{"id":351,"date":"2017-04-28T13:16:02","date_gmt":"2017-04-28T17:16:02","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/?p=351"},"modified":"2017-04-28T13:16:02","modified_gmt":"2017-04-28T17:16:02","slug":"fundamental-valuation-of-alphabet-goognas-april-28-2017","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/2017\/04\/28\/fundamental-valuation-of-alphabet-goognas-april-28-2017\/","title":{"rendered":"Fundamental Valuation of Alphabet (GOOG:NAS) April 28 2017"},"content":{"rendered":"<div class=\"ReportPage\">\n<div id=\"generatedReport\" class=\"SSline\">\n<div>\n<h4 class=\"reportHeader\">Alphabet (GOOG:NAS) Fundamental Valuation Report<\/h4>\n<p>        <svg 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 style=\"text-align:justify;\">\n        <em><br \/>\n            This Analyst style Report was generated using the tools available on the Stockcalc.com website.<br \/>\n            Patchell Brook Equity Analytics Inc. emphasizes that all activities conducted by users at or via this website are at their own risk.<br \/>\n            The user assumes all risks associated with the use of this website including, but not limited to, all terms and conditions mentioned in the legal <span style=\"color: blue; text-decoration: underline; cursor: pointer;\" onclick=\"document.getElementById('termsOfUse').style.display='block';document.getElementById('modelBackground').style.display='block';\">disclaimer<\/span>.<br \/>\n        <\/em>\n    <\/div>\n<p>    Run valuations like these on Stockcalc: Try it here  <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/registration2.aspx\">www.stockcalc.com\/registration2.aspx<\/a>.<\/p>\n<h3 id=\"topOfPageLink\" style=\"color: #5e9dd3;\">Valuation Summary:<\/h3>\n<p><span style=\"margin-right:20px;\"><strong>Alphabet<\/strong><\/span>$872.30 (USD) Close Price as of<span style=\"margin-left:20px\">25\/04\/2017<\/span><\/p>\n<p>        Based on the analysis conducted in this report,  <strong>Alphabet<\/strong>, (GOOG:NAS) is found to be <span style=\"color:green;text-shadow: #2d2f31 1px 1px 1px;\">Undervalued<\/span> (refer below to each of the models for detailed calculations and assumptions).<\/p>\n<div class=\"row\">\n<div id=\"VAPanel\" class=\"table\">\n<div class=\"row\">\n<div class=\"cell\">Company<\/div>\n<div class=\"cell\">Alphabet<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Symbol:Exchange<\/div>\n<div class=\"cell\">GOOG:NAS<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Industry<\/div>\n<div class=\"cell\">Technology:Internet Content &#038; Information<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Close Price\/Date<\/div>\n<div class=\"cell\">$872.30 (USD)&nbsp;25\/04\/2017<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\"><\/div>\n<div class=\"cell\"><\/div>\n<\/div>\n<div class=\"row\">\n<div class=\"cell\">Weighted Average Valuation<\/div>\n<div class=\"cell\"><strong style=\"background-color:#5e9dd3; color:white; padding:0.2em;\">$961.61 (USD)<\/strong><\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Summary<\/div>\n<div class=\"cell\">GOOG:NAS is found to be <span style=\"color:green;text-shadow: #2d2f31 1px 1px 1px;\">Undervalued<\/span> by 10.2% using the 3 valuation models shown below.<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Valuation Models Used<\/div>\n<div class=\"cell\">Analyst Consensus:&nbsp;$982.91 (USD)<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">(in order of importance)<\/div>\n<div class=\"cell\">Discounted Cash Flow:&nbsp;$718.68 (USD)<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\"><\/div>\n<div class=\"cell\">Comparables:&nbsp;$1,383.60 (USD)<\/div>\n<\/p><\/div>\n<p><\/p>\n<div class=\"row\">\n<div class=\"cell\">Valuation Methods Analysis<\/div>\n<div class=\"cell\">This company is:<\/div>\n<\/div>\n<div class=\"row\">\n<div class=\"cell\">Cash Flow Basis:<\/div>\n<div class=\"cell\"><span style=\"color:red;text-shadow: #2d2f31 1px 1px 1px;\">Overvalued<\/span> on a Cash Flow Valuation basis<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Comparable Company Basis:<\/div>\n<div class=\"cell\"><span style=\"color:green;text-shadow: #2d2f31 1px 1px 1px;\">Undervalued<\/span> on a Comparable Valuation basis<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Asset Basis:<\/div>\n<div class=\"cell\"><span style=\"color:red;text-shadow: #2d2f31 1px 1px 1px;\">Overvalued<\/span> on an Asset Valuation basis<\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"introGraph\">\n<h4 style=\"text-align: center;\">\n                Alphabet Valuations<br \/>\n            <\/h4>\n<p>            <img decoding=\"async\" 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\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\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alt=\"Summary chart\" \/><br \/>\n            <span title=\"Explanation of Calculated Valuation on Companies\" class=\"dropDownHelp\" style=\"font-size: 12px;cursor:pointer;\/* float: right; *\/display: inline-block;padding: 5px;color: blue;\/* margin-bottom: 1em; *\/\/* position: relative; *\/\/* top: -20em; *\/\/* right: 1em; *\/\" onclick=\"document.getElementById('ValuationChartMoreInfo').style.display = 'block';\">&nbsp;?&nbsp;Click here for help<\/span><\/p>\n<div id=\"ValuationChartMoreInfo\" style=\"position:fixed;top:0px;left:0px;margin-left:0px;margin-top:0px;margin-bottom:0px;margin-right:0px;z-index:100;width:100%;height:100%;display:none;\">\n<div style=\"position:absolute;margin-left:-10px;z-index:101;top: 34%;margin-top:-20px;left: 86%;cursor:pointer;\">\n                    <svg onclick=\"document.getElementById('ValuationChartMoreInfo').style.display = 'none';\">\n                        <circle cx=\"12\" cy=\"12\" r=\"11\" stroke=\"black\" stroke-width=\"2\" fill=\"white\"><\/circle>\n                        <path stroke=\"black\" stroke-width=\"4\" fill=\"none\" d=\"M6.25,6.25,17.75,17.75\"><\/path>\n                        <path stroke=\"black\" stroke-width=\"4\" fill=\"none\" d=\"M6.25,17.75,17.75,6.25\"><\/path>\n                    <\/svg>\n                <\/div>\n<div style=\"position:absolute;background-color:#FFF;width: 24%;height: 43%;margin:0;left: 62%;bottom:20%;top: 33%;overflow:auto;border: 3px solid red;padding: 0.5em;\">\n<h4>Valuations:<\/h4>\n<p>                    We have up to 6 valuation points for each company in the database.<\/p>\n<h4>Discounted Cash Flow(DCF)<\/h4>\n<p>                    Discounted Cash Flow (DCF) 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\u2026).<\/p>\n<h4>Price Comparables<\/h4>\n<p>                    The Price Comparables 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.<\/p>\n<h4>Other Comparables<\/h4>\n<p>                    We have included the Other Comparables 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.<\/p>\n<h4>Multiples<\/h4>\n<p>                    Multiples 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.<\/p>\n<h4>Adjusted Book Value (ABV)<\/h4>\n<p>                    With Adjusted Book Value (ABV) 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.<\/p>\n<h4>Analyst Consensus<\/h4>\n<p>                     If we have Analyst coverage for the company we use the consensus target price here.\n                <\/p><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<ul class=\"reportTableofContents\">\n<li>\n<h4>Discounted Cash Flow<\/h4>\n<p>                Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$718.68 (USD)<\/strong> for <strong>GOOG:NAS<\/strong><br \/>Details of the DCF model are shown <a href=\"#rGdcf\">below<\/a>\n            <\/li>\n<li>\n<h4>Comparables Model<\/h4>\n<p>Using similar companies and price based ratios we generated a valuation of <strong>$1,383.60 (USD)<\/strong> for <strong>GOOG:NAS<\/strong>. We also generated a valuation of <strong>$891.34 (USD)<\/strong> using other metrics and comparables.<br \/>\n                <br \/>The comparable companies were Facebook (FB:NAS)<br \/>\n                <br \/>Details of the Comparables Model are shown <a href=\"#rGCC\">below<\/a>\n            <\/li>\n<\/ul>\n<ul>\n<li>\n<h4>Multiples<\/h4>\n<p>Using a multiples approach we generated a valuation of <strong>$813.91 (USD)<\/strong> for <strong>GOOG:NAS<\/strong><br \/>\n                <br \/>Details of the Multiples Model are shown <a href=\"#rGMA\">below<\/a>\n            <\/li>\n<li>\n<h4>Adjusted Book Value versus Historical Price to Book<\/h4>\n<p>Using an Adjusted Book Value versus Historical Price to Book we generated a value of <strong>$804.61 (USD)<\/strong> for <strong>GOOG:NAS<\/strong><br \/>\n                <br \/>Details of the Adjusted Book Value Model are shown <a href=\"#rGABV\">below<\/a>\n            <\/li>\n<li>\n<h4>Analyst Data<\/h4>\n<p>In the Stockcalc database there are 11 analysts that provide a valuation for <strong>GOOG:NAS<\/strong>.<br \/>The 11 analysts have a concensus valuation for <strong>GOOG:NAS<\/strong> for 2017 of <strong>$982.91 (USD)<\/strong>.<br \/>\n                <br \/>Details of the Analyst Data are shown <a href=\"#rgAD\">below<\/a>\n            <\/li>\n<li>\n<h4>Summary<\/h4>\n<div>\n                    If you would like to explore this company further you can start with a quick DCF analysis at <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com?ss=00CB9BFAC9964E639F156E6F03EA4EAD\">https:\/\/www.stockcalc.com?ss=00CB9BFAC9964E639F156E6F03EA4EAD<\/a>\n                <\/div>\n<\/li>\n<\/ul><\/div>\n<div class=\"headerBackground\">\n<h3>Company Overview (GOOG:NAS USD)<\/h3>\n<\/div>\n<div id=\"coTable\">\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td>Bid:Ask<\/td>\n<td>907.78:908.83<\/td>\n<\/tr>\n<tr>\n<td>Price<\/td>\n<td>913.49<\/td>\n<\/tr>\n<tr>\n<td>Change %Change<\/td>\n<td>+39.24 &#8211; +4.49%<\/td>\n<\/tr>\n<tr>\n<td>Day Range<\/td>\n<td>907.00 &#8211; 914.12<\/td>\n<\/tr>\n<tr>\n<td>52 Week Range<\/td>\n<td>663.28 &#8211; 914.12<\/td>\n<\/tr>\n<tr>\n<td>Open Price<\/td>\n<td>910.95<\/td>\n<\/tr>\n<tr>\n<td>Day Volume<\/td>\n<td>1355399<\/td>\n<\/tr>\n<tr>\n<td>Average Volume<\/td>\n<td>1399650<\/td>\n<\/tr>\n<tr>\n<td>P\/E Ratio<\/td>\n<td>32.77<\/td>\n<\/tr>\n<tr>\n<td>Diluted EPS<\/td>\n<td>27.88<\/td>\n<\/tr>\n<tr>\n<td>Shares Outstanding<\/td>\n<td>691420327<\/td>\n<\/tr>\n<tr>\n<td>Market Cap<\/td>\n<td>631,605,554,511<\/td>\n<\/tr>\n<\/table>\n<p><img decoding=\"async\" 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alt=\"Summary chart\" \/>\n        <\/div>\n<div class=\"companyDescription\">\n<div class=\"headerBackground\">\n<h3>Detailed Company Description<\/h3>\n<\/p><\/div>\n<p style=\"width:95%;\">Alphabet Inc through its subsidiary Google Inc is engaged in improving the ways people connect with information &#038; products including Search, Android, YouTube, Apps, Maps &#038; Ads. It also produces internet-connected home devices &#038; provides internet services.<\/p>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Financial Data for GOOG:NAS<\/h3>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"margin-top:1em;\">\n        The following presents the last up to 5  years of the companies Income Statement, Balance Sheet and Cash Flow data.\n    <\/div>\n<div class=\"rgTable\">\n<h4>Income Statement<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Line Item USD Millions<\/td>\n<td>2012-12-31<\/td>\n<td>2013-12-31<\/td>\n<td>2014-12-31<\/td>\n<td>2015-12-31<\/td>\n<td>2016-12-31<\/td>\n<\/tr>\n<tr>\n<td>Total Revenue<\/td>\n<td>50,175<\/td>\n<td>59,825<\/td>\n<td>66,001<\/td>\n<td>74,989<\/td>\n<td>90,272<\/td>\n<\/tr>\n<tr>\n<td>Cost Of Revenue<\/td>\n<td>20,634<\/td>\n<td>25,858<\/td>\n<td>25,691<\/td>\n<td>28,164<\/td>\n<td>35,138<\/td>\n<\/tr>\n<tr>\n<td>Gross Profit<\/td>\n<td>29,541<\/td>\n<td>33,967<\/td>\n<td>40,310<\/td>\n<td>46,825<\/td>\n<td>55,134<\/td>\n<\/tr>\n<tr>\n<td>Selling General And Administration<\/td>\n<td>9,988<\/td>\n<td>12,049<\/td>\n<td>13,982<\/td>\n<td>15,183<\/td>\n<td>17,470<\/td>\n<\/tr>\n<tr>\n<td>Research And Development<\/td>\n<td>6,793<\/td>\n<td>7,952<\/td>\n<td>9,832<\/td>\n<td>12,282<\/td>\n<td>13,948<\/td>\n<\/tr>\n<tr>\n<td>EBITDA<\/td>\n<td>16,432<\/td>\n<td>18,518<\/td>\n<td>22,339<\/td>\n<td>24,818<\/td>\n<td>30,418<\/td>\n<\/tr>\n<tr>\n<td>Depreciation and Amortization<\/td>\n<td>2,962<\/td>\n<td>3,939<\/td>\n<td>4,979<\/td>\n<td>5,063<\/td>\n<td>6,144<\/td>\n<\/tr>\n<tr>\n<td>Operating Expense<\/td>\n<td>16,781<\/td>\n<td>20,001<\/td>\n<td>23,814<\/td>\n<td>27,465<\/td>\n<td>31,418<\/td>\n<\/tr>\n<tr>\n<td>Operating Income<\/td>\n<td>12,760<\/td>\n<td>13,966<\/td>\n<td>16,496<\/td>\n<td>19,360<\/td>\n<td>23,716<\/td>\n<\/tr>\n<tr>\n<td>EBIT<\/td>\n<td>13,470<\/td>\n<td>14,579<\/td>\n<td>17,360<\/td>\n<td>19,755<\/td>\n<td>24,274<\/td>\n<\/tr>\n<tr>\n<td>Interest Income<\/td>\n<td>713<\/td>\n<td>785<\/td>\n<td>746<\/td>\n<td>999<\/td>\n<td>1,220<\/td>\n<\/tr>\n<tr>\n<td>Interest Expense<\/td>\n<td>84<\/td>\n<td>83<\/td>\n<td>101<\/td>\n<td>104<\/td>\n<td>124<\/td>\n<\/tr>\n<tr>\n<td>Pre-Tax Income<\/td>\n<td>13,386<\/td>\n<td>14,496<\/td>\n<td>17,259<\/td>\n<td>19,651<\/td>\n<td>24,150<\/td>\n<\/tr>\n<tr>\n<td>Tax Provision<\/td>\n<td>2,598<\/td>\n<td>2,282<\/td>\n<td>3,331<\/td>\n<td>3,303<\/td>\n<td>4,672<\/td>\n<\/tr>\n<tr>\n<td>Net Income<\/td>\n<td>10,737<\/td>\n<td>12,920<\/td>\n<td>14,444<\/td>\n<td>16,348<\/td>\n<td>19,478<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\" style=\"height:10px;\">\n<hr>\n<\/td>\n<\/tr>\n<tr>\n<td>Diluted Average Shares<\/td>\n<td>664<\/td>\n<td>677<\/td>\n<td>687<\/td>\n<td>693<\/td>\n<td>699<\/td>\n<\/tr>\n<tr>\n<td>Diluted EPS<\/td>\n<td>16.17<\/td>\n<td>19.08<\/td>\n<td>21.02<\/td>\n<td>22.84<\/td>\n<td>27.85<\/td>\n<\/tr>\n<\/table>\n<h4>Balance Sheet<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Line Item USD Millions<\/td>\n<td>2012-12-31<\/td>\n<td>2013-12-31<\/td>\n<td>2014-12-31<\/td>\n<td>2015-12-31<\/td>\n<td>2016-12-31<\/td>\n<\/tr>\n<tr>\n<td>Total Assets<\/td>\n<td>93,798<\/td>\n<td>110,920<\/td>\n<td>131,133<\/td>\n<td>147,461<\/td>\n<td>167,497<\/td>\n<\/tr>\n<tr>\n<td>Current Assets<\/td>\n<td>60,454<\/td>\n<td>72,886<\/td>\n<td>80,685<\/td>\n<td>90,114<\/td>\n<td>105,408<\/td>\n<\/tr>\n<tr>\n<td>Cash And Cash Equivalents<\/td>\n<td>14,778<\/td>\n<td>18,898<\/td>\n<td>18,347<\/td>\n<td>16,549<\/td>\n<td>12,918<\/td>\n<\/tr>\n<tr>\n<td>Other Short Term Investments<\/td>\n<td>33,310<\/td>\n<td>39,819<\/td>\n<td>46,048<\/td>\n<td>56,517<\/td>\n<td>73,415<\/td>\n<\/tr>\n<tr>\n<td>Receivables<\/td>\n<td>8,585<\/td>\n<td>9,390<\/td>\n<td>11,556<\/td>\n<td>13,909<\/td>\n<td>14,232<\/td>\n<\/tr>\n<tr>\n<td>Inventory<\/td>\n<td>505<\/td>\n<td>426<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>268<\/td>\n<\/tr>\n<tr>\n<td>PrepaidAssets<\/td>\n<td>2,132<\/td>\n<td>2,827<\/td>\n<td>3,412<\/td>\n<td>3,139<\/td>\n<td>4,575<\/td>\n<\/tr>\n<tr>\n<td>Deferred Income Taxes<\/td>\n<td>1,144<\/td>\n<td>1,526<\/td>\n<td>1,322<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Other Current Assets<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Total Non Current Assets<\/td>\n<td>33,344<\/td>\n<td>38,034<\/td>\n<td>50,448<\/td>\n<td>57,347<\/td>\n<td>62,089<\/td>\n<\/tr>\n<tr>\n<td>Gross PPE<\/td>\n<td>17,697<\/td>\n<td>23,837<\/td>\n<td>32,746<\/td>\n<td>40,146<\/td>\n<td>47,527<\/td>\n<\/tr>\n<tr>\n<td>Accumulated Depreciation<\/td>\n<td>-5,843<\/td>\n<td>-7,313<\/td>\n<td>-8,863<\/td>\n<td>-11,130<\/td>\n<td>-13,293<\/td>\n<\/tr>\n<tr>\n<td>Net PPE<\/td>\n<td>11,854<\/td>\n<td>16,524<\/td>\n<td>23,883<\/td>\n<td>29,016<\/td>\n<td>34,234<\/td>\n<\/tr>\n<tr>\n<td>Goodwill<\/td>\n<td>10,537<\/td>\n<td>11,492<\/td>\n<td>15,599<\/td>\n<td>15,869<\/td>\n<td>16,468<\/td>\n<\/tr>\n<tr>\n<td>Intangibles<\/td>\n<td>7,473<\/td>\n<td>6,066<\/td>\n<td>4,607<\/td>\n<td>3,847<\/td>\n<td>3,307<\/td>\n<\/tr>\n<tr>\n<td>Other Non Current Assets<\/td>\n<td>3,480<\/td>\n<td>3,952<\/td>\n<td>6,359<\/td>\n<td>8,615<\/td>\n<td>8,080<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Total liabilities<\/td>\n<td>22,083<\/td>\n<td>23,611<\/td>\n<td>26,633<\/td>\n<td>27,130<\/td>\n<td>28,461<\/td>\n<\/tr>\n<tr>\n<td>Current Liabilities<\/td>\n<td>14,337<\/td>\n<td>15,908<\/td>\n<td>16,805<\/td>\n<td>19,310<\/td>\n<td>16,756<\/td>\n<\/tr>\n<tr>\n<td>Payables<\/td>\n<td>3,925<\/td>\n<td>3,851<\/td>\n<td>4,589<\/td>\n<td>4,661<\/td>\n<td>2,595<\/td>\n<\/tr>\n<tr>\n<td>Current debt<\/td>\n<td>2,549<\/td>\n<td>3,009<\/td>\n<td>2,009<\/td>\n<td>3,225<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Current capital lease obligation<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Other current liabilities<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Non Current Liabilities<\/td>\n<td>7,746<\/td>\n<td>7,703<\/td>\n<td>9,828<\/td>\n<td>7,820<\/td>\n<td>11,705<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>2,988<\/td>\n<td>2,236<\/td>\n<td>3,228<\/td>\n<td>1,995<\/td>\n<td>3,935<\/td>\n<\/tr>\n<tr>\n<td>Long Term Capital Lease<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Other Non Current Liabilities<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Total Equity<\/td>\n<td>71,715<\/td>\n<td>87,309<\/td>\n<td>104,500<\/td>\n<td>120,331<\/td>\n<td>139,036<\/td>\n<\/tr>\n<tr>\n<td>Stockholders Equity<\/td>\n<td>71,715<\/td>\n<td>87,309<\/td>\n<td>104,500<\/td>\n<td>120,331<\/td>\n<td>139,036<\/td>\n<\/tr>\n<tr>\n<td>Preferred Stock<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>CapitalStock<\/td>\n<td>22,835<\/td>\n<td>25,922<\/td>\n<td>28,767<\/td>\n<td>32,982<\/td>\n<td>36,307<\/td>\n<\/tr>\n<tr>\n<td>Common Stock<\/td>\n<td>22,835<\/td>\n<td>25,922<\/td>\n<td>28,767<\/td>\n<td>32,982<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Treasury Stock<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Retained Earnings<\/td>\n<td>48,342<\/td>\n<td>61,262<\/td>\n<td>75,706<\/td>\n<td>89,223<\/td>\n<td>105,131<\/td>\n<\/tr>\n<tr>\n<td>Other Equity<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Total Liabilities and Total Equity<\/td>\n<td>93,798<\/td>\n<td>110,920<\/td>\n<td>131,133<\/td>\n<td>147,461<\/td>\n<td>167,497<\/td>\n<\/tr>\n<\/table>\n<h4>Cash Flow<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Line Item USD Millions<\/td>\n<td>2012-12-31<\/td>\n<td>2013-12-31<\/td>\n<td>2014-12-31<\/td>\n<td>2015-12-31<\/td>\n<td>2016-12-31<\/td>\n<\/tr>\n<tr>\n<td>Net Income<\/td>\n<td>10,737<\/td>\n<td>12,920<\/td>\n<td>14,444<\/td>\n<td>16,348<\/td>\n<td>19,478<\/td>\n<\/tr>\n<tr>\n<td>Depreciation and amortization<\/td>\n<td>2,962<\/td>\n<td>3,939<\/td>\n<td>4,979<\/td>\n<td>5,063<\/td>\n<td>6,144<\/td>\n<\/tr>\n<tr>\n<td>Amortization of debt discount\/premium and issuance costs<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Investment\/asset impairment charges<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Investments losses (gains)<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>-159<\/td>\n<td>334<\/td>\n<td>275<\/td>\n<\/tr>\n<tr>\n<td>Deferred income taxes<\/td>\n<td>-266<\/td>\n<td>-437<\/td>\n<td>-104<\/td>\n<td>-179<\/td>\n<td>-38<\/td>\n<\/tr>\n<tr>\n<td>Stock based compensation<\/td>\n<td>2,692<\/td>\n<td>3,343<\/td>\n<td>4,279<\/td>\n<td>5,203<\/td>\n<td>6,703<\/td>\n<\/tr>\n<tr>\n<td>Accounts receivable<\/td>\n<td>-787<\/td>\n<td>-1,307<\/td>\n<td>-1,641<\/td>\n<td>-2,094<\/td>\n<td>-2,578<\/td>\n<\/tr>\n<tr>\n<td>Inventory<\/td>\n<td>301<\/td>\n<td>-234<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Prepaid expenses<\/td>\n<td>-833<\/td>\n<td>-696<\/td>\n<td>459<\/td>\n<td>-318<\/td>\n<td>312<\/td>\n<\/tr>\n<tr>\n<td>Accounts payable<\/td>\n<td>-499<\/td>\n<td>605<\/td>\n<td>436<\/td>\n<td>203<\/td>\n<td>110<\/td>\n<\/tr>\n<tr>\n<td>Accrued liabilities<\/td>\n<td>1,061<\/td>\n<td>967<\/td>\n<td>1,002<\/td>\n<td>1,936<\/td>\n<td>2,108<\/td>\n<\/tr>\n<tr>\n<td>Income Tax Payable<\/td>\n<td>1,492<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Interest payable<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Other working capital<\/td>\n<td>1,655<\/td>\n<td>634<\/td>\n<td>108<\/td>\n<td>-136<\/td>\n<td>3,348<\/td>\n<\/tr>\n<tr>\n<td>Other non-cash items<\/td>\n<td>-1,896<\/td>\n<td>-1,075<\/td>\n<td>-1,427<\/td>\n<td>-336<\/td>\n<td>174<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\">\n<hr>\n<\/td>\n<\/tr>\n<tr>\n<td>Net cash provided by operating activities<\/td>\n<td>16,619<\/td>\n<td>18,659<\/td>\n<td>22,376<\/td>\n<td>26,024<\/td>\n<td>36,036<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Investments in property, plant, and equipment<\/td>\n<td>-3,273<\/td>\n<td>-7,358<\/td>\n<td>-10,959<\/td>\n<td>-9,915<\/td>\n<td>-10,212<\/td>\n<\/tr>\n<tr>\n<td>Property, plant, and equipment reductions<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>240<\/td>\n<\/tr>\n<tr>\n<td>Acquisitions, net<\/td>\n<td>-10,568<\/td>\n<td>1,077<\/td>\n<td>-4,502<\/td>\n<td>-236<\/td>\n<td>-986<\/td>\n<\/tr>\n<tr>\n<td>Purchases of investments<\/td>\n<td>-34,061<\/td>\n<td>-46,013<\/td>\n<td>-57,537<\/td>\n<td>-76,540<\/td>\n<td>-85,618<\/td>\n<\/tr>\n<tr>\n<td>Sales\/Maturities of investments<\/td>\n<td>35,180<\/td>\n<td>38,314<\/td>\n<td>51,315<\/td>\n<td>62,905<\/td>\n<td>67,389<\/td>\n<\/tr>\n<tr>\n<td>Other investing activities<\/td>\n<td>-334<\/td>\n<td>301<\/td>\n<td>628<\/td>\n<td>75<\/td>\n<td>-1,978<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\">\n<hr>\n<\/td>\n<\/tr>\n<tr>\n<td>Net cash used for investing activities<\/td>\n<td>-13,056<\/td>\n<td>-13,679<\/td>\n<td>-21,055<\/td>\n<td>-23,711<\/td>\n<td>-31,165<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Debt issued<\/td>\n<td>16,109<\/td>\n<td>10,768<\/td>\n<td>11,625<\/td>\n<td>13,705<\/td>\n<td>8,729<\/td>\n<\/tr>\n<tr>\n<td>Debt repayment<\/td>\n<td>-14,781<\/td>\n<td>-11,325<\/td>\n<td>-11,643<\/td>\n<td>-13,728<\/td>\n<td>-10,064<\/td>\n<\/tr>\n<tr>\n<td>Common stock issued<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Preferred stock issued<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Cash dividends paid<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Other financing activities<\/td>\n<td>-99<\/td>\n<td>-300<\/td>\n<td>-1,421<\/td>\n<td>-3,654<\/td>\n<td>-6,997<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\">\n<hr>\n<\/td>\n<\/tr>\n<tr>\n<td>Net cash provided by, used for activities<\/td>\n<td>1,229<\/td>\n<td>-857<\/td>\n<td>-1,439<\/td>\n<td>-3,677<\/td>\n<td>-8,332<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Effect of exchange rates<\/td>\n<td>3<\/td>\n<td>-3<\/td>\n<td>-433<\/td>\n<td>-434<\/td>\n<td>-170<\/td>\n<\/tr>\n<tr>\n<td>Net change in cash<\/td>\n<td>4,795<\/td>\n<td>4,120<\/td>\n<td>-551<\/td>\n<td>-1,798<\/td>\n<td>-3,631<\/td>\n<\/tr>\n<tr>\n<td>Cash at beginning of period<\/td>\n<td>9,983<\/td>\n<td>14,778<\/td>\n<td>18,898<\/td>\n<td>18,347<\/td>\n<td>16,549<\/td>\n<\/tr>\n<tr>\n<td>Cash at end of period<\/td>\n<td>14,778<\/td>\n<td>18,898<\/td>\n<td>18,347<\/td>\n<td>16,549<\/td>\n<td>12,918<\/td>\n<\/tr>\n<tr>\n<td>Operating cash flow<\/td>\n<td>16,619<\/td>\n<td>18,659<\/td>\n<td>22,376<\/td>\n<td>26,024<\/td>\n<td>36,036<\/td>\n<\/tr>\n<tr>\n<td>Capital expenditure<\/td>\n<td>-3,273<\/td>\n<td>-7,358<\/td>\n<td>-10,959<\/td>\n<td>-9,915<\/td>\n<td>-10,212<\/td>\n<\/tr>\n<tr>\n<td>Free cash flow<\/td>\n<td>13,346<\/td>\n<td>11,301<\/td>\n<td>11,417<\/td>\n<td>16,109<\/td>\n<td>25,824<\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3>Ratio Data for GOOG:NAS<\/h3>\n<\/p><\/div>\n<div id=\"RatioData\" class=\"ratioTable\">\n<h4>Profitability Ratios<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Year<\/td>\n<td>2012<\/td>\n<td>2013<\/td>\n<td>2014<\/td>\n<td>2015<\/td>\n<td>2016<\/td>\n<\/tr>\n<tr>\n<td>Gross Margin (%)<\/td>\n<td>58.88<\/td>\n<td>56.78<\/td>\n<td>61.07<\/td>\n<td>62.44<\/td>\n<td>61.08<\/td>\n<\/tr>\n<tr>\n<td>Operation Margin (%)<\/td>\n<td>25.43<\/td>\n<td>23.34<\/td>\n<td>24.99<\/td>\n<td>25.82<\/td>\n<td>26.27<\/td>\n<\/tr>\n<tr>\n<td>Tax Rate (%)<\/td>\n<td>19.41<\/td>\n<td>15.74<\/td>\n<td>19.3<\/td>\n<td>16.81<\/td>\n<td>19.35<\/td>\n<\/tr>\n<tr>\n<td>Net Margin (%)<\/td>\n<td>21.4<\/td>\n<td>21.6<\/td>\n<td>21.88<\/td>\n<td>21.1<\/td>\n<td>21.58<\/td>\n<\/tr>\n<tr>\n<td>Sales per Employee<\/td>\n<td>931565<\/td>\n<td>1M<\/td>\n<td>1M<\/td>\n<td>1M<\/td>\n<td>1M<\/td>\n<\/tr>\n<tr>\n<td>EBIT Margin (%)<\/td>\n<td>26.85<\/td>\n<td>24.37<\/td>\n<td>26.3<\/td>\n<td>26.34<\/td>\n<td>26.89<\/td>\n<\/tr>\n<tr>\n<td>EBITDA Margin (%)<\/td>\n<td>32.75<\/td>\n<td>30.95<\/td>\n<td>33.85<\/td>\n<td>33.1<\/td>\n<td>33.7<\/td>\n<\/tr>\n<tr>\n<td>Net Profit Margin (%)<\/td>\n<td>21.51<\/td>\n<td>20.66<\/td>\n<td>21.31<\/td>\n<td>22.47<\/td>\n<td>22.17<\/td>\n<\/tr>\n<tr>\n<td>Interest Coverage<\/td>\n<td>160.36<\/td>\n<td>175.65<\/td>\n<td>171.88<\/td>\n<td>189.95<\/td>\n<td>195.76<\/td>\n<\/tr>\n<\/table>\n<h4>Efficiency Ratios<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Year<\/td>\n<td>2012<\/td>\n<td>2013<\/td>\n<td>2014<\/td>\n<td>2015<\/td>\n<td>2016<\/td>\n<\/tr>\n<tr>\n<td>Days In Sales<\/td>\n<td>48.42<\/td>\n<td>51.15<\/td>\n<td>50.5<\/td>\n<td>50.96<\/td>\n<td>51.94<\/td>\n<\/tr>\n<tr>\n<td>Days In Inventory<\/td>\n<td>8.93<\/td>\n<td>6.57<\/td>\n<td><\/td>\n<td><\/td>\n<td>2.78<\/td>\n<\/tr>\n<tr>\n<td>Days In Payment<\/td>\n<td>23<\/td>\n<td>31.51<\/td>\n<td>29.61<\/td>\n<td>23.63<\/td>\n<td>20.63<\/td>\n<\/tr>\n<tr>\n<td>Cash Conversion Cycle<\/td>\n<td>34.36<\/td>\n<td>26.21<\/td>\n<td><\/td>\n<td><\/td>\n<td>34.1<\/td>\n<\/tr>\n<tr>\n<td>Receivable Turnover<\/td>\n<td>7.54<\/td>\n<td>7.14<\/td>\n<td>7.23<\/td>\n<td>7.16<\/td>\n<td>7.03<\/td>\n<\/tr>\n<tr>\n<td>Inventory Turnover<\/td>\n<td>40.86<\/td>\n<td>55.55<\/td>\n<td><\/td>\n<td><\/td>\n<td>131.11<\/td>\n<\/tr>\n<tr>\n<td>Payment Turnover<\/td>\n<td>15.87<\/td>\n<td>11.58<\/td>\n<td>12.33<\/td>\n<td>15.45<\/td>\n<td>17.69<\/td>\n<\/tr>\n<tr>\n<td>Fixed Assets Turnover<\/td>\n<td>4.68<\/td>\n<td>4.22<\/td>\n<td>3.27<\/td>\n<td>2.84<\/td>\n<td>2.85<\/td>\n<\/tr>\n<tr>\n<td>Assets Turnover<\/td>\n<td>0.6<\/td>\n<td>0.58<\/td>\n<td>0.55<\/td>\n<td>0.54<\/td>\n<td>0.57<\/td>\n<\/tr>\n<tr>\n<td>ROE (%)<\/td>\n<td>16.54<\/td>\n<td>16.25<\/td>\n<td>15.06<\/td>\n<td>14.08<\/td>\n<td>15.02<\/td>\n<\/tr>\n<tr>\n<td>ROA (%)<\/td>\n<td>12.91<\/td>\n<td>12.62<\/td>\n<td>11.93<\/td>\n<td>11.36<\/td>\n<td>12.37<\/td>\n<\/tr>\n<tr>\n<td>ROIC (%)<\/td>\n<td>14.66<\/td>\n<td>14.52<\/td>\n<td>13.77<\/td>\n<td>12.82<\/td>\n<td>13.85<\/td>\n<\/tr>\n<tr>\n<td>FCF Sales Ratio (%)<\/td>\n<td>26.6<\/td>\n<td>18.89<\/td>\n<td>17.3<\/td>\n<td>21.48<\/td>\n<td>28.61<\/td>\n<\/tr>\n<tr>\n<td>FCF Net Income Ratio (%)<\/td>\n<td>124.3<\/td>\n<td>87.47<\/td>\n<td>79.04<\/td>\n<td>98.54<\/td>\n<td>132.58<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditure Sales Ratio (%)<\/td>\n<td>6.52<\/td>\n<td>12.3<\/td>\n<td>16.6<\/td>\n<td>13.22<\/td>\n<td>11.31<\/td>\n<\/tr>\n<\/table>\n<h4>Financial Health<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Year<\/td>\n<td>2012<\/td>\n<td>2013<\/td>\n<td>2014<\/td>\n<td>2015<\/td>\n<td>2016<\/td>\n<\/tr>\n<tr>\n<td>Current Ratio<\/td>\n<td>4.22<\/td>\n<td>4.58<\/td>\n<td>4.8<\/td>\n<td>4.67<\/td>\n<td>6.29<\/td>\n<\/tr>\n<tr>\n<td>Quick Ratio<\/td>\n<td>3.95<\/td>\n<td>4.28<\/td>\n<td>4.52<\/td>\n<td>4.5<\/td>\n<td>6<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt Total Capital Ratio (%)<\/td>\n<td>4<\/td>\n<td>2.5<\/td>\n<td>3<\/td>\n<td>1.63<\/td>\n<td>2.75<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt Equity Ratio<\/td>\n<td>0.04<\/td>\n<td>0.03<\/td>\n<td>0.03<\/td>\n<td>0.02<\/td>\n<td>0.03<\/td>\n<\/tr>\n<tr>\n<td>Financial Leverage<\/td>\n<td>1.31<\/td>\n<td>1.27<\/td>\n<td>1.25<\/td>\n<td>1.23<\/td>\n<td>1.2<\/td>\n<\/tr>\n<tr>\n<td>Total Debt To Equity Ratio<\/td>\n<td>0.08<\/td>\n<td>0.06<\/td>\n<td>0.05<\/td>\n<td>0.04<\/td>\n<td>0.03<\/td>\n<\/tr>\n<\/table>\n<h4>Valuation Ratios<\/h4>\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Year<\/td>\n<td>2014<\/td>\n<td>2015<\/td>\n<td>2016<\/td>\n<\/tr>\n<tr>\n<td>Sustainable Growth Rate (%)<\/td>\n<td>14.37<\/td>\n<td>14.77<\/td>\n<td>15.23<\/td>\n<\/tr>\n<tr>\n<td>Payout Ratio (%)<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Cash Return<\/td>\n<td>0.04<\/td>\n<td>0.03<\/td>\n<td>0.05<\/td>\n<\/tr>\n<tr>\n<td>Sales Per Share<\/td>\n<td>99.17<\/td>\n<td>103.88<\/td>\n<td>122.94<\/td>\n<\/tr>\n<tr>\n<td>Book Value Per Share<\/td>\n<td>145.08<\/td>\n<td>169.12<\/td>\n<td>194.57<\/td>\n<\/tr>\n<tr>\n<td>CFO Per Share<\/td>\n<td>31.03<\/td>\n<td>37.6<\/td>\n<td>46.98<\/td>\n<\/tr>\n<tr>\n<td>FCF Per Share<\/td>\n<td>16.92<\/td>\n<td>21.15<\/td>\n<td>33.75<\/td>\n<\/tr>\n<tr>\n<td>Earning Yield (%)<\/td>\n<td>3.58<\/td>\n<td>2.85<\/td>\n<td>3.54<\/td>\n<\/tr>\n<tr>\n<td>PE Ratio<\/td>\n<td>27.9<\/td>\n<td>35.13<\/td>\n<td>28.24<\/td>\n<\/tr>\n<tr>\n<td>Sales Yield (%)<\/td>\n<td>18.89<\/td>\n<td>13.69<\/td>\n<td>15.93<\/td>\n<\/tr>\n<tr>\n<td>PS Ratio<\/td>\n<td>5.29<\/td>\n<td>7.3<\/td>\n<td>6.28<\/td>\n<\/tr>\n<tr>\n<td>Book Value Yield (%)<\/td>\n<td>27.64<\/td>\n<td>22.28<\/td>\n<td>25.21<\/td>\n<\/tr>\n<tr>\n<td>PB Ratio<\/td>\n<td>3.62<\/td>\n<td>4.49<\/td>\n<td>3.97<\/td>\n<\/tr>\n<tr>\n<td>CF Yield (%)<\/td>\n<td>5.91<\/td>\n<td>4.95<\/td>\n<td>6.09<\/td>\n<\/tr>\n<tr>\n<td>PCF Ratio<\/td>\n<td>16.92<\/td>\n<td>20.18<\/td>\n<td>16.43<\/td>\n<\/tr>\n<tr>\n<td>FCF Yield (%)<\/td>\n<td>3.22<\/td>\n<td>2.79<\/td>\n<td>4.37<\/td>\n<\/tr>\n<tr>\n<td>FCF Ratio<\/td>\n<td>31.03<\/td>\n<td>35.89<\/td>\n<td>22.87<\/td>\n<\/tr>\n<tr>\n<td>Dividend Yield (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Forward Dividend Yield (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Forward Earning Yield (%)<\/td>\n<td>5.63<\/td>\n<td>4.44<\/td>\n<td>5.28<\/td>\n<\/tr>\n<tr>\n<td>Forward PE Ratio<\/td>\n<td>17.76<\/td>\n<td>22.52<\/td>\n<td>18.94<\/td>\n<\/tr>\n<tr>\n<td>PEG Ratio<\/td>\n<td>1.42<\/td>\n<td>2.11<\/td>\n<td>1.15<\/td>\n<\/tr>\n<tr>\n<td>PEG Payback<\/td>\n<td>8.92<\/td>\n<td>11.07<\/td>\n<td>8.28<\/td>\n<\/tr>\n<tr>\n<td>Dividend Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Working Capital Per Share<\/td>\n<td>91.31<\/td>\n<td>101.33<\/td>\n<td>122.2<\/td>\n<\/tr>\n<tr>\n<td>EV To EBITDA<\/td>\n<td>14.51<\/td>\n<td>18.91<\/td>\n<td>15.91<\/td>\n<\/tr>\n<tr>\n<td>Buy Back Yield (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td>1.03<\/td>\n<\/tr>\n<tr>\n<td>Total Yield (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td>1.03<\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3>Valuation Details and Assumptions<\/h3>\n<\/p><\/div>\n<div class=\"compRatioHeader\">\n<h4 style=\"margin-left:1em;\"> Cost of Capital<\/h4>\n<\/p><\/div>\n<div>\n        We have calculated the WACC for <strong>GOOG:NAS<\/strong> to be <strong>8.60<\/strong> based on the following assumptions:<\/p>\n<div id=\"WACCChart\" style=\"display: inline-block;float: right;\"><img decoding=\"async\" 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oXwH+Otnr\/wGi8O+IvGvxW8U3ejan4b12H91vjV8bPCvwI8PeE\/Evi7T\/EGo2PjH4tfCL4N6ZF4ctNOu7uDxP8AGj4ieHvhn4Wv7+PU9V0eGLQbDXvEtjd6\/dW891qFrpEV3Pp2l6reRw2E\/L\/tW6x8MvDvwH8Z+IfjN4Q8ReNvhdoF74K13xrpXhi5js9Q0vRtG8feF9TfxxeXD+J\/CEkfhv4bT2sHxC8YfY9ZbUn8J+GNaTTNF8T37W\/hrVpjGrPAYSFKUmsFmWYYWnWVTkpyxlapjM4eErfWIYulRjhnxRlmIrc1KeXyoxhiMTg51qsq2H9LE1liKmGwitSrU8pppwb96pQxOZ4tUcYnT9g4RnVwGNwkZOo8Sp4eooYqnh3PDVPxH+M\/\/BTf4k6P8K\/HnhL4eftHeD7z9pn4Q+AP+Cm+t\/GHwdoWl\/C3xN4w+FWrfBH4malpn7OR+JnhSPw3qtp4BvE8HGxvfBel+KtN0iT4p6Haaj4kaz8ZWum6xqdt3ulfHPxH+y7+0B+3n8Wf+GhNc+I\/g7wB+2L4X1D9ov8AZqv7b4K3fiDwh8PPjV+xv8JdP+BPjbwrpHgr4XaN8XrC91\/412Hgv4Z+FJ\/Fniy78MeJ\/BOneKb0f2z4u8Oavq2o\/tfqfxc8P6d8Y\/B3wRi0zX9V8VeL\/APjP4lNqWlwaXL4c8LeFfBmseEvD5ufFN5c6vaaja3PifWfGFpY+ErbS9K1htUbSPEc9w1haaPPcN5D8YJfgl8UPj78Fv2dPiZ4c8ca\/wCKtM0bWv2tfA8Vh4o8SeH\/AIZm++Avjr4b6Dpr+P8ARvDfjfQrX4g3+h+M\/iR4R8ZeDPCPjrwj4z8EWHiPwzZ+OFi0rxl4R8JXqGFpueIjKM67nnGDxmXTnQfL\/suFzDKsz4ir5VTqKdJvBYTg3OPY4WpVmqWMWJjLHUq1Cc3zv2FCjU9tKVTD4CeEnTVetUdSGJxlNZdk0swrYeeHqVqlepnuDamo0aOIqYnCYmrhMRg3LCV\/YfgnpPxL0P4R\/DnTPjN4ti8dfFq38IaI3xI8VW2jaR4e0\/VfGtzZx3XiM6RomhWlnp2maFZapPc6foNosc95Fo1pYjVNR1XVPtmqXnqNFeY6V8VtD1L4s+Lfg1caZrei+LPDHhLw147sZ9XXRk0jxt4R8R3ep6TNrfgyWw1rUNRvIfC+v6VL4f8AFtrrOmaHqGjahe6FcfY7nR\/EegarqWtSoqld8tONN16laVKhSU3GKjTq4mcKSk5z9nRw9KrUbnKTjRpSlOb5XIqEZ06PNUqSqKjCiq+InGnBOVWrRwtOpV9lCnQpSxGKr0aMIwhTpyxFelRpQUp04P06iiioKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr8n\/iN+zT8bNe+IXjvXNK8FfatL1nxl4n1XTbr\/hI\/CUH2mw1HW768s7jyLnXobiHzreaOTyriGKaPdsljRwyj9YK\/lz\/AGgf+C2n7Vfwp+PXxu+F3h3wB+z7e+H\/AIbfF34k+AdCvNa8K\/Ea41i70fwd4y1rw7plzq1xY\/FfTrKfU57LToJb+az0+wtZbppXt7O1iZIE\/mj6S3D3hlxDkfDNHxNzTivK8Dh82xdXLKnCqwLxFXFywahWhi\/r2W5lD2Ko2lD2dOlLn3m1of0v9GnhTxU4rzzibD+FmXcM5jmGEynCVs1hxNi6+EoU8HPGOFGWFlRxWFc6zrpqcZSmlDXlT1Pvr\/hlP4+f9CH\/AOXR4M\/+aKuy+HP7NPxs0H4heBNc1XwV9l0vRvGXhjVdSuv+Ej8JT\/ZrDTtbsby8uPIttemuJvJt4ZJPKt4ZZpNuyKN3Kqfx2\/4f5\/th\/wDRN\/2av\/CO+KP\/AM+OvXf2fv8Agtp+1X8Vvj18Efhd4i8Afs+2Xh\/4k\/F34beAddvNF8K\/Ea31i00fxj4y0Xw7qdzpNxffFfUbKDU4LLUZ5bCa80+\/tYrpYnuLO6iV4H\/lPIfDn6LNHPMmrYDirxbqY6lm2XVcFTxEch+rzxdPGUZ4aFfk4Xpz9jKsoKryzhLkcuWcXZr+rc+8JPpZ4bI85xGYcNeFsMvoZVmNbHToZvjpV4YOlg608TKjF5tJSqxoxm6cXGSc0k09j9nv23NG+LCa1+x38UPhT8DfH\/7QkvwK\/akvviP42+Hvwv8AEfwW8N+OZPBus\/su\/tMfCIaxok\/x7+LPwV8AX507xb8UPCYv9Pn8eWWqHTJ7y90+y1BrKWA\/l7+1p+xf+1N+1Lp2pfGDxv8AB34nWHgH4n\/tHWHjb4kfsT+A5v8Agn\/8S\/jbN8KfB37P2n\/Cb4Val460f9sew+NX7A3xJ8daF8TdLvviHr3gS68ZTeHvCfhbxFoPiTwD8S9b+Kvw4stL8RfpB\/wUV\/ao8TfsseE\/2e9R0D42\/syfs26b8X\/2h4fhJ4x+O37XHh3UPE\/wb+HHhs\/A744fFCG\/1HTbL4+fs1QLrXiHxP8ADHw34L0W51T4q6XYR3HiZlTTtW1CSws381\/ZT\/4KUfD3x9\/Yfw++Kfxe+Hvxk8f+M\/iD8T9E+Dvxi\/ZQ+B\/xq1H4AfHv4XfDL\/hW9r4v+OHh648O69+0l4b+GPwu+HXjf4lW3wd8efEPxr8d9V+G9v478M6leDxppaakfD2h\/wCoCw0cwVSjU\/eywlT65h6bnyzhLCVsrxVZ4Z4dr97GHK6uGxMvrlXLaubV6NGeXUcRXw\/+YmYVauGWT4jEclKFXJ\/7OoThBSpyweJzHi6eGq4uVZTVOvTzCObOjVw7p041KGW0sVGX1mNLF\/mNa\/8ABOf4x2PjKCx1X9iLx78QfiDe\/sy\/sq\/Df9mP9rb4i\/Ez9jLxjqf7Dnjj4afFr48eKtT17Xte8NeIfgv4u8D+KPh94U8ZfDIT2X7H\/wCzb4i8HahbeGbP4ReHtf8AFHgbw7aeJL77\/wDBX7J3irwd\/wAE6v25v2bvA\/7N1j8EfGPivx7+23f+D9F8P2vwe0jQvjja\/Ebx5438Y\/Dfxv4cHws8Wa2INO8V+BdZ8JfDu2g+KNj4H8eaRJ4bbRNZ8I6f4Z0vQb3Ueg\/ac\/4KtfCrwd8C\/Eniv9n+6+ImrfEib4h\/AT4feDbrxr+xH+2p4r8MXukfHL4xeGPhlB8avCPgbRPh18OvEv7RPwi0bS9X1LWNA8UfBvxovgb4j+KJfh\/8OPDfxMt\/FfxY+HVr4i+itS\/4KMfsneELf4if8J38TPEejWfwd8G+NvFvj34j6h+z\/wDtC+GPg5rdl8KICfitN8Kfihq\/w7u\/hr8W9S8DXFtqn\/CUeCvhF8QfiZ4u8KNo3iCw1m0N34X8QvY9lSri6sMbiqdOnRdermtKnX9jH2axM6mAzvMHSoQqQqVaGWqeXVsQ8RbDVoY5SqVcXjsPVr5f5lDB4XD08FGpKeKoTlltCMKmLaqTjleEr5XhqUZwlCpRlmFPOqsIVMIozVeChhHhITdHF\/nl+0f8Lr39ov8AaF1P9o3wX+zL+2B+1B8D\/jj+xP8As\/8Agr4Z+Kf2T\/2xvAv7P3w5h8S6F4\/\/AGnPEfijw9+0H8Pde\/bW\/Zssfiz4VTSPil4EEmg+NPhZ8evCMVlJ438M3PhWZr3xJ4Z17kdO\/Yg\/ayk8cWH\/AAlPwe0O5\/bPuvHfgbxlb\/8ABV\/wzc\/A6z8OfD\/4U6X8LPDWg+LfgDoGnp4m8O\/tI6Ro0+s6Z4w8H6Z8F\/CPwQtP2dtZsvF0PxS1LXNB8V6x4j0PR\/1R07\/goP8Assah4jvfCc3ir4leHdd0X4TQfHLxdbeOv2b\/ANpX4d2vw5+F1\/J42h0XxL8WdW8efCLw5pHwjl8UzfDrxpD4L8P\/ABNvvCfibxtNoNxF4S0bWpJ7JbmhJ\/wUY\/ZXh8Hf8Jhdat8b7G4bxta\/Dy2+F+o\/shftfad+0ZqXim+8Nal4ztINH\/ZYvvgVb\/tKa1o0\/hHRde8Tp4r0n4UXvhP+wfD3iLVTrYstA1may48TQpxeKU4VcPCShGcJValJ4al\/bftqSjyujChVqZnSjl9fGU6dLF4\/2Usuxdaup1qM9q9b6\/PC1qtenUqQw+EoJ0FSjTxDwnDGCyyFXkftZO+TYSGY06UajoYWtWnm2CpYepGhXo\/jdcf8E7f2gPFngzwx4U+DP7M3in9gzU9L1L9kLR\/j3468D+Mf2V7vxh8ffjN8Nv2nfhP4\/wDHP7aPhm80nxX8VdB+IutfD7wb4T+JfiHT\/iX+0z4U0X9oL4nXHxESy1\/4VXOqWUunJ+yn7IPwIg8Kfsh2X7PHxT+A3hT4ZSwaZ42+G\/xX8O+G30K58G\/Gu\/1GTUNE8dfHGwvdI8W+L\/FGo2n7Q73OofETU7\/4qa3\/AMLpuNS8Tak\/xOa48Wi+1bUOO8G\/tleKPGH7BPwl\/aestI8Pt8S\/jtY\/Djw58N9Em8OeKdG8Lt8SPjZ4\/wBM+G3w1bXvCmv6xp3jTTfDunax4i0fW\/GeiX2s6Z4ntdFsNctEl0\/VUihh+R\/H\/wDwUU+Lfg39rj4z\/A+P9o39hKTXvhJ8a\/gV8KPB\/wCxLqvgbxPp37Zn7SOj\/Ej4P\/APx14n8bfDDxH\/AMNayNoVnba78V\/GUmhL\/wAMu+PvDWlaJ8N9StvFvjO0s4fEXjXw3tRqTxuHxmVvD2w+PxePxONp1sPGnKeKx9XJIYzA+xgvrEJ5d\/aGWJ5PhKClDCZzh1LC4rCZVliyPPD4OGHqf2nhq03Xy3K8DiaU4117SjgcDWxGDwmLpVp8sVLH18TVvj510quKyvE154mhjMZmVTN+e+If7IX7Snj39mb462Hxi+CGlfGvxxrHiD9n79njTfA9zoX7Kfxq8d+N\/wBlP9mrxUtvB8YPAXhf9qy\/vP2TYPjb8RfEXiLx18bfDem\/HVrjRPDFjdeHE8TeHbjxzoFn4UX5t+EH\/BPX9qnTfgn4p8EwfBPxv4G0iP8AZN\/4KQ\/Cn4ZeDPibrv7HXhzxZod38Yv2g\/gv8Q\/gR4A1Twr+yTrGj\/s2eB5vGXh7wb4kvlsvhHo2j\/C3wVcFrfW59I1C73ah+2kH7f8A+yXJ4m8f+GLr4o3uhD4baV4\/1nXvGfi34a\/FjwZ8Itas\/hRO1p8UYvhp8cfFngXRvg18ZNU+G97Fdaf470P4ReO\/HGt+EdR07VtP1\/T7C90fVILTwjxp\/wAFM\/hHa+I\/gHf+FPEH\/CL\/AA28RfFf4leDP2iJP2gPhF8bPgD8SvhT4V8F\/svfFr4+6V4gn+G\/xt8N\/Cn4g+FbfW5vAmjzaT4h8S+A9U8P+LfDUutQ+FPtmoKuoacsFVq4fHVM2pYmdXFTy3MFUxNacKlL2ecZRHJsVnEotLDxxFZ0sXjoYnkWE\/tHGY9Ki8FOGBoxmdPA43B\/2biqFGOGhmOBX1XDudKo3k2LhmeGyOKhUVVYfD4dYXCSw8HHHRy3DYNfWY1aVPEn52\/tUfsofta\/td6x43+JnjH9mD48+Cfgx4s+P3gbxR40\/ZSsdc\/4Jl\/FL45fEvwZ4a\/Ztg+G3h\/xRqvgf9pjUf2jf2EPEcvgP4vWTa3F4E8dePorqPwnfaZ8U\/CXi+w+KPhTS\/h632t+x98K\/Eng\/wCMn7L\/AIDuJPFEF3+yV+xZ8YPAfxT0bxn42+HHjvxf4Rvv2jfi18FPFnwL+HfjDW\/g94H+GPwrj8VeFPh18DvEr3nhD4deB7LwJ8PdEvfDmh+DdQ17whd+GvF3in7H+Lf7Q+qeGfhH8Jvj94F025j+GWsfEX4Vr8ULH4n\/AA0+JHgDx5pPwd+JOsxeCL3xAvg3x1H8PfGfwx8SeB\/EPijwr428UQfEbwbc3Fh4H8O+MdIvvCun6tf2GuaHwvi39s6w+H3xd+Mlh4r8N\/EbXfg18Lbv4afC+G6+B\/7Mf7S\/7THxJvPjv4n8K6t8UfGVjrGi\/s5+Bvirqeg+AvDHwz1j4WNDrGq+B7DT28V+Kr3S7zxZHe\/2XotzGDUcurYieHhGg55tmlfF0a86rdCvX4cr5JXapYiq69LBVP8AWWhRoVaMJ05Z3Vp4eU1GnjacemS9q8PiKVR1ZwyinRoVaEKdWnVoYzOoYmtKo\/Yyo1cYsJltTntOEcPlMqeNpReNWHqP7uor89Ph3+3p4H8afG7x\/oU3iHw8vwMb4dfsT698G\/F9p4V8c2\/ivxN42\/a68b\/GfwPpfh7xPp13FLfaKsmteBfCOk2mnaz4Q8J6h4M1W+8RQePLq3Nu8ei+m\/EH9u39mf4apL\/bvinx7rt5aeKvHvhDUtE+F\/wE\/aB+NfifQ774W6la6N8RNd8R+FPg58LvHfiXw38PPB+r3+naXrnxV17StO+GNnqGp6XZv4uNxqdhHcOVo1PZNx9r\/tF6d1zp4SOXyxkXD4lLCRzbKniotXw6zPL3V5VjcN7TOGIpVE3GcXFfVmpXXLKONWL+pzhK9pU8W8Bj44aa92vLAY6NJzeEr+z+vqK+avg98b7vxx8VvjN8K9bv\/Cmr3fg7Tfhr8WPhz4g8GQXEOj+KvgD8bLHxJF8OtcuZJ\/EPiKO91628V\/Dv4l+HdS1bTbm00TX7DRNE8SaXpmkprc2j6d9K1ThUgoKpTnSqSp05zpVI8tSjOcFKdCqtUq1CblRrKMpwVWnNQnOKU3qpRbfLJSScXGUWnGpSqQjWw9eFtfY4rDVKOLw7koynhq9Go4R5+VFFFFSMKKKKACiiigAooooAKKKKACiivkn46\/txfs0\/s8SXem+PviJZXfiu0V93gfwjE3ijxYJ0DkWl5Y6exstCuJNh8seJtR0SJsofNAdC3r5JkGecSY6nlnD+UZlnWYVNYYPLMHiMbiOW6TqSp4eE5QpQbXtK0+WlTXvTnGN2efmeb5XkuFnjs3zHBZZg4aSxOOxNLC0eazagp1pwUqkre7Tjec3pGLeh9bUV\/Ot8XP8AgtX451G5ubH4IfCzQPDWmfvIodf+IlxdeItcnQs3l3UWh6He6TpGkXATbm3uNS8TW4cMTJIpCr+eXxC\/bx\/a6+JksreIPjr44061kZv+Jb4Mvo\/AOnCI5At5LfwXDoZvIVU7cahJeSSYDTSSyDfX9K8MfQ\/8Us6hSxGc1cj4UoTSlKlmGNlj8xjGWqawmV08VhlK2sqdfH0KkH7soqalGP4jnn0jOA8slOllkM0z+rFuKqYPDLCYJtb3xGPnQrNX0jKlhKsJWupcrTf9k+p6rpei2kl\/rGpWGk2EWTLe6neW9haRYVnPmXN1JFCmER3O5xhUZuikjz+++N3wX0wxrqXxd+GGnmYMYRfePvCloZQm0OYxPq0ZcIWUMVzt3LnGRX8Ous+INe8R3RvvEOt6vr16Rg3ms6le6pdEbUXBuL6aebG2NF+\/91EHRRjIr9ZwX0H8IoReY+IuJqVXrOOC4bpUYR0+GM6+c15Ts\/tunDmWnJF6n5\/ifpSYlzf1Pg2jCntF4nOqlSb13caWW0lG605VOVnrzPY\/uatfjx8Dr6dLWy+MvwpvLmXd5Vva\/ETwhcTybEaR9kMWsPI+yNHdtqnaisxwqkjvNG8SeHvEcL3Hh7XtF16CIgST6NqljqkMZJZQHksZ50QlkdQGYZKMBypx\/BTVuxv7\/TLmK9029u9PvISTDd2NxNaXMRIwTFPA8csZI4JVwccVpi\/oP5fKnL6j4iY2lVt7v1vhuhiKbkt1L2OcYWSUlZXXM4\/FafwkYf6UmMU19a4Nw1SF3zfV86q0ZpaWt7TLa6bTu2nbm0V47v8Avlor+KTwB+2N+1L8MZo5fB3x2+I1pFCUMWm6vr9x4s0JDGAqlfD3i4a5oQJVVR\/+Jd+8jSOOTciIq\/oJ8KP+Cz3xr8OzW1n8XPAfg\/4j6SpRZ9T0H7R4I8U7SNsk7yQ\/2r4buynEkdrDoOk+Y2+N7yNXR4PyziX6HHiXlMKlfIcfkHFNKCbjQoYmplWZVLK7Sw+ZQhgFf7P\/AAquTenKtL\/eZJ9JHgjMJQpZthM2yGpJpSq1aEMwwUL6a1sFKWLduv8AsCSWt3ql\/SvRXwV8C\/8AgpJ+yx8c57LR7TxnJ8PPFt7sji8L\/EuG38NS3NywVfs+na+Lu88K6hLNO3k2VnHrcerXpK+Xpau3lr96BgwDKQysAVYHIIIyCCOCCOQRwRX80cQ8LcScJY55bxNkeZ5HjUnKNDMsHWwrqwTs6uHnUiqeJo30VfDzq0ZfZmz9vybPsl4hwqxuR5pgc1wt0pVcFiKddU5NX9nWjCTnQq21dKtGFRdYoWiiivAPWCiiigAooooAKKKKACv59vjP\/wAEJv8Ahb3xh+LHxY\/4am\/4R7\/hZ\/xL8d\/ET+wP+FIf2t\/Yf\/Ca+KNV8S\/2P\/av\/C3tM\/tP+zP7T+xf2h\/Zun\/bPI+0\/YrTzPIj\/oJor5Di\/gPhPjzDYPCcWZV\/auHwFepicJT+vZlgfZVqtP2U58+W4zBzqc0Fy8tWU4LdRT1P0rw28XvETwhx2ZZl4d8Q\/wCr2NzjC0cFmNb+ycjzb6xhaFZ16VL2eeZZmdKjyVW589CFKpL4ZTcdD+av\/iHj\/wCrvv8AzAH\/AOOuvS\/gx\/wQm\/4VD8YfhP8AFj\/hqb\/hIf8AhWHxL8CfET+wP+FIf2T\/AG5\/whXijSvEv9j\/ANq\/8Le1P+zP7T\/sz7F\/aH9m6h9j8\/7T9iu\/L8iT+gmivicN9H3whweJw+Lw3CPs8Rha9LE0Kn9vcTz9nWoVI1aU+SpnUoS5ZxjLlnGUJWtKLTaP1TH\/AEyvpJZngcZluN8R\/b4LMMLiMFi6P+qHAdP22FxdGdDEUvaUeF6dWn7SlUnDnpThUjfmhOMkmvC\/i78Fv+Fq+N\/2avGX\/CS\/2D\/wzx8btT+Mf9m\/2N\/an\/CX\/wBpfAb42\/BH\/hHPtn9q6d\/wj\/k\/8Lj\/AOEm\/tf7Lrfmf8I5\/Yv9lx\/2v\/a2l8X8Tf2XNF+K3xx0\/wCLHiXxHP8A8I4P2YPjn+zJr\/gO20ySG51rRfjl4o+Fuvar4ht\/FsWsRS6RPpFj8N59Ji06PQruS8k19dRTVtPbSRaaj9UUV+x1YQrwjTrQhVpxo5lh\/Z1IxnTlQzjK8bkuZUpwknGpDFZZmOMwslUUuSNZ1KXJWhTqQ\/madarUdBynK+Gp5bSoSi\/ZypwyjPXxLlyjKHLLmw2dt45Tbc6j\/wBnqyqYVKgfiH8CP+CNPhv4J+GD4X0nxH+yr4U\/sfXv2YH0DxX+z3\/wT++En7OfxA8beGf2bP2jfhR8fY7r9o7xx4U8b65r3xf+KPjhfhJpXhvUfFHgu5+Cnwq03V\/EPiPxy3wH1fUf+Ee0vw\/yNt\/wQz8A6Pa\/HTw34S8QfsueCfD3xL8JftAeG\/BnxG8LfsC\/CjTv2utNb4\/ya\/JfWfxp\/ap\/4TmTxF8Y\/CvgeLxTqmn+G7Hwd4P+BXjrxDpOleErH4nfErx8bDxTN40\/eqiur63X56VRzUqlF5k6VSVOnOpB5xTwdHMmpyg5P61Ty\/BqV2+R0Izpck5TlLkdCk8LPBcnLhZ43DZhKjBypr63g6VKjhppwcZRp06dCjH6vGSw03TjKpRnL3j8+\/jn+wB4S\/aBm\/bFs\/HPja5Hhj9rn9n\/AOCvwNv9FtfCGh6hN4IuPgtq3xa17SfGH\/FUT+IfC\/jeLUdY+Jen3dx4M8T+D28NzW\/heXStej8SaT4ivLGz+cPhP\/wS58c\/Ai20nxv8DfiF+xN8B\/jvoHjeXXdLl+Af\/BNvwx8Gf2XdQ8L6j4F1jwNr2leMvgB4G\/aI0z4q+MfHGrw6wus2\/wARtS\/apibw1faJpOk+EvC+heEtW+Inhzx9+ydFczjFzrzsufFUsJQrzSSnUo4DF\/XsLTclaShSxV6nLFpVFKdOrz0pzhIVCkoYamoe5hK1fEUI80rQrYnBwwFWo9b1JfVacadP2nOqE061BU68pVH+d1\/+yV418A\/sO\/Cj4F+HvFMnxg+KP7OWqfB34m+Gddm0bRfAj\/Fvxx8DPidoPxYj0abR7jXz4b8JTfEibQbzwvFJc+IY9B8O3muQ6pPdQ6fYNGnA\/Eb9hr4+\/E3xT+09Y2P7Qnwq8F\/s3\/toeLvBnjX4yfCXxF+y7rfi74\/+GobD4IfB34LeKPDvgH492H7Vtr8LPDur32jfCLTtS0XxDqf7O3xCi8I+IdTvbyzPiZLLS7pP1Poq8NKWDdT6u1ShUnOo6EIQjhlOqsrWI\/2ZRVCcMTHI8jjUpVadSjCOU4SNCnRTxP1jWS5o1YvR18Cstr1VpiKmChiZ4yhQWK\/3mj9WxVfGV6E8PVo1YVMdjJSnL2vu\/kJrf\/BLPWfGfhm0+Dfjf9oa0u\/2c\/hfN8Utc\/Zk8I+FPg\/J4e+L\/wAMPGvxIn1y403XviZ8Xtb+KfjLwt8aNM+GP\/CUa\/ZeBNAsPgx8LDf6e+kj4k6t8QdT0+81XVs74k\/8EoJ\/2nfE+g\/EL9sj4zeCfit8QLXxxZ+JdZvPhP8AAjU\/gz4W07TPBvwO+NPwp+D9z8JtH8U\/G743eLfhb8WPhd4w+N\/iD4z6N8Y3+IXjDWrfxvpOgjwvovg5NK026sf2MorGNKEKfs4c1NfVqOEjOnOpTrU6WGqzr4eVHEQlGvRxFCtN1aWLo1IYunUUJwrKVOm45qhSVRVYwUZrEzxa5G4x9tUwywc704tU3ReFXsVhnF4aMHPkpRc5uXjOm\/DHX\/EvwFb4O\/HzxXo3xW1rxH8N9S+HfxP8Y+H\/AAfP8OtK8cxa3ol14e13V7XwdP4r8cSeGptX0+6kkurKLxTq0EV\/LPPZPa2rwWNr+evxD\/4Jj+IPHn7Ovwp+EevfFj4LfF\/x14V+KvjH4xfF\/Wf2sf2WZ\/2g\/wBn79oTxr4903xLaatq\/j79mTTfjz8KbKa+8I3OsaNL8IZNV+J3iWz+HFn4X0yBdP1\/U4tP1rS\/1woqq0IV54mpUjHnxjw\/t3CKpXjhcW8fQp01SUFQorGezxE6OHVKjWqYfCOtCosHhVR2g3ClhqMbOlhJVp4aE0qkaVSvhHgatWKqKX714SUqEarvUpxnP2coynNv8bPhp\/wSl8SfCb4Vw+E\/B\/7QHgq0+IHh\/wCHX7DvhzwH4lb9ni5tPhn4Z8bfsTfFb4g\/FXQ\/EFz8ItC+N+i3l\/4C8bXfjs+HX+GmjfEjwtd+EtD0tU0zx3f3Fxby6d5z8Qv+CL7fE7UdD+I3xF8f\/skfG743y6v8crnxzrX7Tv8AwT28H\/tB\/BafS\/jn8QLH4mXknwl+DHiv442Ot\/CXxn8OvENtfaP8PvFd38W\/iBYXvgrWb3Rfix4V+Ket2ui+KdK\/dmihwg8V9dcIPE3xsoVXCLdGWZUMvwuYTw8WuTDVMbhspy3DYmpQjTnWw+DoUZydKPK84U4QofV4wiqV8G2rJzmsv+uPAU6lV3q1aODnmOOrYahUnKjRxOKr4mnCOIqOofGX7OXwK1nwB8WPi18Qta0e58P6fD8N\/gJ+y\/8ADKxubb4f6bNr3wm\/ZusfHmq6R8QrjQfhbHYeBfCp8ZeNPjF47i0nwloXh3wlbaH4X0Hw\/t8J+FVvV8MaJ9m0UVtVrVa8lUrTdWq4wVWrJRUq1VRXta84wjClCpiKvPXqwoU6OHhUqTjh6FCiqdGBCnGmlGHNyxhRpQU51KsoUMLh6ODwdD2tWU606eEwWHw2DoOtUqVVh8PSjOpOUXJlFFFZlhRRRQAUUUUAFFFFABXzd+0T+1h8E\/2YNBXVfih4pjg1e8t3uNB8E6MsWp+NPEYVnjDaboomh8iy8yOSJ9Z1afTdEhmQ28morctFBJ8R\/t0\/8FNPD\/wGn1X4V\/Bf+zPGHxdiSW01vXZWjvvC3w6uTuje3uY0LR694stuSdGDrp2kT7P7aluLiGfQ5P5pfGvjfxf8RvE+reM\/HfiLVvFfinXLk3Wq65rV3JeX11LgIimSQ7Yba3iVLezs7dYrSytY4rW0ggtoook\/rnwV+i5m\/HNLCcTcbTxfD\/CtaMMRgsFTUaed57RlaUKtNVYTWWZdWj70MVWpzxOKpWlhcPGjVpY1fzx4m+O+XcLVMRknDEcPnGf0nKjisVNueV5VVWkqc3TlF47GU3pKhSnGjQn7tetKpTqYV\/oH+0v\/AMFQv2gfjlcajongvU7r4NfDqcyQRaH4R1CWLxRqdodybvEPjOGO01R2uIndLjTtD\/sbSpIH+y3lvqOw3Mn5qu7yO0kjM7uzO7uSzu7EszMxJLMxJLMSSSSSc02iv9GeFeDeF+CcthlPCuSYDJcDFQ54YSilWxM4R5Y1sbi5ueKx2Ito8Ri61as1o520P4yz7iTPeKMbLMM\/zTF5nipOXLLEVG6dCMnd08Lh48tDC0bq6o4enSpp68t9Qooor6Y8MKKKKACiiigAooooAK+2f2bf2\/P2hv2a7mxsND8Tz+M\/AFuUjn+HPjW5u9V0GK1BXMfh67klbU\/CkyJ5jQLo1zFpZuJDPqGkaiVCV8TUV4nEHDeQcVZbWyjiPKMBnWW10+fCZhh4V6ak00qtGUl7TD4iF70sRh50q9KVp0qkJJNeplGdZtkGNp5jkuY4vLMbSaccRhK06U2k03Cok+StSla06NWM6VRe7OEoto\/sW\/ZX\/b0+B\/7VEEOk+H9Qk8HfElLdpr74beKLi2i1eUQxGW6uPDN+hSy8VafAqSyPJYLDqtvbRG61TRtNhZC321X8DmnalqOj6hZatpF\/e6Xqmm3UF9p2paddT2OoWF7bSLNbXdleW0kVxa3VvKiSwXEEkcsUiq8bqygj9\/f2Fv8Agqk2q3WlfCX9qTWLaC8naDTvC3xhuhDZ21xKxWG2034hmNYrW1lclYofGCJDbMdh8RpE32rXZP8APbxo+ihjuHKOL4m8N\/rWb5LRjOvjeG6zlic4y6lG8p1ctqpc+bYOnG7lh5r+0qMIpqWYXqTpf2D4Z\/SAwudVMPkfGv1fLszqyjRwudU1GhluMqO0YwxsG+XL8RUdrVov6lUlJprB2hCf7zUU1JElRJYnWSORVeORGDo6OAyOjqSrKykMrKSGBBBINOr+Kz+m7hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX4jf8ABSf\/AIKJXHw9fVf2fvgNrvk+OSkll8RvH2lzAyeDY5V2y+FvDd3GxEfiyWNius6rCd\/hmJhZWMi+Innn8P8A0B\/wUo\/bSX9m74eL4A8A6qkXxp+ImnzJpU1tIDdeB\/C0jS2l\/wCMJApLQancuk+m+FQ+z\/iYJeaspkXRHtrr+U64uJ7uea6upprm5uZpLi4uLiR5p7ieZ2kmmmmkZpJZpZGZ5JHZnd2ZmYsSa\/tz6MHgHQ4ieH8R+M8Eq2SUK8nw1kuKpc1LN8Th58ss2x1KonGrlmGrRlTwmHknHHYqlOpWX1ShGGN\/l\/x08W6uTKtwXwziXTzSrSSzvM6E7VMuo1Y8yy\/Czi7wx1elKM8RWTUsLQnGFL\/aKrnhmSSSTSSSyu8ssrtJLLIzPJJI7FnkkdiWd3YlmZiWZiSSSaZRRX+ji00Sslokuh\/F9wooooAKKKKACiiigAooooAKKKKACiiigAooooA\/aj\/gnB\/wUVf4aT6R8Bfjvrk83w7upoNO8A+OdUuDKfANxKwit\/D+u3MuZD4MndkjsL+WRh4Uk2wzAeHZDLoP9I6srqrowZGAZWUhlZWGVZWGQQQQQQcEciv4EK\/oq\/4JVftxS+LrPTf2YfirqrTeJdHsJE+E3iO\/n3y67omm27TS+CL6aQ731TQbCGS48Pzuz\/bdDtp9Ncwz6TZDUv4H+lD4BUVQx3idwXglSqUnUxXGGT4WCVOdL4qvEOCowS9nUpu885pU1yVIN5lywnTx1St\/WvgV4uVXVwnA3E2K54TUMPw5mVeTc41Php5Piasn78Jq0ctqTfNCaWC5pxnhYUv3Gooor\/P8\/rsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvM\/jH8VvCvwQ+GXjL4qeM7jyNA8HaNPqdxErolzqV2StvpWi2HmfI2pa3qk1npWno5CG7vIjKyRB3X0yv50f+CyX7Rx1\/xh4Z\/Zs8OXpbS\/BP2Txl8QfJf5bjxZqtgx8NaNNtIJ\/sTw9fSatMh3wzTeJLPcFuNNG39P8HvDyv4nce5Pwyvawy5zlmOe4mlpLC5JgpQnjJRnr7OriZTo5fhqjUlDF4yhKUXBSPhfEfjGlwPwlmWeP2csaorB5VQqbV8zxSlHDRcftwoKNTF14Jpyw+GqpNSaPyK+MnxY8WfHH4m+MPin41umude8X6vcajLCJJJLXS7LIi0vQ9OEhLR6ZomnR22mWEbfOLa2jaVnmaSR\/MqKK\/2fwWCwmW4PCZfgMPSwmBwOGoYPB4WhBQo4bC4alGjQoUoLSNOlShGEIraMUj\/NDFYrEY3E4jGYutUxGKxVariMTXqycqlavWnKpVq1JPWU6k5SlJ9W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alt=\"WACC chart\" \/><\/div>\n<div id=\"rgCoCTable\" class=\"table\">\n<div class=\"row\">\n<div class=\"hcell\">Component<\/div>\n<div class=\"hcell\">Value<\/div>\n<div class=\"hcell\">%<\/div>\n<div class=\"hcell\">K<\/div>\n<div class=\"hcell\">Cost Of<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Common Equity<\/div>\n<div class=\"cell\">573574646466<\/div>\n<div class=\"cell coctextalign\">99<\/div>\n<div class=\"cell coctextalign\">Ke<\/div>\n<div class=\"cell coctextalign\">8.67<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Debt (Book Value)<\/div>\n<div class=\"cell coctextalign\">3938000000<\/div>\n<div class=\"cell coctextalign\">1<\/div>\n<div class=\"cell coctextalign\">Kd<\/div>\n<div class=\"cell coctextalign\">2.08<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Preferred (Book Value)<\/div>\n<div class=\"cell coctextalign\">0<\/div>\n<div class=\"cell coctextalign\">0<\/div>\n<div class=\"cell coctextalign\">Kp<\/div>\n<div class=\"cell coctextalign\">0.00<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Enterprise Value<\/div>\n<div class=\"cell coctextalign\">577512646466<\/div>\n<div class=\"cell coctextalign\">100<\/div>\n<div class=\"cell coctextalign\"><\/div>\n<div class=\"cell coctextalign\"><\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell coctextalign\">Weighted Average Cost of Capital<\/div>\n<div class=\"cell\"><\/div>\n<div class=\"cell\"><\/div>\n<div class=\"cell coctextalign\">WACC<\/div>\n<div class=\"cell coctextalign\">8.60<\/div>\n<\/p><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div>\n        The Company&#8217;s Beta was calculated as 0.85 using a 60 month time frame and the Nasdaq index.<\/p>\n<p>Note: Higher risk premiums imply investors require greater returns<br \/>\n            <br \/>The Company&#8217;s Cost of Preferred equity was calculated using the preferred stock dividend divided by the book value of prefrerred shares for the company<br \/>\n            <br \/>The Company&#8217;s Cost of Debt was calculated as the weighted average Interest paid for the last 3 years divided by the book value of weighted average interest bearing debt outstanding<\/p><\/div>\n<div id=\"rgAD\" class=\"heading-text\">\n<h3>Analyst Coverage<\/h3>\n<\/p><\/div>\n<div>\n        We have 11 Analysts covering <strong>GOOG:NAS<\/strong>.<\/div>\n<h4>GOOG:NAS Alphabet<\/h4>\n<p style='text-align: left;  font-size: 14px;'>Current Price: 915.24 USD<\/p>\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>2017<\/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>39.5440<\/td>\n<td>45.9348<\/td>\n<td>47.8503<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>10<\/td>\n<td>10<\/td>\n<td>4<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>97,748.7<\/td>\n<td>113,832.8<\/td>\n<td>130,031.1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>9<\/td>\n<td>9<\/td>\n<td>4<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>982.9091<\/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>52.4656<\/td>\n<td>59.7878<\/td>\n<td>56.7340<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>38,384.6<\/td>\n<td>44,572.3<\/td>\n<td>44,781.8<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>26,417.1<\/td>\n<td>30,796.6<\/td>\n<td>34,000.8<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>-13,834.2<\/td>\n<td>-24,131.7<\/td>\n<td>174,581.0<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>19.7833<\/td>\n<td>20.0000<\/td>\n<td>20.5000<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>16.4300<\/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>12,079.8<\/td>\n<td>13,455.2<\/td>\n<td>15,972.9<\/td>\n<\/tr>\n<\/table>\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(out of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Recommendation<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>10<\/td>\n<td class=''>2<\/td>\n<td class=''>1<\/td>\n<td class=''>4.3846<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2017-4-24<\/td>\n<\/tr>\n<\/table>\n<div>Based on the 11 Analysts we have covering <strong>GOOG:NAS<\/strong> we see a consensus price target for 2017 of $982.91 (USD).\n    <\/div>\n<div class=\"heading-text\">\n<h3>Forecasted Financial Statements<\/h3>\n<\/p><\/div>\n<p>        The resulting projections of the 11 analysts are shown here:<\/p>\n<div id=\"rgFinacialForecast\">\n<h3>Income Statement Projections for <br \/> GOOG:NAS Alphabet<\/h3>\n<p><span>millions<\/span><span>10<\/span><span>18<\/span><span>3<\/span><\/p>\n<table class='standardTable' id='AnalystForecast'>\n<tr>\n<th class='forecastrowheader'>Line Item USD Millions<\/th>\n<th class='forecastcolheader'>2012<\/th>\n<th class='forecastcolheader'>2013<\/th>\n<th class='forecastcolheader'>2014<\/th>\n<th class='forecastcolheader'>2015<\/th>\n<th class='forecastcolheader'>2016<\/th>\n<th class='forecastcolheader'>Weighted<br \/>Average<\/th>\n<th class='forecastcolheader'><span>2017<\/span><\/th>\n<th class='forecastcolheader'><span>2018<\/span><\/th>\n<th class='forecastcolheader'><span>2019<\/span><\/th>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Total Revenue<\/td>\n<td>50,175<\/td>\n<td>59,825<\/td>\n<td>66,001<\/td>\n<td>74,989<\/td>\n<td>90,272<\/td>\n<td>100.00<\/td>\n<td> <span>97,749<\/span><\/td>\n<td> <span>113,833<\/span><\/td>\n<td> <span>130,031<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Cost Of Revenue<\/td>\n<td>20,634<\/td>\n<td>25,858<\/td>\n<td>25,691<\/td>\n<td>28,164<\/td>\n<td>35,138<\/td>\n<td>39.12<\/td>\n<td> <span>31,200<\/span><\/td>\n<td> <span>36,401<\/span><\/td>\n<td> <span>44,804<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Gross Profit<\/td>\n<td>29,541<\/td>\n<td>33,967<\/td>\n<td>40,310<\/td>\n<td>46,825<\/td>\n<td>55,134<\/td>\n<td>60.88<\/td>\n<td> <span>66,549<\/span><\/td>\n<td> <span>77,432<\/span><\/td>\n<td> <span>85,227<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Selling General And Administration<\/td>\n<td>9,988<\/td>\n<td>12,049<\/td>\n<td>13,982<\/td>\n<td>15,183<\/td>\n<td>17,470<\/td>\n<td>20.03<\/td>\n<td> <span>15,973<\/span><\/td>\n<td> <span>18,635<\/span><\/td>\n<td> <span>22,937<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Research And Development<\/td>\n<td>6,793<\/td>\n<td>7,952<\/td>\n<td>9,832<\/td>\n<td>12,282<\/td>\n<td>13,948<\/td>\n<td>15.28<\/td>\n<td> <span>12,192<\/span><\/td>\n<td> <span>14,224<\/span><\/td>\n<td> <span>17,508<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>EBITDA<\/td>\n<td>16,432<\/td>\n<td>18,518<\/td>\n<td>22,339<\/td>\n<td>24,818<\/td>\n<td>30,418<\/td>\n<td>33.23<\/td>\n<td> <span>38,385<\/span><\/td>\n<td> <span>44,572<\/span><\/td>\n<td> <span>44,782<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Depreciation and Amortization<\/td>\n<td>2,962<\/td>\n<td>3,939<\/td>\n<td>4,979<\/td>\n<td>5,063<\/td>\n<td>6,144<\/td>\n<td>6.86<\/td>\n<td> <span>6,955<\/span><\/td>\n<td> <span>8,006<\/span><\/td>\n<td> <span>6,265<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Operating Expense<\/td>\n<td>16,781<\/td>\n<td>20,001<\/td>\n<td>23,814<\/td>\n<td>27,465<\/td>\n<td>31,418<\/td>\n<td>35.31<\/td>\n<td> <span>34,516<\/span><\/td>\n<td> <span>40,195<\/span><\/td>\n<td> <span>45,915<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Operating Income<\/td>\n<td>12,760<\/td>\n<td>13,966<\/td>\n<td>16,496<\/td>\n<td>19,360<\/td>\n<td>23,716<\/td>\n<td>25.57<\/td>\n<td> <span>32,033<\/span><\/td>\n<td> <span>37,237<\/span><\/td>\n<td> <span>39,312<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>EBIT<\/td>\n<td>13,470<\/td>\n<td>14,579<\/td>\n<td>17,360<\/td>\n<td>19,755<\/td>\n<td>24,274<\/td>\n<td>26.37<\/td>\n<td> <span>31,430<\/span><\/td>\n<td> <span>36,567<\/span><\/td>\n<td> <span>38,516<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Interest Income<\/td>\n<td>713<\/td>\n<td>785<\/td>\n<td>746<\/td>\n<td>999<\/td>\n<td>1,220<\/td>\n<td>1.31<\/td>\n<td> <span>1,277<\/span><\/td>\n<td> <span>1,487<\/span><\/td>\n<td> <span>1,698<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Interest Expense<\/td>\n<td>84<\/td>\n<td>83<\/td>\n<td>101<\/td>\n<td>104<\/td>\n<td>124<\/td>\n<td>0.14<\/td>\n<td> <span>144<\/span><\/td>\n<td> <span>166<\/span><\/td>\n<td> <span>130<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Pre-Tax Income<\/td>\n<td>13,386<\/td>\n<td>14,496<\/td>\n<td>17,259<\/td>\n<td>19,651<\/td>\n<td>24,150<\/td>\n<td>26.23<\/td>\n<td> <span>31,286<\/span><\/td>\n<td> <span>36,401<\/span><\/td>\n<td> <span>38,387<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Tax Provision<\/td>\n<td>2,598<\/td>\n<td>2,282<\/td>\n<td>3,331<\/td>\n<td>3,303<\/td>\n<td>4,672<\/td>\n<td>4.80<\/td>\n<td> <span>4,869<\/span><\/td>\n<td> <span>5,604<\/span><\/td>\n<td> <span>4,386<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Net Income<\/td>\n<td>10,737<\/td>\n<td>12,920<\/td>\n<td>14,444<\/td>\n<td>16,348<\/td>\n<td>19,478<\/td>\n<td>21.69<\/td>\n<td> <span>26,417<\/span><\/td>\n<td> <span>30,797<\/span><\/td>\n<td> <span>34,001<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Diluted Average Shares<\/td>\n<td>664<\/td>\n<td>677<\/td>\n<td>687<\/td>\n<td>693<\/td>\n<td>699<\/td>\n<td><\/td>\n<td> <span>668<\/span><\/td>\n<td> <span>670<\/span><\/td>\n<td> <span>711<\/span><\/td>\n<\/tr>\n<tr>\n<td colspan='10'>\n<hr>\n<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Diluted EPS<\/td>\n<td>16.17<\/td>\n<td>19.08<\/td>\n<td>21.02<\/td>\n<td>22.84<\/td>\n<td>27.85<\/td>\n<td><\/td>\n<td> <span>39.54<\/span><\/td>\n<td> <span>45.93<\/span><\/td>\n<td> <span>47.85<\/span><\/td>\n<\/tr>\n<tr>\n<td colspan='7' class='forecastrowheader'># Of Analysts<\/td>\n<td>10<\/td>\n<td>10<\/td>\n<td>4<\/td>\n<\/tr>\n<\/table><\/div>\n<p>        As a measure of Cash flow for the company we start with the EBITDA above and adjust as you see in the Discounted Cash Flow Analysis<\/p>\n<div class=\"heading-text\">\n<h3 id=\"rGdcf\"> Discounted Cash Flow<\/h3>\n<\/p><\/div>\n<div>\n        Using a Discounted Cash flow model we generate a Value per share for <strong>GOOG:NAS<\/strong> of <strong>$718.68 (USD)<\/strong>\n    <\/div>\n<div class=\"rgTable\">\n<table>\n<tr>\n<td>Year<\/td>\n<td align=\"center\">2017<\/td>\n<td align=\"center\">2018<\/td>\n<td align=\"center\">2019<\/td>\n<td id=\"TerminalCell\" style=\"width:100px;\">Terminal Growth Rate(%)<span>3<\/span><\/td>\n<\/tr>\n<tr>\n<td>EBITDA (Cash Flow)<\/td>\n<td><span>38384600000<\/span><\/td>\n<td><span>44572300000<\/span><\/td>\n<td><span>44781800000<\/span><\/td>\n<td style=\"width:120px;\"><span>46125254000<\/span><\/td>\n<\/tr>\n<tr>\n<td>Normalizations &#038; Adjustments<\/td>\n<td><span>0<\/span><\/td>\n<td><span>0<\/span><\/td>\n<td><span>0<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td>Normalized EBITDA<\/td>\n<td><span>38384600000<\/span><\/td>\n<td><span>44572300000<\/span><\/td>\n<td><span>44781800000<\/span><\/td>\n<td><span>46125254000<\/span><\/td>\n<\/tr>\n<tr>\n<td id=\"TaxRateCell\">Tax Rate(%)<span>19.3458<\/span><\/td>\n<td><span>7425807946.80<\/span><\/td>\n<td><span>8622868013.40<\/span><\/td>\n<td><span>8663397464.40<\/span><\/td>\n<td><span>8923299388.33<\/span><\/td>\n<\/tr>\n<tr>\n<td>+\/- Tax Loss Carry Forward<\/td>\n<td><span>0<\/span><\/td>\n<td><span>0<\/span><\/td>\n<td><span>0<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td>Net Operating After Tax Cash Flow<\/td>\n<td><span>30,958,792,053<\/span><\/td>\n<td><span>35,949,431,987<\/span><\/td>\n<td><span>36,118,402,536<\/span><\/td>\n<td><span>37,201,954,612<\/span><\/td>\n<\/tr>\n<tr>\n<td>Capital Investment Required (Estimate)<\/td>\n<td><span>-8295400000<\/span><\/td>\n<td><span>-8295400000<\/span><\/td>\n<td><span>-8295400000<\/span><\/td>\n<td><span>-8295400000<\/span><\/td>\n<\/tr>\n<tr>\n<td>Tax Shields on Capital Investment<\/td>\n<td><span>1122111670<\/span><\/td>\n<td><span>1122111670<\/span><\/td>\n<td><span>1122111670<\/span><\/td>\n<td><span>1122111670<\/span><\/td>\n<\/tr>\n<tr>\n<td>Incremental Working Capital Requirements<\/td>\n<td><span>824400000<\/span><\/td>\n<td><span>824400000<\/span><\/td>\n<td><span>824400000<\/span><\/td>\n<td><span>824400000<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discretionary Cash Flow<\/td>\n<td><span>24,609,903,723<\/span><\/td>\n<td><span>29,600,543,657<\/span><\/td>\n<td><span>29,769,514,206<\/span><\/td>\n<td><span>30,853,066,282<\/span><\/td>\n<\/tr>\n<tr>\n<td>Terminal Multiple ( 100 \/ (WACC &#8211; Growth Rate ))<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>17.85<\/span><\/td>\n<\/tr>\n<tr>\n<td>Capitalized Terminal Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>550,611,478,887<\/span><\/td>\n<\/tr>\n<tr>\n<td>Year: (For Discounted Calculations)<\/td>\n<td><span>1<\/span><\/td>\n<td><span>2<\/span><\/td>\n<td><span>3<\/span><\/td>\n<td><span>3+<\/span><\/td>\n<\/tr>\n<tr>\n<td>WACC: <select name=\"waccMain\" id=\"waccMain\" onChange=\"recalculateWacc(this)\" style=\"border-style:None;\"><option value=\"7.10 - User Defined\">7.10 &#8211; User Defined<\/option><option value=\"8.59 - User Defined\">8.59 &#8211; User Defined<\/option><option value=\"8.59 - User Defined\">8.59 &#8211; User Defined<\/option><option selected=\"selected\" value=\"8.60 - User Defined\">8.60 &#8211; User Defined<\/option><option value=\"8.62 - Pre Defined\">8.62 &#8211; Pre Defined<\/option><\/select><\/td>\n<td><span>8.60<\/span><\/td>\n<td><span>8.60<\/span><\/td>\n<td><span>8.60<\/span><\/td>\n<td><span>8.60<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discounted Annual Cash Flows<\/td>\n<td><span>22,660,339,821<\/span><\/td>\n<td><span>25,096,473,227<\/span><\/td>\n<td><span>23,240,274,788<\/span><\/td>\n<td><span>429,847,863,227<\/span><\/td>\n<\/tr>\n<tr>\n<td>Present Value of Discretionary Cash Flow<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>70,997,087,836<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discounted Terminal Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>429,847,863,227<\/span><\/td>\n<\/tr>\n<tr>\n<td>Total Discounted Cash Flow<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>500,844,951,063<\/span><\/td>\n<\/tr>\n<tr>\n<td>Present Value of Tax Shields<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td>Redundant Assets<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td>Enterprise Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>500,844,951,063<\/span><\/td>\n<\/tr>\n<tr>\n<td>Less Interest Bearing Debt<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>3938000000<\/span><\/td>\n<\/tr>\n<tr>\n<td>En Block Fair MarketValue(FMV) Equity<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>496,906,951,063<\/span><\/td>\n<\/tr>\n<tr>\n<td>Book Value of Preferred Equity<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td>Value of Common Equity<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>496,906,951,063<\/span><\/td>\n<\/tr>\n<tr>\n<td>Number of Fully Diluted Shares Outstanding<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>691420327<\/span><\/td>\n<\/tr>\n<tr>\n<td>Calculated Value Per Share ($\/share)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>$718.68 (USD)<\/span><\/td>\n<\/tr>\n<\/table>\n<h4>Discounted Cash Flow Sensitivity Analysis for GOOG:NAS<\/h4>\n<div><label>DCF Valuation Analysis for Alphabet<\/label><\/div>\n<div class=\"dcftable table\">\n<table>\n<tr>\n<th style=\"border-width:1px;border-style:solid;width:225px;\">GOOG:NAS<\/th>\n<th style=\"border-width:1px;border-style:solid;width:125px;\">Current Values<\/th>\n<th colspan=\"2\" style=\"border-width:1px;border-style:solid;width:130px;\">Valuation If Dropped *<\/th>\n<th colspan=\"2\" style=\"border-width:1px;border-style:solid;width:130px;\">Valuation If Raised *<\/th>\n<\/tr>\n<tr>\n<th style=\"border-width:1px;border-style:solid;width:225px;\">Calculated Value:<\/th>\n<th style=\"border-width:1px;border-style:solid;width:125px;\">$718.68<\/th>\n<th style=\"border-width:1px;border-style:solid;width:130px;\">1%<\/th>\n<th style=\"border-width:1px;border-style:solid;width:130px;\">5%<\/th>\n<th style=\"border-width:1px;border-style:solid;width:130px;\">1%<\/th>\n<th style=\"border-width:1px;border-style:solid;width:130px;\">5%<\/th>\n<\/tr>\n<tr>\n<td style=\"border-width:1px;border-style:solid;\">WACC (or Ke)<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">8.60<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$878.13<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$607.58<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td align=\"center\"><\/td>\n<\/tr>\n<tr>\n<td style=\"border-width:1px;border-style:solid;\">Terminal Growth Rate<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">3.00<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$618.35<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$862.58<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td align=\"center\"><\/td>\n<\/tr>\n<tr>\n<td style=\"border-width:1px;border-style:solid;\">Tax Rate<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">0.19<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$766.05<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$671.30<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td align=\"center\"><\/td>\n<\/tr>\n<tr>\n<td style=\"border-width:1px;border-style:solid;\">Cash Flow<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">46125254000<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$674.89<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$762.46<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td align=\"center\"><\/td>\n<\/tr>\n<tr>\n<td style=\"border-width:1px;border-style:solid;\">Capital Expenditures<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">-8295400000<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$711.45<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$725.90<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td align=\"center\"><\/td>\n<\/tr>\n<tr>\n<td style=\"border-width:1px;border-style:solid;\">Long Term Debt<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">3938000000<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$718.96<\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\"><\/td>\n<td align=\"center\" style=\"border-width:1px;border-style:solid;\">$718.39<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td align=\"center\"><\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div><label style=\"color:red;\">* Changes are absolute: ex WACC from 8% to 7%<\/label><\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3 id=\"rGCC\">Comparable Companies<\/h3>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"compRatioHeader\">\n<h4>(Using Price Based Ratios)<\/h4>\n<\/p><\/div>\n<div>\n            We ran <strong>GOOG:NAS<\/strong> against comparable companies in its space and generated a valution of <strong>$1,383.60 (USD)<\/strong>. The comparable companies included Facebook (FB:NAS)\n        <\/div>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company GOOG:NAS<\/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>$27.85 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$201.09 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$129.20 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$51.58 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$43.49 (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>$1,133.55 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1,399.01 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1,942.31 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1,330.35 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1,112.76 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">GOOG:NAS<\/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;\">FB:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">29.79<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>40.70<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">40.70<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">4.13<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>6.96<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6.96<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">6.42<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>15.03<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">15.03<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.08<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>25.79<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">25.79<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.15<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>25.71<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">25.71<\/td>\n<\/tr>\n<\/table>\n<p><img decoding=\"async\" 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alt=\"Comparables chart\" \/><img decoding=\"async\" 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alt=\"Comparables chart\" \/><img decoding=\"async\" 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alt=\"Comparables chart\" \/><img decoding=\"async\" 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alt=\"Comparables chart\" \/><img decoding=\"async\" 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alt=\"Comparables chart\" \/>\n        <\/div>\n<div class=\"compRatioHeader\">\n<h4>Other Ratios<\/h4>\n<\/p><\/div>\n<div>\n            Companies that do not have revenue yet or experience negative incomes can be valued against their peer group using other ratios such as Cash\/share, Returns, Market Cap and Net PPE.<br \/>\n            <br \/>Using this approach we generate a valuation for <strong>GOOG:NAS<\/strong> of <strong>$891.34 (USD)<\/strong>\n        <\/div>\n<div id=\"otherComparableTables\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company GOOG:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash\/Share<\/td>\n<td align=\"center\"><span>$18.49 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$201.09 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">MarketCap<\/td>\n<td align=\"center\"><span>573574646466<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">1 Year Return<\/td>\n<td align=\"center\"><span>0.114<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">NetPPE<\/td>\n<td align=\"center\"><span>34234000000<\/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>$858.33 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1,599.37 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$509.22 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$923.74 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$566.05 (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:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<th align=\"center\" style=\"width:100px;\">FB:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Cash \/ Share<\/td>\n<td align=\"center\"><span>3.06<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.06<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Book Value \/ Share<\/td>\n<td align=\"center\"><span>17.86<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">17.86<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Market Cap<\/td>\n<td align=\"center\"><span>355793680522.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">355793680522<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">1 Year Return<\/td>\n<td align=\"center\"><span>0.24<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.24<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Net PPE<\/td>\n<td align=\"center\"><span>8591000000.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">8591000000.00<\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3 id=\"rGMA\">Multiples Approach<\/h3>\n<\/p><\/div>\n<div>\n            (We use the term multiples to describe valuing the company against its previous ratio values)<br \/>Using a multiples model we see <strong>GOOG:NAS<\/strong> is <undervalued> and generate a valuation of $813.91 (USD)\n        <\/div>\n<div id=\"multiplesTables\" class=\"rgTable\">\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>29.81<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>3.99<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>6.37<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>17.60<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>16.22<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:200px;\">Price Based on Comparables<\/th>\n<th align=\"center\" style=\"width:100px;\">Adjustment Factor<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$830.14 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$802.89 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$822.77 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$907.49 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$706.26 (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;\">Company GOOG:NAS<\/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>$27.85 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$201.09 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$129.20 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$51.58 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$43.53 (USD)<\/span><\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3 id=\"rGABV\">Adjusted Book Value versus Historical Price to Book<\/h3>\n<\/p><\/div>\n<div class=\"compMargins\">\n<p>                The average the Price to Book ratio for <strong>GOOG:NAS<\/strong> for the last 3 years was <strong>4.00<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>GOOG:NAS<\/strong> as follows and see a value of <strong>$201.12 (USD)<\/strong><br \/>\n                <br \/>By multiplying these we get an adjusted valuation of <strong>$804.61 (USD)<\/strong><\/p><\/div>\n<div id=\"rgABVTable\" class=\"rgTable\">\n<table>\n<tr>\n<th align=\"center\" style=\"width:350px;\">Line Item<\/th>\n<th align=\"center\" style=\"width:125px;\">Most Recent Book Value<\/th>\n<th align=\"center\" style=\"width:125px;\">Estimated FMV<\/th>\n<th align=\"center\" style=\"width:125px;\">Realizable %<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Total Assets<\/td>\n<td align=\"center\"><span>167497000000<\/span><\/td>\n<td align=\"center\"><span>167497000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Current Assets<\/td>\n<td align=\"center\"><span>105408000000<\/span><\/td>\n<td align=\"center\"><span>105408000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Cash and Cash Equilivents<\/td>\n<td align=\"center\"><span>12918000000<\/span><\/td>\n<td align=\"center\"><span>12918000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Short Term Investments<\/td>\n<td align=\"center\"><span>73415000000<\/span><\/td>\n<td align=\"center\"><span>73415000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Receivables<\/td>\n<td align=\"center\"><span>14232000000<\/span><\/td>\n<td align=\"center\"><span>14232000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Inventory<\/td>\n<td align=\"center\"><span>268000000<\/span><\/td>\n<td align=\"center\"><span>268000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Prepaid Assets<\/td>\n<td align=\"center\"><span>4575000000<\/span><\/td>\n<td align=\"center\"><span>4575000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Deferred Income Taxes<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Current Assets<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Non-Current Assets<\/td>\n<td align=\"center\"><span>62089000000<\/span><\/td>\n<td align=\"center\"><span>62089000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Gross PPE<\/td>\n<td align=\"center\"><span>47527000000<\/span><\/td>\n<td align=\"center\"><span>47527000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Accumulated Depreciation<\/td>\n<td align=\"center\"><span>-13293000000<\/span><\/td>\n<td align=\"center\"><span>-13293000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Net PPE<\/td>\n<td align=\"center\"><span>34234000000<\/span><\/td>\n<td align=\"center\"><span>34234000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Goodwill<\/td>\n<td align=\"center\"><span>16468000000<\/span><\/td>\n<td align=\"center\"><span>16468000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Intangible Assets<\/td>\n<td align=\"center\"><span>3307000000<\/span><\/td>\n<td align=\"center\"><span>3307000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Non-Current Assets<\/td>\n<td align=\"center\"><span>8080000000<\/span><\/td>\n<td align=\"center\"><span>8080000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Total Liabilities<\/td>\n<td align=\"center\"><span>28461000000<\/span><\/td>\n<td align=\"center\"><span>28461000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Current Liabilities<\/td>\n<td align=\"center\"><span>16756000000<\/span><\/td>\n<td align=\"center\"><span>16756000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Payables<\/td>\n<td align=\"center\"><span>2595000000<\/span><\/td>\n<td align=\"center\"><span>2595000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Current Debt<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Current Capital Lease Obligation<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Current Liabilities<\/td>\n<td align=\"center\"><span>14161000000<\/span><\/td>\n<td align=\"center\"><span>14161000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Non-Current Liabilities<\/td>\n<td align=\"center\"><span>11705000000<\/span><\/td>\n<td align=\"center\"><span>11705000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Long Term Debt<\/td>\n<td align=\"center\"><span>3935000000<\/span><\/td>\n<td align=\"center\"><span>3935000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Long Term Capital Lease Obligation<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Non-Current Liabilities<\/td>\n<td align=\"center\"><span>7770000000<\/span><\/td>\n<td align=\"center\"><span>7770000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Total Equity<\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Stockholder&#8217;s Equity<\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Preferred Stock<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Common Stock<\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Treasury Stock<\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Retained Earnings<\/td>\n<td align=\"center\"><span>105131000000<\/span><\/td>\n<td align=\"center\"><span>105131000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Other Equity<\/td>\n<td align=\"center\"><span>-105131000000<\/span><\/td>\n<td align=\"center\"><span>-105131000000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Total Liabilities and Equity<\/td>\n<td align=\"center\"><span>167497000000<\/span><\/td>\n<td align=\"center\"><span>167497000000<\/span><\/td>\n<td align=\"center\"><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table>\n<tr>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">ANBV Equity Common Shareholders<\/td>\n<td align=\"center\"><span>139036000000<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Number Shares Outstanding<\/td>\n<td align=\"center\"><span>691293000<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Adjusted NetBook Value per Share USD $<\/td>\n<td align=\"center\"><span>$201.12<\/span><\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3>Sector and Industry Analysis<\/h3>\n<\/p><\/div>\n<div id=\"rgSectorTables\" class=\"rgTable\">\n<table>\n<tr>\n<td>GOOG:NAS<\/td>\n<td>2016<\/td>\n<td>2015<\/td>\n<td>2014<\/td>\n<\/tr>\n<tr>\n<td>P:E<\/td>\n<td>28.24<\/td>\n<td>35.13<\/td>\n<td>27.90<\/td>\n<\/tr>\n<tr>\n<td>P:B<\/td>\n<td>3.97<\/td>\n<td>4.49<\/td>\n<td>3.62<\/td>\n<\/tr>\n<tr>\n<td>P:S<\/td>\n<td>6.28<\/td>\n<td>7.31<\/td>\n<td>5.29<\/td>\n<\/tr>\n<tr>\n<td>P:CF<\/td>\n<td>16.43<\/td>\n<td>20.18<\/td>\n<td>16.92<\/td>\n<\/tr>\n<tr>\n<td>EV:EBITDA<\/td>\n<td>15.91<\/td>\n<td>18.91<\/td>\n<td>14.51<\/td>\n<\/tr>\n<\/table>\n<table>\n<tr>\n<td>Technology:Internet Content &#038; Information<\/td>\n<td>2016<\/td>\n<td>2015<\/td>\n<td>2014<\/td>\n<td>2013<\/td>\n<td>2012<\/td>\n<td>2011<\/td>\n<td>2010<\/td>\n<td>2009<\/td>\n<td>2008<\/td>\n<td>2007<\/td>\n<td>2006<\/td>\n<\/tr>\n<tr>\n<td>P:E<\/td>\n<td>&#8211;<\/td>\n<td>50.46<\/td>\n<td>46.32<\/td>\n<td>95.35<\/td>\n<td>47.32<\/td>\n<td>72.48<\/td>\n<td>33.13<\/td>\n<td>119.40<\/td>\n<td>42.35<\/td>\n<td>56.10<\/td>\n<td>47.89<\/td>\n<\/tr>\n<tr>\n<td>P:B<\/td>\n<td>&#8211;<\/td>\n<td>4.36<\/td>\n<td>4.54<\/td>\n<td>6.80<\/td>\n<td>3.39<\/td>\n<td>3.83<\/td>\n<td>4.74<\/td>\n<td>4.01<\/td>\n<td>5.90<\/td>\n<td>6.45<\/td>\n<td>5.54<\/td>\n<\/tr>\n<tr>\n<td>P:S<\/td>\n<td>&#8211;<\/td>\n<td>4.30<\/td>\n<td>5.88<\/td>\n<td>7.40<\/td>\n<td>3.30<\/td>\n<td>3.63<\/td>\n<td>3.85<\/td>\n<td>4.37<\/td>\n<td>4.01<\/td>\n<td>7.58<\/td>\n<td>8.83<\/td>\n<\/tr>\n<tr>\n<td>P:CF<\/td>\n<td>&#8211;<\/td>\n<td>28.20<\/td>\n<td>28.27<\/td>\n<td>30.49<\/td>\n<td>16.38<\/td>\n<td>16.83<\/td>\n<td>16.60<\/td>\n<td>20.21<\/td>\n<td>12.19<\/td>\n<td>25.45<\/td>\n<td>83.87<\/td>\n<\/tr>\n<tr>\n<td>EV:EBITDA<\/td>\n<td>&#8211;<\/td>\n<td>24.54<\/td>\n<td>21.82<\/td>\n<td>14.86<\/td>\n<td>15.24<\/td>\n<td>9.42<\/td>\n<td>11.89<\/td>\n<td>18.12<\/td>\n<td>10.57<\/td>\n<td>26.62<\/td>\n<td>29.50<\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3>Summary<\/h3>\n<\/p><\/div>\n<div class=\"indent-paragragh\">\n            If you would like to explore this company further you can start with a quick DCF analysis at <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com?ss=00CB9BFAC9964E639F156E6F03EA4EAD \">https:\/\/www.stockcalc.com?ss=00CB9BFAC9964E639F156E6F03EA4EAD<\/a>\n        <\/div>\n<div class=\"compMargins\">\n<h4>About Stockcalc:<\/h4>\n<p>                If you would like to explore the <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\">Stockcalc<\/a> website and quickly run valuation reports like this simply create an account at <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\">www.stockcalc.com<\/a>. 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The user assumes all risks associated with the use of this website including, but &hellip; <a href=\"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/2017\/04\/28\/fundamental-valuation-of-alphabet-goognas-april-28-2017\/\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">Fundamental Valuation of Alphabet (GOOG:NAS) April 28 2017<\/span> <span class=\"meta-nav\">&rarr;<\/span><\/a><\/p>\n","protected":false},"author":96,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":""},"categories":[3],"tags":[14,15,13,12],"class_list":["post-351","post","type-post","status-publish","format-standard","hentry","category-valuation","tag-alphabet","tag-goog","tag-google","tag-undervalued"],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p8oLk7-5F","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/351","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/users\/96"}],"replies":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/comments?post=351"}],"version-history":[{"count":4,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/351\/revisions"}],"predecessor-version":[{"id":355,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/351\/revisions\/355"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/media?parent=351"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/categories?post=351"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/tags?post=351"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}