{"id":1573,"date":"2018-03-12T09:29:06","date_gmt":"2018-03-12T13:29:06","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1573"},"modified":"2018-03-12T09:29:06","modified_gmt":"2018-03-12T13:29:06","slug":"denbury-resources-dnrnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/denbury-resources-dnrnys-fundamental-valuation-report\/","title":{"rendered":"Denbury Resources (DNR: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> Denbury Resources<\/strong><\/span> $2.30 (USD) Close Price as of<span style=\"margin-left:20px\"> 07\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Denbury Resources<\/strong>, (DNR:NYS) is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span>.\n        <\/p>\n<\/p><\/div>\n<div>\n<table id=\"VAPanel\" style=\"margin:0;\">\n<tbody>\n<tr>\n<td class=\"borderBottom\">Company<\/td>\n<td class=\"borderBottomSide\">Denbury Resources<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">DNR:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Energy:Oil &#038; Gas E&#038;P<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$2.30 (USD)&nbsp;07\/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;\">$2.00 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">DNR:NYS is found to be &nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span> by 13.2% 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;$2.50 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$1.42 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$1.64 (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                    Denbury Resources 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 DNR:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$6.68 (USD)<\/strong> for <strong>DNR: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>DNR: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>$6.68<\/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>6.53<\/td>\n<td>$10.24<\/td>\n<td><\/td>\n<td>$4.31<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>1.50<\/td>\n<td>$4.52<\/td>\n<td><\/td>\n<td>$9.91<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.40<\/td>\n<td><\/td>\n<td>$7.89<\/td>\n<td><\/td>\n<td>$5.48<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>525,588,420<\/td>\n<td><\/td>\n<td>$5.94<\/td>\n<td><\/td>\n<td>$7.42<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-13,722,800<\/td>\n<td><\/td>\n<td>$6.66<\/td>\n<td><\/td>\n<td>$6.70<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>2,986,251,000<\/td>\n<td><\/td>\n<td>$7.05<\/td>\n<td><\/td>\n<td>$6.31<\/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>$1.42 (USD)<\/strong> for <strong>DNR:NYS<\/strong>. We also generated a valuation of <strong>$4.17 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Chesapeake Energy (CHK:NYS), Gulfport Energy (GPOR:NAS), Laredo Petroleum (LPI:NYS), Matador Resources (MTDR:NYS) and PDC Energy (PDCE:NAS)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company DNR: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>$0.41 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$1.61 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$2.85 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.67 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$0.72 (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>$3.54 (USD)<\/span><\/td>\n<td><span>-70.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$3.01 (USD)<\/span><\/td>\n<td><span>-72.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$7.67 (USD)<\/span><\/td>\n<td><span>-68.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$3.73 (USD)<\/span><\/td>\n<td><span>-61.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>($1.17) (USD)<\/span><\/td>\n<td><span>11.0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">DNR: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;\">CHK:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">GPOR:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">LPI:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">MTDR:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">PDCE:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.61<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>8.63<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.38<\/td>\n<td align=\"center\" style=\"width:100px;\">4.24<\/td>\n<td align=\"center\" style=\"width:100px;\">3.77<\/td>\n<td align=\"center\" style=\"width:100px;\">23.11<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.43<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.86<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.60<\/td>\n<td align=\"center\" style=\"width:100px;\">2.74<\/td>\n<td align=\"center\" style=\"width:100px;\">2.69<\/td>\n<td align=\"center\" style=\"width:100px;\">1.43<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.81<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>2.69<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.29<\/td>\n<td align=\"center\" style=\"width:100px;\">1.40<\/td>\n<td align=\"center\" style=\"width:100px;\">2.52<\/td>\n<td align=\"center\" style=\"width:100px;\">5.36<\/td>\n<td align=\"center\" style=\"width:100px;\">3.88<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">3.41<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>5.52<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.70<\/td>\n<td align=\"center\" style=\"width:100px;\">2.71<\/td>\n<td align=\"center\" style=\"width:100px;\">5.39<\/td>\n<td align=\"center\" style=\"width:100px;\">9.75<\/td>\n<td align=\"center\" style=\"width:100px;\">6.07<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">14.07<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>9.20<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6.06<\/td>\n<td align=\"center\" style=\"width:100px;\">4.19<\/td>\n<td align=\"center\" style=\"width:100px;\">3.45<\/td>\n<td align=\"center\" style=\"width:100px;\">10.48<\/td>\n<td align=\"center\" style=\"width:100px;\">21.84<\/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;$2.25 (USD)<\/strong> for <strong>DNR: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 DNR: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>$0.41 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$1.61 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$2.85 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$0.67 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$0.72 (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>$2.58 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1.59 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$2.60 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1.49 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$2.97 (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>6.29<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>0.99<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.91<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>2.21<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>4.13<\/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;DNR:NYS<\/strong> for the last 10 years was <strong>&nbsp;1.02<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;DNR:NYS<\/strong> and generated a book value of <strong>&nbsp;$1.61 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$1.64 (USD)<\/strong><\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Analyst Data<\/h3>\n<\/p><\/div>\n<div style=\"width: 95%; display: block;\">\n<div style=\"width: 45%; float: left;\">\n                    In the Stockcalc database there are 1 analysts that provide a valuation for <strong>DNR:NYS<\/strong>. The 1 analysts have a concensus valuation for <strong>DNR:NYS<\/strong> for 2018 of <strong>$2.50 (USD)<\/strong>.<\/p>\n<h4>DNR:NYS Denbury Resources<\/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=''>0<\/td>\n<td class=''>3.0000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-3-6<\/td>\n<\/tr>\n<\/table>\n<p style='text-align: left;  font-size: 14px;'>Current Price: not available<\/p>\n<\/div>\n<div style=\"width: 55%; float: right;\">\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Analyst Data available for this company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '3'>Analyst Consensus<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>USD Millions<\/td>\n<td>2018<\/td>\n<td>2019<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>0.16<\/td>\n<td>0.38<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>2<\/td>\n<td>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>1,134.50<\/td>\n<td>1,271.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>2.50<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>0.79<\/td>\n<td>1.07<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>391.30<\/td>\n<td>491.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>-5.50<\/td>\n<td>106.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>36.10<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>333.00<\/td>\n<td>387.50<\/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 (DNR: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>2.30<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>2.26 &#8211; 2.38<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>0.96 &#8211; 2.62<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>2.30<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>5.6M\/3.44M<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>925.15M<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>5.61<\/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>0.41<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>402.24M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.95<\/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%;\">Denbury Resources Inc is a part of the energy sector. Its business is to explore and produce oil and gas resources in the United States.<\/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\/03\/12\/denbury-resources-dnrnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Denbury Resources (DNR:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/denbury-resources-dnrnys-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":[12,1591,1592,10,29,2242,30,2243,8,1082,1081,9,2244,2245,2144,2145,56,1597,1598,6],"class_list":["post-1573","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-chesapeake-energy","tag-chk","tag-comps","tag-dcf","tag-denbury-resources","tag-discounted-cash-flow","tag-dnr","tag-fundamental-analysis","tag-gpor","tag-gulfport-energy","tag-intrinsic-value","tag-laredo-petroleum","tag-lpi","tag-matador-resources","tag-mtdr","tag-overvalued","tag-pdc-energy","tag-pdce","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-pn","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1573","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=1573"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1573\/revisions"}],"predecessor-version":[{"id":1620,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1573\/revisions\/1620"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1573"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1573"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1573"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}