Roman Numerals
In Europe it's quite common to see Roman numerals written on monuments or churches. [br]But you can also see them on the face of a watch or a clock.[br][br][img]data:image/png;base64,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[/img] 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I0WWbie7mdDU5TbZvw1phfInnsmlCu09+TJE8a98TpS9b3Kd4PmZ1mDmx4mdK2drwZmiRSJUaIyuLNb8LKf5bqfoBRdcP9za5yfnnVer1LQaeH1S8vrMXA6BkekVObnSAlcn1WkvrQRg+YaH5/UHk0MjMp3Yqg0kls4BBoCFf01ez7JWPTcnz97Gufi/e9/Pwp1ClkW7r3BGDsHnQ8jcs9wg3mb7mlOVeBDZPTgQNSooNoVHJlPP/ukm5gad+tr96I055dQssiVz8Z/A03YYx2E3nR8NSpGYOgzHG+jWc/0pM6ADkScSvRA9j9SmvOn7AeiZ9wH6Dqj3KnA21fI1W5SBM7he+99D/mYDmKlnJUu0+iUU9gi1CancciR00H0pWfYiOwsqM4UjpFoT6WUxklLDCenOePuRTnswvcafcfnnN17IXs+8bXhnuxhZM+sKMsp+qs5o87Rs9XQKnVYjJfoGD8/xZGcNZrkuXt7r/g7xt1gxiAJPVnIFcaHtZhmnUyjqbuPD7b43g5SNc94PIO+JmcdeY/RwdiqW3VmlQnlw2DM5+m8iA64xwYBDUFcQUfEoWPcBkuihiI1FSFfJjo3deQZKUgWfcMaX/Ht1zX/nkdPuV4T/h6dqe4SutZeOWfTlhp5z7nPUyY06jqOxzpUIpkGB6YteM0Ja+ZeuIYtRVP6r9JjOftGpk2gK7dY3rULoVaa4AM8gMm38PBzos3m4RhXOzi9AjH3SxbIh57hRRq1uoDPOGAqKWFPvYzp0TCL5qE62Ne78MAoREQR/Nxgxo1wgg1+9OA5Hse2iydWivSgwnc2uuV1nKgCbo7J1wTK4oFrtzaiJDW0PlcvYxrhbFG1EIKhvvCfCto5uFBLGPjTeECTzBEY5MrIAW9HAwGUVhteUMqVY14qIfDgHR8KASEMfP7MDAcXC65hCLQRyAaPt4emn+PtbhCRmjfV4MRAMhcXw+ik5V18xin5gzgCzN35JprTA2Uv9FRdT9dDxdgMiuvt6+J9KxAonBjz3mS2qLBFho7FCK9gqcq3NNjJqMg5GKnlQDAWFdMesqMCKkhYA+u6mCJgfMA8lS+9zmFyz1RaPte8r8Lpv5P/6SPSBnm6Fu77t3NGzYEQ3jfna3Sq8C/itDhnjanKVMOcaIr1PiMi3dkld4t8lAwUHKaT6GeNcBjM/wv/GGFEIfKgEb9XebgPvs7xmdPUIXA+fiU33ENQrqFfDd7z9ROmCfDG/bv7okF98OBBjGlQDDbD1zcoLOgFSmNKSEqYnD1wjh70UfZ3Kfv3ipTKEDl07z3wx8jmZTxuHT89ciMTFDlro2yrMDQoK6u32B/zkjq9KGgcC2FeHWTTF8qm8nWAAdU582c7u89ZwyPmDbyNrLvGmaqRR/LmpAvYb+extgaMz/hGRtHssQhRi2xbPrmhKa6V++95ToTQIxEqXuHqgJ5MVh7F51/+uXvzje8i5yvd3BIpFX4/aeR5fMC+MffzQ9YHYzoo6NC8q5DfFGsWqJcxTwrX6tAzbj/XCGmC9ZG7cI6MuEeOQVRJefSzVcY6HgXLTnXvvvtujJP73+TU+alXlPRvByQVIPAzItJJUSXGpa7c4/lj1vzOg8fsH44tcue5cd90fpr8aGQm0QPKRq2ZiBHzMNjhdf7OSPfafeQXI6Iqz+Qe41WGlSW/mhHwuc2ZKUfANSBC5LM1MGcnh/A05mPoZ0gnyXVR/jUwS+SedZASuAxJOR09wwDDA4D74jgdtyhPUlox3kNkfbfgdmWYM6NjmnMZBNSoXllnL/p8sX/XYU+qjfE4Pue7jbM+NVXQsI6ZnIHsJbLuWkQn+J/IB2NPIGRKh33fAsUaxqEXURzFfg2jD82HVn40kbdOj2uvQ4TdO+xhfI2u/CA/171tcpr0Ej9rqNDg17/7KDlTB+m3B91NaTkdlUY78IHAEIAZhNNcw/k5ZBWJDUJBHNpLBMfXHhtVcAgPwPCfPv2m+97770U5uMlGcQ2qU3hVyCpVSUmVpyml6+cmeuKZYv2NuOGhU7H7cxdFr1KyRMv1KkD+XqN62pOJFsmLKUD+TM/eKNI88IiFCxaOg+DBUsFsb28lChEmUIEa9o/w+sTbr6/PC2Jj4c19qIjPgXfFOzwMS8u3mcs8UPEpnjIQc2Cr6+7evTvB/IUjXPhDlPEkh9LPucbb16AsIkDTkLEUBpVEOwAtMg/WL7zDwdaYNoTAw3ulcSZxr1OjIJoHFAbNYcG797AocM4nwoBQtiS+it511/CrdI6ICO7dexil4d7ukfdyzq7Xi5fPM2cNYowGEUJyvHpz7PkuToTkKA+I6IICq4Ixx53P7uWqZK2IGeXtFULR9tC19GfK0rcVgv9WFpqz43uMkCoXA0qB8nNevq7geL194EqjTZWUESevcxyiDVGmrNGF+SDWdw6nx0jL17muSQ/wvhhXfl8evRCqCqbIWjooOlhCzZVbK75B81qT0+HnKxiYl8+fd684X/7MyLQZYMfhHBpBqUhUyCifNRXIu8hnEis0bosL5ZBsvXqRfdKZcs2FN3XGhpMoCdEjnV3eKwQ6mKgUwLXOApyFGQydyiXyZISE8ihilPMpROPwaCf/HpGG2dvfYgwFA/vsM4zCPpGxcKkwr+M9OS6kwLXUOKl4jQpVVC1XamTn2jlH97vploLwCkouWHspjrNGK/KJQn2x+QV7sYRBfYdn97DigD07w1Emirw44VzpJN3wd6BdIzeVM7FuxqNB0LEQ8ZHjoDLeVy9IUDHHhvEt2Sr5lJwo2UQj9+zZNxjO0kU6QsLZjrOiqUKpnLcWwv/UH5oDn+N5TjolcKl5RpAceBUdkfTDN74DBOoYPQ/lHGtImmw4Nh3ScuSuQsAyl5vID1kwQPArkb38lkSm7I06po+iyqm6juJ3fRtEGqPGPlfEhryxdgw40aAyMeR5e5A1V5ZWYliW4ScsEDDsw52QsCaoqyOmU5CUDWet0mM4Bayn4w7pyJx5HFdlsFC8IbpOp60ieg1+5Z49a66l73HvPdeOQ7kxD+w6BLHKe3W4cGT5uVGun+dzdCiNll2PK5719Onz7O8KejFkIj/D1JcoHWM28jdCFZI2LWfA6fkPyoSD6Gdq+M0jO37Phue+kefamg5+8/uPxyqBeFY8XKMjBKcxdTLNiLkRKjgZf4G9UK6HR+DYeFzB1FHmekkujJbcD/zd734LGWYtEUMpTLwiIEonFu9DhigCvgBBScEwz6NScJE1CC2f5xj8fCdnzkklVtHRchamGUM9Eb2N5l2eMyY3c4lntWihPAsMR08q0qNWGfocV0rBKkM1lXXw8LiZyQ0icOZkXWy9LU+LEINnSEM5JG8xiSLrboqQoXDMzE2F2HGGwUwOgXHv7QtZCL/hEWMANTzCSRGAXgD1oAoqLyPjlwaiIkpxfzeeXEMfuZrbUOFrUCSpSAhybo5PmCVELJUJnzkk0vb9Qrh66R5yjZ2K2nzNw0dPcqDNQ+tcxbHgOZ9//hdILXPd40ePe8NROXDX2bX3MyWOuS6+XnQiyon9dCz+W8JQI7q16KRFnwVlGq2S38QrNjpWHipSq4jeaM71KKas8yiWbPYMAVdBCOOGOMdBS/6SOSt/5kuU3ThG8fL1koHUeY5KVk/8UgNjhGAuxT3q5USnQHnQGVLeNGIqSv/UaTSKaV8hkfR7FggbJT3LGfjqyy8zN1m/krBaNOqcVXYaj2IRE/UkJdBQiYnsjY7DCnltHTafu7X9MuPWmPpxpjQ0qOanzf+EBS40aPSHAVVDnOpY8PcloDSZu/7QzwnBBtlra5vcHcz85K8mOFMXyBNGammxjIjR/gzkC52sa5SMxjRRqh6YERK5seSr+PRFzqn75Xydmw5xQyFaGqMhTwXlS+SaD0tfxem4XPPZ2enuk08/iyOyunYn0f4YouAVxlSG5vHBK84q62dEdQRDlOcIHkiCMmoSydD589zMYygHKErzYj7HeapUlTFlR1TFPdmBVT3CyXrxwsi82MTvvvvOa+JYoUYYU97buCeuZbFnK8qtVIsmthjhnu1nBBmD8Vn36M33WA8MNhlmv5T3AdB0i35CxBMiZk3VjxpX5SXnCsPRUBHf67N1jjQiJyBYRmotb6tBcM3VZ8pxyzWKfogwTk56TrEDOt4xQjBlGbdwdJAkzuIMe6JTKLelDLcsUnPTLU/MuUyE7bqbhSwCaQylUKtGi7W5Dpu2AobKmxt5m38eZIwV5Veq0TkJIVtJot6TZCXLW6HWMdFZ1uBGD/frpM5X1/il3MmaVp6CSAXJ7BFAURACCM+JsnJpuicMY0U55lR3CN1NtYp2Q7eMP0UXPH+ywNWd7kH0tJFpQaLl4aiYNKguuh/uV/OS3GjzJjPmHVnMA4zpHFGLh6jYZQgtxuQYqEClsbn1LEQLN9jDkGiBTVqYXw6kWYKGhzouqCq5QqFlYMgk0DFYenulqIyEC95tZI3kTPVeiDICJSTyEzLUkJmjckHNhxRkbThvXsINdbOyqSohPtc/p2ASy+xTMQyE/PhzlucJOTnfMVCKgqEYidXrAQkPGq0n98vCXl8KsrFBYvgyCxfI1SpgbIoHwTUQotCxED4RFi1PEfiBzdHoKKhzGAY3reVgfP4FUFagWPLKryNLmauMw98LlcwDlxd0Tv6D/GCDbl0rD4FroQOnIpF0oyAJv8hydQwXoAXrG3dQZK8CldzgUiaSZG1PyIWPZvQYJYtwAAdEMbLlkIFTIgGJU2Er641L7GBNAwPHE5SgJYGmIg2F0Xl7qAPP9wazRXatXKfNXyOpvLSoWNanBl/hd5+M/i41kL13P8HvVGp66eY5fa/qR9hdxXvJWfEgxb8OKQHHByfDecboMr5EsSGpqMy6giLZwzCklfkeSak5F+mj5XzL+VExawj4k0P8nMjU97z11luviWGVCy/v14PfIG0hN52ZKjFqJUqzyed5zHVI90ECokRDYyyHzu8wOC1n0nlL5IKSgnSkYrxAyc4Q2S5ilGVfB+Lro4CSrUKpisS1m88ZTpq7P46CXl25Ey/9zGjWlIzOZyA2/26uv6Ik92ZeRAjHV8KJTpRKvOXn1TH+LGeerwb/qoRdz+bEF/xPORzR0Prq3e7zrz/ibF51333nx0EeKs+FcWdsl4xX7sY0+kN+nWMw8hAaVfEmH907OcsQHv27zpNprAPGI0LQ1l/5cm1EaiwxEeb97LPPAvGq09RJ7llbKzYhzr/rp7yYa1OPhHjFHlpWUSiCCnwIK/gvjHPcvfHWdyk3AVGIISdHhz4oR61yr4UQFQlI59IF1sEI+5S5NUWujOnA6pCbxjmBWJZcbX+uDEB0tNcxhiJhFU27z0StOrEj00UghTLyDVASYGjodKoNtjCYfPYyRMnA1iIhrE/mm1KXOmNNnge93qhgwGHHFPE8U1LqB8uA+pSW6aSEg+p9AxK5LMK7pRs8h4ecPd/XEI447FoF9rgZ06nemPosnWADGvdUxr1OvwZcmzZLdO2X+XbTHoGDo+dr/zz7DrmRuQxULq8IPFjPaUmecdQrsNT++MzYEAlIbQGcuINtRsqfS3VXaJyYSkfKuJNLHoG6piUUqxBvyBkqqDC1rIErT9bFmYXu5UFSsa2sWKcJ1DIFRMEzhF0DxbiYLh4TPj/nwM8JbwkPSfQwn0hOFWWzu7MfIpTCN43H6EFzszRCKnDHGePE4gmeuODOJ5AGiyShpLB1/JxE0BUJKzTWyeqRCtFesXGSBpyvC+uchVKNTEMi4P8OME7Lq8DGkgd4H6Y4BvwCTW1phuPYuL3GZ+jNFBtXRVfEkaqZ1eB6WFIzy++EleLZeyhCmglBu4xi4EO9KP7kM52bBqspd5+hErV2173Um9aLC5sXofwbRGIULTxrnsCcqMZASBQlxBw9pBrTt956O4iDh84DqgNwCpSW/JOjon5sirrTwcRct03+TufHnINr6fOLsIKhRGiFTyWsuBYFy1betEpyimXYIrrXh8iSC5HFkdsAACAASURBVA61BqURkQraL8dKZREGoREYa6NS1EgnDxIiWhmFqkSoPUkJFOO7ROZUSBIUlJ1EDMiTRkzZkI1o1CfjMNFpoN9SmEbNfp7y6Nq28haf7Ro3J7TOFbWk5smUSyKLL4lONaaSl1oOvUWDKcUywjblEONUbFG/okD57KpBrBpRS4s0/kJexdZG6eWMFszofrQ1mpmjTK1HIFQqKyhF319QqqSSqov1jDpvUZWj470YDZmi5xcnfa54vc8RidQUfO+ZKuYxP8t50/jjBOOQC63qgOoEqROco6iXiIfr5Gc6H9ciPA1Ne5wV9wO0ivNQkV1xGvgUnPTn3Xvf+bvMPc4TOyOX4JQqAv9dsBulCipXnCUdLvfNnLHrowMpwuHXKfNS53juQuRiHUSlhBWVvaS0+FRrzD/55NPuH/7hH6KgTUPJTi05KzKbh6I5r1G2/ZxcS4mcomY6yJKkPv30Exzf6e7B47dSvqOhDPzJ79r51ZERsbL2Muc+Z6RyfRqMadZHp0MZbI6bzqpowQVjLwNVcGUjdYpwuO+pae0DECsvFhiLhu40pC3rTS2REbFpKQ8fhCNtdMfPhG11FjwXni11qCV9fo5wa5XUxIrmDBTqwft6x7ZqnOt8VsWEKAd7z2ENcc4cs3tpyRC6UEdWklyVC0noQ6cl6rWio+rgg5jGwJZzF0XN1ytq/bVPC3BglpDJmTkY4Z7tBC5V/id6ojMu0UgdKjfBsSlXQR/kgGg7mCsaLTJhRK6+U++60IP//PPf8x4jL5lpQinFOm2J1iS18ZacsElYFWU1BoDUgdGbtThZyJPJt5yHzzkGTjKS15wpIMnbsTgrq+S1rqcwSj3ZBGWWCCNwbeVuLi9hdhLR3fDMeOssdKu1Otw/isEvSIDcSxRuPdsvvS4VXWO0KhmtGDqwaDwsjX4ZSjdO8oXKXWUqRp65WZuIAUgk62HWoISVSLMGIBs30gM7yxjE2m0OcX5atWSbW9vMbzEM3uEUxplc0vIKzFvGJcvYuX399VdRJjbEMMnvGsuarbwcAshGylYzNy0bOhi9sB+RgAov5UmSPhh/chzMS8jYfZPM5TO2t1+VEoNU1ZilEUTyvEb8GtNK3gsNVYnAGXkhZUFoxNpGlVDL+0lYuSJCUTlZ63p2Sl5pUdjWnEzlTTpQhilIZsld4ihYh3uF5610r7AG8WB7B0HlkHwxQt6IR02G/J1rotw0j/fbpDT32nGmsL1PK2hUwk4OrItBSP7Qg20dq68VZpdw4ulWXsoopZED/1JOoxRcHw62rMbTE40l3rLrDKzpXpmj0blS7r6d1zUKV3Y8Q80xCB+BuUja8Uvjde/uvXjAvsZ9VRFW3rrIS6XoChqvXHnluh2kLFzruVPvjBI4B+kpxKVqRpPD5vMCkeEwaJySnyQSMKKQAyCyEk+cz1BGdHg1mmETs48iG8qTTm0cUIyY0Z/Rms6TysZ56iB6fuLy9QZlyJ5p5NTjkkwCg8Q1EOGq8qWWv2vEuLBKe5hcBavxWMVJPUFujGD8HGFaySYTk9eMebN78vhJOAfqGSPuQnLIXzJv189mMYlGgIHVHyIKIkKWlbjXG5ShSbg6AEWbZb6TyIP72Zw6z4S6zrpTxykapAOQRgcYLAl4wr750imLASjion/6IT4/Tgp6TYAgZDiNAcHFX//yGXI1061u3I1alpegs1rnqGQzczbtw3q4bkFXhCbdT+FFoXz2PFUUOo0p80E2dG6agymClCi0GPieIZ0avwqWrtrsafSURvgUh089b85Upm2VhFSaydKqWfSHchMkMWRBGbzFL7iRxKMtyAqXEU+Q1L9fp0VjqdMrAuHvjCpNyxiKNISq+AoiiEWyFHETVbu+McePrsWZ0Lga/QdRlK2uk9vnMdUxRsuH5nZ5wZdffR2dtYghXSB4M49vPn/fJi9C/DrkfbQdPahNMMDjZ0bDcchfBy2cScaqfGhgdfb8XOV18MvffDh2oVUKfpWVLUWlp5TcRw5qde5w8CqA6lhSZCQ3s9XHuQBH1L9lU1XUbFQjgCwRXk9NSkjwkBohVhRhYn8Oen6iMjZGWGYF1uAViyfZY5Ycj3mnBs3G2Hg447GidMhlFgOxoh0PfauVdEWEAB1LIze07hepHeVBHpR0WjLZjVA5ryOMnpuSTVVx9bWHdvPQcXADUzeZKMWIB6bxzkFqNT/88E/dvfsPu7fffjve+ksixFkMqMbRgn9h5i0Ughty65YRisSVgjpTgxdorzD/eN0Ydg1O2J4ag+RpK6I2kqwczxAWHo4KY0kpE/O1i46GLSUrHOrKRXpA467GSzcS07DqGfsa/5yErOJeWE5Ur8dTDYuZg4wACfEJxft1brcmxjQ5SZMDonbhstRfIrhLdKSyJlh0XG86tYTs6TlKz3XxnFbelEPaN7Zo5Aif3YxIsZ+vk2v0q+UWdRRck2aIfF4hKB6Egp6UCT1m10tvVlg+hh4jJHHOsy+BKhGuzglreQOioiIuKHsqpU0y1YW4ZaWf4ey5LsUcLmgrRA6VCWfJL50WDaBwZq1rMYZbrXF7bytAb2UKKqiQOczR8G00q/LIWdKx4U/nYtmEz7SES2OYnL7OluVfGDQdXM1cYHU7VyXyBIZPYw6NOI6oMoIxVX7S4IH9DTNc5aoC4+xFiZo7k4SB2lcujTxd2yK4ocj03JNjRrlETsqwpLyLObfIsjoxVSTVCBy+znk26L/pjYleL7Sa2macFLupHsa2jE4SlMbG0iD3eqi8sj52OzPiqM+R9KJzUHpAHZd6bRtf8J1UDc1jVCpxftjPxny/jmNdDsuUkRNn005rrezFPQ9cybq18jvXL/NiHVTO/j65Qd5vXnvEIdp6tRmnzOYwdqQyPSOSN6YDnPpJB08iWVuzgnFL84VsxLObkWzIm3vV+gS0efgz99LSNmWylVnphGo8i8lbKSmjUB1CeSPyB2JEep1U6TSIWtYsJxIml9pylWHVoguQL9eu0m2lM9PFDLTOMVqyog6P7uk7kcVhCSpW6USdB43xJE6URlSdqW7e2XkVw57UDWso76QqTnSwWC/Gai40uU7LspRZUlaet3+iO9YKaMgtUFbTArKS0wzF1JH56czb7kaggz1By/OTYCYODGdCYmIQWeQ+TqU6toiTzneRPgqDX/z6j2NbbKkEPPQtwlNoSglXlKPir7KHgtKKZWqRfnkFlU+qDjPCsHfv3c1h9MNr44kunWxwaSEcjadGQnamC1oR1xhau+H4ChO2UNr8Z9VeGmqbA7NGyzxL1a65i5UXqFaIk+Q6yzAUjfnQqEx2pDk7FIb/ThRk2YbGlCdd8tnOQzh6gkS8v5N5GSzcmldLQ/DmXNxz8zRstJ69LfxcEwXgDGUrs0yB/9nPf9H96Mc/gcjzKPC2TN6UySSPVUQaBeCA37me0shd02yc+TshIYugUxpTuZ4Gfak0mWIfxRtVGYV4YIHMUx+q5yqMDjOZtlx6v35OIyqUY2QkjkcoAzH4v6zK2utQ/YVg9D4VMJwlD1EpWksHqlOO4/fw2OHJMORmLAlAQ8th7GvMZnCCFN4RMGG15OJQU7soLGS+b5Go3K8oiV7xFvuxhLtFWK3IvzWoaKQVFXBj1lXuLeBzHyGUkvYzNZJN8fin803Oz3wbfmYroXICshRTjZ4vIgZKL2Sshtw2q9K4QRG+7Fm8GOS+BtTPkjnbiHK+O8awLy5vxrGR/b797yLdVPTZCCNFnPLAFvkqY7FlHXJitxzlRdncomZVQ5ImDdbphqRmVGM9taiFHAZbBFJHjhK4SwvN40NIULfvJucfIhrruET+MtB/0AK7zRTJy/XKmKyLDAO7criuc2qEA6mzZ4mmUFC2pgv6YGqkIqsyrjpU5aiHrcnPXKtG6vIza+0qkrYs1r1Nu8t+rubE0riE+duowVrK/f1tU+JxCt3rOR02zyNOngq6CDCNU6FRK2eg5aE1bjodadbQowCV5yunzJRAqzEUhVtCJ1QLy4I2U7PcR4w5pyJkRqg9ISZywZqG0KaeEq7FmZTP4JmaHkEYRAemA5HlLUCtaSUYfVcNUvzy2Y5HJd9SGcK4laoq/oaRXtVA9notOXS71IH2xRhUWizOJPLsOqZFbM5a8UYsGaxuRsp8pR0qkCrkz/rNvJ/XpAGPul154L3HRI8lqwZlxSOoKL3q9DVsMZa8Nl2j+pEm5++a9w5k3t8bNiNHkUHlxNfEcKITtS0hjcpfiZwQeePMZ71l5/MZjYPwKaQ1o8fb9+7FaXcOwu4xpvJq3D+eZOvOkM7Qm+FnEBi5/joYrnOcaw2+WsPPYdxGzMr9LWrdBz/75e/TAek1c7UfWIMrik1XJSrNmywPwsMmxbm8EiOSFLeyOU5C6vgrvK90PQq5BkXPC2UAC2MYwZ2E/Ukt2tA6JorpiRaubqQ+zyZslgGnp26e1PFYPmK+R6EJYUSGsUbf1nHByc3VGWVViU0dpPLMhH1U3ldS5vndAbT/FYx2+hpJCNLAIwDmdPV8v/rymyxcioazQVLaETQ9LZUccJelPdageuDjXR/DdiQv+I8//cfuDm3+fvDBB71YS1apcp6mRJtC8d/m1CxhUfGpsPyet65QiKQnlxhx2BtOQ2BBdc27OiLFwCJkKqHkK3XfWWvnvAwMbd2rQlw9NCVqiTgAYcrA5oyoOM+BQFverOCoooNrYPUsObZB62TUXRNVnpNL0PhY5yhRRkhP+GbKom4gK5W7EN0itPqb68p9uDf2DxVi909zdWVIJFfp3VkC1QxZwVDuYcgTvVfdvHLX8quvvspemn/MyCy9spRA1rnQV4hFlUtxfRvLO0oaQlgZ0aoz8zCFWm//PWabyN/yJ0ov7O6Sg0zTgND0kWvXqkG8/qkivzJ6jTKrCKc1JogyFZrjzGiAjKwl3ziXVi8dOTAHJSIRxeKRrb3RufIsOLcFiXsyTY3okb0jSpeWkWNrIBeAHk95RtaL8VnpIEteR0/llZI0SEEaDjtu6ZjqoOoEKfvCeCpA4XyVXwhFfKU1H8ZU41G9S4uImPIdWfpJh/SIQOn+PHue3FTKyPwcnGnH39IvDeIup9yWlDqmwsllZM8Zh+V1rtdMIu9CEk56p9YyJuHd3Z3twPgaNc+MBJkr1q/2pMrbmkHwOBXSUkzdRGycy2qEUIb3dQOA3iioC1r9r8ZcYqbjSwpIlIZxtQYjLfdthGqAEUPiWujk8xky5z2X1sRKzNLQLa9shAjnsmkclLFCGHSqi4Ve9bBVclKpsL4OWqlXLpGdGNpezqrJSDkt3ybEOd/GllUnqG/SBEcGtuebP+dEBEz3QaZTv9d5K4ja+QVJMfKOjFfr1Rleq9w0dLIhmW3+PsAzHznoy87qd+W0VDvG+ntDZdQNKZnhWxj+GCKYDr6OuOm5VHDYU5kvnX+DAQ2vOUzXzgYUBnXm53//+z8EPfz+372fZwj1juWj+JnIZaJnnWzPfPSRMlt53BZd28HP9XSdqz4bewTSemVv3j4QHfz8V38IAUlj2jo5NIaYC1lwYim4ZkwbxKDRsjzFWj376rpR5hX8krhkzaYRqAfi3r1HUU4mu//G6CwKuLWMiaYsO0g9HaxF4ISCNfFC8KSFGNPFpM+7BDvvFVd1wpnIwlU9a/WKdJzpZcmiVQ6l2tP5FWhVdnK8jYJ6XcgNjPgsEMdX9MxtuR3hEOVNKno8NGHVHm5rzeI9qO3133zzDdDCn7v/5l/+y0SnzqFqY4sNrEdnvjU1bzJo+bkeU4Mb3BwdBb3HwLCBfTDmKiyU04gIWrr2VBSh5Btz3cVI9ZnVh5LoDxr5jFG58FbfzN4xWqhvjleilHW/rq15qigxmcx8jnO4xx7ajUQYxvW8Sr5Jgy60YctEPbRiwMpWtZ4uBotxzGJQpyGnCYd3RK0m+hVOO+5kzUADWmMBNUwzpsVMLmPWorXW0CFdgXSE+oYdzkVlEIXf58D9vHJKypMP25D56HRUqVAxHGngwmusL1Umqv+mSigGGeWhkbDgfygMl5pGiS5695ZQKI8F3+nsaez8vahCU2hFpimZaIX9OgDK41//+tfI+t+IStX6LtyEKIq6bEEjlgb9HnobMbimOHFX5rqjZKeJ8O1njTxR0hRSDGjPLhCYOb0xBjjdlwJZFcmrmq9bVrb0mvyT5gSWwCTPWikbz5NKVeVldNag9hlkz3UKXCtUGNks5eq+W2vve1Ve6fXLZwde5ky7Rn9LI1X/VbvRnMVQq0wrdVAkM4+KNZMt/4sht6ZXJrgOB5+jw2CbuX0cCeHwWxAVnfexzjHvs9FMInwhP9b+kEYqrcbVx6cxBbKUOC7McNZfQpHGLIx0849FjgqZjP8k0U0JgfJ8R2szicZMbiRJnx3j4HM1Fj3KEG5KjIckqq0Y00eP30E+ygmUDY7blDVzgteklPyvypSq/KvlTBOL93n39vNGJNUJUU/4fL9aVNkCI1/XLpnQmdAxEV1IoxDkQGMxl72rsrJq7lAIVXNM7FqXtn2SdZDLxmz39365hrWFNebmwHiuXJYK1mqbGxM4VrsyUNkn5UEkUwjcM5Rm+PQU8JyZ21f/F2pX+zvBWS196t8ZnwgZ6cOf/fzn/Hym+yGN89VTomWpeKhil7w+3JCQMqsPrzakghOdavZelnsvi0bHxadxIuUsxdn4X//3/5QOSM3jbwy0gop8WIX5LefYolIXIYXK/L7lf3xPGWUjy9XcGmBEYh3ewwdPwoy8QAm3ZgvCuL53hdemEbP1aIEYIERQe5q6VhRawTT2XZVxVzWnBUVVS73WBlGSkl53YCX+c5KSpRrcEGis74wj5Fy9XI1iCyqVHUzKNDnNl3QlUnn73tw4YKQTKBKIW8qACjrPU+EIK5Vn7c93YI/98le/6R5hSP/Vv/pvk7NVWSs8bogRrfMQtmsQlA5Gu1Gh2GMIsV5oYxvrugYysW0WHpq1hRqGOAgSASo5n7wCEWHqZCncFi+T+KQXV5R4oXJIMiosvGXry8yF2b+0olyMJArEnsHvvPMu3au80cTetTAXEaj5BcsWPHgIoMZJRaoxkcLfH6KQMZiv3bOWvOWEPsaqFn8vYcS8Y/KvfV64jlQR21qZT/Nuk+vsUZFWj+l6Ni/dp1ps73znUPStPqwplpBQQvHoQeD+YKv0c+DD+JQJW2vkLRjp5KOyZF+FeZtCGtKf2toyHa9G4mhnI1GfnadAW6qkocpZWsmW85AAY3T1MbfTWLt4H8g1DOg0k5Csw/r0beDiWDJPPfDULdLZZihRxvIzqfvoJFndexgS9+2S9ENFWrBCofGvrJJPRklrgGQy2s3LvVUBaqxFjnaBsxr5SLlQvMrYViegGovt0yQF1s88c54PFaQ/U+GVsizxrM5FQmCynqvnqiQNz3wiTyNFjSrj0pBZriEypDOXkjProHtoOfIv2ckSkx4m1YiFQcxcNapHdD+SN9BuI0r6IfyPuvmoIVQqY5u4GIG7TtERPMcI0c+NMe1760a5NoiY9TLfWJHjdLXD48xMiYDwU28kikOeaLByjInW+2ircuoFjycIMUfI+ZOAqJP9vfd/mDpTnUADD/OmpfN8erHIfa88EM9lC2QatNyQLv9sZUYaU9MvOgQFsVdevxlT90R9a/2/htNWgnHWRXKDYMCt4Cy5Ps5Zp8qzUOSuKtU5J8fsebZeNy34+uYWzYjqOLczUKSzYsJbihIbpD7ME/qDqQZIFFwnNYFSBa8JrFpzFuVe/VN2ysi0ouN6fuVUS396rt3Wm+7TTz7Ls5W1h9TIm1PPRQro9Cvek25SOsNqQveQf4t0BNVivHFgdKp6qFedW0EbiBORrWc/FS//6f/5eWZUTRkKF28F1k6sQaXJm/HQlhN67fmz4L6+eX/1Hlu2WZxtCz+iGRTn2srtGLIw1hBQD6J5Ug/UXSBRCS92AJpUoOPVVi7B8N2Qv924kZxt70HqBFUjCW9mkc1XdVih25ujFJ4Kw6w6qyQXo1djDo3Ec/KeerExoFPUsdFKLQsGZIGH7981RFEYPSRhJFNAIJvHYl7kNpy6gqg2fi5U7D/84cPQsH/893+f7it2gbFZtwpHb8t1yk0nzNXPS20d46jDWP03i4pdt55M6DFDTtDwqTxsc3fTR4txBOzSFMIURgAbsUhtnCSHOdb0yvwI1HeNqY5KGGh4bAqCysdo7JR1dg9FGaYQ0k8/+5ROL2/kVpAxYzQaUjCvb8gz4FkLh172dZYxinFIy4lJowDmOY0C9cagudGtlNaELPQtD7t5q0KCwrA5V7272mDPdBgyj8vhSpTVk8m8EcioTEdMhm2IJZZA8P4wMvUwe2XgbjUCXeWwXEuHy2iZkx6tkKZrk4YMes/SL51Dbhyh9lHDoAOAbFvo/rrwvS+NkT9gxBaiUchJogUyZ63/5AykYbZECQ73p58HDdHZEm5zjtUgpZSIyjSsbRXgvPVvspRbGRJQL0pQpOEaxbsN63oB+To8JL+pDNQ2FDsXB0/y3hmMZCMqZd19LFJQXR6wSrqlYokimbk21X2qbtqpntR6+zprsqP17JknsmwUXfrBKMRcIcreaE7HivV3ratJvN3HiPCJdrzGzP305iYdgwOvNUP+bL8pOhP0KLW9pW80frlgQ+WqIbZUJEZdea9+xqWTKq+YnqsaBtMdzMM9aaSSKo2qLkONtKOuKOi5SlfiRMT4lz5UL+U2HhU3e6eDMILVrXOinEkI1Ji6VpWvq1KzSl9UmiHddnRcrYeXLU33JZEvz/F33/8ABG8f2aX9nrlcmfDISpqJwIxvl2wYhDQo1zVviKF//i3tVoS4BAF92UnbB/fX8YmGOEf3pFq+UkfrhRAYUFu9ppyKuYjAtHK0Zribfai8pwSr6lykXverUBiZ130Os++45JEWSg9jV/Z8j7REUMW6WiSoA8q+NXQnY2ZjTVXUxSaFyBhM6IC5R3E6Was4g71eVYbDixAFxSmwpEnkSwLsnHYFh8iWqTpJ+KAlW45fHcdYQ1Q1AALZKTmpzkfO3zWZg5Tr6zw/Rv+2zU0t+m9//+exAtm+vm0sfZAC2gxn827iufXKKpBOjyX7p5Fiu1VDQfJQNu/BiSscO/Sl9ABaPtJYiipaFYnKSy/VxRG2bZFyuzaoJcUVrDY+n2W+pEGUYujuU/V7rJ6qKnkhpVZ64gLGA9HrJS+qPpC16fh8zSVCYaGw85u2O5E5QT5T9qTRjookBc0IocZUsUhdIxtqg+2PPvokDfYfPXnS3eL+P+GDuu+vYN5G0qiCbKIyDkDgbhSMifCwlzUQRhZ6PUZRQhwRRK8qEubFCycydt1kQ6vwzGMpQCqRZ988TZ7YO1VlA6vg04EGaMqbPfS0Aj3pzcOo1mvUU58HTpeBLYz31ptvFSMXb9AmDxNEZ8dAawr2OuN0L1Wy7ldIEAhZmmoLE6YRBCgDXXM0hEJ5ohRRwCjeQGkxbhUFKrBhMvYQvtGfc3PdAxGaBwyESJkCjGFfq0PitVC5GtB9VKH3RtkIwc8S7slhQbnl30Y3Eq96dro/L9KX7QXrhp0wG4WVhImZm4baB+fOQz7H1xerUSek2NfmsHPFoMqJ/ZuHD2BM7J44xrSs5DO/+fqbQPBPnryRw1j9Qouco8FbIM9sLtCG+G9zU4qR4NmZe2WaAfnAUapzet29ePosMnJCxx8j67FsyYnK/58RiU1DykhHHZRZvGlQjOpO5V2MnlfTGvxdeSfH5BnVMdXp0eFtvVErt1gMYx0BoXDPQPaT9dFQJB92U/dBqmzb6yW5SJoKsGL2HT1h5OyYXnAv7MrKWmTUMyy0HkgxV4jV/tnSrrr+lOJLyoSxmbp58OBhjxDJ1LV9ZdU0V/7c7k01ZmXJdLzPc46py5WAElnR4ammJb5HB18ZTCtVy4+SMqomJEZ3uSHF/tZ8lshWQ+/iCOlI9gahMVMLJvSzrfe0TIySHAKNXfrWvvve3wUVYsh0dfLeVfencuuXFwYvxabXfjWErTmJDX5tRi8ojuQu56NeM53BPBqBKA0LWEdfb97egEd5XUD2TL8YmarrEiqIfhmz98hkmKwGDz2kmSY2MZKVry2kojpItaoJP7/qdstRrvr+QrBEA0yzODbPY6FwVXHRuAb+mTtP+fKcNT6Jukc50rAWGc4659rHkI+YiIGWKJhn4uOPP07D/fe//3506hJ5daFebYPjSZtHxh69JDwcQlSR+Hyo++8H5GpJS3tIj4Ub1DvQBmK54et3f/xkrHfsV4s+m2fVMGl/3mqw/HtjbDnxuuOxunLkijT+TAOCRLIuwlkgihACWBy9/8/+8uccxB9+8F8H7gjEx6S94PlQT5X3ra9X/sPNbL14VUAqgWxM/5n+2ZLyMabxfuqOusYoM6q1NixXYbEN3l9pzlADK5iS8hYMuIZtg/aHeiK75H7Nw+gYTPU1aEbNLemtR6cRlSAyxojuU/IibKIB2nllkXB5LGvAaU8okYlHDXSg958m0BysNMEQ+mCDhHk3USyW3WiETVMrGImoXX8OrfWOrS5Mw21JSkE/lT+yUbvwq/DfPoflxFwzkJQHZ31tIwLp3tqUQJjv2AMbCApxNIlYoX6UrHvy7PnT7q0nb3cPKPPZowRBOZmlmYbNsFODqNcNKmAt1hAFmp6XyWEInQhN2UVlFmeCXr8q79SwVtpAeS2YUNNXXnOUXxpc1B2EdYh4Te99J6ersuC1Xj2loCSXZ0SnbBE1CO94N6WNNFJIr9HMoUdOmGvVSDI/1y3QTUGX5VR4UIStI2DZH4NU118lI/nNPsgaPkcdBS15KgxWGz1Y8wqETsvFGxThHNHGueweHxfFW3kf5XGIQZaFawMIP1vj5V29PudC5dTDoZYi2RThyguWiU5lSNtruko7uFB8azNXS2mE9P7rmm+MIPm3P2q69QAAIABJREFUS3q+FsGimMD1TJuJSOiSQFWXI/hdJCAdM2E4S3oOUh/tRHUyXWfXKXl9+1HL7idC08jKYLLUjbvLyKOTnmE8l+k8VW05hYvdnyh/jYN5YM6eY9ZpXMJ5EIrOrSvocLv0tLy08ipZzbXSSS1inNfmCa2dcYPL+yGgHDFe4XcdD2H6lk8ssmJBrZ6t9GDmWcpE+u4aGZn/5ffKXJEVuagCg22qKvWIMG91KNVPwvxz5t91pu001NcHt5RXpceq2iElFShs9YkM/BDbRGi4Pk4YUefZs2Ht+j7182mQwZoecol5EZiq9al6LJeWM++GvDQd7VObbk3KzTRFHyHHSfVM9+fL97SctbraGneZyqJaRnHNGUkjEMigOsjJ1zLH3Kyi8xF0si49SQqsj+qaIW2RcBtn6fwiscb4yvOw5jYdjly/Ssv5OdXhqdppphSJfdWYeowD0+d6RaPTQngMLnLeczOMqquCFJ1uiWol7wM4Cp/HmV3nwpNlnLh5601tNoRwJy+tAQ3KUP0J2ljNxVZHMGRHxI+1rFaXBCg482nKQ1tQt1bkcfCff/bbsQvSDGGD0VRsgf2MdBhcs9z+6esrZ1lQiwMxl9CYvJJWUlqDBT/mQJqkL0KGFv2g+8tfPs39pe++830iuI/isX2Xjia2B9vvr3mTbahn6HushXPRiwpdrLeQfWQKI7h6t0YULoIbkc4hCc+Ndovs4+ulhfscv4xG9XLTqYfPMAq1l+gdFhwcIQvbWIZohigA74KMwUSZSMBRwNysV9w9aMJ/Gs1n9KUR9stLi5+Re/3xT35C27Anib48qDYvEFJxM5J7FB52jY2EVL4yGq0DxGvy7sW07TLPSdRuSz4Vb1oHYoDtplT2yI5KXiMllHqY0oClxZWUDiiIKiw1Y/P6EtUB/ebyb/YmHVP6gz+2dsuIAKdjiSj1MXDkDmSyY/JT0zoBKMrDQ+DJtImzZZy1pdS0CtMwGJVnGveb+5aBzaHU+w7UR6RkazgPgQcgDMb04Sy4yLm0Eo2mCLzk170boQRTKM+LjphTSof6etLU9KG8bcgSlDad46p95PimnCvr3JQZoWyVU0Wykig08BgLSWZ8D+lF67819nOsUV12LkzFevHcIXnUQ4zAhV4138mp9ZCxkOICeWU771g/KwtXGTbSEgr84vMv+LdtMo2MaSdHazqbqE+PBtTR3s3+WyNZDdq9j9NL61FEnCXUCI7fPF217mTdvDf4AKY7cWFkRuUnY/SEPrrKg/Oew/i69hMo6RDb5nHMgH0TTbJ+Ggg7bbkmnuWqa6xiftMEyt6jh/frsgJ+X2UWXPHlJdIQDIRVTcWYg3KmM16KkAjJM6IcK680zO9bXAqTex41RMLTIW/ZrFxnM0jGTBxLo4HcDGKOzMiMNdjinFkBsIpCVBFby5xCfcbbjGw1GTDiqBSJ5LPA5BqiOK5lIOK0WNrV9+JOtBR5qTKx5Ml4XbHJvQt2WLpFJ88ISDSmT100PehqaJhbe8mWTxcyLDksV8cyFIMQde7Kyp2kQoT21S1XYy+uru5PsuQlixl9iX7oiDdEsBHcGlJXcGfBre5Ru5ihRa0tmr1HeYhOoLra+aR/MP95/kW0qsqgrqj07zrpyncIfMm71p2r4cmI9JgfZl1T866TzN99fyMPNq5NtUi0E5SvgzVMHrQFY41wGNiUtdKW1L3VRrbWplOquKkNkLchkld9yl0D510kOIlyOryFVsl5SO03qZB/+vCfkLWl7vaDe3GoTVts3FoPenJ1VTdbxYBKtkvawvp5nPRe77fUQJ0P0Re75xWxrkqsytgP/pf/+H+OLS3Q2GgkG7QWg6MXys+Tt2LxWumE/9YQtHxFu+ElReS5E9WcKRCJSWoUmISTypFWqC7Lt2AeDAKLphe8AkXcPIT1P3rAXud1m+jJz9+mYDdXTPGZH3/yUZohrLLg5lS3UeIvnr+kPIKCfhTKHW6BbwchgsF/1iRp2IwIVbo2SvC6qnSBQfgN67dsaE3EcYeIWOvm3Dzoi3bLkCKNEMjAE25xo03QuwFu6nOgtlxEzeG3UbyvF/507D/68Y8ynkWj7N7jV+HZuck6OX9WBffFiPTfuRPUEhYES680h4SNtk+wUIsH04Ngzezm1gvg8NUIfe5MNd/LXqmYhBlVwXqfdq4JRGHIm8/BG8SIiBTsAZelhpbPcUzmj5xoRchVvyqc7H2V3qAjYrD58kWaWaQBNQZJh0kP1z6mGmjbtc2kbpmcGRGq3uzyqpcK2+0HSBHYJaQkJu34jZaE54S4VdaJ3hDs1DiyD+bJ18nfGvGnKbWRkfddYqxUvK5LmlsTnZgvNd+hAdOLNUIKnGSOz0hNdiaKzfq1GFN6Mms8R2FB83qcCd3Nc/MyXL3X4K7hJB65bQjJQwt35a5O8zSB6Yuk4ziNjuy8Y2tJSRGS6hyLcv7nj/45LOndPbvpPMIgLNHz9dPu3e/QVo79foljaGlF1WUvke/W4dIztrSCxh8oXtEO5VDn5pBr5cx9D/icRHb+RwP15PKYy9IiDPcLICpLSexqs2A3md6hRFmtk0qJAU+zDiPgumuzCCIyim3vVn2J3UN1QhwPjLy9qpXdXHAReLAgVQ2ZToXEGpXSLJc9WO9s/9wAvULq7F3q2uPty5gV6hRNqt7NdqvRadQ4aVRTn8se23dX2fX8a0yT500kVaUqufxAlECkgb/Pp0a9ivdfOxwq+6SvCsJN9ybGEXKZEUpf6qYDpaIXYbJUpG52qtIQ4d3kqHvU4wwnPe4PY/O8CAEqc63cTahJBMdmMCJI1vZ7accb3IBjs5P0YLaTGXyEM/RmQdHFVk16jM9qwUpSU+xDI/CljajnJIawiFWO03O/ByFUA+pa+yzXorV1TK41xofPkTPQs8m1A66f8rroVYO8rzHS7cut8WjppoauJUcsz6CP9JttaFyV6rB3FsMs2U6jnJte+si5lb95BtQ7zSExDeGtOs/R8Z45z1hVJqBT+1ui2rOVv6CizF2YO3A2PZW1AZaU3QBH+Dv7GzwhuAmConecr2rSbyquqixI5fU1va/3sBJISeH4mpA6bWMZxAm983/94y/G5ibd2NbVo3X/aNGpHxUygLmZvlA+UEtPtvDn0v0rRK/yGBXkCTkbDUQxL2WEVdcOD6AwwvIyhouvLHgilIIkkmQO9ZnrnyweliTARhuhPn36Nd2F7nXvffe9HBDzSnoswpgnx5X89jP0WAO98JkpTcHIf0FfVKO5O7Rzsx5JyGHCeyZ5jtBvR+efZRTYKjCapB1hmEVq5TTCzsELsI3YwhL0GjPzZighmzKkc4hdVJiw3Wlebj6PMnr8+FHWTEW/IGVd74Y5KbgqvBGfH1KWCj4ev3lJcosIgdHfd956uzwlFKFEDQ+KtW7uVytxEA42AvHwB8rGGBj9VbeQ6spjHrSaRaiM+u5WNCFQYHQ2NHozjNHr4TbxAiX2pFk6a6fiO8ZYWktsNK6j5B6doZQdr52jrLc156LibCUgae+HhtOQWwe5yh4Zrb14QfcXDI0IRl0hdRO4X5JM3Z2ogJ7lswItpo6MKBHZusAwyBg9cS7S1vm7Ld+MkBbpMoW7EAOqMVWcLIKXuOVnqMwSCfUykavYjFyQxS2uxFpEkW+s61gWczM3ZvBe890hQkwAiwndgSzMEznohHjAW2/ewNO51k84zl6jGFPgwdwNi6P39OU3HNiz7v7d+3Fy7tzBOUDhSf7QQbFcoeW3dKLWcT6OqcvWYbu8EkGRTDPf3b57K8X/nr9DelfLLBXSFeHRsRnNSr5CcbIGs3jkGnRvkvGSidk5CXrKkRH2FNAyHjp/T9MCFkxUQ/RGZaqDJdrhdWEqPhEKkZIjbn7yOis75eTCb0hM54ECdEKqntJep3uwhV8hS/fu3GeNbL5OFxv+CyNUQro6xUb6yETqkr0igjOi0zwfBAgFxRjDYTCq5tw4cKOoezjNOq9GR9OcdyHg6UDIXkWHw9k3MpEtmFSBziOIgmvmObHkRShQhMK1OuMzhLOTJoqjaf65rmk0Op9FcS/YoCVnkdyhMK7pBMZlVGYTdJu/G2FbeX+O0vc7VQDKCPM8p3PWGax4z34UMP+trMAnwOkNhMpGLC5DYMSxN3pfmF9L204hSc+xZ6EFMepK9ba6M8YvcHbdMlQ3NBWs7utljbcoUHktZi7rlH7qIFrAvZc2nxAOR+9W2oOLDtBbOugTOluSsCT8iCLFoSrDnHypcE5lM17nT/17Y/O2CL+CqSLZqaM1XH6lbpdxadx0zlt0qMytE/gM0cth7LO/Om46dVaC6IAXYiq5kpQWz9IQ2+s4+8T41O3qYxHBViGgbXgTLogo4hEpBHWfcrtHGtEST5s13KXbmmNq3ZlCauzhYIMlnS71q45WkcP4/U//y2/GGkOvO2pU8lZP6oIWu7AmaqK13WRS14aV4bIm0dXUm1aoVQR5FgIgHVmB2tx8GU9eeOcW/SiFMubMOYrvhzVY7L1NotZFbpWRhWhuISUUTPYYD0Clv0ErLw2Ci54bT3j+/l51WjLP6sZu4Lm7QV9//XUMggIkjq6Rtwm/SnokjIqXMktEeYoi0shZGpM4hkWbgEmX2wHF9dNNxfybHTi85xGWssQGDYowuI2npX8T0RmVCB/aGcMoT+h3FUUpgSgQjXATP0tvVW8FwSsvwkw1Zi/YxoNhz02hWkhRKgt7HUdALYqtJvpVblB5QXM+siPt7jHD58s29a7Gq1yabHswjCxzCHPN0g68zlWMwjYN7fXi1lg7jZC9gxvD8Zq8X3mcQBooAg+vjGvzXGsYxjlKXjzoR0Qgx2dPWWdQiUR75lUgaZiLRmD1vPcpurbEZmWZnqhp7yeEVkXkesAalPkUfyszQkveQWpvTg6YlzYzBiOUtTXqlSUyEZWlEQDr7bpo9PWwLQtybYWSlEk9bw+gXxoQ5+I6VPkDhhgYiKbLgcsXiGKWYfzZMlIZSC0ZsFvIJ0Y8GEdvmtABS8s+FXu6cVXe2+i9ICehS3O+sjuL6XxBuYryk5w1P7ARQXK3ggAoInNW8axtXs7+eDOTjRJuxnUZ/XggEcuIl7zXKmVd7Iu/D1nPsZ0ZvbsS5pgLVsylyzAPhdFbMXr0Bq/S6Csvy7nfty4td9+8LSSEOOEz5EF5ax2RVFQiPDoZ9+/dTy5xH4fTrkCeRSNSoX09+QmdEc5Ny7c5rutL7/j1KjsUWF/sr3x5AsrxtWOV19FVAwLTHvZUVaGnHKo3pPPC/ZwtId/FJQguyZlyO43IhJGZaZLW67dn44fMgkMhvKren2odnoSRec2L58/Ye3pl2+EofIpBt4tyVc5dC6UpHXX4u9HVpVC8TE5by6EX19ZuMe+6FcrzlN6zOLVhgvJenWZ5Bt63Ojks9u+CTVQ6eRiS82y63iUtIy8grGkiU1mnReyrW2fc69yna99vnhlonzkHAhVlE6FRPlmLQK2S7HiPOiA6rNg/GXNFsY6ziED+24i6NcWJY2fqBnlo5ZOtplpGts68djRjV2ey/1UzKkKgQ4ujwj9a16mUzDHJXMKtIDIYDb96TMJcyhpFNcLk7jsU8Z4FAhrzxyecL22ODrcN6OXQuN+R/zB5CaJE8nAWNZgiPOrBdv2kOX4DASF0n5GOXHaYY/xeWiKvI84xzo3OrdF6cTqqvOh17tiyGdZZfa2TkWqPAbpCNm+gDITCjWktAlW6CnhdpIqFbuUbPYtReFXFsAZZ4I9//EP+/vDhoxzuunLtrHsM065qcOjYz+Z7OLwFfZWIdIlroE4xbCoscyBbECmeAiN6KG/fvsdht4kB8Cs/v0WSV40jzLi+DikAgf7s008TPQn9PXv6MtCtBtSoTYiwGejQrjUIbI6L1/pRqkiMbK0nu8ZwJm+JYZUBJi18zO3xdT2cMCylN2z4q50trifbqPo7oW/hV3PDLOga43ITNZp6niECsX4e2hOiunUvO9ezxAk4suG2hdl85nx/e048oD65LrQmHKQnbl7HCCEQIobDQyP7UqFKrSiNBLy9Z4rc3jKG6pQxnHtZMvO2FOeGBgMaZY2YkeCJeRe8Tw29nyFLdd7G7Gm44K0jKoNqnLBKf+Sqy6WF4BKNNIh6rdUTBj6ilGFpYSMF1XJNJqZ2073KWlyhU4vrz1lU5zmFQhdasU2kxDiDUXOxlm4YkQglra4s8hrZ0wV3HR7V9XF6gSHfiDUi2CvLD2IEjNRjUAL9ladsHotdyx27dWCFeauJRbr58PPWbMG8pAXdNzArhzOyUfksPs/8otcIKr+RIZRf3W1qy4aeNWjtrqUBQpRMxsPqmTPqcAxpV+e9trZ5uKz2e5iGMuzmTgOj9y32cE6EWOtLZeT9m+KQKFw7Ww0loTFuuoSNxzoK1Fh796Xv7wlVQrIzA1trCltiFCdkVLoPhuZGIDK16w5iESEZ56YFbNohycZDcMrY1bOXfRu+RI+MOi0Dw4qvnsMpm7OHcR+duLbmQR2Pe+EZG9m5SIMQ4yhrGENIY5FubFkMdxpj0OZRXDNAv/7dUqNq4FEOuTlL1z4NyY28ONfJSel4m8e2pCzlCjpLoF6un06qhLKUhLiG1XFJJ8wozMmJMhkEuN729Q1TWbOpnPbGRgM5EBLmveZ+pTBUXg4HPsS4gl51KOIg9+mGKZ0gznzjQKRRCpFwmm7wtQdzV/b1rA0ScJAsrauyHQyq+W6eb6pEmFeHQnjzGOTHNFjpUMvabB5SrVFtqqCMuWe5oCK1oHUdmYNuBlE9oJMhKUkjXwSkIt345Tr7kFzpZmxszjOrUo50jDNjSKmZvIMYyIqAW6vZIl/VNYX+n+9TLhxn7o/13tnkG+06hJHtkZ6q56xyxpD/NN79mU1uUkjVc8raJqgRKXLN0uGtIvGKFq2H9arAamkatEvYXla6QRfP9Uu97uslRSrfNsbBI418yIHQ0Hrp/ExuvrKLmpybcvBbXakBhzbB9EL0i85m+lGjv3/x62oneI6wClcZDhsttPKNurgVBcp3a0XV4EIXQ6/i53SYMHnuLSNGpsqPEUvgKYR7FWN4waKlCTfYtdCWLs08/XddfBdU2EjD6Vg2MEzz1Nc9e7YV7F+y0jfAgMKvjsFIWK+jNsxSBqjJ5ix7wpFNkOekudt7kjFoMBRGk+hCzwnTWW+p+Ib2C+SRtl7tYcSr7s+Lm1+++Iw6wCcYj8vkb10bPac5yCW7lIbcYr5G8/fuPAqke5e889ff/IWroX6AcTX3ZsP9w3SB2QTuug9E9vzF0+4OxvgAGEfRTW0k0aF5jUT9GIgLL0Hm8FbzCYWPxgEm/C34J3+nTlyALWqjBJWkN7bISZ6eBSJb2gBCJgp8+RyhVI+iJDCaKqD5hbUIlII/C/nJnI/KQHa0jfX9t8Jmu0cZH5Kk9nafInTAW3PcPENPXctsDmnDmFsmJG9xmD0/uVkh8ovjkTwDCAXRx5TXfhENzM1QaoPh1tG5ODPfiWDn+iig2UC5MCh3XnLgqj3icW+UXAedCZs/iFSEGDVtb1CH2HfMUYGwAspanCOu6JLgo9FJSzyjS36a68y0x15S4P6rhFTODHyKCKAuQC+YS0UrdB7jF0IOjQxQlM5DA64D5j2Y5kxUYub7QxbVe7VGESNR8LWHjbPFZ18Q5S9ACMvtMTzDC6uHQn/H21EkY/gDgxSji0wYRTuu6noUZYeTI2yeDi4MwHhuYnalG15sd/uvnnYrt9/OnbKLS7dY683Ag2NuZ0oP7NTpVvG9h940gFCZ+5wL1cNnqA5gMxozb4NRaSQdUGStRFdxrPuokbEKXUpeqrroKvGynDa5sBC2ymHQqbTlXy6RTmP3ERAwtybhrCnn3hGpbKTzU88GtxF6emmnpKXaMZpDTM9b0Q/2qZVhaNDUOa5bm0fuJO4Nhn9WK8OqPhCqTpkIa1PKvOpyPX8nOHdGvu3ZR7nRpL/EOtFU4pTaQ6WNtRJ9mwHR2Hr2dQzGMJdLSBoUbakOcdbUp4e2hMM4ZTppkDJZX3v1StLjwHST8yussz2rVdqW7NjoBuOfm4+q/GyRVNUrKgbkYRgBm1qLARMmlZHthQqsWav9r4Yc1WSjNZdoSKARvxyNRjwVMUzDgyCGOKCy4TmfSpw3yRghSszJfqTrWJGPimxXUGhy7zHyf6vpbb0INNXalMaaFa1qbN5Wgum/29653q1hR+Xr+3refn6mO5KnT9St0quSpSJq6VRUYJB966Nn2zcaURocbH/zeRyJxbXiDaUXAUfEblSsGH+3vKryvaayrO0ejK2IsNFL8QXK6eDnP/1/f0GdqUSYfF4GK5ynx92MaGucruFrG+TfzUNqZGTkGl1Yuxiv0MXkAGmUzLOJW9vaLIQKFIFemwSCCXsuIthVmNxhJL/unrz5JF7mN19/mQhV62/EumaeyuiQvKlG1PyaDYmNClZXyC2hMPTKhH5CxyfCTHcVFkEyg1CiRCkbrOuN2zkmt0uwqNZZGUHNES3rDNh9aX9/i1Zfj7qnX2MAaVP2jMb39+8/Cgyq4d7dhNBEVJZOGn1/xgsi7Tt3uF6LDbg4t8F9GXD1qrd1HNrz1LVBgRhdp+8oz2okLw1+Sl9iAKoeNVAd89GYLqCkzYt5q8kFirPaqtmsXc+SqMD8GMpKz8/XHh+Se0kdoPBfNTRwjTTIetYqLhnDKXdCMIQuU1MlQSRR8V7WTwVvNLoGgmCNnE6RRJGw+BwfrzXC1LjYZFyIxshhSgKUip/3np2ybhzaW49+kojiFFb3GaUZRg4eUC/mDuOV/J4wZzfBZ1KCY3OA1D5i0CeH9CsGPk3/A1mu9mmWAGJ+UNjWlUhji3bjRgl6nAgjUw0wn6UHmy5SfLl2GlJZqM5LA6wTpFerbFbfYpv7o7DyYeYcqyGDyqNuHrKjijlUnCzY4HaeKodNSK/yuhNGEQzFfK/lJ0UU8zlS/40aihCnHOp4h+VccUfkQweheqJalC8LE6eFkorDvRdApl4Q4aXQ5KGBJYuZj/MHStFKKNKsWwNgBUvgwRpfiDpGYPwu/W/Tw9iGEZJZJG7V1V2iDbmEwTZy5sIZj+zyGEDm5LqlmUCQhCrjaO0Bg1SEXyGjs24QCnpintGcOE9TNiynCewokqSjlZtxjEArz6/zlh7cRqCsl3PyxpUbjI2foTFMqVtfhfBtpawirg5oxaR9TX4SsZITED1UlyAYubfITKegQZzRh6lZrhaLugut/emMd7PyDM+h4/JMyMDPGjCfC1JW6ljPtufa6Hsg+qZzkAi4IO45+8aGTKbhNIqGy2EKSNRFA+d+EJm7Lg099Oe5jhCnLQSppHy8uqzVqJZT47qKsoXZbOQZ41FRdwimyjh72RjDDl2jofE36k1jh/71gZuZrw1pXvfATptU03yUjolYJC1oOrAgZwlRq8DW6lj1onP07LV6WW1PoaFVnvKanSx3Q/i4h6SNFov5rxNaaYug1+i+vxnhIrq5B982pr7He2BDAuU5m59/FId1aeN+kEHPpdcuWukwgN6v8+8zqxUqgdei/JEiyY5wmqJ7dbCVy5/94lfj6vZQtwAkic1meDm1xA5za+ayNEwSE9pkxe2drIbp97/7Pc0J3srfW+s3D7Hf3zz9Jh1bVumAtMU9n4u0lxPeyIGnXEOj6C32u+Ss7t67XYw1BMWaO5/l1TurGEMj168gEJmLVehV3lKozYOaU7tHkl3ywoGlJ2ll+CLzcaFnyCNaXG70vA3d37zrAQQdvXvnNdHaUSUSKUJEmIko3xMa8Es20Sm4izHdxQgvE1E//ebTzqJ7o1NZhel1CRxiK8Hb3MixtflFDNIJivnu3Qch9czxOuHPITsgpp9rp3JhsLWLXITMWruZsv1U7l5Fl0PDfH3fCDjSvrgq1hwCDqCsZMVp2R66XkgOm3jj0dsY0l2iHto5qszNUWKIqkGCnr03/5SBDvSpgryAyIIQj42GrKfkIHd41icnu8gDTM7RehHULsk5kbubAnZMeUl6rvJz606NKlE29rHUOSL8CqIx4SEmArtG2c2+8d/hWQON7DztpvDC6y7BHlryKrsZWMAQo16++ribtrWaEbTKa0iN3wIsVkuezDX2EZaN9m2J2LxaNVYgJYxudeIpJzFdWnTqzHmaQ+KQpSGHDTTiLTvgKgIvwko1HDHHdUWJxzKyengqw7ii+AXGnqhKZ0moNwqySgjM9wo3m+9TYZgH9e5Xo0VhsiuchfTUGsvyrR653Q05cKJKmYuTOiyyTJn/JDKgLFSz+ILCBkRoOpEqF1MO1gse7HJ7TH8n6fLynRhSo87y5q2d9Y7W6qM7MF/a59pyK1LqrwvCdT4H5EFl3noZRcg3GKxLHENTAyIK7kcMRmoAa+2qptGuQwXppQi/5eUs3PVn5hxzN2rVFcoLSMmIAHpye/EKK39n2gXlrs5JTaLnMedSh9+yh+oS5EXalxjmCWA/a56NlEMwk9naRywlD9U2rpo3VH5XNmjummW/zZWmD7iNQtLtqJRk2MxxmKo5QXJlTanrlcpk1hhaVpFcPca0v6IvUTpjEjY+Ot6xgCnrMGLM4PbdaGk9jnaq3XFqzc0e0KDCyDRGQV+ZdT5AN2o4k8OMjirjWS066/o0OREaymUCgT1SJLnbmN/7Hstc6lKJqu2t8g4vf9fZh98i4qCT15M2nafnIMxo/q7x0dmQaX+Eo6iec+3t+TzBGa9blf6GBLiXOjlBMDXGKYErdvGYf6unDW780ysOVdLpINdHpMpGSt2SChHKrxtaymjZAU99U03423kvZER93+dtc9Z5D3LwbWPqZ0zSmnOgjuXzX372z+gVuB+gkkPOpSk7z6B61m5v16T7NPiO/xW3Rdm9indGf7oXuuoaep29wb/5d/92/CYX3spmXMPI5F5QhCKwh3RWvk4dAAAgAElEQVR0lKPG1tyfpRg+VI/aD3BgCs9vf/Pb7gNKQIRq9AZaD8gdGhnYod+WeUZQtg3UK0zulEOyjNHbxviZNK7rz+wr65VPozRN0JB4Qa1RlAnhqg806lExVPsq2bxegvr9D37o7bXdHkZUo/mChgN6tnpJLmYEx9wL0Y5Ce4jCmJG5C3HAjj4y6tDkMUxVV3jTvdragQBwB7j5C0hTG0XEkhCDMjXJX62tyB0ghHvOFSHTMVgh3+HcJQ/tEElvcD2PeVyJSiqZtKhLot5i97oAW2VsFGZ0lsL/FDpLaqkSDis8rNEVihXlMuEu0zDtESVrcIBvMHIa1RWg570d7ks9pzevTaD19qaAUyUT6GWRi5aIZenHNEbWi9onBtZVnhPh4wnjTMl2rO5CrwIbzo0WX3d6cg4h9ZBrdpxpeo9xlehwcgohA2EP3EMEpVG45ELxC2BiYaK55Sd92QMKcBrGMDCY3+c4LWd8z84C/aNct7Y/z2cmDJUpBwFnNL9a0L1IgAqYchFrxrziTQJWIJ9c0aSbVG3tApdpPHOLTEWjyYckz+NBqc5AvmeeHLDe9xShYctRtVrBePNhO7I2KNiWm1PnqZA8IxolnTZ/5rkIy9LyKpyv6ZHnoCKT8+0/sC2UKrB+0zA2VciiGQNyildEMKsrXN138ApHaYt0BS3QrLs822EqpgJ4XlrCwbZdXMcB2070rMLyPITJSS44ju7a/TL4kpmMks3vm0MzHxhSVjX+r5I3YWTLi2yar3GqG4Na1OAtQebYrYl0fqJZKr3WBKDBeLmouRnO5C35TAYnInNpF6er5xX9TaxnLNUYpspyQq4zmyhcmEiyopbc6JH6v+ohXrXu5gnrkvtLZI4VTBSiYja/Vi3linhWubWCcj2HOr7W9IbhSp5yNu3hqklHKWzKtdYLzZKtrj7KFWIxpHV3cSoThENxHlKh4E1MjPFYrkOQrrpCr64Vw1HhWTo08hWq2YrMZaJQoN5JjOtgBsieMe7i7FvGUTdB6URORJeJ5Mm+FQ3TgCnbNo5JSZuvFaUSeRJlEgLFGNal21wptvUyfZ1zg1fP/PV1uWzDVJOpBOFp/h4ZCmmwSulEEZuRjRwlFVUNeNTr+qrVcEHiWpWmBPHg56KW1Uin7zCkLIhmJa9p0FDRqeurzDSDHOIUz6rAqZztIBKsebW7NP1QJUMaspAKPdeWiBkYZR/NBVdf8v8/zCvRSId8CV25TWouF4ev388+eQdq7qzmbAjpWqtd7Wth/hKZ6uUtoIfKL6pL2cPi9rP/3b/91+Nbt8n5WGdEJGWYbj9We8xqqDxUgdn4toVbusr0cJd1l3Yr+fWvf9O9/8EPKO5+FIXtBihMafFn80MWzDIY71RssNEelP5523V5S0yaQlQdquUZRkwhOeRZEpaWk4d6BpPQBU0DbRbcg+GhW11e75Zho+7RRUSBTY5LVhqvVVF4SHKNFBuo4tcoz2C8JMZ4mfAuDOL7Dx6FManSVYkcHVOSAJS6urqBo/E0BjHXuGEgX/H6e7fvE51apgMzWWMSnS8Lj0R538ZKpqNdizwYachPHlEhq9tA6qALgehdpm8tCsrmBIcU48tgqybilVMObAoxxT2S7evmyXI2ug1MDCxxw8arZOcp7zjCQRhCdDA6yY0cE0Y3krGE1FS+CFwuBLam1XsRzenoSCgvOjvktYVTIbWYhzxPPSmOko4DOV4dFYCk8l49vLSGjNFyLRAR2y6OULw+01tthOVy88LYWkk8b+Y9v3Q38Ja5PuGsGeo9p6eJ3mkIcHVBZx8cAKPtEcZiEtLABGMdy5q1JZuKBuMibV74z3xi8iVGqSrPkDrM/Ug6MNqsFnOOrcGX/qlzYqTvYV1ZvY9TtB0lZq2huT3hSWVOx9K9aZGgLMGqhbM2stY2OdcwL0up1ZVlMxhGG9wv4TxyBnBidr78OQp0Lr1CdwEH5nE4F8mnXuP8bG/CB5i9yyC9WAEjQTmOUPrpCS31LNMiFWGUne44OBETROh1uXzlyXSmXm1zbuMokLNOfspaXX1NoeMqidHqSJhK43rhTwlx/pS5Zu+DUFWzgxhMzpQpFPNNFRm1aL5KT4qQogNY0UwZnf7WKVdYbgP7dbj3CemcL7p33v2AfZJEZy2zzpnRqq0fix3dYMJcGahziT5SjouZHHAtkKfOqDDvFbnLlI7xK5Xzt41pq61OTpH9bHfMNmXdLrDWELfmNMJ8hyhPCWWJvtMMpIy5ilXNazRyzZlLKseSEo0hxMwVOB5BlGRuu06S13BG7Bwm0jGQQe46me1nD+cXuEsWJ9IzYtASJrPkncilF2OYBy1oWJQi0VAClLpMQGZx5UjrUggh3jjOrKNdskR3jOpFgSQthvQVZKDyrEarGgyDGtnw5vjN6Rc71xLIupHoAEb+POvS6lzdBp/ZdJBOXho72LZVRMGUUlJv9feUv+R+3WoY4V7ZWUokVEenUgbV16DBvAk4AgkrS9WCMJ2++Jzcr81aJMUj+qBBS4BXzTGcfzrF6SD1sl1wv9dPUpZESmT/xRdxeOZATk0fpt0sxnRoQxILJ2yWEgejcsb2OB8SdHkGRf2Ei/PZrvf/9j//h7Ge7SkTvk0rPW96ST9FFtNbJezA4uI0/LvqRGX0Ue7yahdI8xbG9NfdT37yX0XBFiwAo49viTsqQb23RDEcCBXy82fPk//cePhm8lPeZXrn1p0YciMDJ2Xpiwuj8ZKw5GGL5+BGuyAYQQvCZWTZWmwNEoiffcphDBRGxMgLAzHvEx36nH28xlyEjfdhnlWjqJG+JJQ31+ldkN7OoZI9OtqOEvFQ2MLtEEESkg4BB49kGe9RheprLvC4ZYJJLnDBL2HQzkMSysFCUSa30EfIwis2x5/j9YfCvEadr3NWesGOxzxR3acpxGaeVxKHnpCHfFECkpGIzolIgq3l+PuIccoMnM+1eMC/NxRJw/RNKzxgUoVoxPwugRRlLU707GGj9UkciRmJScdEs8w/bcJQcq3RxtXpQchU15cykakN4+DYMEFI/FrWqGQbDkxqvFAWR3tb3dC2e8JSetHAjvNApR7sEWSo4cKd1ITqeEySm7i85AYgDMrcxtswH591xy9+g3F7TJTkVW8wGckHd8CbBfOaHxWdEMoF8sQwWb+WIiMNoWVKeresYa4Ww9jGkWj3nRqh2RLP+FVo7rqYu/PAyDoYRtJzKPnUXoJQyEaPovfqOpWXFyUIuSayqqbmBfNW03QdwCJzSVzjSrCj026DTjen5+aKUGLnh8jk825wsd9djO51jyHu7YMkSEYa43hMzwP/6fhpZKbYt8C8XpKN8Q4uqALX6SSqskbRM2F0EShU53AzZD1Z2QuLq8gNpCX3Pbl4UwSVP0/zBWQvJKwQfOq6KddJhRsFnd6nXlRVjFcd0NTU2UTE9o78rPKj/WXaKLQoQCOlrK/waDH845h0x93m88+7y73fdsu3/75bvfN3gWddP6FrYTa5ACHnGOHzlJODnZw9yVvCocGDwygtUo7lS/bIziUU3p4T6L7Y1n61iDL/0AyzX3616gXPhXloS3aU+xlaZnpOlX3PYuBj9KDN6JUDWftyP6Z0ZlKKRQQHaqSTrGygzqNsjViSb0+ZTvXxlUx4yf4nZy3EyXyERHUa1JNhbbPvOhVXOJjukYSok7T7EzGTxat+wvlMvrJy05bAaUyVQctM/Lkol01AZPHnjtN+7joUlQe2C1ox7Y3wZZoLqesg+mz3Ng4jDuAFusha9VO7oMWwe7tURWTq+dY4ohlovY9Wvqe+DVFJ2TJOlUTXG7U0SVG++HeDdVszirpAoGSwcpNGnMVxKDtQDUJ0gOpzK9dadz8LiffvMartjanPiUPJfs8ThG1/9UmeMUu9r21jzznrOmyJjkxn2LUpJUAGIj3a1DuK1Umr+A3K+OBf/w///XgdTyppZj4xDLdYXaHFoqznvkrxax4vrGDzAr3ddEXBKP6OnOl33nuPQup7MSonGFs/2MNv5LFPr8l7XMEmwUIiT/WRRSmyMFK8T4FpVP65XByBC1QcCncVkxvxicunhk/FxXv19mTSWS8n3h9PxQ5BwnF4JXp23g7g+LaocbUXrZ2XWiMK5/PyxctckmyLNuET2wTOLwC9cFCMVjUe1h8apRspr/Dazc1NymNuJY+hd6UDsErXH6NKFav5phWjUIRuedka2L0IZIPBXP0S+LqvtAlRHXqVg/RuyUV2fDLqlIla/TbNDebOQ4yV3nHgmUAfHkTv4rPzDIcBj1fFTzwVz8xGFVXFU7c8XF9ZOE7+LuzOKhe54bDOUIdlUwG7zEiI0cgOyEWZU+HlibCNWj1IHtBzW3Hxn7n1aQy58JDM26rBsql6f6coO+JzrVM8x3mawxM/JIe4iIERtfAzUo3AHEZza0SH7BNKd9a9Za1sRWcDDRXdrAhHSBLOzSgLjxpDoSkVQlLP6mDUZfGVW2rGVOWYJtiJKOoAWkISFrBO4DRywFq5pyo4Yb4R0bKGJUQe5lM3wkjRV3HaUpIcFXkuo1Y7HnmY9w9wJOIl13qnrRnRk+iAXb7OcdT2kZ+NNVjzOBUSly7IqS3MC6NR2G/ORmVjHZzRtw1GZNSmFKLq8Kr4vspRVOKyMs0B6VRVC9BevmRT44i4tjoYKhWNTvK0Qv7pZVtXxqVW1FewdnZ2UXZKwRWbt7z/irgboadadvZM6JQg9K3Z1DIxaJVv9BkaiHMMiV2ldre+ZJ28V3e5u02BfJVBFbIhR8B7PWc4z9ZX62CvkRLax0kYLT3oRlycMCCfr56I04QsmOPVaFXZS3+/rAhB0JJCJMy/qoCrDV1/MbbnKmVh5ZTmMnMUo+uX25QkZwrT4ggto3wl3KjIZZbrYhQrFrImZ6VyxJLddIKsz5SIWXWbubYu8KUETJpQWELIEk3Nczk4qIVOklehGWEHSWP/lRF1Reqve8dNWfa8VEc6u43peLuvlvJIYkJOdSYluIFwPXv2onv7O+8nbeFYq8yp7t11rCnH0vDqyKhDbWPYczhU+H6ujf3t2CRrOKx5iYshqlWe0/WNw6Avay5XRy3lKvVZrm86yumg9GmGkL10ZGUGSwBkT+pqM3O8luBUSqZudCkIPpBvUAnTKJ7fkscYao2p6QCJWO43EmTeU7TCzw1LnPdXUGgqZCHfu6TwcnkFa5meyqZPsBmKr2PR/uQqRrtE6eD29c7VN17dgI6wVNEL3v/9//Q/js2FLLJhPlSPVo9GBWr001oHToXaVQnhCxVlukfAemQR/+nDf+6+9/3vpeY0t5zr8WBoLEOxrsgNmiRHJFYtfKDykCgwxeFXQYdMIqTBBtgVw4PjTR/tMlYhxnho5CRbX0hJMpIn4ln3+aJACcHILcxXQNgIYRkW8969u/HmmldqbkNl62bMEil5uMwjyqZzDuYvPEwXRGKHKZepGk4VpHVKZ+QAPZjCTUZ02zgY9+89TLP6daLevQPIVkTDdtho96/6p4pZ5Vc1kJWH8U8FuCkfyzPMJ2hs4yW5s3pGRFBuoAQdHZ1le+8i5OagZSWPgFr1lBeI0hFnDhCEJn6XxtHk5HIwEKArIqIz87NRkBRF40Ac7z3vo1yiFj4n7FJIHrpQwoGSolQSNnqQpJHCaWooJXucQ3qaBbI0v2vkUmxCI6e6tUGjsH8IsUKlD6FphhztDfDO5Cy1wTK88f6F1DUGOhFG/DH8RIhGz0agKg1r9CYwtiJcKdcIM1fqup2GjAdU3Na29qQD5lb3KqrsKyIJFORRk7mX6LS/O1Ioj7WeI5LMPHpjeQ7knJKP5EoLXkruiD81oEfMvRoknCEjd+kT/Zw93qLm+gnIBAXjKL8lkIQTYNrR7K2MhZCDnLYOKSQYHAq7Tg2u9nJQq7dsXVY+RM5sf6Y3nkgljM/5RCCByHrCiwrHCH+JcyO6oqNrY2/hTtm380DDVf9YzdNzb61OCt555YLrftDXsJ8RmXCref3kowomy7eKqYfiKrotB6P4BOU8+NVIXDroRjD2pfU5KvXcsuEdlTjRIXp4XPmtt5h4P7ClSYTtZVBAx+L9G1nR9GF69d1utPKwu8AhSVmCJg3E5sIL29lvIWH3I4pXUk0Qg2q/Z6SkATEaa6UgGnGNrK1JHZsGQmJjuy7SqPOA/ZlfcI4q9yJ1XefuTK8600HTAam7fcu42QlMJEAiFSROb59iTHXVIqmRPqfuPs6QHyfeiWGx5vHq7CBrmFaGdlULq9p985toGHlSPyi/Ru+iiofkzZeXSe14MQe61vXTeO/QcUto+PG776Ov7CNQ8utXg7Nzr3LKtKoZxQyyo2OWG1yUCeZUsGyRjhKpxnm32QRGlmi+GvMIxRNBW8LHeXdP0wbT2UjOYVHauUl5Hu91oZISRL7dE3PNua6Pcbp/6f+bNEMx3mvsAWz7P0t/x0i71jqHOjdxqi2NQY7Z00q7IINJrZkmJPpXJjnv5xD3Um4Th9KI13NNqRPj2wF5lXjq3B2TY1SGTLXJ1nY/jUjz2UC/g//7//iPYxmzs4QeeuRutIX4wkipT7QHrEbThRKWlMVkxIDQbcNcFc798MM/wXS9g8F6AA5tgwWbExhpzgX6fc6di8s2dEbArGMtJqHCfRCPYg6jY1QmDOJrikhhRyMIUQxUYfZQq7w8WcHAQ6GvDjfectKIEEJsSZgjmFUwbpssn7Uez0olYcuoEEb4rFxKTi7LiDY3VQS+mabM5x7dXp6lLaJQrwd7j36qkqwkmRh91iED7iXP5oIbLVncbBG5B9KbBdolAXqvXpmWPp9pD1Z3mAZGzu0bdS9ja9FVgijMLanLK2R0UvrWZyh4o2WF1DaIQjLWLA7NAbM3Ktzd7RdRPtUqCyVMBORtGpI2bi6MOCn0N4fE53pwLvqLoGchr6gObWW4u/VHRHeWyOENDvFNIvy79zdiTEURALcxnihA2K4aAQ+bilzEIDfdsJ4qzlYe4sHyoA9HeLGycwP745xRNqNgF5hY8JrEAeEs992o2Z60Ut+p9I+huQbCNl9qjagHzKh0omePphZUT7B3lnQw5NCX4qu7aet/QmRlJgqmNHcElAfx6YJIxBKVvd3nqQ89JaVQedC6lNjITehxl71fxJGIRyubHNmQBViRnlBTHXYJXTJzE8Vd7nd/peG9LctWNx6Qe/8K5jIlQHT+CoprRKgFQWFK+ElbOOp/J4D4ljhH1xhu17dKb2xMUOCVil4l//8x9abPfZ1Xnt8DEiRILARIgvsikRK1r6QWS7It2e2lZ9rdM+lUp5K8yD+TN3mTpCo1mZoX6aqZVFfPdDw9vbm927Jl2dpFURJ3kRT3BdxJAARAkPl8vudeu+FWiwJ/y73PfZ6zfM/3fI9G6RoBiXtEA1y1pHJ8rnc1ouMEM3S5hsr39a0IHXR1b3vDC9ItUk49vzp//5LB63kpyLWEEvoZwsYF/XD7tNP4TBS70JlYB2T/ey2RgouTs6VNtq3DnXEk1oYJtNW4cnjECOzXQWcem53RY2u2fg/nG3gb4zk362hHgyv+3kECQXNUcKqMtK9za9THKYX4366Pz7MPEL2eWwiSqJajotFVZDsNopZBVLMn0oBLmxeNZ5nZYX7r/GqdDeruUCpJe55COJKtkp0JR2pHeA4E7VHRIohfBgEwvBL0lHURRSxEiYyy0sox1JfCebC1huHgnmPQk3Qw60SwcbYDWV6Sm+DZts+4mMwM4Dh/JmjaMp6zn+2e1BZUm0spawUOltDE2dGOVgBWMHhIeZ39dy19v0GbdkuJT8U5bqgchKNKrTRa3K6T8DBlPoKIlK1wUNpNX+N+6+UEe4i65jBzpnN/2i+DFHRyce5eQ7JWvq8Xutem9KWVlMNsG/K+RAKwHXFyEpwc48dqaXPdwH6u23jRxINztZL9NE3XhaXNNZPrIxR0DQRsct1EtUdeR8UOW+v11kxTM1s7GkT2cJ6UT27fvkg9eQSpxU1t4O+//9f3ZTTa55esny+fV45JPLjrbaqMRs1IoE2VU9KHqHOlmM8Nv/fe++3Fl15uOx56OCSdTM4AzjJBdKZlnCeeWzULdQ/dlDoxGbxCK97sDNlPJrIAoQTLd9qEggM8AGW+jPgyI7NTZLGdRfZmn23EKBtRcVAs1huhBmcPPOJht/5Rer+Bq4KLF3Q9RuSu011iy4jMOh5QWLc4BhdSQxu2Y64Bcg1Q5SqiFw+g7UBCuRs2rKc39nhmps45VgqIVyavhft+KLcZrhGrzq+HfY2aPdxGxb62oudCAIrJ5k1ggLRmtExU03e1xhhRul7qmE5zfdYNDWBkLV+ZOo8Br5F0qYGs2pzMLrUlCEyRP+QQ29Rs1imZyUxE4fzFuzab4zBuneY6GewO083o8AZw5vr148xJPZ1WpaWj2yJWYJapSolrZGYpLFeEiarj9IPaUwc0cqfWNGpGNnM302zuz10B9oUQsHZDSEi2CIlQWHKwd2+kU9GJljLZt+xQpQCXSsKJyk9Z+hJbL2iq2hdqDXVi0fFNrbNgoaqn6Riqd9OfkEhwWOMTm2idumB+mP7YiNbL4CxwJsFehA1S058IKUkJMn9n0CWjOe037Md+zu4YwdZt+tdC0pi5mEB0HRyFAUhW0bsGkl8w0+ZaOYrJqmTQWiP0M1dAyTcouEumqZPLvNIMayDLTGBI2wLnceVKgg73dkcGc0qPW6ei6II/o+wlKcagNSIb1XJS/7a2J7SpRm3vPI2+66z1ZJ5iVmqwav7kHzK9vrWoUALthVlxRrW5c7EpGk8DOc+ASj/+TjJRL6G5Eke2SCDm89CxagsUko/DX0FwCVKxRKci6UxuRLkh9uuFoB5CsDrT1FO5zswzZhEM5C33FGvY+mDpYmf9OzZsMYVlspZEnwGu8GmEW7gX9419kpYDPFvVilFZkAvtNd4mEFVUJntSCJjz4Dn3nInC6YADKSoyoB6xfcMY6CQR7hlbgqjdrVgFKUZH5X7DqHu2lilaEv1pB3kDm3ueCCqCJLC+UV3iGRvYypew9/9OptAUXCqkGl1t1iQBpdesvQxkW2zcqjuq8VscgcCxqaXXntS5+TlXCUZWMYs2s5UlqXa8kATsfK4Ox2es/rPv7+dm+1xKeN9ArSsz8XqndvnfGcfH3hH9ErYXRTFbLBSlWmVCItWpcyb0DZYqPHPyZ6rNU3azs3N1gl0rVmwhwbxQPGdt9bqNbemda2m5LHIWZQLWYRImt4iOpEHh/T7wWJ4aOQ6Ukozw9BglinlKZiJ3o+M40//yV3+JChcSfgg1RCUouHENSnUSvDeSGYDqSPJQZbuaIucA8cX+8+7777dnnn0+MK8MXSMHHa2HwEVVpNho0kjGSNBUOo3VRJVh/gXGqMbvgl6L5OQiZBBvsh5rZ9b0OGAaRX4nkyoCAmnPqMkRy23+5jVVx+lgFz7VKLOyioIrhpTxYnsplUU8XZsH+G0pm9VeWPsrjXiN2tx8QsR+j3DSHaDfRa7PbFf5ORVcsi7WKC3Uc9+X6aMcQS3JDMvPSbAn4cPsSaPPRvYA9HUo/2x22w8b9nrcjIp9Z+wVh2t4hPsHrlEGT3hkEgaz0a/rJgN4OZmaYuE1PkmYVqMsoYY1GoMhKstZGj0ECzfFEMzZaSKreaAl+2sjVs/zunL1i0TC1puGMF5DZGtDy4UKrd1OtwsovYwTja1YDyOTuqkM4iHqcncc5yabWVhIGDgBE8EJNkOChJCwvaaLGEOj8pWrd3AAcAZTB9r8UtZ9zZY2d+Ncrn+pmbcOQAiFxQoZwoON0Lu9ali/rGfaDHIgbfmxibtEEso52uguzNTNIg17WQNaYgpR6AklsfZfDCJErNVrttLicIbI+mr2slmphLWpq+dr7B7BQ69BOgEj+foNBNyFwVnzEK4yMUapOFsvrtZ1AfctoafUrGbm0v4850GCmpWrtiUYkVhl64clkXs8j4js+xsPMNdZuq4KWmhIXVOHpJeD0pfohKeVDcSYLudZefam6b9UKCV7z5pln3F0pRfLGoUS1fqlvy8Ba2WK5vC98wwa1KWnBe8WM99z1s89To1KqLVrW5AxLppkptsbJJ+tjnMFz0Gdbp+RurpmfqnNKrlHhjoLGmbtfhYSl2xtHdXCzKU2su4R9gbTpDCSabHx5rss/g7OVATD2r3rU5mYAiUObWcgBXvICSq2lIywr623C5GKFFkmWWT/2t+uTqv3az2cHRiDbvvYPIhOCVf02rL6Qu2T/bvco6UjIWoJNj7PsHjpx3daDu9TizywNM8qNUHVpVKndh4mDiRtf0C1w2vTOrV8DBRCgRb+WbQthhLEypW2FEn6KjKOgjcFl2sLOes8U22ciJfxsa2Jd7BRZpg1Cq5SJn9s/02gGyUvg/qaFd0HTSIIWVvrkB2M6/3bchOba1CrjbBsYA9x6pE1HFzWrXtHp5l+bxOCBCLVXmkS4vPIgHAbPgzyRD15bhnFpiNX8k9yZd+vmiC4hgmI/iVYst4tGcmL5TPcawZhUUXi8peBBCRwlMBp5htkiPXkb0cVxacufeLEsUi0qgNg653Sptevofts6xldHekrJ2GRm2HpZmTUEgK+kARgSLKu7GPP0Y//8fv3Td0ly9xy+Lb1DGtsXe3RuZgSYdRL1XnU1AUUbzCUGmSLuu+990F7+JFH2tZt25ORCp84x9LX3WDUllGzGch5CD/mADWrryTMHGI8g/c3w4pzUtScG/eBZEqNvZAski0mUvN9tkUo6Bp6NQSSYPgsIyOdle+xCbtaCKoWa2R2i3aRZKli5DwEp5mYxQkX1hR5MjmjMDZMNDTtK+Rhu1GEhfKd7GAzLhEre7+uIV24mnsT0hhEOi6xqpvGNVUOjb/v57+6MZJo8rneW+oNHJBg9j58iUCh4jNeyz4+HrCZl6OfhA+HyE6EP0qNRnB+aTQAACAASURBVCUcG+gdXeV4KnuBuacu41Zr1bYW4Y/UTYmcZGbLxrNh2e+TFWt07z4cso6p4yVYMKhyvYfctPlv52MqjCTRQP1iICfeP7JmV9ijDnQfpvfKHkj7hN1PKjC5VzJCjvUL5MZeyQEl2xLZ0ikY4c7NMNoOJ7maDPg2ij5h7Xln2QccJolQfK711yUY0oGgB4pNlIrLALCqDyTj1rqDk+u13pRs0kNqa5RZePWMleGw/k9glmzTZ4DX59pGGVvWYBCfByZLlsT1SBiz1cnXbNiwhecB0z0Ei2LzZRSZhiD/9jtrjedRecrgCC9IspX1Vxnfd24QFMKYJZQTjhXWvUYLjXT9pRjPDOrGUKpL7Hffs4UsRLYSX9DYDEoWtM4Vg6MGMmgCe2kECFQCSIy8jGYcV2QjhfKEzroMqt937sfSnzXoFAIuqCyRfVdj+5eOtDe2YRgTsSVDCMRWc1j7Or3kHQlznsMwYyMQUcS6Y0eOtqdpp8sQhSiC6dQllOj/yDIRHtAWuS5maxnCzrkbBvpcxl4V6bLNZPoWNa/7I7Evi2RvBkYh33E9QR/MZvifbXQGQA7DiHgFEJ02YAls7cxX5bWOsvNcOddTp2fwYduJWZciCwsEmK6ppCKROVm9KSYIgfqskyFZBywSlMFnREeEsCXJcR5n4FosBz3y81bRjrGEveUsYEsDikgMSK5TnILnZvuUqIujA4OK8RxXDk9mAEjmefI5QvA6jyL2lBa1nI+QAUGyJHE5UGMFNlgNWZMTnWqSCqctyYg1U+dGwhMwKRCt4Zo9y8XaVYAEpixre4HSlyM7deQrCA7UK3Zzl62swSPJwiWfck06PM+c16aNNNjSBlt3FKEMvMv7zeSDXOn0zLB5fe/4/Xe1vIhaVi23BoN4xuu+w062ZYZnr/3K8w+MXdrdYd8bF/C8/KyblA3WoFY2AK/k+PFj2T8rscUKhRin34aBPzZK4OIZ1SYH5XJMpagUvBe/E1thN4q2cpSa9cAvf/R396NsAr4so9bCsNFEpJzcTGSRjgSyhSStLylII1DOBpSFp6f/6c9+3p7b/UJUiBQvl+mZWiWWbISH6DBiId4SBDfLm4m6isfGdhUb8DMfLnh0ERlk8wr/SkbSyZvyC/+ZCVuv88esrMg1jttB/QOHN8hC60xTiA6zwUkYbjw3ioFAHbIkJB3N3kn3ZuAukNGj8G2xPRFkV3Ca6+3hENtMMmWF/lMPgf1IpUPsnMAr2YxuPLNK18rIOruNf4RwnePqBvB+XNfVzvjs6gghcbix2SjCnMJLwtHljKsHTdF8H17kEXHWCrG7+YUkQ7bgfVW3kmVZZJZEc/QcagTuOG3F3ko3Gv8rEQ4JGo43MoCuaRBpeyAjW3ASDLVa4SkjtDFhWW7Hgzg0tj2tONN85+qJjVH5sZan6tM4qjxm88LeNuEbJht9emBknLr2RS0vqTVVSYRYF9mogb3TtG5GybWrTBLlJhwqhI17TmTx+SW44f6BpQ0wQgjj91E78vCFMu+BruZwYX4PtoIO/diqOX4nWUPHm6Zv1xtm8iCG7wqKJ7bthAzB/pgAsTh79jxj9XZGsatq3K6VgQPXwCfLNbgKG/nTzz5lTOCjSFE6gg/da2dcRvPW+ht7+Qa9oIg0aNQk8iUOwEGEHGEmImzHIR7kvwPDqa+biL+YnpJFRj1n9n6K5MgbINC5KmECEQy/05ruNM9klXKbnFdHUfUZxO+zk2SZf+AcFCO5MlIJZ5WcFGTe//RZatXWJIgQnXcBhcTEItrUeRURqmdJUCg3gnsyyLoB5CofoWp/NRdV0pxtIAkoeeZmhO6nGj1ILRED7X4TfZAB61G5ef0snULjwLcIVGBLDP5MSHtIO1kkZ34qLX+y9qtO7yi7lAOwPYH+4xFqgpPylGZdBh/3w/K1SwBjzGd7ruyLVVjBNopeBCFEPWv7OOJ57KPnxZ5iYeqUWiS1YaQdXJA5pWpEk2Uu0RHK/pV/ROASQQRqnEaB2rogIAbgydoHWbMtrIH1RPc8UKQjCznT/X6O8pVkHrNTSH+RacRpuaeFjkWfzFpVcbOFzGBWcoCImjKKGSVnO5M6yvzZZ2BZSgcl+uIg+lKJIhDGzi0Lf8Ayg8S40inIenL9frfraXtJUJHsoZLndJ1KhhK73LWcaP/cOyImvehJcWiqb7lvdTJ5SmITnLr69QviNmiWl6Isa5UgKhGvsYv9Hi47i/YBKMTs9Uvt5JcnKGXhWNn7Ts+awcG6j1XtW7zrIPXbkFBRfqIcOALyMScpVdgf9GcZJEKTvDVrt6DN+zOdqXJm1ZvnAkR2C6jjJsIKZnXWChyn1bd4eIMXLlzIpBZhlp//8pfUTL8SMXdn/emIpQ7Pz1W0YhbQN9rKPPXwuaCKWAda0n90dSwdokbPn0DBHfXexXER/DGLVQRceNgfWzOsIWlg1OH17xMts5DK8OlAZy2cc7AdyuwhNvKKkgkLaGFaB6xcllmni1+Qq7CImqA1ycK/s+/TPZGZenzmOmZS3qBOnDFQkETM2jKqDOMiw3cN93OT2kXYYXx3YE/+J7FISUM/z3tzjZ0moyPWIbsuVb/pZMRssWCTq04zSF3RTTvqKKFRIDEetvBtJMDYTGaoyQATNxOwRGBAQzKUaxLKSA3F+oOCCDqh9LVq1Pgsvn+lhCpVZNyrHOgbQJke4I2wohfJliRNCEOJPohQEIaEvR2oj7cYZd+EgOWh0xGOKQ+pU3XhjRqTxVUtR/UjM9BAY9yz6+w0EJVhJBupGmNQoebwyOTOwKLOITXr1OAbTGh0CdJTew+8E0ddpBv/XP2QHsjSA62WhnISyYTNbNOUb30fY2JLg0xM6iMaYIMbn9mtWxK2CCxxDEJWacfI2qtPTK1YGEnllG6qxSBwXRjuZho4Pb9HY6fS0aKZDhdr5qXBl3SXVh/2iPUwma3CS+pRjybgIyjkvT5XIfg79DenBBKugOIfZqIK0pMJC6mbYWK011AbmmXWb6EflUXoLKuPupRrDGDCju3aStKbmTqZYhS1j1yrPyBCFeH3Yg1BOiwJsX7WzL3GHj6eBbpM21rOvipjGkHrfLXPDRwswehERYRUKJI/YIaXvkx7Ns18k0FzHmSDAsF5Jkcgs6lmk75SuwI62NRaonvQNdO5ijIMEWSMAXtr6A26XQzPso5fIp5wXQXAZI8G/toWnqWBsQPWFxwJacYJ2939J6fEc5WeRwMuzmGIm7kGpex4HfvBe7t58yTZKSUwhEdSxmLwwRA10Xs4DslpYf4m+6r1FsHw+sLAtXeVoN3vmVi9AdIhve4GWpw7kQRn98r09z7Y7SEcLeWabyMAMkTgLOFmJUpb9oouVeTDrFU+BnvSubMmMMKmyzhXOcvpVyWjNvDMnlHIA/RQCJqAtzR/DUQ4bzjolQSKBqJD7FFRMq/ZLFHRk55E5GckUeJ/Ely1nTo/uwtKd7gyT9EHXfkcQYtnTuSuiKO1PslW5csEMcHWiV52mgQiOP69Ntj9om1JZ4EIhS2GmZFd+9C6rEnfUlqszl+gXZNzxu6K6MntJCySROlYuXkx+9PynrX4dZwlSZIilAYl7rlx3ms/+MAv//lvQEKBWjAIgXvYvM6TPPXlSRirjEZD1k+tW5Ur3Jw9s1dx+12PPMZGvtt++atftW9881vpv7RuVqxHsXVo5kRAQrpCiqbQxeIVOpShWXVYjZkO2h8XTUNl1md9yojE1/bwgYulYRS+1IDEwfKa6DX652D4lbnGyCYbKvF4Jy8IRa2ivUPiVAxIyFEd0YfnZAbbS/2ZdVgPzOzHrrbkg+vVi5QPtLB1l8ivnCAiCV2dMDP+WHYlxq5B3EnQgPM3ONHp2986TbN0Js6zBmbbXlOCAunXGrquyO4BNwtLu5C11BXl+JwXu5I6qr2SsiML0CJDC7tR1RY8Ie+9jeN144k6aCxlJ4YAxeFxcHYIIREGAIbCEPodgTEcS6ax4zOukW353q1bN0Osoi0IePf2HLNp0SE2wr/D9Bprqx6gfg2Un4xyjbA2B06jF3IM9+L9CRwEUuzGaXmIl8s4FhrL7FgFrnGIki+4Pp/v+LoHOUtFcvEn0arni9dJSAqzT3hTVKU7gH3LVDWqC6W7z3vtUSfC1EH1gzSKtt4sJyO1z7badiRAyGqfoZ66lsACAgoZd/rPwkZVdL1q/jqUCI0I04b4VsOPLV94nZHM5FnbMjVmb6qzZYG/rG/fSYTPJBAMvFnOBLUbSV/9bMpaOxWGKjsV8ZHQlp7PbtjAKGd2WjET1stamjVEs1YhvJwJ18l94d3qyDuj5DJWJF+chcBtPiCDjc6Z9nBaegED2xaK5P25n6reWvfdz8iMKo/1QB19+sF9j3+uFoQ8pw4G9vfCf/ZqG4T5mvT3RciBIKWDzqMvG+EJUV2fue1Qzgftpp+4dwNRek0yTWdpWWN844YHE7wqg6dSlhGnWaKMY51Yhjw4mg0bEBYowZLPrAiYOAzY+qJbke/rYMTiSpTSTrSJ7ZW1fEVJxvKEDPOUH5gipQ62TsYLFwmiyTSOLn2hCfSqja/PvMwcf9/OEplMzhHXr2PTXmjUFZSZYazdNAGAQdQKyi1mjI4iWEAK1DF9fscIjHMz+gEdveppdhLYjsb+0c5YHpKbkR5aN4ZlFPdBSlCliiVjeAwxEwOKi5dOhvWuKpdcmCgEZdJP1Wb9XVpbZLKz9yooI8gWxcuIPe1Y9UKbBIiGeDZEIf38SHZG0aqmPBVju/ZQeoe7PlatrMFZdXgI/SoaZA9sjQ81EUiZKe1GnFchYq7llsPgSbwGyDLPnDmTa1yNcJCdKtqvjRBKL128wH1fiyqaM27vMot3Emcq2hZOD9+7VPESOCyS/wZ+8+Pv3zfBc8yPGVNNQrjTDh46SFa1BoJOGbFRIkFhXg/DFAOlzyDt9/U3vkHN8Gb73e/eabtfUAEJskqYadXnZ9Sk1mFYbxoa++h4kDoxI8ybwIE6WqNQD2i/cdxUHkgdtw61CtXV39f3R2kMemavtRNRBKOj2oDlzC1gy3wMTQEDtBro8RLal2Y0tuNoWEKw0LiHfacDKhGEagrWSg+mZhmWGUbK+ypYryjTpe0J3NEZZx1BD3n5mFU7GsLBpCUgcmjFRBsKdCJNvCJVnaXQqbCJhyW1RAOQNEdXBO9aeS8qB6XlIAo2whvS79WJLPGBDDdP9gepg/f2/V59DWKldWo2TAbz8ny9tuXUYxzA7oxZD2pq5pIp2BGJfiPTCIONNTRIEqoeXKmWc6c8RK+cEb8/vk6jaN0hjd4eWoftuuFxhJlOQsC2wO9TN/d5qS7Ee4ZFDwikotBktirRDRgrzlekiExPmNQMSKg+5AYJPtZPCXwSNVrrSw1JCo/Qa/VB9s5Xp2qgoFEUorEfuZ9T6UQga1q3gH+sH5hpXKJ3VHazTlZHqEGeIdMTSvP7b3AGVEkaR7zDg90LceQ7MWCWIqYQ+xD92LFzZ2Aj4Wvrzcupayke7qHUMItgLLJGlgEG+e6bqnTlIDtJRyMigcXxahgV+QNaKGvtKr5Y81tU71fGp0RXDUqHbJjhdFl6n7FnNmOXDZnWx5lGiKD6nzU6febuOvZ14N5R1hkvJrBnsW81SzChhB17MCUMCUXyLtK7a3ZgbbJ4DCEgss7+3n2pk3KMXYKkkGMcMq5RrlBRR+M9Gbwk2+nmXWamJc/GDDO9zWRVNtyLGFy/di5Z5aYHnklPtud6YKk95Drp8aA4OgAF9ytzJ1PWgbNHChp00ghcgRuXCM7dFtXqYj15OT3m2pgECB3BS1snVJwgkGcnjC/yF5Up9qqM+iA6DHrPXRmw8PxLWlS4tTLmQs+63lDREh0tFzsN0pSaIg5njPaO+0sI6p2DGrU5ofTiUNynNc76PDUCzk1B1Y7Yc+awPcyOp7T8IHJSNrNXxbLvFL1uJ1Slbi5pTHEFnDDXbMBx+fJRlmW0bdj4AEO7KxvNXiPYkAuyCs1z0aLiS8hY1o4V2mEdN90THSKSTF4uQcobxeGwcyEOkrUXTvezDbYNtMbkGEQxi+sMj8DJVtgP1y9rWSS4kJ/4LAPvHmGx9jlGNqyilIHEHFD4l19+2caBcNdSppxPYjCPTO5Yu3jmJPfoe833WX/O5TpkZIWWa5iCQyDsER4g+cOvvPfmP90XA8/Udu5C+riTWM6jVOQA7p0P72rPPvtsZ7iUBFxBwfZEIpHX33ijnTp9pv3wxz9p3/jGN9taaOe3btd8vzgN6d22ovCQjARS88ocy8oa/uUsuh4y0nmWdmbX5sDi9+0pvRGoA14HOYtIHcBoszewblAjrDEMtkbZA2ptaZhDfBHRZ53Hxs2MSpOZRvQq+zLONKxGH2ANtbZYbmr/B7awcmYFvQix9DJpyYxCKqrG9/SPYjCncbTzwI6bNm0OiWWGqMujaS+oRrgXZehl2TSSfpai7T3LV/hY0oiGx3vyEElGqfqmhx8nGlp8EXCMvozcoqHMj5ld9EE7B2NgotHK37lxO0ckvG8G6zxX217SSpKsoeYdzjKOTdFvWd2rkKiTPLB0qIQa0rIiS5bn7D0FvjEylazmQHNeO8xzdX3tr5uhrCBRzSw/8x81EHz3BM5okPW31Ugneg9mbfpYgVr9yZABo2hblnAYIWkoghDITRq8tVXrTnW4ZQxWHabmLPYQpRGxBsGarg4mg+O7HjSNS8aekZEG8sfJW/dT5WgVKMu1a/QY05dswBi2t/Ae11TC38KUVT81c41zjNKVWZ65To14wySwDyS/YBQgONxJC5iQ4Oo2vmYDz5nrGZYwVSIjlfV0s3vZIH5PkJJKdZMReMZkZUb2knp+lIG6AMyARmPYl0zyXA3Q2Ctxpgk8KgDzGWqkslZ8T+9Mk5wWfSOvrVJMsSvL4VTJpUea/O9+zY3co2RmliNngc+OoQXJcW95j9a5bSOK3KbszahnKVTCveasOH1I2idymtSubzJQQuGHcB+s0cXZ9go8cf055zrG48cOg5qtaRs2PZ61M+i05BBikdccVrhnSfa/Z4t14fu9//QuJyuy1sjaqnwjQYr9Kpxoq1/fQpOZrYEh1QZHLAC29TBJiOWs+4tFXvKsCg/r0Jchbu9ro2QFpKhgDBEqvbM6B5EM6/32s3JvlD3c50MKxhDwCqX7VWaGjQBKtTHFUe7h7Mz0rbcOLtqmKHmoGOFmbdoN0UTP5R1kVN0bYU5bjskaivhVH6kwsOxzEQ4RveU478ElMvslDg7iUOl9Zq2WLqHsAYF10cDwhq19Bh9wFLQFJkbYRXt3ZdL3/aZVTis0pHqQq3YfpajoEYuQWRsmu5cUqMISS+D5y7ztTtDEkkyCdNEm9lJYxJavEtRq96oX23uTDOZ3rera2EQT73Puzp47x9QzxEDk6RDI3cEuZGoUz0FFKpOl+3zuKM9eUZQJ2uEMVnwOVYu1DHaVzPQnf3vfvqnNm7dEBvDq9VtMKTgXPPn06dMMvD7TXn3l1dQyhE01/CdOnMgF7nnhBTLU8+0Xv/hle/VrXydK2RRc3rMlJJGeVAzpXTKQJSy+B1jySdJ9jKkHK8LCHlEuqlfI0MCG8NPVDTV4PgSj3/7A+r4NEKBS85EFmANXtQt3WSAoNm/GC6mAIqkiMn7KJZKt9saDBzfkBuaDde5G6GbFKjdp9G3k1ZnfBLI0Mqtsx7qUTsGB2gWLeXx1rqGDpzeNegIH7jaH3ow+EAUHxIjMDF6oyvf48DO1I2ITTshRxL2o3NUYXNlzD1X68FK3Udw70mulviPE7MExQxbaTjlZW5s+NQyyZBLrTjlIHQmrg/j6wCR6pHHQ5YirfaRYfhdpbra/1r61SZR+zp69CEN4YxGEVA7hwIfdaobIremwXPeal6nQB5m1fWU6Bf49QX+aQZzXG3gcSGyTsnISVMgYzcoHaVOS9dggRWUNuA6JLLJRF2RjJjotHVKNnWtVOpqVZSmc4QG199ngrGaQCunWkGaDg2xG7rLv6fW6i4RT2dIMdXDrlmEIpqfQ2iC1K86HKkOumT99SaKcU9Vz3Efpz1SJCThxCOUqSSknj36I4VxDvX0b7RRTEWmwtWLQlhZ+vwIju0gT/+wdVH641gR8qdt3g+5V7OFg3wR2lkgSZRoci4ZAg+D1Zd4sBiUTQDSO1uUCs2v8qsfWTeJ+cD1DzPPaFT3vsgDhnjB39aTRwa+aawIwftcHQz73tGd1sov2ZJqdin7IQ7D263nRobpHhc1Tp7S32taZLngMXNw16ivynrm4PKfhtKR1hEickAG5GVeIZewJHWepPt3Kc9F29OInc3QKyNbcRbfBcttKJPXkHqz1a8gtS1VpwdYo24Gy/XV4XJcKVH6+5Qpn8GaUm1lU9pEvq1m66VfGlrg/NeL2Oi5AZBF9kLij6phIgQhSTSHhPlDzUtw+JDwE1Q0SBrk3W77M6Myc/X73klNpQsLCMSreEtuDrRN+Trthko7SQQ9fgNfevnY6e9ixeYUZGTh4JrFfErEGVibwt/99CQF+RAk7R6qzuqsNFiEjITBwV7JxOZnv+vUb8hnuN+2hffomALc5w+OKzLBnLBfZbmJ7XIJwkDiTktQZk2Xbc85whJT6imhlwOfW7FWfBvica9cuxVe4J2Ul12xgmb6eZ0ovXFPxbrB7nYZAj5VZKpFQJUlLUZgBs/WgCgp51KzpUbTO7TKZhKHvA3VdRRO9Dp2nA0NcO9ERy5Jp2eGZhB3MfpnBhlnus8468FsISD5cfy7ewhksVXRZDU2jgjtt394P266Hd7aHt5ECq9fJw8hQbm5g166HMbCz7cc//Wl75auvZ/LKrUA0lfIbuQm3WHu9wgMLYYPF7uemRotROJZFVxCid45ei8av6i8lUt4rbHhdvbHsoSWvN57DNgCjkA4ytl82U0E0eDo6Gb/UoZwGoaP4fc2HBnAlEueAQ1x4jZdqPFLRlaoreynkURBeJLX47OhscpDsbQqxQieu445v1fTmXTEIZhfapKqrFKRSQ35LsSn1EO71hsxOhZM7B+pDNBLr4e0ED9xLiKuSEDhYEmWEexMUSyCx7tUZTQUOkomk76ya2HuWm/1qOr6w+Cw96vCpC1mfKphOVrXki/l2+Oi+ZLSbtmzis62dE4UP0TfJoVMVxCZo6w0adr8jMngh3pS/iu4pX2arhwdxRKF/tZ2TyTmh5h7M17U0mjsM2UkV7hXqyhGbr7XXcc7REO/PMmjrRuLWge6mBxUYWGiM15UQd6kd9dNeyiEVCUiDyiJmjf1zCVuXNJmZQPXLqf4DRE6GoZHxQFu/jPKQyAj3keHk/K8UUqp1xedUNXWDQbVWefYiBcCEA5wdheyvn/q4TZMVbN35WEbTqT/szFcDAffA2i3P4CinIGHwfU4Nsqcu4/aEmdlnBGChBLEeClrM4NSH0Y2VDKLeqC0bafynvWQtIwRvT/O9kpYCp1dfo8ZMyLqut/o940SS/ZRQSWpROqYQkRT9rjYEg7nlSitaHlJkIMiFIvYVFOt8RRb6KT0s8u85DT2kmrYOHOY0Btgf94FGKtKKum0zGs+B2XEcALm8LSX86CDc4yI16T1nPcYJzmwfM+iOc0uWyb+5rsvXZ0HYnsDYl/qaz3yEVgbHQhqUCtVpROVUGFREEEQSjOP4urphOAwMb/BML83knOolts/ZcyjT13qqwTXeK3srbWmM0UOVhHjwWrU15VwW8XHlKGzRjmwUBS9e71kJUaxH9nB6niWfQXr/u/JLbBxZunYybUyKe7B3bUvzGougdiV2J2RCPs/9OMO+UklrGWeXEKRKcfIPhH+tKwYBU0BlC99VggRekyURg4RVXPNyAgRJUJa/fBaqbjnlytYRldO0TWbkDmLwv3WklWgUM14bVToCS8LH0aYZVNsF4HONcIXzmbn2q0zscqSlaxJiUboCXPeapUwMUhC1QXvOsDl4lerCRckgcPYs9t7TatBUgVyhfcPs0wvURmW6+xonYimdG+lb28QkHilLyPXqdyKjynUaPOuQSxfZhIPEZ+9vf3pfNZbr4NwOJx5CQcU2gCgU8cZP9+2Ls3jp+WeR1gIX7uTAvKCHcaY61h/95CftVZypFOrlzsbk4s12xcZd8HOnmS0KdChrVvm7yhDs3et0II0sWCydrYehHLlRN20pXIcXHkKTkXmXXfhve8fC2rLthc/zYQ2nJ7Oo4lEaYYEiSycZyWs38jHKSptCjX1ysn0Kxxm8bTO8xgipOD7fAH4tyjwZoG69ygioI+UUDOVh0nCW0HTGDFVom01eDGhh6xJ17nVChQ3MpjMJxAyR9xgxCUO5Scr41zxBSSZ+txBIelz5XKXurBXfv8d/C1FR7/GpBkYUrhPq4DOTWQQqrPpXGbySP3Mmh2T3EB4w2jqPebJcv6syYSFOG7bngEKOJYPetn0775e5yyYiczTo8LmamXovszixKOxwL0LSrpu5/BKMjAQkCRMxgolSi/3qIRL5sC9Xh5UpHBieEcgM7i91nqsdo8T2PZwGTk6Scencn6syyNq2BeAYVYYwmH2wZXYcxl+XLerYq2etDqjrIpFIeNfnL2PWTFFod+VKoxaCirAO5xmOcAka/NpaW75LB+Az6wOz1MM5pDodnU+Icap6JYNSTo2IGKk8NZVTI+ReM00l2r/FXp6gzciWMSfWSL7pCVVmYhEkYC1sNTMwDfIp5JtRclXfroASxqKlDSApszDXKGpQIdsVsShzWyUech+lSaqBLcm0GFDnxiYztVe7OAu3cH4OorbX9sYNSGk6Yda3Fx3vxVZERIqYJNFwRcg8Zr6lKyyYWPW5TNjhujJMQTU01sUvd6cKJXrGDJZ0wtbuejF069qeNe2RNUCfWYaGOzGG14p2+KPhs+XIzMPnad17nHqe7XC299UIvqrzuZtxagAAIABJREFUl8BKifObfYa7IKQdYhLGOgxahGQY1KDT0phaV81kHK45urTW9g3Kk6CYITvEgz02fSGoRqkNeVaBX+kHTlub5/U+Rp/zrBBHgnid2133eImeSO0IusBeyqxOg1RDdeuoiVir9cjzeoXExDM+TGvcNeYqOzbM17sn04YGSpLhCcCzOvUkC0Ll6ZCwdjlAqYByA4GGbSYG8xKDVH2TWyGi5IQnszSD3bRCqhAHZ2HVqmqrLHSk5lRrwz1/dlFEGtMWQfyByZpnYxUtXJ7X9OUmoHR0XUkDGpuELe+elkehb8GHWGoRyrYmXZNjCpGSDChkXW1rNRbQMpKOOSiSCZH7wvZG5Gr9/JMoIInejEFMldi0yHXpnOeFtmNPK3Cuc8Pfc1YceelADrtWMhhDp/3OL/7x/unT5xLhLFOqDUUb+xA9OEKbNznUx7440nbtRK0m2OFi27gRTVGMl0ZLWvGv33q7PfPcnrYWCPBu+n46TczAYBgHMlMVRqrB2cPaNfGyIfu2BW+6x837FhwdqI60oogSAfB3NVuvHGZaHnAC9gfZmqC3jNhD9BhrWoPGxwM/5IQQiUX8M0MU6T2rJmT9ImQkjJ2buEQqChqLobXhWl+bGp0N+ips6FgLgsuEHcMxcxjrrH6fmZ7ZKZ8xA4GmZoVWlu1nThNsyJzWIfT31zvAZGBhuFa/XGZy8r3WPc10qw/PyJfPItOxviMsZmZZbQz13alD8+AzV1JWZVeI98+pqeIchiAa5H6s/7k+GUdmLcP6bxkrx1DdhULey7+pwnLlKsIOSALOqX5kXYVo1n8b07tGGQnHHtIZDJkNco3pUwXKcpPHAXdqKdaWnYwR0hmweKJXrJ61cDfq8sx27cTTU6v2Wai1WdJxZlvuxZKoHA7hxx5eRUAkQ0Rykf2laLWGwb3tGhq8+dPX543UDRI1JvfJJiQK2YZ3zzPBvh1mqstVOAW94TLIGDLTieKScLzwcs3MTGbI9Wg8C1pWGEMtz5sJBozaCTWSESfACRwuXKpQgdrWxejOsPL0gAuJS5JTNF4IuuqmJtmrVOwCPi6yl0pLhbrYty18twzkxcApAuUYcZ2kQaXnppezvH0Lxrz6xxDJhA71SAacGbUG90CoVuN41VrlCIxOWqHmZqcSyBogDBNE24/dj0T0tf2c07kIilB/C2u2WwuIO5ZBdKIlNFKoimdTkZZpR2HJ7jVr5KxIWprrxNrD1CQoi5yg7HXvM9BfsXLv8767nh/+p/rQEJrHwp8ZoeV0EOxcJk9xXvrxiJ55rz1tSnIM4rioPaIitYzFCqM1+5RnQEZoC0fOIg4nIgJR2TIo57sZped3CUXryNLffflYWLRm5GF6Y3wVn3DfiATcmZP1LiPfWqg8AFvhgDcVauE5icDEGYgQ+N/5X2L9nJcFtaPZe0sp+/QiHHe5xlvY75FRzmUUsHz+BuBlywwyMo7Pndg5VNcgWa57hntOhizqYhDAeswC4Tv0Y5r9IhLkgG2FCyQXKRuolGaPInruPAt/SIacdKMkY01b0bkLTRcxzn73qrdG8rBHSzhTnplwErIHVzJW7gIlxe0pF5WiVK/ipZJUossEmq6NyEF6dyPcULN276qwxHdOMj7UHvYTEJC8Du/F9jzbKC339TKFGv8iYUrEAsnig0UgZtUU7wJ87c7AD//rf2KeKRtVOAXOkpNHbOXQIHmDV8hGz549HcjocZrQjR424TStI2kEZoiQf/HzX7Y9aPOupe/0Mm0D6xANdnOaiblRVBaRGJtG3GRdQrXhrcW5uECVHdQop3MUhJ2Tan/k5CQTUHQ+GKaKrGtR/OnhXHvWZMIqsCBF2c9M/c5IU8jJw8ChW2n9FAMRVaSOLRZSBt8vWeUahtcIyywkdHszKRyzJ13YWmhPRnKakRMNGYHxekkUcZJk23ldESfMVKHUxalpyGrOZWXhyeh4rRCdjt8AoWckRs0mE0oqe/L70XyszNOMx+J950x5VUgyi4grFPOv5PX6Ju5/OaYokzz8EKNPazfLzE6EBYsdvASoeB5CzPJBIkgb0gloRSxVUxJGdj1GMawrkTu7dQtjB2EmxX+fBf9PaE9ijYdh1nahRJNKDKqjTG2J+1G4XUNhlqUzKkamaiNmgzg4B6uzcTN+zPeYleBENFhmTyvYxDrIlTgQT3PWsoPf3RMhaWEozTS9X79D8QJbrfphCB6orI/RJ0ZXQ5MJHstpou90bWdCeiJgWSpBpCaQaDw9bGYktheFeGOZQng3dTOz85pcZKRtcGCkLHSbsVVmTWFckzU5NixqOPbGKarB3ieA0Mi7VwIRyiLsYOXKSJzuwlnV8Atx6UllCysIwTplfJ/18SAwUjAkw9nHzFOxBmzNDUfYr7t6sELMHqeqy3tWrfGZ2Qr6iSaUIL7zOzNekec+OrqknTj5KTOId4SxbTO7wZbDART99+yrayrbMcpQS/rxZqVg45oI3Tn1yWDbtVubiVMlfWnwJys/fakiO50xn3UqCs4pJRP+cZ1Sf0xqVeWLkAdlZBJc+HzmVENbjdKQ4vessQIrIlq+ZZJWiKsZFEGfYCcJKvQnpDc8hFC8OtU407R/sG9vwtg0o7rLYIeqkUom1MgbLIg38gzZj4RT7dzJQ20ZMP3wWoZE8JqbV45l0LRjEz0H8igMOpOJcY8qcWWsmrVMhkssGsC1CaBtBQ1FCGp+rjwkBRUM1t0jZk86vSFLDqIIgX8lDmJ/CZYT0Kek5V4uYt0K0Mely+mjnJVFbq1cRrwOnBriavsoCSRU4UpfMM6OPSWhSgH/ybXY+CmyXZytw0DMLq2VrlYEgu9Q1rTIh05/YWISbOObsKBFb1xvtXNT2x6fjD3X2ZuJW4KwNUmnJxQ7vhatW+5rDuecPWpSoipWB9GO0WliuSj1fNsho10Ax4Vzr5SmZ9DvkciWNiKdaBA9oUnsJTtG0YZFMvXjx45FPMcJVvIb3JfDwt08D4NQa8U1Wq5TmeK3EZaYu0n5EkIUvnCC0ZADP//H/wwBCTYhH7KKussUDC0PrBCrxkGxdqPC9979TdvxwPb2wPatEeg20vSCPThv/vqt9vyel+hxYlMSeUV+j8V18KvTHoy0N2zeGM3LpOaSEVIHAu/nAjUgPnSdp1JVBw7sTwTzGDNS7QHaDGXZTFTjqNOJQhEbyyzD3w1JbuLB66yNLsw40kxudCzTkocWMXceyNSFc8jW8eCR7/I1EbLWMbLACdcxIFEb4uBVD6iKPTXhXrjPA5qIsMfP7Ynkv83CNM4lvu0hU2VIQ0G0aZ0ydVKNpDNaWW/WJk478G1JudlikXoq77eoHVKShjhQW/WyldgCBt4smH9rmBU1WODBZh2Nqs1KhTbCONVJet01pqgX/44ucLPXlHFDjvWy2Z5Zk/PQ6YeW4yTD9BVCktVmvcQMtOCiZcsmeAYccmAis4K0xAjhpZ3HQKYOoBvQgyHkNUfgUXXPldnwOv5CFSqrcyasbEkFRHSc9hGmpUljADKg5dLxmYUnAOOQZq15GN5nP3miIHiDrxIESYYIccR102n5zA0UdSj9MG+fnyzhIepIPhODy9to6taItmpp0El57yEVybSM6IAqRarplLMN85Z1zthCDb8SbEEnDKrsjy7x/jmzHbV8WW//vnqdec4yoyPuUIzxZLjdHtdRGlhUf6dwGuIm7P30Hdo6IqQo01DN0yjq8H6yWgVHXDcDA4M0HUvaxoSfM2bP2lo5fI3zH3oCC1b3s4UAeeoJUJTeXLLkTrty7QTrqArY9ZDJ+l7wGHiHQbNcZkSq84yvqrJF9F1lYYclrzxlfYfvURlMsYacpfRQsl4Etg5slhhoBiuEHgam9WXVhfi39UD3tYGoZSPvzbNsv7Fn2/7oEYatKyiwDEMss1Z7NmuPLtntauzNdRIAYWLLXWlJ4n6V3ryByMo8+0BHK1rk0G6djxCzNi6ksxBiyLToRbSG7efcuT0VvetRSgR3cKA6ggVqpjLzTSx0pkGO5Ci4f8wsFfrAvowiLDF3R46AYzAJPAnm1PzWPieg8xzY7pJyW6/V7MCHIpj5PAfJTmfkhZhC+d06YM8j31PDQCxDkGxgM3xQBtiDfNfiPQJ9kqmQnrwm1tL9588da9vcv0I8agcYzF2B2BfRCmBtA10FFpy2ozCMW16JvpkZbRAM2pxvpGnNVG2TY10iViPT3K4Kn7W68CKHIlc8L69XdOoWwbN2SPJezgfrqI1J2cixbfigYc6DPsn9lHmoBloSFMkwJTO6n5a7Fvx5Fj80wJndYJcF2eXnn32O4NB2gibgZvZUEKeONyGfVbRC+1/j9Rw6gtwgfeKWgrwfhWxMtAb+81/+X/fHifJN9y8RcbgAZqnW6nyRWLnZ3Nkzx2O8dj/3TDEqre0ZpXNIfvBPP2ivvv5HbdPWbW0KNrCko2r3qKheiEzZtk0whqeA30rHEUeMod2yZcvvnZ+OcmpqKhNYdIgeKj9HtSUzRw2MrTs1iaUkA/391SuXYlTMdmQkayxDKOAhJZPVwMnEZSH2ffJxe/DB7TQxV4bcw1zCgGadOmSNsX2gaVzn6RjNpiZLRKr1loFmn1+ptshAK66cmUuEEgLPVq+qiiP9NBM/z+kh58+cigTXxo30LAG1ROCfwxWDw7obHZXBL2dvRGUEJhtYpx1BA62VzFvgSOHeeyrqdAfTHVWsXO2gY6Fy2dlgfRRvlCUxYhB23nKaxyNCz+a4ew+HymHOgVvGtZvfWBshih0jw5uzjjGIQDSzTBcyK5OpH9Zd5V1YGqD/siARHKd9v4Ebff7FJLXP1LYRAxIvK4N5OZjDHMIb1y9Hdk2/Za1PiNpaxF3btlhbVUh4QzkgHF/NrWUT+xxyb5Wp6kgNxqqubjN7wXQSdNw7RbrRzpQBEiXQOLgmdyDvjAELWjuuurXEm2oyd3av9+JzsJ4m+SAtRHx3HxzESbGPipleyIZ7THKGhQSNlzX8mzcUJSHYI5uztjo0KIGjmtOTVXCfIaaxSsm2ZWlzjmRHavBcPY1N2jc6pME9GIeopJ0sTl5/l6Z01ZZs0hfOH+Xe7grJZwybhAplH3USiRADfy9FbWcIGFahiQoQNNwGERB95DTMX+McfxGCWLJL2zIIwEZHEaDnWpPtRxWohribtaYmzUacxYhqoOVOmFn42cLKIlDC8L0WsNelolXthyKuSFjqR7wt4KzcQ96XP30fepU3WtCLjGVDnnLt5ANcC04uBCHJPKJJ7FsfB+fV+qGBvsG39mOMelwUxQxgbtEfbE3MwMgzY/CXVpwSDxB90kAvkSRli5jPhBF7ToRZCit79voZbI/BusIsCoUUA9i2LKUtFXf3PqZBQlYgvu86ev7M6tJuYgZsIGSm7neGeFWMWIM8n1kJ7Ve7UyF32m9KbNyvTniALNSMVGhzBNUyJUPvOdQDxriBuQTGe/ctpRBIcg6cSTyAs5IlbLuVZQHhUvflKNrYBnJXLlMadFA6wbNjyiZpixSNusY4zy2QFK2ZXqVeK1rpM4ksIXbBuan+XmeuUtxNWmkU+VcURYcsxKWYjCMOJWh6Biw1hvhGUJERfJn2UzKx9uU7ftKA3vvvdadNhJzvOkcw5zSYpSJbOEAD4Ux6kkkO2/8+6/7Z55+3x57dnTKccriSjtKbD3o5xPd5ppxGpIiLHBlDy7RQUS+vhEzuDyjb//cf//19F0ex8hEOmgdrlg+TZFH6tqUxceXKxWQF21go5ZU0ZIl0+LCf//znbc+LryB2/2i7Bl3fQ+smmCDTdVEzxYOIQiKNUY8ZqIfLqMKeVh2iG8XotvpNmYjC4ZLh6zW46JdoejcS9OJ9z05quDJHSxGo6pihsbPBJQ4l+jHzMbXnDuwBHaF377e/eRunvrFNbnRWarWc+H0pVgOXCTulp43MsvrLirRRjMeqUqSXlO8qcQZrjNUPZnZUfZbqr9bnLrJpVX5yMwhVTxKBf/LRu2SB99pzz+0mcjXp4nNjEGuyu9+nMTbb6NtNjBJVUzLtNUiwHuPhdmRZBOxnLidzFuI1+9Wp2wKT+hvfW5F7kSKyUbjWTJZhkskKiURmzUsVuGYD8tke+ohhuHn48yxEirBU73vfE4GH2SpR2HH8m89LWP/chcttPQcotX7WMiumSLhwlJAlayiioOP34zSCq8kyJedMOTYOI2Eda/2GzRmSYJB0lxqO9+59rxgo+a9Vk9srgDGrkxSQZ1nyZdZ9NHZmISpNLXZammsQkZcHYOa5crii9BBrbFBnl9wFrcggg06xJz2wZtC8zme7kj2rk7lJT9n5c2dAabalzpkapN7Ix9jV2V0A4eqa3oHRDVHO2phtIuzRyxdS5w4EZesMhtRnEGEDSWA6OsUhZPqKAgWlsJ5LCwVi8ereDnDtCrQpKGCvqobPc7ecPWH2Yqat0zaYkPyio15mz2EHjWewgjUm9p8a07JS7bsT7i8RgjrjvtdsLSpHQIJCdbaWGctItpLwsgoIWCRKpuqC5LGoPykraM+lk46cQws6wv5RMMBau+dN51WQO3uFJXTghs9yntF/i7LBPYWKS2jAEpRU4CnLOgGZ68rzDrLEbyJYwj8G6oHFuW5VoQxQo7ZloEYGNQ0KEpZsFIxEjSDdQEzyNSISFZwZsFapwMEdBiUhPIXc5+7jz+mz9jvrv8Pulk1ujduySVSYVC8rqNI17csCvj611Q5iHxqCtcr0pJrR7FQUWwldUwIZ9l962TsCk4RG7100RyKZgp7hKEgitCyDqTADNjkQPVJ8xkDi6sWjrMfqoD2LICMu4qBTiGiTUfpSB2nwr9W3hdAXmNEbXJiZb9r8SBivglS2QGnjVnP2r1xhiDvL5Qzq65npO09StDk67nPIjBrcOlFM9M31M73rg7tBUK+McXOSl2xlAlehdJEwOS+3cYjVg6pNs/+82qFKnakUxWzjGeJc+yDk55Ral9rKxQuwH9XBEeGzAJlbRlDL+j6llkOHD7fHn32Ov1PmkTtnDYWfFeTQHvlsDSRtlzOREdFXJMVr8p71UZ6Dgf/wf/yv99dv2BijJU6fZmKK3tYgx60P2HCe7ItP4APEsNPfhHKORs+fX735ZghI27bv4CE4+8/aCdqaeArZhyNGMNLouHEjzp4g4uHXcVTPjwN6FTm3KK6hK+auNYU02vJ5ZqhGxkb71j004EagwoEK5xvtCiHqyG7zmbYb+HdcRDQqx1ePtLd++as4wedeeBY2VtfU3MHOZkiJ7rlOWYsauTWyxqw1cnqqTiJso5CD7TGyOGtea8my1cL2jevVu1ds2gjKY+jXwWj74N1fsyFn2yuvfLUxhCBwsgbbrPQPAgNeR01DcN0W+AxHZxvOh34f9qGOLhVLDr3CG6rdaIAqQ06WYT1cWS8JWLZCSCbC0BpE2Iy9jIxoNdCfRnUe47dAZqourmLPOhpRiWGcsJvIwGgFUe79+07sYIrP/ADyetS0uU4HElyA6Xrs+In20EP09GG0lR2UWTeK0Hp0OQ1cErSU7qWRn+u3Hhr+PeDqK5fPBwaVwbt6gukYXJPiDvfNcHV8/Pf40Fz75JO9bceju1NX1RfoiIWHJxArUAEnsFlqUcVKXSQStwatfKNMQf9ugSCn6tf+vcxjSSQ1fF0FMGv9RqR9LTSQEWs6yli9L08eaUcPHmqvffW11JnSRmNtJk3fTkrBKGikdRBJZEoHOIcvzFgyRAdh2+jNd8iiXeG4J4yQe0t1Jn+vEs4Cn5sRV/axKQOHETx14lC7SC/4Khn1T7KPKdN4o6MqMHHwr0ydzdldDnQnzOoe0XEEKmbB/HeJ26P05ABna8xcjyQjBf4Vi/c6NSIOm7hwYSoCJK7JGIIdGuOxBMpltDS4aV43QAIOtrQyAQLjFCXH2A135YHA5PRWmi05NUiPJCRnW4b7X4eoXrXkq9WrN4e4KD3LzCX9yGGK/4HlmVCN/1uZXlbPaDFbSxyia3MikLurSDxn1Es1GxeSG8QZ+X7LEXfgDMjod4CCRnGGup8BfOBz3msQpUSfQYG1sghbaNhx8hrrIipqcCX01cQXMzcG15ZgApvMbCf60QbInIlIlnK+vG+dSw2B11GvCCQqkactJbO8y32gcLQg6dAMKW1fFVQY7K3kbBoIzRB4piySeqkSfez3zqa47nMzkjnhDlzYj7TnapwmZJsBoG6QnxW2yUB6miPAt0IbtEfH1PX6zrvHcaYiYWb5ZtOX2WMO3HCDX0ZIQalZB0GoS+DeG4JQ6HnTpq6FDKQ9r+fosAJsCXbI6EkHOmTrm0gfDv8qil8mSKKlga1DFux00ZWWDDIgqa7GUHqGdaZJRjhzfrb6BZ6joCY87yIYWj8HjmbtnD1s4CZXZoBnegRxoh30Id9T/AL/J79G0pNiI/bwJzkxGGVtRWGENCznlO6vXAvhfQKS//h//2/3V7IoFtnt91tD5nTm3KXMbxTCE9kwer6NB9dLy+jSyRmx+/qLFOn37fukvfLqqxlvpJqQm/KWhivGrBqqSwxcGGWB6GZrjL6MLjFw2W2SeTZsXJ+6RckNliiCNVQhX/9sBhspOhdB6ID36Vytofqjk/UwBoZNwVoohRMUeBS1D5rmDx883A5Sk33t618v9p4sSj7Lz9DJpz/SM8oD1Dl5zX5PX2/sJcN6GbVo9brJOTSDZBx976KH3teqoJJ+NYzBiOxhDvHbv/4ZrMjZ9sY3vh1n2jOEU/v1IBhdRQGl4FbhIK/V/thYj/SkyigUOinCS5qZB1RvkaRg5NyNJ5MQEXYkGVnC56h2RhZtYqXC5q7TdLsO7DxNHekq9SP7GtNSw2emnsu7FiJXRpRPdp+ap7Wje6qrLOOQKmxRY8gcjDyziEGlfebEmdvITL7C4XJAMbVQm7h5/iVA7ZzWInEND7NvyIoV07f+q+Ox/qKuRdqCCBzUr9WorR1d2j5gfu4QaMqjjz3HKCWyhmGZjkIvohseFmBr7jkD5akfCUGr7OReucn8StGxFUClCshLlogzYJ8o4h14lHsxCBTGs96rZq5ZkqzusbGl7dCh37a9Hx5sf/KvvwfEtB4jgbIKTMzUoSSNpR2L7+90R4u27xkU/lVEg/ICBnspEKjKNSr/RJ5Rhqli48Duogzkz2Sm5/PZdwk2sAPtyBen26HP328PPvBQ2/XYnrZ501b2jD2k9nVKyHEEoTrYvNfaLGdWmFIZSI2TxtKM2Sw1pVxrvamPKwairGQj8z/LP2cQOzgOGZC2NggWOx/Y0Z568kn24ViylzmCodS2eKZmPtG+NnhzYIICA/5DGSHGqKuzDi6hBmwZyZ49a9Y8H23I1WtDlJEu0Hp3ASc7xCjHh9pjL30txlpH1ROQ7nE2SnDETK9QrGQmPBeDNQP+QpBqoEINrK7eVB3Q9duwNm0vwmnc5PxdgR/ifOQR9tIECIa9qkK+krCEDm05kgPg/nD/QsaOXdAp6Li0h8uZ7xvEBN7B5UvXKCN9FjLZzge3giBU7T8IE+dRQowDNHR0J09+GQTHvmEd+nKC1EtOKWK/TkJakjFulpnsX51lZVnZyAZmBoxRreIzx8YYDci5mbtzmf3Oc4Ycdu3qPeQrYfKSeV4HUt1CuW7T+jXY9lXpBxUNCOTL2sTpSOTj/EkSbMgsRoaV9bpDye782Uvt+LWRkPieeuopPmN9N5WrKCYGjyKbCVLYE+NAp9rPG2gWGOQOj+Lo7lxqV2itm7xHLXU1+xVR+CXqH7MvpikLnT13tZ07O8VesF94HIRzF3V2PseVE7XhPGWeNIiMHBBh23u2M/IN2lVRDZGcIAQ+f6Uc2Y+WRjzDIqk+I/dEXwqyDh+0gSEbh48cbg/Bz5GhvkBC6Z40Cxbxm8bvmbzIceiRUzsJHK5i0KzPKRU09uPf/tW/u69RyTy3TF5x7JkLhlgABVmj5osoRIwxDNo3xUFKAOhE47/88njbv//z9sKLL6KovwH4c7hNUyvVQUSVSKp5akFVOFZcWUMZUQcehBmmo9w0qn637QwSEXSY1Z5zMw5VmNff6fD6eqqRWd+bajSr0TX6kpFrODEY+I+ohvrWBDXSMUThjxw+0D788EOu9+vMjgReVj2JB2DWpbNIz561kMA2+rMiHfXN7T29OlmHUZCQGYbSA+9B6ceCVb3SmkqvIcx4H4zSAo71rZ/9oF2+tdC+8e1/FeJJshDzSYdiB4KrDNiM1mjWCNkM7TqZjMbSKM56gmtmYmoGKQxnJqAzta6SNh1nOwpZ8p/CfiG2cF3CF37uTeAayRcXLl1ulwhilH8MhMUNeS9CLIF5MEB+rzXywFTCokSrQkf2WZpZr1hBMR6dS4kKVyEnnb7A7NhVW9Fv/jZtPUqg2X8pw7Ym4ZhJ9Eoyo8yolDRxi/cbFerEFYO43/XALV1OBE9wNgKDEMlMyHBvE3XPthdf/jZBghG6LQVRbS3jYG8u+8TA4TaZkYxz4SdbFJwatBFxiClq731LU8blcd86Y5+ZMJGQWAKmkF2CxZNNjnOvA+2DD3/Y3v/d3vY//MX/3CbWPQoicpn1KT1Qhb6t1RQprZCCtGvIs8qPjhsWPM3zy8kMBq1/SsAIElD1dwfUm/2omjR/9yafdx1De64d/eIE9Z2D7cXdzyPf+e2QRnw2YbJ6tqwhhblY05oQg44RMZtKq4oOByPhZ/ueyD465Jn3hZTj5KTRCtLef/+d9uMf/YhsY1X74+9+p23bujXQmmOqSmrOyUSIwWPYh2HzOnTBPTgPvOk+Mbu4gciB82BVq0kJgbariB2wOAahtygdnT19rF2bGSQovwqHYFN74pmv0O9HXW7SuluVUHSaNbRC8k+xd9W3dX+6p4WNq0m/0KFky0LYBrMds13D9/mBt9tJBngsoC19ndYujekzzzzb1jCg44YtHwxtcCavBC9wK2qCAAAgAElEQVRbK8xSZIlqp3KkLHkIbxMAKSwvgjGypMQevjhwqL39zkfc51D73r/5HgIk67CfBOLs99QybRozyEpZCVvnsA/WahzxCNE6a6KOiTPLnFyzjV2iMyVIdtCGurodzyQoWMg1BtESkcxuKcFQ/3TtP//k/fbRZydIaEbb9q1r24OUInY+sK2thzTquXZv94xYe7q1yWMQipaz5xRyv7MA8Y7A4calc+3yhas4Op7h9t3tjTfeyMhH4VxJbn73DQJUM3j3mmtkSUU5S5+x7FgZ9AYh68adScw+vngq53aBIGEEf2LN8+MPPmqnLswh77qjvcDkMSeRRWmIM+uZdqsWf0TSn8pvEgKxqwQpBiIhcIawVnY2QzoyoMN2stJ0TvBuls57S5e7IPIgBNTeDx860h55ktm62LNZ9kZByiUpaWta+AORcCz5yyq3VUtdRsjJKXGP/MN/+ff3rWFakF2JUVzHxrJVIvqKRGlGRGugrVfdrViAGnrTWudcnjlzGqH737Y9e3bDut0WyrQF4ogmm86rk8qXG4X4mWamzsSUGCJ0GyEBo0tufpZ6kgfSmppEo2SKvNc/61DNHnsFn17KTEOoI51YQ8TLRhGj96GnviM0mmu41daMExHSLH/23In21m9+07Zufrrtfml3tHr9vjTZc3/WN3WsWkM3bKJcz1FIJiWG4E8/wqsy1V7oobRFNb5epzC2xX3hnwkagn0Es8hTvffLf27HLs20P/7T/z7RsGsUyIvXWYhXI1cYOTAazt46qkxpawcZoiuZQZFwHTp4WaAj0y1bLhwIzm8yIQG4fppJ8ckYsC8aVK/PAMUa+dkLV3CiwGo840D3/L21rlWwMB0rZC0mvWAKhwf2LOGJpdR1FOmeI4rjFRhPJ9N/wppfaddZzwNHTrWLV263Z3F2u19+DSQU8kcGRaMC5LoIeauxm55R95IKJzLDZcgVQ1cSm71uN4AwRydwSLACxyF0rBrW0P+2nUPe8LXX/hxHzXix+XOpaVjHldJ+C3RiNYN/dezS+YdZ4wysJ5gybLlBr+Qq9kux/mTkKvdGxgxnwOdQQguVIVvHTMWOf4/y/cuWzbffvvvf2ucfH8bJfK9tffg1HPQlHIqyc1UzT5+zcC+G2AO8zKwxIvw1/m3BlpQ719rCzCVaEZgJq4rOnauJqO1HXsp69lrTwtFTU5far379U4zt5RA6niAjf/bZ56lD0vjetVUVkUqH3g1T4DqGQRHM/lKi4W/dL+5JiR6BHmUFG513+88zOLj8fqZl/ORHP0RO9GR7mmz0iV27MHY4GkkWDuX2PHdlBO9PvWV7cUdpu7kB4UbIT4cUkgtLt4xaXARM2LsGk8KbOotThz9p+z96p63YuC3zPTdt29EefnwPx8m+yFIKq9pXzURdabDbEb6E/tJRYEAZ+Lsy8z5bFRZNAMznut+K2Xu8/cPf/wMGf7o9hBbrE088hc3ayvNDGARIb5DsUonKBWpnBgAG0t5b2T3JYmahZt8Im1+/iM2k/3HhSjtz4ng7+uk+2gLn23f+1Z+1p55hmpYlG8lbBsQGoRho91S12tVZvAVTeAlObyUB1SxEqUtAnHI7Jtdu5fe8RzjcNkI9CudEIRyDPJ9d1JB07g43Rzd7A/ZlJUb/h3/3/XbkPLDrxu3tkc2r2yMPPZjafBSDJLHxvaWFPA+qo0ISrFvbQoY2sQYbKG+dbicO729nj36eTE3B+43Pv9F27Hgw69DriJuwqKWtKITrWzOXbSEp/d2L506H3T8K2Wf25pXssyGITdcQyL86dYIE7RSZ/OV2HsGEzY+83v7ou/8dJQ0CP3kmHTPbXlhr3Do9AwClAS9fkrsDSsZZtWXL4MXygCpHqZGm/OUgjury0OdIoi0lKJnKpYBlUJESFEH8QQIhFbIcW6fWeJXsZE7X5xR/oCej4pMSWZlMOVi+EBJ/Bv7mP/3v2ItqN/ChmV7r3LwhnaoNujqujNHiy1LfJBK0t+YejuLIkUMMQgbmRb/XjTkOmcRWm2SeUvkDPSmvZZBvcbh0Wa+Cs9sAnSZhLkbGlnBS79R6iUEzVX8q8nHWHO0Tjm/LiB+HVWPY2VguWJRvrEPwvWbU8zIfzayAP1dhSBfu3KAv6Fx75513uLeR9vJXXotjX5DNJlNOWrnFep2RB9XeWwvbvTiEGVMOQ9VqIp3WkY9cL//sYREa1XDZzCyZwwdppHqX650jov3gzR+2Q+dvtze+8ydA25uT0fi989RJdIrCuYqqa6jMrvw7iR3el6owqW05MgmGaDJJAREgQ/9d/2hUZJrK6jNSrDmQZm2qh5w4dqJduEK2M8vh4rW2pWwAXhnGiZpJryFqtBm/ZyrXOpjRmi0qIEHWqtgDkayb1RanqxfPRInpLhHox/sPtI8//RyJyW+3b/7Rd7kHezOrNzKzGiWI6FytpXG1EmWsz1jDVcS/5NQUAh/B0CEsP15DmicY/zSOM/3kk/fawaPvobf6Der0LwCVM9/RZnbp6akN27IzCJpxnv5FRTFw3DoK7s1aemmX1kBqI+ur12gR4JrW0EOnkYc3n2eZjMLIWCdgc35UneZwbN9vRw8cQ7P69bbzye8WkQvSj0FNRNq5/uIAVOlA2Dy17hCwhAnRbPW4dsbf9bWm7xktiUpbcmydsl2hSFrvvPtWO37iSNuybRNOegzG5IOQ8J5Ka5rBoNmBqEpN/uiYn8RXmXtLgGb/cYy6W5d/asKMe7agNPfZ+nXUQclOP/zow/bWr39FwLkOaO8JMpdh6trrgog4E3LZ0ATnYD0O5csEdctwCDdunGMJuZaRLVVntkYY+LUYuP0ovgyKsERD1jmHkX3rlz8l2HKyzEgmUz3y9MuwadV8LjQrMoJmvGFIWy+VVOTzo24os1Xsm58M8Dbrl/XJ7agQpUOLMApn0mdy+PA7lAjQRaYlZtfOR9sjjzyezExCjWMnzbbtOZWJizXINVijM7BLT7uiNV4Pwckwqk7K0O39zT+0k8cOtokVnDxQua0PPtSefJpAx3p+UInqI5XOmCHpSSwsUVlKqfreNMiZ+rYXCZqGCIDWjG/WAnHW4DEAg/q1suEleq3BdqoUlhLMiK1n9pzfa2txplcIZH/2wx+0ea5jKfbvm3ueSnDmyMdVlGI0wiOdIlE0e9P3LMGJ6xzc0jZtfxa7eL7tfe+37eKXB7hvgjUg8dFHn2vPQ5ZMb3g31EG0K72rqiY1xH2AhMd5fkqh+n3LeAi2Gd3g/K4QMeOZyNIdGlpoX5443PZ98Cafh/0CfRlZ+2jb9eizYcuXHa2JL0EBRWuU0qx4InY6+1likW2RnAUDHM+WvBI5GRJVrU8GDu/aAS1VmqlGWY9SZnwI3zFKXePTzz6jNcZasPoB8htKQUsUwmlR2gK1w32OaSGrfCp+rlcWSyD3D3/z73CmpS9YE83tPqiJKTq9c+fOd6SfalHR+Bgx6ORsCj969FA7CHT6wgsvQQhal4NuP5sZ7TKnqctqdGOR7HlwlZ3TgdmfpvNyk4uzC0k6kFyJJzMnneeOHTvC6NX4ukDCv2GCcuGyMh15FePVEUl0rpJbvP4QUFxgFm35EqKoVTw4pqZfx5m+9dZbGNp5Isg97Yknn+MpW89QzLkyUzdIX3tJEZzP98E6BSFi0xiQXoe1SBiVceisemdesoey8fh+3r8ap78ADCPp5KNf/6gduXin7cEYP/ro45G28gHqCNKiQKHbvrasF+9XmSZTWriGgn85iGQCFtJ9o8bD+kRYcA7STnNx1UF0IGYmvn9q6kqbugikC1FIolhDZ3PzutUIzE+yqWQPWzfx/TVzUrjET+71Zm1hmDVqgxBhNjnDgGN7aHX6I6zJNM9kxGyYZ/Jf//7vgM82t7/4i/8x48rCgO4mBmlMMmuS605mSoO/kKEG394tfy/UqOi3MOI4tSdhxDVEuUMD19sXX+xvn1G3HB3b1Z588nVeV+0jpbtbo9aUKJvCuBhZevisCSonN8n+kgWoeHeRTdT7HMoenAPmlTxSqjBOPXIOIssE6cg1tCVmyf3Z9qMf/b/t+JGT7UXqwY/t+TchLZkFVuZRjOKwsbk3Sw95uDlbErq8v9sQiC617RxggyOvoZRpDDR8qSUHiXjWDP1ueQW32/sfvk0walP8BHttqD30cGVW1p18TsmgDDKt40firiavZMakRDkMhaTBBECSjvgOI2vP40rr/ey/M6e+bB/jTC/AmH74oS3tgQe2kpVuiEBG5kVmqpIlGILsuSupzS6FkHb71kXWFeIOmfZVSgYKiA/iTK0jpxccG6D0XLFx7cPGWRIUHt7/afvk0zfrGrAdq5k5+vjTezLkQIQoerEdyUlYN21r9jPDARBOdm1zXSGmeHi66Tcsefp0MZieTfkZb7/9TylZbUBs4InHngZW3pLvSJ+w7wNOFcI24F9J5iPlz3W0Vzcs8U4r+A7PQmk81+vwhz9p+4FW168C2YEAdw078hQBwfYHHgxztZ8oVChMzfbUACfQ4jwpeGAbm7bWWrXjGsdG1qW+l5op+9laduYQyxoVIfIuXUREV4RDrWcu5bM//fTT9vH777YBApPND+5sX33+8UzXsffeweVK+91R/1Z2vspQZIqZ9+qItqHtbdOO3Yjef9k++/j9dvnUIe7b2bqIgux6tj391DMapvTKZpCAmsaWCLi+6wRSQtWDkJguk6luQCFPW2Ab25o1qE9xps9Te7d8ODE+2A7s39s+fufH3DMJBopbjaz40Sd2t/WbNuXzghCCYrlXzIDdA+5rExkD44xv47cyyBc5rwmo9DN2i7DONaXHcqITiarn3H0huVF0Uaa3Z3s1vmwYWP3jvZ/EmY44tUftRn5UwRLqteRm9m2mOk5tWJh3Giea/nheW73qpbwVmDftCeDd/uL0aTIMXmf9QuelU9VxfIGkoFDrQzsfSoSgsfBijxw93PZCQHqJmqkLah+bB0hGr7COBf4wCYGHjCqFec26dIb++NlmwtZs3LjCcf2EGJ2YzlPnmlpSeqjK0YXu3BEQhHQ0VKNkVjfYzLKroqyj6D43M7kaCIcs7ea1iyz8lfbJ3o/aiVNTGNDNEJG+G+EInV80FtmIZjYRlM93FhPTY6qIvRPZhQmKzl5O1gjaiCcTWzoYpm/10Smtm1TAAgcP5HjuzIn2yTs/axduL2+PPv1i2737hRiZNCBLe8cBr8L4eQiNguxPK41TCUAFj3oYRAqs69gykRmnYQ3LDBTaIkO2gI6TMQsQcjxF7eP4sVP0KUpqoC4DXLht5wNkpY6Ds7ZsC4KQO9fp2CM2T7Qo+fSKYE3GreP4ujEieRVrPPMYGpyqJAkDIF87sXasvfnWzxPxf+9Pvpc6iizHngxi7UjEwuCk6pvC/cWkvUvAY23MwGPAyFW2pjqi7NF1wEdt/lI7depI++TQ2/zdmvbE46+09RsfLAeJrqkGN6pJrHe0f4G1pNPrTEaIzm9cuxwdYNfSUkOIYWGDalQ9wDID1RTWgJGvJdCZp5ZDwOdIqJmp9rff/w+wa0EbmPry4hv/C+ssFF77pK+jR/nJ55eWCPV3a/yTMN5dCBk6HIUKdGgGcUbSMWqyNtlTyyCkzM1V1q4EoGt29sLRdviLvTCa4RgQlE4QGDz2+HOsmwQJyV2S/tgjuWbKA5RNZFkXTFX9uXFQSU9LMlI4VkLHegzLaUo2+0CZjhw6nFrqCy/s5MyvTV/wXPq2MUx8h4xe56YOEgQJi2X+qYQgWeWSqoRx+XyvPXCt38PzqQkkjtTCQeFc5zF6qg198vFP0ui/EXZ+A6rftHVH2w5bW8a3ouz6jRpYX7BvWmNoU9GxeA6sZSYDh2Xsd0fVLJwCnFSn9b1379528OC7+e6nnniyPfn4s+x5n7GwuvsMmyKz3jJPVJiA7SP+bh9naerKds9wCe40vdSchYVLBwgI3qceeKQNgWxMsx7LBifbq699lczdboHKjEVB1LXN+AuC5Tnl/5wok55Vgq77sKYvUnLi7I+OrkngI8x8G5shimLbh3vbGmR+ZJhixK2VS35cgO9g219J4y1r3/n2tygJkIFxJq3x+f1m3+ElELjZ3jVJ+c794B4dGN7etj28B2d6qn2294M2BWPdVhllGMcf+0p7jCw+g0Rc7rSTlWb3TQYT2DfsUJEEnjg4SaA+l7UTyE9eOsXt0sXBupqFrls7gi850N768V+RfMHiH8DZEpg9wvPYiO63vijaxbovPsOz6/70hqcJiNxLQ/b9EwyE1WwiY/nIUoMj0xSnkF0LiqFyUVoeMyyASTH4g2gBk8W7bklOQFCOHP0CMIoBE5wn6+juK2F4h4J7pjIe0O4VfJZKT5Icc85ZC5nNagA4CGDgn7//lyBoYsPFkNDgnTp1Khe5dQtRLxHNx3s/blu3bm7btlkYJ+p38ovkBQ7Z/gOfAp8cas/v3hNnKuPRw+9COLTZlD/sTyJsb3QuGq7ONBW+EValjYUH7qZdN1mSYtFS5bN1rG5EU34z1GSxHI6CVgv6CYPRsWrWW9W/ZbHDsBUoMWLFOU2uhq0MQWR2+jILcpma27tAKtT3bi6273z3z9FonMxhdxFvcsBdA42Xm9zFzIa1gZ41EtPvH0TvUH3Qkk50emanRiNGujoQM6q1k2SWGFNJJ2dOHWuf7n27XZ8mG6Il5Jt/9O1AGH7/WMhVKKewOUvWUPGJ6pW0Vcn1qvFepWjidQqpRThOFin9Wh6MUSnr9gxKwCGoUZ7xy5MXMnR7GCOzefP6pnDF8hWys8mCFEVAvCHZLHXlRZrsJS4ZNITdaP8uB0nDI5QC8IkDmsS4mLA4TL6gfDdHTbewV/Ju++LYUWrpe8qQqMFqJmHU11HVhVSiVuO8xqg6SfSycd+D6fWbciuVxvdxeLlcrOq1BCTvfPgzHPswcOfDtGV9PQZ2hrqTzH4RkxKnNjujRkwJQaeSPkc+23680vtUQxjKPmsoqUIFmjsQ5BQjsOdMmND2I8W7h2kduUuZ4PKlM+0H//jXDBN2Hw60PW/824yl06bLFciIL/c2+7MfzJC5uTzPEFDiDKi1AHEq8ReCGtnJElqbRsi8dU7J4iPir5Z0KZMB6nEtl9vxox+10zzPEWA8s9N1Gx6C/foIBtJeO+uXOEnOruQPMx6dq+sezWF7xtVklZzDplNURSLbmAL3XNNezrnOVGnKp5/c1XY+tD3nKD283Xnz/Kvy47SoYWQlI3hBAGrLnNCfNcyMyFNYP9KEENQwUML6GrTMDg2BsWa/yhO4MXW0ffzhe20Jf14nO5kt/uSLrwHHMakKAXgDRQN8yX1BiDTcKjpo0Kz/6Qw6wp9nsXgadWYd03WMeaYfQKiaRplo69bt7MkXGBBdog1CuWY+Cs9bt3V3OzRaEq/Xbk+ta2fAoHJZ2uIUcPBeZYxS+z5z/EA7ffCdtkiWQzjI9wy2l1/9KoEcLRg+S8lfZsAhXykTWXXB9OTaD2wARAB76vQpXjtIL/+uPKcEVnyP7FoHBUSZx1GYnhMRIoIkn5+O/halijd/8Qs0s6/lbL/++ldzvdV1UV0RIiCoSyRbVZZTHXHh8BU42bZsY1uzYRdn4Vo7/Pm+doF7MmDTmU4SsD7z9HNRP8qgAoHdsOJxZHJdDAwMAPknXAi7Friua9SAKeNmspE9qQYn2yBEHTv+RfvkrR/G8c7aztLG2rO7X2rjoCySIlVVci9lvdjLU1OXg0w6ulLnP2O5i++SJGkwvmAQK0QPyhOlOdYm81e5Dn2G12QwJuzsdV2HgyObVxTUBqmjOFMTBdFWWd0ZhILfMntXw2AUu+zAhOvXb1L7JYDkO83o7RrwjCfT0t3/9O//6r6psy/0L+zddLM7oHllZgTyb1hpGxFriLoMxn2S9NzFUyXo8/2fMN/0WHuWPlPrlPZrGdUJsy5RAsxWj07X1gxOmDeN+BzQ6pcqZpU1LdsSZHN5MBRm6DNUr6dvlYnD6uqZ3oCGwrTdyCH9kWR50fplQdXydIEnJ3QuDnqeDo1cGOsMsMPt6QFqUI/CjHwjTMi0F8gY4x8NrN/Tt+HU3FQx/5oI0sMR5SDqAHuNGp9sKmss3Nc6or9F6jt3iMinb14EXj7XDh34qE1dldU52v74e39WguYSRlJnKT1es/gS7MfIWhNLbcsB4AX1eqhtQ9C56kwzEzPwoJvMHixm0xJZmQF9CYPx0hQzJqnzbIVIsm2bz5i5qiMqjciypL4xsplnp2Mm8kUuTsap5A03WWojfFfqyXz/Ir1wY7AQdaZG8QOy2/j7BE5mBMClyqLdpE3GsoC19UDR3ZBVn7ewq8OHo3FsQKBlS1Zm07kklYr+kkEtQSFnAmIb13xvDvUdxjK9R81lhnrOMmq3z+/+dkoMC/dKj7Wyw5LJE9a5wTroLKveAnNS6CysYfU7ES9PT2Q5UiXF7LnTVqkUZBS/gbYCyXa3rp/HmZ5rH1G/dKqNBvvh51/B6TxKViwMZ/8gTFXIXf30o2J/1zg2FyFTZYDX5lBekRDnyDuzuvmbZyEjAY/RnmQguWhrRKSla27jfeqSw8um2/T1k20fxB0JSiNKz82PtOee/yrPhtqRvcC06YxoyICmVG3SgGQ8oKFK6vx+rqQqjYwDAMhKOXMnTx5v78KSPoU618M715O9Pcg9kwV4dh06EIIJHAWMmk35EtxUwpLZbYaWtjnbuTS1QpL2Qnf60+r6GuRZF9chShQM5NnBtG3+CrD5wXb0s72UBtibXN267Q+13S9+s92Ylb3O2VLlJgFkZZzhBnS91hVgWisufWL3qhtYWG7q8tX2IYS1L788ikNZ3V5++WV+z55kz5cknYG5Cjr1HmvUKuMoRGKwd0cCWeeYJWoZ2E/RWTCCepUI0vTVKVpILrbTn/+mXbh2lnMEf+A6ewbH8NQzL5QYAWvoekd6MJKWMlOds+k0JOfqFrfjKp81CHS7fnJHgmlFArQp6u86PlKYUyBMW5HgkTO+jvUS0Tt84DAw9m+z195442sIimwhkK46X7SoQ2g0MFgazeFhJ21x7ryG+7bkLU7AZn6Y67tDZvphu3TioMovxXF5aA8ByFdAkuxXlqhpOUmpSsVirJPXDNOb9PwLf3t/16mhTsC9MBBQwnU9hECf6wpIQOfpW/70rR8Hdp4BYbhPG93Djz3Z1tLuZVIXJ0sgoON0f/rZaXUDRfFcj3Vj9oTKdXSRsbXtkvYZM0SvK/6E+xOlEZo2cLMDxT0sp0WEUadvn7AlPlnx0R53YAY21++Xj+Pz0cEPE0Dp2OWcOLLS+rFZrLY6yZs8j7d+/LeweWE9ztIwrXQgxnwLsn9XkP0THty4aS3R/2YeXE14ifg8QgYaztV49v37P8OzH20vvfwKxpkvj36tEY/6it6Aw4eFz2VJ1kSOwAXWgTrFI42MztDo1Z8HHnggNQXh3X7oct8CU83vVdSv2lSH4dsHRhikI7fFxh6hZGs8wrUTTpggxSezuIpY9RT9XF8cO8L7BzA6s9T1/qc0TYeMoWM04nRgcISOy2GHSILxqaksxfgMfMdrdDZx8hhkp8Ho6NIrS+S2ZpKDicG2Rnd16nSiHQOQqSlHQy1v3/nXf54gJJGmOL/QONevpoERpw7cTL0fiVbQIQ333P+ijiyScdbDOI5EnRs3IuvFppKheB6CxImTsOaA0JZTf3tg02R7bOfWTtmETTuuUlDf0rEjfWr37klYkgSkszGzU2GJGhkb0KxJJaaGYV+9VuKUo4w4kBgVpcQkggmXxVDZnB0o3N95+DWyZZjSIyeJRIjLSq0f5IQap98o5IAzlbFnJpneurtD1DrJxGglWeTvLpw/1fZ++l7aotzwk+sfj/rWPM42dRwL9MmOqo6qoZXcZv3STLzvcfVZyPyzzhk5MIlaTqJREYesUJavI8lWA1ep0jKFqMQidb5D+/e108e+yBzPrY880x6lnsQTiFGOygyohzXbCGabtVnvNhADFlXScBAnupR/5mbUojVzRMmGSSMZMxXmaAl/RIoRZaScmaW0hSl5yfuvXjtK3WkfzGZbQIZBLja2B3Z9DcOHgVtuzymkGlXAeC4pn5ClGzCX7m+pUEWchWeUmZQYnXff+x1lgMOsxd327NOPto3rQFPYkvb2Gni7PtbxzIysgad2tnQN5wJhCBCXlcPOIiVAWLE6jjtqPLzTNrMFDGYvr1jiJ0UyMfDVOS1fOs8g6yvt8/ffDtN6HYZXG/HQ06+2VZufoLTKhBG+T1ZwJqNwPw7VttzhVBjPmQavvqMmTY3hEJWws+/z08/eZy1vpxfeOrUESreISNkKn7d9q+6X8CEIPkDebsMeN5PKAHKe3X3aJlaRaV5X6Yc9vmLUbEieBWsL2nX95OftNBB8A1m5ZTA3ONKeePqVsPiD0mlZDE5jiIVwXVNQL5GK7FAlEK+EWLVmzYZ6TjCzrVGnDCVEjmMI2sGamTEvwUZt3Mi4Pu79zZ//Avj0iwSvf/an36ssFgfQj93T4LsX5tGiTbsgzGTFD2yLmY+c4GqCjYdZk9l25MC+dg5egjZ6njWaeOj5tvv5l7hISZAG2o7uYygI67uZ7xe9uw4HRphUApvqXOs2bIrdk8ijHKvIjDZ9+46HQAUv40x/EFtgBjg4BAFyy7a25fGnc73uVfePogrybyJJG9JZoafaO+eYqusrz8Q9JlFsKc81imUgPSlrVHE5TPwokRlgcS61oV6zIjLDkifJ5qN0Z0eD86yx6ZYNDMZVrkqrjUJGZOB5Lh0/w1q8HWh+UZzpT8hM1UA1SlUNxcjOgyMJZAdF9DuwQZ0UwtEOpHCFnlSzDuup69DQ/ZLm46NHjxDxfSUam0JlOlMN7xAX5uYW+hM2k1QjrKJxyaR3mXH2O+KAVPIwi8jEDC7MQeFCu/04H+tx/t52mhKtmM0AACAASURBVF5tSAcjhOEhDxSkdqc4l1uTDWI0Z/1tkhqe0mYXMcLqzwqtHDjwOQ4N53p9pn39a98CGtnZQVY0uzvqzeI/D6oXZ/A7XJtESM7u6xy6MJoYuobKn0wHMa3T/rGIaydV/9ABnCNDupj5d3uJ/M6evRhH9c0//reBcc0AdYKrnflnUMEm0HGNEplJZDBi0qkqMn2DOoX1VK+jn44imWaYjFQBhYtk3WeQu7tw8VwEOHQu2zasay889zS1PmAUIsII2HNwZA36jJYv25So9Z4KSLAy9UFmJiINGl1fZ11XwtGdOeZZrJFxSWTJNSRr5tmEtY2R9h9rSpE2tLDgqDhp5mHd2Q/pgeykvzAOixJ3cCi2PjiX1QhTSbxANcJKC6ALsHKdkDNNa9FlgqHTZ04ysPxgso3Fe6vaY9TBJtdvCMSqdNjvGa18j4fBvVbDfIuBbAut9WT3ghlN+hczpkyDSo3mnoZZndBlGHd6fNENvgTEuwHG6+e0QRw7+Fn21voHdrWnnn+ByIeDT6acIdUYtwx+11kQhHm+xA8dhWYN/B613SEgwVnaloS0QjiKzqcEJvkGJYqeN2W0l71xjhlT8Yng6u75dvrkF0wmOYzTBsnBIa/b9GTbTCnGubxRZ7EVgD3RK4tpLDKcGaNkwOkzX7tmfQK/w4cOtQ8++C2Z+CwM101t545t6V0cA+5O/ZGA1baMOCs+dxxncw3jOTw8WcPKDUDZ43M4zbFVJaRva4l7RaQnNT+FMGxhSP9n9d5qsMyaR9h3ygOeO/EFGdY+0CTnxyJ0jpD+zmdeLQIeRtVgva6nGzaQlo+CGA1AU7vlu238HwWGP0Iz/rvvfojNOtV2Pbyt7d7zcoyh8aAZta1BGTahgbZuyfXKVh/imcgFGPSZErBKqpxhwPoYqMU1WPAacfwZAifn4gSX0Y62QHb62Xs/bbM3LvLhJAp89pbtj0IwfKqeOQ7RflEzC8+jmbzPV8dWjs/sVVk9SxVFELOMs5z9YBnM55RZqNEqll9geQt+AkGD8zh/8bOfJ/nYuRPi0VdfTSIkClOEr9pbwyCMF86diq11vYa4H5OHQer9cwtjOOZd/Hu6HTtEYHB4XwJDM/fRB55ue4BhF7HhfHEC+ZvTZNEpGVSJyj0hGmY/ZibzOGRb0QQJP+yd4p8Apa7b1KZAHffhTA0iQtAiYNz5yGNt7Y5dKSmIGIhi3OIehGXHUGySQGnw5ffZaeA59T8MiIIWYmsHeF5JdlhTpVPtA/YMFgTt8+xmUfMdJj5BHlnTixcvhbeiRoHIqEmlNfyINagu5cQyjuOAcpk+t65n3GchomFvt5D5wF//P/8n2rwTKRjfun47tb/RcfpNiTKspdm3bk1CRyUr1S9axRQGGVNKBp7EqB2JM301JBQNqTVTs7UhDEmIJmnxULTBWgMFW4l3EUF3coMKHhofehmtRaiFKN3aumjYe9YB63Ux+r9X/CkIxB+1H4U4hV3cuD7QZc71U92Ewzqx2sbrm+2zT/e2TRsd7Hw/G/Dw4eM4Buezbmtf/dobfIbf100JIcvTAKfxO1Ckwt2sh9R2XYstIkbItgF0PXFuBB92hkZzCMTbee5RuXnrrTdRq9nU1gI37vvkE9ocjmXiwNe/9afUvLa5RwMXTCCLaBN9ou5k2zAuZRK6lpBi1DuejbJNEW0q8CJ6pN68ki9Tku7ypQvAWsfbl6ePkuFSV0NM48XHNuf5LGfd7wArysKcRoVH42GEtuQ+I4TI/GimYF3NKDEsGO7qlzM88X5V5xEOrQHJzV5TNtT0NOLRq4F6VJ0J1CmjsjarjkxiVIaoC1OnVIBTs0xgO4PapNbXrAryXLwfaegR4oe1LDV9KbDrJKxAYeADkN1cd3ss3/zVP3MfZrdDBEO72mOQVmYcxG6gYQDXBWuZUsTaKt6h2o1Zj7MpNfCyhx3X5fO6C1PXGvByWguWoFXquRyHaDVJQLRv30d8xvW2a9fD7QAqWvs//G0GCw+j5/ryV78BI08WuXA5A86Bu3xuNUQYDgGf6WcZTRvVL5ppAUVlQgZZu8ZDjWSzJ6G9uzhba+1CVe474SiZ2veWTLSRcViiN4/y37Pty0MfkKXOcH2MtqKK8dQzz/McmDXJ+pq9yCPoB9kH+lQcBENt4GcQNg5h59KlqfbeO+8BXZ4AXhxvzz6zM+fqNjWiYZxKiQQIuVed1XqZ5KTsPQIlp3+Mjm+LjZCRoXFOBqwgeVdDsx6rM4kMZsoG1bMX9rZKNAR3Iki3qW2fPPhRO3/6RPR0lbGb3Ppge+SJrwfxYuEKoeH9aYXhrBpER5cb42gfaDRgge3Nnn8DIecYbWCbNoy2r7zyHM9idcZz6ZitNwvtKa+oSLpyg0OwvuUE3LftzOEPET4XRVCYBNILMKdzW80u5+btiaY7gF7NEfbRIPdzav/b7chn77IeBIyKLTDq7OlnX2E9HfwtSaXaLZLRqBgV2+b0LIw258XzIVri/NSI7Mt7YN/oUGpPO3iiBqaHuY198fd7P97bPvr4o9jC1159LUpyOrFCtoo4WdN26IK4fS3v1ZlIYJyntOH3zy4Mt81bKFcQEB09+Gk7c+SzwJoiT6u2P01P9+vYIew4a+c9NNCrOJPA6zVsYQ2BvuPhZM1nEhIvM/Afxu5kOgx7eBxU8zKZ4L63/jHPsdqDhlHzQl1p5yNca/kKFb902hUMqgWtnjbsYtZtWu1f7sFWyUHswAwC9rbljbL3td8yoEVptPPyTrw2s2j3nT7MtkLVqNzn6+ixvUDv6gJrsxa2sYJCKqcpymFgo8Sojt3gVj6ARMGV9COL5ibAcVJRavccrx/9t7/0iCeV1ihHYULZOIuuGCCjmNQ6EpRYk7RfEEUKyRkshDWWk6dOtldgr0W1Bofk74V5R3UMMWqKHBQzNX08bIkaPl0u3qzTA+DC2UybvqzUmsqR9f2cPYnCeoLGQjhBo+CmjNg9JIjSXgWzp/4gUcBxcUNkOTeAoN76zZvtyceQqgLyu2Dt8tBx8HuIIEAy3/rWHxPRrk1qHywdmNODazaYqRBch7Uuw9oM1u6qzv11Srowe9XZe8i9Lo3HADUIW4p+85u32jdefz2H5NChg1FiEgl46qXXEbx/HuMlG5jDYZO48ldBKDQ8HkBrOVyPzE++RwZo+t5kNbOhNSC2dvjaS2Sjl2iYPnz4IBA2ovP0tz7x+GNtB+0N1xzxxqbUQZkpDtA648xC55AuGxC6J6gZcZwTBCQcLh6C58BrgXvNSo0CZc01nJvN3AtAXBI3rDXz/3J9qgiliZs/JxqmTnuVSRI1WaQCkSgMGTgFQbD2xXMW4g3935ojkoaZWMIsSjJtjc8qDJ1Q0fu/+3VmX27e/hhKSL8kgjwTOGcE575nz9fTXyoLRyJaz6wVopd0MOug8RA2bKJ3PQkQMFg230t4WEI/nLVqoT16BWJMNxJJW49+69dvwhqeaDse3NG+OAnr9Xe/EAwmLYH1iqEZRbFHxyLkJGxdw4wtF3if9b+QdwgaFwiGDC5ESzRwZq/WaVOKwAHKfBQpGiQTFXr3nRLCBpbynIF0HdclfHYdBaGjh/al/qXQwQCvf373a2F5zmO4hHenrSulz7QIL16PW3WCvW5tez/tFAc+28++utpefPFZgk20qHluNTKPYIFgwDPvXtaBGiwoG2eAIEHFsywRychd3WcJeko1rlhBjQxVHvekRtkWr9T2u5q2dkD1HhmXAygjCZlbcrhFhvf5vr0R2zDwcXzYg7teIst7KD21GuUo0QQF8Xkp9em9CpdaLirm5v79BwkS3o0def75Rxjn+GAIazpe+wxnCABFXJzZOs1aOzrSXlcDS7d1+AGiaKIKEX5gfa1jYx9XE9DegEC2BAt6m6kyBnmrZMpeOv7/U/We3XmeWZbeAxIEQIABBAOYc85ZpCiRIhVKVarqateMv9j+Sf5gr+W1vOyZNW2Pe3X3eNzV41KXKkoiJeacc84ZIAIRGODr2vf7Vo1ZrRZFAi+e5w4n7LPPPvRP/khd/2m4AK85550zlxCArUxdM21YKjIRuBnoqIksGmKW6J64BiXtSUiSOy6TtZAqizhAGQRSGNRyKcxGv/vuu4yqtBy3e8/urLM2o4zFszNAZzo6ELokx1d8j/Y9rGrulj97eKQtz2pQdOnsyerB1TPZW99/wrwV6Ajs4v4THMd5QhKVde/zc3e19bYN+dmimlE3Y90tNcicj1OXJ8GbtRHAvYLdf2rvvyRrFIoeeju6WrZibTVtyar0bprcGVgayLdSAlPeMZ0gtbmiZr5pMwtSJqPZUhJrAntcCLiRAEvtZRGAOvnI7/EZ9GlKsZZhBQiNYDvNTJ2UNnPGnKAg8g1EopSgbWHdRIrGEEAoauPneQ/UYxAFfQHxy4BZu9qw7/f/AFdHwYYi1mxWIeNOpR35IjopoVTHMulEhOhMGjy8Qi536Et78OgRsnE6Crw0tSbhE2tD7RTH6wpIReMWp1Qr8htR1UXh04DMgns5VPNXwSj9eUIQbIq9hlEEsl+Nr9PJFJlCImAPrYLK1JncOKMwi9Bmp/YKzQH6MtK/y3MePnKo2o7qkc60G+d64+ZdoCCkt5hkYU1g1er1IfyY+TRkYn0RGEi0QzTqVBIXKQoYNRUMN8hffq2xgdmEh9m6jZDAwMBzIDShphfV7p2fxHncuHGDdoBjcdwz6BX8DEbvS4fMOsXAyNieRDWR2egeNlVo2+ZnWyEUMRgPhKWB00nIOlS1ymd2/qLTfS6dO1ndBX73oG7ZtB7Ybj79rc6pNUixv5DsSLURG+uFI5X6g85vUzw7R2RHzQHDaDvTaFuaHIac2gQW05rEGyAbIBXoP1mTzHrMUG0hPCyRBpO1CJs5PwcJMT5PI/KeBzZC1elFN9k9l/yFYRKglw8prFIBKb2DMGaPZ50JLLR49MD36NLOp0a6ubp18zwCDijoAFMJ+2zZuodaLmdOhnJaIwozVrhLwyKsm3CZf/y9sJQTXIYh7aguJcztHfCMqvDkvEv5Abdv3QIuPAgvYEM1A3ThNhD92YN/pv4ECxcju2zNxmrWohWBhfPZvIWRs0bMeniBD0ovpHCUY9FwPSGmGfHqvMxeFOQPbYe1dZ8UOZfd7Bopxaf6kGLgk+mT9ELbltD78n51G9GAVs5Eb+9wtXjxesTvl1Pzex0YtU7wM+DxzrY4XgsDZKZ1794j+hIPVi+4vxu3LIaYNj1/3scdqK9TGQpA4KVYPO9hP6hwVx8qQo7D0tiLDNhSZS+sDHJcEZ/TmffJ3E2RJqXxMqy6qIg1emaU5UPk4y1wt3VPDZRZwSOCwbsYcz/fcWkNtAJthN07mtp9KQOxPwqOCwXS6mFd2s+cgKE2IJUTsW/vj2GBLl26mB7JxWRhqiQBwWOsR9s2RhDkmphBSYpUT3yEmmAgO+8w+yLHo48M19JKFyIzGmSzKZ2qCUf6F+EYyM0QVhx8+RAFsPsQqfYlKxp23uVQIwMRPgmK54xb7YW1bOuJqmsZYCruYhKgrSu9qKUsEWWfoAggJRL/aqTNqJLxnDrTs+fOVt/B4nWNN2xYBxGU+r1oEt8rymgNVcdMDhzuxFTEN+SUGCQliaFmHvi4GldNpsfXAPDcqaPVw2ungkaZxU9asJw2qe3sJzXYTM2RB2N/pWpaslklQwLZ2teLTXIPXhK8GhTotOvKcT6TzvQ1KnWn9v46KGfmDQNqrIAt3LlkbSDhqE85UD7j6SCBWUNlL1xz19+fo68wuUrwyjoqvTgBYmzKcKynWX3Y37VeeUXwPdNCz5JTZRf7sydTVrtDcGwgNZ17ZYuZCnSStFQqc0KTBDgnaFkmMrOVp6Ffe8PaONvW9rJoJ3/32/8Y0YYiVCDTzEjM3tIy71MIwENfZrc5m5C6Eum+DozrkVE1T1Hu2I6akId8GNh0PCpIzzF848lM61J5daajRAxnm5oNeYGsVShRV+SxlDlzikoRpzbTtWgdMQcOhVCFC5tZj2axYUaaKZXRS1pwjaRKIS58B8SjZp7f2ob6i9eBdX/yxe5EGJIlrt24TWb6lMUr44K2b91JdGNbBwsP4aQu3GCfVF2CSwaXEXJdjL9QsAsTTMq70ZoQrJMfDEoePsKJHzxI3XZK9dGHH6f++YR+shM04Hfj/KbOWlr98le/ogYBLME+RMjfGZ4JZDjwQBgyQyXbmM2lxhEIRXEB/lsdTNbmNVC3Y73u37lVXT1/PD9jNRnv+jVrU/NyJJSX1Mjd/sp24I2372Vodqe4Lgwoc60BMogC7GUijUpA1kWKPKROxg6qzGokcFJ+T3jM7FZHW1dUKeumjFoZeWQUrjNN/UZYhz3WqVhL05ikVs++WV5tpTXAiHyQ97HWahTZ0uz0nVGMSroGk3ZvtWf3nqqD+s4AxJdLF09Rx3oYSblZyNHZo2jNSxjZTLD0CJd6tr2gwlqhtvv31qSVWITs5CAHkdAyF9M9tCXLWa9jI/Jh5P/TLz8N0/B5V291/tje6jElDrOneUiRzVqwIu8SuU3Op8xg4cOgOFzksRgDJ4cE3mWdh+AikA+UbMe2LO6bZKiIc4OUKPkXiFXRDxx+X8+zBDaOQGsmCy+sWiQJB17SF3qWmiPzOzEE70CG1mzYyZmYHiRCWFUZtQRoIifUzSbw/X1kByeOn66uXzqG+tVbhi58WViJ/H1RGFPSz5qWZJV3sKkRbrDHuNFZnBgZfn76jlN/0hFIRsNZUD/UaPm9OcecGwNUfx85Spxyv1rTOE5bf3oY2djW0BUS05hmHBdMVol+XZcOVNfusK8IVLwnKG1HAGTNut0liFYR5/21MpAhxNhR2IdpQcIGsU379x2rzqEX7sCLL774grs3LXuu7m3a6lhj5foMfoToWoBjhaXfqnxlMIgtSm8j5zzQYK0urP0rrGYcqEG1yBDdDmaoDkcYxf3vBYW5dPTr6BJPGA92AVnP/tcV9APrYK0h2wOtgxHWldWeTE9xAlm3OnOF1Ak4DeyEoi2blSCiSCvWldZGQ0Dau3dvdQ4FH2unu0C+7B31OXWUdUa5Ts/A2V/aULOoQkIrqm0O6BgZ3V5Nm7mIZORd9H1vXyWrR5zDvZ+8ZFm1edN2fu+M4jIKUcTtvQFpTfHLzzbI0nZbZlD8IgCe72C9lOdO7TIBymuc6X+OQ/NsknclM+0ETrYzwIDGbDBKSNSrc1f5KLNOYWv9hshSxrnx2daWDVbUDZazMglB/0I8LOIUwrH+eYRUtAcmhZwdEzSV6R48eJh1drBLlOi4r729DA6AsKovFuGT1S+JMTKQ2GJ/ps81CPs+KKXIyN7fldYYL0+RFpNEI2wqq8mIC+cXfU9JDWXg9RAfcIde1GaLvBh/cfFt2z5MliJ0NHEio9FoD2ghss8YI680kV+dWSZdWVq8/x2BcS8kh6v0j5aht0UHUuUWyVFFhqueZRQIRFJLGQitEZSoErhEKNK6JX/eQa3UqOJl133Yj5eR/XpY/fznn6e22oMhMnK9cPEikZFFwVHVrp2fQ6xBIcdGdAx4iRI5vDj7OiT9Xw+DLnJXNjAXUQCfQzBDHUodvBTrG9cvQc0/RgF/Y7V+7foMP1f68NxZ+gXRPp04bXb1U4QNnNwwke97RYuS5AMp+b6/9H9hq0JiUDawCCT4HJkow6amp4t69zN0h28AH99nRJftCB/u/lm1aPYUoDNbQ+zRKg7NgyOc0kbQ4zppGGxfeUf2I3wzFqPDPc1kGMkalgFsxbCeqDNtoGe40UgRqDdsYvcAQ+7vPai2U0QtChgvDDz7bjNtQwft/noZqJfwj5l8oBk9rHA9503DYkA3iHG2rqlguIHd4cNHqztkLJ/u+bSaMmcFWS7jky5fqG5cOBFx7Gb2de367TGMMot17kUqs2gp/zVCLqhHQRlwtejRGvgYDBmomR1J97dm+OTJi2hP6zw+/2x3PreH839q/x+qh/eQ08N4dM5ZWK3auC1rFoPlJYv+LZmPcHd6hJ0NLJoiaaK0idgCFHEBYTH2xR5tDbz3qPTmKt/mbEpQh2d3WRIa2B3uTQalqIoEtX6YpK+pg125eCQZjHX/5raOTOsZdm4j0LNOrz4NSaNjgHD+HFn9SUgmFZN9VnWCepDtWv9XZcd6r+fOsoL3E2LVeFsUJGQRIEX3On3YZaqRcHTGZLFuIyNORlFfuj+8Co2OIirJ9iNe6fnhosTxq2mNkUIs/sWzO9yzJxCplsag9RAUngJudMKROqyvsStL0O2dO29pJO5GjXpG2xfTrZA67GdykCP7bO+Sj6AcovZh5aqV6Sm1lcRgzLOZcXgJskTiyn+b8QrpviHrVwXnVc/rqnPGLEg01Lb/on4GZB04WUYzPAZrbvyd+sMKe9jl06SyF1nRo5vHEHI4XbWMJntD4EL0aMHCNdQkp8cmNNUckmdTBFDnZJZbRGlKVuodCVcjfBOfs9hE38M/t0dSzeZvvvkmfeSLFi2qPv7449y76Huz9j5fmbWqfCd8DGqMooxm8iIESaLsQJA7gTOdCWHqDWt76dzx6ublgxxRygxc+M4lSxCX2cY6YnvM7ERKaKHTJolaaFMUjmiQoMSvBCDhuIhE+PRlWou/F6lxP45/+49xSpYNBhjluGT52mrW4o3h7li3HuTc65hTDtQp8UskSyRSToh3VzF9eQj+rcmZrZAZSwcCZvtbbLY8jBBUC0TuL+v+ZvneuUkEw0+BeUWhJL0ZBPperykzDA90pZgn6mDboORbCYJOySmyh/qaUl5Ii+D33/x9FJB8aHF5WZgSaISZrJE5y1KsuozYKnCYBXlbL6yHPOHF9PwbNmxKJmWLzTiMdOnZc8rAi/QyGV1FwJiDWMghRVorPZXJVorzyhzFGnTq59XJCh406cwdMF9Dn5Z0RMbs5xQnE/HfsOWMgPxZkyePi3j60ydczJNnaVl4Xf3b/+ZnLIZ1A2poHKyTJ45VXT1Op2gAElpNfXFNggqNRoTBzTo1/HH0JSqsKy/5e3fSyE7oUuTX3s/JPONrYGYFw48dO1w9ffSYjPgLJjjMSw2rj2zzzOmTwL3XIbBMJiv4rGpVKo/PDzSJY9f4mNkozf6a9x4HtGB9KRQOFYGs4cp0gz3qPj1/0Vs9vnMZgs6x6vmTe9UC6g+rt31ejW/AOYMhqJE6EZq+AgYW4BXO6OlVm3Y6+05W/R4RAwKId5BwGnwXa7ROnZE1F5guU1JjdCqMzyiyEYUCfMb8uXUNHbPZHsbUyLE+ZFro3f1xMLZZVibreAlrjEYzMrNEWb3jGA5tbUnH5IUInAVBxWEH+w8cQpnlcvWLn39VTZq9LJnec/R3zx74LrWnZoKnRcCcEyESaATrkahZnnvnL89WJBlV1+E5LAU4ulHWsRmZsNUY4G6zWXvcTp86lylDW1D42rJ5UzKLXs72+SPfV/dvX8/nTpo+u9qwfSdBSBmh12Rthq8RAmpQJ5X3tKWlidYbdXwlR1g7NYDQ2Hnuk51S8zH7FCq1VGE07FmZyPi0p3cuVm04jBFqo2agCojbajNARm19+/H9s9WdW3eAraZXL4FglzPndPKMhWmodzzYMO8sLGgtW8jy4P6DMMyf0C41rlq/rIMcuUCeCr3bP27A62g1szKzFTUSCkKefoOcdUsRBk4y+EsvOFnb0INAmErYBW7ki8bzeQNkjLa22GohpPbe+i3BQx/rMg44eAhlqaH+22SiU0qGADx65/Y50KQjVevEGelJfsf3bNj8CZA2OsGId3R1PeZ5qP8xm3MS5JNbN4bptaSOzp8vW7Yc2N92DrMGa55qbpc77aSoZpm6IgY4+wHeT1s1Cra1JdI22KX9wpdmU5wjyZEqBhUbwF56dk2RLH1wru0akIXerDPkJPY8v1ldRD/6bT9GP8Sh9yAFC6s1a1cm8RhXG/tX5g175639ieTY9lObdpN/e15K/bE4gjKOLNN+CB4vooFtvdTgZicjJefPnx/FIwO/+pQVa7CpJwsXhzimqEItQ+PgpyuAuvzA27HV1OkLeZcGAtRTsNV/5H7pTEeqWcsWU4vfys/ByZvFmplSojAwsixnMGyA1jxaO1+y3zLkxCSosOeL6IwQN3q/JFgnv/tH7A/O1AHxEBqXLl9XTVu4vtZW6PCSvthax4iaQboGln9ihZzx6xhB3qtP8pmcCsV8uL+lt9zzyT3PFlkyc59shSqCN5LBEpjwmZ3A3oVMBOJDQOAam9wNeq+YKCObWUlEz5r+bxJdBUP2jPFLCcgyShSYXqLh737970dK1G5t1Air1AWjeMODpBZAlKBH9pvKNA1FfmmQZWPu3L2VGsCa1etCnBjAMI+jKVocuQlv/wy24ERqDoURKk+lqB4Z0USAwOVJjZCs15dl8Rz07aKkX63WV1mitdKaYi1K1RYdvIsuYUW4xKgxmZztPXzNpA4UhHD+9+6fq44ePsNBn1T94qtdGMlCDbeWJ1Hn5q17LLCTDyZUuz/5NMQEJQqF7cxYJE8VeKA2NUYkyFqLl8gMLmOZbAGQas8QAIyW5Kjbt1HqAeIdx8H/9NM9Ic44l9OLeYWM6hJEJAcbb4PAsnDxCpyvrTO2YXDhFBfQuWA0VZsxo0hDcrItI8MyVLwd+FjY+RkG8s5FpODOnwxTbeuHn1SL1n1UNfTdx0lHArzI67Gejk7qnDFTWlkNQgH+cr8j5p7uQOqYELGMPzXqCQut1+lsMbhcRg9wpN7MRtOjZf+r9VGGCnBBrI+k5UMoX3F3shYN61jZmKypp9usULKVWVqpE2N0JtPjp2yY5CsyuQwO4ELeoV/2wMFD6G68rL766mfVOOo7zsS0jnHtzEGgmtvVxI6xVeuEGYlyrUHZmpEsiDdIf1itBh7CBaQJz4tZ5BDOyAZyT2gX/Y6eM2FZb+Pev617gAAAIABJREFUfeo4P4Wg9hkw8qxcotdkprdoHbhCC4HGcxwD0tdvoc/aPeNzbYuxbdgMS3JiyHxEzRJuhgmy3pCZjuOcGAwWdMOA0B1VolOJPmv+DjLnnBI0+u/XCH4MOYmFfZo2bU7eqz6Bx9op4SX14xNVH7VxWbpvCIJWIOaQGhWXX9jSEoV3/OqVqyAjtva8r9avXoCwiLy6WvZq0OsUHYyo5I/CWygzRBUBMGC1NlmIhYUV3Agxyvqo0HUD/bPeifRCOzWHM1wcgnwG7jjfM8m6nWMaDQp14PQsDjM1Z6jnFufQqSMd7AG6uQMvqhPH9iFowTvR7tKjUlXHrGr1OibLcDp7UTQbed9dTUfWUWd9cP9tdMJPgBa8rXbu2kPpZloNhq61qlXUZHVcvEuZY5str9X7RcqUPyTLSu0W1ihrPx6ykhC2BLBenkPHiv1Mj6e17vfek4w2xD5gvwwCHahxCwTlwQ36TpXqtCWseQrZHZrD6Zc1iOJWsefejVIzL6O8yqDxQtSSWONiliD+r2RMz5dn+eChg/8/iFdEIEMElLazZCG07cNbu0RIP2M1vZs8Z4Gvlc60hALs+QaB/WnzCHIpp1w6Wd28tJ+7CToJIjB3xbJqLe1fZqbeRc+ApRGzSHvBhVBlSTuMXlTH0tt7SjQ6zbr+emB2zpFnx0ToxN6/T0uk/f0DONPF3NkZC0tmmgCdTNA5v0L44bGwvt5V7+mwtttgXQ6AJQzhZpXHnBQjaRROgu9uD+97uwpca/MsntVzq2pTnek/JSM/uzm7BQnUKXpGemUIY79UKnP6lsMAfC9tp1/nHhTtaFUD6YwAHWn4/b/8HYFGUSORNCL04YOnXqPyCQQkp5T4NEZKLopO1F9G8lfp9dOpyUhNmmxkZ2YKRKyxTatNZozawF6GL9edaRlj9lcyUz6UDMGMomSA1gVrLOMa5p2sVeab+owYbIXDI1HGw/uyHuoMH+ZZJ01Snq8bktHR6tSJi9WcGSuqD7asDKnKmp3kh2fPnyIQfT4Z9TCssp0fM4mExm77jozCdJjCqB5yA4R6ZhMputQLjBj/OmrJPlIP13M+9xIQ8kVqN6tXr2Jk1rq0vZh19WH8rqH44lD1Rg70BtRF1m3eBmnoTqTpJCoY3RmwGDF54CcQBZndFXhGHTSYaAov29NF1vaA2u9F6rBdDHUeRdS289Mv0bFfULWNdHOwEAWH0q8xTCYv6YdnnAORp5uoLJE7tQk1Tl+/eho2ndmiNUxrDsqajThTMZAKF1C4RWF/+09taE+7gw67wO/qoZp1OVBcGNe2Dp2D320LTKbQ+NVG9vx3jHXqL661zf9AhVwakQjX08+6dOliiFzTUEL6cPv2qhE5QxmEfk3X/Rtk+seIakBQGDS+at1mAheISGqshtLus5VfZWqHMn0+rcxoP6OICnjulXO00V5W9ZUr14F4D6YxXghNKClShAQ3zx/dxnkdowcW48G5X0cP47RO52FiOK01CyEq8q6GLvUsm9rfQnRSWMReZ2fK6gTr83frbWUGszpTHaUtCLKj7WftZV9cb3kIEsPCkJVdawO/fTEwnyVN3Lp5lczYYcqvqcfTLsQEEzVR7bu0TPP06QtY0If52qeIvS+sViybixF64cok6LAergGTpa1SWeTjaoiR+6ONEObS+HgeFOewh/wNJD8j/mhE83OK6lORj8xYLL7PILiRbN06mcQWUTBVh0aQ5LPmO9x7L+vmWrS0LYxIx5PHd6rrZ4/FAY3m3r7qe1PNX7ycySybI3LQOk5toWbYu5cZ2H6HqVAPIENupt1sbs3IyeCWmct+jLQXAqTnzjtVI5IYJNpT+g7B/jE837uaSIDG3pYv++xfPHuU85qAOYPrsYM6Dg22JQJFFLgnnkl2rep9/qA6dfiPrJEBMAHb26aI0SxcuJi7Uibd+OQZo6aedIIOOQQFrdPYF2TFq14gyrKultFKn7/1UiFeh3avWbOmFgQSLBNQiU+Kkij04b7ptMqwjNJ6qN2yNul99f69fkPnAxrX7yEXnj11uLpz7RAfQdaIXZwPXL6aEpUa3C01Z1r68CUa+oAiebSxMPTbn+XPGK12L77COx8ylTAoXzeByTLekRPf/8fMkHVoA49FALyu6kRo3yBRJ6/ynufV+6Fd93vtv5eRLyTSxj2QLBSnmv5R3oV7XMbAkQRKXtJ51jg5araKVmmt7SsXiTVQbyeZeYjtNNkzQdNRipy+IuEZZZsawa+codeQ5KbQfugFMHnRJjeDzslB6OeuDYIANXz79T9iX4XzMJ6BR0sPk5c0Ootceo2vxBr759KKwuLY7uELCvNqcJ1nmpoNcKmZ6atXkHRQthAu0gDYP1R6xDh0wmE156hRE0rSiLloEzm81hX9JczrrxKVlYhNY2h0ZwFd2NBIxRRemM4anQQX/zx1hQ7mokIIOHPmB2pKtyHjfIScXgd1lgm1TLubw9JHq8pFssgHGIj3CIevTU+VkHfEK5yeImQohTusMls+hORKDUMYQ+KGBq1zRmem19u0ry7tGcS1bXX46U9/mkhGLUdjAZ3pLRrUlTW07rWCrH7z9o8TeISI4igxLo+Z+iuc8lgc5nj6GT0I9Ykkfp0Hykj4kdq7CFxfhjjg7MD2GfOrTz77CSOhYBQPP6naYcS+eiUUVQyzGapUfaNMTFouQgNZ+RjWr+c5SAPBUCbBMPLMyRVGaDa+CtUIh6uiqwC1xtasVJUSja9r4xQSazY6HWER96WBzxUKMkIf5UQaLkwcKofd57GurZPXaRsZijSkP5VgScMxCN3vxPFjBCCXaXFYivFgkC9kkch9yRbmXB6G5dv18nrVMr6TLH959lFBCY1RhBFq8HyMksadoC+ZugEdlyZ1XP7c/RFdkDew9/u9rOtdmuA/SjO87+/ziIZ0oYZ0nkywt+tpNQrjbzA0c+6CwMOjDHZqg80dDCAc1NXVHSPrsGx7gYVyrZ2O565IwFOLV+WnoCusiY4nvdjCvwaXqck3AuvTwE526Z85xSZMeDNXiGQDPJeTR57cupHM172aMpu2kPWlB1xpvQtAg5cunYeV3FmtX7eEey2bmr5YUCQ5Eq3MJFVTV2jcIGQSc181UGbRPpvrohMMqcm6tvVTFs2/iygGddBMvMHQOWYt75PgnPUGNtNpia40cOa8xyWj6CHb6Mb6dyWIy3D41jlxhn3sffeDi6gzXUathgCN9X3Ns239cCfGf2bIT48ePIUk9iMchNsEiOjS7v44Z0lh98eUWDKPNzrZEEjI3jwTdUGWaLmCtlj/H6Kv+o3TmMyeomxGpklbnco+2hFrxjoKlbLCncCQS3AU1ibuznQXNVxVcxsF9+DaWZzSrXPsMXVdbMskkKkVK1Ylcy/vbmIyFMTKdYx8pu6Hf5ce7ULGKxlr6RoQWRK1Ok1t+OjRo/n+7QSXns+6ZrkvaO20Lts5RNLgqDLPQC8BiHtn36a1QxG2cPjftoSA5Hjf48hlPrx9nD2EqIZYxYLVK7BR6+FxkIVxL70nlmV8EcsUyq8aLI2lNzdKZ96v1BJLVv7XX5Qa6AuVBXvs+/8jvI2SmY6iHr62mr5gU2rYqcXyIPaRDinFmrZBnjP8Dd5NNICzIcnJLgLXSpurLXTtB9kPfYDJh6Ii1plFmgqpr4w6NNDQx7XjCx7cf5QMU7JTGdROKYd77ZmUVGvJ7x2BsA0Ltnh5LyeAGPbDnk8bKaih96LhN//0H0b6orxD3cTmXskjRE567VJLLawsN8qs1OK7WcRVJATNyF6zUUbS69evzyUSOzfSGwRaamnGKJOVaGQjqWUko+erQRcNQrPi6XxunAQHXrapTDQjsNLoW2YC1mteZsz+SrOvLDE+Q/ZkajjWIHhWYUQvovM8u7qeAbXupbbWVX1IT2dnp1M0YLVmRuUANd1ngVftS+sHou6Y3Akr7tP0ymUGpHRs3kGigHJSZcyWeqfKexFsSAxg0yz4a6BcG4feHjl2qLrOGi1btgx4Z0PeQzWj8VxwL+ZtnK20di/tAoz/WjKbiBho/Nl4JxzYf+jfS8l/rWwfay+xQ/jCocVTIUlIanmAQPaViwz0Zd5lL8yzZejFrl4HZEIGMybj2thXDoQjyaajLGU/bpRicMapEQodN5BRs4+D9Jo2ANmpMuLcSg17PIw1C+dypu7EFpJ1+ZyJCFPzK7UZv8agwVqMDlIW77u3ZMTZMyfSqJBCzSwwCJcyWYsRfVPEvH1n3124RkPseZBocejwoerhg/ulNrRgPgdd54ISE/XpPkTdL8LqvXrlKIaiPVnYB9tp1ZLFGKZ4mVGbrD6MWSUoCzwlQlGCRUsOZlMFFntCPXHv3n25OJ9++mmYfNadnfRiK9EApJ8Tx45U3Y/uMPWimRrlmmopdUrJa/bN2ujTAhrQz3PqgLNvdnYTTPSTgTUi8iCRy8xZJrUZvpmOmYQRuehEO47T/fe+yIK3PiXRqrSDFYKJ71EE0CVp2ac6iJjDhWRKGtVGyEhbP9rDvRtH9n4WePdMjIL6rbaQK86hgdCO24PqBBqVeiJoEF3aov8cjoMeMVlTrWSjIpjOiHWUiFdUZZzWQWYtlMo9MSjQrqROZ821RlIT2ZBdnECemh1drPy7i0DKHkgRrLZkJbKBB3oeo/h0rXp6nxmbjP6zdWjSlNlplxkYbKgOHma+LSUTM6yPd34EJExtGOZ2Jkexfva+mu2MIXNyPwt5SrjewM/RXvY+OqdVhuYYBlBMi3NLfy3Bj+iXPaDuixCg5zLQYTBi9lo5TM2xKl8KkJhdAXd3PblbnTnxfeB0g+YxdCcsWLgo6m7J6upwbkofRWSk/CNnxaShTCLSFkZQnV+eJf/8T3/6E0nA5XQ57N69+y/20b/LcHYCv+j3EuBYn7c/1mHYnvVMxeLdhVODAsLeH37XinTsQtbrPSUxmOp3T3G+uFvAl0s3rGeqy6pwLCQgWbrRe/oOBuUGeWahCk+Y/cm4Hm2yIf/jv+KYuG6t7J8o1umD/8QoyMeFkPRmdDWf1rJZiyEP5vMUbXBwhyicPsjhAvgjPtcA2KSiSWKbAxe4X2WKDXcdPkgfUPw7YF59iVm+NdmCARgEIIRjcqfWebgpTBSbMo1k5FGE7y1HZo4sXnnAudkEp65n2pcQcRDVyMQr6srqfY8bx1nhe9Q8cGBGw6///n9POOQm2QAcaj9Grr6RgRRrhe/iEEtt8vr1axFy6KHPy6h144aNMbSSHerTBhpHEVkI6/Iwqobkf4FFC9ymMlCdnl2PvOrRmV9TnxnqoS1yaM6+LP2pfl9h/arDWkTLk7k6F5M/M5qUfHT//u3qIIIJGoePMLCTOsZH3LyD9/U+OEBaZp5Q74uXLlgLPVXbEPteFTkqa8ZGSVH0weiV7LgQjnLwdeq1aE2Da8Tj5hw4uD/Zdqj59NsKy0yjvim09ATh5+dPHlUXoLR38zX2DW784KMQB6TqtxEhuRfRA+bgpdFfskTkGYVLCBgIWDqZsNEPhfwJUoX3yUZuAbkrF7h800fVeka7vSI4aJWsheFtbiq6wvZQTUMvuNRljahKX+7EyYhrq99JiP1mwKgM9t+UuWHWCcbaglMnRFh/tc3B9TfCjgybGZJs7hoBzCDDczRAsFU12BdWWmLepaZodk87ChC8e+XtcOCxVGFlE22FMuYap2ADP+Peg7sweQ8H9t6zZw+KThBQuAwa+wlC58DCXUg1njgBEUk5QC7e8lUbYH4uTL+zWXNkBIXVAv0KSxYxjGYCidL0L2Oy1GQ0OD/+sD/tVMuXQ2SBfOQvDfs4naqwHoHHyeNHqycQooyQ585bUK3e+EEa2K3bv6UG6bSXnj6hatWNJMgxiQL4amjoDtEspBp6+zTu0R/mfHk/hASl23vGVWPpB/WxjiS0m783BeLzzdr9WjN+yxotIfkBpWI8hzn3VygvtAGZv4Npu5bz3N3dUB06ciRcgeUrFlVzEUIfN1ZSn8pFytcVoYveVxhf1k8ms3fKILfAbK4fP9r7K6eHH6Zxif6xDFfru2qZYgQVxdC5yIKXSZlswmBLRInzrRE0+q3rpTpLdYBnft1Hlk/GnpoWTFLZxJKV3iKq0QfMfenMn/lURmVNnY5jYGzXyg20tz2rDhw6ECe3kZ7qNWRRGj41bYXxPT8W/cugAdY6PA3PoiiZva8OA5jKvtUGboQLYEIhkqKej/J5MlWxN9zD1Fx1Ir6VwXuCC52dA+BL8BH4HRKb+3Dz0hEIiHeim22tfToB8MLFi5IIRKRFFqoKZ9yJOpwbglwN0q1zRbz3ddUfSZ0Sj0QHV61aFfF+77O2O7wSSyz2WtfKZWXUnihbGX3oHFADHpMfnTw3iTPPwANqpo4ePHpoLypUp1m7Sdy5QbgXa6sVK1dzl0pA796/FfI3+FSQQfa5bVW2LOKoUkAx++MuGHnVWbTazbE6U9tvjv1zdQ+xH6HVIdrv5tLLunj1p3FK4Q/w/aW/vAwGsL/UYQB1//BecqbkN1AUA5ogPzjRsSCpjtt0P2xj8cxZKhOGjTMUfXVtWCvXx5LWQ/qsDRin4lj1Mb2BiwkI4xlLaU8Ea4D3Ub1JPZvxoH0T20elBp2hJ2oB7/v9r0eSCQQ/L4a6bvi8QGZcRkkRI+BDjUCM6u7SY2dD/aNHD2J83NBMo+B7nAs5SlUcDr49ZcKB9XmKMj7TOKtTYuOFguptCyU6Lhe0sAPLYGEvY+YHCv/wnIUyXg5LSEASWKzFeQFwDtHEhVUxDCHiChHroQP70+dprS0KKk6Z4VCYPTnpQAm6C+fPhzD0lrrpYjLFD7btyiZm6gKfXideBVbWaKXH1ejaYEPZKgcmw3JGPcOf6aBeG/ytlaYnz0PFu5sZWtPoAr49eQJjDLllDBDbrj1fZM5ruiJZb7N1CRwa0jrZpPRAuq6SQyZGOu75kwfU415U1y7KfLyYA7fmg53VInrDIH/DeYEQRqT/CtjCvs9WZr72kBlPhqHW2/00AwG6aJ0Z3zE/sMcrPkuVHQlcIwyiboIpOYRog8+QaJoo+y3woSStkBt0pEZVNsaGzGFrDA5WopoGLZJz5fc613dqcSq/RnBrpumBj2AHZ8dpJ7LyejAMnrGJ7cDUBCrXr9+oDh44kLPxOW0x7klY4MLtfK8O2X0/cuRHgqebRP4ELRNnVesI8FRIyUhAiyKFSlV+yZ40KMuZLRfewMnPtuH8N//y/+YM7kDZa+bMmYH8tRBOrHDH7du1Hn738sl83Azqquu2OQrOGhoGF4KMdeoeLqVnThWpCk3dV0wWGUGKbhzszneNUwN7F3Utm8NLLc+JJWb3EW7gbhXBfOuUQkw6gyKl6XqmaT7GvEC//l5IWLSii1apJogni5avrA4euRLpwHnz5tCmtT6BokzcBBaWdaIhDKtb9EmCmYGjGZHsZGUXwzDHEJmhsicaNyXYNKZFpoRsSpyNv08Nl31vtv2l5hQMRi3naKxKb2M5P7m/EfqwnAAiRaO82d0bCEVm7fItJHNJYHsGK//J41t83SDvsama0jm7+v3egwRbj5ncs7TaBNt6wngQJ+59YEhvU2QULdV4fm1zUKXHYQclYRg0YG5BihMWsRmop0Q0pt4Kp80RwTGjzsQR+0mtgar5WstOI+oiw7WwXLIvzRELGKle3L1IdnqIoEBNcH3LaMRhVmUQQnrKVc+pZaDJ+PMA+b8E8J5tgz2dpOdE6PPEiRPVoUOH8mcfIt6vnalP4ArqwrsrBhKhFR1f7IYB7BuCW4YrUEPvpBTUR0lI3kkTimgDTOeZPnMxmelbnOm+6skDMtPRJRhcghDE0mUkFwREatmmp55gVAhVp+QwiAFsyAhtWqNh0rfA2I2oQfxJKVn5j3a/ldKR7TcXj/+au3ovCYOZ6dz5S6v5K3blndOGR+Apf8JsMqUijYv1ePbN8sMoGb7yOERs3Dec2Vi+7g3ozHtGMVonN+i1BiokIuLQC8s9Yyu1bfzPtXRi11N0CV6RYE2dMj/jF7vJcF9RipGR/JZzJ+rSwll9At9gkGdfMHt8eBWioAaRpYbKO/7xv/ynEZvmrS+Uone5wDFULJSQa0aaGY1x0VNL4cNt6+hgksetmzdCptgqDd3jxMuPMTulAciaqfCWF7UMX5YpWCAMswyHtPr1Ua2oKfH/RXHIaNyUusb6rTsYDX59DFnabFzIjF4qkID6nDr+jsntwKnPgLVOV5eoEy1csKBatVLyUTlUgnlmkkIHKpDc5D3Onz/LAZQu3lp9RM+pykJeOg1IgWUKfd1DXKTyCvPLYF1n6uUQMnb4uLMJS61t0V8cryjfBNoczFjViT118jhi9I/j9D6gTttpDUgDKsxTFyYn6vMo1QOLQB/8zBnMZZRo9OTBPbIJ1Jys+968loxyJ+L50/gsYUll+IQrlFQcAN61nvmGNXLaxlTWX+EInWzX67cEHCiIcJi7Yaw5XaEP9aVRBEZjqHP0M1Q8c00jOiDxRJ3lYnQ0ehreYiQxxPz5kColxLxGskbwifElBGRSkInJCMy4l1EgkRn52vqJdeBM5/EA09sIS9yzqBD7AZypRKDduz5J9q9hdx+tUSeExIBZCzx2ZG/0l8eMnQxJZT3i9063sf5nqUAnXJtaEuHxAlcF8uXZhZQ9H9c523/6wx8yv9cBDqXUUQZrW3NrJTiy1n4LqP7a6YN5L2sv6whirEe9U7c2P4tMr8agVGyh4f1L9grxBYg1jUCLo5tguQsP1coeohyWEHoc6OygAMEpfraXVQETo3bHIZaWIgO80njuWVQhSzES16wHUpnw+eUzRzAqbTidzuqbPxxIzWzHRzuC2mgEbakqJCCZ+4Uroav2briHGRZQQ2IkDEWfNs6x1JZH1yY2jYkWr4G3eqYFOtWHDVtkC7xetJqFA4OwsGc6toxSE8rH4PWTsSuz+GZY1AiuBUG8rTcyi1sxcEFjINLduX2RebY3qgWL1nKiGqv9x07yee1Bk6bPmF4Y0OyNBjZEmJoylz/foM8zLI9DlR2nkvjz31ErbYIzoG0yWXCgvPZO2yfUHNEA/lt0ITYS6DftXL4E61UGb2gfdYbOrqWm53vRNfCeXsXTxw8iLHIjBr0H+H7unNnVYno3621GxY7ZC+s+FP3mVEH4f6lF2xLHs7fDaNahCvFeuXKlWoBN27ZtW36+ddQ6p0Ruh/+twpBZpE7VgM73EaG1BKdGrpOstOVjmNULNYihHGSmZI3HzEzvnwa1gftCz+2itaurZWjnvnXIt5Cx5EQVy2pD3xtEHVVrIsB8ozIa+5zgm5cppbjCPI+wPAIZ/oxLJ7+mVnkvZ9Y+0znzl1ULVn5SWM18fn34RCJVEMwMSaBWbW3SNr2xZLS2cUnXsCvABeuBxyCy1iAZjvOXQAHejRyAEkgrJ6jeuZyAMsZuMhOKDJ4fglB2tM9mjTsJgHsR43+es27rk8mZ2st1adzZncplljnB6awI3M07/+Yf/s8R8WWTizpLt8zRJHsjOlbNQgdWiuB8AxGqv3ciw4xZ06g1nuGCNyczFfLzENiD2AvDqY2J8b3Aioqqh+IvtgxkKv1fcYLIy3EgM4IswghCdEUEuhzQIpLvIZQJ7IPHsPk3MeKlr++9/YvUSIoz5efxPP5MdWol+Ty4d7/ahrNXhs5I20jDhZyI8bT+KOz7FLHj04iZWyOQibwVNaS169DM5T0Cs3EKZSt6fwJJEyXp4HpRkpGkoTO1reLWrVvpS9TgWcuQROWFcPNacYwZ8QNOYKR9+sQpCCP3o3G7nAL/smUrcggtwNv2YqO1kmaJ6jOFxYtAkzgnaC6EAxuWnz+6nyG8d2Fx3rmFcD/rvX3PL+i3XJzLVKAMYGPgeOvEQtrONTUDHcfzNLNWDg1vgiThHihg/2YA2INeyGbqxs4MbaZpfqSBTAnnoEORfp+AxjPsQUqEHnZAzkAGZNvuIV0kNW0FJ8o0nbrghkZVBy9JaQh4xrqwDNoI+Pt37K1TLmTrnjlzJmQLGYsbNmzI+fOcGJD578K2Zh4k2f6P33+NMyAiZbD0VBzp6tWUH/hMmYxFTSYPnX302Ywuy4WwoVwE5T1s1yO0B5yvNgPvWvOuq7wYnBj5T6ROJQnpMbJ359EH1iAJTW74kHaM6bR0OOUDo6IqVL/9psJtOiDWIKPDbBeq1W5dy6wX/xNOlLPQDcwdqTSMxjDPZh1a5+oyC6FKdLFupQxi1G1wDkbbyUDInHTorwkQB1DheUKd3N7m20gHChun9UvHzBlSvUmSFhFQEVaXuOeEH1uXHCxO5mEWZz1WNTadcQRWJMakR1IorkhEypvI/FRnVGIzzM4kfrneIaTUuADW1IbZi5CoQiJxpi7Bg5mcSkCQPpRbfAOhSrGIcRCzJkwjcLScgIPsQ83s9s0LICSjqseIrty8+6BaungdtfQ9Cfa9p8LH3i+NvetmbVCnLmQcp2gfvdKnjh8MH8M10xmRLKT+WYiYZowGjL5DQan8/hJ8+Su2h/OS4DB5aSEQOZtXoqXTZGybefHkPuTA7ymH0L/In3t3VjHlaOZMhmFjB2P3cFLJysJyLpq3gXr43EDtOHDLRQ7oEOL1z+SpLF26NCWhlD6Mcg06lF1l77QVgd+dQmXvpfeW1iM/3/Y5kwb/vJ9WnpaxM6spU9Evhj1+BGf6BGc6Zkw7n92Pk1tJYLqBPacVJdCxHBWZ8MC7KtJhP+v2uJFz62M4sLsuelMv4fnz5TNI5Lp8+nc4U5ApPqOflpu5C5dV85fvKuhV5Ea91wZ8llQcCenZL21uZq4Naoa732obRH4U+0Lt10ShBfTstf8GaZJcJuO8iKGwJpw71997Y3AxfcY07sjT6i53eXrnYoInEArZu9pZA0zWUkToPXdsXCtICYFHK8ljWjYtgSWwVPKWAG1Ou04vAAAgAElEQVTv735jm04iLSNfjdsEIqDI14V9W1Q6SmTv6COpwSj7UKNzAO3xk0ci32SEFJULpzuo4MOFsRFajVDrOQ5MFsIreqXj04Rv7cTML6k3hzizA61HGhGbzteyHckoXuhApUa4HjEPjTCC8JItI2kj0KAMkCWMjwrGrVvXOBiHqMeQrUFc6STTNDiIyohwMxfYWp2SiGaLl69cYP7n/bAr585bRma50/vNJfDyFbGBkn1ZlDa64SDxDGZxGhZHxp04cZKWmPNpGt9A4d5N9PJpdBRgsPfNiRz2mt6BgXv9+pXUmGfBBN3MTNiIJHjxMVw6LjVCwya2BYHP0VAZKc+cPSc5RPcz6q9EVVcuXeLzbnLAG6tNH38RaFIFIzNE+1wVVTcAyDxI2LVmRMK99q+G0KLiCDqUT/m8DtiFGVZAFNdMhveOCSrjcLJqanpYNLx6n0ijxdgUmLTUsYuwhZmqBK40UOdilQgvME2NUKamrg6/DwWWdqAhn2Oi4hRO1+DzDCjMkm1PuXb9OhMxPozSS/pv7eXFSfjLYE9oWadx8eyBMD8ndqCzibHYQMaiqk2Zi1gUZUprTJnwI9GqHtFb27TV4A9kpQZAe/bsjk60mUzkKkMKoR/PejwO4BlM9nNH97FOlEIIJhav3cYouNWJfktNWeq++1/Yo+C7qV1JhFHoPjAk31eMNXA898LzHWFyM39+pHWqEL7Sc+2YOJvWfWul6Irxdj2EZRXk0FCqT5yaGGuvsMQ1AoNGzoBQ7TQmzKxevzm9p/ZLphUk/aIGptb9eEYMyQhoj/VhHbn31D5Ua+IOPEhTfpRlit2wTigalHGIGjX7syXrpHXMbIQWmxBTDCYszxTjVsiIZfCz5YkXBL+9rx5xn0EchOkUWafn1LYtEZsW/v0eBvRjSktXb8Ckxolo6BwFtwnFpwmIO4QJy/O4TkVT21IDXA5HraEtqwMo8y/toZZtDGtWQQfJODynsK62QWflaMS0rLBQJhjpeKhB8qInZZZxGcCu3xOO92e7DvC6wvC1ZNsLnHqVtrVnXbwb82bfEpmIsixfujLJhq1gc0CaRN+UBZXwEr30GOpyNtooz3jmRWhk8lo62rFjR9quvE+RYOUZDHIcN+Y7FDKTmTKaAAbKlg6E6ROgl3aciNKw58NvmRoze3kIW8colzy9Sx8y51S5x4U4/lX09r522k6AcJGgkmBoC9xGBRWs4zcblHg6tZUJvCTY1QV5lORzkPgIiM6fQBgelFYzzuKCRTDwN/w07YoqpXnWci5Yw7oQg2vrPQjblDKiSEc0ZXiWXjtNlIA1qHeoAtrqUT/i67SprQRlr145Ck5d5sJTcG07gHofwvh+Boq5YN5i/pwSG2soGVDHm/YakcwkUe8Yct6BnSqtowMGokFrS+tfw2//+R9HTHvFFxIR4GCMkpxHF1IG3+RBspdGJaN+hJ+tCyqtNH/+HFiW+6MKsX37tjDENCJKyhidWOTXmTaz0XGmRMIeQP+tIWyn5ueGa3yUmJpMA61ZoJmpDtVoRzaYtS2dadJqLYsvhqFwEK2OcQwRnyl5mb4wnEkxTow5zdzQwzQ2TyNqE3J10oQKJKmz1YzpZA6jkbGL4YzM44wz8qKPpx/qQ+j3He3TQmYojEayB1nAtRpGgcbeJCq0Pej6jZtp4ZAqv307g43tA1VNhncWThpHRqDj9Sz4NQ+BaM8imeYYuAmo2+za81mgt0w80dA5T7BGqNGYJMJnTRoxmGrrmrG/oA/vGdDyLYadK8hubeHTX/y3MYTCPZ0Y1pcIXE9ot9HbQwIExUHrpW7bDuRsvXyyKiC9L6ID6xg2eQOZYWr/HY3YTYyust8s4gfsQfQ5E+HXkQKjdc9VmV9aJtoY3RNV+nvzLiFynlumo+uh0RrNc5gN+j0SGFRvEfbVSBqxSkZ6BDng+++/j1PdvXtPNXs2pKt66YGz4F6U7BSBajK6/lcPqh/3/TmlBiUOl6xYTWC0qMBnQHv1ry+tMrwn50ejUh8Ar87p97TErFy5HHRiS94zc0DFx/JOBQ4fZB1fcgEdxSazr4He0ZmLmfu4ZRtrTMDF2U+dn+zHKTlxeziJIhMIRCXKAfnFcXMaydQmMSCFUVugI8/JW1o1zJD6MGqulZGk2fQz9nQioxL9+sxk5f641p5P/xHG7ecOdxEcPYWE98KxduZPROoLl66qps+aF5KUd3UsdSyHRYseNzkJhTtiu0RkLMMCFXrHYCvKgpNRI1rgXnKRMLNJpQ6kz7F2OIJS1y1OKZCumYo967bVZRi9nQFlhJhtSe5nfibr0Yjm63hFVQyUCBAUvnDos3bIlruwZ9m7cxfUS77DnRZ+R8lm+hwUhnaELJe2O3tLkzE6Lq1k0w0w1iNPx34aCGpfDIoDSbI9TTpca6n8t9CfZ8K9SRtM7KNwo46L0geG3YRAQyvyk4EA/L602iiHghEmMWlt410Qjul7dKc6d/E4r8ReCUHzbsuoZZttpsRVm+hTV6OrM3szd1gGKqptfr4Qr8SjWbNmVZ988kmt7lpD7fjZnqNxSvSpHs8zOHrSySciXOUc0dvJ32uboyqEzW4h2xp+h+g7femiEycOMyQA5rTO1MEak8igt+3YCd6DHQ4EXRy9htgA2BJG6QQpuro6GYMZ968w1UvyksHtJGomQ9fPfA9iiMA8tlgFtnlkpnNX7ebca2cMvItKU8bDxc6XGrKXwjq4BEzbAw2KhkkwihypQ+tBeoCb9X5OwJG747m17CgR0UTJoDTlR5CRDhjzkkP7+RkOWkiCxl0XFeylXBK+gENOEkQxto6gRklQn8G10x+5fwblDX/6+p9QQCpi9hrw6A2q+GEGZi2TH156qmQyWlh+D9RwO1HI3HkzgUZPxflu3Mi0glokKuVd4tEEDr/iB6bsaSBWM5KHnES06eEbS6QpJOPMo4aogiTnzCGo90JqhYxqU5DH+oWAYxYkdKhBNDNNYRroSIUgvtCxYzrHE8ePkCkerdbBeFsPEaiFzymDthm4DcyhEdZJm9UY1Su0cOL4ychLKXS+iv7P9baY6DTZ2EEPKjWpkFE8SlzIVi6+l0uVnIuINAhJzqXWZtToZTRoMPNI8zSHTNa0GUgfLSwOuT567GCyBAUutlPPyuQLnICbaWQcFRacMm9ZZkxap8XbzVDBiHV7+fxeasNXLpwjq3qQi7p9z1fUZBYTECEKIKONw/mWdpcJQLnWKcZzwV1ji+syTpV+HDOGmgOQ0wQg+Nf8ufDe2DbqmdHe9dqYIWu4a4LbXMaibVpDCkKikIBR4F5/OaU+0WrYoNbN7F/ykKNcZIuMFHWZtEaQygFycQTkdKrW6aWc3+PCffvttyEq7cGZOiJJg156G0vJweDCr+/pZooLg81PnjhM1oh4NVlXO61Om7fu4GeKRBTlmNIUX0bpecZ1qn6+n/XHP/4xUNpXX30VYkfaCwg4ku0EDXmT5m3hQB3A9QvHYhQauD/j0VneTgD2Hsk/GYO+iw7A1jOz9IybqsGPXlqDWOv1pQ2ijEczipfl7v0rMnBFCKPrZU9aKvzvSNuxzpYyPMN+reiK2egsauXj2OdHnIWztMEsYBLMRIzlYWQzhVTzMzCS6xEub2xmtqtjxnDYTaRSQngN7FkXtXJ7I52pahlD9qz31Xd+hXGeAsJjcJDZwrJb5RWYaUuWAnouPbuSctSBVuXI+1vmoXqOhVM9S/3U415DcGkea4pLGcisDacvC1kHouhGKzVL114nqDi+ajgSV5qRvrx3+wpEPkhWyABqtOfMXw+RZQn7hPPVsagBbo3f2jPneEwj501YViKVUGxqfwTjJhNmTwYq/J01tl6HW0u8BLauE/+E9uVxtFL2sFSkxnYhKIl8kIWXKjdqQiA4krMIFuUDCJsPv3qOTN9JxB9uJ6vT1E2dNp2h5YvzM0X8PAciUjJuSxdFQd8iWQlh0Dqpmak/S4hXsQYdeuql7EFmnpLNu1b9rKtO0kDrDYGfmatnX01ySxEGaQobGHiocFc1Ta2mTEfoHsd04tj+6sWDS5yJtqgDdczEnn2yu3rNI7WrH45dseSV5EbGNmvoM2XoCO9WEEKdFhmwrYzUWp0FrQNso8RkAHXt9P7qAfrutuz1wXJesGhZtWrbVwSFAxGhKX2xIpXA3MLUnhwXjfNaemT1rkUX17s3ogQqZ1DynyjRW7Jty+UiQ9bNdX5+j87PdTAIFA7vIIHTN4kOmNXroO27T3AvQ1kuTshlZLfYCBGYSSRgQuv1Ninvhhlsw3ff/D8jwjKFFUuUJ8SGV88svPS8mZUJleg0ijN9SSR++86tasmy+ZA+LudCb4KWnnFrZi3Btd1c4N1QsMuEFyHFXhWRiBRs2O2kJcRWjVYbxo3WZIcKfLEwaRRP9uDYJ7I5D7sEiTBEZRbbbFz6FC1Wu84e7lYuov2eL4Fcf9j7XXXt2uVqN+o1K1YsTx9jIXsAQ/Pz6obYr39B3dDFu0F2eYXpJFKpZ9B68sUXXyaiz8LpOPhBhe1foMupU2G78t63gWzNahRQ0JHOnTs3l6Fe6A5pKVn5hCgEKfv2Aqz+KOSEF0whSUvOtg/I9hdQgyri/wUGb4jOqcGJJB4vnvXG2bPmBrp8BXTUjWO+euV8dRMoVCP24e6vqjlzGTguLMzlmTVTY4iMIdmd80EzQ1Lqum0i9otygIxgbRUptRpDet9TkfaaXFpLO3/u/jjKimibA5iamMfMbDnF+Jqwvd/roQVylwgScfAaCzuIg1+HAw3hAqfWloEJ9s/KI2IqCQfbiF2DeOHCBWbB/pim9K0fbE3GJ9NYA1OIYESytc8343iL+P0Lpuc49zRSY7zfBkS6JyF6MQoWYzJmLwc/39KFBlAIzaja6RG/+c1vAqH9FMnCQPiq/dTuhvvuPWm3SZt1lth1/+blSEM22jNLjfnzn/B9sNi9jCJOE0AQSkmiNrCAn2loUiDDOjRehtxH+pBzpSGQCGM2LLwvKvEMJqEIUXpWaSnyOcxWRATkN0g8CurDs1uv+2Hf3hihT3YS1GHU70CIu37jBsGVE4kaYcMuqWbOW14TkbeNgcEH1KgbML7W/jso3YS5z3M5hUe0QKSgB+dvk7pGRr1h9745Ot4Y0LSSFblIs02ntfjsPbRXWIszeK5njt57lYOmQBR8yxxXiR72TAuLuDemsz0EohOB4ZzIIoHGwHf//h9D2vtgM+0gXY8h3h2NobR3ucL4L4KYNGUaLVF0CWQiDN8jojaMs7KGHZ1msdf6nTZA52timN2PsL4dz6eMY1FOSo+waBFP75lrVuvYXmP7tZN9F+lJa/7uRy9Q5VgZ6zjyASBWs1Rh88cMoLhx8QQ/v4i++9ySIi0bRBcd56PtNDlRfcmzKuHQzzdw8R54H/xvs1LPQt3peo7rhKZkcEQGlr6EJHtpn0t7CedZEpP2zNplIQ2aoXPe3k+sOtG7HuadTjmW78HloFPdzOucAhq0nZr0MPahDVuuM01wmbWSGGbt3qxPwlqx2TJtdXw6JgV7IlKBvWqf2p51vH76ABOubmeNnNq1YOGSavHG3QQxPbEpExE6CU9HwqVqS95ZbJYaakLHEsiKXjj7WiMKNQLDRlXNoRoy/CVXcaaFa+3LNxHIYAkDcJEOzozJmXdVsXvLZ0EeCfoSKHJWurlrZrBya+qtOpFkJdiyhBXswzsrme67b/55RCKQXtkzLMNyAg+gt46EE4fGTR6mF8hIBbNIdNqL4bmHoWiGzXs7LL+tWzeHLDIG42X0mdQeh2d0qFH0Ysqe1YlKNZeh2E6G2oPhzJxACQ1h7xqRATURzUuqMOppB/oz+7NmN9zHFHeJBap4sGA6BqEAnamMxsn0kXZwYMTj937/Z5zNy+qLPfQmTkPD1kHJfI7DcZ2g8IhLqYD85MmQblgMjZKTZI4cORY1GN9hzx4myXihFTZw64JnetdL/+ekSdZ/u9MKc572GhuC67WMv9aNam0FrKVsVQUy+ngudR5PnDyMnNUzNrIZlZG11WpGpr3HWVrfSsGAxv7JZAJPgfWa1aU0AuRAO9PUnt5nT+9k6sONa2j9wlq2DWXLzp/ARJ0dY92GcZO529wEnMalsnXAaNyaeBttEz67IuHus5lN6uREd8Jz1SiYwIz+GqUk2rhpvDdtEIyUaqS+Jpxk5idclSDH6LoW6ccxGPxAn8/kCA98LTP10uvM7N2NrCTP6xg0p9pb47MOqOKJqjCiGtaHDFJWYnSMxgv8Xeqc/hMCCBeu7qwHyGx83xOHvoWVh3FHxGFa56xqCfUpo10NVGHlFTamzlm49A3G7hDDpI8dOxYy3cq1awpcyeeLBvQ4QcQaDu8hOUo5Fgl7zx8B1aOEZFT8lj3cufszalBOunF8m0GHTMsCA5oZRs7Rnx/CloasoC11o5iLCVzlv5N1ElkbtEjrd32dFqNGrGWFCQwFEGkpRBkzb+qKnMlLF88iVHKgWgjhbssHGwORiQZcZFKMPbkaUuUDlwKLNhEgDzBpZjzkCh3aIDBgHS2INixnxWBYhKW0Mdg3jmHEAI8hwHY9dE3WuWRti4DUM/1RnBe1gEej3SuZqJFg5lUckwbRLFB4XQ1X2OYyMyXMEMCZbwwQ3Dl5xJ81Eceuobt27Wr1HZD//AXzqg827YIR31XdvHqMdpkHBDhAuDpUWKkrVzPBCqNoX6DEJce/DThsXbJUGLhlCku9ZcPSRf6slrHWa43eHwk2Ghen/xgIlj2RrFlkAgvcqdMqIwh1Tu5fxEDU3R0mSPHe8k1vnj+szhPkvW1wVB21QJ5v3lyYvWSnQ7JVXU+CD2F0y2x1LomBpX2kf/7zn/8C8Upu9Jd7b5Y0ARsaxE7eCiuo8yqDS6zhWksvpRlLD66A5TzwgSQ7no8R5hlPojXE1pIzIDsv7l5JSUcx+qnCvDuBYL0/vId20ntk8NaieA0CJn6GmV6xjZxFEiTRtmaY1g66UJFJ+zt19gwEHRqrGycPIMRxO6WFvp6Bav5ClLq2wtRXzFrhEPkBmlp5DtzNkoiKXpplinQY+AuGFMEQa/VmqBLo8u+0F1Jec2gFz2q/uQMUwoznjpR4jcli+AptYNczlKFgoRuoiMT5Sz9h6+Q0GL+ec8ssOlR/FU5R6SjwTMjgbvj6n38zIv3bsWrvgVo0fG1RDyljqfoxTsKgr/kJo2kAR3cuh8fxYaMa+6sHD59kxNL2D3eE3OOl0BG4EQbhwioucCJYIkAb0hPJ1SC2og0p9KSXL/ByhuC6yTV4UOaiGYtGSPaF7FDBm4xPClMWfV7hDGoUM2eyWRiA27dvVPu++94fXf38Zz9JLUMYWLhVJpv9ax7YVhZI6Mbst5uIXIhXyTWnr2sIJAl8QH+qL6EhCRQdmJm5eTh5dX7tg9SZ3gW22Lx5cwy/kbmRbQSXNf4ScmRIspFeDjNT4czz504htH+X92quZjNV5gNISMNeLOsCfM/4CdRsuQQSP8zmUjPlwtnsrHj1U/ruXuNMr127WF1DtF+27hqUYVahyOPhGydMxdqM0Hsli/cZZCUvvfWrbupwiorbfzgbQtOjx4+SfWg8NdaN9pT6vYp4NFHryNDecsiFcAJF6iAkb8QhSAAofW2BYMk2I6pRI0PUs8l6MGLGIXTmM+oApddLg7f+YdTYBex88iTTdW7eZF03pY6phrI/S+PiWghx+UtDYd+Ya6eDvo+MW4gaZJZe6pWr1iM/J8mj1AFLTY9Mg8vpeDqzsa+//td8rvKPk6eZURYGZIIDz5lkupqKTBwKP6cPebbTqF29cR4qtT1l1zrnA7+BOkzk2exjE0lwxJ2ECc/sKAg/mWohaUX6fti+YukaZbN1I3G/Xhvh5TFYUL0miWsywPGc227gWOusRW/ZzG8sZ/glIgb7AvlvorSxbMXSEGQGMJKvQYUuE5gIRkqOamntqJas2VQNNaIaBWzayrudP3UyP3vatI4EAQbDZnb1FgAZq7JwRU6EylS5kSBhn6/f56gq4WfrUI61ktzT31ekCeUimGHKylRDYYh+296+Z2mlGUS2rn08Zx3iokZ5BCashqsdeFMDaj/2d999yz71cBa2pt6o834OW/nBzdO0cT2jHmfW0wQrdWY1b9lW7k/EHUnScByygZ3HmqDPLMdMQ+5EmSHrn8sJKP2QZlGSSkgkeFdLTtbJSplAdaqukMQiLM+fCSM2CWVHJpU1MLBij2xTE9L0/cySodBXD0Ex7j2+qKWL8Ihr6ai4cfAXLK1kXvKg7OfSG+u6d6L5rI63wiWeXVntBpYFWm3OWougaCfM6kQDGsO8L9rYg7J1OQPaSck3hfHsfNMyhk5C29vRTN7BmfrcZwnwn92+lIDDctMUELqtH6EohoTekIgC+x22Ls/WQiA8hM2RQOb3RkDHshif3oREY6ulImqVituLCrRPQ66S2uM19H/vcq/V6pbktIA+4VXbP8sZ1fYrrxmBFMoivSRvabHh0FimEGHQmfr86XC2pCCq4SB50QOC8pCYzPCxsSaDRfZU0h6MZJ7Z9sIhztoUzpdcCxOxqZQHXcMeiEq5n5LUMgaSyVXstaUgfUgpM5W6aRE4KuM/G/6v//D3IxrGp2RH4tlqG1rryiBcGXoUc4U0Wskmhcmc0CCJ4Bzz+hqbBqlfPMpGfrgDbdkMTZV0YdTJZgZaqTVAS/bQwTrjKJGc5IJSK/IwjmTcV4EJdURmss4W1eAa2dhCYG3NA2GRXBFJDVPk/ICYhtQ1ZWFnz56VrPoqfZffQyGXHfq3f/OLfK6Xw8W06O0h8ff9spepBUsMcqF6WdgHDx5gxE/FmXaQtf3NL/82B1cNyvTKsuA68enTO5NBK+tlI7XvZ1Yq/JI6C/9t24BkBY3OO4ykX2NN9zUZgBDoJcQWLqG0Y02yA1jsYwb8qrSTOjHrMpHp8feBjp20IYPUqN7B7DNRUnH+ZdfLBxFlvs7c1NuQkHpw0nMXrao+/mRXeVaJLUSh7eOaICo9Sm3MOrVwR+TBIqGm2o5jt9BBJRpzkoJr8Yao2oshm7qJcV+hpP9llJ7s0LCOElw49DeGic8KiUJYB4grA6/5s3qNM038mjz7mc2EwjbGUTiBwwZ1YGUDHg2NJYEDBw4GLfj8i0+hsXdG0lHHogEJy1GDlroncHgNfvRyDA88rw7s35/L9d7sfipatJt2hLyWCRZRsYL4hXH3zF9AjlEW7/z589MI3wZsKtJS74/LZebkWn6QlKCT1Jk6BebU0QNV3wvGbXHm52MUVmzZw5DoFxEG8fsyutDRdzK6bXRHSlCv6PIpEZj2EjNsVV1sL8MAa7QlhPXjZALLUafz79JSxM93GtI42NcaKD8ofYWcqeMQ4C5cPMN7zK020UZk5iAi1KduLs//FHWu69TexidbrqrZi9ZUM5ZtrJr4md6fhwSE58+dxmCvCCKj4cwYNsk1ohY8l++R9hLr1n5Xev+ERSmfAHF6ZgwkHfT8ElUxlilG0PmTUVGTE8HZaGpmbiUC9xotuwCaQUJk8apd3NQiuQ21I1AZSwrffmvJ5hp3blamr1j68H6Z3Q103anOM3pQIY3pM+aEcDR55opoNEvuC5LlOMcM4y298EXTuCA93hMDfSUxjZ3qpEGzcVWPSpueYhVqDstULix+6+3vgcytBctYbzEztuZNW5kIkc5F2xSSJPvQSOA4AFnw3IUf86xCsCI8CyhhLFrMUHRtBe/8mmduCrnGMgOC7ryntfwrTPvRtqjFO4OeWrW8EyhxnwubnmeIxCfBWURU7H+0bFYGKxjMOy2nGxsRZagIcxhCUNaTgNQJUY+vPXviSPXk5vlkyTrkKWSmWyAgocZQDYBuWcpTv7bIWeJEsRvKDHoXnNEr0dC2kUbGD9IMj2O3taoMgBjLoIoxBG7XTh2BMHmjGs1Z8Z5LElywZnsCQwlgJmTC756pAYUTDBTSOWDwboudz64CnRFmaaO09cx3kU7mvcq0Ht7XIGUMCZ/OVM2DCJVgA0SOMsGHz+56IeIJ85i90snK4Hf9bK8pQjlFkU//ExnZIHjFkSaZMwH6X/+Xf6drYNpCNxHdtBx4D5gqPTIrhVFl6FkAN3udAuvUeujtOze5oI+gqT+NQfv4410p4lozUfhA7D8ax6kxetiAsyLILUGh9FHpxD0IHggxZyMM6xNJw4UoPZw8XUrxNRjJ3Q+bjMVyQoxO9h1wojVQHY3O1L6qMydPMKLoADDK3OoziCtlXFppbfHivKLIrZrNS97bGpnGyL/33Z9w4I8eO8rw4e7UrLbv+JDBvrNyINwInYDGSFr6Q/qTTp06HXLASijka9dKxMKw2EPHlhuxGoxkKkpEkkdhEKZFzN0g4SqqRefRBZaU0Uqm+fFOGpdxcLIYbekwI9XxS+IqGZJaxkTxqCU5haYXGNZJ8A8foM9LC4TZdRuNx18x8/Md6zNGmITgQ7F766Ky5SbQsuTgY2thXiUvVaA9nm2AZ1duzLqIE200bgMEDKM5lF68iLJzMZUobKMVwcjR2nUrRBufNeLcst8wnkMImxtZpaYmDJNIWH9mhFiry1oU4IPVlY1yEtGlAdBrHOJTnOh33+2N8/oZ2aLR4HgISBoy16DeC1jYo9ahIAmoZ0yUqCG7jFNR01UilWp+n375ywSCokIqWQnbOS5OYtePSE4aFBkMiSxYi5HB7aWSvJFL6zfmJ6lAVdoofK+Lp1CyggzjJZ9OLXsFMzeFKiXZyCz0WUVWpOFKdmlhHqcBX4YssyAaaEknmaKqM5WnZc0nUbllDAMPCDg8h6QRHbP9nG8w2t6nWdS0vD9m4keOHgkZ6LPP9tDUj4YxZ0/Sju1pPq/auzcI4HrJYBX/7htprSYv2lKtW0FWIhzHfb/HWEXlBnUSshwnUQaxvm2tOgpIciB4ftNshegAACAASURBVFuvvMetBHUiRRJZJJEVGUICGmr/OjFr8iF+sU9DIAvplSUy6UeNp22cWQslIGXmiJGbJSHZZ/r+CYHsTAKrKdyP89W+H37I/dyAqtUSBA8GMYz2STZh4Hu77lN/uw5rGdKM7Fz+N4ayhNODGtAHT/udzlRGKQdBZ2Bm6tobXMmFsIRiwFvGHsoNIbOMulR6IrInTWShcVTsuf+45so8BrXgfVu4V9o9g35hYBnbbyhfRBHJ4Q8iGWTYTxHuv30LGLXRxADBD+zI2vWrc+9fkaWN1RbxfAM8y0xm5T5//qL619/+NnCu4jPKW5Z6u49WsunSJmggYAtQUZlKlUgEsNYjL7u1kHEMCl+xtk6iss+ZwJnxdO0d8/jM4ercSc7zzXNxpp7/Ttp2NkOsG8QxDlNDrNec0y6mG2O//W0CQO5xSj6stSM43wQdMCDhv51ENBHolyDwKlDyXdq2RnHOVVmav0BnuiV1zbEOTGHdk2jVhH4MUrQbHhzRMffYvdNnRNxCbpL10rBoCcqd6gOqNlqhe7kg7Itj4uT/FKRQhNNSXSG3Pnn4GLKbwkWSX0XjyrABOZN+vdoFfyHYJvAtLUv+CutYCPrv/rf/mcByJO0RRkXRCfWS8KDpJ9SA4WzcUNUrnG/Xz4Y72mxUEyPYLl8PdLOLTMj2BR2gDNQWIK9SyHW4trBswb8zxLv2ABbK6429/tuFMSNVzNtU3K+PI+JBW41QMAo6UVN0LbtsVI25xt2FVsWpnSxZIXnl5y4ztuuLzz9Pb2IXmYw9RT6jsLYOymHJGVDLATTK9tlN4Y1IHfl1FkjMBbU39Msvfxomci4eGyQsrHG6ceN6RBo0jh99XPq+QpxymoFryed6SYvBtLfQy0Pxn/cQNrx7T5GH0xGKaMFRfERQYg3TBvNmHFhX2MfjqZkiskCGETq/Wphs+FxGxQ3Q3P4KFaMXZEaXMZJPFIGgBrabOvGUzhnJTMcSXfUDR06G7PGU7FQnMhmoubdvkICJeiwwrw6jGJJCBjNzNYccjGyaJA17DQvjMHq+7EX75BmhwRtkTKUu2efYOiM2FWZ0RgQ52iKVhnQWYc4KMgqRsC6KWXsBZZMrLG02Y4bjPkl4uXz5SmTTli1Zmj5hDVSG1+uEUj4o5KdyngoGaiZR1vwNmTj1zFMHMIQOCBiq1qCdu2DBUva4zKoVoRjP2b1ORm89ygvi3FLZumZXcft8fqlfEggSVHhmzOAzfURDws+9idO+eckmd+pdXNgNO34SbVszBZBy6jUvePYHGMmZPDPscevPZqb8DB1tmJZ8TlEH4sKHHStpQ7tQlFoUTTBKFzHSaFiL7obfYCbtntizLLNeJvLy5YsJCFakxlPIEhJG6D8lOH7ZhXNmjc+gvmV/9miYsA3AcVu2o4safw+0hWPIaEFJQbGXRfTA97PU4f30LuiMzSLewkZvcKRHLZvWCfmcOgeJJP0QTMYw1/MNAw+suXuOFEkww+tHd1dbYdvSGMpIQ4xja4JZPnrMSz5PAt7Y6ne//23Y8o4ws+VMO6XRFc5sg43eD8T7in+eP7wSxKLF9hxHvSGFuXL9J8miFGnw3Nj/3iZ8zcumehr4Fi6AQTL75b6bsfj8BS0wSyoIm8MGAgPzPRFPcYgHz+7auHdKFWZ8neePOyKy05zMhaZ/7v4EgvghsrB+GMinkBiEGhRhDB3hXJCEhYuWhHjk1BpbBQ1mtcvHj52gxe9QmN6r16wOxCt6VzTBC7JhUJXhHqyjAaNfa9AXwhxljPpULoGkIiIjmmebD7VN3qB3UM3jebzKu+rs8cPV/asgj1E4eldNgnW8efsO5C9rgXUYz2aINSfuGZEd73vzrhkezlqNsr0OHsHoTJNxXjJkrfG2OjGf+MKJ6gYJyAiZsHXMzpmzqmXUweWDlPmt8ZWBcZWtdE0N6OLdwskRwPffBkRFwhHpsdhVCV9yBOwe6cVOikCYnPTR1qntL87PhICOAvlBJBLdnBsRHLXkRa7qQYoZb0FPmUjD59l3Lckpin4yxr0PCgphAxv+4e/+pxEv2jTmaA5T/LWeksbYJMwywtSHFJij8ZnocZCpAuLfKQqPQtOWrKqNDdm2fWtgJgUCurtRBWqfnANrET2TI/jh1s/q8/o8lEXMQJULHGSgFCd9KU0mi62QmHQ+Lug7VShkZ3FRnNIQ7ViyLLOukGqI+s1wzTRugcXv3fddBpP/23/zb7i4ZL4edidVaBz91FpUpVFLZYWfa9BgUd3xPY8Roz9wYH8NSmmpfv7zX+Rd3so+xRBMBGYyu3PGppM4FER3PJjvJBzgGhmRa9QlWOlMFVcP5EO0NVaRARz5E7R1z5w5D0PxeeZi7gBOkUU8nszTjfPtrUv2svGpewht8hwqSC2Yz5QHIsE+oJfnSGndv3uDMWUXCRTeUtBfWH0CeUqS00waxCUf6XTHjm0Emn+AU1EEnuxC6CVQCO0qka3jUgFDW6fwZ3nZdYIZUC5TlMv1mpqRkZgavTpZM+hmolBrH1EGEXLX4TkP0DpodrAcYKPBMKr5vc3iOo0WDvSw5CdZKQhKTCRQeQEb+xQj7M6wtp99sidtAAY6JWJU6s7zVC5wPUgzoFEKTsenStQ7mL0nj3yPwgnMO5xwK6PlduzYHX1N90CymBqmR44eClNyAVH/z8noo3gi9MhzhrEnHCspK0pAZXaukoKeI9foEVnRBVjZXjhJd2u2fcaoP+BGmanUPN8zwLq79wLnYV56dhuQaYsRtJ/N2jqf6ztJksgZI2DNdA/2yikqQkiTdBrsiRBvYCnQCCeGGLzpQFyrY6Aps0Bm1q1dlbKFe+EvL7uC9unztJaGGlYPZ+HK2VM5x0JV0+ZvQKJyYb5eEqLBhmXEEuSW6Fy4Ny1llnLUBzYrM3EDoh1EeczxYzJ0zfrlBoQAZJ24QY1pHPToPt5tbOr9Zpa2lb1CgrANDWOhNQlK1YilBQNdfg7rdPz4Nf45nHeVj9DBnFp/lWqZGSUDzFnLfrL1gZ57GdPXSEYok/UtRLClq3clqByyz9DghzOTtjwCV4PVfgIHs80IC2jlko2UjDu9yAbFqW9jgyhb+asZZ6Ats9fYlLWosxnYGXAQ6CZLVNfV6UceClbL2ptayBJ3nt8BRTpND/XlMMPtc9eZb8NhucY+q/e+LaO9Rqp9+36kj/xGuBZmpfbja1ObIY2ZQRuMpscbB/MmrGnuM8G5trboCWNvrG3aKsTzFJUnB32bbZkJonj3poWaKbNtgUrPHj9U3bt8KiiKAUYH67dp24fVO86OSGVQBoMKhWtqnxVVOT5zgP0MaQ+fEDYvqMWoJkclEoBgEycyFnMMNdP7l8+kFOc8YO/1ZMREloHoKAdp5mXwk3TXwJG7EH9gVi2ioH8CYYnwQu1rrNfrTP36Rrkl7qZcgrC0BX7dU7sKivhPugqwZROpVctdsTymo/VZCmelEAOtORvsaEdFgFL64XNd14xhA7mRAaxjbvhP/+5/HBHatY1FwyZ82ccXePkiriyGzIJ1kSlcOH+VWspGNnVBHOfoMYMwLc/n4n1E+4nkDR/CthIjql7Sd8dIWdcRYiy9R0WFJOLkYtqSi3RofF8yVZ2RNST+XmMkNJz+JRZUSDcKRixN2lxoQrBRvANBdIv1Gke/1ok2f/zTH7NY/8N/99/nM10Q/zHreQUcraGx9pieTwQlNGg6dtN+ozh7NA8fRkQbopW4+br1a5i2sTzPaCahmP9DoIEDBw6RFb6IdKBEg1xMWYAc9lbnffJuRrpl5mkvRg7WIYfbobRCpS9g6RqQ3IQVPaqxFSWXrfS3rk30/AIoeiyFePU8HQRufSUGoQaZTiLqb+G97R17SWb6koHEFy+c5fc9ZEhjqy+/+mVtvanxEU2/oB9VgQQv1CNUP2bOmJs9cYyQtHYPktm52VaIYzWoQ2iojed9ycQEYbuGdzw3YgBjyGp8zoxjgzVrBiCkFFawaRWG1cuecVUZOm/VUflBM9PiYANzOoQ9PYEEUjynxv8JdWKz0nv371Z/8/OfhyClIxuxr81gqEbBNzo0CvUCez68RhJgbIVoQa7w2uWzQPCXEhwOvh3FIPYPiMDpH8UIWisf4oL/4U+/p05+n1LFTpiVC2OcStuQQxfMtoscoHtZ7gPZDRdPuOs19+TV0/vVqSP7k603kqksWbWxWrp8TVCc9MDxTLL9DOAknJidCq8Z+XupXY/SOlAbNo+hyNrEUIjWQISp1VE1FiIfIggt8hvYv+vXr9Mysj+B4PbtH9By1hmCkkPPLaVI8BOO1km4xiV4pdfvzOGQ8CaRuQy9HYNa1IdV66S5EaHQ0QvVGs9mDGGN/6D4t2hVEw7T3MCgtolsqKfnZeQfndmq3VDAxTNolG/tVYEVg2CF3nOHWHudkbZDKNFyiP36LWMNlHBSDQR/rwarb/71uxh4ofc1ZGWuWxRpVDFL7UxdXWF4oNXux2Tm9J7SLpY2Fu6zf7d83W4yVQRiIDU52q6VP2tg7TO2S21k3iNBvRloLcjWYQQ65cz6PqnLJwkSrtYpS87EEbNvpbUPJ02tU4WfQXkBqn/RxmcNsQlHOZp3GmDdx6KHPYr1ffroFugXNX39c80+zSOYW7Z8SQhIjimbScnA2c5//vO3CZiWgNBsRempV6KnM2MlaFr2CXGJHlwMusiV90MbOoRGrfetQLAEran5YfTZv7BQqd1HErWXQH7cHBzdXAKS59Wl86erZ3euxvHbwjR9zvxkpoo2mLzU0Zq6mEU+P0xnzjABldnhQN8T7jJnFLZ447jp6Up4x7lug7sxmnt5j2DCwRy2DGkvOpjYsvKDT7MnOWI1Jr0Zp840mamtQo4tBMFI+4+7LDHVeiJnxJYYI7/822BKcZ2asIMoaZv7JOlLYqgiG9w3nalCFs9BPmbNZqCFLU+KyhjMGvzwHKXlDIU27IIcGVtxRDbHUWbzLmoHrJE3fP0P/35Ex5ceLH5AZL9kO+rcUmAvk1q6ILkcP34q8xxnTV8Wo9DaNjoUfA2gQvd17dxemrFlyzZhWMrkmaIwVM9KS91JmKbg/SWzKA3x2fDItxmdgLHXFteHlfTzxuIvL9WDo9GZRkQd2MpsxkkMBgTn6cU6hPKRRuWzzz9L1CBsXC5IWSR/r8OzlqKzL4LMjREBl8n6DEGFi5cuEECcDY1fJ7xzN0LmOEjhgNd0MF+/cQsjdiCqPFu3qk1cfx+PM+/EQlvwt0cpNTJJDDECZF84J9+zD2Om0IOMYFsqljM3cDcTZITTbOFQocZ9mUhm4iQD671qCUv6kvU4hYhdgssr5ra+fPEQuO86bTLXQwJbv2kbE0I2EeS8KnAGkZvwfDutBvZJaWQ7CKR6gVjj+Gt1AJWNhDGFWjXyk8kGnqH/q6PNVBPUkt7hZJz8IQxkL9l4kIhMFhH6UEvUqJasWbjMS5nJDbkAJeAUSUhri5CLQ58lgrBO1kd1vgohqPbi1/7tL39Zev4ksUlz5yCbGfgzUgfX0VlPEd4B9hehiEwev1fg4MK540SWTAdCUHvylOmQvD5lrw2cWqtb129Xv/3m60Civ/rVr+LQdApeoqj9yNDE8ISswjrn4kg+wZAZYCg+MUimfg61radA9hJHps9aWG3Y8hHrXepngaUjbVZ0RW1LyfQiBzgnYrb+V+AmfwlfJhsyOKDVRKhXZ5TPqhGWfEdFLYQ/1S22Zr+OUVlr19HSY3nE1iWCFFt/+pyNm15a7pZ3jPNvwPi2/2WkLy2XNIM6tXdMq+Yv25RnkjAkBJsBy9Y6MdhhijrnVijO7J9zqbNsUbIN1MWgU7k/e9Ulak1R7IH3jXIY79eDQzAYi7wbxkmnLpXU9hPvhbDxIHX2CZC/utHg3b//EHrT9ynTLMj0JYNYxRdKrTBuInVdA05t1SAO/XV/V+qRL18gXA6s7T1oa0cdaQPOALKQgcIgmfmk6dQHVfThPeq1sGR39pIHNauP+yrj6XSo1r4MfhzsrgGPTRJxUmGJNiBrjBIvnRmUnlmNvFmVe08deNCMDePdjA171fWQtp6joElM3yJDt5brz9kGP6ORs2vZR2cqm33fvh/y7trYxYuXhbBjEOtQbW2evBMzYuHSDA0RrePndCEU4bq2Ue/TCTgkwXtXRBCMDFTpIqBgnmw1ugOodQmtU0y9wpk+vMkEqpDnBiEgzeE8b63ek8kW1blSby4M6JI9en9do6GgE2bFBv1mktxbhjo0Um8WAm8D5lVM4f6VM5G5VPXK9hwJlss276rd82KLvft/gXn1E3GmrrMMagmEBpaln1RnSpiYrFEwSXSxiZbPBs6x9yxqTLKAa7VydbDVFZB7YLD6gqBFgqPn1uAubXNye7CFthjNnDU7a2GdPPehRmaNj6yVqhq++c//94jtA4pfO4Da5lYnVUS4uMbWMkp9z6V+hkLQxcvnq0njZyJnNQfhgJnVb77+Zza0FW3eHSmQF0c5Oiw0GXpmE2r5uizKh1lrCMQgCcH2GzHuqOk4lYEIC0f1Xukx6wC1IdYOHLdepCEZdigy0azp9hDZruDM6MYi8SWJyM84ytxG4deNWzZFGN2AwAjajEfDpdEaxcYWmSsvpnWNcpi9gC5OlyLh1BcPHNwXdRl7DT/e9RECCLNysJ8+6SErx9kybm3P7k/p65yX2ogXUXlBlUkCBQAnKVlnLcooV/JIG2QgCUQSZQYwardu3oI8cirGftUaRLt37ale4jijacwGqvqTrhGFFlITECrGeMh8xTjpCHp53u6XTyGE3asunD3BZ6PUM3N+tXvHJzE4o1QJ4tI6VUdoy/cs0o6qyvDc/o9nD+27RonXWQmrPacHqwloJm1FrLnIlU5LHFCY0P5fz4+GzvNTp+wPQXLI4G3H8dWcabmEOtbYpgIZGenjlHUgrq1n4gbMzT/84feINcyvPmV9rfE4mcRWFtt/vGjJooXtMHASJ8LRMqHmg5Vb9Cz0gz7cvHSUzPMuGb5axxLKdiE4siqU/b3f/gC5ZW9ab5ScLGQOiUEFojbz8Pz4czx3ddF7YST7hTUEMpAVxr/NgHLh6/bJ06sPPv4cwQiCSQ2+kWLwUBy/RloHIBSXoLGwAi0JFEgcV6vyS3gLBC4vUYnB+PhZnnVrbzpeMwrfXxa5qjgGeEp6zpkzM/tRsipr9kV5SmKZwUMzZ0pvpAGxpqc+85XzJ0uTPPduGo37c+Yy0WQUBv1NV55HikYcDP8ECmVNhlKWMaN2ELYOiOCU88w1jdSoUG8/xKJJnB+hwibOwIilHs6Bz2FJqQ1ESYjTMyE5RjUcn00pydOnT+JIjgUKNlCdR8+sdWJlLVu5DxJNglAoQch0quJkzYiQUMROPYaMZMDlcI3e1+9RBFtVTZm7nh7uvur0od9Ws5fvYFDHwmSakhdjJJ2VXMtCdRj+KrNknfUKgsY+ZUwdQaloQtq+4kx4J5AquSdh0UZyz8zHoeLeOTWPdbHWaHEoCs2/ZI7yi1vYqh+4V7RrgErJuF64eGk1m3d1KIF93X/84x8SKMn7sP95IslMyi+UhIaHO0qZQ8QB21VXjTOwyYi0IAqqMYGSwZg36PacxWHApp4wfmoSCTPKoXctiF2AVBEAXwb+F+b1kukHZi9ZUa2k//2dY+i4e6XP23urape+oaB+GcAdRJHgTJWodHWQuHDnMg2LGu04ZE0lZgnzXnNkJHCEJbF2ZE9XbKFmavJkKlKr+QbVwVF7h1RRUgwiTjGoRJmxO8LauhcNI66zM629O5xP/5Kz6r4ECXJkm1wg95gza9A3CaSgH7/1mJnQnThTbX1haivA4R4TMOI7ZlA+MQi0LGbZxXf0vqqK5Lq2Oilp7ze/Ts00rSzOq3OTqPMY/cguLSoP9gxVGebqdJW5cyD00Oi6eMl8ouLDie6Wr1iSBvIORvtoIM1GjbaEeX0of3ipV5apCEXnUsWkAvtExkvCE79KHUl4SqEICS9EL2RPbrqZSbJRDJgwlkZZzUSNq3Wibp7rMM7U0Ws//Up4cHZ+bl3az4urEXJyRWAKBQccHst/G6Ul4meBFF93PNlh2h6usOnqb65mDqH9tEZNly7ewNEypxCj9jNgSA2Xh1kjZ03jIS0IRmvToPa7g1Z/rZkq7K7hmwZz2gusRu5zjM/RI0erbibWLF66vPqIup5zQT0E6c2zxiScxmUXXijN3GUMmS0lUyHMCCP2vHqC43tQXTp3hnUg8yRjnDV9CT2n62E3Cj+PcJFwhrTHWKNJkGSDNZCXRr/uBAuDtEgAuk5GwW+sbfAzrIXVM63JOA0DhhByQpwpGZsBipdnkLFaYdl54etCHrWap/ChlyaMSmedWqPkv91DI8bT1ABFFzZu3FB9QFSsAUijeQ3B8DLHiKSWotCBPcCFVm9G3Y5zMBLvQyTk5dO7QOlnU5cWml6Awfrsi59zlp9Xv/kvv83UnK9+9rOQsupC5pYPZGRHocvadzKSIkUYgQXuhTVkp7q8Yd/vQ/y5eOZA4C5RhK040+a2KbyaUTGZohE0z242qcGN/Bjv632Lbi1Zo9lDhLgpA0TuTvY0Rs9arE5IwyyRThUrkZibcAOOcNYtM2yhnig5xfMVmUaZyCoj8XuNnW1VGj7PkHsVeUCb2nmGq5euofF8Pax9ReXnLVqNsQatggiUoJdnLaQQan8xVJRZnPqCU08rj2Qg65QZszdQ9K85Bw8fPo+yjX2qKttY2tDRawgbqaNl2o6CEJQ/JBE2gNioFy3n4XskJJVenD1rRgRhysxjDVyRItQmhDTkJAqcjobbvlbJUxIVe1/dpyaHiEoLZ08VHhZz/Qd/y3OhqnX2cDWavVlJT7CMY4MZa2+OlNOQhHgUNxmx0uJMFcYIHKtTLNB8mS9b/zvhaluurBOa7Qgfm5kaABW5uzgJbRq1cIUOmiBbHT22N4z8Ds5rECTumgH1nNnzqjt3H1c/7EfkgTOlAtiiRYsLk5YzaO/ke+bh+jzuaVqUQpozMAXVEqHh/LqG2tl3wMwTUcwaIogxaPWO2SudSUDWghvbaDeCNwP7/DqiHw+vnUvm591eCbTscHB7NrU7mQ7m+tgGZF3ZECtM6dK2ZXuhnRLvEfpRRUlFMGvBA/a1TyFIQJjlIc7U7oNG7r4lAZWulm/ZGeRNVC81Uu0DZ0qkNIGbOs04RM+BPe8SkEq/ONwZAyICJeF1oeO0FsmpsOxmu57tMdTmDY7k+PjcJhOWCF9if+9xfxdR4rHfvPgL+3RFy+xtVQu9SOAGacW+hMSkFrElKgNVIffvUUAy+hhD9teP4ZRF+uZNIR/ZcKuh0vHpsPyhQo3KAFpjmjGzEz3aC9nANWuX19Juoulkj/bnqBtKLaNWDNcQJQKNikRpZTBb9KE9MF5OH9yX0RhHEcVQV2OgjBlO0LRb+M7JEmYHEW8nmtKAyOZ9jBPbu3dvHOFnn/8kcwPVenTzw6g16/Bnp4ZX4BxFle0xK9lHE5nlFCJg6qYQMa4xgeTgwR/yHIsXL6Hf8cs0+Z49ezk1vfXr1gP/7qamodybIsim/UJX0M05XO1kfuq0ajzr/YM6GCezeKj7qHdqDO1rfUgGOAmo7Sdf/A3sWEYDAeFZy/aCC9EZQXuZikRhUT/RuRTNSJRQgHVkNd64eqF69vhpjGV/X0O1a9dn1bQ5kjCcc9gKo9PaKehLKPPWBCRxGUkKQZYMJJM1ArsDz9hOYjtADEKZgBPpR4yYv5yHKknNqF2DFE1ZjnofEKvwnntr3bVo4uo8JWqUYeMpC5JluGaKNUygpqwztEf0KmQSJ8WsXLGyGIUwoEtd1+9xfS0LxBkTiRqNavDcRwMO/7HVagjo7zwBxs1bDH9HL3YxkfbuT7+kv/da9btv/pj5kjup+Ret4KJt6ueZdVqXHMZxpJ9ZIQXXhnc2LJQ4lRYGAr0X7NXZE0j44VjH4yA37fi8mjR1TuBwDe4gz6/ZUXRbqbfsIZ+j3qzIgetuYFIKRq4qtWPe00xBI2WvpASfCQRiOtXn1Npt4r+alqyV6T00grd0Is/AMzoRuNQ99PtEAyKjJvlNaT7b0iQGwkt4R2334pkfS62JX63jZ1TLVm8WjU7EY20//XnWi2tye6IS6u6aZReHgWhDshL7EDkPZo4jLekL9TxpvE3OkxGoBY08pWhEgbsNikeAhSdSu8KBgBTcuHYDFv3UauuWjdR0ycaSQcny950CP+SuGeS9B06McaOv0RKQgVAvMPHTx3erl49vJjtVmnD+0l1AeTPIQu5WjSjzzEDsX7Zp1LwcQ+dISJGDWv9iijXpLS1OVmGYoAdOX0r2qYKVxBuSAck/PJc19VGsS0bAGeTVMj+DLINRywXvkXdsxH41I6Zw66ZEnNNhNFsysHyzbsMmxGfmEKyfpLR2NPKoi5cuRcmrM45EKFpCz1vENiwjGbFGbJ17aVCg0IoIhoSpQmTjeSCIGfCY8QnPi2Zl6lKNJORM0UnoWNtudZMg5M7FMvTe4H0Fcpyrafl7QkeBwWuSHj5Hm5MhHvEWZY+V5nxBwDeZnnkTATNTxTMMqAZh03YgBiJ57eHVswRxiOnDAvee2Te84v/j6j2f9Lqv7Ny3cw5IJAIBECACwQxSpKhkBY7CtUeSp2743+4Hl8uu8dhj33tnFEYylZlJMYgJjACIDDQaDaBz7vbzrH0ONXWhQlEk0O97zi/ssPbaawvzcp9TYmwyU9m0aymN2MLnxVD4BPsD+c2gPUVng4jsA45UtCCKSQVBC/O6dzrTLey8/aa+v6x8J92MYw8dV3iNstJ9Bw9kgIRnKVOChOUJ0Aw+1aiPZCDP4AAROTppuWEfRaw8+12/+cV/52eBKTAAOaS+BCpHLpiFWA+7H6B8kkZXXN7xQd6yaVReLl++kHrk6dOPBy70pauRtajljU7P4AAAIABJREFUfo4DXZMNEtWk5832hZA7hEtKe1I7ngcNOw3SEVFI2l6SxS4nMwm7Uial2Q+Hxc/SwHqwzRxDPgIefPHFF5Lpfu97CKOzaGbXNXqr5NxaNZeanWpUKqmoxOqtp+7GmbpvMzM3I/r9Juy2Cxe+iFLJD7//b7mMCAJAPPL9/+7v/n0y0VmZzGSQGuN2mHo0ZG1wZi2iE4kjTHO1farAxkMqdJCZurZqbn6OsTeo+eHf/F+d/Yf2EwkiqUbEGPUoZ3saCVsvpu4Z58dl6TeLBgXYBWzspb5Lk/z0jQudqesXOCAfgTbofEY7T37l33cO4FDngF7Vwwz9B1KLEZUaq+59JLw8goE6awKJLQhmxTIJhYB1qO6lhl+yjcZDw6EDKlFusdZiTqqVrFasQgs6YP1EqcsU09m5ri1zUucYar9Dw0EXXmIPnXbz3HOINXDeXDOj5G2+IyIiGMgapaTJq/Fua2nFaVpluFxyAaYxAF2s/XXmvr5NO8jK2jYoCnNRGc32xhv0Ir/yBjDydzqnCYrSdtTwA1phcLPdPCvP3PaFCmv6/lGLkmlNRilS8+H7L0X/eAhI9sQTz3QOH3so9U7ranrOzIvlnBkYSfwxcjYT8ZJapx5jjyWTrRPRK0ARCDvsTAwtKIzffwDDKivbYfYvvvhS7sJzz30vs0kNYnQK1nxG/JmFGW5jkWGWcVgZDG/2gIHY5sz3w7QU0dDLLUwzc5P66bAROefoGNN2xifITjm/ixLT1OkW2g2KVDKhI2SvGZCN3KR1QUk5cwtXE0SbkdhKZ43LIllqTxgtRcozwWVLYqG1QQwbmZrBqjJ8b9N/+NprL5P1D3W+8tQzNZpM8orCCDihIYZ4q1ctVJgJSJBZelnv6DJjU63byvJfBlm6xTtdYVRbgi5b67YHOsdOPkHAepS7PR0hD2vF1v3t8nXebwZ96HCa7gJFEGrcInuEkQ4iYr5kucWaHn9XQo8lqS7nfWrL+G9mSgqP2EngfYgxt+Sh6ArfN+r8ZTLSudtfoNb1EWed9insrQMsHn3sKYz4WOf5P7zeuXz2TOcEA0X2UpYYJzsyIxtB/tLWpNEd98amuTax4RKqHAXG94U8xlVQiF70YxR+y8zMFK7IzgpZ+/obWvSomw5OIIZChu4s4y2e+/OP3+uce/+1CIzo6A4ff7Dz1DPPMkLu7pcoVjvgou21LBEDhzcQ6NFFMcHdC4pAzXQLMlnWiBapvQeYTMP+Xf/8wxCQePowYsfIzE899a3YnATz2kkRINEgJ5FpkC22mrV6pjhHKRNFeasGQwxwJgwk+jkn9uWXVnwjFZn2PMtkJGrsp6UEa82j7Jfg66UvPmN9qe02DGj3VT+k7zCrXmF9ttlPR4OmtCGHgs8XwbSkEdnU3/7L/yMzoujDsggDc9S8t2RzRulsis5Ib+1oIjMhPbMMs3Pnz0Zk+1FaFwJN2UYj81YngiGJkQ2DqijJNnanliO8S/CgkfXhhH8qva5ivz8jlOOfKdTtyqnEI8RrpGyU2Eo5WfB2QLfw0yfM9XTKiFGt7SwaawUonMBSzl5YuCZthFgS5rD/tUZttSO6lKazgO/mfPzJB2nqP/XgKQzXj4C7b0TaTP3br3/92RwUDaO1oMqwpZQbyVhHsFhfMxsrQysmq3T5XQ6ZxsCkr5WJM2fIxLYhSXzrGz/pHD2O4L2OH/uVZ5QukSkPZPE4NIUVlmEhqxClBOK90NfNcIRMFnjuW1OXEAFn5qNtLKyhg28fOf00MF0N066pHo7dikR2ghkF7GXyaiit+yari6Yy9H2jTgIA30U43z8XGjfgMluO8EZqfgW5h9DFP71YDoN3/0Nwk7XJOQibWhUYslprUbpE+7g0/gYuL730QmDo79P3qTFL5Kc4vXUznsUIPjJ8qZcqplFO1WeIupGOPXAg/y3PyZBxpBuvITJy6qFHyU4fRdT+lwlE/s///f+IFGGyUtZYhmdIQSF7zSaQyABu/ntGyEVEo0hC4wRrMkStY7315u9gZ0+lVeTAAw91Hmcyi/V/74SXqRUt97PVHZbIE6KF8bZOGVLKCojIrn0nwmRPjSeZoAxoIHAVnliDc+c/J3N/Kez5p8ncjtx/BCPucOvKESRVSBTp2jYAwMFxHnbQ2+x5d7/Mho2bB+gvNSCRjNaFI7vIXb7LtJ2eaHFvw3z+GtkaxL1KlRMUZpYr587AqhfN3SKjCNXNxQHOL9wKvyB9gKpliQAh8ddK93k4zM7n54QhOU8i5hhBm+KvXrtES9tvIhpx+ikmNj12umaoNgPWM3AD2zEacYQap5cRjY2kooZYVEy7IcS/RDvY9NT5TJcxA1ojUxbGPgqMPYxMpxKeIQ0JH4ZsUp8f2UyeM+IxwqcS5USWUkcv0pQklBKnqIksNYzcz2PMGedB9E2kxQAwbRYGEGz0EoFzD+8vC98B6Ct3LqPTfa3zGT3iJit7yT4feeLpTHL61a9fTJvPk48/0tl58EjugTa5l9YciWSTiLNM00KW/lae2SRF0ZZR1jIzdtnjaZR97j/+CHuGkDvUqK6VmyCMxeqf3AFyArq03ctkHsofO3dTbyeA/wJk6+JHb+YZRPF2gS58AzGZO5ba7PENelP3WMPh2Y8QjyU0JS2BqyUnynWRvb20diOCLKuwlHWmTkW98Tkse2xenzAvazRGb+3Jp76ZjLHAK4l51ettOScJkMxqtYVx0sLv7p3+QIerClMvyYEHyjWzLdPgWIeY/m+SuiX+m+de5EASnnd6grOqTb5+5TzvvydiLJYZSyWtOkm0i7YR5sH45T6YOavdKxomyia03vXLn/3XbR2eGdESGYiefBvYZDi1Fg9RQVA17FgaNaQf7pYZoSL1n9ArpKLPoxSobQ5vaeRe3MpUrHXUZPL08ESpqA6rTqF1oD5gaPIcKGEisXkx/zKM6i7ydx1rZRsBD6/ZUJxBGvYIzmEc7PuuzE3aTOwP/SoTRtSwLOdGVOqQY/6eRj7Fcl+CX1ETAmLw2YQsCi6CiITzdRrNCjDb1M2raepXfP273/kBkOyHqcH94AffR7njvvSDus5f1k94OmE9IS2NRWVyMPC4RNa0wmrGKMoQ1kArHPHZZ5913j/zHge1u3PyxDc6X332K4FSHaWkAo2Qs31xaRLmsjgEQNjb587UF6B0+1k9gPYmzt++0Zm69BGtJecDfcksPnTsNNHs/Rxc6onKpG3dAsKkJmqrj8QhL4VZf2M8rO/5zNevT8WRVi1co8lEkfQQe7mpHeX/W+vQKTcMT6X0+Jz33n0PGPKRZCqZ86mGKUbFs7QMAUbNUxueRRdsy1IcX4bpq2+80rkXh/01SBc+h6zERTJyWbFmarZfeTZ8dqFVhSnMbMzyXd/0mhKVe4bXWBv35hzD4s989DG1xUeJoHd3fvWrX0VNR0GItI1wVtMPS11Nw+r/N2vTMesMovbkw6eWZM0QFINzIsRvMPLeuy90rgIh6j727D/GSL3vBSJ3rXQuRrmlFlMwus60atbFgJ6DkAJo3BnZgwITgW3UdRKYVKuDWb4TU1548Q9kpmepo6mG81Rl6GRvPsMkIhwri3f5PIwpxkVW6+QEhg1j4uWXZS9JTOfRT93S8xMGqKgT5IuL1LLcT53AvQfuDxlmoBl75zl2n2zBUDTE1izbzJxLPE2r1NiY8onubUlK+vAGUIPoOovQZAyXLFgCnD4g2dSNhdQiRrHMbOSXojG9E7W1Rx47Faa556WgVBVsJnAeNyJCMDTgmEVrdJaJRLNs+bGsoQoT76btYL3nafW4duFDZBTPIn6vupuw5wjtS98iGxLWLHEESVXVeqG98iyXQQ+hUtJcShTWoQkiVM2RNMV58N7rxCRfGXh4B5RM9b+5pwaarrHlB+vXBmJbvFPVxVGUunO1sw2D+eMP/5y7pc176PGnO5euTnVee+XdSI9+9dlnIBMeTsui9fN+strUR3FUQvVpf6IeKCRr7dn5qe79OnwBA6OhXQfpfmAwySio0PTHCd4dJbnVTUDKLNteVKbWNlW524cNXOic//RM5wKjBYWttQmTtK1857nvg2rZ8laTmoK2uC5B2lQr8n2qtunn24OuIAyemuEGl2I/dKZ77j1kNNC59um7vPMHqKNhP7Bptv6dOM2egO4Z0GeiVAKYUkuraV0lFBFyEIGQCYz3U+TJ8yubt+QB+XcRR/ZMNCg90p5JpR8N15UqVEyI9xhjz+wFniKQU9vZgMx74p4J7/rL5xhyAlX2vJxsIW2KfOigy4F3/c9f/g+QGiXNuAgyeTn03WQvXn6ZoxokoaloIfL3hLMsurpwRsaff/5pIncVV/yV7LRxotX0botBZZ0hQGDoWuauOIQOw0StjDAOAgxbSM/IYEBBbP581ekH6mca/cjQ5MIkMpQOzeEatT5GJHrpykVmWdLojxLMD3/4w9DplQacYLqGh345cKOXpiT5ytELSVctrDJnL2ZfYGMzbg3lArJnr7zyUkTWn6JP8aUXX4/zeA7JNg2IWUYJvTeRi1CZ8oX5H5E0l8ggRF1NWb7CqerlyiRLQzCbdwXM/o233+RyMHx69ynE1n/wZQbv37elxZFsIUyx+ToNR7kZRUUoATjQ0Vj2h65zIZy6MU8LwF2IJWc/+yBCD2MTMCsBVk49jH4wTmBlAzIS+13OTGdkwZ4157BGlo3FlUygQzUb9FkNeIT6zSL7heoTMZYubuBsvt+D6L/Pkx1/eOaTztNf/5vUqI0oFeTwgpqVSF93/8w2B6lXiXgoeP8+5LFXCYiefPKJ/E6fsH1c1laTOVt+AGKVjMGSrwNlh0yT8XwGfkWaq+HU1thqwLKj2d7ifBw9dgwIcCUtVN+CwWvQlTFyMhMNJKxH28IkPKe4AmtjfWWQIEbH2mVPo6LhnKVdBESiNaIan3765865s59FwnFs14HON0Ex+rj0ojo6OjMbA0XPg/chjswaHwHWNupAm1x2W0f6B1HAamo2OUG8j/VPDcurr74MXP1OSGyujRMtQgohYxAyFi0QFRlhLWdplYruMUGh9V7X2iHg3WSUw/QFpwYtg76ZK6twxhRlm0uXzgdGXduEjITM20GmtJjhp03IIBFE6S7Zrq1vZs+7dj3APbnGOxmwykKtIES74ZBqAwedaQudmbkJnwpvm7ENDPbQGoba1asvcJZWgXefIOAb5AzRs6nwBeemRqBpIO1hNZO5l/MmmZB6ava+BpQbTDpNp7InGbgd2L2XqJ9epM58lWdRPAXW8oEHIfpQF+5Rk9o6KM+YIMwe8mJoulfyKdqzVfqu/t005TTQfc3sdc0jWSiipoSm5CxritiGtAYZeIYjYG28JtEMUV/cmp/ubIFGXL5IO8qVK+lNPXz0VOeTz85jz+4SWEsgfDja6BKczJZFOLQ02mbr6kHasTMy1wdhNs/PXSPI7AZlmKNGfABgV4IhovsEG6pM3cYmdFaud8YPPBUimHVNxUYyiIHNPUuW/Ok7LwYedjTlLjgy3/2bH3QWHNohO1ZCEGvQBt3eG22mtq61/+vcuV3wP1ZQG7t1Fy1oiGXW0MdxsD0kblc+fadzhpbAZOiWAXGix5/4OkmREoeJZBIwFBmsuBXukfcopSSnk/H3NnVi2CCJmKRJ8RnOj01UZzDXtD2mt50gSaREp5wRa8LSEsK4g1cvnw9pyczU79APtC1AbrTOVNSrFMvU97W8Q8Cqo7dljdp9159++3OgYHsFMRRpiPZQOD/USG8zkIWXVNksL79G3BaXiNFzsLwEOtMnnng8f1bkjxI992C3bNEWWhWGiRiE1HL7A3lh39sMxUjBGlXb48VZTM1UIW2NuJmORk3oTIk7s1wvmCQXewOvQIqyTUBylMOdhe40FAtAdR7uYQ5HTUuo2p0L5q+2Yb6YxSW44EXSYNnuswlD8XOM5Lmz5zGe9/L/L9AK9Axw0VE+x54mo5XqN/Og61hddFsY0pYilNoY+NYhufm79+xK5KtAxB0EEV6iVnT7Ds5r+FCyXmtyUa+xx7DRsvUZhTT9PJ9NRqnBSrI6Pi01AWEPPt+6ycbSdOeTM38B+mU6B8ZJ6LO7f0fGkklyErb0sESijT0zKrTn1KAqhAmhpQQikpdG0i7kmhpszECY8hntLS19XLliRWIxA/r4rRepOc93Hn/2uZBuAu+zYK2EXmsEpfFbQ/YMqDTyJvqyH37wPhKOP+jcfz+SiRo2SyapyxWklHKKWYG1C3r44qiArjKomLUvSTBqWBhtL6oj1KxHvvr6G0EKrlwmy+Xn/x1zS/fvB97ibOtQrXkZaVpLFK4UgvJ7AtOlhQcBftSn1Kq2jKF8pefW32fPvUe71LvUbqjrkEV9/dvf57zYfuAoLgMRyRtFxEo93YyS1zBQ6usGgsUGTFJr6qYtJWhQMkYzQMTOufDnzp0N6mKN9uGHT3VOYGjdZ7Mg76/fk/3iPZw5vA/mpHXKVSY/WUvMOEVhdYxrn3q6vE+rlS3aYI17lTt8DtLdbdqsuntlRI90ThAoW5IQ3h/E8QltmUVZ/lEsYHt7grtF4KVwg//eEANbKNDsXANkEOz6anTnKE0ICXpv/awXX/pDtFpPnjrC7OETrIF3qZiyYT+zIva6ejbrl3VUbYeIVpWSXF/fx9qmDtxSiIZxk4lJt0CXzp39MDZJu7Cw0k1QeRoI8xhZjP3OtnXI7YBjgTOVj+FoSpOIsLct1cj/MOA0mwoT2oysJP2KvKeDyc6VIIQ1u2S3JhlCz+4r78FdCpPZgJRh6iv0bc9SO/0UMqeTliZ27Ycsd4U92k1W+jTZKZmj/fEESDqBZfsgtXzYanudHfOnOIWBoPybLlSklLCcv72MgPxRhpULpcuLkBQloRMbCFFsrRv7g4ORSGbNTbU7g+pLDM14//U/sJfIyEI63bv/UOfbzzHRhe+RaOVeZCoL51ebEcF/1s7PaSFfFdMkIa0T8NxdOJd97mWQQT82WM3eqwxKf48JRcPYdZd3iDv6wGNfo4xAwB+NBlGu0q422UobUpyg51tzYlsOCQxYtkFgZpo6aUgkUwQpNqIkJws1tDvCBMxyawn0BBXlbbQtF86iRgX3ZQy7ZmWlVVfTVukHDXJr4lQznhL7a8lE3xVOjjOif/7//f129QtBGiDykoYs6cXD4LG4i+GwJmCTox8kHm7PYQuJXqJdxsv81FNPxXO37RWZdZdJDC6IR6iciotUjrZISUbbkivMQP07PdRHzVT8/31QqN2oGB4WdJhnujk1zSY6+UViU/Umjo0XBGmrgPVSL+BPfvLTOMQSQ/fAe/DNuAqm8Bl8L4MCI0kdREg1wkUNDBz4xukpaWm5C439TcgxBgODGdNlUOHn2dLgRfNdfY60TJCluWEePj+vraVGoJ/nFwLaDXw7jJFTWchoW2d66TIj0vqZH4izPgVLs/rgXEu3vcjiHuQKEoBr+GeNBDKrlnVqC0ztnZlyf+8mmcbZzq2rOFRaVfohbDjBotOFsEHvYQYBHIhmq9m1l8lnM5rXkI/RpqJWqNCvxCwHnwtDWd9SAWsMdRPX0qDGPkUfb4FseGyMiR7UYH7/8/8YqcFHn/1BUzO2d7k5xNbF7R31IJJZTkLb1/JNAWO+9MIL+eePf/zvwmSU5WhdwwJyYFgVitx7LpTPswipStKJmqmuSZ0zEZaKZG1VMdCzv9ZgS3SALUvv4t/+7b/NhIuWGfyl8o2rzXdak5YZa9AxNjkKwYu9winYLG/mIczsO1jiuIkS0juQnIQsAYY6T8CCPHnqVJxI25LVkt+iO81d81zoLB34rYiAEbDnXTKbCl0GoU4Iucl4vBdYFxW59tPf/fgTj8WYuy6iJLZ4CPeLKpjx2yq0vc4QcQKREfbPNU6EDawXwyniw5/5/aJMk4humCnKK5iH4GTf7IaiEzi0CQzcyRMItaQEYHReeqQ18suAhdFp1N9vAfWOjlN3IgixF3NJFrC2A8i61Heq3m072Tb/bQxyjgiASISSjjsg1nz9W0/zLAwhB/XqMYDm+8EBkj2Oj1lSca4sZ1u41uwWh+oYNINBJ7EYzDnKrw+j7Z2URTuakXDTTMShforkpmisfdE9/H7kmZ/yvGr1GoQWScwaZGY5Y8OEiwP3Wk8N36Gg35boo7yeQabZzh0IPj6b82JDvNRw8zPLlGqSvZkNya61LQxjPA+KMA5kKyy7tnINeUdaUoDvuwbvha+x0jl+7BnEEh4EEZGhW4MobFPiw/Ic8ggk5agspBZx2owc3AHZ6MbURdZ4gNakB3CId3HSaJAzhOTO7IUo2G13IDCikOS5NLByOIXOSlDh5tULnffe+F2m2Jjw7KVN5xv/hvmxqmCFE8E7ZTCFwyyoffP+CWYShCyGRT/PQHjbXSztLC1frpLMEM7bO0OQowLS+395G5uuJjKhEX2pxx77ZsprqSzas9oEKCJOqY2Ga1NwvCiOZQNj6kWCZLNL8oSCnUWxAvFa3jFpwj45FcwRbP4M8HiRYAkeQihjWPmnH9Jnuj82z/JBZdj2qVfypaiEaxWhB85LAuLMam7KNPiRrl/80z9sy1YqgeYiDWxQt/MSW9MxGo1TIKLxA5zZKd6fDInf1kzNUp588snAvukZAr4UvtUY+DNFMiqR7taJZcI5GxHBZg0CWLUHceb2FJkm3+3iJAOzyC3NnlE9zh8NzbsyR2FBL+weivYaLIdzv/TSy5lp+m1Gmflcfp8brDiBEIyXudW2dLN0BOVoi+Yttu8ieoE0li66bQiSrd57n9maZy8yGeZ0MkedqGxCYRuNnyPojMbTk+amClFEQq/IG6F9syGum0osB/bvLdIGtQ0P5WtMuD+LrODaZj89rU+hhPSj1KVT3+X925FRGj/XN2PO0u7C7E+0WgchV1hrqwi5euX6WcNVapM3rn6GI5iiLjZtbJx2gS2ExIXNZJfu23cEbU5qSDDt7HH1uVUjMmDRkSZgYH8MXoSsnWCig8kYMjKGjD8TbeCAjeEYLwO5P4+gh8zZJ5/9YRyt9Z2e0Pdtq6m/a/F+ESLGbh0KGcr0DWqCf/xDhC5+8pOf5OxIWivJsJKX9CyZodhDWkEgjEAyMMlWKpsYCPTAUpSN6Pd042A8i0qzvYXIgb2jC3NbEU1/DKcUeJv3qvaXGhGX5nGdrLV6kBDPkCUIkRXP0E4Ib66zrU9mzHe50MqS/fnNNzJgeZn60PEHH+k8+9Vn04xvjdXRdjr1loQlwcvgx2DT79ORzuCsHWCf+h1ncCc/o4FQxOADsnUjZaFpkRplE80OjJAz9JlzvJ7MnQBOIXMy0gnO1wqMQ9c9Kktps7FVR7Z9BX+pXfJ9UetiPW0lu3r5ElDjpzhHYcAezse+zomTJ3PfrBONMPljEzthdjg06Gg1yTjqRyupac1Z/W7LB6p/VZ04wuD2++Eg09PNXs5AkFFH2wz60UceAu05lIzwzh0yY85TMqC02DkP2ay02kB0pIvcuz2IsM+iBW5GuUgLVGB4YXECKEsOBjkODjed8TucJHSXOqU9qbaXHDr4aOfIqdMdbn6yQkmE6smKeGkbDOY9T35/ekgti6Tu68hAhBngPMhdEHkw4JYEpzxn3flSjQpBqQngMzbSujL7MYuh9n76bKvUq89gvz4mOx0nu/f7HqYP9qGHTvL/VUNrCHh8n4MGLHf4y6Hn2mk1l72nti/u2j3RuXTxHAHf7py5W6yxZQIRugx44B0Vfd/Jc6o+pWbt1rakOtsON7ETMzjT1xGJrxGMDrH49ne+TyAgS/mvbH7RDgd+J5jj/cfhYigb63lJPzz9nHaGbDDkwTKOk5uGxnbDRt7ROY+U5Vuvv4aojWxnzh5Z8H0nniBQPAhCw7mJYlE5xEhDNtwbA7m0ruB8zWAN3NwDa9aqb4luyaMxMfA+6M+Kze2AdhjP2A35JQaD3rlB27hIVs59/gnOdF8GmHifSpyjJkd5t9QpjkKcBEfbkzibQR5k9pqgYdu6fvXzf9wuxwgWH0dgMd1s0i8WYrSNQWaWtP25OFMhLv+bl+Ptt98KHPr001/Jn5slCbckuDBi4stawe1W+7WFcSvyUDhaiNG6TmHeHlLZiJsod5i2jwAR2GKwwmUYo86gYRPe8u/txAiPYNBuYIQd0P02NbGTXPrvfvfbMXoaY5/VWq8OryZH6IAYwqvAMc7KvlIXPHT/pofRLDMRSQZH30nbzAsv/jHzGX/y458CP95fAgzjTrqAgIMRdyKNsGek3BqquK+YtqC0x5TR1nl7cUcJIO7dxzg23se1OUM28C51hEWc/sH7HqRP9qeJqiQWebHNQn1mIZMMbWZ/5riEkwQvNhvv2HlvIngzN8kRrSCzAcjyCoEOGpwzCBjcvHk+h0/4RuLZuqOyBpwd62xPxNNZDwUjSpC/ROjNWEUPbMgPsUoPwPrL4g09nn81w9Lhrq4vkmm83HkH4XUNwumvPJeoPBkR77/ixAXLCuy55LCVZRizZMdmI9cw4r9D+eg+srEfgy5YNymHjQQaztRMJTVHZ2g61i/9eTO5UI64S63Xesta5k+l73WIIMPL/vlnZyG5vEFtBKe51t/5O+QDU7tiHdN8zs9FCML+28b46/wytxPHVupdzkpco9eaehD/bp+v9SADAfdQCUQHD7iuChZ8BQm4GAWziMDF1L9hwxoQ2T+pI/CsjZDNqI5krdTI2vPiUGjvzhe0TL3DSMFbMDcfhjV/kGDR2pnvXMS9Umtpa7y2jQmhj2I4NtmLLgeT22/H56uIY5O/js5+RfuhfT8zUpGpSQziEs+3xh05Q63dWbLeb79D4QBZ3MLl1jnVSFU6dHLiQO6KyA/6cLVGtF/o+FpY2z/33rXN8Ltsgucd36BX9sKF8wgSHO089ihIjNk2W7cO/On9klCj6HlgTUtIaVPCwDVTeazARfd3AAAgAElEQVQVTsAENYOwha4GYks4gZSIYfR+2Jayk7X2zF+9ApwKxKixlEA10DXWufeBxzoHjj8Z+2JT/5iOOLCiLYvC8TZwqNMhRK9ztRRkT3DVkZMQ+BwgFyYMvmcMbRKQQuJae6lNcqqNfbt3SQAcF+nnj6KT+wGj5t5GrGQPXAgt6KOweO9nhKRoi0FJOXglLXXo1UvtWkR7mWxLGFn5zNLevoqS1ZG06Gg/ZKinmwA0R06KZ2CV7LHOvvVfkqYBShiziJzQpvPpBxCVyPRt4TrMrNFvQKbrAbH0zPkzjttUojJ3AiNnNjdJScM/159IrlqGDTyx4x4EKi6FyKlO7q69RzgoQ50L77/a+TN9+nvIBLULCl0cOvk4Nulg2Laev1K1UiilSoCanGhw8/nzS+sRnrft0v2oeqa9tMLo6BwotKINYw8yQ5fgQ8Zz+kzlbgTSJlnyB1jLCzDkd1KulNeyxDtZutMZeyerHEOCyZoZnFurbuvfVcIrwmzX//zF/0h112Kz0anNqSpXmMU5hqtGHenQJDcsU48E6oPU0A7AdhixGaBybGamHiSL7RE8R07MVoO2WT/tBkTHzgMtKUG1akvpQkPj352HiSg0Elo6zlXIZpFLNTxCNsJ/UzEofZKp28yn3jXAIbpw4WIi9w85BDawW7R3E7xkmRAC3CicapTob4k1Po9GwqxTaLb+u2zlv7K9SlAAEgPzH3/xL//MwRzr/BQjX2QPYLhIJCoaDfRJMOFntOPGvPz+bPWzNixODTa/Jdq4IUcPIyxO9Cw09/bb73ReJ7PpJ5uYZJbj1772HaaPPFB1bA5wWjM09MZqrqUkFb9Dgg6fZeHdtRlArlAIz7aIQIUcIKM4pQuNzhdxiArsW7DvpuZgljE0bi3WWgRs0j5goC2ZidXj6P5HKQXjNwREI2HAgyoF370KWYd1ciTUXRjWt6De29M5xXecevgRmNXfZk1lpkIaCOGo2LEyjANdkSnvYP0XCEY+ITJ/4U9/xLA+lraPiLyztr1A/tvIhaUmlfYF1yGsBP4bjGiibglpnmGlLCPPxrsLB4/gDNyTqzAkf/6zn+e/HT/xKOP5fhhHLUylEQ6Ryz5Mo1jeterR9lCatdpbqRCHbOpCGCTjWKg2SxX2di/eIKKXlCdBynYlZ+FK5PM7xP00BiF1cX40zNvUcSRJeZb9vgSkGLHDnAtf1iDTAOuzT8/G+XqubZFxT/y7ZmQSXxZbtjoGw/5dsfp+Jf6WuC/UYx1inV5cDI7TibbtpSSSNzNxbyViarz6LPHY1kEW9u57b3VeevlFBiLszVQpz8JRhliPkDkbnCg4YvlnBwSkOep+EvZs0ZEFv87EntJiNvMqWM3A0DUS/dEpnqUG/MIffx9JyscRBdjHdwRV0XFxju3ddIEXeQeJWv6sQjKybUUrJMEpLTlMP6t3ZBVHo4MxQxa29t1SyzdbZ/+GhlgzAp3nf/sL2oAu0Or2UCbK9PXtIjh+rLP78EmCRb6TexNBhrDbq77Gy2R9ogkLmcvAMiUYnERGtjV9pAayBkciZ95pBSFSCuCllAa1ZKJdao2w5Z44e2DEG9evd/6I4MwQnydz+8mnnowilNyHXpIMEwhZq92SSZLx1jQWG8u0QRPON8aWmIEa4DnEPUEhUGdLgDTpcAJPkDKhbtZnA4H+4VED3DV4ELeBwi8BwTIWMiprfZ29EJCefuYb2Dx/roIVdZtliBcZybKd86eLPFTSfSJfolo43qn3c2e3++/t7Lrv3g7gV+fiu6923sVGjPBe3c3kqXsPHyMAPQZruBmO4WngzljSc097SfgMbr1LpYPM3UHUxsC/S0ifwLF4NCIiNVFnwDFwZpS2aZIsVO25Jj6J+AAshpdz7nNm4ersyeRtQ6zgjL+VfS942UA3s2v5rMp6dci2yVQpsuuX//wP2x4She6Fe4ObU7uxiT8zLXF4GUfluCNrlmRo1mPcEF/sfUZk7d17b9i8OlONkTBTWJV8jg6yKM5FsLLuktmNQr4W5W2hSNRfU2qsDUogMZJYAaaSaNRnMdpoG+M1qXYvP2dD/05qjqlPsqHzwE/WlD5EL9f+0gcfPJmM0j83cmwdgocqqjlN1FwU6CJX+Zxq1gaK4/JVjQdBBA76BeZF/ua3v2ZqwzOIiT+Wn9e4loB+qaZIjmqznBJAtk5cAhalCFW6tVFa4l2FDTXKN2AcGzW/yVzUz859Dvxzl4NJ39WDDyMm8NXUYPYoGi77MRmvF2fiy2f22ZXvmsdJeonWqI9FeBrIoy20LzHP00sracE6mr/vooSkRqc1CZvSQrsfsFdMA2MvqkGPEZkohGpHTgtBVzWEtb4M8XZivYbSA6YxUEbRyT7WV+dw3EKD3/3ec7ynxsCIqbI+I3czZyFqu2pEu9ZYg78QnL2MYMN3vvNvwmSMbJxQG1R/n1VHZHYkKSX60RzyBQy5cIyzKV2r1HVo75JpHKlMzqN7fuajTzt//OOfQgr7wf/2k84DZI6R3+NMCe34d9re4+gq47Qq67bUUDVURcTV4Sy2J6PL6E0TIVE5xVmiH9PnbNuUDuoo9aq//fGPqwZvuhWGYo3IEimx33IUuEqY36yi7W/bu3d3HJrnyxrpnzCw6r/qSE8y6i+1KuXqbJvJfeX9cFBG6XZMaOwJWTLeSuEGHeokGrnhECg/x7Np2FttWfeW7cNZ7yJb25Pn8F0+RPD8DNmS/tBMXOKOvdX795NtrM7G8e4gG+kwo9T1qFm/inIIHVbWHCY/bReeIe+590XHdp2a+GuvvdJ5n4Hm3/zmN4DDn4mz1zinRm5QyBpoSxaAb4V7vWMjQqAOnFb+NMx7gkRGDhosOx9XR53ZnXx3KyEqxOd9MTB7CyRNqVGNX6B9HNfRY8eBQ+/pHAJmtM3HVjehPY1pkgohvrTN1G/tV3rpeV4hyCBOCewMlITxFQgwgHHQhb2vlCm4d+rqKlDg+ETPsPCo8qf+nXbk3/PPP58WQKUDHzx5PPq6lkOELtUxbhGJEpkHLVJhzP5ynKns51vIvZo8OJNXZ+jnzhMgHDlyJMiGZ0dUQltlsKfNsAWpu4ehG/QIX7p4md/s/XvvA/POsy67O4eZtfrgiYcJUKyNVwIiiijpSBshX0N7EVIbT2VC5uB2nbrB/9y0pcDxzujO+wgEnI2NFu75D1Fq+yTtWK7fPQizHESZ7ASDPuaFrvm5TLQhAy5tc9E2A12MRdbdc46P4nszmi1Sk0sJrvooSpvEhBQVOcCaZDUMl8NRlsPcuYxv07fwwDLfnQXt8BYVskSntDOWuETUvuQGOCqStXOMZGvLvXtpcePudf3z//uft60TCPP6UEY6RpIenurhUkWiGHUahUhQkVUKfwqRvvfeu1yuvTDwTqX52xfoxqgFlhB6Sootkchxbk6CMdwQorNHqOoQvpT1o2rvLr3FyNVxiOSdaKw0ZjbmjkM28rO7VBPhRa25+OIa07doGTA79eA8++yzcfhGurs4EHlufmmkcrj5vLRvcPg9IK1zEn7zv+ugNAReJGHaTz75JNNdfvSjH+V5q8WnyFXJvPk8HWIybw6afWtmQ0WXL4Zr61T9PsdSWUu7ePkKTuhGHJDTYIQD71L/9OKQbwJj70XG8CHUWu7rPEIkbYuJn1sRvjRuD7RC/iU8r9Fy0oi9uB70YrSJOHD41wlwoKcL03kBdFALDA23dUJpwIif83uZ7MU2EILszKSU0amcXVpz+P6QrdhnAyEPrQGXwuV30ANeY1ZoRc22HMBMpE3hgRP3xwiJQhhFB1Zin81kQi6AfbjI2ZH48hF1o/eANB9jJudjOI9JYCAJYPb4TSI1KIrgebS2oVGqLCB+KhHlMIo2JV/JZ7MvEj5cy90Yr5tAlv/yy18nMPj+D/82kbzRqzWoSO3ZZ9rUtN2vkISMxP3vqavLcJe8BnGEoMV9X8JQ+fkybFWxMltULPvaVceAdcG4PQY57yuFoDRwsgbBNUhjOJFzGIdEt+5Vep6pcRrE2X4ywzMbsE5N3eSzThAkwqyVdUiQKNQnxKdUozUipQFHydJUghJCtxWiFxbnwtxNDIyj32z5wbgQCFk3Tj2ZgNe6+RhZh0H1ndvzGRZvfVmyjxmB7yQy4x05CAw3MOBYNQUcbIdz/B5lH7LrYk7WYPHUE0PIAwZHntC7LUqyxbn77PPPQC9uMqPzLKQdPpc7/cwzTyOj92hmXmoQvV+Z/ZsMr81ytR86A9+TkgYOfBP1pQHaO2xpcYZpejWtz6UeXwIwZtEG6xcvXGdvgPCWq3/xNijKLFKeI2OK5zv1Zm/nwKFjlDnuj8EdwfhWS49ydDg0e4Ml49Ejqwaw2bE8hkyzsnQRHoPZbzOIgaBrARupI5AgdYd7J6qhulEceWO0tXWVhPQx3OH5BL2ia/c4u5X7od1c4X7Ixp6gBGOm6l6ajYsSWJPeJKjyXt6lZurIzHs472Ocb++L3yeqYSK0g/N1nezUPzcoj0Nhna5eu8yf38i5E3FTXOIuPboOC1dyb4wg5jDM4N1IDkoOik3XRuMLDNwtt0iGMthPPybZ7srKbWz0GtnyBWrbuxhBxyjPKZ5xmvr17PXcLe377PT1kCzvYyKOylujfEergx2Gsi1BEf+B1EaQuxtuh4peNUDCAJrpQBtkhxt3g4psbdtdgdOVBxRlKOdLQ8SjhKEztZ0qbT1xtpxP7v+Fc5/BKKZLgTNuCSpdHJxhs/uUIzOKr8YFasfU91X2VITH+7xuC9evf/bfQFIxSJGGM3swivbC1SzAmWnqgEBSblS1vugAVTGpSPov0JsPwC58GKm9egBJG0UQGqKukYyBBTcqNZIYBWc3chaybA29kWPG27Apkopc4GDccaI4BIkMHDxVK6T2m3E6V8/nKTbiZnRsJbjINvY5nBtqRHXq1IO5DEagLooZcfWElhMyU9bRCkFlQDobXD8/EUesutB+JsUI3xnxeshTX1L1Aqfp5RGqjEMDnjBLM1LM2DVrJR729BluJQsyIjXjd/j15StXgTwcBWfjr5qZGGr+ruxaD6X1HrjfaSpXLk7RfuGxEf7dKFMDba0idRtrRWZOgWGqxcf3UpdT0oP9uYGiCIqcwyghwN8SRwwCRCR09pFMI8oSmlyRbRoVK+W8mq7Z5oxEEk6HE5JA49iFeEQ1YP2p32wGaE/y2JjMw7innAEP5hhQrNDt9WtXMsnG4e8LCFOopCMEPUytTAKUw693UhO2dNCP8Dp9PbkEktC8cBEPiVAD9T6gPWEX+0q9SOqxCqdu0bsYPWig5r//T/85bFgFFfw7UaexFmKkK2LQtJZI4Cz0RNZwkYFChuO3xkzZNGGimzg5IchiVBc5xkClbYfxPJrR6QAV3dBZthC958gWIlmTXUT1Mguv02soi90Wg7wHb5l2D/bC8yDZ5djxo8miXXvl0LwHchuiXEWDvYQVDaWtQixjBsPXBKiml9ad4My6344OEzIXOtXp6GxqKEURcNz/Eco6vk9qYZy39U0zadsZ9vFnExhaZ5PC7uQ8bdNGZl2vh3fYhA3sfkzuPkyGvIKDvp3ygwMqnJxkrXaT77h+42ru0eOMj0tN3bXExtgKt45hn2E+qa05Bvn2KA7Qy+r7VuuNsbnkKeuCwuLzrNetZJjRKeZzv/jiYrM3Eg4N5GSUN/3I3cXWNLi27mhQMGQrILZrYnJ3dRlgkKu/1FIUxCn+TEeu07H+HuchpGya7A2Qg8KZmIHH4F3152XLW2M0sxHuNxBV7Udb0wrJGLi/+uqrtFmsoEn8dMhc2kLJmGo/f0nUJFv1ZGRAOLbMEZND7MOSd8JyxpVrSJ8+kklBZuDjvI97qSO9Kywuw9rg0+Ca9f7i7OdBmwz+Qmq0nIM/8AwaqC6vXckAbdW+xqknG2CIpDgAwl8ZWi9JjDOjlrjZ863ZDzqzS0OdPffRJw7Stk6wPXMDRTmIeWoadOHwXDfJrK2uts7RM2S5ZgdKW9pJ763B7Ax1XOUebSuKZKNPS5RhEmgwPI+I/uraTM64JLqULliL9Qzq4GwI+Rpo6usayVP3dJj1U8DmOtO2vKMJqLnr3rkINFiOMvQ3orG8alBtvTWSmpX5R1LVmumrf/zVtu0vvRxSG9HvANXKCA0ZgchoYW4x8E/alDWEfLIEDA+yl9hM0PqOQ5XNEOtgOli5agzBzVmgCFzb6K4ShQ3kPFuabm2uDmRhYqVgQKkSGYUMifnz350Y46UwuzUKVA3IDMoMxezUqENjb9Ro9GtGIUnHlht7YD1wRmVmnEIrwd2JLOzXNCCwR9OeSntqjdhcRJ2VDjV1LZ5T2Mv30uHGiMFC893sgQwMxHO60ZHV4qJWCw51K8UJMA5hG9rvmsI4rGUiSDdplMztTua/ImenY+Qw+yxCwMWM3pPo16g4Dowv6uGQhOAlVZvvNAtc51lUybGmEhiK/wl5ia2ntzcQn7q2jtlz4nwpeOgQjEaFaRyynSjTVgouks60ABVVamqgruvd1hUL8nEkEs4mLUXmhmbEigygI+p8U4dabxNkaUNSN66pHzrvDYzuElC+I6KcAiTL0WEFd6i52swdKInvEOq3rptMi4wzLEkdA39HjVWly3bSDK7s3N07TCdx2H2jf+v/X1q9Xdnzem/n5Zf+xIzX04icH0mdMXWPDIo2MycC5p8+pxsatSK+uwTDvUQypQnAaDGw9iw851/UqP5V2Yv7wTmXPh8EAgNm8CdT1hGHqZ87yknnHIeNcVGlZufezjxShNucfUlDkrSMuGMEmlqNEG2Yo2Se7oHneYXzO0XbjKxWz7JlBs9ItKBVg4n8Jtma7RtG4zzTmq1VOHHPhcaoD0KIyETQ7ECbTmLpRDdagpl3Nv3g/J4jOBinheUOg7hHJg5mMIN3dYM9HGJd3CPJLyPDkGxsw9FRo1aU3j2Cg4i/y4Slzu0wd8lWKk7FGMnazAQjv3s6dkGhlnnmrlYvKWd6jAlJ/FOERifl3immMg4JSYWbtbW7oAQ3Aj9HhalBZ8Kk52w6wq0fqNEsfgKJxTuzCDkQAFp/VO/V4EvJucgzYj11IiV/WgFloRfFrnedHR4hdO+zlO636EjNppUYMw8PQCRuDAarziaN/sLdPI/2pUXM3E/v8ec4tiWy2YMEzsOUH3TmknGE5FPu4Kn6LUfwbhmqjr1YxJ6pbWsbm+skQiQaZwBlCOwZUUUtzFveT/vlwJKdKEAFLXD/1D4WPYp8rPyLsi1pyeu+mT2R2Ganh5m09sAAM/YDZCaMXm1LBF/6Otdn/kzsegTxkkfIRG9SG6VO7ixSuTLueaM1YKuVYvEmANof/7wfuUQDAx2W965NetTFzfn2fHjWI55ATZugW/W+rU0TKerF3JvIWYocJROFiCf5SnlDRRXZI/2R+6eP0TlOTV3FV6g1bSJRg+H1Q65hMnBPp73G3AV3wfPqtlc9VZuHrXjld7/YVsFFZymkZ2QmPd+6jpGZC282pMJONYWrlKTDWwt71RrRoUMHobTDHGu0MgOJyDbjJVxsIygdqBMvNM0Zq6Z1jeO17mWNwUHf1h6U+lPdw1pVyY25sSGgJKMFN7du6ItaDzNT4u+lzYCFMYopP1PtDRqYFt/2ALfiEQtGU0QkGjlrve2frRLJeJis7bRRow7yOvVAIzpluNpnMFvyc8ygfc+IcTcEI52MhrJfKrbDtzFKwneGN/1DQGo91fiejJ3tmaAeoYaq8xsXlqdTu5q9w5QQpMAUaBnfwbgzjKIR7RxwqFHiWujnhRAU/b6cT+rD6Wkz+qsNd+C5h8d3NqgxYpU8ZRQXZqcb0wQkBifJjAxYbEPhuzRKVWeSHCZ6gHG1VzHZDVGa8CfrpnSf81fNVkQShOxWGDXlwStWbEW/IU1Fmksx9xsgALdwHmTgA3vzPT3dth0UWUWvs072ukLtrJdpI+PCszgws1iVR4aAoIQqbbyfRSSi1Gf6AwWbh8zMXE2k2t2zByj2DRrZ97JuCnoQRJGNrcYYi0RUHVyHqWEzyLAcofCDZ9+WjnBqYgBKE3QUh3GL+ZmjkMYkEZVMmUPnMVo2mdNHZzuINWPZjNY1nW7iFA9ZtmuWFTBqG/2HOt3rU50tapGrcR5AUzyXYZPvqwbrDiBv3bnBWfSaM8WGYBOnWEO3ayZv2I4Y2LDwE0XTE0ewUgOXC4b3bnlvZMWurCqh6GxYzo4lBNswIlCh47FGiNOHaJN+bZ7f3tuZ2ZtMAHkka7626sg1eQ8MoJasY7M9bFwzPUX1B0eA+QngzKw1yLaDrMPg9k4o0uG6hOBlsz1PJ9u1e46JL6z/OhHWMOL2OjwVfnbv2U8QhJ2KZq/jx6rUkeC4X/gOwYIl2uvIQjLc3WBIeTk+2yHiaqwOcoaQHYpz6yOYWGZ013aXHINd2BAkE3lmmbgeHks58gHMhiIewVqYtaZMld1xKTXRKr2VMphBZWyELWXzQOy8g+ug42xZ/v75buRJDV4VDKmxeOuxOXVni+9gQCRHxHJFenvTmlGBesmxGq/Qw8o+a5Mz55j7Yxkl06+UP2T11tgPM6hxgstpxFYcKdaj0h37p9MwqDWAt14d6FghBDObqPvIpOc+cjc8J/7qSl9qleNcW+1q1OPCnsUeL6uQNc66oVDFesgPMAjpgjU8O6sk5LF8XgfVLClUoin9kEyXF0An2QMJRtrTdsyaNsNkomWES4K0tJG2Ka2qcqhLN3OGdLCiY+1sZNdT5ylJU7+2AgQd7eUEBDV1Sw3xlnnuHpmZtvXhEJjC9i8BjnBE2DfLWFF+kgthz+nvf/nft+8YPfEX3Rjrp7fpLdW4mBIH4lWJhKhCj51ogE2xxqcMniPYzEwPHTzQtMUQWZoxkbGpTOQCJJ22nSOwkT1q9nFVxBGZsoywMaoriCx1EoylzFRPVi/e2+jXaDCC5/4sB7ymcQgdVlSVpmrew+j9FrCAi+KCBr7koNa4t4KgvRyzONE2g/MZ0wPrrFDp5vxsqSSZdZSMl0ZeJ2AUZkBgxKKTMvIzgkym3RSnhTWt55kBGGT4PcsU9EchSvQPUACnhUAnrmC/TGozOpvYhWC7ulbShG87Ut+IcyUHcygdNefF7YE9Z2Q462xLGY0YTqdT2O+qc5XApb0s0pPC2xTTMdoGCJlQ0tRwjabMmEM797lls6Z/ruk/1GAIxWS2nz24BVlHMYr1l+xkNphifZO92kBuD6jTIoRCbd6351BjHpq7xojnConAyUm2IGzdJPtAHnEnupwrXiKJUpLQaLiPLi/TcKgjO6B+dALGpyossFZ1sPaIVe5sPbAIL57LI0eOZg+NzGbJcixbQKPBWF3hTIhiIG/Gmuu0bt4kOLEPWUfHmcpkHAxLMjTfjEy7CFhlXM30ZLBnJFsEt9tWieoh9u/qiCfJfMo5ywkQnYBlLD8BCG2BgMj5nUa6QvwjMGK3yKCX52b4SjMRGdMQ4qgPTVG/dEqQaxJt6rD5KzNKzx1O0yxFJCP1ZOqpnm0vvVmy6z1HD64wmSMVBzGIOnilEru41wZrQ6NAmiIbkFDMZry/o7BfFazwzC4j+OF9NDvY0NOSgUzuOQmhhHeZJ6PGOa3jlAb593Km1vwxgLzrwAjMZAyvLH41Y+177ayXepfM8s1Gg7gHw+3d9+f7INFdJwja6vVsqu0NUxhVKUmSZiH2IXr27Ak1m5ExK4zfhXLSJgo/pQi12rkN0WmEoCpoCGuliL0tHhuwjatf2zIIko4iDeyPbVRbtPwY9GYii72mYZMq2wlDlr1V2MZ2M+vk6X3mDFm3Fd5eIGAYGgXSb8iGiqSI14jCaA9a0Q4NebgZDqbIHNvSrBblqfp9G6iWDYw8o/2l0ZwtCdRIeyq20nQfVM+wBKBmwIiZHGdjnLWZRrTCuulClL0ce8ff6WZvePZZJU7VRecdo/NtNoedF23wDhr0eVk3YIm73lG1E+bk7tWgkEIq0/LnYeLX8gp63kyjWUZpqov11C65Joucry32dnzHPt6dAF9omK1R6ERdYAPxmi+tL1B4pTTh257oIFWiF9blUzHyjFkjp1y2eKM4NvyBmbatkN497bkBdiEO2Mcgbo3NYC1dlynqyK5z6U8DK1NL9y57t/RbDhZI/dxkQqSQv6tN1O5rU9Or/U//8H9vD3LJlqhBZNILXtvY1UxVh6Pxtpbi5I+2edUHNJP0S15m7uSDD54I81LRAuuWavrXxBf6p4Q3hWGNlXhwDXo7q07HanSlM7UcVTUqokAhSC66NT2zLjfOrNXa3SaZiFlJlwovoanLKsM4cuBjRKS2cyptppcQZVZWbSU6EaPSooOb/vul/pz1j8pYa/6gGY3vbKQp0crIURasUlMe1MCekhykqpu9eQn4r2Zp6SOTdISMlgfMrF5plWTtHMzMY0SZZADlk8AuDRxs5GXN2otlmUWNVetRXQwxNhp0ZqPwyZzvhGyWerpjbLwEoojWGxkJSbM3Mbh8XkXBZkWqeZgBijxUW4fvbw2wFZnw875ke1pLbfrsotgEhKWEmY7XzN06rIcriAI/t+znCsNJOLEfiwsq6cFam2u75kxOHGpqjhLUzDSFXTB+Gs/lpYsYXNaF9RlwEgnPv0R92lpqn21Q/MwcUnWDjOrqJUtRrcbLqCErok1dYCG0QgbI9EMkYA14l+npGzhPgsDug6zjDGuIJCKwutCc45wkLJnZOCPZGq218X4yrVLCkmBhAAUSYADH8whHu581RB7maAOBZxJOBDys6dk/WkODzfIzXnCl0SuVERiSkD2fqo7hGAcmO5MMcL89DRsTZrVBn+d5hSb6BA/WDwlIxgienAji5Q2zWxJFAoViNkfT2tYFpfsa2U/FHVZWkRVMLVQmOIiTcyEzfcQSHlAWIvCRYgT2jEayQSfsyDhTMv81UACrMUKzK1geCj0AACAASURBVIxP6x3a0Zm852Seb3MThAXYdgMHOdhLawx3dJPv64cMZhtCp5/+Q0UchCpBntSO7tmUqc855136RmVE44C5091GoZzXMRzbjZvneD7GeUHCW4CNPjbC6EcQKltOeoGlfW/3dc3xdBk/U3X89LGbeWBXNghgo3mMc1BmTuR3AP3aBXquDZi6CPpmCDz2HzgU5MdMexRdZe+H0LETqmINCX7XqTEqTemae1eEddcQqQ+7mMkrvdTmbXkbmgRNwkYpPiNFXmGVni3umzVi63hNYB9iIDajhg1URmfwnyEKjTPWgBulr+mwDNib/daZGgznPgdRafs/i/GrfRYZCvObd+mBu5ARjrY94YwMSEaRjdXemfTIUndUn3bDkXuiT96/QeyUAZmZqefVMkvU3PgOz1hly5AfOd8G3VEL451vzZzt3LPvKPuH5jaqWJlMRmCq7J53GnGD7HkQse619Ibamxy2rukSAabM/G6CH9codWVruJxtWyENFv1uoKpaV9ZodRFkhzMmUqjSWoZLqDlvouUacVadDKPfcg+SefLMClvYMiRKYPDhPW5RyTD8uevaptRNfVy+LxwZlcA4Y/5cGL+//cV/i9C9UZYfrDEY5hLPp1a6J0O2/RXozH4/FnscooeHYhbn+dprrzI55QjNxdCeOclmpZX9kA3yd2Rstgzatt/USENDlNqoNVNDE6Mqaw5EKDWT0hYNqOOZPj+ey1KCx2R4QrcyaBO0meT7xV1pT9izh5omi7iAU7Um4ncu0IRuNuyiBlMHbo76EpGRbT0urodAhpYH/OrVqxne7WUNSSTC5JWtGTH67zemrsWhCqMVPV7KNFmLf596WejhTVQTaE1HMWpWZTZdeL2b4IBpJ3B4aZYWhPesE2C0gRa92EPQyYUsFCvwMqkZup0MH+YnkI3jlIT/ZBb6fQYQ1oldVy9pDQHGMdmkDhGmvbyVtehoNQyqEdkTZo2l5lJa/xXii1yWhAoJVUK/HNro9+L85mZLarBEDqhf2sfr+C0MtYbIIQBS8I3uhT59Z4un7tuKbMtuWIZRPrqYyHSRNo7RicN5Dv8/rA4MlNGuqjsmQxIXqi47vuc4vnQB0pcau66P5JRiWKfGwpmqGnMXNWkCELKfsfGH+XqmiKAGZQAZLivOVOWo1IybubtmldZtjLxLzcc6TrVPJXDhWQsFURsYx8meaJg9W+l9VNnGTIhfBopKRUqgM9NMDZ4zEIQFA+2zehdsx9Bpacg2V+kfDcxcRsq1Lgi3YROHdOakGEsgEsvYqwRPBHjsj9mRZ0EDvQT5gxWktrknpLeoyRjZ8/DD3Ktl2Ne9CAZ00ReYHj0YmLbOCFFvrlFWUFSD9bDEEjIapMR15oL2D97DeQYaJ3sQ7nIfeoBKxwn+zCw3eIdtMgzrwZtdiBAIjSlisDzFtqLIRM9wxD9ckz5nJlewsMVe93JfLBHNwn4VfhzB+dfweGtWrAWG1p7ldnD9KkO2vTOSnWyD0pZ5NzzfmwlARtEq5r3IbA2eDRxFLNL7qESew+35+cFRFcCwRwbHTrXx+fh3v9uWnyX65k0wfKcMFBfJoe3IwHcA6Ng7LMy5pGAKe+++OVJPTVxlQ00wRQREHQxM2xqr/2ylSNue9PRhC3UlSDdDtM1OBbKapRllN+6Wtsi/ZdIRJbQE2yU8MtIME+gzw2bfk8ES3C97ri1RzVBLZz8NfkWGWoW1dqpXVMf49A1gfBMGW3QUV6ihB2ZsJXcpScyg3bXxmbQBajvvpJ7uLONhyhjyL1z7LtFHT2Qcp3Vw67DVCmnPu3tW/bwQizIqstA+1yfcARWLDLyclWrdVWfqPvK/tWWITiFQ2rpX983pRLK83Udnku65h5IKtrOU90y0RuIPnE2du8j7pCWn6fIwIazBLeVvqgZZvf1ZeN/FvlO90Cu//9m2hesaFWRPGDCMkQAHw+zCzEIHEZILf2Yd4J599+UlZav9+c9voiF5vPPAscPRm12ShGQtRsZshjbXsHAZlz6YkVfG8dhnqFElQqqarIIEpRcazVHZwCy2g6J9NovMJjZCMsKaA2nPKDH9MHQdSktqvoeBvxqsRXr33LzqHSznHKIQ32mt1wxEgzJNvUtI2yzAnq8SBFBrFcOIU7Sh3JQ/cHciEhwm73mTCSSH6bnLEGAOnVmLk1mES4U5bQuQJSo8JHTqPvQSCbKEITekx8/IVtg72YZRM0Ny+f8W9Adx7Cs89whRnRChxiXKSmL0fJ5ZYQKfyAJaby5dZNEBh2m3k3us7Zg9J+BooioPkVCw56LtnbRFwkxXp7eRPlXqTTioEH0kPqQOZ/O4Cj6LTZ8xrEwOop83z+H0ne1Zs9ZpC8b4RNXxjEal9ZsVGTVGtzRZqmw9IZxbCdr27UOFqU+ha9RMMJAbOCmj45DRFN8X7jegwbENje1P9qN6ks9WAuArUYKS+Wk06dq4l2vsyRK9iOMTD/EZoCdLOGq+P83sBARDaAyHSt+QEnwmlXzMLvqwrIqYaKjTVxzhkNsY68kKVkBsKtItgZKscern1faVmmac0VaCGc/SJGQRa/zKsRk4SHZTxWoBYz3M521SN9WO9qtGxj6Z2VbPa0XoojRmpTp7sztrpvYmaiRtB7NlTYjZVjdFGmYYx6desoGhkFYbleu8QUpxGvQRA2EmOwRq3pBAR8a3CMloB8Gw72stLnVA7kSPI9X6dnauws7cB1FGA7dADVVSNG30eacOMG878qp3ANhTkRPO4Nb8FYwv2XxP2QbPq85UMmDQEAfGY/h1Bq5ranUEM6JCt6av4iwnKAdgEKlfelcdaeaEG4PQtF5xvhY5b5Mo75i9WPbLL/ahj8Anymaipg0RLo5V4RBbtIB/I1MI8co2im51pBslNO93Jsp4dv15nbGlCrJOUaxBavBmsRKj7PktO6GAjTZjPbVhM0JhRK2yCYTJRKvYVKO9qpUnj2udjvXWltWM3mING9QmEP8SSSqltvwZdtZ7qJOqeVXC8pWhWnNVdzYQuWiYSB8Zu0HY3dv0p0eHm/IFdlBnZd034xHZk/VlYGD2IzNbM080roPfpU4k8cizGSU75RX5DMdjKp7i7NsRnKnQeET5yf4tVwgdOzZR5+vaWzNfo7whw1772eW4NNvwEsSXcpxoQwRxDHA5o9qELbNPWzd5pA3sgcG0qKgoYFi3On3tn2hQCGYmZtaVvdtOCcKWEMza+mUSaIlQP6H9T2sWf6ekYGtcoiMgU+4TtZKvw3e1/B9aY/7LdjQ7uYzi6MJdt4DFEgXwoBqlOETVJzCiklHMEMZxRi6EWrhH73+AZtsHivkmAcZoRuYo0Wcpx0BjbyItF2UviirXae5Xj9d6nhtoNJ9slQvk5tesw2ZhbPcIyxIjIpHHlg8XP7WBKrzrWM1EjPjMZu3vLHEA2yLIShp1mRJsUNFIB1mOILU8Dq113WoPYPi0aiIcrgjpw8SrcTsGA8gG4nTvUtuyTmzTsxNFal4ppBPzssAKNcFknsha8oG1IyM8IaE+oErViZQHc95fC69KEjQyHlBVI6w48f0aCWfxvJuoPIV2ayw6Ix0Gz9ZO4rkFRGg2eQ/ZuVFmtTKVPqrws+8q/FmEA7MnhczZK2uEvWbxJINE2T29OrDKrmJgjY4xDBp2nyskpxBdihQgd1h1KesRQr6TY5NpHxim/UEDuQ6BwcsfdMFMWLgqMK8apEZ5twPdqenbB8xrDdoLt0XtS8iwxz5CazpAjf0jZEQN6SSjxYj6VYQphSmftIxp2k+sr/H/d2J85+ZoDdhBny6tEAqn2yyeEWHqMUNWkcwySO3aM5aWJ4K39OHJRqbFY5B5kdZ0InzvTFdbblKbAW7PkITSoS5Fp5KQS1Qr81RkImLdNRRAJ242LNaSXl7ODh6UYEumJYYQSLDaZ6T8V/tXjS90WDGXOtwBDB4Bj/qnntN14ExRizGgdTMqjZ3nZmCwCyY6M21tp+Ds3XvP4QSA6XN0+DiZ1KrBAoGeQevq7csYWlwihnAVONyRYKRfyWYNEAYZqt1NDWxxGSY8Z0Kmfxf7sQRsOjoiM1JSC4EIyMIAWaoj/7p6nBQCocp2m1kgfYZZmKG4f5YRuviZtCCFne+a4TxSOjWoQtWGCSfdPIcSnNtMstm992j2L5mNWSDvURKSRSrSWw6RNSsLNyivgfe1faKHGqFOQsEHa+Fh2+MgtR/uoclCDbDHphDITtDNYBlDo+5kJMk6IbM4aIN9sKtAZMLyUK98DNj6lgDsGS4DzH2AfOe512h7LkT32qzHYM+76F4X6lXksXbClMiZ8z1XRa444+0QkbaVJgzrZNgVKHuXLKkpKmKmt87PWUtmLFjqikKHa8KVnD+d6w56i+1gCJHNZ7NP2PuTEXe7CaIkcnnvqIWzL6tk2X1k9/7yXqrKlPtLmS1iJwlmROSUGwQhQ+xmzk4R1sE72i10TenMYHCDPTVQNXkKHG9bJAGgnzWg8L6dSKmX1jzYcqbVmiKCaMInOVLpQQdViBZYOvG+i7RZdou6Hj+3znf4m4gxZTanJlW3STli92Ems7GbCWROi1KZKvfO2mwFMTpzYwhHgvqrDWwygk3ezq//+b9Em9ehucIEGkW/RCdoQVqYyV/CTtMzGExeRKjvHsTljRh++5vfdh5FCux+po/cxbsbBSj7l2ymt9RBZFB5WK6hiqN6/6FDhzMmzbFPOiEPZsaIkeWsK3jAE7s50vpTUFbvMc3aNWZJNqMT38MAs0+UjCk6wk5NCeSooSiYze8Xrm2JSK1ubkHMGNDUG7NzBaHg9MyWzaQkfQi1rOrgmnFqbpbwsdCWa1u1EYxQ0xZjsTv6sHx3WGEqDAVeER4R2qNmAQGppK8ctouRxBhZpJ+D5RYxhsh2cSgx2B42M2cN5jjsatdJyMI/L23OIp1YZ9KpCke5nzWjUtIARqvJBgNJNP2CrqvQsDVBDf0A45FkDq5b79oSKrIWJuxexsW99nxM02Rv5Jn6QqBIiDVqoAKrmz2tUnOX/WoVWbazRmuJTDCZlgFVKOU6UIlU5QTXWIuCXKxXALeqbYpDFYVwff2+GdpG+jlPPWQ5quBkOHD0eitCTK8vxtceRoM0ax+XLl/O5+89QJ/jIrXC8WNRelFYfzt9bgZ+KjzJ/DQrVAO5iG0q+KRWlh5pGeKlDGHW2Rq19F3aM8jZs2atQ9DJRQw7/YlefFstqhVM9qJIhcmOmYDG3HYASW+OiKveSBXAFEyv7CPwsHWytGQUW9z1C/zWIBRFyOPMqiJG6cF9TNmGO2Dd1DMrUpAacSB7sjjOZhAbo3qFznF64TcgML8JhGpP3sbidII+AzRr5O5PBNdRPNra4rxgJK2R92I858hih3DcvTgsA1DvrpNZFC9ZXiPb0hnx810riArAVp69+h6BIH2qCJ9n3B9OIBNZWHctzgjM21UITbJQN3HmOrxh5OrcMVm5GQweyVIRJOb6cg4tFbQtFirwtAGcAYd2bBPegWc4gbv7wvoKC9qutiRhEoQigiI8gMFTtYYQKOEANPiK+itib43b9Q/xrQkCXJclgvD0YIIueI8kZPm37AAwKzWjMfgyG0+7Bj/rb++NwW1lfGWkE6g1MqK15zUVyj0o3ehinJoc1LgyJfCwKZwJz7+2SeKmkojDBvLKfXqPI5Yjjo37JLsPK5//b63Xs6Y8osjPOHXqmZuXWWPPseta7TjWZ/1xPy8OljMnV8Oz7l5vsl9D9o6CLIVcJ7MZaVLr1B2CZ7BA2qouYW9g+obF3Y84ybXYCQlmEscMXoTx/Vlb11wV7Ucp6xlsVNAhEua/q7Vrn+0GiIfr4APKo4jOs/+fZ1WNyfYnz8IyCUMQPtcAe+z6T9Hr7N7pD0TA/GVpTB8oh8CM1OcwMcsEnyaIKSnVGqIeZ1qSWc7aqwZxDYCG30HC+nhx/kSBPKeXxxR7DANv6u7Is+PHUWY5fqTqhi43l13moAdKrxKB5fRJEiVy6C2atwo+RmntYOkIMPANQliJtTCUcRzKi+mgzJAx/pIDzF6lvAdCJhN1rI91jDThJwuuTa/orZm3KTGh+d0apfbv6IDjfMTbNQChq9Nkz+Wx5ynRHxH7Mli/myBE4d1PO4Tpvr1TRrQZaq7Elyw1IYJSZ0q0lNYKDhbkjY212dTahGiHkA7so+aytgqDLNgrl0/na1KAAdZRGGBYa4s2KGsizDVKXXKJbC2awmhyhlAV3U6NgepE5QwDyHjYdXFhbVuD0Mn6XtZSCDg6MhVFOr2UN/n/yvXxW2UXgysOeQhSEXyo/VPhylqfPZU5wHzTkOxK/n4k6tR5xmn19RdT2rXfbGbI+lBpu+CsWNNumdT2JPuMizByKwuLxco0ij7YrwOwm4Ug40wbpR8PmRmNwYnGxl/CNNkz9woyyyrtH4P9+zh7/hlMWliiGUjEOqp24zBjv9dLIQFtEfZrtiJwsN9l5lCSit6CrD+GOQxipfSsy5ixs8dCXf7y3XL50p+HM4DMYfZonTFM4xhFjYP9cCIQtmoB+dMrGYF/zrML4JmwrGENKPB8pilVlB4Gp2eau+b56nf9eG7vovtd+tC+QzEgcyfV4LWfMKouSgla2rGVQ5F9MiUMmbXJLQYISPDqZW3N8nbtZqA8wWE/UOvamhmw0Bd8igi4zLC+KsqMJBtybSVxBMFgiEKXWa/9moyF21im7/fuGbLfQxj32q+6dw7ztrzgHcaxUwNbc0xY3o0se0T1nTJqyYbYb8K/grAthdBWNucoO4k5cg6snQedIEPDPmigq3tA+FwJQgIGztAd7o57vsn99s/cYm1coNUoRDVD1btKVlNHHJTGC5OWEep07j2ogsieNV2n3gwO1DQe62v27btPOjxheSF/DbIBkP+s82I5qoLOkN+UxUyLTA0ySCbdEJOixsPPajtr/WoilhoAnikz2X72PBwO7qvIlv/NMol3wmy9m7NhUO1Z4yLknlXrG0HllpNQIJTJGEaus5/ASblAHzVEMu6udVQDg3JAqpttd+buQKAj6F29Tf+u2XT6bXeSQJ3gHSxZfUSp4zPUnU7kLm0T4MwuXCVIAf7e8Dl5f/XNIXDazeD9ETHVfhVPwEtZ4hje7+jn2isN0rMOPyDDy7UzQba8Q1Wa0aGKWgojS6ZMG5gRLnu2C5Gcq1cuZL9NQkrJqwYrOAmqnKnIkn3NBcNXDTtWOXbfpLDrH//+P2y7IQoGeEyF9pL54TyVRYuoNX+2EBmnPRnnY6/SitArEYyKHQcPHuo8efoxnNptxvoQ3bGARuCutmxGs9VW7UgYRvitFTu3LccZdva8pYXELFDDaFHbQrmyfRwqN87F6ePFhAEHeU6jeg+VL2Lk52ennzCRUhmzEl3QAJqqFyGljQCzKs3hdWOr0F39rxqfcrw2ZisxCKytIEJjwOx71fDPY+SNTiRemQm4Vv678noSRNbXp7NpoeErHWeT8fDOMAszHQcYqJvDMGiDO8ZU9Y0tZbn8DNawnwZk+z37HPskEcKpGbm8RlWqdVhX8GJJNjIiddBxRZylcGMAwmea1VhDYQ39eWshg4NmPQ5SJuvsR/2JDLEPA7BMFFeOpAQIitCj0g7MTjIq1V7SQsL62utlrW4SZZQ0SBOFbyqcDbQt1LPMYd7BSChhOs/BRnpIC8pKozPfkbYkxSKsGdnHLKTiHbHlhECqWMnF+Ltn/4NZh1Ua8x1sHLERyC46uEznwYFbM7QuL0FkEYMzMSaDz4h1DNjMOjxTZramE0BukDWlYV+zLAVeZ4qRXcCZWodLm0Iul+tcijtmOWbM/j2FCYR9rflJ0NB5+Hd9r+qftj/VupJOLCYzf+ba1eg3ZdmAQFcwmtZwdDo4nAxGtq7FZxhd6+g9m/62HhSj4oU3Ouef1k9FdurSyw/gPrCuNfawAsRSDFL5yPmajpCHbY7hMli0XUFOxcAQpBFl8uQ8kPUZGAzipNa26dul1ruyMkNQIHKikAgMVB2kqjWgBCyXHOEIrJhpzMJHMBDo33GE4BAmOM6oewXpOEg73RtA5hpmnsUabZrfZV5GCMD7h4NXsg/42iX3XvcoEdm08FW2IcysjjR7jsoTmhER8fDnh5ypazDGuTIJGMKQ2haTminGuJjXBEEpDehAFK7AceB4hXedvuR3Gsx5n5fZY5nDtlz0kxlbQ8wA+iAO1gC1FdW3rTC/EnVhskOS82xkcV0bbIDnV0fY2qJAiI1xbpMMz50ykQUxlrC9z/5XZ+q71ExmA/9KGmTdl4CIMpxRszNg89hpz2z3cdwmqJNBVb9/39KcDji9/5wIWvDMRkUaRAsMGLdwODratJ3mvtmO5rnl7sr45XwvI1m5sXAFP8F34x/Sk+sd917ueDjQej+LNT19hu+hnkorVgV6+FB+G6yPgjysaV/Vu+VutzK2GqO8u/vJqwhHe3cS9SjOYKCI7bXn3DuRoRtyX/gbktj+OqyjemH1J/JY3PteSkg7QBqvXTmfYHSS8p7tUnZauGf+vUEQNslnLQJQTOfSOZBYZqaaLoLf/foXIBU4Ef5QRRdZb4MxaFKRizjTkivmIPX4Ac7Oi1IGH/Dyy68gysyoqScfo8iObmrDxLW22PZv6VxrtJm0dglHldno5dtDpSMtEWeMqn2sGHQJTTLDZBcGgpBlaZSAkdFJCGtqNDX2QhA6DA2fcIj1sFaoPeLUbFJFeBXNl4Or6L+ISX+dPxrhvEZBI1AMOygE6IRQD2p+cSBb8o6L7jPpcLz5HmBhqFDBYY8aoNgqESFonq8fssKSEm8a18CUQHNCYkTjaS0xU/JS4EisXel413l3D4XPG5IUhmwZpxV1pES+jp0qI18wkM4OB2aDv4YU4+qzqfuZCNh9osVmHQitG8M1ykSHNf8/NHVrJDJNI9id4MLJDRp8G6IVUCjBfYc3p1+X6M1WpLyzWXro9hhpPsdMYccu+gNTs2OP0qJTMIv14AQsujJhnMCr1nAJuJzpyTNalzfzG6MO60DuDjXVOSQehZ6sSbnX1XI0GNKZ51PhejNTnd5ghPQlfkleUJKQnk+eaQPSk3vctcXZUjqT9dcxiSK4zks4Eh1SHE8yU6XPSlavIFLXwEyEQEFjwjobAcsB8JxV1Cq6WXJpkjes8evEaqQUAw88r9GxlitANqHjMXDYstYte9apNOUcdarV9lNQnDWf6it0eg/r4GguyzXpz61gSk9QkFWdW5EWYTPvms+ogEF4C9bC+F7htdHx+5gpe5XPhL3PvUkbCsIa26xBxlqtUxfsQwxjm/sNcUiYeNsCJ/VthRqs0wnTp1ZHoOav7uEDnG0ck7NntyGAEahg1hJ8OHe1K4zMQjYSOGj7OZO2VJkJh4GLE8tAaO9KMhY7D7gf9u02nAUl6nQStnhsNQGbds0ANfVLgsDD8DsWGTEZB8m/L9HzKsqWdhXKOjpR76jqUxrdNtgzg9c5RZygEQSo9i41hylTZOCAsKJoFT2+IQE5VaYmQlnGGecMhyWtkU6/fQk1JEBqbJL/3vIavH8GZsn6MEJRywr5xozb0liJd8jnqCiPc9LU+tWO9jwbuHabTPC9ri9TTfinPcwEeQ2ytuHwhii0iZQxQ5cRmwaom6x/gj3slZ+fM98KzXOX2yEam5Rxbk1dgbNHssHOjqv2hOSkKJzcgLGdh3Jnu2KD7dZg9KUa2w1UarYs8jOJUI2Mep+zl/UKqhMoVwavTG6zwlqPyuKz4nmmde53L8hVDT8oRS0RNJO6FjZPqY93KG3wQgIGub+j+JCp6xczZUjEYJB6u7Oze9l8906EUZQu83jDK3LKVI0TlOXbEgO7nv+XX25rFDwKUvs1splgb4bIoZ0CN7cFxB+yMC01/s4s/ZfIVTl54jVm0j2IAPsjD5+IOgcdBXl4Bwzb1F+M1Rb2qiJ7WkYCk9SiaEAzGYEN27AJmv9umr5hY3E0ValDRCqwDFXgOz7XhZJYFKUh65ayKqPUVDR5nYxZsIGBB1MIJ1ldAxmUoyy2aoy4rNsGSvWwR/80UKGZbsELShT6DjW3kQNMFGTdRNjUzQ+cjTkIhi4cuIXhsNUDolKfPaaKI6jEAkFDcgcxcbUGGX2PMZUBg7GNw7B25Dt6Wf0ciV1KKAYuNXqzpYPaquvm+4lY+KgxThw+jaOHPzVPD621Minkec+GgSaM3hFG5tJtSSzwUps5On1EaLqIFMVirgssCmCgFBhRx2DtgkACMCzRpZGpGabfKTvbgGd0zN45a0IEHLZr8BlGnW1LUZtBG2QFfjYLdN+adiOdkAzOdSL/zLgVygaSW8XhKQLQAxNVlqI1Qc+HRsFaulM6bN+SnGDT//o69Wq2USp+d89chos7RNx6oaSmRLhEq8nIQ7qxVix8rwBAQbY1HBgnw9pKuOrFYOh8S3WmoJ9k1Rih9NHl4hf5SsJZmNQ4HAkgEdFwyICRMo5eM2e/bhd13doLBw/gGDAwOfe8X2rNQPCuWfUSKhhAsIbTcU+SSeZ+2dMJMmQ9nvebx2kYLAvpmj/qXDyjg8j+LQDRGsiZIY4gSn8LndLdjvACQTFL7dATymZWNsJ5WUNUvId+0oFhBEWE1SQpqYlLeWCQe6JRGiMgjFKaJMFhGb+cJQMVFKGWCGZ6MbY5Q+yHk0Rcq0y6EU0SIRPVYW2WYGt7jjIxhGe0ZaWPf/qzYdEDBY8kyzF28MyaKVKrtC/SNgw5H0EVuLvai3H0V4eo0/JdnkNhbPfI9V1Iby/1eFZO2UKVcgJrCulj6FcJAgyQhItlMPdicyT3iEaZta4u3MRJAHMqnxrW5yJn7EbO4dAEZTCDG86/AUBlZdVP3KoHed/8d51p1IQaJKRG2ZW4fLQARAXlYxhMNMMTtF+OchyfFGWxD96xcbblqitdggoJHsN/ENnyPNqfXc7LM1RJRnOGlgAAIABJREFUlfNtyTiBv/sI6u7MTHUGJu7jHcgagwRXf6tj17q7JXmSLS5ejDqVdcu+foIQFdFW7FdmGg1cDDH/lvEqSqOdXVu+luBZO2tiEsibqob201JHMA7PFrY9QaeTWZr3byfs+E8z0zhTVfJ4F9fEIFgnGHQmd7Bg9BKW0B/ZDVFrMqiQCn/v5vULQdxc+1GY4EsiEZwdUSez9rCfRY1MBrUl4UVYtisOQ/gM//hf/3F7r7qe1B0HKBzn4uvlMZTTN68TZdBzikHy4I2zoFeYcGKBXYkzH+zNN9/KJItTJ4+nv2zFETh8eYmtY6rB7DOtXLg3GYnsKViURFVCUsXCLOF8IYrQmpMRWwsq+rwHQJkyo4707SXbkpZs83D16OlUQ4F28KuHz8zVGXhxfBgVDH0GnzuDVLggNb+K4M0wjXI0NKn7BmIsKEijZWRr5KZwtwOozSwsSIe9yVHUAQjn6bDbyyuMJ4ywBsybZmagx7Eoj9heQKaEsa66VvWEqcc7NLGX9yODp+fPbPSvLEAiSXtLYZMGOvY5vOBAWRmUnEOj0a/Ze0WyMiNxWIA6ps2MSKE03lekKxcCg7OxyUQOMo/ezcoel6DBp2E8kRcO2cAkWVARKRwOPsr+OeFG1aUELmEakt3yfkagEXfg0AkR2U4yBMNUyF7Ck8SxalKXCFMjrOKI+PyM45M04cHE63kHZtEZtalcA2b7xhjn8Q4IiPtsgGUAJ9rhxdNYaFBsjQk7lDMSGJzMx3OyyDDkXIyo/zAhA5hwYvRAoCi/Vxp9Ejrh6zBwlbD0c7icDWnBSNksZIn3csIE1doi9HDOFPlIdmAWI2uX7y9YziDPZ6y9Nkj0Hf17tvMI13dTazQ+sx1pq0ehCxjQ9HmKKng6DdCEB33AmqRimcAe1ZqPKcxr5m9mZrO7esAGDgOcp0HWTaMgkU24yrMb+BnIztqXQgirzqjlXAyP7octzhmQcYscXAu3d2dmJUZwnYESS9sYnXuBhPcGSVkn0+gBKbiLYpFhuetRsopCzJzP4b007u/qbGBYuzZnmNRyHWt9CweE5GTYsIp64Ch4Ti5GBO5dB+uwy04esV4skxhugeUNjecyfZGqgFWPL/vtaEHg8TTQY5dsMSqlIGFH4GnunRmzHIg7SE72cR50ViJslrDM6Fj91Dh7Cb5EKmpggrG0SBA3PSptTsUqnWwz9Xa4ul09qbNL5iPlE0VzMo91U5WRDDh2I/jf28Pd59614xmj9GbyIFLHe/rvlpQKsUseFsPflqh8pwwC8Jwot+fdZL3Mcm/TduW0J+2RAW+E4G0dwaGaDYfexIe2CmjrCmsQ3IhC6XDt7VwjIIqjsKMCh3rl8iXuXE9nctd9rJFDGkQrrGEapAtry9C1l9a9tjcdBSO5BV1ySxBvsaRF4OR6DLOulk+6QMTGgHTTz84ZryRGxFB1Iex5evWr9cxEQ/jVz0x2iE0SpWi5L5bIDFBSRwVSr/bB6jAw4Ekq0tSiXeOUWGIbZPRyb9ln1awuXfgMVv9oyIAyn5VB1ecYcOqv5ujK8HPLOdcoPq1qtKMhD4qYdv3sn34ZSzue4qxkFSImLpbjiUYRFxcKSW2MTTnP0FhDPyFJ5+3N8iGvvfZ65/Tp053jR4/E8MjiM6MyKoz8WDLPEl6Pio6TEDiY0r6FaP1sH3CUSNgxPOsYVtU4/NmW4uwZ0CF5GSRDmEEPmzVqZIQLm9aBSGTx71EN8U2aZv7AE5k4U7VaM0VJPKlLGMoa9+kYHayMkSpau4SB/JH5RphpNgB7ABwJ5ndmaHDWxuzVAEtjV8SQIgs4fcB2FZl8iNZDc9fxS9sXvlLwOaLXTv4Qsp7cxwWl+E99qgsYJvA4PxOhAp0GLEih02HkykQqNqL8JJxuM7+RbAnsy6w1mPH/pySU96iRQ/4uCNtjZnRqDyqXe9WDr24vWV3IDQQsaY0xwq/LL0KhDqcZvwd9mIyzSDc1TF4nGnKYjeGKyPMd/qxBmnsddrg1aMXbuTRGj83D5Tl9Xlt/vDSSHIJqcGbSSsK6WFd2CLgIQwhjOEVFFPwMI9KaZoED55xocEYlZ/gMtiPxLh565R2jdEXN1IxieJDsSqNl1p7qUmUMqYHatpHap1mAbV5l1H0e68TW4RR98OxkgDn7MMVs2rAzHS7A5SsGrBmX9c6SXTOz1TG6Vl5CoctthBAMmDJYQHIUBkcoWxq+jExh9gQMBkshrZSMpqxrg5WM4MOEWIM0aLx9m2yTf3dw9gRZlv+uU1mnVacbYy+RzLFaqzbi40iM7HWMQzi+LgK9FQREhib25w5osDchAvldGzhD54eOcwZ7IRbJJ5Bkhokl8LluwpKgygAhNoCztA1zsx/j2EV/amed8YIY1F4Y4/2oPgkF2vfreR5gf31mv1RocmF+mnfSIdkrbp8gDF2VeyCJWAaqMoS1TaeBmIXi0OFg7EK0RMdY0pcGMJKKRLvIjA2+OStjCM8sw2uwbq6dsA9+ErZ8FKVsY9FRBNo16Oa8GwiyB2nViIye6kv1XN4k8ShheZGGJQdaqDTEui2hJ22W19OvTQBNgo1uy1gRYCoILiKN97LE5RWpCfnM2rHtTTJcQzQzuzKwq0A3jl02q2UR3kt50hF4E94v6+capULKPG/FQBaJC5mHs7lAe5/Bl9m/GeYuRBZW5q/nvNq2NcFniIzduXORSwB7G+LkOPwDnV4mvWTYPb9FHNJTryyiikR2cmC/IBepOb6EPrE2zGlUPfAzlvh7gzjmtJpBWovP4flq4EZlyMor+s8dBMZ2aUj8kjDXwrzpwTVQUL7Sspd1VGrVRQQrvfbos6dboxI2A6tCAeqOBKbmZzOC7fwnuQ/yXsTqM5qRvysD21nRc/Iimtp2yi5NyVBBDAO4bZXafv+7l4HRy6BvUJuSIr0AJd4pHUtEhpJObDL/4MzVLLLDnv1ve/fuj2P4E4OLv/H1ryPacJRDxOw+43yhHaE+3j3RRTKcGpZrVKzjKbEG2IOpGxF5ZGqAQ3AtDFebihMFzKqExTJIFxy7TxzZU5WU3wIwWa4tJhz0JXskzb4C23o4q+l3xWicbbA30M2wruUIqLag3459SqoueYTfzh3076bXKBNWRLqKoeympBcxhI6CXoyYrM+0v8zmd+4kwoS1a5Ztn5P9l9HPhf26OO+sv2KBCReGBq72KE4j0w2aICQRa97B773NO2nIDgSaiYGgR9BsdW1bKS0F+skWhficcZmeRSH06i2TKl8DfYUNeXa/Q3ZjZOjUjq0WjxouXfVkL6n73UOt0b0Ywjjq+G2iP3PmgwhEiAqkbzE1jSKE2QK1FLmxkhSs76z+YS9CptAEhjMkkpBTh98e5lwonlsHoUEeJcoWap+D8eowbZGCNepWXgy93YrGi+cSIp3jO7uE9MOcrhmqZqc+n7KQZt0F+1SEbmCULNcaH8+g4/ACZepKI8LQNtC7pm09133UuFrTElIzQCnFmKrFxAlhiPyqSDo2jG7fUSdgZuofSnYIDEcAtblOv+3KXZ4BuAy0YGX5RoY8hERm0BS4r6BsGaJmPmb8O3co+KDgiOe1dJYjHGE7C9meghw6B2fSbvlAgbHJTK0N64T5XMdiady3yB63MXKLMzc6O/c/FjbmNlKBaswq5jHAz2eWJPd0s7uIF/19QKOQ18xkYswS9csmr9osMS5ZJ46EgHkrgwU4a2QUSzhtlYf6HK3H5yiZmeBPV0iWtAlJSQGLdWqxBrQjQ/tZHx2VBgxRD0f88X6KoIjsRNCdz+zFQBvMeC8zYo77JNytLdLBKRwwipCAdbZwAXCqtqfpbkLU4zyMk0mnfpdavgTDdZAuyUTaqlR1MbzsfxOMRyyA+2LwNyCUjY1ZBalQyjHydGTDikAIr2v/Yk/CDi9inpsiGiIEqwawLXZh8bM3JYZQkpS2/Eh6FGmpOmspOflLnsC2P8N/38MIM4k9fm6fvcQKwGPwDVLjZJypy3eZuKxLPkt9mHfDSdr3HJGcph2LL08rzDxOdw8a0jKWZagHteOzDHaczVp66WR1tvlgz02cDDjnIIVZcrDcNwqSMg8pSFtqmS4ShayhLX3znGHRLAP2KCF5f/l7Ou/MiSbD1u4liMEn6HCVF/W91Jne4ly6sK2kamy3SkgSVxt+TiFF1eYVngxXdieSsee++DQlQntjLd2ZnUvkEFlVCKVImyZg8AyUUEwAowCHAZA+DhvwyivvxJmGLsxLOHZpBPaesNQm2Y7RzgsvvAhmfm/nyaeezGESelABZgUCw+uvv87svIcYGXQgTsM6YLfwA7dCEYHo89oQneK1KXtBpPZ6JWvwRYm+lNWL2oaU7SR60qYVEFY+UH1Q+yY9YMKxpT+6xWLokCXG6EyjC/yvnGkgJgk6obmXqHnab8SzMEaBgL0WbJoLqwMUFjESdEvaPrDC7JVAtDZWmZnn1wJ/amoYqTqc1hOKcRfKuz1I6HVayF4FJlDIwGcdn9jJ+1NDFQ5SQNsLpmOkBiHUKNU7lPU46mqFsYVjY+N2eimHhio6TIapco+kB2Y46kwlHrQQkrCiIX8rt2e03w5rT69nU7eJaksMtMV+B/sCw/KziRQbpzsIVdJaWLKq1If7Oh99jDOl31gYdiKatmTbUWOq6Qwq+BgNl45oNXNnXJUuN8X8IgtowIRIPfBS8HWWYXiq3iRxBuOpk1VkW+EQsxiNkj+XkXEZdF6j+5xdKFHBZzFDqiy6dG5bjc/aVx1fwcxOcmkDI4OHsIvTYlDwrWcq9WehUIMC+3tDOBKpKKF5/05bB/vX7VfxXcY91lWEVxtGblAPa90EPBrEDQy6zG6d6AA6udatV4DA+NAiexHxi+KERGKLGs+R/WGfNEQiE66h9S7PsvtpaaEV83ddM+PRumu4SdbdzcZtHaqeZAXGtyEWSTyZunKxs/fQwzlbqzJ1CfzCAdABSvKRPMZdNEDlChC8mHmpyCQ3QYGAYs4GOTKLCKJVk1hCgjNo87zx/P19rosZoNey2Pcjri3fJYTY0yNJx1q8ovpktJHclLBoX7o61wZsZIs91YKUGb2SfjhH7o/OaUydXeYG2/tsZtzjGDbuVEau+Xc0jNnnmo7kMArnpkoQMwtzyIRnQmNvLXcZPWczGbVuPVcGLkXWVq+3FK8stVSGKTRNJitChZPMUOvcAbNfp+EUSabOUOl3J/lo7wp/pm2L08JZzYMqJJDUEmu7DNp4V3uLw5fgEGgXtQ9+VTJykyW7B2wzsg4sAY5nU6zCu65YhYI1xSko0qHJUwU2RVpa4WeF5aMBLZfCPeWdtNWBVn1X/m6SFIOIxuErsqM0rGMLlb8U7dIWLFDHTx8nwbL2YdOxfD577Gztnyib98wSxcICgYZKaNpHMYz0TTuooLTiM+WqQcO0T61CXkHo1afd1j3bOyuysBPS0eWL58OhUBp3CATOAep2a2RCU3xIoavpHDFLDGqgnGztf/Smnv/NK9uJrI3YuIzSvNNozwY7Mu2999/vvPfuu53TT52O5qtsJj/s6NEHOJTLnT+9+ELn4UceZnD1/tQPuWVEr8B+fM5f3nmTtpmDGYgdSNUalrepqvhJxa39SKJQ/Uayigctepg29/O/bKRZQmANGcD2qjZTDYQQQ7aQZVrsxBJ5LyeZ6DuRSKsgIywjZFZMu7YO0TJ5NcY+XnqVmoMUGJi1MePzotgSFHaZh1EGoAxJN4rv00jE0VprE860VgajcYxAQfWWAaKsiEHoTNUyNXPngOlAZSx3uOAeDiOvOPzG6WReq8PDcaYGGEOoAGkkg9xIWxcosV7dzEH1DoZ8Qd2rJw5ZGMRWMlWlCnr3staA89K93AH8qTE2klsiAjeClxbuWrnmRsyujwe8mLlEqgQE1vQydov9FGLrI4PJDE8kyoQYS8ChpN+q9aik0f5am666lg5MWUWzJwcVd2E4u8haAnVzqGOc8QLOBK3JFoV4hHmLCL5OPkEbf1/jnZmsfGaYtZEcc4iA2Yo9sNXy4q9A9Po1/nsrFm7vsCzXf/0r7VQGI/5djaLnVhKPyknW31L3EkYvQYpWYEESTlqTdMbp41M8oHp0DawyS5Xn2VDfFjKN8G5YstblXTcyorQ3AHFmWoaZ9gZ3h/MXRiF7Ec1W9lrJun5Hdhm4SNjjfrYGr4ussw3a2tm4q5ZBrBUT9GQ/4uhwzuz3LLCwsGyEVJK56DB1F7CnnXtLvW3TjF5BlgQjZtsEP8LhrrlZu9mbLSc4N8+jdTOdgX8eEhjvXQ6WP4vx1ED5eXV/RLnWgATX6bu1tCvUbF+jqMciRLedu/ej3oSGq6pU2I7tTXVynW5UqkZtYN1Hz6wCFT0Ql1Q5m5u7hTOC8yGpsHFUtjlpnNMJwDOPQsTqZs1X1/h+ntVXF85O33GMt2uu3WyYpd4j9thyzghlDZ+j1h5jzz9nefctDLekTMsOlR3WiEh/tR0FmdjCmofFGgCuSkfK8k3gUBIccg9LyU3FLZypNVyRl2YMpXZJp2LyELTC++C9MnOGwNfH85sVbinEQiDlGfAspjVSrV3vTdjI1f9b3ZQGoLbJFdSctrwCCPPn2gG/t/SngU5B5Uy87sKxWMcuy3FZtceasynXITYU+zJHllrTp0ANOAr2JofNTGLn+6rQJKK1zH6OwrzVLPfDEG6DLu1KyhD8T5TGu+bdMLNOmSgZfd3xlPLyveVPKkheS8vnVUqYZpgHDhzIXk/dRIIT9K3ld8jp8K451SugoFmtyQuQvOVOZQi7nv/tK+yXeqd8OMdX72xmpsG5cX0qQ1N1tkJ16n3KvHIxDyJsbzr/wgsvdB599FHgPmTGvAz2wWLQ7lAMd8M8+LloqQkIa/H/dZZWqPjONI+zIzoPF1BCheQNmaslc5UdrR4jXshowUNjRBwmXLB6CvJ88QIHsRvsP7VMDZGMO3Yo9TS+19YVDVBk2ZqIUsfSLmyiW7NkoSk+W0iv+rd0pji4ROYqwFiv48+N7FjwOlQYUo22vVuyVaWwWzsmqrW/ag24QFKFnzkGeUuHFbYozEOJIJqObS89hlIYWKfjJfRdhD2ckBIIlp9XnSZO0WkjUMg94MLEwfkxFjXRwixexKIhcVGrKPEMD0H1draOxc80GrvNwHKhdFEGb/ISWUGynOx/TUCpbrkSd45iUlqdKlJ1jZVprNmqCus7EEH2KVmtF5S9toG+SF8yrEvvNfaizcRTeyRrlYTG/num/DlrWZnwEtUgIm0OcaAj9sFWKp/N9iOzR7PksPqsp8okxJC2smQtTNqOw6qotVSB3P9M7eCfVR8ug9y2LRjpJlONM7YmXq1dGsJA3J4Dw8UGsk4rixfYTLAJzvw+62IV3dYlzwZSt1Y+07/XlQCgsll1ZzOLlmDCyTVO06hgr3XapcLq+bMGNewQdc6KwZCZhx+U/mCchRmodWHhMmvTErd0Zg5n9tmtD25toF+KM8pcza6hDJn27nuOFQx3DmjNFwZmpOwQfgPEIFspCx0o3eiCCIuFXNKRnn3Z7SWkENJJFsx6WdPbHci7amb9nOue7hV0iy+kD3I4A9mZi8v+Ov7u5s2rnXv2Huos40zHUFHSFkmCmr3LYHn0cIcQ9zAoU3BE4xqkB+SnyI+qrtm6pf2QqGjdVck7HYvrrKMSGq/MroZpVG9mVHV07CInIb5YM7TuV4S5IDENs9ug00BJUpw2zj0I2UkGdkNubIPmuoulf62GbfWIFnybQBC7rJ64f9/6Z7H1zfyLYJlylsMpHBUpn4GAoLoeDOYc51aBsD3lJazvnlfveeqJyeirT1+0R8KlPbMGfrPRZq4eWlEJHbjReUHPJUMoUug5tpTin4/jTP3nbciCfGU+c1BJQfXag3bYvgjSZJcDsLjBur5gFmTUAE5lt3ZIR3rcM7hEtSzsA+UwUVQHSGgLi1Fr+aoZzylJiAMZXkHTm9vWTf//7F6fyyTxJpmoMLmJn0GjREtJsSGY8R7a6+ocqRnCubYKuWDDg9SJ2L71l0+2JU1oiO/Zs5fDS13ODIAsxShbLx1IQNULjOcwZAejQ0kW/UAmL734UueZZ57JBYycF39nUCOZSKdaLHSekkZaBQtT5tTIeCAhirbGaRbipbW/MMZEhpc4tZEYh88/dxKDmVpmkzY1PetX1lwVD/cytlMxJBb8r6bu9FnP67oS+wUxkxiIGeA8SbJkx223B0lVnU7c/tDf8g/mU1LlpNNxVWLHroodt8qDkthyd6x55CSSIEiAmCdiIJD1W/s5AC8FYbjvfd/nOc85e1h77bWf1k9nRNDSwhRJiIYXNd37iRILz9QQzIKJesCYjI6oZIlPiLbb0L+anW0mYgtVDNGOATZtPDfEJAaiDOS8f52NOm/+3iK8h5bNVIYbRiVZs9n0+xLYiIy9npN0YY/VgTjTbJQD2UyO8sOwaWXBXjMTS4g3MNAjEiAIsuEKoWO+uSTBwgZPzkSaOyWevfraq113komt8eV7U+ecekhbMTqlApsxYh5RELkSvWLNzw4DR+0Djqf+QPJLLQ45TP3neqDHYfLOrMCFCljrCsznwDtoVULKnSkVCG4wHG9kkhEnINgw1Nuh7BD0rbZqPdU1RzzcPtiMSDGTIUsIrmS2nGCRC7XurvU00ndgcNZQ4DOj+Ua5xus6UF5Psv2RtVx9Z+5lJAVBc+NMu8BMbNa3TmODidxnM1gGTblC7bg/x+GQRIwhQNrR9iE4SnDZf/Ncs08mIp8zKduCunTknb5cEH32SUKlfn7ZvOQ2zbNtZD1QuVYg68gY78/7N0sBe2ufCB/X2n2WwOpAxBmOZTwVNAXxT1D8gEAGkfFk5bSmoUkHDh/fgrbJuFqTtq82YmBnEbc1g8YtvWABYPZXPhdrsi10+WTkqGDH3fN7iO/vifTerRDFkp26F6MHPbPbcTgHowPMuN66G1GA9ITK6Pbv/nxG4qnvRnBf1ixbqiHX274DJpVd3MheNWvT3F+CD8QJgqKEJCX4a+tF9qrgpShO+4OhP1rK7BlIFDx92lXafxr7tjtQdycGIctklTGoD4Dosz/aysS2QMXy3gIqbHBBxuhmT/vOdCgEao8Tg3RZM+9dwl9750fb2u6CJMiMJQ29jnIjpizEZrV/FQvaxB7KbO3jNzcUF2GTCS1CZZCIedX5M73mjTXLxrRlRV8zaEv5hUh9Yd8pNVTIQDCBQKb0tmXc++kD5zWc6W6qQ7EXz+Xzy4HNOjrjGMgSDyISHDk7I3FwD0Y2VrSBuIzyROzmtfSmIm/SB97fTFt73og72L8tAarbuqYsTpE3ZZIyy2ctV1bq2otQZY1OGg6RcuaHH34YhPWlKh4JgJDXpq8fW97ksZGAbKlGSU8SUk5IoGrBy//1nf/3sQiBOLxoV2otKv3Jj38UAfuMVWsfpEZcjL8Up+OAODeZiqb97/3T93a+9a1vdeqFmxAVfyFjdCMIRX3q45n8/zP5dwVs6fvKCEQwtFgLLWK3ed0GBYtcXfj+EGBEMRqCm8arS5YVmjqcCe55wBh5IIuVKWg7GGkt9T7wxqjANDqps1l9gdO3tzK1bhKRfZv4s2CkXfLaEewfAfT7haTj7PRGZjPNJPmZFNI6cIwk5y5yrLpP7rEtJyYgpD7zIDRuxu9hIh4M1FuB5LQPkCLD0K2hxiRLNKQOWaJMv0a3UvsAssM+Q3wb9HDUObCN8MxsjRA5rd5kjRzJCHCQejQWbKvf+PltozmgXX+bBG7Qzfa01UYELuJtzVDPYT7zQOAsuLj7mwbmoY4vdqIxZ9MfmOBBoTOH82YydO998tSUDAQ0hYWCNBSq3q7T2sho9NHuzeHjlIlaa58wuUJT0V6tR9S1cthFsQ6g+qjnvIKAmTAxsLYsnyPjIGvgoA8OhnXJgZl6+EBdxxId00Ne0zoYY8FUZ+Nu9+hpLDhv1WDGWU4g1Mkk9kP2CxGO1ik3JKRCG1lvEa9n2gkzRpSVBbvq8uqjghHnItnhQ/q55usO+cl6SzDaVlJRcFq1lMcYDsQyQcC0kFVQI9fT+aIh9+gFVD/tKD66vkEh2ualn7Z7F3v58M6JM2czLm8yy6IvCbD25CxChxaM2boVGFTgXB3iqf9V4KLwd94/16VtREmj2V1h/6lxkgq15x+GAEJcwyQe19oRgXnGeomxlBlhnArG7j7yEWTEsOtkfFdjDPfsikBCssxRTZsJLXcCI5KfrMjMbuzr7MFoYB9Lm8rNlApWj6fg2h61J81uFpR1WkmeS5v2cw8kLQf5GWQC0a318Pyf8zDljBj0rDUnIJTWmsZ2FGJk5/TT55li6euXbQvGRoZZ3QV1ZkU/JDFZM8S33Hv3SP7bjyEukC/zPfsogSeiTOuBzQDJqT7lhNSBeA75XbBVx15mOWTM89oGKGSt1Y7ZvZ4bHAFICYSlz0tv6QjrKwG5xzLwaWznfXSEsImt2+LA5D49FwiSYMoIPeUOyRJS4Iygm7XilBmnYfNOWcA5ejbnumpv2Z13r36UMxg0MH2gdx9koMfZF/u8qzgXJ4zI2QEerakPQXFER6Zjo89p80XLmfoMNVMJkJmmr7zySvk+AlDIniDEPUEnGkQ1aBnOhfo7VOxqAs+W0v727/4p+2C8NwhOmm6W58fnP9i5lOZtJS9Iwptv/G6dl8U5c/p0Rpd9Fqjl051fv//+zje/9YfNSjwkeLjAlPG+lRYW0TZyEUOKzcWglDpflzktJDaODAfs16KlzDS/9ufnKjBg4+ZmsDv1vRK2H4p7JN0S3RVyyA0ipyzCiMWbiHIiQ182wipEL1EC3yurc8tSVlP0QFGMg16+Gd3mUHBWrS3nUAsOzH4t0QkUWYc8TfutQZtGYewQmDlPZh8pLp9DvzOHExSLBXnQ1I0c7N1hpjmShgk4eDYyQ7vmu1qvlWmLVkuqsDEWAAAgAElEQVR4kaE6cDWaMzd0X8Zj9b0ryjAkHptV68qTumWjYAT4IUJMJ+o0Vy8DUZH3Dea0kcj0ccRq2s+ijWc/IA9AKoxvU5w3Tg8RolGnOgeaf54fUlB1n4No6IHEkOtMwRxS9ck56BMlN4Aq4STPJofkmWYKE30/pm28EbYYIgfpwKZCMpEox4H5nNpy3lcAow0Lg3agXE3xkW4UZWf9ZC2e8doHZSXnMFoX0fLIVcoK4kSzF+ewb03aeZFnb9+vWbFPSCNbXRZSV9JVP2OCkyGagO2xBieIwyDVLgM6jFi249Lexxo20PJmuLXlLInAtgQky2Rshi0tAp/Zme0hTq2zZQFi90FvZLxQkMfYwzFxlczM/ribTE3GJmh9qCUqxB4tKzdv3t05c+ZcWvvVbKc2yIExLD5H3d6+gra4z1Z59cJyHkuruL2eNL7tpbqbgcEbVBAUoIpm4pManfmmo2FdHV0wt/ehpCRQ1RaSLPVQzqNJN2XJJ5Bic65FbznARIKA1PH3uedTneJ0I6P9ZOUtmaS1g1OhLGZwOcF6QdD0bdqHBPGxYqdXutyLOhHQqjrb3O+CTItqsBHb+1hDiB5Eg32CKN03QCEBL6dzLbU1e+5ozoC9rt97erG1f6mvbmSmLGHVevIsPP8SGZsFjm3pQPnsY3Bwuxby7/gOUxdV351SgIB+UBp1UC2OM5O2RM6CByDwqePLmO0ftrmqYiVYj1PxxTGtALQOM8+lWsB5P1Ouit6xWZx47uM5+gT5WeuB91JkBqMdYpI13Zs9SW50bM0IpUxJDZdAZ8GUGmgmy147wCT74MKFi9Vi3h0tc4M/THTqXFmZdsLiqcHSXEZsNcZvVKJk9kWdBovfgr05e0fBt1mni5cuZQzkuXzezSGOSbhctyCS4Ax0tMRFCN9wR6BjiFVNVv7hH/45s6bvTZ9VnCjW6hX6u4dNgri481/+v7/NjezsfPMP/rs2mDOAPkAv1/vvvbvz85/9dOfb3/7WzunTJ2uYULoxQtvjGCN/KxfmULih0puRL5rVTHYwI9KwX9PkW4w/328aPYOze+OquflWax2Jwsw41ZjP+ZOOM+9QFOlQPhsm8mLhlhrNEGUBl3LSgG+GOmNRDsRi4ZYEXLU78/Vl4wrRqaHKtZI4UywXWTNO2GVdyHwGuHF6Kweq46A7Pw9un0VUZ1I73B2HQyHnvkG2aqbZ+BwiAlKrL33tjA9aX1XvwFjrIRwpsmYcYRXKKmWi2gKwDg/szTzTsn5Hsm82K8IEp8n5TpbSZ5V/5wC950Rtc2intWj+3NmN+Q6IF+nG83EgZFwIYH4Mi1vmysnfiJPDvjPJo4eh7QJkB/PvQTA45YF6ybwx2uDTAz1A9KDLgmRIOIZ8v0IGuR6H7Ojxsw2ciCh03qiMumxGz2j6Y9fBbD02hpT4u4vkFGWnJn9AE/QKM1LVyM0PTe8fKHKDrpDZco2ub8lhjsETzY9Wamv9ORdIVxXzyOcIEEcy0FnQ91b2SgNDf1ytDK2XVRxC68XUoTCZ9yDGcDw1MHaA98U4R8wZ6UjGdIJsbS2b0osALsbrcPp/BZ8dr5fP5HTMueSMtGeUAU4IIBkFZ3Y3SlLtoXU/yTwp0VAK4oROnEzvYeDXrpMMtdDXkFhKgtNnmAvBqORsRIOCDu/belx23L3s8Rqx/ttmxJEK81wr6N8zJ/ux70d8YzcuAKONUCUr7b4M3FkWfALAkKOGXZwMuXsP1yPkoigOPYpyz779Z5q5Va7T/tBvSa5T3VbQmz+3fzzfM0/2WHpwIW0VQKBHnteoKY/WN3Ueohug2BEw6RzPvAYJxfmZ/aMVY9Cajm/MHilPo5KXWN9pB8keZNiVyQSx0L6WUEpiG5jXHmhLUZ7lrJesv4WKmgOMdRBnS0mCl3zJoEC14HMKYILHQ0Q6EJoSVEC2ak6KjkwWbc3t+Tn39vqIbYyal7M5KNzwXWZvV7lOQBii4kDgcS7QHoQe65J7EAgciMAL51TBns2ZtlUI1FvUcZKdpXc71+OYzHlSN239uGSyEcp5FMTmdhC840dPhV8SpnUCwy9wTGSveb6P0jZ1Q60TmieAF7SGxOjDFiK0kLPVlyvZacKT86HceeYMberRN24XhEDDM91sqGue4RdT521/bRArPm3Xn/3ZXz/u9AuF8kQCJzOJ3HzBz6J+9MyjGer8zjvv7JxJXykywtUUgknbIQFIi99++5fpM/12nSdYpkxZBWZEBKEiZmlujHFXvzmw9e7NTdkEnCkKuQZ8EVeiWPU8Bkl/V/7iZqrFm8V9NnU6m+V5TK9OitC3NVq4ptuATLzXev/+bG58NFHtplqnIUvl32ycRu9b5AVCa90h/7b+XSRqDFhzt2yuG2FNqpst8fBVlNZMX7xfpopg0J6xOJvWSzl14uB5b5s2mxEMuyd08ErviRJF46LSwFbDNBucfxFhKkYBGjFpZpMRW4V1C01H9naCl4N79aEGno5UnGsYoWYjqkYjGYQKNrlHWm6rcSy6/tS8BjWoA+bUt2tokKCeCAlIILMvsw7VbdSIOLpG7j2gflYwMDWdRsJgphJq5u9+MSiCM2u/Dqn6mVqTA985FCD1GKbDMXYGAYDrTakBiZ5P+wZnZ5pJDUqc/ZFMn5D1zZzGydZAW9PrrJYZGNGg9wp2zxg+m2EO9QQTDT7qwAbqtp+8T9sscnj0MMpUrakv76NVbEFibNOwlkc8pGOu1P83xzMBF8LE1Ir6DPUBt0Qwz2YmDD1lpi/ixILlS0CSMXXvYscONIicQuXKfRwIscM5AoVXEQYD016LgWew2xLU0WLZZ4FcCYPkL2FgZgbsyTO9lkPpjX4UycXt2DzZ3+DXmTc858RHcrSd5NvMdEaA1cmUzTsTmRCqapj1VbOqDjvCfBy7di9GXHYKplVbrB5ygkSsuUJ96XXkTHeH9VvHIFPIj1l7k3VuRXTg4cOr2SMhJcXwIg4aRqC+7Pyoe5P6Oxghi86wzfP8OLOVoXHOxgrulWhm3vEIQ5CPpJQjkEEGcu3W/V4ij+oj91wFQk4gyamyaX7ugaw7Z6AZsBFs5TloqRouiR0nC26ZgfPO9zo+TH+48g3nvZUVWrrQhqfPkePKz8ywBG1s6vszwJ4zck6fTztjR6R5+g6qT8tvzXQlLfnzU04JyH/4AVO6gOiN/dUa2MBBdiyrRN7sLNotW0aEzFvvBQdnD8pyObhL6S+toYU+Spyapep7zeuU0bonpia5ym8+fxTIxrmO7KiSXPYZ3khIYodPvblz7fy7AzGnhUmm7vw8iJxj9ZITKO16RqKRz9sCFPe27OlKsATJSF2dsJXna0TombT6+TlOc/p/teFpvxmWvK9C7LVrkrCRd9Tnvuu73/3Pj2Uc4CvknouXPuuwbjfz8UfvNcMQbb397rsdygpa0Ftj27//6/cyePi9nW9985tVz5F9fU6xJU+JwZJByH6mx9BU80Q9JbDMWCOZ7PQXjvOyIRkq49UUvDnTOhIPFJyWzXjk6Kjs0BkFceoTE3X7LEZJ9LeiqQ4eLvv9ab/g0KQZgonzJmqdtg1ffZhbjWM+OxvPBuCUc1jtjatpG1ALFc2LxEZXFLQ95ATGlwMru25TW/JQkTv2qEfFiR3RCoSgkIfe+gY4LPVSmakRT9jAHSSdzyhUs22KjmBLtPXl+u5ESwy0/rcUw/e9WMeFh2QToonbOO6zM0eRCBjsGDBCGRx/s4hGrrM+T5xpnKDvFSYBl2C6ippBn4k+6VnKRgVdfSYlBTCMQ25a7UnYuZiGIui51kErmp3VSHAmDNDUYtriFKd/O47088BBJzLwvJqf6PwRJL+eJnjDmc+dO9Oo0OdhfIKlGAoZ6NTtkExA9eTjGBtZZVCD1OaelBk6DmOywAlO2O6J3h0WrTW+797JjTFc7pXxY6CRdV544YUNPptSQhu5wUxtNUvAodTAkQnqCjETvzdHdyBsWWknXRQFmP5I2fNkpvliqPxWONVzHaNTmT1G0E9lzVzTqMAks8DULVStDBLjnZ8RrFWwnl0tJDsM4j1q4qQ2s++uJWA+cSLrrSle33Myxu1wdM+rTxUaLx9uy0zzF6UGpLgaf72/uSZBsGDU9bf8kYsfQQmByvT5Isqt6U72ZKfuCDw5Ztnv1pICoaKZLMCRxfazcx0dlk4gIvd89erHeX/B77TjgRcNfZfJkQi8nSALmtI/g0Y3zgDkoGe6ZYYETQiO1lJdGZO/nzW1ss57zjoxtpawCQRGfaHgactbToLzEnTZ0whRHbeXgNA6YNDjUCy+QcmQiGwl0UwLxyL4TKvH6iudNqxmpnW4g7CN+P0Ekc41gla5FMprdVBTcnCNRaKyxUdohTj/oAfOib0HGi6qseUfS8Bl8SKgBrU7+dk93buxbiKoIlkyFcxkbX90ydMb7HPYYzyTrPOw3kfgf2qyw8z3/lp67LHFwCfUo2Y8ozifC1P41Z1bQU3tRaMCR3EpylSphZfgZTJXSGjIlEeSmFTjIP/uHtk/n/lEoz3/7pweie/51a9+FYT1dPc1vzQBiLMmaOBHwOcCMmWjQdbKn9ELn2e566/+6u8ezxgmDzBvGkN19er50o6N1ZJ96hW9GsWed95+tyNqTiSK87B//JMfprZ6fuff/dEfZRFBmQTpMdECHYnCkgmI5Alc6yVrC4qLS68TCJGYQQvhqNGJ8DB2ZSrYWwwYRzQ3LUsxiFuRecQDqGvMKKXA0dlIIj7ZCIhhakyziRYT88u1VAtEes/htiFq7LKoq0WnbSDZVD67EExZdEYvpdUiPwMS3wX/5yDjsSYTGAO3ehjVcTDYrMlyKHvStoNscS11lBOZzIBQdTAi8+BSwQNShciOtJfojwHsxAy/q4mW3QdVmekVEwTMAec8GRS1xv17zjVif8xRWzs1xdZ1p35slqGMWc2sGWUO6jLk7qNwZzZoDV8+Q1aj9mNGrToG49EpOcbBVVWG+bemMd4Ue1AvQXB5n2bDnUwyWQLEwvsu2Gii79GwHYhLBoH9NwxO6yc7nR7PmNMYQc7gYrIJ630sTOJHyHC5ht1p/h8psgmOeu9OhrFkORAHUwsED0uFzHdmOJoZkxzDJtyy6NY5QY+NtobIUVhc6cEgacSVTbdTgPjRRx/tvPba6/2MMYBbEAGa3xzbqjl2o2QBmlWC7Ltuww62FpXf40zyefoYl/Gea9gcaK7VtTBGheAYE/fpjDDIcRauT4CmJmv9rbs9QoOXEQa9yy6dwSxbnaobZg8/u3QlLQKn03gfAfn2QoFvSYVOVuO652vLrnsNk5kezlkZAskWLOQZ2TMcvvaT6b+1vtNi4nl/UWfpPPrG/C4bdv+kAB8+pl+cDxBgBPpvvytYr4GvDRt0qbVnqNGVQom7jOfLB1A7ooXdBn9M/6pWqTtTy5l642RcgwJ4du3L1MeZf+sYtHxO9Wo3Rzv3PpB7W/28PugMxvOwrJWbqKU9yBlPe1kf+WjPNhtkM8CEski9p521umX0Aq0iWyPduTgeq/TALrZMkPvRwbDmfA4TPfwAyciWhT2TQAjrVbaq1bB+0TnZyibsX0tMCqT58nN1EBjN+SVY4BgrXrAx3aesMUFk+SG1O+U2Vxh+9Q4/ys91nq1nEMckAK+oQsEI6zmlNffalsT82SOu4lNs+miom/qiU8NUsCmtYaKrd1sHl609EDOdBOS9ML8hLWbeS9j0i5PQBLlTREMcFAQvlKdcHX3/Qbqggz/56U/T4hnN6a1cxP8sx+tcDNI1A0T6XJzdokxbUPD3f/e9x2jAalucBmJRLyD/JhI4kyZWNS7eWaRx8eLFnXNnz3URP/3ko51f/fJXO38cZ0qHtrMy1Q3zgGQPhMWRT0RedH7BkDaxJaHaAioBQT1XcWY1lOjKUiHCHMwDknUWu87FTguB30fntsoT+bsnIPsWkegT4ohb10Iq2mjWffDZeBVWb3lgaje+OE7ZAkjH98CifpZjeAJtIAeImMzL1Pgcp2bWaHslt5af1RLgs6wBgg5ICeb/pM9VFJX3ucmZniRscHknDP9CZYgdNyO8brxUZ3ou+rtHtmVuiBK+EAmISNioVRTZDLY+3QreP3N8Ilr6mfmP87XW0/IzyiaIRLJeAQjDK/hYTL1FH1+Hrpuv0SOllIG12qqU922mL9oNpO9QHGT8OIXS3KdPeJyrtR09zS9/tUWEA9qMmZ/jBO+m9ku1rfXQwqbZyIKsPQlscg8ff/xRDNbhRJKpn3xxdw7M1i9aI9fCzNR4FnkAq9j9dixZs4tlJGbikPUQhLgXGXQDsgQnkzlsY9dk5TSg4/Q4YsIUzgR4aNSThoGpeOg5MeBltyp3lNUB0hyR7AdYgs3gWRirMr23M7NTYDBZX2Fi0FhrsgLUIVRwZp0C9KQkMgb5YPZc1z61V98vbN/kV5Y4ZLBryRb2UzXy7Pr+MgLZ3hc7l2MDSGHSim4mTyfVs65TmGb7GuY++m1gRM5Ca/d5lfuUmWqx8yLPoAMrpjGi53tKBs2xJ/MERuIexkmMtOTUOevs6rSIlMyUpzXUYByQp0wPPPcZZEdtEG/ibtjJDY7jtBGLwLGeOYLN/fAMsEnbA9seV7OIp96+gu9BTtgsGWXY9ZsRld1AzpAjP489k3m6NrKdgscZ9u5eBjUY1jLd2dhQcDBJ09zDpSCArgFxrR0DyVo7qL2lnUHTihpx1hvMO1NTBE6TLDTb386a8od/UwKDMHY+K4SjYitgy9UCs3r+x7GvcpaeyiYHTTCGxLf52LzNglxn7moHmXTIxIw8Ewi2jJWXuQb7717s0qBEowlecpJe1+75UYFqthh73/JiODirXVEAw8lZ95YTEnCVrZtECVHt3j3BPnKRWcHTqtaMPvfpphC/kKJGrMKkr8C12fv7raWAvUjjiDY4y6dOncjzuLRzOc/k5bTGtF2nQR9ynBnWSmYhpLJfTTKGC+C5FZ1sDJh/IycoKr92JSyoMHJ7iHMIzHi7HWYUyT7O8fz5j3deDJRFaeTq5avtMbyVzOrnP/vZzr/9t/+mhASLO7ALwyDrnNpTRcDz7Cv1lSizU89z87y9DawWgdzjQm+DE22qLNTh4NkciAO/mLgOEicpoibl1Z64SwY5jzM9GEJQmaQJBAoh5qZFOGOMRvWoxAbHuId+i0gX9MaRqq+11jTRU4Wx6c9WHWSam+/RnxSN5d4aYW0ZVuEZMK/aClZrCulfdqbgort575Pp3wNT7g9JpDRt9RZN5HFGApBOpmi99ymBivGu1iwyhs2R6zFlw4bwZwXxkj8ehT2Yzc4AcmQcxZLH6zgngW0eEihHkV8dxvt2Okaf29RkV5b9pHbMKOqVrWDBRLytNzjs2H3ZG0diLBppgvw3liKD5XUz63OUW6YRfuBeB5dRscENMdA76v3uJqvA6HVQwXRaoHYnu5mZteA+ZBUkkpHW2ydoQkjaYOaBi4fp2MOZFglGptNEtoZ3UaUI271UOxgFvj3FUAVoBRKbqHlqveuL0byaiTbITAyYrBsRRWYy0CBHrZ0DnE5VaGDJ9lX38/PciooIeuCfk6FCdQpuGgeX1/k3iUjZha3hmlgyNbJG8nl1J/uURT9sz9b17JWIXHRYAdiPik8z5Tz3ZG4gzqOB6Um9mfSkDj2OYM4kYsUejFdTjrSzMII1MOMoGsHG2BRNYORzreULIF3JdjGiEWmw3HOvPtcznPa5QT+obfV9yxceZ9r1YEBcSL4zTjfrYE/U9Q7bt73SXt1a9xbspQfXPleXfRg93+7joBHOvyxJ/bXzXGtkkSGhJyM+0m7gIhmjKDW6szKcTf9ZVrURdGZK1Oz5DoNnR/LaOiPBwzYcpGiCq+bUy97WN3urWaJsdG/2S2uFCabL2eg+n2EIzRa7DHMtJVAKWGSVDWSwiiFaA5tX21uwKyhE9gxR0BKyQVCH7u1arMlCi2RsSkzlRUBzIF6FdzHU2eOp+Yt/FxzcedPKM54/b7whKm2X83PWli3C7Wj5ZYZraOXrKImWOYZT4Hl6FtYE2tVeYA5q27MWVXIjMLZ+ROnt08/vjv3p9JbA/WVrZ83U8KfWmj2gtzVnhO1x5mWlbFL1yzfUwD5z76DfC5983NLV0SSBhok0Ucn76bW3ZuzhlAjntgU6U1qaGdZ6iHd95+//+TEj3eL7pgBDXFgkdTgCDR99nHl22YTSa+o2L7xwbuftX/6yslzgvY8/+mDnhTCgCONPgD3ydQg2dzIkV7QLonQh88DV14yqSi0jC+JKRgVptA9tHNcCrtC/hvVrM3aTNbUeaKki0HlPD58DwWol7eYBVNChsoezObHzOlk9m2LBcyUugCfzq7zE4t8extba0rB7HDGKd3uWTELZSFGt6eY1DuQ4son8RD4zsHuG6Q7xRc8ZYzkN8S1VIde0XjAPtH9OBuDr89SFbBzX8lyyL5vN+lVlY0zMfFZ7sSbQKFmFUzAqLP10rReqtdao5T07ocVSCh+Hbc1JDFlroEkQZp1B/jNAwHkZwY2pzUAC9AlPTyvix8Aea9pF6wot1I+z733LfOokhsE9G1gNW+vPTHsZoxcSgUtrb+scHofb956jipVrtP7Pphm8zLwGRTNd5pkvsDazXjEOC9KezGLQD7t/aqdYkjkUsBEBTIIVDHWZTdnQgqDKtM06TT1npO38ueegFr+4aIOXfQeGKTj9vTNr1947GEcEne4YFYc8ovDuR5as7jpDitX0TmRfC6BINw4BhBoNUorz4u9QAJEvIwxSZMT7HJG/SDs63Vn7auEm0LCGDVQSwc8owBjKBAXNZLCQMTDzta+94Fvv5qZapUzjnkX3yigMln2xCFMTmY/DrR6r680+k9n4TDC6c1cYbDs/q/Gd4Z02jtmLYzxnIpHzt5CQrqfa9ZZRVwhjy4gEmp4ABEotcpVm5gxMb7K9VJGBfJXBnvVZhtOy4TMYtzgB+rSddILTVu9bNby+Qb7snVlbc2DTO80RLMPqrvmlDQGomH7nh8qiR4rPeZF9SSaUFrCCOYNFjiy0vcH+A+dPRk9mtToWhb4nERBqzSCK+WowmXvVcmejgps783d/7Fl+xhpxiqula++mBe2wOd8NPMtsHwnB1l/DSfFMW0POGVqKZg2usxaL2DeOefZ+Bf6xpwV4g/lPZm/qzpZtt+3FefcMO3VG6YDoxmi3C+oXN6RZaa4fQmWoQp9TGN6SpYfBcTnJBgRsi2fjHvss7W2tcVlvUH4CrCMReniQgfCPek06F0C+rmGCOp/zSchHOjw67UeWXdtubF+CTbyePC/Qf0tI9vFmIyAP/EdlC//2H/7zY5mEDU8TkXGzASttpXCcTXs50oDPa0nQY5lDdOHj84F6z0Tk/MTOTzM5RB/RoQgbD3vqmZJCTJCRbZmawNPPwOJpqi9Uke+JFDpOiaJRoKtmVSwyl5wLvnot0F0WWJ3WYo+jUkscseTqMk6O3faA6Q2NQgolo8K5YcZix+UvooxpwJ8a4ghQi5QY1i3a7gLt5L5F6tRmQGzwscleO1KpAufT48kxrwK66LmRz2YIGtFNUFpD4L30+smKHcj2TTFuPSQT1U/dcyAtUSdYjhC6Z+L9ZOxesxRZXFqJRmX5zvgm63XEYOP8+ekXYzQ1RPdceHK7v7qFRGtT+J8sRmY+a4YkMS1MJXPYYBSdZCcOgmdYZz3Rc2s87cXb6jp57w4d1iRuveIUHGDvxVgyPG23cP9QiTIoD+dX1HVy4MYRzIEvHJ2fV4vSmG49J94Z9iuD8jCZjwHQgg+wTBmWggx1yDr40PbT08vweY29cjwQD7m0EuFE/xCP7EFQWZvmt6yhUCVHJbPKfpmsPMzeiC7MAPERHJ+AxL0ZN4ilOXtdZiwr82z54iGIiX6nJNFaFxi7yIPa5RDZqnO7HdiOrlPCqJZx+mVDDgRjlZWOedg6UvaBMkTh2REKENTot7M39iUwAbV1putWB50Zw9SoOLTp5y0jNAYKn8K9sxHQGcbG9c1YxsmCC0N2vzMxaSPJazkfAYF7ZRgZJxm0H6qj5OhybUhda3JQZ73me2V55tdkkNn/nWwy5J5O5+leTquWPuXco8BymLh3KyaB6T8zJ2c+5mS7A7uu9g/r6v1B5hypoQDPZd8tgk2zbZl27IwgULBzK/q4IN7VpFI7JGBQoy3TeOBUQaE1IPLBEclUWxrIWfGs1LRl/m0ra4AxzOexFxKOsQcdMSej23Rwhx3OAUz23/ou9G1zuB39uLX07Mua34zwxnzvUXWbiV08GyKoINPeLc9kGxXIDuNPsAcIqPZ91Yw2hm8D5HyeYfX2CFShE4oaqCTolT0nKFSG81q4k+eiPe56kEyfJ5DUGgTx07LHnqqfSj6ssWc9GeG29t7fO2VBBUBmPUtICE1AFBpo5rkLNsC996MXfTOD53ftjoNO6dDnNYsNInX5SmD2vJXzSSpydVx8EZuh0+RKlP+eP5aWngOQMBO2dJoQ3WHzhxUMKVJewycSaHQAewNufJ4gqH/+l995DGJTD2UQaRNeS1N9I842rnpgYT81GHocbPnizksvnG3N83DGmF2OcIMMtd+ViucmT6VVQf3qet7HWC+bhUP21UHJMTYoyTZaFzwHoNMScnFNnArdPEot6rM47gs7v/d7f1gn7uFrfbBhV3F+6hIj0+fQl0WcjY/mzPhStFhtF8N8FE3P4OiSW3owp67z61//uhvGRpX6+yqpJteiJiaSv3jxUictjFOdGlkdYesiww606RsRc6wyuvYl7o1c1Qd9iG+88UbffyTt9IzOITbRocbELxtK5nSHoMTD3pe1sX4enikeNtqiwT+n5yqf53V7wmYjjG3ij3X2pSZw9HkRoCHdhLLBnWwb/VAi6APvuP4aEVloXrA0RK05B7wrUbXnNcOLwzzOAa1T0ax2HcsAACAASURBVK+bYAureyC4Ed9nJNS86yRyA5rErbU6I/GGKo7kc8q+jfHgvA1wNuh4Aiv3jNDxbPvAGG29xavGDRYeVSafE/nByxf7XI4+f7h7a6mWWLtCaRX1RlgxTDrkg7zus88utQb76quvdY8xvNZtWlnGiFizGnJRfA6oMVyVmCsyMHjBgsXtJ87x9On0+97neKb+2V5reyaH6UF65hgINVk6oHcSgR8OhMUJkOl07lqeECXn/W9dv1OmZgkcjEvu5WgkFjkPGY9IewQREqyEqcwxTgAwtXBs+hpRCj4QoC2wLbMYGyv/RkjD2RHcjmEblKY60a1fCoANxc73chb0BNsH7AdBgoU8qN8VgM51Ho8+swzCz3cqEwdfOHog3MKvdWwDt1fKj5PG/DemMfvrVoxZiYlZOwIIXrfO2pzTQbe8v0D4eJ6dwNm6uX/rUCJj59pah3QuYGVv7Vyyrc9ix54L7G1f+aodkIXkHDgLEyQjqS1t8Q0qtdNb48baHdF6ZBZ8idv5xVGoBxqkvWQyBf+9x5aTkAFJZyqzDCLj/FR6VZAK3crZ8IwWSan904LIfN8vJNEzUaqy79577/1IQJ4peeujTy9XIGJ/bJ0yXPteM5WoE1UKm0z5QIJiP12KbQOn8wFtB8o+xaWxVwZZDDpEXEY5IA5rSHMzM7byhTmnvqzVg5YBZszhnbRaCYLLkM1/DTixdZuFb6iPTD02ckpzE0BXgMJQASxpKFP4B86OzylKnc84mlFzerQfxP4//PxGWwOfPTqsac/r85y/PXHCly4H6cz5gFLujUNeqCWWfbtAgsZGhTgPVZtYzjQxk0wXUmoU8NkXSmJHktjd39AXZ84eR3i7fvWznV1//Tf/+Lh9mzkQd5NZ+iXi/eijCEmnYftKiEjVJU1mIMrwZupYshyTYvZnIS99eqEZij4iuLhD1+w0N6Z2g3nr0HwaAyrqmQnqe6OalEb3QsJYXfp6pia3NhIktiLdYeNxngzNoTSkeygMiyjPgsk2bC5tPQw7o8mR2ABvvflWopLLg8kHEnZ/FrTwrsxOj12dFAd8oTW78+exM1+LcX21G4/e5kthNIsuOSULWyKC3rFKFg5ZCZHLv4nIwaSFMDcHIpJ55523a3hef+31OgcO2YbiyJopYYvGeFgLvzMEH35wobDLqRjmJaxe/UlQX+HJ9JOl1m0P2vyMERa2a+7QgqzF9dYhk+Fn7iViiCb1lbFrfbJ2suyKstcxTG+kL8+SwxhtZiSCBDImfmxF/OlFG2izaEMZ2EM0AtwjJbT3ML9s2oEuae5e3LmZNp5TkRUkUA+uV0e2tuCmGyEUlQCWa6smZn72fJjjDKF7GhjocR2y5+oZEMW4FKPIKfDD7ePMZ01G5QBNbZtotvddQ5apsdxtVpO9kf44dy77ZQT92R5ulhSUgOwmqIlqCmKetXCYZCkTVKi9GnhNxSUqOptqDrEPZQaBmOu2b5DD9L6WVKM9Jwb5WtCYY/lcM4QfyDI3Q6b9gPGiT4p9fYLIQPbA7dwLw6dGezViJqbrUOwiYvLJpUjs5X3d59cyb9h1YsIO23jmij7Ie1YlO9c0tbqtPtYMHTyZGZnbGrIBSjaCmcLM+TlDx4sWkJMLsoW3IHIXHAkSz0ZRhpNrEILhX+M7cm8NQLPmK3irwdwcLXTE8/esLyWw4ky1LejnbXsJta3sgerWbgpX1hGMaG83ELOvW0Iax20+6YKgB23J/uKsEhxcTeY203Zy3dkDiynfZ5X1c/0C5IWweRYdE1c0SfYIWZl2rZMx8M7YtagvvfaawPloRR+8l0HsU0oSfAmmQL8zqYUhWpq5g6I9yntuYwpzvpttsydbZrqCa4nK0dgVAeDPfv7zOqUXX3g55380zBv0Zo97dkMUTHCSrJn9tUbu+0r2FXt17sUXujeK5IWfwG5p4SsEH1tLgILNKvrENW51Znvg8zzLxSuwpr7wJm7GFs/9DgOYrsHU2cf2N8vOL6ANO+Jr1U+9fwcWJIgjp8l34CHoFKq+bwLvPQk+qOJhhpOzffa5Te4xh/f27TjfvP7mLSgHYmzaDgWXEIbW8VNjzr+DyY8lUTMq89aNTxOYkzrNBJvYEuTG5w7uzvO8mTVLf3JgZkHd3r2R4b3+fq5f680pMO+/PO6Ir3yBxmRPnc2ZzXc3hBhsqslQd8V5vrzpghIdEN3c23k5WerlRPbD8PNaXvy54s9qapfzkDg/PytbZPzUZh2m08n2RJY2MOk38oRlBOZB2aDPGvobiKQkmWwuWYaNJwMC6YhGbQa9rDYNIzlSa0Ta7+28FCayyKos0zi5NUGCsfZe4AnGRgM5Z99IJgb+b/7mb2oIvvnNb9VQ2LTHY+jVTttnGaMkap51wnwDO2KRkesa5jFFFbAQVZWbcWquXwuFVg69T+dSey7csREOpkWEoABlI/23A21dv6oJ/FEVdmwwhx7b8vSZU802WGCGS/Tq4E1GMLJ53t9G4eS0R5SQpDaYjTN9VDtBEdJPuG10e2D6CJceJf1TcAb94anxdWA3QlHW0D0NWWFIE0Pjx/pOBpUM0AFEypHN6O8ThirvCWLa4J4DPQ5t6mWH4qQIMFjjWzGQ3tdztQc8jyEwzVQRXxPoxKjqS5O9R7fW2rQtoYdkxrtx0LKmko/y4Z6LNbAXGej2M+fersUZCdAEOoyLaN9Bd5jaIhXjx3mcyMimQzHYyHGex8Fk41PrmuAPKtDnlc9U5hC5Lx1Tr+FARkd6ZNxqZBqMRonMDNLs65defjVrnuyypZXp56u2c8/ORgDDVpfl5NxZiw5tz96aubKPdj66EJZ+lMzUbN8IAjA9s1tfdc9IkBFoRGFK0DNll9TIQGey8vyb4HLqo0TMJxA6FQb1mqjEABd+rrpZApcgI1dCZrQH8CuUjpBgel4SzIAVl6MqpNescqbvlNW+tSPI6Nqakev9LM7Ca17OPThbss9CxzHMrT1DfrKWdgWHreyxWkoEWm6ute4EJHMe8AlAzvl3etaefc6/EpXnQS7V3lu92a6z8n96nGlI58xfT1DleUz/8rRJsD14JXTJv/e97+28/vqrO7/5m/9VjT6EQV3SJiHaMFnmCLO373NDpJznMk19Zq6hZQa15RhwcS69XDbGmV0160+C2Bw/eaJCOh9+9GG6KG7v/MbXfmNqeVrREKpiDyGG+tCbZeYekGfc47Qk3urEqGoBgPTzXsdPyXD35p6u1M6q64KsFwxrzd1/SWjgzp7t4ZEI+CRHUB8ENGUQdoSykZ9p2S7vxya73+r0bra7wX15J1ObV+7C1t31aPgmSEfPhIvgXD4r8w6ZjH3pIPDUOZFcXScH7DFj/+7K4ATa0GzDUjMTOarTun4Tffak5n4j93r7xqV8ix/RS3+oEPmetBneSrcFwiFuy/AI9LK+m3uSiCRR+avv/ONjh57xaMtJDtxixUqpr+eCbVyeWAZVqS19fdl4z+lnipp+2bi5IDd3IJHPasAHo9nECxK0QLILWSOj+NWvfrULvPrQHIDbKfhK220EG0o0LOrlbBnCiiEU8kXYgLUP2cemu3wprSZxRrfiVEWMr7zyajdrA4V8zkyNGTWcmc83PY7gaf1g3odR+sXPf7rz4wj9/8Ef/OHOV77y1QYUjBRosiLa4Jet+X/BEgPZPGhE6s8vJHhgGFtvkZHlvT/MzDxKK6QQNflPnXGyL0bOfVWxKJuA8Wnvq+iJg+5swpn3JwN+LQe14t0xrM3ot0gL4/VehiCLfhk1Rn0Cgji5EMKeCwsbzOTwuPYXX3y5sAljMJt66fMOxEowQ62vY6xkofnnMmezDqCddShWrVvkqV5YspmaeRxTGbsMSn5YwNHPMuQ49Q0GTWald/lMehsvZOQf4/BiIuQr2cSmlgiS1CpExTL2xXQUFLX+G4hbQGODX4uzE5B4X+uF7CYz1XoAapt+5MCYjLKhxchpHSQwClzux76bTGSg6WanSGgxku67DeWNqifwAENNy9a9alf/+IfZO7//B33O7t/alM3aIEmf5Ig5eG9ISZni+az21MW4XAj68fKrbybTO5c998kceHvVI2Fhtp5QRutZEOkG/Xcc3eaMXNdPfnV+55UXTjXiZsSeMOLLJr6fwPhm1w1z32xPjoRTVP/jVD0ze1ItbUQHDhapOpvWOBCz9hqKYW1Fw9zO+T2aIdyeSYOcrLn5kObcMtR12Bxmz8qcy9aolTiyduzEwKzO4RAVZezgR055Mb7bS1v2Mgg3Djf2wjlBRmOcKSFZm45yM9bNvgUhh/C2Rj5WfYzTTUvfNc4irxdQ2etncn+LezEi6cM6p2Y004EG+h0yIWU3ym0CV5lTgsY85+/8p/+087v/+nd23njrzQb2BNtLdsl7YVO3Lo2cU4NO0GDaMGSO1d1mN2kGF6Kn0DMQ6uMYcPVJh6i9z7nmDvwIMjFs6nsNRF/IPexLf2ZrlEUhMv81WdUgSRkxlucxGeIQhthq8D6Hpu66N/d5/Pip2v2rsesCFuGKkpWAelS38EY2Kcs8x71Z+5kGlv8KbD1OAvFB9+yxZM3lc0ThbJG3ug/aZrbJFup/d6+QGqWBPMcOVJAJ4wVkQpAReQcytH3fftrAAgPlG+RZyBnbpZ86SYWe5NzHtc8jtn/5+s7pEy8FTUpWLNBGBMx/HUFYpn44Etmr9vvtW9GTl60buBkfsj+fU2nIDFugsmSIiOCrJMwSLDNkIwHztZQ8dv39//ODx5ybDWqBLdKwU6d2B4qkw6ue4/tu9HiyK9nsscwqJRTglwcJ4jicIn4nyuf9QE82LBhikWs4l48vhIac76tDgiZkCDJUn3s12DMtyRqfe0NaITzt9xJYZIB58MS7VwsHmUEb+lpaFRSL3ejRQJ/e22bycBkMvU41ipl2sjIdTqZKMTksDIfDcyHX94Mf/mDn7OlzO1//+jd2jgRa4pA+SiDQAjR4NhHv6tFyiBwAUmIraj6ZjE/24fUIBEaUXfz0Yma//lYNxqpP2nKuqTWZbAQbRI9qByj3AI3sG+PC8IkoGaff+q1v5OeSNTQDG7KKjBS859AeIvKdCHXN4GMMOYGTIdxY7zU78c3A4A5HqfeChK0e4wCMUxmFHBAU59hxYaAdcFyuue05OZDWeRHLyr4UQsqm3At4dTNASFjqMsLs6WczOCBDeV84s/NCSgMfh9xG09P4NgmoBneqWWsyTokZOVxr/aZdaAhGZuc6vHpPRwd3GqplWtbBaC+OGYQrc1YzE0n3V+59tQDN850MZnRJkbvy2uwVXAEBTOHSDQofoQQ9iab2PNz57ne/G1Tjm7mnF9OPONG/77XVoLC3SS9G5iFxTR28gUxqen1+edHp7L29aevQjwiaugFiBbOXko8nINiEZWOMTrbfebbqsCXa7N75xS9/nQDgmZ033kzgtcG7MxYN43d3UKPUeQSoJR+pf6tHTvuM/WYvy5puBubrgOy8p8z85ZdfS6BwaueTBJej1jTiESUTJuseSU/Bzb4GodbOnkM2sb+WfOSw7kfOs2SaXNuCJYsIdKJKEAnTj7I/PUOOhw2ZOubqcZ2eZu9tYop7r3wdY6kPsUHgvH/nf7bEvfW75j1kXghB9qRnJUgEJ7OLvcb2os8ZaytVEglrMcLyE0xwNm1JylmW4f7zP/9T0IUXd958/c1BzowkK8HIs8pz9Ie6mwlia9dkongGGxmwgXb+vSTIvB7KUyjVBKD8XPW8ZZ16gKdHZtTI4tAlOFALryGFWLWhrDNylvfkzEueLGoVgk6k/9gWNorttFeV/jBtr28lM9dQYpJ9m4+bZzwBaOcmq8/bkwIFtdg8MxybMuGzNlBCE1oE5tWYbhA2yUSDlq1Pd0id09Ln7PFJgt07gWyNYjTXmBJW1b3yrNiXu6YcJTBqK0skWgkGef/3PvikNvXN11/r2VVm0dmhBfphqNJrP0lCtGdKqiDU3Vv5b08ctASsxCo2sQF5kD1lnHRa7NnLRodwyLF/5+//y2NZaWHFLfW229yczSglFhVej6MSGQ4tenofwboyHTRntRtlChd6LBG5BTfb0vs2nQcBNiMZCObDDz8qhPSVr3ylD0S9BQWZLuuict+Xnou+cl2N3vMBwyxMNpxWHH/ugFmQSzba5Qj028yumaN2aCdCDtTWiIyE4agvKcyDn5qNykByX+3dy0G4+OknDQBEXsdSu3r1jdfr7MHUDNvlHD5MTdczdP4hTTxV8rChRjeTqINzQycUm+/sBh269lXUtynLIsyGLw0bW66H19SVEIjy8/cSFfuDqe4fZ5rPH/3Rf5t7u7HzWa5lEaFMHIFm+bzOACTCnXu3BkgGMloDCUBRAh6GD2RXWa6NILRIDg76ciYivD0IT60PzUHqc1mN1XktGUnPdgzjOLxm/m2tSM9ys5WBljuDMWs+I6/C8M73XnnxbDKek1HU+rgB3G5GEN299cfpGe7MxeyFda2eiWfm0Hhj+/K9d99NrfN4iW+i24P5XTAy0a66iz5o7OoRkVDUtQestWvpPsu9DVt1eh7LVtycGJYfOGnmMjqMpq0MWcv7uL4f/OD7O7/zO7+bIPREa56M+MxFhdON7nSb0dveEyZvHGVhy9xva2S5j6PZd4eT5X344flCXAYkgOr1hTajyy8BDSIHluZSfNqlPaRycHsjqnIlWd2FBHBf3xin06S/MgOZ+YGszxCXSFxGEzoQ2gx7GLam97FfruUsWwdnSx3wStiRA+3rDRbsTgC9NKNn7WaAutecD/y4RDJKJMo9ffDhh10zZ3Vd0yIAukcoDDZx62Tb6zx7XxXmF0ggCsms4rB8fkmFGLYcXIOOZD8cYP59hEfyS3tbnoPncjNGcJjLeuuNQkRUid5zEJGVPTdg2xze9EHOs55rnsDl0ca89vPKC9CtE6dP7JwNGah9xgnmawfV/oALnt9WO15Eu8KlJWAWgngS4JVhj5wXe3YniQNBeVmgzAqm1BoqVneusfyWZEmypT2PpzZN8azLlss1oGICu0Ge2gaS9yIQ734kOufO6tz4IhO5jmQfZo7wlal5VgKw7YOCvrFf7cNXMso1QXasY1nSudYVQK8kDT+iKmMYz9n/SwGpJKgNhVsyiqtdkjaA9xTEHdiP6X+4tlCJUeC4B0kvp7Gwe5i4D2vflbgmoL/42fUqTZ08ebQ/W3Z83hPnLqagc3lbkoqTRGSlSvdFhD9wSyoJGWW/IVltrHVISu/BWDuTgXR+BNmNpOiu//5//NP4kYkqLZSsBwHJg0dysCAiNJvLl0wLjAF2HWYp+nkmhQSym4gq6ip5jzNpnSEE0SHAyQAYPYeG416R2IepIb4SYg8oyJP2sG7k0BpdVtZmHAnCx5f1FYe4wLgPFd0BoWgi6nn7V7+qA1PzULNc0k+iq6ph1MDPXM/qxMYQtTVF1LplSaL/9957p/dwOBNfThw71SjmzcA1Fy5cKAyBlCF7dniX01iEgbaXZOPdCZTYUUAbJV9EBS7zWQySCJhXWuLSk9VsakZqjYnIRT8ioZlmkikQuQ/MPdf3x3/872oEPr7wUeGa+5rPw1Kr5ql5n37f6pad3BADPTrITxmac5gyZDmBTKN2keUWsCwavtM97N8Z/Csrs2YVhWg2PD2PheXVYjb4a6CbUTrhJNwvoyj7oaNMo7iycdnw7ufN11/eefXlFyJZ+faTbJFsIOPiPkeggcDBJpSen3Pdo/9pfNe0R13NnrPOsoKpRRG1mEkXHJqeTk699VhRtVoVbdgaCHNTpx45meI44SIQDHOjaUHhCHsXokwAM8xn1moyr5/8+Mc7b4XwczLOdGQBR9Fl9dhaO/sNhFWykr7L3Ghn8+Zd7glCcr/nzr0YEpFZiUP8knXYI7szT7QGiSGtQMhE7mTQqN3YO9N+9EUGUbxdIt2p1NgXQ9tZA1Wt9ib4Mdj28yhzPcpoM8/oxnXBsbaiEfS+ePHjDtVW9qCUdvHTqCRxOF9icA6hbk0DmmDNGbSeFzZ2vT3vDNhf3//+92s73nrrrc3RTIY2owen7UkZR7lCYKRm6qvtJ13tcRBg3qqvISzls/rPMncBf/WcoWTKG5vesc/P+3muV4O2CQrxIArhVqzFmL4E91tZYZr/B5lpBp2zVqeeCwAHYu+yne5JFsTxvfPuO6ljPt96PpuhPCHbH9GYqUcvItYQwmafTuBP/zXCAdlrbrD1ehm5AIEiT551JQxlobnnO4KIBPfsJji5/bL5AIHWykBbn8/1mXCySlN1eBw855DfUcWvX1U7npot/gK7Qep1afcqWo7DnNaUIkW0n2WnHK01357vKu8NGqhjwKATSNXwVTps3npvyURb/PK1nD1exl2tO4FaL136JOuZAR6Sce0xd68V7TiTctqBEKVuBL00PWjkQ/mcBKl5bjJWvudYiLMnk0hA1Wqzq7SF6ASNMd7NPU+JS/cBUqR+VQIYHvQoZalZO+vY9s665GA6LTJMb2fX//pnf/PYzY40Wgq5gQbpE5aMk8NhvhsGK2fqIUzPGNKPrJCGovaOB21FYBQq30RqL2/PCchOtUs0I7E1stAiFfUk7F7O5PXX0pLgYeZL9uSVahDHItRsIRgHijSyhjb8FvMelY5OZshrT8WBvvP2O93M3/jN3ywkItpmbFf/5By0UZGZqQ6T7THE7c9SK8iGUrz+IEQs0mMvvvBSqPm3y+zUeL20PC3gCgxmUOxMcuCwHB5GxoGsyk0gBFHjEhLgTFt7qKrKFOALn7QVQ2uDRn811GRKCWxAaaOtO+IF7+Wg/lbgYvdw4cL5mfGaLJUzrWJNoi1kCVGXqHFEMIxFE3lfL/RmIy7i0somnHAwDYPWbI/hywoxis8l+poMTtsDenuyoQ26LSzj4Q1yVceyMo0aHbrDhbCqX9NsDTzjb57B+WQoX//amxmtdHjn5z//Wes0nKYAhBRYSRoIMFs9pk5FthcD2Axf+41D3vFd07/ogN/IPkMAWkIM7UemMAUSZHjVXINOlD1tMgQjhhiUNWidajlTmVremOpW1yfyd5xyjWkzXGSOyTzst1/+8ufJTH+7hBCf02woP+fZLgirEnmMWIKesl05Uw3l+SwsXnv1WOrIAo/W/1onG2iSHkG1fatSI49yZPyMgQY3yu6ueEDW7IPU6e3/F19+afZ6DCGDtGQbm3FkzRgkQY9WLJkt9bK+bTNoWeLlZiOvvyErzZgrerdZFg6sw7rdZ4kuIYsF0pxeaBG/XtLp/wSfIpcVtmvv63AGjgVSBUf23OTn1jCEKgrlGhbH4mwyJrXeZoKCNAznBleQoGGOVm1NFloSozWec9fe6fznMz0LcLDvq8sb9ycwgY51mMNWsugkGiWvjRxU5wFqz985x0pr5r+WPPKcBEBrwMG7OaO2Ps6CgMK9tb1tSxoW6a8w7uaAWhpD2Mvr2RHnw3Mu6TF70xACOsR3k3lqHUOwvJ91O//Jp2Gd6rwI0zxnpwQq4vbq/xw9CHlDdNQ9Z10GPYLAuUdSfbggn6U+bT1d96G0CnF8EGT2YjLbEe2YMspA51Vkcz62mqk10EYn0CuxChriXrKXjiXB4COs3bRAjs1ocLMFUXVabFDW+n6CB/KQFy8hWWW2rtFzIRyRpUX+O33qbG3k7TCXH5gqg0yYkX/2r/2hRGjvSURO1ZkmEWBv4aqUyuJM28qXLB5i2evN+8ygAmUEfJdR7iq5039aMdsHP3ZJyfCZCErs+rO//LvHiDUWQGuCaL1s2M1Jok+fTHo+dbZhaOq3BHt1MGweRNX4Ywgdkkthbx3PYXaorbroyFg1m4RR50gnS8iYt5B1bKrT6WsS5dpMV/Smyl6k0Vk0ZJbpPyXpNA3klfMyCzRRRpvfHaZ8lvdWc/vqV7/WAwoqcBA5VY4I4xW6YbOWVJP7XBGsA0wNB3x3N86D81ZLkIVyip3Pqa2mzfwzTJxjWeOTbPrS6HN900M6ijgyU2u4mLU+b8kTPmmwBnGACLNRkJVETZ0xmgP6GAOxG1/dcaYffBTnY2OcTY0RjDebe+TP2gtHSalkrZmfOJNskokRAt5k/DxfX4cjn9Vm9mzcEntqQGe8VLMtAUJbRigHDZTNejdbkrFtvxooyQ7BWDHGEzhgdJvAMDCOX5ipnYYiW8u9tmaWa9O68TjP9N3AtII018SZ3EAm21oBvKdnBtqvE8ivohyt2ymwov5jOFOUmZqptXnKNJ6ZrtbmTqDVMmw1n+cahrwzSk8dYv6lfkOfOTKO3mvg+GFYEEXgGEA+8wzt+7ff+WWdaeurTKL9KZKNcbHG9pXgMU869xxVmLI9k3mESHU7fXw+/0TaKzh+gWNhME5B1r+N9hKBf95h7JieyC+y6ajX6EXdns1q44CoaGk7pdUn0fdSB9Nj1ywlvXwIbp6TOO5RSC5gU4hHhSswG2PEwcwIfpevJEjpJJaRfhNYu9cqaZlzmd/bI4iFualG3RbU5h7bpgUhyHNznZ3AYxB2686jfzravDMzcrLJee7KTDXa+dmywGU4Nv2m4ytwbYnB+DCvKXI0QxyawQqEbHAygMoweU/EG+WL2xuk7Ny1tiuwbh+6S5j2Ec9vwdAdxRcUoHKBHEURLqWx+xFOP9S+5U/SMvjWW1/p+7B/JdcsZMX9rVJISyxPM7LRSJaBD8RYbdis8zMx7l9EmMAA93t59s6oubTXs2dugzUrY/lsyWZVjyoqNnZpOdODRFa2ksRa/8kwQyisfSaUs6eJi59VnybV0lbDvKchi3P2JvnpGewYv6xPB04Mac9zeUjmNNf96w9+Xd7CiTh5n79IclUio0yZk+Byq1Pt+W7wt3tX8sKqvRIuzYlTmYaF2EhWNHoBbWlpi2Tq+0FSIDZFZ9LSspN2mLl3XJ7JYr/xm1+fmq4nJgDP5x+MM3VXXxgynr075c7hmMBG5gAAIABJREFUJ9hLD+7j4cykoYPpLgExO9PVXMZlyRl1b7dy7nf9hz/9P3PvjwtrUkGRMWLQKspzStpVbISTIYTYSDJHxdZXX3k5ZI8Pu3iy1kuffdrfkYG0X2BLalx2s/qtOGTbTgYMgl31CNkdxyrqZGQufnKxDupWDLjeQwdc5tTNzVB6kOCtrdexs0aTfeixs7nefvvdvtdryXb9jLqLB8QhM6yjbRqjW4WZp6PM/Fk/oekTDnYdS35ABAgmswHBcAyu107dcSAs1z8Z9BAqhmAxkwUma49jB7Fg5zH4+bPXgcU4AUXxznIF/SUrlhl42ESd28SfDX27vXtzKC8TJki94NzZ040sZZ3PBxm4k+hMlIxwMKbeBAYqPWGcJVvA1mYgETtAjaafWHNr+BTaHAhh3RfjJjBQF5C5lTmcDbnIEdOHaqrPRKlVxEE+yv9aQ92y7RUJWxcGTd3odvsOo5STZ3P6RGDw1MsLb9UogdqOVclpCEMDRVV4ARyda1hkFwFXhfu3+rTDogVgBhgMY7GqLQIGSSZnm2drMk20zjb4K4Zxq1UJfEqsUtcpVDyZuiDAIfP7ZBRQBT2CIPKBe+2Dd957e+frv/HV7HPTSjAgh+kJCizJiXSfqSl5xrCRjugqbJ2ZqHnvCxc+6VkCH5askc8aJGCrdwosA5ndSmnFvkac8NxryPLs1oQPBgW56KP0TUNBsNvV1h4tAogB34xY3q99nVq1Ajy0OT31WvdueEL7h1OPAvVfvXEx59LA+xghmq1Zc8/suXxO4TkguOAnNSfv50wgAjr3HM0iDTmTJXXld4ELKHWVf0ZSbhxX7yUG2fdB0e3T3ALhynYWPSCNGOdZ1GSDd7Vt2ZcJLKcFbmqVskxfa1Sa5nzrar95PlW/2jLt0Q8euTr7hs3qQAhM0xp5U3+elh1qfKEUYZdCgN57fyB29z8dBI1Un5RGFt9itfFMzXTIOEsIQgCFIHiorX3JMDPI3ZDsfcnA2Lxb2Tu7EtBdvp7zEoEMe6vKT+qJ1k8pLNc152/E5pW4ejF1YJ4/Mlyyxvx8S2f5Oee/a5LF9VmrVCLbdC9aCCU3ZTnHZk4tdLgDg/jNlK+jcew/jX675EavvsM4pMUtCPH8SAtypPneIgKugQpmz5pHXP2DY6f7c1rUQGZQOtcrU4Rk6iRh19yPaxmNgkM777//fhO+3/+D35/bhrbUmabbICQ///aIrnMTvyEyuScZ+b7shSogNTDMmYsAhWC8fIUEYkoioyWdrPV/+JM/e6zwfo3gQF7cOujGCmPgOUGH+9zZF59AVKJ+LK0zqcNUuq0MV6IOt3eOps7YRnHyZtloCEXo2piW/lwDWdas5vL0TW5OUNRn1NvtXKwHxFAyUMQPuihqATHmjORMjwDzcQi3S7cWfYhw3333/WaPr7/+ejf2ymosROHYHPrCKVpW8rsvr3e9itgVhs+/gwhlmCBuzt1m6MT6DS6Z+uMm+VZK/N0GCUhVJQwYC7TVDRlCB8YmEjws2LlOaNOw7NxUK8byc0xt0iZYThovtHrQX3v5GOT7ccDPtQDvgCt+c5Z32r6R7M9w4Q6snL7VkrIMs65qk0OSwyiqzXu6hpngYK2njWM5tKmLz5Qcaz1KNVMntemcRoFJIVPsY8Ze1L+NiRqCFVacEHagG9DLMzV8kfBKFCziO5G1PZx7uZGgi/NwGId0FuahlgHtF60LDpxa9l8P9OyjzqjMv6uxWmtQv9qI/VU90BptAUKQCf9lrb2HugjKezOX7fB39mYPfA5l/vMerqHCHMkUCo/21dO6RV9YBmGftuyQPSbIPHfudK4/mV2zX1mYelqIVFkDxI5HjZzzCXkPk1wIojhHMj0M3ueDhsg47bEOIWgmtZRv5vo+p/ZCpo2zyLq2rmt8lBmzINNE0Wo+MjQIBgGFZ0TSYbNDMuIRJyPYoMrrIRJV3tDQ7C1wLNs9Yw89fxyDG3ciLXr4TN47z/vJHNJxoM3at2t2Phq0Zt93Hmj2mT7ecSADbS4YfRHoVv29ZQc14HIxEvhtGXSFN9Sze+959iWtTBZbclP7Uodo6D4rjoDwZdapml32CPRq6uVZa21OqSGqc1fgo8/xYOH59vt6yuqDeT4zwWdQBnuxqxaj3PJUHWR3RIOhKrLlub/zzi+qJgR2LTsfwrGcat5hkakGudh6Ybe9Vaeae1Irx6Y9HLtFICfeNGckMopb//9Pf/7LrFGC5efP7rz0SmxegzflocNh7mZ2cclV1nzIWqzM6GlPoOKX+9Jn6RfkoHro+QLPu+ZDWzta+RTbjOZhjo996DzZrAPWs/WzJhPkaJ3ZUyU75wjyuaZTgWHXHGhIV9eWQ202SFt4tN4T4bRFqsIJGVTPvgmQHiMObmWfDjCIdxUcL5RuOCwzM/v7P/hBbMyxna987WuDRgadgSiNdoFnKctE6MO/odU9k7bAvt67KmhKBDlH3u8AfWA9w2X3T6mzc4j/5H/+Px7btBb8ZqKpNTlCRnI0TuSZbMJCnBmnZkMWogVxxMg/anY4WYqN/oQRCtLywRFcLhRcAsbg2cO8m8jfRajJ+v1yByy/1A0J/uXI4N3ThH5jpM4Y2fxspe2yuTwE9Q4RhH/zBZ7iiPWwWkwRccf3xLggzxyK4+UoOfVxTFPvhOFXzzY/cyGMUgfNNb7zzjs73/jGN+pAlhMcuHJgUhuiPYs59E97CuVeE/otyG3J9JWuv9VPm8l1kO3IxzGKMrdmonl/o/BGCJ4Y9JDCXPszoWtDEBiPw4FfrQ8Zx87/q0CF/iyapyNwAbK5rUDfrOpBIuUjDT60MY0Qgt6tMfjL0Lm3ZfDmHqZOuliv7qF9YltJAISmfjDaovOca+Tyb51uAbLLV0epafPJdV24LAAK/JPrOZ7M+tIn53sgp5Yyou0Df0djuTN3KWyN1BqNTkawNblEiDMthuCA2vVEugNB+7ytPzSN7zqYMT0fUb6qodSaMaSqO4GUOSmZOzICJKCQbA6aGunDBCf7YxSc2IclYiyoe0gIhe9jxH7x81/0ut94881cU2rfHEv+w5ytFq0WGU4FLB549cOPPk4SOQSzBopZo4PJwO7H2dsLNrLqoSy3z5yTZsRyYQfjGGcSi+EPA7e5NvdtMpNWpOcyJu78px90NNaxEOoSqiUhx3wF0U2dFeRlaDXDLHOHgLieEWaf9YNe7Y/qi347tdyBaCfzn/0+8Ggdfc77gomRYoygM3KwLPLsOdCYYEhUj2RUxwoazDPleDzjBmgePqOae78WqO/5tOQcjF1SY7Ue010wJL0vny2QuQBU5jjDyAWEAul57n7u2fxddj/15ZGjVNIZEp5SztNhGZ7nyrr00rIdLcnkl/0+A7fzmkK3ruXOzo9+/IOUL96qg/G+FagQFOYZea8K1+d92ZI1HWraktiqQd/aHpfXHDAshENkc0OwwdgdsYlbO9/9v/9x5+U3fmPnza9+PX/HEdlbsieZ19Vh4Lk4Q2aKPoFR8wy1SJl4sloi1TWboZuuE5vS9hOoEIIRTCnXVUJUYc9MDsuztOckIjLMcxF68HyR+ha5sk6IP+naCrASJBRdHDWs6SJZUC8N7axTznf3da5HtwYIuE4eep3rXeU5mbiATaLwAAHuCQGNPTUmdDoz1IBPZyCL77cckPN3JHaHGMawkxFTI9gSngn1NXtL+yVUQjCsd1mLGMUz7VZVROs+3VPVsupG/+9//p3HoNDDcTId6NvMYPRzX3npxYrN6zPdlzmSVwL9njiBFERKL/BORrQxLMOGnaZu+34cXn7FmQ4NmtEI7NL6yxTDRduavxWR2z+WBbmZTAUDUibMkdmUA6GOLuco4SDTyEbjIMwLjUPQdG2jwPuPJHrx+7n0+LXGlwd5m5hEnC8oSvruoO6iHKMGECewFoaDcS82SGHYGAsP4tvf/nYjVYZV9t0az1JdkYW2TjhMMs6g9Z304sqYJhIn+p2xaMgNSFpt/FfgHiH7UVNSBxwBb/XdW2CtOFMyV0QMTkZOEJFpDEIyCEYk96E43xmUyaC1JDFQFTNIK87jx5NJCobu5u8HYnhv5JmdPJE+4SAJmpvHIYw+8JcZvWuzrlaKNmhv9S8GwHNnpDq5BSTX0HyrTeX3GTY+E0rAsIwHVrZ77VQVLU1h3Lm/Q+lHPpc2ggvnP6zRXIQMrx2m8KgwlSBmMgXH0prFtN6IUhsQtv1pDunSdy6RimBe3qfazGqLnE6yFZcsw14ZkX3rGdpXzoANJKhrWTEHaIZVD/w1cN+0iC0R+Jk6s3/nRz/6UT+vQViuTZBW0oPMsbWYPH/GQ2ScyBah53aMd2fmatgnkJC98gXRE8EAhKM1b/Jl19qehdEZP51/N6gcFAl+S4Chrh6DUFSmkJwMLQFNZr5igr8aRuwX+RkB177UmOxFiNGdCH10zF0MijKP5/PGa6/3/HbPm1FJfSmPHtFLNl4nsEX3yyByjLJ7mqqVbctzq43IL2epvYWtRw4HwDO0fwTNzVTUuPOeJeGp2W3lmYooZCDBkeMnS15zVrzYVizTmwOs1u68b3V41R7zqjX+bPpCTScZwlrrzs7BVldEL2EU18g27zUJwtQGi8jk2ZM3LVzcYGxKRT5LgFHlIplurv/XH7y3cxKRJ2upQ6ItOeBBAXhLEk9H2LX8hEAnWQlXZHRlwxZNYNUBH7nWZ3LPX3SsX84QcYhkTpfSDvjP/+Vfdn7vD//rnUNJEC7H8ZyJ06gIe17vLCyhiQazZS4PmdAXW2ElF5O/0pICacMc0iIiQJpxpq6VcMPA6ItAZT38WXsbVMYZH0LcOKnJFAmlzGxT9/18ghFK8lMy2mqssZFYtPNcEzzmXPcMO7tb0II57duQora9xd9M33DQJ2z5Kr4NI9j7IhOuMh8ehnpyYWD2qQHiiOKsGm/JRXTa26XSt+n3BHXuSXChxLk3sqVrwMN6TRGRP/kPf/EYC1B9CETpISAyFB7ITZ178ZU6ktMp/jo8NwLDnsm0GH0/uxJ9uCFOyI5rC0s2V9lzucn3PvhVf+YryRJXxuEmOTuw6bBeh2K96gbPEbbeRo4tso6fWT2jNsLUefyalgQwwMp09ckdCtSsjjIiA3o342BSsCbWUEJRDOSzRk3l+3pNffb0vn5Y42mRf1acP9J/+fswddWpIiEHU49BqGNPxC1T9Nl+xnsgc3mAxOzVwrDUCrvQhMx9lLqdDXInUo3Des1a32VMQlIybDgPtGy+OthAUdkEJBn3c8bJYvUf3rtPPxIcExZe7ouxvZbJDMTXG+F1uomeRbC2tqD8G0GAvL8aBEchY3oY9Q6fJThS/1htTp7fIlosWHdaXqaPdelm9nWyVllRNlP7Ezm0HqZVVxgBdiQf9HSC1GB7TvFBXsOZGvV3Og7+fIzP1KKm9rKMJYfJAJV9lzXpdIxJhJpFFQqlbZuIti06JR5NVD5El4H+us/yvu3z3PZum8ZzUwy8PTVkivuRJfx02qxSfyeGISPera+Mg5KlgqWM8NuQlpmhe7f1Mc5UwPfbv/2vWlcZowW2mmDDfVDE2qvm14kgjEHgvJyLmT7EEWEPB2kxdg50Zv1lfAQeypJFnJKpg9hmfi4Dz2Dcq/5xsrHc/7M5C3fCO6Bp/VGCFUHTyaAAfuYQQloWUV/1rezBmTU7M4XPnHshtalhp9rnHaeXay6MnPqUvXw3v8vItSEQvffesv72/uasqW8hw8zajiZ0W67yMGYI+ug+UyOybhNUDgehIgu5145pzJ4VdD+8nbN7+kychtdqJ7L+ztQ4PWxjwV1b1vL3ymBuJQMwtXFf1QImEJAvTritHyUTxm5lX7imNXXqdD6r5K+thOFn+vc4uxGgn9aOOlNlgMp15rxzfvk7EtKDPIOTCXKPpES0i05zSU0zKcV+W8HqiPzPYO4VMH6Rer5sWZ2SM5UhPogTfRwyGJj3YILQH/30Jzu/+NXbO//mv/n3CYiifpTAlTOd8sQoNVlPHAHsXijecpzLERiWvcQyECb7XATBqVNWg1vAypHrGy5jfqZErUBycU+qIWBEY+H1CWgdY73T7XXPOiqVtdNiyzBdwxOS1DYmkn10Vsqhim0htoMXwLnLmKFkzrUz14yZ0xaolPgIvRy4f8iqQ+Bzzbgr5ksXQWCHBXmC2600gMNAxF5wN0Me2JEZbo5MhadiDdhW7Uv2rWdmTxc+/ou/+M5jdcvRRx0hYsShhbEfP3mmkI8etFNJ4RlCH4Cy/EWMsswQWQkjF6FFIRgESYdWOu21HhR2ooMJgkWuQGSyqcC3q33F4qjj2NycnE2AhcWpLdafh8Ix+bsD4jppn3LAoI13334/BvCFwk8+D3EBhHs4xoSGKqiKEaYEshz4mkChnuKzPSiyh+odPmsg59RTe2BBzNPHt9jJDjaZQA9tGXC/E/gXaLi/r371K13bNQpq9axVeaOzFZOZJ2g5lIybRmSzMJnnoZNRv4mCTh7iC+deafR6Lyof169nqkqiPxNWbDY/i5k4Ml8yWPevnWYbjAxOuR947aBxZtOuRNlj1bA4FAZtMZwXLPtlZ7rqEEsisE4aqaFMxsnwbexWj9QQeugoJglUERmM/4qTY7xE9uS5cl1Hsoc4kItp85ERLXLT0v4VRJQEkHtbM0Ob2dWRcW5xmCLNbepQ23I2BGSicHVh7MMZY7fqbK2v6tsLe9Xzai9ezoGo+tPUGAV6oKF9e4iFi2SxHUcVaKl8DQltIPLef/a0vYL08Oqrr2xShgQZhim4mKzGpO0SnKR2xJghmzlbkJT2RGIj5yxUWQYkmPtDxJKVzuDmGF7GDsk/12sqiM+XLZvYAbLSV73/YNrJ8hkP1bFjpK59ltppUAAQ4O40t8s2PkuNls7o7mSxt+NUqWedDRLy6WcX63DwHTghdkAQUYKcYBYxKZnGozAhERCP5HUjNQqNmeBrMYrtp6m/bwIlW8Dd1ibIVV67yHsM7JD4Jgi9k8zZGbuZ9pyTZ85lkgd2PHgeMYxyV55HYX9lmqnVPXmPfB5B/44802JHlGEz5O5N8lCOBNECWXcWVjDsOQ0hLHXUnvenqj9qdgxukYCto8EzsicnSxIcH+qoyqsJVF5/9bXWL2VZghFiHcuBjEMN5Jw6XEsaUDt11ezfma88zoYzld0bYP1MnKxnjgD2s5QUSL7+q3/9rWT+13auBVV4JeTQZmDN9EbpqOc5P38ArLsFxu6VcIcz3BKDGiRny3nmz8b2NfjJ9ZWdvXFpFgqhRAFeVUfFxRDATCA+aV33LWQmpQbni/KZhKRs/6wFv9CSz8ZToJPcOJxgPf5nVyxrk70goDDbdIRKQM5TiliBQcsbCaYWgx8MD31bRDdn73hQVTa9u6PqUH3gDcCbDSMR5n1Wf+zK4O0Z9qQqahsBdZHFvJYNqt380z/9y8dD+R5FitYdNvq9ByGqfesrv9GbE5GK1j748P18dmo72bweGiISkQJSVIv12+xSxJZIZelbToZ2pFHKcjo+j9g4OSsH5qXAs6DYS+krsoktAqxdVMvxDkw60nclFrSYPmoms6CM2c00l3+th0qmCOahiHMoot8+z4E+Hie0st32ksUxEGWe7JGk4IUn9RNOxgFbo+qWyIFnshSeLLzNubK6tkAkOHj3nXd7UF95+ZXKK3qdIICsnShKRuohIn9wvN5bvxSGI1jw4LMZMSQLyJocT9/tKNN8XrjB69ZMPdBlhSlSa/v8c1B6DmNILnUCMZKF5ulZxpHu28cgDpy6Wk1WBLvYdAOPzrqu+xoVkIHeS5Zq7WKqZRNoJBJurXNo5audgCGSPfOqu2P4OFdtjBwq6Pz5jEwCxd+6ebUkiAV/uR/s5kOy69amh0ldVnHWY0g/pkSEWZrrkNU9qdVubO2Bq6dJvjVc0Gz+rZA2Cn7hq6n1iTZ1A5HOq4Se1idDG+JE2zqQgd+CM/epzNCyQD5zZmmOGhcok2EiluAzvv71r3e/1lDlxtWWnQcZeqxY2bD6VB1qGXeNmwNemqW5nyTcBkZX2+r+MHIt0TdCyp3wHLDZP099FWGs2Z0ZmiLpPHewLSj5luw0Qcv1y8m4798urH7vzrUaydslCxHTGGKG3mrXLoiDNmHWe36IcHRfGU3/fd7+3AQKydplzIJnGrIjVj/OdO2nCVSoKaXuyjhu8ONi9A6JaA1LGBhvBba7zKVsr2rGtSU4OJ5BA2po3RMCkhhGz6490IVjh3m7jG1h+e4PbRPQosmKBXJerIzk7B9Jli3wZZuQCQXIixk9ZRx9jyML6bOX0D7kwBdkgDOCOiDKffLJhZ0rURR6LT2+1pFj4LggEl67hZ11DPaXkyQZmaxosrKWIAQXrekSmg+UnUBKk4/a4nu/fr/Q7te+/tspAdxM3+zNONOX2l5m/y5Yvc6tz+1p25rvsdO7Obncg2fg+pcAy0zqAn0+Hf1ozTiz7tEcFnsDhsQOd+GfnP9B2PAFrgWK9q6yQlA7cQkw/mqXhIKyhVjDU3IhYbrab0bQX2BrRGWfnUBO8adtbl36CdqVbnJu2ikioxRA82EJQJw/z/MAuFcfO85D+5Sh9YMYlSyZv3/Zmfpcz/pItQEmEPS12gjtY2etP/Pnf/7Xjy2MIcdfhvls8oFyGJQjO6+/9pXWXIxQ+zRqFAYqn0o7w9lzZ9vL+LOf/CyZ0wtykhoVTuNSSEWLqFIDnCsdNYz99fKYrauhHmxcxm4WE8HJgl6JduiCeDmpYcweq2NTUL4R4zs11Vs1MuaRvvjCKzkYV7pw/m0o+Rha2J1TTylEkAhpFEtmBqlF4Xhdj8/0Z07emswsu4zf2T57GQOvW5mc19VgbnUQm9PX1USL+pQYgxOpo54Ny3PgG15oRASYegxONQdZvWsuHJFrOhI6uCoCCEdzsWtSIAdp3Q+zGYwoMwVdXw3US9CgDLPoGqcZa2tFOpZA50IQgWin3jQMYGjsUGVrbSOssXJLMnIdvkVIanRc3c9kEqDIjpKabMjvjRhzvUQWOoR6qw8XFlbP3hCBo+lP1EdL5Fsmduz48ztnorRChP/zDDkoOUGtx/vmvzbZ9/2n33a1cVwnhSdTynW59x6KBm8DTcKRZj/LTLVq0B3WuhFIKxH1g06XYISn1oUYNAZdVB6IK1Hw2ium0ch+9KQ5mJjSAiKf8+VgpMbIhdS47Nv5l3/5foK6t4qYlGxBDxhrt0OoA4eqpUJ9SjrTBmZCEgc2o73az6okAGFJxkE4xHPYu190nmAiQe9twwI2NuURewYr1QUQcTAw2RzV1OPB6dVSzhk4//ZPw57enWzJ+j1Ku8v11FSnJvzSiy93zNR774WwFI7BkHHuFbXos47BUwO2hlcD7eJQzDMaAhMHbryXwNHzWyQTl+T6iUgsIps9t4ZcLOc6sOoEyD6vyBMnlucjQ90JSnA2pSc2dPquOTZnWrmEUd6mrBSqG/GGXnfuA2zumYGCGeiZHrLTYQLW/fDWB2/PSxpkpm1nE2Hla2XPyG/O7BJzEMz5QrQL0NRaqn0ALXpA2i/reCR1VshJJ6oELpyMUQLgfSfYEviumautEYetbTdNm1psVN7/QYKi54jaZ4Fu5ixfTJJxj50IMQu68dlnUQUKmmIvKNsJ+qarYZCZXVuQ0y0iQGvtfspc7FnFRVyjwDlnpPZNXRHS08lgU6ee+cMRRknAJdNyD0Wu8n5l+kICsqd1BlwPJ+C5BBcQnbt5vh7eqqeCfblGpbj9aUkZAixlr5VRr5GB+BXOXp5vzuxiRRfVYYclUrGz7Xm2ztkT1+0X6yrHzUXTW2Yb96df1Hrbh9am3JWt1a4iH6DcjUDZzg8s+82+WyfntMp5W9Jgf0Gjdv0v//F/yzohcIxSiDd3gOaHspFKMDCI+HgN0/vvv5dDloefh/3aay/3pn70wx92w8sUZBGTfQZeJShcuOJhDUpbA/IZNrE/z3imLHYu5Gx6JjsNBsyxFYeRZRaU6rWd21eZL4w02akBzyLFiRSGfp/6bg6C76+MwWEBVT1/DDys/zAwS8gWs5jjXP28YGFpAGuJ8X1/L/kFbLtlIMvA+PtyNt5zWHlPHWyz/BCMfvrzn3SDg5oVyI/HgVhnazDMOOSOkXcrNJbDVr3L/Hcos0npSO6KoTMBo+03CSK0w6iTyV4wJ/UEylRuGQie18gw7gU+BvjJVrpJ1QlTyzKnzz3dSi3DyCwGfkHX7qdazHkm68At+KeZVeu8A+P6cthXzbkBRY3E/FoTKkSibRfC5EtsfIWOZg4Rh05l5VQ2+Y2bVypSvaBd35PRcqKrreCZzvxM1N9WLjW6/L4NQPdn0CbjUKdWtu0cxLI12xs400VaB9qCu4qXq8HKKor6JOCLAaSZK3MFq9r/SAfg+CFAUNSZFo9VDrHnZTdDkJsavv3q/V966aXuTXXpGvcGdBjc2Iqzd7XdVI5PHTxnEZuwJL4ETb5uxTAjAbk3NeY6UOLzNUR3qp1cpagnezqkiVzrwQTCn2uRyR67muAUa/qLu9eTLXyaFhfBSdZUff3u1B5fevGlwLvv7ly5cX7nzNGXsvdC9Dj6wpMJJs+mRo95j7m5N4HA80eR3gaem5Fiw6p3rfa3PVFUJ864Q8TzvBbSMa1hm3DE5jSshTNwO88AiQlcivh0I/VkJQv38tJLr9SmVPM1jqXsbSo1tgd2cJSkGE0ZlKRjDXmfzBJhRu2UXrVnsClQ5XPHrqTWmuCDrfO8np7vQWpaK6wG9hjT9mjnfZo9bQxjwWBfl/10I2t+NvrXei8MVa+QPUm9/JKEzFnZ+ACCw+z7ypHWVo4TVDrh6FtWibd+zhjKZI137t7YuRCbRf3tTtZlX+6bQ2VnOq4v1yao90yGsTwTdSQW9tHodgfCbGuOJCadBVrmIEdFpCYoYOtnHUY4v610iHh5XwHMwl3sAAAEKElEQVSEwGeGC6wWHzOm1WwxvsnybdIW0M2iZ8MvsRe0Q3oGHQlZwuoIBk1/8EwZGnGGu+W7rBZD56JQNuzFM0vAcjt2hc1Vu7c+1M2WutYET9H2TXDRPnjXtPXf2m9mXhO7UZpz3WriU2vNGeJMG2yEnBj/MUpNw9WYTNaAkuz1P/mf/uPjgSjH6IIw2nOVOxE5ipr1wB2OTq5/swCnTo+QuJFU6/CICh0c6kUd2J2LupB6gZvHJlVXFZmKaAZCDQkor3HQpt60ydRlY6prEkX2oAsj5orLotsiWVEy2PfkKUN4LxXSGEcbSCotPO7B/FSfDWrx5bAhTsmGiuknYpcBrgPt2jl2B97DXHRuQcA64AsWfQKH1wkPE+bLbTOr2I50xVr+6Ec/3DEy7cXMfjWuS01uKOGTeaTZsJtnnDSHPDMBZUzPZt01VO/OQZEZUap5GDm7K7nvarImvcTGFM29FrH4a+pc2eiIKFfobOaAXm+fbmptqbEdJFjPEDpUrT+MCPsiEfh9ejVnNBj0oFF7eyMzyzJ1cwdtfVVesQ7UrMDpU/UzDJH3IcHoeYDjDPB9PhH6B2k9wjzkcMDUx48eqhCF5uy2C3RNp57jGFZ+EamDQEGuz88xDq7Ptfk+UgOWbJGmLbBaEasWkmrpFmocBq7DQruzTD3KPDHMxqepsxyNmtfZsxn2G9vAuRMOOZBGfFOMCkM1i5hnzjC3DzfXxPiN8pU2EkMFTu18Gg1b6wJ1EeC5M3vu+U2goTWn7G33uwTZ94Vpu/bpUqa6Hn1aDhxjO6Fg60PaoUa/NKxx5DPRcvbVIkU9iyHe5nTtQyYJhQkeBOrZPXEmCchuXv84n7s75+hcjKLsh65rpsnceGdn1/7UDe8fyfulPe7Qi82KBAx3MusxIXfgXm1rKVGoWeaK2u6Trw7czvNbwvDWdRlNhmrVBRd5xR6pkPyWGS1oWM+xPmq1YD+D13H0sIlH2U/J4PSuyt5MOIGQCpIfRCmHI2Q0sa8FiYTSp08U/DyIlylE1hxJB8lmZcWfJUjggM9kYo97cL9PkYaBpifiGhJR99G2L+3vZqpqbtignFX25K0bQckSLKaW1uCgmZ4ee5B52pDWPGQoi1/lC4BzBflxUM6AtYQIcjRxWdmHCZ7iQG7eTo00DuRGoP5jx8/kejNRJT+jB73ER4Sj/O6a1kQhM2Wt2+exG0osKwHgYFyT51AyYdarmWvPzviDgWDHEfn8uzTUN3lB9wHi9eV1ezYS4FI1ck+y2oHCR+gF5P/G62/UHrKDt29dyecluOnghAjQF/qemiYyVdsEN2iffpj75NigAZCia5+RvMw4x/gZAgw+kx/xGkgGNTXlM88do3clBg02kshBVcrryItH6lLXydTzfS7Y2NotGzkQetYyiIz7+f8BkiDrVZQw0b8AAAAASUVORK5CYII=[/img]
Symbols
Ancient Romans used the following seven symbols to define numbers:[br][br][img]data:image/png;base64,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[/img]
Rules
Read Roman numerals from left to right.[br][br]Any number containing more than one digit is written appending the Roman numeral equivalent for each, from highest to lowest.[br][br]In a sequence of Roman numerals, if a numeral is [color=#0b5394][i]greater[/i] [/color]or [color=#0b5394][i]equal [/i][/color]than the following, [color=#0b5394][i]add [/i][/color]their values.[br][i]Examples[/i]: [b] III[/b] = 1 + 1 + 1 = 3 [b]MMC[/b] = 1000 + 1000 + 100 = 2100 [b]XVII[/b] = 10 + 5 + 1 + 1 = 17 [br][br]If a numeral is [color=#0b5394][i]smaller [/i][/color]than the following one, [color=#0b5394][i]subtract [/i][/color]the value of the left one from the value of the right one. The subtraction only applies to these cases:[br]∙[b] I[/b] can be subtracted only from [b]V[/b] and [b]X[/b]. [i] Examples[/i]: 4 = [b]IV[/b], 9 = [b]IX[/b][br]∙ [b]X[/b] can be subtracted only from [b]L [/b]and [b]C[/b]. [i] Examples[/i]: 40 = [b]XL[/b], 90 = [b]XC[/b][br]∙ [b]C[/b] can be subtracted only from [b]D [/b]and [b]M[/b]. [i]Examples[/i]: 400 = [b]CD[/b], 900 = [b]CM[/b][br][br][i]More[/i]: [b]IX[/b] = 10 - 1 = 9, [b]XL[/b] = 50 - 10 = 40, [b]XXIV[/b] = 10 + 10 + (5 - 1) = 24[br][br]Numbers that don't include these special cases must be written using addition. [br][br]Only numerals [b]I[/b], [b]X[/b], [b]C[/b] and [b]M[/b] can be repeated next to each other, usually no more than three times.[br][i]Examples[/i]: [b]MMDX[/b] = 1000 + 1000 + 500 + 10 =2510, CCCV = 100 +100 + 100 + 5 = 305[br][br]Numerals [b]V[/b], [b]L[/b] and [b]D[/b] can be used only once, and are never subtracted.[br][br]
Large Numbers, Zero and Historical Notes
A Roman numeral with a bar over it means that the number is multiplied by 1000.[br]Example: [math]\textbf\overline{IX}=9\cdot1000=9000[/math] [br][br]The example above shows that "zero" didn't have a special symbol to represent it, because the Roman system was not positional as the Arabic one (the most used nowadays) is.[br][br][i][color=#980000]Historical note[/color][/i]: subtraction was introduced during the Middle Ages. Before that, Roman numerals could only be added. This is why over some entrances of the Colosseo in Rome you can see the number 4 written as IIII instead of IV.
Pizzas, Kids, Divisions and Fractions
If you have a division problem, you can use a fraction to represent it![br][br]For example, if you need to share some pizzas equally among 3 kids, you can cut each pizza into three slices and give a slice (one third of the pizza) to each kid. [br]Do the same for each pizza, count the number of slices (thirds) that each kid received, and you get the result as a fraction![br][br]In this model, a fraction [math]\frac{p}{k}[/math] represents the amount of pizza that an individual kid gets when [i]p[/i] pizzas are shared equally by [i]k[/i] kids.[br][br]Try a few division problems in the applet below and observe the results.
Select the example [math]2\div3[/math] in the app above, and animate to view the result.[br]Has each kid got more than 1 pizza?[br][br]Now try with [math]5\div2[/math]. Has each kid got more than 1 pizza?[br][br]Can you say when we can be sure that in a division (or fraction) the result is greater than 1?
Cube of a Binomial - Volume Model
A cube with side length [math]\left(a+b\right)[/math] can be decomposed into:[br]- a cube of side length [math]a[/math][br]- a cube of side length [math]b[/math][br]- 3 congruent prisms with square base of side length [math]a[/math] and height [math]b[/math][br]- 3 congruent prisms with square base of side length [math]b[/math] and height [math]a[/math][br][br][br]Use the slider to decompose the cube into these parts.[br]Drag the point that defines the lengths of [math]a[/math] and [math]b[/math] to explore the dissection. [br]Right click and drag or use the predefined gestures for mobile devices to rotate 3D View.
Use the formula displayed in the app above to expand [math]\left(2a+3b\right)^3[/math].[br]If you don't remember the formula, how can you expand the binomial above?
If you expand [math]\left(-x+y^2\right)^3[/math], you get
This polynomial [math]\frac{8}{125}x^6y^3-\frac{6}{5}x^5y^4+\frac{15}{2}x^4y^5-\frac{125}{8}x^3y^6[/math] is equal to...
Quadratic Inequalities (Equations and Parabolas)
Solving a Quadratic Inequality Graphically
The graph of a [i][color=#1e84cc][b]quadratic function[/b][/color][/i] [math]y=ax^2+bx+c[/math] in a Cartesian coordinate system is a [i][color=#1e84cc][b]parabola[/b][/color][/i].[br][br]To [i][b][color=#1e84cc]solve[/color][/b][/i] a [i][b][color=#1e84cc]quadratic inequality[/color][/b][/i] [math]ax^2+bx+c>0[/math] or [math]ax^2+bx+c<0[/math] [i][b][color=#1e84cc]graphically[/color][/b][/i], draw the corresponding parabola, then:[br][list][*]The[color=#1e84cc] [i][b]x-coordinates[/b][/i][/color] of the points (if they exist) where the [i][b][color=#1e84cc]parabola intersects[/color][/b][/i] the[i][b] [color=#1e84cc]x-axis[/color][/b][/i] are the [i][b][color=#1e84cc]solution[/color][/b][/i] of the[color=#1e84cc] [i][b]equation[/b][/i][/color] [math]ax^2+bx+c=0[/math] (zeros of the equation)[/*][/list][list][*]The [color=#1e84cc][i][b]x-coordinates[/b][/i][/color] of the points (if they exist) where the [i][b][color=#1e84cc]parabola[/color][/b][/i] is[color=#1e84cc] [/color][i][b][color=#1e84cc]above[/color] [/b][/i]the [i][b][color=#1e84cc]x-axis[/color][/b][/i] are [i][b][color=#1e84cc]solution[/color] [/b][/i]of the [i][b][color=#1e84cc]inequality[/color][/b][/i] [math]ax^2+bx+c>0[/math][/*][/list][list][*]The[color=#1e84cc] [i][b]x-coordinates[/b][/i][/color] of the points (if they exist) where the [i][b][color=#1e84cc]parabola[/color][/b][/i] is [i][b][color=#1e84cc]below[/color][/b][/i] the [i][b][color=#1e84cc]x-axis[/color][/b][/i] are [b][i][color=#1e84cc]solution [/color][/i][/b]of the[color=#1e84cc] [i][b]inequality[/b][/i][/color] [math]ax^2+bx+c<0[/math][br][/*][/list]
Ready, Set, Practice!
Find the solutions of a quadratic equation or inequality by exploring the graph of the corresponding parabola.[br][br]Use the input box to enter different quadratic expressions and the drop down list to select the equation or inequality form to solve. [br][br]Use the mouse wheel or the predefined gestures for mobile devices to zoom in/out and view details in the [i]Graphics View[/i].[br][br]
Today You Are the Teacher!
Today's assignment is the inequality [math]x^2-49<0[/math]. [br][br]Alice solves it like this: [math]x^2<49\rightarrow x<\pm7[/math].[br][br]Bob solves [math]x^2-49=0[/math] first, and gets [math]x=\pm7[/math]. Then he graphs the parabola corresponding to the given equation and finds the solution [img]data:image/png;base64,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[/img].[br][br]Chuck uses ChatGPT 2 and finds that the solution is [math]-7\le x\le7[/math].[br][br]Alice says that her method is faster than Bob's, because it doesn't require sketching a graph.[br][br]Grade your students' solutions, and explain the reasons for your grading.
Hamletic Doubt...
Below you can see the solution of one of the following inequalities. [br]Choose the correct one.[br][img]data:image/png;base64,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[/img]
Comparison of means
This GeoGebra activity shows four different [i]means[/i] of two values [color=#0000ff][i]a[/i][/color], [color=#ff0000][i]b[/i][/color].[br]([color=#b20ea8][i]AM [/i]= arithmetic[/color], [color=#198f88][i]GM[/i] = geometric[/color], [color=#0a971e][i]QM[/i] = quadratic[/color] and [color=#d69210][i]HM[/i] =harmonic[/color]) geometrically .[br][br]The values are dynamically shown as segments on a semicircle's diameter, and can be modified by moving point [i]C[/i].[br]Move point [i]C[/i] to explore how the means associated to [i]a[/i], [i]b[/i] vary accordingly, and explore the inequality:[br][math]QM \geq AM \geq GM \geq HM[/math]