{"id":1794,"date":"2018-04-02T09:01:23","date_gmt":"2018-04-02T13:01:23","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1794"},"modified":"2018-04-02T09:01:23","modified_gmt":"2018-04-02T13:01:23","slug":"hudsons-bay-hbctse-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/02\/hudsons-bay-hbctse-fundamental-valuation-report\/","title":{"rendered":"Hudson&#8217;s Bay (HBC: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> Hudson&#8217;s Bay<\/strong><\/span> $8.92 (CAD) Close Price as of<span style=\"margin-left:20px\"> 29\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Hudson&#8217;s Bay<\/strong>, (HBC:TSE) is found to be &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\">Hudson&#8217;s Bay<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">HBC:TSE<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Consumer Cyclical:Department Stores<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$8.92 (CAD)&nbsp;29\/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;\">$10.21 (CAD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">HBC:TSE is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 14.5% using the 1 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$10.21 (CAD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\"><\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\"><\/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:green;font-weight:800;\">Undervalued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:green;font-weight:800;\">Undervalued<\/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                    Hudson&#8217;s Bay 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 HBC:TSE<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model generates a negative intrinsic value due to one of 1) zero or negative projected cash flows 2) excessive capital expenditures or 3) excessive debt to calculated equity value for <strong>HBC:TSE<\/strong>. We have not shown the calculated value here for that reason.<\/p>\n<h4 style=\"display:none;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:none;\" id=\"dcfSenATable\">\n<table>\n<thead>\n<tr>\n<th>HBC: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><\/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><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<\/tbody>\n<\/table><\/div>\n<p style=\"color:red;font-size:smaller;display:none;\">* 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>$18.06 (CAD)<\/strong> for <strong>HBC:TSE<\/strong>. We also generated a valuation of <strong>$16.76 (CAD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Companhia Brasileira (CBD:NYS), Dillard&#8217;s (DDS:NYS) and Nordstrom (JWN: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 HBC:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash\/Share<\/td>\n<td align=\"center\"><span>$0.37 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$9.43 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">MarketCap<\/td>\n<td align=\"center\"><span>1,631,053,255<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">1 Year Return<\/td>\n<td align=\"center\"><span>-0.130<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">NetPPE<\/td>\n<td align=\"center\"><span>5,155,000,000<\/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>$7.92 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$19.32 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$27.42 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$12.40 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (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:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<th align=\"center\" style=\"width:100px;\">CBD:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">DDS:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">JWN:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Cash \/ Share<\/td>\n<td align=\"center\"><span>2.32<\/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;\">6.97<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Book Value \/ Share<\/td>\n<td align=\"center\"><span>24.24<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">11.80<\/td>\n<td align=\"center\" style=\"width:100px;\">56.12<\/td>\n<td align=\"center\" style=\"width:100px;\">4.79<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Market Cap<\/td>\n<td align=\"center\"><span>5,236,305,864<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6,248,865,498<\/td>\n<td align=\"center\" style=\"width:100px;\">1,767,814,116<\/td>\n<td align=\"center\" style=\"width:100px;\">7,692,237,978<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">1 Year Return<\/td>\n<td align=\"center\"><span>0.21<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.05<\/td>\n<td align=\"center\" style=\"width:100px;\">0.54<\/td>\n<td align=\"center\" style=\"width:100px;\">0.04<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Net PPE<\/td>\n<td align=\"center\"><span>3,939,000,000<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0<\/td>\n<td align=\"center\" style=\"width:100px;\">0<\/td>\n<td align=\"center\" style=\"width:100px;\">3,939,000,000<\/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;$14.29 (CAD)<\/strong> for <strong>HBC: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 HBC: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>($3.04) (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$9.43 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$78.32 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.80 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>($0.16) (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>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$11.23 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$21.17 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$10.47 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (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>27.65<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.19<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.27<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>13.15<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>11.48<\/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;HBC:TSE<\/strong> for the last 6 years was <strong>&nbsp;1.19<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;HBC:TSE<\/strong> and generated a book value of <strong>&nbsp;$13.16 (CAD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$15.68 (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 7 analysts that provide a valuation for <strong>HBC:TSE<\/strong>. The 7 analysts have a concensus valuation for <strong>HBC:TSE<\/strong> for 2018 of <strong>$10.21 (CAD)<\/strong>.<\/p>\n<h4>HBC:TSE Hudson&#8217;s Bay<\/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=''>0<\/td>\n<td class=''>7<\/td>\n<td class=''>0<\/td>\n<td class=''>3.0000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-3-29<\/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 = '2'>Analyst Consensus<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>CAD Millions<\/td>\n<td>2019<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>-1.52<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>5<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>14,450.90<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>5<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>1.38<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/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 (HBC: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>8.92<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>8.53 &#8211; 8.93<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>8.46 &#8211; 13.32<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>8.53<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>290617\/360900<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>1.63B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>0.00<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.05\/0.01<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>-3.04<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>182.69M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.50<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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Hiy51DRfC3gXT\/F9+dKs\/Dl9q+tDSNAsfAdr4n1W62abs8\/GYirl+Ax2LxOHlOtlNDETzDB0nOnVrY3LMrzHGZnlmWqtS9riKsKmDoVauJrUKLyyhiqtCtg8bWwUquI9bD4X6xjaGEj7amsZiqWHwtX2Ea\/scPmPEGAyjLcwzONOvGGDi6WOcIYSFXELNMxw31ejjcBTxcKlD9D9W\/4Jlf8EiNA1XwxoWu\/8E+f+CcGi65431O90XwZo2rfsofsyabqvi7WdN0TU\/Euo6T4Y0688Aw3mv6nYeHNF1jxBe2GlQ3d1a6JpOp6rPFHY2F1PFy3w7\/Zt\/4Ip+Df2lrH4WfCf4B\/8Et\/Cv7YnwwubDx1pnw5+Hfws\/ZO0P8AaW+Hl5o9tpviXS\/GNj4Q8NaFa\/FHwlc6XZ3+j6\/YeIbfTtPlsra903Vbe8iiuLWd\/E774Q+DLD40\/wDBFb44eJ\/hf4As\/wBpvXIZfh\/8SPi\/H4J0q3+K+saTYf8ABP345avqHgnWvH+oaYnxA1DwtZeKoptTg8N69q01tbanGt7PZJqSNKPBPhndaS3jP4CfGexn8L337O2vf8Fcf2kdO+HXwKhg\/s\/9ovwb+07448b\/ALTfwv8AH\/xF8Q\/EaWa7t\/GfhCPVbz4ifEnWP2cNO+H\/AMOPGvw1+G2qan4l8TfHv4k+E\/h7P8KfEvs4nBPC55TyeVRVVLF4vAOvTSjCeJjxBluQ5eqUpTblLHTzKjKjTcOSWOnRwNfE4PAyr53hvDwmYxxWSVc39jVpSjl+EzKGHaUvZ4Z8O5vxBmLxE24W+pU8pqUpqmpVXg3icww9DF47DYfIcx\/ovooorhPRCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOe1jwl4W8Qap4Z13XfDWgazrngnUr7WfBet6roum6lq3g\/WdT0TU\/DOo6v4X1C+tbi60DVL7w5rWsaBeX+ly2tzdaLq2paVcSSWF\/dW8vC\/Br4NeGfgp8IPCHwX0a+1vxX4d8J6DLoc2seN20XUfEXiyS+nu73Xdb8Wto2iaB4fvtY8S6lqGoanrh03w\/pOl3F5f3X2fS7S2dbdPW6KmUITU4zhCanHkkpxjP3Pe5oLmT5YVOd+1jG0a3LT9qp+ypcjjJwkpw92acZKcVaacG3Fqa95crd1Zqz13SPANL\/Zp+FekeObrxdZaLbx6A\/wE8Pfs26T8Io9F8I2\/we8L\/C3QtY17VLjRvDvguz8NW32ODxHa6vpvhzX9HutSvfCr+GvB\/hXS9J8OaQLXVZtY4b4U\/sAfsH\/AjxhbfEP4H\/sT\/sj\/AAa8f2dhqelWfjn4U\/s3\/Bz4eeMLXTNas5NP1nTrbxN4R8GaPrUFhq1hNLY6nZxXq29\/ZyyW11HLC7IfriiqSS5mkk5wxNObSSlUhjcVjcbjIVJJXqRxWMzLMMTXU3JVa2NxVSfNKvVcpcYy3jGylhZqKjFQjPA4XBYLCThBJQhPD4XLsDRpTjFSjHCULPmpxa8U+Cn7NX7Of7Nema9on7OfwB+CnwB0bxVqkWueJ9J+Cnwq8C\/CvTPEetQ2\/wBkh1jXrDwLoOg2usapFaj7NFqGoRXF3Hb\/ALlZhH8teleGfCXhXwVpJ0Hwb4Y8PeEtCbUtd1k6L4Z0XTdB0k6x4o1vUPEviXVjp2lW1pZnUvEXiPVtV1\/Xb4w\/atX1vU9Q1XUJbi+vbmeToaKcm5q0m5LljC0m2uSEVCENb+7CEVCMdoxSikkkgsruVlzOc6jdtXUqSlOpUb3c6k5ylOXxSlKUpNttvA8L+FfC\/gfw\/pPhLwV4b0Dwh4V0G0Sw0Pwz4X0fT\/D\/AIf0axjZmSy0nRdJt7TTdOtEZ3ZLaztoYVZmIQFjnfoopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8K+L37O3w4+MmgeL9F1ixbwvqHxBl+F8Hjvxl4L03wtpvjfxj4a+E\/jq38d+HfAviTxFqvhzW5tW8G3M517w9faVdxST2Ph3xn4wi8L33hzWdZ\/tq391oo33SavFuMkpQlyyUuWcJXjUpyaSnTmpU6kbwqRlCUos00uk7NO0oqSundaSTTs+6Of8R+E\/CvjG0sLDxd4Z8P+KrHS9e0DxTpll4j0bTtctNO8T+FNXtNf8LeI7C21O2uobTXvDWvWFjregavbpHqGj6vZWmpadcW15bQzJ89Tfsafs8+JPh\/4++F3xh+HHhH9o3wL8SvjJ4z+OXijwx+0N4H+HnxS8PXPjTxd4hudcs1Tw3rPg9PDLaf4Gs5LHwv4Flu9Gu9e0rw3oulxajrmsaut7rF79S0VPJC8m6cG5RnCTcIu8alfLsVNap\/HiMoyutJrV1MuwU274ai4NybUVf4alOrF\/ajOlQzDDU2p\/Goxw+a5lS5E+RxxuIvFupJnyVoH7An7CfhT4c+OPg94W\/Yq\/ZK8NfCP4nXmh6j8SfhboH7OPwd0f4c\/ELUPDF0t94avvHHgjTvBtt4Z8WXnh69RLzQ7rXtM1CfSbpFuLB7eVQ49o0v4KfBrRPhVB8CdF+Enwy0j4IW3hyXwdbfBvS\/AXhWw+FVv4RnSSOfwtB8PLTSovCMXhyaOaVJdDj0hdMkSWRXtSrsD6bRWnPP3nzSvN0nN3fvuhT9jQcv5nRo\/uqTd\/Z0\/chaOhCjFKMVGKUHWcEopKDxNRVcQ4pK0XXqxjUrNW9rUipz5pJM8a+K\/wCzp+z58eJ\/BV18cfgT8GvjNdfDXWx4l+HVz8V\/hh4J+Ik\/gDxGr2cg8QeCpvF+h6xJ4V1sSadp8g1XQmsL4PY2bCfdbQlPZaKKlLlTjFcsZVJVZJKylVnGnCdRpaOpKFKlCU370o06cW2oRSrrF21jTjSi+saUJVJwpx7U4zq1ZxgvdjKpUkknOTZRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHhX\/DO3w4tfiH8LPH+gWLeD4vhFF8Y5\/DfgPwfpvhbw98Pr7xL8cdR0nVPG3jrW9GsfDiajP4ye8tPENxb6rpus6XBfXfj\/wAc6n4msfEOrarZX+l73xR+Dfg34q6D4v0\/U7c+HfFXiv4WePvg\/a\/FbwxpnhmP4p+DPB\/xIsra38R2\/grxTr+geIY9LMl\/puh+IE06+07VfDt3r\/h3QNQ1nQtVGl28I9XorOpRo1qc6NWlTqU6tPEUasZwjJVqWLpVsPiadZtN1Y1sNXq4WoqjknhJvC\/7uo01pSqzoVKVWi1TnRq0a9NxjGyrYevDFUKji4uMp0sTSpV4Oak41acJrWEWvlH4i\/sJ\/sXfGfTfh\/pvx0\/ZQ\/Zx+PX\/AAq7whp\/gTwFqPxx+B\/wu+LGr+F\/Cum29tbw6NoupeOPCmtXGlWEv2SGe5s9Nazs57pfPa334It6r+w5+xVruhfCfwvrn7H\/AOy5rPhn4Cy3U\/wM8O6r+z98JtR0L4MT3uqWet3k3wn0i88JTaf8OpbvWtPsNXupPB9vo7z6pY2d\/KXu7aGVPqOit3UqSqTquT9pUxc8fOa0lLHVKlarPGNq3+0yqYjEVHX\/AIjnXrS5r1Jt88KNKnCnShCKhSwn1CnG11HBeyp0fqivd\/V3So0abo39nKFKnFxahFLn9W8J+Fdf1Xwxruu+GfD+ta54I1O91rwZrOraNp2par4R1nUtE1Pw1qOreGNRvLaa80DU7\/w5rWseH72\/0qa0urrRNW1PSp5ZLC\/uoJfMNP8A2Zf2btJ+NOq\/tJaV+z58ENM\/aJ17TzpGufHvT\/hR4Ds\/jTrOknTbHRjpmq\/FK20CPxzqOnnSNL0zSjZXmuzWx03TrGxMX2W0t4o\/b6KhaSU1pOMakIzWkowqx5asFJaqNWPu1Ip2nHSSaNN4yi1eM3Tc4\/Zm6U1UpOS2k6dSKqU735JpSjaSTCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK15Z2eo2d3p+oWltf2F\/bT2d9Y3kEV1Z3lndRNBc2l3bTq8NxbXELvDPBMjxTRO0cisjEH+db4N\/s+fCHxL8MP+CoWrjwT4W8M+Kfg98b\/i1rnwi8deHNEtPDviz4U3vw5sdS8WeEf+EE8R+H7W117wrpuj6to1lKmlaBc21i9uj2xspYnMTf0U3kEt1Z3dtBeXOnTXFtPBDqFmlm95YSzRNHHeWiahaX9g9zauwngW+sbyzaVFFzaXEJeF\/gDRP+CdXgPR9O+J\/h6f46ftE6v4P+N\/jKfxv8Z\/CN1rPwj0fTviXql\/eR3et2Os6z4P+DnhjxnoeheIUWTT9b0jwN4o8J293pdzdWCeRBcSKfs+FM5pZThs9pzzOtllbH0cohhq1COKlONTBZ5gMxq1orDxa56WEwuIp0VUnTU61enSc4UaletS+U4myqeZ4jh+p\/ZlLNcPl+YZjiMZhq0sLGFTC4nIM0yz6s\/rMopwxOLx2ElVUYzUaOGqVZRlVpYejW85+BX7WvxrH7DHwG+N2s\/D\/QfH+qXvhzxYvxO8ffEP4ueHPg54Q8PaN4Dvtf0PR\/E\/iLX9T0vxbrWreIPH93pGkaTpdpovhW9t73xDqdze63qPh20eAT8145\/bo+Knj7w3+wT4j+DPgXQtCsv2pPHi\/wBt6X4v8cX2lXEN14N1GSLVfAf\/AAkOh+C\/Ectn4c1LVrQtd+MYvD11qOo6JFDYN4PtRq2pQ2H2F8Sf2Ovhj8Ql+CVtY6547+Guk\/AGw17SPAegfDfVNB07RP7G8R+GoPB2o6bqll4k8M+KS7p4ZS80rTtb0qXSfE+lf2rqGoadrltq7WuoWnC6d\/wT++FOl\/Dn4B\/Diz8efF6G1\/Zt8Y6r4w+GfimHWvBNr4xtTrct\/Nqnh\/UdSsvAFtp8+i3MmoSut1Y6Tp3ii0khtJ7LxJbXFtHKPchm3AtfH1s2r5bTo1cRxPisypYJ0Mf7PCZPiKnEkqeDxFOjjJ4KvLC1q3DeJoywlLCpUcPiMK6U3SnUx\/z39kcbYbLsHlFHMp1qOH4PlleJxsK+D9tXz+jDIFh8bhauIwsMdSjOlRz\/AAtWpicTWnOWIwWKvSruVXC8b4Z\/4KNeAfEXx2HwgOk+FbTTpfjPqH7P9vqK\/FLSrr4jXHxE0vSZ7m61pfhD\/wAI\/BqSfCafxDZ3Xg7TPiBJ4lW9vNefT0l8JWcF1cyWH6O18s+A\/wBk7wf8L\/iF418a\/D\/x78VfCvh74ieO\/wDhZvjL4S6Zr\/h8fDnWPHbxQG818T3HhS4+I+m\/2tqNrb6rrujaR8Q9P8Pa\/JEuj6zpF94Vz4fP1NXx+e1MhqPL\/wCwsNVoRjgcMsa6tavUnVxf1ej9YlVp1ouNCusV9aTjha+Iwc8P9VqUpUqsq9Cn9fklPPacswedYilXUsZXeBhSpUYxo4X6ziXQjGtS5JV4PBPBKbxGGw+Ip4yOMh+\/w\/1evMooorwD3QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP\/\/Z\" 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%;\">Hudson&#8217;s Bay Co owns and operates departmental stores in Canada and the United States. The company&#8217;s business segments are DSG, Saks Fifth Avenue, the Kaufhof Banners, and HBC Off Price.<\/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\/04\/02\/hudsons-bay-hbctse-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Hudson&#8217;s Bay (HBC:TSE) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/02\/hudsons-bay-hbctse-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":[12,2651,2650,10,29,2497,2496,30,8,2649,2648,9,2495,2494,33,6],"class_list":["post-1794","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-cbd","tag-companhia-brasileira","tag-comps","tag-dcf","tag-dds","tag-dillards","tag-discounted-cash-flow","tag-fundamental-analysis","tag-hbc","tag-hudsons-bay","tag-intrinsic-value","tag-jwn","tag-nordstrom","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-sW","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1794","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=1794"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1794\/revisions"}],"predecessor-version":[{"id":1807,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1794\/revisions\/1807"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1794"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1794"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1794"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}