT9qDxB+0B8S9V+En2vwBpeqfC2z+CWmeHfhd438XReJ\/EeqWfgi0LjUdf1PxbbaQvie8uWttd8MQN4d0TxHpVhFe+G0P6DV+Sf7Ckfg23+M\/iKc\/Dr\/godJ8QdW+HF\/bp8V\/297SZL+08IaH4j0GZ\/AHw\/vhMbee2vNY11fEGqWjW6XFrJZpNHcPFdyxJ+tle9xrTq0s4jCrVda2Epyg1gsuy7DwhOtiJ8mFweVU6GFpUlOU5VZLDYapiMZLFYmdL98qlT5vgupTq5VVnTpKm3jOWrzYzMswxFSrSwWCoyqYrF5rWxOKnJqnGOEpfW8VTwuWQwOEjW5qE6dMooor5E+vCiiigD4A\/4KWf8m6\/Dn\/s\/wD\/AOCTv\/r039jevv8Ar4A\/4KWf8m6\/Dn\/s\/wD\/AOCTv\/r039jevv8AoAKKKKACiiigAooooAKKKKACuA+Gv\/Iu6j\/2P\/xX\/wDVpeMa7+uA+Gv\/ACLuo\/8AY\/8AxX\/9Wl4xoA7+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4D4r\/8kt+JX\/YgeMf\/AFHdRrv64D4r\/wDJLfiV\/wBiB4x\/9R3Ua7+gAooooAKKKKACiiigAooooAKKK4n4leLtO8AfDvx1441Z3j03wj4R8ReI7wxMVneHR9Ju75obbALNd3BgEFpHGrSy3MkUUSPI6qd8Nh62LxOHwmHhKpXxVelh6NOC5p1KtepGnThFdZTnKMYrq2kZV61PD0K2IrSUKVClUrVZydowp0oOc5SfRRjFtvokfhz8KP2V\/jp8afB\/jy8tIrHSvD+veBPg34n+DniPxlJdW3h241D4uWnwJ+JHxXvNJhtLTUdUntV0vwvdabrEu14bjXorbSLabzBq89j6f+3Fa+JPC\/jyOP4dJPJ4p+GOn\/s5fFPw+lpbwzSyH4MeAP20NdS6m050mjubVP7LsjdxPDdRyw2yWDQzLKvl\/rD8FfCuo+BPg38JfBGrrAmreDfhn4D8K6oltzbLqPh7wtpWkXq25wuYFubOURcD92F4HSvGrb4ZrqP7cPiH4t6hpd00Phj9l\/4feC\/DmpXOlCTS21TxL8UPi1qfiA6dq08JWLXNK0vRtKt7q3sJxcRaV4pIvVS31C2E\/wDR1Dxdr4zifPMwzChllXJOGstzavk+X4ejy4fM8RLFcL5dTjiJylOVWGc1spoY3GOEHCnXzHNMXCk41ZQX4xV8O6WGyLK8HgquOp5pnWNy+lmOMrVOatgaMaGeY2bowSjGnLLaePq4XDKUuadLB4HDyqJwUn0X7J\/hfx14U+CWi23xOhtE+IWu+LPin428WXNnDZ28WqX3jv4peMvF9lq32exlnitF1DRdZ0ueDTZJWudGtDb6NcpBNp728Pw5\/wAFB9Z1ix8d22k+F7h7bxnqnw\/8H+JvC1xY6hY2mu6bdfCDxL8R\/i7N4j0S0vbO\/GqS6FeeEdHS6tktTGBqtulxKiTrHN+uVeJ658BPAviT44+Efj7raahf+MfAfhO88LeE7V7kRaPo7ahcaqbzXY4LeOK6udVn0\/W9T0ho727udKFpcJcLpo1K1s763\/N+EuNsFl3HGa8ZZ1g6beJWdZrQy3BYe2DnnGIrPMcswEKTmo4fLI5jGhSq8zqRo4CE4qlXajSn9pxBwxisZwtl\/DWWYicVQeV4CpjcTV\/2iOXUIRwmOxcqijetjpYN1Zw5VB1cXKMnUpJupH52\/Zm8Vad8cfi1cfHi80qOz8V2\/wCy98G\/A+sGGa4WDS\/EerePfi1qvxH8PW1sZtjQad4j8MaTbrLfW0eoQG1MSrCklwJvMvFn7LXgz9qD9oX9rTQ\/idH4otPDukJ8FLPwnrGhfYdOubPU9Z8G+F9a8YnTNS1PSNWt557q38EeCNOv\/Lh8200u6v7WJreTVftCewfsbaGbLxP+15qkscSyv+1R8SdBt5Y4wpm0y3vf+E7hJYAbxFqnxJ1qFs9LhLk8ly7\/AHFXrZ\/xdi+D+NOIa3C9TEYCUsiyLKMgxVHFTVfh\/DUqnDWex+p1JQm56YDEYCpT\/cxqU8fiZzVpToVPPyjh7D8R8M5PTzyFLFxWa5pmObUKtCLpZvXnDOsqf1mMZRUf96o4uE\/3jhPCUYxekasOT8BeD9N+HngXwX4A0aa7uNI8DeE\/Dng\/Sri\/eOS+n03wzo9notjNeyQxQQyXctrZRPcvFDDG0zOyRRqQg6yiivyLEV62Kr1sTiKkqtfEVqlevVl8VStWnKpUqStZc05ylJ2S1Z+iUaVPD0qVCjBU6NGnClSpx+GFOnFQhCPlGMVFeSPhv9uT9mzwV8YPhB8R\/F85m0Lx74Z8DR6paeKbJJ7y4vNC+HVxrXjNPCN3pr3tvZvY6t9u1+xS9iWO+0+51gXxa\/tbWTSL3U\/Yc8K\/2J8PPiv4pF8l0vxS\/ad\/aE8drbRwNENK+yfELUfh49gZjPML3zZfAUmqR3SpbAQ6lFamAvbPPP8AT3xG0mz174e+O9C1FHk0\/WvBvijSb+OOWa3kez1HRL6zukjnt3ingdoJnVZoJY5o2IeN0dVYfPH7CGm\/2X+yb8Hl2FP7U0zxH4mwWkkJ\/wCEv8beJfFe8ySs8shk\/tneZJHd3LbmdySx\/To8RZlifCHHZPXzHE1qOB4zyjD4fDV4wqwp5fmWUZhialGhXm5V6dOni+HMBONCNqVJL9y6arYiFX4aWTYKj4i4XMaWCo06uK4ZzGtWr0nOnKeLwWY4OhCpVpQSpTqSw+c4uLqyvUqc37zmdOlKH1zRRRX5WfenAfEr\/kXdO\/7H\/wCFH\/q0vB1d\/XAfEr\/kXdO\/7H\/4Uf8Aq0vB1d\/QAUUUUAFFFFABRRRQAUUUUAFfFX7cPji8i+D3iT4TfDTxiLT9on4hW\/h+2+FPgbwp8ZPDnwj+KuvXLeK9M87UfC2papfW2orpdlb2Woya9LZrbRXui2usaV\/a+lSTtfWv2rX49fH\/AMJfFPxN8WPjtN4I\/wCCd\/hb9oLVLnXNGs\/C37ROufGz4XeCfF\/hHV9L+Hng19Fj8EWvirTY\/GfhWHwXq5TVLebwx4i0aHUdak1C+S7hvbm7lX6XhHC0cVnuFnXq0KVPLfY5w\/rOKy3B4eq8FmOXQhQrVs1x+W4b2U54iEqtOOJjiK1GFSlh+WpONWn8\/wAUYuthMlxP1enVqVsbz5dSdDD5liqtKeJwmLn7aFHKcFmGNcqcMPPkqQw04UasqdaspUYThL7F+BXxg\/am8ceOD4d+NX7JL\/AHwjB4U1XUbPxVJ8bPBnxgk1nXrLUfD9pZaLIvg+ysf7DeSwvtUv2uNVEx1NrQpZmNrW68z7Ar4r+Cnxq\/ak8c\/FWx8L\/G79l0fs8eGG8CeLdasb4fGXwF8Wx4r17TNa8D2UFoF8I6ba3Ph0aXZavqM4+1zvFqYvNqKz6eWH2pWHENF0MbSTwOTZf7TDRqewyLNJZvgX+\/xEHU+uvNs6Uq8nBqpTjj6ipqME6dKXNBVw7VVXBVeXG51jlTxLpqrnuVxyjGQSw+HkqMMJHKclvh4KScKrwV5zlUSrVIxjylFFFeCe8FFfF\/gn\/goT+yH8QfFnijwj4d+K13BJ4V0n4k67J4x8VfDX4s+AfhB4s0b4N376Z8WdU+FXx08eeBPDfwX+NFj8NruKceN7j4Q+PfG8fhm3tby91drWysrq4h7X9n39sD4D\/tO3\/inR\/hPrXjxPEXg3S\/DHiDXvCXxU+B\/wAc\/wBnzxrH4V8bf2uvg\/xrpngr4\/8Aw4+GPivxD4D8UT+H9fs9B8eeHdH1XwfquoaHrGm2WtzX+mXttAqMo4iPNQkq8Xh6WLUqLVSLwledenQxV4cy+r1p4XEwpVv4dSeHrxhJulUUSV4c\/OuT2deeFqc3u8mJpqi6mHne3LXgsRh3OjK1SKr0bxXtYc3jf\/BSz\/k3X4c\/9n\/\/APBJ3\/16b+xvX3\/XwB\/wUs\/5N1+HP\/Z\/\/wDwSd\/9em\/sb19\/0wCiiigAooooAKKKKACiiigArgPhr\/yLuo\/9j\/8AFf8A9Wl4xrv64D4a\/wDIu6j\/ANj\/APFf\/wBWl4xoA7+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4D4r\/8AJLfiV\/2IHjH\/ANR3Ua7+uA+K\/wDyS34lf9iB4x\/9R3Ua7+gAooooAKKKKACiiigAooooAK+ff2qHcfAL4iwJC07ajY6Ro3kKyBpl1zxJo2jvEqyMiSmRL5kFuzYuc\/Z8MZQp+gq+D\/21PiTr+lXPwe+EvhaHSNSl+JPxD8E\/8JrZSg3Ouab4QT4leAtA0zU7CKDUIptNW68Ya\/o8C6nd6XqVjNHZX9kBDNmVPruAsvxOZ8Y8PUMKqbnRzPD5hUdWfs6ccPlcv7RxLlP7LdDC1I003HnrSp01KLmmfO8WYyjgeHM4q1uflqYGtg4KnHnm62Oj9SoJR6pVa8JTavy01OdmotH3hRRRXyJ9EFFFFABRRRQAUUUUAQ3EKXNvPbSFhHcQywOUIDBJUaNipIYBgGOCVIBxkEcVyvw98EaJ8M\/Ang34d+G\/tZ0DwN4Y0Pwpo738sU+oTafoOm2+mWtxqE8EFrDcahcRWyz31xFbW8c91JNKkESuEXsKK3WJrxw1TCRqzWGq16OJqUE\/3c6+Hp16VCrKPWdKnicRCD+zGtUS+JmTo0nWhiXTi69OlVoQqte\/GlWnSqVaafSNSdCjKS6unB9AooorA1OA+JX\/ACLunf8AY\/8Awo\/9Wl4Orv64D4lf8i7p3\/Y\/\/Cj\/ANWl4Orv6ACiiigAooooAKKKKACiiigArgPih42vPh74J1fxPpnhbUfG+twSaXpfhzwhpWoaPo954m8T+IdWsfD\/AIb0Rda8Q3un6Ho0Opa3qdha3Oq6peR21hbyyXAju50hs7jv6+d\/2sPFfhLwV+z58SvEHj7wx4W8Y+CINItrLxX4f8bTeLbbwrd6Fq2q2GlX82tXXgb4efFTxRZ2thFem\/F5pfgjVpbSa2iuHl0yONtUs+nB0nXxuCoKlLEOvjMJR+rw0niPa4inT+r05c0eWdfm9lCfMlCU1JuyMsRUVLD4iq5xpKlh69V1ZpyhSVKlObqzitZxpqPPKCtKcYuMWm0zM+E\/7Q97448W+H\/h1448CQ\/Dr4ia98KpfihJ4XtfG2j+OH0RNF8XSeB\/GGgaxd6ZZaYYJ9G8RPZwaNrVvaXOg+LbZtUl0m+S40PULRPpuvxi\/wCCYfjj9n7UfG3xA0T4Jfsoab+z7Y6\/4YXxRpXibVfjbb\/EP4heNPC+m6ppVpZz6j4G8W6hN8TfBPhbUo9d03V9Dv4YbvwV4ilE8tvqM97ZQyy\/s7X0PGOU0cmzmeCo4OvgY+xjWdCvLD80XWrV5KKpYbN89WGjQhyYR0a+a4vEueHnWxDo1Krw9L5rg\/Na2cZT9arY2hj5RrrDxr4dV5QmqGFwsJ1Xia2UZDDFvF1faY9V8LleGwUaeLhh8M69PDrEVSuY8bafqmreDfFulaHLHBrWp+GNe0\/SJ5fM8qHVLzSru20+WXypraXy47uSF38u4gfaDsmibDr09FfGY3Cwx2DxeCqSnCnjMNXwtSVNpTjDEUp0pSg2mlNRm3FtNJpXTPsMNXnhcRQxNNRlPD1qVeCmuaDnRnGpFTjdc0W4pSV1dXVz+Pnwf4k+Lk\/7BOgfsSfBn9ovXv2nvH9z\/wAE1fix8Nf2ov2JZfAPwjXxX+xL4v8AhD8B\/Duk6V4Y\/s74deEvD3xj8AeKPGPjm01r4Op4A\/ai+IPxW8TfGPWfE6+OPhzqdv4f8DeLYNX\/AGo\/Z0+PXwV\/as\/b21T4rfsyfFPwH8avhb8Pv2J\/D\/w\/8e+PPhX4j0jx14K074geNfjBJ4q8JfD7U\/E+gXV9omk+PfDPhrwx4l1fXvBMF6\/iTR9P8VaPc+MdL0WO58KnVf1eor0auKrYrMMPmeLVOeKw9TNcXBUYzVOePzvL+JMqzCrVnjKmOxdagsDxC1g4VcXPH4fE4SM62Z4rCVVgaHA8JSWBngKc8T7JzwkYyrV\/aThhsBmfDWbYelFU4UKaqyxXDdL61WjTjTxNLF1oSw8XSoSh+IP7eHgr9vrT\/hh8L9Q+J37S37IHi\/4ZJ+3\/AP8ABL37b4R8B\/sPfGf4c+O7j7T\/AMFNf2S4PC32X4i+IP8AgoT8U\/D9n\/Y3iCbRNT8Qeb8Lb7\/hJdH0\/VdC07\/hE73WLTxFoX6\/\/wBnfFL\/AKHHwB\/4bXxF\/wDPXr4\/\/wCCln\/Juvw5\/wCz\/wD\/AIJO\/wDr039jevv+uc6TgP7O+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\/AJ69cR8PrD4kPoN+bPxX4IghHjf4mK6XPw+167ka6T4keK0vplli+JlkqW9zercXFpbGF5LK1lhs5ru\/mge+ufdq4D4a\/wDIu6j\/ANj\/APFf\/wBWl4xoAP7O+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+igDgP7O+KX\/Q4+AP\/Da+Iv8A569H9nfFL\/ocfAH\/AIbXxF\/89eu\/ooA4D+zvil\/0OPgD\/wANr4i\/+evR\/Z3xS\/6HHwB\/4bXxF\/8APXrv6KAOA\/s74pf9Dj4A\/wDDa+Iv\/nr0f2d8Uv8AocfAH\/htfEX\/AM9eu\/ooA4D+zvil\/wBDj4A\/8Nr4i\/8Anr0f2d8Uv+hx8Af+G18Rf\/PXrv6KAOA\/s74pf9Dj4A\/8Nr4i\/wDnr0f2d8Uv+hx8Af8AhtfEX\/z167+igDgP7O+KX\/Q4+AP\/AA2viL\/569H9nfFL\/ocfAH\/htfEX\/wA9eu\/ooA8J+Jlh8SE+G\/xBe+8V+CLmyTwR4ra8t7T4fa9ZXU9qug35uIba8m+Jl\/DaXEsIdIbmWxvY4JGWV7S5VDC\/b\/2d8Uv+hx8Af+G18Rf\/AD16Piv\/AMkt+JX\/AGIHjH\/1HdRrv6AOA\/s74pf9Dj4A\/wDDa+Iv\/nr0f2d8Uv8AocfAH\/htfEX\/AM9eu\/ooA4D+zvil\/wBDj4A\/8Nr4i\/8Anr0f2d8Uv+hx8Af+G18Rf\/PXrv6KAOA\/s74pf9Dj4A\/8Nr4i\/wDnr0f2d8Uv+hx8Af8AhtfEX\/z167+igDgP7O+KX\/Q4+AP\/AA2viL\/569H9nfFL\/ocfAH\/htfEX\/wA9eu\/ooA4D+zvil\/0OPgD\/AMNr4i\/+evXyj8Pj8SvE\/wC11+0ZLd6p4BS++Gnw++BXgfRfEMnw11yeKXT\/ABND498d6zYWJf4jpcafeC81HTX1tINVnj1G0j8OPdWVubG0muPu2vn34FGW+1v9oPxDcJGJ9c+Pmv2ytHI0qmz8G+CfAHw+skVmijVMR+E2lmhj3pFezXe6R52mNfUZFWjhso4xqypqTxOQ4PLaFXm5Z4fEYniXIsXKcEtZe2y\/LswwtRXSdLETi7qVn4Wa03XzHhuCm4qhmuJx1Wny3jWo0MlzXDKM29vZ4vG4TEQdm+ejFq1rnof9nfFL\/ocfAH\/htfEX\/wA9ej+zvil\/0OPgD\/w2viL\/AOevXf0V8ue6cB\/Z3xS\/6HHwB\/4bXxF\/89ej+zvil\/0OPgD\/AMNr4i\/+evXf0UAcB\/Z3xS\/6HHwB\/wCG18Rf\/PXo\/s74pf8AQ4+AP\/Da+Iv\/AJ69d\/RQBwH9nfFL\/ocfAH\/htfEX\/wA9ej+zvil\/0OPgD\/w2viL\/AOevXf0UAcB\/Z3xS\/wChx8Af+G18Rf8Az16P7O+KX\/Q4+AP\/AA2viL\/569d\/RQBwH9nfFL\/ocfAH\/htfEX\/z16P7O+KX\/Q4+AP8Aw2viL\/569d\/RQB4T8QbD4kJoNgbzxX4InhPjf4ZqiW3w+160kW6f4keFEsZmll+Jl6r29tetb3F3bCFJL21ims4buwmnS+tu3\/s74pf9Dj4A\/wDDa+Iv\/nr0fEr\/AJF3Tv8Asf8A4Uf+rS8HV39AGTo0OuQWhTxBqOk6pf8AnOwudG0W80K0FuVTy4jZXuveIpjMrCQvONQCSKyKtvGUZpNaiigAooooAKKKKACiiigAryD49eLPEHgf4T+L\/E3hq9fSNS0+0tVfxIngvXPiOfB+m3eoWllrHjM+AfDTxa74vTwlpdxd+IJNC06RJLuPT289vsiXAPr9fmR8Qn\/aI+Iv7TfxB+Fvwo\/bw1z4RX2kWOg65bfCm3\/YstviLo3hPw5feH7NrbVtT+MfirQNJ8M3A8S6tZa7Pp0MviK7RruG70PTrq4v9NvNOsfXyTL1mONcZ4jDYWjgqDzPFVcZQzTEYZ4XCYjCxr0qqynLc1xVOFSNa060sLGhSpKpKdenP2UZ+XnGYf2dg1VVDEYmpicRSy+hSwtfLKGI+s4yFWNCVGWb47LsHOoqkEqVJ4iVSrWlShChWTnFWP2Evjx4k+LGteKNNh\/ar\/4bD8JWenXd5qHjn\/hl\/Xv2ff8AhAPEFvcaDDpXhb+1nt9O8L+K\/wDhIdPv9W1T+zINObX9I\/sr7XdXzabf2tun6X18Q\/AbwL+0X4M+MWr6b8Zv2w5vj\/aab4CnmXwTc\/AXw78F006617WdK\/svxVpeqeGGn0vxzDbQ6JrGk6nFDe3LeFbjULJLpLWbXIUm+3q9Di2eCq5r7bL5YOeGq4WhUjLA0Fh6LbdSLbpw4b4Toc9or3sPkeGpyp8jlUxNf22IqebwnDHUsrlRzCGMp4mji68JRxtd4ityuNOorTnxLxZWUFztclfOatSM1PloYei6VNFFFFfMH0wUUUUAfAH\/AAUs\/wCTdfhz\/wBn\/wD\/AASd\/wDXpv7G9ff9fAH\/AAUs\/wCTdfhz\/wBn\/wD\/AASd\/wDXpv7G9ff9ABRRRQAUUUUAFFFFABRRRQAVwHw1\/wCRd1H\/ALH\/AOK\/\/q0vGNd\/XAfDX\/kXdR\/7H\/4r\/wDq0vGNAHf0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAfFf8A5Jb8Sv8AsQPGP\/qO6jXf1wHxX\/5Jb8Sv+xA8Y\/8AqO6jXf0AFFFFABRRRQAUUUUAFFFFABXz9+zkm7wv8Qr8M7jUv2gf2hX3uxfP9k\/GDxf4aKo33AkJ0MwBI8CMxGOT9+sxP0DXgX7NRL\/DTVJmJL3Pxp\/aYvJOpCyXv7SPxYu5ETOSIkkmZIlJZliVFZnILH38K+XhnO5Leec8O0H\/AIJ4TiOu1\/4Hhqbt5X6I8jEe9nuVp7Ry3Oaq\/wAUcRktJf8Aktef9XPfaKKK8A9cKKKKACiiigAooooAKKKKACiiigDgPiV\/yLunf9j\/APCj\/wBWl4Orv64D4lf8i7p3\/Y\/\/AAo\/9Wl4Orv6ACiiigAooooAKKKKACiiigAr4v8AiR+0v8Pv2V\/GPjq7+Pll4n8F+A\/GWraR4k8L\/GHT\/BXivxh4I1G7fw5oHhl\/A3iG88F6P4g1Pw14z0+bw\/dXunWmsabaaPrnh6WC70nVbnVLfWdPs\/tCiuzAV8Nh67ljMNUxWFrUpYfE0aOIWErypSq0a98PiZUMVToV41cPScalXCYqHJ7SEqMlO65MbQxFehbCYiGFxVKarYatVofWaEaqhUp2xGHjVw1SvQnTq1IzpU8VhpuThUjWhOnFnyZ8F\/jV4Z\/aY8cWvxP+Fmk+I734R+E\/B3iPw3ovxQ1\/w7rnhLTfiHrvi3WPCN7qFp4E0rxJa6Xr+p6B4T\/4Qyaw8S67qWh6dYzeI57XTNAudROla28H1nRRTx2Iw9erFYPD1cJg6EHSwtCviVjMRCk6tWvJ4jFRoYWnWrTrVqtSpOlhMLRvK1PD0opRFgaGJoUpPG4mlisXVmqmIq4fDPB4Z1FSpUUsPhp4jF1aNLkoxfLWxmKqc7m\/bcjhCBRRRXEdgUUUUAfAH\/BSz\/k3X4c\/9n\/\/APBJ3\/16b+xvX3\/XwB\/wUs\/5N1+HP\/Z\/\/wDwSd\/9em\/sb19\/0AFFFFABRRRQAUUUUAFFFFABXAfDX\/kXdR\/7H\/4r\/wDq0vGNd\/Xyn46+J2p\/CL4Kan4z0i3064vl+PD+GymrQzz2Eem+M\/2oX8Ja7cSJbXthN9ottB1rU7jTnW48uPU47OS4huLZZoJO7LMvxObZjgMqwUYzxeZYzDYHCxnLkhLEYutChRU5u6jH2k480rPlV3bQ5cdjKGXYLF4\/Etxw+Cw1fFV5RjzSVHD05VajjHTmlyRdldXdldH1ZXw5+3h8Q\/GHw18A\/DLxH4N1vV9FuNO+LKeI\/EY0e+nsZdX8HfD74X\/E\/wCJGu6HfGG4tlvNJ1Z\/CFhZajp87TQ3cExVrW4KhK+46\/MfWfiLF+0h+1Xc\/s\/eLvCmnaj8NPBV58Qp7RrabV4JvE3huX4c+Pfg38QzrN7ZaiYN2n+NdW1Tw2g09NGvNKgvrIG7nvbuZYvtfDXAe1z2vnmJwUMdk\/CmWZhnmc0ansJe0wtHCVqVKjQo4icKeIxNXEVacqVDmXuUq1ZtQoza+Y42xnJlVHKqOJnhcyz\/AB+CyrLasPax5K9TE0qk6tWpSjOdGjCjCcZ1eV+\/Up0knKrFH13+zJ488c\/Eb4OaF4i+J0Oi2nxFg17x74b8ZWHh+Ge20vT9X8JePvE3hlLa2t7qaa5SNtO0qwuYppmH2+C4i1KFEtryAV77Xx5o\/jjwb8Jvi7+0LcaxLNZ2viv4o\/s96clrYB5w\/i\/4paB4c+Hum3TWDTpb2kdzc6bZXut6lEIfMs7O8vJYrq7tW+0\/YdeJxZg\/ZZtXzHD4D6hlmcypZpgMPSoujg8Is0y\/L87qZXg7ykp0Mpp5vh8HTmmnOjCjUlCk6jpw9Th7Eupl9LBVsV9bx2WRqYDF1p1faYjEPAYvF5XDH4nSLjVzCWX1cTOLT5akqkFKaipy5u98ZeEtO1Cz0rUPE\/h+y1S\/12DwvZaddaxp8F9deJbnRpPEVt4fhtZLhZ5NaudAhk1q30wJ9sm0tft0ULWxWQ+F6D+0XoPir406X4H8M6l4Z1n4eaj8EfGHxTHje1vnKrqHg34mWHw91ix+0vMlhHpmmzvqa6jNNEskF9YupnEUcq18p2X7Kdp8f\/j98dvjDrnjzxFovhi48dz+FdH03wxGNF8T+F\/H3wjX4R6doPxE8HeJ7uG\/tbbULe98C6tpF95ui3Aj+zmK2uJodQ1CKDyH4wfsP\/Ef4V3Frof7McXirXk+K3hzW\/hJqni7U\/FEthb\/AAk8J33iv9nTW9Oh8RLFe3Oqa74a11\/AHxbuvGd54f0SA3afEbWor\/TJ0S1sda\/TMi4K8OKmKw+S5hxm6PEGY5NhXWWZZf8AUMjyPMMTlksZmkcTmOIxFC+KyicuXCRUZxx1TBVcPRhXxOY4GlT+IzXifjSFCtmeD4aVTKMHmVdUngsZ9bzTNcJRx0cPgHQwVKjV5aGYxTeIk3GWEhiadarKlRweKqT\/AGVg1LTrmwttVtr+yuNLvLe2u7TUoLqCWwurS8SOS0ura8jka3nt7pJYntpopGjnSSNomYOpPxp8ZP2k\/wDhDv2lf2fvhH4e1ee4t9cEniH4m6TZ6dYXFpc+EfHGqw\/Cz4c3q67dwt9nkt\/idrGm3VxaaReRXslhAPtcUsN7ZRz\/ADJoXiHwt+0z8Of2fP2JrDWdXXVvC3w5+y\/tRW+mXd9oniH4Z3Xwd8Cp4ATQ7qLU9HXTda1q1+Ot34cv7AWl3e20U3g+HW20\/VNFuYbkfSGhfsEfBrwh4U+MHhfwsms6VB8TV8Dvpl\/Y6nfWfiLwZN8Oo9G1jw5JoviZbuTVVvJfiJpdz8QdT1FJbWa91nVHgmVrawsfK4sLwzwjwXjq8eOMXmcswxNPNcNl+R\/2JSnQ\/sjHY6pw5Q4gxeLq4xVcPjaOElmfEWT4GOBgsRHA5XjaOaUI43B1KnTXzziLifC0nwth8FHB0amX1sZmn9qTjV\/tDC4WlnVXKMPh6eG9nWwtXELBZNmOKeLl7GWKx+Gq4GrLC4mEPuOivlz9kT41eJ\/jZ8KJb3x\/4fuvDPxP+HvijUvhf8UNKuI7WOJfG\/hzTdG1G+ubRbSWSJFvNN13SrjULYRwR6brj6rpVqk9lY2t9d+2aF8SfAPifxF4m8J+HfFuha34h8GLpv8AwlWm6ZfRXkmgzatq\/iHQbGy1KaAvbW+pvrPhTX9On0pp\/wC0rK5sCl7a2\/2mzNx+Z5tw9m2TZlm+V4rCyq18jrexzCtg74zB04SrQo0MVHF0FKjLB4ydWg8HiXKNPEKvQ9m3KrGL+3y\/OcvzLBZdj8PXUKWaUvaYOlif9mxM5KnKrVoPD1XGosTh406v1mgk50XSq86ShJrt6KKK8Q9QKKKKACiivij9ob9t\/wCGPwG8Sah4MvJYvEHiLSfC9zrfiKw0nVrOLVvC95c+J\/hXoPh6wvNNvLZoppNX0f4lXnjFHN0hg0bwjfbrW4S+E1n7fD\/DmecVZnSyfh\/LcRmmYVYyqRw+HinyU4uMZVatSbjSo0lOdOmqlWcIyq1aVGLlVq04S8zN86yvIcFPMc3xtHAYOnKMHWrNpSnK7jTpwipTqVHGMp8lOMpKnCpUklTpzlH4T+Plx+0p8VPiGfF\/gTXNf8deD9C+IfxB+LPwV8IabpaXeged+ypNpvh7SY7JPD1va3HiWHxz498Zz3NpeS6jLNrdhpKafaSzRW8FzH+wHwm8dL8S\/ht4L8cm2+w3XiHQrO61fTPLkjbR\/EMCmy8S6G6SPKwl0PX7XUtJlImuI2ksmaK5uImSeTkv2Z9Ik0P9nr4KWE9xdXd43wy8G6jqV1epFHdXGrazodnrGrTSxQRxRRGTU7+7ZYUT9yhWMvIymRvgj9kb4x6rp37Qvi\/4beL769t9I1vUfF3w3+E+gafPqNzphvfA\/wAS\/wBofxj4r1rXraWcaVZ6vPHper6YmqWMU097pmleHbO4YsJJV\/YM\/T434dz3L8tynLMFHwonVjhcTgKMaOIzfJXicxw2JqVsPQpUKc8TRweXYHH4rEum6tSOEzLHYmbqYiSh+cZS1wvnOU4zG5hjsS+P4U3iKGLqurRy7NFQwVahClWq1Ks1Rq4nG4vCUKKnyRliMFhKEVCknL9Z6KKK\/BD9aCiiigDgPiv\/AMkt+JX\/AGIHjH\/1HdRrv64D4r\/8kt+JX\/YgeMf\/AFHdRrv6ACiiigAooooAKKKKACiiop54rWCa5ncRwW8Uk80hDEJFEhkkchQWIVFLYUEnHAJ4ppNtJJttpJJNtt6JJLdt7IG7Jt6JatvRJLdtnwd+2J8Q\/jlpv9t+GfgxrFh4GPw\/+D3jH9oXxJ4+d7PVNTuIPAen+IRo\/wAO7TwtqenT6ZdweMNettM\/tDVb68S2sdHstXZrae4SztL\/ANx\/ZSjum\/Z9+GusXkyXFx400zU\/iW8kdubVAvxS8Q6x8R4olgaWd0FvD4pjtw0kryyeV5spEjsB4P8ACH4ieA\/2tfiJ8R9bttF1tvh94m\/Z803wNqOheIYm0e81Xw9r3xL+Mfh+4u5lsbmPVbG38UaFo63tiqXVlqOn2l3mRbe5eCdvujQtE0nwzomj+G9BsINL0Lw\/pWn6JoumWoZbbTtJ0q0hsNOsbdWZmWC0s7eG3iDMxEcagsTzX6hxhiIZHw7geAcVklLK88yvHYHMs2rRwlCni6teplld1KOY4xzqYyviKFbH1IUsPeOBw1CKlhoKpXrTn8Hw5Rlmmc4ri2hmk8flWOwuKwWX03iKs8PClHG0eSrgsMoQw1KjVp4OMqla0sXXqyarS5KVKMdWiiivy4+8CiiigAooooAKKKKACiiigAooooA4D4lf8i7p3\/Y\/\/Cj\/ANWl4Orv64D4lf8AIu6d\/wBj\/wDCj\/1aXg6u\/oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD4A\/wCCln\/Juvw5\/wCz\/wD\/AIJO\/wDr039jevv+vgD\/AIKWf8m6\/Dn\/ALP\/AP8Agk7\/AOvTf2N6+\/6ACiiigAooooAKKKKACiivkv4y\/tV+F\/APiLUvhH4YutFuvjzfXnw30fwL4T8YTajpHh\/xDqHxM8Vad4Ztb9NT0u01G8vNP8I299L4k8V2Nlbx6lHpNoqW203kd1F6+S5FmvEONWAyjBVsZiOWNSqqcW6eGw7r0cPPGYup8GGwVCpiKTxWLrONDDUm61acKUZSXn5nmuAyfDPF5jiaeGo8zhBzfv16ypVK0cNh4fFWxNaNKaoYempVa9RKnSjKcoxftfxZ+IsXwt8D6n4rXRrrxPrH2nStC8KeEbC7tbHUfF\/jHxJqdroXhfw1Y3V4TDatqmsX9rHd3zRXC6Vpi32ry208FhNG35CfEDx3+1H8WPAvxY05\/hXpehfCDwF4z+I3ijxbq0moXl0dA8UfAn4seIvHfjaHwlqdzouh3fju18SXWpaTouhyy6NYWYn8G+IfLS2v7HVLc+r\/AAX+Kf7UPx8\/apt\/CPxl+Elx4D8G\/CPxUvxKSyvbK5Xw\/oV34X8EfFX4Pz2eg+IpfDUaePm8aeOfF1h428N6lLqsdhZab4Lvrzw\/PefYXkuP0k8B2NlqfhDXdN1KztdR07UfGvxfsdQ0++t4ruyvrK7+JvjS3urO8tbhJILm1uYJJIbi3mjeGaJ3jkRkZlP6rF4XwezLK8NmeQ8O8TcS1KGW5+81o5xVzHDZPh8TVp4jC4LArL8UsBUzLDrCwxTxslOCq13Sg8flVVSxfwLVfxHwWOrYHNs5yPJIVcblCy+rltPBV8xrUacqVfFYp4yg8XHBVnXlQWFXK+Sl7SSwuPg44f5L\/am\/aw13wPo\/wmsfgZP4R8Uz\/HbQ\/iD\/AMIl41TUY9WtINRs7Lw14X8DTeGoIIbzR9WvL\/4i\/ETwh576mbyxh0\/T9SsJtIvZ70S6d7z+zh8INY+Ffw28L6Z8QpvC\/if4r6enjaPxL8QNG09Bc60vjH4i+I\/H18sOoXGl6bqNvZ6jqOtJquoaPHBb6Xb6yZvskEkMFvO3zF+wx4UGq3\/xK1zWrTQhD8DvEuu\/sqeA9MstCktW03w\/8P8AxDZ+Odc1G4vLzVdS867vPFut2GlQ2tlZ6Vb6Zb+AtHl23d6WuYv0hrx+OsTl\/DmDh4f5LhKMP7Px0sfnefcv\/ChntWr9fr5LRrzcIzw9PK8nzl4DF4ajJYTFYuEsR7JSpxnP0eFaGMznES4vzPEVZfW8LHCZXlN\/9jymnD6pTzOpSipSjWnjsyyxYvD1qsXiMPh5Kj7Rqcox+Qv2iv2UPBfxYi8UfEXQtCs1+Pdn4c0sfD3xXqeq63HY6br\/AIPu7rW\/DNvJYwajHplta6hqTxWmqXb2F15ax6dqptri+0TT2T5G+FPxh+MH7PkH7Rg\/aU+Iutainw4+Hj2Xw0uPGTyxXvii08IeM\/iB4f8AC3iW0tNWksz4j1\/x7qF\/aWcWtWdnb3XjHTdN8Ppdrdz6ZFczfrtXg\/jT4A+GvHXxn+Gnxm1jWtfivvhjYajDpvhixmtoNA1rUrg3I0nU9fDW8l5ef8I8dS1S602zint4hqc9peySFbN7a7fC\/HtL+ycVwtxkv7W4eVCNfA1MRSWMzXASyz6risLkuT43EUsVPKsFmk8vpZdL2NP6pg\/rdXGVcPWipwaz3hKp\/aFDPuGn\/Z+cOtKlioUajw2Axccd7ahXzPMsLRnQjmGKwEcXUxi9pL6zifq9PD061N8slv8AwK8JDwT8JfA+iSSXtzqc+jr4i8S3+pKq6lqvjDxhcT+LPGWr6iqRQBb7VfFGtatf3KeUhikuDFjEYr1miivzXMMbWzHH43MMQ718di8RjKz3vVxNadapskvim9kl2S2PtsJhqeCwmFwdJWpYXD0cNT3\/AIdCnGlDdt\/DFbtvu3uctongfwX4a1nxJ4j8OeEvDega\/wCMZrS58Xazouiabpep+KLqwe\/ksrvxBe2VtBcaxd2z6pqLQ3WoSXFwhvbjEmJWz1NFFY1q9fE1Pa4itVr1eSlT9pWqTq1PZ0aUKNGHPNylyUqNOnSpRvy06UIU4JQjFLSnSpUYezo06dKHNOfJThGnDmqTlUqS5YpLmqVJzqTdrynKUpNyk2\/lvwHq2l+A9f8A2ztXmSx06x0L4pW\/xBuQfKs7KOwk\/Zp+C13qGo3br5aRG71fQtfvNQuX5klaa7llaSSQj4U+JH7Hega9+yr4z+O2r3Vvo\/xd8QeAvjP8fviTd+HNJuYrXxveeL9M174u+F\/AEsfiHVNX1LQfD\/gLxZb+B7jToLC92XV14TuLu7tP7U1y41O297\/abvZdE8Y\/F\/wJoT6bBq37Tvwa+HPwp0y0vbx9Kt5PHHjHxz4l+Ew8VS3ttZahfNc6H4L8ZNrGoQ2lhe3N7o3gO2gj+wrZm5P3J478K23jHwD4y8EPHCtn4q8H+IfCrxGNPIW21zRbzSGjMXEfkiK6K+XgJs+Xha\/asJxLmfBkuGM\/y7G1sEs9xfDM8biKbh7avlvDPDeSYHF0alOpGcquGr43M8wkpS\/dvGZbhsXSaxuCpVML+Z18kwXEqzzKcZhqWJeVYfPIYajNS9nSx2eZ1mWLw9SE4uKp1qWFwODTS99YbG1sPUTwuJqQr\/I3wC\/aebU\/gx8cviX8SpL24034U\/FT4lW+nX9sbK61TxV4K1Kex8c\/Di00SyVNLtZNTvdG8aaL4H8LaU863GqzWGkPPcRXOqmOL7M8L+JNI8ZeGfDvi\/w9dLfaB4q0LSPEmh3qjC3mka5p9vqem3SjJwtxZXUMoGTgP1NfkJ8Hvg\/rcH7QPwP+DfjXUtc0H\/hDvg18MfjX458CWd9a3ekat498A+CvhB4ONt4j8ifVNH1e30HxjoGl3en3NqzeTqFhPe2V6z6q15efon+yxPbJ8EvDPh23njlf4e6r40+F11Ck4nlsLj4Z+NvEPgdbC6G95YbiG10O2YRTkS+RJBLgxyxs3J4m8NcOZcq+bZHUUqmPxuWZhGjg1\/wl4bK87wmZxoU6Ls4VJvG5Hi8ZGthpLB\/Vsxw+HowiqCvvwPnec4x0cvzSDUcJhcdg5VMT\/v1bH5XXwDrVKiupQgsNmuHwzp1o\/WPb4KtWqSl7XT6CMkYkWIugldHkSMsBI8cTRrI6pncyRtNErsAVRpYwxBdc+X+APjd8JfijqGs6P4C8e+HvEOueHtQ1vTdb8PQXbWfiPTZ\/DmowaTq89z4d1KOz1tdMttQurOCLWlsG0e+W9sZ7C+ure9tZZvy90f4V\/tafGj9pD4rfF\/wf4y0XwBB4R+JXir4KeCfix4m0jRPEt9pnws8P+L\/H0viTS\/BXgpLYWOsXml6\/JB4Zur\/xUNOeSKQrp2rXt3ZXt1o3m+pfsr+Pv2LfGnhL9q7WfFTfEnWdG8XvpGteH\/DK6oNQ8Z3\/AI48KeAPC2mWOnadDoNutjqnivxqfiFpl\/NfahqmnRW+p\/D65gsW1A62tt6uB8KeE5fWsnxniFl1bi\/FZPg6+Q5LllKrW9pxFiMLWxP9g5jVqUHg6arzngsBTxH9p4bG4PHfXY4\/KqdKnQqVuDFcf8QR9hmOG4PxtPhyhmOJpZrmeOqU6fLk9GvSof2tg6caqxM3SisTi50fqVbC4nC\/V5YTMJ1JVoUv2c+LHjn\/AIVp8NPHPj5dOm1ebwp4Z1XWbPSYHhjm1TULW1c6dpsck8sESNfXxt7Xe0i7RKSodgqN8z\/CL9i7wLoujalr\/wAbo4fjb8XfH3hPSNE+JXjLxvp9hfTXkun6fr+i250lf9Kl0jVLTwhr1v4F1DxDpeoQXuuaV4d0y+Y2d1cXvn\/OWvfAv\/goR8YNes9e8ffE74Y6N8O\/GWoeE5df+DumXev22m+H\/BMD69rN\/oWppdeDZJbzxRYy3+lWk97BcXEmtaraQw6nfW2jaLp+P1mr5bNpVuA8loZTkHF2UY\/MM9rzxPEOL4VxWJlWw2GwEMBPLcmr5lKhha0adLMZ5hisTQwM5YHH1sPl+KqVMS8Fgnh\/ey5U+LMzq5hm3DuY4TB5TSjRyfD59h6Madeti5YqONzOlgY1q9Jzng44OhQq4uCxeEp1cZQhCgsViVVo6Xptjoum6do+l20dlpmk2NppmnWcO7yrSwsLeO1s7aLcWby4LeKOJNzM21Bkk81+M37QXwh+NH7PHxX0D9oP4f6dpvjHT\/B+v\/ErxHo326DytP1P4jftHfGP4h6d4W8E3OkWGuxeIbiLSLT4r22n3eqQC0stSmuIoYpbKWURwftPVS9sLHUoVttRsrTULdLqxvkt722huoUvdLvrfU9MvFinSRFutO1K0tNQsbgKJbS+tbe7t3jnhjkXx+CuOMbwfmWIxLwuGzbLc0jLDZ9lmOjKcczwGIo4vB42j7dSjWpVq+BzDH0I1eeUYyxPtZ06k6dNw9HifhbDcR4KjRWIr5fjcBKNfKcbhWoywWLo1cPicLU9k06dSnSxWDwlV0+VNxo+zjOEZzUvzH\/YW\/aD8QeLvir8dvhl47+HHjDwH4t8X+NfF\/x80+x8TXVu7eH\/AAtq+h\/B2y0rwffWkzQ6ra6zFpfiTRddVJNPtLYWd+8Rhtru3ubWL9Q6+bvE+maPpX7T\/wAHdTstO02x1PxL8Pvjumr3dtZ21rd63dQyfAmOC71G5hjjn1K+tNM8PWGn20t1JPLDpdoltHi3tYli+karj\/H5bnOZZXn2V5THJKOdZFg8TWy2nia+Lo0MVgcTjcjrPD1sTKdZ0Kn9kxqUo1JynGMrTlKfNJrhHCY3LcFjspx2YPNKuWZriaFPGzo0qFSrQxVDC5pSVanRjGn7aCzBwqSjFRlKN4qMOWKK5dPG\/guWyk1GPxf4Xk0+Kw8QarLfpr+lPZRaX4TvRpninUpLpbswJYeGtRI0\/wAQXjOLfRr0i11GS2n\/AHdbt\/f2Wl2N7qepXdtp+nadaXF\/qF\/eTR21pZWVnC9xdXd1cTMkUFtbQRyTTzSsscUSM7sFUkfhj+z58D7j9oO5+N2na5aa7P4V0\/4c6vrvgT7N498W6Jp2pan+0j4f8MeM4NEhg0XUNIs9Q8Ft4k8H3PjXX\/D19qR8Oy+JvEFteS6POLi\/uJd+C+D8s4hy7iDN86zfEZLlnDryqeLxNHCUMXKpSzLEVsCoUKWIxmBhUxMMZPL\/AHFXUY4erXq1HHkhzY8S8R47J8bk+XZbl1HM8dnKx8cPQq4irh1CpgqVHEuVWdHDYqUKEsLHGPndNt1qdGnBPnlb9mfiqyv8K\/iQ6MGRvh\/4wZWUhlZW8OaiVZWGQQQQQQcEcivQK+PfhPqOt6j+w34fbxNNc3HiTTfgBqfhzxDNe3X269k13wp4U1Hwzq5vb7zZze3v9oaRcC7vDPObq4Es5nmMhlf7Cr47N8vllOa5nlUqsK8stzDG5fKvT\/h1pYPE1cO6sNZe5UdPnj70vda1e59Jl2MWYZfgcfGnKlHHYPC4xUp\/HTWJoQrKnLRe9BT5ZaLVPRBRRRXnnYFeSfG740+CvgH8PtW+Ifji4uhY2QktdI0fTLaS91zxV4haxvb7TvDHh+yjBNzq2px6fdGIytDZWVtBdalql3ZaXZXt5A74wfFex+EOjeEtYvtLm1ZfFnxP+G\/w1giiuGtFspPH\/ivT\/D02tXEy2l7m30GxurzWHtvKj\/tA2Sact1ZvdrcxeN\/tF6Ra\/E\/4i\/BT4LpHM9zdj4r\/ABC1i+GnQanYeG9Et\/g\/47+FWma3qVu97aS+avir4q6TJosSMn2m90+Z4rq0ns0uYvruGMhpYzMMqxWd0MTHh2t\/bOLxNbD1YUquIwvDuAeZZnQo1OSvOhKUPY4eNZ4ef7zEJUIVqsXBfO57m1TD4PH0Mrq0XnNN5bh6FOtTnUp0a+c4tYLBVakOalGrGMva1nTVaPuUW6sqdOSk\/rSyu4NQs7S\/tX8y1vbaC7tpMFd8FzEk0L7TgjdG6tggEZweas182\/sm22t6V8FdO8LeIvFGseNNX8B+O\/jF8PJfFGvSmbVtYsPAnxg8deFtAurxiz7G\/wCEd0vSUjt1kkSzhSO0SWVIFlfiv2nP2j\/Fnwe8QeCvDfgjwdbeJllgPjr4u6\/qFykGn\/Dj4M6f4h0Xwxrnifab+waTWXvNdN1pCn7dCtp4f1y5udLubG1vb3S5p8I4\/H8WY7hTJ6lDHYjDZhmeEoYqpVhgcNiKOXVK6WK9pjHQVKOJp0VLD0qvJWrVa1HDU6csRVp0pVPiHCYTh7CcQZlCrhKNfB4HEVqEKcsVXo1cbCi3Q5MMqntHRnVarVKfNSp06dSvOaowlNe0fHT4tRfBX4cax44j8M6t451uKew0nwn4B8O7n8SeOPFGrXKW2meHNBt4ba+u7q9lX7RqFyljp2o3lvpOn6lfxWF0LN4m+YPiV+2r4Ng\/ZR8OfF\/Ro9JuPFvxVsNB8P8Ahn4b\/wBvxNq8\/iXX\/E9p4J8YaRplze2Gmf2rN4HuX8STLfXVhpGlazJ4dINzYWt8lxH5j+yN4H\/bA+JUPgHxp+0Z8Q7V\/hz4F1fwx4t+Heg3+ieH9X8Y\/EK3fwD4nh0TxRqXivQ5tO\/sjTls\/HmiyTrr9v4n8V65qvhq5j1lPD1\/Dcarr3ea9\/wTn+GOp\/GqP436f4h1i019fjZoPxe\/sjUlvNa0OCG31lPFXivw3aWN1q6QwjxN4xk1XxFb6kIvL0R9e1fT4tMvbOaFIf0vBZF4X8J5usj4xzmhm+ZZHmNLOcRnHDFTM8zybNoUeeMOC67lRwSwyquODx2MzjA0sTUwsamYZZ7Z4yFJYX4jE5rx1xDlzzXhzLa2XYLNcFPLKWW55DA4LMsvnU5XLialy1cS67pqWJwuHy3FTowrunhMd7NYeU\/rHsn7NP7MGh\/AK78Y+KLbUru58R\/Ejw98JdN8QaQkVnD4e8PzfDfwLa+HLhdCiiSW8kufEGvXGv8AiDXNQur+YX0t5p8K2yT6fc6jqv1ZRRX49ned5nxFmVbN84xU8Zj8RTwtGpXnGMW6OBwlDAYOklBRXLh8HhqGHg3eco0lKpOdRznL9HyvK8Dk2CpZfl1COGwlKdepClFya9pisRVxeIqNybfNWxNerVklaKlNxhGMFGKKKKK8k9AKKKKACiiigAooooAKKKKACiiigDgPiV\/yLunf9j\/8KP8A1aXg6u\/rgPiV\/wAi7p3\/AGP\/AMKP\/VpeDq7+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK\/NjxN\/wUo8BeFPip+2L4U1T4deK5Phd+x1+zmvx18RfF+yvba5t\/iVreja\/8SPD\/wAQ\/hz8NfChs4ptZl8Bat4BHhK98WPrsem6j8Sp\/E3gCGwtr7wNrN\/N6X+zx+0t8a\/G\/wAWvFHwJ\/aT+AvgX4G\/E2w+FXhH42+EY\/hZ8dtW\/aA8GeJvh\/4l8Qa34S1Oz1XxF4g+CPwD1vwv4+8HeI9HtrbX\/D3\/AAh+ueGbzT9f0fUPDHjrxBJFr1locYepHFRw86LvHFwxU8HKadFYxYKtnFHFrB+2VP63PDf2Bm2IrU8P7SpDAYR5i4rAV8Niazrx+rOvGs4wlha1HD4lKcZvD1sRDJ50qdZQcvZtvP8AKKEueyp4zGwwNVwxlOvQpc5\/wUs\/5N1+HP8A2f8A\/wDBJ3\/16b+xvX3\/AF8Af8FLP+Tdfhz\/ANn\/AP8AwSd\/9em\/sb19\/wBWIKKKKACuO8Z\/EHwV8PPDmt+LvGviXSvDvhvw42npr2r39xi20h9WvLLT9NW\/8lZZbc3l3qVjDD5kY3faopOIm3jsa\/FLT\/BPif4mftn+LNCvfh1q\/iL9m74wfEzW5vid4jbw94ptvDms6x8D9B\/aG8GaXol\/4itVs9Ev9Ji8WLopvYL4XCPrui+Fl0+6DwI9593wPwngeJZZ7is1zKpluW8OZU86xaoxw6xOY0MLXhWxuWZfWxdalh6Wa18ooZniMsjUhXjiMZhadCVL2c6lSn8pxTxBiskWVYfAYKONxudY\/wDszDuo63sMFVr0pUsNjsZTw9KpWngKWYVcDSx0oSpOjh686qqc8Ywn+hfhD9rb4X698OvHPxM8SSX\/AIB8O\/D34nXfwu8QzeII1usao2qeHbLQdWsho5vp7jRtesPGHhjVFuWtom02C\/umvUWy06TUJfqKvzb+MP8AwTr+BOr+F9K17S7bxvb638MPAl2LGx0bUILz\/hY+veGNGnk8Nax460k6NeDxN4nF3E0T32lWumanqcV2NLD\/AGO2020tNX9nD9s\/R\/Fut+HPhV4s8KeIvCmo65qPh\/wn8LZb7QrnSJdYs9E+GEl74zXxJY6xfx6nYah4V8feDvGXhW+uYdNisJJ9R8I6fZx3kx1bU0+gzfgzIc7ybF8Q+HP9tZhRyyrj8VxBl+PwtLDrJ8vhTwv1Kng28XisTmM1CjmuZ4isqk5Ry1Jzo0pZZja1byMu4lzbK8yw+T8ZrLMHUx1PCUMnxmEr1KzzLGSnWWKniUsPh6GCi51cBgaNNwjGWOb5KlRY7C0qX3p4k8R6H4Q0HV\/FHibVLHRNA0KwuNS1bVdSuYbOysbK2QvLNPc3DxwxrgBV3uu+RkjXLsoPyX+ypD8TPGniD4sfHv4pfDqX4aXPxPvPCEPgbwb4gSF\/GfhPw34d8K6Zouvadqcj6Vp2oW9lrPibTX1W1F+lrearDFaX9xpOnWkelQ10\/wAdpvDPjn4mfAr4D+ILnQ9W0jxT4g1z4h+N\/AuoSW93J4l8MfDnQdQ1Twza6vpDM7TeHT8SG8M67JHdwfYNYuPCMmlXH2uxOq2M\/wBUV8sq8Mg4Ylh1g41M04ywcatTG141ovL+HcHnFqWHwCVWnTli81zXJqk8dXq0KsaWXYTCUMJW\/wCFDMadP3vZyzfPFW+suGB4axMqccLSdN\/W85xOWp1K2Lfs5yWHwGX5lCOFpQq05VMZiMRVxFO2Ewc5lcB8Nf8AkXdR\/wCx\/wDiv\/6tLxjXf1wHw1\/5F3Uf+x\/+K\/8A6tLxjXxp9IN+Hnw18PfDK08V2fh19Rkj8ZfEHxp8StYbUriG4k\/4SLx3rM2uazHam3tbRIdOhupzDYW7pLPFbRxrcXV1P5lxJ6DRRXRi8XicdiKuLxdapiMTXnz1q1V806krJc0n1dkkuySS0McPQo4WjTw+HpRo0aUeWnTgrQhG7dkvVthRRRXObBRRRQAUUUUAfFXxc+CeseL\/ANsr9lf4rWtle33hrwF4Z+Lz+LmmtrabQbC8ttHsrHwK0jyIJE1u41rxhqeoaaS80kaeH5riyS2MN7LL9q0UV7ebZ9jc4wfD+CxfJ7LhvJ55JgXBOMpYWWcZtnKlW15ZVo1s2q0FNJXw9DDxleUHJ+Zl+VYbLcRnGJw\/Nz51mUc0xSk7qNeOW5flvLT0uqbp5dTquLbtVq1WrKSS8z\/4VJ4MX4vx\/HGKzuYPH4+Ht\/8ADK5vIrkixv8Awve+ING8Sol7ZMjB7+w1HRYlsr2GSBha3d3b3SXSixNl81fsoWQ+G+t\/tZaH4zvtI0HUPEH7bXxD1bQ4bzVtPi\/tWH4leC\/h14z8IWtk7XAS51bVtF1KO4j0iEvqKPFcQSWwlt5QPuGvxs\/4KKfDzx94y+IOnfDrwd4U1u6sPjlonhy+0PxDpV+mlWcPxo+DPhX46azoGgyz3tr\/AGV\/avjzRNW0PS57y61fRprXSPB1q\/nyW9s01j974d06vGGLzHg7Ns6jgMDmeT4KCzPGzhUeV4DhrMKWaVHR+tYrDUpYbAZU82xX1T2sZ1I0IUMNKEuWEvkuMZw4cw+D4ky\/LJYvF4LMsTL6jhozgsdi87wk8BH2nsKFepGviscsvofWORxg6sqtdSXNKP35+yH\/AGvP8BfDet69PbXWreMvFPxX+IV1dWlvPaW9ynxE+LnjnxxYyx29zFDNCn9na\/aIkTKyRIixQSzW6RSv9L15z8HvBl18OPhJ8Lvh7fT291f+Bvh54L8IX93a+Yba7vvDfhzTdHvLuBpQsrRXNzZyzo8oEriQNL85avRq+D4mxlHMOJOIMfhnCWHxud5ri8PKlHkpuhiMdXrUXTglFQp+znHkiopRjZJK1j6zI8PVweS5PhK6kq2FyvL8PWU25TVWjhKVOopybk5T54vmk5Nt3d3e4UUUV4Z6gUUUUAfm7\/wUR+JHjT4Q6R8MPH3w\/wBSl0LxZDf6\/wCFdH15NP0fVU02bxfq\/gPTrv8A0HXrXUNMmuJNIh1OWB7vTryCAWs0zxgohPvfwD\/a0+Gfx\/1m\/wDCng2XWbvW9C8Oya9qOpT2empoGqWdn4o1TwbLqWh31hq+oG7sdR1bRrnUNLd4LfztHurK4kWC5eazt\/Jv+CgvgXTfiJ4Y\/Zy8KavLf22meIf2q\/hf4Y1e60p4odSi0fxLpXjDSrv7FPcWt7bQXEdzLYXkE1xaTwpcWcBkikj3RSfEfxps\/DX\/AAS58dWWr\/s+6FqOt33xe+HM2jrp\/je5vPFOm6bc+DfEXh+41rWlNre+Hr2Lz9Lvri8NlHfPYHXb5NkGn6WttYD+lOGeF+GOOfDvhbhejhcRLxJxT4onwvVo0qFDBYrD4fM6eJxeGznMpyVaNDA4VYzHYOi4VKNJ1MbJezq4lup+J53nme8LcZZ9ntSvRXBVD+wo57TqVK1bFUK1bAyoYetluBivZyrYqv8AVsLiaqlCrUjDCxfPCilD6c\/ab\/aK8GfGT9nj4l\/C3wj458O+EPjJ4r+Lo+B3gzwk3jOKPxRfavo3xvt\/Cuna\/NaaYkWuaV4b8TaL4fu9fmu59PNlDpdzNpRutSuGijvf0q0HRdP8NaFovh3SLaGz0nQNJ07RdLtLeKOC3tdO0qzhsbK2ggiVYoYYLaCKKKKJVjjRVRFCgCvy58If8Ex\/Dnhz4\/8Awr+LV\/r1lr3hzwJpPhC71fQb+bxEur634+8LeHZseLJL86ldySy3XxAh0vxoLWXUksYwt\/oc9lfaTLDbJ+rlfA+IuJ4LwuXcP5BwHmuNzTKlXzXibMHi8K8N9SzTOaeWZespjKc5V68cvwmR06kZVnVUHj6kqeKrOtUjS+t4NocT18Zm+b8WZfhsBmDpZfkmDWHrqv8AWsDlk8bjHmElCMaVJ4zEZpOEo01TclhIRnQpKnCVT4B+FvxG8NXfwr\/aE+C9k16\/if4b2v7SOsaqWEMmnRaPrvx1\/aK8P+H7KO4F5LeLqcVl4PXUbuzubSGKDS9Y0OS2urx57qKy+\/q\/Cz47\/s8+LJf2tfjPpWmahrng3w34\/wDAPiv446f4j8B61b6Fe29l4R+HPirTNVn120sr2Ka9tr34teNrG11rT7m18zxLpusTt50KtqF7F+w3wZ8d3PxM+FfgPx1f2cWnat4i8OWF1runQLcLb6d4igQ2XiLTrcXSpc\/Z7DXLXULSBp1ErRQoz\/MSaPEvhzLMLUwPFOSZrDMMLxNg8rzzMMJbmq5RjuIcLicW8NVxCnKnWlUzDL89pOjFQrYJ4D2eIhatQnUOCM5x1enishzPASwdfI8TjsrweIvaGY4TJ61DD+3hRcYzpRhhMZlVRVW50sUsXzUZN0qsYem0UUV+Un358G\/tw+GNX+INl4C8BWmrNZaRJpPxh8f6tpqWcUsms3vw++HtzceGEttQDQ3+kX+n+Itbsb+xvrOdlguIluZrK8e2tvJd+zr4\/wDAfxq+PnjLx\/4YvIte1vwP+zx8Hvhv4k1hrTUILzSfEuo+Ofi3qni3w1LcajDG18Y73w7pF7Jd2Ul3ZXANvcxX12lxE49j8S6baeIf2mvBmn6pbwXunaX+z58XI\/s0yNlX8Y+OPhPpt5JHIHBSSbTdAuLLzYRHcQ29zdRLN5d5Ih1\/gh+zf8Jv2d08aQ\/CvQ73RbbxzrdjrmrQ6hrOp+IJbd9O0i10u106z1TXLi\/1yTS4501PW0g1XVNTmh1fxDrbW1zBp01lp1j+uz4hyjB+HtLIMW8xp55LIvaZE8FQwlPLn\/bHFdavnv8Aa1fmjjKlevk+XZfSwrjTnGcaSoVq0aNDD0qv53HJ8xxXGNTN8P8AU55XHNuTNY4mpiJ4xf2bkFGllX9n0uWWGhTpZljMZUr3nCUXP2tKnKpVrTh8c22uW2jfthfD\/wCFNprSSt4e\/aX+NXi19KS\/D3v9nfFH9l2++JEVxqdkj747aHxX4h8a2eltcBla2tbc2p\/dTpb++W\/hSz+PPxC\/as07X9Rij8Gw+F4P2Vgnh0hNa+yaz8P9L8c+OtYbVLw39hFq0M\/xUh0CytU0mW2sLjw40t8L2eWa0tvNv2mtL+EvwH+NHwm\/a18T2V7DqF14xPg\/xTqVhYWF3La6Ro\/wJ\/aAlgubC3itrS\/a81Vbuxi8SXl7qdzDPpXg7wtBFFaLpCi699\/Zhnn1z4fa18Qp5LEr8VviH44+INjb6dM95bWWj6hqx0XQbddSYRrqrPomg6fdtfw21pbyG68q3gaGFLif1eIsdycO5FxdllPGUIVODck4dhmlalTpufF0OKMxzvPquFlFT56kHgcRJ1WqbjRxtPmt7ahGpwZNhebOc14dx08PVlDiTNM5lgKdSc1Dh55DgcrymnXi3HlhJYqjFQTlzVcNPlv7Kq4e\/aZp9tpGm6fpVmrLZ6ZY2mn2iu251trKCO2gVmwNzCKJQzYGTk4FXqKK\/D5TlOUpzblOcnKUnq5Sk7yk31bbbb7n6lGKjFRilGMUoxSVkklZJLslogoooqRhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAfEr\/kXdO\/7H\/wCFH\/q0vB1d\/XAfEr\/kXdO\/7H\/4Uf8Aq0vB1d\/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz3i3QZfFXhXxN4Yg8QeIPCc3iPw\/rOgxeKfCdzY2Xinw1Jq+nXOnpr\/hq81PT9X0601\/R2uBqGj3N\/pWp2cGoW9vLc2F5Cj28nQ0VnWpU69KrQqx56VanOlVjeUeanUi4TjeLUlzRbV4tNXumnqXTqTpVKdWm+WdOcakJWUrThJSi7STi7NJ2kmns00fz3eLf+CTPx8j1z9ob4c+Ff2q\/j546+E3iv\/gnBb\/s0fCy6+LunfsbaH4Sm8dW2u\/FM+FvAfiyx+AX7Mvwg+IsXhLwM2r+GvFx13Sxpmo6\/d6\/rVl4n8T+NrGNvDFh96fs9aV8ePi1+1Vq37Svxf\/Zt8d\/swaF4N\/Zo0b4CeEvCHxT8c\/A7xn4z8V+KvEvxB\/4T\/wCJXiXSo\/2fvir8YfCmneAdOi8MeBNH0C+8U+K7Hxjr2oHWJX8EeEbDThdeKP0dorSg50XhJOpKtPAyzmphJ1OWE6VfP8RxNVzXETeHjQ+tVcVR4rzLBy+ufWYKjTwmIUFmVOtj6+FejRxCxKlRhFYuWVuvy8zvDJqXDEMvow9pKp7KjQrcJZXi4Qp8vs688ZCk6eExCw1P8Qf28P2afjP4Q+GHwv8AF3iD\/goT+1\/8U\/D9v+3\/AP8ABL3zfhb488FfsC6f4Evv7Z\/4Ka\/sl6Zp32rUPhj+w98Ofian\/CJ3uoWniLw\/9i+Itn9p1jQtKg8U\/wDCS+H5tb0LWP1\/\/wCEN8Rf9FX8f\/8Agu+Fv\/zta+P\/APgpZ\/ybr8Of+z\/\/APgk7\/69N\/Y3r7C1H4o\/D7SfiH4e+E+oeKtLtviN4q0TUvEegeEXeVtW1HQ9JMq32pJHHE8UFuht7sQG6lga9+w6j9iW4\/s6++z9GHwuKxcqkMJhsRipUcPXxdaOHo1K0qWFwtOVbE4moqcZOnh8PRhKrXrSSp0acZTqSjFNqa2IoYdQliK1GhGpWpYenKtUhSVSvXmqVChBzlFTrVqko06VON51JyUIRcmkN\/4Q3xF\/0Vfx\/wD+C74W\/wDzta+Mv2tPif8AFn4G3fw3l8HfETxbqljPPe+LvH1pd+Hfh7q2p3\/gHQ\/Hnwl+HmsaT4asdM+Gouj4hub34w6VqGm3K+asVxpKQSWd+l21pL+hlfMPwe0u+8ZfFb4xfGrWNVv72yg8S658GfhjoF6LbyPB3hnwBqFjoHxGubI2oXM3j74m+FrzUrpbmS7nXSfDfhg+fbSyXOm2f03B8stwWOxGfZ1gMNmuU5Lh5Sr5RiXKEc5xOYKWAwmW0ayo144bEJVq+aRxVSm44ehleIq01UxUcPQreHxGsbisLRynLMVWwGYZnWUaWYUEpPLaGDccXiMbUpupSdajenSwLoQmpVquOpU5uFB1qtP5A8AfHfxHpv7J\/wAWJPFPx48c6X+0H+z\/APDPxgPHeieJtL8IodO8bW8virSvh5by6v4r+HpfxDe+MNR03Q007TofEmpa7c3etaVpt4bbVNTs4Jfur4d\/BfUPh14N0Xwhpfxa+IssOmJeXF3d3Ft8OLu41LWtZ1G81zxFq88998Pbq5afWNf1LUtUlR53SGS8aGARwRxxp83fFv8AY317xP8AGmx8feAde8LWngX4geL\/AAZ4i\/aM8E+N7a81iHxpbeA\/Gvwq8T6JbeG7ZdPvbGAS2vw9nt72zv2tbKeW9uYrw6haaxING\/QSvoOO8w4bxOCwdfhnExjHiTNMdxPnWUxp04PJ8bUweAw9PKpKGFw6jhsvzSrxPLJ6VOdenDJcdgJVKssVUxFvJ4UwedUMViKWd0JN5JgMLkeWZhKcpLMcLDEYqtUx8b16162LwNPI45lOcaU5ZnhMWoU44eNG\/Af8Ib4i\/wCir+P\/APwXfC3\/AOdrXz58e\/2fvG3izTtG8efD3xs+o\/Gn4a3qa94Av\/Gfhz4cNHeC2Zp77wg2uaX4I0jUtIs\/EO1IhcS3N5pVtfJbXV7pk6IZYfsKivgspzXF5LmGGzLBSgq+HlK9OrFzoYijUhKliMJiqalH2uFxdCdTD4mlzR9pQqThzK919XmGAw+Z4OtgsSpeyrRVp02o1aNWElUo4ihNqXs8Rh6sYVqFSz5KsISs7Wf5hfsm3Xx3+JXxr\/aH1D45XHiD4d\/EbwDoHwm+H5i0ax+G1\/DNosmr\/F3xnpn2bU38J6\/pcon0bxTolxfPo08Ru7hkm1AmNNM07SPv7\/hDfEX\/AEVfx\/8A+C74W\/8Azta7+ivQ4pz2jxHnNXNcPlWFyOhUweU4WnlWBq16uBwn9m5TgsuqfU3iZ1K9LDYithamLpYerVrzw0a\/sJYjEum69TkyHK6uTZbTwFbMMRmtWGJzCvPMMXClDFYj67mGKxkPrPsIwpTrUadeGHnVp06Uazpe1VGipqlDgP8AhDfEX\/RV\/H\/\/AILvhb\/87WuI+H3hPXp9Bv3i+JvjeyVfG\/xMhMNtYfDd43ktviR4rt5rtjefD67mFxfzRPfXapKlql1czJY21lZLb2cHu1cB8Nf+Rd1H\/sf\/AIr\/APq0vGNfPHsB\/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\/AJ2tZ958OL7UbjSrvUPiL4vv7rQtQfVtDubzQfhJdXGjapLpmo6JLqWlTT\/DF5NO1CTRtY1fSXvLRobh9M1TUbBpDa31zFL6fRVRnOD5oSlCTjON4txfLOLhON00+WcJShNbSjJxd02hSjGStKKkk4ytJJrmhJSjKz6xklKL3jJJqzSZwH\/CG+Iv+ir+P\/8AwXfC3\/52tH\/CG+Iv+ir+P\/8AwXfC3\/52td\/RUjOA\/wCEN8Rf9FX8f\/8Agu+Fv\/ztaP8AhDfEX\/RV\/H\/\/AILvhb\/87Wu\/ooA4D\/hDfEX\/AEVfx\/8A+C74W\/8AztaP+EN8Rf8ARV\/H\/wD4Lvhb\/wDO1rv6KAPLNV+GNxri2C634\/8AFesLpWqWOuaWuq+HvhFqC6bremSGXTdYsBd\/C+YWeqafKzSWOoW\/l3dpIS8E0bEmkuvhjPfX9vqt74\/8VXmqWdld6ZaaldeHfhFcX9rp1\/eaZqN9p9veTfC97iCyvdQ0TRr67tIpFguLzSNMuZo3nsLV4vVKK1jiK8FBQrVYqmqipqNScVBVVaqoJNcqqrSolbnWkrozdKlLmcqdOTm4OTcIvmdN3puV1q4PWF78r1jY4D\/hDfEX\/RV\/H\/8A4Lvhb\/8AO1o\/4Q3xF\/0Vfx\/\/AOC74W\/\/ADta7+isjQ8A+JvgfUrfwH4\/1if4heLtQurb4f8Ai2F\/tek\/DJDd6eujXt1NpNxeWPw8stUj067kiX7RFZX9pLn97BPBcJHMnAfs4+FdYt\/BninwinxJ8b6PqPgD4vfGLwxqehwaP8O7b+zba6+I\/iPxZ4QuWt9R+HdzPGnib4e+J\/CHjK1MU8lhJZeIrZ9OEVkYLeH3\/wCK\/wDyS34lf9iB4x\/9R3Ua8q+FGs6dL8fP2q\/DkDynU9O8Q\/CLxBqCNaXEMaW\/iD4UaLpenmK5kiW3vCx8J3nmG3llaAgRTrGfL3\/SZWqmLyLijDNVJUsDhcpz3nheXJUwebUMhpU6t01DDShxRXd\/daxEMNGMrTlGfiY5ww+bZFXThGeKr5hlXLKy54YnL6ua1Jw2cq0ZZFSVveXsZV21eMZR9V\/4Q3xF\/wBFX8f\/APgu+Fv\/AM7WvmPx38Y38BftD\/Dj4Ha18UfF9ha+OtAjupvEuqH4W2K23iXxNqGu2Hw78PadD\/wq+WK9ufElx4J8ZWMsdzLY4v28P29lPcXV6bKb6m+JOrT6D8OvH2uWzyxXOjeCvFOrW8sE32eaOfTtCv7yKSG4\/wCWEqSQq0c3\/LJwH\/hr81f2Uvgw3x0\/Zi+J0fjXxl40Xxt4z8S2fgnTfHtx4i1vWPEXguz+AusCT4Zx6K2pazctbJ4U8cP4k8STRWl1YXmqT6\/qtlc6itu1lJafRcHcP5FXyjOeJuJ6tSOUYPF4Dh6nToRquvRx2fRrQWcr2TcqsMhwdHE5nHBeyqLMMTRw+EbpwqyqR8fiTN81pZjluR5HTg8xxOHxecTnWdNUquFyl0pf2b+8Vqcs2xFSjgZYrnj9To1KuISqShGEvob4c+DfiP4m\/aN\/aE8Sa38WfETeHvh2\/gb4Q+BPsGlfD6LXYl1LwD4M+K\/jZfEAm+Hb6ZcQy6h4y8ONot1YxQ3XkpfWl+pS0s5Jfpr\/AIQ3xF\/0Vfx\/\/wCC74W\/\/O1r5V\/4J9r48vvgv4g8WfEfU31\/xT4v+Il9Je+JJbl7qbxJJ8P\/AAV4F+DF3rM081vbXUz3GqfDHUIRd3kX2rUo7dNVlY\/blx9015fH1B4HibFZO6uDrPh\/B5Tw9Opl8FDCVMTkuU4LLsfVpJQhJyxGYUMXia86kI1quJrVqldKtOaXfwlV+tZHh8x9niaf9r4jMM4jDFyc8RCjmePxOMwlOo+aSSo4Orh6FKMJOlChSpwpN04xb\/NP9vfwH4gvfB\/wFsm8f+L9abU\/2n\/hr4dig1Gw8ArFbzeMdD8b+DI7mIaX4H0x3uC3iEWiJdzTWhS7kJgN0LWaH6O\/Z++D3jPwB8DfhF4N1nx7408N674e+HfhHT\/EOgWFv8Lb6y0fxImiWb+ItOtr7\/hBdX+3Q2mtyX8KXv8Aaupfawv2j7ddeZ572P2nPBWv+NtG+Dkfh7R7rWZvC\/7S3wF8a6pFaLGz2GgeG\/HunXWtaxKrsrm10uxeW7umh3SR28ckrKYEmr6WrtzXP51PDzhbh6FTDypUc3zrHYmmnzYmlVoTSwbmoz9ylUhmmMaVSm3Nwi6U4qNRT5cBlMYcY59nM4Vo1KmXZZhaM2rUKlOrG+I5W4e9OE8Bh1eFS0VJqcW3Bx4D\/hDfEX\/RV\/H\/AP4Lvhb\/APO1o\/4Q3xF\/0Vfx\/wD+C74W\/wDzta7+ivgD644D\/hDfEX\/RV\/H\/AP4Lvhb\/APO1o\/4Q3xF\/0Vfx\/wD+C74W\/wDzta7+igDgP+EN8Rf9FX8f\/wDgu+Fv\/wA7Wj\/hDfEX\/RV\/H\/8A4Lvhb\/8AO1rv6KAOA\/4Q3xF\/0Vfx\/wD+C74W\/wDztaP+EN8Rf9FX8f8A\/gu+Fv8A87Wu\/ooA4D\/hDfEX\/RV\/H\/8A4Lvhb\/8AO1o\/4Q3xF\/0Vfx\/\/AOC74W\/\/ADta7+igDgP+EN8Rf9FX8f8A\/gu+Fv8A87Wj\/hDfEX\/RV\/H\/AP4Lvhb\/APO1rv6KAOA\/4Q3xF\/0Vfx\/\/AOC74W\/\/ADtaP+EN8Rf9FX8f\/wDgu+Fv\/wA7Wu\/ooA4D\/hDfEX\/RV\/H\/AP4Lvhb\/APO1o\/4Q3xF\/0Vfx\/wD+C74W\/wDzta7+igDwn4g+E9eg0GweX4m+N71W8b\/DOEQ3Nh8N0jSS5+JHhS3hu1Nn8PrSY3FhNKl9aK8r2r3VtCl9bXtk1xZz9v8A8Ib4i\/6Kv4\/\/APBd8Lf\/AJ2tHxK\/5F3Tv+x\/+FH\/AKtLwdXf0AZOjadeaXaG2vde1bxFMZnlGoazDocF2EZUC24Tw\/o2hWHkxlWZGNkbgtI\/mTyKI1TWoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPzj\/wCCqmuR+GP2T\/DfiWaE3EPh79uL\/glprktuHMRni0n\/AIKe\/sf38kIkWKdozKtuUDiGYpu3CKQjYbsfwT8EftY+Nfjf4+8Q6Z4m8KP4W+KWn+APhb8R\/D95N4a8brP8IdB1DQPEeueFfFFhAt2PB0\/jzxH4k037Lpertb6rq3hKQ6otre6cLS25b\/gr34Ji+Jn7FSfDifUJNIg+IH7Y3\/BMrwTNqsNut3NpkXiv\/gpd+yNoUmoRWrzW63Mlkl+blLdp4FmaIRmaMMXX7w+D\/wAPI\/hP8MvBfw7TVTr0vhbRLewv9eawj0tte1eR5LzW9cbTYri8SwfWNXub3UmtBeXht2ujE95dOrXEn22QZ7R4byTH5hlOYYjB8W4rGUcuouh9ZpSw2Sc2FzGvjKdeC+rTqVMZgKWAnh6km54XE4jnpVISTp\/MZvlVTOszwmDzDB0cTw9Qw1TG1VV9hNVsz5a+DpYedKT9vGEMNi6mLjWppKNehR5akJJqf5beK\/2vdY0jw742\/ZN8S3uua348k+FXxA+EPhv4h6XFrGqeMvGHxf03x94n+F2k2Ev9kW10th4h1n4dx+Hfile6jfzadPYSalNcvdyi80u5uf1A+DHwl8O\/A34c6J8MfCl7reo6DoF94nvbK88R3sepa1K\/irxZrni+9F9qEdva\/bHh1DXrqGK4lh+0y28cT3ctxdGa4lkX4MfClNf0zxSngDwxH4h0fxZ4i8eadq0elwJd2\/jPxbYW+meJPE+9AFm1vV7C0tLa61CdZbgpaWhjdHtoGj9Nr0OMeL8mzjLcFlfDeV4zJMHWxtXPOIsNVrYeWEzDiGUKmEw+KweHoU19VwuEwVTEfV6DqONGrmONp04KlGnOfHw3w7mWW4zE47Osfh8zxFLDU8qyatTpVY18Hk6lDEVqGIrVZt4iviMVCl7aryJ1IYLDTlJzlOMSiiivzk+zCiiigAooooAK4D4a\/wDIu6j\/ANj\/APFf\/wBWl4xrv64D4a\/8i7qP\/Y\/\/ABX\/APVpeMaAO\/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOA+K\/wDyS34lf9iB4x\/9R3Ua8zvbGLR\/2s\/C+o2k17A\/j\/8AZ9+IFvr1sL67Om6lL8K\/iH8L28L3Emmmb7CuoaVD8WvFkUF4IPtUlrqlzEJBFE4b0z4r\/wDJLfiV\/wBiB4x\/9R3Ua+D\/APgoz4H8YeL0\/Z9sPDGr2Oi2Hj74lRfADxTfSpeS6lY6R8XNX8I6zDq2nxW0trHImk6j8NLS6uY5byCWaT7HbQgpPcTW\/wBv4eYClnHE9DI8TmNPKsFneX5zl+Mx1anOvRoUnlOMxNKrUw0JQeJdDGYbDYmhQ5oOpiqNDlqUpqNWHy\/GOLqZdkdXNKGDnj8TlmMy3GYbC05xpVKtRZhhqNSnCtJSVBVcPWr0atbllyUKlVuFSPNCUX7YP7aHhHw1+z74E8TeFJf7U8IftJeDvijoel6q1hejW7Nbv4T+KF8OGy04zW\/2S+X4gXvhXS9auL2O9tdO01tVZbeaRra7g+\/Ph58PvDHwx8Mw+F\/Celw6Vp51HWtevo4Zbmb7Z4g8Tatea\/4j1SSS6lml36lrWoXt2sCslpZRSxWGnW1np1raWcH43\/Ab9kf4e\/tFz6r4A+Kf\/CW3K\/ss+G734AxeI\/DWoxaLpE3jXQvjJ8cJ9Wn0WC+g1aG7WHwndeA9Uga909XtWv7WC8hke3iVf3Ir6\/xRw\/DHDWByngrhrE5lVxeW5pn+O4jqV0qeDzGjjMRh8Twdio8lRxxWJw+QYqdGrXlRw3K6jcMNQdWop\/O8CVs9zvFZhxPndDBQw+NwGUYbJYUffxGDqYejVocR4eXNBSoUa2b4eNWnSjUr3UUp16vs48qABRhQAMk4AwMsSzHjuzEsT1JJJ5NLRRX4yfpQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwHxK\/wCRd07\/ALH\/AOFH\/q0vB1d\/XAfEr\/kXdO\/7H\/4Uf+rS8HV39ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfAH\/BSz\/k3X4c\/9n\/8A\/BJ3\/wBem\/sb19\/18Af8FLP+Tdfhz\/2f\/wD8Enf\/AF6b+xvX3\/QAUUUUAFFFFABRRRQAUUUUAFcB8Nf+Rd1H\/sf\/AIr\/APq0vGNd\/XAfDX\/kXdR\/7H\/4r\/8Aq0vGNAHf0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAfFf\/AJJb8S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\" 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%;\">Comerica Inc is a financial services company. It operates in three business segments, The Business Bank, The Retail Bank, and Wealth Management. It operates in geographic markets including Michigan, California and Texas, Arizona and Florida.<\/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. 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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\/02\/20\/comerica-cmanys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Comerica (CMA:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/20\/comerica-cmanys-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":[12,1291,1292,1290,1289,10,29,30,8,1294,1293,9,56,1296,1295,1298,1300,1299,1297,6],"class_list":["post-1093","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-bok-financial","tag-bokf","tag-cma","tag-comerica","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-hban","tag-huntington-bancshares","tag-intrinsic-value","tag-overvalued","tag-pb","tag-prosperity-bancshares","tag-sivb","tag-sti","tag-suntrust-banks","tag-svb-financial","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-hD","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1093","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=1093"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1093\/revisions"}],"predecessor-version":[{"id":1142,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1093\/revisions\/1142"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1093"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1093"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1093"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}