{"id":313,"date":"2017-03-09T10:25:50","date_gmt":"2017-03-09T15:25:50","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/?p=313"},"modified":"2017-03-09T10:25:50","modified_gmt":"2017-03-09T15:25:50","slug":"ggdtse-gogold-resources-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/2017\/03\/09\/ggdtse-gogold-resources-valuation-report\/","title":{"rendered":"GGD:TSE GoGold Resources Valuation Report"},"content":{"rendered":"<div class=\"ReportPage\">\n<div id=\"generatedReport\" class=\"SSline\">\n<div>\n<h4 class=\"reportHeader\">GoGold Resources (GGD:TSE) 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>    If you would like run all your companies start a 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>GoGold Resources<\/strong><\/span>$0.84 (CAD) 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>GoGold Resources<\/strong>, (GGD:TSE) is found to be <overvalued, undervalued, within range, valuation not determined> (refer below to each of the models for detailed calculations and assumptions). Use a conversion rate of 1.3505 from USD to CAD.<\/p>\n<div class=\"row\">\n<div class=\"introGraph\">\n            <img decoding=\"async\" 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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\">$1.78 (USD)<\/strong> for <strong>GGD:TSE<\/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>$1.98 (CAD)<\/strong> for <strong>GGD:TSE<\/strong>. We also generated a valuation of <strong>$1.02 (CAD)<\/strong> using other metrics and comparables.<br \/>\n                <br \/>The comparable companies were Erdene Resource Dev (ERD:TSE), Excellon Resources (EXN:TSE), Nautilus Minerals (NUS:TSE), Select Sands (SNS:TSX) and Western Copper &#038; Gold (WRN:TSE)<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>$1.11 (CAD)<\/strong> for <strong>GGD:TSE<\/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>$0.83 (USD)<\/strong> for <strong>GGD:TSE<\/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 1 analysts that provide a valuation for <strong>GGD:TSE<\/strong>.<br \/>The 1 analysts have a concensus valuation for <strong>GGD:TSE<\/strong> for 2017 of <strong>$1.10 (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=B63CF04C210D469A8898D1CA689352F0\">https:\/\/www.stockcalc.com?ss=B63CF04C210D469A8898D1CA689352F0<\/a>\n                <\/div>\n<\/li>\n<\/ol><\/div>\n<div class=\"headerBackground\">\n<h3>Company Overview (GGD:TSE CAD)<\/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>0.67:0.69<\/td>\n<\/tr>\n<tr>\n<td>Price<\/td>\n<td>0.67<\/td>\n<\/tr>\n<tr>\n<td>Change %Change<\/td>\n<td>+0.00 &#8211; +0.00%<\/td>\n<\/tr>\n<tr>\n<td>Day Range<\/td>\n<td>0.65 &#8211; 0.68<\/td>\n<\/tr>\n<tr>\n<td>52 Week Range<\/td>\n<td>0.41 &#8211; 1.65<\/td>\n<\/tr>\n<tr>\n<td>Open Price<\/td>\n<td>0.66<\/td>\n<\/tr>\n<tr>\n<td>Day Volume<\/td>\n<td>204986<\/td>\n<\/tr>\n<tr>\n<td>Average Volume<\/td>\n<td>519538<\/td>\n<\/tr>\n<tr>\n<td>P\/E Ratio<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Diluted EPS<\/td>\n<td>-0.11<\/td>\n<\/tr>\n<tr>\n<td>Shares Outstanding<\/td>\n<td>171376481<\/td>\n<\/tr>\n<tr>\n<td>Market Cap<\/td>\n<td>114,822,242<\/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%;\">GoGold Resources Inc is engaged in the discovery, exploration and development of gold, silver and copper deposits in Mexico. The Company&#8217;s projects include San Diego, Santa Gertrudis and Parral.<\/p>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Financial Data for GGD:TSE<\/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 Thousands<\/td>\n<td>2014-9-30<\/td>\n<td>2014-9-30<\/td>\n<td>2014-9-30<\/td>\n<td>2015-9-30<\/td>\n<td>2016-9-30<\/td>\n<\/tr>\n<tr>\n<td>Total Revenue<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>12,521<\/td>\n<td>16,701<\/td>\n<\/tr>\n<tr>\n<td>Cost Of Revenue<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>7,039<\/td>\n<td>11,047<\/td>\n<\/tr>\n<tr>\n<td>Gross Profit<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>5,482<\/td>\n<td>5,654<\/td>\n<\/tr>\n<tr>\n<td>Selling General And Administration<\/td>\n<td>3,142<\/td>\n<td>3,142<\/td>\n<td>3,142<\/td>\n<td>3,592<\/td>\n<td>4,711<\/td>\n<\/tr>\n<tr>\n<td>Research And Development<\/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>EBITDA<\/td>\n<td>-3,088<\/td>\n<td>-3,088<\/td>\n<td>-3,088<\/td>\n<td>-1,441<\/td>\n<td>-15,611<\/td>\n<\/tr>\n<tr>\n<td>Depreciation and Amortization<\/td>\n<td>48<\/td>\n<td>54<\/td>\n<td>54<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Operating Expense<\/td>\n<td>3,142<\/td>\n<td>3,142<\/td>\n<td>3,142<\/td>\n<td>3,592<\/td>\n<td>4,711<\/td>\n<\/tr>\n<tr>\n<td>Operating Income<\/td>\n<td>-3,142<\/td>\n<td>-3,142<\/td>\n<td>-3,142<\/td>\n<td>1,890<\/td>\n<td>943<\/td>\n<\/tr>\n<tr>\n<td>EBIT<\/td>\n<td>-3,142<\/td>\n<td>-3,142<\/td>\n<td>-3,142<\/td>\n<td>-3,805<\/td>\n<td>-19,369<\/td>\n<\/tr>\n<tr>\n<td>Interest Income<\/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 Expense<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>1,879<\/td>\n<td>1,886<\/td>\n<\/tr>\n<tr>\n<td>Pre-Tax Income<\/td>\n<td>-4,907<\/td>\n<td>-4,907<\/td>\n<td>-4,907<\/td>\n<td>-5,684<\/td>\n<td>-21,255<\/td>\n<\/tr>\n<tr>\n<td>Tax Provision<\/td>\n<td>2,300<\/td>\n<td>2,300<\/td>\n<td>2,300<\/td>\n<td>398<\/td>\n<td>-718<\/td>\n<\/tr>\n<tr>\n<td>Net Income<\/td>\n<td>-7,207<\/td>\n<td>-7,207<\/td>\n<td>-7,207<\/td>\n<td>-6,082<\/td>\n<td>-20,537<\/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>138,890<\/td>\n<td>138,890<\/td>\n<td>138,890<\/td>\n<td>159,591<\/td>\n<td>165,086<\/td>\n<\/tr>\n<tr>\n<td>Diluted EPS<\/td>\n<td>-0.04<\/td>\n<td>-0.04<\/td>\n<td>-0.04<\/td>\n<td>-0.04<\/td>\n<td>-0.13<\/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 Thousands<\/td>\n<td>2013-9-30<\/td>\n<td>2014-9-30<\/td>\n<td>2014-9-30<\/td>\n<td>2015-9-30<\/td>\n<td>2016-9-30<\/td>\n<\/tr>\n<tr>\n<td>Total Assets<\/td>\n<td>112,449<\/td>\n<td>135,225<\/td>\n<td>150,935<\/td>\n<td>140,596<\/td>\n<td>140,651<\/td>\n<\/tr>\n<tr>\n<td>Current Assets<\/td>\n<td>31,552<\/td>\n<td>12,709<\/td>\n<td>14,186<\/td>\n<td>16,796<\/td>\n<td>29,662<\/td>\n<\/tr>\n<tr>\n<td>Cash And Cash Equivalents<\/td>\n<td>31,114<\/td>\n<td>3,423<\/td>\n<td>3,821<\/td>\n<td>2,721<\/td>\n<td>2,091<\/td>\n<\/tr>\n<tr>\n<td>Other Short Term Investments<\/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>Receivables<\/td>\n<td>341<\/td>\n<td>6,314<\/td>\n<td>7,048<\/td>\n<td>1,736<\/td>\n<td>3,154<\/td>\n<\/tr>\n<tr>\n<td>Inventory<\/td>\n<td>0<\/td>\n<td>1,514<\/td>\n<td>1,690<\/td>\n<td>11,090<\/td>\n<td>24,191<\/td>\n<\/tr>\n<tr>\n<td>PrepaidAssets<\/td>\n<td>96<\/td>\n<td>1,458<\/td>\n<td>1,628<\/td>\n<td>1,249<\/td>\n<td>226<\/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>80,897<\/td>\n<td>122,515<\/td>\n<td>136,749<\/td>\n<td>123,800<\/td>\n<td>110,989<\/td>\n<\/tr>\n<tr>\n<td>Gross PPE<\/td>\n<td>80,974<\/td>\n<td>122,636<\/td>\n<td>136,884<\/td>\n<td>122,677<\/td>\n<td>114,434<\/td>\n<\/tr>\n<tr>\n<td>Accumulated Depreciation<\/td>\n<td>-78<\/td>\n<td>-121<\/td>\n<td>-135<\/td>\n<td>-5,112<\/td>\n<td>-13,139<\/td>\n<\/tr>\n<tr>\n<td>Net PPE<\/td>\n<td>80,897<\/td>\n<td>122,515<\/td>\n<td>136,749<\/td>\n<td>117,565<\/td>\n<td>101,295<\/td>\n<\/tr>\n<tr>\n<td>Goodwill<\/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>Intangibles<\/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 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 colspan=\"6\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Total liabilities<\/td>\n<td>15,705<\/td>\n<td>37,401<\/td>\n<td>41,746<\/td>\n<td>36,740<\/td>\n<td>52,553<\/td>\n<\/tr>\n<tr>\n<td>Current Liabilities<\/td>\n<td>2,879<\/td>\n<td>16,686<\/td>\n<td>18,624<\/td>\n<td>5,803<\/td>\n<td>48,703<\/td>\n<\/tr>\n<tr>\n<td>Payables<\/td>\n<td>1,629<\/td>\n<td>2,995<\/td>\n<td>3,343<\/td>\n<td>5,629<\/td>\n<td>13,563<\/td>\n<\/tr>\n<tr>\n<td>Current debt<\/td>\n<td>1,250<\/td>\n<td>13,091<\/td>\n<td>14,612<\/td>\n<td>0<\/td>\n<td>35,077<\/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>12,826<\/td>\n<td>20,715<\/td>\n<td>23,122<\/td>\n<td>30,937<\/td>\n<td>3,850<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>12,422<\/td>\n<td>17,253<\/td>\n<td>19,258<\/td>\n<td>27,357<\/td>\n<td>0<\/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>96,744<\/td>\n<td>97,824<\/td>\n<td>109,189<\/td>\n<td>103,856<\/td>\n<td>88,098<\/td>\n<\/tr>\n<tr>\n<td>Stockholders Equity<\/td>\n<td>96,744<\/td>\n<td>97,824<\/td>\n<td>109,189<\/td>\n<td>103,856<\/td>\n<td>88,098<\/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>-7,733<\/td>\n<td>-13,747<\/td>\n<td>-15,344<\/td>\n<td>-20,726<\/td>\n<td>-41,263<\/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>112,449<\/td>\n<td>135,225<\/td>\n<td>150,935<\/td>\n<td>140,596<\/td>\n<td>140,651<\/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 Thousands<\/td>\n<td>2013-9-30<\/td>\n<td>2014-9-30<\/td>\n<td>2014-9-30<\/td>\n<td>2015-9-30<\/td>\n<td>2016-9-30<\/td>\n<\/tr>\n<tr>\n<td>Net Income<\/td>\n<td>-3,643<\/td>\n<td>-6,457<\/td>\n<td>-7,207<\/td>\n<td>-6,082<\/td>\n<td>-20,537<\/td>\n<\/tr>\n<tr>\n<td>Depreciation and amortization<\/td>\n<td>31<\/td>\n<td>48<\/td>\n<td>54<\/td>\n<td>0<\/td>\n<td>0<\/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>715<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>20,030<\/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>15<\/td>\n<td>1,926<\/td>\n<td>2,150<\/td>\n<td>491<\/td>\n<td>-755<\/td>\n<\/tr>\n<tr>\n<td>Stock based compensation<\/td>\n<td>641<\/td>\n<td>277<\/td>\n<td>309<\/td>\n<td>205<\/td>\n<td>362<\/td>\n<\/tr>\n<tr>\n<td>Accounts receivable<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>728<\/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>-11,715<\/td>\n<\/tr>\n<tr>\n<td>Prepaid expenses<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>-43<\/td>\n<\/tr>\n<tr>\n<td>Accounts 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>Accrued 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>Income Tax Payable<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>37<\/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>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-cash items<\/td>\n<td>959<\/td>\n<td>-6,473<\/td>\n<td>-7,225<\/td>\n<td>1,361<\/td>\n<td>8,895<\/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>-1,282<\/td>\n<td>-10,678<\/td>\n<td>-11,919<\/td>\n<td>-4,025<\/td>\n<td>-2,998<\/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>-10,930<\/td>\n<td>-32,956<\/td>\n<td>-36,785<\/td>\n<td>-9,606<\/td>\n<td>-13,365<\/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>0<\/td>\n<td>-4,776<\/td>\n<td>-5,331<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>Purchases of investments<\/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>Sales\/Maturities of investments<\/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 investing activities<\/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 colspan=\"39\">\n<hr>\n<\/td>\n<\/tr>\n<tr>\n<td>Net cash used for investing activities<\/td>\n<td>-10,930<\/td>\n<td>-37,732<\/td>\n<td>-42,116<\/td>\n<td>-9,606<\/td>\n<td>-13,365<\/td>\n<\/tr>\n<tr>\n<td colspan=\"39\" style=\"height:20px;\"><\/td>\n<\/tr>\n<tr>\n<td>Debt issued<\/td>\n<td>0<\/td>\n<td>14,803<\/td>\n<td>16,523<\/td>\n<td>27,315<\/td>\n<td>13,500<\/td>\n<\/tr>\n<tr>\n<td>Debt repayment<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>-31,323<\/td>\n<td>-6,000<\/td>\n<\/tr>\n<tr>\n<td>Common stock issued<\/td>\n<td>4,537<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>16,194<\/td>\n<td>7,454<\/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>14,060<\/td>\n<td>8,311<\/td>\n<td>9,276<\/td>\n<td>1,173<\/td>\n<td>844<\/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>18,598<\/td>\n<td>23,114<\/td>\n<td>25,799<\/td>\n<td>13,359<\/td>\n<td>15,798<\/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>0<\/td>\n<td>844<\/td>\n<td>942<\/td>\n<td>-419<\/td>\n<td>-65<\/td>\n<\/tr>\n<tr>\n<td>Net change in cash<\/td>\n<td>6,386<\/td>\n<td>-25,297<\/td>\n<td>-28,236<\/td>\n<td>-272<\/td>\n<td>-630<\/td>\n<\/tr>\n<tr>\n<td>Cash at beginning of period<\/td>\n<td>24,728<\/td>\n<td>27,876<\/td>\n<td>31,114<\/td>\n<td>3,412<\/td>\n<td>2,721<\/td>\n<\/tr>\n<tr>\n<td>Cash at end of period<\/td>\n<td>31,114<\/td>\n<td>3,423<\/td>\n<td>3,821<\/td>\n<td>2,721<\/td>\n<td>2,091<\/td>\n<\/tr>\n<tr>\n<td>Operating cash flow<\/td>\n<td>-1,282<\/td>\n<td>-10,678<\/td>\n<td>-11,919<\/td>\n<td>-4,025<\/td>\n<td>-2,998<\/td>\n<\/tr>\n<tr>\n<td>Capital expenditure<\/td>\n<td>-10,930<\/td>\n<td>-32,956<\/td>\n<td>-36,785<\/td>\n<td>-9,606<\/td>\n<td>-13,365<\/td>\n<\/tr>\n<tr>\n<td>Free cash flow<\/td>\n<td>-12,212<\/td>\n<td>-43,634<\/td>\n<td>-48,704<\/td>\n<td>-13,631<\/td>\n<td>-16,363<\/td>\n<\/tr>\n<\/table><\/div>\n<div class=\"heading-text\">\n<h3>Ratio Data for GGD:TSE<\/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><\/td>\n<td><\/td>\n<td><\/td>\n<td>43.78<\/td>\n<td>33.85<\/td>\n<\/tr>\n<tr>\n<td>Operation Margin (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>15.09<\/td>\n<td>5.65<\/td>\n<\/tr>\n<tr>\n<td>Tax Rate (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Net Margin (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>-48.57<\/td>\n<td>-122.97<\/td>\n<\/tr>\n<tr>\n<td>Sales per Employee<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>131800<\/td>\n<td>146500<\/td>\n<\/tr>\n<tr>\n<td>EBIT Margin (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>-30.39<\/td>\n<td>-115.98<\/td>\n<\/tr>\n<tr>\n<td>EBITDA Margin (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>-11.51<\/td>\n<td>-93.47<\/td>\n<\/tr>\n<tr>\n<td>Net Profit Margin (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>-48.57<\/td>\n<td>-122.97<\/td>\n<\/tr>\n<tr>\n<td>Interest Coverage<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>-2.03<\/td>\n<td>-10.27<\/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><\/td>\n<td><\/td>\n<td><\/td>\n<td>35.53<\/td>\n<td>17.06<\/td>\n<\/tr>\n<tr>\n<td>Days In Inventory<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>326.78<\/td>\n<td>582.85<\/td>\n<\/tr>\n<tr>\n<td>Days In Payment<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>219.05<\/td>\n<td>315.11<\/td>\n<\/tr>\n<tr>\n<td>Cash Conversion Cycle<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>143.26<\/td>\n<td>284.8<\/td>\n<\/tr>\n<tr>\n<td>Receivable Turnover<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>10.27<\/td>\n<td>21.4<\/td>\n<\/tr>\n<tr>\n<td>Inventory Turnover<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>1.12<\/td>\n<td>0.63<\/td>\n<\/tr>\n<tr>\n<td>Payment Turnover<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>1.67<\/td>\n<td>1.16<\/td>\n<\/tr>\n<tr>\n<td>Fixed Assets Turnover<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>0.1<\/td>\n<td>0.15<\/td>\n<\/tr>\n<tr>\n<td>Assets Turnover<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>0.09<\/td>\n<td>0.12<\/td>\n<\/tr>\n<tr>\n<td>ROE (%)<\/td>\n<td>-4.29<\/td>\n<td>-3.7<\/td>\n<td>-6.74<\/td>\n<td>-6.03<\/td>\n<td>-21.4<\/td>\n<\/tr>\n<tr>\n<td>ROA (%)<\/td>\n<td>-4.1<\/td>\n<td>-3.41<\/td>\n<td>-5.29<\/td>\n<td>-4.41<\/td>\n<td>-14.6<\/td>\n<\/tr>\n<tr>\n<td>ROIC (%)<\/td>\n<td>-4.29<\/td>\n<td>-3.46<\/td>\n<td>-5.49<\/td>\n<td>-3.52<\/td>\n<td>-12.93<\/td>\n<\/tr>\n<tr>\n<td>FCF Sales Ratio (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>FCF Net Income Ratio (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditure Sales Ratio (%)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>76.72<\/td>\n<td>80.03<\/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>29.6<\/td>\n<td>10.96<\/td>\n<td>0.76<\/td>\n<td>2.89<\/td>\n<td>0.61<\/td>\n<\/tr>\n<tr>\n<td>Quick Ratio<\/td>\n<td>29.56<\/td>\n<td>10.93<\/td>\n<td>0.58<\/td>\n<td>0.77<\/td>\n<td>0.11<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt Total Capital Ratio (%)<\/td>\n<td><\/td>\n<td>11.38<\/td>\n<td>14.99<\/td>\n<td>20.85<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt Equity Ratio<\/td>\n<td><\/td>\n<td>0.13<\/td>\n<td>0.18<\/td>\n<td>0.26<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Financial Leverage<\/td>\n<td>1.01<\/td>\n<td>1.16<\/td>\n<td>1.38<\/td>\n<td>1.35<\/td>\n<td>1.6<\/td>\n<\/tr>\n<tr>\n<td>Total Debt To Equity Ratio<\/td>\n<td><\/td>\n<td>0.14<\/td>\n<td>0.31<\/td>\n<td>0.26<\/td>\n<td>0.4<\/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>-7.67<\/td>\n<td>-6.58<\/td>\n<td>-4.99<\/td>\n<td>-5.57<\/td>\n<td>-22.56<\/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>-0.03<\/td>\n<td>-0.11<\/td>\n<td>-0.16<\/td>\n<td>-0.11<\/td>\n<td>-0.09<\/td>\n<\/tr>\n<tr>\n<td>Sales Per Share<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0.06<\/td>\n<td>0.15<\/td>\n<\/tr>\n<tr>\n<td>Book Value Per Share<\/td>\n<td>0.16<\/td>\n<td>0.69<\/td>\n<td>0.79<\/td>\n<td>0.89<\/td>\n<td>0.68<\/td>\n<\/tr>\n<tr>\n<td>CFO Per Share<\/td>\n<td>-0.03<\/td>\n<td>-0.02<\/td>\n<td>-0.02<\/td>\n<td>-0.12<\/td>\n<td>-0.01<\/td>\n<\/tr>\n<tr>\n<td>FCF Per Share<\/td>\n<td>-0.1<\/td>\n<td>-0.11<\/td>\n<td>-0.33<\/td>\n<td>-0.16<\/td>\n<td>-0.12<\/td>\n<\/tr>\n<tr>\n<td>Earning Yield (%)<\/td>\n<td>-1.84<\/td>\n<td>-1.98<\/td>\n<td>-1.82<\/td>\n<td>-2.77<\/td>\n<td>-19.58<\/td>\n<\/tr>\n<tr>\n<td>PE Ratio<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Sales Yield (%)<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>5.16<\/td>\n<td>16.38<\/td>\n<\/tr>\n<tr>\n<td>PS Ratio<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>19.37<\/td>\n<td>6.1<\/td>\n<\/tr>\n<tr>\n<td>Book Value Yield (%)<\/td>\n<td>10.35<\/td>\n<td>65.91<\/td>\n<td>44.68<\/td>\n<td>71.51<\/td>\n<td>72.64<\/td>\n<\/tr>\n<tr>\n<td>PB Ratio<\/td>\n<td>9.66<\/td>\n<td>1.52<\/td>\n<td>2.24<\/td>\n<td>1.4<\/td>\n<td>1.38<\/td>\n<\/tr>\n<tr>\n<td>CF Yield (%)<\/td>\n<td>-1.99<\/td>\n<td>-1.83<\/td>\n<td>-1.2<\/td>\n<td>-9.52<\/td>\n<td>-1.26<\/td>\n<\/tr>\n<tr>\n<td>PCF Ratio<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>FCF Yield (%)<\/td>\n<td>-6.89<\/td>\n<td>-10.77<\/td>\n<td>-18.62<\/td>\n<td>-12.99<\/td>\n<td>-13.07<\/td>\n<\/tr>\n<tr>\n<td>FCF Ratio<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/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><\/td>\n<td><\/td>\n<td><\/td>\n<td>9.55<\/td>\n<td>6.97<\/td>\n<\/tr>\n<tr>\n<td>Forward PE Ratio<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td>10.47<\/td>\n<td>14.35<\/td>\n<\/tr>\n<tr>\n<td>PEG Ratio<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>PEG Payback<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/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>0.01<\/td>\n<td>0.11<\/td>\n<td>0.01<\/td>\n<td>-0.06<\/td>\n<td>0.15<\/td>\n<\/tr>\n<tr>\n<td>EV To EBITDA<\/td>\n<td>-119.15<\/td>\n<td>-32.13<\/td>\n<td>-119.77<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Buy Back Yield (%)<\/td>\n<td><\/td>\n<td><\/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><\/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>GGD:TSE<\/strong> to be <strong>8.789<\/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\">121677301<\/div>\n<div class=\"cell coctextalign\">78<\/div>\n<div class=\"cell coctextalign\">Ke<\/div>\n<div class=\"cell coctextalign\">9.688<\/div>\n<\/p><\/div>\n<div class=\"row\">\n<div class=\"cell\">Debt (Book Value)<\/div>\n<div class=\"cell coctextalign\">35077000<\/div>\n<div class=\"cell coctextalign\">22<\/div>\n<div class=\"cell coctextalign\">Kd<\/div>\n<div class=\"cell coctextalign\">5.6<\/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\">156754301<\/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\">8.789<\/div>\n<\/p><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div>\n        The Company&#8217;s Beta was calculated as 0.649 using a 60 month time frame and the S&#038;P\/TSX 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 1 Analysts covering <strong>GGD:TSE<\/strong>.<\/div>\n<h4>GGD:TSE GoGold Resources<\/h4>\n<p style='text-align: left;  font-size: 14px;'>Current Price: 0.67 CAD<\/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>0.0393<\/td>\n<td>0.1049<\/td>\n<td>0.1704<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>57.7<\/td>\n<td>103.6<\/td>\n<td>162.6<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>1.1000<\/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>0.0918<\/td>\n<td>0.2753<\/td>\n<td>0.3540<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<\/table>\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=''>2<\/td>\n<td class=''>0<\/td>\n<td class=''>0<\/td>\n<td class=''>5.0000<\/td>\n<td class=''>Buy<\/td>\n<td class=''>2017-2-28<\/td>\n<\/tr>\n<\/table>\n<div>Based on the 1 Analysts we have covering <strong>GGD:TSE<\/strong> we see a consensus price target for 2017 of $1.10 (USD).\n    <\/div>\n<div class=\"heading-text\">\n<h3>Forecasted Financial Statements<\/h3>\n<\/p><\/div>\n<p>        The resulting projections of the 1 analysts are shown here:<\/p>\n<div id=\"rgFinacialForecast\">\n<h3>Income Statement Projections for <br \/> GGD:TSE GoGold Resources<\/h3>\n<p><span>dollars<\/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<\/th>\n<th class='forecastcolheader'>2014<\/th>\n<th class='forecastcolheader'>2014<\/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>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>12,521,000<\/td>\n<td>16,701,000<\/td>\n<td>100.00<\/td>\n<td> <span>57,700,000<\/span><\/td>\n<td> <span>103,600,000<\/span><\/td>\n<td> <span>162,600,000<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Cost Of Revenue<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>7,039,000<\/td>\n<td>11,047,000<\/td>\n<td>62.42<\/td>\n<td> <span>23,659,233<\/span><\/td>\n<td> <span>42,480,010<\/span><\/td>\n<td> <span>66,672,293<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Gross Profit<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>5,482,000<\/td>\n<td>5,654,000<\/td>\n<td>37.58<\/td>\n<td> <span>34,040,767<\/span><\/td>\n<td> <span>61,119,990<\/span><\/td>\n<td> <span>95,927,707<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Selling General And Administration<\/td>\n<td>3,141,612<\/td>\n<td>3,141,612<\/td>\n<td>3,141,612<\/td>\n<td>3,592,000<\/td>\n<td>4,711,000<\/td>\n<td>42.50<\/td>\n<td> <span>16,107,228<\/span><\/td>\n<td> <span>28,920,431<\/span><\/td>\n<td> <span>45,390,561<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Research And Development<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0.00<\/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 class='forecastrowheader'>EBITDA<\/td>\n<td>-3,087,986<\/td>\n<td>-3,087,986<\/td>\n<td>-3,087,986<\/td>\n<td>-1,441,000<\/td>\n<td>-15,611,000<\/td>\n<td>-76.61<\/td>\n<td> <span>17,933,538<\/span><\/td>\n<td> <span>32,199,559<\/span><\/td>\n<td> <span>50,537,146<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Depreciation and Amortization<\/td>\n<td>48,044<\/td>\n<td>53,626<\/td>\n<td>53,626<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0.24<\/td>\n<td> <span>124,507<\/span><\/td>\n<td> <span>161,888<\/span><\/td>\n<td> <span>243,740<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Operating Expense<\/td>\n<td>3,141,612<\/td>\n<td>3,141,612<\/td>\n<td>3,141,612<\/td>\n<td>3,592,000<\/td>\n<td>4,711,000<\/td>\n<td>42.50<\/td>\n<td> <span>9,947,880<\/span><\/td>\n<td> <span>44,027,943<\/span><\/td>\n<td> <span>69,101,771<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Operating Income<\/td>\n<td>-3,141,612<\/td>\n<td>-3,141,612<\/td>\n<td>-3,141,612<\/td>\n<td>1,890,000<\/td>\n<td>943,000<\/td>\n<td>-4.92<\/td>\n<td> <span>24,092,886<\/span><\/td>\n<td> <span>17,092,048<\/span><\/td>\n<td> <span>26,825,936<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>EBIT<\/td>\n<td>-3,141,612<\/td>\n<td>-3,141,612<\/td>\n<td>-3,141,612<\/td>\n<td>-3,805,000<\/td>\n<td>-19,369,000<\/td>\n<td>-98.00<\/td>\n<td> <span>17,809,031<\/span><\/td>\n<td> <span>32,037,671<\/span><\/td>\n<td> <span>50,293,406<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Interest Income<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0.00<\/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 class='forecastrowheader'>Interest Expense<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>1,879,000<\/td>\n<td>1,886,000<\/td>\n<td>12.69<\/td>\n<td> <span>6,673,212<\/span><\/td>\n<td> <span>8,676,732<\/span><\/td>\n<td> <span>13,063,741<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Pre-Tax Income<\/td>\n<td>-4,906,733<\/td>\n<td>-4,906,733<\/td>\n<td>-4,906,733<\/td>\n<td>-5,684,000<\/td>\n<td>-21,255,000<\/td>\n<td>-118.61<\/td>\n<td> <span>11,135,819<\/span><\/td>\n<td> <span>23,360,939<\/span><\/td>\n<td> <span>37,229,665<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Tax Provision<\/td>\n<td>2,300,164<\/td>\n<td>2,300,164<\/td>\n<td>2,300,164<\/td>\n<td>398,000<\/td>\n<td>-718,000<\/td>\n<td>8.84<\/td>\n<td> <span>4,647,930<\/span><\/td>\n<td> <span>6,043,392<\/span><\/td>\n<td> <span>9,098,969<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Net Income<\/td>\n<td>-7,206,897<\/td>\n<td>-7,206,897<\/td>\n<td>-7,206,897<\/td>\n<td>-6,082,000<\/td>\n<td>-20,537,000<\/td>\n<td>-127.45<\/td>\n<td> <span>6,487,889<\/span><\/td>\n<td> <span>17,317,547<\/span><\/td>\n<td> <span>28,130,696<\/span><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader'>Diluted Average Shares<\/td>\n<td>138,890,460<\/td>\n<td>138,890,460<\/td>\n<td>138,890,460<\/td>\n<td>159,591,424<\/td>\n<td>165,086,243<\/td>\n<td><\/td>\n<td> <span>165,086,243<\/span><\/td>\n<td> <span>165,086,243<\/span><\/td>\n<td> <span>165,086,243<\/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>-0.04<\/td>\n<td>-0.04<\/td>\n<td>-0.04<\/td>\n<td>-0.04<\/td>\n<td>-0.13<\/td>\n<td><\/td>\n<td> <span>0.04<\/span><\/td>\n<td> <span>0.10<\/span><\/td>\n<td> <span>0.17<\/span><\/td>\n<\/tr>\n<tr>\n<td colspan='7' class='forecastrowheader'># Of Analysts<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<td>1<\/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>GGD:TSE<\/strong> of <strong>$1.78 (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>17933538<\/span><\/td>\n<td><span>32199559<\/span><\/td>\n<td><span>50537146<\/span><\/td>\n<td style=\"width:120px;\"><span>52053260<\/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>17933538<\/span><\/td>\n<td><span>32199559<\/span><\/td>\n<td><span>50537146<\/span><\/td>\n<td><span>52053260<\/span><\/td>\n<\/tr>\n<tr>\n<td id=\"TaxRateCell\">Tax Rate(%)<span>3.3780<\/span><\/td>\n<td><span>605794.92<\/span><\/td>\n<td><span>1087701.11<\/span><\/td>\n<td><span>1707144.79<\/span><\/td>\n<td><span>1758359.13<\/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>17,327,743<\/span><\/td>\n<td><span>31,111,858<\/span><\/td>\n<td><span>48,830,001<\/span><\/td>\n<td><span>50,294,901<\/span><\/td>\n<\/tr>\n<tr>\n<td>Capital Investment Required (Estimate)<\/td>\n<td><span>-20728363<\/span><\/td>\n<td><span>-20728363<\/span><\/td>\n<td><span>-20728363<\/span><\/td>\n<td><span>-20728363<\/span><\/td>\n<\/tr>\n<tr>\n<td>Tax Shields on Capital Investment<\/td>\n<td><span>486439<\/span><\/td>\n<td><span>486439<\/span><\/td>\n<td><span>486439<\/span><\/td>\n<td><span>486439<\/span><\/td>\n<\/tr>\n<tr>\n<td>Incremental Working Capital Requirements<\/td>\n<td><span>-6023842<\/span><\/td>\n<td><span>-6023842<\/span><\/td>\n<td><span>-6023842<\/span><\/td>\n<td><span>-6023842<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discretionary Cash Flow<\/td>\n<td><span>-8,938,023<\/span><\/td>\n<td><span>4,846,091<\/span><\/td>\n<td><span>22,564,235<\/span><\/td>\n<td><span>24,029,135<\/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>17.27<\/span><\/td>\n<\/tr>\n<tr>\n<td>Capitalized Terminal Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>415,082,650<\/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 selected=\"selected\" value=\"8.79 - User Defined\">8.79 &#8211; User Defined<\/option><option value=\"8.79 - Pre Defined\">8.79 &#8211; Pre Defined<\/option><\/select><\/td>\n<td><span>8.79<\/span><\/td>\n<td><span>8.79<\/span><\/td>\n<td><span>8.79<\/span><\/td>\n<td><span>8.79<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discounted Annual Cash Flows<\/td>\n<td><span>-8,215,926<\/span><\/td>\n<td><span>4,094,696<\/span><\/td>\n<td><span>17,525,308<\/span><\/td>\n<td><span>322,388,563<\/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>13,404,078<\/span><\/td>\n<\/tr>\n<tr>\n<td>Discounted Terminal Value<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><span>322,388,563<\/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>335,792,641<\/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>335,792,641<\/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>31507000<\/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>304,285,641<\/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>304,285,641<\/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>171376481<\/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>$2.40 (CAD)<\/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>GGD:TSE<\/strong> against comparable companies in its space and generated a valution of <strong>$1.98 (CAD)<\/strong>. The comparable companies included Erdene Resource Dev (ERD:TSE), Excellon Resources (EXN:TSE), Nautilus Minerals (NUS:TSE), Select Sands (SNS:TSX) and Western Copper &#038; Gold (WRN:TSE)\n        <\/div>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company GGD:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>($0.16) (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$0.68 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$0.16 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>($0.03) (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>($0.12) (CAD)<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Price Based on Comps<\/th>\n<th align=\"center\" style=\"width:150px;\">Adjustment Factor (%)<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$3.12 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.83 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>($0.28) (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">GGD:TSE<\/th>\n<th align=\"center\" style=\"width:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<th align=\"center\" style=\"width:100px;\">ERD:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">EXN:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">NUS:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">SNS:TSX<\/th>\n<th align=\"center\" style=\"width:100px;\">WRN:TSE<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">1.26<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>9.81<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">30.72<\/td>\n<td align=\"center\" style=\"width:100px;\">3.80<\/td>\n<td align=\"center\" style=\"width:100px;\">0.38<\/td>\n<td align=\"center\" style=\"width:100px;\">10.08<\/td>\n<td align=\"center\" style=\"width:100px;\">4.06<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.38<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>5.21<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">5.21<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<\/tr>\n<\/table>\n<p><img decoding=\"async\" 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alt=\"Comparables chart\" \/><img decoding=\"async\" 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J31LTLBrO7hl024upbiSS3dY2Vi4XbIRtfdvDYUnGDnBoWwno\/u\/r+vzNlvF\/h5NBfXG1e1Glq7p9qL\/I7KSCF\/vnKnG3Oe2a2kdXRXU5VhkH2rlxaXP\/AAh\/iCD7PL50sl8Y49h3PuZ9uB3zkY9c10lqCtpCrAgiNQQe3FH\/AABvR\/f+BLRRRQAVDd3UFjaS3V1KsUESlndugAqaqmp339m6Zc3v2a4uTBGXEFtGZJJCP4VUckmk9ENK7sZ3\/CXaP9jNyZboYm8jyDYzicvt3YEOzzD8vzfd6AnoKn\/4SXRftGnW\/wDaMH2jUl3WkOf3kq7S2dvUDCnkgAHjrxXK2l232iz8QXVtqM032pjerHpdyvkBomVBHG0YkkVeFLBTkuSQo4GlaWV0mleHd1vKGGoPcOhQ5hR1mYBh2xvUfXiqtr9xN\/yZs2fiLTL\/AFF7G2nkaZQxBa3kWOTacNskZQr4JwdpOK1K5PStUOt+KXlubXULZbTzIrOGbTp41POGlaVkCZbGFUH7pJOS2F6yl0Q+rQUUUUAFZmq+INN0VkW9llDOpfbDbyTFUHV2CKdqjP3jge9adcx4t1eW28jS44L9Y7xW+0XltYTXIhj6EKI0b942cDPA5Y5wFZO\/QZpDxHpbasumJcO1wxCgrC5i3Fd4XzQuwNt+bbuzgg45qNPFmhS2d5d2+ox3MFpMLeV7ZWm\/eHGEUICXb5gMLk5OOtc\/FE63v9kQ2N7GW1WK8imNrIIvIVUbJkxtB+UptJ3e2K11mk0y81+7ltb1onuYtrW0Bkfb5SKXVcEsAc8KGPHQ03tf+un\/AAV8iVq7f11\/4f5mxp+o2uqWa3dnIXiYlfmRkZWBIKsrAFSCCCCARVqsDwhFLFpEodLjY91LJFLdRGKaZWbcXkQgbWLFuNq8AcAcVv0DuFFFFACMyojO7BVUZLE4AFYcfjDRJba4uBczKkARiJLSZGkDnahjUqDIGPAKA5OMVtSyCKJ5CGIRSxCKWJx6Ack+1efLfzayG1uew1NbiCe3k+xNplxGYLZZMkDeg82TnewTP3Qqg43MLV2B7XOrfxZocVna3U+oJAl3N5ECTq0crybgmwRsA+4MeRjjqcCtCXULSC\/trGWdVurkO0MXdwoBY\/QZH5iuXMFxd+H9QuYra5AvNViuIoZIHSQRiSIZKMAy52FuQODzUcthr6+PrPUJdOsZbZpZEW5S7kLRQbMBSnlYU5JP3uScZ4GDt\/XRfqLpc7WiiigYUUUUAZmq+INN0VkW9llDOpfbDbyTFUHV2CKdqjP3jge9NHiPS21ZdMS4drhiFBWFzFuK7wvmhdgbb823dnBBxzWb4t1eW28jS44L9Y7xW+0XltYTXIhj6EKI0b942cDPA5Y5wFbNiidb3+yIbG9jLarFeRTG1kEXkKqNkyY2g\/KU2k7vbFEdXr\/Wv9P5MUtFp\/X9bfNG8PF2hPY3l7BqCXNvZzrbzPao0+JG2gIoQEscuowueTjsa0rC+h1G0W5gS4SNiQBcW0kD8eqSKrD8q5fVdPSddeF9Bqf2R762l3WCuJSqJEdybfmIBXB2ZbrjmtbwuJxpcgk+2fZ\/Pc2n20uZ\/J4xv3\/PnO7G75sYzzQtf69P6\/4Yb0t\/X9f8MbdFFFABRRRQBip4r0VpriI3bILdJJHlkgkSJlThykjKEfb32k4pr+MNBh0ifVLm\/wDsdpbtskN5C9u6tt3BdkihiSOQAOe2a5nUbyfxK+qA2GpJJbQzR2NpJp08YlwRudpXQJlwuFUN0JJyWwuk5l1aw8UX9ta3ixXVkIII57WSGSRljfJEbgNyXCjjnbS6XGvi5X3Nu98SaVp91BbXNyyyzKrgJC7hFY4VnKqRGpPALkA4Poa1a4LUYtV0\/X2urKXUUnube2WCKCyEsMzIWDJM5RvLAznO5PvHBYjA72qaJTuFFFFIYVR1PV7PSIo3u2lzI22OOCB5pHOMnakYLHAGTgcVerC8Uazc6PYxCztbiW4uZPKWWKzluUtxjJkdYlLEDsOMkgZAyQmNDz4s0US2kYu3c3SI8bR28jqqucIXYKRHk5A3kZII7GpR4k0h7q\/tYLxbm409A91Dao0zx5JABVASW+U\/KOfbkVyEluLe0vNNs7PU5F1S0t4rS4eylB3AsHMp2jyiCd537fvHFdYkUieLru4MUnkmwiUOEOCQ8hIB7nBHHuKb0\/Elar7ifStcstZM4tBdq0BAkW5s5rdhkZHEiqT+FaNZegRy\/wBnfa7mNo7m9c3MqOuGTdjahHqqhVPuK1KbGFFFFIArFTxXorTXERu2QW6SSPLJBIkTKnDlJGUI+3vtJxW1Xnuo3k\/iV9UBsNSSS2hmjsbSTTp4xLgjc7SugTLhcKoboSTkthTqB0z+MNBh0ifVLm\/+x2lu2yQ3kL27q23cF2SKGJI5AA57Zqe88R6XY3kFrcTyLLMqMCsEjogc7VLuqlYwTkAsRkg+lYjmXVrDxRf21reLFdWQggjntZIZJGWN8kRuA3JcKOOdtUdchujqyKlrfmRoLUQxQ2rvBdsjlts8gB8sIeR8ydTnePlo62Ff3b+v6HfUUUUDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArm\/G11cWmjQyW08sLm4UFo3Kkja3HFdJVHVbXTry1WPU9nkhwy75Cg3YPcEds1pSkozUnsZ1U3BpOx5Z\/bWq\/9BO8\/7\/t\/jR\/bWq\/9BO8\/7\/t\/jXd\/2H4S\/wCnb\/wLb\/4qj+w\/CX\/Tt\/4Ft\/8AFV3\/AFuj\/L+CPO9jP+dfeO8E3Vxd6NNJczyzOLhgGkcsQNq8c1i+H45bvVp7ifT\/ABHKy6ldKL3+1iLQBZnCjyftA+UABceXjjpjmuw0q106ztWj0zZ5Jcs2yQuN2B3JPbFc0jeB7TXJFj8Rxw34uXke0XxBKqiUsWcGDzdv3skrtx14rz6slKbcep6VJWpKL1\/pmL4Se7kfw3MYtetpriDzZ7nUNUaeC8XyiSEj858MWKuMqhAVvQqdDw\/E+n6R4V1NNQ1CW41JYo7lLq+lnSbfEXJCyMwUgrn5ccZHSukaHQLLStMDzW0NlaBXsne52qoWNsFWJ+YeXuzyflyTxUOleHdA0i6tvsZlMywt9ljnv5ZwkYwCYlkdgowVBKgcEDvSb1dv63\/M0k00\/P8Ar8ChrmkLd6toklzPqNvNdzmO5is9WuY4uIZGwoRlH3lHIUE45qrrEF3p+r3F7frrZ0+MxtbXun6gdlrGqqG86BmAf5tzFispIPOMAVqy654RgvbWxuNe0wXtjJtiim1FTMsm0phgzbmbDEfNk8+tRzWXhO88SyWz30J1UsJZdPj1J13sADukt1cKxwAcsp4A9BUre6FLqZPh6OS71ea4n0\/xHMy6ldKL3+1j9kCrM4UeT9o+6AAuPLxx0xzXe1x+lr4Lu9a\/4lPiBJ715nuPstrr8rKXLFnPkrLtxkkkbce1dhT6BLWTZgeNbie18I301vNJDKvl7ZI2KsMyKOCPavIv+Eh1v\/oMah\/4Ev8A417nf2FtqdlJZ3kXm28mN6biM4II5HPUCsX\/AIQLw1\/0Df8AyPJ\/8VTTSIlFt6Hk3\/CQ63\/0GNQ\/8CX\/AMa774aahe3\/APan2y8uLjZ5WzzpWfbnfnGTx0Fbf\/CBeGv+gb\/5Hk\/+KrR0rQdM0Tzv7OtvJ87HmfvGbOM4+8T6mm5JoUYtO7OM1zV9Q01\/GUhvLj7K6yQW7CQj7LMtmki7f7oYl+cj5guOWrTvru9TQvG8i3E6yQK\/2Zg5Bj\/0OIjYe3zEnjuT3rfvfD2lalZajZ3lms1vqLBrpGZsSEKqg9flICLjGOmevNMvfDel6hdrc3EMxbgOiXMqRy46eZGrBZPT5geOKlOyS\/rob8yTTXT\/AIH+Rzurx3tnq1xqOpLrJsVMb297p1\/iO0jCru823LAN824k7Jcg9sAVe8Vaebu0trqea9tpvtsEAFlqdxErRNOq8hGQElTzwSM4BOAa0rjwvpNzfteSQz73cSSRpdSpDKwxhniVgjngcspzgegq9Jp1tNAIZVeSMTCcB5WYhw+8HJOcBug6ADGMcUl0uZnK67pd5a3UZW31y90mG1CxDT9VdJ4ZAWLO++RTMCNuNzOcrjbyc51k39ra\/fzfZvEup24ntxDd2mqm3hRDbwt80Qnj5yxY4j\/i\/Cuu1Hw1peq3JuLmO4WVkCSG3u5oBKo6BxGyhwMnhs9T6mopfCWky3sl2v2+3klKl1tNSuIIyVUKPkjkVfuqo6dqI6PUbNyoL1itjcMpIYRMQQeRxU9NkRZY2jcZVgVI9QamSbi0gRxX2+8\/5+5\/+\/ho+33n\/P3P\/wB\/DXT\/ANiad\/z7\/wDj7f40f2Jp3\/Pv\/wCPt\/jXi\/2dif5l97\/yNueJmaBczzXzrLPI6iInDOSOoqp4ntdQbVPtL22r3emrbAIuk6gbeWCUElnZN6CQEbcZLYK42cknpLbTrW0kMkEWxiNpO4nj8TVLUfDWl6rcm4uY7hZWQJIbe7mgEqjoHEbKHAyeGz1Pqa9LC0p0qfLN3ZnJpnEXuvXlvY+KLuPU7qexuIDHaTs5UwSCyjkRlwBt35YnGMMFwMtWrq6Xlpq1xqOorrJsVMb297p1\/iO0jCru82AsA\/zbjnZLkHtgCukuvDej3unX+n3FhG9pfkG4iyQrEKqjGD8uAi424xjPWo5\/C2kXF8buSCcOzq8kSXUqQyMMYZ4gwRzwOWU5wPSuxtaWJesUv6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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>GGD:TSE<\/strong> of <strong>$1.02 (CAD)<\/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 GGD:TSE<\/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>$0.02 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$0.68 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">MarketCap<\/td>\n<td align=\"center\"><span>147383773<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">1 Year Return<\/td>\n<td align=\"center\"><span>-0.157<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">NetPPE<\/td>\n<td align=\"center\"><span>136798897.5<\/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>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1.02 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Cash \/ Share<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Book Value \/ Share<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Market Cap<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">1 Year Return<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:100px;\">Net PPE<\/td>\n<td align=\"center\"><span>0.00<\/span><\/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>GGD:TSE<\/strong> is <undervalued> and generate a valuation of $1.11 (CAD)\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>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>1.62<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>0.00<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>0.00<\/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>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$1.11 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (CAD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company GGD:TSE<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>($0.16) (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$0.68 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$0.16 (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>($0.03) (CAD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>($0.12) (CAD)<\/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>GGD:TSE<\/strong> for the last 6 years was <strong>1.61<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>GGD:TSE<\/strong> as follows and see a value of <strong>$0.51 (USD)<\/strong><br \/>\n                <br \/>By multiplying these we get an adjusted valuation of <strong>$0.83 (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>140651000<\/span><\/td>\n<td align=\"center\"><span>140651000<\/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>29662000<\/span><\/td>\n<td align=\"center\"><span>29662000<\/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>2091000<\/span><\/td>\n<td align=\"center\"><span>2091000<\/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>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;\">Receivables<\/td>\n<td align=\"center\"><span>3154000<\/span><\/td>\n<td align=\"center\"><span>3154000<\/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>24191000<\/span><\/td>\n<td align=\"center\"><span>24191000<\/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>226000<\/span><\/td>\n<td align=\"center\"><span>226000<\/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>110989000<\/span><\/td>\n<td align=\"center\"><span>110989000<\/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>114434000<\/span><\/td>\n<td align=\"center\"><span>114434000<\/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>-13139000<\/span><\/td>\n<td align=\"center\"><span>-13139000<\/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>101295000<\/span><\/td>\n<td align=\"center\"><span>101295000<\/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>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 Intangible 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;\">Other Non-Current Assets<\/td>\n<td align=\"center\"><span>9694000<\/span><\/td>\n<td align=\"center\"><span>9694000<\/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>52553000<\/span><\/td>\n<td align=\"center\"><span>52553000<\/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>48703000<\/span><\/td>\n<td align=\"center\"><span>48703000<\/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>13563000<\/span><\/td>\n<td align=\"center\"><span>13563000<\/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>35077000<\/span><\/td>\n<td align=\"center\"><span>35077000<\/span><\/td>\n<td align=\"center\"><span>100.00<\/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>63000<\/span><\/td>\n<td align=\"center\"><span>63000<\/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>3850000<\/span><\/td>\n<td align=\"center\"><span>3850000<\/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>3850000<\/span><\/td>\n<td align=\"center\"><span>3850000<\/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>88098000<\/span><\/td>\n<td align=\"center\"><span>88098000<\/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>88098000<\/span><\/td>\n<td align=\"center\"><span>88098000<\/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>88098000<\/span><\/td>\n<td align=\"center\"><span>88098000<\/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>-41263000<\/span><\/td>\n<td align=\"center\"><span>-41263000<\/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>41263000<\/span><\/td>\n<td align=\"center\"><span>41263000<\/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>140651000<\/span><\/td>\n<td align=\"center\"><span>140651000<\/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>88098000<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Number Shares Outstanding<\/td>\n<td align=\"center\"><span>171376481<\/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>$0.51<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:350px;\">Adjusted NetBook Value per Share CAD $<\/td>\n<td align=\"center\"><span>$0.69<\/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>GGD:TSE<\/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<\/tr>\n<tr>\n<td>P:E<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<\/tr>\n<tr>\n<td>P:B<\/td>\n<td>&#8211;<\/td>\n<td>1.31<\/td>\n<td>2.07<\/td>\n<td>1.40<\/td>\n<td>1.84<\/td>\n<td>4.81<\/td>\n<td>2.10<\/td>\n<\/tr>\n<tr>\n<td>P:S<\/td>\n<td>&#8211;<\/td>\n<td>10.65<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<\/tr>\n<tr>\n<td>P:CF<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<\/tr>\n<tr>\n<td>EV:EBITDA<\/td>\n<td>&#8211;<\/td>\n<td>&#8211;<\/td>\n<td>-82.77<\/td>\n<td>-37.84<\/td>\n<td>-54.30<\/td>\n<td>-88.67<\/td>\n<td>-14.81<\/td>\n<\/tr>\n<\/table>\n<table>\n<tr>\n<td>Basic Materials:Industrial Metals &#038; Minerals<\/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>26.10<\/td>\n<td>22.94<\/td>\n<td>16.37<\/td>\n<td>29.64<\/td>\n<td>35.48<\/td>\n<td>36.64<\/td>\n<td>21.76<\/td>\n<td>10.50<\/td>\n<td>65.14<\/td>\n<\/tr>\n<tr>\n<td>P:B<\/td>\n<td>&#8211;<\/td>\n<td>1.55<\/td>\n<td>1.55<\/td>\n<td>1.93<\/td>\n<td>3.16<\/td>\n<td>3.48<\/td>\n<td>3.05<\/td>\n<td>2.35<\/td>\n<td>4.05<\/td>\n<td>3.50<\/td>\n<\/tr>\n<tr>\n<td>P:S<\/td>\n<td>&#8211;<\/td>\n<td>8.20<\/td>\n<td>2.33<\/td>\n<td>10.00<\/td>\n<td>16.02<\/td>\n<td>46.76<\/td>\n<td>11.80<\/td>\n<td>14.84<\/td>\n<td>32.08<\/td>\n<td>40.23<\/td>\n<\/tr>\n<tr>\n<td>P:CF<\/td>\n<td>&#8211;<\/td>\n<td>18.94<\/td>\n<td>8.39<\/td>\n<td>57.79<\/td>\n<td>14.40<\/td>\n<td>32.92<\/td>\n<td>27.49<\/td>\n<td>18.15<\/td>\n<td>10.77<\/td>\n<td>25.33<\/td>\n<\/tr>\n<tr>\n<td>EV:EBITDA<\/td>\n<td>&#8211;<\/td>\n<td>9.31<\/td>\n<td>25.95<\/td>\n<td>0.38<\/td>\n<td>11.80<\/td>\n<td>17.35<\/td>\n<td>9.09<\/td>\n<td>11.56<\/td>\n<td>-2.09<\/td>\n<td>8.91<\/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=B63CF04C210D469A8898D1CA689352F0 \">https:\/\/www.stockcalc.com?ss=B63CF04C210D469A8898D1CA689352F0<\/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, &hellip; <a href=\"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/2017\/03\/09\/ggdtse-gogold-resources-valuation-report\/\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">GGD:TSE GoGold Resources Valuation Report<\/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":[9,8,10,11,12],"class_list":["post-313","post","type-post","status-publish","format-standard","hentry","category-valuation","tag-ggd","tag-gogold-resources","tag-gold","tag-mexico","tag-undervalued"],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p8oLk7-53","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/313","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=313"}],"version-history":[{"count":4,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/313\/revisions"}],"predecessor-version":[{"id":318,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/posts\/313\/revisions\/318"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/media?parent=313"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/categories?post=313"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Stockcalc\/wp-json\/wp\/v2\/tags?post=313"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}