{"id":263,"date":"2017-03-07T07:25:09","date_gmt":"2017-03-07T12:25:09","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/?p=263"},"modified":"2017-03-07T07:25:09","modified_gmt":"2017-03-07T12:25:09","slug":"facebook-fbnas-valuation","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/2017\/03\/07\/facebook-fbnas-valuation\/","title":{"rendered":"Facebook (FB:NAS) Valuation"},"content":{"rendered":"<div class=\"ReportPage\">\n<div id=\"generatedReport\" class=\"SSline\">\n<div>\n<h4 class=\"reportHeader\">Facebook (FB: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>    Start a free 30 day trial using the promo code Stockcalc30 at <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/registration.aspx\">www.stockcalc.com\/registration.aspx<\/a>.<\/p>\n<h3 id=\"topOfPageLink\" style=\"color: #5e9dd3;\">Valuation Summary:<\/h3>\n<p><span style=\"margin-right:20px;\"><strong>Facebook<\/strong><\/span>$137.42 (USD) Close Price as of<span style=\"margin-left:20px\">01\/03\/2017<\/span><\/p>\n<p>        Based on the analysis conducted in this report,  <strong>Facebook<\/strong>, (FB:NAS) is found to be <overvalued, undervalued, within range, valuation not determined> (refer below to each of the models for detailed calculations and assumptions).<\/p>\n<div 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\" alt=\"Summary chart\" \/>\n        <\/div>\n<ol 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\">$172.48 (USD)<\/strong> for <strong>FB: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>$83.29 (USD)<\/strong> for <strong>FB:NAS<\/strong>. We also generated a valuation of <strong>$147.74 (USD)<\/strong> using other metrics and comparables.<br \/>\n                <br \/>The comparable companies were Alphabet (GOOG:NAS)<br \/>\n                <br \/>Details of the Comparables Model are shown <a href=\"#rGCC\">below<\/a>\n            <\/li>\n<li>\n<h4>Multiples<\/h4>\n<p>Using a multiples approach we generated a valuation of <strong>$187.23 (USD)<\/strong> for <strong>FB: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>$139.55 (USD)<\/strong> for <strong>FB: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>FB:NAS<\/strong>.<br \/>The 11 analysts have a concensus valuation for <strong>FB:NAS<\/strong> for 2017 of <strong>$153.45 (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=00FA3DAB533B48018848579C6AF1A59F\">https:\/\/www.stockcalc.com?ss=00FA3DAB533B48018848579C6AF1A59F<\/a>\n                <\/div>\n<\/li>\n<\/ol><\/div>\n<div class=\"headerBackground\">\n<h3>Company Overview (FB: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>137.09:137.10<\/td>\n<\/tr>\n<tr>\n<td>Price<\/td>\n<td>137.10<\/td>\n<\/tr>\n<tr>\n<td>Change %Change<\/td>\n<td>-0.07 &#8211; -0.05%<\/td>\n<\/tr>\n<tr>\n<td>Day Range<\/td>\n<td>136.51 &#8211; 137.14<\/td>\n<\/tr>\n<tr>\n<td>52 Week Range<\/td>\n<td>104.40 &#8211; 137.82<\/td>\n<\/tr>\n<tr>\n<td>Open Price<\/td>\n<td>136.80<\/td>\n<\/tr>\n<tr>\n<td>Day Volume<\/td>\n<td>3568030<\/td>\n<\/tr>\n<tr>\n<td>Average Volume<\/td>\n<td>18749200<\/td>\n<\/tr>\n<tr>\n<td>P\/E Ratio<\/td>\n<td>39.25<\/td>\n<\/tr>\n<tr>\n<td>Diluted EPS<\/td>\n<td>3.49<\/td>\n<\/tr>\n<tr>\n<td>Shares Outstanding<\/td>\n<td>2889981334<\/td>\n<\/tr>\n<tr>\n<td>Market Cap<\/td>\n<td>396,216,440,891<\/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%;\">Facebook Inc operates a social networking website. The Company&#8217;s products are Facebook, Instagram, Messenger, WhatsApp, and Oculus. Its products enable people to connect and share through mobile devices and personal computers.<\/p>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Financial Data for FB: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>5,089<\/td>\n<td>7,872<\/td>\n<td>12,466<\/td>\n<td>17,928<\/td>\n<td>27,638<\/td>\n<\/tr>\n<tr>\n<td>Cost Of Revenue<\/td>\n<td>1,364<\/td>\n<td>1,875<\/td>\n<td>2,153<\/td>\n<td>2,867<\/td>\n<td>3,789<\/td>\n<\/tr>\n<tr>\n<td>Gross Profit<\/td>\n<td>3,725<\/td>\n<td>5,997<\/td>\n<td>10,313<\/td>\n<td>15,061<\/td>\n<td>23,849<\/td>\n<\/tr>\n<tr>\n<td>Selling General And Administration<\/td>\n<td>1,788<\/td>\n<td>1,778<\/td>\n<td>2,653<\/td>\n<td>4,020<\/td>\n<td>5,503<\/td>\n<\/tr>\n<tr>\n<td>Research And Development<\/td>\n<td>1,399<\/td>\n<td>1,415<\/td>\n<td>2,666<\/td>\n<td>4,816<\/td>\n<td>5,919<\/td>\n<\/tr>\n<tr>\n<td>EBITDA<\/td>\n<td>1,194<\/td>\n<td>3,821<\/td>\n<td>6,176<\/td>\n<td>8,162<\/td>\n<td>14,870<\/td>\n<\/tr>\n<tr>\n<td>Depreciation and Amortization<\/td>\n<td>649<\/td>\n<td>1,011<\/td>\n<td>1,243<\/td>\n<td>1,945<\/td>\n<td>2,342<\/td>\n<\/tr>\n<tr>\n<td>Operating Expense<\/td>\n<td>3,187<\/td>\n<td>3,193<\/td>\n<td>5,319<\/td>\n<td>8,836<\/td>\n<td>11,422<\/td>\n<\/tr>\n<tr>\n<td>Operating Income<\/td>\n<td>538<\/td>\n<td>2,804<\/td>\n<td>4,994<\/td>\n<td>6,225<\/td>\n<td>12,427<\/td>\n<\/tr>\n<tr>\n<td>EBIT<\/td>\n<td>545<\/td>\n<td>2,810<\/td>\n<td>4,933<\/td>\n<td>6,217<\/td>\n<td>12,528<\/td>\n<\/tr>\n<tr>\n<td>Interest Income<\/td>\n<td>14<\/td>\n<td>19<\/td>\n<td>27<\/td>\n<td>52<\/td>\n<td>176<\/td>\n<\/tr>\n<tr>\n<td>Interest Expense<\/td>\n<td>51<\/td>\n<td>56<\/td>\n<td>23<\/td>\n<td>23<\/td>\n<td>10<\/td>\n<\/tr>\n<tr>\n<td>Pre-Tax Income<\/td>\n<td>494<\/td>\n<td>2,754<\/td>\n<td>4,910<\/td>\n<td>6,194<\/td>\n<td>12,518<\/td>\n<\/tr>\n<tr>\n<td>Tax Provision<\/td>\n<td>441<\/td>\n<td>1,254<\/td>\n<td>1,970<\/td>\n<td>2,506<\/td>\n<td>2,301<\/td>\n<\/tr>\n<tr>\n<td>Net Income<\/td>\n<td>53<\/td>\n<td>1,500<\/td>\n<td>2,940<\/td>\n<td>3,688<\/td>\n<td>10,217<\/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>2,166<\/td>\n<td>2,517<\/td>\n<td>2,664<\/td>\n<td>2,853<\/td>\n<td>2,925<\/td>\n<\/tr>\n<tr>\n<td>Diluted EPS<\/td>\n<td>0.01<\/td>\n<td>0.60<\/td>\n<td>1.10<\/td>\n<td>1.29<\/td>\n<td>3.49<\/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>15,103<\/td>\n<td>17,895<\/td>\n<td>40,184<\/td>\n<td>49,407<\/td>\n<td>64,961<\/td>\n<\/tr>\n<tr>\n<td>Current Assets<\/td>\n<td>11,267<\/td>\n<td>13,070<\/td>\n<td>13,670<\/td>\n<td>21,652<\/td>\n<td>34,401<\/td>\n<\/tr>\n<tr>\n<td>Cash And Cash Equivalents<\/td>\n<td>2,384<\/td>\n<td>3,323<\/td>\n<td>4,315<\/td>\n<td>4,907<\/td>\n<td>8,903<\/td>\n<\/tr>\n<tr>\n<td>Other Short Term Investments<\/td>\n<td>7,242<\/td>\n<td>8,126<\/td>\n<td>6,884<\/td>\n<td>13,527<\/td>\n<td>20,546<\/td>\n<\/tr>\n<tr>\n<td>Receivables<\/td>\n<td>1,170<\/td>\n<td>1,160<\/td>\n<td>1,678<\/td>\n<td>2,559<\/td>\n<td>3,993<\/td>\n<\/tr>\n<tr>\n<td>Inventory<\/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>PrepaidAssets<\/td>\n<td>471<\/td>\n<td>461<\/td>\n<td>793<\/td>\n<td>659<\/td>\n<td>959<\/td>\n<\/tr>\n<tr>\n<td>Deferred Income Taxes<\/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 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>3,836<\/td>\n<td>4,825<\/td>\n<td>26,514<\/td>\n<td>27,755<\/td>\n<td>30,560<\/td>\n<\/tr>\n<tr>\n<td>Gross PPE<\/td>\n<td>3,273<\/td>\n<td>4,142<\/td>\n<td>5,784<\/td>\n<td>7,819<\/td>\n<td>11,803<\/td>\n<\/tr>\n<tr>\n<td>Accumulated Depreciation<\/td>\n<td>-882<\/td>\n<td>-1,260<\/td>\n<td>-1,817<\/td>\n<td>-2,132<\/td>\n<td>-3,212<\/td>\n<\/tr>\n<tr>\n<td>Net PPE<\/td>\n<td>2,391<\/td>\n<td>2,882<\/td>\n<td>3,967<\/td>\n<td>5,687<\/td>\n<td>8,591<\/td>\n<\/tr>\n<tr>\n<td>Goodwill<\/td>\n<td>587<\/td>\n<td>839<\/td>\n<td>17,981<\/td>\n<td>18,026<\/td>\n<td>18,122<\/td>\n<\/tr>\n<tr>\n<td>Intangibles<\/td>\n<td>801<\/td>\n<td>883<\/td>\n<td>3,929<\/td>\n<td>3,246<\/td>\n<td>2,535<\/td>\n<\/tr>\n<tr>\n<td>Other Non Current Assets<\/td>\n<td>57<\/td>\n<td>221<\/td>\n<td>637<\/td>\n<td>796<\/td>\n<td>1,312<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Total liabilities<\/td>\n<td>3,348<\/td>\n<td>2,425<\/td>\n<td>4,088<\/td>\n<td>5,189<\/td>\n<td>5,767<\/td>\n<\/tr>\n<tr>\n<td>Current Liabilities<\/td>\n<td>1,052<\/td>\n<td>1,100<\/td>\n<td>1,424<\/td>\n<td>1,925<\/td>\n<td>2,875<\/td>\n<\/tr>\n<tr>\n<td>Payables<\/td>\n<td>234<\/td>\n<td>268<\/td>\n<td>378<\/td>\n<td>413<\/td>\n<td>582<\/td>\n<\/tr>\n<tr>\n<td>Current debt<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>201<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Current capital lease obligation<\/td>\n<td>365<\/td>\n<td>239<\/td>\n<td>114<\/td>\n<td>7<\/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>1,304<\/td>\n<td>2,293<\/td>\n<\/tr>\n<tr>\n<td>Non Current Liabilities<\/td>\n<td>2,296<\/td>\n<td>1,325<\/td>\n<td>2,664<\/td>\n<td>3,264<\/td>\n<td>2,892<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>1,500<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Long Term Capital Lease<\/td>\n<td>491<\/td>\n<td>237<\/td>\n<td>119<\/td>\n<td>107<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Other Non Current Liabilities<\/td>\n<td>305<\/td>\n<td>1,088<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Total Equity<\/td>\n<td>11,755<\/td>\n<td>15,470<\/td>\n<td>36,096<\/td>\n<td>44,218<\/td>\n<td>59,194<\/td>\n<\/tr>\n<tr>\n<td>Stockholders Equity<\/td>\n<td>11,755<\/td>\n<td>15,470<\/td>\n<td>36,096<\/td>\n<td>44,218<\/td>\n<td>59,194<\/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>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Common 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>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>1,659<\/td>\n<td>3,159<\/td>\n<td>6,099<\/td>\n<td>9,787<\/td>\n<td>21,670<\/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>15,103<\/td>\n<td>17,895<\/td>\n<td>40,184<\/td>\n<td>49,407<\/td>\n<td>64,961<\/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>53<\/td>\n<td>1,500<\/td>\n<td>2,940<\/td>\n<td>3,688<\/td>\n<td>10,217<\/td>\n<\/tr>\n<tr>\n<td>Depreciation and amortization<\/td>\n<td>649<\/td>\n<td>1,011<\/td>\n<td>1,243<\/td>\n<td>1,945<\/td>\n<td>2,342<\/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>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Deferred income taxes<\/td>\n<td>-186<\/td>\n<td>-37<\/td>\n<td>-210<\/td>\n<td>-795<\/td>\n<td>-457<\/td>\n<\/tr>\n<tr>\n<td>Stock based compensation<\/td>\n<td>1,572<\/td>\n<td>906<\/td>\n<td>1,786<\/td>\n<td>2,960<\/td>\n<td>3,218<\/td>\n<\/tr>\n<tr>\n<td>Accounts receivable<\/td>\n<td>-170<\/td>\n<td>-378<\/td>\n<td>-610<\/td>\n<td>-973<\/td>\n<td>-1,489<\/td>\n<\/tr>\n<tr>\n<td>Inventory<\/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>Prepaid expenses<\/td>\n<td>-14<\/td>\n<td>-45<\/td>\n<td>-123<\/td>\n<td>-144<\/td>\n<td>-159<\/td>\n<\/tr>\n<tr>\n<td>Accounts payable<\/td>\n<td>1<\/td>\n<td>26<\/td>\n<td>31<\/td>\n<td>18<\/td>\n<td>14<\/td>\n<\/tr>\n<tr>\n<td>Accrued liabilities<\/td>\n<td>160<\/td>\n<td>-38<\/td>\n<td>328<\/td>\n<td>513<\/td>\n<td>1,014<\/td>\n<\/tr>\n<tr>\n<td>Income Tax 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>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>-15<\/td>\n<td>711<\/td>\n<td>140<\/td>\n<td>1,353<\/td>\n<td>1,311<\/td>\n<\/tr>\n<tr>\n<td>Other non-cash items<\/td>\n<td>-438<\/td>\n<td>566<\/td>\n<td>-68<\/td>\n<td>34<\/td>\n<td>97<\/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>1,612<\/td>\n<td>4,222<\/td>\n<td>5,457<\/td>\n<td>8,599<\/td>\n<td>16,108<\/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>-1,235<\/td>\n<td>-1,362<\/td>\n<td>-1,831<\/td>\n<td>-2,523<\/td>\n<td>-4,491<\/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>0<\/td>\n<\/tr>\n<tr>\n<td>Acquisitions, net<\/td>\n<td>-911<\/td>\n<td>-368<\/td>\n<td>-4,975<\/td>\n<td>-313<\/td>\n<td>-123<\/td>\n<\/tr>\n<tr>\n<td>Purchases of investments<\/td>\n<td>-10,309<\/td>\n<td>-7,434<\/td>\n<td>-9,104<\/td>\n<td>-15,938<\/td>\n<td>-22,341<\/td>\n<\/tr>\n<tr>\n<td>Sales\/Maturities of investments<\/td>\n<td>5,433<\/td>\n<td>6,551<\/td>\n<td>10,347<\/td>\n<td>9,238<\/td>\n<td>15,155<\/td>\n<\/tr>\n<tr>\n<td>Other investing activities<\/td>\n<td>-2<\/td>\n<td>-11<\/td>\n<td>-350<\/td>\n<td>102<\/td>\n<td>61<\/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>-7,024<\/td>\n<td>-2,624<\/td>\n<td>-5,913<\/td>\n<td>-9,434<\/td>\n<td>-11,739<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Debt issued<\/td>\n<td>1,496<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Debt repayment<\/td>\n<td>-366<\/td>\n<td>-1,891<\/td>\n<td>-243<\/td>\n<td>-119<\/td>\n<td>-312<\/td>\n<\/tr>\n<tr>\n<td>Common stock issued<\/td>\n<td>6,760<\/td>\n<td>1,478<\/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>-1,607<\/td>\n<td>-254<\/td>\n<td>1,814<\/td>\n<td>1,701<\/td>\n<td>2<\/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>6,283<\/td>\n<td>-667<\/td>\n<td>1,571<\/td>\n<td>1,582<\/td>\n<td>-310<\/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>1<\/td>\n<td>8<\/td>\n<td>-123<\/td>\n<td>-155<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Net change in cash<\/td>\n<td>872<\/td>\n<td>939<\/td>\n<td>992<\/td>\n<td>592<\/td>\n<td>3,996<\/td>\n<\/tr>\n<tr>\n<td>Cash at beginning of period<\/td>\n<td>1,512<\/td>\n<td>2,384<\/td>\n<td>3,323<\/td>\n<td>4,315<\/td>\n<td>4,907<\/td>\n<\/tr>\n<tr>\n<td>Cash at end of period<\/td>\n<td>2,384<\/td>\n<td>3,323<\/td>\n<td>4,315<\/td>\n<td>4,907<\/td>\n<td>8,903<\/td>\n<\/tr>\n<tr>\n<td>Operating cash flow<\/td>\n<td>1,612<\/td>\n<td>4,222<\/td>\n<td>5,457<\/td>\n<td>8,599<\/td>\n<td>16,108<\/td>\n<\/tr>\n<tr>\n<td>Capital expenditure<\/td>\n<td>-1,235<\/td>\n<td>-1,362<\/td>\n<td>-1,831<\/td>\n<td>-2,523<\/td>\n<td>-4,491<\/td>\n<\/tr>\n<tr>\n<td>Free cash flow<\/td>\n<td>377<\/td>\n<td>2,860<\/td>\n<td>3,626<\/td>\n<td>6,076<\/td>\n<td>11,617<\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3>Ratio Data for FB: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>73.2<\/td>\n<td>76.18<\/td>\n<td>82.73<\/td>\n<td>84.01<\/td>\n<td>86.29<\/td>\n<\/tr>\n<tr>\n<td>Operation Margin (%)<\/td>\n<td>10.57<\/td>\n<td>35.62<\/td>\n<td>40.06<\/td>\n<td>34.72<\/td>\n<td>44.96<\/td>\n<\/tr>\n<tr>\n<td>Tax Rate (%)<\/td>\n<td>89.27<\/td>\n<td>45.53<\/td>\n<td>40.12<\/td>\n<td>40.46<\/td>\n<td>18.38<\/td>\n<\/tr>\n<tr>\n<td>Net Margin (%)<\/td>\n<td>0.63<\/td>\n<td>18.94<\/td>\n<td>23.46<\/td>\n<td>20.47<\/td>\n<td>36.86<\/td>\n<\/tr>\n<tr>\n<td>Sales per Employee<\/td>\n<td>1M<\/td>\n<td>1M<\/td>\n<td>1M<\/td>\n<td>1M<\/td>\n<td>2M<\/td>\n<\/tr>\n<tr>\n<td>EBIT Margin (%)<\/td>\n<td>10.71<\/td>\n<td>35.7<\/td>\n<td>39.57<\/td>\n<td>34.68<\/td>\n<td>45.33<\/td>\n<\/tr>\n<tr>\n<td>EBITDA Margin (%)<\/td>\n<td>23.46<\/td>\n<td>48.54<\/td>\n<td>49.54<\/td>\n<td>45.53<\/td>\n<td>53.8<\/td>\n<\/tr>\n<tr>\n<td>Net Profit Margin (%)<\/td>\n<td>1.04<\/td>\n<td>19.05<\/td>\n<td>23.58<\/td>\n<td>20.57<\/td>\n<td>36.97<\/td>\n<\/tr>\n<tr>\n<td>Interest Coverage<\/td>\n<td>10.69<\/td>\n<td>50.18<\/td>\n<td>214.48<\/td>\n<td>270.3<\/td>\n<td>1252.8<\/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>45.4<\/td>\n<td>42.38<\/td>\n<td>40.8<\/td>\n<td>43.13<\/td>\n<td>43.26<\/td>\n<\/tr>\n<tr>\n<td>Days In Inventory<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Days In Payment<\/td>\n<td>17.13<\/td>\n<td>14.79<\/td>\n<td>22.29<\/td>\n<td>23.68<\/td>\n<td>23.99<\/td>\n<\/tr>\n<tr>\n<td>Cash Conversion Cycle<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Receivable Turnover<\/td>\n<td>8.04<\/td>\n<td>8.61<\/td>\n<td>8.95<\/td>\n<td>8.46<\/td>\n<td>8.44<\/td>\n<\/tr>\n<tr>\n<td>Inventory Turnover<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Payment Turnover<\/td>\n<td>21.31<\/td>\n<td>24.67<\/td>\n<td>16.37<\/td>\n<td>15.41<\/td>\n<td>15.22<\/td>\n<\/tr>\n<tr>\n<td>Fixed Assets Turnover<\/td>\n<td>2.63<\/td>\n<td>2.99<\/td>\n<td>3.64<\/td>\n<td>3.71<\/td>\n<td>3.87<\/td>\n<\/tr>\n<tr>\n<td>Assets Turnover<\/td>\n<td>0.47<\/td>\n<td>0.48<\/td>\n<td>0.43<\/td>\n<td>0.4<\/td>\n<td>0.48<\/td>\n<\/tr>\n<tr>\n<td>ROE (%)<\/td>\n<td>0.4<\/td>\n<td>10.95<\/td>\n<td>11.34<\/td>\n<td>9.14<\/td>\n<td>19.7<\/td>\n<\/tr>\n<tr>\n<td>ROA (%)<\/td>\n<td>0.3<\/td>\n<td>9.04<\/td>\n<td>10.07<\/td>\n<td>8.19<\/td>\n<td>17.82<\/td>\n<\/tr>\n<tr>\n<td>ROIC (%)<\/td>\n<td>0.59<\/td>\n<td>10.08<\/td>\n<td>11.18<\/td>\n<td>9.03<\/td>\n<td>19.38<\/td>\n<\/tr>\n<tr>\n<td>FCF Sales Ratio (%)<\/td>\n<td>7.41<\/td>\n<td>36.33<\/td>\n<td>29.09<\/td>\n<td>33.89<\/td>\n<td>42.03<\/td>\n<\/tr>\n<tr>\n<td>FCF Net Income Ratio (%)<\/td>\n<td>711.32<\/td>\n<td>190.67<\/td>\n<td>123.33<\/td>\n<td>164.75<\/td>\n<td>113.7<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditure Sales Ratio (%)<\/td>\n<td>24.27<\/td>\n<td>17.3<\/td>\n<td>14.69<\/td>\n<td>14.07<\/td>\n<td>16.25<\/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>10.71<\/td>\n<td>11.88<\/td>\n<td>9.6<\/td>\n<td>11.25<\/td>\n<td>11.97<\/td>\n<\/tr>\n<tr>\n<td>Quick Ratio<\/td>\n<td>10.26<\/td>\n<td>11.46<\/td>\n<td>9.04<\/td>\n<td>10.91<\/td>\n<td>11.63<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt Total Capital Ratio (%)<\/td>\n<td>14.48<\/td>\n<td>1.51<\/td>\n<td>0.33<\/td>\n<td>0.24<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt Equity Ratio<\/td>\n<td>0.17<\/td>\n<td>0.02<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Financial Leverage<\/td>\n<td>1.28<\/td>\n<td>1.16<\/td>\n<td>1.11<\/td>\n<td>1.12<\/td>\n<td>1.1<\/td>\n<\/tr>\n<tr>\n<td>Total Debt To Equity Ratio<\/td>\n<td>0.2<\/td>\n<td>0.03<\/td>\n<td>0.01<\/td>\n<td>0.01<\/td>\n<td>0<\/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>2012<\/td>\n<td>2013<\/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>0.4<\/td>\n<td>7.45<\/td>\n<td>16.04<\/td>\n<td>8.97<\/td>\n<td>15.66<\/td>\n<\/tr>\n<tr>\n<td>Payout Ratio (%)<\/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 Return<\/td>\n<td>0.01<\/td>\n<td>0.02<\/td>\n<td>0.02<\/td>\n<td>0.02<\/td>\n<td>0.03<\/td>\n<\/tr>\n<tr>\n<td>Sales Per Share<\/td>\n<td>2.35<\/td>\n<td>2.61<\/td>\n<td>4.31<\/td>\n<td>5.62<\/td>\n<td>8.53<\/td>\n<\/tr>\n<tr>\n<td>Book Value Per Share<\/td>\n<td>4.96<\/td>\n<td>5.12<\/td>\n<td>7.65<\/td>\n<td>14.62<\/td>\n<td>18.78<\/td>\n<\/tr>\n<tr>\n<td>CFO Per Share<\/td>\n<td>0.74<\/td>\n<td>1.4<\/td>\n<td>1.96<\/td>\n<td>2.59<\/td>\n<td>4.35<\/td>\n<\/tr>\n<tr>\n<td>FCF Per Share<\/td>\n<td>0.17<\/td>\n<td>0.99<\/td>\n<td>1.27<\/td>\n<td>1.76<\/td>\n<td>3<\/td>\n<\/tr>\n<tr>\n<td>Earning Yield (%)<\/td>\n<td>0.04<\/td>\n<td>0.75<\/td>\n<td>1.37<\/td>\n<td>0.95<\/td>\n<td>2.25<\/td>\n<\/tr>\n<tr>\n<td>PE Ratio<\/td>\n<td>2661.97<\/td>\n<td>133.29<\/td>\n<td>72.92<\/td>\n<td>105.72<\/td>\n<td>44.42<\/td>\n<\/tr>\n<tr>\n<td>Sales Yield (%)<\/td>\n<td>8.83<\/td>\n<td>4.78<\/td>\n<td>5.52<\/td>\n<td>5.37<\/td>\n<td>7.41<\/td>\n<\/tr>\n<tr>\n<td>PS Ratio<\/td>\n<td>11.33<\/td>\n<td>20.93<\/td>\n<td>18.12<\/td>\n<td>18.64<\/td>\n<td>13.49<\/td>\n<\/tr>\n<tr>\n<td>Book Value Yield (%)<\/td>\n<td>18.62<\/td>\n<td>9.37<\/td>\n<td>9.8<\/td>\n<td>13.96<\/td>\n<td>16.32<\/td>\n<\/tr>\n<tr>\n<td>PB Ratio<\/td>\n<td>5.37<\/td>\n<td>10.67<\/td>\n<td>10.21<\/td>\n<td>7.16<\/td>\n<td>6.13<\/td>\n<\/tr>\n<tr>\n<td>CF Yield (%)<\/td>\n<td>2.8<\/td>\n<td>2.55<\/td>\n<td>2.52<\/td>\n<td>2.48<\/td>\n<td>3.78<\/td>\n<\/tr>\n<tr>\n<td>PCF Ratio<\/td>\n<td>35.77<\/td>\n<td>39.16<\/td>\n<td>39.75<\/td>\n<td>40.38<\/td>\n<td>26.45<\/td>\n<\/tr>\n<tr>\n<td>FCF Yield (%)<\/td>\n<td>0.65<\/td>\n<td>1.8<\/td>\n<td>1.63<\/td>\n<td>1.69<\/td>\n<td>2.6<\/td>\n<\/tr>\n<tr>\n<td>FCF Ratio<\/td>\n<td>152.94<\/td>\n<td>55.41<\/td>\n<td>61.35<\/td>\n<td>59.32<\/td>\n<td>38.39<\/td>\n<\/tr>\n<tr>\n<td>Dividend Yield (%)<\/td>\n<td><\/td>\n<td><\/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<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Forward Earning Yield (%)<\/td>\n<td>2.23<\/td>\n<td>1.99<\/td>\n<td>2.19<\/td>\n<td>2.6<\/td>\n<td>4.46<\/td>\n<\/tr>\n<tr>\n<td>Forward PE Ratio<\/td>\n<td>44.84<\/td>\n<td>50.25<\/td>\n<td>45.66<\/td>\n<td>38.46<\/td>\n<td>22.42<\/td>\n<\/tr>\n<tr>\n<td>PEG Ratio<\/td>\n<td>1.47<\/td>\n<td>1.45<\/td>\n<td>1.82<\/td>\n<td>1.02<\/td>\n<td>0.52<\/td>\n<\/tr>\n<tr>\n<td>PEG Payback<\/td>\n<td>9.08<\/td>\n<td>8.79<\/td>\n<td>10.27<\/td>\n<td>7.55<\/td>\n<td>5.62<\/td>\n<\/tr>\n<tr>\n<td>Dividend Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Working Capital Per Share<\/td>\n<td>4.31<\/td>\n<td>3.76<\/td>\n<td>5.36<\/td>\n<td>6.12<\/td>\n<td>9.62<\/td>\n<\/tr>\n<tr>\n<td>EV To EBITDA<\/td>\n<td>46.79<\/td>\n<td>41.33<\/td>\n<td>33.33<\/td>\n<td>42.74<\/td>\n<td>24.05<\/td>\n<\/tr>\n<tr>\n<td>Buy Back Yield (%)<\/td>\n<td><\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Total Yield (%)<\/td>\n<td><\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<td><\/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>FB:NAS<\/strong> to be <strong>7.94<\/strong> based on the following assumptions:<\/p>\n<div id=\"WACCChart\" style=\"display: inline-block;float: right;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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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\">376622367446<\/div>\n<div class=\"cell coctextalign\">100<\/div>\n<div class=\"cell coctextalign\">Ke<\/div>\n<div class=\"cell coctextalign\">7.94<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Debt (Book Value)<\/div>\n<div class=\"cell coctextalign\">0<\/div>\n<div class=\"cell coctextalign\">0<\/div>\n<div class=\"cell coctextalign\">Kd<\/div>\n<div class=\"cell coctextalign\">5.06<\/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<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Enterprise Value<\/div>\n<div class=\"cell coctextalign\">376622367446<\/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\">7.94<\/div>\n<\/p><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div>\n        The Company&#8217;s Beta was calculated as 0.717 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>FB:NAS<\/strong>.<\/div>\n<h4>FB:NAS Facebook<\/h4>\n<p style='text-align: left;  font-size: 14px;'>Current Price: 136.9401 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>5.3566<\/td>\n<td>6.4909<\/td>\n<td>7.4843<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>10<\/td>\n<td>9<\/td>\n<td>3<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>37,749.4<\/td>\n<td>46,910.2<\/td>\n<td>56,070.7<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>9<\/td>\n<td>8<\/td>\n<td>3<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>153.4545<\/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>6.3643<\/td>\n<td>7.5052<\/td>\n<td>9.1970<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>21,351.9<\/td>\n<td>26,319.2<\/td>\n<td>35,612.7<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>14,909.3<\/td>\n<td>18,141.9<\/td>\n<td>21,750.7<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>-7,486.6<\/td>\n<td>-14,227.3<\/td>\n<td>68,872.1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td>21.6200<\/td>\n<td>21.8750<\/td>\n<td>21.0000<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>23.1550<\/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>6,951.0<\/td>\n<td>7,316.7<\/td>\n<td>8,574.4<\/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=''>2017-2-28<\/td>\n<\/tr>\n<\/table>\n<div>Based on the 11 Analysts we have covering <strong>FB:NAS<\/strong> we see a consensus price target for 2017 of $153.45 (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 \/> FB:NAS Facebook<\/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>5,089<\/td>\n<td>7,872<\/td>\n<td>12,466<\/td>\n<td>17,928<\/td>\n<td>27,638<\/td>\n<td>100.00<\/td>\n<td> <span>37,749<\/span><\/td>\n<td> <span>46,910<\/span><\/td>\n<td> <span>56,071<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Cost Of Revenue<\/td>\n<td>1,364<\/td>\n<td>1,875<\/td>\n<td>2,153<\/td>\n<td>2,867<\/td>\n<td>3,789<\/td>\n<td>15.66<\/td>\n<td> <span>4,304<\/span><\/td>\n<td> <span>5,404<\/span><\/td>\n<td> <span>5,369<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Gross Profit<\/td>\n<td>3,725<\/td>\n<td>5,997<\/td>\n<td>10,313<\/td>\n<td>15,061<\/td>\n<td>23,849<\/td>\n<td>84.34<\/td>\n<td> <span>33,446<\/span><\/td>\n<td> <span>41,506<\/span><\/td>\n<td> <span>50,701<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Selling General And Administration<\/td>\n<td>1,788<\/td>\n<td>1,778<\/td>\n<td>2,653<\/td>\n<td>4,020<\/td>\n<td>5,503<\/td>\n<td>21.22<\/td>\n<td> <span>5,832<\/span><\/td>\n<td> <span>7,324<\/span><\/td>\n<td> <span>7,276<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Research And Development<\/td>\n<td>1,399<\/td>\n<td>1,415<\/td>\n<td>2,666<\/td>\n<td>4,816<\/td>\n<td>5,919<\/td>\n<td>22.78<\/td>\n<td> <span>6,262<\/span><\/td>\n<td> <span>7,863<\/span><\/td>\n<td> <span>7,812<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>EBITDA<\/td>\n<td>1,194<\/td>\n<td>3,821<\/td>\n<td>6,176<\/td>\n<td>8,162<\/td>\n<td>14,870<\/td>\n<td>50.11<\/td>\n<td> <span>21,352<\/span><\/td>\n<td> <span>26,319<\/span><\/td>\n<td> <span>35,613<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Depreciation and Amortization<\/td>\n<td>649<\/td>\n<td>1,011<\/td>\n<td>1,243<\/td>\n<td>1,945<\/td>\n<td>2,342<\/td>\n<td>9.66<\/td>\n<td> <span>2,944<\/span><\/td>\n<td> <span>3,737<\/span><\/td>\n<td> <span>6,335<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Operating Expense<\/td>\n<td>3,187<\/td>\n<td>3,193<\/td>\n<td>5,319<\/td>\n<td>8,836<\/td>\n<td>11,422<\/td>\n<td>44.00<\/td>\n<td> <span>16,611<\/span><\/td>\n<td> <span>20,641<\/span><\/td>\n<td> <span>24,672<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Operating Income<\/td>\n<td>538<\/td>\n<td>2,804<\/td>\n<td>4,994<\/td>\n<td>6,225<\/td>\n<td>12,427<\/td>\n<td>40.34<\/td>\n<td> <span>16,835<\/span><\/td>\n<td> <span>20,864<\/span><\/td>\n<td> <span>26,029<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>EBIT<\/td>\n<td>545<\/td>\n<td>2,810<\/td>\n<td>4,933<\/td>\n<td>6,217<\/td>\n<td>12,528<\/td>\n<td>40.45<\/td>\n<td> <span>18,408<\/span><\/td>\n<td> <span>22,582<\/span><\/td>\n<td> <span>29,278<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Interest Income<\/td>\n<td>14<\/td>\n<td>19<\/td>\n<td>27<\/td>\n<td>52<\/td>\n<td>176<\/td>\n<td>0.46<\/td>\n<td> <span>172<\/span><\/td>\n<td> <span>214<\/span><\/td>\n<td> <span>255<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Interest Expense<\/td>\n<td>51<\/td>\n<td>56<\/td>\n<td>23<\/td>\n<td>23<\/td>\n<td>10<\/td>\n<td>0.14<\/td>\n<td> <span>43<\/span><\/td>\n<td> <span>54<\/span><\/td>\n<td> <span>92<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Pre-Tax Income<\/td>\n<td>494<\/td>\n<td>2,754<\/td>\n<td>4,910<\/td>\n<td>6,194<\/td>\n<td>12,518<\/td>\n<td>40.32<\/td>\n<td> <span>18,365<\/span><\/td>\n<td> <span>22,528<\/span><\/td>\n<td> <span>29,186<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Tax Provision<\/td>\n<td>441<\/td>\n<td>1,254<\/td>\n<td>1,970<\/td>\n<td>2,506<\/td>\n<td>2,301<\/td>\n<td>11.33<\/td>\n<td> <span>3,456<\/span><\/td>\n<td> <span>4,386<\/span><\/td>\n<td> <span>7,436<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Net Income<\/td>\n<td>53<\/td>\n<td>1,500<\/td>\n<td>2,940<\/td>\n<td>3,688<\/td>\n<td>10,217<\/td>\n<td>28.98<\/td>\n<td> <span>14,909<\/span><\/td>\n<td> <span>18,142<\/span><\/td>\n<td> <span>21,751<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Diluted Average Shares<\/td>\n<td>2,166<\/td>\n<td>2,517<\/td>\n<td>2,664<\/td>\n<td>2,853<\/td>\n<td>2,925<\/td>\n<td><\/td>\n<td> <span>2,783<\/span><\/td>\n<td> <span>2,795<\/span><\/td>\n<td> <span>2,906<\/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>0.01<\/td>\n<td>0.60<\/td>\n<td>1.10<\/td>\n<td>1.29<\/td>\n<td>3.49<\/td>\n<td><\/td>\n<td> <span>5.36<\/span><\/td>\n<td> <span>6.49<\/span><\/td>\n<td> <span>7.48<\/span><\/td>\n<\/tr>\n<tr>\n<td colspan='7' class='forecastrowheader'># Of Analysts<\/td>\n<td>10<\/td>\n<td>9<\/td>\n<td>3<\/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>FB:NAS<\/strong> of <strong>$172.48 (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>2.9<\/span><\/td>\n<\/tr>\n<tr>\n<td>EBITDA (Cash Flow)<\/td>\n<td><span>21351900000<\/span><\/td>\n<td><span>26319200000<\/span><\/td>\n<td><span>35612700000<\/span><\/td>\n<td style=\"width:120px;\"><span>36645468300<\/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>21351900000<\/span><\/td>\n<td><span>26319200000<\/span><\/td>\n<td><span>35612700000<\/span><\/td>\n<td><span>36645468300<\/span><\/td>\n<\/tr>\n<tr>\n<td id=\"TaxRateCell\">Tax Rate(%)<span>18.3815<\/span><\/td>\n<td><span>3924799498.50<\/span><\/td>\n<td><span>4837863748.00<\/span><\/td>\n<td><span>6546148450.50<\/span><\/td>\n<td><span>6735986755.56<\/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>17,427,100,502<\/span><\/td>\n<td><span>21,481,336,252<\/span><\/td>\n<td><span>29,066,551,550<\/span><\/td>\n<td><span>29,909,481,544<\/span><\/td>\n<\/tr>\n<tr>\n<td>Capital Investment Required (Estimate)<\/td>\n<td><span>-2288400000<\/span><\/td>\n<td><span>-2288400000<\/span><\/td>\n<td><span>-2288400000<\/span><\/td>\n<td><span>-2288400000<\/span><\/td>\n<\/tr>\n<tr>\n<td>Tax Shields on Capital Investment<\/td>\n<td><span>301103970<\/span><\/td>\n<td><span>301103970<\/span><\/td>\n<td><span>301103970<\/span><\/td>\n<td><span>301103970<\/span><\/td>\n<\/tr>\n<tr>\n<td>Incremental Working Capital Requirements<\/td>\n<td><span>293000000<\/span><\/td>\n<td><span>293000000<\/span><\/td>\n<td><span>293000000<\/span><\/td>\n<td><span>293000000<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discretionary Cash Flow<\/td>\n<td><span>15,732,804,471<\/span><\/td>\n<td><span>19,787,040,222<\/span><\/td>\n<td><span>27,372,255,519<\/span><\/td>\n<td><span>28,215,185,514<\/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>19.84<\/span><\/td>\n<\/tr>\n<tr>\n<td>Capitalized Terminal Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>559,825,109,412<\/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=\"9.62 - User Defined\">9.62 &#8211; User Defined<\/option><option selected=\"selected\" value=\"7.94 - Pre Defined\">7.94 &#8211; Pre Defined<\/option><\/select><\/td>\n<td><span>7.94<\/span><\/td>\n<td><span>7.94<\/span><\/td>\n<td><span>7.94<\/span><\/td>\n<td><span>7.94<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discounted Annual Cash Flows<\/td>\n<td><span>14,575,509,053<\/span><\/td>\n<td><span>16,983,062,549<\/span><\/td>\n<td><span>21,765,234,182<\/span><\/td>\n<td><span>445,148,723,625<\/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>53,323,805,783<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discounted Terminal Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>445,148,723,625<\/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>498,472,529,408<\/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>498,472,529,408<\/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>0<\/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>498,472,529,408<\/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>498,472,529,408<\/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>2889981334<\/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>$172.48 (USD)<\/span><\/td>\n<\/tr>\n<\/table><\/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>FB:NAS<\/strong> against comparable companies in its space and generated a valution of <strong>$83.29 (USD)<\/strong>. The comparable companies included Alphabet (GOOG: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 FB: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>$3.49 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$20.48 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$9.45 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$5.51 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$5.08 (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>$103.16 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$83.85 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$60.21 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$87.90 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$81.36 (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;\">FB: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;\">GOOG:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">38.84<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>29.56<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">29.56<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">6.62<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>4.09<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">4.09<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">14.34<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>6.37<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6.37<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">24.61<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>15.96<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">15.96<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">24.36<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>16.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">16.00<\/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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5XcoMcpxlPlbA29CuMAYPW6lo2l6zEkWqabZ30aNuRLqBZQp6ZAYHBp39lad5Pk\/2fa+UI3i2eSu3Y5y64x0YgZHfHNU2m3puEHyyT7HD\/ANrf2L4hhtrwtJLpOk3jxjlnmgLW5iPck8FD3LIfUVXs3t7vTL7w\/FPJZvdCG5V9UspreO4mLqJoisgQsrsBkKTnzT16H0KfTrG6lSW4sreaSMbUeSJWKjcrYBI4+ZVP1UHsKLzTrHUEKXtnb3KlGQrNErja2Nw5HQ4GR3xQ3\/Xzb\/4f0EtEkuhheE4oLGfUdOTRbPSZoTG8kGnzmS2O4HBUbUCtwdw2D+E5PFdNVTT9M0\/SLX7NptjbWVvuLeVbQrGmT1OFAGat0mJKx5tqf\/IWvP8Aru\/\/AKEaq16U2nWLuzvZ27MxySYlJJ\/Kk\/syw\/58bb\/v0v8AhTueNLK5yk3zI4DTP+QtZ\/8AXdP\/AEIV1niHUNUtrrSbPSns4pr65aJpbqFpVRVid8hVZcn5cdR1rUXTrFHV0s7dWU5BESgg\/lVPWfDumeIGsxqlrHdRWkpmWCaNXjdijL8ysDnAYke4FJndg8NLDxabvc4e117V\/wC1dU1uJrBY4bK1+1xNE7G4KyzIfKbeNmcEjIfOQPc9BpWm6c\/iyS+0exSGO382O8vgPmvJWIym48yBCDlicKcKOjBdtvD2iPe296+j6e13bKqQTm2QvEq\/dCtjKgdsdKbZ+G9B06+a+sdE021u2zungtUSQ56\/MBnmn1Oq2n3GpXnHxW\/5hH\/bb\/2SvR6rXen2V\/s+2WdvcbM7POiV9ueuMjjoKE7McldWPnqivfP+Ee0X\/oD6f\/4DJ\/hR\/wAI9ov\/AEB9P\/8AAZP8KvnM\/ZsyfBUhi8BWki4yiTMM+zvXL3+t6\/qOjaSl3Jphub42N9bmGCRUtyZ4xtcFyXHzAggrnaw4616SlnbxWZtIIUhg2lQkShQueuAOO9ZGn+DPDmnaINIi0awe0ZUWZJLWM+eUHDSDbhm75I61C+K77r9f+AW0+XlXn+n\/AATntXhXxDomow6hBpV5rWnefFHIzmJEACkzxoS+11yoznIYEb1zmu20+dbnTbW4QyFJYUdTIMMQQDz71Vk8OaFNZ21nLounSWtqd1vC1qhSE+qLjC\/hWnSW39f1r\/Xk9f6\/rp\/XnXvv+Qfc\/wDXJv5GuIrvmUMpVgCpGCCODUH2Gz\/59IP+\/Yrz8Zg5YiSadrGkZcpxFbHhz\/kISf8AXI\/zFb\/2Gz\/59IP+\/Yp8dtBC26KCNGIxlUANYUMtnTqKblsNzTVjlda8QaxZazqItjYCw022guJY5YXaWfzGcFVYOApwnGVbJPSsbSNc1XQtM3vFDe2lxdX4t7W1tpGuFZZpGBJBO9SQQQqAjI612L+GNIm8QtrtxZQXF\/5caRyTRI5h2FiChIypO45wewqxZ6HpGnXk95Y6VY2t1cZ86aC3RHkycncwGTzzzXr9DLW9zA8AXKzWGpx+bezSpfyNJLd2ssDOzAE4EiggZz8v8IwPSuupkcMUO\/yo0Texd9qgbmPUn1NPo6JegLr8zyjxj\/yNd7\/wD\/0Bawq9pm0vT7mVpZ7C1lkbq7wqxP4kVH\/Ymk\/9Auy\/8B0\/wrklh25N3PXp5jGEFHl2R41XrfifUb7TdKjk077P9qmuoLdTcIzIvmSKhJCkE4BzjIq1\/Ymk\/wDQLsv\/AAHT\/Cm61oll4gsBY6hGJbbzo5WjKqyvsYMFYEEFSRyPStaNJ03r5HNjMUq6XKrWucRJqWu3HilGiudLjvNPs72Oe4kt3MMqo8DfKnmZTqASWbBU8HstjbqfEUfimW00O4GoXsCIptt97bl4EXAmz8pXBJTb93Jzziuxl8L+Hp4bWGbQtMkitARbI9nGVhycnYMfLzzxVr+ydN\/tT+1P7Ptf7Q2eX9r8lfN2+m\/Gce2a3jpby\/zu\/v8Aw6HC09fP+l9349S5WP4j\/wCEk\/s6P\/hF\/wCyvt3mjf8A2n5nl+Xg5x5fO7O32xmtiikM8\/8A+Lv\/APUjf+TdH\/F3\/wDqRv8Aybr0CigDH8Of8JJ\/Z0n\/AAlH9lfbvNOz+zPM8vy8DGfM53Z3e2MVzXhTRkbVLzUn8OaJxqN8V1Tfm8z58g6eVx\/d\/wBZ0\/Ku9qOKCGBCkMSRqWZyqKACzEljx3JJJPcmk9h30t\/XU8y8F2Emn23h2eLS9K0uW+sTHFcWZ8xrpzFvDXCbY+BtJ4Zjk43DqTxJM+mReOb5n\/0S53Wlxk8I5sovKfrxliUPqXT0ru7Twv4esDObPQtMtzcRmKbybONPMQ9VbA5B9DV2TT7KaG5hls7d4rr\/AI+EaIFZflC\/MMfN8oA57ACrur3\/AK3KjK0rnD6rrtrB4l+3NDfu+mPFbq8djM8IjYfvyZVQoAA6k5I5iFOh0+DT9ci1WWx0rUo7rUiItYtZyt4pdyBGwAPmIh+QgSY2r9z5cV3C2VottJbrawiCUsZIhGNrliS2R0OSTn1zVWHw\/otvqZ1KDSLCK\/IwbpLZFlIxj74GenHWpW6M7aWNGiiigYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH\/\/Z\" 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>FB:NAS<\/strong> of <strong>$147.74 (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 FB: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>$3.04 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$20.48 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">MarketCap<\/td>\n<td align=\"center\"><span>391708070010<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">1 Year Return<\/td>\n<td align=\"center\"><span>0.256<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">NetPPE<\/td>\n<td align=\"center\"><span>8591000000<\/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>$136.38 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$90.90 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$178.56 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$126.27 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$206.58 (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;\">GOOG:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Cash \/ Share<\/td>\n<td align=\"center\"><span>18.35<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">18.35<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Book Value \/ Share<\/td>\n<td align=\"center\"><span>185.48<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">185.48<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Market Cap<\/td>\n<td align=\"center\"><span>522289882661.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">522289882661<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">1 Year Return<\/td>\n<td align=\"center\"><span>0.17<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.17<\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Net PPE<\/td>\n<td align=\"center\"><span>34234000000.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">34234000000.00<\/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>FB:NAS<\/strong> is <undervalued> and generate a valuation of $187.23 (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>73.42<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>6.82<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>17.15<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>37.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>34.32<\/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>$256.25 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$139.65 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$162.02 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$203.77 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$174.48 (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 FB: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>$3.49 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$20.48 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$9.45 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$5.51 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$5.08 (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>FB:NAS<\/strong> for the last 4 years was <strong>6.82<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>FB:NAS<\/strong> as follows and see a value of <strong>$20.47 (USD)<\/strong><br \/>\n                <br \/>By multiplying these we get an adjusted valuation of <strong>$139.55 (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>64961000000<\/span><\/td>\n<td align=\"center\"><span>64961000000<\/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>34401000000<\/span><\/td>\n<td align=\"center\"><span>34401000000<\/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>8903000000<\/span><\/td>\n<td align=\"center\"><span>8903000000<\/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>20546000000<\/span><\/td>\n<td align=\"center\"><span>20546000000<\/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>3993000000<\/span><\/td>\n<td align=\"center\"><span>3993000000<\/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>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;\">Prepaid Assets<\/td>\n<td align=\"center\"><span>959000000<\/span><\/td>\n<td align=\"center\"><span>959000000<\/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>30560000000<\/span><\/td>\n<td align=\"center\"><span>30560000000<\/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>11803000000<\/span><\/td>\n<td align=\"center\"><span>11803000000<\/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>-3212000000<\/span><\/td>\n<td align=\"center\"><span>-3212000000<\/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>8591000000<\/span><\/td>\n<td align=\"center\"><span>8591000000<\/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>18122000000<\/span><\/td>\n<td align=\"center\"><span>18122000000<\/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>2535000000<\/span><\/td>\n<td align=\"center\"><span>2535000000<\/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>1312000000<\/span><\/td>\n<td align=\"center\"><span>1312000000<\/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>5767000000<\/span><\/td>\n<td align=\"center\"><span>5767000000<\/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>2875000000<\/span><\/td>\n<td align=\"center\"><span>2875000000<\/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>582000000<\/span><\/td>\n<td align=\"center\"><span>582000000<\/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>2293000000<\/span><\/td>\n<td align=\"center\"><span>2293000000<\/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>2892000000<\/span><\/td>\n<td align=\"center\"><span>2892000000<\/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>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;\">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>2892000000<\/span><\/td>\n<td align=\"center\"><span>2892000000<\/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>59194000000<\/span><\/td>\n<td align=\"center\"><span>59194000000<\/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>59194000000<\/span><\/td>\n<td align=\"center\"><span>59194000000<\/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>59194000000<\/span><\/td>\n<td align=\"center\"><span>59194000000<\/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>21670000000<\/span><\/td>\n<td align=\"center\"><span>21670000000<\/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>-21670000000<\/span><\/td>\n<td align=\"center\"><span>-21670000000<\/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>64961000000<\/span><\/td>\n<td align=\"center\"><span>64961000000<\/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>59194000000<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Number Shares Outstanding<\/td>\n<td align=\"center\"><span>2892000000<\/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>$20.47<\/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>FB:NAS<\/td>\n<td>2016<\/td>\n<td>2015<\/td>\n<td>2014<\/td>\n<td>2013<\/td>\n<td>2012<\/td>\n<\/tr>\n<tr>\n<td>P:E<\/td>\n<td>&#8211;<\/td>\n<td>105.72<\/td>\n<td>72.92<\/td>\n<td>133.29<\/td>\n<td>2661.97<\/td>\n<\/tr>\n<tr>\n<td>P:B<\/td>\n<td>&#8211;<\/td>\n<td>7.16<\/td>\n<td>10.21<\/td>\n<td>10.67<\/td>\n<td>5.37<\/td>\n<\/tr>\n<tr>\n<td>P:S<\/td>\n<td>&#8211;<\/td>\n<td>18.64<\/td>\n<td>18.12<\/td>\n<td>20.93<\/td>\n<td>11.33<\/td>\n<\/tr>\n<tr>\n<td>P:CF<\/td>\n<td>&#8211;<\/td>\n<td>40.38<\/td>\n<td>39.75<\/td>\n<td>39.16<\/td>\n<td>35.77<\/td>\n<\/tr>\n<tr>\n<td>EV:EBITDA<\/td>\n<td>&#8211;<\/td>\n<td>42.74<\/td>\n<td>33.33<\/td>\n<td>41.33<\/td>\n<td>46.79<\/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<\/tr>\n<tr>\n<td>P:E<\/td>\n<td>&#8211;<\/td>\n<td>49.08<\/td>\n<td>46.08<\/td>\n<td>91.82<\/td>\n<td>45.38<\/td>\n<td>74.01<\/td>\n<td>33.13<\/td>\n<td>119.40<\/td>\n<td>42.28<\/td>\n<td>54.87<\/td>\n<\/tr>\n<tr>\n<td>P:B<\/td>\n<td>&#8211;<\/td>\n<td>4.20<\/td>\n<td>4.32<\/td>\n<td>6.45<\/td>\n<td>3.21<\/td>\n<td>3.79<\/td>\n<td>4.74<\/td>\n<td>4.01<\/td>\n<td>5.90<\/td>\n<td>6.45<\/td>\n<\/tr>\n<tr>\n<td>P:S<\/td>\n<td>&#8211;<\/td>\n<td>4.26<\/td>\n<td>5.27<\/td>\n<td>7.00<\/td>\n<td>4.80<\/td>\n<td>3.46<\/td>\n<td>3.85<\/td>\n<td>4.37<\/td>\n<td>4.01<\/td>\n<td>7.58<\/td>\n<\/tr>\n<tr>\n<td>P:CF<\/td>\n<td>&#8211;<\/td>\n<td>28.95<\/td>\n<td>25.88<\/td>\n<td>29.10<\/td>\n<td>16.01<\/td>\n<td>16.09<\/td>\n<td>16.60<\/td>\n<td>20.21<\/td>\n<td>12.19<\/td>\n<td>25.45<\/td>\n<\/tr>\n<tr>\n<td>EV:EBITDA<\/td>\n<td>&#8211;<\/td>\n<td>23.99<\/td>\n<td>21.59<\/td>\n<td>13.44<\/td>\n<td>14.66<\/td>\n<td>20.67<\/td>\n<td>11.89<\/td>\n<td>18.12<\/td>\n<td>10.57<\/td>\n<td>26.62<\/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=00FA3DAB533B48018848579C6AF1A59F \">https:\/\/www.stockcalc.com?ss=00FA3DAB533B48018848579C6AF1A59F<\/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\/03\/07\/facebook-fbnas-valuation\/\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">Facebook (FB:NAS) Valuation<\/span> <span class=\"meta-nav\">&rarr;<\/span><\/a><\/p>\n","protected":false},"author":96,"featured_media":312,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":""},"categories":[1,3],"tags":[6,7,5],"class_list":["post-263","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-uncategorized","category-valuation","tag-facebook","tag-fb","tag-valuation"],"jetpack_featured_media_url":"https:\/\/i0.wp.com\/www.stockcalc.com\/blog\/Stockcalc\/wp-content\/uploads\/sites\/96\/2017\/03\/Below-the-line-no-istock.png?fit=1350%2C278&ssl=1","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p8oLk7-4f","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/263","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=263"}],"version-history":[{"count":6,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/263\/revisions"}],"predecessor-version":[{"id":279,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/263\/revisions\/279"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/media\/312"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/media?parent=263"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/categories?post=263"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/tags?post=263"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}