{"id":1391,"date":"2018-03-02T09:02:17","date_gmt":"2018-03-02T14:02:17","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1391"},"modified":"2018-03-02T09:02:17","modified_gmt":"2018-03-02T14:02:17","slug":"bright-horizons-family-bfamnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/02\/bright-horizons-family-bfamnys-fundamental-valuation-report\/","title":{"rendered":"Bright Horizons Family (BFAM: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> Bright Horizons Family<\/strong><\/span> $95.17 (USD) Close Price as of<span style=\"margin-left:20px\"> 01\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Bright Horizons Family<\/strong>, (BFAM:NYS) is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&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\">Bright Horizons Family<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">BFAM:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Consumer Cyclical:Personal Services<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$95.17 (USD)&nbsp;01\/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;\">$93.11 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">BFAM:NYS is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&nbsp;<span style=\"color:red;font-weight:800;\">Overvalued<\/span> by 2.2% 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;$94.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Discounted Cash Flow:&nbsp;$101.23 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$74.19 (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                    Bright Horizons Family 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 BFAM:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$101.23 (USD)<\/strong> for <strong>BFAM: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>BFAM: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>$101.23<\/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>5.36<\/td>\n<td>$131.19<\/td>\n<td><\/td>\n<td>$81.34<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>0.40<\/td>\n<td>$83.01<\/td>\n<td><\/td>\n<td>$128.67<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.03<\/td>\n<td><\/td>\n<td>$107.54<\/td>\n<td><\/td>\n<td>$95.04<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>430,934,039<\/td>\n<td><\/td>\n<td>$94.26<\/td>\n<td><\/td>\n<td>$108.21<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-74,160,200<\/td>\n<td><\/td>\n<td>$100.18<\/td>\n<td><\/td>\n<td>$102.29<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>939,908,000<\/td>\n<td><\/td>\n<td>$102.03<\/td>\n<td><\/td>\n<td>$100.44<\/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>$74.19 (USD)<\/strong> for <strong>BFAM:NYS<\/strong>. We also generated a valuation of <strong>$68.13 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were H&#038;R Block (HRB:NYS), Matthews International (MATW:NAS), Service Corp Intl (SCI:NYS), Shutterfly (SFLY:NAS) and Weight Watchers Intl (WTW: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 BFAM: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>$2.59 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$12.79 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$28.89 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$3.92 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$4.98 (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>$82.86 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$49.29 (USD)<\/span><\/td>\n<td><span>23.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$62.24 (USD)<\/span><\/td>\n<td><span>32.1<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$51.58 (USD)<\/span><\/td>\n<td><span>17.8<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$48.30 (USD)<\/span><\/td>\n<td><span>74.1<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">BFAM: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;\">HRB:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">MATW:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">SCI:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">SFLY:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">WTW:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">36.75<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>31.99<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">13.66<\/td>\n<td align=\"center\" style=\"width:100px;\">16.93<\/td>\n<td align=\"center\" style=\"width:100px;\">13.17<\/td>\n<td align=\"center\" style=\"width:100px;\">89.20<\/td>\n<td align=\"center\" style=\"width:100px;\">27.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">7.44<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>3.85<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">2.02<\/td>\n<td align=\"center\" style=\"width:100px;\">4.91<\/td>\n<td align=\"center\" style=\"width:100px;\">4.64<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">3.29<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>2.15<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">1.72<\/td>\n<td align=\"center\" style=\"width:100px;\">1.09<\/td>\n<td align=\"center\" style=\"width:100px;\">2.32<\/td>\n<td align=\"center\" style=\"width:100px;\">2.25<\/td>\n<td align=\"center\" style=\"width:100px;\">3.38<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">24.27<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>13.15<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">8.46<\/td>\n<td align=\"center\" style=\"width:100px;\">11.92<\/td>\n<td align=\"center\" style=\"width:100px;\">14.32<\/td>\n<td align=\"center\" style=\"width:100px;\">11.18<\/td>\n<td align=\"center\" style=\"width:100px;\">19.89<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">22.43<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>13.64<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">7.34<\/td>\n<td align=\"center\" style=\"width:100px;\">13.77<\/td>\n<td align=\"center\" style=\"width:100px;\">12.33<\/td>\n<td align=\"center\" style=\"width:100px;\">15.53<\/td>\n<td align=\"center\" style=\"width:100px;\">19.21<\/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;$88.73 (USD)<\/strong> for <strong>BFAM: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 BFAM: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>$2.59 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$12.79 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$28.89 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$3.92 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$4.98 (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>$115.45 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$70.87 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$80.86 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$82.39 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$94.08 (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>44.58<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>5.54<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>2.80<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>21.01<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>18.88<\/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;BFAM:NYS<\/strong> for the last 5 years was <strong>&nbsp;5.54<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;BFAM:NYS<\/strong> and generated a book value of <strong>&nbsp;$12.91 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$71.54 (USD)<\/strong><\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Analyst Data<\/h3>\n<\/p><\/div>\n<div style=\"width: 95%; display: block;\">\n<div style=\"width: 45%; float: left;\">\n                    In the Stockcalc database there are 2 analysts that provide a valuation for <strong>BFAM:NYS<\/strong>. The 2 analysts have a concensus valuation for <strong>BFAM:NYS<\/strong> for 2018 of <strong>$94.00 (USD)<\/strong>.<\/p>\n<h4>BFAM:NYS Bright Horizons Family<\/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=''>1<\/td>\n<td class=''>0<\/td>\n<td class=''>4.0000<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2018-2-28<\/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>3.12<\/td>\n<td>3.54<\/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>1,897.40<\/td>\n<td>2,066.40<\/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>94.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>4.44<\/td>\n<td>0.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>363.10<\/td>\n<td>400.90<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>175.80<\/td>\n<td>200.20<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>896.50<\/td>\n<td>0.00<\/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><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>100.60<\/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 (BFAM: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>95.17<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>94.39 &#8211; 95.85<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>68.66 &#8211; 98.75<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>95.54<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>171204\/206729<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>5.6B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>36.75<\/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>2.59<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>58.89M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>0.43<\/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%;\">Bright Horizons Family Solutions Inc is a provider of high-quality child care and early education services as well as other services designed to help employers and families address the challenges of work and life.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Explanation of Valuation Models<\/h3>\n<\/p><\/div>\n<div id=\"ValuationChartMoreInfo\">\n<div style=\"background-color:#FFF;margin:0;overflow:auto;border: 3px solid #000;padding: 0.5em;\">\n                    We have up to 6 valuation points for each company in the database.<br \/>\n                    The <span style=\"font-weight:bold;\">Discounted Cash Flow (DCF)<\/span> valuation is a cash flow model where cash flow projections are discounted back to the present to calculate value per share. DCF is a common valuation technique especially for companies undergoing irregular cash flows such as resource companies (mining, forestry, oil and gas) going though price cycles or smaller companies about to generate cash flow (junior exploration companies, junior pharma, technology firms&#8230;).<br \/>\n                    The <span style=\"font-weight:bold;\">Price Comparables<\/span> valuation is the result of valuing the company we are looking at on the basis of ratios from selected comparable companies: Price to Earnings, Price to Book, Price to Sales, Price to Cash Flow, Enterprise Value (EV) to EBITDA. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    We have included the <span style=\"font-weight:bold;\">Other Comparables<\/span> as a way to value companies that cannot be valued using Earnings based ratios. This technique is very useful for companies still experiencing negative cash flows such as mining exploration firms. We use Cash\/Share, Book Value\/Share, MarketCap, 1 Year Return, NetPPE as the ratios here. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    <span style=\"font-weight:bold;\">Multiples<\/span> are similar to Price comparables where we look at current or historic ratios for the company in question to assess what it should be worth today based on those historic ratios. We use the same 5 ratios as in the price comparables and value the company with its historic averages.<br \/>\n                    With <span style=\"font-weight:bold;\">Adjusted Book Value (ABV)<\/span> we calculate the book value per share for the company based on its balance sheet and multiply that book value per share by its historical price to book ratio to calculate a value per share.<br \/>\n                     If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.\n                <\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p style=\"padding-bottom:25px;\">\n                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. Please refer to the Terms of Use on <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/\">www.stockcalc.com<\/a> for further information.<br \/>\n                    To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n                <\/em>\n            <\/p>\n<\/p><\/div>\n<\/p><\/div>\n<\/div>\n<\/div>\n<div id=\"blogDisclaimer\">\n<div id=\"termsOfUse\" style=\"display:none;\" class=\"tou\">\n    <svg class=\"close\" viewBox=\"0 0 24 24\" preserveAspectRatio=\"xMidYMid meet\" onclick=\"this.parentNode.style.display='none';this.parentNode.nextElementSibling.style.display='none';\"><circle fill=\"white\" stroke-width=\"2\" stroke=\"black\" r=\"11\" cy=\"12\" cx=\"12\"><\/circle><path d=\"M6.25,6.25,17.75,17.75\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><path d=\"M6.25,17.75,17.75,6.25\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><\/svg><\/p>\n<div>\n        <strong>Please read this notice carefully: By accessing this website, you acknowledge and agree to the following:<\/strong><br \/>\n        <a href=\"#showText\" onclick=\"this.nextElementSibling.style.display='block';\" id=\"showDisclaimerText\">Show text.<\/a><\/p>\n<div style=\"display:none;\">\n            <a name=\"showText\"><\/a><br \/>\n            <strong>Patchell Brook Equity Analytics Inc. Website Disclaimer:<\/strong><br \/>\n            <strong>(for any or all of www.patchellbrook.com, www.stockcalc.com or www.eqyst.com which may be referred to as &#8220;website&#8221;, &#8220;the website&#8221; , &#8220;this website&#8221;, &#8220;its website&#8221; or &#8221; Patchell Brook Equity Analytics Inc. website&#8221; in this website disclaimer)<\/strong><br \/>\n            Entering this website constitutes a legal and valid electronic signature and hence, represents evidence of your express consent to be bound by the terms and conditions of this legal disclaimer. If you disagree with any part of this disclaimer, or are unclear as to the meaning of any part of this legal disclaimer, entering this website is strictly prohibited. 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Patchell Brook Equity Analytics Inc. does not claim that all information or opinions presented on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions or recommendations provided by third parties through links to other websites or otherwise made available through this website are solely those of the third party and not of Patchell Brook Equity Analytics Inc.<br \/>\n            Patchell Brook Equity Analytics Inc. makes all reasonable efforts to ensure it receives information from sources it deems reliable, fair, and accurate.  Information provided by Patchell Brook Equity Analytics Inc. and information provided by those other sources on this website is not subject to any guarantee as to its accuracy or completeness or as to its currency. Neither Patchell Brook Equity Analytics Inc. nor any third party owner, licensor or supplier of information used or made available through this website, including market data, quotation information and databases, and including news, articles, text, graphs, audio clips, video clips, broadcasts and seminars (&#8220;Data&#8221;) makes or is liable for any representation, warranty or condition, whether express or implied, concerning the Data or the use thereof including, without limitation, that (i) the Data will meet your needs, or that the Data will be available for use at any particular time or for any particular purpose or will be error free, or (ii) the Data is up-to-date, accurate, in sequence, reliable, complete or suitable for any purpose. Further, Patchell Brook Equity Analytics Inc. disclaims any implied warranty of merchantability or non-infringement.<br \/>\n            Database Information provided by Morningstar is copyrighted &copy; 2016 Morningstar. All Rights Reserved. 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Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/02\/bright-horizons-family-bfamnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Bright Horizons Family (BFAM:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/02\/bright-horizons-family-bfamnys-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":[12,1855,1854,10,29,30,8,1856,1857,9,1858,1859,56,1861,1860,1863,1862,6,1864,1865],"class_list":["post-1391","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-bfam","tag-bright-horizons-family","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-fundamental-analysis","tag-handr-block","tag-hrb","tag-intrinsic-value","tag-matthews-international","tag-matw","tag-overvalued","tag-sci","tag-service-corp-intl","tag-sfly","tag-shutterfly","tag-valuation","tag-weight-watchers-intl","tag-wtw"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-mr","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1391","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=1391"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1391\/revisions"}],"predecessor-version":[{"id":1400,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1391\/revisions\/1400"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1391"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1391"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1391"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}