{"id":1575,"date":"2018-03-12T09:31:54","date_gmt":"2018-03-12T13:31:54","guid":{"rendered":"https:\/\/www.stockcalc.com\/blog\/Reports\/?p=1575"},"modified":"2018-03-12T09:31:54","modified_gmt":"2018-03-12T13:31:54","slug":"dst-systems-dstnys-fundamental-valuation-report","status":"publish","type":"post","link":"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/dst-systems-dstnys-fundamental-valuation-report\/","title":{"rendered":"DST Systems (DST: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> DST Systems<\/strong><\/span> $83.57 (USD) Close Price as of<span style=\"margin-left:20px\"> 07\/03\/2018<\/span><\/p>\n<p style=\"margin-top:0;\">\n            Based on the analysis conducted in this report, <strong>DST Systems<\/strong>, (DST: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\">DST Systems<\/td>\n<\/tr>\n<tr>\n<td>Symbol:Exchange<\/td>\n<td class=\"borderside\">DST:NYS<\/td>\n<\/tr>\n<tr>\n<td>Industry<\/td>\n<td class=\"borderside\">Technology:Software-Infrastructure<\/td>\n<\/tr>\n<tr>\n<td class=\"borderBottom\">Close Price\/Date<\/td>\n<td class=\"borderBottomSide\">$83.57 (USD)&nbsp;07\/03\/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;\">$87.55 (USD)<\/strong><\/td>\n<\/tr>\n<tr>\n<td>Summary<\/td>\n<td class=\"borderside\">DST: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 4.8% 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;$83.50 (USD)<\/td>\n<\/tr>\n<tr>\n<td>(in order of importance)<\/td>\n<td class=\"borderside\">Comparables:&nbsp;$102.59 (USD)<\/td>\n<\/tr>\n<tr>\n<td><\/td>\n<td class=\"borderside\">Adjusted Book Value:&nbsp;$69.62 (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:green;font-weight:800;\">Undervalued<\/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                    DST Systems Valuations<br \/>\n                <\/h4>\n<div style=\"width:100%;text-align:center;\"><img decoding=\"async\" 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7+H3izx14JuNStD8lxL4Y8Y+I9IZubXVblPmr8d\/hL+wH8JPhz\/wUWhS0+Ad7rvwd+AP7AP7OOh\/Abxv8Q9C1\/x34d0X4zaN+0V+1R4n8R+JtI8ZeL49U0fVv2grCDxVb+J9U8a\/a7j4m6Fb\/EHVr+11LStO8f6sNZ\/NT9m79n3wj4M+GH7OVv8A8FLP2HPjv+0J8NrH\/gnJ+z74B\/Zt8Ar+x\/8AGP8AaWvPgf8AG7w54h+LU\/7R3hZvht4J+HfjDxB+y98dvG1trXwMutO+OHji2+FlprWj+HNH0TTviTok\/wAMNbNtrCoq8HWpxjB1a+MjSwy9vOTpYbMuLcvoRwcfZSxOIxWNfDtCvDB1KftZUMxwcMNUxGL5KGPTwvsvr8J1HU+oYbh6r7T9x7WrUznKsnzPFqolXp4eGHyeObunj8bRdSMVl2PxlXD4HCYet7L+tivnb9qv9pHwz+yX8EPEXxy8W+DvHnxB0vQfEXw28JWvgr4ZQ+Dp\/HHiXxJ8V\/iZ4Q+E3g7SdCHxB8Z\/DzwXDJc+LfG+iLe3niPxp4f0yw037ZezX3+jrDL\/ADK\/tI\/s3\/HjUvjX+0dceMfh14xs\/iJ4ytvhPJ+wt468X\/8ABLr9on\/gon+1n8DvAyfAv4ceFPB3hL4H\/wDBRL4b\/tw+Hfgn+yr8Uvhj8bdH8fa14qn+OfxQ8DaEPi3qniL49+Nviv45+HPxGPixv2k\/4KyeBvFvjv8A4J0eLPCi+Gvit8QtdHj\/APY81bxdpPwY8L\/EXV\/ize6F4S\/aq+BHif4k694M8OfAqTxD8TrXXdC8LaL4j8TrL8L7vUvE\/h+PTJ9S8N6o91p1tqAqtBrCYTERqxp\/WMflNCopTpctGhjq+E+twniqTxeFp43LKNadDOKX76GV4twip4yCnKE4NRnmeBwtSm6tGu6bquMa0Z3U8PGTjh6scLiZYLH+2nUybFP6vWzHC0atath8uqclKXvvwf8A2zE+IPxltv2f\/ij+zb+0N+yr8WNe+H2v\/FL4e+G\/jvJ+z54htPif4J8F674e8N\/EHU\/CHin9mb4\/\/tE+ELG+8B6t408Cxa94e8da94M8SX9r4x0vU\/CmkeJNL07xReeH\/tKv5mPiLoPiObUPiH4l\/wCCcHwP\/b1+J0tp+yH+1F4c+NGoftwWX\/BRjw74j1efWvC+j6h8Efhj8BPih+394n+Hv7WOm+LvE\/j7Q9QvNX8KfsmfEnwX4H1PR7Oa7+KHiTwt8So\/gR4p0j57\/Zh\/ZS0HwF46\/aQ8E\/s9+DP+CjmkfAD4q\/8ABNP4l+FPi94x8Ef8E9\/g1\/wTd8aat8cbTxh4GtNE0f4D+FNK\/ZL\/AGMJPF3xl8IeC\/EvjzU\/Aus\/GW0+Jty1rr2reH\/hz8TPGF9H8R7GK+eE70\/YyoV6GT5hmFZzcKVGrPBUeKsdR5o4ivKWXYbFYHIMDhoZhi631LF5nmUKmH+q0a1LA0OeVqcXV53OMs2y3L\/ZQjOtUp0cbiOE8DVr0pQo044urRq5\/jMbPL6PNiaWGwEqbqVeXFV8H\/XXRX8gmi\/s8ftARfs+ftYeB\/2V\/gN4N8J\/DS68P\/sZ6r8QvGfwi\/4Jd\/tV\/wDBPOx+Ofh\/wF8ddR1H9pL4TeJf+Ccnxg+NfgS7\/aR1\/VfgDZy3vxM8YfAu++EF3+0H4E8Xav8AsxWEvirWY\/CXh7wx2vh74A\/FP\/hSP7Ttp8MPhx4tX9lPXfGf7FzfGL9nf9mn\/gld8fv+CZnw88dfDHwT8cLnxN+1xbfCD9lb43\/H74hfHn4oePviH8CbjTPB\/wAdLXwF8FfBPhn43fDrTNF+G\/gXWfi18SrfxH4V0m4Uozm0q9OlTeLoYT2+KjVw9PDU6tfA4eebZnSlTli8uyCM8XVVHNauGnDGLB16+HozwMqOMqDbhSjUcJ1Jxi6tSjheTEzrr2EK31HKqsakcLmWeQjJyr5T9YwzwcZUqGNxWHzNYrLcH\/Sz4S+PXg\/xl8dvjL+z5pem+JYPGfwP8KfCTxj4s1O\/s9Li8MahpnxmXx03heDw7e2+sXWq3d\/YD4faz\/b0WpaLpNvam50z+z7rVPOuvsXjvxX\/AGy4vBXxU1X4K\/CP9nD9oj9rX4k+ENB0zxH8UtG\/Z+j+BGj6P8IrDxGqS+DbHx547\/aS+O37PXw9bxZ4ysheaxo3gHwf4r8W+PbLw5ZR+KfE\/hnw94a17wnq3iD4o\/4Jp\/D34b+GP2sf25vFv7Pf7KvxA\/Za\/Zk8W+Af2SNN+Euj+Jv2ZvGn7J\/g3xVqvhVfj6nxE1L4efBvxv4Q+H+t+DbOz8Q6xEviDRdV8A+BdZvtbvJvHc\/hy60Xx14f8ZeL+98PeNZv2Fv2nv2ytS+Lnwx\/aL8Y\/Db9rb4teFf2iPhb8VfgP+zZ8d\/2pbKyv9G+BHwa+B3jL4PeOvDv7Nvw\/wDit8Qvh7rXhq9+Fln4x8Lap4w8H6N4C8V+HfGc1t4Y8W6j4l8OeLNC0jOtCNPExo1a1TCwWAr4mn7WharicwhLCKjlVSDc\/qVSWGr47HzlWtUnLKXlKjRx+Y0PZLDSnUhjJKnDEVKOLjQhTpylUjDC+yf1jGL2ThLEPDVIxpyhTly0JV3jq\/tcBl2Lp1f0G+A\/x3+Hn7R3w6sviZ8NLzV5dGk1vxT4S1vRvEug6r4U8YeC\/HXgTxFqXg\/x74B8a+FtctrTVfDvi7wX4s0bVfD+u6bdQtF9rsWu9Mu9R0i60\/Urz2Ov5\/v2h30349\/Gn9lP46f8FAv2BPib4w\/ZOuPhT+01pXhr4C6r+zj49\/bwn+HXxV1b4j\/DiX4JfFL46fs5\/Bz4UfFLVPBXxA+IHwE0TxXNp5v\/AAL42tfgfq+u+IvhprXjjRPFGs3Q1zw39n\/9ii3+K\/jj\/gn74W+OH7J\/ifWf2U\/D2nf8Fd9Y8E\/Bn46fCPxFc+CPhX8EPiJ+0b8HPEf7H3wv+Mnw18bwavoXhQQ\/DGytdU+FvwX+Kmm2d74Gg8KaJplj4L8PeKvhZBbeGocqkqUKroxo1Z08wnVwznOLwdXL1mKWExkKkZ4jA43Mll6x+XZfXjXqQyrFUqmLxf1uCoYjenTpOpKCxPtKUcTChSrL2VWeLoVcsxOZRx2ClRlDD5hl+DnRp5NmGaUfqmHnnFaH1LCzwlehN\/050V\/N\/wDsS\/sg6h8B4v8Agk38TNA\/Z08W+C\/jJqOn\/tD\/AAx\/at+KOs+BvGv\/AAtxvhNb\/B\/4kSfDHwL+0B8Qdfgl8cTfDzw34g8GfCXQvhH4R+J2sXHhHwZD4f8AAPhj4e6To9npPhnT7T5C\/wCCaXwp8Ca38K\/+CVviT9kP9lb4ifD79qXwZ4R1\/wAd\/ta\/tL3f7P3xO+EHh74m\/BK5\/Z9+JHh+0+Gvir9rvxJ4N0z4f\/tG6N8RPid4o+Bdx8Ofh54U+IvxVn+Fdn4KsNVj8K\/Dx\/g\/cab4ZUqlP2mKVKOJrww1LC1WqWH9pinHF1czj7d4OjVq1XhMFQwEMXmNbDvE16FGrWjhsLjatCjTxbo0nWp4qbnCi6E4RpyxDdLD13PA4jEwofWWnSo43FYvDSwGAw9W1PEVKlOtWxGFp8\/J\/X7RX8iX\/BPb9nrWfh5+17+w78UfBfwi\/a+8GfF7xlpnx3i\/b7Hij\/gnroX7OHwd+HWr+L\/g54y8Sp8N9e\/ah139mzwt+0b+1VbTfGbTNIXRviR8Uf2wP2x9D8b+I\/CmlfEHxp8TLr4ieKvAGq6701p+xXpvg3\/glj\/wTq+HPjD9l\/4j+DdI+I\/ib4W6j+37r\/gz9knxB+0t+0R4fTwf8MPiDe+CNW+JX7LeufDT4vz\/AByk0TxpD4Y+Gfh7S\/jp+z9+0d4F\/Z+0PWdG8Q+Gfg3oV94I8CeNPhlrXjCgot1aU4yllMFUhWwzoSlmeb47LpVKOKVd4XE4SjhsEsfQxeFr1qWYRxOGp4TnpVqOKq54dRrvHK9SnHCe1nD2mHxCrVaUcqxOPp+1wfs\/ruExLxFGnhK+CrYf6xhYVXXqQdWn9Un\/AEqfGT9oDwb8D\/EHwC8N+LNM8TahfftF\/G6w+AvgmXw9ZaVd2ml+MNR+HfxG+JkGpeKn1LWdJmsfDa6F8MdftJbzSINc1RdXu9IgTR3s7i9v9PPjJ+0B4N+B\/iD4BeG\/FmmeJtQvv2i\/jdYfAXwTL4estKu7TS\/GGo\/Dv4jfEyDUvFT6lrOkzWPhtdC+GOv2kt5pEGuaour3ekQJo72dxe3+n\/y3eGfglceE\/wBmX4MeEfHn7Mv7ZPxI\/ZH+GX\/BazUPFOkfC\/xJ+w9r2k+O2\/ZC8Ufsm+P9Nm8aan+x7+y38Avh3pmifAbxN8SvH2r33jLwD4U\/Z+8L6VqMHivxN4T+Jnw1PjzXPHfg68+kfBn7P\/xHOsfCvX\/2Z\/gH8SPgj+zHe\/8ABXi1+Jv7MXwk1j4E+PvhPpnwJ+Fulf8ABPz4wfC\/xx8VdQ+APiPwt4a8T\/s5\/CHx3+0+3iTxLp\/hfxb4M+Hen3ep+LrbxbF4esZ\/ihY3Wt5vmpUvayp4mvy5xw5V9lSw\/s68spzej4ZYitlVelWnTeEzNQ4rz+FKTdWtOtk+ZR+rwpZTja2H6I06NV1Ep0sO48OcW1I1K1Vzw1TOMkxnibhMDisPiMPCusRSrx4VyLGTwkYqhHCY2jNYytWzHAUcb\/TnRX8ln7Av7O\/x58HfFf8AZiGu+EPEXgv9pHwXYeNIP20vGvwv\/wCCS\/xw\/Zz+NXxj1CH4V+N\/DXxCh\/aU\/wCCnHxj\/bJb9mr9r2Lxp8X9R8P+OfDfjf4W2Pxn1jxt8VLXwL8VPC3hDwZ4E0vxpr\/g737\/AIJafA68+DX7VHgyw+HHwM1mfwha\/A34r6D8Zvj38SP+CfP7Qn7AX7TljrS+KPh5qHw+0P8Aa1+MnifxhJ+zh\/wU3+NHi28XxUniX41\/CXwD5uheJvCniT4m6L42g8P\/ABc1O38cdUaFP6zDDSxNF89DG1adbDv6xRxSweGzCt7fL5x5Y4zLKtTCUMOsyi4UqVTEuNWnCq8DRzHirSdPncadR2q0oqNeKwtWgquIp0XQzGNSTp4DNIQlUrrLHVrVK9NUo4SriKksRDCf0q0UUVzFhRRRQAUUUUAFFFFABXy1+2l+1r4D\/YZ\/Zr+In7UHxL8JfErx34O+HEvgy21Dwf8AB\/QNI8U\/ErxBfePPHvhf4c6Bp3hLw9rviPwnpur6jN4h8W6Xuspdfsp5bUXAsUvb4W1hc\/Utfnl\/wVI8E+MfiF+x\/qvhjwJ4R8S+OPEUv7QP7FusL4e8I6BqnibWpdG8LftnfALxR4o1VdJ0a0vb59M8OeGNH1jxFr98Lc2ukaDpWpavqMtvp9jdXEWNb2z9hChKnCpWx2XYZTqwlOlCGKx+Gw9WdSMZQk6cKVWcpuM4OMU5KUbXXVgVQljMKsVCVTDPEUvb041PYyqUede0hGtyz9lKcLxVTklyN83LK1nf\/an\/AOCkn7O\/7Jn7Nnwn\/am8YW\/j74gfDv43+IPhhoHww0z4S6Hofibxf4pHxU0iXxPpGuWWma14n8L6WPDvh\/wZaar428X6pJriro3hbRtU1COK9lgjtZvv6v5Rvjp+zP8AtIeKvhv+1T+zlJ8B\/i9e\/DP\/AIJ9+DfFPgX9kW7sPh\/qmpaB8dbX9p345+CviD4Buvgzb6RBqWo+LZP2Uf2aNDPwA8SXmlWaLpt94m8WWM8IFtceV7N+27Y\/EXwlF\/wWb+D2n\/AL9pr4keOf2yh8FvGv7Pn\/AAqL9m\/40\/EvwL4u8PaR+zZ8IvhT4sbU\/jD4W8E33wc8GeIPB+vfC7xhf6p4G8ZeP9C8eazpNvosfgjwx4s1\/wAWeE9C1rohUp4ivRVCjUpUMzw9bOMuhVlOeLw+Er4jDUMBlOOpuhQVPFrAUsXn9atNQqUcFVcMbQwssPWhhvPpxrQxOPw9evCayjB4LDYjFRpqng8xx8cRiXjMzwlZ1JQpYCtSxGDw1Ol7WvTo1sDWmsVVeKUaX7M237bnwLHxa+JHwZ12+8TeFfFfw5+Pvwt\/ZoF1rPh2e80Txp8WPjB8F9C+O\/g7SfCN34Yn8RXkWmyeCtdEGpa34y0\/wfp9jrul6lYmWW1bTNQ1L6U8La9qviC01S41bwV4m8DTaf4l8R6FaWHim68G3d3rml6Jq91pumeM9LfwT4t8Y2MPhvxhZ28Wv+HLXWr3R\/GFrpF9aw+LfCnhbXUvdEtP5sv2nP2W7XxV+0\/8bPi58Y\/2TPEvxf8Ah14T\/wCCqH7EnxKtdSuv2YfFnx3vrv4Q2v7Cnwt+Hnj7xV4C8JaD8PvHHizxr4O0z4kaboGheO7jwDoOvWOkax4ZM\/iZbWPwhfXOk+Fa18MvhVof7U37PGlfts\/swfEL4rfCfVf2lP8AgvN8QH+FGrfsu\/FP9oceI\/D\/AIu\/av8AgNrXwx+IGo\/s5eD\/AAD488YfFbwDqcWq6N4h8Manp\/w08c6DYXV94Z+JsdvYab4cj8Z+HuLLa9TEunTxKjRqTpY7lqTfsqElgeGPDzObRjNc1TG4rH8SZ7h6XLVhQjTwEsIsJVxNCpi6fqYjDwthJUG3Gvl+R4qpThF18RDFY7C+ImIxkZOMoxhgcNDhbJliE6DxGHqZnHFzxMMOoYHF\/wBOvi39oDwb4M+P\/wAF\/wBnHVNM8TT+N\/jp4I+M3j7wlqthZaVL4V07R\/gbP8M7fxZbeI7641m11e01PUX+Kvh4+HYdM0PV7W7Wz1k6leaQbexXUfc6\/k9uv2Yf22rr4S\/BHS\/2fPAPxl+Enie8\/Za\/4LaW37LljeaTrvhXxF+zH4B+O3xM+C+v\/sV\/BjVtd1rVdAtvgZ47tvhdaWWj\/CvwP408XeCtT+FcuhxeDs+FU+Guo2Ph6z+z1+zrrl7b\/HDT\/ht4E+L3wa+GPiL9iP4x+BPjX4P\/AGDv+CQPxn\/4JReOPEvi\/wAXDwbD4L1NvEv7Xv7WOv6L8fP2pvAtlpvxAHwx8WfCv4cfEbTrK21nx9p\/jT4raavjb4e6R406IykqVaVSE6UqGWZhmM4Yn2WFxNOph6nEVWGAzChUq+xy+vQp5VgstxWI+tYjB08xxkU8Q6UsPWxc1aFKMMFKnVVVVszq5fWrYeNTEYb2FPNsPl1LMcPUjBVa8Mxo4ieOyrCPD0a+MwuGrTfsVCvKh\/VzRX4Qf8EifhpqPwz+Kfx00zwd8CPAHgX4MXXwp+DMP\/C2Php\/wT0\/aV\/4JQ6J47+K2j618Q7LXPD\/AIi\/Y6\/aA8WavpPjTxzpXhSTw74j1z9pT4X+EPAWi69D4ms\/hvqia+ngrQtP8Gfu\/XVWpQp+zdOo6kakJTTlSqUJpwrVaEr0ayjXhCUqLqYepUp044rCzoY3De0weJw1er51KpKbqRnCMZU3ST5KsK9OXtMNQxHu1qTlSlKn7f2NanGbq4XEU62DxkMNj8PisHhyiiisDUKKKKACiiigAooooAKKKKACvj39pv8Abf8Agt+yd42\/Z\/8AAXxRXxVPq\/7Q\/j608D6DdeGbDRb\/AEvwJYXeveFfBi\/Ej4n3GqeIdFuPDnwyg+IfxC+Gfw6u\/Emm2mvXNr4w+JHhC0l0pdOutR1TTPsKv5\/vjP8Asofta\/8ABQT42ft7a7pvjD4dfs+\/Bi\/8Ej9gf4Y6d+0r+x\/8YPHHjzXfB3hfTrPx\/wDE74+\/AvxT4b\/ah\/Zi1TwRo3jP40+K7TS\/DHjOTQfiFpXis\/s9\/Dzx74Vu10u2t49VxlUnGvR5aM69HDwrZjmFKk4KvUy\/BKCdDDOpKEHWx+Y4jLMqbhKeIwuHzDEZnSw2Jjl9Wk9VTjKhXlKrCjOcqGDwk6jcaf1vGVOXnk4wqtvBZfTzDNo0nT5MU8t+pSnS+sqrH+gGiv5gPAX7N3iL9ur4n\/EP4j\/t5fsZ+IPGHj3wd\/wSq8AfBHV9P+M3wR8bXXwu1P8Aaz+Fvxw\/a38K+PfF3wk0Lx\/o0\/hPxT4l1eW10T4g\/Bj4g6Pbax450P4a\/FHTNT8FeINL034iaydb+e\/2mv2fPF3x70H4Jv8AtkfBn9rvxD4o8N\/8Ew\/2ebT4P3ngL9gTQv24PG3xJ\/ac8Q+FfEC\/F\/wB8Q9d\/aR\/Zp\/at+FP7H3jjQPFWleC08Q69e+GP2XPGfjm+8WJ4h+Jn7QviXRvhp4Y0T4WXOrThhq2JjJ14UsRVhBYeMpSxuFeK46oYPE5bRqqjisbUxtLguli6WEhho11Q4gy2cfaxjKc69jH69hsC5unOthKFWtUqxiqeDxs8NwJiMTgsTUpVK1ClDCT4zxOEqYypWhQWJ4ex0ayoUpzrYT+pDTv2gPBup\/tKeLf2WoNM8TJ8QPBvwS8AfHrVNYmstKXwdP4P+I3jn4jfD\/RNNsNQTWZNbl8S2us\/DHX7nVbO48PWulwaZd6RNaaxfXVxe2Wn+51\/MXd\/stftEfHK3i8Z+MPAvxBtPjp4H\/4I\/8A\/BOH4lfDP4k\/FHwn4lsJ7L9uH9m\/4sfHX4xJ4W13xVr9jaz6f8RX8QHTdB+KulS3ieLtP8K\/EHVF8Q2BtNfeC+5zxL8GbD9qH9k\/wx+3H8XPhh8XNH8Sfto\/tSaR+1LqHgLWv2KtZ\/b9+G2i\/BXw\/wDDTXPhj+y98Iv2zf2MPhtq6fGD41fC2H4S2tj460TSfhZJLJ8H\/wBpjx\/pvxPn1rR9M0C\/16\/6KtL6tHFUa1WnOtl2ZZpgcXioTpwwtSEuOsz4cyCcFUqRqqvmGW5XnGYKhSp1qX1XIqVRYqpjc+wGCXMqsa31bEU6VWlRzHKskxmFwtniK9HFVeAcj4lzqlXdNc6wmEzTNMNl8sXKnGrHFZk6EcE6GU43EQ\/pQ8RfFz4e+E\/iP8N\/hJr\/AIg+wfEL4uWXjjUfh54f\/snW7r\/hILP4cWGk6n4zm\/tWy0250TSf7Gsdc0ufy9c1LTZdR+1eXpSX00FxHD5v+0P+0z4X\/Z7t\/BGlv4I+JHxi+KnxT16fw58J\/gX8GtK8N6t8T\/iLf6ZBFqPie+06Xxz4s8AfDnwl4U8FaFI2ueMPH3xQ+IXgLwFoVu2naRceJT4p8S+EvD+v\/g5+z1+zpYab8U\/+CW3xd+LP7Duk+HNM+GnxS\/be+HvgTxH4I\/ZH+NhsfAXhrxV4yt9Z\/ZY8fp8GfiDY\/GT42fsKfDbxDOviPxl4M+GvxR8W6Z4L\/ZiudZm0FdZ+HGnXmj+F9N\/Un9q\/SfFHwj\/a1\/Zm\/baXwH8S\/il8K\/hp8JPj7+zv8WPDnwg8CeJPiz8RvAdh8ePFvwI8WeGPjDoXwl8DWGt\/Ef4g6Loeu\/BpfB3jXS\/hf4X8ZePNL0jxpaeJbfwnf+FtD8W6pomKinUwsa9eWFw9XG4mjXxTw84fV6UMDLHZdQrU8QlVweOzGrUy7LMbSxuHpyyCpmccZmFN0sLiKUdKLc6mIjClCvUo0lLDYZVVWeMrRxlTB1XSeDnKnjMFH2GIxODrZdjKyzyGHnhsrxCqYjC4mf0N8Bf2qvD3xs8V+Nvhfr3wz+K\/7P3x0+HOi+GfFnjL4FfG+y8Ar4407wL43vNf0\/wV4+0fxL8IfiF8Xfg7448IeJb\/AMK+JNNj1P4ffFHxXL4e1rRdQ8O+M7Xw14igOkn6jr8Pf2zvi58Qv2xf2fviFpfg39k79o7Vv2UPBnxX\/ZS1X4qf8Jr8I\/i\/8N\/jD+018KtN+NOi6\/8AtS\/C7wb+xz8Qfh14N\/aA8U\/D\/wANfDGx0r+3xq+g6Zd\/HaLUvGPw48AeB\/HOm6fOfFPwV8W\/2avBvxH8H\/tt6H+xD+x38aPgZ+yT8R5v+CV\/h2f4WeFf2Tvjz+xafG\/xq8GftyR+Jfj18Tvhd8DtX8EfBv4l+G5fCHwCvPh4nxE+NvhT4b+FoLu38MWF7beN9QufhlqN7oNUOev7NTpxw9SWPo4Bxl7SnONGpHL50s4xOGrc1fCZZi1j3g8HiObELH5pgsV7OnhMvqU69GqdOi63J9ZvRf8AZ83VXsaycsbmVLLcXgMFVpTp0sfmWVKVbN8fgmsKsvyhQpYnF1sfhsZb+reiv5x\/jh+xn4W8Ar\/wUe+B3ww+BvxT+Bv7J\/i3Tf2DviF4Y8Lfspfswaf48+E+q\/EPT\/Efjn\/hcGvap+zDoGn6Lo37Svw31ax8GfCzRv2w\/gt8LtN1v4mfF34Sw\/8ACKHTLzV9W025T5L1P4C\/HzUf2eItF8E\/s6\/DjwV+x94a\/b00Pxl8R\/BHhX\/glx+19pHwO+Ovwk1T9mS58Ov4o17\/AIIqeOPj7pH7Qtv8O\/h9+0vqPhX\/AISfwJ8OtcbSPiD458I6D+1PafB\/WrLw34u8QeIpjOEpYmKmovDrBNe0lCHNDE47JcFUq1XzOOGw9L+0sbOhXryjTxc8rq0qbhbHVMsmmueVOMlUvNYxtUoOpKcsPhcdiaGHwkJOm8djsU8PhKKwOG58TRljoVJQnRhSqYn+uyiv5YvBn7IXir4n\/D39mH4feLPhV4v8b\/sx33\/BWTw749s\/hJo\/7Cfxg\/YW+Bfw8+Bmmfsa\/GTwv4ztfDX7K\/xF+Ofxm+L3wu\/Zj8WfF03Fr408MfHDSvhB4J8feMPHvjXSo\/hjrfwn+J+iX3jfpfin+yfpugfBr4wfCDUvg18TvAH7O\/wn\/wCCnvjPxn8B\/hH4e\/YJ8T\/tmfseJ8L9X+BPg\/VI9G+J\/wCwR8Nv+Ef8f\/GH9mTX\/iX4v+Jeq+DP+FA6dHpnw1\/aNk0P4nXOreHIPCmsXgtKP+1KcnSlhlQklXUaHNCpHw\/VaFT20qcqeKoVuOalKOFhGtUxD4ezKNK+IlDDwmv+5jlrT9tPHRrurGgpV4YWUJceRoRc6MakqsJvgqj9Zq+zpU8Ks+wlRPEUqKqYn+niiv5pv2frPx\/+z7rn\/BPj47fEf9mb4n+A\/gt8LF\/4KUfCGx0L9nL9lL9rzxQ2j+F\/jL8RvhR4o+APjfT\/ANjax0r4\/ftIfsq\/DX4k+Gvhb4l1LTfg54va\/wBD+As9\/wCHvAUr+CtIv\/DnhLRfBNZ\/ZzuPEn7M\/wCyDq3x\/wDgb8YdC1Lw34u\/b21KT4NftF\/8Eu\/ij\/wU6\/Zws3+LH7UfjTxPpSfFb9lP9nzxNafGXwB+0Ja+HX0fWvgv+0ToGr2\/wzsvAGo\/EvwxbeLvEUPxG0i3vcsRNUKEMQlJ05Sqwn7aFTDSo1OTE1sLh61KrD29PG4mhTwUp5dOksxw1fMsLgauEePq0MNXat+7UpLmm665KLhieZYfGVcJUq4eeHnUpYzCpUniP7QwtSrl0sO\/rVPF1MFy4uX9alFfKf7DFn8QdN\/Y5\/Zo074q\/Di4+EHxD074M+BNP8U\/DC68WeJvHFx4F1Gy0K1tV8OSeJvGuueKPGd+dOtYreJYPF\/inxV4o0pQuj+IPFHiPV7C81u++rK68XRjhsXisPCo6sKGIrUYVZQ9m6kaVSUI1HTU6ipuaipOCqVFFvl55W5nlRnKpRpVJRjCVSnCcoQqwrwjKUVJxjWpN060Yt2jVptwqJKcG4tBRRRXOaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFfKv7dfxJ8a\/Bv9iX9sH4u\/DfWf+Ec+Ifwt\/Zf+PXxE8CeIf7O0nV\/7C8Y+C\/hb4p8R+GdY\/snXrHVND1P+zdZ02yvP7P1nTNQ0u88n7PqFjdWsksEnwv4n1T9q\/8AZK+Dfwi\/av1D9sb41ftYeE9R139nrRPjV8Efjz8Nv2TtK0+bwR8dfHnw88Ba\/wCMPg34j\/Zn\/Zv\/AGdvGHh34lfDjUPGlv4r0Ww8a6r8T\/CHjHwtpfiPwFP4QsfFfiTwz8RfBc0JRr4ivQ5o0VhqmSUqteu1DDxqZ\/iM0w2A5prmlTpxqZTiXiq9WEMPhaUqdarVVL2s6WtalKjhsHiHaf16WdRw9GD\/AH0v7Co5NWxl\/aezpJ1FnmChhYKq6laoq0OSDjT9r+yVFfk5o\/8AwUy+H+k+IR8K\/AfgD9q39qz41+K\/jT+2d4f8PfCvSbT9kjwZ4+tfDn7KHxgX4dfFa+8Maj47+K\/7N3wt1r4X+BPEWu+HPDvw502fxd4k\/aE8S+EL2x8SeLdC1640nxt4k0v1jxN\/wUQ8N22seH\/Cnws\/Zi\/a1\/aB8ezfBXwp+0B8Svhv8NvAnw28H+P\/AIB\/Djx3e69pfgz\/AIW\/4Y\/aI+LvwMvbbx54k1fwZ8QdJ074SeAB8QPiv9t+H\/iUXXgu2gl8Oz6+6UlVw2FxkXbC4zDYTF0MRO1OhLDYvC4jFxxHt58tF4WjTwWPjisbCpLA4argMdTq4mMsLV5SrRqUcTjsJOEvb5dicXhMZCKcnQxGExlLAujUSXNSxGJxGIwkMDhK0aeMxrx2Cjh8PUqYqjCf6F0V+Xnj3\/gqf4B8IJ8X\/E3h39l39sP4pfBj9ne00O7\/AGhfjz4N8B\/Cjw14N+C5v\/A3h34n+J7DxX8OPjP8a\/hR+0vrmufC34deK9C8WfFLw78O\/gN4317wkl1deGZNNu\/HGj634W0317xr\/wAFAvgt4H8K\/tm+Mr\/QviNqei\/sOT+Dofim+i6R4XuZvFS+OPhN4B+Mui3PwzW78Y2EOs2y+FfiNodrdv4nn8HumtW+p29vHc2ENpqd7ahN\/Ymm6Xt1GUZQn9XcsOoYjkmlP6vX+t4eWFr8vssXTqxq4adWleayj7y5o+9BxqSVRa05OjOjTxEI1F7kquEqYjD08ZRjJ1sHUr0aeKhSnVpqX3LRX5kfFD\/gqR8Mvhd8S\/j54Eu\/2fv2ofFXhb9lTxN8LdC\/aU+OHhfwt8JYfg58INH+LngvwJ498O+NtQ1Lxf8AGjwl438e6Do\/h7x3DdeNNC+D3gP4j\/EjwhDoOp6hrXgK30XWvAWqeM+St\/8AgpVrXg744\/t3eDfjR8CvHnhn4XfsyeNP2fPh\/wDBzxN4fh+F2r+IPjb4\/wDj7p\/g\/RPh98MdC07Tfjxr+qah43+L\/wARPGmh23wvu9f8I\/DDwT4f8M6nBP8AF7xT4Hu7DWJrLNTUpYWKUnLG0\/aYSHLL2mIUlhXh40aVva1KuOeNw0Msowg6uaVZuhl8MTWhOnG3BqShePO4YSo4qcG4UsbB1aFaraT9lRVFfWMRWq8lPB4aUMTi5UKFSFSX6yUV+dup\/wDBSL4b+CvBnxU1b4yfBX9oH4H\/ABU+Ff8AwqQS\/s2eONM+EHif40+P5f2g\/G9z8Lv2f4PhjdfBj4y\/Fb4MeLZvjF8VNP1T4b+HEX4wWI8M+JtKv5ficfAPh6OPXZsb9kb9qD4yfHT9rr9sT4f\/ABG+HnxQ+Cfhf4UfDj9lfVPCfwR+L2nfBV\/GXgrXfiIvxwl8X6xN4u+B3jf4r+D\/ABZp\/jGy8K+EdQsZNO+LHjPTtGW1k0ryfDfiKHxPosGypSkpyXK4QsnUU4ypyqezpVp0adSLcKmIoU69CeKw9OUq2DWIw7xVOj7elz4VaipRg5xmnOrCkoOElVj7SUVTq1KUlGpSw9VTU8PiakY0cVD3sLOsfpXRX5dxa78fP2xv2if2nfBXw4\/ak+J37Jfwg\/ZE+IPh74ESj4HeAv2d\/EvxI+LXxc174S\/DD41+KvEvjHxJ+0x8Fv2gvDOk+APCfhn4oeEfC\/gzwt4I8BeF9evNf\/4TLxD4m8c67p1z4c8OeHanxn\/b11z\/AIJ8\/CD4cv8Atv2Wi\/Er4i+JvGPjjwtZ+PPg\/wCJvgj8BvhdrfhPQNV1SXwH4u8e+Pf20vjf+zZ8CPht8T\/GPg6PRrjV\/gzpfxm8SeJtd8WweOtS+EWheKfh34L8V6r4PxU0qWHq1FOj9bw+ExmEp1YS9picHj4QxGCxVH2anTlTxWCr4XMaUHONf6hiY4mdKEcNj1hOl0antKlOmvbujOtSxMqTTWFr4ZVfrNGvCbhVjLDVcPXw1ecacqFPFUlh5VVUr4VV\/wBT6K\/LvT\/+Cr3wS8ceEv2ZtZ+Avwr+M\/7SnjT9qv4e\/Ev4o\/Df4Q\/CHVv2b7TxrB4M+C2taN4T+LupX\/ir4s\/tEfC34H+JJfAfjTX9L8K3Nj8Lfi98RbzxXJLP4t+HkPjL4cWF\/wCNbbxjxb\/wUj+I\/hD9r\/xNpWg\/Af8Aao+NHwZn\/wCCeHwT\/aitvgj4G+Fvwq8DfEf4Vapq\/wAVv2gtJ+J\/iz4n3n7Qfjj4Fnw34k0\/w\/4R8FeFLj4Pah8RNT8c3+s6Rq0\/w++Gmt\/2L4\/1nTbqL2NeFGu40Iyr5jQniq06dPBUHlWX59mGNrVcXKSo\/U6EeGs4wlbH05VMFhcbg8RRxlfDxw2LqYdYalLGYfEYjC2rrD4fLsT7KleVarDNM0yTK8HTpwSssTWnxBluLpYWtKliMTgaqr4SniJ1MPSr\/tXRXxJ+1R+0Nc2H\/BOb9on9qz9nvxcsN5Z\/sY\/Ff4\/\/AAT8dpo1neLDcwfBTXfiF8O\/FQ8PeLNKu7G58qVdI1X+xfEuiXFtIVNjrOlSxm5tD8ofsJ\/EjX\/if4n8Gatfftpf8FSvivqg+GY8YeIvh9+1D\/wTy8Ofs0\/APWbq\/wBD0+3ujZfFi7\/4JZfsvPqd5pWr6zDqnhXRfCnx0bUNchsjfGy8TeHrLVw0VZSoVc5oV6NalWyLC0sVj6M6bVaKqwzufsoUFet7Wj\/YONjifaU6dHDynh\/a1YRnUlSz5oPL8qzKlUp4jC5zVxlLA1KMk4zWCjkc51ZVZ8lBU68OIMFLCqNaVSuoYnlp3p01V\/Yqivw5\/Y+\/4Kf\/ABC8Zfsxfs4x6j+z9+03+23+0Xffsm\/DH9oL9ofV\/wBnrQv2X\/C9h4Og+Ij+JrXwvN4hi+Lnxw\/Zr8KXXirx1L4M8V32heA\/hNpvifWIdO0RrzUND0e31bw9\/bHu3iH\/AIK\/\/sreHPgr8WPj3caD8a9R8C\/C\/wCFv7L\/AMZtLttH8A6ff+L\/AIvfD79rwNZ\/B\/VfhN4OXxSmv6nqE3iiw8T+CfE3hzxfZ+CvEfh\/xP4K8UrNpU+iWun63qetSDp\/W5Np08FiI4WvV96MI1qmMxmAoRj7RQlJ4rF5fjaOESjfEzwmIVFT9jU5dp4etTxE8NySnVg7SVOMpxV1g5RTlFNRnKGYYKcacuWo44qi+T30fqhRXzd8Jv2ovh78bPiz8XvhT8PtN8T6svwX8PfB\/XPEvxHWLw2\/w31W++NXhGfx\/wCGPCXhvUrPxNeeJbzxTpXgSTw34v8AEtrqXhXSNLsdC8deDLrT9W1WTVpobL6RpThOm3GcXCSck4SVpxcZSg1KL96LvF6SSbjaSvGUW+anUhVhGpSnGpTnCnUhUg1KnUp1aUK1OdOcbwnGUKkXeLajLmhK04TjEoooqSwooooAayh1ZGGVdSrDkZVhgjIwRkHqCD6V5t8G\/g\/8Ov2f\/hZ4E+Cvwj8O\/wDCJfDP4Z+HNP8ACXgjw1\/a2u69\/Ynh7S4\/KsNP\/tnxNqes+INS8iP5fter6rf3svWa5kbmvS6+Fv23\/jd8VPh6n7OnwU+BGq+G\/Cfxm\/a8+Of\/AAo3wh8SPF\/h6XxdoXwo0TR\/hd8SPjP8SfiNH4QF\/pVr4s8V6J8OvhZ4ltfh94f1jUrbw5dePNT8O3fiiDVvDdjq2h6okpc6jSpTqVMTVwlDlpqKdSTrSo0JVZzlCnCjh5YqtUnWrzjRwlGpia9SdOn7WRSbVOvKVTko4fDYrHV3JycYUMBha2LxFRU4KU6tSGHo1XTpUoVK9aVqNCnUq1IQl900V+VfiPxn+0V+xN8a\/wBnvwr4y+PPxa\/bc+Fv7UPiT4g\/Cmy0n4peC\/2ZPCPxv8CfGPwj8GviN8bvA7+APFPwR+Hf7Lfwo1XwL490P4WeKvAmueGfiT4Rm1XTfGuseC\/FMHxZ8NeEbHxPot38afCX\/gqZ+1N8RdV\/4Js+Mta\/Zs+M11c\/tOfCT9t3VPGf7Nnwh8Ofs+3mr\/EvxP8ABzxH8Arb4f8Ajvw34u8ZfHjUvBvwv8DeHdB8TfEBprv4oftC\/DCPWta8\/Qb\/AEvVvEesfC7QtcSnGVelh4c06lSNaT5adRxpyo4fGYqVFycEq1f6vhPbypYX6xKjRxOGrYj2NKVWdGqdGrOcabg6UqlGtiqbquMYzwlCGJlPFuSlKNHCOWCxlGGJxLo0ZYjC16Kn7SHK\/wCh+ivzrtv+Ckfw38VeDPgPq\/we+C3x8+OnxQ\/aB8OfEjxb4b\/Zz+H9r8FfD\/xg8JeHvgn4m0vwD8cdS+Iep\/GL42\/Cv4I+HovhH8Ttf8P\/AAy8RR2vxk1ebxJ4t1q1f4ZR+PfDdtqviHT2T\/8ABSr4YX2rfs9+EvAHwX\/aI+KvxE\/aLj+PdtoPw38GeGvhrpnib4feJ\/2XfGfg3wF8fvBXxc1D4jfFfwF4K8Fa\/wDDbxJ4su7G+vh4t1Twj4hn8Ja1ZeC\/FHiXU9d+HFh471jTlOUYQ5ZudarQpShOE6deVB4mOIq4erGTpYjC4aeDxVPE42hOpg8NVw9WlXr06kJQWd\/chOz5KlGVdSSdowjSniFCrp+5xFTD06mIo4St7PFV8PCVejRqUouZ+i9FfDf7bPxp+JHgQfs7\/A74Ma\/p3gb4uftgfG24+BfhP4o6r4ctPF9t8JNI0f4TfE340fEH4i6b4T1Se30PxJ4x0fwD8LPEFh8PdL8Sm98Jx+OtW8Pav4s0Dxd4a0rVvCGv8jez\/HH9iOy8efGL45\/tY+Iv2j\/2RvBHwh8ffED4oa\/8cvBHwm0b9o74feLvCH9j33hq0+FNv+yx8Bvgp8N\/iF4H8W6GPE1hq\/hHxX4Ig+ImneNIPDE3hjxp4k03xBd+FtCyc1GnVrVlKhQpSxMXXqwlyT+q4KGNqSpxgp1pU3GpDD063s1RqYxzw0KjqUa6paOlN1MNQp2rYnFU6NenhqcoqoqGIxuIwFKrOdR06Eeavg8X+59s8SqeH9o6HLXwn1j9EqK\/Mm4\/4KdeGvB2n\/EW6+PX7Jn7XP7NGo+Bv2Xvi5+1zoHh\/wCLWm\/s363qfxY+FXwK0\/RtR+Klj8Pr74H\/ALSnxj8M6d4\/8JxeKfB6XXgf4p+IPhprFwfFem3FklxYWHiO80Ll5f8Agq7ov9p+I\/Dlh+w5+3bqnjPRPg3ov7SuleDofCX7Numan4u\/Zo1mbxDZn426TrHiP9qDRPBfhu003UdBh069+DfxM8U+Af2nrm41zT5dF+BWrWOmeLrzwzUrU+Z1JQpRhSlWqVKtSFKlTpU6ucUa86lWpKNOnHCvh7P6uN55R+pYTI84xuL9jg8sxtegU6NWrCjVp05ThiakqWHlFXVeSjlTTpf8\/IVJ55kuHo1YXp18Zm+WYGhOpjMdhaFX9XqK\/N\/xp\/wUo8IWHxA0P4a\/Bf8AZo\/ap\/as8Ra9+zN8Nv2u7WT4E+H\/AIKaVpMHwO+Kmq+NdH8L63d6j+0D8dfgTGniWW78FTn\/AIV\/Ck\/jnVIda06Twz4f1\/8AsrxmvhTx74\/\/APBbL9kb4C+D\/gt8Q5NL8b+PPAPx3+EVh8bPA\/jRPG\/7Lf7Pvhq78H6paWt\/Y6Xp2q\/ttftI\/srW\/j34iRWVyLjxJ8LPhG3xF+Ivw9STR0+JXhnwdL4y8Bx+KalCVO\/tV7DlxdbBVHiGsOqGIoV80wtaOIdZ01hqdPE5JnGHliK\/s8Oq+V4+l7XnwlaMJowliFB4dfWFUwmFx0JUP30ZYXG4TLcfhKsXT5k\/rGCzjK8XSpp+1lhsdh6yh7OopH7A0V8IaT\/wUC+GPjH41fD74K\/Cz4a\/Gr4tz\/ED9n34R\/tUJ8SPBeg+BtP+F\/hP4A\/GXW\/G2g+G\/H\/i3WvH\/wARPBHiCCXT7rwVLc6n4H0Hwv4g+JGoWGt6ddeD\/B3ioaP44Xwh4T+z7\/wWL\/Zh\/aL\/AGlI\/wBlXQNE8ZeBPifq4+I8HhSy8c\/ED9lK+8SatqvwzgudR13QvFPwL+GX7SnxJ\/am+BPiJvD2n6v4hHh\/9pv4BfBPVtEGjX\/hLxlZ+GPiM1l4KvYre0oQxE50aqlhaWb1atFw9nWjHI6uLw+ZxcKzpcs6GKwGOwkVUcFWxeCxmHoupVwuIjSy9pTVKFf2kPYVIZTONdSU6DjnmFoY7Kv3sOaHNjMFi8JjIU7+0hhcXhMRVhClisPKp+stFfil\/wAE8v8Agpb4s+KfwE\/Yetf2mPhj8e9G8Z\/tPeArLQvCX7VPi3wh8FfD3wR+Nvxz07wN4g8da54O0HQfh98QG+JPgbV9U0Pwd451DwtqXjz4CfDD4a+NU8Gal\/wgfibXodc8Ev4rT9jr\/gpb418Z\/su\/suLrXwh+P37Zv7S\/iL9lb4YftBftEH4BaJ+zr4bl+Hvh34jXninR\/CfjLxjZfE74tfs7+Ebi6+IGq+AviAvhrwL8GrPxn4wMHgnVrq78F6Taaj4Wk8Q3Vj7GriaVSUIfValOlWqTkoUoSnHMqlT206nL9UWFw+V18Xi3jlhfq2DqYfF1LYesqi7amErU\/rF0n9V9m6nJeSnCtXqYShVoSS5cRTxGOpzy3DOi5yxGZxeWUYzx8ZYeP7XUV+Z2u\/8ABUn4O3fiTRvDvwI+EH7Qv7Wxuv2fvhz+1P4ovP2ePD3wvu7\/AMC\/AX4s3ev2vw\/8dXvw++Lfxc+Enxd+IlxryeE\/FMp8D\/Aj4dfFz4jaTcaKmg634Q03xV4i8H6D4j\/SiyvLfULO0v7Rne1vraC8tnkhmt3e3uYkmhZ4LiOK4gdo3UtDPFHNGSUljR1ZRU6NampupSqUnTrVsPUhVpypVKdWhXrYarGpSqKNWFsRhsTRjKcFCpUw2IjTlN0KvJx88eZRTu3TpVVbWLjWw+HxdO017jn9VxmExE6al7SnRxeFqVIwjiKLnZooorMoK8z174O\/DjxP8Vfh18bdc8O\/bvid8JvDXxE8IfD\/AMTf2vrtt\/YHh34ry+DJvH+nf2LZ6pb+H9V\/t+X4feEG+161pOpX2l\/2RjRbnTlv9TF76ZRRb3ozt70HNwlb3oOpSqUZuL3i50atWlOzXNSqVKbvGck2pSjflbjdOLs2rxkrNO26a0a2a0YUUUUCCioLq6trG2uL28uIbSztIJrq7uriRIbe2treNpZ7ieaQrHFDDEjSSyuypGiszEKCa\/GX9iT9tP45fEH9oDVJ\/j5r1if2f\/2y\/hp45\/aW\/YNZdF8P6fp3gv4T\/CHx5eeD9V8Kaj4t0LQdPPiK4+JvwZ134L\/tQ6JceMda1LxBZQ+OPiJoVjKvh3wbaW9lCqQ9tKlOUaSjhcVipV6soww8PquHrY2VCtVb5cPWrZfgs1x2GnifY4WvSyjHUI4j69LBYTGOopQoKuoSqJ4vC4X2VJc9dvF1o4aFeFHSpWoUsXXwWGxLw6q1cPPMMLWq0o4NYnE4f9oaK\/GXSf8Ago34z+On7Qn\/AAT\/ALX4SfCr4+fCz9m39pHxp8ZdQ0r4ofEzwt8Dk8E\/tQ\/CjQP2dvid478EeKfh3BofxF+Ifxh+H2k3es6J4R8e+H4Pip4J+BPjLxR4a1Kwlg0TVtLi8U6ZpnuP7Kv\/AAUF+EXxf8B+HbTRrr4+eMr7Tf2Kvh1+2ZfeNvi14Y+D+ieMPFHwz8fa\/wDFDwxpMGv2XwovvD\/ga2+KZ1D4TeI7jXNF8L+E\/DvgW2tr3RH0rV5Hub+1014iccJ7VYp\/V5UadWrWp1k4VqMaGCzTMcTGvRa9rh6uFweTZlXxNDEQpV6KwlWEqftIThHSjQrYiWIVCnKqsLUwFKpUp2nScszx1DLMD7KtFunWhiMfisLhadWlKdKdXEU1GclzuH6U0V+Xsn\/BVL4Z6zd+DNO+E37O37Unx91nXf2ZfhH+15448NfCLQPgnfeM\/g98DfjdFq03gLX\/ABT4D8afHbwT43+JWt3qeG\/FEd74P\/Zl8O\/HzxRZX2gjSG0p9Y8TeBtP8Vcrpf8AwU01Tw58Zv25fDXxg+BfxA8N\/Cb9nDxZ+zt4J+CvifRLP4a33iX43eOf2hdK8G6T8Ofhlo+jW3x01nXbjx38X\/iD430K2+GUnifwZ8K\/CHhrw3qcL\/GPxJ4Ev9O1mSx1rUq2HxP1StRq08T7fFYVUZU5e0lisJjHl88LCFuapia+OjUweAoU1KrmWKpVsPl8cTWpThHnoVKeJp0qtCcalOvTwdWlUi1ySo47C0MdQrOTso0YYLF4TG4urNxp4DCYrDYrHSw9CvSqT\/Wyivzt1P8A4KRfDfwV4M+KmrfGT4K\/tA\/A\/wCKnwr\/AOFSCX9mzxxpnwg8T\/Gnx\/L+0H43ufhd+z\/B8Mbr4MfGX4rfBjxbN8Yvipp+qfDfw4i\/GCxHhnxNpV\/L8Tj4B8PRx67NjfsjftQfGT46ftdftifD\/wCI3w8+KHwT8L\/Cj4cfsr6p4T+CPxe074Kv4y8Fa78RF+OEvi\/WJvF3wO8b\/Ffwf4s0\/wAY2XhXwjqFjJp3xY8Z6doy2smleT4b8RQ+J9FgapSkpyXK4QsnUU4ypyqezpVp0adSLcKmIoU69CeKw9OUq2DWIw7xVOj7elzqrUVKMHOM051YUlBwkqsfaSiqdWpSko1KWHqqanh8TUjGjioe9hZ1j9K6K\/na+L\/7UPxe1H9sP9v74Z337Yf\/AAUb+Eml\/A3xf8JfDnwO+H\/7Hf8AwT38JftOfDC2tPFX7Lfwo+JN+3xC+Jb\/APBOb9p3+y9c1P4h+KtburrTvG3xw8BrYeHrm0mC+H9A+za0n198OP8AgpH42vvh58INCf8AZj+Kf7W\/7Q7fsp\/Bz9oP9o63\/YZ1v9mvxF8HPhvdfE7RdSbTbbw\/44+NX7Uvwz8PeNU8Zaz4U8b3fgbw78KfGHxh1WXw\/ocd\/c6ld2Gq+GtX8R4UqlOpgFmLmqVDkwNX96pK1PHZfmGZxm6sFPC2wmDyzFVMx\/2i+A\/cLEqH1ik5dVehUoV6VBpVJ1KEK96b\/hxqyyunh4VIVPZ1lUxVbNsPQwijSlDFVaeIjQnNU1Kf6z0V+Z7\/APBTvwL4vHhc\/s1fs2ftS\/thrrv7Pnw4\/aZ10\/AjR\/gR4dPw8+GfxftdavfhjB4yj\/aT+P37Pss3jvxjZ+GfE1zZfDrwXH4w8ZabFoVw3iDR9H\/tDQhq\/wA5XX\/BVzwXpv7VOkHS\/EnjP4nfBv48\/sI\/sn\/Gj9k39nfwF4I8Mv8AHD4z\/F344\/FT9oW2u7PwRoPiVvCXiBNaf4eeCfDd545i8f8AjTw38MvhF4e8K69408e6v4F0XT\/FXiQbOlWWLhgXQrLEyxuKy2VL2U5VKeOwuC4gxiwsqEYyxE62Lnwxm+AwEKFGtLF5hh\/q9JNc9SnCg3hMbjLpUcBg8Hj8Q5Xgo4XG4\/IsDGrOpNRo0Fh48Q5dmGM+tVcP9Xy11sVPWmqc\/wBvaK+Cf24\/ih8d\/hz+ybH+0p8JIPGHgPxL8E9Y+GXx7+LfwfvdH+GPirxJ4y+BPhTWtL1f9o34La68LeP9Bh8U23wlufGeoaFq3wp8axXrfEfwn4bg0Hxzq3he91K017g\/jT+1J4qvv2n\/AIIeDvhD408QJ8Gfhj8AfHX7Z\/7VMvw58A6f8UfFHj34Zaxpkngr9m34QeGvDsPhjxb4yvNT+MXi2X4geP8ASF+F+nR+OdTT4HJ4Ysr2C38Ypa6lm5RjKpCU4qpRxdbD1oJ+09nQw+W1s2nmLq0uehLAyweCziWH9nVni8XUyPMqWFwlaf1FY4jTqThSqU6dSdOvho1qM3F0eevLHYbLvqHLiPYzjjI4vMskp1OeMcLSlnuV06mKhVli6eE\/TKivwavf+C1Hwi\/aJ\/Zt\/bw\/4ZsvNR+Gf7Q\/7P37E3xw\/aL8EDUvin+xF8f5LWXwb4J8SCw8RtD+yx+0p+1l4N0DVPBPjNfC39q+CvjVH4R1LV\/7YtP7M8NeKNLsPFf9i\/Zum\/8ABRD4Y+Gvgl+0l8RPGuifErV7r9izwn8Jrj45z6VoPhAXXi3WfiH8Cvhn8bI7v4b2h8WaVp+oRf2J8StKtr6PXv8AhCYrbXINUs7G3l0y3stQvNIwnKeKgotPC4TLsc3eMoVsLmWLzfAQq4edNzjNYXG5NisHjoycJYbFSp4ZqVaGJhhycOSFGV1J1a+a4apTjf2mErZTh+HMVWji4SUXT9vh+KcqrYTl53UpyqzmqUPYSr\/Ynxq+DHgH9oP4beI\/hH8ULfxVe+A\/F0NvaeJtL8IfEb4j\/CzUta0yG5iubjQ77xV8K\/FngvxbJ4d1lIjpvifw4NcXQvFmg3OoeG\/E+nav4f1PUdNuvRNJ0rTNB0vTdD0TTrLSNF0bT7PStI0nTLWGx07S9L063js7DTtPsrZI7ezsrK0hitrS1t444beCKOKJFRFUfBXxO\/4KJ\/D74ceL\/i7pll8Ffj98TPhn+zbPptn+1L+0H8OdN+ENz8J\/2cL+68F6D8TtZsfHWk+L\/jJ4O+NnjW48F\/CzxZ4T+I\/jQ\/Ab4PfGGDQ\/DviKzs2mn8UWGveHdI+\/rW6t722t72zniubS7ghurW5gdZIbi3uI1lgnhkUlZIpYnWSN1JVkYMCQamEZKj7WEXGliZUazsuT26lQU8JipU3ac6NfC1PaYDFyi6OKw0nUwdWrR5pGc7e0pKaTqRozVCbXMo05ypVMRRo1dYKdOpKg8bhoT9rhqs6EcXTpVJ0056KKKQwooooAKKKKACiivg343fFj4p\/Bb9tL9lL+0fFV\/efsw\/tH6L8RP2etd8ISaH4Q\/s3wN+0xZ2cPxT+CvjqHxJFolt46itPiH4L8KfF34a67pmo+JdU8K\/8ACR23wvGjaDo+s6lrGoayRtKth6LfK8TVdCnNqTgq8qNWeFoNQU6squPxUKOW4ONOnUc8fjcJCr7KhKtiKLaao4islzLDUJYmpBaS+r0ZQljK\/NLlpQpYDB\/WMyxc6tSmo4LB4l0vbYn2GGr\/AHlRX4xa7\/wUT1H4ReIP2xf2ofifqPjLxV+yR4C+NXhT9kv4BeAPCVt8BfB+g3XjX4Y2ktp+0X8dPGXx0+Nvi\/4NfDz4ceGz8YNc1n4HQ6j8dPj34A+HR1r4OWGh+BoNY+IvxU8KaN4rjt\/+CnOhftK+HP2FfiZ+y34puPD\/AIR+J3\/BRC5\/Ze+Ovhy41X4DfFK4k0rQv2dvj\/8AEXVfBg+IHwe8c\/HX4Patb6jf+Gvhv4zsPF\/wY+LPiDZZSW+gXfiXTdUXxh4Vs4pzjUp4atFr2eIq5HGUrxbw2H4ixmV4TLMfiYxblHBSjnWVYnE1acak8HTx+Hw2JpUszn9QWlWjOg8Uq6VL6rQz2sud2WIq8N5XmuaZrgcPa98dQhkebYVUKvsebFYGu3OOEisW\/wBoaK+G\/hz+3\/8ABn4m+DP2LfHWieHfiXp+i\/t06f4k1P4Tx6zonhqK\/wDDNr4X+Fnij4u6kfiPb6Z4v1SPS5H8M+EtSs7SPwpP4zabW5rK1fyrKWbULf5s+C3\/AAWa\/Zr+Ovx91D9mnwl4G+I2m\/FyXTfipceCfBmu\/Eb9jibx9441\/wCFGn32s6r4G1L4J+Fv2rfE37QnwC8a6xoel6pqWn6L+1z8Iv2dl0C50668K\/EW88DeOTB4WmuopU54ilKE3VwuHxeJr04wlOcKWCpVK2I0ineooUqvsqKvVxEqc4YeFWcZRUTi6abqONKMcTh8JKdWUadOOIxVV0aFOVSbUI81Rcrk5KFPSVSUItN\/rvRX4bfA3\/gq\/Ya18Ef2a\/2gf2sfDvxj\/Z91bxx+z\/8Ath\/GjxF4E8NeHPgrr3wl8XeEf2ctW+F9vrXiy4j0Px38aPi9aa2kfjPStG+D3hXwx440fUPE2v33jy3+IHheaFfhvNX0ncf8FOvDXg7T\/iLdfHr9kz9rn9mjUfA37L3xc\/a50Dw\/8WtN\/Zv1vU\/ix8KvgVp+jaj8VLH4fX3wP\/aU+MfhnTvH\/hOLxT4PS68D\/FPxB8NNYuD4r024skuLCw8R3mhZurTjTnUlOKhTwuKxlSXMpRhh8HSzTEYmbqQcqcpUMNkuaYmtRhOVajRwWJdanTlRqQhrRw2IxE8HTo0atSrj6\/1bCUlTmqtat9cw2AUY05RjPkeKxmEpKvy+wl9aoSVVwqRk\/wBNqK+IP2dP25\/C\/wC0J8Q4\/hnd\/A39oP4DeIvEPwh0z4\/fCxfjzoPw00I\/GL4NahrVnoNz428KaP4C+KvxG8V+DJtA1DWvCcfiTwJ8cfDvwj+KGjjxhoa3Pgfz4PEEOh+S\/wDBRv4yftNaNbfDD9nz9iLxHougftSfEyz+JnxdtL\/VNN8L+Io9K+Ef7PHhVPE\/iK3vvDvijSNdtJtK+K3xS134Ofs+3urW2nf2x4d0\/wCLep+J\/Dl3aa74fsrq30xl8AoSxUJ04OpVjUlGEqzoU8HicRhs2rTpUVUr1P7Dlgcylm+Fw1KvmGFlleY4VYOpj8LPBmGG5cZKtTw06VapRpwlyKtSgqlTEYKhj8BQhWqzhh4zzSjjMB\/Z1WtWpYXEf2hgqjxEMPXjWX6c0V8IfCb\/AIKDfB34pH9nErovjXwxpv7TP7Mvib9pbwP4z1+w0ax8DWlp8Pl8JN8T\/hZrt1da7b+L9E+Knw\/h8X2upa1oer+CtP0qTStK8RS2muTah4d1rTLHzbwz\/wAFPfCnxI0TwFf\/AAW\/ZT\/a1+NniDxf8F\/CX7RfiT4f+B9M\/Z00Xxp8Jfgf8TdY8V6Z8HPH3xFg+KP7SHw68P3MnxisvAvjHxH4F8BfDXxD8RPipFoOgXEvjDwJ4T1O+0fS9SurTlQnWp1XCP1atVoYmp7Sm6GGlRr5rh6k8RiFJ0MPQU8jziaxNapDDzw+XYrFwqywtJ1iKE\/rFGniKcKvs6tCliKbnSqU5Tp1qWAqU1GFSMZyqylmmXYVUIp1v7Qx2Fy32f8AaFenhpfpxRXwL4c\/4KI\/CT4h\/GH4dfCL4O\/D34z\/ABmj+Iv7P\/wo\/ang+J\/gfw\/4K034XeFfgH8X\/EHjnw1oPjzxdq3xF+IPgPxNZ3Olah4FuX1nwDo\/hLXPifdWusWMvhXwV4nfRPHUXg\/xL4Af8Fk\/2Vv2gP2kR+y\/p+l+LPh18Qb6P4knQY\/iD8RP2UbjXb66+Ftvdat4l0nxf8Efhp+0t8R\/2pPgHrieGdN1rxLJof7TvwE+COq6DHomoeFfGdp4X+IpsvBV4uSS5+dOj7KOZzq+3\/2f2MMmrYrDZlOt7f2fso4XE4HHYZyqcqqYjA42hRdSrhMRCnpUTpazTSvlaulzx586w9DF5ZT5ocy9ti8JisJiYUb+1hh8XhK1WEKeKw8qn6z0V+ZPwp\/4KifDr4reNvgDokP7O37T\/gX4Z\/tVjxtqP7N\/7RPj7Rvgdp3wc+LXhDwR4A8SfFCbx5ZWmgfHnxJ8Y\/AvhnxL4E8ODxJ4Oi+Lfwj+HvifXtL1rSr2Lw5DaW\/iCfQ+1+DH\/BQ\/wB8ZfEHwkSP4K\/H74cfCn9pGS6j\/AGWf2hviLpvwig+Ev7SBPhTW\/iJ4fHgbTfBXxj8bfGbwNJ43+GPhrxF8R\/Blv8fvhH8GrvWfDejXVm0Fr4rks\/DV1So1XUdL2VSFWC\/e06kJUqmGqOeIp08Pi4VFCWDxlaphMVTw+BxSo4zE1MNXhQoVJUpqMykoRqzbTjRdpyg1Ui4KDqTxFJ0+ZYjB0aa9picbQdTCYWnapiK9KDUn+gNFFFZjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPDv2nfgx\/wANHfs2\/tAfs9\/8JJ\/whv8AwvT4K\/FL4P8A\/CXf2P8A8JD\/AMIt\/wALK8Ea54N\/4SL+wP7U0P8Atv8AsX+2f7R\/sj+2tI\/tH7N9j\/tOw877VF8YWP7Ef7SvxM034SfDn9rr9qX4P\/E74B\/B7xH8MfHVn8LP2fP2V\/G37Oup\/Ezxl8FNZ8P+I\/hZafGXxv4\/\/a2\/aePiT4beHvFPh3SfG+q+BPBXhn4cX\/irxj4e8K\/234wm8C2fibwD4w\/UCiih\/s+IniqPu151MsrSk\/fXtsmrYzE5XWjTqc1OFbA4jH4utQrQhGpGpVU+ZypUXTurUnWoUMNUk\/ZYZ5l7BR\/dzp\/2vSwFHMkq1PlrcuKpZXgYTg6jjFYdezUHUquf43+O\/wDglj4o8Q+Btc8AWvxL\/ZV+KPg7xN+0v+09+0frHww\/bS\/YG8MftZ\/BiHX\/ANoX4r+IviZoWqeHvBz\/ABx+EvjPw\/8AE34WWPijXPAen+Pbf4oT+GPE3hrW9clvfhbpeq3lhe6Tu\/D3\/gm18Yv2aLPwU\/7Hn7XVh4B8QQ\/syfCT9mH4s65+0L8CtR\/aRXxro3wLm8YS\/C74k+AtP0b45\/A4fDb4k+HIPiN410Jv+Eiu\/iv8Pb7wrB8PtAl8ALB4GafxB+udFRQgsNh4YWhKpToQpZdQVONWr79HKctrZRl1OrJzc60cJl9eeHpKtKduWjWlzV8Nh6tKq9aeJxGKxWI5K1fGV8biK8qlOnKLr5hmSzjGVKVNw9lhpVszj9cf1eFJQqufs1CNScZfj38RP+Cbf7Q+taB+1J8Jvh1+2n4W0D4DftqIJf2h7L4nfsr2PxJ+Pt3rPiv4T+Evgp8afEXwv+LPgr43\/BX4T+BdT+KXgvwfaanBaeIf2aPiF4e8CeN9V1rV\/Duhv4YfSPBWjxftCf8ABMD4nfE5\/wBq7wX8IP2n\/BfwT+Bv7ZXhz4ZWnxd8I6p+zhf\/ABQ+J2leJvhX8N\/DHwq0a9+HPxNm+Pvgrwd4b8G+IfBvw+8A6L4u8J638F\/FmvS2Vj4pn8IePfBmveI9K17wn+xNFbQnKm6Tp8sPY0qGGglCHJ9UwlKNDBYGcOXkq5fgaUIU8BgKsZ4PAxhD6pQo8sbZK\/I6fNPkbxkmnOTvVzGthsTmOJbbbeMzHEYPC4jMMa39bx1ejCri61apeT\/NT4n\/APBPD\/hZHg\/\/AIKNeFP+Fv8A9jf8N\/6h4Dv\/ALf\/AMK\/\/tH\/AIVL\/wAIT8DPhd8FvK+y\/wDCbWP\/AAnn9p\/8K2\/4SXf9p8GfYv7a\/sbZd\/2d\/at\/wn7Rf\/BLmz\/aN179q6HxX8S\/AV58NP2mf+GePHlr4D8afs\/aV8TJfBvx8\/Zkbwynw\/8AE+vy+LfiDN8Pvih8EdfsPCljpHxI+Bmv\/CrTNb8UaXqniK20z4x+GTqFjJpP6zUVhKlTksKpRv8AUY4WOE1adH6lSpUsHKLTu6uFVChUoVZN1aWJoUcXCccVRp1o1GTjKM1a8aEcNaUVKMsMo0oSw9SEk4VaFalSjQxNKrGdPFYaVbC4mNXD4ivSqfiX4L\/4I86Z4V8CfEmDR\/EX7IPwT+Leu+M\/gR8RPhd4j\/Yw\/wCCd3wr\/ZY+EfgLxv8As4+Of+FmfDzXvHnw4tfiR8SPiz8bk1vxbJNp\/wAQ9A8UftKaP4Wu\/BCWul\/DHQ\/hL41k1z4i699mfsvfssfGH4R\/Gz9of9oX46\/H\/wAKfG34jftD+HPgt4c1PT\/AHwOn+Bvw\/wDAll8FV+I9npVn4L0DVPi38Z\/FM2la1Y+O4bzUIvGHjvxVrkHia317ULbxGPDms6B4P8F\/dFFdSr1Y050lJKlUl7SVLkh7NVXSw1CdenDl5aWIrUcFhKWIxFJQr4mnh6UK9SpGCRhOhRqSU504uonS\/e6qq40J1qtCjOqrVJ4ejVxFetSw05Sw9OtXrVoUo1KtSUvgrx3+yz8d\/DXxp+IXxt\/Y9\/aB+GPwT1L44x6Fe\/HfwF8cf2dNf\/aL+G\/i7xv4P0DRvB\/hX4peDrHwL+0N+zF4z8CeP38EaJpngrxnJfeOfGfg3xXoHhzwbNaeDPDniLRdX1\/xN4zqv\/BPj48aH4x+AXxq+GH7Y1prX7R3wj8G\/H\/wf4r+Jf7WXwN1X9pXwx4vH7SHjLwh8QPHGr+APAPhb47fs\/3\/AMCpvDWu+ELTwx8NNA8EeO7vwb4X+EssXw41bw14oj0+x12L9W6K56cI0vZOnzQlQjUhQqKc\/bUaNajiMPVw1Ku5e2hhJ4bFVMLLCRmsM8LHD4b2XsMJhadHoqTlVv7RqUZeyc6TjFUKlTDzp1KFerh0lRq4mlUpRqU8VUpyxEKkq041VKvXdT8Xbr\/glP47X9mT4Nfs4ah8aP2YP2gNH+HHib4x+L\/F+m\/tw\/8ABPrwJ+078JvH3jL4qfFHxf8AEqx+J+l\/C\/RvjJ8GNZ+HXxY8Ix+NvEPhKDXfD\/xNu\/Amp6Bruv7PhlpN3eaXLoXs3wG\/4Jrad8BHubfSPjZ4n8XaYf8Agn78J\/2EbFvGWgf2p4igtvhf4j+MniCL4k3uvjxNHHewX6\/Fv+yNL8AW+k6daeGdJ8MWNlZ+Jby1uIYNN\/TyiorUKWIji4VYJwx08TPFQjenGpLF5Vm+SVrKm4KnH+ys9zTBUoUuSGHpYiH1eNKeFwkqFYetVwqiqE5R5I4SEOb964xwOb5dn2GSdXna5c4ynAY6o73xFWjNYh1aeJxUK3xRqH7Hn2\/\/AIJ2X\/7Av\/CxfK+3fscXf7JX\/C2P+ER3+V9q+DMnwj\/4WB\/wgn\/CTpv8vzP+Eg\/4RX\/hMk3Y\/sn\/AISRc\/2kPqzwb4Y\/4RLwP4V8Gfbv7Q\/4Rnwpofhj+0vs32T7b\/YukWulfbvsf2i5+zfafs3n\/ZvtVx5O\/wAr7RLt8xurorfGTlmFbN6+LftaueypTzWdlT+tSoSzSdJ8tJQjQ5ZZzmTthlRUvrNpJqjh1S5qFKnhsHleAoR5MJktPFUsspXlL6tTxlLKqOJj7SblUre0pZJlkb4idVw+rXpuMq2IdX8X\/gp\/wTH\/AGjf2TPDfg\/Tf2T\/ANsX4VeENfX9mD4R\/s4fFjVvjT+yJ4i+Mmj+MLv4HTeOv+FffFL4faB4W\/av+C178NfEcFh8RfEGm67oHiLxJ8V\/CmsR2fh65i0zT7ux1ebX+w03\/gkp4B0Pxh\/wT8vNI+K+vf8ACs\/2JPg7d\/CPxn8MNW8FeF9Qh\/ahi0bwFqvhP4VeIfiL4htH0r\/hH5\/hp4i8X\/ET4hW+iaPol9omseJ\/F4mittEbRbOeX9cKKlqMpzqVIU61SeJni3UxFOniZ\/WJ0c8w\/tIzrxqSh7OjxHm9KhCDjTw0MRRWHjS+oZf9V6alarUeKbqSgsbS9ji6dB\/VqOJg1gV++o4f2VKpO+XYWXtZQdX2n1irz+0xuNniPhz\/AIJ+fsT6X+wd8Crr4OWvxE1b4t6rqHjfW\/E2p\/EPXtCtvD2s6noVlpuifD\/4SeFr2xtdT1hbj\/hVXwL8C\/C74Swa1LqD3XiePwOPFN9bWF\/rd3Y2\/wBx0UVrVr1q8ozr1alacKOHw6qVZyqVPZYWhTwuHhKpNuc\/Z0KNOmpTcpNQTlKUrt4RhCDqckIwVWviMROMIqEPa4qvUxNdwpxShShKtVqSjSpxhSpRap0oQpxjCJRRRWRQUUUUAFfMv7U37NVh+0r4M8KafZ+OvEnwl+KHwp8f6L8Xvgd8YfCFpo+qa78M\/il4csNX0iw1iTQPENpe6D4u8Ka94e8QeI\/BPxB8FavDFa+LvAfifxFodvqeg6pd6d4h0n6aoqZRUnB3lGVKtQxFKcJzp1KVfDVoYjD1qdSDjOnVo16VOrTnCSlCcIyTTQ1JpVI6ONajXw1aEoxnTq4fFUamGxNCrTmpQq0cRh6tShXpTjKnVpVJ05xlCTT+DPA\/7Kvxr8UfGb4c\/HL9sH49\/Dr42eIfgXH4quPgT4I+CH7Putfs7fCrwb4t8deG9R8F+KPil4n0Xxz8ev2m\/HfjX4nReBtZ8QeBPCmoQfErwt4H8N+FPF3i9Zfh\/rHibVbDxPo\/lf7NX\/BOvxZ8CPGH7K3iDxF8ePD3jzR\/2RvB37V\/wz+Hmj6L8GdS8Dalr3w9\/aQ8S\/CbxJoFv4z1y++Mfju1vfGXw8k+Gt9a6x4m0PQNA0Tx4niG0lsvBfgNtCmTXf1HoqkkqtKuox9rQpV6NOfLHSGIjWhVclblqVXTxNejCvUUq9KhUlQpVIUrQShem5ODknJtyfNJtp0qtJ07ybao8tapL2C\/cqq1XVP20IVI\/h349\/4IteCPFng34FQy6x+zH8UPiT8Dde\/agFhd\/tgfsT+GP2qfgZ4m8C\/tQfGjV\/jbrOjX3wU1b4t+APEmgeO\/APiCTQLDwV8SfCXxn0Q\/2dD4ytfEHhTWrDxnb6d4Z+kf2fv+CcWj\/ATxl+yZ4y0bxn8PNPH7NXgT9q3w3qvgv4Tfs2\/DL9n34aeKdd\/aq8U\/Crxbq974E8AfCifRvDvww8JeArv4avpHhzQtWtPif468Q6Lqdhc\/ED4reLPGOm6z4w8V\/pnRTov6vFQo2hGM8ROMUk1CWLWL+sqnzJ+zjiJY7F1a1OHLCpiK0sTKLxCjUifahO0eenGUVNRipyUqU8PerNLmryjh5\/VqU6zqTo4aFHD0pQo0KEKfzV+1B+zpD+0T4P8AC1vo3jXUfhX8WfhR45034tfAj4u6Voml+J7n4bfFTRNI1zQbHVtS8J60YtM8Z+Dtf8OeJfEngn4heDLi90W58TeBfE\/iHTND8UeDvEkui+MNB+WPHX7C3x7\/AGk\/Cvxb8Mfti\/te23jLS\/HvwN8d\/BHwj4N\/Zh+D3ir9mj4SeFG+IUmm3eqfFnxl8PvHP7Qf7TN\/8Xfix4evdA0CHwDf+KPGVl4H8G6LH4jsLDwHLqPjHXtbn\/TyisvZxUa0E5xjiHiJVOSpUg1VxWChl9evRlCcZYfEzwdOlRWKw7pYiCo0Z06salGlOGntZueGm+WU8J7ONGUqcJP2VLE1MXDDVeaL+sYJYiviKrwOI9rg5vFYtToSji8Sqv5C+Pf+CdP7RX7RNn8QZv2rv2tvhN498Raj+xh+0l+yB8Jb\/wCDH7I+ufBbRfAh\/ak0PwnonxI+LnjnR\/F37Unx01X4j+KorbwB4Qh0Lw\/4Z8UfCXwvZWQ8T201ndXGu6ffeHfphf2MtvxM1z4i\/wDCyM\/2z+xDov7Gv9j\/APCH\/wDHt\/Y+u+Ita\/4WP\/aH\/CU\/vvtH9vfZv+EQ+wxeT9k87\/hKJfP8qH7ioqa+HoYmM4VqUHCpRxNCcYL2KlSxmH4qwmIi\/Y+z1qYfjbiekpfHTjmUfZyg8BlrwdU8RWpU8LRhVn7LA1YVsJCTdSOHqU8Zw1mEXTVTmtH67wjw\/ipU\/wCHUrYKrOcZPMMy+ufgR4W\/Y3\/bC+GP7Vth8Of2cvjT4e+F2i\/DX\/gk7+yB+zLc\/tC\/FP8AZR8W\/Fz4d+OdZ+HXxF\/aO0bVJPBel6J8d\/g7Y+Ffi54ctp\/DPjO20q9+JPxC0bQNE8Upb+K\/AnieLVvD2u6d66v\/AASm8dfCaRtM\/Y\/\/AGmvCnwa8La\/+xt8KP2KPGdx8Xv2b4P2hfiZY\/D74SDx5DpXi\/4QePbL4yfBzRvh5408RxfEXW9W8W6f4x8AfFz4aav4y0\/QfFK\/D22a21XTNb\/ZqitsQ3jKNWljGsTLFYnOMXjqkoxh9dq5zmXE+PxEa1OmoU1QjDi3N8LHDQisNy1nX9kq\/LOEUp\/VqtOeDTw1LD4XIMLhcPGUqlOhDh3KeGMswE71XOVavCXCmW4uGIrupXozdehTqrD4jEQrfnX+z1+wDB8DPFGh6\/dfFm+8U22lf8E+\/wBnX9g+4tNM8JyeDtSuIPgLqXxMvpvipp+uReLtel0e+8Vx\/EZorTwvHZ3Unha40aO8TxXrjXgisvCP2fP+CZ3xz+EXib9iSz8ZftY\/DLxd8Ff2B9L8ZeH\/AIOfDD4d\/sip8H9e8YaZ4r+EPin4Qwa78YfHkn7QPxD03XfiDpema9BrNxr\/AMO\/AHws8J+INYuvGN5rXw\/uL7xFoF\/4J\/YuitK9SeJljZV37R5g8dLGxaiqeInmGYZ1mmJnOkkqftPr\/EWdYjDVIwU8FLH1Y4KWHpwowp831ej7Gjh+Reyw+GwWDoq8uelhsvyvJ8lwtGFW\/tVGOWZBlGFre\/fFRwUKmKdatUr1Kv43\/sr\/APBMn44\/B3Rf2PPht8dv2tPh78c\/gp+wrPrviL4FeEfAn7LesfA\/xtq\/j248HeL\/AIbeCvEfxe8eat+0r8aNE8YaX8O\/AHxE8caZomgeDvh38NLnVNevdC8SeIdf1OTQ7jTtZ8Dl\/wCCDvgvSPDXwRj0PVf2K\/iv49+HH7M3w\/8A2aPGviT9tn\/gnR4P\/a58MeIdN+Feo+JNR8E\/EL4VeF7747fDHxR8GfGRHjPxHpni6yuviT8SvBnizSbTwYk3haw1PwtNqut\/0GUVlUXtZyqT1nOusTUa9z2uJVDGYVYisocqrV\/q+OxFJ1aqnUcFhk5P6lgvq\/c8XXcq0pTVR1406c1Vp06sY0qWKq42nRowqQnDD0IYuviMTGjh40qSrYnEz5ObEVnP8Vv2jP8AgkR\/wvH4ZfDj4GQ+Pv2WtT+EfgD4HWPwV0CP44\/8E7\/gf8RPib8GriTSZdB8VfFX9jrxr8GfFP7MXhL9lz4keKbH+ydYU2Pww+IXgbwj408H+Cte8E+CfD+l6Nf+Gta\/ZDw5osfhrw9oPh2HUNX1eLQNG0vRYtV8QahNq+vanHpVjBYpqGt6tcAT6nq96sAudS1GYCW9vZZrmQb5TWzRWrqTf1jWyxeLqY6ulGMYzxNWriK06iiklTXPiq3LSpqFKnCUadOEadOnCHIqcEsLG0msHhvqmG5pzm6WH5MPB005SbfMsLQlOUnKdSpGVWcpValWcyiiisywooooAKKKKAPnj9rL4M+Mv2if2b\/jH8CPAfxUk+CWv\/F7wTqnw8l+KNr4UPjPU\/CfhzxUI9I8Z3Og6IPEvhEL4lv\/AAdda7pPhnXH1tE8La\/f6d4nfTtcXRzomofDfxJ\/4I0fsWyWvwk1r9lz4Ffs5\/sffFv4QfELwz4l0v4u\/CX9nHwBo\/irxL4CbRtX8AfFv4VeMr\/wRL8N\/EfiTQvi98JPFnjPwZqN\/qniq5k0LXtX0rx8lhq+s+HLS1uP1rorJ0aUudunC9WphKlaSilPELBVJVcNQxM1aWIwVOVSungK7qYKpTxeOpVcPOlj8ZCvp7aryRp+0qKEKePpU4xnKPso5ph6WFx06Li06NavRw9CP1ik4V6UqFGpRqU6lKE4\/jN4Y\/Yd+Mf7P9x+y58Qfi7+1h\/wtT4D\/wDBObQPHNr8G\/hX8J\/2KvGd78YfF3gHUPgv4s+C2g2\/xLvfh58TvjH4w+L\/AMVvCXhHVvD8el3\/AMDPgt8ONJ8T3Fn4sa9+D+oah4l8OXngDw79kb\/gnT+0lZfst\/sreJPCXxl0L9mL4keK\/wDgnT8Nf2SP2kPBvxP\/AGdtb+K3jXTvCNhfeK\/Gvh+4+Hv2r4y\/CTTvhD8YvBU\/xU8fWGov8SfAXxl8NnV7zR4PEPw7nXwve6Xrf9BVFaYmMcbUxNXHXxdbEKClVqyk6kufA8RZbmDxUr82PnmWC4kxtDEVMW6s+Vc3NKo4TpGEqyy+nKjgY0sLRqSwEqlKlSjGkllGMwGYZRTw1GPLh8JQwONwFHEqjRoqFSpToW9nCnVhiPxF+OP\/AASE1v40\/BP4J\/s+a98V\/wBmXxt8P\/hP+zN4L\/Z1sta+P\/7BfhL41fFj4Y3+g+C7PwJ4q+Mv7IPxUtPjV8OvEP7OPxM8Z6bp+ja8t54uT4\/6f4V8Z+EfBGvaFapb6Lqek+IO\/wDjd\/wSj0\/43P8AtLeHPEvxa8NeIfhf8ftK\/Zo8TWPhf4qfA\/T\/AIy+JPD3x4\/ZTtvCdh8PPG3jrXPGnxAk8C\/GT4UeK9O8HWFh8W\/g74l+FOleIPG0GseKPsHxi8MSarZPpP690VeInLFV6+JxEnUr4jMqub1aj91yzKriK+LeLiocsadWnisRPE4b2ahHCV44erhY0Z4XCyo8+GpU8JRweHoRUaGAwUMtwtKV6sKeXwp4ajLByjVc1Vw9ejhKNHF0q3tI42i69LGKvTxeKjW\/EvwX\/wAEedM8K+BPiTBo\/iL9kH4J\/FvXfGfwI+Inwu8R\/sYf8E7vhX+yx8I\/AXjf9nHxz\/wsz4ea948+HFr8SPiR8Wfjcmt+LZJtP+IegeKP2lNH8LXfghLXS\/hjofwl8aya58Rde+zP2Xv2WPjD8I\/jZ+0P+0L8dfj\/AOFPjb8Rv2h\/DnwW8Oanp\/gD4HT\/AAN+H\/gSy+Cq\/Eez0qz8F6Bqnxb+M\/imbStasfHcN5qEXjDx34q1yDxNb69qFt4jHhzWdA8H+C\/uiitFXqxpzpKSVKpL2kqXJD2aqulhqE69OHLy0sRWo4LCUsRiKShXxNPD0oV6lSMEhToUaklOdOLqJ0v3uqquNCdarQozqq1SeHo1cRXrUsNOUsPTrV61aFKNSrUlL8y9Q\/ZG\/bG8EftB\/tUfGT9m39q\/9nH4feHP2p\/F3w98ca54R+Mf7F3xI+Nnifwbr\/gL4JeAPgqjeH\/HHhH9uL4DaHe2N\/Y+AbXxDFaav8N7p7LUL+W0nuNStIV83y\/4e\/8ABM74z\/stXTXX7EP7Wfg74dT+Kvgp4S+FHxbvP2mf2Z7r9pK\/8aeJ\/BPiv4neMdH+MXhpvhr8fv2VNM8CeM9R1n4w+OZfEnh99J8U\/De8RvDsWheDPDUGkXsWtfsJRXHLD0ZYeGFlFyoU6EcLCMpzk\/q0cFWy+OHlUcnUnQWFrOPspzlT9rSwmKcfrWCwdah0VKjq1Y1qkaU6sKdOlCTo0fdhSq4CvBqPJy+0VTLcLerb2sqf1mjOcqOOx0MR+QngP\/gmz8af2YY\/DkX7EH7VHw8+FcQ\/Zb+CX7M\/xDX9oP8AZf1L9oj\/AISmX9n+y8W2HgL4t+FV8A\/tF\/syw+CPHF5B478TN4u0rUYfHHgbW7j+xLiw8MaHJYamdd4a6\/4Il\/CEQ+Ep9I+Jd\/pPjH4O\/sUfs7fssfs4fFxfh74am+MXwK+JX7OPxI8bfFXw5+0d4Y8ZxX1nZPqvivxf4j8P3Xjv4Y6f4d0Hwl4t07w1d+H\/ABHeav4a8Qy6Npn7aUV1Tq1KmJnjJSf1ueOnmX1mPuYinjp088pxxGHrQ5amFlQhxHm6wccNKlDA+2wzwUaEstyx4Nwq1IUq9BS5qGLoYXD4yhVSrUcdSwlfKMTSWOpVVOnjZSr5Hl88TUxUa1TGWxscZOvDNc1jjeV8M6V4jHgnQtE+JOq+G\/GXiv8A4RnT9L8da34e8KXng\/wl4o106ZFa+I9S0bwTq\/inx5f+GtA1m9N3cWPhrUvGfi660qwuI9Nu\/EetyQPqFz+THwR\/4I\/+GfhL+yJ+2D+yfrX7QXjrx\/b\/ALUOgaz8KfC\/xNvvC2iaV4r+CX7N3h\/4d2\/wv\/Z6+AGiWL6jrGleLvCXwK8Kx36LJq66fafEPU\/EvjDU\/EOh2dx4q1c3H7I0VlViqzx7mklmeEngcbCklQp1cPPEQxKUaVD2dOhVoVYTWDxOHhSxOBoYnHYXB1aGGzDHUcQqFSeHWEVKcl9SxNHGYeU260418PTnSg6lStzzxFOSnGpXoYiVWhicRQwmKxNKricFhKtD8a9d\/wCCZv7QHxWm+L1\/8e\/2uPhRrlx4+\/4J\/wDxt\/YD8EeHfgj+x\/efBP4d\/DHwv8X08NGP4jW\/hnXP2mPi\/wCIfEGv6PJoCwan4YXxvoHhHU9KtfD2n+FdP+H82m67feLKvxm\/4JZ\/F3x5o37Svw6+Gn7WXg34XfCH9rvwP8ItH+N2lat+zPqHxF+KDeNfhD8K\/CXwjsvEHw7+IU\/7QvhXwf4R8H+MPCvw78C6f4w8Fa58IvGuviztvFT+EfiL4S17xDpXiLwr+z1FbRrTjU9rFxU3CNOVqdPlqU45lnWc8laHLyVozzTiHNsdVjVjNVsRiadSqpvB4H6tlGKjTVKN1Tj7Xlim\/d9tl\/D2VzUXe8V9Q4UyDDRSaVOOA56fLUxWMniPw\/8A2gf+CLXw5+MHx2+Mfxc0Gw\/Ykaz\/AGh9Y8MeJvidqn7R3\/BN74MftafHvwb4n0rwnoHgDxBq37O3xp+IXjfQ\/DPgO11vwt4V0PV9K8MfGn4L\/tJ+EfDfxKfXvFg0LV\/Dev3XgGL9sNJ0210XStM0eySOKy0nT7PTbSOK1srKKO1sbaO1t0is9NtbHTrSNIokVLbT7K0soFAitbW3gSOJNCis6cnSw1PB07Rw9JUo06dk+SFCiqGHpRm06nscPQSpYejzeyoU\/cpQhFtBKMZ1VXcY+1UJQ50lFy9o4Sqzmo2VStXqU41cRiJqVfEVnOtXqVKtSpORRRRSKCiiigAooooAK+YP2yP2bI\/2tP2ePG\/wVtvHN\/8ACvxXqd34Q8Y\/DD4t6Rodh4m1f4S\/GD4XeNPD\/wAS\/hJ8TdN8O6pc2Wn6\/P4J+IfhPw7r0\/h+8vrG08QWNnd6Fd3ttaajPKv0\/RWdWlCtTdOfOk3GUZ0qtWhWpVKclUpVqGIoTp18NiKFWMK2HxNCpTr4etCnWoVKdWEJx0pVZ0akKsOXmg7pVKdOtTktpQq0a0Z0a1KcW4VaNaE6VWnKVOrCcJSi\/wAsdY\/4JuavonwD\/Yc+G3wc+Nfh3w98VP2GvGOn\/Enwz8SvjJ8GJvjZ4F+LfxK1H4deOvA\/xL+IPxX+FGmfFX4Va5f+M\/Heu\/Ejxb8UbPxX4d+Lnh\/xP4W+Il+dVj1rWbO51fT9WxPhz\/wTS8eaJqHhHxX8U\/2m9P8AiX8QNL\/4KH6l\/wAFA\/F2vaN8Dbf4eaFr+rav+zdr37P1x8JPDfhiD4o+J5fCfhnSU1xNa8NeJNU17xn4gttC0nT\/AA34lHi3xDJqfxA1D9aaK3lNzxGLxMo0nVxuJhi8R+5oqk61PMsjzeKo0FBUMNQ\/tDhrI8RLCYanRwtRYCnRnRlQq4ilVx5E6NKg3OVOjhMRgYOc5zqyw+Ky3P8AKK6rYicpV8TVqZfxRn1B4nEVKuJUswniI1ViaOGrUfxx+D3\/AAS++K\/w+1T9lTwz4s\/av8NeIvgH+xY3xd0P4F\/DjwN+zzqfw5+IN34E+KHwt+IHwm02y+Kfxi1b4\/8AxGbxP4++H3hzxdpY8OeOPAXgL4VaJfy2HiS48Q+ANU1LX\/Dmp+Apf2ef+CaHxy+EHin9iK18Z\/tYfDLxh8FP2BdN8Y6B8Hfhf8Ov2Rk+D2v+MdL8VfCPxR8Iodc+MHj2X9oD4iabrnxB0zTNdg1m48QfDv4f\/C3wnr+sXXjG91r4fXN94i0C\/wDBP7E0UKck6jvzOtRpUK\/tEqv1mNCOMhRqYr2in9ZxNFZhjXSxdf2mKpzxNWpCsqj5kV4RxLm6y55TlUk5axnH206M60ac4OMqUK0sPQ9rTpOFOqqcYzjKKsfiLJ\/wR0uvFHwt+G\/wb+Jv7R1prngr4S\/A\/wDbR\/Z68E3Pgf4M3HgjxYngH9qrV\/hVrvhLWNf1fXfi98QtG1b4g\/CDVPhrJd32tWnhnSPCfxJbVrKF\/Afgq10i8t\/EHoHj3\/gnT+0V+0TZ\/EGb9q79rb4TePfEWo\/sYftJfsgfCW\/+DH7I+ufBbRfAh\/ak0PwnonxI+LnjnR\/F37Unx01X4j+KorbwB4Qh0Lw\/4Z8UfCXwvZWQ8T201ndXGu6ffeHf16orleGoyoSw0oc9CeCxeXulOU5xWGx2GzbCY3lU5PkxGKoZ3mUa+Mhy4yrOtSrzruvg8FUw\/ZQxuKw2IwWLw9X2OJy\/E\/W8JiKcKca1Kr9dwuYKLqKPNUw0cTg6PJg6rqYSFB18HCgsHi8VQrfI3hv9lf8A4R79oj4QfHv\/AITv7Z\/wqn9k\/wAQ\/sv\/APCKf8Iv9n\/t7+3vGPwv8W\/8Jx\/bv\/CQz\/2X9k\/4Vv8A2f8A8Iz\/AGPqPn\/2z9q\/4SCH+zvs195L49\/4Jt\/Ab4\/\/ALUHxP8A2if2vPAfwQ\/ax0XV\/h58MPhf8B\/hN8af2ffAvjnw5+z54Y8G3Hi7X\/Hd\/o1149n8b2fiDxl8WfGfi5tT8ReKdP8AD3gua08NeF\/BXhFrPU00KTWNQ\/ROiuytVniJ0atbkq1MPVzSth5zpUnKhWznMMyzTM61F8l6VXFYvOM0cqlPlnTw2OxGBoyp4Go8McGHoU8LTxFHDqVKniqWW0MRCNSo1Wo5RhMqwWXU53m7xw2HyTKopf8ALypg6eIre0xE6tWf4leOP+CM3h\/Wf2f\/ABb+zR8NfjmPgd8LrP8Aaj8XfHD9nuw+G\/wj03S739nb4Q\/G7QdW8M\/tPfsx+GJIvG9vp+oeBfi7onxE+OFj4Z1bS9N8Hp8J1+I2hTaJ4b1q4+GnhqWbrf2tf+CRvw2+P3xqtPjn4H8KfsP\/APCR3Xwb8I\/BHXvDP7ZP\/BP\/AMFftseCNH8M\/DbUNfu\/hzrfwcsJ\/iz8CvEXwo8TaTZ+LNd0DxLDJ4p8Z+B\/Fmh2HgmF\/BGkah4Uk1PW\/wBiKKw5bwpQlKpNUZ0KkZVKtWpVlPC5RSyLDutWqTlWxHssupcsViJ1V9cr4zNGnmmPxuMxHQpyVWdZ8spzWLVqkIVKUPr2b1c9xjoUKkZUcPLFZnWdevOhTpyqUqOEwcm8FgcHh6H5+fBT9gXw78FPiPc+L9G8fvN4al\/Yj+Dn7GFt4W8O\/Df4f\/CifT7D4UeMPi74rm+Imjr8H9M8C\/Dbwld+If8Aha0traeC\/h98JvBnhr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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 DST:NYS<\/h3>\n<\/p><\/div>\n<p>\n            Using a discounted cash flow model we generated an intrinsic value of <strong id=\"rgDCF\">$137.09 (USD)<\/strong> for <strong>DST: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>DST: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>$137.09<\/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>9.90<\/td>\n<td>$161.69<\/td>\n<td><\/td>\n<td>$118.72<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Terminal Growth Rate<\/td>\n<td>3.00<\/td>\n<td>$120.86<\/td>\n<td><\/td>\n<td>$158.83<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>Tax Rate<\/td>\n<td>0.16<\/td>\n<td><\/td>\n<td>$146.52<\/td>\n<td><\/td>\n<td>$127.67<\/td>\n<\/tr>\n<tr>\n<td>Cash Flow<\/td>\n<td>823,555,123<\/td>\n<td><\/td>\n<td>$129.40<\/td>\n<td><\/td>\n<td>$144.79<\/td>\n<\/tr>\n<tr>\n<td>Capital Expenditures<\/td>\n<td>37,120,000<\/td>\n<td><\/td>\n<td>$137.40<\/td>\n<td><\/td>\n<td>$136.79<\/td>\n<\/tr>\n<tr>\n<td>Long Term Debt<\/td>\n<td>428,700,000<\/td>\n<td><\/td>\n<td>$137.45<\/td>\n<td><\/td>\n<td>$136.73<\/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>$102.59 (USD)<\/strong> for <strong>DST:NYS<\/strong>. We also generated a valuation of <strong>$100.85 (USD)<\/strong> using other metrics and comparables.<br \/>\n                The comparable companies were Fair Isaac (FICO:NYS), j2 Global (JCOM:NAS), New Relic (NEWR:NYS), Okta (OKTA:NAS) and 2U (TWOU: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 DST: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>$7.27 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$20.92 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$35.72 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$2.45 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:125px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$11.06 (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>$280.11 (USD)<\/span><\/td>\n<td><span>-82.7<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$318.27 (USD)<\/span><\/td>\n<td><span>-36.2<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$387.95 (USD)<\/span><\/td>\n<td><span>-68.5<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$131.94 (USD)<\/span><\/td>\n<td><span>-36.4<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$203.71 (USD)<\/span><\/td>\n<td><span>-72.8<\/span><\/td>\n<\/tr>\n<\/table>\n<table style=\"border-style:Solid;\">\n<tr>\n<th align=\"center\" style=\"width:125px;\">DST: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;\">FICO:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">JCOM:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">NEWR:NYS<\/th>\n<th align=\"center\" style=\"width:100px;\">OKTA:NAS<\/th>\n<th align=\"center\" style=\"width:100px;\">TWOU:NAS<\/th>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">11.61<\/td>\n<td align=\"left\" style=\"width:100px;\">PE Ratio<\/td>\n<td align=\"center\"><span>38.53<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">48.33<\/td>\n<td align=\"center\" style=\"width:100px;\">28.73<\/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;\">3.99<\/td>\n<td align=\"left\" style=\"width:100px;\">PB Ratio<\/td>\n<td align=\"center\"><span>15.21<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">13.87<\/td>\n<td align=\"center\" style=\"width:100px;\">3.91<\/td>\n<td align=\"center\" style=\"width:100px;\">20.68<\/td>\n<td align=\"center\" style=\"width:100px;\">25.50<\/td>\n<td align=\"center\" style=\"width:100px;\">12.09<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">2.34<\/td>\n<td align=\"left\" style=\"width:100px;\">PS Ratio<\/td>\n<td align=\"center\"><span>10.86<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">6.00<\/td>\n<td align=\"center\" style=\"width:100px;\">3.54<\/td>\n<td align=\"center\" style=\"width:100px;\">12.37<\/td>\n<td align=\"center\" style=\"width:100px;\">17.17<\/td>\n<td align=\"center\" style=\"width:100px;\">15.22<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">34.17<\/td>\n<td align=\"left\" style=\"width:100px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>175.06<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">25.70<\/td>\n<td align=\"center\" style=\"width:100px;\">14.97<\/td>\n<td align=\"center\" style=\"width:100px;\">121.15<\/td>\n<td align=\"center\" style=\"width:100px;\">0.00<\/td>\n<td align=\"center\" style=\"width:100px;\">538.44<\/td>\n<\/tr>\n<tr>\n<td align=\"center\" style=\"width:100px;\">8.01<\/td>\n<td align=\"left\" style=\"width:100px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>19.33<\/span><\/td>\n<td align=\"center\" style=\"width:100px;\">27.26<\/td>\n<td align=\"center\" style=\"width:100px;\">11.39<\/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><\/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;$61.95 (USD)<\/strong> for <strong>DST: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 DST: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>$7.27 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Book Value\/Share<\/td>\n<td align=\"center\"><span>$20.92 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Sales\/Share<\/td>\n<td align=\"center\"><span>$35.72 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">Cash Flow\/Share<\/td>\n<td align=\"center\"><span>$2.45 (USD)<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EBITDA\/Share<\/td>\n<td align=\"center\"><span>$11.06 (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>$71.36 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$69.27 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$56.04 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$44.05 (USD)<\/span><\/td>\n<td><span>0<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"center\"><span>$69.03 (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>9.82<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PB Ratio<\/td>\n<td align=\"center\"><span>3.31<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PS Ratio<\/td>\n<td align=\"center\"><span>1.57<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">PCF Ratio<\/td>\n<td align=\"center\"><span>18.01<\/span><\/td>\n<\/tr>\n<tr>\n<td align=\"left\" style=\"width:175px;\">EV to EBITDA<\/td>\n<td align=\"center\"><span>6.24<\/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;DST:NYS<\/strong> for the last 10 years was <strong>&nbsp;3.33<\/strong><br \/>\n                <br \/>We ran the Adjusted Book Value for <strong>&nbsp;DST:NYS<\/strong> and generated a book value of <strong>&nbsp;$20.93 (USD)<\/strong><br \/>\n                By multiplying these we get an adjusted valuation of <strong>&nbsp;$69.62 (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 2 analysts that provide a valuation for <strong>DST:NYS<\/strong>. The 2 analysts have a concensus valuation for <strong>DST:NYS<\/strong> for 2018 of <strong>$83.50 (USD)<\/strong>.<\/p>\n<h4>DST:NYS DST Systems<\/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=''>0<\/td>\n<td class=''>2<\/td>\n<td class=''>0<\/td>\n<td class=''>3.0000<\/td>\n<td class=''>Hold<\/td>\n<td class=''>2018-3-6<\/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>4.10<\/td>\n<td>4.55<\/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>2,304.10<\/td>\n<td>2,370.60<\/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>83.50<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Cash Flow<\/td>\n<td><\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean EBITDA<\/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>249.60<\/td>\n<td>278.70<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Debt Outstanding<\/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>26.50<\/td>\n<td>26.50<\/td>\n<\/tr>\n<tr>\n<td class='forecastrowheader' style='text-align: center;'>Mean Growth Rate<\/td>\n<td>10.00<\/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 (DST: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>83.57<\/td>\n<\/tr>\n<tr>\n<td>Range<\/td>\n<td>83.55 &#8211; 83.67<\/td>\n<\/tr>\n<tr>\n<td>52 week<\/td>\n<td>50.58 &#8211; 84.00<\/td>\n<\/tr>\n<tr>\n<td>Open<\/td>\n<td>83.60<\/td>\n<\/tr>\n<tr>\n<td>Vol \/ Avg.<\/td>\n<td>411496\/811753<\/td>\n<\/tr>\n<tr>\n<td>Mkt cap<\/td>\n<td>5.06B<\/td>\n<\/tr>\n<tr>\n<td>P\/E<\/td>\n<td>11.61<\/td>\n<\/tr>\n<tr>\n<td>Div\/yield<\/td>\n<td>0.72\/0.01<\/td>\n<\/tr>\n<tr>\n<td>EPS<\/td>\n<td>7.27<\/td>\n<\/tr>\n<tr>\n<td>Shares<\/td>\n<td>60.5M<\/td>\n<\/tr>\n<tr>\n<td>Beta<\/td>\n<td>1.27<\/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%;\">DST Systems Inc is engaged in the software industry. It provides information processing and servicing solutions. The company generates a majority of its revenue from the United States of America.<\/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. 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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\/03\/12\/dst-systems-dstnys-fundamental-valuation-report\/\"> <span class=\"screen-reader-text\">DST Systems (DST:NYS) Fundamental Valuation Report<\/span> Read More &raquo;<\/a><\/p>\n<a class=\"excerpt-more\" href=\"https:\/\/www.stockcalc.com\/blog\/Reports\/2018\/03\/12\/dst-systems-dstnys-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":[2253,12,10,29,30,2247,2246,1499,1500,8,9,2248,2249,2250,2251,2252,2254,33,6],"class_list":["post-1575","post","type-post","status-publish","format-standard","hentry","category-fundamental-valuation-report","tag-2u","tag-adjusted-book-value","tag-comps","tag-dcf","tag-discounted-cash-flow","tag-dst","tag-dst-systems","tag-fair-isaac","tag-fico","tag-fundamental-analysis","tag-intrinsic-value","tag-j2-global","tag-jcom","tag-new-relic","tag-newr","tag-okta","tag-twou","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-pp","_links":{"self":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1575","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=1575"}],"version-history":[{"count":2,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1575\/revisions"}],"predecessor-version":[{"id":1621,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/posts\/1575\/revisions\/1621"}],"wp:attachment":[{"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/media?parent=1575"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/categories?post=1575"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.stockcalc.com\/blog\/Reports\/wp-json\/wp\/v2\/tags?post=1575"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}