{"id":1209,"date":"2018-02-23T09:39:43","date_gmt":"2018-02-23T14:39:43","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1209"},"modified":"2018-02-23T09:39:43","modified_gmt":"2018-02-23T14:39:43","slug":"cubesmart-cubenys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/23\/cubesmart-cubenys-fundamental-valuation-report\/","title":{"rendered":"CubeSmart (CUBE:NYS) Fundamental Valuation Report"},"content":{"rendered":"<div class=\"ReportPage\">\n<div id=\"generatedReport\" class=\"SSline\">\n<div>\n<p>        <svg style=\"position:fixed;left:-42em;top:2.5em;\" id=\"reportIconPDF\" viewBox=\"0 0 303.62499 85.041997\" preserveAspectRatio=\"xMidYMid meet\">\n            <path class=\"logobg\" d=\"M-0.0000041903,13.029c0-7.1662,5.8625-13.029,13.028-13.029h58.986c7.165,0,13.028,5.8625,13.028,13.029v58.985c0,7.165-5.8625,13.028-13.028,13.028h-58.986c-7.165,0-13.028-5.862-13.028-13.028v-58.985\"><\/path>\n            <path class=\"finger\" d=\"m25.094,52.901c-4.82,0-8.75,3.8976-8.75,8.7188v23.406h17.469v-23.406c0-4.8212-3.9024-8.7188-8.7188-8.7188z\"><\/path>\n            <path class=\"finger\" d=\"m44.937,46.433c-4.8212,0-8.7188,3.8976-8.7188,8.7188v29.875h17.469v-29.875c0-4.8212-3.9338-8.7188-8.75-8.7188z\"><\/path>\n            <path class=\"finger\" d=\"m64.844,25.12c-4.8162,0-8.75,3.9012-8.75,8.7188v51.188h15.906c0.52427,0,1.054-0.03276,1.5625-0.09375v-51.094c0-4.8175-3.8988-8.7188-8.7188-8.7188z\"><\/path>\n        <\/svg><br \/>\n        <a style=\"float: right; top: -20px; position: relative;\" href=\"javascript:void(0);\" onclick=\"printReport();\">Print<\/a>\n    <\/div>\n<div class=\"compMargins\">\n<div style=\"text-align:justify;\">\n            <em><br \/>\n                This Report was generated using the tools available on <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/\">StockCalc.com<\/a>. Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all terms and conditions mentioned in the legal <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/Disclaimer.html\">disclaimer<\/a>.<br \/>\n                To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n            <\/em>\n        <\/div>\n<h3 id=\"topOfPageLink\" style=\"color: #5e9dd3; display: inline-block; width: 25%; padding-left: 0; margin-bottom: 0;\">Valuation Summary:<\/h3>\n<p><span><strong> CubeSmart<\/strong><\/span> $25.89 (USD) Close Price as of<span style=\"margin-left:20px\"> 20\/02\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>CubeSmart<\/strong>, (CUBE:NYS) is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span>.\n        <\/p>\n<\/p><\/div>\n<div>\n<table id=\"VAPanel\" style=\"margin:0;\">\n<tbody>\n<tr>\n<td class=\"borderBottom\">Company<\/td>\n<td class=\"borderBottomSide\">CubeSmart<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">CUBE:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Real Estate:REIT-Industrial<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$25.89 (USD)&nbsp;20\/02\/2018<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Weighted Average Valuation<\/td>\n<td class=\"borderside\"><strong style=\"background-color:#5e9dd3; color:white; padding:0.2em;\">$27.61 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">CUBE:NYS is found to be &nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 6.6% using the 3 valuation models shown below.<\/td>\n<\/tr>\n<tr>\n<td>Valuation Models Used<\/td>\n<td class=\"borderside\">Analyst Consensus:&nbsp;$29.50 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$25.81 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Comparables:&nbsp;$25.54 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Valuation Methods Analysis<\/td>\n<td class=\"borderBottomSide\">This company is:<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/span> on a Cash Flow Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Comparable Company Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:grey;\">Fairly valued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:grey;\">Fairly valued<\/span> on an Asset Valuation basis<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n            <\/p>\n<div class=\"heading-text\">\n<h3>Valuation Details<\/h3>\n<\/p><\/div>\n<div class=\"introGraph\" style=\"border:none;\">\n<h4 style=\"text-align: center;\">\n                    CubeSmart Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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j39uX9mb4ZfFvTvgp4y8a+KLHxjfax4C8OXms6Z8HfjV4n+EnhHxP8U7y2sPht4T+JPx\/8LfDvWvgR8KvF3jq71DRYfCnhT4lfEjwp4h1w+JfCT6fps8fi7wy+rfW1fzAeJPirofh\/4Lftu\/sxfFqbwT8HP20f2tfj1+zB43+CP7Lv9raZB8TPE0HxD+CH7GPhHQNT+Ffw+l1G58UfEHwZ8G\/Gfw\/8ceFvFOu2VjL4U8Of8Kf8Xf8ACX33hvwzpOoXVn+9Hxt8K\/tja9r+k3P7OPx3\/Zo+FPhaHRxBrmjfG39k34pftAa\/qOv\/AG26kOp6T4l8Cftpfs0adoujnTnsrUaHeeFNevRe291fnxCYLyLTbHvrUPq6hD2kMS+XDzq4rDtSwtHFV8vwOLxeSt0nicPPMMjxGJqYTMalLH1JVJypOpl+XWh9a8nC4meJSnLD1cKnRhOFOvGUalem6+KpUsxpwqRoV6eCzOjQp47A0q+Fp1KeHrRhOviKqqql4v8AEb\/lKb+xv\/2YB\/wUs\/8AWiv+CTtff9fjTpnhX9sbRv8AgqH+y2nx0+O\/7NHxGvbr9gj\/AIKHN4PuPhN+yb8Uvgta6Fa2\/wC0N\/wS6HieHxLZ+MP20vj5N4ruNXmuPDT6Dc6XfeDI\/Dkek65FqFp4pbxDYTeGP1X\/ALO+KX\/Q4+AP\/Da+Iv8A569c51nf0VwH9nfFL\/ocfAH\/AIbXxF\/89ej+zvil\/wBDj4A\/8Nr4i\/8Anr0Ad\/RXAf2d8Uv+hx8Af+G18Rf\/AD16P7O+KX\/Q4+AP\/Da+Iv8A569AHf0VwH9nfFL\/AKHHwB\/4bXxF\/wDPXo\/s74pf9Dj4A\/8ADa+Iv\/nr0Ad\/RXAf2d8Uv+hx8Af+G18Rf\/PXo\/s74pf9Dj4A\/wDDa+Iv\/nr0Ad\/RXAf2d8Uv+hx8Af8AhtfEX\/z16P7O+KX\/AEOPgD\/w2viL\/wCevQAaj\/yVLwd\/2IHxK\/8AUi+FFd\/XhN\/YfEgfEjwoj+K\/BDXreCPiC1vcL8PteS1itU174Zi8hmsz8THmnuJ5nsXtrlL62jtI7a7iltL1r2Gaw7f+zvil\/wBDj4A\/8Nr4i\/8Anr0Ad\/RXAf2d8Uv+hx8Af+G18Rf\/AD16P7O+KX\/Q4+AP\/Da+Iv8A569AHf0VwH9nfFL\/AKHHwB\/4bXxF\/wDPXo\/s74pf9Dj4A\/8ADa+Iv\/nr0Ad\/RXAf2d8Uv+hx8Af+G18Rf\/PXo\/s74pf9Dj4A\/wDDa+Iv\/nr0Ad\/RXAf2d8Uv+hx8Af8AhtfEX\/z16P7O+KX\/AEOPgD\/w2viL\/wCevQB39FcB\/Z3xS\/6HHwB\/4bXxF\/8APXo\/s74pf9Dj4A\/8Nr4i\/wDnr0AGo\/8AJUvB3\/YgfEr\/ANSL4UV39eE39h8SB8SPCiP4r8ENet4I+ILW9wvw+15LWK1TXvhmLyGazPxMeae4nmexe2uUvraO0jtruKW0vWvYZrDt\/wCzvil\/0OPgD\/w2viL\/AOevQB39FcB\/Z3xS\/wChx8Af+G18Rf8Az16P7O+KX\/Q4+AP\/AA2viL\/569AHf0VwH9nfFL\/ocfAH\/htfEX\/z16P7O+KX\/Q4+AP8Aw2viL\/569AHf0VwH9nfFL\/ocfAH\/AIbXxF\/89ej+zvil\/wBDj4A\/8Nr4i\/8Anr0Ad\/RXAf2d8Uv+hx8Af+G18Rf\/AD16\/L7\/AIKR\/tx\/tC\/sQ\/8ACmf+ERtfgz41\/wCFnf8ACxP7Q\/4SPwH43sv7M\/4Qv\/hBfsn2P+zPi2nmfbf+EsuftHn52fZIPLxvkz7GQ5Hj+JM2wmS5ZGlLHY32\/sI1qio039Xw1bF1Oao01G1GhUautZWj1PJz3O8Dw7lWKznMpVY4LB+w9tKjTdWovrGJo4Wny0005Xq16aeukby6H7AUV\/J9\/wAP2P2uP+idfs5f+Ej8TP8A571H\/D9j9rj\/AKJ1+zl\/4SPxM\/8AnvV+j\/8AEDuPP+gfLP8Aw5U\/\/kD87\/4jVwN\/z\/zL\/wAN1T\/5M\/qC1H\/kqXg7\/sQPiV\/6kXworv6\/kmn\/AOC337V0+v6Z4if4ffs9C90rR9c0W3iXwp8SBava6\/e+Hr68kmQ\/FkzNcRzeGrFbZ0njjSOW7EsUzSQvBsf8P2P2uP8AonX7OX\/hI\/Ez\/wCe9R\/xA7jz\/oHyz\/w5U\/8A5AP+I1cDf8\/8y\/8ADdU\/+TP6waK\/k+\/4fsftcf8AROv2cv8AwkfiZ\/8APer9Qf8Agm5+3H+0L+29\/wALm\/4S61+DPgr\/AIVj\/wAK7\/s\/\/hHPAfje9\/tP\/hNP+E6+1\/bP7T+Lb+X9i\/4RO2+z+Rjf9rn8zOyPHj594V8W8N5Ti86zOjgY4HBew9vKjjYVqi+sYmjhKfLTUU5XrV6adnpG8uh6+ReKHCvEWa4XJstrY6WNxnt\/YxrYOdKm\/q+GrYqpzVHJqNqVCo1prK0ep+wFFcB\/Z3xS\/wChx8Af+G18Rf8Az16P7O+KX\/Q4+AP\/AA2viL\/569fnB+hnf0VwH9nfFL\/ocfAH\/htfEX\/z16P7O+KX\/Q4+AP8Aw2viL\/569AHf1\/OX\/wAF\/wD\/AJtM\/wC68f8AvGa\/fX+zvil\/0OPgD\/w2viL\/AOevX89f\/BeO38U2\/wDwyt\/wkus6Bq2\/\/heP2L+wvDWo+Hfs+3\/hT\/2n7V9v8WeKPtnm7oPI8r7D9n8ubzPtPnp9n\/TPB7\/k43Dv\/dX\/APVFmZ+b+Ln\/ACbziD\/uk\/8Aq8y0\/nqooor+5D+JwooooAK\/o0\/4IAf83Z\/90H\/97NX85df0K\/8ABBy38U3H\/DVP\/CNazoGk7P8AhR323+3fDWo+IvtG7\/hcH2b7L9g8WeF\/sflbZ\/P837d9o8yHy\/s3kP8AaPzPxh\/5NzxF\/wB0j\/1e5YfpHhH\/AMnD4f8A+6t\/6o8yP6U6K4D+zvil\/wBDj4A\/8Nr4i\/8Anr0f2d8Uv+hx8Af+G18Rf\/PXr+Gz+2Dv6K4D+zvil\/0OPgD\/AMNr4i\/+evR\/Z3xS\/wChx8Af+G18Rf8Az16AO\/orgP7O+KX\/AEOPgD\/w2viL\/wCevR\/Z3xS\/6HHwB\/4bXxF\/89egDv6K4D+zvil\/0OPgD\/w2viL\/AOevR\/Z3xS\/6HHwB\/wCG18Rf\/PXoANR\/5Kl4O\/7ED4lf+pF8KK7+vCb+w+JA+JHhRH8V+CGvW8EfEFre4X4fa8lrFapr3wzF5DNZn4mPNPcTzPYvbXKX1tHaR213FLaXrXsM1h2\/9nfFL\/ocfAH\/AIbXxF\/89egDv6K4D+zvil\/0OPgD\/wANr4i\/+evR\/Z3xS\/6HHwB\/4bXxF\/8APXoA7+iuA\/s74pf9Dj4A\/wDDa+Iv\/nr0f2d8Uv8AocfAH\/htfEX\/AM9egDv6K4D+zvil\/wBDj4A\/8Nr4i\/8Anr0f2d8Uv+hx8Af+G18Rf\/PXoA7+iuA\/s74pf9Dj4A\/8Nr4i\/wDnr15z8QPija\/Cb+yf+Fp\/tCfs9fDT+3\/t\/wDYX\/CwNMj8G\/21\/ZX2L+1P7J\/4SP416b\/aX9m\/2lp32\/7H532P7fZfaPL+1QeZrRo1sRUjRw9GrXrTvyUqNOdWpPli5y5YQUpS5YxlJ2TtFNvRNmdatRw9OVbEVadClC3PVrTjSpx5pKMeac3GMeaUlFXavJpLVo+haK+M\/wDhrL4M\/wDR6\/7Gf\/hS+Ff\/AJ\/1H\/DWXwZ\/6PX\/AGM\/\/Cl8K\/8Az\/q7v7Fzn\/oU5n\/4QYr\/AOVHD\/bOUf8AQ1y3\/wALsL\/8tPo3Uf8AkqXg7\/sQPiV\/6kXworv6+BL39qr4Mt4+8NXf\/DZH7IcnkeEPHFt\/akfijwqNKs\/tWtfD2X7BeR\/8Lxk3ahqX2P7Rpj\/2ja+XbaVqy\/Yr\/wAzz9N6\/wD4ay+DP\/R6\/wCxn\/4UvhX\/AOf9R\/Yuc\/8AQpzP\/wAIMV\/8qD+2co\/6GuW\/+F2F\/wDlp9mUV8Z\/8NZfBn\/o9f8AYz\/8KXwr\/wDP+r0f4f8AxRtfiz\/a3\/CrP2hP2eviX\/YH2D+3f+Ff6ZH4y\/sX+1ftv9l\/2t\/wjnxr1L+zf7S\/s3UfsH2zyftn2C9+z+Z9ln2ZVsrzPD05VsRl2OoUYW56tbCYilThzSUI80504xjzSlGKu1eTSWrSNaOZ5diKkaOHzDBV6s78lKjiqFWpLli5S5YQqSlLljFydk7RTb0TPoWiuA\/s74pf9Dj4A\/8ADa+Iv\/nr0f2d8Uv+hx8Af+G18Rf\/AD164TtO\/orgP7O+KX\/Q4+AP\/Da+Iv8A569H9nfFL\/ocfAH\/AIbXxF\/89egDv6K4D+zvil\/0OPgD\/wANr4i\/+evXi3xG+MniX4Y63a6Br\/iDQ7u8u9Kg1eOTSPhTf3FsttcXd9ZIjve\/G\/T5ROJdPmZlWFoxG0RErMzonDmOZ4DKcM8ZmWKpYPCxnCm61ZtQU6jtCLaTd5PbQ83Ns4yzI8G8fm+Mo4DBxqU6UsRXclTVSq7U4txUneTVlofVFFfDH\/DVVz\/0FoP\/AA0cn\/z\/AGj\/AIaquf8AoLQf+Gjk\/wDn+18\/\/r7wd\/0UGA\/8Dn\/8r8\/6sz5f\/iJvAP8A0VOWf+DKn\/yr+vkz6o07\/kqXjH\/sQPhr\/wCpF8V67+vz5tv2krmDxTrPiD+1IB\/aegeGtH3\/APCr5H3f2HqPiy92\/YP+F2R\/Ztn\/AAkWftn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alt=\"Summary chart\" \/><\/div>\n<p style=\"text-align:center;\">&nbsp;We have up to 6 valuation points for each company. Details are at the bottom of the report.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"position:relative\">\n<div class=\"heading-text\">\n<h3>Discounted Cash Flow and Sensitivity Analysis for CUBE:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model generates a negative intrinsic value due to one of 1) zero or negative projected cash flows 2) excessive capital expenditures or 3) excessive debt to calculated equity value for <strong>CUBE:NYS<\/strong>. We have not shown the calculated value here for that reason.<\/p>\n<h4 style=\"display:none;text-align:left;\">Sensitivity Analysis<\/h4>\n<p><span>(showing how changes in the input variables impact the DCF calculation)<\/span><\/p>\n<div style=\"display:none;\" id=\"dcfSenATable\">\n<table>\n<thead>\n<tr>\n<th>CUBE:NYS<\/th>\n<th>Current Values<\/th>\n<th colspan=\"2\">Valuation If Dropped *<\/th>\n<th colspan=\"2\">Valuation If Raised *<\/th>\n<\/tr>\n<tr>\n<th>Calculated Value:<\/th>\n<th><\/th>\n<th>1%<\/th>\n<th>5%<\/th>\n<th>1%<\/th>\n<th>5%<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>WACC (or Ke)<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/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>Cash Flow<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<\/tbody>\n<\/table><\/div>\n<p style=\"color:red;font-size:smaller;display:none;\">* Changes are absolute: ex WACC from 8% to 7%<\/p>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Comparables Model<\/h3>\n<\/p><\/div>\n<p>                Using similar companies and price based ratios we generated a valuation of <strong>$25.54 (USD)<\/strong> for <strong>CUBE:NYS<\/strong>. We also generated a valuation of <strong>$30.03 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were DCT Industrial Trust (DCT:NYS), Duke Realty (DRE:NYS), Extra Space Storage (EXR:NYS), First Industrial Realty (FR:NYS) and Life Storage (LSI:NYS)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CUBE:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$0.74 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$8.94 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$3.08 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.62 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$1.89 (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>$26.11 (USD)<\/span><\/td>\n<td><span>0.0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$24.22 (USD)<\/span><\/td>\n<td><span>3.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$29.99 (USD)<\/span><\/td>\n<td><span>-13.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$29.06 (USD)<\/span><\/td>\n<td><span>-9.6<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$25.45 (USD)<\/span><\/td>\n<td><span>-4.6<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">CUBE:NYS<\/th>\n<th align=\"center\" style=\"width:125px;\">Ratios Used<\/th>\n<th align=\"center\" style=\"width:100px;\">Average Values<\/th>\n<th align=\"center\" style=\"width:100px;\">DCT:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">DRE:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">EXR:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">FR:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">LSI:NYS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">34.99<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>35.28<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">49.55<\/td>\n<td align=\"center\" style=\"width:100px;\">31.84<\/td>\n<td align=\"center\" style=\"width:100px;\">29.47<\/td>\n<td align=\"center\" style=\"width:100px;\">26.58<\/td>\n<td align=\"center\" style=\"width:100px;\">38.96<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.90<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.71<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">2.65<\/td>\n<td align=\"center\" style=\"width:100px;\">2.01<\/td>\n<td align=\"center\" style=\"width:100px;\">4.59<\/td>\n<td align=\"center\" style=\"width:100px;\">2.53<\/td>\n<td align=\"center\" style=\"width:100px;\">1.78<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">8.40<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>9.73<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">12.01<\/td>\n<td align=\"center\" style=\"width:100px;\">11.81<\/td>\n<td align=\"center\" style=\"width:100px;\">9.41<\/td>\n<td align=\"center\" style=\"width:100px;\">8.56<\/td>\n<td align=\"center\" style=\"width:100px;\">6.89<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">16.01<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>17.97<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">20.84<\/td>\n<td align=\"center\" style=\"width:100px;\">20.58<\/td>\n<td align=\"center\" style=\"width:100px;\">16.93<\/td>\n<td align=\"center\" style=\"width:100px;\">17.40<\/td>\n<td align=\"center\" style=\"width:100px;\">14.10<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">18.48<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>18.20<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">19.92<\/td>\n<td align=\"center\" style=\"width:100px;\">17.59<\/td>\n<td align=\"center\" style=\"width:100px;\">20.10<\/td>\n<td align=\"center\" style=\"width:100px;\">15.51<\/td>\n<td align=\"center\" style=\"width:100px;\">17.89<\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Multiples<\/h3>\n<\/p><\/div>\n<p>            Using a multiples approach we generated a valuation of <strong>&nbsp;$38.01 (USD)<\/strong> for <strong>CUBE:NYS<\/strong><\/p>\n<div id=\"multiplesTables\" class=\"rgTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company CUBE:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">End Date Value<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Earnings\/Share<\/td>\n<td align=\"center\"><span>$0.74 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$8.94 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$3.08 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$1.62 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$1.89 (USD)<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:200px;\">Price Based on Comps<\/th>\n<th align=\"center\" style=\"width:100px;\">Adjustment Factor<\/th>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$59.91 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$25.75 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$29.40 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$32.36 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$42.63 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Ratios<\/th>\n<th align=\"center\" style=\"width:100px;\">Ratio Average<\/th>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PE Ratio<\/td>\n<td align=\"center\"><span>80.96<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>2.88<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>9.54<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>20.01<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>22.52<\/span><\/td>\n<\/tr>\n<\/table><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Adjusted Book Value versus Historical Price to Book<\/h3>\n<\/p><\/div>\n<p>                The average the Price to Book ratio for <strong>&nbsp;CUBE:NYS<\/strong> for the last 10 years was <strong>&nbsp;2.89<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;CUBE:NYS<\/strong> and generated a book value of <strong>&nbsp;$8.94 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$25.81 (USD)<\/strong><\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Analyst Data<\/h3>\n<\/p><\/div>\n<div style=\"width: 95%; display: block;\">\n<div style=\"width: 45%; float: left;\">\n                    In the Stockcalc database there are 4 analysts that provide a valuation for <strong>CUBE:NYS<\/strong>. The 4 analysts have a concensus valuation for <strong>CUBE:NYS<\/strong> for 2018 of <strong>$29.50 (USD)<\/strong>.<\/p>\n<h4>CUBE:NYS CubeSmart<\/h4>\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Buy, Sell, Hold recommendations for this Company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '7'>Analyst Recommendation<\/td>\n<\/tr>\n<td class='forecastrowheader' style='text-align: center;'>Buy<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Hold<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Sell<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Rating<br \/>(of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Guidance<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>2<\/td>\n<td class=''>2<\/td>\n<td class=''>0<\/td>\n<td class=''>4.0000<\/td>\n<td class=''>Outperform<\/td>\n<td class=''>2018-2-19<\/td>\n<\/tr>\n<\/table>\n<p style='text-align: left;  font-size: 14px;'>Current Price: not available<\/p>\n<\/div>\n<div style=\"width: 55%; float: right;\">\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Analyst Data available for this company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '3'>Analyst Consensus<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>USD Millions<\/td>\n<td>2018<\/td>\n<td>2019<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EPS<\/td>\n<td>0.80<\/td>\n<td>0.86<\/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<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>652.40<\/td>\n<td>417.40<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td>29.50<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>2.10<\/td>\n<td>1.72<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>492.00<\/td>\n<td>390.70<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>146.00<\/td>\n<td>157.80<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/td>\n<td>-1,714.70<\/td>\n<td>-1,800.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Tax Rate<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>6.00<\/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<\/tr>\n<\/table><\/div>\n<div style=\"clear: both;\"><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-after:always;\">\n<div>\n<div class=\"headerBackground\">\n<h3>Company Overview (CUBE:NYS USD)<\/h3>\n<\/p><\/div>\n<div id=\"coTable\" style=\"display:inline-block; width:95%;\">\n<div style=\"width: 40%; float: left;\">\n<table cellspacing=\"3\" cellpadding=\"3\" style=\"text-align:right;\">\n<tr>\n<td>Price<\/td>\n<td>25.89<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>25.88 &#8211; 26.31<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>22.94 &#8211; 29.65<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>26.13<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>2.22M\/941590<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>4.68B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>34.99<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>1.20\/0.04<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>0.74<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>180.88M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.36<\/td>\n<\/tr>\n<\/table>\n<\/div>\n<div style=\"width: 60%; float: right;\"><img decoding=\"async\" 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\" alt=\"Summary chart\" \/>\n                    <\/div>\n<div style=\"clear: both;\"><\/div>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"companyDescription\">\n<div class=\"headerBackground\">\n<h3>Detailed Company Description<\/h3>\n<\/p><\/div>\n<p style=\"width:95%;\">CubeSmart is a real estate investment trust that acquires, owns, and manages self-storage facilities throughout the United States. Its portfolio consists of buildings with numerous enclosed storage areas for both residential and commercial customers.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Explanation of Valuation Models<\/h3>\n<\/p><\/div>\n<div id=\"ValuationChartMoreInfo\">\n<div style=\"background-color:#FFF;margin:0;overflow:auto;border: 3px solid #000;padding: 0.5em;\">\n                    We have up to 6 valuation points for each company in the database.<br \/>\n                    The <span style=\"font-weight:bold;\">Discounted Cash Flow (DCF)<\/span> valuation is a cash flow model where cash flow projections are discounted back to the present to calculate value per share. DCF is a common valuation technique especially for companies undergoing irregular cash flows such as resource companies (mining, forestry, oil and gas) going though price cycles or smaller companies about to generate cash flow (junior exploration companies, junior pharma, technology firms&#8230;).<br \/>\n                    The <span style=\"font-weight:bold;\">Price Comparables<\/span> valuation is the result of valuing the company we are looking at on the basis of ratios from selected comparable companies: Price to Earnings, Price to Book, Price to Sales, Price to Cash Flow, Enterprise Value (EV) to EBITDA. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    We have included the <span style=\"font-weight:bold;\">Other Comparables<\/span> as a way to value companies that cannot be valued using Earnings based ratios. This technique is very useful for companies still experiencing negative cash flows such as mining exploration firms. We use Cash\/Share, Book Value\/Share, MarketCap, 1 Year Return, NetPPE as the ratios here. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    <span style=\"font-weight:bold;\">Multiples<\/span> are similar to Price comparables where we look at current or historic ratios for the company in question to assess what it should be worth today based on those historic ratios. We use the same 5 ratios as in the price comparables and value the company with its historic averages.<br \/>\n                    With <span style=\"font-weight:bold;\">Adjusted Book Value (ABV)<\/span> we calculate the book value per share for the company based on its balance sheet and multiply that book value per share by its historical price to book ratio to calculate a value per share.<br \/>\n                     If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.\n                <\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p style=\"padding-bottom:25px;\">\n                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. Please refer to the Terms of Use on <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/\">www.stockcalc.com<\/a> for further information.<br \/>\n                    To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n                <\/em>\n            <\/p>\n<\/p><\/div>\n<\/p><\/div>\n<\/div>\n<\/div>\n<div id=\"blogDisclaimer\">\n<div id=\"termsOfUse\" style=\"display:none;\" class=\"tou\">\n    <svg class=\"close\" viewBox=\"0 0 24 24\" preserveAspectRatio=\"xMidYMid meet\" onclick=\"this.parentNode.style.display='none';this.parentNode.nextElementSibling.style.display='none';\"><circle fill=\"white\" stroke-width=\"2\" stroke=\"black\" r=\"11\" cy=\"12\" cx=\"12\"><\/circle><path d=\"M6.25,6.25,17.75,17.75\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><path d=\"M6.25,17.75,17.75,6.25\" fill=\"none\" stroke-width=\"4\" stroke=\"black\"><\/path><\/svg><\/p>\n<div>\n        <strong>Please read this notice carefully: By accessing this website, you acknowledge and agree to the following:<\/strong><br \/>\n        <a href=\"#showText\" onclick=\"this.nextElementSibling.style.display='block';\" id=\"showDisclaimerText\">Show text.<\/a><\/p>\n<div style=\"display:none;\">\n            <a name=\"showText\"><\/a><br \/>\n            <strong>Patchell Brook Equity Analytics Inc. Website Disclaimer:<\/strong><br \/>\n            <strong>(for any or all of www.patchellbrook.com, www.stockcalc.com or www.eqyst.com which may be referred to as &#8220;website&#8221;, &#8220;the website&#8221; , &#8220;this website&#8221;, &#8220;its website&#8221; or &#8221; Patchell Brook Equity Analytics Inc. website&#8221; in this website disclaimer)<\/strong><br \/>\n            Entering this website constitutes a legal and valid electronic signature and hence, represents evidence of your express consent to be bound by the terms and conditions of this legal disclaimer. If you disagree with any part of this disclaimer, or are unclear as to the meaning of any part of this legal disclaimer, entering this website is strictly prohibited. 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Patchell Brook Equity Analytics Inc. does not claim that all information or opinions presented on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions or recommendations provided by third parties through links to other websites or otherwise made available through this website are solely those of the third party and not of Patchell Brook Equity Analytics Inc.<br \/>\n            Patchell Brook Equity Analytics Inc. makes all reasonable efforts to ensure it receives information from sources it deems reliable, fair, and accurate.  Information provided by Patchell Brook Equity Analytics Inc. and information provided by those other sources on this website is not subject to any guarantee as to its accuracy or completeness or as to its currency. Neither Patchell Brook Equity Analytics Inc. nor any third party owner, licensor or supplier of information used or made available through this website, including market data, quotation information and databases, and including news, articles, text, graphs, audio clips, video clips, broadcasts and seminars (&#8220;Data&#8221;) makes or is liable for any representation, warranty or condition, whether express or implied, concerning the Data or the use thereof including, without limitation, that (i) the Data will meet your needs, or that the Data will be available for use at any particular time or for any particular purpose or will be error free, or (ii) the Data is up-to-date, accurate, in sequence, reliable, complete or suitable for any purpose. Further, Patchell Brook Equity Analytics Inc. disclaims any implied warranty of merchantability or non-infringement.<br \/>\n            Database Information provided by Morningstar is copyrighted &copy; 2016 Morningstar. All Rights Reserved. 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Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/23\/cubesmart-cubenys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">CubeSmart (CUBE:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/02\/23\/cubesmart-cubenys-fundamental-valuation-report\/\">Read More<i class=\"fa fa-chevron-circle-right\" aria-hidden=\"true\"><\/i><\/a>","protected":false},"author":288,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"jetpack_post_was_ever_published":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","default_image_id":0,"enabled":false},"version":2}},"categories":[3],"tags":[12,10,1508,1507,29,1510,1509,30,1512,1511,1514,1513,1515,1516,8,9,1517,1518,33,6],"class_list":["post-1209","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-adjusted-book-value","tag-comps","tag-cube","tag-cubesmart","tag-dcf","tag-dct","tag-dct-industrial-trust","tag-discounted-cash-flow","tag-dre","tag-duke-realty","tag-exr","tag-extra-space-storage","tag-first-industrial-realty","tag-fr","tag-fundamental-analysis","tag-intrinsic-value","tag-life-storage","tag-lsi","tag-undervalued","tag-valuation"],"jetpack_publicize_connections":[],"jetpack_featured_media_url":"","jetpack_likes_enabled":true,"jetpack-related-posts":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p9s44y-jv","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1209","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/users\/288"}],"replies":[{"embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/comments?post=1209"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1209\/revisions"}],"predecessor-version":[{"id":1225,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1209\/revisions\/1225"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1209"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1209"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1209"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}