{"id":170,"date":"2018-01-02T07:47:53","date_gmt":"2018-01-02T12:47:53","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=170"},"modified":"2018-01-02T07:47:53","modified_gmt":"2018-01-02T12:47:53","slug":"agilent-technologies-anys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/02\/agilent-technologies-anys-fundamental-valuation-report\/","title":{"rendered":"Agilent Technologies (A: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>\n    <\/div>\n<div class=\"compMargins\">\n<div style=\"text-align:justify;\">\n            <em><br \/>\n                This Report was generated using the tools available on <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/\">StockCalc.com<\/a>. Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all terms and conditions mentioned in the legal <a target=\"_blank\" href=\"https:\/\/stockcalc.com\/Disclaimer.html\">disclaimer<\/a>.<br \/>\n                To access all of the tools on Stockcalc, including more detailed valuation reports and the models used to generate these valuations, please subscribe for a free 30 day trial of Stockcalc <a target=\"_blank\" href=\"https:\/\/www.stockcalc.com\/registration.aspx?pc=sc30\">here<\/a>.<br \/>\n            <\/em>\n        <\/div>\n<h3 id=\"topOfPageLink\" style=\"color: #5e9dd3; display: inline-block; width: 25%; padding-left: 0; margin-bottom: 0;\">Valuation Summary:<\/h3>\n<p><span><strong> Agilent Technologies<\/strong><\/span> $67.40 (USD) Close Price as of<span style=\"margin-left:20px\"> 20\/12\/2017<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>Agilent Technologies<\/strong>, (A:NYS) is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&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\">Agilent Technologies<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">A:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Healthcare:Diagnostics &#038; Research<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$67.40 (USD)&nbsp;20\/12\/2017<\/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;\">$70.58 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">A:NYS is found to be &nbsp;<span style=\"color:grey;font-weight:800;\">Fairly valued to slightly<\/span>&nbsp;<span style=\"color:green;font-weight:800;\">Undervalued<\/span> by 4.7% 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;$75.00 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$77.04 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$44.39 (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:green;font-weight:800;\">Undervalued<\/span> on a Comparable Valuation basis<\/td>\n<\/tr>\n<tr>\n<td>Asset Basis:<\/td>\n<td class=\"borderside\"><span style=\"color:red;font-weight:800;\">Overvalued<\/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                    Agilent Technologies Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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3j\/AP8ADUfFL\/5jqP8AhZXh3\/oHeP8A\/wANR8Uv\/mOrv6KAPOG+KvhNLqGxe38bpe3Nvc3dvZt8Lvict1Pa2UlpDeXMNufCAmlt7Sa\/sYrmZEaOCS9tElZGuYQ9j\/hZXh3\/AKB3j\/8A8NR8Uv8A5jqNR\/5Kl4O\/7ED4lf8AqRfCiu\/oA4D\/AIWV4d\/6B3j\/AP8ADUfFL\/5jqP8AhZXh3\/oHeP8A\/wANR8Uv\/mOrv6KAOA\/4WV4d\/wCgd4\/\/APDUfFL\/AOY6j\/hZXh3\/AKB3j\/8A8NR8Uv8A5jq7+igDgP8AhZXh3\/oHeP8A\/wANR8Uv\/mOo\/wCFleHf+gd4\/wD\/AA1HxS\/+Y6u\/ooA4D\/hZXh3\/AKB3j\/8A8NR8Uv8A5jqP+FleHf8AoHeP\/wDw1HxS\/wDmOrv6KAOA\/wCFleHf+gd4\/wD\/AA1HxS\/+Y6j\/AIWV4d\/6B3j\/AP8ADUfFL\/5jq7+igDzhfir4Te6msUt\/G73ttb213cWa\/C74nNdQWt7Jdw2dzNbjwgZore7msL6K2mdFjnksrtImdraYJY\/4WV4d\/wCgd4\/\/APDUfFL\/AOY6jTv+SpeMf+xA+Gv\/AKkXxXrv6AOA\/wCFleHf+gd4\/wD\/AA1HxS\/+Y6j\/AIWV4d\/6B3j\/AP8ADUfFL\/5jq7+igDgP+FleHf8AoHeP\/wDw1HxS\/wDmOo\/4WV4d\/wCgd4\/\/APDUfFL\/AOY6u\/ooA4D\/AIWV4d\/6B3j\/AP8ADUfFL\/5jqP8AhZXh3\/oHeP8A\/wANR8Uv\/mOrv6KAOA\/4WV4d\/wCgd4\/\/APDUfFL\/AOY6j\/hZXh3\/AKB3j\/8A8NR8Uv8A5jq7+igDgP8AhZXh3\/oHeP8A\/wANR8Uv\/mOo\/wCFleHf+gd4\/wD\/AA1HxS\/+Y6u\/ooA5jQPF+ieJLnULLTTq8V7pcFhdXtnrXhrxJ4Zu4rXVJNQisLlLbxJpOkz3Ftcy6VqMST20c0Qls5o3dXXB6euA07\/kqXjH\/sQPhr\/6kXxXrv6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+APiN\/wApTf2N\/wDswD\/gpZ\/60V\/wSdr7\/r4A+I3\/AClN\/Y3\/AOzAP+Cln\/rRX\/BJ2vv+gAooooAKKKKACiiigAooooAKKKKAOA1H\/kqXg7\/sQPiV\/wCpF8KK7+uA1H\/kqXg7\/sQPiV\/6kXworv6ACiiigAooooAKKKKACvwS\/wCC3\/xi+Lnwm\/4Zi\/4VZ8U\/iP8ADT+3\/wDhdP8Abv8Awr\/xv4m8G\/21\/ZX\/AAqb+y\/7W\/4R3U9N\/tL+zf7S1H7B9s877H9vvfs\/l\/ap\/M\/e2v5y\/wDgv\/8A82mf914\/94zX6P4SUaOI8QuH6OIo0q9Gf9q89KtTjVpz5ckzKceaE1KMuWUYyV07SSa1SZ+eeK1ath+Ac+rYerVoVYf2XyVaM50qkebOsujLlnBxlHmjJxdmrxbT0bPxY\/4bE\/a4\/wCjpv2jf\/D3\/Ez\/AOaej\/hsT9rj\/o6b9o3\/AMPf8TP\/AJp6+cqK\/tb+xcm\/6FOWf+EGF\/8AlR\/Gn9s5x\/0Ncy\/8LsV\/8tPoVv2uf2rnuob5\/wBpz9oV722t7m0t7xvjR8SGuoLW9ktJry2huD4lM0VvdzWFjLcwo6xzyWVo8qu1tCUsf8Niftcf9HTftG\/+Hv8AiZ\/809fOVFH9i5N\/0Kcs\/wDCDC\/\/ACoP7Zzj\/oa5l\/4XYr\/5afRv\/DYn7XH\/AEdN+0b\/AOHv+Jn\/AM09fvd\/wRA+MXxc+LP\/AA07\/wALT+KfxH+Jf9gf8KW\/sL\/hYHjfxN4y\/sX+1f8AhbP9qf2T\/wAJFqepf2b\/AGl\/Zunfb\/sfk\/bPsFl9o8z7LBs\/mEr+jT\/ggB\/zdn\/3Qf8A97NX5x4t5XluH8PeIK2Hy7A0K0P7K5KtHCYelUhzZ3lsJcs4U4yjzRlKLs1eLaejaP0TwpzPMsRx9kNHEZhjq9Kf9qc9Ktiq9WnLlyXMZR5oTqSjLllFSV07SSa1SP6NKKKK\/ik\/soKKKKACiiigAooooA4DUf8AkqXg7\/sQPiV\/6kXworv64DUf+SpeDv8AsQPiV\/6kXworv6ACiiigAooooAKKKKACiiigAooooA4DUf8AkqXg7\/sQPiV\/6kXworv64DUf+SpeDv8AsQPiV\/6kXworv6ACiiigAooooAKKKKACiiigAooooA4DUf8AkqXg7\/sQPiV\/6kXworv64DUf+SpeDv8AsQPiV\/6kXworv6ACiiigAooooAKKKKACiiv5y\/8Agv8A\/wDNpn\/deP8A3jNfTcHcO\/62cR5dw\/8AXP7P+v8A1v8A2v6v9a9l9VwGKxv8D2+G9p7T6t7L+NDl5+f3uXkl83xdxD\/qrw9mGffU\/r\/1D6p\/sn1j6r7X61jsNg\/4\/sMRycn1j2n8GfNycnu83NH+jSiv85eiv3L\/AIl2\/wCqw\/8ANf8A\/wANn4n\/AMTB\/wDVI\/8Amf8A\/wACn+hTqP8AyVLwd\/2IHxK\/9SL4UV39f5y9FH\/Eu3\/VYf8Amv8A\/wCGw\/4mD\/6pH\/zP\/wD4FP8ARoor\/OXr+jT\/AIIAf83Z\/wDdB\/8A3s1fM8Y+DH+qfDmY8Qf6yf2h9Q+qf7J\/Y\/1X2v1rH4XBfx\/7VxPs\/Z\/Wfa\/wZ83Jye7zc8fpOEfGL\/WriHL8h\/1d+ofX\/rf+1\/2v9a9l9VwOJxn8D+y8Pz8\/1f2f8aHLz8\/vcvLL+jSiiivw0\/bAooooAKKKKACiiigDgNO\/5Kl4x\/7ED4a\/+pF8V67+uA07\/kqXjH\/sQPhr\/wCpF8V67+gAooooAKKKKACiiigAooooAKKKKAOA07\/kqXjH\/sQPhr\/6kXxXrv64DTv+SpeMf+xA+Gv\/AKkXxXrv6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+APiN\/ylN\/Y3\/7MA\/4KWf8ArRX\/AASdr7\/r4A+I3\/KU39jf\/swD\/gpZ\/wCtFf8ABJ2vv+gAooooAKKKKACiiigAooooAKKK5bxt4y0H4feFNc8Z+Jrr7Honh+xe9vZVAeWT5khtrS1jLIJr2+u5YLKyhLp511cQxbl3bhx5jmOByjL8dm2aYvD5flmWYPE5hmOPxdWFDCYLA4KjPE4vF4mvUcadHD4bD06latVm1CnThKcmkmzfC4XE47E4bBYOhVxOLxlejhcLhqEJVK2IxGIqRpUKFGnFOU6tWrONOnCKcpTkopNsydR\/5Kl4O\/7ED4lf+pF8KK7+vxw8Qft\/+NLvxzZeJtA8EeF7TStJ0\/X9EsNP1iTVr7ULjS9evvD17cTXl7ZX+n20V+JPDVgYRDZyW9uk93A63jGG5j\/RH4GftC+D\/jZ4SbXrWSDw9rGnXCWPiDw7qOoWzT6ddvH5sM1tcP8AZze6bexh2s7zyIS7w3NvJEk1tKK\/nXwv+lz4D+MHFON4N4K4wliM9w1LE4nCYfNcqzHJaec4XB64rEZNWzLD4eGL9jT\/AH88LU9hj\/qyqYqOElh6GIqUv1Li\/wAEfEfgfJ8Pn2f5GqeXVZ0qVarg8ZhcwngK1eyo0sfTwlSpKj7Sb9lGtH2mG9s40XXVWpShP36isr+3dE\/6DOlf+DC0\/wDj1H9u6J\/0GdK\/8GFp\/wDHq\/or+0cv\/wCg7B\/+FNH\/AOTPy76riv8AoGxH\/gmp\/wDI+a+81aKyv7d0T\/oM6V\/4MLT\/AOPUf27on\/QZ0r\/wYWn\/AMeo\/tHL\/wDoOwf\/AIU0f\/kw+q4r\/oGxH\/gmp\/8AI+a+81aKyv7d0T\/oM6V\/4MLT\/wCPUf27on\/QZ0r\/AMGFp\/8AHqP7Ry\/\/AKDsH\/4U0f8A5MPquK\/6BsR\/4Jqf\/I+a+81a\/nL\/AOC\/\/wDzaZ\/3Xj\/3jNf0P\/27on\/QZ0r\/AMGFp\/8AHq\/nd\/4L3yR6v\/wyj\/ZTpqf2f\/henn\/2ey3vkeb\/AMKd8rzvsxk8vzfLk8vft3+W+3Oxsfpfg\/meXR8ReHZSx+CjFf2tdyxVBJXyLM1q3UtvofnHi3g8XLw94gUcLiZN\/wBlWUaFVt\/8LeWvRKPbX0P5zqKv\/wBlap\/0Db\/\/AMA7j\/43W94Y8D+JfFuvaZ4d0nTLr7dqlytvHJcW9xDa26YLz3d3N5TeVa2sCSXE7hXcRRt5aSSFUb+z844v4V4fynNM+zviLJcrybJcvxubZtmeNzLCUMHl+W5dh6mLx2NxVadVRpYfC4ajVr1qknaFOEpPRH8bZdw9nubY\/A5VlmT5njsxzLF4bAYDBYbBYiriMXjcZWhh8LhqFONNyqVq9apClTgtZTkktzkqK\/RGw\/Y18Hrpsaan4q8SzawYk825sBpdtpqz4Bk8uxuLC7umiByqbtQRyAGO3OwfIfxO+EniT4Z+I20W6jl1ayuIvtek6xZWk\/kX9mXaP95GBL9mvYGXZd2hllMRaN0llgmhlk\/lPwM+n99Fv6RPGmaeH\/hp4g1MTxRl+HxWOwmBz7I824ahxBl2BkljMdw9XznDYWlj44aDjXq4Ko8NmqwnPjFl7wuHxNah+7eJ\/wBE\/wAcfCDhvA8WcacJQo5Ji61DDYjE5VmeX51LKcZilfD4XN6WXV688LKtJOlDEwVbAPEcuH+tqvWoU6vlVf0af8EAP+bs\/wDug\/8A72av52v7K1T\/AKBt\/wD+Adx\/8br+iL\/gghJHpH\/DV39qummfaP8AhRfkf2gy2Xn+V\/wuLzfJ+0mPzPL82PzNm7Z5ibsb1z+5eMGbZXLw64ijHMsvlJ\/2TZRxmGbds9yx6JVL7anwnhJgMdHxC4fcsFi4pf2rdvDVktckzJLVw6vT1P6N6Kyv7d0T\/oM6V\/4MLT\/49R\/buif9BnSv\/Bhaf\/Hq\/h\/+0cv\/AOg7B\/8AhTR\/+TP7V+q4r\/oGxH\/gmp\/8j5r7zVorK\/t3RP8AoM6V\/wCDC0\/+PUf27on\/AEGdK\/8ABhaf\/HqP7Ry\/\/oOwf\/hTR\/8Akw+q4r\/oGxH\/AIJqf\/I+a+81aKyv7d0T\/oM6V\/4MLT\/49R\/buif9BnSv\/Bhaf\/HqP7Ry\/wD6DsH\/AOFNH\/5MPquK\/wCgbEf+Can\/AMj5r7zVorK\/t3RP+gzpX\/gwtP8A49XI+O\/il4K+HnhPWvGGv6zZtpui2puHt7K7tLi\/vp2ZYrXT9Pt\/tCefe3tw8dvbozxxh38yeWGBJZU4cz4jyDJsux+b5rnOWYDLMrweJzDMcdicbh6WGweBwdGeIxWKr1JTtCjQoU51akn8MItnRhMqzPH4rDYHBZfjMTi8ZXpYbC4ejh6s6tfEV5xpUaVOKjeU6lScYxXVyRJqP\/JUvB3\/AGIHxK\/9SL4UV39fjZrH7f8A45uvHFj4n0vwP4TttM0rT9f0Wx0y\/l1i7v5NL1+\/8P31w13qVvfWdv8Ab438NWAhlh01beNJrxHt5y8MkP6RfBf49+DPjN4Nh8UadcQaHfQXDafrnh\/U7+0F7pOpRxpIyLIWi+2WFxHIs1hqCwxLcxFkkht7uC6tYPwbwq+lt4FeMvEmYcJ8EcXTr55gqFfF0cJm2V5hkazbBYaUY4jF5TUzKhQhi40VKNSphpOjj40HLEPB+wpVqlP9H4y8E\/EXgTKsNnXEGSRp5fiKlOhUrYLGYbMHgsRWTdKhjYYWpUlRlUacI1YqphnUSpe39pOnGfuNFZX9u6J\/0GdK\/wDBhaf\/AB6j+3dE\/wCgzpX\/AIMLT\/49X9D\/ANo5f\/0HYP8A8KaP\/wAmfmH1XFf9A2I\/8E1P\/kfNfeatFZX9u6J\/0GdK\/wDBhaf\/AB6j+3dE\/wCgzpX\/AIMLT\/49R\/aOX\/8AQdg\/\/Cmj\/wDJh9VxX\/QNiP8AwTU\/+R8195q0Vlf27on\/AEGdK\/8ABhaf\/HqP7d0T\/oM6V\/4MLT\/49R\/aOX\/9B2D\/APCmj\/8AJh9VxX\/QNiP\/AATU\/wDkfNfeatFZX9u6J\/0GdK\/8GFp\/8eo\/t3RP+gzpX\/gwtP8A49R\/aOX\/APQdg\/8Awpo\/\/Jh9VxX\/AEDYj\/wTU\/8AkfNfeatFZX9u6J\/0GdK\/8GFp\/wDHq43x\/wDFbwV8OPCOs+Mde1i0k0\/R7bzfslhd2dxqOo3MjrFaadp1v9oTzry8uHjhiDOkUYZp7iWG2hmmj4M04l4fyTLMwznN86yzL8qyrBYrMcxx+KxtCnhsHgcFRniMViq9RztClQoU51Jy6Ri7JvQ6MHlOaZhi8LgMFl+MxWMxuIo4XC4ajh6kqtfEYipGlRo04qOs6lScYxXeSLGo\/wDJUvB3\/YgfEr\/1IvhRXf1+Neq\/t\/8Aju68b2Hiiw8D+ErfTdK07XtFstLvJdYub6TTNf1Dw\/fXLXWpw31rbm\/jbw1p6QTRaWlvGJbwSW05khaD9Kfg38d\/Bfxk8G23irTLqDRbpJ3sNa0DU760W+0jU4VR5IWbfGLqznjkS4sL9I40urdwHit7qK6tLf8ACPCn6WngX4zcRZjwrwPxbOvneAoVsZSweb5Xj8jeaYHDzjCvjMpnmVGhDFwo88J1MPJ0sfCjJ4iWDVCnWqU\/0bjPwU8ReAsrwuccQ5JGnl+JqU6E6+BxeGzH6niasXKnQxscJUqSoynyyjCqlPDSqL2Sr+0nTjP2uisr+3dE\/wCgzpX\/AIMLT\/49R\/buif8AQZ0r\/wAGFp\/8er+hv7Ry\/wD6DsH\/AOFNH\/5M\/MfquK\/6BsR\/4Jqf\/I+a+81aKyv7d0T\/AKDOlf8AgwtP\/j1H9u6J\/wBBnSv\/AAYWn\/x6j+0cv\/6DsH\/4U0f\/AJMPquK\/6BsR\/wCCan\/yPmvvNWisr+3dE\/6DOlf+DC0\/+PUf27on\/QZ0r\/wYWn\/x6j+0cv8A+g7B\/wDhTR\/+TD6riv8AoGxH\/gmp\/wDI+a+81aKyv7d0T\/oM6V\/4MLT\/AOPUf27on\/QZ0r\/wYWn\/AMeo\/tHL\/wDoOwf\/AIU0f\/kw+q4r\/oGxH\/gmp\/8AI+a+81aKyv7d0T\/oM6V\/4MLT\/wCPVw\/xH+Lngr4ZeD9X8Za7q1rPZ6XCvlWGn3Vpcajql9M3l2em2EHnjzLm6mIUM7LDBEJbq4eO3glkTzs34n4dyDKsxzvOc7yzLcpyjA4rMszx+KxlCnh8HgcFRniMVia0+d8tOjRpznKybtG0U20n1YHJ81zLGYXL8Bl2MxWNx2Io4TCYajh6kqtfEYipGlRpU1y6yqTnGKu0tU20tS9qP\/JUvB3\/AGIHxK\/9SL4UV39fjVf\/APBQDx3c+ONO8U23gbwlDpmlabrujWukTz6zNfvpuv6joF\/dm41eO8gtzfRnw3p8dvPHo6QR+beNLaT+bALb9MfhD8cPBfxg8GWXi7SLyDSZHllstW0PU720TUNG1S3CGa0mO9FuIXjkiurO8jREurSeF3jt7gT2sH4Z4T\/Sy8DfGnPsy4Z4G4snXzvLsPVxscDnGWY\/I55lgKNSFKtjcqlmVGhDF06UqlOVXD81PH0qU\/bVMHGjGpUh+icaeCviJwDluEzbiHJYwy\/FVYYd4jA4vDZjHCYmpFzp4fGLCTqSozmoyUKtp4ac4+zjXc3GMvZKKyv7d0T\/AKDOlf8AgwtP\/j1H9u6J\/wBBnSv\/AAYWn\/x6v6E\/tHL\/APoOwf8A4U0f\/kz8x+q4r\/oGxH\/gmp\/8j5r7zVorK\/t3RP8AoM6V\/wCDC0\/+PUf27on\/AEGdK\/8ABhaf\/HqP7Ry\/\/oOwf\/hTR\/8Akw+q4r\/oGxH\/AIJqf\/I+a+81aKyv7d0T\/oM6V\/4MLT\/49R\/buif9BnSv\/Bhaf\/HqP7Ry\/wD6DsH\/AOFNH\/5MPquK\/wCgbEf+Can\/AMj5r7zVr+cv\/gv\/AP8ANpn\/AHXj\/wB4zX9D\/wDbuif9BnSv\/Bhaf\/Hq\/nd\/4L3yR6v\/AMMo\/wBlOmp\/Z\/8Ahenn\/wBnst75Hm\/8Kd8rzvsxk8vzfLk8vft3+W+3Oxsfpfg\/meXR8ReHZSx+CjFf2tdyxVBJXyLM1q3UtvofnHi3g8XLw94gUcLiZN\/2VZRoVW3\/AMLeWvRKPbX0P5zqKv8A9lap\/wBA2\/8A\/AO4\/wDjddZ4J+HXifx34ksPDelWM8E94zPPe3lvcRWdhZwjdc3t1J5fEUSYCouXmmeK3iBllQH+x+IuOeDuEsgznijiXifJMm4e4eyzG5znWbY7McNTwmXZZl2HqYrG4zETVSUlToYelOpJQjKcrctOE5yjF\/x3k\/DHEef5rluR5NkmZ5jm2b43DZdluAw2DrTr4zG4ytChhsPSi4Jc9WrOME5OMY35pyjFNrhKK\/ROP9jTwYNOEUvizxO2r+WAb2OPSk07ztgBcaY1lJc+X5mWEf8Aa+7ZhPN3DzD8Y\/ED4Y+Jvh54lu\/DupWk16I0juLHUrK2uHs9SsZt3k3UPyMY2DLJDcQOS0FzFLGGkQJLJ\/MfgH9PT6MX0lOJs64O8L+PamJ4kybCVcy\/sviHJc04Xr5tlNCtTw9fNMkec4fDU8woUKlai6+GU6eZ4elVjiK+Ap0FOpD9s8VforeNvgzkmW8Rcb8KRo5NmNeng\/r2UZlgc7p5fj6tKdWlgczWXVa08JVqQp1FSrOM8FVqU5UqWLnVcYS86r+jT\/ggB\/zdn\/3Qf\/3s1fztf2Vqn\/QNv\/8AwDuP\/jdf0Rf8EEJI9I\/4au\/tV00z7R\/wovyP7QZbLz\/K\/wCFxeb5P2kx+Z5fmx+Zs3bPMTdjeuf2rxgzbK5eHXEUY5ll8pP+ybKOMwzbtnuWPRKpfbU+J8JMBjo+IXD7lgsXFL+1bt4aslrkmZJauHV6ep\/RvRWV\/buif9BnSv8AwYWn\/wAeo\/t3RP8AoM6V\/wCDC0\/+PV\/D\/wDaOX\/9B2D\/APCmj\/8AJn9q\/VcV\/wBA2I\/8E1P\/AJHzX3mrRWV\/buif9BnSv\/Bhaf8Ax6j+3dE\/6DOlf+DC0\/8Aj1H9o5f\/ANB2D\/8ACmj\/APJh9VxX\/QNiP\/BNT\/5HzX3mrRWV\/buif9BnSv8AwYWn\/wAeo\/t3RP8AoM6V\/wCDC0\/+PUf2jl\/\/AEHYP\/wpo\/8AyYfVcV\/0DYj\/AME1P\/kfNfeatFZX9u6J\/wBBnSv\/AAYWn\/x6vPvih8ZPBXwq8Gap4y1zUra9hshHBZaXp13aTajq+p3JZbPTbKPzSPMmZXkmmYGO1tIbm7kBjgYHy874r4a4cyfM8\/zzPMsyzJsmwOJzLM8wxWLoxw+DwODoyr4nEVWpSk406UJS5YRlUm7QpwlOUYvry\/Js2zXHYTLcuy7GYvHY\/EUcJhMNRoVHUr4ivONOlThdJXnOUVeTUYp80pKKbWvp3\/JUvGP\/AGIHw1\/9SL4r139fjTH\/AMFAPHkHjfU\/FMPgbwj\/AGbqum6Jo0+kSXGstfJpugaj4hv7LydYW7S3W+l\/4SW+iurl9Glt38q0eKyh2TJP+pHwi+K3hv4y+CdP8beGTLFb3Es1lqOm3TRm90bV7URm70y88omMyIksFzBKmFubK5tbkLGJvLX8W8IPpU+CnjlnmZ8N+H\/E9bGZ5lmGqY55bmeVZhk2Jx2W0qsKNXMMsjj6FJYzD0qlWkq1OMo4zDxq06lfC0qcuc++448G+P8Aw7y\/CZrxNlFOhl2Lqxw6xeDxuGx9LDYqcJThhsW8NUn7CpOMJ+zm06FVwlGnWnNcp6dRRRX9En5cFFFFABRRRQAUUUUAFFFFAHAad\/yVLxj\/ANiB8Nf\/AFIvivXf1wGnf8lS8Y\/9iB8Nf\/Ui+K9d\/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHwB8Rv+Upv7G\/8A2YB\/wUs\/9aK\/4JO19\/18AfEb\/lKb+xv\/ANmAf8FLP\/Wiv+CTtff9ABRRRQAUUUUAFFFFABRRRQAV8yftgeEtd8ZfAPxjp3h2G4u9QsH0nXX0+15l1Cx0bUre81CBY8EzNb2aTajHAmZZpbGOOFXlZI3+m6K+R4\/4PwXiFwNxfwLmWIxGDwHGHDec8N4rGYS31rCUc4y+vgJ4rDqXuTq4f2\/toU6l6VSUFTqxlTlKL9zhnPcRwxxFkfEeFpUq+IyPNsBmtGhWv7KvPAYmniVRqNXlGFX2fs5Th78FLmg1NJr+W+vqP4JfsnfEL44eHr\/xTo9\/ovh7RLa\/\/s6yu\/EH9ooNYuIlY3racllY3Zkt7FzFBNcPsie5eS3hZ5bW6WL9TvE\/wB+DOufFrw9c6n8OvDc8mreFfHuuaosdrJaW+o6tp+t\/Du3tL+9tLOW3tLm4SLWdU3tLC4nkvJZrgSzbZF+lLCwsdKsrXTdMsrXTtOsYI7aysLG3itLO0tolCRQW1tAkcMEMagKkcSKiqAFAFf5ZeFf7LunlnFmMxvi9xhlfEvCGGpYmnleT8KSzfLMxzatVTp4bFZvi8RSw8spp4WLeIeBy6vmLr4j2UJ4+OHp1aeJ\/sXjL6YEsXktChwPkWMynPKs6MsZjs6WBxeFwUINTrUcDQpTqrGyrNeyWIxVPCKnS55RwzqzhKj+Qv\/Duf4of9Dx4C\/768Q\/\/ACmo\/wCHc\/xQ\/wCh48Bf99eIf\/lNX7C0V\/Sf\/FOf6L3\/AETPEv8A4mOd\/wDy\/wDr7j8o\/wCJpvF\/\/obZT\/4Ysv8A\/lZ+PX\/Duf4of9Dx4C\/768Q\/\/Kaj\/h3P8UP+h48Bf99eIf8A5TV+wtFH\/FOf6L3\/AETPEv8A4mOd\/wDy\/wDr7g\/4mm8X\/wDobZT\/AOGLL\/8A5Wfj1\/w7n+KH\/Q8eAv8AvrxD\/wDKaj\/h3P8AFD\/oePAX\/fXiH\/5TV+wtFH\/FOf6L3\/RM8S\/+Jjnf\/wAv\/r7g\/wCJpvF\/\/obZT\/4Ysv8A\/lZ+PX\/Duf4of9Dx4C\/768Q\/\/Kavhr9tDwvd\/sS\/8K2\/4T+4t\/Ff\/Czf+Ex\/sn\/hD\/Mb7B\/whn\/CLfb\/AO0f7aTSsfav+Ers\/sn2bz8\/ZrrzvK\/deZ\/TVX85f\/Bf\/wD5tM\/7rx\/7xmvtfDv9mZ9E7iPjHJ8mzThbiirgcZ\/aHt4UuNs+ozl9XyrG4qly1IYhSjatQpt23ScXoz4zxB+mB43cPcIZvnGWZzk1PHYP6h7CdTh7La0F9YzPBYWrzU503GV6NaoldaNqS1SPzk\/4bJ8Cf9Cv4t\/740f\/AOWldH4T\/aq8BeKfEOl+Hjpmu6LJq1wLO31DVRpy2Ed1ICLaKd7e+nkj+1TBLWJ\/LMazTR+a0ce6RfzDor+jM7\/Y3\/Qxx+TZtgcnyHjbIM2xmW47C5XnkONs8zKeTZhXw1Wlgs0jl2NxDwePeAxMqeK+pYpfV8V7L2FZqnOTX865Z+0U+kdhMxwGKzHNOGs1wGHxuFr47K5cNZZgo5jhKVanPE4F4zC0liMJ9aoxnQ+s0P3tD2ntaacoxR+7FeDfEz9oTwd8Mtbg8PajaaprGptaLeXcOjiycacsx\/0eK7a6u7cJcXEYM6wrudYDFLIFSeEv+eNh8a\/itpmmx6RZeOdcisYokghRpoZ5oYY8COKG9uIZb2FI1ARFiuECxgRrhAFHmtzc3N5cT3d5PPdXVzK89zc3Msk9xcTysXlmnmlZpJZZHJd5JGZ3YlmJJJr+SvAb9h\/h8k44zPMvpD+IGScacCYTDYyhkPDvAFXiHJczzrFV37PCZjxBmWMw2CqZJTwNLmr\/ANk5TWzZ4rFzoqpm0MLhqtHH\/vvin+01rZnwxgsH4RcJZnw3xTXrYermmb8VwynMsFltGl7+IweU4PD1sTHM54mdqX1\/H08B7DDxqOGAlXrU6mF\/RL\/hsnwJ\/wBCv4t\/740f\/wCWlfcv7F\/he7\/ba\/4WT\/wgFxb+FP8AhWX\/AAh39rf8Jh5i\/b\/+Ez\/4Sn7B\/Z39ipqufsv\/AAil59r+0+R\/x82vk+b+98v8Aa\/o0\/4IAf8AN2f\/AHQf\/wB7NX9KeIn7Jb6F\/DnB2cZzlfB\/F9LHYP8As\/2E6vH\/ABHWhH6xmuBwtXmpzxLjK9GvUSvs2pLVI\/J\/D76ef0jOIeL8oyfM+IOH6uBxn1\/28KfCuUUZy+r5ZjcVT5akKKlG1ahTbs9VeL0Z9X\/8O5\/ih\/0PHgL\/AL68Q\/8Aymo\/4dz\/ABQ\/6HjwF\/314h\/+U1fsLRX8v\/8AFOf6L3\/RM8S\/+Jjnf\/y\/+vuP6Y\/4mm8X\/wDobZT\/AOGLL\/8A5Wfj1\/w7n+KH\/Q8eAv8AvrxD\/wDKaj\/h3P8AFD\/oePAX\/fXiH\/5TV+wtFH\/FOf6L3\/RM8S\/+Jjnf\/wAv\/r7g\/wCJpvF\/\/obZT\/4Ysv8A\/lZ+PX\/Duf4of9Dx4C\/768Q\/\/Kaj\/h3P8UP+h48Bf99eIf8A5TV+wtFH\/FOf6L3\/AETPEv8A4mOd\/wDy\/wDr7g\/4mm8X\/wDobZT\/AOGLL\/8A5Wfj1\/w7n+KH\/Q8eAv8AvrxD\/wDKauL+IX7C\/wAUvAHg\/W\/GH9teGfEkGg2v2690vQjrD6m9hG6\/bLq3iu9MtopVsYC95cIJRJ9mhmeNZHQI37c0V5+a\/s3\/AKNeMyvMcJlmV8TZPmWJwOKoYDNo8TZpj3luNq0JwwuP+o4qv9Wxn1Su4V3ha9qWIUHSnKMZcy6cF9KvxXoYzC1sXi8ox2FpYijUxOCeUYTDLF4eFSMq2G+sUaftaHt6alT9tTvOlzc8U3Gz\/lvr6u+DH7IfxF+NPhWXxhpeo6H4c0Zr+ax06XxB\/aUcmr\/ZgFuruwjsrG73WdvcE2huJCiyXUVxFHuNvLj9QNf\/AGe\/gpqPxZ8Oz3fw28MudV8K+Pdb1KBLN7exvdV0\/XPh3BaXtzp1vLFp8sscetaoHDWxSd7yWWdZZQjr9NWtra2Ntb2VjbW9nZ2kMVtaWlrDHb21tbwoI4YLeCFUihhijVUiijRUjRQqqFAFfz\/4TfsvaGV8TY\/G+MnFuWcTcL0KFellOS8I1M4y3GZjiKslGhjc3x2JoYWpl0MLSUp\/2dl88d7fETpueYwoYedHGfpnGn0v6mMyjDYfgTJMXlOcVKlKeNx+dwwOLoYWnBXqYfA4elUrRxUq07R+tYmOG9nSjLlwsqlWM6H5Bf8ADuf4of8AQ8eAv++vEP8A8pqP+Hc\/xQ\/6HjwF\/wB9eIf\/AJTV+wtFf0h\/xTn+i9\/0TPEv\/iY53\/8AL\/6+4\/Kv+JpvF\/8A6G2U\/wDhiy\/\/AOVn49f8O5\/ih\/0PHgL\/AL68Q\/8Aymo\/4dz\/ABQ\/6HjwF\/314h\/+U1fsLRR\/xTn+i9\/0TPEv\/iY53\/8AL\/6+4P8Aiabxf\/6G2U\/+GLL\/AP5Wfj1\/w7n+KH\/Q8eAv++vEP\/ymo\/4dz\/FD\/oePAX\/fXiH\/AOU1fsLRR\/xTn+i9\/wBEzxL\/AOJjnf8A8v8A6+4P+JpvF\/8A6G2U\/wDhiy\/\/AOVn49f8O5\/ih\/0PHgL\/AL68Q\/8Aymo\/4dz\/ABQ\/6HjwF\/314h\/+U1fsLRR\/xTn+i9\/0TPEv\/iY53\/8AL\/6+4P8Aiabxf\/6G2U\/+GLL\/AP5Wfj1\/w7n+KH\/Q8eAv++vEP\/ymrh\/iP+w38UPh34N1rxm+s+GvEtroMAvb\/TdBOrvqY09HUXl9FFeabbRSxafCWu7tRL5iWkU0yq3lEH9vaDzwRkHgg9687N\/2b30bcblWZYTKss4mybM8TgcVQy7N1xLmmYPLMdVoThhce8Biq\/1bGrCV3CvLCVnGniIwdGU4KfPHqwP0q\/FahjMJXxmLynH4SliaNTFYJ5ThMN9bw8KkZVsMsTRp+1w7rU1Kmq1NOVJyU1GTjyv+W+vrL4N\/sffEb4y+Ez4z03UtC8OaPNfT2emN4g\/tNJtWS12pcX1kljYXYNjHc+ZZrNIyeZc29yiKViLH9O9c\/Z6+Cd78WfDk9x8NfDD\/ANp+FfHmt6hbJZNDp95qmna78PIbO8uNMglj06SSKPWtUVla18qY3kjTpKwjZPp22trezt4LS0t4bW0tYY7e2traJILe3ghQRxQQQxKscUMUaqkccaqiIoVVCgCvwHwl\/Ze4bK+JMwxvjLxZlnE3DVGhXo5RkvCFXOMtxWPxFWaVHH5vj8TQwlTL4YakpyWXYB432+IqwlPMYUcNKjjP0rjX6X1XGZVhcPwHkuLynNqlWnPHY\/PIYHF0cNShFueGwWGpVK0cTKtNpPFYlYf2dKElHCyqVVUofkB\/w7n+KH\/Q8eAv++vEP\/ymo\/4dz\/FD\/oePAX\/fXiH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\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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 A:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$27.86 (USD)<\/strong> for <strong>A:NYS<\/strong><\/p>\n<h4 style=\"display:block;text-align:left;\">Sensitivity Analysis<\/h4>\n<p><span>(showing how changes in the input variables impact the DCF calculation)<\/span><\/p>\n<div style=\"display:block;\" id=\"dcfSenATable\">\n<table>\n<thead>\n<tr>\n<th>A: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>$27.86<\/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>9.42<\/td>\n<td>$34.22<\/td>\n<td><\/td>\n<td>$23.21<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$23.66<\/td>\n<td><\/td>\n<td>$33.61<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.15<\/td>\n<td><\/td>\n<td>$30.44<\/td>\n<td><\/td>\n<td>$25.28<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>1,290,590,000<\/td>\n<td><\/td>\n<td>$25.46<\/td>\n<td><\/td>\n<td>$30.26<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>-160,600,000<\/td>\n<td><\/td>\n<td>$27.59<\/td>\n<td><\/td>\n<td>$28.13<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>1,887,000,000<\/td>\n<td><\/td>\n<td>$28.15<\/td>\n<td><\/td>\n<td>$27.57<\/td>\n<\/tr>\n<\/tbody>\n<\/table><\/div>\n<p style=\"color:red;font-size:smaller;display:block;\">* Changes are absolute: ex WACC from 8% to 7%<\/p>\n<\/p><\/div>\n<div class=\"compMargins\" style=\"page-break-before:always;\">\n<div class=\"heading-text\">\n<h3>Comparables Model<\/h3>\n<\/p><\/div>\n<p>                Using similar companies and price based ratios we generated a valuation of <strong>$77.04 (USD)<\/strong> for <strong>A:NYS<\/strong>. We also generated a valuation of <strong>$53.73 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Bio-Rad Laboratories (BIO:NYS), Exact Sciences (EXAS:NAS), Laboratory Corp (LH:NYS), PerkinElmer (PKI:NYS) and PRA Health Sciences (PRAH:NAS)\n            <\/p>\n<div id=\"rgPBRComparableTable\" class=\"ratioTable\">\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:175px;\">Company A: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>$2.10 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$14.32 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$13.48 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$2.56 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$0.00 (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>$218.10 (USD)<\/span><\/td>\n<td><span>-45.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$76.92 (USD)<\/span><\/td>\n<td><span>-49.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$108.25 (USD)<\/span><\/td>\n<td><span>-20.3<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$79.27 (USD)<\/span><\/td>\n<td><span>-17.9<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$0.00 (USD)<\/span><\/td>\n<td><span>6.5<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">A: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;\">BIO:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">EXAS:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">LH:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">PKI:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">PRAH:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">34.74<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>103.86<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">310.49<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">22.74<\/td>\n<td align=\"center\" style=\"width:100px;\">31.47<\/td>\n<td align=\"center\" style=\"width:100px;\">50.72<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">4.71<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>5.37<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">2.56<\/td>\n<td align=\"center\" style=\"width:100px;\">12.20<\/td>\n<td align=\"center\" style=\"width:100px;\">2.71<\/td>\n<td align=\"center\" style=\"width:100px;\">3.20<\/td>\n<td align=\"center\" style=\"width:100px;\">6.18<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">5.00<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>8.03<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">3.48<\/td>\n<td align=\"center\" style=\"width:100px;\">28.40<\/td>\n<td align=\"center\" style=\"width:100px;\">1.68<\/td>\n<td align=\"center\" style=\"width:100px;\">3.73<\/td>\n<td align=\"center\" style=\"width:100px;\">2.87<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">26.31<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>30.95<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">56.67<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">12.62<\/td>\n<td align=\"center\" style=\"width:100px;\">26.34<\/td>\n<td align=\"center\" style=\"width:100px;\">28.17<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">20.75<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>23.52<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">36.76<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">12.58<\/td>\n<td align=\"center\" style=\"width:100px;\">19.85<\/td>\n<td align=\"center\" style=\"width:100px;\">24.92<\/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;$52.45 (USD)<\/strong> for <strong>A: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 A: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>$2.10 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$14.32 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$13.48 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$2.56 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$2.64 (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>$63.94 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$48.45 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$47.44 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$60.54 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$41.85 (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>30.45<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>3.38<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>3.52<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>23.64<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>15.83<\/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;A:NYS<\/strong> for the last 10 years was <strong>&nbsp;3.39<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;A:NYS<\/strong> and generated a book value of <strong>&nbsp;$13.10 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$44.39 (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 1 analysts that provide a valuation for <strong>A:NYS<\/strong>. The 1 analysts have a concensus valuation for <strong>A:NYS<\/strong> for 2018 of <strong>$75.00 (USD)<\/strong>.<\/p>\n<h4>A:NYS Agilent Technologies<\/h4>\n<table class='standardTable' id='AnalystForecast'>\n<tr title='Summary of Buy, Sell, Hold recommendations for this Company'>\n<td style='text-align: center; font-size: 16px; font-weight: bold;' colspan = '7'>Analyst Recommendation<\/td>\n<\/tr>\n<td class='forecastrowheader' style='text-align: center;'>Buy<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Hold<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Sell<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Rating<br \/>(of 5)<\/td>\n<td class='forecastrowheader' style='text-align: center;'>Guidance<\/td>\n<td class='forecastrowheader' style='text-align: center;'>As Of<\/td>\n<\/tr>\n<tr>\n<td class=''>1<\/td>\n<td class=''>0<\/td>\n<td class=''>1<\/td>\n<td class=''>3.0000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2017-12-19<\/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 = '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>2.26<\/td>\n<td>2.59<\/td>\n<td>2.77<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># EPS Analysts<\/td>\n<td>2<\/td>\n<td>2<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Revenue<\/td>\n<td>4,459.50<\/td>\n<td>4,729.30<\/td>\n<td>4,991.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'># Revenue Analysts<\/td>\n<td>2<\/td>\n<td>2<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Target Price<\/td>\n<td><\/td>\n<td>75.00<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td>2.73<\/td>\n<td>3.05<\/td>\n<td>3.13<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/td>\n<td>1,048.00<\/td>\n<td>1,129.20<\/td>\n<td>1,253.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Net Income<\/td>\n<td>758.20<\/td>\n<td>835.70<\/td>\n<td>887.00<\/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>18.20<\/td>\n<td>18.00<\/td>\n<td>18.00<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td><\/td>\n<td>11.58<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Capital Expenditure<\/td>\n<td>181.40<\/td>\n<td>181.50<\/td>\n<td>98.00<\/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 (A: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>\n67.52\n<\/td>\n<\/tr>\n<tr>\n<td>Range\n<\/td>\n<td>67.27 &#8211; 67.87\n<\/td>\n<\/tr>\n<tr>\n<td>52 week\n<\/td>\n<td>45.38 &#8211; 70.93\n<\/td>\n<\/tr>\n<tr>\n<td>Open\n<\/td>\n<td>67.51\n<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.\n<\/td>\n<td>0.00\/2.19M\n<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap\n<\/td>\n<td>21.73B\n<\/td>\n<\/tr>\n<tr>\n<td>P\/E\n<\/td>\n<td>32.16\n<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield\n<\/td>\n<td>0.15\/0.88\n<\/td>\n<\/tr>\n<tr>\n<td>EPS\n<\/td>\n<td>2.10\n<\/td>\n<\/tr>\n<tr>\n<td>Shares\n<\/td>\n<td>322.00M\n<\/td>\n<\/tr>\n<tr>\n<td>Beta\n<\/td>\n<td>1.28\n<\/td>\n<\/tr>\n<tr>\n<td>Inst. own\n<\/td>\n<td>88%\n<\/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%;\">Agilent Technologies Inc is engaged in life sciences, diagnostics and applied chemical markets. The company provides application focused solutions that include instruments, software, services and consumables for the entire laboratory workflow.<\/p>\n<\/p><\/div>\n<\/p><\/div>\n<div class=\"compMargins\">\n<div class=\"heading-text\">\n<h3>Explanation of Valuation Models<\/h3>\n<\/p><\/div>\n<div id=\"ValuationChartMoreInfo\">\n<div style=\"background-color:#FFF;margin:0;overflow:auto;border: 3px solid #000;padding: 0.5em;\">\n                    We have up to 6 valuation points for each company in the database.<br \/>\n                    The <span style=\"font-weight:bold;\">Discounted Cash Flow (DCF)<\/span> valuation is a cash flow model where cash flow projections are discounted back to the present to calculate value per share. DCF is a common valuation technique especially for companies undergoing irregular cash flows such as resource companies (mining, forestry, oil and gas) going though price cycles or smaller companies about to generate cash flow (junior exploration companies, junior pharma, technology firms&#8230;).<br \/>\n                    The <span style=\"font-weight:bold;\">Price Comparables<\/span> valuation is the result of valuing the company we are looking at on the basis of ratios from selected comparable companies: Price to Earnings, Price to Book, Price to Sales, Price to Cash Flow, Enterprise Value (EV) to EBITDA. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    We have included the <span style=\"font-weight:bold;\">Other Comparables<\/span> as a way to value companies that cannot be valued using Earnings based ratios. This technique is very useful for companies still experiencing negative cash flows such as mining exploration firms. We use Cash\/Share, Book Value\/Share, MarketCap, 1 Year Return, NetPPE as the ratios here. Each of these ratios for the selected comparable companies are averaged and multiplied by the values for the company we are interested in to calculate a value per share for our selected company.<br \/>\n                    <span style=\"font-weight:bold;\">Multiples<\/span> are similar to Price comparables where we look at current or historic ratios for the company in question to assess what it should be worth today based on those historic ratios. We use the same 5 ratios as in the price comparables and value the company with its historic averages.<br \/>\n                    With <span style=\"font-weight:bold;\">Adjusted Book Value (ABV)<\/span> we calculate the book value per share for the company based on its balance sheet and multiply that book value per share by its historical price to book ratio to calculate a value per share.<br \/>\n                     If we have <span style=\"font-weight:bold;\">Analyst coverage<\/span> for the company we use the consensus target price here.\n                <\/div>\n<\/p><\/div>\n<div class=\"heading-text\">\n<h3>Notice to User<\/h3>\n<\/p><\/div>\n<p>                <em><br \/>\n                    The contents of this report and the Stockcalc website are provided on an &lsquo;&lsquo;<strong>as is<\/strong>&rsquo;&rsquo; or &lsquo;&lsquo;<strong>as available<\/strong>&rsquo;&rsquo; basis with all faults and may not be current in all cases. The information in this report or on the website is subject to continuous change and Patchell Brook Equity Analytics Inc. assumes no responsibility to update or amend such information or that the information will be current. Patchell Brook Equity Analytics Inc. does not claim that all information, calculations or opinions presented in this report or on its website are true, reliable, or complete. Accordingly, you should not rely on any of the information as authoritative or as a substitute for the exercise of your own skill and judgment in making an investment or other decision. Any information, data, opinions, calculations or recommendations provided by third parties through links to other websites or otherwise made available through this report or website are solely those of the third party and not of Patchell Brook Equity Analytics Inc. 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Patchell Brook Equity Analytics Inc. emphasizes that the user assumes all risks associated with the use of this report or the Stockcalc website including, but not limited to, all terms &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"more-link\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/02\/agilent-technologies-anys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">Agilent Technologies (A:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/01\/02\/agilent-technologies-anys-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":[146,12,145,148,147,10,29,30,149,150,8,9,151,152,153,154,155,156,33,6],"class_list":["post-170","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-a","tag-adjusted-book-value","tag-agilent-technologies","tag-bio","tag-bio-rad-laboratories","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-exact-sciences","tag-exas","tag-fundamental-analysis","tag-intrinsic-value","tag-laboratory-corp","tag-lh","tag-perkinelmer","tag-pki","tag-pra-health-sciences","tag-prah","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-2K","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/170","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=170"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/170\/revisions"}],"predecessor-version":[{"id":281,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/170\/revisions\/281"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=170"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=170"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=170"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}