{"id":321,"date":"2018-01-05T16:18:30","date_gmt":"2018-01-05T21:18:30","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=321"},"modified":"2018-01-05T16:18:30","modified_gmt":"2018-01-05T21:18:30","slug":"enghouse-systems-enghtse-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/05\/enghouse-systems-enghtse-fundamental-valuation-report\/","title":{"rendered":"Enghouse Systems (ENGH:TSE) 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> Enghouse Systems<\/strong><\/span> $62.59 (CAD) Close Price as of<span style=\"margin-left:20px\"> 03\/01\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Enghouse Systems<\/strong>, (ENGH:TSE) is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span>.\n        <\/p>\n<\/p><\/div>\n<div>\n<table id=\"VAPanel\" style=\"margin:0;\">\n<tbody>\n<tr>\n<td class=\"borderBottom\">Company<\/td>\n<td class=\"borderBottomSide\">Enghouse Systems<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">ENGH:TSE<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Technology:Software-Application<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$62.59 (CAD)&nbsp;03\/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;\">$66.64 (CAD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">ENGH:TSE is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 6.5% using the 3 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$64.25 (CAD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Discounted Cash Flow:&nbsp;$64.21 (CAD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$78.67 (CAD)<\/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:grey;\">Fairly valued<\/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:green;font-weight:800;\">Undervalued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:grey;\">Fairly valued<\/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                    Enghouse Systems 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 ENGH:TSE<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$64.21 (CAD)<\/strong> for <strong>ENGH:TSE<\/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>ENGH:TSE<\/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>$64.21<\/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>6.61<\/td>\n<td>$80.40<\/td>\n<td><\/td>\n<td>$53.41<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>1.60<\/td>\n<td>$54.36<\/td>\n<td><\/td>\n<td>$78.98<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.17<\/td>\n<td><\/td>\n<td>$68.34<\/td>\n<td><\/td>\n<td>$60.08<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>119,965,291<\/td>\n<td><\/td>\n<td>$60.73<\/td>\n<td><\/td>\n<td>$67.69<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-2,138,000<\/td>\n<td><\/td>\n<td>$64.15<\/td>\n<td><\/td>\n<td>$64.27<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>$64.21<\/td>\n<td><\/td>\n<td>$64.21<\/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>$78.67 (CAD)<\/strong> for <strong>ENGH:TSE<\/strong>. We also generated a valuation of <strong>$59.66 (CAD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Computer Modelling Group (CMG:TSE), The Descartes Systems Gr (DSG:TSE), The Descartes Systems Gr (DSGX:NAS) and Kinaxis (KXS:TSE)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company ENGH:TSE<\/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>$1.87 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$11.35 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$11.95 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$3.06 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$3.42 (CAD)<\/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>$141.22 (CAD)<\/span><\/td>\n<td><span>-49.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$101.00 (CAD)<\/span><\/td>\n<td><span>-39.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$125.77 (CAD)<\/span><\/td>\n<td><span>0.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$105.22 (CAD)<\/span><\/td>\n<td><span>-37.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$118.69 (CAD)<\/span><\/td>\n<td><span>-41.2<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">ENGH:TSE<\/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;\">CMG:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">DSG:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">DSGX:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">KXS:TSE<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">33.47<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>75.52<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">34.79<\/td>\n<td align=\"center\" style=\"width:100px;\">84.25<\/td>\n<td align=\"center\" style=\"width:100px;\">84.12<\/td>\n<td align=\"center\" style=\"width:100px;\">98.92<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.51<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>8.90<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">13.08<\/td>\n<td align=\"center\" style=\"width:100px;\">4.57<\/td>\n<td align=\"center\" style=\"width:100px;\">4.56<\/td>\n<td align=\"center\" style=\"width:100px;\">13.38<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.24<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>10.53<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">10.17<\/td>\n<td align=\"center\" style=\"width:100px;\">9.72<\/td>\n<td align=\"center\" style=\"width:100px;\">9.70<\/td>\n<td align=\"center\" style=\"width:100px;\">12.53<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">20.48<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>34.42<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">34.21<\/td>\n<td align=\"center\" style=\"width:100px;\">30.56<\/td>\n<td align=\"center\" style=\"width:100px;\">30.51<\/td>\n<td align=\"center\" style=\"width:100px;\">42.42<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.75<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>34.69<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">22.29<\/td>\n<td align=\"center\" style=\"width:100px;\">31.14<\/td>\n<td align=\"center\" style=\"width:100px;\">31.14<\/td>\n<td align=\"center\" style=\"width:100px;\">54.20<\/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;$66.14 (CAD)<\/strong> for <strong>ENGH:TSE<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company ENGH:TSE<\/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>$1.87 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$11.35 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$11.95 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$3.06 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$3.42 (CAD)<\/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>$67.63 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$64.12 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$59.52 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$77.93 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$61.48 (CAD)<\/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>36.17<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>5.65<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>4.98<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>25.49<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>17.96<\/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;ENGH:TSE<\/strong> for the last 10 years was <strong>&nbsp;5.59<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;ENGH:TSE<\/strong> and generated a book value of <strong>&nbsp;$11.35 (CAD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$63.43 (CAD)<\/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>ENGH:TSE<\/strong>. The 4 analysts have a concensus valuation for <strong>ENGH:TSE<\/strong> for 2018 of <strong>$64.25 (CAD)<\/strong>.<\/p>\n<h4>ENGH:TSE Enghouse Systems<\/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=''>4.3333<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2018-1-2<\/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;'>CAD 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>1.91<\/td>\n<td>2.23<\/td>\n<td>2.57<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>4<\/td>\n<td>4<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>345.10<\/td>\n<td>373.60<\/td>\n<td>412.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>4<\/td>\n<td>4<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>64.25<\/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>3.29<\/td>\n<td>3.28<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td><\/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<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<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td><\/td>\n<td><\/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 (ENGH:TSE CAD)<\/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<\/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%;\">Enghouse Systems Ltd is active in the software industry in Canada. Its business involves provision of software services to a variety of end markets. The company&#8217;s major product is software for the communication companies.<\/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>                <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 terms &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/05\/enghouse-systems-enghtse-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Enghouse Systems (ENGH:TSE) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/05\/enghouse-systems-enghtse-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":[12,69,10,68,29,30,71,72,67,18,8,9,73,74,70,33,6],"class_list":["post-321","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-cmg","tag-comps","tag-computer-modelling-group","tag-dcf","tag-discounted-cash-flow","tag-dsg","tag-dsgx","tag-engh","tag-enghouse-systems","tag-fundamental-analysis","tag-intrinsic-value","tag-kinaxis","tag-kxs","tag-the-descartes-systems-gr","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-5b","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/321","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=321"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/321\/revisions"}],"predecessor-version":[{"id":349,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/321\/revisions\/349"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=321"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=321"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=321"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}