{"id":1904,"date":"2018-04-27T09:43:26","date_gmt":"2018-04-27T13:43:26","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1904"},"modified":"2018-04-27T09:43:26","modified_gmt":"2018-04-27T13:43:26","slug":"supervalu-svunys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/27\/supervalu-svunys-fundamental-valuation-report\/","title":{"rendered":"SUPERVALU (SVU: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> SUPERVALU<\/strong><\/span> $14.61 (USD) Close Price as of<span style=\"margin-left:20px\"> 24\/04\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>SUPERVALU<\/strong>, (SVU: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\">SUPERVALU<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">SVU:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Consumer Defensive:Grocery Stores<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$14.61 (USD)&nbsp;24\/04\/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;\">$18.92 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">SVU:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 29.5% 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;$24.75 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$9.80 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$19.70 (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: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                    SUPERVALU Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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\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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 SVU:NYS<\/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>SVU:NYS<\/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>SVU: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><\/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>\n                Using similar companies and price based ratios we generated a valuation of <strong>$9.80 (USD)<\/strong> for <strong>SVU:NYS<\/strong>. We also generated a valuation of <strong>$19.53 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Ingles Markets (IMKTA:NAS) and Weis Markets (WMK: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 SVU: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>$15.99 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$10.41 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$382.62 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.15 (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>$0.00 (USD)<\/span><\/td>\n<td><span>-38.8<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$12.77 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>-85.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$6.41 (USD)<\/span><\/td>\n<td><span>-64.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>42.2<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">SVU: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;\">IMKTA:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">WMK:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">56.31<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>10.14<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">8.03<\/td>\n<td align=\"center\" style=\"width:100px;\">12.24<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.41<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.23<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.24<\/td>\n<td align=\"center\" style=\"width:100px;\">1.21<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.04<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.26<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.17<\/td>\n<td align=\"center\" style=\"width:100px;\">0.35<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">12.74<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>5.57<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.88<\/td>\n<td align=\"center\" style=\"width:100px;\">7.27<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">6.80<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>6.68<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6.31<\/td>\n<td align=\"center\" style=\"width:100px;\">7.05<\/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;$62.71 (USD)<\/strong> for <strong>SVU: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 SVU: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>$15.99 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$10.41 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$382.62 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.15 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$10.19 (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>$197.06 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$20.86 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$30.47 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$3.64 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$61.52 (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>12.32<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.08<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>3.16<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>6.04<\/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>\n                The average the Price to Book ratio for <strong>&nbsp;SVU:NYS<\/strong> for the last 10 years was <strong>&nbsp;1.89<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;SVU:NYS<\/strong> and generated a book value of <strong>&nbsp;$10.45 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$19.70 (USD)<\/strong>\n            <\/p>\n<\/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<p>In the Stockcalc database there are 4 analysts that provide a valuation for <strong>SVU:NYS<\/strong>. The 4 analysts have a concensus valuation for <strong>SVU:NYS<\/strong> for 2019 of <strong>$24.75 (USD)<\/strong>.<\/p>\n<h4>SVU:NYS SUPERVALU<\/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=''>2<\/td>\n<td class=''>2<\/td>\n<td class=''>1<\/td>\n<td class=''>3.4000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-4-20<\/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>2.41<\/td>\n<td>2.25<\/td>\n<td>2.33<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>4<\/td>\n<td>5<\/td>\n<td>3<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>15,691.70<\/td>\n<td>17,244.80<\/td>\n<td>17,636.50<\/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>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td><\/td>\n<td>24.75<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>7.43<\/td>\n<td>8.76<\/td>\n<td>8.79<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>477.50<\/td>\n<td>472.90<\/td>\n<td>457.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>92.60<\/td>\n<td>86.90<\/td>\n<td>81.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>1,362.10<\/td>\n<td>1,173.40<\/td>\n<td>1,034.20<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>32.90<\/td>\n<td>23.75<\/td>\n<td>25.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>320.00<\/td>\n<td>200.00<\/td>\n<td>200.00<\/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 (SVU: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>14.61<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>14.27 &#8211; 15.10<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>13.73 &#8211; 29.54<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>14.57<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>3.87M\/199054<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>555.18M<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>56.31<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.00\/0.00<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>17.01<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>38M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.30<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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\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\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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%;\">SUPERVALU Inc provides wholesale distribution and logistics services to independent retail customers. It also offers discount products through a network of stores under the save-a-lot banner as well as retails various region-based banners.<\/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<p>We have up to 6 valuation points for each company in the database.<\/p>\n<p>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;).<\/p>\n<p>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.<\/p>\n<p>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.<\/p>\n<p><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.<\/p>\n<p>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.<\/p>\n<p> If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p style=\"padding-bottom:25px;\">\n                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. 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Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/27\/supervalu-svunys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">SUPERVALU (SVU:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/04\/27\/supervalu-svunys-fundamental-valuation-report\/\">Read More<i class=\"fa fa-chevron-circle-right\" aria-hidden=\"true\"><\/i><\/a>","protected":false},"author":288,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","default_image_id":0,"enabled":false},"version":2}},"categories":[3],"tags":[12,10,29,30,8,2791,2790,9,2788,2789,33,6,1730,1731],"class_list":["post-1904","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-imkta","tag-ingles-markets","tag-intrinsic-value","tag-supervalu","tag-svu","tag-undervalued","tag-valuation","tag-weis-markets","tag-wmk"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-uI","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1904","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=1904"}],"version-history":[{"count":1,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1904\/revisions"}],"predecessor-version":[{"id":1905,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1904\/revisions\/1905"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1904"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1904"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1904"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}