{"id":1813,"date":"2018-04-04T09:01:06","date_gmt":"2018-04-04T13:01:06","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1813"},"modified":"2018-04-04T09:01:06","modified_gmt":"2018-04-04T13:01:06","slug":"gamestop-gmenys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/04\/gamestop-gmenys-fundamental-valuation-report\/","title":{"rendered":"GameStop (GME: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> GameStop<\/strong><\/span> $12.62 (USD) 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>GameStop<\/strong>, (GME:NYS) 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\">GameStop<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">GME:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Consumer Cyclical:Specialty Retail<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$12.62 (USD)&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;\">$13.99 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">GME:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 10.9% using the 2 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$16.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$10.97 (USD)<\/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:green;font-weight:800;\">Undervalued<\/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: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                    GameStop 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 GME:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$45.40 (USD)<\/strong> for <strong>GME: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>GME: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>$45.40<\/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>9.85<\/td>\n<td>$54.61<\/td>\n<td><\/td>\n<td>$38.54<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$39.39<\/td>\n<td><\/td>\n<td>$53.46<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.30<\/td>\n<td><\/td>\n<td>$49.40<\/td>\n<td><\/td>\n<td>$41.40<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>699,787,858<\/td>\n<td><\/td>\n<td>$42.14<\/td>\n<td><\/td>\n<td>$48.66<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-148,140,000<\/td>\n<td><\/td>\n<td>$44.75<\/td>\n<td><\/td>\n<td>$46.04<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>813,500,000<\/td>\n<td><\/td>\n<td>$45.80<\/td>\n<td><\/td>\n<td>$45.00<\/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>$10.97 (USD)<\/strong> for <strong>GME:NYS<\/strong>. We also generated a valuation of <strong>$26.74 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Dick&#8217;s Sporting Goods (DKS:NYS), Murphy (MUSA:NYS), Party City Holdco (PRTY:NYS), RH (RH:NYS) and Williams-Sonoma (WSM: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 GME: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>$0.34 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$22.84 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$86.15 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$3.82 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$0.00 (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>$4.23 (USD)<\/span><\/td>\n<td><span>-76.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$60.06 (USD)<\/span><\/td>\n<td><span>-64.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$59.44 (USD)<\/span><\/td>\n<td><span>-75.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$27.41 (USD)<\/span><\/td>\n<td><span>-75.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>6.5<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">GME: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;\">DKS:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">MUSA:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">PRTY:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">RH:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">WSM:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">3.71<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>282.19<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">12.89<\/td>\n<td align=\"center\" style=\"width:100px;\">10.74<\/td>\n<td align=\"center\" style=\"width:100px;\">8.72<\/td>\n<td align=\"center\" style=\"width:100px;\">1361.14<\/td>\n<td align=\"center\" style=\"width:100px;\">17.47<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.55<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.63<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">2.01<\/td>\n<td align=\"center\" style=\"width:100px;\">3.30<\/td>\n<td align=\"center\" style=\"width:100px;\">1.55<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">3.65<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.15<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.69<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.46<\/td>\n<td align=\"center\" style=\"width:100px;\">0.21<\/td>\n<td align=\"center\" style=\"width:100px;\">0.79<\/td>\n<td align=\"center\" style=\"width:100px;\">1.14<\/td>\n<td align=\"center\" style=\"width:100px;\">0.86<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">3.31<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>7.18<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">5.54<\/td>\n<td align=\"center\" style=\"width:100px;\">9.28<\/td>\n<td align=\"center\" style=\"width:100px;\">6.98<\/td>\n<td align=\"center\" style=\"width:100px;\">5.02<\/td>\n<td align=\"center\" style=\"width:100px;\">9.09<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.43<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>9.03<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">5.77<\/td>\n<td align=\"center\" style=\"width:100px;\">7.81<\/td>\n<td align=\"center\" style=\"width:100px;\">8.98<\/td>\n<td align=\"center\" style=\"width:100px;\">15.84<\/td>\n<td align=\"center\" style=\"width:100px;\">6.76<\/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;$23.54 (USD)<\/strong> for <strong>GME: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 GME: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>$0.34 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$22.84 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$86.15 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$3.82 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$7.14 (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>$2.53 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$32.62 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$28.06 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$23.23 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$31.25 (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>7.44<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.43<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.33<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>6.09<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>4.37<\/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;GME:NYS<\/strong> for the last 10 years was <strong>&nbsp;1.42<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;GME:NYS<\/strong> and generated a book value of <strong>&nbsp;$22.91 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$32.45 (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 2 analysts that provide a valuation for <strong>GME:NYS<\/strong>. The 2 analysts have a concensus valuation for <strong>GME:NYS<\/strong> for 2019 of <strong>$16.00 (USD)<\/strong>.<\/p>\n<h4>GME:NYS GameStop<\/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=''>2<\/td>\n<td class=''>1<\/td>\n<td class=''>2.3333<\/td>\n<td class=''>Underperform<\/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 = '4'>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<td>2020<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>3.43<\/td>\n<td>3.27<\/td>\n<td>2.95<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>3<\/td>\n<td>3<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>9,145.70<\/td>\n<td>8,945.50<\/td>\n<td>8,678.60<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>3<\/td>\n<td>3<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td><\/td>\n<td>16.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>3.77<\/td>\n<td>5.88<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>705.70<\/td>\n<td>700.30<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>237.60<\/td>\n<td>328.50<\/td>\n<td>149.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>124.70<\/td>\n<td>-131.50<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>29.50<\/td>\n<td>26.50<\/td>\n<td>26.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td>15.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>115.00<\/td>\n<td>115.00<\/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 (GME: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>12.62<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>12.20 &#8211; 13.00<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>12.62 &#8211; 24.95<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>12.65<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>25.43M\/2.67M<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>1.28B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>3.71<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>1.52\/0.12<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>3.40<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>101.3M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.95<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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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%;\">GameStop Corp is an multichannel video game retailer. It sells new and pre-owned video game hardware, physical and digital video game software and accessories through GameStop, EB Games and Micromania stores.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Explanation of Valuation Models<\/h3>\n<\/p><\/div>\n<div id=\"ValuationChartMoreInfo\">\n<div style=\"background-color:#FFF;margin:0;overflow:auto;border: 3px solid #000;padding: 0.5em;\">\n                    We have up to 6 valuation points for each company in the database.<br \/>\n                    The <span style=\"font-weight:bold;\">Discounted Cash Flow (DCF)<\/span> valuation is a cash flow model where cash flow projections are discounted back to the present to calculate value per share. DCF is a common valuation technique especially for companies undergoing irregular cash flows such as resource companies (mining, forestry, oil and gas) going though price cycles or smaller companies about to generate cash flow (junior exploration companies, junior pharma, technology firms&#8230;).<br \/>\n                    The <span style=\"font-weight:bold;\">Price Comparables<\/span> valuation is the result of valuing the company we are looking at on the basis of ratios from selected comparable companies: Price to Earnings, Price to Book, Price to Sales, Price to Cash Flow, Enterprise Value (EV) to EBITDA. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    We have included the <span style=\"font-weight:bold;\">Other Comparables<\/span> as a way to value companies that cannot be valued using Earnings based ratios. This technique is very useful for companies still experiencing negative cash flows such as mining exploration firms. We use Cash\/Share, Book Value\/Share, MarketCap, 1 Year Return, NetPPE as the ratios here. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    <span style=\"font-weight:bold;\">Multiples<\/span> are similar to Price comparables where we look at current or historic ratios for the company in question to assess what it should be worth today based on those historic ratios. We use the same 5 ratios as in the price comparables and value the company with its historic averages.<br \/>\n                    With <span style=\"font-weight:bold;\">Adjusted Book Value (ABV)<\/span> we calculate the book value per share for the company based on its balance sheet and multiply that book value per share by its historical price to book ratio to calculate a value per share.<br \/>\n                     If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.\n                <\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p style=\"padding-bottom:25px;\">\n                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. Please refer to the Terms of Use on <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/\">www.stockcalc.com<\/a> for further information.<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            <\/p>\n<\/p><\/div>\n<\/p><\/div>\n<\/div>\n<\/div>\n<div id=\"blogDisclaimer\">\n<div id=\"termsOfUse\" style=\"display:none;\" class=\"tou\">\n    <svg class=\"close\" viewBox=\"0 0 24 24\" preserveAspectRatio=\"xMidYMid meet\" onclick=\"this.parentNode.style.display='none';this.parentNode.nextElementSibling.style.display='none';\"><circle fill=\"white\" stroke-width=\"2\" stroke=\"black\" r=\"11\" cy=\"12\" cx=\"12\"><\/circle><path d=\"M6.25,6.25,17.75,17.75\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><path d=\"M6.25,17.75,17.75,6.25\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><\/svg><\/p>\n<div>\n        <strong>Please read this notice carefully: By accessing this website, you acknowledge and agree to the following:<\/strong><br \/>\n        <a href=\"#showText\" onclick=\"this.nextElementSibling.style.display='block';\" id=\"showDisclaimerText\">Show text.<\/a><\/p>\n<div style=\"display:none;\">\n            <a name=\"showText\"><\/a><br \/>\n            <strong>Patchell Brook Equity Analytics Inc. Website Disclaimer:<\/strong><br \/>\n            <strong>(for any or all of www.patchellbrook.com, www.stockcalc.com or www.eqyst.com which may be referred to as &#8220;website&#8221;, &#8220;the website&#8221; , &#8220;this website&#8221;, &#8220;its website&#8221; or &#8221; Patchell Brook Equity Analytics Inc. website&#8221; in this website disclaimer)<\/strong><br \/>\n            Entering this website constitutes a legal and valid electronic signature and hence, represents evidence of your express consent to be bound by the terms and conditions of this legal disclaimer. If you disagree with any part of this disclaimer, or are unclear as to the meaning of any part of this legal disclaimer, entering this website is strictly prohibited. By agreeing to enter this website, both authorized and unauthorized users waive their right to later pursue any form of legal action in any jurisdiction for any loss, harm, or damage, however caused, resulting from accessing this website<\/p>\n<h4>Investment Decisions:<\/h4>\n<p>            Persons accessing this website are strongly encouraged to obtain appropriate professional advice before making any investment or financial decision as the website and all of its contents may not be considered as grounds for an investment or other decision.<\/p>\n<h4>As Is:<\/h4>\n<p>            The contents of this website are provided on an &ldquo;as is&rdquo; or &ldquo;as available&rdquo; basis with all faults and may not be current in all cases. The information on this website is subject to continuous change, and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information. Patchell Brook Equity Analytics Inc. does not claim that all information or opinions presented on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions or recommendations provided by third parties through links to other websites or otherwise made available through this website are solely those of the third party and not of Patchell Brook Equity Analytics Inc.<br \/>\n            Patchell Brook Equity Analytics Inc. makes all reasonable efforts to ensure it receives information from sources it deems reliable, fair, and accurate.  Information provided by Patchell Brook Equity Analytics Inc. and information provided by those other sources on this website is not subject to any guarantee as to its accuracy or completeness or as to its currency. Neither Patchell Brook Equity Analytics Inc. nor any third party owner, licensor or supplier of information used or made available through this website, including market data, quotation information and databases, and including news, articles, text, graphs, audio clips, video clips, broadcasts and seminars (&#8220;Data&#8221;) makes or is liable for any representation, warranty or condition, whether express or implied, concerning the Data or the use thereof including, without limitation, that (i) the Data will meet your needs, or that the Data will be available for use at any particular time or for any particular purpose or will be error free, or (ii) the Data is up-to-date, accurate, in sequence, reliable, complete or suitable for any purpose. Further, Patchell Brook Equity Analytics Inc. disclaims any implied warranty of merchantability or non-infringement.<br \/>\n            Database Information provided by Morningstar is copyrighted &copy; 2016 Morningstar. All Rights Reserved. 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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\/04\/gamestop-gmenys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">GameStop (GME:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/04\/gamestop-gmenys-fundamental-valuation-report\/\">Read More<i class=\"fa fa-chevron-circle-right\" aria-hidden=\"true\"><\/i><\/a>","protected":false},"author":288,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","default_image_id":0,"enabled":false},"version":2}},"categories":[3],"tags":[12,10,29,2668,30,2669,8,2666,2667,9,2552,2553,2670,2671,2672,33,6,2554,2555],"class_list":["post-1813","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-dcf","tag-dicks-sporting-goods","tag-discounted-cash-flow","tag-dks","tag-fundamental-analysis","tag-gamestop","tag-gme","tag-intrinsic-value","tag-murphy","tag-musa","tag-party-city-holdco","tag-prty","tag-rh","tag-undervalued","tag-valuation","tag-williams-sonoma","tag-wsm"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-tf","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1813","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=1813"}],"version-history":[{"count":3,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1813\/revisions"}],"predecessor-version":[{"id":1829,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1813\/revisions\/1829"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1813"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1813"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1813"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}