{"id":1507,"date":"2018-03-07T09:16:10","date_gmt":"2018-03-07T14:16:10","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1507"},"modified":"2018-03-07T09:16:10","modified_gmt":"2018-03-07T14:16:10","slug":"cigna-cinys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/07\/cigna-cinys-fundamental-valuation-report\/","title":{"rendered":"Cigna (CI: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> Cigna<\/strong><\/span> $194.13 (USD) Close Price as of<span style=\"margin-left:20px\"> 06\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Cigna<\/strong>, (CI:NYS) is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&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\">Cigna<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">CI:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Healthcare:Healthcare Plans<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$194.13 (USD)&nbsp;06\/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;\">$197.40 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">CI:NYS is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 1.7% 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;$232.50 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Discounted Cash Flow:&nbsp;$181.60 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$123.70 (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: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                    Cigna 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 CI:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$181.60 (USD)<\/strong> for <strong>CI: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>CI: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>$181.60<\/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>7.93<\/td>\n<td>$227.56<\/td>\n<td><\/td>\n<td>$150.90<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>2.90<\/td>\n<td>$153.75<\/td>\n<td><\/td>\n<td>$223.26<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.38<\/td>\n<td><\/td>\n<td>$197.11<\/td>\n<td><\/td>\n<td>$166.08<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>4,526,593,286<\/td>\n<td><\/td>\n<td>$171.17<\/td>\n<td><\/td>\n<td>$192.02<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-488,400,000<\/td>\n<td><\/td>\n<td>$180.44<\/td>\n<td><\/td>\n<td>$182.75<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$181.60<\/td>\n<td><\/td>\n<td>$181.60<\/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>$123.70 (USD)<\/strong> for <strong>CI:NYS<\/strong>. We also generated a valuation of <strong>$146.63 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Aetna (AET:NYS), Centene (CNC:NYS), CVS Health (CVS:NYS), Express Scripts Holding (ESRX:NAS) and Humana (HUM: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 CI: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>$8.77 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$56.55 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$165.87 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$16.29 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$15.80 (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>$156.62 (USD)<\/span><\/td>\n<td><span>-43.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$161.31 (USD)<\/span><\/td>\n<td><span>-17.8<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$96.39 (USD)<\/span><\/td>\n<td><span>32.3<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$157.10 (USD)<\/span><\/td>\n<td><span>-6.8<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>($21.68) (USD)<\/span><\/td>\n<td><span>-28.2<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">CI: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;\">AET:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">CNC:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">CVS:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">ESRX:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">HUM:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">22.14<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>17.86<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">31.38<\/td>\n<td align=\"center\" style=\"width:100px;\">21.54<\/td>\n<td align=\"center\" style=\"width:100px;\">10.49<\/td>\n<td align=\"center\" style=\"width:100px;\">9.64<\/td>\n<td align=\"center\" style=\"width:100px;\">16.25<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">3.43<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.85<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.74<\/td>\n<td align=\"center\" style=\"width:100px;\">2.56<\/td>\n<td align=\"center\" style=\"width:100px;\">1.82<\/td>\n<td align=\"center\" style=\"width:100px;\">2.32<\/td>\n<td align=\"center\" style=\"width:100px;\">3.82<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.17<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.58<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.99<\/td>\n<td align=\"center\" style=\"width:100px;\">0.37<\/td>\n<td align=\"center\" style=\"width:100px;\">0.37<\/td>\n<td align=\"center\" style=\"width:100px;\">0.43<\/td>\n<td align=\"center\" style=\"width:100px;\">0.74<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">11.92<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>9.65<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">11.99<\/td>\n<td align=\"center\" style=\"width:100px;\">8.65<\/td>\n<td align=\"center\" style=\"width:100px;\">8.13<\/td>\n<td align=\"center\" style=\"width:100px;\">9.82<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>10.09<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">14.75<\/td>\n<td align=\"center\" style=\"width:100px;\">10.07<\/td>\n<td align=\"center\" style=\"width:100px;\">7.95<\/td>\n<td align=\"center\" style=\"width:100px;\">7.60<\/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;$162.71 (USD)<\/strong> for <strong>CI: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 CI: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>$8.77 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$56.55 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$165.87 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$16.29 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$15.80 (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>$153.47 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$165.91 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$159.26 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$201.96 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$132.96 (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>17.50<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.93<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.96<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>12.40<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>8.42<\/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;CI:NYS<\/strong> for the last 10 years was <strong>&nbsp;2.85<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;CI:NYS<\/strong> and generated a book value of <strong>&nbsp;$56.30 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$160.39 (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 4 analysts that provide a valuation for <strong>CI:NYS<\/strong>. The 4 analysts have a concensus valuation for <strong>CI:NYS<\/strong> for 2018 of <strong>$232.50 (USD)<\/strong>.<\/p>\n<h4>CI:NYS Cigna<\/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=''>4<\/td>\n<td class=''>1<\/td>\n<td class=''>1<\/td>\n<td class=''>4.0000<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2018-3-5<\/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 = '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>12.44<\/td>\n<td>14.34<\/td>\n<td>16.35<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>5<\/td>\n<td>4<\/td>\n<td>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>43,988.50<\/td>\n<td>47,155.00<\/td>\n<td>52,612.70<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>5<\/td>\n<td>4<\/td>\n<td>2<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>232.50<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>16.67<\/td>\n<td>23.34<\/td>\n<td>22.75<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>4,191.50<\/td>\n<td>4,566.70<\/td>\n<td>5,251.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>3,096.50<\/td>\n<td>3,502.80<\/td>\n<td>3,812.20<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>-1,329.90<\/td>\n<td>-3,561.80<\/td>\n<td>-5,519.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>24.75<\/td>\n<td>22.20<\/td>\n<td>21.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>10.65<\/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>550.30<\/td>\n<td>560.50<\/td>\n<td>616.20<\/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 (CI: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>194.13<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>190.96 &#8211; 194.31<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>145.82 &#8211; 226.22<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>192.81<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>1.01M\/2.31M<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>48.03B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>22.14<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.04\/0.00<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>8.77<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>247.43M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.21<\/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%;\">Cigna Corp operates in the healthcare industry. It provides medical, dental, disability, life and accident insurance 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. 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\/03\/07\/cigna-cinys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Cigna (CI:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/07\/cigna-cinys-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":[12,1175,1174,2121,1179,1178,2122,10,1173,1172,29,30,1181,1180,8,1183,1182,9,33,6],"class_list":["post-1507","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-aet","tag-aetna","tag-centene","tag-ci","tag-cigna","tag-cnc","tag-comps","tag-cvs","tag-cvs-health","tag-dcf","tag-discounted-cash-flow","tag-esrx","tag-express-scripts-holding","tag-fundamental-analysis","tag-hum","tag-humana","tag-intrinsic-value","tag-undervalued","tag-valuation"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-oj","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1507","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=1507"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1507\/revisions"}],"predecessor-version":[{"id":1519,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1507\/revisions\/1519"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1507"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1507"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1507"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}