{"id":401,"date":"2018-01-12T08:08:24","date_gmt":"2018-01-12T13:08:24","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=401"},"modified":"2018-01-12T08:08:24","modified_gmt":"2018-01-12T13:08:24","slug":"delta-apparel-dlaase-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/12\/delta-apparel-dlaase-fundamental-valuation-report\/","title":{"rendered":"Delta Apparel (DLA:ASE) 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>\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:\/\/www.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> Delta Apparel<\/strong><\/span> $21.34 (USD) Close Price as of<span style=\"margin-left:20px\"> 08\/01\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Delta Apparel<\/strong>, (DLA:ASE) is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span>.\n        <\/p>\n<\/p><\/div>\n<div>\n<table id=\"VAPanel\" style=\"margin:0;\">\n<tbody>\n<tr>\n<td class=\"borderBottom\">Company<\/td>\n<td class=\"borderBottomSide\">Delta Apparel<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">DLA:ASE<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Consumer Cyclical:Apparel Manufacturing<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$21.34 (USD)&nbsp;08\/01\/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;\">$19.43 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">DLA:ASE is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span> by 9.0% using the 3 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$24.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$12.69 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$19.18 (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: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:red;font-weight:800;\">Overvalued<\/span> on an Asset Valuation basis<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n            <\/p>\n<div class=\"heading-text\">\n<h3>Valuation Details<\/h3>\n<\/p><\/div>\n<div class=\"introGraph\" style=\"border:none;\">\n<h4 style=\"text-align: center;\">\n                    Delta Apparel 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 DLA:ASE<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$29.85 (USD)<\/strong> for <strong>DLA:ASE<\/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>DLA:ASE<\/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>$29.85<\/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>9.24<\/td>\n<td>$38.80<\/td>\n<td><\/td>\n<td>$23.38<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$24.06<\/td>\n<td><\/td>\n<td>$37.86<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.06<\/td>\n<td><\/td>\n<td>$32.34<\/td>\n<td><\/td>\n<td>$27.37<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>28,442,292<\/td>\n<td><\/td>\n<td>$27.16<\/td>\n<td><\/td>\n<td>$32.54<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-5,414,200<\/td>\n<td><\/td>\n<td>$29.42<\/td>\n<td><\/td>\n<td>$30.29<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>122,302,000<\/td>\n<td><\/td>\n<td>$30.69<\/td>\n<td><\/td>\n<td>$29.01<\/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>$12.69 (USD)<\/strong> for <strong>DLA:ASE<\/strong>. We also generated a valuation of <strong>$17.36 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Crown Crafts (CRWS:NAS), Iconix Brand Group (ICON:NAS), Superior Uniform Group (SGC:NAS), Sequential Brands Group (SQBG:NAS) and Vince Holding (VNCE: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 DLA:ASE<\/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>$1.33 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$21.43 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$48.86 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.77 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$3.27 (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>$24.79 (USD)<\/span><\/td>\n<td><span>-40.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$36.49 (USD)<\/span><\/td>\n<td><span>-75.3<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$35.21 (USD)<\/span><\/td>\n<td><span>-84.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$12.89 (USD)<\/span><\/td>\n<td><span>-29.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$25.84 (USD)<\/span><\/td>\n<td><span>-3.1<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">DLA:ASE<\/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;\">CRWS:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">ICON:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">SGC:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">SQBG:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">VNCE:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.05<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>18.64<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">15.76<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">21.52<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.00<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>284.06<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.88<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">2.97<\/td>\n<td align=\"center\" style=\"width:100px;\">0.25<\/td>\n<td align=\"center\" style=\"width:100px;\">1131.12<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.44<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.72<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.13<\/td>\n<td align=\"center\" style=\"width:100px;\">0.22<\/td>\n<td align=\"center\" style=\"width:100px;\">1.45<\/td>\n<td align=\"center\" style=\"width:100px;\">0.67<\/td>\n<td align=\"center\" style=\"width:100px;\">0.14<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">12.07<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>7.29<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">7.18<\/td>\n<td align=\"center\" style=\"width:100px;\">1.89<\/td>\n<td align=\"center\" style=\"width:100px;\">16.49<\/td>\n<td align=\"center\" style=\"width:100px;\">3.61<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">9.60<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>11.50<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">7.99<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">13.22<\/td>\n<td align=\"center\" style=\"width:100px;\">13.28<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Multiples<\/h3>\n<\/p><\/div>\n<p>            Using a multiples approach we generated a valuation of <strong>&nbsp;$22.28 (USD)<\/strong> for <strong>DLA:ASE<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company DLA:ASE<\/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>$1.33 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$21.43 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$48.86 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.77 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$3.27 (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>$20.13 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$19.24 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$15.31 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$19.63 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$37.09 (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>15.14<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>0.90<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.31<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>11.10<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>11.34<\/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;DLA:ASE<\/strong> for the last 10 years was <strong>&nbsp;0.90<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;DLA:ASE<\/strong> and generated a book value of <strong>&nbsp;$21.35 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$19.18 (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 1 analysts that provide a valuation for <strong>DLA:ASE<\/strong>. The 1 analysts have a concensus valuation for <strong>DLA:ASE<\/strong> for 2018 of <strong>$24.00 (USD)<\/strong>.<\/p>\n<h4>DLA:ASE Delta Apparel<\/h4>\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Buy, Sell, Hold recommendations for this Company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '7'>Analyst Recommendation<\/td>\n<\/tr>\n<td class='forecastrowheader' style='text-align: center;'>Buy<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Hold<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Sell<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Rating<br \/>(of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Guidance<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>1<\/td>\n<td class=''>0<\/td>\n<td class=''>0<\/td>\n<td class=''>5.0000<\/td>\n<td class=''>Buy<\/td>\n<td class=''>2018-1-5<\/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;'>USD Millions<\/td>\n<td>2018<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>1.25<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>377.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>24.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>3.95<\/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>9.60<\/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>21.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>15.00<\/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 (DLA:ASE 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>22.18<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>22.09 &#8211; 23.47<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>15.55 &#8211; 23.24<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>22.52<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>14913\/15917<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>166.25M<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>20.16<\/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>0.57<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>7.5M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.51<\/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%;\">Delta Apparel Inc is an international apparel design, marketing, manufacturing and sourcing company that offers a diverse portfolio of lifestyle basics and branded activewear apparel, headwear and related accessory products.<\/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 terms &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/12\/delta-apparel-dlaase-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Delta Apparel (DLA:ASE) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/12\/delta-apparel-dlaase-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":[12,10,390,391,29,388,30,389,8,393,392,9,56,396,395,397,394,6,398,399],"class_list":["post-401","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-crown-crafts","tag-crws","tag-dcf","tag-delta-apparel","tag-discounted-cash-flow","tag-dla","tag-fundamental-analysis","tag-icon","tag-iconix-brand-group","tag-intrinsic-value","tag-overvalued","tag-sequential-brands-group","tag-sgc","tag-sqbg","tag-superior-uniform-group","tag-valuation","tag-vince-holding","tag-vnce"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-6t","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/401","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=401"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/401\/revisions"}],"predecessor-version":[{"id":423,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/401\/revisions\/423"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=401"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=401"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=401"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}