Jenkins v. Stotts
This text of 348 N.E.2d 57 (Jenkins v. Stotts) is published on Counsel Stack Legal Research, covering Indiana Court of Appeals primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Hoffman, J.
Petitioners-appellees Larry Stotts and Fiore Carl Bucci each petitioned the trial court for writs of habeas corpus directing respondent-appellant Leo Jenkins, Warden of the Indiana State Prison, to credit their sentences with certain “good-time” credits which they contended they had earned during their confinement in the Indiana State Prison. The trial court ruled in favor of appellees, and issued such writs. Appellants then filed their motions to correct errors, which were overruled by the trial court, and this consolidated appeal was subsequently perfected.
The sole issue presented by this appeal is whether the trial court erred in ordering that a certain method of computation be used in computing a “good-time” credit to be added to a portion of the time already served by the appellees. This controversy arises as a result of the enactment of IC 1971, 11-7-6.1-1, et seq. (Burns Supp1. 1975), which provides a new method of awarding “good-time” credits to prisoners, and the repeal of the former statutes pertaining to this subject, IC 1971, 11-7-6-1, et seq. (Burns Code Ed.). It is conceded by the parties that this change in the law necessitates a computation of the “good-time” which was earned by the appellees during their incarceration under the old law, in order that such “good-time” may be credited to their sentences and the new method of computation may be commenced. It is further conceded by the parties that all of the time .served by thé appellees during such period is eligible for a “good-time” credit.
As stated hereinabove, the issue presented by this appeal is whether the trial court erred in ordering a particular method of computation of the “good-time” credit earned by the appel-lees during their incarceration under the old law. The con *275 flicting contentions of the parties as to the appropriate method of computation result from the divergent constructions placed by them upon the following language and table of “good-time” credits enacted in IC 1971,11-7-6-1, supra:
“Diminution of sentences. — Every inmate who is now or hereafter may be confined in the Indiana State Prison, Indiana Reformatory, or Indiana Women’s Prison, for a determinate term of imprisonment, and who, while an inmate in such institution, shall have no infractions of the rules and regulations of the institution, nor infractions of the laws of the State of Indiana or laws of the United States recorded against him or her, and who performs in a faithful manner the duties assigned to him or her while an inmate, shall be entitled to a diminution of time from his or her sentence as indicated in the following table for the respective years of his or her sentence, including time being served for unpaid fine or costs, and pro rata for any part of a year when the sentence is for more or less than a year.
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Hoffman, J.
Petitioners-appellees Larry Stotts and Fiore Carl Bucci each petitioned the trial court for writs of habeas corpus directing respondent-appellant Leo Jenkins, Warden of the Indiana State Prison, to credit their sentences with certain “good-time” credits which they contended they had earned during their confinement in the Indiana State Prison. The trial court ruled in favor of appellees, and issued such writs. Appellants then filed their motions to correct errors, which were overruled by the trial court, and this consolidated appeal was subsequently perfected.
The sole issue presented by this appeal is whether the trial court erred in ordering that a certain method of computation be used in computing a “good-time” credit to be added to a portion of the time already served by the appellees. This controversy arises as a result of the enactment of IC 1971, 11-7-6.1-1, et seq. (Burns Supp1. 1975), which provides a new method of awarding “good-time” credits to prisoners, and the repeal of the former statutes pertaining to this subject, IC 1971, 11-7-6-1, et seq. (Burns Code Ed.). It is conceded by the parties that this change in the law necessitates a computation of the “good-time” which was earned by the appellees during their incarceration under the old law, in order that such “good-time” may be credited to their sentences and the new method of computation may be commenced. It is further conceded by the parties that all of the time .served by thé appellees during such period is eligible for a “good-time” credit.
As stated hereinabove, the issue presented by this appeal is whether the trial court erred in ordering a particular method of computation of the “good-time” credit earned by the appel-lees during their incarceration under the old law. The con *275 flicting contentions of the parties as to the appropriate method of computation result from the divergent constructions placed by them upon the following language and table of “good-time” credits enacted in IC 1971,11-7-6-1, supra:
“Diminution of sentences. — Every inmate who is now or hereafter may be confined in the Indiana State Prison, Indiana Reformatory, or Indiana Women’s Prison, for a determinate term of imprisonment, and who, while an inmate in such institution, shall have no infractions of the rules and regulations of the institution, nor infractions of the laws of the State of Indiana or laws of the United States recorded against him or her, and who performs in a faithful manner the duties assigned to him or her while an inmate, shall be entitled to a diminution of time from his or her sentence as indicated in the following table for the respective years of his or her sentence, including time being served for unpaid fine or costs, and pro rata for any part of a year when the sentence is for more or less than a year.
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H05NsOmAkn4dsH10KQUzGwZlCP9cH5KVgzDnhOXK+b4oE9issEFHoFYBhBUzvSGIP7AEV66+C9erzD1773vl0oQpZAMwT/N16usfhAN2v4GVdJW6cKECdJYPMwg0P6GqIsAUYHYAwlz39+t3rsiobN+F/UVQrAig/2YmjZZ0ZwtVfU4ygGayARmfGkkS98B3pnhzFcPVUtQBnAVjBs6HgF4GIK/2YhB+kArKcprM8VAP9Kw34K7MtHYeTFMex9qoDDtK9BLWdQ8GsauTtNYHe0AzZ+4mgT5PtWPu/EcA7HvFDHkLt5FJuGCJengFebU9cQ2Kc63CrIT2uU48UQRd8Ho8fW2y9ByIdg6OsYUN+G12YErEnP7BK8/l7A7LHf8HQM2dYSfGuuAPloEsPKmQMIps9YefImEhBZPiQKyE67X9k083sEIYSzvwzAGuQlnxKXuL8ZAV88l0H4NOD9rx4C3EshBJ/8BCAzwGM6sFVyvHNLEMZnwfdPxRB/OgGYArXyygKELEGxsb4J7EbgL1r/TXXAYRWnVbPEN2KcDMcOvhyCqBL/3t90JABQPIdlXjr4wCIJTJOD0i+A598LTF0twF+KgI8EgLvngfdTDwAdJ4CpH7ovgRkvhOCTZ8FxpjREK/8DDLW2/fOZj/ghs+X6GPAKqK+gZqOoMK1WrvrajmD3Zal6gmENQ0JIrgL5GVMIsL+HxvmpMLEDSC07WKbBvCwiAZ8CmEcb/R1Ke6Cm/QX4QAI4WWW39u/MOPbshPNF4BQkD2gnAiDdQ1vHDLPeNzwE0rQA+kFSndYSAfoc1gnTCKKCS0CGLiWCCUB+JgI2LwHFoyGgtakdML8K7Dh+0w4wBA2zuMDm71PRKZSGuVbYVW88QG6D3YuhVD+GNRhdTd77ADwbAn6St+dnTWmo6YE1rzNfwdsr56XZmk9W+xshqxyRlOTa7ohcvWgyVkn21wYQN0B6QJIDeaRrkFV9HFOlEHRtz0BVOztR2wLteJ9ijnLhjK1yual0JEmAwsRnGmiTGJc1INdQVNj8bAD2TFFHgTK4z3nAnnWiAGvMNwDQKag80iBBYmtXEPoQeEDulHa/KluEywZZeNRUzr6QQdq4Uy9IyRD4CqsQ2SUxglcb7WvOSzTNpOEMGrJLpkEj0L7XLtZRQGEawjEvsF+3o+HQ5D7ingkw1zj1KAY4pDzbj3se3wS1MQJeP7cD8o1cw/fRMPfCPkj2bAR/FWxAcHUEZB8LIdeb4KcF8BoJSCYh6jtoCDEDPIBUH8A9UdrqhWZj2ZmkIShe+NOyNfi5CBBMpwN8rw/oh1N4n5wGL9rQ8Pn7gXs4BSzlwOnRMhTxLjirOXC/H4F8+kDDfhCDp5+NYKcH5Jf2ga+wBh/xE/C9Hg1f4fXj2T9JO6p0781meiKSlc6+InmPgchW0hFJ55RI0dF9kXi5I5LOIJKrZCCSLLgiWUeLCElXJD2FSK7igUh82hXJVToQ0UtdkbTjihSc6YvEvY5I0WO5gfOieavEk/jUU5ScbdLtikgmDV/u7kBErnfF+rNe0T0RyVyR4llECre6zrsMRC4nXZHiDCLi6p5IuqxECjfuiaSp0ROKCGlXJDntioj0Lc5icNaYp4nkA+Oj+0Yb6LOBSNGXCyJx9/I4zolkOP5hhduQie9xobo2VdgWkStxT0T2LotIgYisJ6V79ai0V8yi/kqNM++LtK0vS+pJT+T585dFZHhTnKMbJ9+ctq+IiLxhcBp+Po5EV/ZwbjJhIAHWi++LzEFulr8USkPaNbBT+SgCeGFsnaiDOjQ2gJNNuiyrOzcP4MH1qNQjuPpMPOmJNsnTLnaO/qv3Kg/4FwBpDMhTAFcA8gTsGrtXP/y1uphFKMOUrEEVjAyOORgpTcrVcbrRiHoyyBEUDQ1oCsCz1XVR+zVmKaUteqopN0YGtwaKXYCXAQ5TgH8JMIzBnjX5OpRLvXHtCms5GEvVWZqT6WhSdHxmbMFJDORpdTONJ5WkAbIEbMVTTbnN++1WcRLCAplSPqO5QeMYvjJs3ZGpv5vE9fIaQYtrCgDl1Un1i8ZpstI5qdOkLMXI6yKwfGG++1wOK0Z4aGgY8Uc7ZFgHElNO0C+Ad5OCq42pPGb5xU8Mk7hLsxP9FrsWgfeJ6mYzJFo4ETPAvbp1LnD1PdpPPLKb8LVRjXspgJKXm+ab1qPUMcygGfES2+q4HGK3JCmAcQGeJ4QOB0BCZK2TVQylobKG+oREQ9X+3YLrJIazA7ZW3HeBbJh4YdUTmTxBZQ0H1urtiAfeU6bGgj3Ra8EUMqxdXwrwzA7X+r9rgA34AENsvN4ZDuCHdEte15FuBoFICVoXGSjcl7DANBoe+Yxf1pYHAaY12Ln1bwEYY6xFsP6HniaxHmQzUFp/GiZSK2p/Q1oHBmsWISI1jmuN7+6TeiUAsaxmAmcvhTjq6nJ5PmxIUBX7PgBnFeDvgfV/M015rwZ+SCtwYkJ7SKYp/CmAe3DKKn3S1qb86YORKZRnZV9t+MdVwm0N3FsOgNA8FTn36zJj0Oi/XT+GnT0fuCdYhc31FA6HUxHMrkTgrGWgngSIVQJ3RWAt8cxX+O8FuBvAjcF6U7oR5VM/DrAltd9Z25nGrFJFN41hlZzTZa41mC7XvQiCobbzxCjYAw4I4XWdAyk+bG4FwN8T4BNEoDYyGEYK+I2VAA7FAfxgB3ihACIVw97GF4D/E0AnaiIy8jo7mVUNB0vTGsJzjalRg2s9zI/VczWMTPcBhn9WNcbWMChnWjMxRADn9iLY/6oHbHAOvjFchZHcC2ys7zRwNsmFclUstBMj5lCuxiGsgflzEz1CYwKObpzTtEzJklRTf5iG1dTj1/OS2SkDdTwM0wskwBoQjZQLxpHILjj3/aEu1WM/7QKdbgJIDpx67aUWmFMX4tpTMLwh7lZqDkoOanmd5rC0q9QE4JehxSoaRRSUIQFHEMHUw1GZ+rO5BtIAhlRq5Ya/oVoEHvgMQK9IrIeeYVe66zGYY7Z7r8ewnS+1cDuU3z1BWszgdLmlT1BFuQM2/BrWye9ozSeQiYNQ+/E5/2pYD9YAbIiER0NQgwMwnfuD7jnsIm1qU/rtqtcoAmIjklupGtGMlG+Hqxae7cvuV8zfeAxUaoeQb6tQj6eGsa1ZLm6NkupXKff+3Me90Hb3FostwFPD1F4Vlg8JgUyqFp2jA44mgHlmYIqrMcTMV+0tNP0NxzkpxlmLhDbNVf4I0e8T8WMxtIexLkKIFhrcV1UJhQPE8kmAc6DIF6tcLpizvmaNGYwCIongg3jgspvAPNPQsa6eHpguGPMghHjlq4KqTBFpOS3l3eocnNxN+mJdqETk+lcGcqE8l23P7OPMZu6siN34GbOXbRHrrNegvFf9NJ5xr9Y/ayrqn1cat7NSXlfPo0tVtAVnFEYYLUf5qRahPJdPxVXrfxTKDrMLloPyEmhFMEpp0zyYMI6WdqGMs7sKLfneCxZfJz5iSAWodpc3mNQ/URElH2J9uz4E4K+BPRt+LgJMSNj96knDdr0AcI+u0Bu7lACw6sg1sJN9WL/60bId+2kDkJYIuAR63E7d6BEsRbTcYDspHPXI+yyUy2NeQZ6OwTblaV1lHUEZ++qjAN0I7PrzkYnblsVyxC0bJnHTAinTPcCzZ5B8xYTJsa0zfBBgZS6BvQcBO0nNJJXr8i8DOEn1Liem/AoG8rLBZZ+q/NEmbq9UCjxh9TzVkutFoMln5mcBdxVgS2nI2QR+TQG73wpB9G4Im9/SIA9Vc8WuirAuun+sgaFaBP740cZr42OYhpEKm/I6O+D60pOzpaG1SL+yJc+nly/2ytMRh9C3zo7G+bEORphD3zo/ZsZlcqFns+YwqLJWQf+MEyvzfetNmYOIxHM9kUxdFMnG4uyZtkyAj8J+ADmMErW4AVDgHpz7GOXQet22gA/p41Mwsv6GHuSo2DIJGQrQG0DMgv2II+tv6EABURUSbBPQ+OX0EO0AuxKZUo5+918EeiGri/DnO5Dy32kAKRGmZcYIvjQ3D+7/MwZOL2u4fOUcZMMUpPdoaMNzGlzd3wYyW0gMvDBt/SSN/0huF+J5AFVGbTLek1vPHcU5ekbB7JbSGsJGdLRcTzjv6l43gR1+Anjc0+ATgaIDhApwty/ZdmdVLUIadSDP94DL/3sN2XAPcL84C5naAjn1aAR7134GCohhnVm4/u6lyWIKpmyVAnt9JQXwBg0eXooYQr0ETBeAtRGcBcTsyRaBYA44YwbTPLj/YwLwQ4DPAih8YO6HNaj03cADKoa/YK18auYC4FEcg1PBFBRMayfoieZ37lVVQPElCbEskFCy25iOHWQ5OJ6RLaWY46/RnrYuqZ4Ni6shyEJwcDVo5sHxjf7iSTDelNrTsMqSsaA4ijN0KXv9AqgwrPz7yv926+qkGdaJ0LJ5ARToGKKlhTLiMM/FlAzSFGTGr49pStZxPgPDvZgzi4yL33MxkC5AWPnHNekf5MACMWSxExMnTRYspJyVDUUVeIUG5sYmwKIO05iFkDSujezE9JY5SAUNsY6AoFPlikLAH/c7G5Zv7dQefyHwMxkdjduwXZlBxbCfAaPLGbCbaPjLAOA3YuB3FoDQxjtM4FsVW+nbbUlR1TEzkAH7gQCcOMH6G/YnrEe5Hr/DAorBt8urPadusytzwNyOBuaWgIVnU+gsfwfUlTwuF/a9GHhqDgg/DvDrJPC9LwHFb8TAcA4I1sCyYvJxylYqAIZJPrYeZSJ5rY3Yy0pdwfk9q1e4UMVkyPoiorc6IukcIoXSXZF4XonkHfoixB2RZG5JJD/b64noxY7IX8xmInnnVE8kfmhLJJua64us/sK2yPXpM30p1OWzIslsJpJf7vVEvry9LZLOzS832nPlXjVbCpEs1Ruwmguxn+/cBrSEDREQ+lV5OgQCVoEzrwHRKnDoLQP5Z8CGllQ7QDqTwMj5SlT5Gy4Ap18Ddo3v7Garf6bHHg9nQ25zWkNsrGx1DsaJcPr9CpRDAMETGCtRrGmC3X4BoV/idjwTms2ptkoSgZ9tQOlvuFk+Fd0Tge9M4pf2dspfHZVH5ldg/qz8AXD+fACMGAEP+D646wCXwtAKt9SXowh+CcBXFdYf8XzwS9lnWSVfR5j517sbSn9Du2EPATzwHpgkNl+tF8uonClD88e0U/AikHdirPOj4XgXgghcdxpYfEjD9EwAU6EC5UUheM68dX5UGZF1oVRppGH+BQ+cQAN/mwC8B8xTWMdgN36+OY7Oi2QiBWl5ozHKtiUf2EAWvSuXRSQbmHAfx5MZgmdFRJL67vMiIq+XY1LkukjJQ66LlLre50Wsl6KJwftqdgRnTqUILupd6JZkA8m70hPpXbkmInu1vrhJF+qfjeQ3xrNVlB6bUlJPRNr2iqYz5AsN+88qtcuuLqN/2kAATgz0AS6tVgWkEXC4A/BVDQ3Jwuhj+kgX40ZnotikxPxp4Azg12lFK2zsQq2Ibam8Npn2vhMBUQbsPQKwvAmcLYC9JAZ2XqRU+NQW+qPPAeaAleCg+mnomerX3bVJ+SsbTZyL4MCwIZV9uILl20U0gC/MJVWGlASGnAY20TAkA9FdYNNJYBRmwPV9YMNJgF9cBXakqseV7wOjJAb2LwHX4ghkNwSc1wF6EfD44dh4D2ip9X6oqueUzbgIu7VSkzUXyLxTQPxEDLucgQJfQ/wAWIn56gCIH0hhtHYArPkaNtUmEHWBHRKgWwD/0kmgWHwK+AMN7JHAqJgfw5lyDCmmSxVE1I0oVypNCum3A0C7CSQsQq6MeGiprIL+ooapRGPPjtdebHeeI3wNayqFkfoQVk9zEEdA5GtIVQq50xnD+W6aisrm0aDJPKhG6GWhiKAbanDpgMzEWKVFlgH0ANIkAPGdGH6TBRsZUTwngedZgDzwgBVeghxfwxRLkEZzIHgxJGjIlsbn+Z87Nv5dLwaeJLULIL4+AAmSBat7LuZZgj9iBpQ4MRImC7Cdd6B4WJelpAlQLChKPdeuE8OMBrIlD+QRgC09A8WcA6yzAOrZcf7TNFT1W4+lfVhrmHvBA/jngR63zz1K5tvEqlSnb9PBmAiYa/PFAgB1zpQSwVQIsKgS+JIG9sfkISM1D150UL1ytZFYwKi/EoDr+IA3rkWv6zRe9UbOsk/pZrqEeg4cu5/HflLDBwdpeLTQA7aAS4GubzRKq36pFHDNdoYbU9mJkjHc5RvaVYqrv34r93jOdPzGV9ult0hPA4QbYPYNukppmmc0LQHiOsMESu3tuPVUWP5o1egXpkDxd6vrhSobmxkQTAOJ0R8tzpeFznlmiVsF/H3AsIPhBthjM3WISqp4dV7znQWo+pjHmu0rKUiacV8NdV6IgbSemKaqHfDwoQD47HXgRdNtezGoBA1FngBxHxunuEMGKhENOd8AI9lMe6YgzCZUJXwCCgyHG0OQEdlZ1WzrACu3KThojaOEOWCm1qOpyrS2/BBLgFt/y91vBdC9/3Fwkq8BwywCeqsadv4DcD8xeDoHnv4PAcx5KVY9kQ6Ajsqw57gUfg5qcxRAzp8C+pnQVkGea9sr+nlA0062w4ci+zNtZOPbFe4v7GINltXVSyGEj3jg7a4Az+wGENz3HLCWRRDthjAiAWf1APjc5wBmNzX84ggQvavh+kEIp4iA+ABY4hz4L261+2fQMP28ZJvYjpA/zMCxUpUAvmv2vJEJOwSgiSCoQ+ZERnfvgbNjptoIgh95HDhYjaCfzoP32mPAx3YC8M+tAc9uAt0veOBcCiL48PcC8L7zSmtffOV6w1tnRWQkuieSICLbtSPPedmT8syMxBxy0hN7WEtmj9sQkRQpDz2B8jqz56OIfVRwRSShX57+Epus5qmBPbWmoJO1cD6diYioEmdWMLDxRLZtCBQRuSLbFc5ciYgxxExcsYezSNITkdxc90QkdstrgztWUp7zYqtUQc5UXVsl5eG+utfC+RcLmZQHw8iKSJYaKXanifPl829crHAaXZWIlHucizKB0l71k56IJB0Ru38yVTKHoHSlVIaZ2nZEJGMgIumghTOZXZKUM+awlhWRLO6KZOCWarOkI4Jvr29mVzmRjA3sYFLS+L4w74lIYcNPtnCmc0jK8qmeiMhF27IpWpU4tRLB4Ob9nsV5RaS1U3tdpKX+u226MglnTjro2tflrojEfYkHNpQQiGjoiCTAwNgBXxEprVr7IrZKZjN6viq6sTm9XmcVkVaVcplEV2Rsvzn9foXTsRORj5GkrsfMx/wQWFXCs/f8NwsmezMgX214d4QajMHaWP5dO6PRtMY3y11tplmb0ZfkPObAQqqj8g1LwK/AdIIT5VD0shjl/J/jFo6MG9Nf1z9TaHEh+dj1+FPGTi8ax6l0TmEkz4Y0yCy4KbvrPrA4ha2j28Z60yjY48YPamKmI4w5YBviqHxJmQTLexYhsGxMhvP6oIOiL3lkXt74QiZpEq7J6gomZW1BmVyARLU4ufwcEZPY4W5UGdU0vlsKra7a6BLJWAH19Y2qMBnnLps0uekO1pHrQfPHUAQwfQlwNi2uUVNtbpo2BdvUUlcBaNkTND2mgCaT3KjtcBxnovbtzurDC6sp9ccMYFC1zTyA+4wGDmDXAk9hlUM4gDWIOIANY3tdqQp2bT3WLK4DCzmtIW9CaZZeJ6EZjbV6AjjEXPm3T7+/HG5HaC8CllZN4Qkzm2BDAHY1Be4uAv8YgIg3Kv8aEtsIKYTcA0Bsq7SLaESTwWbzAx0AzKw2zx0AoEtzRBwmjaSay9/cBGb2VVR8VgPq88Dw7wP8xBrAVwD8CJhOADYh4rMa8DWHqN8F5MEIcDcRuB9yptYo4D8HmI7IYRdCCthBZbS/uzGN8sxEW1hD+CZUPQr5SBhlgHo50kyvATwKMBsB7i7A/WCtWNxdW48EPwa8NYsLphLA+zxQfDIC1C7AlzW22xtl2kc0EP8+R+UMZgxN+2Ohnt/DNnBuB/l3aecrAI9ulMYcH6pwcaaGnFZN+/MQMrVZ3nRmdYXr79eP/j7A1BqglsvaihcD0YcYnxUyRJCQH35dVmlaOfm8CM4wjBT3mGBmaqhd/XlgfjrKmXGfYpX454G5qQRc/bv4cD8K3qttqxJ8HvC9NUIVfQVgVptW96CHY0UDxopltmraeV+3+ufK/0fdC4VfRHbb7JsY8VvaVMHYCcU2bO4bxPBfAbjfWABOXwHeyz6opQL4qRyWZjXgrYHSP48P/xiFOUNa/yQps1MxOPorwIOzUYHLS0DwIZR5ytSOzmo7nv+jgHc6qKUgmpg9vRaDmeC0qkNafh1AOhGQbgL3fxjw1CLwkAfIXRFMrTzIjOkC71Uxi77OgIcVML2lQa0WkeInSQjMKVY/DixOR5inVPz3AdgLmjgjcHA2wtUYGM5Yk+o0Niqxf4xZ3y8Z5eow7mjMXNfilWL7z0x9igT4n/q21kz9rsYOJMI1YM8HfBWB+rQHiALc9QXgmz1gVnvmBQ2c/Q4/C/T1BjEKK5ddS+q1ZC4D36wc5/RCZIylNw+xR9OYrezuSBOJmf+MKurwFcq16o9XyyqZrxYfcUqJQNgEhldD8FZC84Imn3xWRGSloFMyvm4xED1jDHxKHVAvG2Tm4NJBPoCunE/8UIY59KQf48p2CoP8WejKhdRuIvvFQJtDNpVcL6Bvsr5e1IeDml3pmu7ac0LFHpDakSvJmF1QBPCsevkcxmgsHzmg6WeQVRKpMAPYZVpiRrymYe0j3yQ7UAJEKsFLuzk8q0SbdfBAIihk5Ys+a/sAh3gI0ZImPQRGOgI2hqBHLAKrGXBIjNWksNYfPxfDwF2y1kR/BdD9nUjbEOYlKYC0gM+7QURfx8DmDDCiCMjXAgcOHCKI+inFIcCh80uxXb93u2/AiPOLsNHNYYTEsDs9q/OhGmjYnE7IRpFCeBFAR+PrUUV5xZMFoT4NOFPkIwkQTFfrQUTqkVEoPDrxPJrcBdCLwNI08D1iH7JOgWMkd9EghbUAOHAJIJ53YvvU2k/vaG93iogg/qVZOPi7RYgsSgyuniD3NpSRm7VJwnsJ4dqfx/yVxwF2ILsJxCzOAgdT5KbObEwDI6WJWZsnI1eAs7qgYHWWDEFDoRet/gTRMTiZR4hRHCezwPe0FticJmHfZY49j3Z7ztY/08HXsIbwluYANQLs+drFAcSL1WNKswQBRRk8PgayGYTC7LcWgf/o4iNKk5DMk3KoAFZngb9SGogWwbZvPA82oJY/zi9tReUvV8+XhvBGvZEH+B0yrYAERsoNSuvPRWhEti9xAxCUjWjYsGy6yhrG5c+CRXLyKVtbExveNLVKA8CeLtGgcLP8tdM8aAeAAm8BLybZKlm8iLLsDpkPqxZ3CJENC7+IDy5SLmPzpnmAb0BQOk/pqnamtmFV0WQRjP1dS98xdhSqDzBcNi3jQxmTYQNcuWDKXjD3/HlYZAreBTFKGxBKo2Da/MeDtaVfKDMwbWfCBjjT82IoXao0JnhVC2c+tpeeQsWKl/exIcw1KiF93OwWFvNWLM7YVsyzLRdaBFO2EedtEDIPYoitzkijYmZhDmJcTQjzuHAXBBAyVfHnTZxZP+Yo+a8B8vGMHFjiafYPzNIXN4zrDAX1z0ZSXG19PXAa1lv25SGU/SICmAYHFiFmthrcrf4Zf6gNcXgAn7iLD8L7qpk+8tL2WbQxHCs3qJKK8SqVuEtwpVC6Il1VwR/Heb1ZUAbsfr/KsVOaA87PJhPA3Ex406Bb268rKDmx+OhTVTzKOfaAUCCKmDUhzE3WbvKfDE2MmejWsTWFHo0xkIxlOsI81dTE2bBkGP1YCCNmNX0dhGX8e4PtfVMw2wogZ6kRpaSeMy1XGEFbX3rrFI3jbFDwHxwAL8Zscb3HJ2XUYE1GzCwC1IFuS1wOgKOrh95Vv7xBDbliMJY0D7T4z+1anJrREckWGrLtjlxvSV5vma7XPy8cn+vKWC7j1VK9PmvjzMqMBT2RLGvJ4PfeGs4ToazRJ5uHfSstMBxfO3+Q1ACd9ldExJhgjaRp/2nqJNIIsXtnqbXv8Nc1pX9ca9ik5o++wzFUm9Selxyaa4KPddZcM8mxDQr0g6CWHoHpyr7iAGvSElNB36A2HbnT1NYjzNvl4p7gexrwcpykgu4MG764d5yavXUoInlfekI36Ynkp5OBdGsPvLHcd5LadpVTABFLaGZ3gUuh5vOwE5rk+EZs0dtMk5bDgCjtaMsrfiwUs5eBsDnD3mFq6zsMLeLCp6ydarjllK042zpm6s5SA+f6XPXTM4tTPN06Zbyj4jsJrUUNnAaEE7NWci+n52GqcTLoTVzz305q6Yuh3kF0MFpMI0D4gVNTTpsCxqRmtZEjmqwdvcPU4JesRHtvPl1s5uj/4Bb1BnmtnyOXkTamsABy1w12LHeW2vPnmPPRYXsH/IOkBs7x3fWWk/2N6JrApH1xv5590uX4zqI5no6um1G1/DjJr9xZMDegsf4JVKof5tRkC5ofBDVw/k/qlS8D1rkzg8VXfnD80RGqebwYEMlFXpWzIhclledvtG97S3Zrb43y/lG/chdCThtmU99OA+xu3s7TTYoONo+R29wfjV5g/5YPRNDtSyPIzY/K8NLxG0YidRMabaYtPZf9uecD67cKcQfxZQWaARSLCxFWGHe1lfmbzYsCuGp05jemgyxp6TvuEckwh6/Ngn+DSFAtKg5Bk/ExgGFIQ0y8xgUNJtY6T9j8pXfLGxrWythDJa1ER1+Q5kyaP2MBz57MditIc1HAvxU0o3A3pWQNPUjRaxDu57AjX9XNQz/29MaatbDhhQDYc4CR3mjUJWYUDneAV8b9343jUIRjBH/+TQMXARk61USamIM0yQBCRGtiMiFFdtMR/PYhse24IUAaRykFHMJQ7wOrEsFB6/ySRfJdQpLinmTMLzIXKbpZX0S7Itfy7rFzTwLG7HZbUvqpFJymJ4kbu3I9fHSunwMduZjTkbwTMxCV0ZO4JyJZR0QkPuWeleyj3VgksUEwuiIxxujYyA17krqZKxfTXtqclzKzHs13Elg+AzmBEf/fmNLlBMqoLzF8L3llp07NyY31WkZq7Yb+C4A49U6T/UE8r0kgZgQHTdWILbvoxHjTYSueQAReqZnoaPOO48AFAOKlJLgvAAUUKQmdr5l0B/A5lc8U4F1MY9grMkzM5fMR0F32QxSz0xATJxwQFvC8mPCaJSWC1Uo1cOaGpa/2QwXhsWfEGR5wdK+KrFVS/y8VuN//8rzVYBllIHsJSk/PJPKAo2KYj3ZgegPQHw0AcifmfPpoCv1XX0XmbJScklSiASdqjfeiRGupu3u8X593yi8ZK49lIHoFzaVO2LFVeGVwWUNGFz4ZKHg3zIG/fgqeG6qIICTAIQCC6ZVl9mJmdRGCZqMW3n99lqN6GRljlP2wHx6H03ng9Twu16EI0CEL+B4w1ZU5+CnCCFH4NiK62VtPIRoVk0AQFqQUCkKH0zjgQQQL/J5aDxgqpcD3YoiI2/v3sikD22Y8e+y8VJRzl0crsnoESuNAR0/SfZUK5bSqL4lAHNoTfbUto/J0dBKPLISxcQR4umwmx82P//AAuFLEQAF5HeKLh8FaygF2rSgZxCV0qbKMYIZ0B1AEdTB1CEFK1kIBko5Ot+yXzHRSHXSicu9TwQ1xgpoDgrZb308CqLQS7+kUTRKwgxVlTBEYnkRIXg3NQ2H9fFDVGFiCkDw5anfhJIfVM+7/I7khSlPpSx3gL/IM5BSAidyyTETiY4JIU2rZ3ecBVToR+uqJAhB0GTgaNkAkg+7rRUjAQs6hiifEC1JbN7Uxb1MeexEM+KMNSL+qYWqNCP4LFoChxtl4z2HIU2LMRM4AdGNI4n37woTRixSQa2cVWbVfYd5X1hItgP84gQ/Rt6JgdaAU3s0UDoD+GjxKHoNKlTamuS8LMQxHPvzn4YrflKMtrScJU/hEXPtwlNDV/FvU3i+9P7TozZ/VOQ8/8CbLafXNcZqBmwN0UJs4a3NoDpwIbAiJ6TnAj4YoHRIR7BI09dTZc0/FQBBq/ulmDv6Kehz0l5KoKUdYWJ7J6STO9ASJe9I5cus4uiyyLZkSPRBE9yTpZkqsU1HhisTMujbCVgZ9ifsiknVFROKO7ojogYjE5B3r5hSDyLCMGt+Tr3cy49GUHcXZiNt3M3pNRCR3JRmIlrgvaS9zRSTriZhYEMVCRyQ1FoBYxy7zyqQbd8uGUXlXCoy5odvCebWTGweko/u4G4R1P0IBgOsxC79AGOGHnkc5DTwBqCd8mGYWlHbLAxjQwOz8fFCW4jgBKmapDOZpgwOjmanMYk9E01KIlBE2euV/DXpVREReFnsIWDoQkYZLkgm9Yfzlxo79yrrGk22Uqbcu3Yzit/zom3jHzhww5K3jlAeSk8NzExpOnJf+JtJbx3mToL0nSsfaf/7gKIXWfjwHjvjLvBk6cfWC2TV/E8popWtQude9RZx796oT13Uep0VbV2pS/LpbojQds8E8YdLVL6f1581ScNtIjtJxUMIbJd6E3iSPelslBzApHuAt0a2KHd8MFQgQ8+9qX8sEUvxBvvSWx/spOVnl8W43zCmUUprXOypkuKsFHlA/FoJ2z71VnM4DJ4oShvv1fueQXbhvxQH4D5a1f6vtGd0+tKNUCXhL0mNJb5oKjvHOfqtUOgtg5xKzPY3ALihvtT3j2wE1iWYXM+iIaPxflhQ1PQ+Ef/FQYpL/xqzv/+iCBz5EcA4ffviKgHvfnwC3wYc40c2D+b850hZKBketv93b4evitw7qxgW3rgJsrNO3Vpa+XTRHaTzQgKHU/Pkb0z9rkvI/3bj5NwinU7M3HgqLs7x1EvviEyATkuNVkfLgub7IyzawpYjczr74TtLwb9B3vyG9g/Nk6R2cJ0vv4DxZegfnydI7OE+W3sF5svQOzpOld3CeLL2D82TpHZwnS+/gPFl6B+fJ0js4T5bewXmy9A7Ok6V3cJ4svYPzZOkdnCdL7+A8WXoH58nSOzhPlt7BebJ0wjhHwcmWZyk9YZyXzZHKV8duZ2DPihUPrIXFKLz1ct99wjh//6UcDo23riEH4C81rO1vwtapAoSLGi6c2a0yNb7CKDpa6v75t2yveAxF0XdAPB3b660eMHLWYthayoD8I1B48RpcfakyVlkzX2EF40JetnpVBXnW1ydrIPnA0wHg/kh14/sfAhtsXsUQhE8AnJ2FKPkfy0xbL+Ww19sTzfpSBlunK9Obs7+TgR+EJ9yeU3TA8ysPgGD6ZzXO1K9qeOwzc+C/pDWO52tQK7WB8/z3gdenAT4dA/lny5TDLAc+9Xh8sjiTqwDzlUWPnzigZkmtU9wQquuksqN8bAXwp94dw4ozB0FYJUVRAuiTnpdM+Y9W18NMg/SCCHyvsG8z1403Tzk+eEsPAFOXAF6q4ns+8PSMKeVkcca13RFUWCKAOAZSVV03AlQaC00dJeAT0AwMcdXxmyWdHNAM66BtSIENghfgYKzQjhgMb0D51KoP7NdJXmIwRieM00ac1fYyfa3AnlGjbbKGIoyBS21/2TK8bkrzdFvT6ul4PIHbpci2RVjeuNf8WQXOpbWnegDNT3kpqyLcasaMye39k8W5dy4BstrGLK0iJWl2gKvDCk3TJ9iMrxDKow7Lp7gEFFu5PlmcoUTg6Wcjex1cHQJ5P4TXgg24J0rByfshLJyrow7oFMg08GoA5FcbETD2QR7fPeH2DGYK4Ncr14/REyk45w6BD6PB93rAuUNgGJSV4SP+DvgUEXzf9Mi6657bAZ81fbL2isUZJVK4ca80M+wgIiQ9kWTBFclnGJTXc9Wh2PGMK5I9lomIPtUVSTtbZdLXu2dFii4Lb4dd5dkKZ9FjIHIx7oqky66IyIKIrMRdkexMhTM5rURyFQ9E4uVOWTuTNOOKiMwtv932n6dFRLZ7IjK8Vt28dkGkeeZcjoh0dF9kL3NF8r6JziEi6WlTmwn+sD8w+u2+iMhlEZGHqpu5xXnSdqqHUzfPc0NKAyAfYzfln749+7iofoOG5uFQZsaprw01VtoAJrgNnTBfdzRwenkO9wREaf3TOOtFYIN7Hv3IJ4tzqOYnv2aM9E3SG6zKAbB66oT5kF0SIE8ByEBUAFy7DIyCFOSnZyc9Zs7zObZ28vTO2yJnuMuASeGQAw3v+yiwsxfC4Z+k2EjSW7U/7d4r7wbUFLB3zyLIXacriKaUk/7uCcCoFURp7IC+WexXT+oMqcmVA5sHMRzmhp1bhf2yNieL05W0vkggA32EL25Eaagyto5FbIzFFCD7Z+Pnx90ueQB5/3VgS0XYk1/6Alx+OYE9SaCYngLcvQrpxfXvjJ05EJU/EgBecE68f/pA3CnfoOq3+lFQfr2fHgLTM2H5jPdoAEgBnJcY9uQlYF1pcCUxpZw0zmo5iienexz1AbRbNQUE9dklEcCl8kCSNyEPkVuOtqgiOJv/IZSnPSRgY9uYuBAaAt5TP/Cu1uOGuwfgExQmpO+baM9bCBY2Vx/2OOveIN+iOYKsosbZL9UxEG4MVFU42e8+Q1YfAhJCBwEnJrYxOWYmOo8vTCqqON3XAB54Wk54f1QeqBDZv54uNCQswhwH0OENcGJCWKgOpyfnoKzdErv2nIaGV58Tv6n2dOOb5XgPPuCumb41C84aoJ4CzIGbngbMIbONIFg/RQHEEtmm7TCCIiIwVdhl44T379/zhwHwFJhF5/LSVYBHgNCPUnBWKdNraZ2WiDIMTFjVxoFF+CngW87w7YgjcfXcI38CpOxy+N+Ip/dUpJAtfz3hcrh3NwfveeTziBrcm5j8shJc3GeHz8BoebSUsMlqjh1VEpXFnuTOAVBlSMNrcs1EaE2BXgG4EoMy1zkB9ojvvExikDPtfFy0iWLUkysF8zO/IDGwfKLtOdX7k/ny92HJafjQ8B0tz1ognXRSFAdFXDL6S8Swub82Idft0n3JQzGgXmL0gUEP3Nfk2zZpbpoILvJkhXo9bj4aHins4bJ2rshJ8yHg40rxM/CdtasRXkCoMxGBD1yXNTqn5f8FIgX05dFyxPdFEtTL2S/C38lHMVNqTzN86qtRYNI9cN6WQAttD+HqZKiAjQXrQTpOAU7Ev3zsmSdc4O6CZbLfGpEs9pLy/MtWe9aj662RrviQYz/TTQOwhwAe/qi6CEG19kfm3OrboEWrZMti+iIxIbjaBxIFI5/ogP87AJqI0dzY08pgaFC1XtBaN5M3cxzYRNoE5uCPLM8ya8+AA2Jyj3k45F2wu6h0telUEUzjYT9uyYcMXpeyixzyQmv+vCzrtzmBXsk7IrmsSz4QuSZyXToiItsi8nI2ENmTiyK5bInIeRNuS0TKaFuvithzpOS8ZFIfCjUUPRbHbOz8uDdP7lcg1z1d3finMNIjDYtGCPKTgBYNuNXHWyOEA/41EHU0lGHvA5ue8dbjnBxHpwB9KnY1wy9DymcBZmNITaTUaYBTMdjDogG0twsFIyBhDb7L51BABJtmyEy3+md4AmFrgpZwKCgDVILmJQOKkmP6qSqbGwMsaaCzBPBzTAEhxJaze3vsGVQCa/Z0pxJXQDgh2qilOSiPM1kAeBCMRiFizqy8jSevGLZU9jkJ0lPp2J1q6tTjWc2fCkqApxE90uYC2vP879yn7gWujhdz66T41U0OyxCqLx1JPyiaJ1qk48lxc5kvCGL7VMbhBDnY2m1Ibh9afpzXPeWEAHNs8aUX9DD6XYEQEr7XVT7D8OmHQH1VldYZemIIGifu2rvf6yp/LJ6/KyJkg7c6fVJKbvoiPdmWBJAMy392Gtcmq4iIFGoWV7afltOD4iP95cuyvS2ZSNGXC3Lhii2lJZ9/fqYvUpD33yrO3KMrGTAQuWDeoCTDSm46IiSuvdZg43fWVRiYnzEgUgzkvPDFzvOSg8ra65GI5Dz7lnFKV0Qkjd4QkQtyUUTj2uDiKXRFtkREkoiBFB5d+xDzdE1TF0C3hRPHFdka03dcFhHJFsbDTb4JOi9iVsGCBTpigk1mIiJFb7FvY1pmdZXEJG32RbSNZtqTFJRIMZCuxDgdkb2J8T8vncxhGBvQPOhWcSG2wsPxIDuKD8XwmBQw1ZeE7kX5E0b+1j3Qn/4vrQC6vR6ltwkuqt4dNCKn1ZBusKp82EA2OObhcO0ggOd/PZn05DdveCLtLZIH8N25heC4MHd60k0j0Emat8LG7ybO2duOUjUPtqaue7l8p6uJLLjp+pVP3rgkN52v0Mww3p45yK0dqnEcHYJTCz+nrZ5rsbmeV6dbl6THyggApn9OqJ4al4P9Y7jNU80MU7l4NCE0OzKDexMa5iqLHJS9OTmu3CM929MnE+BRmz/jlW6oC9o0VevjpusTPeYN99KWg41UAKxuvnVw5kTJdUXZpEUDdHrr5eRGmAjw1yDOdAvnAYB7cBtxfM1uMao638j1tNVrDf8vMYyUB2x9RsPw8fnqsfl0QlmR+eNAIVn7fFiUiGglb5lilEhuj/a4LrZ86IkkRv5SHdWRUL0nNSzJ1/oiKR8XyePZMim7e1skG5ODpYtT3K7pVVj/TEtDWsCOkMbJBkn9KTcBRD0ObBLDQbRblrX7emhKaYJyz8bAwjRvmTqySetkPDmjKU4NAIgg07PH6VsnD7DElNKWg+0wB2MnaIB87NZxxhZQAntqsbToe0BruCxroAY7UPQkhY58v3zq8pWkbOpfOR3XAy60f4/oufJJsXEPxg6/uxF9Ap9qdMfY8iOwloiGFtEte0V/PgB+6VHgvothybOuKCqFaXu/6duS1lrv/v6bWk2NlCaxX8yxi89ile60jC2b9EXzmrzUc2mAadMf1Nh6ZBYF3bq35iW3jLIhn4rBdrryFebYTA12cW98PA+GYxzQ2ALRxCnPTuri2k1vGWfIITiaGMuiI9pCjupcMeGYIUlDvjEHHndRnQs4A52x9T27DPu7cdh+99RNrTlqmiYDFZvvHFi9l4I1yIyey3zOBKitCSKADsT2U+Y4kEdGaoJhFJs435csI/c9ttV6tdx3yyjLOPxPWpQwFRXl9RyApwtQCS/CT9QtmtUmQim7EDDCQs44ACca03N5qxPeHU7WP06k/9mLgIdeB1KmsQ33MBpmScFdA3gRWoeH/YSpgjkFByjsJLUGcxRwuN46t+UEgkwfjP4URtG7Qnu9v+WBfEwBo/uAvS1Pw96BBlRaPnWXBpxYgB8H+CFNeXrP38KBjI32vPR+Bd/sXmu/O3pTSKthGlUf09w6t1uCH0X3BPD/Y+//wyu5zvtO8HOqiriXFohblJUQcsC+RUmz1mYSC7S5MSS3eIsyn1izmxlr98kf3nkUB5S1ifbZ2Rh09MSQQ/IekB2xvaOoYc8+u/KsbcJe7bP+U8762aE9lFit7rjhiaKG8/h5hspSZKGBpOGMTNYFYbEuWLfe/eOc+nVxAVw0mz/mid4/gFtVp059z6lT57zn/bleLbFfWfNBfRJAvBj210KKWccmrW3gbF12UD+ajJkYRXF0Bpw+ADF1K4AG6fJX+egEYPgFB/BHIewTF1rlzcvBUZzwrUk1B9OjtHINAe4iAfXSKjiL85SvpeyE8KR69goZKQDq5rieaxE4ul+5ODXO2jphlof7LgA/exO4buQHuxp6Y+t759sVpgrP56oOmj+67/ghxnY3auvWktkmxpPIgZx6pmZtMyLXRdf3+0DoAd1RDK6kMPpCi+IFHbFXHE3Qzw0O/DPAm7Tynk458LyZ9ytF2CEl9+KMMcWmUNQ4p7eCqZ+3aPmQ5fKMydb1qfLY0eXPcWVAub7H1bnIFBznQxh7ijkKp4VpyBjadCSGuaGBGsCnmIU5FDh2HJSmTv4YSxLgAe457Nc2A439UYYvIjKWbDW9tf3SJdmRIonM81OUH4j07M+bIiKZSE/kur3WkNcdkDDURh5ScU7eWRJLqBAac46G+ovcBhitw5Ft8lw13oq5Ky4moOtNv7MESL+uHIB9vzh7BraOETGwbXh1H5ta0xiuGEFjCOweAKO7dXnbxinVhnuN9x6DJOehJzK/XGWVGsv1cxKldMTurF8WERFaIhIpEcnoi+TmGBFJ6VV39UUk6YmIKBGRqF8EVJYfFpEct/Hezb4EGFMva6allBTQgl3FjMlqJEDGBuTmGA1ppURPiYD1q8BANBCtg0sEDP9CW5VirTeuSCrJY8z0RPTlnfJs1pNpKe4/JZIT9cV8DemMkTP0RRI6ImkrEhFjajFbvrGYjoigRCSmK5IbuUNXRBK6Imk3PiL3btNPgZ92/OLM15146v509c9D3l0Chu8H+EIC0kkjSLwU0nQRpJPHsPPaY8VdcZSCIEBMAjk5IBGQkEAaz4/pYVu0tFY0dKm6YhRPpV18YHkmgj00DPWshsWZGHbe0KCYBRbNE5aLu1q95yDvxNoOvawbAYefBeJ/D6jj4/lvVtmIgzOMzzYtyLTCaqgByEMFXOXT4IAmD1mBzYot3ySAbGUhgm8TQRp/BNj8OnDt/atm917HOWc3A1GdtRf/DPuOgmJgPinkA9rwHWWd2uIvjn18ShOQBXCZxX5tFzEm6g0+pFWkXm184reoWLhmtwURVHN6zY/drxfOQaEwDn8koEFHG6Ud8JhwLqz9LqrmvzgrQtOwi9YuoKjTJy/A6bEbNFT7eR8Mt9l5sF6mhvNS+C9N4QB05WUXnQFiyhCMdthAIi9w2K4sX3Zy9O64fiCLasXizpty7/3NzD+hlmkoq9JrBQQVqnVbZ6F/X4eaHqHwHg7KJ+eULyIxrgrN7720MftLvyZPi6bGeS+/C54uLa6FA40TlZqelk6LHfBS1X0JCbTH5KJ5NWTa4d4E/nPNAc7fu1pAj8+wP/KVxvgymoe2nXVMBnQe4KvAhV8Drt4IYDgsEpiT8tXihhV2Ya6yelhhF7zL99X7s/NBSQp5XnC+5P93h0xNbWbBGQYaBTF4sgZq0A5hdL8Gb/QkqFEABO2Sn/9o5yJ44X4I+xKCaMNeRHBAaGe3anG+JJKKZNAVkfQXitO6VJSfThndYqXuyrVipdZUi3irOE7oNtb3DEQkoiOSOsrq382x6NYEvbYhr7TSCy2zOg25LGNn7IRPFuvksvGIWAT0PJhE0rPVttfHBwcFBPjg5Q52ng/wgXD+6LqZGS2AGxUngrPsj25q4JcWgEe3AdJFYH4GmCUEVpaBpRnAXSufMMsymJS688bKyQNi8Yt5vhfX3/t1ERFJ+2Z/VL6VW9wfRdV7zfsilgOeTFdERKKWiORKRER3RESt9KwHqkzyM00txKduCV1FccWvT0eGn3/ZYhDR9ETkaYuqhvP1p0WqNKM7cnZ6pv7YCRbvr56lsqio4DVp2of8qq6PtFvRbms4ZB+IYM61uxdjhhgBvAAjPQTW2ajk3uFka+DFggFKQBp8iJnQIgIY1LNrNjZLp5CZrpdBZcbsQGfA11immRBxpdx6C5DaZ+ja42Zn6hvR8X0xZpfRCCQUnwHnOOXjP/XkchlIKBHsEsNIGztWXXIBNTjGKUftGWi1nUc0LaiklrkdGruXYEw0eAzcY6l2cxsOGfjDnwHUl8tVbdedus7Hi5KBhFT+RYDJVNikWpPGL43TuF+PkAz4owC+/VAJ7rem/6IO1lRoqjFUpFM0fBwM1f0ZfHOk1xnd94srRysIy3dgvj7AYaSUN1HZHkPNGUxPKHE8bSFKFZWO7r3/vGZN3Q/DO34lJmCrDaF3AQ7iX9+wpS575c47Kj8G8/Ulx+YR84t/41b4t0S7W5vajO+97OlSm86YhFokZKTUjZA/uasVMlSqGNiv3d+xDajh9EHBtZv/BGrqR6Gjp4VVWRjUtAAe0Rb4EB63CbdWd8uQHhwatl4XV/aXTZa+8VvV0vyvAiyU0sRuMi1M3hBJ7PSw/U0vsGdDjZ2b75MrK3bO02F51yIATjmtxLUaEyL4/N0NfunVD60VTHzzzYRMSRm0oSd5DL0RuPlnZsl6124muOlPaOD8l+CSjEA9X7pMd0SHuGNjwbz5dkwO7iv/vs4vaVAyEJGuyMVHi1AjeVduypSkezKURESsXe+2SNZPeyKX5IdFdiTpSSZpR+SSrIkMywfIjmxL/1u9vHfxytNyWSTrZyFrXelEuJJ0JF+ahFNEosXS1aM7PeuQuTKUzC1xxj3J+5krckkQeU1yVzIRJXJJom6BUxDZkbgveS/vilyTWCTrZ0BHWiIDyZB8aZL+CKAdcoZ9kSV3pMF9XAPdtQwWrgLu1zU23Ib6ukbzfACcv1HOsnEA+OsAu7BQH2dfAHB1SP29X6z1Z7zkFvnkLxl74Kko6QxF0o50pSOyI6J7WV+SjlySTMlrIkkn60um5JKI7hVy6tSVHREk70nUkx3JVdmfSUcGImmr0Z8tqaIB+A9DcojoY7x/j6G5gxloDQgs+7CyCXQGgNvXQGff1bh9/SlY2byjeO7jIRCFwPlNQPVDoN+/DnMDgNYXVFTrz2fEfgUiInlL4kcl64nEP/P09CP0hohI3BOJe7IjdrMR90QkaYmIeUdJR0SkenLSEZFMSU9E93dE0lbez3oil0Si7kBEkm7axJkWL1vkGYlWJOuJlIbu05CB0BLJWrIjImlPRHJXRMQVEclaUqA3+wwpjyMRkbhogvn6JHVFRPJOnZ83L33DHi3jlVKc6SnZB/hCiDvUPjCzCajHA+C7IVgmychxvlne9WoInA+xjgukIe7XQ4DWEwC5CptyhkQStzy+NpS8J/lZ+nOIUcH0ip7N6ItI1BGRuBQ5ZJX2xr4FV0RyRETSvphdZ9KSSyKSdkUk8sfmpTvh67o4CIDwbCm/b3IOy3jOHVD83MYHiYGRVsAFfMOyWxIfIDfz0UUgF03HTos3YBTeWf+OnhYRGZh+EBHZHshzfcm7089LeYCUapW4XwhjoG+FMxG94npt3xzTKk4UirC+/fpEK5GExne0JiIykJr5KPQl7xkxwDSU0BGRxCCIXfvTPNv46xodUV8kq8xUTTsyi74jkpmRZsC7ItDYF8sKAM+H9vjsznLrrByCr6II2ADx3QieXFoCoQU3mBtZBcoFzhX74m06ujDqDNwEDsyc/YcaNniMbVpS/460+V5Kv8rM9ufzU/MhuDKQlK50RRJaktDN+xmuXBLovyYRkklKRy6Jpl+u7zz/mh0MKZ1y3AgdSWmJxPSOru/g/oviRxL9V6CiykbmVHoMSA0DuU5KQpyTma2BqxMw3PkKoFvasuJCK0zYZ1ZC2iR73GBBtJnBLrK6b2Vyte6w30tUdOjQSLDO96ftz6dEtiXpiPQkpyMSdyTrp0rkGaErOxKJpJL+jEhHnipcXyWnJzsSu5L3cjqyIzGS9c3HhCsDifuSNeyol4B9CJtWnIMz2VnFkCDwL1g5sKZp50CbMBEtSC3D4FWb4Q9G9oTtaroAo7Cl7U5GH9EjAGyPfUBb08tDRkqFtCGHT7kaHMggQOwD31DKB/nFj0P2z8st1Kchxk3JoaXZtZEvdlmFpxISUKo9AWdQWhu9buJ6fGBamIZSpTyEheIJXFYOpEoFVnLz5K9fhdHnSzbzeaVCgKzq6oxR4Or1mkDliF57UO0v78QBnpxeX3xJstj+bMVQmXHadb0MeePX7/omQL6m2vCGUqFpXcZ54LHLVmhX7osLLLJVGW85qAi5d3pJg4+L8UhQbYhxNZGZBKyZqkhi4zM8IxLVQRs1yx+XTfJUBIxCPoMrkpb74hfW7Y/QdOeQYmgHZ/Le900D4bIK8fqypHlKcqzfYSNKx6K95SMiEe6WOeXBDmiyJ0Azb3fZk/TvCUBMQMkrhGfAaUkG9iavwhVUgr+kXjaEAD4iGfysvKHxRFZBIz6tsteP4DR1fs3bA66u3xrKguLix0qJyAwiXS8VgQ2+UZTBw3tEFUrPmNr4LOeirvnnZkB4UFU0JRXvtSeiJxaYfNZQHpUi8GzDnpszolMHQML1tLj/xcD8j0HMvDQ9yBhmcIp7wiPC2SVo2TBgeozPGZfQe/1ffsH+nAW7jzObUBERGRgNziXZsdxj3ut15MyU98Y0Js8fX7Qv8rrsiOS9vC9yU66JZP1URDrSLVZXw38aF2qDU6KuiFyX10TSnu5L3jl/O3CelerxLkQk9cB8lEnR4+fNrxyIRj+Neu3P/Onf/FtGDoDjmv8xtHF/X7NhdQIO8ERyC9Wq8HiL71siB0Bp+ZcaiIxN6DqP/L4qV/XKK+8spG9lP3ACme/x5+1RSGb4Ol2VWFTR7XzglNSiYX1tcVop+ErM99mmzQs13c/sm42Me1vI4GwHAEMSkICEH+0kpfjLPcvy/paRwWlifeyxCvt0AN2JoGXC/gzeKWx1MjjVKiHEnIf1GpOgMyB8Myv8bSM7DD/GIigd0NKt6uKFNUFox+8EsDGy6+9HAL4dguX9Q4AZo4MYd+h8R8jibIdglFtmFlo0pw2Tt8o7TxbnDFi/gEK/dVB5TYbvAK5xsjiNW2Wbap3PgeWF2xFX4rZQwR9+EoCk2gvtA90YOBuf/FZRsewsYhSPtvuG7Q+aiIOj9wxV610wQOv8dlptaPbKn2fXdr0lVMf5MXm4YHLi+vXbyvjcItVxdn+85hRkSfmcwQ7wraO6n5lfSTqvSWGF8r2fjt5OPMdR084qqH76Ewq8g1SHMfOumIEmUx1nI/dEYevxLpvnxyh8W0FMQcfgrLmkR2eyA3yrqImzNCZpWC/Fbw+UE6mJs5TyzN2iR8Ixwi84m3XmUWrgjKrn+dUDs4gpacT+OiATF7BZKMb91ukuhmOk6/qjtNImaUr9djS9XjvtxC2Rp7JSddlPO+XFwY41Bk4l6tZlRyL5WD3G8Lp+YqnJh0yiaPpWpykZ8kRWzG+jjT1T57o9sU4IF0OSmnGthOLoMlvAAOBwnTGKj9jTNik8k71iksU5SLoQmuOMuJHKQzRboOO/0VC/kxPBDQIY6q2Qkb9XteKyqSpozPPPl0iLKCUgltefivJIk7PyGQAOSJOoYbaRwwFC8l6YicqnxpkZsHuwtxHFZKlVNG0y0NEWFE4ABTmh+QDiesXWZGMqiumE8FjNWlEXr+P/cYeOyZjLgRS/vtlOUlJEc2i1jmkWJ8UlMdra8Tyhhnv6Gpj93OaLnMlvopX4i2RPbhhsCfudbjHm/0F26WFSuTsmnwNQnynvWsWDnFAgSp5MGbx0uZAhxBGZMYVq4qwt5g6MPvph4CyBJFobLZQqa7mDwPCzflH91+6B+x8D6HU/WRQbvKHJes8nGl7/uMbpPFnmi8zBGOg2cTqFP9unNmYhw0hzpta/b3phFf0YnyyGaKTuVvb1O8x7mvDnARZv/FH11PMMI+YiLkXhp6FtmeI20fn+S0WZiuaAN0x3BOXJM/FLjv2roTZ9JEAY3f8ckDlkdIB0trKMiin82/0f0bBb8e6zaN9se+o4WzXz1CSA9PEXgZVGqsxpqfuvm9gXe1ERDlO3NTWdLHwIn8T0yDw+OG0YPfCYjnA1LfPR1HEWoyKFUT8B9WQQwQNnQBfiYWbcGw+ogDmFeXxCW9eeA9RmlazyWgiqt/ev/9matqHBuq9bOwHbjc7vZfCPdbwKByotWjGaPu6exHIepFwbhGVCnjq8B2Y2gDk7GCKAcwUmD5qa7rw6EICgXXxHtt7vtOFL3XMRJOaUCpHwsp4WZ5h8A1rkUgTU0EkOs3fsrVt3DHb/DZ42Bguq2NpqgLyy5AsyimFhhNohzfduc9io2IpsqwZMSd8nA+8JyQNz7F088LTtqueA1p1hBEO9AtTZiYEDcBgyMpHukuLJmaetnOMIHyIBK9CKgipK1tS0oMLvwIV5Dz4oEuMMH6d48L28r4AWLdX1mUKWrNDy2YMXoyFkpJmmI6K514kS824afMjNF1BGzr1JDp62CXSnJd/XCQ4fst8Tqjatzes2Hm1wnuVHGv4+w3sBb6Du0xCnCXPpf2naE+L/J//md+tB2yJNAu58wExuWp36mCw2dEsDiVOpbdwbP1Ge0MwUY8eLwMEPNVv4hY1iUeyruODA5+5ILiD+pbsBSGl/99ULOBUfcnlN1RadNqy3E8hv5JwpCmwr9mbhytqaBvBhhfkCp7sFSgc/iYLZpDY6lSS0QTML4QfYoK3K/YAHbVR4JF5QqxFd9kA8zkhuAud5ovA36thZcgUD9xeiNkShC/3aTXPrPqywCEHot5mZ8exbxgHfNlREJOtK3LGK6LwnHZFnru+IJNAX6b0+tR1gja7Z4NMVlblU32g6JorISMQ4Yg6NQbN0RC6JXKucDtPCCIPFIj7D1ghIquUiujS9HWBFwZEz7y1+eEfi7DpgzIdmaEVQsAZt6Ln1IoRsRPaEGng+pIRAtAjwf9O3gHO+7uUDHDk8jVaMPLOYvxzMwRrQ0hmgCeCjP+mB6n07gtduAeXtJwfA06MZij1LSAjBYfnNnS2u5ltDpZ9p1gZ2L7eBRaWLkB4AbDhbb/o509UQnnDNAXDZ8ynWiLlXsCLbNioCfYb95nEUTVUqPuGa7c94uTyjfKBV2GBA501nx7kdZHFGGlDyQnleig9NFt8VwlCLc838DoDRfnlxELz9gI7SfkiBUyxcD7hqlrQUWH97JbTB5NNyWRVx9g5rk3BYMcf6kDcvAh89oh7Rp5YaqLv/85OuG5x7PluwgAtiAwQnxUYgerPz58Z0ws7kD465UN8XL5dn87aDjSadO89rINC3CNDQm1ZA1fbFsS47Lfu8jq0favb4Eqit7745/eZ0G4KTVv+e5Ib/lIfsmSFgo2YB6JkIDnb9W0Ro6el8Gp+whZM9rx2A/IjJVwSFSvvxMwMbo7aaYtvqfFBuHHcppBw96xe0ZfrMayrigwLLt2QHWCN/qlLhyQPE7CyGj9Lhhe6PLF63p9v1KGPRLcG7bVTbby4CPHfIn4LYrUvJfs+2jtz5VlA0DR/ysyLVltpIM8oP8E3bASbTFKrJbSZSmTynCNLlhQ9Q5pOdImXx6eRPtaYdPz5djYpqcrDQlVfBuboOmOgpwW1JObI8jeWGo09+7ybDOAAfgjYoiOBHyMHb9gU4fDsMVU9bDez+CELmY8DO8/eQFCGmeDp4y9CdgWrb/ZsyFOtfm87uiAiuZP0Hq4BP7xw14oPNMwN0zwPpQQBEs7CWH0ms907QBG4motggmrwvd74LzNYq+XwyId54B1ye88+/3aAmUDkvxfwzbc9twJU8tgctguDtBjWByveeNvI5enaeCGmn4duNaRLVx2dtHFp7MMEEkXvnqcS5iY0HtdaccoPk7YRzLBmcN3/o/4rRLpeqmFmjT35TScVuIxmc/+3r/2dNG94ouJYlDnh1qBwI0ck7iK+gI/OnCcW1AEXPxm8nnGPp6DzfHwFzvHK07DtJBmdz57sCr/4nYAUpqhk47R0ig/MekUIPicaHjRc/gK9fNn6R0TuErU4GZwIhyfqNIaAL4UinKHFkPX0HyMiTB5AyeLTrA2PS30g3VHzvFNn+9KsTETG0/BAUKnJe5nDijW8zGZxz1UZIxWhov/rbMMMB6oaXvnvsVNV3w9If7qshYBf1ddDtrXdDh1pN67lN6AiHMPq4cdl2YH8uh/D56B2EV5Kd59Uf6rELXwLowVLUOk5A9baS3ShFnWac55d6IgO59RTWt5nSQsMejaFfvBuaXhXvLNn3PtB+caYvCezbYBzRWeu7tWRJp5PVy/gqbqjdklt13jObl/U3B+ooWb3MPibIvxEh+hATcjA5XvAJtHlUtFezLDoEkBCsCO9M0521EyRKivs0G3BNZ/xFRxl3yanpD+9UbYa/kiYVODNyKkvCWtrnWqPMo8Py7LiIUYr9e4sXrKmOa4OXBWdCWKen/zNj1rPPvi73LTGkDJztXQt+Y4JcNAb4HkCuy5NDBvcul3F0V2k3GriOWZGq8lNTWn18r64pD/lclEX8jlI+iQQBozt8rXlE1SNJT+zEQmuf7P7Oh2KDs1Xpj6qO7KzFZxR5t5b8wu7E1RuJ+ZX/xkN36FqhLBusNe5yVdtnW/1DPzDmu1deLvOErdsmxLY/V0HTjwFGFdfxme5ZRd7RqxHt3trSCvnaI8F090huFED/bYpcViok/8AjbQ4BzUApH5+wsAcbqBY231TxiceNhKPTUXvI30JF5/44Msfqi9UMvMgMd+ctHdm1wy9DjRZ0GBeDeQNeV0r51rjzmadi+97XxyeJ5NaSQjsIKRuF/byz2htA/0q6RGdTIhyWVuGnLi+t0N0ujM0UobWcCMY2ldYI1fn7z1VxdGfAOle0AVa5cCs4EzyQEE03WZ2DPHoPMNuKYcgCSR56mofn/jgChz+zN3U35CJu3hlEdBPex8xjak3bneUSXZKcO+w835fS7dVbIYCPjbgFTe+nPIAcEgL36QgyHA1brKD3mYNMO1GmP6U+BX9WDCsJXH4O8sX3aILX5CLqySeWbas7kbxAjq5h0Y0nygNtmLWrx9QUxKDnAIQD5gulhGYJvVuFiArGwkvumjxCTpSHuyzCG/oekEuZBkXGe7O6f0fxaTsRFPkozkwLVXtjZllILa4AH4QFBXgCKUFU3dUmhwwFbDIPKZ6GdXcD/R/ITf7WEmdo/6tPAczXTfWq3FKnk50ulLHIBawY0FQnFBbSUdmjisjqg2KHdTLj0p5KwArasyxHJU8u6cfBJgMe2pBS03Ohd7EHTsR6OR3VkpXXjgF43f6PwAq0jEXXkkEVAn4Zr9/ag1VhfUc9hXU5Pbtis63uw1pmAtCq5JIZQ5sX2NDSmGqraIAPkHNnDqF9C56W8SlrnJWLYfCd6XF6OKAGZQhywiy02SbOsQVsHISomE3IKqO7sN4jiflX6gAzYOPwxLmnDQFsfTicGqdT+k2wRALe1Tbw2dFF6KgQnG0f2BtpuPe9nyjuOmAf0KPAoizWwQgWSMHZbpv4n0UkzkREUhvaaiCSymU5Y1xi3RVrrHtZrojkNglPVyTBFRNVVbQ5rvLx/YorknWSnsjTck0k6cd9yXrSEYllICJg427VcGb9vMA5kPSsOE01JoLr02JTDEV0i2Cu2hz3ipSNBictkRz61gkzBZG8k3dFknNKRCI1AaeNkL4jMpCsLzL3y9PH966DpSM2uU1iUkV2xcZxjqtjESkgV/mPTOxaTGtcEYlbFmfvel/EvH+TByfBFTHxk88Q77dOKV2x2WoyV0REV5ccERu2V0SK7E7aFZu9KbdDpFeG1K3FWytvEunaOLvyZnDm9Kcuq0VsV5u40LojNjhxbkdHhbNvQRqKSpxyhnj+UnySPTljcp6SqpjniRIpY9EavbbXlzQqJqsGxcAZ4ujWb/MnX9In31mJDebmoFp+jF26NnFFDR0A10xW6TyAlbN4hKfja5jZv2/A0c3aKcYnjfCoYTnPr/CvP2dSEo605RGGyuNsq+fgTh/4k1YwCYfZ8VLirqn6akV34aj0p+EP+9xvGF7JMAblhf+SF6fGmQCwVG1iNsaSCalaWN8j94WTqjyEMg+OByyVHTcXQ2FnFcI9n5ueX4qh6owERo94WM3u4JHd4tJlBQzV/664K8vHqzDfyRZACqK8il+qUVIOX6Vh7zfCqXFScSC1Ea8BtjbC4vkhwF4lMfh3bgDwMrCtrsLIOiAVBXIae6BO2nsKWHN8CDgAJOds+s3WG9ch6+UxbB8WuBpyjtmjLKn5KeoDQIwuWnOwoWF4v62lzi+paLn4QGvmrRFnoTaYfHsxQCqlE2lECKnJaPEw4NQ8h6AqRfHl/vNHgHRrC1j+gwbOQ/4q5BDASCeFjdbTkT4DToX1uInwCr+2ngAd2bDHee+/B/5lpT5rvRyDyf35tESQtC9iR0sCwDP/6wbOBAHOr0SwtRYUvOp8LzwDTnNPBDOd54pzIbohug3RDQvTiwHAP8qBNgvgvr5yZHR4AMOW/e1huz46A7Qa1UyMfzXZhWLLU1C7flzKbXx8SNfMzxJVN14HV/Zh2GrEPVgBCtFAaM+FcBY/fTi0bp+m/4pN+jJo5m0nOfZR5XSnma0MAcuzQXnUrvsbViLftQg8U8x0/vTr+xyAE5n9lw+CFHaliXms6DIacMlMJAWY8mFmogyhTds4VtflIZmdAWJ4j3y7uLByhpWzFaSFBCBhtvBUj9iwmzVHAwq2YJ7vV/cdFF2yQlpxMIsAM+BpKfvTFEtNtcX4VLWumIo2t31gYNb31GYMUDEJvI/vgVoHWCaiLlVcguJ9h3zP5lGnAuRQzJ9d9aQPd+kEvD+Ni0IG+wNntWQZ6UNgiQy4nANfZR3uAjgcOMAHAFrVp/G/IgFHE8L78KzWRcXG5eQQuFis7zfQQHvtPmBJgJAfKqbee6PobDjNuPvrJDDAg9FIARvtr1oRiPSUhrjK3M5KDGpDgJGOwQsz7Lc2RwqHw1q89KCInp79A2yAdfPAoErNdzpFFG+w9eHythAgGRbHJn/1XrWcXvi1ELLPxECwFsLBlTY23kJLY15+XQ7mmKjldnnFru9noVYvAd4QYP3FjaPX2+GxNpp/2f9A8TPJAb4+E8Hek4mZ3Qw/b6RqKpo3YmhLt2I43wI8YljNoXCzmwVmiYDnvwkOJDDzt4JmE8YqEv2GhlgCYLmI22FCkdOLgS+Vea6VrUCfDap5H1oo1vf+a4ArC4Xctica7vyTcubrPB8XP2dHz4F7Z/OJ6TMvTZAvrQQh/IkTQAsVwT1nECq3+R+LnzPztYetFE8EJjgPhAAiwA87AfD9xxqXFRNl8F3NZlqO8jPlk1okgjsghjtv1uD4dvJuM4rsqaj+aH+CAX1PNLQMI9iMa1RtLA2r4+mzr++6Ev0G8EP8Ow1Wmvw+mOH74EAIIX+nhhJS2yMTNjmN9R3gO2H1NMCJBFRwpv37AcBAWybIg0rwXfjjKX24CIv15WMW2rZHa+t7QTPcqPZxgIRbWIa+81oMagvOyuIZM8cINN8auxQBRmn0evPCsgFzEEEswIIV4YaWDyn3xRb+ISlssxYIzObAo2fWHJqXNxfDsnkpI4BhCMinAMxsH8LR/X0OhUb7G6AqPgQo48L1xQjpEp6gm/+oyTuAyWA1vXwpDZZFTApIyXsihcCuKyJ5S0Qk6xXXq4ANhUBJiqJyUcoKRKQWF04iIOl/A8N+/lxUn3fjqXtzL/4d4EkTWctwtBHgrgCqEleYkehX920CzOqiqOGgDuuliu/osg+uXoQOixDVvrswj6bGafTkffNGnwM88xhdIjTVJjA8l1T3ZVBo2JbKP6Z/DoAq7pYC2KUFi8yiqNZ3uexqpicPpJrJRqMD4LJKYXg5LuQhawpId4KxW3Mgs5+tBlorFqxQ9WfZuBAH4vAM0GrUuqYhN2moSo8Go2/bC8PiWJsHllPitgqxXf0vlYaRqvzwySGHMt9Z1hG5JpnNmtox35HkvbPpEa6/uiOSPbYqViKd+kbS3rWS33TxskgOPSuJNxThimQ210uhR5Dk/ZdEEi6LpFDarblAm8w1etPVaDGZRaGAdro4fYemPqDR2mbo/vMUcH7sZ8FwTX+SAufPt6B1PSpuiiqhm67sadZv6hUgzCFNG3rtFOCAMOajj6oAZiBCfjKZ3g86MprfJyO49qU2DGmBfHwOuH5d2+P8EzNAu0pA2vmSD1myraFzbhES5dIYHd7sGB+Swl+oeGxF78RT47QfrgLaPww44mlAbYBPCBhjCxUB86VQYv2HNag77wHx74vB3TdPXIT4gpH+VPviEBbKlA3NFX1lapiWuYpi8BcjwDOaX20rdUCDJoaoPn8uQioeEMQaYA6kdz6E6/+biwC6wYeMgg/AORXDHV8q0auzZIh98Mu1g6qxcQKkWYHbRNeopLNBMg+OhwZ0ggl7RehGAEtj+6MU/G2MLQ/OT5dxNc/Ehxw8nwB/EgM2Lp2OoJ6kWkcTWM2wmueTEGLrML8MEED739SY1Ta08bAblejW7C5oB+CdfxUwATF/PQIOkgjyBR/y934D2IsTGNW6PgVjrWJ/WxejBPsWnq358QEzzFOT5g/O7nsUmH+/hPWmbq3mwDcA/icSaKUx8OkVDQ9ESXGXsfX59QgbK4SnAdOd/oIPsvbtpjy5MgoJmSX5p8oB9BnevO85xVD6Pz0GoK4C1x/QsPTlGFC74EQHAK2guOuFBaClY1DXD4DuRgYOSQh/QQ4eB815KdPFr8XynKydHofHA2N9MvtNQHkhkM7FZVa2ERgLVQ9CyD/uN6a+lSdiYPgfAM5FcOhpYJcI+HJiyjRwurVtW42LPWGeHwRw8/Ec4HoIrvKAzSCAUEJw2jqEtQAI2oDT1oV0zX+4enQnBM/q6zT4yUXgt5eAByLAQY/N84D6ffM55sCKWc/8Y2GqJIHDdYGRE8VgPoNFPyqufy3UEPo++B6gklDDhQBoP1nWEprApBow5tzvBZRh/VsBqDQ0fEjWN0m7op4klHYXSWrzF/eP5TsIWyLJ/LxIpp7qNC4laUvEMu1JV4p8rjsiRSrosnyctkSko/siV5KOSHoOEVFRRyReUiIi22kjLxtdSTCbjZcfsfxS3jkepujL10SSlcf6Iq3W9calUZlntlCXd4+txhSNRUxe5byvRGQt7ogkj5m42A1/7VG1gd++73eLn4v62NeO+80FrFB6fmwUO241XMw+MT6+mkWwmQBby6D0HwN/2/eh82TdzspSRgYaYlvnHajweIxg1WEDNEj3yMXjcR2hqPqpwazUS+1loIxhWHvvSWdNBuYFRVUc8pOo29oR2UnyvuRPdK6fWvzWyfLJ5//TL/0mkAzGGziVWW0yB/lb7IVs3vtPf2U2hNeqmbIjL0Exmx5vzxCYfzmQ1y0lbz8VQiso9HFH6QQ7gfYuoKp17C2jOl9H3crkvcCd/wOQnmBXafr7hjlYv93Y6lTvzxijUYvBKMrTJeBPVHjs3S/5m5BHfw7OH5wloOnZqY4zGLPaqanEj6HPiobOhWeArY/Ftxlag0p53VKhNwSMX3khaD/p9sMU2m2tUfpzyVuHsjnP55WG46+TAP80h3HVdIOWfy6D1qsAj7zF4Q1rk2kil8uf3Z1yfZcrx8+/ydMiNm7rW0qFPGRNNLSVW7z49e0gw+y4/GO+99EHY+iswm0I/XY6Wf2RvghMEOJHqCn0CGfSidwaGZz7ZMDMMZz7ZD2CYYIOoBBWb91maA0qNOwjQFXbIisVl/A07XvtanRbgY2Rwblhpp9h+ag75SUT6hpWJ6/vr/1k83inHgn/9pOND9a7HHEk2ZnJIX6eeNKLn6MHA7+VMvL8V+G3h9OL9W6BHABpRWk8dsEHPr8C3Ksn3Wc+nQQgq+LFv3Vk3ruJENVI2OAAo18HWAsn3Ff4YWbHOQveZnIA8qBpvQorzBa5auKJ9xUegUACGhZe128FvoJMf4ZH3lvaxHKU+nkMHYmwxgAffEuHp7Vn0HUh58cBuVMD/d/k+IFnxBFBJSYM3wp8BdWWvF9ti9IwzDQcEgH6M0DnuCQJGqysxFSy+NYgNFTDmRpN3aYXQVqtLv5xHbUMdmd8GyJWn0YlzqCwJgyduExsqiJ76QjVOIEOgIrf2sBCtf5ctioylUD8yzWT/0nTvBMRWHa6zQhYMWmTTqNbZVJLnDEuRCDn0HDtYgScMHsbG4IFEvA0+lir/c2x4x8CK0A22du+ORXKNV3rz11a54D7wPq/e1qiY/P1fF4oAt+tZww3RuFYgVEA8DEwdhiM2jDoCIjeDOHqg4cwTHoaGPllk47Ed4hh6Fm9jKdhkzZ0IO+Z63OFonnim9pWIwf5EH7Mr80O2ppH9GXdKHHvQQLbdwnIj29twDcXMiBva/InoxhGLwLpPUSw9lhaNukgADuLDEJIRh8GmIlNf0b2TzlX+wD5Zs6xiWw1Ad8NBg8fN+R2kxR8ljT5VgR0+TFo+w+AQyuBIP1laM+cA3g2g+2OgKitBPZG+yAfS7bg185nMOPeacanE1tz9DIvlgY4GHqAVuFkpCeT3n4O2n/jYXCc1gow/zPApz8RoWYuaiDW4C3eB4T3J+DnCxpQqzAMBLgWA6Q5MO/r4gvPffzKAxijFoApGAzTiiNbpJ92AozdkZq9GIIfXYBCgRiCm3hASAzukzm0/Q+AUn8cAtkSKHXlWVheTCBfJjH1D/TVALOiOBHaqjRPWLGVSBZz/vovP2cV5iMZW7ZmI7+wp/MBXlPAsBKVegrIHgPw4jbw6TCCLxKAv/ww8GUvAHetDeSFHaB+MgqLB8TGFTaGVHNCQFYH3MWLgVlgj16OPOAw1SBdP8XyqilA6GPZMGMcuQnFmvYVMmBVayuu8hDINL7BuSy6eJS6eejDR+VhUP2c4/P11BowaePsg407BrTrUc9rar60Wuzs13ixrDm4CMRWxmb708ctt2S/shnUQxBMHp8O9gk+nwRHKzhYaZTQ1c8QLEttDnIiIC6dVPyrKTipBgnw7KchAsUykYV2np+1XWIEmaFNuVyMzwnRY3yMZ8ngSyzCZWaO7kvbCaWONLLn8iTXmDQMOAraaZ3JCW2veFasHQORAij8oN14tSy9jC7jsagIFfChozhn4SpKWwSfAjkSMVJ74DuZhjzwIXCGIMosr+sQRCnAE0Ci98GOBz+uoQZIwVst55OuLjXyC8Z0N6x8SibxIUNGQNDegn32gbATNgr0iSGPUyBCQxbvQztIgOckgMML+yDJgcZIpXPbiZtg3mvkbwLePrD+K/V5b8EEvHBTwL2mTadMgGhpUQOtFOB5yK27Wkmv+JvQCreAFyWA0cMxeM6GRm1+LIZO+xx4921puN+8lUyj8mAdshsKq5lY0jE4ai+uyetikyupTsYUb5I/bGp9UK/Z8FwmvVON9EJLJHPpibDaFUk6SkQ69ER03LHKwbyluyLxgiuSurGIcL4rsvPUQETaD3ZF4k5LRK5E7Vp/+v6vndB9J5FZWZo3L386A3cWIPrcHsx2BEi+HMJPg3WfU6kTgB/k4LGhQT+wB3dd2AJWP5YAdx0C5z+yXvTnMyLpmOXXQCTvSe+4/pSeyDNyU+Q1yfqS95spdOWN1BUR+e2+iMSXRCRfqi6+3KwsK7s6TlyRtENfJE5aIuljiOT9wr847rsiOXREbsoVkd6lSCROoZd37635/Naqlrwn8oxcqXB2JhQzNJxw7nVTyzi9dk0kf4K+iMTXRCR7VCTvln7QPcR6cq8JktOJehKvQi/rTLSvG6aS9/Leb8kV2RlI2s8em4jT4HimOu6VP7dFGqaoDeo2jvJu4QdNqEMb6bMvaIUf2K93whwP8HpbOXD5F9TDjDqqTXZhTQHbUGScuwqQhWBXgBsAWQwUJsfA4dZYvRvmX9w4me/Z+dNp6SdiWGyB8ASgl7vHKwvHKKbayscayBOwRjZGurYKxovUiqKyMShPgrVh5nNgwwEZd0TTOio5mAI6KeQ8R4SriUBLdpwuro1102wbicgMZr2PgCyF+sxrcEW6UUH9WMommaKJBvK0bJ3JR4h5xEp52yrMwgLvVzg4/kR+qRVvr2mye/Ui3TU9g0qXPlEWm8y36knH/qQrcfVA88s/ot+EJ7a/GAPkZtlULwcTn+qfewIcpx/BZ/opeD/zdTgqY4rBsnR3ANwZi7bHD9nrJciAkuWr1aIBb9nyb3lYXsvWUgXrhZHNsVkg6luUilx9CKwQWtdDxUjDEhvwicpZb4ktmLHsWwSXANN1TsXyZO0SJ9TkdSX9krnWhpkqMM5JNFc+hgABD2LQ7BWebvaLz4uMnjFR4Z5pH7wLCgHm2YIP6hy8RYAWGbgbTfmSoYfNzFLyx9HJKC05FeSiygxmNNiX/9cBnIjQfgqHYBBYapFr2wR4A5yQAEK+D6wc3SeqIz/CifIQMw9slOCMxOw9AGqDAP6u/Qn8nsEBqE+C9Xy7B4DPgi1qunalrLB4QQD/2/E84E0aeWCj/RwhF9EQGp2N2WpugRMo4LMC3IUH6S7A/xKsB//wCw7wNwG8NnD48TbWZdIIX/4uwHs0oD6FtmLLYdA+EeeuEdAfRxHY9arcXOxtz8PhaA5ot2P485GnkRW1Duvb7y3mea00bA59eD08xBiN2q4ehWDzvf5dNLwnNB9QtV+Lzb9SCJNWCcAmo51kHfpvSUD0AdA2CwzABklDnreOD1mlGpi/8VUYfHRW22TJe9trMBp5QHw1Mc8a78/6HG1TN03eca55IQzUZ0HumJ3cksqCsPg/vgKY40Q0JGEKJnvEv+UiZMEI+F0j9bPfUen2bu818fzE9G4y0azWDIktIjjMUmCymagOirNWMZ1Ryn1zQH670aRydWxSX6y8Th9t6j65KxnWQvgIFTqb0jZDA7iSAP0c6PxJBKr/ItCTFbhDXir88X7UeOjFAMsRfHExAvS8Bt/AkKbsQhf8UlQOQrnrdV+zAjHZeb6BMQE5kVLro05hUa4B/CN+pH41+hMAv5BZ3nk9ANXfBT7yui5a2xNqecJMf25ZkS5w8LEBHFg/l48AnWQiuJ98EbgkESg5ALya710599ZGf2jAlhRVx/4Yl2vt58vWeUVNahDtNlr/cX7LYwhtDe3laBLQTWOnFhSCkJ+qL75xo2hYgnbsShzCJwFm7PrQpMbdObiwbPXaDzUSHxMoo23xgN07Gk2wZEaaD/Deqts+zAzcwV4MG7RhFlejtEmeOwsemYeKWITFenjR94Fx2QoJq++o1nDrxxdZu5tUUo2xqu3KjkjeL/zvxmlQ7WNeExHJ+3K9PLMjUnjk1ZItd8ttUfp8eXJHROz+s3QXvCmviuQiInJd3hAR2UkLlV8xpFRfBGZrk8ODE3qzoBX7ZoDI6A2TsRKvjB3XPCJ8sPPbmAfzPCkohlg/fBjZV9ZumDJonGI+jeDFiXYXLftadqFt1/cYCk9nSsgdKJw2dwFq3tGfB1iIyuMXwS6c5okmAU8AsGDlii3mYU2pIriR0uXXK3t/PZ6A0+iWfg7AJS+CRcC/Bbg3BNxnwXyJlq+KwdqcGA+9f1TVtgeF6mgL4F9AMRnsApV/sZ2mtgDQ8E9Kv3/FtQkwLXtjXCxXzJ+oujrWslYCjbC8pQmEcepWzwGc14C7CtCDIjDSS8BvZ/UZrk53RuWKYNwgjtDlmRBedr4KB782q+1mdtjSwJUHgWzruSqSEjC8MzERn+Cyp2GkVkB+5OrEx5sdRGJbI79wlK8bWz5DcCY2xVhmhaIhIdWWWUsPN0AevAr8u/svFKvrZRdI06D85EZtOOB3iuOBikDUArBtuQRtA02MPk/TL1JELr1WBjC004PkfZGOTJqYEuiLgGt/GuFUXHk4VpESpXFJrJ9kjCquG5dJ6Fu/SFNK0xFJbKmGnf9ss8sy7FevJ76bSRR7RVgV41yaDq6AGFGJNwvZ6jaIt7gM/PEM8NgAG6oppdw/1uxOEwCGgxP5eXReyE+O0uMZ5fqeAf4M0PpXFyFbTTR0FhZBOYvAQrAMrX+lQa3NAx+bA27eF4F6vAW0ZpfAGOxpFiFFgVhDDgeGNManP6YIGqm1sneOkHqSCNar5eAjQw2bLAEXZoH1p2LYz2cg/8yngXYxicFDZlEPIHU94Cv/TQyD1xKQ7oPAYMeB/MHVEG5cMyEJGvYM8J+Owwmph19v0NibMI2ZXzDulhCwArRNxKUIovkMUte8zmVom2HmaLAb3xkgULGNWEQ4A9wRROBILa4RMNmmKpIPH4MUMBFcyp1OITCKoAgDpIHLcXnJibB+ksYvUkcQJEvAjAAsr4DnzwFaRbDJAuA5J49P8x3l6xMu2NzwZg+hdOHpmuVYf9ja3moNbS/VY6b4bbDqgTCwTS5a1wbjrVpKypo4/0P9QMmV8xxHhh9YhsI0aO2ziw1/WMIA/A9pMK/JXPp1sBrG158AWI/Abm0EXbQuN7FcitblvzsWl6O5tXQ4/00A5+KxaA2Z1fMrQP5lsHkS/221XfmcTqyrrAnf+QopcE3A/UJc3v8wUHDxXtG6EKC18o1Gf8oTE2Goxyad3faBkQNwLQCGHvDA86+CrL0M3AxehNH+c+C8mGg4uJYAa/8DsLGk4UfiIRiB8f+4APixBvZTgB4aPqsTGH25DaRXGzgPn/InADomzcbGAXAgAGEC7I3A+sNmNwD9hYehzSbwjb/EBCM3ToXKBpHvFFWtPBHbJqnrCxG8ET8Gzkai4SDCmBTUcaYThZ3XJm7MRefAFhqEA6zENUCBgw6KYgqNohzmDhpYC9rgm6drMH6Rpkl6pCH3nsUqPIOWb7wr6zN7ETKh0HUYiibK6HPrI72hycmxyhL/4T/Bfrjh4v8bZhYfotgnP/yvQLVDgU/gQ/sD/w7UV+4TCBf/7426/f3d6yjCZ0znodbvW6r7I1y59nS1kSlVnVSBFGqUteK+iF7tFMyEm3ZFRnlLRJ6J+iLbw0siIldE5FrclWKfNRARSXsiIq6IcTLcTlsiWRcRuVz5RT4dd0Xi80pEZJjWcV67aTSEl5o4290JONN+1hPpSEckkUQk7xo91yURG1mlpt4yuF4uj/PyMWabZ/wi10TkjbQrkvWUiPHyTJ+wfpFNnDsVzkFxttudiNPGVn7ahq3Oe2P6TUNm5znhgqXBkTN9EdtJeV9ELFPZ4Ova2RzwnV7ju5FAN44tmU82ILTmHHlYmc7YGwFe2qMYoEbbstus5ogKJ9QAjwED8/2mwP6YvzZt4Pe+6cNI7VdnFyfgLIR6QDFppEAUAKMDsLq56EXAGQEsLgPbOSBdDXIpBKT2mITCesVQJSe8NCb/nJNChr1bE+4lkwVhEhzl+EZ6D7j6CjBajED0OeBGpGFIAgQC7BPB4VoMtPvAqBsCh38G1lVkawOYfaN8km41cNYsy+OJ0I5QZP7l2B1/xmNA2AF2ieGQDrDhRLCXPgvCPJAQwx4rILQ1HBCDtM8BN4iApQTY1cCoHUCO1+DrDq+tQn6u14Ci9pcmCUCPCJlNEBtj29PWEN+dAIttjRkiMQvmibChEohZgpwLEWypBHLTJDeGISmwgYYDEsiWmnxdEH8NuC9agSu7cXH2ehZNwNnWORCzCXNklBrAc5C3ZyKIWIU08kC+zAq4m0C2avb9Gi7rwCCAiGchs6LTFUg5D6JnIkjaq8DVMX7Ji7FjbvavVaP4nJ6A02Rk2BMNEqYatTv04WbsQ/Z5gBZh4cV8P8BVG/oGuMQSzIUZVktvgiiueNqaCCacA2ZVDLH+tBGn1nH6gVnfV6AeREAmrZvetq/hC44P7ct3A4+3A6CSJ39FB7BvhYXYuLlmNvN1Ub9CxfAVFkBdBDvR7cQ+5D8OcC3EsKeN+fMTtYPygp6AEpzKH6EIehkWlod2ysqwkUHGxrJY3YI/VqEDhHFayZM1tNO5MThAa+2L4ERGalVu5pf9Sfp0I6ddJgSTDGO5bFCaSQCBYUfK4TNeiyYpgusFUAokA+zkXxNPtxnfNc4X2t2lSi/VnW023FI0C/hKg9LzwLyJbVzMtUfmg6S00K3PulkV1jelEqVS/LatG5vnZQP4VNGsgtzlSTgXE2BuBkw4VGPBloLdNSiTOatthta6valFHtaFLC2v8GOimIVrK68uYJGFdZxbxMB+tA4/VBcMayaQ8ZZI96gx5oQkhelibJ6QargswFIZsd0YAyd81R6bCzUlcSOPyz4Qpo3+TNmDUf8hJoZbmIYO2QB0FkJCBO35dVAvHwKH6cPgBXtAzEV44HkN3sJeUZR2BsSiISUB70njRBCDt+nrBl8nV4r8m7qIz5D1Jtqt7YhIL++L3JRrIrlkInJdJP7brkjWjvoiT5/rFBlDnMWeTXqStRGRp+Y7IlG7UyRBefo3OyLpFyIRaS11Ra7cvCKSnVvtiTx9/SmRHJU2v6MfO0PfiV3RgVzbOcj/Iw+cNNQwvEEx2TyxFWKs3p1UAaO9RQhSHxRo+OhnfeDph4AvbAZwjhCcG5vAR1+/AEpPkIc4q80NZngs0HjsOLLhJU2YtmUTfLScsmbxzRPtbDZPAGiXMpJ3qT/qvN8DRRRC8LE2sDwexwzIW3eswAwvHYsPzKQRjJ0LwTOGyzOATwCMngXmXcBRsXki+GiYIayOl8HFAxaVLoJparSNIsrCyrHy+bP6OWpog0sMLM4Dc8bQJwRaGaBygG4CzCpAia6ONaDbwOwMRWuXXQo7abchX3qSv0gAu6D59mw00eJGnuqdA2CXjDjTROajfQNsIDn1xtG7LLljGn33FYDVhMLoWC8D87NAa614ePUNa1DF7ulSscPKmGhXGQO9HHArz8jOMXu1ifTM9EVfl7F9HDiVT94cZyB7TwANQ5BNKNbCAI7mOhnb1E00ObF5VGo4/46VZOxSswo8RT5a+FHXWP4Eil0WYIdCnTT1B9iim1XRuCoalr9qOH6iJS9AYfphaXITT6folu7SgPEHHJe+1fvronXZ2IDq9XWTH9YTauxe/xa0MjT05QVolTva6VpWqzOadL3ULFqq8+pGW8dcAvCKZUCTzvdqLExJyaIArmwC1rFi4vMaNN6E6b6BHI4bf3H5y9mfWMBPwW4jgg3QnjGEhQabbl6eLi8ZisC+rlerkxk0Oq2I6Y8dwEdxKgc+vFUE11HPB5NwdoYaVOKTce4G4H494Fnz8JoyXsZw1S6NAPywPDZdvQET/AIjmnqZJVu3D7+vQnvy/I1JOInXiZndB1Q/AJZ2zcMPMckljG1BiGijLC9xaHtJcwixZVmLJiXQUBuaoltU+SYoG22FKwW5faM1GaOFfRXgPh9+CFb30LRG+pOgSWEPYg5hDycmhxTWEc0+boJEfAw2md0gRX0OgQNIbZMOKPNhbpSQ3c/TfO9yV2CVyHVa2ZqfgNN9PohgcWseWkMXSNYXWdigUDt8BDLu2ANr4rCwAfAHAB/RwHsTYP88wL3wPWa2yOHvAYhmBAlsMIJ9c7aOMycBnnisKabv/NoEmLC0B3QeBUgDoPNL4CbA/t+DAJOZ+48AOhpwErCWn+0IUJ+nbY9/LgRUCmTrGpjdILPWI/MhGJuSOs4Dm9Yj4qKNDwZg3AOP0jAsrxk3BL+oXAMzWwAfAZi1uIB2SMhMDKaT/HaoiqJ/hAOzG4CzB6i/BwkfioH3eVETZ9LOAFTcjEgbTpQrpsZ9zQxpDeiU4O8B7/M2Clwfbodwh7MFbPw8sDATg7P2Wdos+zpldiYW25V8RIPnJNiBk86H+Lh7QNuNmzjd179BoUStaBBPgmlU2kPtARfRsE2baF5D210RVPTzgN+KwVF/gE94D/ugfvElFD9PBHO/vwXqH5quhKXZKMdVf0DbjtJaL/P/chr74l0WKfSKVQP8if5xA60iuMg8DHQLJGAFvDUfuN8B7mEXeMQDzv2IBs/bAP7Wh4COA7AVAh9zQqU/AuC+DPA3n4xYmdcwp1Ig+ghgIprXGL1rMhTJ/mG3wUgmkyMDajoiKUpENL0i7WdGLb9mS0Q0IhLTFcmUSQLZtykvs+reNDJFi0v5vamIbN/simT/cEdez2G1jvO6pCKZe6mBMzKx8scopQzcHePm9ill0lIL/NWMRj7T1zKbDLQjzyQoeT2nahKmSZ3iZ2Kyi7qyk8LSkXXTyRvZC0ahiibwIXvMSSioeJeY87kealevE2wBByNA9BbwwgFwKCGYS8kBMCIE9DrwvUNbmc3ROyqyQymszVcGsDfTlNtYGmP9jmFqVohhhrgw8V8ACPl5kgPH/AS2upm2QqywF8NWJ4OREhDdT2Cv9Q1Eb2At7TMB2DoEDgmBcA9g4/3N/XvKENTYfKmSiQxbRxPYWIHnyLRhbYT+Omzdm8MIiayhwoE70oyIfIgWHThwiHgCDWzMhyC6H0HczTSHSjTRJkI6AsSsnnp53E4ArHdVRceYVfrk0IHI8jsPguZQafCjQMGBS4AQAckskLlg57wVe9zG18sKDpUOTJO8vRlCCHspHLim12NG6Ob8+X62gMcWgyak7+oJOJObC+CzpaEyN0xngFyHwNc8Mg4VIMEikM6SM3IBNhaBvVlSRkoDz84AoiIgboNt3dYsWh0qjbElasjn1SfA2ABWdFlNcIOGwY/swba6H1AqwLusPEjmAVFasDGwCg/lhMTHxPyNICItjagEtubJODSDepGUXAHtyAdemME3ou3me/eqym+Jlu39sf05D0VgtvHjCArh+nL1MwIOZgDRy9iGm3AMtae0J3m29Yf/xQRAKn01IZ8PgdYf/0RE1us9V+z9S1OhI6F6kmUI8WwymTasoIqii1UTigo0BLwCEarxHbUmalxnfl8fPem0/Fn40eclg49+a1ETRj9dNHoZFTADHkrjanxYYQbmUBqlWYJFZmAGNESltsSx+XDKt4LpXwVj7/1yxOByf5J6YwI5ENrtQRs0rDJrwRgl4nyJG8pkPdQt/g2fOwsLtgmLsIjSeDAPGre0em/gfBAI9TEGNg16CTsfhXZ21dDYavpQCkvGLjWaSiPdTWjPurAMy8yW+qHx+bONen4KnOOUUur8zUY6OOWG9UknzQ5uYusafDLgdVnSY7eHR2v8AHVDRo8TggHWNjFxhaB8YL164yM3cdzVcK7NAwTMRLXrroYPH71tAYhcDX+DVXB1i2ZaiprkYywpU9MJs1m0Jk0zIZqCSThNsbBuUGHIP4pzqmuG7gTsOPgQ1GL9NCg6vgIPmjjPc7S1Z6IA4H1g5d1GcFFNMPVpPgbLYxkEnzy+1vlxnBFmNK3cKs4IihlHT31TbZo3KlK/ulSVquF04dbjjN1GWoaGGhFo4PSOjV31LqAaznLJCN8ZKCfSJPln9HaDmILGcd6qPP6tptP0Ge8WauKcZE/77qAazr9Uqo3wFgeSv0Wq4czgxBhr7ygdGZ/6aIjDdwM1cQreug1x+C6jGs6ZlZlFnMH/0WhL3mWkKt3G+grDlnVRerfRsNafIQD63Tk51XBGACy/O6f+I6D8cXe+dwcdee9zt84mv5VUU9E+u4jX+LDeTdRcj9zjC77DVMN5cvSVd5iadhfvXjqyf3+XUg1n5/hSk0hCrAZ2FAAqvC14jqMazpUz9+dAb4QMw6t7MJgctfpk2mPgT1n0TS0+W5GOSeMog+QYfz990v0ZW9PKC94UzsgEZdA5bFgjFSMBiMhNjNQje9d1gM0tYHjIHNEhnJZJxVQ0Sck6HfWEOVoSn7NuQz0RsZ7+XUk6iSuicvqSyE5XTKa967krInLtkoikA0kEJO/nSkRMoJDSxrjmA5bIETvAs5AA6SyAixYkjutXk7QNI1FEbIXfTRgFaQI/fmg2C6EpZMxRo0PR7PGXPuzJR+39Rh63UZa+RZyD1l05wD+OuMH5lLxD00I8zlqaDJ1AtLUIB8lWWnprmdA4QL8TAykbZGwdwEJOCGwHdsCsAGZY3CLO5PDAQ7ovkXHHudCDlYbJV0Bknhi1Q3Q6B6Rk5KyipZ/GpcXZ4kKkYkjIiXLIM2IG4cYe3hYUhkp/cOs4Lc3qwLQ802OftupjbUiETEGSRZDBYpQ/eedHNb+j2r71h0gSwEcLYkzn0ZmF+DgA9946Th+wctmgCHpiI7oYD4MvLpdW6x2AmNY58P4/32rWEwKr23k5JJJzkMTkRbSWEGA+uGWclpdu45M5UR6WF7b4S6VUQHteg3ITyP1vAO4rX9kiPdxtBB8gMj5QStPWnUQTutvPEgsCrZDCmMXb3ta3/t5nMXKeXDEhErnvRSEOq+AEXcBrBYJSKJTiKahS+4LHeWBxlvwDAOS9BK5uAsY78ymCjVvF2ZMEY17WIc5Ag65p2mq6tzz0gU3j/HSRmG/Kw5rFbppUwusA8tCJWNglYCYIZzXuUAXwfGCjmNx6fzqQLe0D/mf3NOsM/cqXCAIVRyRGU9DWFJoFgHMEoR04n2ADYzhfAs6sHQcRCSxuzwBLb+57VymvQnvweIAzUO0A/zGV4Mze8wDYaWoO0F7k1wWrHR1jYxMiv1irrvwecYBFUvsd6Jk3hTNmq80uXuHREcFTeRt+eO9fgY2eK2lhY+qANXyY3SBC7QHJ70UAKT6pmdYyY6ueA3PGwUEAFQW3jjMHPUOICzP2yy1d+yAOzgMHpZupUa29yLq1auQ5gH+79f2QdrCfYKbfLR9YMN2qNGgiBZreBDuWackJCK1Ku2016jXqJ+fA/7a3CSO9ksArI22dT/k8oZm8F8I005LyKuAQoPbvICQ33j4s+8CiBXiLOJ0QFRGExghgBeZYKiMyQswr+CG5OOA8Fy3Bg2SXaeWhBPAgizAfzuE+f1HBcCHeBeRV6D+s2nTC5QOAboymc8Eu9bfO14nYzM5KxHjcJyKJjff+pU7qShqJ38+XujsdieZW75ZU5fREkp8RkWxeRERakkN8TeKZB+f6EkNX0k6EDUHwtIjJJv0m+DoAOhH2U7ZmY8Uc8wAzQMjXUC9wFwRKJ3iOIrSGq66xkU5RMfqTcLj5ffAhwBuEitLrj8IM9jbSUGRkIxfEHXElUxL3RXezjiTd1BVxBRExzLIub0vjrrzODDYkRQ6umKjwJk4D/Tfdn00y85wGWFgEXIf5iDBwUtqB58GLrNGwxQGg5ce05bKCFi4o8GwgO/EpAlHevt68Pna8I/Ky5H1JTGSKvFteuSYizVhkIqZQ1hdjh5nRE5HS9Sm9jTgv3a6KciU2VH1S4nw3CmVVDrgR0CmFAu9GnDVaLH68y3GW9AOct5duk5h72Ma5K7ktVU2u//b151trYXCbcE4KiXFb6TbhfMuH+W16gHLve2t1JbfrhXkvvbVmELfrhU3yqbmd9D+X+fM/NpzJbarnOPqPrT/XbcCZt4repWrscbqN6/tbSz/AeXvpBzhvL/0A5+2lH+C8vfQDnLeXfoDz9tIPcN5e+gHO20s/wHl76Qc4by/9AOftpXce595Upd55nC9OVeqdx3luqlLvPE5/qlLvPM7pPPLeeZzThSt553FORz/AeXvpBzhvL/0A5+2l/0hwDkKwytzLGuuKxNqbq3QSvSmcopIYtrs5jLwogvVsDwYtrYFhAHChKuyDjZO8D1QZk8+Oc2/9rEjjBHhFAJ6MYVDleLlrL4Eb18sUapv5ARzwMYDrIaydr1yPajos07qLYFKhlSFu6jglOGOUE6WuPAv+7HlwvLtWAF6C2fa5CA50CvJgCWF4Hhi1BEZOFNPI270fAFwA+fheAnvyGAx5RsPGYXIU5+GZPfm+6AXAcqjhHoDw933gx+4D9CMvgu+f17ZokP4jIJ/VGNYjDF8pm5sksP2zjwNX4xS+cy4HPB3B9mp6FGdadxKYikwsm9UngcAP4YM2k0kMP+0A7U9/oiwbPQ3t+R8H1/nVFbjv0RpDtwpEaNSaG0GQfQSQmRhIXjyKMzmzbc/6xTL1SwiwewPIHguB2cgHpUvHsx8eeOAtE8GCyaJS0trOMvj5ecCJFsCf/zsws/B+ICymjjpON/bPiDPAs345uc2PQGGdHnlAmuqi6AFFE6TrF00yNBNl0P4bn4hg1gNUpLVN4Nm6MSG/zG7WOhtMm/Rd5cATAdYyO4XAOuw5VbCcmKwR56ddfeUm7WKksHftA9R8cMZxnp2kHvLLB66mQFoiSMZvSEsEURW3YN2kpqhqGoBt+GZ0W3DityGLM+Ax8wgHQIcFyKQc8e0bgGMvRUBUTYJtIE0FCNrYMP9Zhk9lt1THeeYYJyo3PnZDgF5gwbUMuIseoMo4XinDAnduEOwX1QQ6AQcN0ogKp2ub0ea8dNYQEt/qargr3ALn4hPA0sVd4L4DoD+eh+TqvvEJAQJNM/qcZ4eIkprdfAgUXqbN9+6dNerW6uEe4PVAsRvDkPPgOVsRvOJ/Eu763fLLWdCAqANwnusF8Eb7q8Ul8WPwyUOI/U0IbpRR4ZKL3lGcC6c40B6lh54FZltoeCpOILgrB8eLYnhglEL7wqWi6F3tANrBFrB5CJyTx4pLMZuQDzINr6AhixLwPvcEZeRXGvbz8d+eGCr5JBrcFJF8QUTkjzsi6WNKROSLfZF41RXJOvRtyeQJJZK16IsQd0QSk7FSRESf64gklxMR0UstkaS1JpKR9ESirs3DWMeZTMoocjbK36hqc0VEZguckj0iknfpiVyJOyKSVTiXWiKpq0UkSlyRdA4RcaOuSLygjuJMz5bS5Kz0mohNt3KzeSFeMV3fE/OC8icQEYm6Ikk6AWdO98wPvylSOFe/XJ19/myVpDdF5HmvP+FSZjKJNv0m9ISCp5DB2RdppBftlpfy6uHVkDg7Nf0m+mf83Gm4CY3T+NnvQxH8Yx0aiWhqVAufENdOv7l1c1uFMHLbGi4/rGHUT4BfvRQAlefgMVS7tAeNnDTGSz46FufGGXFuQJF4PPy6D7tPfgBk9ZewTagtxUP1S2MPSKqfcYWr1p8ayl5v7I907dbpKYWCxYsBcogtotHQLCdbsMcGyCMesKY0jNRnxisK4bLxoaoNmfwozsPorOumhqPMW1ZFpy2eFxVPqO46qF7rZRWCKKcoOFRtYM0wG3Z9r9t7p/Gnz4izk2wCryvIu7EPV2QXePDcDui7/7+NKJ0xNLp+q7oUjTXBlNIAA9/NAAmb+6MzJZGiSKLZ9jQEaPCYAx76XaDzCsAbGbDtamhJDIVduN+oRZe/hHJHkVtIlhr7jjOiBBNNAKhHb0ar2OZlUx7ARg5EzAGyC3RlBa4Y3ACdSxGkbYBuugpJGAPtpymnpma+SCc44/6IIuSsxrHBKZwCPVB0h7bVNxyQverl+SsAr+eRzWeqnp8HfnkViNoxcMf5Bs47wzPDhEbSzKVa2HPmwcfVdjy2zSXHgqZdPloCgioEZRuciqlvvQ6Mss3m/Kk5I62wBz4jIC4z7JjAw7W6uqLLZFXK3keVMVUV4yWERvLp5SK1KTS+o7T6Pq9Oh/MBgBZo1AoJLPB9cCICSOwiQxUWA2rjqjEV+GDcT2NzpubT4puiE9bNLeAb0+G8lxj7qR8A3AWgtgD+rsGVa9tP7zMlRhoVsw7h2PpuEl3BlnVVLoDNAsurY/uOAZwhNPFI4cBaePMx9pNRuC4BgcMN9iWAETF4IUDEil2yzfHnzMPK9X2lWt8/Z54+AiI2itHyzIWGn35ODEOGeuqRGkgIm4cXkbv1Zdj2t31EicNIaQdip1yt35v6CXtmdj8E+Cu6fPQDxDATAvzvieA9GlCfQkPGASiaeXA66hMAi9F0IOt0dOu/IRHbztDTqJgtedUfBHzHG3gMlbQ1mo3EFMy5F0jYhOH7cdrEbGTYgWSV3ko39x0tkVSynsil8b3BJDI5GjUmXARdk1EuBnrmUgSIyCW5ZC5FY0VtLdoUne2nQEc0+JK40BVJZEdkMMYne/XsANOIbH9KJGLmH/tA9tpPwdzKt5YnFFs6sZKsGGS17yoxQ1RU+w4NLUTXcbp2fojLquOTcT4MoL70agru7FUtd1/6iXWUSI7TE4lw/sEL8wx5v4ZO9noMk/y+TvR8a2cbZkJuzEs3Y/AQbMR1JuafaFIA4OmUkmdwQMWEEHDHb/zorkYFaxrfbfu0RHY1IqK59zeyoKjjJ8psAH0ROwXVB7wTjeGcp+Ae/4r24KBKNX0K6TsBXwVlts2cE0dOgvMP3GKO7n/r9RBXXjZRckLuqtIrAQGJ2syPzPPDtuFXn1qGnJNTOjga5vkk7AD1eOxGankkDv8Y+fUDj8CpH6WAVl2RiD9VQ2+sHtMbIXwyj+C0L0DBEJNzYwYOIEJCFiDC1Yy+QhuU5r968RnYYIwPaVBQ/awnY5CgbE0T5xtjo3pyLoN6/QHscgCi/wLYIK6rdxZhA/6bDy5rQkYhS3A3d8CNFQJGBV9XPaNFo5fD6mfUxKlw4++39PSck5cAPAFEfgiJyQP+cQ0b2QbsmTUSiiTjpDgmlfRG8R25wDwftmEwbsAKuPwQppfFBNFsrEejX/plmL8zBTr/v2gqnO6zAL8MMBcDahVgKYLESyCz254QImcPDshAQj+01w2FA/DBBwk7oYkf5I24igrJr+KKZI3+zC6tFz/9DwXgnEk/p1YAPg1G37burgK8jMLMb+o5eMUwYnMxYK4DQjl6oB3D99iHTI80epMtPGjm59qr5N4auJGv1Qf1JNIE4ONpO5j8+qVPmxx5MzaHu/lYfnKsSUCR6fUlgFYCmHlmKQKcCXKGuP6UDOno2pljaEKJhpDfA9Fmj+vDeyeNfGVHyz32ycASeCZfo4oJoJn/iMtfq1jumt7hWAoB9ibM6DX0GqJ2VMdtyD9Skbm0VNylFdBmDv+QC43+bD34MwBswDLzdLU+2addLn9BhXznx1Rbj+Z+57/WeK86G2x3d4wargQbmkyWSQPVBNJlmqLG7NgWRhPXC23/P9I/7TvaA3gZ4CD+JzD6JdGwd45ALj+iQm6weaABBWvP3r/BXk7GaAU0TuIuN6ryyBCT4OnoC1rR4/NnddvpMkcV2MTn5jbf3OdTvseX/+ZHffMc+KdbF/hOR7Xh19cUyKNmxQMJRwlsZhoOnctKG4ndkO0ebNi3MBs180WKiHzrf9EVSelbgfqJjPK5VESUdkUS6EsGHUkBka9AR6IiA/ol0SXfnGH55FbJbc+0Kha6Y34mRSklkkq+VMe5IyOR3GZ77BUy7BPIhCq6IiImTpY5juU1kXx2uSdvgCuS96Uj+Rw9iUFJHkNPMgplQFaBM00ocfYs1z8cw/maDAucMZ0pcBo5/I5IIaLvipg4rRbyjvRtJxnp/Zp2bcQi6ZSVAF1JTM+t0JddUJICffMWjuAcSiqSQU8kMm+lpgU4BWfeE7HZ59PmJbMfMjjHmyQiIlnv8yLy1FPXi0tXXm2JJP/AFZEWHRmk+WON/JvSNq2I4ZrdXEcnf0l67DiZUObIvsIZu9XhvwYefmyx/HL9FNq/kQEXJeHVttOcPzeHdxc/59VzJyM0tAzFjB2WP5XFYUG7MSw3mbRJVS1Ul4KjV8P6e49QIplIV6QrOyJDeemU997Qc024tCMiklaVVCo5M0Qmj56davRcEpEEmBh3K7b/X1cfOKU/G0m7N4CKj4PMdpLXKFqFWysn86r/VHikH6ETX3668d7VjDA25qLTcNZk0En5q2aHVkuu8n2YtWL3DXtcI/PeNZv2Z020d/eDTTnYzDAFp6HkCU9Gua1CEDWrYZSuwwQhmp50X9I4io7Rc23AIrnZIx9971FZ9Z3y1MSnVBQDHJIC3p2ABFGhYRmW+UVdDTC8+8ehpoQbHdTAnsBHZOb1HMGplsFm0y2CAx9PETSULfvbnyqgbALIZw2CLdhLYqxi4bKj4eCu8cGfA9vqkxVuXdbexBmggPt6ARzwMKScpldY01HjJSbVQwA4/C0j6ojssY3uLX7jruHBLoyUB2yQgqg2sF1Cu2MM5/zWDIzCbwIfN0zqafviuX5gF7m8K5QzhUe9qw3FLNsm1FSMhvbuChtdaOaMQICh8sEZ03MRBcWvwOgdysC2x5BPBg6ehmVWwJUEUjkEOlI6Fl2+V0NL1i1uMy7cKsP8Rq1Jc7oxkPaKMo198WqCnc18/OliSHlHj8x6tA6QSKoh2gXa5FiWqCfA1XGHHslAuoMQklfTIwrxOs4DVoG/nwPtaU1BCz0XNr5NzWIRcM0+Dt+OA4UDhKw0BHKXno8aKjDle9q2ZkdFZgKp90fCeUATw4x59GlUFXLsMxxoWVALjaJhXXnqQy1xtx/uwv5cqcorFJEavHzfdG1jX6yDYjyrDDg81W41YQ/mrHoihto4WDH/XG31mXb8lTFKx0Vsvm21EeRqezaCo3quVpiDV623ryujRzmefo6s0PzEfA0CDsGzgb53C1ZqGSAo5drFI2vzlwd5FYC5lpr5k81w4YY28cE9S37DO/UuzIQZdVWgEwnwcwB5tb7PkhtJu9UMLdTX91IaHo+lAUmZgVTy6Oi62SB98mV/LQS+GQD3sw4zpKA2AX4IrErRNOIOHPB0Diomgb9a1bJCWjThawBzjHSdz1BM3PtWeoftqfTcN2QPRqHCshKDoQM8o+JKHwds3bWCjT7+WQB5X1lBSAIzGqzsxui5IoCFMn1JjbG9dG0gItF2cZycxiQLtERiELt/jFAiCfTspcxNRaQrl0QiXJEc+pLT6tpjQztyUyTvZH2RRVoieTcVkUvSFRnI4Kj+yCy6Yck93nlqV+qg+FWrxxo1kMHuqE198OwD5AxpfAQjHcP+wAPZAtjdbgP3d7DZB1rN+s1UIcxrpqVLL8fFJvanxgKN1Sbmh8eOAQirSS9YCxuXcoBRuA9sXvYBPba+B78LeVXj6Z6V1fqeP8wKuP0EkBz4a5X9x3eVBlcKPwnzyFZ1vaLJdsczUbM/3//3L0C2ehrzcQJ5moaR/N1vpNokSrILql3fV0yqigbE36ykIWpMaxePfe9/1BxNp5M+8jqbimPHG7/uHLHgh+6lCPgFB7vEuPku0DdsfACH20259zx+ozeGpzJMy8yDh6txNJ+yKNuoEMA/JZph1aSVYPyatn/ukK2jdhczYzv8zekyoM0DKNMX2QzMgIaAWSz/2BMNi98e50Nqw7+2hNYgJPWn1KfDSyIySM1mX0T02e1rx2xRX98RK1cU2T562VJXdhpCzJuSiWR9eUbkmgxFUlhtjM+VRj+JPjUmgTgA2xobh93aoobF9bZPyfH+VY7jvIOLC9SzKs7jAtrYBTmQStb8jswDTL0p+enGAvuigWAD2L0KSCfEplwZeWDMZ+0j/qexeysPv8ivzm6ZZxcsk0lliNOQJ1/POiJpauRBr0naipWcTDFdkZyWiGhEJKMrIlqJSIKISDVyTED5uCdiYvXnpWW95D8lIjISEclcEStgqiRQA8kbckVjZxUUnFW62n35lP6ModC7ajRk7IFoAbYIQaqRc0AMbGwCezlwWIld8r8EeCoEDkYA3w2BwWcpBhbQlM9fEcnsqW2TPeJk0klHJDGmFkZc7opk0DdB+SUzzMbzYiXUOa6IRPRFkspYP6FXvJWInkhGR0QiyrdwhA85B065eA1gVp/cn63OKtB/GfJuFsNAXgK6CXA5TSCbz4HRJwGup5BjTCwjSPxyc58QQ06G3b1kpFj50UG5z2/050BEdEtMx+wUcujjqSvXRLYlFcn60hXZkYFI2s97Ih3piCSSiEiiipeVzkYi4qZdkSvyVFFLRKcwtVBZx74VqfQEkvUa/WkWiNV5zBS7y6lyBlgo5AwaDbsm1ZoCfJ6FAW1gy0jiAuAfL4EstACv2nlfk1VIezEw52pAXgLpZjHEv50CV+MJ/Hwr5lSDoIICsJNiMYMJDCG2/ramCRERbDIHQ21MhFeM5tJSm2VQ0T2ATwqv0QECF2g98hwQ7tZxPim9FcDYhxs/tjP5dyWTGgGgV5sXQqDQEAKsl9yhBITW3isPWYFNApCm3W//x7+5Ufye6W8wBcX1A9/+r7FMZv3pfLEo5+BAflT86xetDAkgrq9bc5AjY+/dKZ5u38rpwYB3IbP8nYZmCiQANLKoklPrwaseXlBo2551kroeNm6sv6cpYQFISoEF2rQpBamalwHkoWmCUw2NyBY1FFRDJpr8mNk6nG5L5gF+NgCmy7b8eS7CXewBG3kACyad3mGIitmEOft9hbBEAnPVpqgmt4lNk2pCoqwC7cAQpyFnuEgMqH9hKmZhAus9RiPlA++/D5xtD7jrzg+Ad+EikIgG4c+LJ2Z81SJwItYh499U9ewW4OJS3wGsW0MjC7cku98ESNmfxnl7GaC954AybUs9cEZaw6OOD20VFEXvvVtDS6ca4hFw73Jpq/05Ipgj1ai9kbYbZ2dDsBkSx3ECBVf310nonM7X+QTg4QFaaWjTLrKfheZSWb+fzAMX7ga17QXg/44uLg27F0H0FvAFz4dOsAXc2A/gY6XleWPdFJGsl/dE0v6OpD2JT142rdsaHRGJ3ZJt0K6IxPQtc5H3pCuSGg5DiYim33AajOgW62ZUcjNS16839dqvyqhYqDdxJW3lp/GfJjNU3BeRrCtiPeySrogYR0HdFZFO1rXJggy/FNc5IbH8UkaraF1WMbSJwZmtNvMfpYUeVuNKBqfhPJWGIiJEJSTdFZH0r5VNMk+lL/atWBa6KyKxEvsW0n66OmmarIbudLGmTqAZAB2GxfHyMtDahbrTYMvVQLQItM4DKloG5meAGUJgY4+j/dkXEdGhOn2/mfdFXq8OXz6uXMRxV06nKyKSjem1R8oszRF0no9Lk7gTKWETRnqIlbGauTBorOCLZ5JRN+k8hnVv6mUAJyqtFJbUybUfmWADimlXgF02jaZwdhaW4aCunttgQgLp0ZEzACg908CZgLFKt9SaYqaPJ54Nqp+6SLxIzvdAwiGwzsoYk7MJojMNm2zBiEPKXSIszzftBJ5KgK8WLO7pFNXAlHTsjQ4xJUu3XjK3EhbWBpFX1fo68LWivd0mP3/jsTbwdQdYmYoP2erH9ldNYTtXxuuoFw0g4UOcRAVfRWMdnKDX9qC0KnhgCpjO4Mn7QrL7Vz8Na0ppNDjIXZ/5MlAOiRGlcTKVGDg5zn/IctnjO4nmW7qj/Di2psBpcWz96u/Zn9tK/RgcPPN5uKxUyPCj70Ob7e62en9Q76bB4/XPqOh6XZ6pmX7vMubfEeAAd34ZkGM+vVMpNv9sd2z+xXtKo+A9YE154Ci1Dhdafv2+LPw6sHaHing9ZAhPROga/1zHaZr7Tx6N4XCKqXMKxk83Jx8jTy2+8+LRg9bWBqPLf+ezGOeZw8vKh6ceasGjSvnNwgA+wwJsOlVim45IZPbRnP/i3y5k8CkgCwCqABUxV0wO+kgtW4f3ayDdsMeh/f9GvVAd550AnjbWoZNHeYOcFCDrSqqznS/8oeYeWYgxKUpdGWh4COwndre0zORicbZY+Pl6XWaEPoZXzXZ1aGN6GQBNCNtVdI/jSQ01ATl4eHtG/bfjG3MYlTAXwoNSNPdzLIHKfyolExFAdtYbbQbAlTe0NZ6Jy9Up/96Y3+7edrn1npnKniFZJ+YnfcD9ggYGGpjdBXgUFuiG5Zf8UQ2M1FXPCnmG1T6/m+5FjEQy2ICQTORV6IrApeE3lpG/opr+MhkUXqKbU7luz+4DMwMNrKwTsXIRcL8eErPiA/Nb5Xte3AA7o1yEhOWgqqZ1T2A6z9kGrAVYAJp05qF1U6ZhzwCN9f1Ucp8PA1S8AcwNCOkcAixuEjC3D7QGGjv05m4A53bJcf9QA+duFJWobchYbOOg4pCUvx8A3i7AF3T5rBqvFxvvwLwr8swURr8iknakkFXHPRGJu0MRsVFKdkSSTtbPOiKXROJnXhOJellf0pZcEtHdIvFq3JMdESTvS9aSa5IpSUWinjwjSUcGsh3DmB11afc7JU6JRESSvtitkoFs9kdFE7KWyHV7nLbyvghySSQtY9RkSnZEom7WF9H96yJRLxXTmhwZyLZI1sB5U1KRdJmeyKUpccYdEck7JWTdF5G8JWL0RRKJCH25LiK/IWK7Ou6KSCWmFd3fEclaed/Wl7iZiNB/RiTuDCXp1fZxusSJwbkjUjfKPoZoiUhuXnRHbFfm9IqfqXn2JRFJXxWbP1paItaSXUREkk6BQOSyiE1bHPfEvJCkJflqoTSgL3JTRiLZrNezUuqBnLbfTDFC8n4h/E+UFFveqCUiGSKCXJdig69ERKK+FBtnERG5S8QODIl6RWvynyjQ636xf9d5uZvO+nlXJHqwJTIw7/IE0mbnjVhhQY4SkXa1CU8pekZwpdgC647Yfa+huFs2QXfKn25XRJJrInGnwMn5cmuZinRLOUTNBHoi4YpIUmlgYlpFJ0d0pNB+mU6/R+oqmbyyD5G4JSJD3S+kJAkiMtJdMS8oV/a95yzQFZGb10VSkZ599uA0fUdE73UR6IvEJn+zcXbti7yBKppgX54RgqgC7HYlD8loiWRP6b7IspH2UNxrXlDUTwucD3ZExH26sDFPjX/HyThzlNyUmFYmOUqum07dx5WeRWin56hjh29cSWjUWq25ncJZ3I73TgHW6GXyjsGZnZuXjkjuXinvRUQGkpVtnkQZHbkmEf2sn9KRS6LpDSWmKz0BuSkxndyW85EdEZRYGVJMd1Rrrh3q2khwKn0dRguKee9Zf00uieRuabokr4rIoDZ3TMSpRK5J5EraTxG5JNqVgcRI3svpyE3TBCOEoyU7EtPJ+xmuXBJNmQjcSvK6ZpBft2MURCQ1gzil0MN+giW4gQ8MHgXwYTtUTWuPI2R4lcdAex0A/RhAD7DKwJYGRqEb4a0CMSs5pX18YeHRJjrgKsuizaWLrAwZ0mKdi5w/BC6W/GcAEMcCrJcs9/VT7OcdIKSlSWEFNE9rgIgcugAzq2SaXRasLZrBbTidUqcktEiswaWKiQrby1VAu1EKI92y+ziDTBmt35eAYtdaQJ5MA6UALvkgSsE87OP3ew9AAJF54Chw4y18iDHxb8+BNogtrQLq2+Q2HIP7BICrWTfiJXZZMh9kJjtyTeTaTiqSUzqD6NoUN/k7ajiTdeS3rSU1vXwRWnLttSuBmE9snrYrsUjSz0SkK0/L8LL9jDoiV2RHJO1nItIxK2HaF+mKKzKQHFXotferxuXny5+/IKfI57/wp83+/gwUOqItgOFdH48xZid7pB4o5du3MFSt0N61CB4xpPCQeUHlJvICJNxgrrBb+8WaP0m0ZkPVnM7Sz/xYX9MSSUAkhxnIMU5959u+ldJ6LQ0sMF9s7v2xWkSpkJFSvt3CfV2pANaUgn+qVAAqKfdH+qXi084AVtb+eXwaSEMh7crI+/1ijOZm4adff1WjRGJYAs0H5eZz1jZlhXm7pTb0TTBMv85EL9qT5vPIwYG5Yr/pbPhRVF1F4PMhx0WYm0DaWIhgO8upmjBP9l31fgACPJGU7JLcBL8KUuEDuCKJhv516Fx/PQK5uQSzKMwocExXzIqGBX9gKzR4T33v9bY1qbAtArxd9ipZp9l/rtQnko/Yri3sRllsL6KY/2P4YcljFBzYpmsd+nDXuJ3bzCmRuMLGwyeSp0/TlU2qpQgeBMwhSvkW5y+Ymf63HIA+qm0cP58+WYLkalgyc+4d1fP8wu0gsMX6kp9ocBCNuwRMIoNzgfsjaONZk+yvmafoU28HFsHFARbZgDlmgUhp8GmDo9EoiOB99bt0KWc4vi8S8899I9oq9+9zwAxtcDYOQts1IzrTAK0obBy1WaycJIE2HwZXt4AVlkvllFPc5WAu+Q1XFsDr/Y2m/kj3rUm2PCOviaTqNLugaSjtW2fYW6DnRd6QHZFstfEJ9AEFGpaZ5RQz07eDwvLrOqqdiBQYs9ph+02YKpdUBpl4MxQdxbk4x7hC7U2RyzRxh06mZtwtMxvflQB4W+C8O3JvL4Bq6BFMngIrMV2dcMc7SA2cWzU73xCm0RS8XVTDeZcflVY8AOTq9o3SN0s1nAesvQSFiiIDmZ5hesuphjNiplh/QgDavS39duM5lqrJP847qYjMer2ceVqVCfC7gOr2DDvgweggw/oROCeyOW8v1XB6uW9/GefiMWuHd5ZqSIw9egaQ3qsXgeh0vvDtoqM91s9hxulHwE/FbzecY6mG088CINWUaulpHKHfJqrh1JCd0ST57aP6e08B2qio3Nusv91wjqXG+AypFOYAw196m9EcT83vyIgkQ0BC9rL0NMbu5fCtwDSJjthZebqIn/CdmcTXJ94sH9iceD4IbwOyJtVwJuj9wgV4ey0hcLa/F514874x/xj4MGB3A/7SnJ+Kvz7NV+xYnDpmF/Ltc0DMs8yPR7M8QgmiGYVJClvhaMWmWSrmjAOoW7ANdPPmeFKNw0knS5zGwuGBy5yHA3aBzWjBBuQ7iWKIyOKNQ4i2SBk1LGoSRvpyUgAIt9aBURtEhRDw0dBeKv4HIG0fYPT4ZJyG7n1ykBdSCj8EIucUo4HooSQmRQvotAuZ0hvsJ+X1bCMqONg0jlJoZ4ewzyY2DnQDyHbIvpUYG359HdgOazgzDeB7VSgcDxieKre59N/NJSY9F2S0SSFB7laFrUKKNjuXLZK9p55DDhHY4hBWslI6EAOMBCAZG9oDNuIaTjOq2qYr3/gS4Gqf/VPXTd9bW4XOXYmWFkDy97OmlLF67g5eQC7GUUs0aSWQtB9UmEJsR4G2l7b6eq+G01Ar6YgGb/rJPXCiEIf3zsLSN4Cd33Yb5kRJp2sSnkV4/33bJ0Oj0RARpqW13RDMmw55aC2Gf62rz+kbtlRgcG4cfPTiGIbk9OlFUCyggsCJzIftqY2fL2PJ6xgnCDx7tPlj5BAMUqQjWUxGP7LVzIZA2o49mFs5F/MHa55/5FkG5/Zdm7o8VYiaPROU8FSKQsjDDrCJnqfVkXNwWa2F3BHa+iNo+23SF2e8KF/ETcAtYxG8dwvg+wnI4ntMaFBdVt1/qY6TyupJ2cU9htN61LjB2fImgFECrNrHeKDDhgG1cn/PgRA0eVLqPdQ+oJRVrIWEKBjepVqa2Uz7dZxdKX1njVTyAR6eQsoQSxUryzOABM6zZnskI4JRmAClURzocSHG83d8Eqfw4kkJIjQccAhOYcVmx+cydTu1CEZ3Avin+PUkeb7OnIqbAWj+JlKT0IVcvlvZ1jj4yn4Y9fV6MXuOxH5JUcDC82+8Tn1hq5cPdXXjMgRpm6yYWI+lgXfeQ7TOwtKObAPaIeCKvMicqjrtjWIeMkGkolo1Rq/yY6XCIWq2Y6BUsaPUMsbG+/iQnZY3VAO013c3NaJXYIn1R8GLFcZkWljOipwM0ryrTqosEOUhuFuAciPXrzl9mfWIvPTkMN5tcywzl/KnJ+MMuQDe4PEQ5zBagqGSFNw9HZnr7WBvz6IKX4mBzQSIkHWwuioAIvBpa4gZLsPnARZ6mSbz9LAWFN/joPjc5QnlBKCuaeRT4clxyAmUcaRXEMULNow2PGex4W0P74OnRSCNP7dP/hwdnG+yH6DhSVvKp+fBvhehth8mgsKANeGcS1KLZ+6S+PZaHpkpaQna0ePG2/RYmnfcRZRmBvUCd4Fv6ru3uO6iHWiD5v0PfTSAXECJ8kNGd5XrewIp+atODEQa6Oh/Zi91Av93ce7670o9bLxsr2Sx/aHx1Gn+uzOfJrJ6zBVmoc1DHiawRFxUUnSag0fryU+lIdoM0XCjUVesEtCKNsyW0vj2jUc1vPeTpWQm0vZKyk+ZsC0R7hfreUkmkdoAOB+uQBg4KZ7SKSY4eQDvs3E7zBNnF9t4BIewggtyocnltOBZCB3PB6cUE3pi41bFRiJXOZglC30T57JKzffcNAK1pC9Plwfd4keuROSSyCXJe2lXclcoLPHyVVvKWBFmSNKTpJX3xNhldUUuSQ5dyXsi8wZnVhpYJOftY8qnpgv9aYCKXD/m/KVKz/WMKCksE4ugobmBrSTr2fifEveLVHkR/TpOYysoMpLXitsrL/qF7nQ4j6NL9SZcP3r9Kx3zvCoYbmXWl7hSxxl3TQVpgTNWZQ/rB98kzlPp0viJZnzWvCcyb76jOBhzDIulHOX6LZc4rYyfaH6+CogtfxiZUyk51vaonPi9o/VMR7dNCRFRrPdPATBUdxeRNJ+eXyxKfexWq09u9cZJZPbvXrWr0gDMf7EsoaZPiDQ1bZ25lJ3nv6u02fh5X3roPiAwYVU53bX8LaSo9tt8LsMP0YYYwUkjusi7QPfepPripWSAwu4QliYWf1sprP02711EsPYhiTmflAUixrfM01Dw2LQxSKajkr/X9v+sSIzKqu6Mb0ULL9v/TD18/OVoqkrqpZqSwzKe4l9WUa6To/61p5Pi2GAEI6XKfEfH00iph+ul7L4D0ip0NbBVabgGm/7ZcaJP0uocK+WsKIOv14/L/gzBbKk1G6CrGF96KqHIOIXH9ucpPK2lCXHvzMk2zPEGuBBC6JcFl2/JWMCVSXEJgSmtzMYl2XZ/BIvQsitPVG7wLwB+ISU4EwXHX2rVpCjH0kl+u54NpLkMD7bbcCCPA3PTeModoRNEp+2p7JnGWlPHeTW9G7AiwkUY+QDTBNE5SvGt3FSnixPmeeNSbenqLwO4EZAv6Df7uMkUnfmO+rwUAPDx/0txre1/ILoNNme3RuuT5nkNWNt3s/qYaC0vhnDsZ3syBWP2nk0KT68gaVoUlzjbsEsL8h+Hep7QW9x1zE/KIfkmyMyfuurk7D/PsUFIzLKR3M7HAaxMaxf4ydpvM38MPvIzP1Kc0eW3avyxa3K1t5OSsdaIFClzjL+h8Y9TIiKvJXm/HsrxHaRGPJYiSkcMX2YPSHJg4RTj9LeHGuvo1drvDHLQyAePKkXfAWrg/HgIniYqdh3bB6BY1W8/rKMkIpJ2RTpWkGaiT23LjkiqYhHrfvkOkxmfXmKtgtJCb3FP6IHnbOh3rgObZN77PiyBUY1+VgLYuByAM6sjbqP85c2Q4T+fDwAS+QYMH3ewKZtV8loE4dY7BK1Bpj+XdtkE98g6MQsyCt8FW3mLs/V4GNr13SzLls3dA/Wiit4ZaA2y89JKvFiceT0H3mNcl4bA3i3x87ebLM7OZ6pTKoZ1s0meD5kgRn0nqJjnxW+c1uafR+Gd+k6TxSm6KeTUACZv+JuOYXdbyOK8YUOgwB0QEwe8D+SRNpMyYr8TZOV1AQlk/Lk98bWQ9sRAsu8YFetRBxjdG9izZhBkoE+UGPA2LlYiInlI79UinqWIiPuyiEj66OnBTnbeKs6jSYYPySM3esH6G7LdRvgauzC8eFu3Ym+K7P79PJGNr8xGTd4pwFgGnRrJ5wrzobA891Z5Ahm+zo2gWN+12Ew1IJ6G4fEKpN9QKqzAbUIR1CsAO3RrQqL9N42TBbgISAQC2s5FjudEsHeidC1n76gs6QRJuTEQ3YJJcSChkTDxKM5k9P7ywb00shkLcjQQnyIN+o66r4iL+BIMeU3bC4mpA3uxTmn5x5Dp+rA8rnXNYR3nwCuthbNwpoxptW6eEB8HcT4KLZMyUkpp/p9K+byyphzkvd/ditmsLE7/szIS3egI6qOyjNpAoo6zTlrF3PhzFUDrV74B6Hy8lpJ+9L7CIKeUcRev/NUP3R8yVGVkjxTgslIeKKUuokrchm78xk88wUipKuByw23d2q31pfmd9q234VWQ7gkSpn/Ps6bGSWLZYz79jKaES9Rdj8PLn/t2kSjj8nt/dYFRBNBSiTYni/4swSgojO08BRCcIFDfZIEPZp0EgDYzi3Tw3SqVHMBQKaVpLxYmlkebdHAhqK960aure2QPKXWRQ+5er+EsoxYUdPeXqyEUnqBC9IFdklnoX8kXuTPqP4vKumlIL+7P4iyUXOE9kVyw1RGxNLYc5wWYZd5X8RQpgLCt/ublanwWr0IA5pQE4LR1eOLEHcJcwQZ8S8Wg9AL7EswAro64I+6Xb9hlGTfrbGv6rRy6W/0v1qtyL7mXI/pPSWMJ1CaY4p+FE74jm9oAUMkjelKBgkxfZUOcKMNnBfb5q5BHRLDL+yDTgmdezQEZngm/94KKwdWfttV04/Nz8IvnfxLYZYVW1rusUZolOonM4ANJKf8shI1eWJt/z3GyLD1h31gmemywBB5CnqFimzRP4WmklS/CHnOQ6RYZmhU4KMNUBO6VCPJwRudssgRES/DEz+Sw7vICoFmv648MXT7CfJyEtOCj+wB+DLy3uJBDikPGCypmI6INQzztScBSQyGyyzxkmojIZwFGuKBfUDEk/BBKWvHykdfqjOOK5Xi99kGRJMYFAjNNzAJaRT6wZCrbYMV+HA6O/WKDdiUX3zR+ZArHWMumOBq9wUqxij67oB1orrTKmkcXili1e+NYmHz8zgtQfK5xdV5Pymacmndq9JtRVHEBPnN4KcQ2+oQD0IcldJs2SGjzDjT4hmiGhrXy44F/LM4gBVrhQVgc15EZpGGLkLCyjyiKllO2EWOUu7CExaqJyyAkOSpuvvcRsGRu2SrOhSeEAvVpA5d9UFtGRfzn4IV5YIamzXsD2HwI5jhmE5aOmPFIUHsLrapBfqab+iMz4Zt4s/WsFcXVozRrghKh4dFBG+56fwBc/QPgYwQgVTSWe/8PIQgZqEQ0ZFVPJAYYwOf5apGVIjIolJkXDM5fPSES2PwJSSPdp6LSDdkH2HPAGX0qhK7yoH3hoi6su3/Tg3Z4EXjUAe7tfKKoJWUfCPeB0ba2rcFmqSjXHzEp703wy2LfFKvKmvP6aZssbTIG9Ir4c5QZAzKUSN6Rjo30l9lAfF2RuAqWFUktu1NHJO1GItLKOyJx/7JIWtgrptgkb4iI9EVEUwm7Xz0NZ9wVGwzS2HJGJpJitwhO6MZdGxyyyI/Qa+RxiINWFVevK5Ka1oQd25qsb+N/piJZVzTQT9bz1hjOE7e+ZTx/Y+o6ECnjZPbFdrXJC6BFbBzOFCmSIBicJmBdmQ+hCLzXFUloiWSdpMQpBU5yJTbLp6HkxOCaxzfiDRGbiiKqUptFXRERt2yHiNiuN3E4jYKNciBlNoRhhfOSPJ3OtCRV8jWRvGuSeZjWlhWeCWdFySlhCUyKtmF1IuoWd+U2kOFqDeelVHYka0nal7xX4dRVYMkjNJIrIiL5yTgq6+ezUF6NvEgZecgdwBJmqlplJhqbfeJj56UdFQLkGuzKYORNQVlCNLhmmhkXRZ0S6EpV68CizY9gF6VDm8c3RtXsANdWkmPr2jhir1IruwsTNkka7OL5/bErZjO8NeExnbTBBid4Yx7wHsi5S8fCxO7KTGi+qHpiMFYqri6NHR+hFAppRPkAGvviFc8aTev/P3t/G1zJdd55gr+TN4WblEDcpKWxQBmsm5QUbs1GtwTKijGkKfEmaY7N3e2wFY7+0NvrtiC1e8zY2JAgtSIadJTqHrDYruoJtwqemYiVeyUV3NMfvF82JG9HLO2QxQSrbMC9sgvjjdmQemQyUYVRQR2SmEDBqryovPnsh3NOZt6LlwKlYpGKqCfIQubNt/95f97O80DKNmxdGgJRHbLxALWvJzB4YF3D3h6wqZ4HVP1S7zvaFmFndRaos2aMUEMJ0hDal6Gq9XH+MwcyWCCF4aeOBGjpwkzkOIF/86CGlBWHYlNFMJT3uVuzOAXkDKC8CG6p2ZFXydIEsHqENSAZ5T+r/VtzACGnNcTHKJVD+1dXrEwxwo0aEe9/29Bu16t3wZXjP481fqnNxjNA1G9oyFgGeTkzH6j4z8R0BVu/D4cJBH//SY6XOjQ+ZPO4j1++lELBOpBQOWfPPAaoL6Yur9j4WzZVZC+Zt+zzR8DvK+DaeyLze7Pdp2rmJNrRd4BoaRrUpQKY/JfA5DxA/78CiBKbB9h8/K9/G4d7YoqRobQCkBs55L3urqaWcKMhFwcgDz40gkFBYhOXHUEZuW2C8hcuaDA9QasUOq/MjOm3QmBiFopnd4C2NC76gPwI6P6vuvmIVQM/9tKI329QzcRmaspzHdvEZUfQHN8HFwC2QZEdrKYIdUrrncE3sR49yShK+8mIOVBSaMq3rwGt6VnTUdw8PQAm8ChNwbvpOnhDKLc+ux8eifNdACFK41mkk0ANIqSl4Sk0xEzW4y6yKccM/d+lmpdiAtidAvi/zi3AlRu7zXHzmApCUMyYaIkVjpLb3f4xxoROhEk/CAmzFqrJNaOZGRkytut72JQS8QFDn5mSZkd+M9/2/8Li3DC/DlLE9PsIOIGLVbj5Xmjb9R2Ytot4XHXNqtNE5pLSth5GpLjQHSTmT0tXvwbA7bm6f84DE+Brysi8l9LOp5Wu+XDyY0ClbNhW9xITbXYb2rZG55t5CE0XiepZWzMJbUTbQetQz8NcFYWxvtnQiq2SaSC90w4U89AGwAIJvCUB1Lr5SAET2uBeMTyZBZOQwmRdoxk4f6QFgBLRtrSW6khQbYDtFbxN+Vhs67/95LI2oeSPoqlfSWBvZxLbR5afCGE4UBE8oAH1rzSolAzW1SxMxCU2+edb6rfM2RSvMXyQxLVCagKDmlpPKj5ZRMp2x6Qqcfxtm14uIznNxuiS3BBJrd68YyMu59ATWeZXRDLoi5yXS/ZS2Sr6UjDRE8n5jHvLDbkucpNJ95aiV/RFLsolkYHsiMmG0MCZt8+JaJSUfZHrImWXfi7HUVeu23QaxThOqoDFwn/dtZcy6NvrSZ1EL5Xr9pLFqb4lIkvSFcn7OyJlX8byQccwz4QbdioVfaeQFz4oHbp+PvlAcvCWIX8O+Coe+736dL3ZydCWvA+GfQWsL4WgktH1PeMUhKOOAcfvHtD8Y6C/rSFSGlo/ioDaeKJuVRzY/7FcqYsGjEyuTQfEEUrc5SbO62kIUweZ7Y0jcc6TgocPdBufVSl05Tvg1WtEUk03Rb9kbH0vQL369cRqO0JGaTD0DM5mODDVZLbNLJ0ciZNhNPbD+DcAPlNtT1dSYIWGxipn9MCh0TfNwU0zwyjgl52y0AOYMAtQveT+x7Vwvn7PcbNoahfxcmR9T+1Vsx98Kj7mBcA7D/qUa+iXGpQsN3CCZDTr7dZHduqT4xy3W8/AJBvYqL0LAG12Ac07wLOL9oLdeJ5B3T+r12r7Nx77WOakJT0aYSlu1pwPLE2NvOcwOg3wAihtOIjQXZgnqBfLsPrraVoMEggP40NUMsaHGED9/QrnbnoQw1Abe/PRKAemDQYAAw1WmZCBM1Ovg0eV2XGqjvgwYip8x0gw8XdYPmQBnq46kp1r6Yis3bD5JkqwE3ZfbA6dw8kqMfO+GKdcq7Are+Ky+KzWN7dF7HZ1s3jUrzXbyW+IiJTd6tdqN3Re7YM2Pb+o+n+vuctp5ej6bF5qL9THKaBeAOhqnDz7nwA+bCuTg34Y/wmwzNkFcBqG0LzQ4ZwBHvn4kyMP5lIyKlAdpMk6vSgg869SzbcFWDtG4xVzGqeLf7V+yzrAL2qc9cMULAbYgzbXqv7pAeGfjq6SZlo9zv3k/Ezoyr35jkXY/8NHgcfqwbkCwMQKDB6ar5/LRl9jwPkJUBQAnwZn0Phhjc9hCg6dgTaOcVicPgfkoGHlB4FtNIEINlXsPPRQGWxnL4GoAFhVwKDpz1BxjjtviaEZfMhQIw+jholq/ogdeo3EjZE4RhKxABktqsnLc255KX6laKlmDNeeIWzX+radCED52C4jUxrYSoDhhz8NcCqpmM2L0lRFi9ywGt6M7tVDx/qSSNm7tCZy/fplkRJ6Imtr50XyxzIR0XQcX6fpiCQTnToxRW/U3mGD4fatXaCon8oM91dON+d5+ro+ngZBNBveodF4Bhf6GmXiXoWzwOOPg41Y+P+ZBDqXQuChc4AmhLW/1IBqAX4UQ1o7YCTgVFE6mK4dtELX9EtvPc4NAF+DxG9JD7uW90mAOALjyvqE6eEzLjL8MhrU9qdcfw2Yg53dFMrf+Q2g/fcS9y7NNOSf2QS6/zfAcZMRXGPCONE2cY7Lla0V2Gfx0NEVBKeA/fw7kJam/81DYpaV5xKA94EJ0X96NgbyCDxrBExskQx1vwKoC9MgsAA71xMoTy8m8Ja1C1A6vyDLOh6Q1zan6oV7jPz3P5rCWiPQbppVr1AAWQSGTXjyV4GQAvzSZJJIoblSmhnF2PDnwAtngScnNBD9Yyic/tNm5BxX+O2wd5gjlqEYgM/HwK9Uv8QhVHsHCkDQlGZ+jEIg8IGlRANF1UwRs+AJGhfozbAoCQQUQDHa7oetPEd5URdnYuxk9HOp1sBCDnIWYOPF1N1mPe9SyApTDRpb9WH9siwHfA8UcxEm/BF6NQWKKeNlMlJdK658hgJA/Zk+4P0GlQiw7EO59wJwjQR21wD5kxQYRAArGlBoGH4BbK6pZ8AVyZAZjTqBggIIfG2fsvyo9WewM4Q35tOopIC55UOtEzlE8IkACNkAVuY0RCwAZ64Bz5wByoUEDFvyITbg9tYZoFgAfrR2y72ryAEj5v0vRUrTKCKOA3Z+AjmgxnaY5XgJE7n1oRulIBfgFAHGw0bJIABYAd9UxIMRiPcdYEtnwFoMU9kL4H0l11DU+xx+BCCfTYDsK0DxXg1sk0EZ3wI8p7f5A/WABn8hBpZG/f7UnxyCEkDHGP1wYDpdBIQ+4EHkhIh8G/jKtnbJkb0NMMxdlK64N12d+Q4E+UuAlhiGWQH8xoKGvXYGbCSWr7Mz59T62GBSMcweGu9Csn2N4XT8TyhgCWDySQ+UHwPRBd/uVPcYAOFT1ImSQuC9VX3oz8fO6ZDQh9C7AHzjJhClj4K8ICP7N0W0yxPaoLI26DcofyKrT86JyPWsK2KZ9lREbuYdkbKrRUQlXTF21aKLiJxLuyL52UpvoxdaIkVH90SSrC2STdGXUumOSDqtRPLW5PQYzr4UjG8s1YfhLFrJaHEO5MQzEsRqhVNeERFZEnF5K2s+JGuLSEf3xaQ5zU/hnspOK5GipS3OvuGXSvqS92sRxcgtLtjVKLV197Cfx+mWiFxO61vX6kuvuIOb5gur7pNFT4nI+bQrUpxtiRRtPWfzsolcFLmR4fbtylDE1WR5KE651D8JThFxWUyPpnL8+mURm3ZWOiIyjjPpOJyv5F2x6TVPkH31dadk0YOKAbkdz4JvwyJnIHbFP9pefK/oF0bWzVIl2DU7ay9Cabwlj6ATBNe4azRJtW7GVExHBHAaiv7CMVher50ch5MHtZ/qHIY5Bogg10ZpEt9TRIfTCL+UgOVmQqitIe/jELrHOYeaOFsAw2ff0riWwOG6V7w7ae7vLlmcS9r9UFBAlOn0+OdOEJrorpLBOdTL1ArUiGs7S/E9BnIHMtj22MPqrHwA0fhQHhMULl84Rsv8OpCpz6wxy/TLlOyOUUrUxeePv+Euk8G5gmhroiy0gqmuZNDWb4ot+oZERIRpetYJ0qzvXRGR3Dva0fBk6eHvGhk/QOncyFIOGIr88scMbvM6kGn3kCkgjYE2pHaRbx2rfbq3ZPQ20eFRq/TkIT8aajd99X4COtKyOUamxmLQ0NJV3pZ5AOYXjnzOOKv85PRnd77FkIixk6yJXLcGk94JBkrZuRs5L01e9BPQSBye1xCIYdXbaazvGyd/cJR2Osca+xrUtBe/TcOObu4iOSFT9MfVUWOv6Ikot2kA7kjN+vRWchgqD1hS7wZqx6TjaLPTB9jUQLkOsKpx/P46WCulUYxt1M8lEEy8i5ORB2A1UuubD5Hdwbv5EApzNPKRNIHV0wUM/DgBdpcB+QjAX2oI8wzgg2CLNHwa/FmV0jCFOtvHETjtWj6yMblk6xiX7HbTW2h/JqFcTzaAvHLBVVkOm1MCQz9JYGchh522aIbeSgJLHyqwGsVkdwN2+QiIyjLABG/eATD7D4sDM3nI4hbgE/K3O8fsomlQMPdu8DivIYo1+K1OijOyzWkon09BfyKtqyQF+E0ozgA8sZCDtEWjSBdh9VQJwkYM62UB8Oc1znXr06DPvwt4W3HHwV+XMIlBTQQxtD4TANMhsHRtBsK//xR43tuAJ7wCgon/KsHzLmqIZ5dhYGSvzQQoZ4ClVgwUAqWXpDCYKWHwTBIbeVObeV5erSKqthbuhPMPtT0YoIBpcrMvEn4TDb8MECQeqJ8LF6yxz58F1AwZPLpkqjaCpedmIJh+dwITV2Ygml4EvPMA+aeBL+marwO2Kr0fd4r3O9fwJfdycS7z6bXqjvUrod1TYC6tXwGKryuQbhjDd68B5AL8MiHwG2C7xUPJ8+D5gYbZ+Qvgq47Rf3rbVM6ovpWDZ3hUHeNZt8vjoz/0qs+gI6zwl6Ox7wtNFcSMytnaFWGgnwCWNeCBhneGGSjtA+8K7Tw/iIPIPtgCbRxSTh0JEoAP6OrwbExppVIFRYEGbb8IZRkB+kIGeQ6UJdhZqJ2VMSzX0kQUgM38FAHs7gDMW7909KrZutjYCnfHcVTzUhlA2ZjSY/dzlpmItzU10+gB80Zi8FzwQcCqlsvHwYlvZ6MRfmmcvGP4zwDPfazcrJzTuGL47giafd04VW+BZ7T6UQgkOfirGwmgM4A+CGw5/ldDvVvAIpk1L9xeqYFkMHkgl9qhJHEO3tejZch1Bn5umnELQgoNZ8BWpNvPqSH2d6E1kaT1i2LnjJYWYBs+LYDCtXvABCDRgnvkwulrAN86AUwCb1nbsNUPBxEweyaGPgGU6QCgF8GnwqeBnUJDEUeQ6y0gn4iAYAvKrAReDtcBzzTDcqMEBucE0xjbsKXBn8ewZ7yoDqM9qOxpE75OUNsfBMIHS/A211fgWicGeXIDvAv7wIeGQDvaBu+LQ2AQJADPJvDpMAHZLDRsdTXMJDlQEAGeYd2NvRglKZA3cflQ1ljG6Qdt9Xxsj83Gq9WFbQgiAfUcGcTv2oNJv6dRPJNCNLNnI/ep7LdSiB78HfeyXdEQPLkO6P0chs9vAIsfBd51JQMWJW7y02m72pWn6YjsSHaQs7a3wvj2vs3zIlavn3REsrxlPHJFLicdEclbItKmJ7KUdkTyM0qk6IqIpHMtkaKleyLpQkskayNSstgTydpKpCBf7xUyrAAAdu1JREFUbOK8vFYJGxcLEdlpJNIYo11qN+bh4bfk/6w6XLtYHX6lLyLXL4lIMXCmlDJXItKlJyLZL4kUp+iLkHZE8ilESpK5Js61Bk4RkZtytAy0KWvutka2jZsiYuWrE5HZkWpL+pXqY+WciFxMOiJyFhE5l0w7nBdF5GKN89KdcJo7WyLO6nJRRCQRcY35qkhjv/IRTuMG582xX+1OzlcvVr9cM/42g8f0Z0fHyXx61AhqknFEzlJAzFShgSID+B/BJu81E+F/BJvb0oSgewmwq35Wv3EZKqksXKh+fsTaYTca1gvD8mSwdfb5D50EraFxluUsQJYAsg1gfH8ToMzr85QYXgbnlvm5sbdUO0wM/6l0nrhfKhnzby9+fuNIWE1OP6KyfuhDbm0YRrIDbxGsxJcn1bfzGFfrmQaInb1jgokUYjJgZheqMNqHfRdwJhzLHUgVT5KC1yLOG61KArb3mDJl4GqdBBhuuPdPozLYi64BRR8YfFjTPT4YtWjUDOvwkC41nDbwfgR+RGQLYmQkAB40RYImh2KNQLq6a5zxSaHBh0gEGh4hBi6gIWcFLt8+1paVVH7T2L10zQwL08b5YAgssgIeW25f0QIrMMUeNhCZTQ0IqAMLdTxSgBjmIPw5H9CTia366FjTS4kVTkzjpWCZVpOxd8G4rBeOPZ8z14fgJea8hP2hB8TswkOJaBsKo5UMgX8M8B5dhRKi6ulBGbitkulkdhxGEOXHdn+cwfVHxEbzg1ogsrhMVSdgq7rhDTYDcEtD5YdUYusnBA2RcVO6DSw04nJEViQsT6sU1m6+cDxLb4r2zggYbJ7W8C4S+Bv/OeCD4nBMRAAfQ8N/Aa7q/wgND9Z98a1VEYxrz1sAvITMQvAhbtq11WyKHX0BM0e7rNWPRJsxfI91kF9TGv5uuAyDnodxC0JtAfw6GvBTaH2pAB6ONUyFmXvX2zQwEQP876rSqJRleJuFnFb6zxt2icqLftduLDouJEcGfbvJKK33H700tv/IXMpaXbv/6DqIFDFdkd+lJZJL0RP5TuszItIu+iLZz10UkXYhIpelK1J2TeyI2k/VeO2N0TEbDu2O3JNodkKTx9l3CZ0TsMqsAR7w74fLsDfwQcL/TcPWwAf+wSLwvc1nga86PpnxOHyR+fM+fdS3FV7itKca10fe8l//EIh+tXnfCekH9m9uSzOM/zvg2yzD8FE12gfLyB2l5k943JtjeEQWwesXuDgpVwA+/jXc0NYL7u7J6193h1Hjo6YcXqWHqBtoo2rdInTru/1ha9upiAwlx209Ms6lMWBn9rjSh5DCtCTg9c8D/ZtAayYCJTnw8SHQkRTeCgl0avnx4S/rw79WzUvrLAVpAegyggW2QJ64S7bWSiUx0noh+IY7e+Ws24L+85+cg5bkwGPngfdcnm0+mZgqWf0GeMtbwB4x7B/jcmF2jEYE8A4yXd35VuDYLSHAMeyNJR/41UVg6/Qa0Lf5N70UgXme+wCwtxLDR1XgNhoc8SYNkAy/CgG3QenhLMzyDmizF1cjsRpHofyPDkHzpVUny44rlh1Haov9kHDRD5xXeUQI7Jw78lFvpcGjpDDCKJswT3Mww/8PPM0KzJfrMEMLWjBv93fBTAwfw4OfwRsdRyNk+fmhCiJ2+oGvQbeAkAiUd3TAi/3NpwA7F369/j2HkXk4AYWJHxZXP+6OviviH8IkN7Xdnf4O/r+Oe4nc/t6qf1YhEBZ8ICAGb+LoUFa5nQrWAT5qP4fbRBTj7DI5OPPOCtidRaYcIaBmUkA2Rt4d2I1s8zDN35jQ0577hGbLtGQnB9qmE93Rp8YwlIY3ytzHmUpxDscmjEWC06Qbm4oG2ANhO6retQsuEkuj8V8wdenZorVspEFHLwKZ3HFgUgCJEStzaDq6edsAnwLHeM2B3Vk0lQC8XEW8Nlu/zKK6YovginQGYMvinGpoXQ3FWG/jI8joxDc9YPhECKy2gJ3nOsBSvZyaJlZp3VGAen9n4WJJghlStJ6pSmeY0x+aIlg9GBmERWTqL3JFio/GiYlIKM+7nS5xGUCGch2zABiqWWDragZ/qTSICjWsngWGXopThB94dUPrLAAz2upDLonIpbxnVDBdq6TIJhd7R/F1O1L2RKj3CEGn3knUs4e5vdS1O4tys8/cRP5SIjtFIW4rEpM9kext50XE6t+6IvnLJoWI21c+79qhKkwGgffF42o0htZkCNn1vwAxGdOuXgCCJG4GwXWz1LQLWgQRbNRLdmp+3QM2/k7XW9IyyN8dAWpmZMXNY9h5i/oZYPDeyN55BL0VpWHm7UArnAEeP4PdZFTszWnQBJDNT0AJ83DpVASZarki1kEnSJiEwmxkITBBAEEpbEcast2ceTIYtCnIOrD9t63Kpf1QMm5j0TwAU1A+kQBMFwC+1nQebEHr/G8Dp09riEihdQ3gDBraVxNbnXQuaQBtYohChgcCIaR+yxShWZ+Zrb/INoUXan0kUNuas+BbGSytNrk/l0B4DthiBkie1xhnk60whEJrjY2ceg3s1q/B4FmQ7uMRtNaeN5ujoHU5AULVjGswh75yqvogoNKXjoTJtY8n2B05pXnJAlCUoDyF25JShICnV8E2dgnw3CqQzwBfTZQtrTFmR6SwFc0Dpz/UgclpYPC9kf1HxQpX7PikbfbtjtkGmxStV982i1eK2ydFkiKGbw6N+gZXJNpYc0YYhdB+9mUgmp0Gz2xfSRfAdN0nzZQ+CZgs844eWRqccefBnexxwj6wmwNFDJieNjwLyA6gbFWLxd2sznrflG/FsgLMkELHEBQlOJNRCd6ox1fo5Sf3nSoRtyjJ1hnw/l0G5C8CfDHF4spjsNW5mwPReXCOCmFVOrvLXQNxBhAaTVlCNVPqBs5Jt3augF2Tj/Y9L7qJho1HYpjK/ghI5zTMBAvgn3kV2MuBbhtgPQWuFliGxP9WCpRngVYA8O0ZoDT6YUZbwZTGH7FgtrK3FXoSpxUztXYkpaddbeClGmU27/gr4PFZ4K9mgP10ETidAfpUDPtbi8BpAT70YgZszMfWczuYTYA/ngNuXQDbCqWxYOlkRLLyG9FC7uD6OTDdKQQCM81GUHEEEWhOA/7vg8dngLgDhNkyeHwSIIiA6O0a+MIKyOBlUFeLBE69mGNbYW8NKP/7w3VIkdFirW0+9t7jwfJEEIAfKuxMNvmc5/ZJxQ/6lfwfVw/8TPMjYIZzLLoaUo9oKNIF4EyWQZSG0NbfOErXNUXGfrSRHonQPPe4H0IrfQl4PAyhpXwgjxyw4N2Aggh+IQjsJKP8OILwqfrTTuy3Hcn0nuTzYOKvMbhyAOcQQGI5ob6llYINejE5D6zkYIIdPBYE0F71gG9GMUz6s+B9QgHfimLoPOcDwz1g9nkfvIAYnggDCN6twPS8ENwaPUr5mfR218SRSDhgwxzn6+RFETFqvWHFH1oy5i5xbFppXrVWs22XRCTNRNzWr0TERKMozrZEpJV0RYqyJVJ29OI4zuw09AzOy//vW0faN2VHip6InOqP4rx6afS2q9VReeiraHzhtoiYt8p5ETmf9kTM5qcXk/yI/gngPx0cLXi0KWIYlAng58DtXWA4lwGDWu7NN9yRuhQffIs0+TUfbL7XjUVgMYzBsJbxo4eOo1Q9fHk1AY4LwROta9j2NmBIAVwQYI8cuNAHuKSB0y8A8llghxTYWgaGzwLSiaEMvARoFKEHLth3R7sfd08dxBn3Bfn5049HcJzm29+MgRUFFJwCdKAh47Q7HOgEhv5p4CUBMpWBRDlW+bjPBhSfA9jRKbC7Dtx8WQPFevWdCxHQPohk0rGcIXMjdqoxssGyWYSc0LVguh6B8HyCSeeyRwTEgYYUDfucBhI/hm21CCYUo+F7wwL4IQlIVGCngoFxxdk9gPP4+FU1KSaAi8Swk7ahxEuglU9BOf0ckKoFyOIpEPwELpvMhKewQTZSYqclS5WGIaeAlfekTnB//gdAziIQyKEtq5Vd2f8uPRpoMo2zY4VAUWjgm4A1siXMQetLgGm0SQ1khMAplcJlPeNedZk5KHgnoFmAnPeD6BDIgtMgTOoDOFvmI7cngd+bPRpnL3Uefr4ZqUuuUIVeSqGzgMvge1oBy0RwPW1DOQ9NdzJ+TwP5rK+hQwzMt6FkUsP1FyLTViM47ZfmbdQhOcE+lAgzdYysX9rhMhST2vXct5c1LJteLZFLcpAAMpvmsLMMFNMkxl8Wzhy2P87ZmUei8R9JW1XptPvJQS7swu282sY8CQxLXGKLcLO+YgKjbXnAOqXZwjPa7iuAUTq0F6Fov8gRtNV0QQ8Pc7+MYCyy2NiikQDEjRbzRm5sbGxTjbhGADyT1ccx5PnsUTibX5shB6EfQRzsglit3RbgV59Lx/JRGET/8WPxyOsaZ8VIV2riHJADS//K3AbKDNKjSaVGo5iBaUGbz6OyQ0VNjUoCIzWcgrefaGiE2E4abx+xDo7obTgNos9E1bVjVn8ANr8XwIMLfwh+vAc8cut58PXngDRMbIQsX0sEz8gFwN8BtESwwBUwyULSBrxoHdJmV94FkKZpzMQtLGvtZHbHyMQagC8/B1wJYwg/EgDPfzWGBTQMzzwJePtA8Z+Bd5GCt7IP7InGxlnJ0DAV7AGpaNuRTP3mQWoqdnReCs1fmRw+efzGoGGHU0BMaNPjGXfhAMAj1bD7gwDCLwPeF7aBjy6G0Pk/Pwnq2gXgo2cDYHYG+Oz3AhAyjdreD6FkB9p+AXyEGHxdjvDJazd2RPKedEugLXLz4AZ6Ryle0BtJ3qCV2GQN5jAxGRk6IiX0RTJ6Nt2BQF8kDbruZeZWtSQuKUJrSSRfTPsi6WRbpJhJR/jkqzdykbwvXQE6x/qtpUBfJFciIronImlbxG4nSqqkEiZZg0ZspNHC5KOoMja4l/VsCg1JTCqKlgsWldERKZU+gk/OIXSM5XHULgH6CfD2F8CO0dkZICQGpeeBWAHtNuARArMe4JM4W/q0caTygMgsQr7rkAEhKFniQH0WfXECS957Lf6fY1TWb24EokhEGuEYrLtpaVqlIybchQn6Z4IumDwOujVWn252s1Ps6kNH1mS/2gOwcfgNqg5PZyxLgGXXx7laVQLMzwLtHEAvAMkkoJY0MD95cByVPblkTQlFHUL2QH32pOyZ3ntRxLlCdkVGvCRfqWu3P3o+Up+H00g8kpH6LMhApdWq1jo6h204Nm2Ne5YYBdpXYWRXU1afx0e9uaJ20jxr4nyEd2Nj3RioydxRL+kMq8PxL2ZwSGDvpPqnYQOxSg3cV81LN4AqbPJhOMOHfXaCgUTOTjObcBRl4cjHGxDD+ny8CDXZAaCrH4r6PAFXunmwGrkmzsCkJDM/bQOdI7/D5J4bDfnYlZPFwUgBWDlJB8hgFKffrIs7TJ2tH8b2Y8bFUMMI5GTsnMPOW9snDkfRxNmyzZ2e5MGpdVvShpn3d8AOocZr6yBapuzGiJMB1hg8/rlxV4MDOBGNui5XjYWp+ubhJAPNHqyTxAxhG5YR2LVVuQGOJ9dgx4npEjE4NfA/rSBbA8PYR+pLB9bNGWYRllTDreJQ2icxVTmVUljXiy/FFmJc5rAOMUNb1fuwjWiGlTmTPZiO1Uj9bdhbOdCRjlzf70QXiFmIAbUN8Ahgon+pzyGG5WQipYBtiPiApsBfoSDfhhWmNSUzE6nAPmzVtbxuShOsgO0oHX0A57B5cm2fx+OjYA50WzOZAvwpvs0Urz4HeI+jKD+tgb/cBtTXASZX8HnrNqD+FLS8NwFQCy+7DWwpEvObACQUkEHEEPaNd9UoTjPIUxV0JhPkljqaWb7AHLS2gbgLqIkUjP0u+4AGzK6dr4Ot6lYGqDMAHwBb9fDYe2FyBfsqLmpgagMYfA4yZmJysg0kGW93Y4Zb5ubMscN+R7cS3dJfB2an44IJtQ2kH9AQTq4AExtA/AjYqo4/B/BP8WEyRqM+h4fp/14G+H8KFJMr2Fbhn8KyKU3rczDChxRglLoiF+W6pNnRvFtKt+yJZP3zIuV0KCKbX+mIlB/8hIh0yl4p52VNJO/ncrvsSk9kR27IK+a8I12RVG7KrRJ6Zf+cXJe1rF/2CunIVbmYSC47WU8uSbclO3I9lXIkTv4eVbqhEICbx0z2praXNKjtDOh8MgT++t8BX3srin8CMJE8i6+eAWj/zQrRRJLjq0WAaZ3x/X1A6d8EosmEuMXngI/NarB9/xvm1tH6TMGFO7gkIjtWB39ofXal7Fl5xwhZSZV/z2Qe20nOi00Kl3q9kVR9qd8VKXiPXE/bZ3oixW//M5GyW/ZFshcvipS9XEQ60hXJZUdulF0Z2X+UXnY4TXMfh1Mk75eiacvVHGQo0JFLqbWL90Qy3XEZ65KxlIJWxGvJdd0teyIFLRHRft/KQ7Y0n+yKFI+/R0QujrZ763RuViBJ7C9H6xn0+jOUfQ0k60AxhBC9AuyZyS3TsGwMCgmI3ga3QCVAbNjHSAF7RqNUMBpt4SsAL6XAYwc1HsFyfTx1jN576cMrCfuIhqSbQ6EERPczsj1gqFfArC+7Qw1I9HbN8rY9j4QVYKgSQfQGmCV6yAqwYRak1GEHxmvMJ9+p7rkTxeQtYkTPA9sTaPZbGsg6JYjWGuJeBoX3fijV92NYmZiFovWjFHQvtV9PYmB7HyiMjmQb2CfGOU1IPI6zZYPHAMenlTG5OLJJoFQaSKfJrEZwZRbYVf0YIQlg/cEN2POIEP3hddiefAAGJKFVKg+R75BuMw37SjSsPJiRuy4SsbU/5m9TAurUOkcmix+hSYtobwKQeB54ZhoY6kRBNkVOqRBIZhV8dQYoSSBYCUHlLbDT314LYKX7XfxtjxjRnw1gu3ULRPc3YFsVI+tRhyGoAaih5o6csodlHqbBef1FQKgQWAmrIugESOdJLSLmgQ0fIEXFplYjHQGpKY0G0snAtdXKqdFxFOgC0/Dh8vEYSYHEgKtDUls2cKICE5siAJZPmwTExEybo7TxyzdmMRkMEvOuogW04xDYmqAEHY32z4kVmOLUOvL+XU4i6Lg9W76t1Ba81Rx6pn7ngWACUloQGT+lvFEk6sOWPczJfSA3ssU0ICSjONUnpgH1LKgX9bHMPBGomGmbSKnhGe3DPCoxRVjVvIU8AExyrjhx327a00x9T9a/zgEoTWYKWrZgZN3MzZnulL28c2z+BkNmtbooMpKZIRMxxvdXTdIGEzy1KyJyWWTYCOtp9CFlW+SWVbB0RNZEi+SSt0U6gsiOpJ0xPiQHdhlqVNze5fiMA8BBmTYEt8cmqgX5xJ67fDa6utXQNASQoBJmYY4WtGEaQtrwVtNbRvXes5g5SfOqpvWivhPQw8irixCMXTLuUzAqTkbgWjwGOwnn85AS2OxoamReUrIOEqkMCJ5na27leESNiesYgepwT5MI4B2HXqq9WqpNNKP16YENDBKTlzBxkun+J6FGfW/V4KjANWCNr++yrBLrIxqpP9McRw0D2wNAMy1sgzLgmACITarjZhzw5B1f3wM9BbCDxzSzK8e+1jj5L8DINN+gsPrnGEPU4dN0OP5DY57ZFGsZKHtWMmrLj0mNTMG368NXxs7NrX0R6y9kZreLDoudza7LmJ42dMZP9be0NcBRMcjvSI3u1egd0di5uVVXl9pjVdkcgo2S5ZJLPi9iJQcRGQ+hfe+oUes3ZKw+J2JQXwxAaCewfc+DpjaoUevTMNrBv7sakLefBRPaOWX78BH8RtCoHQFgPkLZrRVRK7nXeI6igxPGqW3oXgGi3aPjxtxzOqhfUn8SE/2ZBjbuZNa+hzQiv4tZpjeE2QtQxEdvO7vnNGpHgH12YqBTwHA00+EbS+PjKKcgBP42dhv/3xzUTGe4PV16uw9OtTJg8LZi8wPZGwTqIA2a9TmNB/9pLwTIyzvs1r7HdEC/9EetFGIJ31zNfsCOIEyCcI2JOzoF3VMa5V6KFloAIhbvvMn0XtLhfpUD2vqOziH3lBo4r+Rg436s3yEM5L2nBs7keypgkALGPfzN2u61oKKYgR9rNTqpmfo10+GD+kRTUgzGlmMUUVfA7SCP9E8K6wA1cHrq/aE9PNJ/pUFu26z4JrvCR8GxsJIAW+vA5h1esvJj4HzK+5+37Xaz19Lk5RBgSdBIlC83Ly2zEgFDH+CKpmHzgEEMg0/Eoy8bcgQ1cM7VAyd6DTgLllLQZ0kos2xEgZOjMwiLIbwkH11pWtYHensD1lkHliKgfB4Qf1wlZUq1cRcWnZwkREhIKfLRSTcWciTfRvNiievIKwD5cppDTAFDvQlc/7yGfVsUU63LDEM8QD7UxLk5kpT9tdJ3gO1ipWSn3fohPPKgTihKCsoiJbFOXCtg7SgZSYFACXugYYUL1uUBKm+GvT0Avxw2cf7stDs72rzlaKelPIjlmZQsTwE7rs4lsF/+I2Rr78uaqKDyTMp/IcdYZP8JQJqfSymZEAx+0RSwMqb7ycp2ggyLET+BB+4EbuQFgKx6fxCjJjIoe99jgevp5GxVbUBJ/yywVqTAN79ufYg6Grjc96coequZJiXOKKEEPWJiC0zhSxZHxlE63oePobA+9BRQxC8B/s+G7VGuVX8ang9a8JgigkdirGnS/ydBAMnMZMLl4nEo2iJIW8qsfjgmRUcmVEUD5x++Bsaj1gzjswjo9xJDK4LJydYMakm/GxgQoBZBM7ULEF55FCZ2Ph8ThMCA0EuZ9NQL5Dm5ZhpjnHcObKuZSYU8Gof8NSzofsBkpVatpPx1L/ZptQoP5vuriflRCCvHu8lhqv1V/fwGBKEAEwqWSWbYAT8xefxWyQuGn3jXCkwEiUd+5o+9kf0IJ/AGcuS9U3YhNt3+1Kiz0QtgXfPsap/hXMlbGgrmaXQcDYoQDzzK2Fh8HggoVm58QhP4KahzWyP7O066RQpwyn+RCOigKYpKi/0ugCB2d9rMFIbLmQfH4ET1y9IjTWoeJXBhZBz5ryXnVlwfbgUa/7tsORNiR2P9bUwHTuZYZiEgcxAnsLv2hfzAmEhNmlfLYagscoCbdPvEOBOwHbp42Q80fdIEyV48Y12XVA6kwVDjpX9f4EMt/j029IBKQiBVBDr7roaqo3sJjAayriIlN3C+hmmpphIS7wUNfANyygQmNhTwp4BQJHBt6MHw3Tc0wHWA2QgycjgXCWQiCSWUMRuwDiI5tEU0cDo9gPM1UYyyS82UqA28lRmWifICUIsk0GWOpB0rlIREzF77jQCsWNNJmEufyfBLD/jMk6c26Gj2YC/+tgbwtU2muXwqMpztT8CHJOZPe8k0m8D+A8m3sTnepzUA66BN+JJvhE1uf3/1dGo9+0nwCJYeC7X6/Or7wmZdxIsdCMr8wo+L0yj/32s3tM+jlmysrl2wA2EF+r+bejCP0kzAvB19GwBdPXwShU9MzJPgs6EgdtOANhWRF8E8kgS6aUf4wqR64cfQ+JctYwJORcp+0Raz59rGLJ5rV55LSiRtid3oIVk7bYnobi6SUrZtPMYMk7Gy6MtFkfNyrVUoydUrE0178e4eT/84VfslYzt/GJT2AkaMXlemoc0ckE7RdKgNgnAS5ufbMK1UAImxG1cqVw0Bpd8Cn2g/btSn5sBu+B+TXhQ5dLNB+QkRu71G+tX++KIj4rYIzfdEBiKlyEWRq5K1ZVXKlpCP4jxyn8Rh1D/+8qEBqEWO2gl/6OuKjmyKXJSl/MevzyP3UN1dGoiIvNq0c3VEXgMncq9oAjB8yk8FvZlwajjSW+7NhDOB2rseK2YZZ5qogfM1ds6T84AnpXTsPGsc/5j1uaPU3Vc7Rsdca+As4E1kgBujQ/Wfd6Yfi1e9Ax2rO23gNFEMTkZ3vdH3AEQpg8dJIwnA/vg+6OMcaMepe0xupB+HfqCURwkS8+cffLv5bZknlVrglvrXI/6f8Wt4rRe9HjOarcyrPwwYKKVA4N/BmN6ml76GV8Z3ER4YQTRuuN4Y0lBtAh+9940iH0hQLGmjgqidcs1YeNOsR72vlDAhZ2OCaUInF68RwanW6TeNkciLP2Gir0dwgwG0v8VXUXOyh/fopnzkx8d5wshcr4li+9eH6Qjw7Kw+Hj/kxKT0HWM3/Nh0aAW8WfpnmQC8YPT8B0zAkr5ZcILll3xu0XRYtfQmwqkinj6KaYreLDi92Ab3nuYBrFdnSAhTEKMS9bpZeO8qDd4s9Xknuo/z7tJ9nHeX7uO8u3Qf592l+zjvLt3HeXfpPs67S/dx3l26j/Pu0n2cd5fu47y7dB/n3aX7OO8u3cd5d+k+zrtL93HeXbqP8+7SfZx3l+7jvLt0H+fdpfs47y7dx3l36T7Ou0v3cd5d+qnE+QbGhboTjeB8E7r5O/qpbPc3MY3gfD1c++4S/VTW55uYRnC+iX3Dfirr801M93HeXRrB+XrsLrlLNILzzbutp8Jp4tje/T1ad4sMzlX9tyG8ln3695oMziR5DY8cGdPn9SSDU6enYUNOxICmb0jwUts/tz34mqfCEzzx1de0n+pukQcgrykGXOvM64TlODL7ULq/dYD13Js8cK+h2GbHurfkAZTR48Cv5b3GBHrMFDX1OmM6jEz/jGcFIPnOIXccDEb+Rqy19psCJLfrmtpRH3SHpw4880asBhanzX7dBhMiJzsyJcoK8cLrjuoQEhEppHi8I5duSCFiUhcktNyGfhML4fqaPYX60r0jG09AeynVMA5Hy2HuWPn6vaq4w8mgEJVR7evOgLZk9gb1DrZhqB+nuvpG7P0zOPf1s8BMc7qvBktACkW1WHY6b0gUB8/8k8TA4QqmBXOhyh2pX3dMh5GpzxeYAR40GZMAgnqKMhFLX0swtteDPAC1wYMAS0+4nxsV+18C3AzvKaqDZMc7k0BQrzSF2ZAeA4EL/2YpvnfgGmSQzSctYKIGc4oSkBQIiEcWz/ANCbBrcHZhGZSudmy/88CNFbjI5cK7p3TIfsMwg+F7XjoF8mgKinbO9uRbal5q994zTIftN/wqwGbkTh+5rKFojKyv777eqA6hQ9aWmJH+6J32ATI3ge78N62TdVCTleku0RG8ZDp2/qD+Q3eY3cWvn5wO03uvgHolcz9GAHzhOXeeHuQ/Mzho1Lm7ytQmzqGdGzX8RdT4/X0wWX+1dSutLw0igHfAkPUYGIYALwHJbgpIALYXDeO7hbOoc6Q3VsmEELy6I08GYXXt3+QZbH25BPwEuHp6DwbbPQ1PZBlsf6MA+DIQ722AZRoPNIi+M9AGM5rRlqIv0hW5KrfF5cspRER019111eXoFBHStkg6GYqUrXZXJJltieRteiIkayLJtBLJ2/RFSDsiN0xK+rQnJn+YPTSRzFZFXDb1c2Ns8o2R/DLZWSj+TI2tk6aH9tP6vJ4+9eZ3IJz8+xrlBwsAPwRfpoAlNQNEC4BMJcDmCzCYEhh+ME1h7SMFDL00haXTezDkRQ3J9gbsyVmAzRjTkfZ5eKTdbyx9x02TuU3YDC4V7qH0Sx4QzD8J/GIYQ/TVAJh+KIVf9oBo7jz4wUPAkjcDFNMaNpIM9k3rX84wyRgKXyfwBDn8YEpAvDSFjSKHW8FoXuCgFjlmTFJGU4kaqLtu3sg8P5mEoBa1G90tJcBvRsD6FeDtCz5474+AX06A8H3vBY9zGqJ8EVre8wnEYQa2mdIEQmY0JZcz+FpcQCCnkibOhJKA2S6jqoQEQFfr0UxjaUpMahISm4BrK63KFQJkCigTUlj3QyB5EtSEPwfqq31gJgAe/cMA/Lc9lMJSawaC8N3gec9riPNPgT9xMC6HH/9aCrR1tTiuPqFhsDLjzptFMGAghrNRAoEHFAWA1rhApsQ0U6wxHQCe8oGIHK4B8KlIw0QC8BtxgpoMYohmLwCzB6P+tDRoWF+KwGQSTQDyrIL3tjir7tYaGJlnFCiTijTALWsGN4CHdnGetgBEAPy0mp0DP4TBoqmDHFpLAAknissxDQ3d/cbqu6srUZDhMgWaGjN9okJyrQAFEUQXMsgygB7YMpRxGMC6VxVk2ZYfpBviGqSID67vXiXIm1CsXJyJYLeep/YaN6d1frozrGDjRucCpGEAdjXtg/mmb+Jjh0DQZLeVAQPobGTtSa+JKWgT5xy7LgJpW32D64OHfSBspfCWcLw8GADrEKZD4IWPArmfgXA2tlkzIzyQvIwhJYVCoaFkHacpJAGSHBSs2IbIIKaMCRrrYhPnvg0gnkJQzsLiNiCRXgDSam1r/7OV6onvhhqGL22Dt/G5FNAr4H+sAD6JhuKpDMumfDpcB1IbPR1gAB5RCPhWWwwEW9go56YIKCCXEZxd9TxgGWXqwsT1LcsQfOlXq9PTD+9BoLugyDJ4uK2B1fUE4odzeJAI/GgP2BUHjq9HIeRXPODrrECuN0ByHcMrAKFC45kO7+cAZ+MmznDMIKdNebL8yJy2UQz4k2i4vAmEUyW0vASIXiiA9hBarY0E4nfl8OCTG+B9awj8nN4Atf7hFD4cXAF/oQR+GK5Dme4BSaSBZBckKw5bj/aXAaYIacZUa+RIrKmr56GVnQZOP55BJ53FFqrLFZhaAPhmksJsXEDg9zQq+1AGZftxQC9mED34O8DKVgKfG2qQJzeAK8MI8gsp8Oi2HolMSl9EtEvCdzuXsi/y2NqayI5Jp2qisb526onI7ZsiZZeeiE7bIvkMIrKatkWy00qkbCVdkWSuJZK3dU+EhY5I2mmJlC09fTCCKlWywIGUfRG1dl4kEy020fhdoLQjImUoInLrVREpPiEiknRFsqwlUnboiSRpWySbUSJy8RCcJXRFSiqcpG2R3CZMP4DzhoiLOHvRlE3E1N/RAWqPo0F9uLkmUp42AEfy2JIDZU+AfSKYQGk7mny8SuIJo8YjBYysmw2p6PvgpKYYTpYMu5mJ5dQcqMs2z7YHtcXy++adGvJarIxDKrmjncFgROJMqQKFLVe4DNit0bsMDTVYJrERjNSM1wQOqjYtcK++DXkkclcze38MjwaBVemUvVxD3njVpoph+IQPKAUMFcDSZ4FBkIDjkCLYUYfXZwZYTdA82Loyc21duvF85Zm7X0llHDzlzwL/IsU2X4ZV1WtI8aEAbatwjxBELwPrAw0DFQDPPwRsEAP/1kxvSV07y+BWxaiBBOx6Y/hLwy/Z1ABGmZgAfNcUTsDkbMJaET8Gm9q8T5K6pbR9f1Z/xF0C+Xzmzoe/HQCbgYahl7gbBr+1DCxdBQbeCnCOA+TVLyX3zA8rsM4Ue+O6Dw8i+Ou4HjYWXwClB7alGkt4AzfgeK2VAVDI08ADCtj+sgbRHwTWRcPgrA+UuQZTn6pt+aVVpQLIhi+DSh26Hyj1M2ATGzGsimOlqBLoSAJK9oCPGstSBvRLoHM1AbU563BfvJFY/KbzbYMbcGldmqTmH889EMLOExEI+yN8SIsO1m7QoJ00rmtpuTIvKR8I6z4VG4tNgJOPZgHv1JrDzfTMQd3U4QqHvD7MEnuXxanSALYIgE86pjo0Rd3wUvsSlZi/HjBsslGeK4O7EYDIKQF0nUZLCqBzS4OSHHj4RWBNMih6JdCWrwOfCkaquqg+0StNHhAAcaZ49cNWkkKiMhiqADsjZmTUDNQ0ON56HkZiz0/DSKaiGVuAcjbACW//bQwElECsUgiIYOf396Ds3spcT+uXzq5NMg+m/KH5IcMLT58GnkO7MLeftxNDRQvVkUlpMU4uL0xayXHmb+w+1lAtaYCw7p9RoKEtKaCVmZcKbSXHwtV3zjWyMvZieJDcdawVo45Lgby/CORsQZuhhpRlmGHfzXJ1Ecx5Tg5TNunKLET2cB6crJ2Czfvu6Sozu5Vzbf8c1klbJlvAoP8UIVqBzEYxNHyCPyhPAejnE5sBx48BlZnvCXgJMcyxDVMMsI0Xm5WGUVEHcJY0DdVAMx/7WH23necpfGCGAZS/UADRc1R9MAWuy6vurfK4eZMHPKJ9Nkw9fJZlaOsBkAowQ2qFaS8ltllnXNVnMMUQvMQYTwubjx7NHgii8RIzl0yaBvEAWuQBULIBxCzANNNMGoxxhJtwerIAs3tGOlHJMOBCys7kpq93VF9Be/ELsMU1kMUHY6Ad2aqWQOKtuupT5+OTGqk0By9hHubI3Liqq9pLqvU9mwU66kkAQvDriTGpGyiGEW3ZIBrETQ5nf/lmyNATj/Jfh6sxz0eb/yV78Y5QDqLVmA02Cg2fI7EJfdQCGcZmqTaIbLoUU5qUZbuUq7TqLCsxENjBNg8tOztGFdJKHzLBPNB2mcmAg/pg8zDDTVJ+sFr1yK/5OwGDbBjBf2d4u8dYlpgoYyvdFdAPBil/xTrYgWjsgttVPFWrtQqqCUY0oIcOhdOCfQzUpgZ8fdL4tCGMjJ38Ib2p+ZfBTsCOQsFquBkxfFQ8hkvh4Cn+w+QgAH4d4J1kbLYHgV3fpWVeNgvU6cr8lT1Q6dApYJQmwjrgeCvg/aJIQluk0IGIwFT/vKa18Gu/lzDX/qZuon04a4+US5tBHR9WspyCnYdeUct8FHXNZL8zLV36AOr6zEiqSG8z7MHWANuFmq8Ktsq4Tp+iP9sGeEizCxeR/xe/ssZtOsI+6ts/f/Fr/HwnX3f929JRhhuDPYtBrgTERQiuQfam2cC27jNoY1nBJKb5/HYIQbNy9uEv1dBPSuoOge1Q4+4EAj/PZyhjmGFNpNBABFOsvmC+oabP9FMe+t1/cQpvVk0nh5vezI8uuxQwfFYBL5pqQkNMBPmSmYw3oBrgMTSDb5tyYwtIxZ5n7le3Ioq8olHyeIwSKTV/75wO2X329zahU96Y4S0iBQGBec8siLj1PY15gYNsV9wGZolhw+rnk/EyTjMHSk/Bj+bRyO/yDlhOzKUQfqV56ygZ3JlJuQdjxkq5JQt0RRJTasuHaAC+NfamD+dAYLihigbGSzQgUdqKvaG9NG8ukGMuzYPJkJQozT48DV6t6GfkWSBqsKNGbo2gZBcsHzJsjXcs03ITAO0S04ZDDdoy4i25ZX6OYI89kFhi2GYZdimAyIjXKZOmtyS3NLOgCLBd+X8yZVOA0QAmXmw7fEuPDbLI+K21jbfamogUfemKXJSbI2qKy5JJfho61qVtzeTB6RYdkR1JRcpe2RVZK1siO6JFpJt3RK5LS6SQJRHpZt1KaXJdxBn7NuvDhj6ka2x+ZU/kttwUuWrtcQOlgMxq2hesFNEgn4A8ta00b36LgdYi7Npg/ADqZYBFDbQXAc5CQU8DUxns8VkQPdSwTQZDLRrWyWCfl4AViWGPjCn0NRTIU0zCC81JYGl6EGp7/A6DSOKhrm8w967JFyCCv9QWrONtF8AWpGFzXADL/qlF+CF9KJMwgVTtAcwkgNoDoQtoNiBjFySRmGS93IBBJcedda/V9t0HPUAUQdR7O7YjT5dW2zBTPwaMdPMYHGeXVOeLAFMpwMsArRQch6yBdg7wCpRMp2AliY9bPa0SgXiOljEgwduibARlFE7gx/H3F8DU622GgB5zfIjqRSYCW7GN2dTD13ixWgBqTziYAmVtXAnYrA5tIDHlmLF2Qw2aRxP71AqsbEaAqnrF9CK0TK3PWd3IojaXtqFgCKkGyCuXKA6hsHkSuE8fXMV8jWfHyZQpX6UHy/Fov+xuNB4I1PJZvDEuMEwkov4v6ikGD6qAwlt6FJ77zoMPsXn2io+8Q0cxL1VuOpVh7wDpMZQzI1fdpaY9bmvcRbWhnZfTL4DSLMCMVU0B3Ko/BiHy0T3g4keh/MHmJrz4iHqInUtLHuXqqtJsZk13LRjoSmysKB1HAVV+BB94mnUnv+jmLRsAlHXS0qnG05a7V7STqgcCxlweWP3eM9qIDQHpIypgGA5CzXOvhOvkzy95sDSnQnbi7S8ggfhPsZo9v2d7f1VNUUPvfVHWcslP/ypdkatyXSSXole2RG6I5K1Nd1vR3xGRgZQ9KSbpily+KiJ5X8Qm1QMlkkHXnGdYe2tXEqCfAx3BaUR6Jh9cCliNSAKIuUv9LkoyoKn3DsEn54+h6ksePAIp5PP16FxagJ3+5ifBe7ukEM3ipszzksOmfAMme5LCefkWnQQFxfROyqxTnYSmrtrazlZO28FIZw2R38FxR3V9XpJXi352GroiF+W6qbNisS9rIpvXc3dbRktM8UW69SrYF7vw2vNedb5Tny+t/bZIBn0pTT7Dfl+k9OmIaLCtcAOUFK6qjQpw0fqli1yVSyJFP3/c4rwpkotIcaYrayLXb1Y4U4ezb3HeHMO5Y5dodz6ocV6XqoucFzFfsGt+Y6E/JyKSnd4UKaEjkq6qvJqXbEsT9wVYcApk68WyVa+FKZjZw3XzY7YnzICVLxrijF83slHpxKaRARWBnXonf+kUqI5k8NDj5dicCO2zzTOJW9qsj1k1oVyWl6GVStdBnQLX76Kxt/mj85ClZOyuHJzcnY5d0u5SA2fmjJjaCNBMaID3742+1ycEHiIF5g03WhlbpivcTqlV+bQm1aVD5Z+DlIBTPVUP6fqyByYJLagVgPaDjavVLYdsoUwA4zPU0GwH9a3bI+MacMxEBcZSWAMbheUvKV8zBzkozTyssw/7mxPYVmk4AwVV14WD6WDyGnJa/xrbuybBdZG55iWcQneF3N2V2GKa9cTBHkJReaQYkQGhQMyCVNZ+Vs3SDxQgKgCWGmJUGVeHjRXR8AwaMP3KKFtSgH1nTImbdq4NmGXfiD+N6j11sBtDqWOAjn6i/m0X15jrPGWb2nSdgVoAUT7WVGdlPnHnI1TAIcngUjhkComqeQlE82QN2a0LQ0RD8OWqQBVDEzXtXIaf2GZlRMg1tak8qioYc4xYCqnuM5AbskBSXbI4/Q7A9DnlOxOlKaWUsNciBr9+vqnC0eaP4cTdjw2jagZOP5OAM0dsqsSaFEXv4mpdedhal0d/A1hVutEgVpUhovFLAmui1GZIAV42CeCZ+t0HNrwM93lr59oCermuKm0GOP+FGMNEmPo9L4krwgoXbD2Vjdq0l4D99I9Ga1NZPtk3MjmEsEEOm6+o0D66EgIovQDs9IFE3m2ejezehJodNYtxLteA6c9ouEbgwAXMjFqwzBMeB62LjN0lOL33s9r0sggSCog/Ak6wmQegr7HWMaraBHiv+1hsuod5LIGGnatf0mR+xTTWrRyK/jCtjFnTwHMkVf1WclVtj5u/YBAloCld9/RRCW66WQZWjH6nHC1+aLOKzYIbfrG9FDEBaGVfx46xx4kGL6gqzVpFb6TwoIC12nVLDddlA4pK7jg14Gn4uS5IW15xKisPakeIRUD7iTM9NexxIy02AW4mH9d7Tbtama2qHlvrtVWUyM3ikbkrAPql1SerJJoFPwXmmNa019zmsnIa5mCLAsQ3ps4QbGMusG1V9SqtVgIz8DVAURvjF6jL3rwvqX+IcPeMLZrOHgePO6eIMsZPzCNbIHH18MtQThuJyD7r3uLrEtAk1h5nlpNZY+eqdv7HbEFZL5oF1JU6ahUtbdecrS/Z+kR9Pq7QjxbG/f5O4JPm8K3VxV+ncKLzu8H6lhoTwzRAGwW+JrbnYfPNRlRbcaU1pSfHTowjlDhQ8Yb5W2hUCmkl8o6ShtjVQgKvvG8L8lUfpPewtsyEd6GMYZ8U/KjSOzygsfKs6SJTtojatYImcsbouiPNOKdti/PgpoYHDoIsNJltDVe6b8fwn83xdghbSsPuwAcuqRi2NkNQoQDhUkSlMMtt71QfA8fHJWCZnDam77tLvq7a/fmxSouaDk8NCoFsBdeY1W8AGWzVzgIaHDP0GdOlfWhFFRg/BIaP/Q8RPEDuID+sU5iIAX6dBN5iTYoW51Abe29lFg6Aoar0S9uNpUSmM5wFtQHJoR2hCIx7h71pZ9MHBm9NYGsngCL+FJAqDfuPqQiipRi4UoD0lYbUmwV1xfmp7vH46AdC92XDcX/7ERWCr41L2x6gPiYRdHYSUP0C+EDTjgh0Eg2t6xX/Ofn2xC2D8a0LI7dusWw0UJauDQPsUr8tKQyGdqYahiQbh9VHgxSQlEBuVtLHAiCslTgxWO2HEb7DXgx+rdV6+/dHNVyvkSz/2TneWjkLHngbexFkyRQwiM1ArD7efN6MiQgMH9A38yvQ4PlbH/4iYDQBhip5OTwKpx2CY6R0JQl11mQS1O5yDNdHbvLBo6UtH3KQFM0lgX4BdHcWgb+Ydz8aHVT/dgpdWQElLzCiDalwdupyNorQl4pli8iw9jk/qlVAEdO1cDZbg0uAZt7cFDTvqPzopsaLVK3vdp16CoA5t75X9rjZkRXAHmaNFxm2IzbrpuFpSkYbWwPvY6qW3wOY3nblYX5MaewkhIjjyTKQBuf/opR9i/yBd/XIZ+aak2qtiSmr94XjT0wC7bo8YXNRbo1cospnWqGaAztRqhQRscpGcYddc3jdaa+cAsvQxRs7RoPVFRm2RETSrohkZhuZiIj0K8VXvUWtpuqljl4dO2+Y2K5abdmc0ddFh+G8ecgrReSqw9kXyeiLCG0RSZSIlHTFuklnLREp6YnV5ZUHPbZFrFpPREY8kw9SbuqzL2XHKv04xFlaRKTo24O1G5siMhQRkZSeSElLRKAvUtAREd0SkRQRyemKSNIWkYyeGJ9uq0j8nohrhUREZOeSSFMTOeIA7+JdoHTFl9ezyEFagYK06kEpKZSUrrsb+4YugRUzHLeBpMBFJIm3gcFnAd4ZARsDQOIY2HgGGHwY4HwEDP5D1V03R/r1KzmgRAze5vYdaOxHeKR4EqzWJflSBsXbXgTaeQL5RAFiQMeJ8fTAuMOkZM5paVs0iCkC2rKAvLgPbKNB9DawfRYYDmNgZQ/X7nJe9HXJZSAilw52l5JpERHpml2erjEvSlskk1yk6JVdkU3ZFCm6WV+kY84vi5SkfZFzcl6kQIlIQk8kt72lZ99YgtidBAUtEdH0RXI6IoKq9282ZrfsYHvvs83+l/Y1GI8IiAtgmQQUvrZzq0cIxfwkyKwCvsv7oexNA5PEUHRfBJL5FKAEaZcpGKtSK9WQBJmTqrQRkXPbQCJOP7/k6vPiwfrMQTIwpe2KK35Pbohcl7IvucglkTXJRXIpe1L25aLImgzsuXTlhq16aUtHJJNNkbInrtaLXtETOScdkbyfiW2Q1GuLFJ1s0egZgFnjlySMbHRz9ZtPVfXdYp5jlfLKjsS4ob4EKGzVyzSLcJN3QhmzAN/lFBSJB3yJF2CgA9cg14dfh2Jh8qB+HqsBaTT+t0Dt1OPKMJrdXFdKkUOo4ZxukEYAu3hUknlDMxeCW+AiyExHYgF83g9oz8hx5nsNZOwYy0NFu6C5dtN580Mx7xv7VQ3KUQ4HNdyjFDkXWw2w7nyAKtujByXEVqE7cO8rNcBjWlWNW2EukbOJOVSPTLrfsCbMFN/yHb62HGbFqFTDwFB6BOQRkoM7x2zXabR79OVDnrytvHMaQiuAaPeo63QpWPuTcU7NR/Sd9uMH9qVUpGGs1n04pPenDZxh4/frxunhcMqBHAX8ljwN7TjXeH9xLbI7RHxt9kEuwwx/4x5aMMgrZXNUrxy1/rOxFHr1xaDShyQw6hPi3wgbxYOSIVPAPAw+bC4JMPRCYPUhULejGDrq3cCF3wK1NQCGp54CP96PYfd7F6xyobG7wlsxgnQOPhLZhXjKYkosmHr+BETkulRGzCpoQAG0RfKaD0lRIrIjZa9aPpSIaMN3VCuLrlaaIqhWmryXikhHLopsSiZStvN6Fct7zQWu7EpXZE02RfJ+sVi1ezzWuG5I9UWSepgsu8tG2TZLBC0msOuRb0au8eyMIWAavNzMSxGw+iiw86iGTvgQqEEQgQTvBm8ziGFHBRD4gWuQgmvAyp7tBh9e2khHUOZOH+KG31I1DlPTbvF+DAEJoANgdgpoEQJ6AphVGiaIQGkPCM2k6QE6DSHY8QBNDOGgcvmPCcEfKuDzQQSPqKfA3wy1afe+lB2R69bkLJYNtJdkTSSzhvqLImuyIyKF0n23xFa9xcaCSLviwkSoimUxESRoi+VaC3OoxDEbWskIQ5vQF8noiJSo3OGUiyP987q1mvcLEXnV4LR3GZwlh/Pnh1FVehs2I0NEhK6I5G1xXH/SFpHcCAidughdEdGtGuf5ESFop+mFIAZn/jitjuUtRFAnxtmgmyIiRUtERNfo6YtI0RMRaYmIJH0xzomuCN0a59rIhsu8gbPoiexILvkp6FRdQrdF+iK3zA7Oov/jbZS9I62KiJRW7mhpKEZY0A0VAn81FQPeOuy6PXQVxdNIMrI9MGfZacnioYZ1lquVRTQ/XnhTu0mjXjcjnNuD+SYgH9pLGFEKKSoVby+1v6WMUjbiyX2bXWCFBArWx5y8y/HHtX3BQWrydTJW5LI2nAPaj3qlPujKGB322oqU/X7sVm7r/LkBom8DX2UFhuwDiSSwxbdgSEkVsmQPxvdvVpPkRBg5fDuehhlatBIA2kdF211vHHscG906JamZjczJqfP1DdrYSZZhYO5r4rTWnmcB9eoG8Oh3gI0xbjhXoS1j9VMJf5pv2JODrqNW1vkJyO7vGGrwIe+9COwk2l4dvBzhtirubQAxH8P5NwDsKPVebj+qnoK1Bx7TADmy5J+FG/+chFsvp05dPgyP40APqAx049gDFVX1+R3YSeaAjUbZzdVpIHyh2t/hLqRsQEKZVg/sKBWCHj4P/+lLD2k+8p5/ECIqWIIrOypuCl1zY2AOo6QqwmgcCQ80JBNUwq/ScPESMKz9FavxH3EoZfYbGVhtxcDu9GXwgPJh6YlTUHhLn8NXSml2nviEG79/+UGVwl/d+Fw9DcpY/7wCZkhqlcLs7oQbCCEaChumdgXa5QK1pmYkUsp481UVko7+fP1phma3NISQrESIUioif5WnGHzo3y7DqlKaHaWmEaUaFk9tJw4x48CjnutmIW9y+wHwx1LCh3eyr6OGS9/BevKBARWXp+OGOMn46DpixnAF0lBE9hfrAuT4ealmkVkWMJj9WGKIshx20oYVGJBf83z4j1OdCPHOmnfGTEg/ha6UCa0Xb2vrBxpChBJJml+ECIq4mtUDd80aJvx0tADmqVXl4WTcGIB/jfMZJ47cbUV/5FlVApQaD2/HKL30NGEMeBuVO6d8QErIIQIptinPtADmPxZB77ZoWgmuhh8hjM15k3SjdKZdK9FqqCNgu4yhzAsnJr3lOeB9tUnxlRCYeR5QaQR8NAYm1wH1NQ18XANBikrVn5g3t94B/1MhCcmli9/CxJmiJzn0Xykhk1e1Pe+JaFraD8n60vBXjKCs183C7Evzgf+V1ArqUhfICCAzu0Dr8zEwcw04vY5xNoHZFXJmnkPwrwHMXaBgNgTLj8Tg41+Bal2KVGpcYobgOwmnf/sG4Uh9JtDx/tCd5eTO0euZdwGEDfl/H/i0FNDqx8DiFaD1YjxH61ktsHABmLoGtPqxovViBEwMgM5uVY65EHTrz2Lg4xFCcAFQr8TA6QA0exAbL7fgAsrKm1FbxKoki7O9rkh6tuV8ZvV8S+TGzVykeMio0wciWU/KnkjeEbHCRd4RkbQzcBJG2nvVqrXzlnRF0u4NkaRb9CVvy5qU9Iu+5C25KKWSXET3pSt5S66LIEVfkp5clbQtuQj90vpRfzwHq5ryVgVoLaWu9uIQxyh8ylU2U1dQQPszAK/GQPtrwKm9CVcrM+shdAqg/XlWYHp7Gk5ve+APAJUuA+3P6xj1YgTMLwPtoQbSEJi7Qk53AJAtQ8XPi0hJR6TszHWNEHTdWCrSvC1y/eamSNGXSyLfjT4jIklPuuIiwBhprSMiWV+cCJeIOzc7j9K+WGEj6YoVK8ylwsp5l9z7WqWI6P5VkaSbi5TK2WUMTtE9EZmgJ3LR4uyJDIqOSPYvlizOtQQlInmr7IpI2hKRorbO5MY603O4C1V1jLQtIkUNMRERkSUREW06Sn1elc6IUkkvH8FZiog8R1/kogzkhpWPyp51Ri/6IrJkcArSc0r2tJJgJVNiTTBlfW5Ey9QYlEScnNYRV7d5t2qFrFddale3Di+OxFc06/PjDT5GJfafSTuDrlSXsjiBdfUlGEYtDaHKQEKwKoWXwIXZ3AH4XuQDpXn5hernJAP8TUA9G4PhM7wdgGdDYPZ5wNs9RArPW2LaXRqSsum6Pbkkas2Koi2nEEjpOl1BTscqmYzcnJrYQ/SsHcwYMYyKQdetkCDOloep9b6I6I5Usv7cQZxlX5wywTjfyy2xXaYj3Qqn0DMwxNpa5FX7bd1UZIiFZcCbfxODXrln82ZxK0VaarQk5tDhbOz4E7lq9WRl2wSxqmp1SbryC1bPkNMVkOuS0i37JW1ZM1/JaEtPNPKqJLSHVnOn6d2yRXAwuq46UzMOK61fViPMaIlhDxrt6uiiSCrnRIqWGWAWZwZ0pef0DPRK2nJdUiVlv6Ana5LQH0hGt+wVtGVNNP1cctpyqUTJDWvAMhVllY9913syg7stTRWlKWNK9yicGW2RvFX2RC4NLx+CM6clJT25LmlHin7RElkT3ZKBpEjZK+jLVdEdGUhGV7olPbkhCb2iX4LckIRO0S9oyVVJ6RYWd0T/pqR0CttnC1udzg6Lc1+qqXKF+EQrbv6eGv5vndPQToBWBnAG1uEMOeEvArS1cVLMzSO0E1IzdZS0SYEFKDhDwgppwYA2kaQtnZGygB7GLTa4wsyAXTq1/F777v/Vr2i3TeupWpAYOD56AUoYxCqJmYYVE4HJA9G0NcDTlHb/Y0sDQQeJeAZwOTaMc5ounKjVAXLzxIy9pAtOk2CduRZqOa6OH/If/jSENvPAnBNsNsj3bSSz3P53SmBTqedhSQWwpDwITEBK5ceeKE8DX9ogXwDItz4Q004poJ1Y517NWdCQocyeKWPqUovgfGE6tm1G5CN3kAFL1fkX5mfY8TMnLH3Yigq2BAUDjeMhB+qhCJaA8jkEhuqfxwR/pryUP3jEWD7y2piYAwyhDTkqR1CPwwoTmhz/LGjaGaByDtm8YvHY7T0RPHQJYDOzhYg+rCKsfn5anYPWxPQ89G1duxJH1QvzK9XhbaVCuKWURnZUCEvKh2JHhQRQIv9pUz0P3zbRMQ2S7wHN+EuxO+hWgqMxUGkWmPVfmtROTMaUsYS/V57R+IMbXwJgkc6t26D6ksPHRezubkM9ecV5TOw33gN2cRWlfLgRAYP3FdiONFAqQpZUMMLPA1DamiiwDhQwB4vPGxlp3g24MxeK0eIZ+7CfsmtjU7t6VSIFxEQxbflO2qhqbVoBME0Rme+ONrGMyXHNz9kHffZiWCFCaTyrvmutraUg/+pZU73RmA4hZPSlY+fvmbZV3RbJrCW2I5KiCslTs3C9xW71+5HzHpeXFkbbfc+8c8H9thQCMQW7WAMmGNFmjJLG8SGWeUWZjPygR2KlQsdZocCFUdU8oHlAJGWXj/6eweniAf71uv3mMmR1VCfYksZLTRmrrCgReHHjUqMy9Zj+mNopcRR3w58gMpcqsTE07/TcC3Mw6dlSlllcXZ0HZR0N0/qz7q27drcCM0yD0i0Nc4RugYiNB+Ny5ebsxRWCA6THzvOR32wFjei9dWFX0MIkDYgnsLr1MsQxyU7PcLBnMw8TTLrPzJpzAK00TDcHXV47z4/jHP/VaPFFKqtK0VoVkctyUVom/9F+T0SgJVeLbtnPGxajzcN92k5CpYjckKtWyhGRSyJD2RGRbtkXuSVXRQrJReSqXBTJZVOkHImrWfAB4BG0c/9+SwLUpvve4SV/jaSAaROiw9A8eExh/akDZqGFibACKE6BShzOuRhyAiBVIUG74Y9b7SH66gVzvg8/c7x7292ihXofjIjYzTayeTPv2/i0V2u5Q9OTq3kvl7y0DX+Ys+TrTCPypgfOtuYKEcNFSSyTZBQdbww1cRqXIpvy6q0Ap1LndRXvoJhZBwYPhfcUoaGR2aUEmEPD7PB594MGZjKuMUHrT4Ht7N4iNGRw9vuiIfUaysMEWJrEWMmG8zoG6Ib3FFyDbH3q5hy8AMusg9gYRDnh6mCo92ElP6HD1F2n5ro5gwlhCka0cRv6vk/g5SRiWPe1KmXbvaQKZ1Jvdk4BfgOKihGaMFaI4I3LHGxwmm1SnaknQKV8FUy8lsUc0ZCi0o4kDGln8PQbA1ZEpCjactXpeS6aYOM7InlR9EuqfIaGj3193CtONs+3PJh18+cHK1ZlfGWMWgnH2NJeVzLtrnKAFgFIT4WsWOH3uWTk5hnzzz73nuy8ZFbLZAGAjE98Tb0b8BRMp7WuJAW79/Hek4g4Hak9NNFnWiKDstcte9elY/uIuXfnDeRD9q0T6QIw3YIEfJC/fAXY4gVbpIUI4NWDOrN7QSLifCVvSEek7MlFkc5sVyRvT3bL3kWn/8xLY3z48TzB7kp9poiukhoC6Ksp+MUeTcWF+jN9T6uwSc7+blael8euaYh1jXRu+R6hOkgG5zlJU0jpYP3WDflEDWcwaP8xzZSs95IMDz/JDPBeAqc6jQHUhRioXA7aPxlft37nW44hD6CcxQaxcDQLwMJsAgsNTi49Zur8sdz8Tkym3WNbjQbGSnW1A+w51nTAzZgRtdBQ7+ZgbfrpMi66OHAwelHjuQs/Lk5gjtX0SxuAbedqcfyoqjxnvmA+VvnO7K3IJGwMP1dBu6SBQcSQ4ZMAqxoYRog2cccMLdaHWX2ojwUqYhyM10RTOyE3hN+02uKXj2eCTtpZS8qWUZSsXZSLQleuS9qWop8j5vymZG0pegV9uWFclw2VfRlae7Dxsu2JiLwiYjPrHTZ/AnbsDHUz4D1AWM1L24YReam+VnSgLPNK2SpkTJHuQ5KjzXnJxj5eWpCQsrLNEPFgg5eWuc3eEBL+Tcwee1dA86hmm60IbEfZ1MBO2KzPApTkp7FRYUUGxeMiktMzlZubm411XUREtJJzkpPRL//bz1zuyFpBSzLRSNlN6cpaQducSzejK5eFlhT9gr6sCW3J+yl96Qpd2ZFESdkt6cma6LYUkiuRS6K7cl3SVrM+W+d2frbJC+22eSmGNgmvml/aMKqHFWzqlPLfXvyozcgWoNGKFCgKCgKtjQ0l4xSUkOyZoC8FfpKSsDAkQ0BQlGxQoAvQuWgWRGeUpMMR+f2pqe3mqJT6b2oCCc4B7LmZMOJcAsC5PHG/9LFKxEyVWbP36Gw2JxQEj4yUU0KJl0JqlC2BTtBkhbFMldYwv1iSmz3vTZwzAN5HvAxaTEHHOoRBklHYhCM0dL2TkQaKf+8mhDLXL+PLqTMJTCg4lcs38JNOnpBvXtVI2U4ghQxKBFjN4XRBgZ9oEhZzIDR+lCkr5lKgtctvqO2HNvDj/2aowZcEZsdCvxihc6eytRBOA6oVeM6cpwghiTxgnRdAMQsSmsBZp0HPzWlFmkOHXgJMtDPIuyUmkmpMv0DKtzEeANXoFX3stPyC3Q4FTDtPWtjmQfCd//B3eb97OrIGGJVyTtY0HNTHtzGeXoWJaB/7kLXai0A8p8kCNJCmwPRESrGjE+BDOYrLZcYp+i/jv9jNa37pAvh1YHGYbHqtj9Z63Ye91O7Z5Dcb12JnFDywz68AyH1iKLSPmQJLRQivRGYD6CnQsQ/ZpNIw0CEQTaSe/ZwA09YLe6EZ+j+GlNh5WlFvf4OmOfydENflSkewxeYgBLSXjHEk8ZguztxVn9t9Xh6A2mI3BNgFT4PhQwwrtfFvHojZ4/dHdSEDpR4BWIRsOwP82BmhixisO+lm/YDRpDeCGTl4OTRii7kbErDTy4i94/PKJLP6+IjQvqmeoORzOTzyyMJoCMActiCNT/uEX2LFOHzioqAlQHxg2142dlKOTMUROO/1AhCWabaL45ds4+jhCGPsyhuO/DRwpZSNCIBPR6jP8TGYKBaBZD4CXgYvGGh4IlkGok3INDFNk1mo1+1ZAeixaEcWXlHjjEDDUM03t09mYaVsrL0dLHDzqk8xVVCaIK2PE/HiL+YJ+aq8SrmzR8A3yP+EPGERMclDn+u/HNuq9iUGZr+e8BJDDYpl8Bng6lWbUBcj9RnSAvZInO/E6mMb0Gn38QJIaF2XOYfzXWyA5+NFQFvTPruwH8MHADbiDFY3fgQ8LjHSjoHVVCKGj6TvJU2+kQH5yykpZUqx9UIJlMWAPGURzoS5R0b/N+OS7Aowsa/JVRV/YqquMTu1bzyJad2wa7ZGV9Z++Z0ngZ+TYcqH8LHJHpmMITaMcl7ErQUxneVvgBslGO77pY2Ccg8B/DiD4e+I5vNxnsBWKhHDs9kCxN/IAL4BSZ6vwitp7vzWjMcgLbdHLKElN+WS2RC+JnKz5gmNj1FPpCtpR1pStgWxbnzlXFtEziMiedITKebaItKiL5LNd+Uak0gByZok5lDprsCskowWPYH5liRMTvYLWksXBRYek4yJKt5vH6B1IwFt+c9ml4SsOctXAyEM0agvogB1BlBXpoFnzgHtKIHWlWls9KjJ5YhHXFC6p00U4JZkccRz4DGZms2GoU8EexpKWUab+EBD4qZ/3doNs5PvotlcZuvzktmLX+0zLenaIPkiNm/gqyKNLYoHqXGpLSJZ2hWR3zPaFXG1fgMRKRY6IvIFJTLc1D2R78y1ROQyo36VxWF7cuaZxgZ4AEDptHF1Guy0NceR1LiUA51wHvis8UkHWvE0MH0ZaF1YAD4zAV4Yx/AeJoH3qhG/yrWbubXTypqI7Nz+wlxP5EWp6q2mqj5fRzJxmM2x86+T8yKyttOIz2D86So4YzjvNZl2H6j4WaiGioaGXJwB8Afx0c16L8j1T61B1nJk9QEzJCtByXBoumZydu8dupoMn6ziMyvwrlRDPK6aGUBzi58KXtX3DF1Nxt4xoVsA/rL7WchQOztfAsOEFTVvE4zJ9/eGPPttshGuaFdFeFNTnwSmtoC82laqw+4bYUcwzPAsLEIQKae+ysz/Cnjo84BK3mkfiFOXf/OeUjXPx9D+JVA9aXg0CMBC3Nxf3KKW4+4hGV+a2EZqr1bu61/+R4CJRjK1fuCBe0+j3lKVws//pOmuEcxTNNEFh8Ygf91pVOKt+OcAmLTOt6OOfcm9QHWQPBh3ujNUBU1dudK8w0gH955Gv1ktNXl9QW+24WDcmXtMo/3TOK8ujPz2z5mDqYZLxp001K8LNXFGZC6ubcN4fUYlIO/7/XuLa5zM+q4hZbhN5swr/0XjlimAb+t7DGyMqvq8QlGQYnxq8BtpyWaByZF4tfqeQBshg3MFNHkpVczhjaVZd4dKAK+pXXojhpTR120jARm76JaLspe6O4zPdTVlLbwxHiI+gBpwDUzkt3H9kq3IHSfivTFuLG49UlFI+tW0UtY1emMINGxwp+F/vkfYmlTp6yLa/7CGp2rjtR59YEiV7eFeUqWvi8H7tUajHhWbbra1+kasm05fp3QzQS0NJfz82BNl/Eb4rVllm2nxqHHhKDfp4IgQ2a8zGZwtY4apNlAwd0Qccpi4c4je14OcP1h60gfUiEvrPaNRfukkK+LCgRn2XtAoziqOxDHUOSak5utHIzjjNwLByaiBc+evk9fXZ+Ynoeac/SGiYyKPvrHk3fmWNwWN+7G8WemnsD7/XL8hK+LJqIHzrX3Z1m8YkDvQaLu/QUquE9DYevQGobgzNXC+QZLPyaiB8w3bY3ISGuuf+o1BcWdSb9qVcoQGP4Xz/Jua7uO8u3Qf592l+zjvLt3HeXfpPs67S/dx3l26j/Pu0n2cd5fu47y7dB/n3aX7OO8u3cd5d+k+zrtL93HeXbqP8+7SfZx3l+7jvLt0H+fdpfs47y7dx3l36acOZ/YGgjgBVTi/9UaiuDP91LX7m5zu47y79NOC0+S280x4mTcxeXBs0vk3C3nVP29u8uDehBT/CWl8X+SblYznX1t+wrCCrztV+7Xf5PRTMISARhCkN69LJfDTVp+8mV1pAYfz6Tdms85roPt+lXeX7uO8u3Qf592l+zjvLt3HeXfpdcH5OiRQ+AlxHr7q3jj6gYb0/Zo2N/6EOEsf4DmAndgeDkljYBBVdw00LiTof66fTV/Tl36iMGjJXEtk8Coi8tG0K7LzBUQKpbsiX1hoi4i0RETSrsiN3MTV64vLRnu9fk9bREza2WPjrf0E9Cm49U40cjnNQDQavHPAblbAQIYgKs3g21EJAz9JgP1t2OfLGlPruRQAazEu4/GSBvZjqIJ4H4Vz+UQoo7kLEDCZoNTlRQjK0+D5/gKwlEIeAtBahCj6lwCksBoXIIFO4OLiNnxvqoShRwobRQ4DXyeQ3EoB+RwcTM7YoPgkOFsLAv7P/gzwHPPArJegpgPgCaaA8rRGnbsSQzinwediBkn+m4BMAbsUYFPKrmbwtUUTPTVFnsgy2DxVAvy5PoDT4pvbOAlOlA/MP5rCpA/w9SdAumEME9eAYNIDJolAaR+8STTMx18EP3goBXZSCGee0rS8CQ1kKUz4D4Ji8wWgENNbxnEOUwAGyYnUdz5AcQZgWY8W1egt0jixl3Z3AD4QAuozgo0y9oSegiABmLwQQ7w0BfxiqGHJiyDkDMC5dBxn8apmGbZ1chKcaVqAIgYiiiomH0B4BVAoIApMkTTExC44SRxpmLgWwCB/Dpglh79nAkUDTCQF8I/RTLQmD7a7C6w1cxKcgacgz4kQCXzw8j5wNkoAPMjpu7UgBU1Z2sORkAC7ACIhkF4DyjLKIPBDUFoD02QHcIYxwI3khDrRRnzsFIAYzP7fIAMvJwYJU+CaCT2cQHBNgSpiDesJ4Gf2QddbNNgZxyTejMID490GX1g/2Vbj3PRvk7QtAHZKoEAD2sdqLGP7aswnm2SSFKlSU5qQH1dyKAoTPTuDvayE8vFD5s/5k+CryM8gyEpQZZhASaHxkl4Er5ICWQkkrENEDpxB47qWRDj1RgGUprcAEGvbq03hdPQTru8P6xWQdE/Dd1iGYCUH1veBH9n8qRr1MstQXNkF6EWAvw824JjehSIFPBs/ZRd8UwQ7m2iAcBxnS29fXj5xyJWwfRb8JzY0PPNwBvLchkbxzAacflBDmebA1iMZPKhPgfdHJZDrDGShjCFjC8qXBsDXWYFM+8AiMbzCCrg0C2a8NyIqes/9weOc2Co7+X4Bz0sSiOdymPCTBG6kwOxMAe0nN4DkQzkEbQHS30rh4WAF/D/cA24FCXT0MqhvfRSQIAVv+XeAMrwAxUsD8ImjKu+qI6AjcnFt80QMUzknIhd1V+Rm1hYR+UL1quJ/L1K0dU9kJ2uLyOP0RZaSjkg2pURKlfREklNtkbyNiJB1RJKplkip0q6IPtURyVqrIsXi2cUDODV0RNbWLp8I553olTrZh6Hkokh+GhFp665INqdEylP0RVbTtkg6o0TkXNK1PGPWRqQIC4uz8TKT92p1bSxFywG6NHb+6mtAX35YROR8V2RYPCEicqYvItcvihSFEhG5ekkky1oixRR9KVU6bVKcdBvv6MtFkTRpnwTnDfuEw5mJiEhPROTW2K158+H+SUpz+7qIlLMici4JDM4p/F8awZm55DdHUdkWMVGvbYLgcyIiaX/sUl/E8fT9EwM8SJe/aFPGUCUxM+2e1wnljsDZErFh1vOOiIgSEUl7IlIYnH0RyXvVrWlPRMqOiEgqIrbWr4qIZH0RG/faxKDui9gGcbJIJXfMjk6k7TutS+PL/0HBUwN5Wp2mMVDmYBmBwQZgkyIlgDwN8LcA5QrA74GbMbVbNzuSVPr5mBC4pY/HeYQ+PwZrjUqOfrRxqQ9usjYGFw0UGcBZAJO5JnU4Z8lcihalmecElq8AsOlalgEmyKClS2CBFfi1OhndaYD36PJY4085XoSa5I9qu/bK/NjFQ5+oyZtlGZ5iD5gnRk0bj53b4CVoyClBpaJRqWHXCmwY+LfUrzEW4BhcA2lortpZaovg2Ru1rtCbuz52PE6nJSjB1+I+MAWgUrB8tmmVBXNJwJ9nBf4P7AKZSYWSQ0sPgUVSk7jMvFsMssjViwVXm7av7QI7+g7ykVoAeBeAlwC8D7DJKhI0/Cy4YfAhsEGCPUxVV0X9Pb4PU6DxIIE5y9zHqBm2oZUMR3Du18M9FQ1Zcqeg0zHAz2kP1MeUgzyRAyg0TETARALwDwAmYkCtoN2tcfWWADRqBWwrmOggC6S2CCyy4gG0dF6nbUhIgPTUHXA+Gi+Dd34BeEyAjpfAzv/j/wTDeQVsbC6AugDwtApArebYLvBODaiUCN5hPg9V7wC8FYA5ItcKCdrql9KuyNActr/YFUm6d0gGWkZ0RTQtkTyhJwJtkWsgUthMZC0RmZ/sS2kvKRFJe12RsrMjIuekJ5L3r4tIJxeR63JJpOjtiMj5sieyIzdEin7RF+nKtG3vlXm4DIBM/zbgHxkH0lKZ1scxIBAcnP13VqrJ6WWAIavAhZ2fgf2hAq4s/RZs70Qgw0ADGxkUH9ZAO0qhtYyGBSNsAVqArZlhCyIW4K3RHSbQo+SVQ1xNVD0bFxFYNa4ZYv+QBG6zDWUEcGHn3QV/F9ODaDvO2dqZvAW/7jIiiQISI4zEYIPSHksffABoV5nGVEfn0JIc6AvQfvGHDl9XNLynt+zmyPjotxZgn5JtgCE5DF+xeZoo6+o5qS/Tgz9aAIoQkBII+wk01/kYdwnmwE9+G8tGNNpisfqkVz8EjDZM7C7v+WzzCLXjTX6yaEw2PdaBxnavGUAyooX4tSHwFvkh8MNfBdqSgpIc6ImGVvYyMD898pa6GNk06VgeiewOEOPG8zLOLzW/YEsR1T8kADz0VeACBXj4QEwGficELn0X6EoMKrfxug3ONKq+bH54VzO31hEUWkQKQEXD94FPG1qaFOb4VVeeedPjqmXdjaq0WbAj+lvbB/riukUC7LAUAAnLIP34eJBK78/DgnwTJlCJfWzaZmZ3NMX3NOjBLEzzNxZRcxyFFc7GSaPL1V1ZRKRUImuSAiJlu+iKZOOpNg/SbREnc4iIS5p5UcSKSUboelXEybMXRx4fiPRsMqCbIi6RzFW5LTIQ6Yt0qzxBRV+sHNcSOS8Z0BeBnkjOneQ42emLEySuizihdUlEJOuJWLHoan3pnMiYOHdnuimlSNGXWj5qS2FwavoixZ3kOAemLWJltKIj4iTOrojIZREnznVERFbHrjfsMmsiYlNZXaouGTHJUN7AKZvyRRFJEBEZ1w8cQvXHip6ISflj66srIrIp4pp8rYKYdcdK16tKk/dExCQdT0Vcx7koIpJZOa53aQD8DL8FzLYA6qSQx5GYZdu8pAD+ba5hRzIYPJECDbkgRQOdzN3KTAKYgTengfYGYKSVGQ3WsOhmS1dokyys79rvjqTpimQoEWGyK5LSFsltz+m41OKq6NWXpKqvzbq+zte1flHE5s81w/Ny3QrTTX7CTGGtDLizzdemUvVA2Its0uMctNV7p3gwFB87T5rJZlUBMs6MrZ1OYL+ej7Ybk2kA0Kn186/RD1AwYHwom+JwC8QqpSehgBgSk2fH8jqwr+YB5QGbSsPwI+sxrCkNg098GuRhH9jxACK3trlqvzySJK6Rv/hwKqAvcu53u65FoSuyef2cSDlzpi9y/upFd6k10xXZvHFepISu7RKl5aar3gId25EK6JlsdvZSMhH4YMbBe2HSpU8FyA7Lfdags/vAZPwAMMiBrgBeOA/lJ03txpDvZMCM1vDd6DcwFWS6RAnztqpza70ILVdRQAIr+K4jxRicSjOWCnYnVMczeIXWQMgcqFYbiOYB30rGCYRMgwqmq7YrpqB8/PEWTKzFwJlCg56cBXY2QE6961cgZQIYGPPMNIAyfWyEL1+N3VF2LEgcGIggx9cIZJASADpJgbwAz/bXWSAMgNhL4C/fl0Chn9fQfTugglng0XYC7RsJKOaAziVg5/pzpuor/fw2EG84EOmdcVZgnAQ/B5SClYsNWyHmMHeX9GoKfCsC09siPQ+7tKGMzUcjyKUFLLMAXrgAPL5Y2w1TkFoldFJ/UGO20mCbwPSjNANmajY9q+63RZgEhU5sKzR0Nus2K6iGiDnYogTiCe30S8yMJEJty8bxAP3vAQyLHzos+3NA1CuA3yKE75EBV3SCKuYikF+hKkJUAp4CyGJcracZGAneJwGyCCgD4Kyq7dr+yBSaHI8S+E4KbH0BaC8noG4VwGBLg7eysABzXwA7kf4dKUQpWHkoNB9KUjBdwgc8Y32stYvMFWAEBS9Jm+2e919xZ0/fUbEY/3YGsaTA4svAxqkE4AJQ7gC8GMFw9xvAxkwC+/77gO8vAD9YBmQ9BdOpw0gDe1kO8VQA/PcWELYjKScXJ7+2COzoaW1R5EfmHbDkmYU1eRJQW4AWbTlya48PgCC/AuihhpAUvK/kGj5UAqwKqF2A4W4C/D/n1mEY5xAsfgMYzABRr9CQpXbdXP3jfx07eeqkFIcQPc2IZjmwysAQwtgDXxGbOx1T9WGAF0Pwz3wXuGqYpitAOtCw185A1DeBZ86mcHtLa/hHI5mXmzRzJz7ECJGh74OHBuIwgIlHFfAXYQQPPO9j1/xHA2DyUVWJnqZPncFWdW0YJkoj8A1H0omh5AKQfPqoGpwiv0PDf/OhCDrP/Q+gpmOB3iAElTwPzA1imJBpaH3sUYFTwwBayfPAc1GIGzdgq9p3xmvgvd8DDy0QfxW7DnnlBy0fArRHkqsW/TvwISOSzjH3GuHCvVZezXoi+ZmWiJxPeyKbWVuk7GoRWcu6ItnjSkS6ui+S5m2R/BQioqydq+jsP3t+BOf3+cSdcBp68fgrt0WcQGHIcGRtEcsBG658VcTKR8bYtCkig6IjUvQQkXPWbli0RdZENs2tu32RpLJ7HU+vdkfPb66JSPmsiEi363AayI2MqK8e88ZL9eGLIkZKvZrONeR3yYz8lPZOhDMXkaLdEZEbayJSzvRERK2JSDbXF8k7HREZXBcR+VJfRFrnT4RTxFnhXmx8y8hx6pWQAlARiJduHD+CDP1VHMMeOci7CuCal8KQAtgggZxF4HwJbOrEXZIPg+VDhuMSxEfqw72xS2077GZ2AQIzOVzW0K7zHx1B/2ECyExm+1NAqjIoeD+Q+EDGaRAtQPruFAp+E3gJDYN4G7jyd0Dx0Rh46Qqwc0sDyxGw/kOAj8fA3ob9nqlY3bshUtASkVZ7TWTtTnKH0OuKJO3rIrnKRER3z4tkrdxdWr14XaQgFxHd7YhkrR0R4XRPJGufExEW+iLpTFekVKsiohd7riORiUg21RWR1jkRkdPODruwPg0ek8DkHU2GADJFBq2khJwAOE8M/BCNTMXAX8RAga/hPBqyVEDwUmvhEn4PSFsZ7PMBQE8Ae8EiCIGGDTKTsRo2iS3OzrOA0iEQGtbzDmjLWTR8kxBU5muY1sBNfGA2WYCAKWCRBJlmDloE2Cl9MzkFJV5iTWIQgKBS21tKm91sEQpOAStepbiLA+DMPEgX4H134kMaykFjQat1s2UMliUZaA/Lcm8BlL9DBhOEWOvsRXLIM1/DqQTY1BEUi14Cl4khpwPoJyq+Lin4/7d3frFxHPcd/8zelrdpz7y1WzRXlBZXSYD0xRUTGA0dyObYT0FRoH1tASNMGqBuUTRM66Jy6phDxYhVIKjoPsVA0FyAPPQxBQrUNZx4FRsRi6TRJX0JCiNe2UJ8AeJ4JRPwkt7bXx9m9s8dKd5JpkQ+6PtA7t7c7X7nz8785vdvncFJhwmEN/yezWhCA2D2/xoGtiIgj1WChGhQAVCsauNGC08DfNUAV9MA5ES85njumImF/tzqDfLcw6fWturGpxqsaGl3IBFUKqQ4hSCbh50cIGShlAKiSmF7rvlO8S0YmeFsdNL6cLymaVAVxdWH11G6ZLDHol1e0zcUD5c8R6Y2GBVswrb1Yz0QBggSd3uVWM9W6w5nION1ezXHNAqzcuMzGyKq30vJ8xVOVN30YoSbOg6CF68A92ffg4IMSDEwTwbeBQnhdHUFlXCu2vjoTffpHmWY0aZ5Wpa6LrD7d+02e4DaGgFJPM1ePHghhNHIQJeBge2/DED0ALh4DRh9zIe22dYwHAEjngViAZajATiB08RAYMmEkHIN2n4BKiGhFMIrv4tFXq3qdf8Q2tM8FtW1rQii0z4QPgx8KQOCSw+D2h1EVgVinw2euBJCeNdZ8JJrwC6PgG92y6aeJzN41iMgSACTa6yHczmgy31HVDP4zBrMEGVu0BASQCDg3HR8vLIIeuBvRQY0EQT4wOubESwu+sDmYxqGTwBtPQB+9K0I7keD3x8Cn3vbQMHQDSQRK6zWUtc7b4qcvzhtfY8R546V0xaRhBWRgnZZlNtzJSJJbZmAdedsVoA4rXRmtdKsiMRzbZHcFXVF0r/bECnmT/dKnq+N22Gm80xbIlKwLiJ0pbRIsFgWiT1viUimRJxlwlS1E5SIxKyU8o9BRBJbBVu0WNqxYNn2+1V18kbjyucXACUGSNaAdgtseAHzHXAPbNwB5uYB3omBVQW0iXBDbgkNLfyyqEcIyswBERF0qjEmYvdxlf2tbdtzNj/VG0ZbxJkRkq6IWDdK0xWRtC1utNiijHWRgq6IxDj70ULN026kLr55YYabvjRx/rbI2JZoVjQij75ZHbkqrIhI1nI8V+rnKG+JiFy4ePD+yF55RcT5FdqN6iWRMUvXmyLlDvPSjfDeg5esnFzoSWeIxQeuoyhxeBdwqqpf1p9m1R+LhvIthtLWE8HYDiiFMTeKyc0RoGvDcfkceT5AePP5BfYXsDWMVSGF0pel9MvDVaFRlFbfd/q6xhWX2YRgijzfKD3A0bCBDK7/ztl9YK+agOsFp+ZxpVdLL745t+4djHTivNHP+6JRuxCYXrsY3BjzwMrx9wMMjPMfUxemXMKAa6QugJfAWNMOJ84b03NaF+2LsP5VPVCq8RmUpfcD8NDBNJvPhalubv1ZkqrIDrIBlG+eNeM3d5FIE1dpVEHv5VnhvshUt7gusgH0EbgGfdDFNgxBUxiGsOmKYjDYIsPIGWsrtbvD5AAXKDsIcC1Y2Y/KCsjSZWCrOHcgTzJYI9AAKQIjeBUvAcMLYOhpgAESU0CC3weyFDYZwa5rqrS++wDKKakuqjts/HmPKgc/b8p6/wLAbyWAehxgzeDza48BLBoMcwOg9TjA5w3wg9TVDjBkpAPQXIMhxIwMGWxSwC4koC1lO5BiJvv9blN+oH52IE21aABvCKQPAnT6YFVZO70YUNsAtigGeBwIXgDDQh+4O4MEgdz5MbwIIIaM1hChKGDLDaQBuP174m7fsBF3D+RJr49BfRFgSStoDYHglIFgbgBEP7NFgDcAeBTYOWUwrnYvACzrsgrcC9gq2KJTmhw/Acjg25bn5Yd9gOc0zs9tKuZSoP9p4J5OAp55EVgKYphTZ9gk7uLhdxKs/oU/CQ2u1dWTgLdooJgbgJtbehrXQZwyCv4oIeIHQ7BjzHVzPNLAL2YgaDGvHsegeyfX6LRSQXHfr4D2f+fAn/4uMH9ynl4LaJk/A6JuPyfwUrBNGy70iTyVWV5gB7R6Egg7MfDyEN9S3DlFY3wmwGfj2f0qH1SAn/SBf/eA4Dc1kAUAPwc3pL7pAR9UGrgcMKf+A0h6BjoeoOIXgN/r9KGtMiB6FOh4A8HTL4J7JoOotL8vSp4CP4vA02g2dlQ4hWcEY6tMYwFPAHaxoYYlbNG9yoC/EYL6i48Cn+AKYesXGvi/wSbxggHU8wXK3EeC7sW5G2MN+dM5gY1EDFMD+GMW5aW03oEltOVSBpIVsCiLpRPIinUCuWRdRRK78WtsjdriXNBSW3SyLMpoixS9JRH5sgRVv5+GMdFvH0fjBnbRwOoA2B4BYq1UblX3sEvPlV1g1FjwmwtlbA9tlKyB1E7tSVlkdaDDAfCoqsdnBLkdnO8ZzkxN3DCC1IY1p9tAMeLPDfQXM9hujUDMegpDOvAlEwPJYsauaKA/BLbFAGaIz2AEZpc+IfF2VcQrUC+vYVOuyz6xDsAm7Wfe+/rBPLfVu3Av69+GQbtI2FZf12Qm8mHQwVBY03/3GuRqJQYdgewCmD6RXRIl7gPZFUDEkLI6wHNFRgMDu3AmLg7aBRWrrTVwMQD+6sE8B3OB4VVlIIx7Cu/bHiDEQBwCT7Zwhx5ztshHDVuyhpj1AQxbBYj5xxj6iznsKgH04ndJh+1fUQgtY0fLbu1HDczDNQIDkB3oOg7Au/QwDOeAkVklKpIOsNsCMKvAYx2gMAlwLgCutQCSDlAoAyQdBYV6esEqxNRwDsOI1SXCfu9u2FX5KiTdNWS0J27XBzZazAC9CqWHkZHE6b18coMyrNnzrn0Yl8BpDOIlQrY9oNBLwLZrapCkB+TKuIp6doepl84Zta2kbs+0PDBFMN3bJrBDJYIxkasHMAfGnc8BhT1cIkeMJiVdKMkx6FH2gl4F10HKQLHZAUZo32SDedYqnuEYj94Uns4cEoNrKdsJq/iGAEIXLNGri2J8UAYDEQItSGqHQZxA37MVFzyWgO2WgXa85PpdTN2ezntr2voZ1AyWUBEdiFCGFqzBKnMwR7qKwha1oDXW1DbSxVRNZK8VOd4JxLzqsjoYTeoDFLG7ew48ZBm+1z6Q5xqkdGAeYohHIfRcI5uqHpiqyKoDehDSAgU9VN0LlI0aVxW3RcuAr8y4HFKAodD2G43d1n6oG2JPuAETRav1p6uw6mq3CgkdWEAZWoYlWKMFv24rTgc+YuedfK7UJ3saPOhGQ0CRwKi1dDDPSej9PtyzpjVqVx82nsMO+KWLDPRQBgy9Su8dQwzB5ZMArMF2Mw5qZsRwvY7YX5EewZjdqcE7ApiDFqxSPu8/VneZUrtu8z9MYTSpKZrNLtT41bVZvu9gqLtm2y/9rDKyG83hhOt3DTebQ3ZPxSfglUUBKNMDfrgGqCtrB162IfU1BmEATjxoVHRcg1WiqP40IJNFMbhkNFU8woqI/FRECvWVtsjLLsDhehjduK5VSu3uokjpQb8iUgZN1EWTIQ6pNPNZaeCjAHwyAH9K902RTq8DO78mAPcAKA12jnS90AcX0+npid+KiBQnXqsrreKuyMWmi/rR4ZKIbWrXnicjqjxtJgLypov60WEJ6sjkEon991QYQnTccqjvM9A6qzDvFObHBg2e5Wa8ZcoA8WOEBs9mT2fPRbebycGw+7gYBXJVfUmDPGhgMJzRP+R2oWzPFkQhTwOvJzFM0zPcdpQ8O1akA/ofSo6MzfVR8vzCAkoKE4NRKbTueekISe2DkqcGj9EGCBjw31o+4EdHgJLnMkDuAScqbf9xQsmzDQnDDnDSyWDmiBjtj2r+NEASlt6GY0lTjgMacp1PHJVnyzcpud0yNOgsW+csK0Wf2zwCMgegqacdKcosOqNpeWNuN5rdm9c+tNvH7f0TTZ5ZAKjBTjCDv+LtRpNnGgJc3Qpn8VfcgyuHxGh/WH2dBiCJxICx+W/CmX6+Ux/O9oObRdOtRovE1oZxU8gC2O4cAqf90NACjBQFsISZxa8SQEwzv8Uvgbc0wFenXGB0oyzH9x32uNMCiKb78KTsnuNj1UUKGJJswQ9Hf29qdyhAbQKXGwJtfqY+HsIsa3Slr0vIOqChlTPd3gGQkOW+grOj0qMjJ87hD3Ji12T+jsCIL+DcD4FNJOCfbD2B7ZyUy30An6p3wuvwvKC8mDRsTJrJdJ4x6agVI+s2H20KBWaEkFnPCZBRZv1YQOo87ru79iVr9wAU8FOSIWyNRvA8AF8bXQOuAuyUapmy38XAcCMoh04W/Xg6URJMRIEhRql7NaEdLCmpdWIoMKdjUqcOKCMYM2nFcLYQd3/bC6dztPvKX+VikDAAhjsGgEFz/nSfAewmj8zAE9vumdW0+UgBxm5brX8I6SPQZzUlL7Vxy6SYCFwvACfEFEiRkeAM1RCzyw4QWZUTk3ndY9fzi/81naKmlcQeOXHZo4FZTIA35Ax8x0Ce9zfgmexfIRMXeRUAKEYY4G71N98itFVISW2enYIzDzmj4KgaLQ2eb8hrqcvJRjgZ77EvfrhABMv/+9uJe5jjKISf+2iINh4BDxKCuY0zvAMde2mSJE6A51djSfmGQYpWTMHlAloDIA9TDQNIyKvRYnkuvJzFQFTN0tP8FUfevzyrwUsKuOgrMOakAa07MV8DoMdLoBQQEmv3K5OgafWSRXJUbZE+vWTwPHWGV74A8Nf9jYSYJCVj2Y4W5yfw4dPtyCVrigHwpy2D8vk1gPR1F/ii13+iyRqpWebA7OABkWKBK+DBxkkF/hzA+k/qrYQO4HM+mlxHuNctPJOdgFQupgDEe/RLCQAt6145Dba7P4VhyVgnbiCOnImwxlilY5UqME+rxJpdyI3vLIZ66bIHagMI5jae5w3omNEuj5mKZ6kQH9rZdopasdSOninFqiCuI0bswSqmMXYWSn8MCDgjKD6F4TPyjh67bgdBAYaQeKF8C596rlry8PgIeJrdqaa4Jk6XB9ZjCoDBPNoys1NRIqXnVrl0Vty6LqOiVxp2PDAZHkg0rjjyqj/0QBk+bWayBZ0XMbD5+8DrJOV8adYj1DV5FMBTlNN+kTIybBva33/AVNM50NHg7EPJApTJPly1wkmKKq7z4vdiPgVcDWcgy5k2SJL9m4HvFpCeLYD18FsBBaqAYiQRT3yWPuG5jz8LwQPfB9JFBdsZzvUu9eUhSOeJiVnCtPExjdZUFc8GcteBg328w/dgOWcVNE8Cp9YW4Gz/dW3jaGxTPt77ImR9DcHOpbNgQJN9rSfwIwbGut5hnkpQV3/jwXPAvHLuLgOxwcS54bxI+RxVvn/+xuPARjCDfl7zO/gxPsGI0rEyBSKIbN/5m/450OAzV4vkUe6fBCt0fBJI4hgw4Ssh2F4Qgaw4AfeaUpB1PL3SfbbFKjFwoUp9cV3EuOd+qQwIDGPPmndj4qcBjwht09uo2kciN56U+bJOmQV4Jfkl6O3SNu6f7n0y4gkfCDc+8LBtE8tzp7HRuUsZdHB2qucFGaFPjAdoO4q6K0aBTwt0ASgeAULlBRA7O/zz3IUC3yy/F5U+rGlmWHLrObD1kS3sRYNaABERkRTWS9tSQlfSp9rNHOr74LzIJcm7ckHkyzYt9QURlzM7XRSJlYjIRVFlyoCsLSJdkUuStSSWQgnrNvJe5J+VC5YybREpeIh1icnbUtgk8yLncNzq/GqGriTFNJ4WL8lVkbctxYlAoDf2+/43RETytqQiLVu7jap2dEWMy8aNSKKKrnMxPC+yZXnGlPm8c4GuXC66zexxh4zXrEH2ZZHJ2hkXXfRlkawlKyIpIvKNiqdZt8nERfI8bnXlYt5tZCS8lXhn/LTOzm/vny/aMxt/JG2XjF0kz1py/tbwLN7Hb7NSNFDlFm7LRxPU+tpDhKmObtx4avU2Ye3goXtkxLdCC2PJDYA9xtNGSMIktP1XObdEZcEq3Jq32tpbNYSxCJwLb1EXWRml74oC+R9w+fwmusHYf7m5BVTZq9BJ68MAyl2psUWjXbVt+B7PRpV+qQxFcBJwdGtYTte0jImduWDgJb3Pe4U62NR3O5MF7w/XrvfwhBPnE3otvQZmsLbXrLFkg1R1ehjsarytlM8I+7z2Z/tNSAYBAvPhHp4aIEttNoDDQwKAUspwQX3mA3VByvaAnFF04ZIGxvsxPZMAZK7fvXjiqjvRuj5cnlF9GAPsfODu+yD6wysJb31MBfCm/jicVWrAznl9Lyi1oVFfSaGYywkrtYfL+5i7q+6OjDlMng0xUQNkWZau8NZ/3tt2E5UNqANd8LcEHwRMy+W4e+CRclJLGO/nsJXdQMaHmdHwmbVb5nw8/0KFepI9A2hd7uPSCYfDzk1Hw14X61KuHWEWr7lNyPNQp6XErTGNF0/A6Qw4VdbjDKOn7edWD9Y603U2kMOCvfl5EYNqr5zDC+rMNP8gGTwjbxuAqGky8DlB069yJ3zF6S7cNG8O3a49djmBD8oOfFgkcakbAkIIRQawKAJqRxJyuoGBoIyD1ldtLrxbCDNxHtW69bJoGVU6BIJnmzswgJ84nku3/L3qk4KNHY/+2HpUqqMaVF7xMeCV62Ywm4XjMDCmvMohrdvzeVtu19cIICy8GJ7YKNdNf1wNeAvgQ6vZ+fuZp7RLo6vdeUIRqy2I42uOZ2tqWqj3i5YBg3EZO8tBmIx9J0BAgYHIjoe2IcbLWC3D4JKV97//uSHY7debIu86j9jXRESuilytEyK+KbmSZL1gJQvUDcT43yY0Xn4hreLqH8dq5TudY+auAmNLqPo+gSbWXngM23Mcorja5bljz9NixzbyA9GFIyYyDR7A6KfHzm9lElaeT0ObCuv4wsqfG8niMfOrmoQdn3PMkAfuSHHb5ZCbhJ2XooTXb9ix6nZip5r8wyNkMQOsXjE6YhbTcQzX933R2Nwda1TteczX+UpPe8ziJCbRsL8fa1T+dcccVVOmR0hiBlg5JOGw9bKHDduew2Pf9ZbnF5Gnj5jIFFieK8Fxf+Qdv52bDLO+baj0deGR0piKSk6OjpbHNFg5Wbxjvr47OVmZg7NwHD2cYeOp492cZb8fe+wc93mzxB2eh4s7PA8Xd3geLu7wPFzc4Xm4uMPzcHGH5+HiDs/DxR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*277 Appellants contend that the proper method of computation is to award an inmate one month of “good-time” credit at the end of twelve months, two more months of such credit after the next twelve months, and so forth. Thus, the appellants contend, where a prisoner served five eligible years before the effective date of the new law, his credit should be computed to be the same as the credit listed in “Column 4” of the table opposite the entry “5 Years” in “Column 1.”
A prior version of IC 1971, 11-7-6-1, supra, was construed by our Supreme Court in Boyd v. Howard, Warden (1946), 224 Ind. 439, 68 N.E.2d 652. However, the present version of this section has not yet been judicially construed.
To resolve the question presented by the case at bar, it is necessary to glean the intent of our Legislature as to the method to be employed in computing the “good-time” earned by an inmate through an examination of the table set forth hereinabove. In so doing, it must be remembered that the primary objective in construing a statute is to ascertain and effectuate its general intendment, if possible. Kirby v. Indiana Employment Security Board (1973), 158 Ind. App. 643, 304 N.E.2d 225. And, it is the duty of the court in construing a statute to give effect to the plain meaning of the language used therein. State ex rel. Bynum v. La Porte Sup. Ct. (1973), 259 Ind. 647, 291 N.E.2d 355.
The method of computation urged by appellees and ordered by the trial court awards an inmate a one-month credit after the first eleven months of eligible incarceration, two months of credit after the next ten months, and so forth, until a maximum of five-months credit for each seven months served is reached. This method of computation, in substance, allows a “good-time” credit for any period of time served in the same manner in which any amount of time served listed in “Column 5” of the statutory table relates to the “good-time” credit for such time listed in “Column 4.”
Upon a careful examination of the table set forth in IC 1971, *278 11-7-6-1, supra, it must be concluded that the trial court did not err in adopting the method of “good-time” credit computation urged by appellees. This is because such method allocates “good-time” credits in exactly the same manner as does the statutory table in allowing such credits for the time which an inmate has actually served. The method which the appellants would have this court adopt, while superficially logical, proceeds upon the erroneous assumption that an inmate who has served five years was in the same position under this statute as an inmate who had been sentenced to five years. Such assumption is clearly incorrect. An inmate sentenced to five years would have, upon good behavior, served only three years and nine months, because during such jail time he would have earned one year and three months of “good-time” credit. Thus, an inmate who had actually served five years would clearly be entitled to a greater “good-time” credit.
As stated hereinabove, the method of computation approved herein allocates “good-time” credits in the same manner as the various amounts of time served in “Column 5” relate to the “good-time” credit which “Column 4” shows that the inmate has earned by serving such time. Appellants assert, however, that their method is correct because the “good-time” credit is earned while the prisoner is on parole as well as during his time in incarceration, citing Boyd v. Howard, Warden, supra (1946), 224 Ind. 439, 68 N.E.2d 652.
Appellants fail to note, however, that IC 1971, 11-7-6-1, supra, was amended by our Legislature immediately subsequent to the Boyd decision. See, Acts 1947, ch. 85, § 1, et seq., at 257. Such amendment added IC 1971, 11-7-6-2 (Burns Code Ed.), which provided:
“Definitions — Confined — Inmate — Good-time. ■— The terms ‘confined’ and ‘inmate’ as used in this act [11-7-6-1 —11-7-6-5] shall be considered and construed as relating solely to persons who are actually within the walls of the prisons or upon the grounds thereof, such as the farms which are outside the walls but which are considered to be *279 a part of the penal institutions, or are elsewhere working or being under the direct control of the prison officials, and such terms are not to be considered or construed as being applicable to a prisoner serving a determinate sentence who hase been released on parole.
“ ‘Good-time’ is a term used where a prisoner has earned a diminution of his or her time from his or her sentence, as provided in section 1 [11-7-6-1] of said act and is to be earned only while the prisoner is within the terms as defined above in this section, and is not to be earned while a prisoner serving a flat time or determinate sentence has been released on parole. The good-time is to be computed in accordance with the rate in Column 2 and the total good time as shown in Column 4 of the table set out above in section 1 [11-7-6-1] of this act, and shall be as stated therein if there is no loss thereof for violation of the prison rules or for other causes, leaving the time to be served as set forth in Column 5 of said table.” (Emphasis supplied.)
It is difficult to postulate a case in which the Legislature could have expressed its intent more clearly.
The trial court did not err in ordering the appellees’ “good-time” credits to be calculated as set forth hereinabove.
The judgment of the trial court is affirmed.
Note. — Reported at 348 N.E.2d 57.
Related
Cite This Page — Counsel Stack
348 N.E.2d 57, 169 Ind. App. 273, 1976 Ind. App. LEXIS 917, Counsel Stack Legal Research, https://law.counselstack.com/opinion/jenkins-v-stotts-indctapp-1976.