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title: Foreworth — Measure developers, AI and vendors with data
---

![Foreworth](data:image/png;base64,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)

[Casos de éxito](https://www.foreworth.com#casos) [Principales Métricas](https://www.foreworth.com#framework) [Propuesta de Valor](https://www.foreworth.com#valor)

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dashboard](data:image/webp;base64,UklGRqL0AQBXRUJQVlA4WAoAAAAQAAAAdwUA8QMAQUxQSIlaAAABGUdu20gS5O6ezTX/f3BSW6Yx54j+TwDzpnIVTz22KNHAtLLm4MQLzLeQcNaChzTkjhIp5JlnvGqlQGUkJfoBavCPqVIrxd0YY4Nx8B4hSQAK7DEYBxcQgEJ+HzbgKhKTUqWTvh3aUNsgBQ3ND6jWmZw1Jo9F5mHctpEjyf13vTMbLn4jYgJYV2ovmZprNpOd8zndMU5Yb1NDnf0DImSzY4d1AHbMy7qXml/Jv/FSXMqLcKn6AiYkglwjieW5CHCd2ecwLh5avxTGlBZi5Y4PCjJu49vsnyVJsqaPvuz9fl8RVoPVX437irB8eER61yXndFkSrwKG5RohwnKFksLRWjiGa/wUMLaQWiRKCx/y08BwuIZJ8MPhCqnB4QKlhaO50cBwyAoRlkuUFoGWwtHciGBsI6UolAjLBUYKw5CDiAmYAD3M/y+XLDlaMzMzMzMzMzMzMzPbITMzMzMzMzMzM7tO1anq2/eFW6+lT2R+ZW690W3J0WStiq6Z7VJvdCMzlDry1dc0N/prNmod8/JONK2KZqLRZK42L0N01Gu6+kfTxq82cutEe0Nzq4w3ncitjsYM0dHdaPq/kZmhdUxj9mzkUkXb2shcWq50Ir/qyK3XNB2Oo9Ex3sjScqtMM+FkpXY0rYiYAE61rW2SpMHhz0+MzN2yys38MffS3yHwzoOGYIhFTbUugWceNJpRzV8EZ54oeolFL6GIsYxGsWgYTcPmDuNj1AAiYgL+Vd6kfLav8Dl+0a/yVb/O+Gt/fWY+FLN+A6qt5emrfFFfKQyXv8JXPPLVvtalA1/2a8wGmsWVVPCsns1zfv4SAcJwbW15ZXjyS33pL7P89cbjFc+CZMBVU8861mNZgJrnpShYWRmPV04eOPKVly+trS1vjcdmdvXw3VBYUqRnzUxNJQEKX33ra26tLW9c2li+dOnSSv11W3pKeMB3OtVD5qge2PSOkmS7Ha7s7u4uHzjw5Y6s7J5a3uJADfhuppW59G96CkmgYGl86eyXP9zrw9PTVFuK7Nce353U7i7EXM1MGcUYpdinbY7Xj18fLlvfem417UEDvgNpvLJnzNUYpKKCbaVtWpbr5Xq5bst12iL7NeA7i6x6qD2stxkUqAicYsvzuqz9+vb9+1NNefYAaJ/vFgK3XNUNICQViZRry/nyw//l49yup9NmDtWO7woy8lVtrwGDBkk2aXq4TH09nU7T0usczbD2+U4f1LHXNYCAci6lxD7PbZ0u1+vpcl177lvchwZ8J48cn93e50BjrCIVsFOKNc/T6e3l1Pvp4W3mQA34Th1Ie7O9ZlAgSYVCXU/XU68Pv3++5lprZr/2+S6cZu93sAGMSilFrj1X56f3T6d1XddtztX70I7vtCFcrew3GFQkMbhM12WZptN1u16muWGGNeS7aMLu1dJes79IgtRanfvS++Xrx48POdW5DqF9vkNmeHV2sNmVpEIhtppqvb7//fPCejpdIgdrx3e9mHbX2WCvAYx2kW2n/HC6bPPD6eE09Vor+yUM+I4W5F0rSxxsQIDKuRTylue6XE7X6/VynVqd58RgAQy+cwV2ybrGmFIkgVNstc7bcvr69tr79XQyB2rAd6SIWllnrxkUQhKkorY+vH24tuXp/dMaY4rsFQKD7zQxESsTHWyGpVJKoa2Xda7T09uny9bnnltiWAO+owSeg8juBoNUCnJLKdXpOl2my+my5r6teWBXe3yHiJmQAw0ghASQYqzb9XK99H55ev82c6CEd3wHCAzywIFmV0gIQduWdc7z0+f/ww8t5toi+7XjOz1ilyv2mr0aJOZcU53ef3y7zOu6bj1HDtSQ79wQedcARUIlpoT7ZZmm62laluV67RyqHd+hwTjvDBrAEkgIHFudt2VZ8/b26/uvNcVWGdYeV154JSgHHWp2hVBRkWKf563Gh//T5/dTnLd540D1cHXFMJDTDQapqEiptpbS9PHp7TT36dLyqa2auWqGKyeW65TT9huDJIQwqC7LuvbT9bSs1+t1NfslMPhuCHmFwtAAMiqlFFJsta/Lutbr1/cfl5hybwxKMhjf7QChODjQGIR2ESn3nJ0//vzTx7n1bescLMB3NHSpeNhvhiUJnGzVy/unr0tfpmVb5xw5UMiA71J49jEUFocaEIAKCMd1WpZtuU7LdLlcV9sMa8h3I4ji1OzVIKnWeV3XdV7e/vBxiS3nOgTa4zsLzAirMDnUDGoX0XKuNcWv/7uf3q+pbnOf2a8h3zmAEsWuGVSRhJNTYvvh49vL0qfruvU5MqwB3yVQFJtBIZCQXLdlWdbrNK3r9XRd2sCg5B2Hfm6LoRsaQEUInHLty7Tl7fL+/ecLKSb2asihHitBhdOwGRSSkFz7nFvann76+/vqPM9zHAINOayTt+pYUO03w9qleK61ef749HSZt2na8jx7CA04kIOVeuBi61Czq8Fk23m5TtN6vVz7vFxPM8MCjBy+tRTtZleAhIwd67xM1+ucp68//HDiYO1xiGYVbgcbQCCplKI0r8u0OH/8/fcfrim1GL0HIQwOyWKhd6DBgEopRY7z0mubTx8fHpZt23KtNTGoIQdhTXIZsN9gkIqEqLG6bddlOV1Op6nlbelDaJ8DrlGilDSAhBAkx9hiXk5PT5ea1q9PJw7UkAOsQXQpsdcMCiEAAdvTx6+nFN++/fqwZQ7XgEOpFOsy41AzLJfz+VyIy+UyzXm9fJ2u177NKTkxLIHBoVOgfLUxKkVFSjHPfa7rtCzXh7dfpxhjNYMacrDUljB7DVhoOMaWe69tffrh9/eVuq3zEGiPA6NhXdocaHY1iFtttZGf/vL5YUt9Xtc57UHyjgOhlbYrffYbsIQkwLZZ3z68PW3rdF3m3ufKoQIHPsNWLov2m10BaDDmvi3TdTpNeZ5OD1PkQA05xGlbUWobQAUEJLfpdDptcX74/eeHRuJAAQ5sAiW4GRYaxOvl7TV7+fr+6W2PLcbIfg05fIkqww42g6WUIqe8rHNu/fRwepiWbemkxt4CGByuDDqXa/uNQcNOsbVUp2nbTk8P708p5TqzVwMOUJpET7lk22sGhYRwSrHl5nr6/fNPl0Rf+uYBQHscinTRM9QYYxv8VjvYgJAkIKbYrP7TD++fetq2tfec9qABBx8SPRTpaawo+G4bNoNCAgnA0+nh8rAt12vP27p1hrXHoUYqA7aGRAG4IYrgO22l2S8VsFJrebteLg/XWq/Xh69tD6AhhxVNA9+hICKib7XDDSAkBCTS9fLwNMV0efr4fkuYQwUOJGo8f0crBRFF8M02bIYFRSrC8+Xrw7Wl/vbp4bLWWM2BGnLAkOs3vyBrFREFfKcdbnZVJGHnZdtyXi6n5fpwvV6TOVA7flNFO761tSZ2/SLdFxQF8d221wyqCMmx1pz7usz18vHj71OkxZh2djXgN0u8M6gB365ixuJlF6ER9M223+wKJCG5zr33Rn7/9//FD6sdY0vslzDgN0Ce/0fPS89zTcYDoB3fklISr04BRRHfa4eaXUlFglZzjupPP3x++7DOfWspmf3a8Zscj/+z/9pSc1/Xta/Tlmuujf0a8m3mufgVsnYh0uCbba/BgFQkcKspprpdLte318vbrbVaa2VYQ34DIy6P/4GCSE6pzdvct2VZ12VZMgdrwLeRZ7SjV8zaBmkEfKcdaHYlhERKMcVW4/bw9Yf3b7tr72scQvv8xkTqjgKQnr8IZNzm3HNfluu0rL3GGDlQO75F3J/N61BciOJ7bb8ZlJAk7yan9Ye///R5JW3r1ts+0I7fgIhoABLDQpKQa2s1r8u6LFvvveeWEvs15NfdufB6lYXSgO+0/WavEEgxpai0fP3h62Wt27TV3nNkWEN+Y6FV9mvPrgEkUWwcW63bvG69T9s2594TB2rHry30mlktoiL4RruxhYBCsu04TcvlMp1OW5u3aYlDaMhvHJAOGNMMCiEEkOqc+7xty7Is05ZbMvs14NdM5HUvIAqK7zfADAqEBHKLLa+nj09vq+vp9HViv/b4TYFnfRcHm0EJFUmx5Zzztlyu09bnudbGgRrw66G99lYrSIPgG+1QMywhYduk9ennH6bIdjqdlpkDNeTv93TkhTdg7RZSiimlvi7rsq1r33qtKXpgV+BXXK4a8G3gvogigm+1gw0IkAQ26eHrw2Vty/W6bMs2R4Y15Dcm9ppdIZCE3HLNva99WdZ1zr1nDtSQX0G1YXFbXYiI4Htt2AwKKEKo5W1dp2k7bblPl4dLHdrVHn+PVs4vzeEGkITAdsx1zn1dt2W6TrnFyH4N+dWRq7gFi4iC+E472OxKAoEd23o9fZ0q69f3v584WAP+PuzVanYFEhIxxRbbPF0ul2nrc201cagAv3xEbtECKIrge22/GRQSEnK6Pr1/6CkuXx/eXnNKZlhD/j5LLenVcaDZFUhIySnFPK/rtGzb1nuusTb2a8gvS7pNrRYVQXyv7Td7pSJk2nK5LFvt18s6TdO6paFBAf4eipp4xRsEkgCnlOvct7Wvy9p3E4cK8It2/3xLWymKIvhWO9jsqiCB09y33qfLtc7T27fvO+ZQgb9PytYrbtjsCoRk41jrnOfep2W9XuecYuJADfiFOB59y7t/QxR9t+01gxKSgBT75fpwTam9/fz5a7fZrz3+vic18bo1CNAgMbZc2zxdLtOy9ZznZPZryN/F8zP6w2ClCNII+E471OwKSQLIp4fTtam//frwdplb42CBv7eJlde2AazdgpOj67yuy7pufd3mXFNLQ2jAoxwLf6gKoqD4ZttvhlUkgedpXbfaL6dlu0yXqSZzqPz9C/H1td8MCiGBnVrN87Zu27auW+3b7IFBDXmP/QfLSkGRXvhW22+GVSRBanVe+3pd59S/Pv3+sA3s1ZDLkVumQYCEsFPKc57ztq7LOk1LTeZQgWgJ6w+c1b1QBN9ph5pdSQiB07ZcLlNie/r589fNHC7AJcdRvk3sNbsCISFoc+553pbpOm0911iNIdErf4ALiqD4Xttr9moQ2B4eliWm9evXy+U6HreBuQpcUjzLun0cagY1HFtrLa/rumzr1vu8KckGe0f+A2mtgijiO+1QM6yiIoh5WZc+3l1bPrV7cuPkxlagzCxHbslmV5LAdoqx5nn59t/5bY4xuhBtEPrDaqWigvheO9CARRFCEOrh1tapjeVh2Dpw9szZrXIC3Zb2mkGVewT8a/+l/0h0SskpxhYHFQLkUN0XRVDwrbbXDAsJRaF2a+PIA5bT9scZlg/2LetAk4ybjc6oCJkUW4yjr3GN7lYEcqhWKkgD4hvtYNM7KorB53gPR+SygWjdzgAhxK5tEuj5G4Dt6B5jXKPH6G5BIEfqtjdQUN9sczSE7gu+7y9QQuRYbm3g89k7B3oHCKTR7nZcfY2ltC5ymNYK0ILvN8DpUT/QZ6N09Kep/Dn5swOgoj2u5ejuViGQw7RaQUXfZ1AHSsiLY7My3O3+ua5xjTF62KIBcqDuC0oj+P4aTVRCDFK5ySYDoD3GGJfXGN1tNwI5UPdviCLgm+q5vcBYQkjp7U3cDUuxe/Toa4zRV4/GRY7TWhER0TeTu1VKyImV65ENrQ1L7R7dY4zrukY3IpADdV8QRQHfQrgtIz6TyjvY2UCkb17j5xqjh423cpRWioiI4DtHXikjvlK5XAP35X4AUR1jjGssWxUXOUr3BUUQ9B0DncuHfErH6LDzAfDm6GtcfV1Du+lFjtJaEaFB3yhyOrhUPhBKf/E0w02R7nFd18/VPbr1Vo7SfUFUEN8fOO6slg+O2rVPY3UABMd1jTGuMUYzRBc5SGsVERHfF6gO5QPD0uU0z2dlAMQePZZXD7u7vZGjdFcQVBDfDrLLiL+L96GCYam2o8cYfY3RYzQucpDu30BE8W3g9FwHpUP4GaU7TyuwNsZAO7rH6HFd19UtLnKMVgqISIOvv+czQSUDDFO5OSlqIOCwh2OM66ev7m7wRo7QekUUfdVBE7lmqdOqrAzLtu0eV19j9NXdiECO0v2Fovhyq4clhGDdQqc69wNE1LZ7jDF+rjGG6I0co/uCQiPgawyXEJHSX9Q7LKVpe1w/1881HCgucojuCqCI6GvL00kJ8TlL5w+Wa21Yttrjuq4xxuhuEZAcoLWCiDT4kqJbwiWDfMUUbnQ4gIGIYvc1xrhGXz1c3sgBWimCNOhrqRbl4ydU/hocygCIyzH6usY1utvWGzlAd2XZiIgvILXDEiJUPmPkUKwNgCiOcf2Mn9E9tAUhx2elEaRB9IVDfC6xfBilI/GgrA0g2OPq6xqjx+im0Rs5OusFVcSXi8L6SxqhciHlOznOwYh2X149xtWjbbtv5AjdX4g04IuEsPrCBpSOf1s58zlQ9wMg6Bjd1xhXj+7ReiMHaKWIqIAvDizKx8tYN/iYw7U23NTR13Vd3WP0aPVGDtBdQRBFXxcrLiEGlc/JSzAstbuvMfoao4fd6iKHZ6UgIjT4WpDHoXzQ0tmvgZVhqcPRY/Q1RnePbm/k8Kx2oQq+BKDrygdql/FiWBsQtEdfPUb3uMZovZEDdF9oEEE8dOtPXj6E2l/xRXE/EgDHsq+xbBsXOT4rRRARxAOWRuXDJ7UbvE7Dsrt7jL7G6DG6276Vw7PynqB4mNyOS4iT1C385HVyPxhEe3SP0WOMHt3dLnJ8VotweYzourJBviKF78ErNyxldI/Ro68xrjH0Ro7QzZ8+RI6bm7hcgFD60S+dtWHZjnFdjmV3t7iIOTThGGt1SskYG0zdXs4xgPbo0aPHNRzddrvIMTnMCmUDXOdnRJVAypXzxXQ/3LTp0aPH1aNHj9HeyKHIUQpDVDb881/+vx/HGJd0q95Ilfi8qFYHidg9xnU5xri6hy5iDsBhjg0uG34u5gSEvjlsu0UXKc48fXmtDYB6jTF6XH11t60u8u5w3EyUDgPk5vwCkNahwx7dit5ISZi83sNNu0ePvvoa3cNuWwKkWvMgoWlXOoxmpYubAVS6bYfdDttFivHaj0HEHmP0NUb36NHqIlU6zB66dJj8uWGp2nY7uns0IJAStHnhrQyAIGNc1zWW9kBv5C1QRob8KWsDoLZtO8ZoFRDyzC55L4ab3eO6xvLqVqUJpCbxCMnNHQalw2f6IPfDUl2MHt3tcpHn45U3w9oY1PYaV49x9dL2RmrBIXbzIkeoZPiabDUAQtMOR3fbLSKQpzG46RvibgAEuvsa47qu7h62SiAVOMxLomz8TLeyNoAord09etgKmP37wfAmDYDBHtf1c11Xd7e0N/K8kqPUjkuHyZ4GQFQZfY0xGgQX2SUMy7xD1gZE7GuM6xqjR3cjfStP5jjLpYPuycoAiGKPvroHqiCQPcnkjRuWYvfo0dfVY1y2NC7yYuompcNl9mh1QBRHj3a02oJAdoDPO2dtBGjV7nEt7VY6QnYvHiLH0zjXRDD4VvVz8SQDgtjtcHQPFXGR7cy8hVYGQG3avn6ua4weNrhn4SB7QL4NHKgh33r+Gc9ibQBR7e4xuqXVRR4uH97UAVCbHn2NMUaP0QNxkV3BY6RQ55zXGB8u1+u1GjyEJGPwPxysDAiKY/TVrTa6yMPMd9X9sFRbR4/ua9xEgexD4iGypjHfvLTnMacUPU+ny+Uy9ZrnnBKDkgd82xjP7H4AAR3dY9jtEhf5c1rfXGvDTdse3d3j+hnXpd7Ilo6yJ8+vyTdbsZXzvYaJ67Isy9aXdZrWOXGoBAbfBqSUwYh0O9phtyoK5A9hdN5lawMQu3sMr2tco0e3bRZ5vBylZifmm2hhEgaM7v8TpZTiXHOutU+X0+l6zSk29hcZg19nZ0pxPyBx2d2O7kGL3siaS973gYB292VfY4wevfRWXgtQO9/MLqBAahhL+iYVvEuepsvluvS5b1vmQO3z6+bzlYqsDiDo6B6jG9v2RuDHvO8ACUBYyujRPa4ejjGGQ2Mgf9JxDuRqQWE3MihAKqWoxL5ta+99uV4v02QOlWSMXxdf0+KsjEHEHuPS1rYHfy0Mtx09rnGNHmN02+Iif1AOkUiDfHWghgYNBsqgY2sttnm6PFxP09xqrewtgMGvus+Has8vEGhHj98fBP8ysDqAtGNc4xpjjLZVFMi6oxyXUj4b1xjQLkIg6rpcp2nt27osa+JQIQz4FTRnuZCbk9/0f75ACIj0wr8I3I8A2nb/jB7XGG2rIgSYx8hqEioKDjV7pVLOpcQ8z/Oc+3S5XC5TdWS/JGP8KhmjXisFIoEZlqLQCIJ/DbgfAFFxXH1d18/Vtksgh0cem0LTYCyVoiKSU0opT5fL5TLlee5zZFgH+KW7rsJBTtaHyW1FFcS/CKwMgLjscf38/PyPMVQBIUcFKxUb+w1YIISkoqK2rcuy9W29XqdpPgCQAOM/zGLW/KHSgiL41wAXkEkA2r7aMa5rjHH16BaM5GA4Xd7BRcgNDQbpXEopqdVaa5uvl9PpMuXYWmJvAYxftH+uVI4zPKyCKuJ7b62LzM83gHTTY/QYfY2++hp6K8egO3+QwtZgLElFAoOp03S9XNe5r9vaOVhDfgH+HpQ+bHChIoJvvbu6gPkhSGi7e/TVPcZ1jdHtrVQOBrG4OdAcqLKr1Hvf+jxPl8vlOkUOlWSMv4Pu0sm2RWlx4ftutdwPN7vHdV2jxzW6e7TeCKRe9RAVPocbjFWKSimOKcYY5+v1dLpMueY8s1fCgEeo/nBTq9slGJd6f2hY6uhrXNf4+UkSsJNqjUQxLQgJEpKEVNdlmtatr9MyrY1DhcDgnfJ8u7s6O3FbREUE/GvAyhhQ7XH9/Pxz/f1PreSl9YJqvQGMSinnolTznHPt18vpdFlajMkkdlXAx+OtzuG+rFUXivjuSh5kbVDz3/+fn1QKmMqF136DsVRUJGw7ka+Xy+Wy5nnrW4tAKuk2R7PzAjSK4rtqg0Imk3Kb4t0MC9C/qJSitm3ruvV5ffjwp+NsPCCEdnyLcudWL6QVfPfd1nINXbzdsIGB8msppTjOn/4nn2LKuc61pkEjIQnw7cfm+Qq4RPCd11Rbqyr4BAVwxEBxOR/Zm1qttbZU2y5CCA0IfCsheT4rBVFQ6DfcmWI5vpAJKvT2Cgq7qdl7OH5AkuNuirnmXKuxjRGSBnyrOJ/ZWgURRXybfb5SK1iNlIpKiQOdDCAkgW3jlGvOtabUYkwJJAn5FmEFVi5QpBGQvLEMxa53XS6Qog4A7ewaBCAQQinW2lqMtdXcGoMChHb8uponRVVERPH9ka1YLUTZkPjuDaBdSCnF5JjrnHNzcnIykoR2/Loh80pJgCAgiqAIvim2Omex3BzsSgb7BdhrACEEYCC2mnOrKbbWYgRJ6PWi1NmFiILvoM9ZLNLpsuEll5CUYtyJLddcmw3eEdKAX2mmTCtviCjg++b8xFqBSwbppQIDSEiy7WTHmnPOLaUUUzRoF/AriaupvCiNgPh2qbdXSofzS7bfgECAQJBabbm1GGttNQJCgECAXxnDVO6+oCIK+CaJw2JRh1JBPhe/Gm5qkJCklFKMKcWac87NdrIBSRrwS5YeXx6AlSIKCvpCyyack2qv7pQKgHh1G0BIyBjjVHPOtaUYW4wJJOnlojmmAqKI+voKG/3MrpVPv+jOpYJeZYcasSskRIqttRZjyzXXtk8I7fhF8qCsFkFRfVmRjZyh2EunE2WibL0ODjaAdrFTSk6x5pxzS04pJSMJCfCLIMdZEFQRX01b1WLJrcsE48jr2QACIYZjqzXXGNtuREhoQOCxmDlMK28Jir72KLYjpQKk19WoEpJSHEy55pyjjY2RkHb8CznjwiO1VkQUveGLLb9nsVCnayqAASQk8C4x55xrSzHFGJPQLt5jhpeggooCvsr4zzTFmsZSQbeL/QYECBBCqbbaWku11p/rIkCAmBfBam0UAV9cOUOpBalcwL6N3NCA0K5jSj0c/yxH2zQCeSXcFVziwpcUba2Md8M1LPYaQIgACIyff/7+v3+7RAPkhXDbIKKC6GtJiwWKqVxQuS0d2Ivl/Df8v/9l2jRot90CLvIaWH9LRPHFkG3grJUcL6+ia3SstfvqJnwSEIR2dNuoaIC8ClaKKKAKQg7fVs9/UyrQ0QllonW+xUG4qbIMnGFp2622ti7yOlgrqiCCL5jfs4uVKBdLudWhkT84QFRUeymCN/IiACKAiogg4PHKNmwp9rguF9Dt7iEDIEC33e3dADl+vyqgIqJHaqtS7DjlmqR5hNVhqbZq223fyWtgrSCK6ssiM7WyDg3KBcfbHfGhVoalIo7ubhG9kdfAShHE5YHJNuaHWitMVTK0213YerjbdrfaLhd5EdwXQYSGPhxbTbFQ3ZYKcVi73HIzqwNEtdHRdrtwkRfAWgURxYXHzWKZelwq0INXY1gKYi9VVAPkFZDJ7RvSKPj+AG+WDF08b2VP1oelra223XojR25lmNyWvjxgZyyVPHgxjVUehOI3zzIQRaXtHjaIN3LY1oZwxL8/FDseGnFVjIDnIsDg4kfO2vk07oelgN3dLlsNkAMHpHbZyKTabn0ViLTMb4yyjV3cMGdM4do8mfUBYmuL3d0KuMjxmhQ/22irFUfa4xTHvJSXPh1Mu0mz1IxGk43tL7J90/LaqVOBnkrYGBcx+fDyDYAg2sNuRcVADhMp3kZDsd0c7PYsiTrc4y0+kP6Xz5zZd+bM4X0nDh8+wVyLwBi/nqxb2Hz9rA43bYeNbauLHJ9D/j2LRVxv9pwk0dYcelsPhFp9WJHeaxsbl47c8HuubF+5sjFu2auzbGy/brh1G2ofb1mFlQHiTbq7bRFc5F2UOS0WtfcYtTa8+Nf0JqFNHX17Jkpi1ro+sL3901/+/vPD5XRZGC4D3vE/SECT0uVWYQMgQNujG28HcixywAruYb2nKLza+9zh1lvPgz1g/o0xEmJ2v//49P7ph58/f/780zYwqFJsbO/NQhYbUjursz4A2gu7W/tO3jN2tYhxz1Aav71Xysw2RbGHGhvzzHBat3X6y1/+/Jc//+Wh954Y7mQbe6+UwWNTOyoelqKoY7SieCNlO+RJqjVd3TPi8E3dg+CgOGCPt42tsziw//Tzzz//9Pnr09kDJ2pmFxLGeK/h7IVX7aofborddmPbeiPlSixdNvJvtTRd3yO6ldf66hw6Ra7KBu8IxPB64OSRI/uuXLlyw/bhmjmmiGde9QLgHd2ihqWzeKsDRFul29EKeCMlOuLWC2tPiMNX9uZwZO9pbJtzoXcYD7e2t7ev/J7tA5eWl9foHYXBgF8Ww7eSUiTZ4B3depramaNwPyxF6O52oLQ38srKFgruUO8BafyS3yF1x97X2FiKzPXE4X37Lhy+sO/C4TOXmKNUsDF+sUDvHu1ESinF5JRsYzC6taR2yJENy9Zu1W77ViqS6h1ix52lhYvj+7wnQsNe3YAxTqJnWF5bXruw/Zc///3f/TDnbIbPBe++KGZXzwAGOyWnlJyik23wgG4TOWPlmkMclqpoLwVxkTKQA5YztYKD63iBYvt83xvtgKtJY9ukyBzzTz//5ee///3p7enraWZYgACDFyKAAO8AKs8IDIlop+ToFG1jDOhWMCn9QVoZAAHa7m5plwHy9A75xGIpoYURO++TesTVrfEMIfb3tx/ffvz6088/ff7p58iBMWEbez6Mdg43u4V7wDJOxERMKSWnhL2jf7DRY7U+LNtWurttwBt5SskhC8X2mIWu3zn1gKt129jlzHCb+/z+3/39z3/+8+f11KlTYcxMddgY9+Wb7DeAAbFrTErJMTmllGzjgTyds3avwACISN8U0Rt5JtXPRqTc9UL54GtzIhPaxqiIAx/OnDlz4czhfWf3nT3QMrskMGaPF2BsJ6eUUnSyDb3Is6h+XgBrw03p7lZt2xt5fWzVpFhajQuT6teLlQ32e8c70kug56WTGydPbm9fubK9faqtHegZSakIvzj7xaBtd+tld2ujQMyu2bWb85WwNhC83W13I3gjr6RzUmo5Xp56Qdy8DuqULQ72TNRt3p/ebXv291zZvrJ95uTGxsbuyY1zPpeiIb84h4qlaNuOdrRNo0SyRwxLF16bARAQu4etaGMguzMPWD7ftQKaxEKm8cueuCO7RmYaYyTRTV7wK2Bme/jw2QvHurVs25ItEEgSwuAX5uAAeLOHo+229UZ2xIvi+dJYH5battp2653sA/FwMWe56rAg5rXQZpneIjK7sbG6O9AztVjrskzTOuUYY4upqKgUMPiFuh+DINrdbd8Ub+TgQV4m9wNERaVHt6J4I1sKB9yullYjGk/1zg9yR6YWEcA2llTu2d+WdV3Wbe7zPG9WkYoADfjFWR0A1W77po3ijWwDTe1euGEpYHe3y1YDZAuHPBTb6YVPWEDxqrCy1ayKzOoBwfOPDNY5z3lblnWd5mRsaxiDX6iVYalt220PhrR6Iw+llL594awPkPZ2d7cCLvIwKV424ZzFQocGC4HfrMlmc9XArsGg4ycGHVNdp2VZplxrqzUWlaIy4BdsZQDEW93D0Sq6yCOQlM5X0f0ACEIPu1tUMZA/ixwvclaLOixEuO+TY3KjoAAGLKRn9m+Dfdu2vhpJQggN+EhrAxixtXvYw6F6I3/G5K8E6wOgtq3abd/IH1b9bCOp1nhBeBZClx/2CigMe0AMu9Zat2mZ1mlLuzGZmQmCD7Y2gKDddvewW0Vv5Fdyli79yrofIC7R0d2K4CIHYps21XZckPPUKXeMajBIHNjWZV2W5e9//v7nn7+vzMyZ3PHBVoaltraOHg5c3siNOUv3Yg+AAL307o0cs5zl6nYWZId87QFx6PU///6ff//P/3ZzAEJuguBjrQyASEsvh23ToCleXmlr5ycAaqt2dxu8pTz1exbLaUf+TpSr1gsiMZxii9syLdOyxtZia5SiUoTBL9yBsgCMnZySY0rHYvBtzfCqd0HmF4CI/Pz0GKqoEHKAvlIsarOAg4PkfQNG4tC+rduybXPf5q1KKhICDfjFAu+AyrMA43ePxjhhG4OkUJBX3X0XEGa+G8B2dNt22xogxwWtVlsvxOpBlPMO9pDYm3POfV2WZV1aspNdJBWBwS/KoWbQKiADhoSN6MIK5eW3Vl1AIGBr0909uhG8kRff5MkHBcmBBiOx1059WpZp2WquuVZUiooG/ALtjQAGEJy5qSiKIpaGd2ZYijB69Gi0VQg5CCfF9tL5hVjapMD0gDg0br1vfdvWbVszAiEhIQN+IRxTYeyIoCKq4F8a8murAxDt7tbuHva9FCGbyNdpqeRuPaHxTqPi4nADlhiOrbV5naZ1WmqMKUarqKiAwd8NiRdUlAZVrIPvhAcNAW8yevRoUMFAntpGDdWuAx5tddUUqgYjcWhe1nVZ19zn3LNVVCRAAx7jJWxoFEXwyeG75X64LXSPYWvbLQRSJqXaHgbG36RWobLfQ+LAPM9zXtdlXdZujK3dAga/VEBAWLhEwaeU7nfN+kBQu9Xu7tFVKrg6LcCTU/waDIW9Kaa8rNMyLbnVVntSUSkaMKi8FL8uKqKIPhH0HXQ/EBHhv/6TGs3vFIvVERrtGCp89hqwEAd6W/u69q1vfetGkpCLEH7ZVt6gURSfAP1OiFu7H2Yo8tdvqj2aMP6tFNIeEMOp1lqXZVmmtceIk4UQAr90yyBwQxtBcK/kPS3POJuYM9VqwwLsoCJqr8Gg8shet3XiMdaYUowpSYhs79elURTRvcEb5s1UaDmQQ1xg7feAQMcfGUwxxtharG1c3gsE3N4ygqAoKuJOzBtvwtQu21CLFc8fXIBTFOEaGPaOypFBu71+rp/r59K2JSQE3NivK02jCG4peSOEPc0T2mhmiqVvs7MAW4XY4drZNQgV7l/jZ1w/42YTQvbk/kJaVNwCt/IW2NdZJT6xVh6lBdgt3A4UI9s9evxc1891NYgQQgB34GYEgRZVxIcxt97PZ5nOmVpBuwBrxd2oQrgvjn/Gz8/P6JuQkH34VVFURL1h/rD39cwTyjak3GEBdnGJcF/Caq9xjXGN67quBrIIBHAH7htFlEYE/4j4Vsiu8IyzDa3WdAFOUXYK4bbd7XX98/NzNa1KSAK4B+tFUVFxDel3wq4+p03ma1Jsrcqj7ZYetwXCWsfPPz/X6B7XGIYk+7JWRaVBQd8KcTfMM8om+E61FnSrJPkTx3UNx3X98/e4IYSQhbvAhCAudCZZ5C0Qjndmueqhx2uJpY0Q7rd2//z8/XfT9mhDEgJuDRAITCBzCrjw5XfI7Wp5msYbI5c1dwXC6r6uf37avq6fSwiB3AhuY70EmISbgoB/lQlWS/dfRaO1oqx2jO4eP//8MwaqGEII4GYSWR3uuhB818QaOT/Fcjo/YfR2SBktEFZqj59/fq5h9xgthGQjf7osxbfLHDUi38VCZvzxLi6h/sQe1xg9xs+4riHkViCAj5A/a7XgwuCrKjsyp6kRqRb2dzCmNBfC/bbtn5/ruq5utSWEEPDPyCOtlKXgy2lXT55wttHlmsTvYKU8uysQVntd4xrXGKPHGBII2ZP7snTh+yHPaKNnqjVIaKx6WLr9md09eoxrOUQQQiCAi90UvOMrJzuSaY2c31RbEzzWcPeaAQJhpXotf0bfFEJCdCfuy1LwNbOrochnvVozejvG1wRYKeEXx7jGGOMaY1xjpDV78osCgq+5Mku903jjFa7JKDm/uand3ddn2oqAQHZlrYCAfz2gy7V67OzR8hsNPV2E9a3aioqL7MttWXrDvwyU2+tPfmTsNuM3Hf5UFdWm6RuS/VgveMtXQrIjyRPKNj6fYhE7jVYzb4YKrdoq4o3syEoBBF8Cu/qUtpnzrJbHabT4pshqbVoVVSC7sl5v+LbJFqTcMXk05jdP7otIt9q4EMierHQheLiyH57TGmGx5LR+Hi+/ufKLbdM2it7IntyWm3qg9jThCbuFfGatQKP78Tp+I+a+N7FdAtmR9QICvjWyBc6zWgSPV3lDV1CbtgVBIPux1oXgG2KbmdVy/R30N3XWa3sb+0Z25LbcduErotBWi8n9eBm9+bNSlaa1vSXZh19ceMfa5Yi1xYqHPqGxOm8mi7baIuIiu3FfbgpWjRywM8Vi9cjoM3ojaa2/CGQ/flkX1sraZRPze1arjuP1N55WimirLQIC2ZPbbamyI/MZkQ3IpNga8F28kW2rLaq4yDHb0zylbXa1OPZuvBn5DayVjff7jjlO2ZGcKVKmxfLqcbyOeCNcsBm0CuIiR2dXJ0U+vym22jbenHjjXLXx7iKPZB+0VIlPsUybxtvam2crxWXT9g2BvCryjLIJUisU7seb4xtsq122jSgucgSyI3XWWsnd//fssfobciuVxmWrQEp3xOe0VDj+069opPym3VpRbdoGwUUYb47zO7UifTsz9vbm3mrVdkkPFylSsh+pkjkpduhxtDkIWCmtrd0q4CKVYTeds0hoteKzwoiVgna3tijeSDn2NNMi1Tt9Oo/WIw4RVqttY2vrjRwQJkX+fKql++fxGsGkuBw6RMBFDsLMM0q2cH5Vi+TxYjixvrW7aRr1RmrHUzrEJrex1AKNlS2ttm17J08kx8sulnx8HqvQAo+VIt1224i4yO69Qz/9MpaZQ5HV2tqqTXsjL6N8Uq1v7zQSrAHKSsWmW4cCLvLi+Z7VSonRe8iyWrvtVqVJQeZTyhYKXvBoSyBzYLLT3PSqyJ6kSm21/vRXRu+hza7zHPVq2NPntMmcKZZfPo23hTjgOUfdLlKmr2pBC4wgzfOtwlmmGatVUWAEaa16+bIbgDWqeGL0NdwhTX75DrfY5frbfRqro2CHuujg5fFCUi39v7+hkVZC3r4dvC16/lstPhwZuwc9ntxa9iMp0+9qubXRlqCHODcWdnQWiTmrpVJG62EP/3Fbe5oyabX46/1oW+Dz/dttpXjZQlIs9ekxUOI/Hze1p89pk5nFAnu0NfTJFy+WM8VybaP10IekCGWWaqtoJLOGPxz5bAAtlu9/GYngK7ULW5yfYnH+5dkjVRT4vFy/zmpZhZHTTOCbbCrZkRQpn9NqWd+BAx+27X6cs0goxf7y4/NYcSXw3dqOJmUipYq//eMjGifNwU+2ld1wxmeULZyxVKBnMXLccOBDEROKnDPFcm54nDQT/Lqp7Mgs06TaEiPHLfgJNQxVtsv15R6Nk3rw8/Z+94GR44YDn/lacX6lWs/PY6VO6JvXCp/fVLu10ebgZ+PJbjifUrKBzHK9+zaO8YYDn7mtPX1O22yL5d9+HAfRCX1ThhQps1p8eByJAKiMkyqdqVasaBQxBz9zYzlczrNaJDzSigOfKjpTJJJqfbtn7JnQdxaB8JSzhabaekSjiB78pAp1Ps9qUfAoBEDkteLnu1pujCu2wCuHi3NaK8fjSKai0KeMqRJSa+mf/2SNQQCUubHsx3xO2YCkVi7//Bsjz8hhTxlz+pTcwJzWCr4d0TgVEfjGGjApcr5SrRzxGGZuoU9CDfOksgFSrmRGrpWgO9kNnlPYoG21jgWNM+fgJ9sqfzZAKLafP+FxasV3eGzx/DqLRSyMnDOh76slXymWUhvH1Br++FoBi+XzozwGzAFQtpX9SJm6Wrz77Z5xa/iz+exHipSZan379TxSzjjwSbYVdnPOKp2zWsQ0ismVuwHNtEYQDwHU8CepAZkU2U6plI4fGFc5hz8UcfKUkw0kFFv3ZRzccODzavX8WCyiR3GhEvombiuH6/s/VLvWUVAQxGv182W1isaag586pkoF/5e/jQM9+EleLFos+Z//CY2lwKeMmc8pG6Ba+Lc/MarZCLyzGyZPaZPnWSxaHgc2FPrMje1nTp5yNuBXuc6M3bkrMHlK20y17u/HU+iTjSW7MamyFNvl2zhmI/id2dYBP2OtlMo40MOfV2s+J8WObawNhT45dnk8JuUSHmcm+N1cirfFtlr62zvGNEsMvXbTOS1Svc8/fkMjwGx8JwAJRZ5nikVi5C1xV+As04di2x6phz8zG8tu5Enl8UyK5eO751HMFv6EIibPaYtaLMqv96NAD39IEZhVCtX2+TyWw5+Dn8f7fFdLrY20xfAnW0vxNji/qkVKo5ju8Ge6scMdLJa//ToKbCn82XqKlw3Q5frxH+VR0hz+ZGNkN+Zz2qSkVPL5vjDuGnzt55xF8uvLUlmpeqTt7gDqRKnlT78y8hr+VNE5i0RiqUjvfvNIc/gzi0CwSJpa4ecy0opDn2wt2YtnnQ2cp8UieqSN4Hdz1d/C14dyJY2hEGj71s4NFPzbo8cgBEq2dri1XB8+ESiVMedzygbq7ft7NMoaAKUI5DmRx8sntZKjGbeHP9lashvzSW1wfs1awbmMtOLQh62xGykTodq//XWkTvAb3Nh+nqmSxbL/8ZdRxBr+EIoYnnMeLykWKudRoIc/2Vx2o8zzK8Wi1pHW8IfNHe6c5YpxpC0AerlKtY9fgqW8WrBWovxy9gi6S2DmOWUDiaXCPj8zag6Atp+9yJPaoOeHWsvJY5iIgq+9dJ7WiHkWi+cP92NAS8Whz8zGkp2otMVK7/7lCxqlE3y7F8mTyuOFaj//9Z5RYw5/srnsxZxP6vH9+lgsWhyndhz8ZGuH+/yi2rWOE2eC3/Dufn4ep/XwZ/spXh7Prpbvv4yUw59s7v35fD+GaR2HPsQaeD6rPN4n1YptDIgzwe+kismT8uHyn2+LhcdpARCpwkmVz0mt05/+OJqDn+1nL2aeVB5Pa6X0j//POLET/mZrYScNzzkcXj9+GCfNAVAZ55Pa4qwW1FFEDoBmFeo8z3J5DIuOg59Xq0m5nsdAzIS/ebGkrZZ/PTpQy26kSJBU6/6RUClb288q+flQrZrG6SEQW89e5PQ55eE4P6nW8X4MkwOw/Zy8qPXHX9DNoFOCnzKmTGqx+PSOUWcU/MwqcFZpznKlNIbJ4NCnjnlSyeN9cgRgoxD6ZnNJ7TaYUO3H53Ey4e/2jrfV8pd348w1/GG+XCwWPOObmbkFQNvP0frMYik2Rg2Csrn9TJH899taYcIlizDnk8rD8XVSavnxt+MIpjcc+oQimjypDZpa4Q9/exwBciP8TRHItEoWi+d7oRF6CJa9mJMif2a13BpjzjEAIztR56RYPv7KiKa2EKz6eTjOYnH+ohFguwPk8dtqoTLKHAJtP0eLlMuMaMWGg59sbj/zpPJ482uWK42AiIS/Zciz2mA+1fKnX8Yo1ACojrNModjpb/+EbwZbAJRsLruRItHWSunbJ3Qzs6Hgp45lykm1W2XUjfA32Vx2gyedDUyLJYVKbM+9IE9qg3NS7C+PoVJ4tUqx/eVdsBS3ltQuG7BYUMZS8LOD4WB/zmIp5nE6dwcGi/T9KRbWGGYJgJIimEmNDRar/PXsm0EPgKgCZUKqrV9+ZMw1BNrBFC8PN8uFzqPMKADby+f1+OdZrhhHWQiAU4VCz2L5+U/vRtnuEkiZSK0of/qARuhBWPaizGqxfH7m5mYLgrK5w33OYqnmEQiEqGLypPJw+fdTLGLDI6x3ClDl72mtfP+IRugOgPYwOzGfVR5PKda7fzl7hC0FQNmBvUye1Aal1vKXv90zYswhUIrgWaYUC2SPkTYc/lDFTIt0zmq5DfPSCX/3IDtR55zF8mSTedlCsFD8PByp1uigUX/uAdDrtTu1Qp2Zx7Th8CevlvOk2B7X8+GNAHhWIXlWebjPV7Vk435MmkMg3Fx2gvmsHv88q+XJAPUDaQ2BJlUsE1Yr7BxjHtOGw58y5syLijTC/bFxh2B8Unm4zHK1Zj7nEGjuQHZi5kn5cHxmreTRdB7EGgJlB/YyPOs83CwWPPmheYA5BNrB7EWdtViers+D2HD4M7dHapfHq3eo5wE6d7D+Pi0WYR7EGgKlDEmZJsVOg3mAju9emeWKS3F+QuCUYVokrZabpj+xBUE7mH0w4Unn4eod2tAfzCj8Sba3l5nP6vFzVovUzUdDvjNgTovEJ7Xy6NAq6q8iwt8yFHpS7GanoW+TXQIgfLFoteTQH9RGABw2n9QuebTMHII5AMoOHO3zq1jWiHnJAVAhkyLNs1jQdfPk8CdVcFap3HKcB1MrAfAeZB+YVFlrZdV1f1DnMGwvZ55VHq7aQsL95YzDnzI6qfLntFTUO08g+q+VADhVIKnSOSm16ssvLvZl6hwC1XFikaTYHm2GvqDWEChlqHOqhWePkYOgbC85Vr/PahHRKA6AeLF6nhZL9/hGYiYEzvaSnZhPKw8GTWrlD1+4qQs1BAplfF6PHgp+vhEi4wAoZUiRTKrlGse5S3AWCb5iscrxZjCHQMEi5HxWebzPpFgf/jRGR+EPYfvZB+azIg9X73d/DZRCGfO0Hl+LJWmcEDhlqPNnFosUb2Y6CoBervkda+UPX25GIJQdSPYhVWJSa/ndJ40SAu9B9fNwXSxAjLgh3yEwn9XjWywr1puZmRA4KYKzTOesFaTsG8EWgyCqmFik+amV/PjLeYQ5hUB1zORZ59FISoU//P+f0A3MFkOg7EGK9/C2xbr/4ztu3kOxgz1naoVId5XkwfL1VS1SHSMFYineo3t+LFb5dL6RmWMg9u789ngjWNNdAkmZRrGMNcIcQ6BCzjKlWMj1RmZLQdDcgWQnUqWvWSzsG0EOg+r4vPJw36elUrr/5WZyvVuAIucMtU5f/ohvAj0EynQHsg9JkdBikRhzw+HPKzCPFqod0zgh8Dx+D/89a6X0+OsYaxD0cs1ZLPj0xzG2ICiFsEZgsZwmFQdmUmOpturhfKyhWHaB5GnlweAsForz0UMxsgvMp/Xw+UqtHBvNwxqM7eM8n1cebRYLL+3MwxYEvb/dTfoSaxCUlGGmSFZLbkNf0IOgQkqRzxTLaWkyD+vdAmWeM7UiHrqs/noQlOxAdiJPK49W7zAa0f8Wiu3l83p8q6Uwnoc1CCLuQHYiZbJYhHYeehAUyjjL9HVaLKV5WIMgUgUnVf6c1NrdRP31ICjsYbIHzGmRMosFXexvDYLIHuxkeNp5sNjVCjX9RxQC7aO7UOev1EqkgVBfVQ6AsgfJoTpPS0VYv92AvlvmTtaZWnn6dH2ZuAVBqUOeVvJoUu0J/ac5GMs+zKf1+PVq2/5axwFQIWeq9Emx5NBf7ITAM1XItEaev6vlppmHOQgq5EyN4KRa3eY8dBwApRBUuatF6OYlBE72IPsQn1YeLeWq20VKhUye1qPnq1pO6/MwB0GpwxPPgzGnpZKXbpX72nAoltodXU8Oir4zIfBOHGtJrYTp02ILg1KGzCplWitC2w9iDoLAMsSnlQf7nKmVB5N52HAIFHYw2QMzKXJOit2NhOYGmSB4F3YyqVLBRb+ih0F1zLRIWq16CO7PIdCsQ6ixvj7Vchvoe0YhUCGrxHmmWN2xpf4yJRTLPjzxPJhYK4/ueKvmIQie+5DaPXxTbG0u0aeZkQOg7MKbM9TuAzLiDgFnipTvVCsG1E+PdwrwzPJg//lYrNThfmrjToFQ5HxPau20JOZu5hoEFfKcTysPBhYLYj+QWxCUfcgeGHxWD2+53NL3XHEIlF3YxxlqnEmxnaaxD5MrQXAd6jzPYtFcbvqA3MKg12tmreRuU331GgQlu5Di5cHsWhla91VbEMQ+HGpNrYRS6MPMFQdBluEsEvMrpcLNpvuA2giBQx3zqup2Yl+9BkGkDrNKhGIrqR+lgCzZhfN5JY+l1fKw7sOFQKiOmc/r0ZNqkVIfiIZDoJSBpEjnp1xLO6ifGd0pUOczxfLgNJ6b6QTBLxiptUIdRb9rQJZdSJnaWlmS+9pQCPQSzIPN1AoOHop9zdwtmDyvR//9ZankzWMJzcmsYVCyC9kDM4uUr5NaWwPRb0dBEHWMNQKLJe/S90oQnJThnBQ51cK1+5rDIHYie0DKNItljdTXgkKgUMcyUS3izqgP0wmE3YPswxNPHiszxXJq+iAUSni5SrXHdV9bGPSKndWKo9TXmoKgpAxJkTy/i+Xm/KSv7iBoL7MHzCLBV2pFOjTqw/QUBqUQeV55MC0Wch+wOgwq5DN7dKl2GPY1B0KpQ6jyLNc8rikgS/ZgxhrNzyyW01JfnUAou3CsZ4pFOhrnZnoLhHi5NtV2CJ4TuOMQ6PVqUi2B+lkJglOIPK88FuenWO6Oyf1sIVl2wDwx8lCplsLoz3f000OyXXxqD55ZK9wciugGWxg068AsknaxINCvNxwCkX3IHsyzSDlTLLkF3ygIDnVMkcxZLCP67ncOpEYkqRU0I3SDJQwidSizWisRG/qdA6EXrBTbw7oPseIgKK+A+Vj5pFjErg+YCYN3Iqndg8//TEtlHT0m32AJhdyFfTzL9O9JrXXwUOJgMYdClDEpEtNiOSX63QKhvcwOOMsk5a7dz4qDoLkTuzinzyuPhcVy19HvRhicOiQUOWetRBppbgqGXrDzK6UCBmlu0AOh+XpRiu3a/WyB0F6meHk0K1spqp8WlB1qRZGpnU5PTt6gcnYIlEIoIzkOyNjd+Sk3bCYITuoQMxJKWYuB+qlZQdBeJm5PUVdj8ZFw1lJb99MyYXDchX1MFNRxqrmZ2nEIlFDGaNUopozluNPMDVomDK6EeNp5LCU5U+HJIqVgqpCdRcZWG/qpHYdAhH3MgXLIWozbflrmjlZlLQ+m/dQ5DEp2IgdKg2aYrWhOz83EHAZBz00EhCyEAJKtSa5SsjKVmcaDIPdAKEGyEIJ/RkByS5YuAFHwceReAqO58LzzUEhka7U1N2wVB0Dm+h9fgSZJlJBJmwRcZAUmrJT1i18064SsCfQOAGE2q84vxRsBzJp4I4CQPXhwO1vJaaAbxJkw+L/9/98k0swZiTmnSjIBmXOiZM6ozEyUZE6bZEIbAjQJQSQJSoAIBFwz04Awc5WsQMA7NyMEes2fr5sJ72gh+bU8mMjY3vl1zWEiB0KMf4TI6oAsJw0JYEigZc50cM6gZE6N/jBF53ki7fxMWnOeE5ucM6NjxU4hICkSACXZQUgC1V9fs8dITgJNEmlOIiBEMAt/SSCA5SHLAgyIm/avkQdLWSsdm5sLHQdBMwmQdX9y/xBAIHIz+j8vAkhCtDkDmknCgDkjtpJQCKQUjYNTSg62uqjuyvac/364Ov35/oqj+f4KTZ+fOXH4NTMR5pyxzW2aBBABwlgABgQGa8cQQO6aW9IBbwQEAgj5gzplK7nlppkw+Iw8elgGILdIzsn6IHclgEAwWMzVIGQsPLnyub46MyQXSebsK58ziYb5iWZmnmGm5zmTScz5ORnO8/ycRPt8PJ5bRuV8fHY15+dzic3ifD7rGpwzoSHJiYOZAMJJQCEgQBAhgBKCPUDBQuB+hAENWLcHvBsOE3MgNOfj/bHhQQWROUdhEBGEORVpAg4I/sNdgRgEgoaQpFvOU5qZOUVLPt8XJ6dyPAu3Vr4ci1OMuj8qPa7P768pOs/PiSOfzPMkcZ7nDOqc51d+LuY859nd5OvDdfWcUQjXHiS7rdUJCwgSxkbIxkiADQiDNeQd+buTAe1FCPVhhRwInezkfJB5NHNXVoZl7k1+MXI3yG0BhA2SsZHAWAjb1oyahImaOZFJJzln65nPTLqbz2+6B9/fnzjGNf/9TY8x4qhJafiZbu6WJo3tlBQHoxTrNqWmG03rHn389FziVM/lfL4/ptx0/yxS1rnIKjj5jHZsSThhSSSDELZBgDEIMBgBBiHfSGDQd6LN1cOgB0IzZhdKKTAgMCAAI3adAUTIxGG4QO4LAYUEWQaRkNCWUPzMH70mNUoxxbomdYMumJBGS53aWs/v/npfc5zjhx8fz86T3316JxPLc3l8POtsdHw+/vo491a+3B/va88q+vbu3HpVM0gp1FZUTFEhmBhFJARSwiklFWEDloxthEgGJDAYBAYE2Gn90GGmowAozMlOxs05xb34jmV9WGYFEQggBGQZkKUMBAnqXfZo6SxS0vlcnhHEcv94TLn7+O7dObW0tXffvhxTPuXVpUlK0VEMJoOUNLbi0s6kXh6Pu2bpV+faoj68O1JrOt6fn48qxKjHxzPuVTGqS6pbdx2mrhWhW5oeBnMQBJOdDNt3k3wGGzcz20BvWUY9rB7WkEEIGwHmRVekBiIxJY/rlJoB9da4GXw5n5W27fn+8fFI4p7z4/HLo3ot5y+/fom93W27nYONd7fG3fpSE6NqxckNGzfphMFndmIPPehGeXpKsxmDe+Ae36EAaxR5QOAdGTB7uDCDJdUBUKMwRl2MXRPjOLQrh5mMHALN6T7M7EE0FXKaxNDralAYUA+jHtaNDGjHjBHgISCPmfcNEQRRRblJxgLBZLB7tXFVNLMaQL18kzkQSnYi2RzukhQ5kpndq+85EgKbcyd2UaLGrsn2podBUIjM7GaS7QiH5l7kMInN01lvDoPCuRPZA2UkPF3Pdqa3IAjmTjD3IBaJus520GMgdO5E9oBRrJEy3xwMZR92UROK3AyynZkbDoPYR90BBqmR0zTbwZwIg/eCZAdG1FiOKeNt9c6BJjXCrTPeHAOhWQhRZA1SprNyKHTuxYF2c3qAMhzizpbB5Y5ML3IgNLMTmTugIqHO2Q62QChzJ3YxpUgettnOAZE7ke25+7ZGSmT9NRDipAqkKjGZZr0eCGU3dtDpiyIPMt8aDLkT2R7xy5TIJJzttkCISXYhyfZ0UuR6iKogcsouugfZOU5wtusoCOLkxaowPUrGXwiE525kB1IjPMl8PRhyL3ZQ0xoRY9bbwiA52cnsAJ8UqW6z3hoGwdwL5g78Pq2RYtbbQqHTnZhs3nxPSuw4VTXEnDtBNoe+Yolg0lRFuBM76POkxAp1zHRmDYUyKWOmqRAEZzroodDMTpgdKHNan2a8LRia7gNzHiVrZwlVP4SEnQzbT5Gg6cj2GwqBINO9yNbkeVqk0GY8V8Lgc5J9wK3B+U2RRcZPKw6CEvYym/P5VSR3k6w3EwbP6U749w4MlI3o1uVMF7dAKJO93IHYkJEVRaZPPRAidaDD2SjUznax4xDITPfinx1AZGG5GynjbQTCk7382YOM7MnRjOc5FDqzF9dhoptkvLjiUMgyxKxEqLNdygTCk7284tbcRGcjBWe7uAVD2YvB1nWTxspC1pSM30Ohczc6W8ODREYeNOMMZ9hwKOROyPaa5GzkOFjLcIiZIDic7KXZHE0iI9cm221hEJwxO8H2pazUNRmv4zBohr3M9shICkcvf/4sB51A+OTl6s2jyBUQMy8XJLK82EKhcz/mDqSMpHaMM10PhdiP7MAoIxFBzm6mokDo3IvMw+S0hMnyczjkTuxiVkLTrs10FTkQ4uVii0yfKYTBczcy+zDhbFcjgfDpowSBIBD/kLD5mJW6abOV4cycQyH+PglIAhjJQgJBIIAwESChQwDJvciBHhxsyPS14jDon//6PdOdTzI6zDPdM0GESTNBCESZQSBJ40QihKX5I4SAEFCyMAshILkhAdvCcxEGuYcwoB3rNWcNEnKGy5Ug2Pz3/+V3Zvry+ys9xvn7ZIz5+cy2nXPameCZSQ/Pz9k28/f39dPz68PQfD4Mkwhm0p4zDjJnGJ1zpoXzzDU4J2qSaJ9BgUSJ3cCWQDYRE2iwAWLAQrZdkA0IbCQbEGAQ3hF4RwbkIeEBGRAYvSwwrjGZ3eQcBsH8799CjBBQTzRhYpOZlkkEQnfmxGaep1fnc5rueX4YnTmZDufEzNAkmYwr31/Ynd9fXj/M3x978Pn+XIPknLacJyGe+kLDoGS6NB6nUac6mNGIejhsRoMYWzw/vtOW0/H+TEtJ90e1fD4Kp+RyFslnwAYKtguQhCxsJMxeI/BNLDAg8B6DAAPCM4SdjJzZoAZD35lGJgQhIERuRv5ACSAElAASQAhCQAggBCUBJTOtM0TJGe2QmW7mJ6RLH+NIUucVkgwpxhhqxdR4d5iWBueU6/nDt9LW+fnHb45bffzrh9RrPP74GFtvXz58i2vU47d758rz47Nnl+fn8lyjjmcTVVQo+PxMbOVZIiGej9RW7gsxWSrPJVWdi2iCc8ExnYuUMF0kBKsbbTZk+lxDod+AbDcIBIEZYQbhRIAT5AQBgkCQX5QAQjRr7PFSAtAxRjg/OybK+b603M6Px5Sczs/HUhvn47Od2vP5/Nya7gsFA+dC1H1J6Xi2ihHlSIq6PwpV3z8faVXH41GO424ycDuuu82TwlmuVhwIyX4KIIDcFEAe1c0mMcxBM6xe1mwG7RiBAQEGgXnpZQ4tJSU4g2yplFA7dTLgIZl+zgTC39mRzad15uwZuBee7YWUdwQGjWd0gEGAQYCHRh2TA01todD5XYbQrKK5ZEsBRgBGOMtBzuFQV4E4ohCvNRSaX6YKBblSxoHQt7zXqATC59d7zSIHQ9+F6HDxRaEGRKlCWCUUYNDDoCyooqcNKsYUAkE+ZVBYGlGIb4TB8l0GwtKgCDM9EILfdfB0VIRBR0GQfJkiyF1ERdgaDH1LEY0pws1MGBy+TotQnG8oCIKvTxWEVIzNhMJfJ2WMXTG2OhT6Pq2CtY6LsG4cBn1OUwTiDgW46YlA+PuUKmoTF1+wxjAofH3qwDqF+OwwCL4mdZyqADNrCoY+lsGJQnwOhr7POhTlWyAUvj682XsghPPsOiQVYGYLhjhJFTxKBRj0UAi+YhHEYIoKsJiDoX8pYxitUohvwdB3ysBkqRhbg6HfdXBXkG2BUPhNIUfFWA+E4HesQ0G+4mCIN/tGKFwKFWG6i8AaFWHQwyHqqGkxtgZD36kD68VYD4TC71iIZBVgayAE39RRmw1F+BYMfT51cFeEiQ0HQvltGYixAIONUDjfpgwFeTg0f8t7fQ2G8ps6SoXYHAzx2zK4mRRiSzCU7zqEbqkQ68EQv6miPFgvwMQWCslvUwRCs1mAmYTCIPgtZexWCzBoqTgQ+i6EmmJsJhT+po6mEI+hkPy2DgV5C4XgO++2jgOhz5dlcIeLsJlQ+KzEUqTwNjEHQuHzMUVQmA5Q0QVtw0EQnF9SxbA+oACPmVD4U4nVURHW+t0DCkuDIizOdw9Al4qw1nEgdH6ZMhTjKRMKfz7yThc9EArzvWYx4yCI5rsQnhRf7ATDX4VgvQCDHgqZzsoOOwVYYQ6FYBCD7+XJeQcXXqLjMEhMBsl4Q256x2fjsEnxbSoKg8z48AhmyHKShGRCkpBd8cINThdgsFFCoQd9wIQBQiAQIBDgFyRF1GcUUZEoSTGiiJIkRREVSRJRURFFonpGFFFEM/tJu4VYJRie7FKmm44cBInNwViWwcUXzIhAeD3ZdSjEuwMhsdlQrudGKLzalWpmjoGQ2CzXYK6BEKw3ZVsMhMRqh95rFQdBhG5AmW5yJBheL9Vgq+HQZslWWzh0sFQzPSDaKdUgx7u6eg2HDpZrag2HQpulmguNYHinVEN3dsF8R5dZ0Z1csBEMfxOzejg0UnivLaGQ6FaX4zutozAIms2beKtvBMPdOvnf7HqnOyjaRCUaQdEq5XpHoVCzXrKtBMNaR6XaFgrJrFOmOxwisIlKNOjBEKxTrq/BkEu37nBotWRbgyGYEkq1jVBYLBFUprUcCsE0mTI9baGQmI4o2xwGwdIElWnuBMPTEaV6OKSSzcQFh0GwNEHlGXgmEBZLI0r1tIVCsDQt19yDoZBG5VraQiGZESrT6DgMIrBEub4RCotNXKIpIKJkIzAq1zsOhMQmLtFEJxwu12ANiHYo08UcDKlkgxUHQrCZyjTRCYfLNegoEBI7EZVp7aIhWI+U6GaIvFhoJ5Vp0BJZHCxWu3JtPGbRcFwv2YaLh7RTunmxUNws2VZYPHwQlWdmPF5EtEOpPlyp6mrHi4bMZrk2XMGLhGAHlWntkMXDO5ToZrh4yGyWadCO8SIh2CnXhissHt5BJZoYLhoym5Tpi4lgQijPvJhIDFJQaUZkiBcJwWidEt18TtKiock6Ks8Cn2w3erHQaJ0S3XzafSwaHq2jEk27nw4vDtKMMl18AhYNT9ZRiQafFC0SclqnTDfXf168KEjBR1GJhg58erWLgrDWKNMd/SHHKSwGqrv3/EFpSzRqfYS7rsR68U+bnuxtC5dpOH2wf72RwmKftvuwP7ilbK/TR3sN18d6cU/bffzHGkeXbdTpU7zm46kNecbdp3yDB2KghC+sV2pJi3McJp/8vZPGlPKJ6es/hpqoxTdtEx/+oxDHlPTm+ibeyDc9CnXUIpt6tPF2IbaU+tf+rHv9WLHH+hDeE9xUHi5byl9Vgrp/+vOItJT4FoHJy3w1f+bFC+0RR7hXucq9lObi2fQGhYOtAe/3QxNbyv6YxjB53J2QpprN3XQOfv9e4b9fa35/rZmmuSzF2Zymuef5f63w+/cKv3+vOU9XfE5XfGVFPrnn/KyZnzXnueY815ynK76m9/JZ9dCa7dYefJVQftDrx1gpSlx4Z4E05hqAisFk3N9zze9V/67w873Cr68Vfn+54vuz5t9Vv6f38u+a8/cKd4MZCrd/8yHOsry70kpC9+/e6XYWdZUocoU4c+7cLWceFuKYawpKe0pckUfLQ+gazQqp4xtjjoPVOiDQ+ZnbuNX+jk8yGdx7rPvHsTwaeZ58/8Vj3T+O5fsvHsn3XzyS7x9HO34Zy8cvY/n4zWN10/ny8ctYfv42msohYfuz33zx8012AGIIXIM5PGD+uDxCHiK/Jr/iOZHtrQ++j90h/8D95QDVzNopjFl0Kb/QuWR8x/pXKgVej75teW9yqBEIzNgswjTfBuWEkP5Xp5pC3WAWbw6eP3lR4x9H1xZrizpjuN/pvFA3x29RS3UKv3Bq5YPoD0AMlSkyL5+6yweqP7wC1Sn1wQcjcqF104RK1fv8urwQ4hMjV6dEnuByiLnAafhbiaEyRe3kv2FyYd09yUQ11Sm83MNO+SDyseja6hT4mUHkQqeNT0igOlVcF0NO4Diqq1MUJi+LnCieWLg6JdbX/TqUE3Y/NlWqkaddbVMuqNPHa6pU1Da3gHJBiE9EaitUwv1vIZIHPVj+LMgVKjzu+TrlghBvDHFMdWrgF5p8KD4VXV2hYv0WKR9Ef1TVVKfKf+ylEnOB9XluwhUqqX09nZUTPgyqUFFo7kUgH36dj4yoTk3hFT0hMRfU8Z/uxxUqcMt0rFxgHuZSV6USuIzIg+52PzFVqgocIx+aR/1E1BUqMHpBKCec3UquVFm9T06I/gyYClVx+m6OuQD9VipW/1hncqH2PT2uVnla8mHNxz1ZrWIekhPMX3CiQlW+49OhPOC09hlRlUrkuh1yYdDF/YRqlft1tfIAfN+NrkpFIb4kTA50Gm8SqFKtR5dRHoDf84lwpUrc+jI4D5iH3lWlisL9fyYxD8C/RVSq8MB71HkgxP03Uq1a8/pMHqx56AMpVKmI83dSzAHu2m+LqFb5N6soBwTd/J9UV6w8hEAOjH70jehKFetanAfkJ1KgSjWG73NHlAdC/G+O1Src+w7OBSBUqQIvUW0uiHwaQpWK2u7uiHy4n0pVceuTkvJBux9XqcB9/3xQHjBrF6pVzFs1OfFCS6Wqj91Lygkn6kqVyNMl8qF5QLWK+D7TnADLVKy8WFm5wBxB1Sp3pCYnLlOpGvg25MZLlSqqJ5dRPjBHUJUK52/NC7CvUiXy5/88uXGLatV7TNqYFy7jCpVa15MfExWq8nN9NaTc4CoVuOPdrNxQqSruRVX3I+EqLoWlW6noPtSgKq7IratUdN9/PU/sosqUyN26WvkhUJ0a+KYE8qOrU1Q/+bXEHLGGqlIiT3f7kHKD0SBUpZhrm0BubPyhPtM3JVWjBF4eMT+g5nFfO6pGQbdHOYLgVzJpVY0y/WHkyo7r/zyVKOKOOyhP4M17iirUyBtvAvnSv9uuRrmOnCE9cIdq1CG589Zf61SJoryhEH/JoTpWoeTPGP7Y30uoGqXLF2CO13I11/i+SBVcOK19biq5EI+6xVgVXJhjP6jBsdJE+QS4w7e+J47VJYEG5ZTAdd/66WilGLGrR3qmfBJBr/63CDtAig52RRbElqd7M+/rrb/qxz3w5ccACRtcGRJzDERz7Q9+jz/7u3z+287dcu4uu/SMwnblh/g9uYZIqGtm1idO3HTxjx+/eW2XmSkG21UegadwyjOgmKKD1dFz97aL+/dfOXPTKQAJMK7oePxTONfMbmNJzPSjPurvOfewf/thN+gZkx1ctQEX/ilBeWh2B7th5vLGmRuP33iXIxtDgCTbrtKIfCTamKdm2g4x0fsuf/tvf5cvdP2jHqGnJBtXYcDjL4eUt3oaDERm7rtw4W9fvHjxRM3MmOzgqgvr4v9fD8pjswfbDTPrlSs3Xjx+7sucuAQQAYOrK1L9/p4ldHlupm0U6X3l3LkHfZfv8l320VNRtl1BQRs/5k8bUBTadowAlw6cfdjjN158wNoQICYHu2oCwhM+xCoIZto2SfTc3v+wD3v9le0TzBQC48qIEHk9k6DioKcxCDHz7A3b1++/ef+j0lNJwXYVBHD5ThSVdnCKAMOts/uP3/iwJw5sACjZxlUPQeHO3zSkYmKmbSuKnofv8l3ucu6Wc9v0jsJ2ZQME/kxycdHbYKwIsHzixLnjf/z49krLzMZ2qGiIPOmfCSo4ZnWwU2RmOHtx//HvcubMBWZGwOCKBeDlRKkQmWlsSfTcuP5RH/Xz/O2/fRu9Uwy2KxSEKVBmt20lgK+zcfIu3+yP33jTpQ1mNg52RQIG18EFS08HO0V6Xrr5bz/suUf9PQ8yMyUZu+oARWInFTA9jWdEgK0LN9ywf/8fvWWFng0OodIAm1BT8NoO6pi5u3bbjZ/+5sMnzgAoGoMrChAI14VOT9so0nPllv0PunLbjQ+ip6KjbVcOgFCKsfDpbbDdAbT7Dhz+o7/+xrNrp5ipzsGuGCCGN/0972lLBdCwnVzO9Bz+8U96bvJdfs/vucJMIYwrA0h18/4fCepUFA3agETPret/z7mLF288Q88UQ3A1AF0b7/oH7z5pYyyQ9gcbOoCVtQv3ve/jnXvAgRrogisBkOGvvus7Q61YNPW0A0nMDA/7sDd/l1t+2AagKgAk1Uf/2Nt5FtEmFVA9DcYJ4NSDnv6vPYypCkw18U7/8zs9OUGokOptB8cEnPnOL5RYDYBiDS/nDd31KNSOsajqaRN51LccuooAIMaW+zzSG73dFFpJKqxmjn/kk1mqDIDkgJ721dx22zF6Bksqptp/+CQTVwlAJADf9CXd+d53v4wAWiepcApxdHeqB2MaA81zOji49z3v9+e/zRI4ABIqjEK8/gKVhIoE0/PWb3q/29/7WmYNQZKKBN/EaEcHGWzAc7KG/4pUSdBTIFEDl1/QCPktvM7JEoADSChH+BDv8yE+yHsMEkggQHsGbWMMGEVF5vUdvztUXdA7KtaBnqPb3/7B/+TbnH8ws9qAAO2FPKT5M34h9CKIV2OKUBNkP345ixv61KmzJ4LGNYwDDE0I3+WdUokoJCAYIN5h987Tg09++uhmw6y2De6hXgaB0AEW3udDfJAAgQABwjVJ8xJCxyszRvn/FuUtKW0QO8RN1Aw5i7mKuYotyptJPSmtos0Qs2hVtAY1Qt5JX96d74/nUs6CTrQrK1tra/v2BQWqHKNEC8Ru0DRdfPK39pBmNF0asHdvJQSaYTBYEW5q0RANDdIKbUNtleYZzbO0NrE1WGNJq0mrFRepdqgdzbOYK0RDMkRwAkcgghOkhCKvTgkkE2e4rViYKRGY4+rBW88fXV2ajkZOE8KYOtgoDabv3n179+7dlw9Hq2VUq8gRcoQ5yXOSO4rZihlahZpFrqJHmCNshck9rnv5O8zn8U/6iW63zlHuvB4FyNoRIECAD/IB2qNeBmPT01Q8ajbZLOjj4+P9l2crVtGiqAlagprkal7MyePe5498n29z9PTByelhPb60derEiSsP+3m+yw3MKpDAL4FfJBMWAgBWUDgg8pkBANCIBp0BKngF8gM+MRiKQ6IhoRFpBPQgAwSzpbHd32bFT+e5m/3A6D3vPMsx9/4OuCzj/l+o7+Uf5b9k/Rf/a82dF//z+or5Bztf+bi+f8HTUqQ1kPitsnM3fcz/W64/3f+j4M3+u/HD9cv8d7q/0PgtOYPjE/oO8W6B5w/qc/rtqH6HH5/5p3m/T3c+w73+P/T7yWd/sf8f/U/tx+ZfqG8BvU/jP8q/vo/1eKXw//U8sfnH/c/4j9yP8x////L96v+b/1f8/+7Pzb/vX+v/7HuG/2L+zf6H/Af6L/r/57///cn/1euX/Ef+P8o/gV/SP8N/4P9L+/Hy8/9n9tfd1/af99/6/9l/1vkB/n/92/8ftRf/L/7+7L/eP/L////B8DX8+/2X/x/4nvOf+n9w/+Z8u/95/637fe0z/4vz/+QD/8+2/0k/n3+7/wH+Q/bT+0fG353/Pf6j/LftV/hP/Z7Q/k/1n+N/wH+j/1f96/+n+w+/r97/uvKb8b/b/8r/a/up+//yv/Nvvl+R/wX7hf4j91/uT/gf8f/Xfu3/ovVP9e/if9l/nf3S/wn7sfYd+Wf0D+7f3P9wf7/+6/2F/hf+L/X+Cjq//C/8P5wfAR69fSf9D/j/9N/3P8r+6n0kfT/77/XfvD+//y3+qf3b/Yf4f93P71///+p+gP8l/oP+D/v/7m/47//f7/8H/13/P/1Xm5fW/91/xP9h+73+X+wb+V/2T/U/5D/X/9r/O////vfjp/c/9D/S/7j/4f6/////P5u/of+i/53+i/23/x/1f///+/6G/zP+v/6//F/6r/0f53////D75//B7sP3c/7vuz/sz/yfzPHIti4TijRXBkWs3CPgXCcUaC4LQ9y76Jsm0AgIJ/AEVkcBxmKUvyVuHTa+lT1Ng1FZuEfAuE4o0VwZFrNwj4FwnFGiuDItZuEfAuE4o0VwZFrNwj4FwUi4NLP1n1h4QIurlW2UsI2BaqQp4oG7Tskhlq9QmrCJpsi8FUzojWLcDkcf0BDeCZ5XGOVaKrcDJeRNrfnv3lxNT4IVhvjdLTpWskuE4o0VwZFrNwj4FwnFGiuDItZuEfAuE4o0VwZFrNwj4FtBdpa6woHUgEVL4d5GkmAce5DXrbtuAhsRd6OC7FQFyYVrJQIe97oTH2MbEBB3WO80SQB7YvC+t51Z2i9h9r8LMlKFiszWbErAeP1slY97BrgvlUing3QBG8OMaUEfAuE4o0VwZFrNwj4FwnFGiuDItZuEfAuE4oz1N9VhqvaG8Zkk1hOzmU3pLTUOXY9aT6vR8aT3j0+q5sDV7jwLFrRucMxIrSmnb1LgPml7s+V2zvKOFtsaB4vNp+iBvWeSQSxazcI+BcJxRorgyLWbhHv+skxnSE5HH1IDScvOKkZ/MOWJXoBbOPq6Izmi43KVnfzEqppKzFdYvsZ5QOw6vpvXTwF3FkTdv/2+Zeoy/OQj53Wmw2+YNAfQxxZOv9mdXQRQQ4PmCRoEVM2bUQt42c/8ILeV6X50FO5dvgUrQQYSStiSX3t6PY24p/95ErePY41yM9i206k7QbQEnDy1AbaWK6Fwj4FwnFGiuDItZuEeivQSP+ulKmSm9ac2134n/8CWQupTH3QkTrTbLE4myFPE+PwJRKdNmebNFfwQaF2/v8Y2v6Te3ZCpYmepmimMecdNg1aVQKG+WX0r7WyTfA/ZZHaylnVs1coQAA7BrXMEWIj7IMB4hEAbomROrVs6aWvw5o1U/FgaRWqVouC5Ru1cybbX6Gik/ILWRURCXfeoLOGH9PdYwTl5DOf7GBt0npYs94H/x0LhHwLhQ1ZvOHxOj2dxqvb72Bzr5dEtOgo+spCBIEoLgOAuEfAuE4o0VwZFrTLrjj5Ji/m1Te28Hv+P3fsSK8j7Wtvx0Bv6EVPFpc/ETjJooQECLTkJBREIbpgTxeA7E1PutGAaSWyKImKKZNvhesxTPBUht8kX9h7I58MXmQbxXnUYqsBByWUhCQBjcP1TUOlUWM8dSMR1knxt25e74eO9sdItd+PeZUh0+9atDMGzUYE6+zPkNE/AWa7tfbE7j0IXH4tBokdhY1kcWk20jI9xCUsf4goYxXEYkPYlBnPrPJIJYvQw4o0h83rWUGZroXCPgXCcUaK4MmaxlrfZnOOnD1Ibncat8RcEVNuOiVu+eiD6TfIToCt5m0c6PfGAF8+S4JoSIUOCuDL/lUQTuuZfy6hqLi7WDg0BzAJP95RLkXq7fZjCExJAJ40zNiO266NQZNGokGHoVz1vZ9Lz5jtluZGR2KFydr0K9YGYQ/ETTSgb4EzmkGLWIgWSxaY7n/FGw7NlkoI+BcJxUoocUaK4Mh7WoZFrNx9RNEmXYSCF5uBOr6YxIvga8i3/AtQZvmQq8ykINY5BR9YB9Oh2ylxHsIPtrBUVwS/Rv4MqADM70LpnsUG8vQqYR6I0jJsMdVLKIaSdm8yc4VUPSqj/WzmCpk6M2Dk7SXw2LPCEukQF9gcBipo0akDqkfA7UPO6I2I7H9r4E19YVhaVqqY6icGVxvI0+W1aOe/itNpY3wLgDUJNhLFrNwj3icaTOGZK4Mi1m4LBglEtJAywSfsgiMGViLQ8UC/T32SaSOTCams0hI5jtvQ67Zg3N8PCuyuGV7kyRRNLJPFZwLgqobgiO24eiS8dvH6JJ//avtMBnasLOhQuHVIMmn/bY5jW9us+uSBwTDyyMbJHl9xXqGl/Ytgqlrf5XloaNUefSTekGzzeEJMHZ2pD/ffg3dr47sapWHELrj+aSRkxe4j/05y/E3XkRQNJOKMVE7k6iVoI/gtOedTS22zySCWLWb2tJrNwj4FzFmR+jRwEhHL3SjLNpYtzTM/YEXRTDknfoGNIIHPhDIGVpBGsC4gTe3yFEwasLohSJk1Nr/lgbv2HYx1xdJR0CekaEkzSFJBU+TGp5nENO7gQ2RMjinYEfcFcqRnsdj4SHMjPOr+M9yE3eMoXZnPPaAtq2N/nt3o2o1vA73+/yI9T/v3QiqgdB79uzIGgiNQpiQ6pKg2z9LAi9wKPu7kotNt5B4nfeig0oYnZmBJToKhdEZkgXwCnxYATl7LxkkEsWs0mIciWEWxcJxRpa2FMibK6ufVtEd5dNHamOD3bYVavC3cRdtM6F7XEoOD3DKLzuZKLRK0b0HR5BQSHn4PpVWp6UTSr8N0zcqugWshQstyu59lk1xJoBwlZe19DC3e0KUfsW90Ah4nK5rMrIsCuq0+RT7lLmN8lu+KHOLVo81EBweGcH4AEWZ0v5lFok/91UpQaUV/C9cj6WEEqVWU6BueY55j7hh87frJfEIeVr3ZdANLfObWXoAn/fZTAxG8aRsYY5DxP9Ed3c0XAT9qDJ5lvH+yEhwzAuTaF8mVRWIXSlZa1h4/xB3fB1VwOhudL2HaBaIKXxhul266VaMoRlFmMble19b8N3HQBbnOzZOo711Tj1qG5fjlbEkHvnDq0du0aF6Z/g2QkFJMiiwuFI6NMb5V6/3e2OaoQSLxVhxG9vHpMiLn7hc7kYwqaL28ikAqW+crxfMnvs6ZI0592zNwq9nlvA7QOR+wvfwv2/3Uc8IMqcqZXPAktTc/P/kN6hiFVuzj9WP9N8QeHwO/dP1UFMNQumBCyZVC7rfXmxLA+2gSH4kIi7/Eb5QlED8c1+CRhGGVktjjEDjRBumKaGEdY1X4M32yiueF4OCkIx4EXW/Pe82xy58WP5lIZzREk/FUH3ukBe4yRgMEoj5mrVwrMUuX31Cc0OdGoUv7HBELdpHssKmf78q75RHBA8zdHY/QwMa37XKokY8/RwUZU0fpayCqiCGFTETtlaGDC/MFIs0nlGfYkRvpfYGiTrGRM2PvZW6gas3KHCDvMR9viUqgvHBGSmVHEpT1nfR0tnI50HFizVqzXzqELzPMVjUJ93KcJOFnZWYkwDkiEwy+aO2WJKatlmtXF42VwDuswAqAGGihqnOdJGUGHQZRMP1JcnRR+mDIO5tfOQfl+oPh/br12mBSoALaJG5XbEF4fpbfQKRxENCq6ve2cMH/Ja3zkWqUEfANaPw0sZZwfAdiKiWmtn+ZjMQgoNA802z6ES0sAUF0KLke86KB5oH47VqmiX7uWPx78MhhGGWnWr6cQKi7g6z9JDKu+6F67IEnlqqaa2EDrtoRROlUbtDBsrM3lVu5IfCNdItbzuwvp4cQlIfgwpF7w8r+N/pZtoaCr1eCxbKEpvLegkgwqu37y5paNkFf4gKG3y2fNimJdXyJTweSIZ7Ub7BVqhsmiRrakkF7YhixKS9sti+k4iFsuz2goLcsIZFAxxvRwb1329mVYNMZEpKV/dTwOJAhFFFOZw7+x5Mkolv5TpisTJTUhGnbMJ1xPzylYP9hbWCvCpBG+m3jbN05IJbhfHYs1Y0N5LTcfSEYVkiM1MODwt2dmGZPf4oKdYwA024nh+OcEziLJFhgNZTOboCrD5Mvh58cCPgWjlfs7IhSfdgrqttjcl02WtlOcNRRyOUZAxvULKtwT73G7WFVOrFyyJ7e00mz03J2iZ6uhceWo+7w+Gjki/Ia0vLggxS2JANKRlIHfQOSbEjkHvms4yg3oIyo5pRRCuBV8Js1N/U2Po0Q0FsHapZUJQP/W+wovn3L1gAPtDLj3mtTyUI2CYHXQN+A5A603s8gABrf94llESsv6VRAWZRdWv4OQr8Rzs2iGM54vAGSjhLDPakjJgUjXDuC+uJ1HHp8HryV2dyHjzFiIgATdQYdrOSEn+ZieY3uTjY+B2T379UhzSSci1orTp25oL7CjnFgt7vGvNnBcgcevQc7GEZMe69f4IogMqWoCwlxtCySorECa9Iz6xgkZhHhT+Wy8NEKL1BpZ80Dd6zDu8rtPeL/Sfztx+xvpyPryd2rABcy35Y+y72XaMl5hhVuYvawNRgM0XTs/4MylvNYjbLZ8RiH9qAi/xSiSTjGSXqzWmRuudFQYJXmc9WJDk6FvU3XVhZFL7SnqXgBQjCFNP8Od8/UPNcaZFqrBd7t702Oj8L70YCMHqdSA7bNXu/8LL4n9niwY1DjM88ZgkDrMFdDXxP2w2dmowwvMjB0CJg/j0Eaoj94VnQDTvolFbqL2Qgz0p0A2kitOdCeNfB5Bg9j9Zdcfu/fyh/paxvrSPYr8WVQ5gCqnYdLtQSEX7k5qjDsBCIzq0M9UNnFx38BEXAkPAphxNj4HCDLr8kJJQ/Qj4FyvfyAlLxP0x2jThS7H2rqzCPwtQojuzONeIUBXNlwT9EhcHYaZ3IJ3vCF4D9r3TTbsgzpKuUDZPuoXObjxSJOM1B5ZZtND1O+1slMWpisn4R0zhUTNl5/94GzmydlYm9w6bPV97oWZLf5aT0Mj+F8cKYn+0nCdx7e36n/guarIRkknfZNLj2ZXLtFJ28BKpEGCg/8rXQKvmhRzT9CQqOIVbLAenrCg1yZt7LU+w5dyYRYayD19J4rOyPh+eBDxN4A/SzLP7cQkiBh7Zjq4XnwdyU7csR3+GMdagTG1JkpZHfssg64SQnH22gugtp/G3i4g4GVZg/Hxtlsxl96Qm4aCHLjWsoMuzPctbP8CON8thugbAsSAtgUwjyWsxV8L2zOLb/EQi349PfLF7tCamq+DM73BQykgLW7QzSfULSRN9BKS1nmose1JFuubvvDBtTrdWLywnl8wBcMKK8bwqTPiDHaPGKr44UkN9EajrDw8PRBQWmlcYnbvG41eYz3oJYzlysiaFLOoK7bx1VL8V+izUezI4cO6go9RQcCKL05MUQVGjjJ5zNFiJWjEoftRh9L53aQjXK0IBn1cJ2TnnW6r/iYkiHVFPg4OIPvjjN1AtwnMmf1uJOhoG99dez+e6zEWt/OXWXu9LXeWxa3RFLbTJ9aJtmksqdTW8OkNYrQPSgAVbOMCVVbBHgOxsd+WlSGZV41Y3MnRTEn5J8yyoTxtYlmGLRzA+3dnAFBckbBsI5hTiK67IWDrHUpPy9wzDc44kEaKi0EGSJ1R997OsZTrSfmnOHJllyWKiBdKOygckL549Xb5wiaq7AJcijuEKCbHEB9Y5ZK49HOvLfyzQLiXcPFZtru8dREIHReWPMO9hC05k9fFdVQHCxbxFDkIdKtpPFbp1djsdWhIvPfuCk38pYb1PevjZMv85atJYj3M1O8hWragH1LiZzUSNdip+L6DcoGaWhNXW0l7aN9etIVg2CtKunofbG1An+dKkTyQx6Bgt1dgkVE0oH3Mh0UfNNNkUZtj2uo4UKpptQOauTjiCWyfHNr0YWw0EjDqcYLLPppEr2ZGveslpDCiPC2JIJA8AKEjTc8KOoVjlVTxXlv2G7tV2f5SwETTRpEJPL/4x+e/Xt9PD2axPP6EtjQ6Wc1TMQ9pru/pZ9RGq2wKSKmBPTMGo9V6uQInrJD+mo4+frN88onEevg/G+k+aE9LqHflkRgRPnVKJ2KkAAuGWq6YB3f6hsr6D9R80sK+lAMU+QdhJ1wUlyTJTh7n7DKsC5P5Nsk3FjC1U7BwdcfFUyCKs/I9JmJyToQNEY/Mr7vfiTMzpznp9UK2arznALwMmdWQpgKgFS1KYpYHiVD2A8kMTeKaJt9CjxAI0SF8lE7XZyiEX1jPRHF2ev1APuiUUpSS9npBeszbtZVNwqAl0s4CdpJYqMbp6hFaJKRaP+sxR1jiI0EoqQlXiAaWGFmFbXs4EkOItoDgstpQ6H5AXGj0nAGhXkfkn/YsCuZqb2aQgegtl5gk2H02XEsugc9pudFrMkOfxT+kmD7vH2xq+t11AFqnYYxMeLWbeeoPrOaOBnxufKWGsz05HErKd8iXW9f4GLTEzymkdVMLh09hWYV11tFXl40PXcGj9ADg43580CSdWdJS4yLrKMV/8uZTut4CDuQkKB368XuvlGR+yaZZHUR2L6lNaPQD/zedzXU/drHzWd4n/hW9wgwyH0TA9aMXysL+CM0Abdb79bLw2Mng/5IDFo/75XeYn2O6f65JEWkkT/dAll8bvtaDqCf3dkAToLjVgmcAZzmv9txOiyY48PIURkYmKGTsS44pk93Fl++x+e4sPVpWKZec32O84zZV8PvgnpXGF286EwNTyNy2qfv876Vl8kite9o7vRM87L3m6M2KT9gLFl7zdO9raPbbMhEEp3HgYjop7Cjf/yqQOIU3QyINRYPFIDGC1JXE/6YmbftYO+vTsk7rQlRmxaMVzqeYrVmkOdM6wLK6wEaZpId0ABY6jLkbcQuqQQXB5Gheyukr9a5+jkKAGTeopMoD4x0Mjxb9ltrZYKDx2PY5HCuNfJPShlSodCGVFdKdYiZ06TBgB9ff98R6ZFwahRPmp+in8DiMfaPXfBstvGlTE8WnCUi5F18oJxjmlIT2WpgNMhkntTEEm94ClKc98bE9SsmlnXVc/jc9uENwv2TYjNgLhDZa/LikoWkdy2nz7YquOiQAmG1/QMIFD/0zCuK0/XuX9/DMRUr1tyAIyuztXG4onKtRBSCKAM+vxB2DdRp3eYFOlvjUZdFSmJKFAmejBs2iBRe+h/0kalgSBNpjZkDrwzsxl05B9o26VLs0lLb/ELVUMsqdBbQKMS/jR4JFH+ciCfzlrHIH92t9abml896ZgXA4YO+rKc5qz2810/qCzHAa0On9FoR9IYqkaJJjpyIMNHueICjgPrEyzylrrtbnTfDmoZ+QREK9HUoEMIpuIGyulACIKkbyQgr5uB/Bt5b3Qj+BcJyVOAFFMMIMwXDvBsjz3KrX8sEBmNGYeEoNzyb8YyB9lFBU8T5W/CNGlXE3U3Z3528o4tHIQoYB9EiL7AOihqZtCsGupBx/OcpbtODHMv5ByOAVukotlqNnjqga39el5Fh25yZG9B/DbPWhdlzZo5bWUuz0BNM3dKAkYBLFSzN6RgFGFbWfUjOxh8+ECiwAIp0cQspXlvjGv4WUTHneafTMBRPVh3TJ6cKtTP0UNBFxgJbxnkjitZzX89eeEYIBqSSdqgzmuWViQQhN30oREDb6TOVYe8kZG/0ndoRPIi6sd6Lje1m4R8Hj/TOyyaweAk2vJH93spGweeUOVf1xKho3kjAPUHR755oqdt3Xj4wGHw43ewwMCVTg8suR0coj1Ie9OI06WUxfKP9Xw09yVwGIhy6T730NMLaNZPt6lP1EV+sEDhGNEco6m/qSvmix9ciiq/xRvbcu1oY4ImReMDx/y8jGGy/0lRx+IVRcWpm1KfRKtUyTEO9FsliK2YuJ5ip0cFx0W2er1en9SU0+vbkL850QbK6xotSjBLIh9dWv98eTobNKglyFH+9fqes28lDNqs1waBd2sPc7yY4ZpicWHkP5a0CXw9xmjlkJ2i5e403CPSP9N/wvFH5mmXhGQSnDSJZ5Kv9g+j4d1kYCUn+64VOMqgq/nmLIdd812rZLqyG93lCVWtpl/K9kaT9H3X5JxFarNJFi3IwUzKUDFghf1pDN1cblZmtRGiHRLGWagn4EkYwWGqefgxdvb1mPdcqb/tl1xIOjUiW9VuaTKHjXym6YoIc/KKC+x5qE70tndinf1SoQvCirXmllME1hUA4XXsh9jvYbeB/cTUQgPRtA3hV8D56Hxf8x/8M3qpFc0ryg0zw4LFPsSiJSyTFgDXTPtmn2/bnLEQcPfn4eB1w6l4gco1h3eQvoc3eL02KJT//hhuPTTkhKbklRcHauuELlJs38boMq6gvqS+ryGatFRcMadZNSjQmzwcBpZqcdOvHc3DSWulYkuR3l1ffbpEHG/PpCY8+LBrTItd2+tr3SJYgn3voBsWxcxzKWJQtzcVlL9UyVsEDH5xG5LcBHIuEx6rfdgVLjENIFf3jUjFJ3ZklUixW922lzMzr9INccZ1b4GEmcBTQ07Mk5Jjq1iTmsRrdtB30tGS5bmaz8THeTS3qfvZzqyJ7ww7UK3Qh4mzvpJPNRfjZNbQYt6omrmiwcDXotqEikzFSEF85eDjIf0U0ZifUzJMq2haDD48P/0Txz7MYmglokxkQcHTlVGwVJYw5aKQ6aHOAej5DDQjNlAHsMbAPDTnXCaKTYA1uZdwgZNh6Ksbb5mG5LAAoVYGys5iF7PCbv8yWogZiAHne54RzzjoU7jrxoPPp1dbpGQ87vrvp4fvBFaFOxuLm8DZWQn1KBiT+9HmDpS6/C5gmLhPhbfhExmdmxufVxJqsaPunyCUyxS9S9Zc5rYTbSof9S8XgUHQ8MiO/E4vZEGmLX7/Qg9fuYdT0p02dgAMlTxOwzqCja2ZDIdDfSdOtafvINSl+Hl/+rKO/9m+81/9fQuLo0wDw60ZotoOSMSYl4MkX8ZR5ZJf3PxJvrUlZDHKprN7kxVrrHU8dyUcbt0YtU3wx+V1L70jkwpzTqG7er898o0Yfr0uEPMRvgY6fvq8Q48j73ViglUrtnZR4twtjlw2YnymsVBbVS7c4elA9k6APY/PtwhXkYqdmvSitOomB7sJ862GYVXoZUE4KdUWwNlUhpOGFwMDlNHqBTMAqCu53gmDsbjleNENyM/ri7H4EZuSEUBhUi+abrqGiTdYYY0zXv1ErEMmVMf2cUaK7aLCsyISA60wuKxZ9eioGMsEd5cT9+MZfvCJRAmY4Q5FRocRTB87EdKvhwX69zDGPBplDVYg/l/48pb+W1MJ7LbA7WiYjl1QpLb0fZ9BX3JyAWlhDZ0gOfBZ4p5HwiQEZjdMnhpiKui6nOLSSkEOh7xfuWMzsj8pJ5lhcuB+g6m9lw7otroduw5X51epcRPir3Sgg+Foc/uoA4zlc83McGM5tSKaVpqAL+QQxw/hJOZtOhlzPbY7IPZYx0bkn1rTSkIlctYaezNBXSFrG2LW66uZF1Syofn0tJV+L4JNbWKWzJNYaAerAYCXUAZXQtB9HRECEU8YbGXOdKtrvdYNzH9OeY8l/sC12xPlETuLQsbnaYREgJVMfeEpCWAdH7RsnnEuRMQVxhElkYKMFerXwxoi4KdwM6sNFZU4CNdBBsFSXbcn9LrKR8aDNXH/jEilLv7cidtySwTZM7fpNZdXlYnujofimmLIcIgGKZMLmPLgdoa+zqEslZWWcEv9YFPHDy8ntjAEtzmx3/X8GD+c1QKIwXB2g/kp0Spbznq40I/c5TZ+XbBAlJ2W07AAeN9nZ6sjQdppzblFoqHmlcQ0vwCideLwlymEjOigYWGa56TuIl9kPZimZM9k+oguLbM8e8lLoyN6/+PtN8xsHvfXO3NKqmYgn32Ju7YTluSvcpEsTwd+Nt3qOoa3XpcThag4AZF22odAazCoitZ5czxGGejl25GD5j4I/UHTebPVyfPaK7ZsH2UkIe63Jmiv69f0jNC5WwE/Nfyai7iBSKsozmGGzjm1aSiFL3wcpBYgKlc39AWMHaWynXtjc5dM2F+nhnTkG+p4QH5zadUokQ5aVf/n0tBW/sMSJMv6Hdpcse7k5lC74j4Wk841c92FtpGb+h6ZYuVYlcnfCrp28aOhHw17ffjAuSlvvXZy1F+mLvlKts7GqqUZ7SOOpuPBZ80PavAqQofXGk0BHMmzCbZfPcBEt/0/msoQHwmEJ5La7B/Egphc+haZdwwgutw2CHeOmnDq2wSQPLASaSlu6CpzhDv3RD+DGr9dWACT7HeJ512NmEfSxq5SJzad0hWSKpULMBgFk3iO7zhVhhpfq8+tF3kktEVt6uOmct857aoZ7yPJDhMcRrLe8P+9lw3m/BNdzsI3JNxVuUF03/AWMrbHxOmvCPG5S2rLdajN9uvEJ/YxT6xuNGszPLOpiL+BYSnMrEJ62D6bx+lCiVj95Hqmw9wUahR0FquW0E63Eui417dpMwWscYFXXq3LMpjeJs9w80MJiL4QIP9FpcA6e2xorgtbAQ1YgfpE9rrRmj2dzaen5a4UJwv8SFNJIW40oFdH+XEiFEil2t46I15EPmp36zsuzxGXsrtjih0XRNtDkTG1S4v54Q/pEubnHfbxVdhyCP9UZ58xRQFRq/Eq2T7ECu/vsLDVdYP6MEmTf1lYD3TQTWjvs3VAGBBMCWWk292XDOGO/kebtaydtNUvLmmsBDti6gHtXGCQGsfCsIOtQp4RHclJiSzYQtxDpP71l+X5svpkPDaVQM9/VDijId8+ZhkVZuzBL/8l5AkVoHtMxfqxuVsFkwhaj7Qx8FThoMlp0fYeKOeWD9tjk8JHdzcEmYG236nL1OZCocqZGppWQ7x7nieKKjrtkaggySBndVR+gnQRBlTYs1jJdbtlvFGR+7KjskggKhIAC89Vgwrpfhn17pBoI68Va9wJ/B1FhGQr1J84J6KT3xICmPbsfR/lIzHVzxCB8QPeRbdXAbZ8qfFQtjPni/BPOxP2zXq716Xf9/PGowyWP4svfwCCv9TfTE2j6FBlS5JRNKL5yBaosev1iFHDyA1amLtSJA2jCoyuNv+G1F7P75wTNvvXzwwYIkb6wGNCGnhEz9PvhyQ5rjd+R/oks+Vkm9dg8Kl5XieKD6SmDhRWU2tzk+mIJw4V64k362zbP8YwFKXYiTUPdQdJ+JwwNrxAF49M6oP2+du6NiTKiFaIZL3kqPnhjhTO1QpJ6roMVYcB1ppMuJokS/dsFo2S++2xJB0y/emSXsPuzBLyzDYNzdaoGGB6YFfKVtuUfQr9v8M0sf1dQqiTXea1YNG/vGVq/oA5W/CWBtl8LFrcSUZ3lNSrKwcUByBbi/5t8eKchO2g5UqazCRE4VknjHVh0IfrvApt+6IVFr50kmd4FpNh9hBieW85zwmmmI2MH3d8au5+ys58KVqnEnnJCIyeHumbB1rV3urSk6nE2Dfm43TcVv5Z9ZbX0n2NG5SuMWsVJzvbguLMAng6syt5NTMKd6hH1x3PAWIcQf3QxtAiVe6n+hgk+RbRBxXzUB6nllqNVNTR8w+XnC5tJrmF7vPsZYtjVUM9qg+iNKRthSF51+zGmvaRRATLGx3fNhsD2htWzcvT8KwDdKa2x8dpojOZy8CIDG0o7qQTdPpTKJqPogYpf6iE8WN1N2YCrdgz+qUys9uSDFU8s4os/BYOrHsjjj0ZHG20ULfxH0V+FzTBmyOft+qpm63okgEYpiec5JCP3aScYXGLaoyZUpHRlUJka25TgQJxbgaKBWKpqgofMMVwUr2lUJsqos5VMk2d7yhmNXa3OcHWPtgul5Pw9oYaLKctGYMUfYIWZ87uJRwZT57pxPREjDh3mYPnMledORcX0mmVHa+grhlHyoJTpf4aNrOM4vaUVIY6ePf65LfB1EG5oAtNy8tIq7FmfrmJWhWyiNEqk8Q76GPmy1Nyam/mghed7bmubL5zqjK0n2mqlZy2zMBLJPa8Jn1wcxAWIAccZAWkrOuZc+ZFD7Q3UVVvdtZ0/pF0LvSu1FcWJ94sGkkFyRzSwcn2/yCJNZp9xNdljrlyZioU0GaQvO/yP5Is0m+sWyUi2Cf0/6Y2N7qBQZVecg/uXI/DQNQWI+z5OOjHH74RSK66SII/11JjQfwFtAepTidNspaE4N+0lluNPuYe0SZM4zYHg34AO/J2lCXxjS20lvD3FoKAv6/MrOQdsKuPGyI7g/aqPn2ZA8F3E+GGAbPiTC8KCGkRC56d9II9y5ul1GzBJZCPIs/ye+DcDmZ7ORa7GDPDWs4bxm6jfIX2G0d5RHQShvyf9+BSPpwTxsEVTCuI7lcGLhlxHH/Qn/ZaLz9JCO+0y/y9HbvKBR0vBTXFzt63DcO5BI/aTNLJq7uPvwomTHiY0VqjqCJPvxY+GNeEZ9qUHfT5lgff9Ay8J9OQJhirvvhvPsQtYdZqO3cpZgZg7ZE5Q3NuQI9AOuRtfljcYjBK2PJLOQ0CIBMpAj8CRAKQcNslqtZlonOfg0TfNRqQLNzBKGRd39yP8b0rq9aPAy3ERqJNPWNMsX6qUbgXHgV1qAq8gBMvWQV9vvDq419Du0YFiyO6OiUU/EvYxijjSKIWRDXnNxXUOGi6ilz3/SEZgjeDaVmLZXkXH8xLMkBw1D+HqpsaA/bDSUgmtINKDaSm2qrUx8BLRqlHw7sheQovp2nxXx3UdNSclj0NSw+Op/x46rMlDtmdmxmGs+HOeSkRECyCWkAZDWDqvDGULYw3GVvN8fTkgJLWzQViDIK8YZ4B1OvepzKB48pLWgxkfbVeKNoiNDjISwcTuQykKUwBatvUEittpZwB08DnQW75lc0nLcaAgIlvkD+QWnjKt0/iyftQn3mguVJ49EFRnltJUEghHb3leoV8seaLEI/a6yuL+CLl9h9t6A1/ENZh+oOc8q2mdeG6f1aLAoJJ8GRavGcDcW07jEkcDqwFuKfF+ci1yASobgu6KJ/atqo/GjUHuV39TkUGFq0WmrubirBvRLwoDBselOfd4RM/wy+GNJIDRFCpSyD64q1Xl/XVIZpj/FQsFTU3uP/39milxnX+jCONuP7CL+n5DgyH45v3e7ndSke6tN785n/5mhp0aaSEnhJVcQUzLTPnMNsILNiTPKea1AjQWolcFUDyrgqOLWYPv05XgSNYW62MN3iydsRJ9W4YUjkWjt+ZgBt2GC4XUFV094Me0CI0WWaUnx+yYyo4/AYJtDkirkiadJ39EmOenpQ5EeiMcv735HnCcUIYP/ms7VLbFYYvXpdbxn/LPthvZgQ3HGHMI0gPmYUEv7sp25MPsUfkMtXleOzdpWyi9QiP1b/faM2iFCEFqxl3d0uTIfPsozx3opqtONt2KVHpcsMVBHS7vXq/f6SFRvkliTHma5n3vlC7ObgwjtWbfmd2wpdERE3H6ut3b+0dRdEjd6qc4yxISucG3pxX40hrQEIcP7n/jTHk7GhqiMEKNFcEEaAdbB5OokRjZn6AcbAMLckNLqkqlMT1IX4U3h6yhbLAvDjTuchylyYV2tHzzPSx2eXfneztM6G/Dx3X/ZLAnWCwqvKWJSQwcwqV2cFkAMuDijRlyiZdEKzvVru6SMzJc4BibkB/eKItkf2IqXSYwSoyBHxnY0K88AQIFlHPB5AHJNZ9pQokPzRWNWxRg9VR4heQeoyM3O9teK+VZxTEBN9wtxYuXrzTfbr6tpKuI101IbSxdkCnnA21NtkOaMwtmmCIRaSJLpfkVUwuTqjgAowgR5aapwOhUaGNLEQdW9+1/Vosmm34t39k+/c2JMwKt2KFaA0OIklf1werJ/GdIaGxRcTwOTrCQAzxqMft0/mxpE7VOaRJyRayrZ8xs5CaHMQo90H5JBLFqrea82Ka4Fl/Uj8eLJ2YANNA8AbYLXgFc6QXt3VwiH1vEWinRET4Fz/vitjpBxBD+9Psa4SP4sWL4Ki8l/pup8HV6VcOp3dOZn3Pu6K2n9UZqv4PJfWxT6wuJXtnlGNDoG7nsiCtBulAFD1OBQ/2hWGIZW0lBnDZCAribb92qDDWVm69SPRHpivWDTXal5Z3udL/JEPPU8MiFfIcUIZI0U3FOeT6HYp5TbTKjmZJxHCYZXTsROsCoO7HaAPId8wTYB7j5Faz4m5BsMAVyZPxDB99Lm6f7O4BFsa2p4vBuhprhjsl2/WfRFSh8HDWQxNup5HycbC6zmKAjIBOcBzFE59Fp8JOjWhPghNHh0D7RCFa0eGgOlPl0HlDKwyXo5XV3fBaM1w7NNOC7foKFTKst+DO8m4ePFH0T04OKNFcEBef6XQ+71XAOnDt8SYLZTU2p93UYsvlFMCuCED/+mBSFCXG7AOvrcw62YmSsTv2ibG0nwJRosbHoVYnu/iOInMrIPRwCKwx1lDPY6dyubMjXxAZcTyefvtzZx5lTHzBiELJXH5tVUlNF7+2RgwlmVLv1vJoyCJphqQMNh4A16HounlWoQO0QSGx+/O5l8Ulw0qfjM3UIj1N3ma8osgTYAVdQuN+Lzq6uvfSQBAUkIFndFxw6EzmfcpK7k07aTmamutN5RlH13YvHyxjYNwKw7WvqZN4lUxkSbgS5jvMYuJAXR5MozLXxIgSxazcIOs7CqJ7jNSIY3pXUo5vW+4Lh5NIFaDcnxnXcymCaEDV8UWeb8MbndEwgF7bGf1DJu/fpmVGZTt0XRdUXpWMb5gOUHp2CoWxLSwiIURJI78pyugBYxziIfG5Juy28hKUAwAXUYAnKWopCzTHxd+32MTpH3TGLpXwPKqN3WrYmTWTYJj4xaohFeNavUMUl3zUNp/RxyEX9JGExq7gW+WfJYWYNroLP09ngbmWtaXR1kEuZYti4TijRXBkWsscBNmezUsl20tdGeZLCbntobs/R8uRLJK3Um+bdfEqvAyVRkiJnrh98lWG0AUQGmxRZ70qxSCTAn5KRVHwq6JcyqNeq8eEicvf1J3FI1+xt2ykUUlb7QRSVaDQdi4abUcAAqMtgEYqE2VPB1RP1CnLz906mBXU/m1b1k8gdtdouVc9qATL6CWVqbmeMFB1C3PAL92C/bDtFGdaw3MSeTctOYdrlgzD5+RQRJjRBY7hghFrNwj4FwnFGip0ff8PycAXP8sYOfXDZZdTc71SLWJ2vmgdYDtVy8IVVqI5PU6C75ZCoPXmXR9KT4H5uklvt/P6I1aZhXjxx21xa2XAwVuUjhQBNyvX8tmyZRFe29fmndA0Q/+O+txJzMdpPRVF2O96lGEzumFQFuc5Yp79Y7vgZdGqUM6Xg2Vo8F7JKE4vJ7m3t4dfWkD5PtBzaXxMpeWlf5ZEhKn4eEfmV6laSwc+zkkgUAWCh8hkj9vqqP/oKJArhGY1Hyo7YbJDp2pUoI+BcJxRorgyGXJXLtofeK7mw2ze71rwolxTfCxvfLJDuAwFQsozulhNGEQDQkvcOhHsc2tqlsdGi7XDES1gZ8PlHAYGS8ZjGsOkOfQZYepVUHm2HhjQSZA2ynl1G54E0tbE8qumQ5mxyp7En7GqbfHxRX8FmtWB4xwPaVlS/c+YMapic1Bb7z2PwUPD8IXauKNFcGRazcI90xRJeghhhqRHgzVFTjj3FJtKWXqQ+J6WLLWt3PqTbY17ftkfKCFzqti4Tir+/vkWs48WxySfF45LD9Vn1h6Wk2rgpC1cVJ5Gpou8LhHwLhOKNFcGRazcI+An/ndmoWHfVdA/ak9dBTPZoorEvJuWsnpEXbAurg8tyT5TPy8PPKw8SDVDh+eZknqgxabHpbnWdw1Rx55BIi8PSL8/lGygG6WEINfiuWMiauqBhOE/zUzAhNTTLf4dYNyE6RP8iHCcUaK4Mi1m4R8C4TijI9xqWGKClV+0g3d8nBV7aQIvzon1Bc92PUSLYuFU3Q0jbFxXnTZt/EsW77wWHKi9FolXj5EH5PZPcaF00xmAMkiq7nbd+zh44zpTiDmgzIQsyOdOdyGsT67tQWu9MMJBLFrNwj4FwnFGiuDIsNU1xV4kKLAst8eYKsmYi2IKsAk7QStMn90DmHt1swSta9c6uP+v2Zla8t0jCXlNBhCK5DoNHTlm8LQ5HA+rvOlXH6iGAJuwa/1GiuE1di4TijNsQrrKygEFRER8C4TijRXBkWs3CPgW+U2c2XMXSgkWoM+VPjCQx2/lQ9ClpJrPKJt43DHLAz3/J8+dxtyptCzXYtyHpnkeUTcMZQ/F2FY2dhjud05ZtzIRF2ZwbjcXOF55jZ8uNc6lqGydKZn2TpTM+xEIT0W+yc3uxUKMmcIKp+Ky0of3ZZUCrS0YXCcUaK4Mi1m4R8C4TihbmtxKdzQvVkX8/5uq0hfBSc0sSbCjtYuXr3a14ECL5OvgIu6H+uYELTnGWUSvLOARgsT+Xw5/G85bVkfZlHsTWDlcvC/Zt0xHVr3ZHBd6C9amfKDdP2Obk8GdHLtlIz/BMLxImK9iH6EezfXnK5qQKyVZLN/LN3PymCRoJvBazRT3HMtPX9QRGM3GSL+C28VWT842m/zJmK4Mi1m4R8C4TijRXBkWs3CPgW/nIFRvkobqNXYSG5uMuLdgmYMt65Fcy9VMEsG7/3N8IQBeUahuYsZjsAJup06OrSxbFwnFDVQIlGiuDItZuEfAuE4o0VwZFrNwj4FwnFGiox6z+crDQEAbclhyY3zTHtsOXTnwC2oAYL5YxAhVfPWeSQSxazcI+BcJxRorgyLWbhHwLhOKNFcGRazcI+BcJxRorcgCO47ytOE8bv5IRN1OnRxKxvyJ6DMn+GkArOoNm83rQT/MTcgP7xaT1oJ/mJuQH94tJ60E/zE3ID+8Wk9UIrgyLWbhHwLfgvSxJYrF2HGe6C76t84ySQ3WlkC9FJgJIpK977E3ID+8Wk9aCf5ibkB/eLSetBP8xNyA/vFpPWgn+Ym44EfAuE4o0VwZDJ9/OtWia2Mdc0t+80bzQQAIrGymQMBWCwUHFaLOXVT932lYWiuDItZuEfAuE4o0VwZFrNwj4FwnFGiuDItZuEfAuE4o0VwP+kfvKYkeKHgHBsnKVN0TsV2Z9YfeCCnxHEnrY8NOWTgnDYdhKtrgwwqvQY7cwmodn8PWSQSxazcI+BcJxRorgyLWbhHwLhOKNFcGRazcI+BcJxRoqdfdB7guEfPxjxXs582w0T7Lk+81mYQQHdTugeb6yCjpX+8yV9/jdXOJDLqyuvmk9UUPfm/JM1mUWMulQRRorgyLWbhHwLhOKNFcGRazcI+BcJxRorgyLWbhHwLHpO+iD+vh++ZimiY12iucTM/YOYJg7EF+MqSTcFimS+EvT9A1CVvDglmDsw1YWGa33lT/5yjHiE/7HOLdpL2KPKls9/MFpf46f8q764ez45IJYtZuEfAuE4o0VwZFrNwj4FwnFGiuDItZuEfAuE4ii4N5eg0zcxG6NG+vuSDT4AooPw13pE25NCK752Iw0OUe0Mf+dvbIPywUITq8/M8Fb0RiRLeOtWxcJxRorgyLWbhHwLhOKNFcGRazYgAP7+HSAAAAAAAGUuLTXvnpmuLqNpYGbzG53SE/nZNR+BGK5ulvJB/F8KAKu9h/4XheqrDq7b0Uy++XgOKwpLm7lsjfQe3N3Y8ZGibATSz7zutIgzoCwLVVixRfDMKfyX8OXBcI6mgyBQyRAeEhGTG0/7c1Er7Dlzu11Ohf9Hkep5IjF3ywmjMQWkEsyRj7OA2lughW3bxcJyB7uRKQCUSB1KReH8luzq2V6sMr/Au/oDxFmPHQyDaTUR06NO0jNRHaDyoCkkv3X1VV0Kkzlb6zpxq2z5oaRH2C5bSiidA+EhKwyblxsTqUvpwVOuDH6mxF94TS3KGxzz3QzBT/CSZhAEwrgoycoqIIvrzS7B9M3yh8NrFbUM3me5pZAiOoDSxaI0CynWC4oWo99RbSiuSS7lCFw5SiSvaDrJt+et7MvG5AmnAAAAAAAAAAAAAAAAAQlBdCq8Dn3FaJ7njfzgwTn/33TGeFcQM+rGYm1wVhMseWvaZHU1kpEcIdl3i+JDD2v/9nCb2UMwXJ3chq2eCYoq8oD8M8R8gtvwEOld5aZIcF/5INoymDq65RYHQIEr6dKD+97/L45o5soElEXZaNLL2NpfwLrwwYm38sjaCdUuSLRb7aCtqFX3OhGbqNFlkOJmJiTZP/kF75KFljtDCg6Ne1fjuV8glCD/g3h+hzqeVXNI9njy+neIpflCr4baj7hRvbGNZ9w+YxTlrT7WKqGsSSMeyEo7SiXqm8EihIVPZpowygF+lqmL5TH5cEqxSbp82NbEEfPgCa5KV9dsMnuXIiBIuvGZ+xvqcmNf+tkynVvubRLtExrW7h7NtuTGMRSdT8pZUhm1w9MBCnD1aGXmy9FYWBTFo09R39ackI5f0ZZUOn9RvsYuIGBUkG4IeGl1Vv0rLPuan8Gz74ILOD3ZCfqTAQbgC0/GF++XpS3otmPAMbr1fyKdHeG1HN8yO1YlZazkK+y1HMKRht6et1VbsdUsM8YSu41ZWa0uJvP5fA7e35CWT61+Kw6XLM9G9G3ytiehHrbcbb7yu9fXdJviKtO2/N6FyLT/JtDpk1o2IWrLYT6rzx4zZBbSTSxvWZ+abc4udXIIjyznP98TON2mYCkXzh/d+hS5VDvwjNeMahNJsiXq5bcgNywwcfPDFcaPhKbYHo1xEpvYY8JKTDrBDejG3bFXnA7ov8Kh6gnpgthnv/NyZilLXwfNv8uTCPiq2MBVOdrLmqsK0EeETXVq2m7acsJ6/KQBcmNL3Q+plKeNVfo/Dhf50jS6F3kzTs30QcKw7SEC08Chi706a0d+ZnJVtV68Q8AOzDzs3bo/N4coODyjsteE8lLwVLAI9jJh+9p39GfS9ejGrx+VSYNbvlN4w+wlKrVFl/IE4FRs/LPt5JbHkTWIbZD68F9OyVMACsglYcgHz7gLwvEOBRdF+p9h+Q9ocVbbSrR+VLlFVfveb7D06PZU9M3TTWtIM9UCSjCB9ek3DTSAyuhxLqKS8rCnwh+b597De+7mngcs72v35uosFnTg/An42wjb+KVGzvNYYB3t7WG1ZXZLZMPNFLlj3hYk8OiB/RMCH8SCQo/I/mB1u1mH1zZfpTKqyS0SdERPH/arjt1boRVlgHhdq8bVIPMkCPOS6BDtFj/0Bn931+ArEpyI/pv3OXhY4eBuzDcLzQaVlRXFO5OPHCkAAAAAAAAAAAAAAAOzRD34cKA/gI1Xo0alLYkfCLDbujtwvRSQKOifCFQTbgagbI0RC/QY9zmxpL9ghgXdGnonHDY6B4NmvbSfRQTpfmufDhPxIfVhuZoKd1jPOeDcXDWQns/D+2L2/6YZF1sxW5//kD76Hdp1Yf1PlMVzuxxZGzJ4zfy30iADKlmP2xGfI14WiwD+gMA7HFm8LV8Oy1TIJwUZFH5fjaX16APvgd8OvhKvcT4TvrARl7zXQGh9ptGrWbw8t1mQpqM8oOgd3IoHYUGAtu+Ab9+uXZR2ASb3zET/El94gUVKnOgI8+LDUKgOTWit5dcKqvkXPQhaDO6sIGEJADoe/vsrFpeTtOmWNp77Sz0nvfgr9WsEuF0TVV9jHtUyHbMyneK92WwQo0tvXsfHL6eonHUL4PiOoP7UdtUPPdXquxyihA6jsxkloHwf0GF/iyqq4MlDHAxm9txRfjseXhaRz2t/sbw0wUeZqTWMhIek7VfZGuXbmSjkGyflgk63/REInRmEK5FJmB6O58YAT0Uj1ZmCw6ZRn70gCgVOeur3DgwJq60l+7DWVVSHBXhbsrMGjQ0qccbEpb17eS3HpW8gCEas8kgegv1p2mUch+wt2Ro+TtqiA1b9n6N9bBpb+8JUpELU24KR0n1emuEdWed1wVfleRy3H8AzdX2vzU2p+7c2T7QCC1w5Dqk1alncvkui/jY8fhfhbZvXH+9W4DoUZM0e+Uuvkmt5qbWN3SVC4l47t5UeTP4tIIMprAPbjNDmErvocxmpTQv/pCriw/wUyLGGNiOUpe672l741irB4j0xw6RyIjpOg1Ndwx9LN25eGW13NmCv5tNZ5M8VTT4I7XoHF6tG73bm9Vqq5oazWRowIcuNSWBsrouKucDl26gwIIdWB0BZgPE3o65gADbE+6r62ZJY3G/P97QOlKQFDx6dLiVcyoyZT6ye3ZQNoEAgwhw+BC79JMAEwNSpA5e7C+ZK8MfRI0qmAT0YL8J7a20C3CxpCNSJkGkqjK/yWBKsU55WkQwQu8shXblzq615sco8o2XBqXTq7TyD+1wMiy6X8aMG34mT/Pb7/f0+iusQ/3SuAqntv3tT9P1niNd8rTeIwezEjI6kSCYzflQcS7eGqQE9TPa9NKdwYE6Pj+52IiuhbXjtbbTAsGE575WR2bro6zrj7ulpzi7eF/8iUPyvd/pZPj7xjcqMid36A2nU6S18QiEdKmoPGXJu6/BlU9cb2SylMpfvhxJdZa9k7FFcyUykeqPkDSCsyFkNW5080Xs2z5b78fcGax1uiRaeXhFGltDX/AsXUFm9RaBO2gZxBZqMVJ31uO7jvVeklKu9Wd1PIpB1wuPpIVQ/TS3CpRU7X07SYpTHvHPLjm2kJH2j6XDN2rLkZ4W6MYQtPF44tmArGZXu8VC5LQa3uzBC+Te2WRrdqGJ+OB9Dyt4VGN51IN/7M3QbzXFFisPvvq3JqBGRFMpKUP0foxJ2PbM0nb2Ix6NKVZfbH+HnmVvV0S7lsIelmnMgmZFl9kvS+0C7Xjzxn4m2Afo8luuM+H7W0ZB0TIj6wfmBXPDw+VwG8JzOROvGByVlui/k+fOoxeYdTU6BzJlxXpAeHdnHpeN19wZ6DLhKrw8Q2osb32AeSWpa957F9PcTHW+Qq0BO3wh0A5fB+iI3EobrLUNRAAAAAAAAAAAAAQ90F1EjhSMfX9ranU/uEHDFupRAD9l7ATtT7lohT5FBgWjChxRq972sb00S6wfsDAUb9XOSkHJMaYgWYlgg5dPLwUtmQE5cSQMG0+rQs2uMzYySvfjmGL3eoDE0DMMyzNuNz92tlEjUkvEqkx/iKFN5qmjQJqxnks+JrExO1Z2xK7lBmOwq0Qh2bkUs7+LT4HtLiDpBapQjI10QtHPwC/MWVjtWCOETZWRkUpzLDBpI4cApeq760j+RUFoWQQQ1REzBMWo5eNm52XXiOGScikHpXfUscVj0wIyNwZMTrwl/h3Rd7PWLJchuP5c8HpwrTTQ7AL1nwjoUwMN7ChHq7IwwstdwVT/hAAAXCbulUtg/4imcJASJ4i5KbocixbMpldWrZoQPcd+D6bHU81NCImV5SDwEg7jdC2w4hk0hvilhVUSJ6WZLetOxXp2WHvxcSHG54ob/m6W/2IBeMAiuvyyE05KBfJvhzjGHySrwAh+azZ9snfowHW2aNGd6yL/ynRLzaa+f3j5f3h3NuI69YQTb1xwROL3caPwT05hWWq8OV7aZfFWgM7Hwgmz267+ESZg3brmsUV2jC7m/gPK/ZJ3DS1GJlbqYNsipxBwAAAAAAAB244kRsELKvHHqkeV0B3xegfsODZea0HSoToCf0T/Bt54MVOroMiHThdnTO0iHzYeiyL9ErHq+aIoqTSVuxKaBIuXBudlcpCL8Fv4U/ou7ICeNCYJ1H9brvC0HBo5aKXtp45Eiz1OEhrj5DuDuIHMPVLAEsOspIhodwwRALxAEQsitM9+QJTXMiM5NJAOEKXh0ZbaU7VHq7FRKqmrso6zlEV1E+AHilNu0dJqCnEvI8c4Ua55mr5k8KpfHUG/GvU5Vd/Ug5P+fMBRYeCFjXcgPIQewxH4a68D/mgrNabF7wVTm4Qp1O3eH38rJdM799eWCrqw7F4rzbAZvC68RVM56JGAZLSM4XxgA1NdihuN914r9Rk7+OBIEeb08PnbV15ol4DQ9UhT3WLHAqty6BD89tDY6yydRA5sMCW/6q5e1B0ruHSLukJTqvTmP9H1A8Kmu7JQErrft0cFj/spPwyXxL86l3cWCDOs1Pl0qery8F+3TCmrMkIk0OhaVrwQPe8v6TGQ9KMvhT368nu4cwzqquwIycORFSyvg7PhQ/gXPIdQ5rqb1eLQhOV321s4tLu3ZnqO9yvQp9NCCzS8Z/YzeCbv0m93HqvvfUHRQ1v/gLq8Rf/LqiIQgfqr3lp7M3M3Qwqq/yhaHGptxf9kNSZMm+csXh6ORgrmrYRSMthfngAQj4kwxCJ8r1U56TMemu9V9knG85FE7m+AAr9DRGegOW3CTUIpC5D6bxi+77Pf5dpI/dha5LaV6ZV1l/feoMnqUh6Fa18FtmOrBABLMCy008IS2+oesNXyC0kTiHGSKlUe5EILu6QL/oS4UayspTaZ2vMg6F+A5J43BoP9RgP/CIIcbrMKEM36WmIrJB1+Av+q+R0yubIPChlWvA/PknH060S5tDtZRiGE0DfWHzgc2l1gotlQNk6uQ8tzKAY4UThYAmDKXuOH8NGbXOvfyxTgXwyNXBqvawYsmaAlFisgEVZe9RUsvgeLBDkplLzEFujUQ53jsts37dk6FD6rMH5wtJjIA4nHHJqg9JVU/s2TJBmvhWOnDTd/npD2sKb/EBXLf183U3GsXtZzMa8lNpBvy/nufpvElDJ0kcqA0YrD0YgVOT02T19JTIznilW9S1V/Frx7aDNBnA0XBE2WS3Hgbl/3r/ZzQUSiPgbS4hSelzCQf3JB5e8G4/D0vEGmoR3Y5oW2Na+0nMbF/3VNrMF+Go8pPVcr80gveeUvflo6/E9UnkzAEWJ5v+Yg1pLUoYhBc77n4xqLFQgRaxdFIcKiRBZpqQr8/n1w4Ynu5oiZ31tCpQ11xSTiptUuteZ4awUWh/9z3zwaZZCTUl3hVoALBM8JB3XH8nkQosCh+CU67hdFxx7tcpVh8VWJCgAlQ+IjpCoiGQXRnMSF5UEXd0gT5YNL7mSv1ejbtiPi072rpqFScLLAHXCmwUsO9VHfsl4YmN3BSPILl7dpv1+40oJldmCaShIX3XQwyYdGAlr34VoCw0slmlXX74m32lvWb2AV225Adb0AZvp/MWnuoaEe+IvdZO0IlHV8T5lTlTpBE1M/CMOuqEGj2ZHZvKV2WmddDV5DG1xMDW20Pyk7iAOT4YtY9EO+KvWR5/XENeweEIGRZXAjJh97qxQxPa6O3ujVIooO6+kVZtdoXngAAAAAAaiq3UvLd2s/YPA9ZptmNwYWf83GXHEwMmieggsp7LWNLI4+dVioI16FtISWvIk8Xsisyxp6dSUczst/9rhw30cwUQwBVTM9DM4hbVj8581IPJONohdCVuYmVz2bZmQzWhkLf3/JOoVCP3ossrcthLCF8IAFNiO9/8fl+biL0VLFWIEq3yRlMwjM/TIyxrTPRFJ+7EjP9RyMpnh77mX+7wCk/zDzeI/T5LlUXGva/i7t6VxXbB3n+MtdNHaEENCj8go+aTYJwwFXd/cgxnxqErP+gFumChx5NVH9l8gSrXFu4Pi9iF2WxkxieEsvmyu13W3eGAwVlmxYbSI9gM4qVqmWzaUmHzR/xgqgjGhxP5ptcMfeqqWHPCDEXI5Mm84Hp+cqpDHKl1HxlGhFAHa/ioXiewPgw82fP2tHmxklrIeqVT47qmrPoVpw6csYq0W4W1GtRVSgCocXn0Ju+tl0ZM2pRIta1/629N5fO4DOX1BOepXTdC6md2cEiWTdTbn0DlV5e291r2TwoY67wNp51TjlX1l3874YKLIDLU8pt/GejfPw1c42GWRsnRr6N4GTcXN9zWvmBjWUwG9rQnz8ZM7yQZnCexllujWuzP7O27dbf+WMXQO+UIcVLQFXa5ZnGPakR2nN7+bF9qax7/5Ejhix6yeY1zqzjyVOxiIL2rHTml3/XrmNfP8noOMIUnFtkmlekLv6OEc1GeBhOo4+bGawEDu8sSqBtG3AciM5ndbX627vem5LLeb7KgZyjpgoFp4+nlEbd3GCT+x98x+OfH5KCN8/QbjemwYUZKbOw3LjKID82sRND6pdebtBk64k2WE3W+VrKCp7BqgA111nZ8u4OnsTUzP//JgRD6L1Qon+4ZfCfDlsIS0M+G9bQ4oQgGrCh63iZK1VvBuK71Fsg/KqKwsIWB8MrWA8L8KGl7sxeI+d6CIY/QV1jhxAYw4jsuCi6XJMdpA8T4JGjL+RCL244XjKXCmObN9qI/4rOlY0gZZuMCn/TNuhgPHXPnrI3Ks6MyMiFV9p2nWVonCPVSrpBm252xMoA6duByZ4Z6QMR7/LlaVP0sR3IZF9N7CQXen3bm3pxOMYkWFn/nFeSq5fsKF1bGvYg9LJMpIb+LEx0bE7Ff5tGvTWGbSiyfYLIysADpw/H/iSdglpaihzKe+bIG4sLahFktN5xz/3RTCCvgpBhxx7HMLh3k5fao9Kkr00mV5UDp96aN+LjmPo9CDEvSMIcdoFOBf1AE3ZOTItSrwuKrtWT52HMY4o5K/NSDkSbvhlMYS7nmtrBrUcsjU1dAgg/oz8tZL80Dtmj/Ik45rUGM6Cy8qH1KDAKDIXpxHo15QQvv9rNKZ2jlDuNWVpE3USv4IPuNJmPe29qEdVl7QMe4TPFPR4nIlWZTUpY1qO3/oW1NncOT8Op+x5X0RpROQi6Lm/DtL04xE5k2LgpI4DVhs9sEowTkRBkdPR8i0sun3driwH0fygV274vl8krnyd7St2PW8WPmyp7CQMu4NiL7z2gJ2IGtljehPlQWyUrQoz1xmrJhv2OVuDCXWT7bO1x66ubJ9Gz35/DsYg8XdQHMRin7kxAHQGrPq6x27OXZRGPVdyma6GbNzel2YTr7xk2m1vKHvUYkfCCeRs68Lo1eZEydCWJgSxbUTf8RZWLtUAokF6rCvBgwhZV+xf43g09ojjVyJwulrg8Yz0clisLodle+SCx/W31amptIZwf21ch2jDbHUxtE2YT1bC7QlK8SAEZgopWF95jlAGMKgQnI8pABibdXtUINlIpW9rzlHweVKF6N2J4VWDh6qjmg1xUS4WBR5iEGzkn2mc41ov5K+G7/Sf7gsRkw3k0t6xQKAr6/P3Kb5mqotrcQ9Ep4ts0JtUD/zf09YIsTS2Lw1dBqr8zUW9QCKcucqYJMylcw1/HeFxH0bV/Dxqp9QEqQ8R5RMLFPOpBVpu9KLx1lTtEwy78Sh63AIe/rcbr9+K9wWGtTMgsiCPgCU88dOX0/C1gVGqGbKrRoj99N9bU227X+35v3i8zj+pnNT0+nIDpYFpxo0RakoRoP/f/H4yAxk1j+OsGIhhNPQglCl0YupuxICZL5ueJ0OfPz2nE12G8YlSV9GtXYoW3EwQ+qFkx6qQvKjqmLYFEuBhIp8SpF4ZoNFR99cwsLU1psKzACZcT3HBc26cjNxyTikDb+1iWbxUEkkKbDoUopwJF0oudC1Z2EnQR2AFW01QCFe3YfcWi2NqK+bhuaeA8PF8P9pRXdrVsSJc8m/wG0ETmuDDMeuTU2Feze7TDFBkQzjSTKAjlD+ZuhlI3t6Zlw7c5J+EZbbrRpYwkdsqkBvaGkh1YMuy6X40HZHYRjdYodUMWQztdDjneQlh7zDao6IVzAs7mcBwdYAb/WYNtrQvr04pAZR1WIATuAAAALK5KXqFkTFi+1DSW6EraUZFVWDhHZV70zmwGal8A7T9nykPbfFrshng5NhVk9j9xRFMnNx1EbKry6TX/ltT4NPqZYTZJ1wRypqP7wP1b+fwsuXe7Zydu3NySH4iv3yalXuBYjiADmE5OjHvcvQMr5v3pPY5tm18eIneYQ/+Z5UhsHZG37Dm52eovl2sr08hRbl86xV574jlQPGs0+ptauA9ubGqfUS6Y/+ps1Q3yp5/0rE0WNrolaIb0auhZKkqbt9NxHp10fPSFPf8uAie6I0ObetZ2AR24xW4lfPT6E+C39k2SWJnejM6CzMnGyuPaN/rZwiglkHBqCYFGU0EMSctynv2LlwkJXWQPGstm1FuN0Pn2sRe6Te6BbrgxXTTe8Dv9oybi6Flk3u+xxXRAOTKbPSF2YI8P2yxlEnpyg6PLRmV8+8y32zvaA3FEcKUKiU9VirXh8RLZavZFZw0eX4mie3SKaticHBvLbQZpDUzSsfhoHFy9xCSgAS5iK/EE9MdxDcpL/+yGQa7M09KrMS83Nvd9W54PIjT0tSF0dwnWN8+CZ+LRESI4oWw4XDkWvFy/v6o98oQfYN9Ai1RVVMKewVn9OG33r3xcZuyQYcaPZYvNpQXc0g1kjvBSldJdk21CzC+HwFrs2uBwJifKen7MJ9bPjK0wDfRrqwmM7ZKPWij/L0oNk16piMwWOlcE6ge189v/US6hxPXterWCndB37WF3LDvW33wXy8kEy9ZmWOWwBvwQUQirCef/249lw/VdPwsCE40WoyMMDqNYHoYbUw3iIor729Svs/yRh2tF+GrCGgU0fRX6zkqaChiFGjROD3fG45Yupx++S8b/9KR8N59hM/Y75GY6UdAgwfUyuVtJ8LOdoQZ46yqhnPDTQzOARlDJ7qZ335m+++gpGzzlK20mwLuK6y50zPrveotIkbiHHAqAFEKFkh2wEGJvxTQwLTB2KbP8aO7vxNY+uAbzw1QoXelj6WyAgLsirV9Cg7xl+6c7c1kbgyhch6CEuJu3Slx0yrkX4TbnUfHYVy1/lSPqwFdy15w/FkZ63vpmTc+2TpdQzsr9v7OhF/oxOC/2fb7kCTDjdFrSYsWTsE+/esW/64JJmyjF5QCeK23p2EoTzqfFJ33ZScw4k1cT3al8LSasfFP/LQHWJDjmfho8O8If8RCl+0J4v6/VCY+PKPYjCJqtZwmL/yhqsObMH0EP34VnuAcZouFAMDGP1tl5Q4LO+W03KpG8blKeZ4oVAbjzF9g30wp2ZLMqRMAK2fZif/+49vRx6FhDu9hMJjbTZN0JS6Pz9S0pYRl+nnUSQIU9v+AhodQGaZYRqu3o67Ij99/7DZTgFTiHtf2JmqhgLTOGzDi4XnF+V1Ey10DGC8ev+Sgyz583RNj219javE6fta8+d/Mwz9J+amp9OZEzhvLLYGDpyXEHRAOwmiJ9VfZ8fsQ0Xgb6V6jS0oo2ccdjC40RRtmD0on3kuQQJFaIuEvLOB9+c0x0oTs3KHV1w8L+VlxeTlFY5GFfi3awmEWLP1CNYZji524Bjwoaal/+pubtafKbqtk7c2gz97MitZvEncSmKxpBnfB8i1nEM1MK/1uz4Uiu30cGTq3AD9F+ysnodEuIKA4CI09i6RM+aJ76RLYqQi11fIMEDg1+K4v/xb/KBgothW94gUHzPcHr6W/afDVxHHR2n4kQMc38MhpCpxJNna35kcXEfEKdYay8IuneVmSzw3kOfpdpnhtZq7N+bWAD57pLWYZq99m6xepNyen+OrylPGOBf3anvoLKAEHOOrADyoOh3kxQOcDudqOi1I5bDDVgXQC1G/s3tocKaAvF6tqsqmnNsX3vRYIODh/jAIfKTyxmRwDq7eNzFvZ0Vyc27IlkzKeW1RapIF8h0DFR+62agJrhpDulx6Mq/oVec7IPCbrdU06mHgBWd8dYM1ruepoqMYiJpMFGOqkD6BnWJsKOHi/9vDMAwKSAmU9lAHIKuP5ZDQu74Hg70njI9w6u7MMBnvBRFtt/oAHvtRZLEOKOrpKQRO4ggLriqUqae23+n8MdkEVycU8ECCtmsXGIUR2leHfJ8V28sR9TYMm3a5rdnFJqFq5n19pehgx5YTWtbRzJq7zIdU7wVwURfRsICCnuOv5M9poCYNaIkwC1iyEH/3Si3aWkk5tGLhZFMoKUfuvLi8+p/Ji9uUISDTyW1YPf+BMu7EP6QFmtVflcn6FYZ/wrpLTfZlPUrg+EjCVma0BRngJIpIno7HffIUkHGnULvrMNELhAf5RJADrcMk6E9y84MWBG34Mpl25yLD3CzQ2ok8v4lpQHGi7oQkfBSUa6zibPuHvaRqHZbxXc2wNryU7FYvWAcbR8O7ebjSA218UOR4zCSWN7h7+hCQLrAYZt0Kco+q8DUMBjfeoKcxc4HQu3JczoQrT6kxGwKDVQ2zliTIT2oonGi/VImLhH9chXUUiho00Dg5lsEhB7/cipOvqWCtAsS6zYr7OI8H8zoA1hKhWD8qH5l4hlvHyifhUHhXREIRAWAjB1z/h3Grg7L+zPDcB5K/D4wOthNQQBUDO1D5zqO4ZC8MU8+W9q3By3JyzI6Y1wTr8LJ1iuu6oAXMo2Z9VJLlSLdeNwROMA7EiygGT+bt5bmdr3AOI1S6+J3Qd012/DVb1TrHBq/UAvQRMOjEPi3wkth7gsSVF9yUtnfWD3jrphPTI0kdyZfAhhq8oRpDhMNX+uM12H6y1V5PEL3fseW/FqKyYDIuOXBHTGgfstHvmTK4tvw3/Vb9VqbubW0Sxsa97DqhWOtVcr0zOSzEsNS/sjEde0uqNgpug6mrmhRWtxp1yGtUCk0onfvVaj9H07Fq/4nvXqMEWXRIwAQmlSAABBm9NwlKMLGIid/6XyENMZnz/p9ZD1Hq3fMWvmpq3+7SFzXAAAAADqWdV88W3dCKKGFg6pFkS+e91k1WE1MFypeAd36rI3GUYcGVRgga4py+mVVnM9FkpnJpMtHRdiohH1B/Ego4ikYmUpgbjZWCNvAUQ8nIN5RmTngmVb4o5+LpAWY0lv37doAZy49944xr8pAgjPFOTYafdi0vAp0HX5Dm51DnEJG3HmiDPQTLdABTl4vLCzpsDEkFKtPLi253VyGaV4jIRTRMd7ADvJk3ByrM2bNm6HbBvCB3LvvPNXr72TjL/Z2bwK/6HQrxm4jQ8TwAT+D+OrEwfhx6cL7qj02da3tKMXZ6Nb75YctRF/q9Fd6+wddKXGZkz+9khj3FHKRP4rZxMuEzHDHBDg7n6X9UxzQ9JtJljGIVdsY62ZVz+1QH7MwFYvvF1AV+CJ9hGX/6FB5mDv+xsZ7lLai4m2s6Nfw11fci2vasn87b9Ms4UZPm8MRK35hQSXJ9s88iLDdGTqHIXh4qofSNp/ekSk9RpNZUNhwioEsdWSRI7Um3xtfF+49U3rgN80UVekYwD6odB8RwQN2Sxas1yKj8APPbJAq2YYLUtwNocsKqLdib/ctryR8crwcWpGySFNIRl5inogbUt8BucxleQCh0dO5H3a+47P6JR1+Ao/74VhrWpQsMwc/K3iv1Z+31waqxvI0ID1sQ37rKTh5t7qb1wOVWMtY4FSSXhQm+MsfXSJAgPZEqBVZIXZuzdrFrY7KOMG0tRAs1e1bUabjv5ixtqRehwK1ogIUzCjJYNDJwKlIuTxITKjbRo60lPNnKQY0K2H+2LQPoPzN95adSWU//5l5MpjseWIH+9zhKJTP2b6V99IDcOwb0dR+wW/+z3XqEfgAS6QuD+OAXhzfnXPd7dUCpjRxboC1F6WgNSEoz4Ej7fWlMv/7M56lOtGeD3XL9+aTJ11widQDqr9xScnh9EvmhItxomNApDj7bsPB3z43ZZt5Ez2K2+hrPxObkyzBMv0uhE+FBw8YE3V4WryagoyzHEcs8gUUBprAsHng0S0ZMg6n6qTn7GJR+8JPPUhRkEAu7qAMzWGhDgAKKto5oA3e4InewYRrZqwN8FeEe4OR9WSLR3CzYWwE6LD+n16ypGnJA28P0ZOe8iWnlbvcjsxRpVZCgW3ZUI5K3HHTaKq1ROI5V2+cbKKV7GsOMB6Cef2Z2y6OM/f0EJ2h99L5T2l9IvOpY+ZGGXPdapR/A9UiVsrkEbjmAhOJpinEQUYMWTS7ryw/YOCP3dXj+K3zn7Iriv1BnecDtRT8aUXGqoROnrpOlNaGz4sfyjrzagE4+yTI7eoyaO+kOiafS62Kc4mqtyb9vq4yAq385xrXTnQ6SCsw3/HxnfxnZd4TEM3Q7d3q97hG3aIvgnpNlz/XXqu06q0bagxLCB9b1j5AeLdRRB0nTzSJzY9Bk/VToWIRvC51OzWZO/WKDm8oCEbiBowk1RjgVMm4+hhjndKm1iDfwJ+gXHMCcrrN9tq3KMozI2BHaYXGRU4To1E2PPk5PBV9h8KWQBa5fwsBsWRQlYahAZlqWeSRO1ixSq1Fj+HbK1PLXicPckTEaU/31LpHs4AALqxO1gDW23quKMuq91vp54pwFRq611+mDr3qx6thsusMpavyk1nuJJIVPIQpoSsU7ruhZUFfIp3XEjC/VD6MIKryH84+DtIIFYjk5Za+bPP/n+BRYERjhl/aMtRZe8Eyul1dGXq3M2jDNU/9QqKvVC2QTfE7cgiLDzQjKM4hQ+v0fu0u+mgFvGUz2l3frviniuOtk+xoVrRENym/y3CcHdNKXHAFc5O27pcsXtn47qLfSXurZjo+1iOxYmx/eGZb+Ibdvb955/Ls1X9jU8rD8xLecKlF3XuBmXf1uywRqg43t375z87dVVYc8XhZakz4uFhulBc7H/wofxSXv/T9orj7p0N9w3FO++Gk6HxPiypoTr0XK7zvYwWKEDCyxrabC+HH0hkjBynVmKmBV/BKQd/3Bp0EuHR8l3T33p0NdmAN60EILqG9rxUcIkx4nFqIx4c272o4S9onZTLUQ9BHw8jzY4BmQwk7HITSFjzIjKCEDTv9hMEYMKo6a8teSqYBYEmeJCXGsGKC3nIMGPwOkY2E23XzWvFa2og+kvC7s6NfIml0DYkV4oDWCMCz/exdGLgEpJMUE17MlTwBKz8MbkSVs4UOddw45ezj+ciWbCx44gzYZaXG4nVtTP7ZW0S79YCPN2+jckH6g1GuTC0A8SYdWOTNg93zwUHAebf8o0xmQdl4EnOEEzpX8p+YGbOe+psLvvNaYt2Glsib8FTsV3gLW/zK0vZ0vPYPnRNu+rfTd6uZpzixqRLaiudBNsoG43zK1lyEi7n52fuldxx/yv+Lo71FdvzHT9r0+y8MvXMxM1dMz0nO346qGjlvMovjysHQtWw8aUAS34MogAYXNePJ/kn4R7fYQRqmJxghmg7kR2r+mMclTp4SM6b704iGiSW/ebL+Rm2FKn+qvn5026Ys5mY0RjjJRVX7ZyA9wx/dQxs/x5FUp6fTTTkhi5JXVpMrwHNfXFw2wyWU6U7TLoR+HeXv1hKXQAcpmW6CxldFPPUrF5s6K/MOzH9+dmyCxDtMyzMQKk9x1avpsUfjkWVv/9Yq69NYkxHzHTIhpMHgGwtnuz7eDDmYvJfeOIkpnMDt/qG6wxJrMADAb3z+5ipWYjBefNl2MMgbATiPhfezeL2JKvnPgag/PeFZxtA2kGwIasTbFD2CtvlzsvO3fDOyYQ9vMacKthY3fbTo+BvcaBrnDm653cDuiIu32QuHkBxKmi+2ZTkry3JlhEY5L2S0HnTl3pAlW2ccMOCyA5K7If3TLtKa/KQII2SVDubK0NjJ/NikZw/EDv5w0XhA7UnaD+pFcbkwipnXQHPjZXtECiZbV/hvtG9y0V/AZlLCB6wYzxr0CAbVz4+svmcukTOhGMR5Ewj+NrwWXDEOpaizcyMg1F/7UGWFknpyqLM9KKGLiDKSMaH9RIkXFEtQQX7va8a1NahoUrIQGpn9xrGH2OcApqObhEENbRpyiwlbpEc7vWHkDUUqz247Z33HC81EG/n3lOR0p8gD7HKE3mdjef8bXABr+xZIhRVKgeunMGcYyK2ALyjlFUIExvQduwagsiYmMB8mwQZi4rCE/j+i4RtuYRBS6BUalSt3V5uG7J/upsCSbRHgTGXI9y1xm4d53DnHD64QQyB58lUe/2rKTSosADzDlmd760ci9NTDgwvAX33LsjLpZs8ZyfDy/jbt2ghWPYsPFnrOZ5mHa3wVHqR0Ji24ps3fHpb26M0j4oTXUR3RuqhdsyL/Y43jpsclaharU0smfjq5f2nKMM5kMDQz+15SRduSVtYaJNyId3wrM1sXkDxlpPugU581iyvJTsPQxFkeE/l2Hw9EVXWSEgaPpajkvlrTo68v8Pc60Vl2fnxa0gQ022jljzTQiJNZVqI2DFGeTG3SmClgxg2Qasxaqdat88b3k5OpNZ9GIdapGnDRquftwqNBin4QWK40TViKYg/eA1sQfk18J3eGpLrbb1anBVLvjZp5Cs2wLWodRZRdHhRk83BiYzSClS8H5VwbvwrD2yf6feank9jpgSkobNFF7yJd9Aj8AGpQApp6KZ0IuO9jtiLftHFWtiT/XI2AAADK8iEAXOf5549lc7ABSSy/oqvoqyfD/0uKZit359CfURmuiIb2CBGtszqXtsGSshdRCmVfmT2bF81vu+CwSAMwZ54LOTqqQVYW7i8ozF+ZvSBYKW9E9p9iTMBiWZrSnifzlf7GhHYCrMFltO4QCkRhx0/cL8lXi2rCYymsCwTlaISGnX56tZX8zRVSAH92SNre4KtVOQMnb3l4J+MYjiBhUPMRzxzgYJnS20MxmlUz8gy2JJ8ne59pMb9sfp5gybt19+bu+HNmR6ldFkSGNezsl0oxFgDDXqzmm7LhkPhkt+KJzqef4Yk+YTB1cx8pfk6qZIa+1B95ZKTHfbUmlJ83zo6EaxynFvX2W2mvpiR3W5nngiinVbhl8hgGZkYTI3+urMqn4AyNancqqRkmZoC5SlakD3dI5PJtEUKHDshpcVUXMHP6B/w5QEcgG0+WfotNyUgANV5l1VQ6UBq7yMPnIZWXR4ad59soZSiKfsiyDM9I4p7qrXH0m9EWi81956BMHfTkGDg1lZBo7y8YN+U+Zm41AqEyG1Yzgm7s3nmOxiG0WPnQqiaYj5PDAjQgO/dhrDDV5M+WgScmahDCHDKPL0rVcNQeVc+BRlKg7LAz9eNVMGQjQ3ZQWHFNQQLDjwkNiVwQBsuU7+5fHG6IqxzOmPcSBNk75+r8CsYBGCDcMpXsJFB0U5JByRNADmCV2u2RFYFIMMoWDBcuuX3P0NijWwUb4JjI9UGh9amQW0zS1EF8gK2BhGmwql4La1zOacL13wRXMpJvkiCBMFm8lmy85x9/XvwpsES7HO2ZU2Aal6iGg9KVon+jdmyujdh78Csy3sdWcaMGQpQDZALpeCW7qjAwk5s7SpfMWupNDrpZNRuCGD2q9D97bSZoUChn2ykaE9uRTlOc6zrfvWH3rPqWEAbzmwPvMfTLpGHMNWIf79PYUlp8uE3rzmvB8F8dh6jOLux/IqN2TH8ifUQ1GCtc1r9gII3mf2lPUjYe6Y3Dtl7D32AayipCcNEZxjqzyaV9XYaIpN8Nmotj70td1XAtArMj0PvSHE5Duas0wsVx3Vj3kug3LXDoSu9KNo08r0wChxIJ5XIUNwz5v1uRxAKJODWNc9xa0YEbj42fOhlvcH6DOoQzJtsrD12ItJ+jwxFPOV6L4cAC1HYW2Csip5UqPa3fCELqj/hQ39qpFhPQwde3oeqsX9kea/UovEhyP8fglToFrqBvKW9EoWnWsAOhLhNsNlnHciMesLCA56MA2pBuMOm6LtoinQoveVi4wbxzib0d26FMXut2xSV/HHpjg4tI+QLv5+JEtycd/B+cds1oK/9HWqvfjcQXVmj+/sKMzP5bVpORNRvi2dLmbIYX6Flilof8wQ21msYfAoHdvuBfhXKGSVdPD9ry1PVsobLPUAM2FvacPj/MiCEAf6zMo+g+3Pu9+1HWAIaQi9hUj97Ze1FeegO8/Q7nV8Ube3rt0GnDi2MCgagr/sUxl6v6C5WbaqdK9brWbKjFnsmxwMLUw2MhEx8bP3PjhnxolBCBVwgmhy1oEIflQ0ToXuH+P+XSGOL8BjUKe9VyWkIPCiovmMN0XCgGmW3bfhAAKoKdfffSBaC9roqiHRT/nAzxHuIrV9Dx8xPSW6J59hBDhrwnnpZQ8T+Ml8fAdS+3BpuseCwwPAqk/N+xYcDVER5BjvOWWosUZt31pOZ4a3qkpRRbwvhxUUFsRtNZQrjyZK9VM7jWLUqAAG3ZpQ1n/mJuMZuJTXhm3HoPPNKIwAAA2b5G9w+zNJOMRBjChsRdjjUjaTuc2cbK15+8RKKYUi8u97SdeNPE7z+GjDblaaBnJlpD4CLBRq7jn15W5TSauAzlMYG/vJVg5l2F7Z/pCxwop9LpuZha8F2ZM7uTjeK+ZonJyhxLadZfecO+shPaqut2wiLs8/W02OjWLk6m+iTYsuzAAAA7T4dgXqIltwhho6g+meLDd1nL1zLCw6W4Lx5Y/FlOiTg4dY6NUzKibWuhkfxeZuVkmE5qmTNLMVd1qGUObdYx3YGwuFSoukM6JDR19LqF5AoaFRZmlwVgVntYnk7WVaD5ym17Z5Uculm+W0toFM0UrKxKNv2EoWG9TxR0msS0tkVgEdxioXfJoUM+n1Iz0Imtu+Vd/Az5JeC9xA991UFJ7LKK7OWSa2KGXl1dKZL87CQqRLBOpB69cJgxmD4gD0GLl+6RQn16MkgNiNHa5FLfedqY7U9q5rbqALQ08TT3+hHKpDiDVgmS/s5Z0kcdwpvI+i44E0+rCBB/SSD/GMXNC6WwIdjQ7aUgnHBNdBvwkBiIChU+O1WsFlblK1aUJJpJOenYZx3mqzDgq++NMWWeNaNu2bmIWNdkyLeE81hDDidCwtk8o7DMEGoMHJ6PWE62ur8H5uhnajWqGAin/MDPXjLL5LMDeTC2PFPQCrsHuRqydaxsHKAwupM0lAL12ryQ2SZuBq9QeWG9LFGj+Q58ygxEWrLaQqkPu5ek9KQLWMK1KW6ms7ZNN98Cf7aZUEo2e4fGduBAYr9IZhVuzbonrfn1TsKkR7R7JV87d0bLHF+KcSAaVF3k1GklaHYUf8F/J6uhiYhBzkMduJqaps1lBKqdeBc37TlhlHDX6oX+TsdDirm/u5/0t9VrJRQ7y5WtAXoD8AbxaIcv30AA1mMdN1kOIxk7jcR/HHVtBNYDRtcYQQgF34IZb6w99BWWKbhnp9MbVegMWxSsPJ3ZZTqmZS8YMt5uHM2UG9dJAxZLZj73yH+3FV40J/fX6W4z2oWYZuLf8zJwy5g+3eXfPqVwCxRfnJbWuLh7RDoEifQ9kwOpOmTeNfmrQwNXOUf8T9ZpjsWotISmM4ZwegX0dSqGytn+lV8f/Ww7/OKMWlU7rhK/kXlFyvpv1tlsMkaQTVG8WHMAoZEsD7I4J+kKvO9bgJnTK1yakZmH3FAZBQmdNCVQ7J12uPhMKJg7KqzRQqN6oFmMCXPB9GarGyOODmZ/bDGMKts7WwgkiI6ItaOwVVNsKKEk4kz2w7HUFGpuFJQHoXfhP1+wvx5XdwEwj2jGglaEuzXuqskIkqs2cDzGstyBj2JD3RY8XkMT00zHHCgzqisN1ab5gdDgxYa34KAL2vLSzPpDL7xyhf0mQ9gsqsxUp7pFBRORPsgO1UbX5670PYfgS7UjXLbbaokUfMkCOB1Je0JEo2/OhFoXSqd1lGULcuJQNVGZ99YQMhjkD0ZNjFRlvklyDea5zLeTDSFFNtM7cVczWwZaSlKE5zGQirTHH7hhBbhUzBC35D0JEquDwHv7eRLpatP40xbGfFzeaJGZ+Lkx6F+f/3euvDaSwfccZ03khU1gvRuRPMXdIv874hHMdMsDO8AUFnqKMi1C6yArFGvOmOzfOSmmNpmYkvolhUMj65HBEucKWfRsFJUI42zGTVlqaC33nOAG8CjjUVzgjU6KnEH99PIw0SWVfrCMiwUEv8+Z69WH5EUqp/P6JtdRFy7gUEAwYzGim4LU0J1YQfeTCxccomhk9uyQi6buEWRsN1QQKeZAQYgeoG8k1EDP+qE1r1Dyw1nDnB/ry2pty4PcyBxllhpLYn74zuqkKIHyIitJfSs021HtghRu01qu1d2TRGNqucw3O8DY8U4lOMOjLU5sZCp4JVLUafUhJ6c4ODKIXNsQXDn+MCu8Fc4sCum8nimaLhWAxDH3FhNyLM/jQHFEdTqJ8QIANCKpYPe0U9s0vAM8zCh1QDHJl1WAVT5F4USdBkXhHlWL6Q/AGN+gRN3YmRaFiTPu+B6hpylpjFanuBEKE3mBwGEZO0bDX5W/CipmM9AK6YFd6igQAUOn+4TjuAFWHr6DXqQXWInnOxnZ0g4SA3BcB1agAAfNTSqnHkTwx/1Av8/SxK43//8hQ6T7YAZDCeKVf57OIS6GKiyiABdf0wXTgY3CIGJD/EAb8P+rdRviZunlpsdXYsiCuXjaeG9jWZhgJUnQoQ+AUgGE7NzFKz9+03jf54Pa/JnAYkpZcZT5TObVyv2IyGZZF8RSovhmg0j/jOGMIF4Ula+X8vdW+6xSY/STMHUfAT2xQLZkKjSvOAmtfWaFAYtq47mLTIhlWTG2DKj/OBGou201uTadNQ/twMEr7Q7UsyIdQm5mCbzc/2dCCitmzNE+4SMzgcpHawa4GSTPOaKA9LV5U6oUjizDRKNrfb08uxFwetdtcz4X22cHnCP1Rr8DQB4A5UR4UeWonZtBuRS19b73OLvUfl9C29X5w2Ca2OyfnGqT4yhXdnBnDXHNxeqmJiDDqeG3Nyjc8weBsMJD/fsgqQhAbOCWmjsqYwmjXzL4XDeS6IFmlyhVpAIxsEr6Uv9jcoNKcFluL2NdF0Xg0oWtsGuuPAC5m8xceMzvpNHa57mKb1kKUU9gOyG4vnP2vAD3esHI/VmKhG2WDpnGxN6NmS4PAxrxvmUVWdcr230hBx2ZZ9WicRTiQDnfqGT3v/OIwY46PihF31hh8as9Sn32sCPbX6qDfc9lk821caTkV4jNjdmyP1Tf/u8HkJL+mQ6dNbFb7gC0Wy0xGr3ib7gfUyAVI90Ik3cGd2aoOv6hV2KYliQrDvueLSVvn9IhKrKY6bdMIz+UtfHFdq+mKf0qavggKk/w5K8Q1gs6jNraWf8boCbnGHivcxB7FdohjCKJG9ybzhhsdoWjjzHR+BKXBEQPeUbolLEACrVkglHZauIjBHbH0XVPvb5HnDnAEZBjZURTn1oEbemMJaqxm9+QlPr/VlHvuaAdLlliKAcr3gr+U8vYHNg0fB8218WiqVUH3aDLQpbSbCflsRsFf6fyO9zqzdOA3Cpg1nIJJZQrjGvyQWkg8CE6ulti8C3FJmXnWhqkm0oy8g4s7ZBte5xflqRRBhqUhzqySLHBQnnVB2Re4w60g7q4v+ZLwnThJQYhUpEkdre535hXIdMTV0fiP75D4E/MJ5EPdKi3FsavVFYP4EmLlOYGbs5d1pnAZg9CgDH+RQrV8W+b6PlG/sOqh0+MNJr0GKV0IS4z9Z+E3JezK9vbdx/TH8yyBDNGqjXO/pax+hINlfcgwC/+0Mza6sdFdKoY+dkFsiMi1f2mc/KJ3rLm9/m1kBbce6q/VZ2QNjdsSzuuIXEpIMjDqERiL1VDp0X62fZV9yNs009vsF4jgdRv11Rle64yGtg5xi3ZhfawNCPWxP0NrDJAztdVXem0O7wV0R05M7zA+MEgwy1NcZQMaH5/5479y7yCiG7ke6WjbirM7fzMItM+fW9qd439U3RelLQjMIiMQ/irYVG5n5zvMRHDK40Z86dnTDhVSycdQj9VOcoIlMz6Une3ysq5zlzt/+hlTZM5l8lijF00fQkAwdL1AQezDWX4P3E7LYAwIsMhyuTr/s81I661mgZxpSk3TwDgamBq3HarrN26M4/XlW7EEvkujVciqkDPIeoweo5hwq6xzT3FErQ9mdgqYdmhgrRuaf67m5m9I+xuVK3tpuOx+dsoMOvP+Mzm7LhmzguL/BNmj3YgkNvOYChpgzYdd6bJS3F22cG1vgch8grsfBuyEgbQWAmpAY/7ASeSC6+3gb6WkohvhvLcyi43U6NmBEU6oqYtiAfzbRxVPIpXR0/60gv8tID6wq23YKTddiFWCtLZ6O63Xjny1dgn5GyqynP41BGFhXXYCyIbo3kBsvyVZhH4usI8U5maRVNYAOWSagljv4XlR9iEDR6EgT0Ku/Rq4aUIT+lWqT+R6RIxjmUTHL0sKVTSpR6w6wbFj0TTtJ9yMI5Xxw0E0X36YfYoXdoJNPsW9y7gQXD3r1ZlaS4fCTK7vRtbwjzs5hwbJUncQf4N53v0C7cgrnhdRV1tJTPeib/VBpOCkEoybGVT7Uc4pBo0uU0M2YqC/o48fjIV5TUOsAXYELDaRJTuVr9Lw2IM5RsxCJSu8QBBPPGL2kMg0wf3VR90I3LPbbcprjA4FRjFUoH06WojtFebSxb26Zv8zEXZCxsreYkGeff9VCoGvhjgpifIUckPqoHZc7GcDa727M4hNri6A0XMH/OhY25dIRUToXUf3YxHDxbnNQ6hP5jprSx90Ym6dV8d0oCPq4nXlK5musQX1CXN+Nvi3iffTkSiT6ohouj3jRoZi5PoIogPuRHwJRlNbaJpdLa3Jtrmu6OwCZMoIloWFnyRZ5GvNNqpm/v50RDZkhdCAUjf4A1HhdwiYg3tvJ0i15hD8xFe27OcL6TIsN/gPabA5LQtq3mEkTfc1p+isQjdCw4jLkkpuoDNX1EXnzy8FweNNDrt8tAloQRid7XiwESePO3aw6V11qbg0Bf5UrekWwYe8JDOwEPhrDB1d8guM8CPP78iy6nPEPut82MOBc7HBTCP+O7Um8TxXfvCZ7WEGXB5rfYraGcIPUEFelrFQUwSQygNCXE3LVvCFPwgHFtN+LlzczCxOqtsxLHoq4v0CMgiLJwtA2SuS7FGrCRT/BbwsfnYeg35UZAfgFRsr65DogV5XqLYUmHkxOJKLrcbSyoX+1FX/qnZgbL1ZtRbeHboDPmRdPfV1QHj/d5LzmevQYxSOrMpEkXpF4BgUXFvPk9qSdZwABApPIkMM+xOPOPXTIUKK8lqFqbYm+12jTBe6+2iQDFGwjXL1Ct9fqA/+K42nktmZ07NvQ+d0GdYABkIuvyjJqFtbZ0LCpkJVoZgxm4f6GjUNeF//lpLehL3aI5l5PhA+6xDq65R3x8GWbpCstz7Qm/qrzOsbpGQg4vXt3H7w1ob9+B/gp9TCdC8U78kgPhqEBR4l0ENVcGYlWsVWcD+qax1Lzlaf5DnMNn5hbUnC6dt9MpHb9wkNgVdRb+oh/Rg9f01skchmBL/FcTPF0yRuw7DjsltRr+OlWEIuCz/VgVLVNKibPc37vOFs3AmIYdF3okOlYRIeUvBI/rWdp9Vlc3HQn+IvKrmbojbEZV561VNJgXU6AjxbnuPtNxHgTtg9Yk37ZzsvORtQwWNB0CHsydDkKRHKQ/JrdzKouqATSsU2nwZanFZUUolhPHk0kLi4OjIO4p1m2B++JAN05D66vauMhblB81WvuZLL7S5u/rcKXtxAGaSsEz0H1zEYOiztkW+Stbh13fvJnxUm46mljdrAlGJarjk1WcRoez5pd4LRCJceb1sTkyijt5Rz2yqore6X8/GtO0agsQcssuDd80K+agaT3A/QsiK58FKHgT6d0o67wtJhugXKnFlNbzhECZb/tgkPkQES/qVBCDvaTcpu6VXIbgjCV6Vq64ok2SaEpBYznfj0e614hW8NMMfZoG8WO8wZNXKcaeUNXCoD/LQAgDhMHhrtHE6r03MoqX0xRhT7tz1qEGeTt0WpDECDUVR6oKgEPzSK1HgM1XCrcZTmzRA5hBndx1tp9O8N+qqtkL4pJcFczRHs4YhaEOvVlI3/mFGGJzVISHMmpFxrpCh5SH2DhRAX6LBHhDU30hbQ+9z0cWs66EYchdtYGbETVs7Su3BvDC9Mt5Fq2VI6mYQt6SRhrr+AzSARLBnw8pw9HD4lfVeMNDAQUC/GJjyZ25pCjha1VSYpQeZUX/Q6PH9iM+Fyuaco4LdMdSJADmnZilb2t2h4gzrIN+jEQOYGOHE33/nn3BX61bgg7cO0A63E5emTSO2sTYfXWEarcVQfVpD5YrtEMVUAZrk6WpcCBwz8mWCxYOFOsygnn6YjVyJ+TkMR2wjpNsiVOlUV6T10/Xjf43HHG4YwNPPSP9tHYYyuoBLsAkRcsCDu24DffnjO1k73WKhqoUuV7rWjnwztzIfD/npP1hdo04vM/I1ssXHQA9yay3/2MUpLoIRZkxdoSP5++wy1E/IKieigrUNL0EskIkMBLpfKLS1btZE35lkA0Ija0OfWBYHKf+E2Cnmx5wB71OA7JbwGayUvYn2xDJz8Sn1Y3ttR1ohnILpUrh8odYRTqYrYbSxJIlxD8qHUzpBl6wSx3DWaWIrtKLQ3ZAtvgFx0TJodkj5HJy0QaJaJkz7173s7BPOfbiZ+4cjpSP74XU0HBl2IiLWHd79xYYjPjR+EQ/dk9R9o/uNfn6aQgHPkvoH50dyT1qhc+jEem9JX9rKERWP4tlEUv2BV99cr9wI2lWbQXFpWtYOOsrEASjAcC0CG3XdZY9Ibg39hlhg0aBJ8NTN8Ayp4Qt1E8i4gzm/GjCQBbrZpqFSz7QNII2JrO/FiW23K0xK+unSwBXqzjHTzIkOXYuzEUF57mWgrSJyxv8QP2M1KBIngNOeukwdfQ7nqeAb42T6AKV1x6GKiSsuaaP+ykW0PQCOmzj9OqLOM5wDtNCVIDkMLCtbCkxEOeg/wBCWOoqFAFqQgDh2ZNr3GfzHS8MQLgczVsy36PgALGfFyTCoO41dimCBJRXmU6XAMsaaW98G/tffP1hqWsKYSXOzds+eUyGbfsZ04a8L0ozjYfDzuJH9mL8A7X9QRLbuKfUxLeUgWDRLUcZFM2BJdEYv/6EDopgARGzdXvld9E2e2PCJAL/EUHZfdUzMvj9XVYZAZza8+oRee4P7ItQwkEJYbfAX+/JD/Qy3AVpRNFOPoa13TFeDTb2fDvN+D6Tkr/h+SEHO1JheQsNa4vh41db111Q/SahJ+D8ZYdRiRza/RDpjTXxLfxn90dxzMK3/Swxl3GjSgV2qUbD9HzqPool7x+FwcQBBhrD3T8QEGLrJhoYESAasjFqOtE9tw/zJb9NmXxpyB3ypOWa8w1abI8dZAnBgSz1klzWIEIc5bMz1O0Qn8pfvQIr8kqXHkfmtRz0IElf8VP8w1wvbmHP8f6E8Fk6ooo2Wa5j+eoHMntTtSslBDKzjlffSLl22bVIaBpSCK7jSP1HLA5LIPSoXup7a+nCDQ2czVPTfg+uKNmVoACVO1pTi1CxF9tXHnMdi0gRm4CcZdcl4vIU4D1jQuMh6I/+PoFrL+xmhFosNvXuWs5f7irneRnTWqQ7uIwSQIrDnuGxR7QhbtKVYKgsncUqXJrQGYJDeiTUxt8geecKvBq8vN39Z3lpx2zQg0HaYHbEGEEPkdzKSR4h3S6T7tG2dxDGT0o2IPXGgoTTesJD02KKa3MWDnqGmvTI4KuOsO6XNpgQY8iHa5qVDXBluO+LcRfHnzjliCs+yxTi57zRDjlh2em3YENJ6XecO70GcThv8xtWOprRuoO0R83IvfjCEGaNvM73fN1dqTU3df9NfTpN9xFbXCl3Z2H9diDPcinKEq3lC15tPZcZX1nEQ7AA+lGvkq2lzGp0FYHcGnV2J5e6RtPGiA9NKjyYFdLpVOAyOeyzUew2sbFkrLRaJ+dxTUp2VDRmah0FZT3CZNiyQyb1R9karuR7KUyq2SPwkHAVusA7ZhYNuyXLVWwh2RQHrhhpVug6XmNOw6yXzNDnQItbHQ4JNHtaxgSGZWvlOeiwGER9PylcvAyS9ASI8Q8YrmqEf7WYbu95eFhzU79MGO/ot/WQMoTQmfGs2XfSUpcURtILm7Wo82zA547meLgjBSW7iB9wESFLmhu5xHxsz61rbUZtE4x9Nc7sE4k1rWx8ZJsNhMuPatjaejTTYUqfrBVvb75VJnRLlHfgtdgb1nSSurTvH7oi7/hN/06B0nsIAKqALb7YV5poMkiSPL/BOb7no5PK5HiB5jpp2Ss+hw/dcDEr4HEA1hX/1WL3ncrwI5e6m9pltfrT9W9cNcXsHTbhtyod9quDdULLjw0AIyRhg96Pywwi+ZC5a4AkugArDO778PJ3Oa9Ioq0GWyBnki/rjXYFlQZlXc0feOMT3/9P9+LUYYda13v/e9J3rmINGZgghb6aO40l6ad6ie989i3pCVu79uxWcuitA0KCgDR55mAtPti1WGUSjFW2DpGgDUsMLGv3XsK45/4htDlyrYtau+IzWBZp6JpGV+hQn03MNH6ptOF4pegvd/NjHKlaklg4SjHXHXPKmnGYaiUOY2WjI9DdUIbUPaOhEsEDkz40FvSdvkor+7d+cdX5DVOzIkN96TdfPgtviLjmDoL0ZSLW57+nS1+Z4ir4w1skT9+GZ9eNTSF8J6Tk+gzqYrx+fk6QP5DI4oLEY1LXPgJyXp+BQ03Gq5JNVOlK+ROpICT/Ob+OFl9bzgYYorMu5w+PtIHRTvjJGA6GdNZxbK8+ssZVK2m5xiD/b6FNRLQK94rF7enzQ7DI9k0oBEU+ZL0MpHgN7KJdOFrzraKYk/mVEbXJYieGIpCfiATKufeQ6C1dU7M9Z7PLR3eF6i32b381hfR6PjcME3Gs2YS/3j8ucJG5EGSIfYN2nsnR4Mj3QY0EBBPrpmlNRGaQk4xBZW4xWqjz3PWeQtb+jQdPk/4+NeM6wl9apEYdXyVyOR0JLU2YXCn9I97F9pk+QHQ64YSa/OJB+rKauEFOe1w3XPSPa4N4F7cl3+k7+R5kumlW5wX08iBxFYFFLXbl0UhpQ1LdfTRIsUd22TNy4NtAZNwW49/Q5HQPytxYnPrfqhXhcWxLC6pEOXC+2VYB6yoDj8qDgPgNMxVOcfasW1GZ04guHtpFWkLPqCXARmX1cUrEXlGhXu3BwrGAS/ukX/81g+CNC3EpgIe5Vtk9M4PowB9RbbGxRdcqSoA99xvftZdKnFfYPaa2rWHTCSnTnAiNz0UgO9NBVjF3yew8b3QVf24Mx350BFgj1sByjAfEMhleLVlVas+gxY2bc2R3jVPG976qW5tgHe26OD8ItBxJP8TabuROzYilZHZjUqmk11aSLvot1zhdeSqf4ryZ86WGEHQW8u0BnIv8LfWAyL30XKLNlTd6toqzTMqYaKRjvgeWUItwpfeiImeXp11d7Cx4EQ7JCEfXybmRKdY0ZIt61VhypFkxXvngRyhetEh2HoJxDZaT7ypxE0+urGAKQAowfO+9fkoxOv4X8V5jdHaiiutGJciiKBlEdUuLlIbs7TNB0/O72c68TLp3uWByLGoKDNww4vLC0RawEzF5yCXsFcEwmJ9BB+7olGCU+LQ/PIliJZDS3DDYhCqhpt/e2GMq7UOQmqPgUrx/PJJu0GPgWfeQU56S46+QzNaX+NxExcfmts2PvgVvS3XjBfsHZxKaEqZXw3xeBIbshYc4+pk8HB0DeARhSTj9SND1OZtDZNFAgGKzgY2aqdcg7JWo6Lyurx5OYe6TnqxpzOkYmFpVcf2SG8TIq4rWrkzuXnydEqdSz5lSOZiH6dBFT9J/ZfiLJ3WKoWCVxKi2Z68LT3MjPaNIjJHUahjlNAytCxddirS3yMufV1zRmHYWVWoi05FGNGGvSK6FCKIKUM0+Y0p1WhZBG6d5LVmPB1Tw8C/RHk46BFPfmDcx+yt6cAA2XtuqTZKmzuD7mwqCY0MN0TnSJvt28CPGSYZGcgNMxdTrgzSuHqhMdolYiGljOinHzDAsgc72VBpGvYqtbP841+jIOsMtipi/xTADsIsHK0TgU51H8YlbjLCfyepXjhMfgO/ZxuiFRM/hbt/Yfz4UlLiuPD+YZClmHHe8/zLwmIjQxRzHEa5FJbl8ubbUnDGk8DLBorj5+lVJ3ZlHhF7dZFIewtwMlDlwAAwI/iR7mO4nly1Xcpbr01qaHrpFMI6L91hnqCDFg9/XfqfIbUve9uiDYnU5WfbxIug3XyLvyExayMmEtbeDj2wnePHybQ855YajOnZf0H82K2jHq3iKt3r8d3TheKfDhb04uFyctBN+TWWa7P3HJ6l/DMn0cRFf5ZJ6A7XySpRaT9iNR4EQaAd8uhs7vZ7++/RwVIPDr3yjkGkMs9/kkQe3os8qb38fNHvNzhjkEi0OB+fkxNWLlsd0vksoIE/o9xsXG8ahsmpoN42kwhWXyj/IBaMAHivoAxdY0CHt5RHR2WQcj2ou6INJ7w9L+zwMoUAWAKqRVYmuQ9URDXPC69DzrFEm2TAusTQh+sN0qJa5EPrRBLdlkHDqe2m9f3wgFY8uicvfao0DjCVe+uQ3Kd7BJIOAt6V9GSwJlvjNliCEruT2ciB7Mt7cPiKxSZBXYgVDuea7ve2+UT4EwOL4WF5iFOLiBE1TylPOlpbjwMdlzg0asi3ohHWPRB3ts5i3S/61tDGy+ztSLLEhz7JjjUnUvmuDdwZxqHCELJ5EE7If9M0jqomFthk3QOB+Tqkok45owwLjPKUdY1y+Rxdlk3uwjAGbdaJkuUiuJCAd9rYVEak4RM6BVRsTZ7V2tTBN1jzlIONlMFHUY26UPO8y/66WJL9wxG1y1oDjQy//18/H4M8vgdLOIAeAK07RqeKNw0Fc9551hC5Yhz5UxHgIRH8ADGLf5pl1BQaeheQyNqbIax2815emyOArlvBJ4a+HjrgKXobahylXINnbpCKAgTcLSmAXmXcZeys3NemqkczdW37qowXlWeel4/8pMktrmOorGTHO1ksr4/uTgBPBWTzP4eSYQwxu1s7Twm8EVJuqy8R6OU3yEEISYK/5pMnR6coCcYf1KK6IM7Y1rDI8xIN7N8C3vudNP6vXOctzsi4aIKI/8rbH9nBKZiz8ZfkNmAKfFRoaOU0/RyDbEtPYwoKwxLj9N62sEd45vfYhQjpzalWWA1Dn8g3hNjbwOT9wFt7Qq/fm4SNwq6tu4vPhHq+qywaKp+jDbxp5BYPYM6odM22LCReKcHc03+F0+7aGIKp1Dq0/Ag9rZ1q9abFCuorBoaPGFJd2h1/XPm3MNolmJlEVtB13H1FgJj7F0MZAni6rtrwnooXBPuVYAjw/xlwVYLzN71NDjTvfv3Byse+CQkk7Jx43s1X67ijZNKSAsGvHDyJ1Nq1x8hxpP/4KWDIfA1w8NJpxdpQxuIwGlrFySRnBDzce/1TYrBFzj60KhPF+H/k81QK1sJGWGcHRzF1r/tpRZKCXhp60+7TAEaaARAvk6vh3vMGANKao6YfDa/DXPy2XcfY/ILoZPFcc9Q8hDdwpijTyTSpx2YfgDu5dWdAb42zfSOh39BAMx6ctlUkZmlHyCL6fk4WlV1RBl4eK4MVmDGd9EpryUPyXfW9DAZRENdBDGnAwRfi8HfxD/aeBsH5GF4x/gXjiE/X2moRs1x6oXapdwV89UZkgPxnCMB9r7F5iw1lGU/8ecK/cwbzaui6ImM5jaYltoonkHeRPLx4vRkiCemgnNslvI9TrtYq3Z+I1kqKIY6IZum/IFGMOJA62yuzliic7r+hSLQiyEEzsMkZlmnLyyk1W6wQzhf8P2sMavSmkzxOq8aF5blJP4cwmUs2mzIQ3JyfiemQgSFnr5p6XJZcvQR5wVZw/UnOxgaHWQSQbt7S/M03UrenrAfDY+3ycORWncGdnS1QSbIAoyTQVCGxjyb+jTE9HZJ7wmOkLu52B/QMtyk3AMHlLRiYGr27908Vv99eqQJMLX6JEaii824KoUHFKhLEN1gBC+P5YU+ah9CpLTu8lxCTjflYZZhsvmluwEWXBHnjO6aLjiHZAxxqM3/hWHzoLZow7v0h+K1oSsKimc606LJKQzlNvrr1QL3rJp8pdMTY3dMqINt6YjYjx3BrYeXR0UE73TsPFumGjMMtDjaaKR3ztm7H1z/I9WDooZtB8SP5jgEeCyDHYdE37pv12rZXhYSdlurRB6Bwp+pTi1SfdZCtbHJgmW9V6pv2kln2qSEsGr0eP+vwAAw7pdR7h6hslQhsfPJwgx+/W9ZW36SoBj+SKQI7RORMYsxqWJX9VXI0CukbYH3MbCwXfFGxwrfQUlp27OaPYhKyIrezoOm3IB3frczxD+1OOXX4X+nHTEPrZpEsoDpm+LQ3NtQnnTjjbYfNOfBU3lAd66mzmOJhi2xhIZKZNRQhi4UnBL1ZpeCcCf6Yn0Wi8Zm2t/5Tkr7OMlttTz0Taq4XFytEI4XlM8hVAtek+l2Znq6BO78xFIRy4dPP07Stnq3LMRKWDoCPHFBqdIOs2k926AMC1jvVaCMFKgk1uM+zx099Ye8J6w/qzegVsmJt0utlhg0FfsifJntSi0SLbBlT4hYRom8rqleWi5G3d0s/u/VaYojPdFgJwleolo0lJIAfEKv6BSZoD0HOS2WvKpW6n5cNNfFy/w0A+NQJ78N9P91Ti8hIsIOi3kp0pHibOqNpbX5+RkreG6K54XshsORV1eHSUaJ7JL/62X96IoSbo12yyD2vA0RQ6XNT0PXdXLjxbqH9GQKVT0mPNPKH69mxrHSpvcCTnhXAOrlPOghoHy30+LwR9evJooeqLzekUZ8/UylCXkmdC3x55hGGiU+qzPHvwtSJB5pTOGQV+OX532p6ZPQpfYpWM3JlhZb0meTP9EOodaoiRf3dYxjJjeH9bCyo4+G1gJfPvbKShRxJ2JEm9W5SLxZXANreaWuttyd+eNAyRmN4PwbhCIk6cpgqXT3ojgPcznNsdFrLjpp9/QpFb//rU3xc6zyuHjMS+VM001NDg2I7oLAdleUkvARyXCw8Xvija25Azz+TvUVmLCBOV8ktJqS1tVCSii5pjeK3/LyfFLBW79+nr2KcTd3af1Iumns77v5QdSApR+HPlvL0K+e3LTue5LaF0gk7rIzFgPZWbria1y/up8X6oGmjKWoeS5HjAliam2JtQ1yVDfl7/SgvLYV0jN3vuAMJHR+PiOgb57kij8TZWwiSsdJlE16YToqCWCXVfd4MGI38nnhQkWEHEbBQ6oO+Eb/qQiYfANs2C7AJY1DPnd1VwCCrNZj6PgMCmn329Fflwa1PbhLALDaaqriPr8miFGF+d2ytRGJ/g6guHAAEjf1IzRysbrgicfLl0RJqURbiIjjgOND5M20tl5FpK2qgnbHqS7smBrw8vWsdh+zHxMsIysu2+UbPF2HzEW3DF2PRzGuHJ0LkujGcMWZRwovRQUYpKUmCHmo5kEX81t9N4ukUgGHsGChXDTn5aF94KoNDMG1HSKSv5fZtaAjP08SD/e84WYyGl2nBQG6hLCI5WWyXcmBQ1Mc4xGkivdqjuLpBhXa4lpDAvzV4lYXFHJ6YVyUH4nBQcKigBjiC452lbN24mndI2dZws+xMQJx+ZApRujF45AUAzNDUN9kG9Qj3kleBtrYZJiAoO0KEC+eXei08Za6uzWVIRnBmezvu+3zJwfujIZojrqNyLU4YOc5bwI3mwkUW/7FMchvw3sxuHbtISebgagUhah/CQi3Vm8rz2NmblwbjPivDuP/iwXqhMZNHy1seWt2IRJSaJsqIYzGJnaQSpkS2apnvNT7Wi3EcZ3MXOXfUv72RN1CNXdFRMCo8hNwFjSK+ngAB4KxGTNDhl3VOJJvCUxB+QHQk7F/0zpgA+Jqa+6zAM+0YusztfuonbHz4xBw46567YsKNNhK/vf9FP53PcPbymAMlgPNUClkaEr8ZKe03NPQjOPPG7yy5Svsds5RpX3Qx+Xb1Ou4KWgk+y8PpNRtj4YslCUg4eKtsLr9GF6aX84KRdAzfj8xqvOPZzWScoHmFh6PR6Ebp9p16XzZhXlOz7fFfbWfFTU1Q/MeeQ88x4iBQNtWpDXoTpWT1KOXMs1Xz+lSRg+EUnDqgUcJdztD/ywXKEW3dx0rRJlKSwx7j9EwSfeVvfEtgfQJffol0x7CX/xdxz5ID4sZm959nuF5NguhyoFHlVubUOdytuqGCyY2DDxlchC23EoOp9J13pSxWyN1LRwKi+y9fXmHrMT6SQm0XHYOs+hLlslDA68Cn5+RsfInTUClIwcL0kHRycT3ALHDz6ITcgktY2XvOLWYeMgGe8Pld9hK0WqiCahbWcy1SUB3C6ndbhuWw1vx2pjrypOohSCz5WuxQYDPCaEuQIkqamw3J65Qi1nyQ3ffTtSVvzhysOsNppdLvnzfBtRzKf2lXfD3/+jRSd5OKC1rJMM1AlEUtOJLjbZZc7ledWZ12fuSJUiiH0jxLM2TrTYaFeCHeXmt+LpJ/rFZJFY5nqTGjMa6HgSDaXQnuKP+NaZxaN9P5zeMzabOInQGO4/eRvFSo+FGhEC0K6HOqMHinlN4gYaqyjXef7qZM55kS1WkwgGChKOJK0febjFxMgQCzCAJHag0C5AxZbKlpqwTUCRBfO5EIZRn85HMdEVCRbiBv85yf3ck18dPj1e+kcv16LMdEBJ2xFBK2dKVpzBnzKjJoGaYmkvOKA1G5SU5i8uyyFQg7kRfEztoTiBReDSQW0Lk1yD13yTNM11vQjxKM29llQAaoGcAGXkgXr1gr7JFj9bHE58oybjbgc8Xl1o6YG7+GqqEWdsXbl2ZMH0kaIiW6KMuce0ERapQVwjpp0i1XNXSFC7cQM8TB+C/TxNDmHUcmvu69PVxad6G5Lwq6TVxd4Co9j/kR7cPL/InbC/xgPdtPNFGne4v62PCmwxLJ3S1vIwMLIiB2JHTSeeucwY3QXY+5Nf6j3H4OdEMJTebSlCNBHc2yu9cFW5wCJ59iBs6NqlPAvTkeowCF8rpSo5TtEzoJuPzN18NL50ZVk8N/IjquF/7V9qfYjrBbBJbirPgo7Qcd3LcT82SYXcxr5Q+kklODGf55/eNsWae5FqTkvzZlxs24xKhvxEayru71ZONJ0XyBAhMvGG4PMfSyUNrj84ajgUoEO9xNuoTbIW4Z9GeEZQY2kresThyit+rvNkcN7nkkqsexBCoYILBNo3tMsP20EXbmpJHBaATy/lnOr/iLmRLDUU/JMf0C7IGT/0tfm+sGRB6x71EhWRY33bahsXShB56sSK1XAew4MT06CU0XPEC/mMtA0OMRCoGuC/9ei1/dbetslWmF71R8sb8/lHzcE9Zmg63fhILB81cy+xG1e1eIQgNou8+Rx2afNzkAf17qB4/UZhpXOUb65dCBmAR1I+GCmTz2nxjYMsdtyGRR8anCulOHjUaduzSejCJ7fmdqPQERvkPpvXY8d7LZW6ZnYaLhV7HeXN+UCKT7AZOgvOZQBbBL9AU3E5hnGXxnz+3nSbZXuQlow+vuV/RwdzYvpkz9covrZkTlZyA2Y68VqPLGZ/ZwQb4sp8cZJSFR8XGy/kctPe+uKlu8mcZdwODCrorZFOBPS1hdsGU23wjPpKj14Kuep5ejS0e5ANyayrvCnvBMHit6otexqJBCJeC9hkq96JfvKFR0jc5QcmCyEmbFjncxH1LPvOoQ9EffOBdFM8cBIe+HLjewR+oodXpLJMMgMR11F3yM3n7KRSU63hR3uXnHOk9E36ifUnB94fIvLUhyhDD17VKC6GC8kkRxReHmru6WbZoqm2h43HEn8rH1snXTNX6bAkUdvk2rvsmLAy8Ibjuqx82VpczU9qw3Yaaei6iYwit4lY4+IcYmlnjx2F4AjOLmvjhoR8XmDExRsM6RWqTG8WQODr7eKYvqDpRH3F0aWkj8QBKv607dmpN4kn9aCedVpOxFLFE4aRVJS88SS3TXR+PEUMo1deuv9dSbkQ7hKHWGDCLjk2idpJ/nGOer7DgKzTaVizneLRHUzaN31TN+R5FlnN13JpbYlqGRvywqnycuSZ45yArcsl4Kgo8z47/Q5LGlSqRj3+bVGd2vca2hz/9NF7yDvl5iXylOnk8AlivoYZhp5uW1BvKFlJ8T2VEo6hK/NmbI7b7oBqdOqulqxqwfu0iYC38w5uo5q6vySWDKn49IvruPH/pRLdCXYMCE8SXvPyEL7RD2D67Kp5f7PBhJipusVVe1atafnAKAj3kbdUqZSGLZ+zMq9MEkplOxAAOoiKfEDSDERbTKN+tjORT8jFlsCahj+fU1YWQPUdehlh4i2Y0tWAsdcijNvqvyIJR91hHHJ42M19xHCgmq6YwwXjTkc0h5G3miX/zimUy7Z0sH1nMBfWAoQG5HiihbuzFIwH8xbefeaEH5RE2ufyCHSw0pnckcZFjY2IP1/8XZSZNY3P1Tuiv6/NH47C+V/kGg1g2FViQKCajuVIma0YgcW2USbtk2pAqyaHdH1NCXE4Bc3ASjtC6SBq7rv0am1LRcQ8vmYJsXGabqiPawkEgvHhx3d5hoTCzUzFGb9KgzUkkvj+PE1g9UDMiI6oso4NV4jldf36xWyKkYcQ6iRVd8w1SPZfcSb/4Ws4CvDNZWFNeNm7+NqGrPH1DQ2XJ2bhOFSycr5UpYUbMxGIwrl8un+SqzJasb3/0CCSvOmcjFt73hhOBVk67WnNFuENxo5yECWfg/JTlUZahVemmhacNXZsFLp8SXUwh9TnOltLd7KB7YZ6/CnWkCf+EQX0pZg6MJVle1QYsPWc8xMza1E8vGNvEkClYNibglf81cWBpBD/TXOnubM1OSJmU+N62TvGGJO/xZhYFXZF9X+5qet6qGhEMfxjCjhs2tvGZhG7NvW5NUjs1axg1hWxY8UVxsgqnWMikY3orFt3hVVM+A4pmzwTnhQZhhndU2U0MPfCKZKGr6k70ETzMEC7YsHZ3muvY+fGkVXY2GIhVkVohBz5CBvPTnx3BvexMGLd3qLnj52eXBv4toWgvfxA2+xOjgZ0PK34MPBtjcgSRvMmKTDOqFzpHRP64Oi39qJqu5PGSAoxGWCZBPiwe6hWe9dZAdZLMj24pYoAgz4P0DVXXLwLVNeCzR9pyVMTUQsy5kHbl6GuFdILb4uSqGy6+dN6nM8pOJ2zJ9wvchXQENcGnqrq1KiVWJQFhwJF90b33k5axFJnNF/UHVAqZQm7QTrAqZVXNXCserTVp+cYFUTrFxgMk/0T/FgvOCezk62SK5UGku2zInwzW7ndUa1sDGq7OujICiyQ7/ckjO6XCT9F1cj2LQs+qQBVAoWuLdIhcHAKKeXyJP3xpKYnF56s1uGDdagi1QdNPMsXQf4WzjeFGhdMLRWRYlhztlhcNNWBxkCifpfL/OjyixD8ovmtl6HBTHZd9E/fjxPwv4A/A1ZmBYy7QQoZAqvg82wvEAGxHDXmqp5ROt5f4a3EkEwjxhAs+Db69b+vpU5xNjv70GN5Hxd06EktuiN5Lujn1GnGgTdnPEOUMYG6H4HzPTGhooQ1BJU5JAAcSvo6+PsOCDn8b3mekDWros7SEETsc9CJRfRcmbh2Tb7UHQLsnNY33VE31PCKGh/mbJEmtEh0cF9Q1BW5937kq0ItFNtymGXAhM3u7c/l3LPoJDDco2oeCUPH0Pt46HUHnZwtdmGs68zUMDQqC3Be1ULqYX6Cww3ZclH6YooQWH1GBJN1LaXxDS/1Bmy6JsqY41KiQpWONmZOXj2nTNoBllq+ir3pCWvOXqZPH//swxsm04zinFSn8RJ3j46CvEprw/qOcwcoNUQVz0tlXPzc+bN2yioMTVAHDZEBBXa7XDuS6bGOhJZqUjAHZW3QGgWZM/cpkLzo7ZTMn7W1jaz59+3Iy9wel6KXRyCkfg+SW3Rfgop0IcVMUlZlgpuXkZxB1wGpOqcyNxXASJ2nDo+k1oC77VHnB5QcR2i7m/+KEaudf3WChE5Vh46pXe92Bt/iTafAjewYmpHpxeBc6Zwy1HQa7GC9SUlwwlVPUEF6G15FX8rIWJH9tCypn/cDK4yTzRyU4zUvBZy6kWDLSZinGv/Psh/4kxpSZvQQCOEMNSkBz1kL1JcomYFsprcSmFwZNJ7OPHBikEBc7MU1aoBZhDi2TO9BpE6m2o3MzE1w69i/eA9eCS1IdxC9IJD4kjM4IUAALaW9XnufIDuGvdEUuyC7PcIMAI9dnKdI2ndr8fTjSFYVGmLUBWxACio0/gAJrybfJuCPvN1IPkKWPZ9+gj6Vksb0Vk0TOSWrU6jrPt0Nvd1nqoOrPgKpYl3Jov7rDAsm4YwzcuV5ZlJR5x62e4mjytZuk20MwxWUjN+m0Xsfn/fCCpq26LXLqueuHxKxz8XZKVHd1B6kixJEdg6CaEM6mpDBXJcqJX3SHibqfQNHs7YqiITJLS8OVidzPcRvGif1U18ORWcyNJzyUHBn2EjBwigU1J6X+IO1Qed23MXK79jjmxA/y1HxWF17v0W/ufU0X+NpeBhKUi3tiz+ACydR6cSs0VDkO2rPT+q+PDOZsRrRXxqxgehZ0vDYktYzogoiWtx7KapFNgRtwccTSYTyJmOs5inFHLxHX6kgyBlWdRJXoPi8Yse/4lUPOPo3B8G6fb3U626m5DtvcCj1PnBqRK+JPp34ubV/CLFCtwpKgvsGZU4P+xUEUqFNJvTQBJnqOZW1ANWUrWYwSqdzwJfqqquXyx5JNB4attfFYWi0KYRXaoZpOFqdfEvICxinO7pSv9iZOBL0WyOK2A2FkYu7n2jt8VDvG56vRbydZT1AZKwDDMei/Z5CqWnHyO5m0/prthyQ6oEPnuIB//zXNhp29evYr2SyIW8zpBGzl6bev/Mqx6prTxdfU1xqyzyEdLH/kKxRQxOOzyGZQlgLH7GTK3Vwnbsok4OGgUwJhBXyIYdYW/ZEdLubAhVNtAS8aOhfvH59/j+n4tRFANksJrJBkWViD3y1OKn/CuNXTWiA9wxzQ033uhF6Yo83txE3mtgGNeBjoJBkh9/l223k8Jf66WEFVK3td/KRWK5mC1aGozujJ7TMtDzbvcAu9TDNIhsxq4wZcBw+QpAS6Q21Nh1kwYNQv7sqp9NetjlNImDXIY10bDCUIpgGIhShQcaa6tcRvpjjs85F3Mu7rZF83cut2ZWeHprZ8OxI6OEC6nv0B8RBmhzlfsS8pbJ+TvyJ8y3N3EcaOc7dez2188XuMDgi8lyuzb1FpkfbosF6urw58a4WKjClv05XatR8KdQLPMlnCX/kKWdfHXFCqY42+YO0Vi99kdJTWa0Mu2y2GG8mJQgnuIyeoWhTaFOl8lHtMmerbOPamRYzS+Ndjq8VG8WL1oD1ZtXzuOlMGdJkPt957H3kOG622Z6WKQ/LPR0eN7ADZg3ULbDqOXsQcZSH8QEtMjFIAPYQw7qtmJygAEeHOlndoZ+UG7SZ/BYM4sSKgdtG5RFvv8wWmevOZC4n6DNO2eksq5rWPl5wuSrBxrAyS6ezYU6Kp92mvfzGIo67rQT+LoJpMM3RmH+sIC1g1fqxz5/o0Q0dwZKVdYzCVKnvblxCndLRNsUcCNqtXPYUYuOFkxGBg8BNMPCf/vO57g/CTziw1MVtZMsAURHZ8mDHSg2+8smD88c6j6R/FOx0yp1F0q5EhMW5WHc+48qkuS9+kdCXJcqhIW8ZcaKQiOzHp6gvuuuUJuNYqFOt9M+CCGetl1m23/u/oXVPFhzOVA5bo0GlTRiWyOgCgHWush/Txc6hQiIQZAIn+HVR8aQ21brgOtjAf7rWNp5KmQDWsOF7SGC0KPcJR269KYUO32RVfumEMI2KySwe2yQAiUIGPEV/wBEyB+M9ZfwYuyPcjPO4ZGA8K5KGBfxgDonygdt4DpIteDlwht1nbD51Q0GhA6UECL/TWqgDHIACLS8FysNjTikg20/4RJOLKw6felIeg7IOmsqdpkUm1xvTdDneNT4/gznBHYNGDOsFvhA3py1uU9jlLuUZwNiX6Xv0yB8dEg4Ztq96t9qoyOhVe3ILuqEpKUgokw6wfAIhCYPFrIWvxf+gMRzn9FBiqOepbsvN/hfRlsnsTEqJc9/mWI8b0oN/4eR67zSt+wlQRp6vBTx2pVXxqqJKyndluST0LmH09zGFuLTVXd/AVi3J/k56ni38lj3L3ILsumcZFYmnvWXGcLSmvCW94qD4ppSY7SQFmxVa0lkggNFlahulmoVrBRy3BZZwdUWIlJ65QmXvsoaG60LdL9NdwhdIuAy9OZBiPVhMbduocwWX9vktd1mD8yIOX0anesraUv0gyD+mdqpW+m1VdbM1zGpNgV6pGbNiPZVqKjnuPtLj3zqdBZaOhoeRlPs3wfTdd/nyGsWP7Fl14+245ILMciEtxPtDOnBHyQzX8MiEzBZ2xPZgp5TTirhgJIi37+LK13RTbfTGTxRRLombwUNRlWz3pe1f7CTAtTXzy14nIV8DG5DpsETi675xSZS2X6F/pULR0QoK4o4iB35wBZnuOOGjZPrrR//kGvq+Gc9vPjaIwwsous4mTiyavbFV0H0F/DAeNmxXdeBtl4/XiOA/bqFRce4Q6bSuKBsaXLP2kTsYBj0okmFhNzF0k6uXKfp77ZSl8iC6w/MeGGswez68eqQ+gc8ncuNpAAhg6+FwDNHFcePD+5AJeWopwKVdk5FIdE2YyaxBbfMLHaLe/0dn6fXuwhh1rxPu/hg+z9o1c61AT1jaYZyx7eMM1Z+n4g3XsLTeHsr4ngO8BuBKW3jS4Kbmbm+HQ/pk9bF3TsPszU/b6eOGDf2U1iebDHHAIxQhgndL4yOwS1PJKk08XiH9Bv8kJuKBH6vmTm4GYuR0+TCFYTF1dwgylPb5tsxpJITs0mypvDGgPzXR7d+OZeBcxg2huQwvIhzJwm7XYA5b29Z2RRGTihdahw9n0XIbDeiugbwnNShewQJfnNHvBcR4lBs1TLCWHAGIijT8vIX1TRtMX9MkglnppHTLkJ9AFSj5PDQGycY8yfXEt9ShFA12wX+giXhvvy2uKyB4fBqYaWrwHGykdotc3966a3DziQzQkghLYi87nRwEVqJFVWzgFkMZ5PLlil6HvTym7PB2MXIyLkJzxttscMQMFYDj9cpymtXiCs+yNsXr9IaNqZJwo8NtH0riMcg/w64QmpVQACtZe+ryU3Nm/NfoNedgjmDYzowe44XHdVjJarQZ4ndbDhtgHbibqZw7GhDtZFXpHdvW34cp2iLh+OITdahV9HSQN8sZeqLuQryuVm3HRptXA9oYBb6//bWZkIUDBsunF8wToGKsFXWpV9od90q6ILfTjMNtQBhvsnWCCTXPWTbVBqHrIemoGRtw8DeD9lyrvGgaJ0Oqp9DorOpkjzFNJRYSqj9zO3vRDgm4PuYZEeZsZMPn0lTYNZ2GBB9fgnB6wU2DpbZWwBkufAWqBrGG5TRAnUf0erBRRL0dXrAZiq3TyzXczmzLNQhxaofIjwb8z3voBuZbvYkIL9C6ihbgK+eURszBwxhLi+/jVHQ6bEvggAZyyeOmPsxcQ9oIGrcBZ4KenH4QH49wwIG3hJLZrL3NHQx6ibX0Dkx+9GVKKGoW6ese11IfxlhiqHnloWxfZ93nZmFXpz8W6sCh6vlROfuEyvdBOJqmfhsctyNbwFNHmB1pXXOzgHJQzCvgz9vktXI1OXBUvEvpf2qQzcTGr2biI6tTHMtoqJxABMPHltSBeOpIhj6HGWBagvxLvimvG8h2G1w8NrSzfva0izbeBGq89YUwWlsLVWo1t0vnWb8msll95HYomMEYBpHC6mKtkgKVrEuX5AAxYiyCQPTbKw4TdgqKM5EVgT41yRsma7+uOh2+VP/Zb0nAZ8qCAgo1sKdbsdOX0Db306GoD7EsqJOov3/WUXvxdCRLZ8HkDtGcBICVC83onylkPVCWoflz4Yk37Jd0sxx/nQbF3JFf+sIGJqrh3gHxmG6fMpzV1YoJzwESkr+VM3HbIM1k2Mi86WmNfZFuKKWKYZ7/6CJ4+HABcjz0tvES+cXeHpuS3q331WN+w/LBkvbjZSjjbebGCqmFNBrCakDY3k5RmhvuaCreuFFUKoDpYdfByIOKRnVe43bRQj/BXeq7Rnkap7aDUwryFHuLDzDcViMkA3kgc7D+SARCTWCEidvS2auM3as8D4Dni6xOCexM/y7iyvgsoWsW3OCrkpVm6pk+IdLnW3Ncr8NRbZoqhH4+cbZibhr0H/ZI8/FhHmW8bh0El982uKENnI8a7ZCW2C0+qSHR8oe2yIVjmL0/awkZugLOCcEuckmtKcIST6Kmu3+ozSEcDH5sQVZsgTV07DOy3gJUj+5Vt38wYYigfRNmVsJ39xEmYVQbqUsu7sysnkdQJfmRqFVFglk4UW3ObRH7EQKbIradWSnUlI8sP8Ys8iVzsYGR5be1/xLSpX3YnHv8vdZ3WN/dq332ujR0dSS7y83rqhqmzFMRl7zK/nXYGQhYYK5iXi07wl59qeDYLobxnz0YAatdN1lxJcc9qpmlUUnuaQYHgvmKc0cEcStVuWHu7jquT+uwU22lvCq0a39LpPZjjZDLEp9Crzmou62wNSe+eRFNNzjgUsvBsPGIXKwwb75wi513chYJgIHAVxHuh0hH/uJXkiPEZXxVSbbl/YXrEDNLXbA/8uzMoCR0KoJee/E8eW07hlwGisWQp6b6RjRF6ujMFyVsV6GmWnAAcZ+DO82VAQ5z4iETHF9RIelDscTM2Gj6R0rRP1KTSNNDMkA16b3dcW8HvU7lh5o0+dAqABnZ3zQQDxIqKlYk/FzD5946ekwJIEut3vJ9bpDiI6QjiNDIVKp1Z/wvgC1bbTSjMTMYjHtnnSqPny06EV9X7flTzGavO50jLpILS8OXHuoNxsB62Qjikwm+z1FtYf719OfuEr8ppKXnvUlEkzmpVGgYY0cRITv7TwAem89fOSG+fk6fNUipJHDUzIf+RIuSi5U0XBg8P9NY1GPedMAq1+Tt7AtyqQW5m9u5JCSLItNPzP4q1lIdGwD/nM+0uFxbkaZXB0AoIR/tVrpVUIP83brvWrEc5CmW5Vjxu8YfJnix7GTaw4DYo6MzhF8Vvfe65lUgcq9ThfQuDmePRLHixFGyuDZuY0Q8audcPsWQnqrGRPHeGQgeL+oITgEYJ+L04iq2B+dv7B3ork6o70f4MXht/ytP2Lr7MiAOBntz9Imn0VxPUM7XWaXqSAKtK8TaTTObirODONmmLW1wXMfoZQ7B1kWR/dTE2Tlb7hW04aQNfhxJlgMJYVhsu/2oXZnslEREk6oZ6Ld5dHcNorkTzjXWWG/DIrNurJH9cx3GhdaLhtj8ZM6hILFwG0olwpEstkh7GOX+SrB7v/gwSIrNJInZknbRlVdLz1HJZGF5tf9Fe83uAtmvEDtCg8iFyzQX+38IAf2LxOAQm/VIX7G8pjH4gMPdR60tEotW+12JryjOWDWAMEpBK3FLJlV9ynLOUe6EAM9ANCXEVVmlyv9vq8udvqMeypn8ZRV60gMOh4r34k+OD0AVKCtGG4wJaMQfNTCzey2suDIC0i4OuDg7hKICIZqm2TkSD1I89PtKSm5f3sLfXJ0Q/FPDzhBKVvC3XDmishiuprER1T2jpRs//gyrtrazFZXN3zyyeeGOmsiezCaLbynMiHRQ6TyDf8eD0RGZWq+R7sNpzD9b9j8ihDDoh4s1Q1wSxg1NVBI4LRi3lQ8WLIiczxEwFmsJ2llMNMsfwVIiWuzIeXWbsO9KyQ9iMfhZCeV3Ay1T82JxW/RzkO/uErbKXDtEJl61P4tZJsj5pvAaobQdxyHvKnoQ9G6MVAyoetA4WSAZwoi3r1E6quAZRP+DaLu4JJ00A5hLbU36RINv+oCMLmwiTJIcsv1eZ/V5JzeaSaQaDFpaNC+rpDFvgQxHIKeI77HCHJ+IpKj87cQzP5k/Rk5u+50/n949MdAMvYtLISESud8/r2qBYNJkgpymT7nDSw1uyAZsa90WmHRF9cW51V3wWkWSc2KVJDBcKtIJSw7X+PbLRXFwcOi3iU0Ck5Z3IuiyHEuJKkHus6xG4wxOStxKkTET+Na0nytlT27kKm8TZ7+34WwZXIvgsfr5HP9Zph8LtOCvb0ymTYZ9CA1qzaJ+ofuN6CNrOHEtGcVU7KNpfORWNzq5v3ZbHKXiTCCaUyIVAqdBxlY1C6sBIwGGSkrmvWCCVtBdQDhf0LGKSrmUgeRSs68yONINc+eTU4H11dZ0W6xNphs38HIEQJqIl8IpaT8d0BiDIGlSo1KxR6onfrRmEN4c8mxoeyLC9X+XuPKCSIx+tbNzSJARO+OiDnaAxmN7tcbY4hGZ+CiKGNbGAtnRaI2Gqb9ldY1/CxR4VHjiiRJeu4fY6sr5i3GBP9XWXedO1V/kditNAryDpZEEG6sni0wJcerVtrLLzaAnf2HJe2fFv0Ns5v8PGz8gzkdJsRCmI0QlNd9V8qDNdQB/RqJxZUP9ZTUA0iiH8BZ8wLpq4WxDeeV1qw7iuwI6Avg5TINO30R34SGVDZyGgZcl5+LifZH32dAVV+Qo/kss2Z/ZQHAix2qYxVPBw+L3CEsPBJwTUL4BNC8HD7z59KrU75xQde0+3fQqIOqWZyvvD9ymhb6xE7tj6F7uxvQ0Ie6SLfAsU7Fsnw4CzwzEDGDL7tFTTSMfiOB2YJTrpzwIa1Kgi76DPVjwfDadDlAqliurajFsxf58O/5bqLpyA9wWsD5HjrgYTIx/gsPKpKaqcFacjxxWM11Q5Lu6l/I7bATitw46NrjtctJoE85Syl237r0E4OuxP/qmzpnRgxMK8y/swxeS822SzAtABgxUDurtLaV5eBSfjGkYCZkz+3gLyaQK7f02JXpKfNEdFc4Y772Q5F2CQskKiRkjPKz6V9iW4SQYL5M/gapXBV22KLDwKdc0BU7d16jXaXrdKUNzxRK0Xs3Io7N9pdeRCDBigWvl59qnJ2X6F2RfMnQ8Gna9eC8JZWQqFCuf4yLNZJUWYV+ZxsfKvwqDENbYLhaEk33G6ltCc6JfckNhScWGBQvEeR8cQEF5FQ0prLA9AHFcWWRZJiUdbsCd3oKZwkERReKNy1ad1plkR9sJBHaJwfADZeq3WMTDAz7ViNplCcCt1QKA2E4QBhNPj19NglaiiHy9DWfEvPRKrW6+BKgRQ67/W4wgXQMzdp39ZRZ1e68qizWA61O2bQBiH9Cc+AqErydzs/RKqfkkETc2ODnvKx2VeFLXqHEtcPn/Pu0B67Nfd9/VJuY+q/e/gV20v8Mo3QrJLqxowEWQXPiComSUG5fF2A1SAKmTPltcafPYu0bhFydGleMoq4Ccy+dV7tkpz2XbAglzTspjej10clDb7cqqMut4Mgb8htxyn0T+G3Ae4Gg752Zj2sw/jEbSY5L4h1FKmKMNTehbpWkY/yk0YIwk6MOpaUkVBuyFGZ8trs1N83bTubXyU58j+MV03shYYccbpqXwrNYwJVLJUwbOQV0BTPKiSZpOCYhmHCb8vOGOeUgg1SmMAaaZkSmg6mr8y8bpQD+mdHeIkfOj4FAhc8NARLby9CXA9GgdmiWdstL7S1rFngRVpD87x1qDgV/07iBkZ3mbb4pLDtcPpQOXlJXScMHHowNdq6fg0mmXeGcYtzSLF528x4ijpHqQXATMxJMrG/YulCkcooSU7MtbfqlrBKfeme3Ne+hpwGPrj1GD+0H2Tp33F+bXhu/woyNLCzkSgoIbARGgUbTd0xBz3Sl7uEmctF6Rhr/W9jUmxPelLa/EBd7vssxoDHb4VCb5JzHL7kbwimQksVoVjfK19EyOWNqNpWmrEkHD9eLUZlokigfoEvp2kTrrQG5HnYAKRIrgc5XJe95pLobzwIss0/iA+YyB+lU8fn5jx1UtJZbCJ8TL96ZG0olVh7J5a8zczNBloZRYFKbB5N3FhAmRKNradF7eL2LHOxXaLxR3cpQ+MtkGY7n07D4uBi33iz3KJYLo/VeFJBLKPW7S+JyqZiLxJ7PtMBJ9mILeWdgG8EyetEN0BQ0G54LB6/Am/4A0Cxutw68QbmB0plg9y2768p51Dbda53A/h1iZnZtIyjm6uMJEqfGCqEUjaZBuHi5QJS4bGtmxBKh4p054TWbv/ojTTmjHXWXmp29ODPVXsMj7jVI8o80evqzRjZOxIL+PL2en83JXf6XdWoFqqO3FNUnU3J2s6T1GFhJPEYyPKhEos5zfkAlLFYLJ+U6+/2/u9Mop8+YUKeVRViuWQE549WlnwxqSiNlIhcSEqtZXPODEuBNn+bSUDAyIx/Q8su3Wp0dZLxxLLKhzsPdEfc4h0vMztEV6/nVC4Gtjjtv7MlUWuA0/3Wa2bROEhIVAJ+bHG+yVfOm1GlnLc+l74ob9n7HhM5xq3+38NUPDVcnFICEpCTQ9n1S3/pwfbHf+azjU2jglr3ayfazo6qH0GEsfxrI8aLa52FL3gOHe8UvV1TgOGmtN9xd16tObo0EiqkBvdiv2zXyXu3c8o06zjdajmg9e/o0XmHq/nyWVrMZpSPKZzGyxG7qFMMDY4GHZfYv8Mp//HN6x+rmnY2pNBQQBmF01k2yWyhYuTHzpGuetZ9zSJpYR5o/60ysFOH7nNeDmlUFHh/IcaoEaYvosHtGV6gb6cu8wIb6tpty7odxXKU13+Yx9RWnzD4pXsoEiiea2qnJCcqeWkuVj9rkdxOiIvOhNSRp+vIzA18xz0IcnxnjBlgjNVeFJOy6LTL4tqAzZF+b6tHa68HaaCGbv5CEJ2XzfcobFf7GUI6SIMOOocO7LMubpOrARsI/lCTto7XIKuphGtGMDyUJj36DUUpi+4Nk3AXsHx/9h7eaVitrUVIDdniFwiMGYLnq9A4TI6+S60NmvRTe2Q7PK8wvh+amqk45mx/u27lA060zbo/NuuH6psqtr36WnsR9WboM6hQ+bkequO3z/w+JIcBmyTkLiD8Qfcwj6W8DKicL5dXs4GIEuH/NGPDo2GB0D/NKu2wj+kzr39ODZ235crmACrOVbgtM+AsA8VTSf3I+3+IONLgLwXr4YD59o88F8vgC8bcDI59pJIwKCB3VISsvejSCy+LQ9T1TBlFZ37lUAvN0SLdmeqvNZeyXjVyjkQE+Bwq5mgQBZamoS4/y9k9JOr5b80VvLFGn3EzMDXLhdx80bQyJFEkwET226ilkx1fe7s0r5lwkcigNriBafpBA3cvmt2QwXD90M+jjr1JRgU3Tws871yVErrKgZK5fG0DLfddvKMlwDAy4h22BBO8F7c6Ag8MUQmiSidFx9WQ5mJkwlCHeGeF4sfhRNBGc39QXPbh1m6NdFC0a+tjLHXRtC2GbVYSzivS3YKslrzSSydT7vUFj8619imv0H2FrTID5LocCxBHC/F2IeYbNADlUtSGVk1AZFgBnpvVcR2nl9/fJ3LAmLDxgaxIXZGh5SI7dpp+LOkhyGseI1OOlDBQYohclaLr0HaC2mWBsuYi404ItTzESPVdKKxGN2rEC7aT99FCb51OCROhGpRnRN4t5TJSjvNcXMPZxwBZAcTSkGv7GLZeiSQaP5kamqhi90BUM6CrH9Gwwl+LI0o0TtyO7R2SA45fEmUiJz5QhPvMrUHiRloXvkIEAV1ckKVwAJrjraI6n3KZw0cSlyzWG382vt7Zhi3L6OvT5KSZf2a011wTvEvgWPtvFQAjAqBWkfuy9fSf2hMbCEqG+QKL7YK20mYHxw18pUjWOnI4riDjSnQb2yhf583Z/ZNp6LUnUGlQW3ukgy4c5NL2DyMtE4vbM6RlZx5y7gehoAinutYrZky/Y+ulT2JXBrfW41ROsUdHv+aXt1MRVcFSqzDJifQzVTaXEMhg4USp1px0H0bN44O3Ssqf3ubeGSnr2PkP9ylzeJe6PrMlL8dQx5r47u5ubk+3h4tMWQoXPRQN4IyqlItc0FwbjtTExvFnQcyRwG5MvGv4S+wftqR27i05ZobajbhbqZljGChUzowrQTW4/w0ttCqUQzgbUkXYgeWMLa/4FGPWNXHW7jAShc7MGYlD747YJOGGxlpmGnHB25vSgTDjbHyfMDcoOlQy4cQ5blUupUPaXxZV3Y8qhSw2TCDERt0HOXl51VB3MMpeK7+uaoeIhh6N0a37SPJaAJK+jPFD2Dz4NNySu3kceBSKjTwNW+MYYy7p0BagEq/7/uIJA7+CQTtNIs7jilrjjCv5cFNHCDvphOzdVT4wlv8PKE9imV7Q9f71I6j+rsU7gqs0tg/2Hn9DPWlJYplH1GvZAV0VobUfq4a2oJ1svTIpnmwjTzrejubA70fNV4JWMLdIQB4QyIM2da5iGfkdbIeTOrFfEaJKyr2NldWy2RU3IrGZimHVLtXJOF/jNM0J7A0HErvfAFdSO8JnEBStwY8mkDcGJIvLOcQmGSfViF88JaIbb8yrT5osRG3Z+LzKsaXnuUkSTJPlcrjVv++l1oWG2G7lm1jXGX+JtPzHmOIc4+86y9Zl6zbPNmKBKTGoGU62FApLZTIlGBniwh8NNYmHWrWkFyaPAa/JYlOS0ZFV9nk+O/OjkVk6hrwva6ZxRCKXXJPHgLR8mL/T/CREUjznHCloreqfzp1zTJ8DwVU0+y7omrg60F3YywoEyUI39/VKMGAsrAvKzUnb+RpYpFt42jfuCJINS3F8SeC+ZWxhrItH8c2CRdcjbFeJmY2PAM7tuc9VVezlhezqvCYwc2sivC64qPyH6ye2qhZJilxArH0tl188ueyBlRLR12kV16ge1ZvjY4A9jxLldi1z/gsTu5Zg6VfS4sf1I9GTeC9zAt0UDzkofM7+Dl+apdxK6VRwdjSWVdMDDr8/P0TKK+71EDjPuV7/nn0UYvb+YfXMLjY9vZcSGd/XCEPVDDXQUwu45i6JUytGsywutyXFXqzZSoTsnaYxABIl8H9IpQRKxP9uxnuB7qvvXThNbW734iyMJps+YgDEpuiy3DZ9imwmlMwlFLDamcCaVzEZkjhYU8aep+OTZZ6ZjnlTOz6GwUSqHulBXoLoX3k+xROmrhWnUL4zSsK20QGUM9UYEeI0g5MD6dqjNaup9cNy85fm1J/5wvRqXzs1ygX+I4EGoSCJmWXgnMoPYpJRgj2YT3YdVcC5bt9McUbba19pb4wojZ7xcz5mgYAF++vaziK/xEjwq1sehQJb0rLWuBpGzemDTc5BiJ38XCm4mQw83MgzJ2P86JhoDgjyWXjjTK5T28sgySvKVBlMqk8+XdrXuZ0G+JImrU9FxgmjkXlueyAugwzPj1gDa4jiPwfY93sDPIMKW8PYTOTDoMJmJB2ciInq3KAUdZyc5ZCYxNyhVrBcGInrXQukphHpv/hurzgBbF7p8jSOb/yTcEWyv8OWCUfnPUHGWF+69g9EaYbvGveR3x49+ajpDq2C5WslwiHhJNuk1GlOWb+QnDZEb75Ns28gLiv9rAu6ig3GOuEiu8avLXVCdoWIFBwvNlxK1i1hCpA+XAq3EoWhMN3qo27YGddVrPywIq07aqIusLDN+wsT70pPFB5mMvDdREHDHbYyWSGZSx7ynZpQHOWGv24YW9dhbJXVTP80dhtBeihz1xSk73giTrzJsAXrGRw7iQhLS+F8k9837RhthdhHq6I09Ws1Elsgs4SlYiKINIHNazDz3gBqxxI1GzT+/OJ1qubNLO88pcysAACivW62wxGCA2c26Brk3DN9CN8TK3LLqUVtu+GcNlvwmDOxsGIt7irbl5sRrC4GASKqLgPNBX1qsuh2WIUrLtoVXH+Mif2755vifNSm3VR8GxsGKmafFxiilJfK7rtcQL5oXmetkIFV+be15EUYUq2zrV8oF+5SBlrdYzPw+9hBHklhu41eB8J80/RmY+22xm1+bJoBN0ZZ93woGaAHSoRLlwH2pTkSfRXq8d1/12S2EUxSYxpk31WSg9lP8O/SB4AiihoY7naYxZ9iWG37LwiJv/LnsGIdgmj7f+RV9kNTUc7UbKm2VzUe0l/ZBtrduZNiNYyJr1IuPBDS9jn9Q2j4KQIeMmuaXcw5ssXMN5ShM3lwm2Sn75W+qDP+/Lz+TgDyz28h9Td7m0K/TAXm8ELGLEdroU8WvxDwHwqWhVSvDCOFevE8xD+lsxdROSIkA8qARmu7xe8squ1jeZeiySGK2TruYOV9F5mc+e5FNkxgHRVxCormDJicgk36lIXEdJpt7Mq0aOAV29O9El3kAiHNsouo1mvzvhTPgK6hAEifqe6iLPDCxuWMni6blVks+B7kHnaMz9vJ4W19/aRsfjRvSU8hTlqpr2WsLganUB0IyFnxztPaYYY0kev2DIIYrR6hx3tN74Tt/dmTJBXpPndn7cMvazDjkPINJWi6JaRttGgSNrujdqpVnzl1GhJvob5l3LiIk8HetVDZYqY4VChf9Ja8S5o+N6uzHp3Yjiqz2fU3GpUaQZVKGkMebk164wgZwBkuADcFhsBWnGt5JQiCTcsqZOIci4OnpMtWCyykMo13eJoPV4hzUgQYhfe5pUphU3WeadfGR8I3MDhZWKj148uFXEdwQqpynKq8wgb/4JGtpbUla9645Il6H0HTQhrsp0OCvxVc6qsVVmkn5pH/YHI2rmaGP3lStPI4YMCnhvZWEeUL/NBQF6Ix/Hd+b2fd7zjAocs7YQipO3+G+HB8OwbX+Gc45OQxWq7NuCXoTeSF/GguSgs9DHXrofDRqO81lTS9Q5zr1f11tjKpBMPDgKpqtc8oEoTYCM18PC2qwDesvFU7JfjVfxpboWEQJ2DZAPNshASgHhaPu7lrzQ5nDmgrM2svnbB3X28e8IivdmwLh30HdFo24m/dpZ/RtCSm6bAEwAQB+UYlb1hkpO9pP50XKvwWQywijJMKUfNjhAr4s7VU9O0RAcwclHNc4Y9F5jfpiCj2NcO9qlPWQbIugALDrKSdvTbgRT69nj8ZRAAaKfHn/2I2KOWkR5LXnA5i88mOs+ms/3MKsouQizAaryijOalvD0cw2d/ox43XhFYxR3SeIx8xvDmHFeBikEIiwZ0zg1GBJCqVagEKrGKbmKuFN8ZAldzi6GH73LsCUYeaiahMvvpuxALT/zK57JNVgVNtMrCU9VoZMUH5cr3ltT61J4JghgMsr0hqrmnir7JvKVzGPAHNLss6JjfDGAneecr5g2o5wmRNbVboblbR5oT549bxQ4bCGsqmT7k+KwnxSZ+W4Sz4uRspvJeOH7vEVsHkTBt1ksQ/Qia5yaoXK191omI+wsxyvEQiWZGyqw8kKwOpkwKmA1UUW9G4Ckd9WbqJvWSePzHZyoLCoPew1dyUvdjJHxJeLwTFYc5pGP5Ly3bkj+Dqev+tgzecjIpzzyZRRJxuzFTSVtQosn57G3M1I37CPGIhtwKRYFdCzCMpLjnXI7aEr+fiYcX31qm2INqPNAuUkQing551qP7gXqNZlAbTDXfpXrmzOKXwArEkiSMsLLJffCmVjvtxdiutfXjYgAQI0SoqCu8dEndAEmqnkmy/QTUwJI+6OX1ARG3TgWmhxVyNlGVDSI55DWlbPz3r1GBwADahWVx74dkcE3niswPCS4t8plGDQInfkUzi+UGscEuUnsmnuvJY1fr9UaZesfNWofaKa2A6yODY5U+aOM+Vm7WtTXTMKGViuH1UMkfFiyayXYk/NPqijBY1FpDRzEeXS4yuX+iLAvNgxVQpDAzD2coxN3AYUllZWsD5TjcTR42wtMGQRSRK/jfKnia7lnwUfK3fAETSsCTTWgp4lmT/uMMb7s39JEjgnaQ0QjM2DpTe6pnP9MF4fClemErXf15b+TTma7HmHa3buFHHcP6cYQlMvd4LbBHEw8jekBtbilsodOcJFENl8CDo8eNHryryHYmeNU0yq0dgl9hTLsb/9vnjUXe+K+tibeWuDOK1vQ7RzMv1g2TJK6r/33hQz5pMY9Q8vlH8m4edYIfy+eG55Lpt1jqt5MgVPAP9BZi+2Fg/xsj0tGHdzkpqUrxETNL+0b1q1BWJ0xnBpIb639Escwc+OFSadqEGs8fHyiOv0PV5gSmYMZtLiRNISONYPWZODKBcC6Zs9ESq8Eo/8bpm5GFM3ABIOZPD+gU7pfrCN0afeCDag0hEdto/RUe9UWTJcGaBsdIVBZPTwWr7wqoR+bBZaD3eHQloeVG0HnoX5IEXArpaJcddLl6xvcm3iXnU0MeqcVhm8uGc1+lHLPPJ3EizRQBg4zNBwVe+lb9etll1GNqi4ZCPCDMdGMKlXdbsjxssytl0wnDPDDebwEsSbVi+eKAeL7EEbhP9GfTu+MG8fpxrR/euz0TAjbBozvizlVGS9ZsVLd+Kh2QBapLhzoxtfyHyEZYCImluxkjPvq5PwVWIPFM9IWJ1l+3/CAL1Ph1qp6EsGdMg+b1H/p6VQOK2SqaTJEy3yd9kURJCAVHKZjGeYOEbyh8+KrPy0gR2kIALjcB3zsGTVakk0X7E9jT56DsWYH6r85iEIGrWD60TNf25JNwQqafuXku61nqHAD15WGnkqttgr+jjjX5gXsKMCj+EzOKodPOdt9Gpbdw61ujVnlC2r5AEEHlHLd2O2pOZtVAE72pn7HGp/I1QGwbFA9Dv0PkFHeP33O9BsQbvUgwVPElHt5jfNOUQ+qrD3/6j6uhq32MQxbR9OfUZ+gbxUmpByJivUY91L5+yG0/EeK9AUj+Md2/1xcleeAYXLMRnWof8wYFa2j+SkohkjLLCXjQXvpDsQfHmhcX1EYJpoktYBjREMoBaN67s+SgQVchyMYeFGDjLBzbZYvA8rNnwBzJhgTQXzH3Q/te2ZqN1HXUvX8/ti1X01VeJLAiH7tfKXhnqLPM3ee256dDr2r1rlp2peOUF/mEju7/frNp/ApdqiVA8EdZ7B4mq6O75r9v59INRIAb8DjFgz9mKzC+cZ6cp/mvLm4BpwYpz+9GWtXMoOHFzsQfZwSZ1ABdnrfYc2TLJuOZd1rNEbfonUh3yqKWCluVv0Kz/6sLNDiD1+edzeyN4wojKjxQ7pn6w2oCtkLo0FFm6U/x8pIKEKVpDYOJvBPpsCXWIxlb71YRXpsSjtG3E1b/BotKqOPXoMBdrQ12ALHF2G3SEkemVbOEPOpTi3XhgMvteIGna/m6zP3+a6ov9p1PgqtV7Mv1lcdh++7n2d0RzkYNRkxebZt4r0Ar3b79wDVK0RNe5kpX8Dklx/xnP06qMuMvmaEsS6D+Z9jIIe0KEv8wlYCyENQTRe7bTJZDCo5sp2iHsv3G7f4JBwvvdIbQSkWddEOLXEi5erOEe3K5eXX00w/GN510OY8GD18MQxExC9UkCRAB+NSn7IvpBGhWwQzOwCkVhFY465jFBGLRXHdq8lE7kTmncIW5/HFwA/fcbQKQHED/qUynLvFfdn/4n5wIcNODdqCkM2gt9fzac9SMl4g4pm98GBZOGRhP0KMm3GM1nb6f2F/jUKCangeZGwAo1qdu+N6w7kRkFhPy+qA5FrC/RQCvqXmAj/CYhS7eCfjR5PlO8BLowGX5lN3AWRWyogSLL2nnJUti96obRfZkVl6cccVZ12JwNZhheNk5mMYyLmS7MFjPxPymD49ceqOSN1Lr3P4hWQ894Q0BipwJgS9yJDaokm/1HZMOGLW7xcEeYP2RV6qx+fNeXLW3zJyEZtUBTlhYsNjDzWqV8Gnk5Xyr85XDsuslpjWTsL1C3w3lDSh9THZUfXk/kEdCRziaT1tCAmSL1IcxVrc3eBibp0s/DO/1+FZkuVCBfCfjLKFKivYYml5ER09IPOMEVPs1vml7/eb9ydAYu59tsLZ4lei7BgIDDf0pdeZWbZPZxol0jWxE07+DltyQnrA0YtF8zYWy7F5a4pMxezdCAVq9OQysbQU4AtfLWEquTBmZuJjnoSA2O5ApK3dc/w+VCzgqZil5dS7w37ai3tCOg9msBCeicKa89/OqTgSe8gM0D5R1Q15rAYJFZpTNXGAqfmtj/wYM27OIAkTUCdIM9DVT6ZlDKjUSNuzNPnrnhGuDxqNmGi/e+myTgnfBYuSrlqRGbhajo3ls/XzS04La6E6zI/4+wvmAq6s29jc8A5NUCz1zl/U4lojnkcyiKcEYwQ9zA64b7zZ2WRp1c2DVbpzC1CtWA2tKdQm12V7/eotfPgnx5nTbVhenKCReH9Uw3SumBFPoSbOVK1qG3CnfkBGzg6VU2UmZ7LIffjbTg39fTDxFbc5395VUfYfuyKNK68ZoOic5lityMWpfr4bL6NSCiVOzjaboDVyUVonSVkVM3RvhZNPwGq5rcm01htjqssQvZKhgbR4thJEL/9OfbqQFdDZzmXR4f6gSZFC3o+GUfb8Wrp+m42BQQgKX2rgISKMvxefedj0mxmQtzBLYoFgCx+hlSoi1+jAoK41485mIDwzADttRxCoqY994D4GUFzrAIVH70VehFf6aoOI+Y22aOoIV/x8sYAp0z16LcFYB5gdLTLl6HXRzuho+9R2CSnw0E5OyiZRCC1LTeDAB6d0m8XjDrfB3Li2HDJbyvrbIF3PYVM5c9OCE9D/kM8eCeH4bR+Ms1F32bATS6eAbElT3fkgX22ZwSHj+aFLe8Uz0x53e4dtCa0QiMPOyXa3K/3pzQ2+0ooDupVwfztgNLK8q4xRu8k9natw1+n4AwGxObcVeT15eriM2qqQTaY48Gi+fv0Ry9cKyoDRkaGrAW0JGAsm26DUuVJYoW0Kg3Z8jLV1mB4uCvh8JzTA1r97rxHwAgNsp/p+PPgeMbIFtK1sR8265Q15LUD7frgGIBtj7aM2mwO6GvTL3S6blX5KyPZGM1T9Uf0OVSkraQteGaX1WM9+HZl2UkFmWKE7UpsFmaHaQW2nsJEuLdUKMPoDyL6hPmQLcEUvhbNfcuikYH/5rXVu9tGVwxhD+TUY8aXgaQXr3Ca8BisRsHOnCzAMFY8zLrbCJdYufLNd9c7cqlVfuvXY4kQfBCmW6/eGNcqd1bM2E2WgeDOaFxHKueNGlx2fs5z/QkFi9WLRlZY/9Ugy8Q5ZdEUGW/DPuq0HpobA6IRQW/mZt8l322mzJ+KK7HFHclBwE6a7juVaKHu1hymp7EDsifvp7OyPwokreXKqm8+SD5YdZ5qNRybNwS7R7XXCbz6jolqhEB+NO9lL0NnOR4y9VozbXzkYnfTJEa2BUIXySaLMvYjMMb4CIozPiDb1JLBh4Ua0njPY469AM23JQcvJLs7GGqxG+XzWf42dyeuUvvGuqunprYJzMldU9FeJ0888xbXt/eo/O+WcsrstJHO+KPkzNXB+hknq4sw+reIcJBJHaLfJ5rwYGqqNIyZ4ZqG6SwQEY0jjG+KoaCYRFnUl6DiyCmDzMc7ie76LrwHok9yA697QHvv6TK055Axlycpf8O6le0AMKsSwXZcbQWRD0D5S4VfiIWJl44U74v0M8Kr0VVtMGTwcNIWg4fURvLH6aol832akUnD+VtcBxXkd4IZxrJt45AHAkVA3KZN/f68x6R04P8KhHBR649p99A+txmN4I013QaIS9RYRQ0G6+QGQb6M+RhgYmQ44tcODbPGOF62T0dvLMKs3uL/e+WpCcGPNegyViQwKjDGXoddL1Hhf4yM8QdiwTRd13jMWOwS14CQv1bx75ONzC2Qcay9tVXhPDk/JJriOsiNK1lSIqv+1Gl7jCkVdLLzbub1t43jJ7xy/HG/Hv9VnS1PppbhCdtpY9Usr77SvwEQacoJqqiSfWPYE1yhXb5KQlh9UqGIbSg5BO2QsyN7Gf6X5U26F2Gbg76dSU67g291JUXiN49TFWtd0or6G6SUnXqVKzVGoHKnFE73+Yg+lyM58xGsHHOR4cMPVL06BWjEkdtTXkyBZOon5kkgSZ0l0t6qPyKw9ytTcq3ETKoFjgXkDgVUDEuynhVr4hODdPyKAWyX1xIeI6ftSeSdLJWhDzIg0lfZJYOwiXn/TuAqsJVWNC9xk34QR/KBO0IsClCAhDzKWUdS1XFw8j3XRMDEi/l2+jCYQxgIb4W2zUPjdAxw0J1jY8+/jIwuH4DxnsTzfZtFVR3nT6qkE8QQKUCYmAL7ScDPB/lLDlfRX6xChCjzCvRVizMeZbnx60kia386CRtHxeCOsmelwDeTnqULykgIcifkjXOD6a8XmMZZihkRL1aOQltugdM7iMGKaBT2EDLlk8gfSuvRBnJpYThq1MTvOQto9gr7MAZArN5rSF/0U2Y/AjgR+CBX1cIGHTSdUzpqYsN9kb0Okx/0nuASmKxFWMUjWdNU1W12Unwayuf2fFIBmNPUiS0dUkCfDGsKzPUktCzRtnOg4qyw0XgX5ps8jt6bxbVuH8rWr+k2Gi7yJLlRmM+opgxEKtx1pM2v0XhzEHBa//lNTa4nxExpc+cuV2vtYWQcVgwuRC12JeiG+yj+NQ5nIJO75qhTmYXnIVK4Hk9y+L99GjwlimHteCd8EjQffa5ggomAxAXQ6D7MNbZsU11UJ9NO2pae8K9vpSkauvP72XW83kSeVN061AY/ppbWXqm/9A0ij4nxk8F3Y3pb3GEPkKtcT6EbEAP7dVTHnK6Arg2BO8abom1ELoH6tLZD1HBWNH/CuYowBMV40vH6UyUYUJU4fPzUfsUFuQo3FVYp7546vopEKJmE31MrwsKq4VL6R7aH+5QafSSb9dlMTlSx3FAOqBiqUzthmRyhlrJ48MpAUk/zwEDEhlSZwsJpAxSlQ6dPeZPVQqeAsM6A3jatMih1BaxWd94/2IZ+8SooQy97s4MXUu+BWBlEwm0OgYnztNVxNJrq42PIDYENrNSkXYZkpWb8IEdghpS1BoGqUL/xzh4/WY/3/8Ge0eRc3Wp7kiVDHMaucEoqTBECtwW2EJDC2TxOOpew3Rkzy1f1GvQdINFdah8V1eZOdF2JKpE3jfDU96/o5zEs0LOWsGS2ore8aqWUKDeyA6Ym2Ga4E25ZMJYOyx0NZmw/oj8pa0hxrV5Yq7644ypelFbREIDKEM+MASxu0SY2cYq9Z5WbqV3X6J2wlUEQLu3DitLYOd7uosR3UiNKswVCTO4y6Yl4LFqnnX+GysAiZZ1tnhdzqbwAbWWaDWCydWb5LePaCusmozT9awEjn3OcU0Z6wKMQeM9qf4Qb839VfTcJbtWcJ8UMkltMw5u/Lk15Ja9uiF9IWyBse2ghnb5aoe6TlU8frJmeDti6RdXarNUcP8SwaCrIYpx71vqfLVytJ+poU/AHzN8CqQvRVCN4QQMmk2rUYohjp1oILmUTfFFjHLX44luQMg3IdBBsxShx/Nf53Q4qM5ngOdtIWH8abuu6gWQNNlJs3lDIGCF+txyonvKCIpo1lfkbEjqeKjZpHyETiojqaW/MfcGSyG+s96GY48wcGRXR9oK1+Ijg8Mz6z4tbQOr769lsBtPq38k7ma35PS3RXM6TC41mLAxAtohvj9lWa/FmaG5JsJUPE3sm/q3U+7mwuhLfSv4WZGoZC2yoZRo79xphvbrHH0+OdI5x3R+C22/2nPcD01B8kJgHjBiJIT4LxUWBt4E0PpdJ2hqt+ubjUvOfi0eguyXpK8JysDAXaq7jiXUKA6r6IzRDx/yhj4xuas6JuYYXH2ZiubSaPnANADc6WkmGc1TREMZ4KJxe8o+lHymfeWBnkn6FF+KNjo9VA8reD04KD5SL47DvbjlrYI+oKiGEuzOItVN8tHEVajEbhRmxy94/PiECXZcRzi8tmip6SWiFG79CMSh3YzMlcFlhHJ5WgVOlZs6tn4NkY5+NLY4uvMkTDJarBvPIxP6Y90kDfF3KOQDA9nQ7jMTMku6Yt6gTLFbJAbbI3h2oNoQrczi0WzbsX29+YNvBLysTOX29oWcowgf32JnhgieqzSM4JKDskzRQr885jCpSOrPbCk/DKke4b6dy0A2X4kvMJ7qZC8jhBVl/BU5dVwu29rgDIOEO02HBC4EvbQnH1Z4tvuM17FkZrlGHt5Bgh+3bJIzIDLufgRo82dKYLK3crO2Op7uXsUjCmVsee8cK8+FcIv39vkY306Z5++a+l+HcK4l/2aS1pcvyMefwQUtfeKxiIDqoT5WRigqT53sg3O9T02OEsNpRHAZaq7L/ptPhhJSObblINpXXxPKqVUd4pxHO3JlIV7lc9NeLqJ2etnMK5EbK4h7Mdylslt5a88MRSofKE+Sel3B6QjGhjt2RuhjmXsPjhyNBqn63AM/OiQq94UOtzRUX6p3sapYYijp7JR78cQ8bHMBZUs/aCPiJKyvC435XBfwSK4VjOtpa2EXO4jFuTrQQLwzo3OXMoQy9aaJ742ybfxNhOTgUkyeoWYCG4QA3qGb6NSyhplBwdnXNUC0i+cstzSX5KfzUDn/C79Z/TIVWg2OBW1g/WcOAVcYUxQAaD9tfkj2GudyzhWANi0Q1jUMVivo+kSuuaJxvrVl1katMw7EbbVCm7j8+h77pMpwtI5w2HiQ0dMxlYHW88eDeT4jtcVe2HRKSs+eeK0LhyXV8b+ClynTM06JklmHcVSkfRCIeoY05Qi/GWqGpWHweDFtcVTVb2uELTTugU9+TS1w9+Q3YlY1kIglRTEyjHpj96K7Hr1RVu3vawUB8AAC17l6j/LHr8ZqAt10wR1QOY3Vaxmi+x6nA6791NlbXINgc1iCF/YctaGeZg/VnJTBzrOmDxB3FT40P94mnmnwnSQcEPlI+dHF8rFGM9ryhS85BQid97eegGGpE7/XfvUxOrhqxpbbCvXpt9SRyNGcRv8lOxNpvCk0EiIH876xNMia4fg222myJ/LidBPH+41gYzD3cPeHIRJY0r28m617XU2PHowluV25QHagDuZIGcifzigjY+r31nxIfJ7DQin3P8qetG3Rgf1Z5j09DHEydEs9WCGMctdq5R6GaIPTnX24OPy8JBadN6lPZc2cRnYiWfdvv7AHOdh3NxKx6oQ4s5CVwxBNgcBpxHn0lVfUeSrnHTXDPZkJcXxrSUWQfdkLiMS4+wUhxJ17JJwCsJXuOhBBgXjd6k3SU82rI1cZqvrl5lQNIQlJzW9QUBUFVL1a/E5xnDTVz1B18LrvmxtG319VhD3idbqlrDmAV5LUgThRdEyel23oj49YUV24YDRKrmCSRT5TXcVGiQc6HknktTtDE3Zuy1pf90xbDhNjrAR3Y3ykv32Ih4+E7MVNL2BRkz6Yo/aK5QHC0yBvNjWQajAEhR9lC9Ok/iKWZx01NVMAHEM9PuzVAL9lqy2Yp+BSiisBiick3bDfgtdMo2MM+QDUPLOiSeD7pjcMnk5hALB5DOgkrG4FSf5/EG24Br7OAOgi0pxZUqk61Ii2wiS3s/Lj4qKME7dHw82vvZDekn0MVPmtGhmjEOR0xbbXp5w8x8hgmmf3qVVb0DrXzWcC+nBqge3G19y45sZqWBipm2zoh0UrxQ9WtwcpIZvD4l6w4BZYbfF8gf2DUXeVSIQ6U7gIgvTrF8np8p7At25KjfSs4dtSlmWDpjoD35Bxu6y35litCLRAP+mWQxeCSaMDIPo0uOa1q8Nk0hRAdjXDeEeX8iZIpcSphzEEX4xtw1GPzH1VaufI0D3rHll0PeZl8X1ePIlLyCCTE48xRXPlQOUObUhaWAZK4iXwGrnz51m59P80mNZg9BTGpbqYFnbRUfUDKYFU5QDSMXNJDCH5rpNtWpbtCWQLjZRGNHLVPkdEUWfQVGnx4Lfb+VOG92LW+0PIFYle+b48f6jo5DqVT3Or60qnjE7HVFaoqX19vaEYNw8zkRduAUGwwgYhCYlKMYK5jljA50XecLrNbwILLQqxngdMNyBvv1QhFCWb0VEdy7yvBjIio9iDsr4+d+3B7KqHHvskGd9Xq6uHizQrFVPgblYNmFVLb+H/yIUuRNqcs6ywHtlcFaxyCbXhYlmN2VmDf4IrX8iM103deDTkOP7h6yEUTTlfhu+RM+0jKzhAM4F3o/k6GMnlDehBAs0SdSXWBacPAT0GRhXxOIlzrqqBcPVSm5A3hIS8yN0fS34dptMWHrTy2jMLBBMjHJHNb761fXydaJJPJ+qEXsUrrc/Rx+qPN221+pU4GBprEFU+SgKKa7CrSty8ORIrbgZSx/HYY3LSbxkNSGqfbNXHSHfz3iyPjeBNeZRF6WUGKaTfNTauocnPh6atGXXu2/POXDzq+6JmQ/RJS2WgtTTsiVg6rRTbnBZHSuCNMDCKr1D094XCpN6OyVa5+ZO7+rPrDJ7lsJM+h7AWSIaN8mVboWBATFF/iGBOgxW7mYRPOnpihyJF219VpHjXnxWB0wQA3xzRTJdQlRHz3HCJWW0m/Xbp92ibJ5ADe0T3KHPo5efmubTMpO3uayssNF03mlB19yNUrnVq9pEkM97N/e/q44bkwnK/aJqnyG2tYWaa+XGB+POpWyfFCnocLtCCGV4I02Xro0SIwTHL6I4qptItGef+D119JCYs3IvyhRCsu7LuBFPi69tjsmx62yLnUEtMb4a3vQTJ9HpmGYz0DyQWrY50lL6gqzgNuHr58lqj+6/4QBi9BaLFZ+yX/Mgmhf4nCm+WbM7t93EFQG7G/Uoo1Cqb0ME7xN83v9x5C4ZNWDzT2amwdSJOWm+UBbJ8+Y1tVrlxMy0ntP0KPPmm5GIz7Fhfd4Pog+FLXpSEafDBVe0uwaKYMX5gxJv3IPSg8X6LO/m9AQBbboeMWLxXD/E+zMj76mdX94/FM9Ykwd/PPlw4mvI8u8c/uYBs0qf6oudnY4QgchGuA7nqiwupOjcfcCUCvDdkICK1GSe1sRLU1wphFBYvAZoWJSh+DMiFzmsDNXiPkiXoL5+0MJ4Y6taUPTROiYK+lk5NNL6EbcqW1o/7W0zkdL9bUsNWu/N2VTCIxK2VHtFpESGd7/rMwdIjKeJrwgL68f8oZZH8eShauTSOPUTKcd9yHwACwsv6pDqpH9BHE3OAmEmDd5NZMJ2qjnt1qYyEhO2qxDqBS3IYZrkDzX2Cf7F3NT7oKKYbnqHGZQT2rTqT6rIAjOaWOFznhvpclC8PSWcj4mDltPjsvKjtax0xgdBsFREQEHVRVTG3lcsE4Cw6KhlZiwmXoqdOIEoSv0sl/ebLXJw6nUKyqjuzrmjJvOZxw1HLeNqh26TBVJ3FBv8kRVhiPBYb50V6CDnOjszV6MAEEHi6sUgjoTwVdbfR5Vx/Nqac4Dh/NvFBfLM2iq4QIDuAKSf2Cr+Y+Y2ZlGClH+AojY3drayzinvNUbjVqOEn/fhFCUaq+v+ZKRER6DX99nqffhxuWfKnXpJ8C7EqWzFUAqlkZBSanM26vWk1G0cJmp7javTw7zIDkkXinAvBElIfoBb72T9fTG53oTHXhWbPpEusuVRIuIh3eYFUw0feG7I66eCuItfvJUvqhvMxaPAJ6WMn3kQQIYGmiVchj8nFH6sig0u+1QnluOzWi8rQczLAMGNi7ckLwrKtZEGikDjoOPTgNqsKyL1TZlNfzTqbKLyhyJ9shhGpa7bT6l0xJVeM/K7+nplgv2SB+nlyaH++cqMmple7pSLGTFl3o58Yi7afgnU4b7a9oCM0CuGVtwuk45uKYTR8dmmPQyzgvWN4wSCvjVHP3SIb8n1ZsvvV6F6STq3mwtpSUOacij2lzKEeXLwi+1bgtb54NSzCt2PesWSZZAgqy091wDVc3PvBTLnDZ3GOYryC8RKQUTZG+E3PHrd96kgCeaIr40/BhP08I+KDi1FzeuAiujHrbmUummU4iJJb4SxWxBx0iGWVlboKp6L1A7EgmsQx3Z8NxVMPsZ71Rhg6OyZSc/n7lHziibM1+5IF5njmLhLUOAr+aFcT6SwUIkLwIxmJGU7AH6rp3ZG3fCgSLSFWXnZfFyG1kP+Nzjp9mKLXITAkYv0QcXwNeoobtFZOJfSTMwbwVx1qWhpegOKMITK1o1JOmP13mEe+SSI0hAVVc9QDTe7z4+XyP0EnchHZbGRbVzuYOTX+D9/ImMn4cQbAJB00q3u9WbWADPRuhhCGBhZLQfEIpZU2iDG+X/Wxwc9p60L232pUsh36NWes8W0v3FuwafOkgldaHtcndv8rG3TPcOiU2eTGhdh0nGoGC7Y9SQE+i1arm/DQhxwz3w9B0gNlXboV/0Jhor6M4rnMF7dZ+MLdlLDXrQr2BMfvUeFJbe00yKuDBh51OVJgFCmwvTcgPjkboDRMY8UtBGTMWFXpHqb14QzGmzqcT4t67/H32Xk9OKHqN0hS98h2sNFrJS7ISM/xtFasoR6LS+uzAnT7l/YNiLey1xoSABfgQUwOiFKQ7tCCCZnIcmT0sNxUg4fKh16v7VQj+jwZDoo1PjSUZ0kJDlapLxloFZ+BlUoLBQjU2WACh/IRW7z1uT+zKN7pmj6Phy+XLz6AH9LUj/uPcmYkja9HEui7oJhJbNy/eDRfbbenf2t02JhcTErPtiVByiYPp7lcrc7Nori7RJxKyday5eBtBSGZvWDEf+55SRSaPNlRXS9DZQJXsgfiZge0nsi3vXzqlDaLdzl/bESn9hORB00IL7KhpP+KayL0smDshdsdlUnoCO+Tv20KHK3Y83l9CKpZcWChXM8Fr63xyjSqr1GWbUY7l9lnOKMYlLfqoOx/iW04uVoaQUbiuPXM61aNeReiGSEzKykQegGKB/RAqtvgdRONHbgxuxRLSJU45wADNXrQLRIqkRtZAuS8LjWKTGhAujVxlhWWlk5b5/pvDP36iPIJyjOFAGZMArgEBpEJtVH7lkFv4pKIibZ8fVtn3sJUbuG7nLIPCRXouFc6ubd7VS10BGWDyLS+TWSGusk0xnbSby223Y/dvOR4zhh6dt29tdmAu0qccz6rhQXC0ecrnKPaRHc/Lh1/e4f/1WvlkTqB9A6LrIz24KcRyUgL6/ADuAecavMKXCmn6/+2UVGPnCL1V3w3oSqfzNw3svGhbuJifwUCC1AQUZygB5i6fIqmdxo/112JLZJPyTFkvaa7ovwdUndq0pzlwcjG8v6HU7QIupkCdvuh4vanh7qxZeeVKJQ4Egk/GeVXBmwcRugWHKPvw1LC0RmcsOVIg79BGq0fVY7Fn8A71Bx+9WIwfHxh/vsXL+L4apePFQyt5CbM/PWaRAqSSpsnj9MzkACTQOD+laynWpEMEVOAGYueg5It4ZFuI3/TaOb0g+Y/vt6H9mqKdp9xo9DJteAflg4BfrnHsaK0l5DbP7G5hWHKDQu1rHrflvnMbJ8WIUlJlCW/kNiEfLVRv2v4gUvE4jsv54LaKBpLyEDQT9jEaX3EbuDCFU05FxC22xTmiZUElLqfO3azqVF8Mm93A7tyKwIpTowWpccUVTdbLTbSQS1Ax084dB54lPiYDKZvTTvL6AH6EMzDTu4EXiaa56h7Ab04cwtnhu4uGbiaLvf5Vrdq6Q9Luj4hNH/0d6Z2pbexrv4n/TRtbFt4QuExgjYcRwOdbKsYucBruIhQBvnkP/5P7VxYun1+Ofx6RV/WPEXlci/7IT7zoyTn0iGOgEEEqTUQHtVohC4K/31btxYN0+gLC+SxfMNZGzIIuhPMHnUYHTCeI66nrnRmb9ZQ7J8L3Ey+RoB+nJIjxbP7cd07cVDvivw1WZ5iBLCSeMT2hGM29+m4dRbBR0Rju887H4fhLGD9V2x9dcrBmfei2UWnWS3XVU3KWTocwVKBCHHbaB42lc0vzZagj+p8FSUc8IfIvLA5Xy3vFGvdF4q2Ib+gvWCEWxfOcuWX1qM/JPHM3mh7llFGko63fQhCn6pUHt4WuwU5JABUsypPmTKtSDbX6Lq6FHfif8qIbxqtTMZc7IhO3pJFvcohRUYzRpwzi1mlN2so6F1nlDZhhtytlGZC0bAKyEB9BRqbEDjaDbBENvAzW6FnEOb0KT3oYxAY3Y/9CfZXNudJfAdnPxYVS6OdDwI+GRk7R6xIBZAMtdWNOqzr/BtA+HSZKBTRztQTUjABPKqfzE0863E30rNolK4YD+Z07zwDG/bLfT9kocsapKTPnB6GjdiznD4rZpd6zGqrPCyPDFmPMIy5zT5g1cTcwNIq0zosUbb03ieK/y3aD+Ubsx0KAoaUQSlAL8tNxu/aV3a6l0+W0cbn36KQxdWajvZowQptpq+mqhdFQOsWrqcVYwGYnWR5PSJpPANVhMlvEXc4qVIEJdnSITm+AHmM+b+AubzSwarOWfc7x3sWhNd0FjrRv7tB0i1eZPBtl4x+obs9/4IJDRxFiVQa0O1m7Df7JZXW6BSV6Jpg1i+3MP8gNGFBxW/7L5EDka6PwTBw8at7UQwY6eTnFNIIjhTSCLgsmJuaM/1xgX32f7pai9QkLUXtgeqJlQDUiW7HW3PTfyWYYnKna9O+4CYr0Jcgq0IhqrPXm/CUqT1AVh61vsHFOtJT+3QdLf4l2oLToPD0LGCUgfB+Df+eHtKer735G8f38i28ymOI9gMSC/Vcd95I0SeXMlT4lBQDF1Ya9zzA+6fRHIVtLeJI3tKtUXQWsa+SuO9rARPL8i6nZ4XchpeHSAYT9P7k3+hoiEUC71+k88ec2Gr0ddeTtto2WzylVtkRVIe0rIW6T+/yVBOA/ms44z+DIZrxizmx8ZoK2cZHsNscCban5k4+/ft/Oe/QlGNOQVBU1qjboySl6JMWUSrAygDCVBgD5jVSlaKps7b7TRjh1yCQrUynwYGfZkzheArwPwVHFH3RVAUSKuhypaNROCyj+YsjSHI6Dpx4EFtpp4e43kvcsSPGNRbliMwnXaBqkActV1sjNsV2MJlk1XLcOVMguoD3S1i9aBeJCFmgsX2xOkMEOvlTohWw/Ok3UzO2QzC2AGR2OPcq54WFH2aKyYyXuWpU5ETP0YtUoMeJWg4sQCbc0Y+YFkHOeexMZjhdnRyFQ3hR7ZkreK3Y4e+U3+MfuwZ5b/nIubrctN5N24aeR7DYHiIXfcuH8NMAyXcogjaQiDNRONmCu7sz//kDSR3pTWB1OXx/0WtZSOxlLfY+jYOOZVIrpOVCnZ9UIWui2CoHwGspX3PUdDOfWuK3UaQXxkYnQmZAKDqvtu3ugz/HxwBaIBGQjHWDn0iGqiMo73+6AU+KBNBHlP4QpmCggAcA/g1B/7YlNXaCoAhsCc76zXf1XJaJJgSKUw62pCBTdGYLGqK2o0J5MkApeO8eYyb80goMN2tzmkcyBgow+bC+0lzpptIoD/9UjkxiMvCyvdtqmE5R2BnhpoB0c0Wz8U2ubFeRJtImxBbx6RuVNf0bhe6OfER8qiJH5MsgTfaX3X+/yIt9g43iANB+RQJo70MG8uORJ4rkDQU7F4q6cE9UgSf1fCEPkmib9CoBrjQgy2c+OUCeKZFezD4xp+cdM2O8uTMoA1Xi8faJDxQzR8jqXNrKBf+r8zXoTaefvnmIsy+QlTlG7yU0JLNWi2yctkLhwTtpnya69H2ay2VFlTmNd2GqTzLog4wFDyEXXEJGDzqpYW3oc15a55DVya8X6Rjkj6CdHVUljy7DSc8BKeVSDx7/vZvY6shuErJp0mCZyqAytAz/m080iYrCIxyFuIGF91lIg+8uwsVEaA2dBHtd3GBAWLVLqr4QAwiarhYPlTqJuiwgGtBOU1dYIopujo6h36pFkMVszeHaLX+xAQYeK6wanJ9kCZS6EW+2fZWeqTA6Hf94BHabXZFlrmLD/IQ0xC65x2TqZkh4PbPnlarvQ0XSh8JNyaHPkpcsl36LtgSPkiluWpp0ZpkbCkDitXtcnDMKLjkZcopffQBckoLLSSm6zb30fxMHGQea2dtBWz1gnksPzojt4Ht+HRJXANpYGf+uE8e/HmPSEy+YzlzKS+71s8kXlSfg5SAt5hT8lfI86bCST62ufXJaGcEdGIz4IG5ZSud4BMQHW5KCGax+J3vZ2E/LzGk+7iLNpDVS1X7QSg32/lwdQL7PBd+GkdZuRCdmE47CU0vz1NsPAVjiYLKPU4Tgo3pCIynrvH9JmrkrdedyYZy4BgTJ7u214EVFkin+96BK48TK0/z+KxeJrfi4cDLScZwvVrU6tm5dPA1ch1mJ7N0jcwq1cLDgeO6vvhNb6Dm4hQ6njpi01+NPyfxlGbXt2iVV3JjgJc96xQX4HO7QhQpXosnT9Cz0l8Wg3OzqXWOe51k+NfMvHYTgo/4IDVQXveHdzf7yTArt5n+yRHPh/YNaCrlYm5Z8ZY6LVa5/38EQjD5aauGgqS5e1zVVY6ugSxw60Tu+9D9rEEgsQOKguBhpmVEAbGnafuNaZ6/7yWzpgByA/kldj+rBDDXlH7hA3241BYeRvptpgjFf0rxA2vvlrjgMDMRrOgvgxJvxj2EQHPeSWWzyweXb34g7pZXTnCc+TNP6GbLUKiKZRjNQ2jOFEEcB9VY73nskTp/tV7+qcWXTTrsYD7qJvkYzCXimirFHFG6l+u42fJIQWIEbEFAL6rW3RaLePh/ouSYi2THPRZFAUhJ0UTgi7izFfkv7w6GAKpm7kEfQcjlqnH6ZaDAfTzDBsJ9hF+CHl05pEX2HNjAbNq2e/cPkQEtx2oY8NHP77uahAuj09KJb2reVmF6O/0j3RoXVnwK/Q9UJtUZB7CHH5RZVlaMa/Wt47bKwUvxKo5aQdXVXNbRe2id9byYcZMR5zP5GhvrSP8Y9uaXzsK715ADUSNjVWZmdvwqWeWWtSbBDlc8viCEkpQsRnNruCvQJK+CpcCIuV7r1UkfSMnBDmnyAFf8ph2tSQ1gtH3ISY4MmIKeyAHCKVNKmCIH24zGUn/rbXATp7rkI0es+Uf8GcINEaPE3XH7muTSPWxgDGiiMqJ3WEZVTK4Qz7NXfG7yM1+HmoCi6VBQlCAhGWv25PTVlFc50lW+PViWYlBXuZDFrEHedHLmVtW3BXSs9UKpB3HE7927iwe4OsLd2GkToPuSrSxdRWGDedeJmvRiMpT7Z7GFmMAGK8eIWLQi4cRKrp6LcOedSeSge5EgijT+b9Hmi3hCFMTMRXGlVppvC/fbmHMgK0dofR0t9V6062brmdTa0yRrnbowJpR/+aLFlTHT1ohuQrKfzPVxTMe5m3eGEJPB5D36zMf2TXrPZ8mQMRJCcG2pgug8+Qnvr10yaWp3YcTkgsw178YvE+hzjuPJzqcbwQLRBLIxZq9novphra6VAM9UEvPB750tz/sQRp+/Ea+X+nrgRfbZFFjzc/w1vcdVDNzZwHwvSt+HGOjQQyQPdUMFi791PtffifLv6hAux9yqA3GUjg1mK725Zynr+VEwyoJZtWt0y4oHoypIR5v4ooR53bYqhD3s5h0E3h3iVBRiQgQUyQjPiqOrHBAkC+yoNBdD7GFUiqV1Hcxisur//oSHEOOX2AU6olgfm1kYPMySiNmo6xIuvIink742Q0XfDuGiEebGbCWdeaNSwrfG0KXfzP9iLX8IIzd1LzIBW4BQnr4hVfK/CPV3e5kWkxb3iGUPHRcDUt2qv1xtAEHiGvbp7yj/BtmxWU3U6rdikKf7CBvq7l+HUpFjt/dgtP/J1fXOWmKlEAXEJhO+gt+G6+cmbjX1ZB9zwoAUb3FljNiwmt3RUhJxe/RBQHqpvhVyXhETUuid+Iy+mcRUpBG6TtZYiZ9YueYnjYAqFriIoOxW5bfX+qibvAto0gVqKoif+FrlCd1U5GKWeD8A4A/H/DBw/tPFw+5EVUfMB7urxUPK38l8mEt+6XzzP00OQJFDDKJNsmkhLa4Lo+rKHEPIHjhsY3o1Vu+7yKKf/x9e24l6Da5wOu+RgL4Hok2wA3hfk/FfOcDXg7nH9R0eLOM74rsH3bV0gNFZ+C1IAeers0w8byAtXuew9Fh0M88uUS0SBvbJxYiQSY89ksgzx3+1b30+AvoCl65rdq4pxxQrreG9oqHrYNpPHAHuEyP2qVxY3LIGOzGGytbv1DqM0wr3KlKJX5upY2LT55JJLGyO+bWRASDdZM1mnsZA8Ed3qwsFlCUUc5MtAukRDJFHaygfGz5/mvjLkhxPrH2/iPYwkQxoPcF8thTtPNqUDJV2RaMKdExTfTsU35ApH3lDRU/oIqNpKjG0O7XSPwcSKwpwnFgVVplQRP0GMwVdtGGZxfY5NO5oGZl9sdfWko67XkYgtfbXl54YR+rnj0J2P1DN7SpLUtI+/SDdXXsEj2K9Sa5CBNjo5+qtuIfhSfDAYEnDAqknKU7OspvAVQpsfS3hAC9/ek5rze0exvoQBdiRuHtAZWo1Eo6vjSZ71dD+ZxkdYtEYpZzY8N21MGj//a4YOVTcRquZpDYWo8eoR452A2ZQkEckjtEbeGc/QUSq0hOZq+zW9+6B3IbBnC9TF5ROXQsKCvFbY8JqP7lnBCNxVbloQOuO1KrB2obxX4wkqckCSVzGLcW+JV65oiuBtTOamckK/oKUbf/DLmlUKttc2vyIE5Rf9grFC9qs7m3bes6F0y9bzSoe0CpXN45pC8c5Gn8sX5uJL9PyamMCjFfGBOyiRdGFsOTjdnmhByH2x78PNvhpYiTa5ZuJ/jLhdOI52LJtN6fH0KO4bZGZ+HTpdyyAYb8f66IDeAUpcnyVKPg1h5lyEm9beVDm2OJVEbWUrxi1X6LkXszIkSoGea432cWth5NKhyk9Wp3aWdHAakRAJ4MdfcAeXJr3SjdSQpSSTIR8hh/9RlsHjzzb2COSB8me5B4sa1O6c5VQGLCFpyK/9lr4B0/44ZBkU/Na49m4Fht2NG8326Jr1ZRbR2qUPYvvU8ggk9KqEOaKfYCSJlGOgqM+DzrmfAA7uiCCs2sX/0OCRi+m4wRfoZ4YiRJ8SMDNA3wHARHN2m7JDcP3K2s9k1ME0NnKCLPVL1pFIDhSiNFG4xyOO9xqdks0iXclFweh9Ut+TYPO00ypkkaPUFGJY81jc24qNXKrf7LEl7voqatp5j0ZpA+II4hLURtj2ytqX+od5KCXo4P4iNwtuuk7mcYS0njL1d6tawchqUx3nohKscNQljcdEmCu+A6cvSFcrJwGy2Ta8nRL1RZMUYWk5827cQ/rgRoRYW7O7PW5RmFzWVyX0o6hb2Y2QD0zsTvLnyXRSM1/heQN7x2GP2yLJf/hBZh5FKPhwbzSTJgojI/QgaD3Tez1dl1Fy+7wIvh4shlQIVxLNiOWKdXfxkIznQFa4nCEeMGgsL/0pp4REhvGRxLEdCerFs3KPOXxmnXMjIWCSNoRJ5ps3YqkAU9HYssNf6xJLmDOqsdih5T/RAYJcuyWs+srrjDZ5SKtwQJw2aktinXPvh6Ml4rPvEE3BBmxTjuyZ/1z3eX7JxnxhZhKxULQNBiUor2QfBvjU+w645QXwv6LAmekkHxZMD7CAy76YjUFBdk+P22TLsDDoF+CyfPrXEGl6yIcIOXuXRPqaa4eIh+HZYMxwfZ4gszaNunZ3R9XC5JbLcx+QyF2jffzJV5o4V2GOBKA3bTmh8E+cdLh1MrtS4c5lO0kz4bBpovth/Qpen+U1e9KtefwBasN+A+8xiBEPe5an5l44f0Hmh61bq/UX20k5lIJ203rvcZhFWhejebbdWQluIDMqPwDQD7yp6rCaG1UGGDgR7a1oHzFtIqAGZebLk82jaNNvK2suAUC9PfVcz2PLXVhnxhocFfYJVmXmiTJue6lSwQ7SVRLy38ZdNOzLaTAevOgFphCSDGApXYtKTsyLLvx6Ci1Cc0hJ972W3TNT5cCmekpjvqs/n9uLGvYwbnwIU+PIYqYBZHUMMj04VrJ0SjUPBiYWhlReXSuY1lnaA1bXpOs+qVdgdsIObq0P++fizQ/6I/+q+hRpORizxCKU7GYIEHzy4mOEI3r6EXz4ecdZuqUKA6T07AXdnf5wQP3W50jOiViv3nryQIUdSOtmFJkVYXDkLfRLp+W8UbWRG8A1Fm0zqQZpTcrrJMe771Iq5apuIM9J95t8nXMzOcvlawMpe/2lN6JrOsvzNWm2LnN1QIjmWGMJNS09zLNBCcx/Zkp30tkorWCGMwOrM98KIv2db5EalOP1hklCIC3uaMw8LblXMup+7BYiTJMQvbWd+3m/2xYAtk9RUQcvBqFa/A+A0ZMWYtjhBxOgGUEfYqQkmm18xebyXe/+2wPXNeaD0Cqm3U6MBQewWfXAchx68iYwh3oT5+FVXNM1vfr7A54YXXUBw46shdjnWLDpV6PwLca+qd+COjbgI51WkX1lRQNqhmPk/21Qeh6fa0wE3KA/0dCAFvivU/5gkD6E98+9TihGc4x52+Sr7n/MQEX7w/52BVxB0rhbAlE7JByqbshii5H/bAkE2OB/qu+oMi5xzno1w6G2NEy8hVKP3q7nyBShdeigf9KNkeurW8ySg5jLHHcqpKkOrHr7p2opwgYAHa7bltbbgUm9/Xg1+x7K8dlG0rS6foQwSVXapIOmrpOBy4D9Kc4/C8LjdhbYIFhWK7H2Tk5NMumx2TrKwTEwvfPGlrQGlbvKSfunqUHnbKmwbvvZJQAh09O/tFaRKPKMi3VOIITq427iw/G5WpliHFW+NibyVY8nPBaowfkbk9GhPWLP544+1J/BR7t/UR5f9NQg+B1lbkjH53p3/FGs/1kPthQyqxcAx2l4DGq1IQTm2vSdBXrCTUrB1sf7QPwJcTDvDfKmGj4gnhKYQkVTRcaTEOuief1TK1hYcn3DuFd+dCe1EpIIWu3OHXcjJO4xbbEHeMIoQ3CHS6iKPIdMAdUronHbbJ2X1mlsnCC10SAJf1isYlZX+LPo9zQK6IWTDEGfhE4KnClKULUfLV7YfOs3bePAC+cgYtprJZSMvpblU12dqsq9PqTBRjj561zk77n6z6prYFw1/CpUtMN26poe5PsrhX2ApNUak2SQGVop3KuZLirrATctaM9/yWH6BjWYdI7PtzFk8f31JeyFELrZDgBl1jV0ctHBvnFofRZ+jeyEHrhVVuSPvH/Pa1QQOhiu2zc4eZc7MWYGB3fzyzpD14Cf6EmQf02tXV6zDVov81LKtCXqRoRsmpfrw1ICKOrvPM2mUsHcitZMV8Ou8rQy+DjfMTqmdw9acxMARtjWW4udBHTda7TVXbtp6g8XIj4ZEEVu7k4/0xuXEZxhh84+jRiur/PHgemyGrqH89YuSWCtF8qBy7VoRmv/qzQZ84bz5k76LawHw9WgO6XyZ4MAS+ArMiDrb0/hmKmwcT9SpqD0hRzn4jCRNKn7/P7zKz7fG9yVcr/n6S+gb6A2gt6rKq7KmX05w/xtYigR/z5c5uCPwmcJptLXU+/TEMDXOXQe+QMXubGWF0YEBOduCXrLEFcm2QktKhcUa7r7/VDolib6urj4GN2P+RO2tXyo28I7dwl4SAOm4tdn7GH8L5dDPCm/8WgSTpB9gJfVhhnOBUMHbULO4TtZiQ2r1sFsRmXV4iUmNCOZOZWotSJK7dQB2pnH49wAavrgMr6sCuTKx8YkfZFuiXXCHoa8G7tV/GJf2kVlHq1yHKKJJlFbC/+VUqw+aRKxT0mziAMJjnWLfRDzdmJMCThWhKzMIum6W+OzcLf99CC3KNT+beV2YDyxJnsFJdYItrQbV0Cvl3W3nlozFH/3lQRKpyvO+UIbXMhHCL7cn2jVgh1cpq5kEmnSQacC3elhQuglwG/civg0h3r8RRG6XLaaDA2Vv2g3Yi79ne4UlLvFH3UXdngw9mE1z7WJZ/rBAu76QLRwECd2vSEGBSyOBxiNPUv66xryFvldtZMX8rnBEbZ5dS3q4rMfc2bllbD19Cm6YRCsqIGyxFW8vH3a98nj66G4l6KCELzg75q8G98QSSA67Im+XFTy1j7plzi0Bw74zKojqh5sahqmSQRzPPmFA9EM906YNgv+d+NUkjzctAlwNBdK90WhSyvZYpQ61bKy/nRagqUbXppcpS16vMznn8UroQ7jF6+7bsno8AQMV5nowd1VyQtP5B6BxYWGy9vxqVwVG0mws9MxPqExISeAQyRMgjLv90/IlOgIvQxiST+kGhxjAVunUhnjHMCibrTnY80uGA1wQ9fqgW2ouFy3DrQXyLwg7UA4Basrq0L2yw8ddfDhWWwSehYt3fKlUA0ywjoDafZD6OmG/Xvgqg9B982vSHV9uOXbHn620vovlk+jVeAfUoTwHqUWFmN0ORaBBN4rpd1p4AKbo972KL3kMsh+OjAiIY3R58Cy6hsftIillzqadMhZxgZday7eYblEslxJwKR+kxWh/j2tsNm/ChHHF7jGjw+1yHfYpZQ89NBEvr+ymLyG3znv9VX4VCE4c5O+cLRcj3sQMU8xkcvF6GU9zSk7weXdnXLajPNdCTGWZU3PWodfEhHf81AB2BiPlknFDfl8/YIiO+PmwmRibd57RQO/QnPDVeGnWr9l9krCoTnErgNVmImHAeUUBt+TF3Nn+ecSyHjJLABfD24EW6D1qUrcEvDo7zSUiPTCZSsVkaBbnQUlgjW04CTDh2+svaBkkVRAwUGzsN4g7cjBVL1XnVgTegkgVaoWaeUHug9U2Mivrc5O37pyizYZm1NFx9b6MXLVt9XnoiaDfttKw9GOhTvRM2T+eQR24yGj4dibMXYJwguxB22ACB85Qcl9FHRkXRRnB3h7FRfBzhhhkPe8FZbIjpTtgyc1cBRRM1/k3ZLU5NBl9CeWuCkV0vKZoM0svKiFV5N+y455ETkmB/tbSNK6n+cPWUPRUAAlDO+6Y9XDHNGIozgVVlGh4RXEYlfTmklWVlarwbkDrE7hjRe0hZk1Y+X/DNpbSCyj8Sn6u9yqEa3aTjdPS7PCPweyjl9+SIXm/AJRVtSXtzSqK/cdItVaOu16zv0GewSTt0oBYgjZxK8Dps+fYAAm7PLQXYbEvqXjrhTcjHEa1nNy9/9ImS+SHiB4CpZUocilrpwqpNKS30i9SC14XjN1xFORqDxXCMoukJBDfC3R6YSgM8OZvwGPtn3xug37anEA+fm7bkxoboa0UC/KsfZphAhNDPobExVVx8V+2hpeYXZAz+DXURlkTBs7svkvZ4HbEHlTMGAAs2zVUnFN93Dainm02S/5vj5p9LGFW6SiwYHg3QP+xRSko3Rcek2erFp4V+KCZIvwJ2Z8EwB1rCcdzNpyAhzCb+RUO2S9V/QEyGRtU/iJe9ERclYJsgYcN09zhZAR2nmuh0ss/qaCr9kcLI/LDh2xibsaUQ00Q0icnUbrsTyo84sD3BUPSLHcRtk1HmF4h0ve2GUTj51PHld3teIsbNYxmkMZ9Xv3bzpycAWotuUpnhHCWj1h3xo6Ikz00lFG7NWRILvGfnJTN9dPpTu0wWqoXI5NwIZPJ84AAmtN7ytBwKZNJK+tBFRLG1HFCVPa1kQEgHbldBca/36rc0Dt5P6kRnXIFPNtNCK2iMHwl4pWENx7axYXRO8RF8o9uOze+Zo9/HNUuadwJAtvoTJ72Fqwf3dtmFisWnXN8ET5+3G5h2uZknGtJXLFg/UwoSxUmKZXnflk7ywXHEqMf2KoK2+BR+5p6nZ9YFKZQfc5AJccQDyqkmBKA4jNLnKffWyjLYb58XsuCCqetBEgiERMW7vdEkC3W6biVpI6OXDaXQd23rpnPtkebpdXwoh+0rKn+XCdzkW4q5FjQCfjFIA5fDODkEOMOYjfEr/Wf7sZimuPMmVj391C1sm2cqbclgNxfzM4QBG9qiPxYl5jy3b5967puszWSyl3KPDHCC6rYTPt0MlrA665zaOexg9IiYtS5Cl+xtwAGYzIn5ygvsyaK4qu4fBPZSiosOkxW5yU4ga6FFO22eODgvZoZGkWGRoXbZzCnBAd/CVfUUVlYMacrk2IKheUTkKQdam8zrlxJ6iogDYMQ8iwzK2oPNdxw5Lkj+dcPRAwNLT/IXRgxIjzeKMwjwwAzRzssh0Y4YBYHp0p1ngylpWh7AampWtJzAQXrKsMk0JqIDhlqvUewVA3H85yn8yitEptQuWmyubI32E6GoWcbguNeQhKID4JsiaXYFoBGgNai20tMYSSvVhhNM244WVJxhfLTgCvysqoRZAu/IXCa9vw7XmDPdmmsmPGIep4nesczkghYhc5Z78fjNM4ZRv91fmxNdYgbgG9vv5XwcWgVCnWU38+bEVFK5YFqRj+2B+FcySxFLaHTbVvhIycV5xCMuHEyT6JUpXPS8CgRbSq9hT4AMiycoBarluWKUx77m3Od7MSrR/asPqxMQHiVouc5joRHnyv7k6dB91QZk9RNG72lsrFVuWBJskrnn/Zv3NJ8JCTBmP+vbbW0kvDqGtxjFiNIrmtzDMJYcdBvw1Fqj56IeIH+MUb3/zrPDmIyb4Qh3Xon4phZy7Hb/O8bXByrVoncSTfiI8o6fljSn1uebJFEoSL24z7DbnOPrSIdRcrGJVlVNH6Kj++IqFIYghWSZcuNnJpJ1mjpupvBw6D7SVjZIIr6QYuqEtGtw5zYpyzda3ADvFEefUxdvYq0YkXWr98MaDgvjKElGToFkWGGwxYE2Dcn1Mo8625DkZcbZ3OHUXxeLtL4B/yoVTsQiJJkG3WSxKbMAEIcTdoy1KSfP4j3B8UDoJdtZcXUTd16Sc2+CbVkL3x804VLlsOEdcdJo68/AwmQySMIbGW90Jm48+c3awBsxw/jimzjEdXHeGBqqVjQTbS3VRysEn73VKL3miHxOM6RRKVWdTUUfAkV1fU6vZ60vgZCrAKzHrJpq21WrmdnSJA8Qg8RVZyNcr8PRAFDPSi2uBK/HfEBJtfhasKryWghloP+kdFqTzJ7CrArigxILkKe00Z2L4GbTZNod3UnLv2BknPnDnLBJjs8NRn0Pz/2/T+CRWd85lb6Js9Itf1Sf0WNxozNsHLWHYu+YNV6pyOm39rNIzzP9RQd47BdMdkMkejbkzxxdQTaNiUW+P73Pv3x7p3rPeLF7owpPNiE3sl3wW7XzmN0B9rlyVSPa3ASTgzxLA6zn7K4jTEmms4GjB54ahZSL+YpR3k8sbJns/tyCRGzlx2KqoCCswlDsAdwhEm/H9ehZDnSGNM+kIsEyArxf9knLEqgF4WuhEtGDjdn20l70o198xT/s2LW2JFRVVe6gXoN5oMT4wwVlmuNcB0PVp8FyXToZxH4RwRg4c0G4N0UH5Z3Oh4AlhIrsPWEEVL+wF2d+HM13pGC3Zig4cTXdFCZKX9PqVhI6nHUy7s46uvZPsMG81v0RcsIRf9J+tJz9tfbTmPvcqrXa31tPfUhtGfWLSMhqrhzKL+RhiawL+BXvXCKUeEjMwdvRhEQB5tzBmvaTq4ICFyIzMRARK0welsRp42SswpC8xKb+ErPujXEe6SQO2WayYkOaA/GuPc5Z4Fha0CJyrKr8IGNncPlcmLkHyKOiIfyQqI5OS3Nz8KqlQOtVrk0k4y2i1OLc6OoUz2Nwdl3RoefYV2uVgUqu7UhRKhmyLeSGxUqVoFnfIFHhsW4kXBRcDmlrh5wzL9teBmJLn0i0g4SOe9Z6JvQkuv/VqnBbJvhpilHxnnZdxEUkmxmK3FWwvq8WIEl8OmHyKO33fHscOdbFvcwjA9DsrdoBeVlkC0gVTUTjRA5gazVZiMmCCZuifXSWkb5N/KNesWLwV+ptk38cGSZBB6Z6RdoMHkTtgsyWShgJsgoDTGYy1GMVTpyW0dQBCjU/IRN6OVAuDgAxkou3AxMzehAobJKCI/OBVm0ZUS0wdfzWxex2Kfe1a7hdi9UyMWd70Ivfz9zYQFxSaiTVEJFKLJK98hnW4HoDfFAzvc9V9x1n/U1izvjljRXxoIHFjJh6/MLD3E3uzggnKIcJw/yt+lca+xKZFdNAPte7nHy4PSVLKfs9G+6sq/dV222qhi3DQs66tflVEtJKACPpL4PcTVHYUhok2YyfHrBcCqrCQBKD1b/lp7yNq9PGCepv7e3qzDa9n3y3yI8h0v74Dnve8Die14fSaJDnSW9zb5QAXmKJJhxVvB6M/MgjYXqtMtjz0PwZCSrmUi9UQLbHybqJ6pKjPqhqGa+UTMCUu6D4VkjVD0dr9WpTAns3QS5UY+GL2Bp0BbwMHyjr+FVaJT036eoIVeemYVtNutT8y61Phq9MTzhYPiaW0xgZ/1pPdS5eJpjWTfv10CmWPrA2x4H0mqR5zFt3R/OHRlIdZK42Y6OST+uIXZabEa/uY6VEl7D/AKGDxjbnOkDnAGTmz1kthGcdGwlR9+FYBrdOD4km+uRw0vJSaG67Su/CA/ieCCbPnXE4smSCspeiVaD0ZIXVPydM+ADyXdeyS48rUgs0FD20dE+23IN0n8zCyPCmCznYGaVb3bXeDNPOHy+Lg8IbDrq5353fEgFmrWbAAaXVD8FsbNr+295Wt4wwGi/4y51ewh2c+hiTi9TNI+8ogXqO7/zByAj0LDGlnPlKDUioFz5qM15cR7S8I3jr2hoe8JQszdH+5AH5Xb98j7tJMyaLTWa5idam1zmkMAUIMD4kdF7+rrvjrJbe6ANSbR54d/WD2wnFBl9CiAhVCijQK2cPrdZhVfW8HR3UFiWdlOL17yBZmc/0fBkDVGr3px4k8+zUlyU5cc23EZ84wyHLGfDpYRrCTZMLDHjPxlZn+skHrbFJQZBNG4swUdrWIqcCr2VYOzhAhog+OyRpREn2DyoEBI/ReVTKmbdjouEd/9slqFqLjnbayXEUMdvC7W2aej94tnNAW98kep5kxVxhEPrjEMUHC1NTL/LxNEMGOQP+cEZZZYy4/4BoakwidGu4hbxGIiGrayKz/GZ32tOuv+FML8/pquw0tlVgtsXFDqT19bxBe25xFMvDCqLnaS6sJp9j9wiMjJzvS6XJPewDT8Vj0tsNHfODIDSN+8mImE/Rcp+0Df1jRoWHK/WylUpacnBi+VgdRhWgfrkMLZ0t7Qd3whWl7nDriMBwuUTFmSO/Esqpko6Y9SkFghHURcVEu7EN78AOA03srEUeFoNDcFS4K6FBn5XCtDUZcEbOJEMQ5X3faPBJm7cFtnZ0SW4gP1OE9v3ZTjRqeQ5c/otqnhGjOzssczWITDYqAKfoLNelyomdfCK97KjBDq36AXq95w0ZiYV3mDWIw89qtPwg/Jxv6icaZYhpTRztl6mmFxvGX0+F2vB6/n06Gs0JQPG5woQgF9smwP0GP0scaaHOvlLei1tRQBvPlEKURbD3XUcAdBjuounXjWYoKNXQJPIY367oZ1JSbFFLMSmvO0iWRjIBPWuQEPSOUObdoLZyknqDliWD0DzmK5nuPd0M3er5py+TFlXHNpmrWfEBbDlorZg+V7NyB431ZJCCpX6YtYSMT3nqY4+jkjh0RxEICV1YsJTpTpX9ZhT1eeKuJZ3QcnzK8rmBWypEe55othqYBsNlC/TkMcLxlA47NX0UCz1lS8y7B1fM2YAazhAHLUbA2ozI4tvGt+XtRNc5suIDUfv28HkJlIG45G6qDUXhbOqIc2pRC75m2eboF8tsqT6ko3hIdXa4BtcD32/qSF6GJn1dL6ihnTbAkHHCS++qs3BH1uJciojBmHWLaCzSL58pdZ2jwKqdDvx/ItNeO/d3W3IStBojXoarMkHOftm2y9fhadnXIlrEiFpkNlZqchT35i9ANSzuCj3w89xgyIixsxH6JETaGBHM2kFojQJEHzd8HOMaIUuKJcnyyojvsI12YppjG+ZgtWVdbd0AtWgy5Hn7sDEbgGU1QfA68twMjXNKBsv2lnKQN4g43502X91S4arQqhbvQ+YbSIMnnbB4G5F/CZMFnYyFMkjQl1W4PrNCpotigImQs69wsxRJqg41jORSLoHD9xpeoKF2egZnNQ2OUko9rFZNmi23YO/XJiVYnPRZoitJsTbG33m6Wl8IDCgItJzDn09+mFvJ9fnFN6qTd8mpSaYlH+r5rnBmQUG6kzs2lzubDOGLHLBp0rVXEBGi78aC/uDiddv4Y4LFdtC0CiUKB7jrhASkiVuJ1Dq+tZatPntYtnPSbjuud3VF6PKrKo5caf3MybgrLDh2jRawFcmT4huiqQR0iQ3XUN/MPpIleQOCx2ia3d9ZZgoh5X0+oRc+y617UTXDyH6MXsgp7vNAFkd2HHwF4V5FUy33Ll2Fmu2XhK7H0zgCHlAAX/qVzLgkMknE/1ggFLtIpMFPqFgPcJ8SFucAS3W0U7fX+nB5SL2jh0D2vTHzISzt8G8uZZZME1DVclNhSaX4FX70txrvJTvceFPoVInDKwJfuTPatcOF6sG7zmWjDt2l/kB+KO1yLGImk2I6fbeNabcg9jTPItKqfzyQuoqYB9T0HisUFP1zUeI0Vy9lmapdUSMeDdSpO+UiS+FEB4wrgtNyu7/YeeFol0DtZ8pn3S3YpYB/nYIeG2NwgRky8nCrMv3XE5qV9STTneEe+WhRNiVdqgODqvkprYHZ5kESJWuaaQ8hbjm28FCfxfT7ilLRITlLecCoDQIRKOZjj1b/Uh9o1ES3joiUWav8bicqGe2wyFHwHio4wwNZjR9KpSK7ptUt9PqBp4SVlz2J19wgcOJjyCUuL20IlDL5GD5R5foTMSGr0Q40G6wEefBoX4ZPO52PbWOvIfR5nGMCdvZWhr/ZjiLphynXH2o472VaKhqHJILMDNXQe3Npmq5LYgzI4eBiACh8mUF6S97pDBVFSmIj5qHHkKiex+LiUW+mwbrwVZykVhqTlxhvm6DEAYJmirqFGo4MUT0l/q+Bjn0J3bRXaDHdPr7BpB88w9KW+86vdqQAhE+zSifGVZCZUnNlHFbtfBIN8KzZunmCtP1vPvqb30YlvmSgZiyKyEd3ev6EcuJwdWltZ4nfNasjC8JRTCf93WID8aHWGzMDMC4+WT/8UpYMbxs8Y4lsFXitfTNVD7rfNXfQ/nphAWRrtY2w/TMoxandl9pnBKhjxxm2XJ8JPl8WYXaWD4tm+sz/TLPHbIRlYk6z3eqTxQzMHNkB1iQAxILQVFLjZEevhu7A9INZk8dPYHPsgbDxudkM8mXBRtNeOfhhggnG7Y+CGeaoGOTxPFra71xRhKPVynqX3VPy9Dgsj+uWH3Bd3FrdrS8NbQnxCyY+EhLZYsUkKXUSiBB7tgxeYO/9I8EVqhtq76NWTVlSRQl1P5K9ouP13rH2LzMYE1xzmAxU6DGDyRHP/1sqDrVtL9aiixsk3dNJBYAPxwlZyuuIbmBn1HY/qnL0Bi5XxP/Hff8A6MAcmyvQdv+v2vTzlJL4LBZVHOxPTjSGQkYnELMZTOzIk3OLCTSgSpkh99BfKiEqROZZP22iSdL2JXtLMP8fJFZmz8xxoQeFnfMHLWDVl01aUfBEKHN4BRTtKeQiZ531FwQp1brPSggXs91p0Pge7i6W6dqtQuW0VKKTLNUpZk32qLf4mPlXkXNw6v75X/2rSb/jFPDs6lSCUN9ldhyNV5CTz7XYWXbmVOSlMPAehT6gdlRwzXI6Effhi8JDkE0MzHEM1bHGZJfqrC+g2MGg41AhA2VmiOURGsnLn/a+xrgT8PCTS3O5YR6UyWoKgo7xs8J71qybEQc3tZdc4+Y0S+d+85WXFXoARlKXzyFsEo+8nFZRM3pTp6PUtWxzR/MSLlUm3APz/6UhBSHUKjwcerB4chmwRHObU0lmC8hRKQDaTvetm8x1k5xewhnKMEPRUq/xkK9Om3NS4my3ethU9T1hr68tQcWeKGy6AozM2mRZHlLSsMDPU6dmryQGlmJ2f7bdzh8gWIJZOVEfcnRrsb88mthc9V5sijOJQRrcXQ2d4e1sXi38fMOoJcFPtP1FOFr59WyEyzr/D7ucslKLFEUyW6YtSf+D39kGIlq6uPhL0k/z1yBynPbCpruUCY+cjOyswPcpgiTDkZ0QRT59DwoojilUg5rM78WfXdaqs1ErFYR+8a4oTJtZySFxTeguk4DRsFKn0T7NKbPQAvu1ZXJnFL0V1MrEDnbeZVpZuYO3efiA6P/8Ly2hQ49fsd4CxTT2yeGGebLZtV0WCos60N6oZaafOq8ToyxQsA7QVrUZiu8QfJp2hGIqSdBXXSC9704X/+XMmG4WglCfpIG+qq1NC/5APNYV8++jUwSaOoL3AYDCUKdWlybb5pnw6axcmse21MSUPeobCJRef2jz49GopUJK5OZ6DDAeVIldoNF1Qxq6tNpyRJXtR3aLqvNcz/NjzRL8oeMO3V86jVmdazKJTd58daPh2fBHy+tu/qibU7QEkl8saYsyZzWVOcC12ujwCCmsejMldUufL5U9ZoaNBYQoo46+WrNWTUgYzZQG7EkPJ3yZ0xYTYrA8Ow7Sdi96j4aTsGlgMUaxNR797G00qTiAzNjNRf/3oqmgPmFg5P4UR3V3WJkY+z5F+s+Z9qIpuO/AdOSdsop0M1WxAUU6KS3AUa7ZBkx0gs0lc1Oo85EFF86KBdWBscCB1a1kDlVmIWpjhZ+E0YroOptGgzs817Hvug6cxfIvTrteTrFIT4+5HH6NNiJwk3iyqvk8S+IOXM1Gvss+NT+krSPTpWIK19FNmyr7ezoxHhPSVV/CpVCgxJD/p5by43jUeznopaDjoNG/VPthYg8qnMymU5Kh/yu6isgCHqXznSJkhdnxakkEw6kqNR9bXxNm58++luxD8/idzjW/OiXEJpPddl4prbH71ztRWhKt62bfh44FUCzfAIfwPQc2sR+X7WE/htNfQ3UQPMbeFGb2T39vc27+Tg+YxG5lIpfEWNrk9PO+XPjrdj7drq7OK+OSrDSnhn/WEyfUHQO48EStLWzBjiKEoNByi2ret7YGxPN61qVV/MRt91z6kCVQ7+VtHjOE3H1VuE1up9Y6VJnkcTyxgYLueV4rTqAZdo+2FDiC6/LiLcxe7VEZEk2Z6xF2QKgShSa5pcgDIQ/ksTVFgBg3MW1cBqrxDqVbfeZxu1f2YMI6NqU0Zjhr414Ea5O/6PFMAYxqWJWFcVCSExYxqyBdxwTz2x8hMZhuokwTc277kF5CowmVnKVZnY/rJzSciZiCAY/+if46wNB2EJS7vnJR4ZPBExcUFwdFVvYkYHkHqiAwRVZr44Qd5reIJ6gchWE3O3nlu6ciS4gZd2tcqaoPDC4F+97501pZ+l9o7EOxp7ouZkOIXqndf0ZzsJmQJF45+vGof1UKLhDz7c2l0huz0cEAuHCb30KP4ARauEjbhlFzHEUz5+tpTb5CUfKvJ2Sv9U7bDk5YPbHN1oDOicoPF26IlL9WfgrVktKiyqK0y0YbqzLvp+eXnYoIIEUky+Yb4KL/kBCZqGMFO0W6LDqfDHi6XRxedUVyb+Qwkwc1C0OilG2AAxmF0+2tYnl+LwNPHjh5URzUfsSoxrDZC4ZCgn5Xcrg1GUZsKs+gRQnmxsX+X89g+eGmarVw/lhRuc961NiUXs7TXXC+H1f90HSR9JAdeYlBNNiIyv0FybjHrucaaWMv4/MhJqKuVE6tsQ92vn6pMy3ZxYN6vtVXN6Tnj8e9sdxqKakoLqX4tJ4TDo4Dw61K1L9iqaBINJgEORlLO+Ar2QiH7kRf7FcOfXMyTiFV/5aWlKJp8r03J66xJeV8T6c18Yi4YdG4+DhyQehAU3VQNo2dmzQtZW1vu5z87TwL+eyCTBQy0bcTrCSb6+K4VeUkO0b7ktEwfiZAG3XUAnNi6MuYvGq+ncjSyz/azZWS1Jv8ryfFPsUYGbCjQBIzKTAjOAn4T8urEjDGpCdUuusSUK3hDnmL6EXFRnywp+tryWBupgepWYuYSdIQS2Amy7WS6ebN0hC3eUxD7FfDdBYwDpmJJ/qsyf+tM9cI0Sacadurh4vT6cI6XDqfEkYErPpWNhbJFyMSFfBgdhOphiXNKoURNBvQHOORWUFOeHfrb/av5tllfnHpRMc9tmLXdKup2dIQurHvlHiZMom1yVImyuiOd5bVnIi4cR8yyyAz9Zrm8meQ04UUvJ/BLuFl2TAtR6UAaY9kKIwCRgCriZ5mUSvZNKyk2ZurnwHCni6Wk0brCavGMHnG40egO6lyMzkEUbnNIUkWj6sopxoNZvkKZwsK0hzsGgOb0WfFh5L/IAvJh1l6gvxhKvCm8ffxW0UlkuJaV3fMSfTJEO4j8b/GY9zAOQ1rgKwAYN9QxqM7f/8MOuaQtsVOqD9z38p5w4mFETeoTMDN6ggfwEIsxApMm6K1NaFSkWI6Woxe7kGJCIXfwdL0vHEFgzZoFoodqhh+gOmRqpJKdhtwyCcs+RTvlTvPknBY07Lx2myy1QclusDWD9l4G+wB8KpI7oGSo0mY7wPCgiCX+xh/h7+VVqqqTdQKrIx7aJoxQQVjGaP8lklupt+j3+jcCPzgjrl9g+45OgWzMGcKJ24n8OZtu1NSP4l86wNJYwvJRYw5kwTHUj/fBcGyitSA/HzFKm6fa0qA7A7qaITT3m2JkCw/jP1Okp4NZDml74ON6+pWvnoP3xqoQxGqZ5a4UJ3E3BC+nYUn3GHlJK2z14Yp2LKucePzsSGDFGpmdtX5mRZwS3XKi/6HK8z+RQ+/OyAtIjkGGDVylfKi4y5swkfR0PGvor3oSi/aXxM+TRcubAkVo+F+QpWubSpZ6f8mJjKAHi63ZHdAoEeNM1OIcM3P739j6PrlQM9u8vLbfit+CIhQbYyheovXFrTa3t9vfpx0ZlXBdhCmQrYmdOUKm3xNe+Jq2AKZtrWsp0mfhApIOpbMV0MpwWj/GLb84FDE4gCOHnZykHl8hBfpmZxHQUDQDRyoosIWTGpqcPfjqWDM6SuRruD8h3xWaA54hfxkhoLelxkJk9L6Tlcq1S8U1ejMJY2T4HI5Xtt4BgvCOtH/ckcSED0z5OO4qfsYVHT6lW/oPzPwkRVjs72QuRM7leQeyOillXD5P4rCKJrsy/pdsYNvPbQmvl3IQWguWr001qFzqW/suZwWqeM8oo49W5juoE9/DKSgmW/QBZb6uH6Rf9PegimnYqSQiUVfUcAwxmwRrADVSnyDzYC6pTRWYQMH6TrZt5Ev9jotuSeNIcJkDE48aYakqGlYfxE4XRvZcbjSvRRlor2aCmFvz++/v3IbTY/66lVgL2k5RpprUGQu6nTdx6PqPytds5blKjqMdOSR85E3mSOEjhbQcbcnPCfyimWTotsgQXDPvobSEdy1UChLkK//VdVDZFzJyiXfZrASpRYskWfkJ0gDkoOUP0iFBqAddh+XsybPTsP4kMv5OmEimadNStSg8GUnQMEwKFsrnHvLXdsYbPcPkh0vZIadE1dXGhDaePrau+9t5AWHmY8gtTHiXdcSh+JTnO275fFh5pR8QpuFmNwuMWcMdIhRJiFgSDAorwd0c6RyUe7oCeB6r2gRJA2ubuO5jUQN42pKuC0AiWiNh+D3GLnfMGo88q+3YTX+Sxv+Z9N4Cr6nDwB2lf54lp4DA8QXBQJVI1wXP1+e/FztT/H7cF5kurwTZPNlufk4hT1480WAI5Uv3UZczqJ+JjhKe717wx1v512oCjC0hoR1l4/HyEyQZ1BisKZZIv280v3uKna+jWgGAVBDH0/dpWasKPsx2Ag3echZjjTqIRRbc9a6Nvbk1UDnHbDPlL+vDyHui8rJCe5UWVHnZgsQpUhuiifp+fAR1MFY6MHrqR7ZmDfa0878hAqR4X0Y4Yl66aeszpRPhUsBHyQwvruRomNssHtrMAfjryZ71pEKrTQQ7xsThXwrMYJlN7tTmCZHIglhrTO686CWre+HMqkVQfa/pf7slT362giH0xJKAO4c/eg8Sn4WgX5XjeUuCo8MOlB216uZljqL8Rw132uoBUbZyBAW38/YFtsX/E/0VyM2xd7PDSainu93rp4pBo9VCe5FXG0XA/r0Yt6vmZ2r1wi5NqMMXqGXz6kJFdjTu6HdRJN0t++E8BZ0tasQvw1A5uFnTBzoVej8h96Yvo5HHQ5YR2vgu0bv07hIAuwrnVTxast2SF813ekazvg1p3K/QnqYou/cLTNk5lFqz9kw5wxB3wawDg9QKZC0cno3+qAxv7gIcAJgxfSIVEiO6xuZ4Ohsfac4YwRjzq2LO/1m+bsHMPSCkdzA1zJncFQqxgejYDtRMDA3sbqgAL++AWbF7Rtib1jBOH8MdjlDgNz5f3L+Qrbub167vtfyFh65ryz9CmmN+xgyDffWEVXqq4uxv2oTFr3WEAhO4LdJvv0nzXXeQUcacz89wMzzbsFGbBBSsJP4qiFEjkbjhaOx7SY+5V7R/3kPhzo8AX9EMs4FhlAOeCqQZG5GbdXo3zkoLAIferiMLc+SzvhA/TTdtGkDT87lzZuiFaqCXncuhmIL9yJuiFxdgt7MQ5/zqmOntctBnP4Sxy5SAejTdEhO5JffV2WOVI5Iqa4Ju6W09bX8IdUz8YSBqPKEsVzNO2btSTOPVvqYQB2jxQQo1CR878mYRIk5zGdNl8oO6Yu9koupjMVOufy3LE9e0Qt1226kyVhMhemze9vRR7RQ674Abeq0tZvJe3VGq/JlRyHCThGeywufkbV+jbK9VsfDtYvov8krYsRssoi50adMxd2Uz7TWU8uPq21WGGRT/5RA19GLKVe+hoNhF7O9I/p/sVcl18+nsXrlwDgRwHaaki8BI40SuU/7b7BXK4fxKv0DTdio8YZIjtR+vFBxe1M3ErBf6s0fA2kfTVmwR0ZZWInMzvcJ7PI5g+r9MFX8AYCRlUWpduLo2U4uOQoYHAMYPyIWWjqtkCIyzoSUWqOx2H7FOU/6Am3rMU6aMtP3i1KMqYEx59ht0ZrKiVde9p55yKiLhakQ5fFHD9nPaYRHPQ9Bp0lZqxFs8mjb7CbYP2pBusRsYvArnl8sn0v+kesdFrWaem6uME7UApBqFamgI6LexKjy028x/YME6l3Vb588Kn9tyVZ5FhexOnQM9UxdqCrUQghndmt5cBBwfU9RKwtRO+erM9XsZtkDiy6d2KZAroXAHLcYjtTw9wLAIWdJ54Xv7MDRZoWl7Ik1BZznVm602/GXjhgq8dOEPJ8vtK1fFTRMBHNSbVbX5LrNkhy/RSUAXSXpIR1KwcIrV5FAzpne1T/DFQ/rnxCplHhdo50K54+93iHnMn3x1Ss6kzofaAA5PmiE9l+n6lEsZtujN3wdtrE2ps4/c4CNkwXSR2hphKlmGytdU1+XDAxXKKrRF4Qjk5YpGYJHZoCLrdZ9axP0kT+XKBJPOoEMna2DBc45iDdITeUqYOPpakdgi5bo6x5llqWrGQVfgxfbJmvuzw9AyHwK2Jv/YfuwqKo3vLorx5kNCtzdZPC3k9SP0wnitsnYY4UI668q0805TM5JjYPa44wuH+DKls62zbob7bqEO1rDkt3Wadw7lXC43QZIP/ZXpBnshCgOSYDfN+IrMONP3s7+lOpCWPJCsEwF/V4Ac4ihGUhOku6DDkrkbFrHZxDsi+F9RSchWs8zfY+1wc/6sFEI7Y2/tB4HKDmB1zQryfy5kA2xsVlUv0I+P00kY03bDVs14kg+Bn8BssKGdhuDyyjCNB1kw1HMgRCoXCbscOzRDXWgNjGkH40qXXplCdajsPnR/OCZ1lEx08Q4k08rygcNtGZui4XljC7M2kMjsHmLzezPIpU3fVaWhyhZiGgpSN9DL09A/VXLslk9kpTh+mX9MaaGFDZ4FjgGx2mpwk1ynmx5ZjO9HhMld3b74eFll/kAA7pkQD0OUyLn49SJHTi/Nq8DgrD9BimSZ32jmNIMjTuHxwrauVxUSzcWkuyXhUt/YSxWll24QdZEBh0mbcBGqJb7Y6DEWV9fzHWwaFprBAzVUOHdIM28/SmK6IYwM7ZDf/yGJuK2j2WUyHEtVrhaMhOAmiDhWpBQMY90wogvnlw5JaQtSUUlIq43Wno6hMcLEe7k+ZVnK+pvpOC9zpnXJ+r+fzWjhkQq9KlqBBhwpmAVN/aFUnvBu7/OYGl/MIw3BxNaJDxMumLikcNS0msVSSoRQKPwWWScyaSbl5C93qVpuLHwG2fpVVNKYyGld8KciTSlSqX6qU9ivQ9NmOh51LlTQsPPbRSKZ1W56kgYDIv8Tdhd87npuviEiVdKXhttsJ92Y7NRpuWYs6Vy1RIEubihTjN3UrOCePBxrz0N6ij+AZioxbxmgnsLnB9sCcgEMw73zBtRWtK7iHpSDSWHHcSc37dyaE/czPHODp8YrriJfAxaHlPPgcsBQFLn0wRewRK9yQ/tyYDC6lBStqT0/hKI00PWw7/ZziN8gYtTYWeRVe8fUPRD1feJLWVo05hZmq4eL4ayxwqEEy1PZrZGuAyMsdo36dF6ZM2muxp4aUwUUt+8I1/7NnRRrBKdjFcdwSniBsUofMwaHCKVtIGn+2L+o4oOLSh4Tj7FbLDQgCw2WznB3tMsjmC7Vilrp49ob+uEo3sZwj8vbXlII441YcesjmkOZA7Ookzc+Q/Ow3iNkGKMTIhuUz+ExCQAYHz/mYsPfq9cEPSIhe0r6EPtsnpcDjTeQQ/nchCFkvwPzrE87LI2pydS3v2+bcR/8W4FAskTpLifoGNI0hQrX5lpBoVJu7dfU4NIU6tc9VO0VoHGKn8MtxrwzCECwdP0DoOqOhBAgqZg308K7ftocGS74VLZzhCg0o/D+D8E85IVvOSlkCGOWVjiwYXlGjb4dGQqgbRBUFy1M4DI7pVZaklhZTnRGPtw7oiATVpGpYBbw5dbC45+7OOBN2sAMcgfnPztWi1BMn4s0ImRGMNOZzg4pNmrGg5+2ze8RV0HCqGcUQEV+EjyQQGBmhSyrdXN9FoKVWVmjPrjDZdL3/+j1he/wOZ2RSpolBraf69Axtdu1eD4kue3bRKoBhHqwJ1+f2CktB3BSbu6Dc3/IdqdDBnB/ENdgF4ydAUg1sw5f/Xz+WGR+ToybOrU1ytqKhAeydfKTQ6BRW+AXKAxaqMy2X+4EKpcLWIZI6vI/l3hp4TlkHfHXwwJebs+nF+lNXOGaA/XcDNeBMJVsfWZitSELh+9nDgf6S953+3aEatBnNR7oGGzvgyUIT8PshhxdXYZNPyVdhfctYElFvhSK1PHXrc61rnVZ6ym9vahQJRl28x5rQTDf4ICmRODrAFSjfIe/rzIxeDbkVBIymfH4npKysXIGoQ8NQNnVmztOC0tRJkbc5djdCcpb1xZHw2f5Nq0TR3lmMPcciaJezxta5wKKyapTNbTbA/IlRHkwrBO0E8ByvadITw5CGU9JKmVJxTtyyuuItAdAuowPJqqT3/jSeJyLb7ydKRLQPEYzwssJFRNwxuwlIDNl2oohLX5q/Ki5dVKmxEg5vssUMvuR/nPdaKX+FetiF/9fZSMjjBdr+inqk2QUJbq/UkiIyK/XxpoHLUvy+1IYpRUkJrNUYV+B+Ptlv6Pc3flJ5zoQJQ7pWGb6KEyofyCi7Whs83rNDrnyWparTjLJNRaD79X8O4RX7jq1hAC2P8x0aczwFW+FJgLnZpEnUPRkGIwSUTldEUILCnRGEU7yzF5k5+uOBAHysre6oG/fbmY7mo0A7HW0axSCbgIkPzOjQwEtxcl3zA37jF+sxxSHavN8FlRwMXPlnXMTx8wmQ6gyvc8yOUWNAHRceJv5ZoK++TKqOaU8C+l/Bt4hFOJYCGqEKMmrjJY7+dHLB3yfzBctYXbKUrH6qaH+cr+aiwNra7OBVMg4XiUcvUtXY5EdeR75T2w7l2M/eKztaLW8J4muZGwybT77n23tBG2UmePpyWfjI3BJYpZ79Wvkiu1+se+5uZFtj5xZMBm3BjTwQnFhTGVmZGyzGeCkPv4xykMZK09mHI5OEXDZjhrVN80l0fH+S3IJiysbVJn2lpP5ry4tbNa8WFawnoSNlzkioZWRuBQjUMztSd72GNwvuecO30p8w0g+CZs7y6+G1R/dgez6i8faC2PQNV+QLka+jAjIl/MyYDjEF/PxAEH9xREidFk0FUNvkDM95t4xHH/8M2bWaiuCyb3yltUF/dtdzy/Z7gbAOf3KxtmJxlGs5bh9ZbslHwhY5wH04kVAdIJDzBjVtoKmpKbJo6KaoOwiPaS3S3/EM/GLbvGzzr/6FA9VmtrXrkRIElTqyuvZr0qHFCBIX6/0XyVbVEt9BYUEpaAx5jX/afLNaICCa57N3uMwFSzUulXSOPPN2mz2fktg1M1i6wii1Ceonsr/GvwGKRCK+tNXmr92d8EbWXl1HzNG3kSFfNlzNuP3BtdzS5SKLNLZAD9V/NLIKRe503+RiJjpovtRxRZuBwS3pje7PeJEL7j0A6tbgh0PqGUTjliQFG49SwFC5VenAnYZuhm4Bpkwo/mjRG45nAsHJBXwgOpbsZmvGynBS3aYIjrm60YNu+Duo573QpAQ0R3IjtoPPNlmzRTcHusyNPW5SCl/7i+7JErus/zd+Z2Bk3/mwOwrPO6jkcKOPXS+Nr7zo3cryxQ2hmse2XpHbjBZsEroyXjFJtgh9vNkaUzru36sg4nqnxY2lEgxMtM8viUfsBTOPsFwuEQbRodhJ9ys5gVM//+6fenYj+1UPHm0vOKfyk8tOKL3/Fkr6ehGk84uS+SpmqrG7wNhqnV1lPYej2DF9+pM//lx9kDxpaeiY4AcnaPVXDBR1CgCzkPaAvWPMqW7wNqAgNq0ZQ4+hyHENAQ1O8CctTT3s+PH9pfrUhzPIe2EIOjjax7tS8EdLAkyt1CUru9LyfuUNTc1D0rn8HU5Y3P0f3byt8+0DzQ+8wKgmgjMZ13hHCWAP8bpSWUjpTrazeSbo57b0udXthSM5D7ni6BeTlFfOmtLRmukb4HWQGXikuaZG1gl3ziop3vuZo7clwzuAdXho1Zf2J4PVLFbrxbHGBU3xCV/F5rvdoqG7LvfDLAliq5DNLnDCu08xt42NXeMqnZA0M7CE2mA8CK0uxdTR2NPM0+l9HY0/AKpyDmTuvsoNT/YGhO90wt+tnUO6J9wY6KYQXFrNPwH7htCSEj9y9qDatbEzu22DTqirrGE9dWMw74W06NG29QsReN00h5r4YTKL7vsOhHdDHLHGbUcxgjRyQwcvsEB4NC5RR53NVhF/aM7uvqO+QsBKS63Rzq5Io8ycPOigE36e98RQSUBEgsa6BMV3BQ54Q/EKb0tZAV2kHZoKasqWfHwfD50JZKxzQpDtZ54ikWwQBjqeo2Y6N9ExRiXNKRNmw2iwC2GDxbOitYpoD861I6PcZ1JVeNhjU9istjkFdEX620dJ3rXVaOliTecTLqV4g/vKBC1ggab+TazZDvRjkifCTUsgvyo3ZHhj/4MHUlJgP4q4yk+BG/4GdA8KqlZeCRDF+bJJyeQMb43tsKNW/VRgRG9BuBG7Sd8UpiDzks6aBdq2exNx4ku9vjOGQFh1RVnJ9JGOANBZ/fHuWR6xndG+LwbDPsGFz9cxEHjuDyDt145ZERrD5t7k2KbrBdXhhHq6bfnKUIHVd9lWrU0Nbz5KbAaM3QTxF5Yjs8JqCSh0NUkJqvEj4/tfSeIwdmdnSFRmbv0DdS65SVUWOEh1EC5XqO+dkucrci4MscYGFPRwDIt7muLFjz/NeUXqXtD/J/TodxwYhW/SD2T2/eg7JEaqLmeTN3tFLcWVXNiNt+2BssyHzKzo8sea8eH6LU8E98VCVGXSkDmBiAhiTjJS0jTZ8yKkepjtOv1VsGSNRBGYJHMg4A5KjRVr/o0lO+PMtjVAvPrJBbUS4ycYUxSNuaZikoF0USxTufcrKLPPmYY4p9NRSIN2SJJFEC88RZttRwsXiMlZhDobLsD1aN18Q0uvD+i1mB89S/G++dvlFkr5H5uge5ffuzWNlWTc03n5Ocr8yNWd4iUh46zN7y0h6OYh8xdZ4iPy+kO5VQhjSWYQvJCbMvivHUtOOmzghx0+bKTP7Yy7ks/W8H9hklA/nowLbkNtN27WNB2JFi/BHa8jLj/4lhck0j3EWXcTPD2zwCT9UdQlIgITYAXFn1U5K3QKENOkOqIxLdZTbONDSTxvFb1BkHdVeSHwHdTyCjQjAPH3nIhuNBHAQadLGJXy0UzcMgJGYDYoeSd9rIpWr3ppSWpeYM746Tg5xqwPWyTB3iWtlkbp7GOiKfzBqsAm5/Yf1Alr12j7drRjJjJoZkGMC/D82KZRWQNfVskiucBGsJ7Jr167/f7BgFhHnvHC+bwkZ1Kpdi8oMDkv94SfTVzTElcG8o6TrkZS4AnAId9geDUlie1xwuuQo+a/ZqDE27iqdml7daox6MlxQqJhjXVxNVFsrMw/DfHlkWYw7Pee6ujRn66wfRWlEDgKbwsNWxeRBVXA3F4EawW9b3cIgL6/r760ElptFQyjObXy25scSriYi/hNwk4preopR7CkZjHP2IsLq+HVnRd3jhkFnBqbe+jw57LUvz+0oWXVy2I8YNUqrKoECMNu/pFEOYNN9AJOf1XHOEWe3YD/IFiPmCFvGNPJdxWC02aHf4ccVqpIVZff0WX26vx+8t2CrMot+Qqi5I3jkHYWJbZH07+BiAySUhMbRSEqDzBdGKwPYPGO7nBzD0xhi+1qBUm4iTs1SyPWM8le/rU3SJOQ95CvxG9acsG//LKFKa6C3rORbzzEiHmLFAR1wEwLi3lfwjDGAlSwDg9UHeBUb1zBHbCQfcrUUS7VPqwFMClcvDh+HOi+p7y9s1zgjRIutxvGfsXtKG0PnnVK+tReBwoD8D7aQNMNJJVY+MUNOccfkKcmz6kJfKeUnGncf1yY1GzW9vzpjjSbKL1McwubEX3tWKtyud8tGOGL53JMIjdZKTI623clIQipgWJU4FTTNf3uRJRq7BEDVd6TXF4Qu8FX9/SAeDcyfBojpp2jM3bB6gSKc752dsKSh8UkP3ULYAMDmkDA+q8uwFUvS09TdTUQEOONM2oTZpZDvilVrNxHJkwjqHX2pfkk7fYnJcDnOf1nz2i756NxM4wQYUe82MqSmJdwkVXpJcuFBko72DP3v6vQX7/V1cblRcnvn3R56567OQdpwSexzs8gJTtv0HtD8kqt7hPPjQLxigfVQlsqFZSG7zludFtGj3QqI45TWSp+l5jlic/fOX4mZMssvVq9qYmi2hexFzDPi9fIkpbNZu0DOJpT6tUtZx7v/kyGS0zIhh4RRu4E0rsubcQ7HSDrwaDtVqDdV6ho4sjrAnogXF2q9o/c6M9xF2ECm5/Q4g19+2f8rTIBENIki36f/DXIar1ag8k6SefsR0tHZBr9sFyod8cL5X9ZloImmbs6IydKB38dGQccGGGqu5vcP3ihgWgLeUaP/J3p55jefOqhj3hjZwpbUdtigixFiLwzj0La4IBjJ8uLpEK+cv5WRRllXCjRlI2/mix4lNjRfnVNhkn0kSrjOAIhe8NbRGYIRSgHg7PwayQP7l2jppfIiqQ4AUdsEURv9wO3Gm6fXB/Y9S90SuqQYf+82mLorRkoYhR0BXoNgDe1KMJRsMHRViyHex7/Kg/3sanMIPcuZdw+C0yZyKG2QKXF0DTwgNMdf8ISjeY3501H/WuBR5NN4vVIIuuq9WxagjYBJgcuues8IgLkYwoysRlxNR8Nqrw7fIYbHQtupuHGtIFDP77SN7SAdIfCnJeEgD6+eHk4mdh+3oIayNXuK1CUU66zqVALIwzkY6phRSSoA4KUfIrZ2M1s/9BgQrEE+iMALFc3ljvlQl47LW478AWh9Ga1K7eTU5MoQg/+I50nBqUNhYUJfN6ULeuW5ooIppgQXllPDOPrM/uxrwgknRDpGHM6olIs3bmerp+Fm1+4xs/Sg2ytuSrdkD2s/YM4PFyfKH8SD/sI0PXKmGTx5KlUoR95AxbeTmVa6FahqbB1m7PbTUZhSwzoujl0I0ZE3Anf/d1yxLdwsAfeX2rdFgxz39+sdcSjJgxoLlK5fZGFBCHMbj3jIL/UqzCRznqNOeqKJfXDgrB/fiewFYY48QZ+pVD7uuKSfuiIEpHUEWwSUUv5/KM3UGJuJHuonUsD5lAkb5G+gGZwpDrLqDgOjVaQG3JJRYkxfOuwuS9ONhM72ezXryONUE6GmdezgZavVUqEGn7wfsRYM+5PSimy/BSrLORxE8AJechUI6fVOrrBwYezll3iBJqsoofAq2p9RnN06eYnhcN09xo9ps0BcklzOLNEoVBuP1BtKpRiHNKBK+6pglzHGlrrZCVGlxyMVltpzAqrn0Pqj+KC/2pvkoPlhg6zZvpdXbyfPlDIdvR5nT219Z8/U80eMY9Lv3CoWLxuDlyP0rXt4d8apUFB7cKtWHuUz3rrDk2TCcXkCxszAUuVxKtgT6aGQt3/hXrqy51hhql9s56eOXkqyv0U6l9qbxI4tSW4XtW/RnyY4L8rcrPDSbY6vpF2fHofX2XgrXNec7HlwNf/8qZG3fZrdI2CRPnOGCsU5emZBMxkSEJz6hkaI/yPP4bCo3ersy/IlX1OXYhG/fWmLITfzR3ZURZxtoyuiMAhc7kBk7fmWbEG8eao6LFKBYnQ2upiMlAI+X7WqEh3wXaZNYKwFpv679z2Z70eETcoZ7BvkNRQsEwlXN9rCgZRDl2CG9Ocq3s0wOk/QiTzWlRVQK4WjfazGSBMhUXDx50KooEkRVVnhmfpJFVJxmXUAyrKaodvuStD2RMtU1FsvzaWeMIyE7WLy876XHVmY+dN6BUsy6dsDYDScFaZMycjg5VN4UJ7FNDY+1FQNqN7+fDjb5jUquSXSjki4AOlRpWrnc/GHyOKuttG1/MwbkrUrH2OK2AnaiHF/N20zB6uhnBx3R+C2nXmQTEC4/7xlaqeN4A+HMHO3y4OmK1Xpswf8SGgAUJ/CUzMFvEnuj6gNJkBDZaSJ3MS3qqmxobrU6SFGygVMpJkR+IVTJBAZmzMqdVKM3+yhjWooNZJnudbydDdqNiewt6jt3kGHiy8xLbyxWSIIyeQL9sQ7WvCOwhx2PHvcdU+M0yrRiQxmrT5QHk9J3tRGaH7NmVwthQodvex9rnx54e7L472TK1RLGoNGfq3u6K2db23qerMq7R7dU9vmRmTofltmt8jdse2nG3QtnxsZ8uJEuV00COshhqsRoTupjNtniaTUgagKG2VF3V1bETJzxGDy5AGiGI6IkN+G7LtFFYMjXqNWZo8JcSA5OptAnNPcUst2ZI8NmRht9Z2xKyN4vsDkIkr+HMHUsFNB/jEh4Sv5Iif6IyswZvjDaiC5wYmk6piR1ekipCkZ435Nl7GFloNWJzBZDhuztKCNuhIS4L7/YA6wac0/6/eqiwH6gQZRNJkemYBJuAYHd0yJDgsld+J8m09l7Cq32Rak3e8v1M3UU+rUnpkSVbcejKwv2aS/ZWL40XPHZ5aHCUojaeQFTUoemEzLIUmid7qHE5j+8sQu4O2kyvLPRXQKf/rgcgLwTotU6fZWyqeO5xX+QiLYbNLEzQU/NEcYnfZKgiDuVENi6h0OeXB9/A+08LQEDtzo5Int024OkfjXsswCUytvc/fxfcpPVDFkj1+aC2ShUEweZG8nnN1EqUNq2pPtd6JnEsiVE/9yM3g04MHM3ghV3dbzviUjf1aShCVLr75KU7tdGngtqx4Tlk11xGaKeJWl/D6w6xvY8ePn9Imtkfs8UO3R3C6Eq3LycPkpOZ/0aH3pSXBYh0J29FIdJtnlilI1knPmTmnzStUIrMZmWNsqrGh9bvUBsd3KJGuS5eOfaxyprU4EZVOdVsphQYcmaTsohKc3iJ/M6WAJuvFYHCnwsr6ObaKusL+R+Bdjg4gQILzyoVRFxKw3VDKd7fKQkoGN5wD+K1xNNkLZJ8vR0baLb5pvJdHW/Nv3V5Ay5jOKG6K6hSLoEdsdcw9G5331S1wZPAH4EJnVQcWImO6oxfKRaANC6pr3/NH8Eo6ERDbFFFUXV5gMpM4HnmIVxRiqOdrJUf8ICyR3UBlj+hhzziRKrcOVK+nLVO6lM6eNakH6LCI9g4PrdjwQgE7pA0sjGU05oXXPKiOrUi8n9XBMDmo7ouKjqZ8OwZfzqoRfkq7NOWWcb0UfAnLIJnbdywgv+7ajU/M8k/jEWNGcz+xPoyrtiudZreoP4+pfifwXtdOos284yzrkoI0S9VdiV8+p5drYTbNqoZDOtoWnUnU40sQ657Ati06JENChQlAzsXEqtPDNk/p81eXRyk/AgAXPl5IzMKCsnnchOyW62itfcUfmvjaWMOzalJt98LKH/e2HeORMii2kok/npZbXTgdijq5GWKcgMHm2EwoYs4twrpO8KtPaV5FZGsCH8ffyoX7v8e/tukQXW8HKeYMaTHhyolLmo1Q/DnIhYmQCcUWnXLn/Xm4L3WUX0NGMvsOccgdAs/uRBL3oEKtT2Wdab+722Nbzp//WSE7QL93RL5JNzaUbHJdeS5gVkVkXv288TAAI2Tz1qFHvtemtdPgg/vkRQZ6TM82Ss5uFfbykSTWqexR8+7SQEWKhD5jb+4ICfrG3X/Nj2t9PJ2k6HdVTQkZOEyhv9b5gR9tnIVoDDREYYP5kP+hn4yvC5eySeQoZsbQB3Qrep+YdRvQK2SRL6dGnArE8LBQGRlw3oDJ4u2j+0L8NNKscomSlhzN757Ul0cdJU0y714gJUq2DZWnZs8fkCPVrQtXTxhXIWO+I9YeJqYxRoFQt7QbLyODTSfIRIT17O90Mbk54ynPCHkr3UfOMDM2etO+5b2w3i/H6u7AFyHyc70wcwEAptOfryO6zmLklFiYDsk1w1HrUrnpLAUg2wA5Y82uAfGgo/kt/Z/HSMUwx3hS+OjiNGhKLKGlwHlMKbzdO/naNSn0B32yuMhBanlz6tkbICOnvbg/71DIuBa0bHhINbMBfZcSUTvoY3Qtm9/slY4+NAjvG1f1D97VIOjIJjxeaAG+jxmC7pbxwwVCZBK/GCE8AJbWMLwaGqMi/kDNOrIlpmiBlQhbRKfNfSnsscZnUsNQ5FXmiQ68JYcdKPQvp+940kwJ1w9T7MFPQkPphEi0xcI77SpHX1DdXZIjF7ViCAwz01fJMROcYBTlk/wzBKnwC1kInMFu2N69+973qzQZxxeMm2VV2yHK4C8V2bXI3isHUV0lH5M0QoVZ9IT1Jkee+7XH2/Q2cTep3fCrhTx94JYg+W2/R10s2xzz9ODGwqiOE9u09dUy0H3LPEg1s5I+WCIQgZTVFn3MMBz2rN/V7a9gTg9UA6t9KJc3NQoMZt9oS+qHYR8DcWGrmjISEFDFQTTOLtU/VI2MX9cVZvBg0he4mpSphoOChSOVvTlSUMbB54/xVbDNi3oTu4c2qWZLFpLbcFfTpwR9/0ZUROVz03fEknec5wjFx2laC3fUt/evrVBAsYuHtD9ONlmu1RPyhfpv8EQPLIkc10tj41Gvt10jyOyLQo8B4rvwkliwbuo6YmnTQE4iA0+wGgsGhVro+jPG4ufG10iMdCljgmLzoLVEzhu3dr+j6tqPFtIqNYNbJAohG5fJVv5HMwb+X6nQz4UIF8kgDMoAYZWQMDW/5MGpTNXKoHu2oclDTPw65tH2efY27K7CgXKZ0rVE2/UoAEpYAi8hhhLTZOpgbeTtU4bYrVFiEYjtedZgt4v5lLiVwA5311ZI+2oOyoDXuXJnuvAYe+/wDELatSRqdY41JIJukG4KSaEqpFi7EeHu55bvNFIfXa7moFsIvzAE0Rt1ex68trmJwMjy0viB7v/9CdU4r7xwbep5DLMAyq5MZXnm37/xv5aGQ8piUrf6IdWMLqxmi/eBNtoAAAAIsK/XXM+/1yKFTeofMExRUwDnBP4iPmODJEDTUXRvrQzuDMU5jXRgewy/XHWHpObWp9X3nFv5HW2Jw23OJmxWq/3SQo5N6ywEXSLhl7A3jnepm0Ieog6HtmD+IF5DYSiWKOXzvlBq3uOw0V+9SBU4lqcyMMZvh9VnvzIOhDz+XhxE3uGQuB11EkRjnimZXHmPrUxpGeGKbz9BjZy+92SqRYFWR/pNMsmiIwmPopeA8hADNCJfRkYFzlkXKCu9urU3u0/BnJmGaw7nrmJ5hGi88c9kJ8QkGK3kKBzfmJJgh7Nmg05XbE1lN3o70dee0y8wqN04sxVX3Xjj4ppGLLNe+gZb1M+q3DIVmymAKGtbdSZnSPKv8MzexMUh8Uuy6qYGGgLnSmKwqhVlA2KSiXEKenY7wfb/h9x9CA7EHmdBbnmXffr7nLpEyKIYD+ooVBfX1YlEMV70mhhyGhtnu0f/R5ifEfgCM0egHaTwqyzqo6cG/UqOyHjJU93hN1v8m55g7e3yikz/F3X6EqvHLEyCt556D1wj+bEq/KkDq8o7GaquYRy7iSTaRDMCOtAQWF5IDfXhR2dTd8+r0eBJLeoFCBKb+gOJcaXYPQHM9qVDTDq39hmW6uyQc115qSYryIwIuEtMafKGurSO97jLaKwDBBoHfQlMd2Z2P1gv7uwP/6C2TB3X2/MqdBZPLCW+ZBy5q4Q5ia4GDnR3JirKIbW89gzqAi5nPJDRADVxeIMeuBIRNpqHYJi7JO6jy2JOzf8pwiFSteB1oOBa4Qh6lcR9uyq1CAvyYQOE1xWn2mJracyoicIHnaoEI1mko1sGwEGHMZaoAfyQSQcJEw7/RIKzGFdRjS4pmfp7tIRXdDLO8XiHcTWH3pNegktTGAPVV45Q9gNyvdoYcLsUp9WBEvEGwI5AkQXVwN8nADbZsPQRn/RXqIPoPdyQfDKVQOg1y3Vg+I+jMqgFhvgJGrBnBj3ZvJao6Nuo4QkAddYSpv2nt4e27XrJBo5pC6e4+bsSnypBLdAYBjHYOeXpS9yBu7WmByz8vF/TpifJIrrr4h6AZ/2xQZr3OA7SzFYk97KGPmLR99Q0hb5+VU3KuaGPB9ztcR5vVzG2DknPR99AIWWcijDjb0wAwcGW1qcOzZsDqfYFukZnYMTQJFmCIFM6XkwYzgGWd/eICU2ms5WOuS2b/JACHMB2DyP9U5UvMHJ7jRo53sqx+/hsHXa0vimgEM/4/t06/NDPxOniGDz60Tt1pNn7XbKwoLbVsjCPANRTph1d6ZaRKLKRbkcNCclO2McOudBEhq2+4p8jSG1IgM7wjGETSKn2rlibaEkKzUHsX9szaMkVHMCXp46t7cXKdYz6vFWNJoTSsCxu536O0x9w2VSXiRAWMZqhUIIXCEFzDNTAwyereEpzVh8s04b4POcTq53rPKpsqO/Wwr2ukHZsutRPA5IIRUCL8bDKQHkIcGp+6LSY2lr/qg29My1k/7iqcq/leuyVvM8aE2wCikK7HdghDIeV3V/OqwbziT13pGSPoCSh2H9RS0UvCbwBCh9+SwS7wbraSaoC4WOta+HsSgu/P8i2Gjd0PKlxHcvR/wXYcTzH3ojYWXdXU0Q59CfoBhTYS5RfmsoFfpytH/AqFSogbTwaEWmUxUXtJpM8z8Tk8tprO0zlMwhbwfVtywsB5OLq/bKzQn5gafSFsQ1YHo6cwi45QddWlNXorttsFs0VlgOQ+16AltQ5dXkcP2/NqlMWE+zewyGNkel78Qa6g6uIDi/bMuOUMbS9umkXs5M/vrqzm25b5Am62GSr5m9rxChbHWAjS6lDITePPcag6KZ+KhnEbPE95ZQJ9gPFvF1FTRZyU1itLDOU+Bn3ZF4rKGO5cdTHSdm+epUT9IUQMg1G9JKfMceLXTBTSSszAZaU9SU6lBjOusOWW0l0yhou1u5rUYtcnLcfTKwB+s+mYWmdmKf0/OeGK8qRNvZz5fSlqnz1LoVPrV6FVuZGu5MG8k2pwRJbE9qrj+DZ4A5nhDteZ5vC9Phrhfdg04eWeq95aO6Hz6Vg8zKOeXX7Fgwi+6nVwTK2TT8o1eeSFbOePZ8hHk9OgLcqUrJNo3vX76pK00NoShczAD14gZikExeJvG9+TiT3jl51FG9c97HDccurxi7/TPHFHmfWoHTl22HbH/u6f1wKICtIp9QAxRnF/baco5y9CgFR9TiJLdYx8DG3qpLXTwmNPanQn8skHmRtD02YMhkCaYO66tw/zx+TZFgOCDhOAnl4YYEPrltLiZy1Xl2In7q72+X/mmam0NU0bFuR33hZl585DZ5SvLjCXyvIN1Qya8c9uvipfuezO3TnKrcVf2zHoH7K6shp1FPR1fmxR3QxzLKqZH+gJVn0V4wce3p5bElKFQCvezrKDzd9/cqA2EgkSlla6qPSl/sXRv/fiE+wCYS+SMUAW14nBUtthJLQOIgRfGPtj9ynQBxKpcump2MlOrRl0pdks4e73fp/MeNbyE4Oq7mvUGsjcLklh2/gmzaQeuoPo+6vCo+DMBntiryQP5aqEFv5vNxosaPYV6NHQOZNRoJUkX/oRn+OuJOzBLZjfvhhKNrKtSnzcIXI636w2mskBoTegPzntpX8/toirwTy4E/VgHMxQPuuSE6QjQBi59rEG9WRD1XTIXuOxKTEUJB5q6NnuTE/jXaMixEa84Vm5lzVNshcGqJogKBlPg5gE/cBOsPpNBm8TikqQP9LimdG53KD7CeS2gGJJwf9OIt0iRnzHO/HoBYHaf2pFhzAZ25njpqYhQTe5l9r1v5noalL0vVdjDZFoISVsNzae87D+7kMGZOw5ZEvbkE1tbNLiFe7veKTN2diYoHIFsFSa7HwKbyGFjpdYW3d8A29sdhTojmyFtQkxiZ3X7KuhQHohYKLJGJsuOsZi/6pT5QX49gV4rqvd26nQDQ+lPLW1hw1rGbGFsHwjojH0JlZqxPwF92mCAXo8qnEcHi0Q/PGFABHNIjmvSuPACnTJPisz0t+NvjrB0hUBO+QqVQ0gM+ckk2L5jtn3GCZbt58Fjh4s3et7pnvz1addXkSpTwrrNH/tRyncQwoc4ynK9Y+Uiwa3eXqbbFHmmcGWe5Tp1s12uT+IWVMuCxYye20Le6N285kTRCrPYdD1h2KntfQ/f1XPfvZ6mM3zpXz684mAqhJggmybiaV/Qui2L0x17G7leizUxTCHhGROwviKMv2oanuPPUaA5b3I3+N5xYYQuSSKilfMO21F7gkOjsUPnala84+wxLtJzz/MNOcjD36bZOfXZexhHHthv3U0O0lyQUOdHMYqCCfSoxVdHBDItdNruXjsCGX10Ne8HcySvWy7/GD8btt0u6PqE4Illd1f4xoAMmz1d6FGqfe439hC4X7GEP1LNBzNSBYntIp6bGMdBFwWfBd0Hdph8N93ug2xOQRpogwQRoO4tZwzF2vBizP2uoN/Iqk0ubRwwAuQBq6ntItllutAU8X51R6ljqTqGzJVeRRP+ZDg0gSN+YG2KzgDj+vX1iXwo1vyih2INTMcowWxrDRT3Ly/l2NbapEAfjJPP0eU8Ro8zF32YhNkMi8qgKaSQVunbnoo//my4M2m04bS57/GQ0Bc168f5gUlJr4m2ycZHO300LXK73WxmtWAX9MUvyhpQYj2S/GStb9EWJahFp0EemoJxEv3brIZHhyA3mXY9I1MFu55xAkjhDXFbcORTswLC/HPVOKbL8wLan+TMGDdQnQFNRHrn8liM8pzF/24cu/Cbs0g8ht8WgaBlDi0Xg/TkjqHG1i/DRKZHOWo3QnEIsIBBVYUh5EAhhp+Yi2yxOfmVjv0IHtPdtvewi5j1+Hnl7YMsvoxHZWxJPPYjr0ulI81mxBNj9CAgLtBSybsFEm/PI/MwtVQqb+I3YSpfc+DFPpLcWKoRfuRWHWsB+xoiwLJFmRBzbwoKNzC+J1qsxWmXOMwQAVoICw54qRDVMNunqdkMVe0VJ4VxIzzOTqMNoebsjdtHY4ai5KntlP5vQqzGy9RvkkCH3xgteihDYnMX4V+z4pBxuueRw8V+3RejQq0nHgTd2nttWuhm4ZCpCIAkX9uOgnNi39FslNqBH7VzbFERQdhTFMiQLMk6TJbQyg/nsV1Qu7Wcwq87wLkwx94hAa6khQwAM6f1PWd5VHfn8XoYI4cMGVgi2ZaE+tnygImogQ/jP59iYWQ/g+ycUXFAh8gLBq8r0ew1GtI3MS5X94VOd1vhcGBQrgZlwg3vCUzpB5MBtNQYTLE18YU2YJ4BjG1h8ncoeV80yritDphuc/UO0zqHD5YzfqAwWLklbG38H4XcNoQ507iamyS2xU2NWVfWCVwquwAxdUqM4WiLcAqKf83pNPAfkbljhwR7JANtCEtjG+3I68qLYmdL+VZ/qa8bG1xfFAuMjmB4OI3It15sq82fD/QLFb2J7orByAYEPttbRBmc1+oISiONZ8TJhzuPluN4h+m/cFONtZyvt0RNNOSCl49HEFpEMrHaDRCo5NDfMhGT30Ucil56PnDohGRaj2Obdz2JTccz41dtwzEV7RVAp+tbV6UjmgQh1A074R74ohlklqKcIaz36KWCqfW1LHMZZ0VzE5DfYPy3LYCnBqnZ1SFIiPFpxKbxcCI/Y2eagU83I3UM0dRTxJ3vCjjN/hjEaC9Xo/dVNZ5cgQWCCoAnIXkr4Ixbn8ypTnKIlr2iGmfMsMCZlqFZHb1lTNTAbTuOJ61LYZxl+DImHIKjihFvxuHLMPLn6sFlhORIfmA3PQFde97yswhMP0QHSB5b/3Upw7egxGhliMtcoqf5xud/TU2i0ErAa+w+/E4RZtI5QsrTspJsA8kSVv3FSB47JTY2Fj78RC/0O50Ghbep+UhCLABmpN9iipR4rNJcoUrt56VzYvK1Ae1F103DPlTDsHz/grKpWcBKZnuOBr45NY4Qa3PbJUHzrIfke4Wo27Ql1h8fG3EMpszqEmlmVivGBSn4ZsbX1wdrpsv0zCslSWfjQAztili/8pKRAb1m39RmGloIQo8om8ZNQG6xSEw/ThDJNRFy28AdVf5UY5q4AtU/4PHrPDd3y/VyCvsKeq03YC/cPJGzZOIgBRHajfISTjY44mjcu+HVMfylXRqqshxONo1zPSpk4+DxxzgawvKh6MvVfnmXJRG/xw+aaQVOYlAaXeAox65uLk/FLaruXvppy+j1zoepZPqsqsq6Ym+9v44mCk4AEqwiRbitdEMlFUL4DmVpQaqS7AMGSv5CXOdBz3tbwH8C1isbAHtdojcdMcySRyHCcnzrHUGDP6bIAUjEzKoFlrQquEUlqoVT7gV1TQsOKFZIK1VqFnindV+4C1Ij4mTsQnaOD1XhQfzyrN6nwyftTjJhxkeW7OxoOraun30Aqc2DtDB5aQYOX+igzGnmFyPu/HZ4diGRbLU4Dst1IAAAAAAEOv9jwrQqtJ1ficZiZNPQMhdJx7d7kB/yh4x0DKVaqD3PVfFTS4QjmSwdP81xAM/gc9thM/8AySFNNu6qAj4hqF25Fzd94FxYOHjDe8GGAdDJVLr2Go6E/cWsnXlDwQQnZRmCpdlPQpHOwQPtPPTuSIXC/ppGs/hyxIA8RhIydB9sgftYJ7R3WT3s6kyDtpRGbbBw7LMGfClZU0+lwvDodazppGVUuxtqMwFEQiFeOB/cIVtXMe6GaWbQzp9X6EMgtAAFc34jEFZL79FbtpKXwJKCrzr8nEEapbjAGX97FiOuGR5HJoMD49NDithVMjjjp8qEvcuRa52JtHElFoAnevA000H3+fz8CL92lXNAZkZjEB7K8mZPiV/BJnuINrEtHUGOMVX809lxlBcVeOccZ2mxwLxoriALWeZHqqBi6tXElBUBB50p/LsKosNavYk+Lvn4XBpEA8dpZibc5KhSrxljim1qGegFBdlUWJ12hqTHcT1DXGtNakv21BZn7/dyFXB2IRq9lwKhZXVXUmLKTjtqZ/oMZ1dSCcUN9h2GthjHdsLSXq2P+T7RrdVQ4g7grLB/QKiA3aXqCiTTUtFbhdzfIS81EaMoi6aOPs+fx68T7B4DATfouYfIjnbqCAE/JHoWXW2+L4iJy/GCg1xon5UP78CnACgDZrKPTJybyz8/CrCfaFFU4H8GUpBXEmMCPQb8SQ7mrALIE2eysga0+NSko2M+dLeyWpDhl5C37XYbNgSwKjuc/qL3rBoSlZEX9xHjfB+FehRX62k4mt/qb2KvNyx3+2VUsciGpg2umdg5b6KtdlDw6R+RJcbSJ3CHK3oI6sxkm0d/ep5V2IBl1u6Z/1ad1ZeHoHI6yF8D4/+4zKQ6ID6sAnoVZUdYashNUNwIscN1jkMpM5cGLLPUAs+Vxvipzfy4QVCcHd08GpiTIS/4yqNx8X0uquHepiP27j+lTAFMA3oKJKPiH253yPVgwBnkqHFpl6aSMgZ2/VWt6oRxKB4z3EzRhCJuWUVePH4FG1KIGcDPTvLKOWsyJzsY87cWH4xs5Z8Wjrszw2jfIVjUQ9ZUDOMeM0/Q5L3N8VmC0d667u3B5ZR23WoN+dqhxMYrVVFs7keU7AgIjX+65dIm61upw0dU/bmQ1K9TV/4v9TIeav+84nfy8CofTJ4ThegazspJRtqrEC46HmLtz/DtcJDq0+Pt9gknyTFyaL9kzFV6/knmWPkFQgXUtPoGjlwO9NDlXti7NQ6+t701UjWNO5i99c5u0CyqRulW2MNg9J2Gkg35RSNafhxfDdTygf8GOnVfRGoxN3f3tBPLGL0QurQJCKjYXRFLDvFCPFwMuWLgbnT0tpuVQbbLgDldCqhSZ62DF9SB5LaDGcdXbzvBJkqba0dkcjtLO01+Bj24brB3EQRBkAAM8kPnv4XFWiN3+SqDERJPTdzdV8QfYyklvcEaxXegnedbG5CvCUOAWIwVTE+mMiq9JGYtNofek//+Nxa5oQEE7BS4OrJwNGTwwhnJxIN6R103guxlo7jk/QXJ+Q3l0a0hw54iIj5qjdSgoymEnEE7tg6dnfqXWzmHH1iokwMx3IQUCFxstfN4Mdr/IYqBUzGT7qUFMuFO+Gtd+iRekxE/WUMryKvkHffhRkCMly6XCmJje80KrnCET6eM5USqNQwKAiM0W00p3oCDALT/GeKSgAAF1mNKKb5wyIAUqe6OQWyQ1nr1qyHVTej198vcpoAnNXLeuWljbguF9eJaWcW6sO1hEOJH0xBdQTN3Aq2A65WadtfuTJi9GlYMdVBNO8I1VjBnswrRvurFds/Mgj0NNloylirObHv/1AdasUv11JUQJYhl42+pA1K3PtBxSuaE/bVQ5Dv2sGdTtu9QRxm2Uzw/l7YbXvVQxN7pLyMoTMWU+YgVN1Amv6VkYnphm8SUf/gYiZBgyciCfvxAtd3SGeGur0a2G0yaDGcgC8Lu0RX4mNFh6I12HhD5L4pTDQrZ1MUA7LodPeeXvYNhgY0AVnoc7cOJddM+7ML62QdPZPCHWVJZtpN5QiPPSiRKGgNSwEJkf3/oG+aAs3az6KNEZNhkTKJYSLAvo+4bg7sK9tRbtuEVhsJJAly72Wz1GJyaYmmwBK6oE70eKvbHGBx3PliPH5TH9NAKWDTIZuUaXHnytAcqqFChgSoybZbhPpCJIO2jvltGwWjn2vd23zL3Nx15XYVRtM/jXlwk+PPpyic1WelwplTrRynSzW4w+fqSrd1ohlobf6r3OmjqyPXKEhffsTdWcVHseqb7xSM4D1Yvxt4rGPY185r8kkv+wnB1WaAj33sviGXjufoLnSOjyB5k/mXV6I8g1/hHwJ2dpbDZAyBOJeB6Z88B+mMUxj+9CEGk/QkcnxNNfAoKoWpxxb+VhjM28SuUwpYlbscAARuoQH9iftsCkPreGjkYPNDcz9FWuujgByUxPPo7CzRD9iPfNVnhj3b0+XK641kGZ4eIpVlEdjvjeiNjBXumGx+PWihsWZfNo9QzNwcUBX4npBbCgciJcWn9apXqCOgVt8/RHsOLB8KV14yW0bXvVEG2IBwH8dYHISIl2xp0ppQXpZNrkrmwhKYjjyH/ugsh08CHVdjM52VNel012XpLdGxqoKT2y+6tIa/BnYYM3clLcRol7A9EmDhwfN/uqoePEOkCcM4SUooXoQs2oyg9zih0WLYl2rpfaCN5GSIFywYik5+jzlM8X+l9awZAxcsqKArTX2WDHKuDa0yEXkf3/aH9Ng9qHm37wpvSOial1HSyK3/G/ESK3B4h3ek1gfRvUav4c8MD6UrWfLKOWRyGqet1DnrXtSGB27FdoAIKrY68+6pcyCj7N/x640+FiJPogHep7L3fjGoggX0S/vFDF1mt/P/wK+FC3u9gfs1t2ADJj6glV51KeGMS4QW5GN0W9Kd2TfkJHF0g1zBAyRRXhyz1pT+4N8aHGALF3Ulo1zrdUT6pzuz/RDse6bszXFu5OBqz5wgYuCAMEXECPYNq/oeEKANinpHCQB/5FHChu0sK+NL+R140Z81XhQSIaOYSmV/hJX3cLBSWxx6M5aRSagWcgJUrEHEBvJjtETzhdqhZVXo3vM0OLOyNNff0RI8zpN9B/mG/yjiH+jrq3r1LqIrfk8OKOol5ic1dW2QrT3RIcZdegBnFC51/olSz5oGMj76zh9EFO1f/7k/tyoqduhJA6d86tmUOR9sGFEr4UraMLuuVCSn1xt3RRTFxCwA+Uhn6iU/L4Zlkc9RDFGW08KCNVxAKJ9ZIboWs/oBzNkAUzKJs9ZInFVFYbmJEjkJJR+J3PJBw1I17OSd9NXHc8kIuAuxKCn+ylivysL4oyBzEnKm555sehrGiqthE8WY/DKBmfZ3CpruF078MIAJip1WJg/LrSYrrd1ChNfSGiQv6uui+IXd8K3Zgws6XEOnXubUkWJjbvrJRsKFBaCyxOAf6z8ujzNWeNO+x0bHCPjHI7c9Dhx4lOb1LJ05bClShD83sct2c8eO3pTSn6rZQ9SyXD7h2aR9we53m0UM7fwvDgNrYwKkPlE9RusgcnKKbWQIDQc8bPuwEgrbgxo6AB7hbVz36kl17jBKn4+sSl5+oF6hZxtyVGRlgbqvihIUFY4j+yoOrxjeniUlqJQMmznSERQPX9VsZiLsRPqSLhNmfHhYYBpmaueYSyUkDAtYeFg9Z7/Rg6w+z1agvbOpDbMhtzZSUs97XI1VdZdDx375y2RZVWLldhMBiE0YipH1McPfJP5ZIz9M2fVklRCGYg07LPuHgSe/sPQTbrn8kAAyOD/3bX4/v/+R2cZgfztRJG1OrvYT+nWv3sRgRPf3vwILYU4TLo5KYm2EDX7IdNKPe66onyGpT0AxaBjmBq1sgd1T0/Zn9H6JIVJdrPMJfWwrn8XYMnMOhkgH3XrVDF6g5e3WfToALruEsjEoxKMSgC8NEq2pyIFhiYdOvOuXYxFZEx+dAVGHixCmlLRilXfPmkfLfP1+DIMt91XLv1Gsc5OqtQQ7K+vDwrxRetRN7heLJtFxxv8calCfVIKVOjydqZU9c2WkTDx6YlNjqQNPgTn4kFLM2YWeCZAHuIViswC/N7tRWMrA3gWgWU6i97amUlJ6iFJqIU2a9qnX1ihPrOHtjQwUhOde32AKpYWSDCzPemCShV47dKoNTRMgJVdZVEWGcDSjL6lw9OF/cXaPdKzdUBowF5iIgABVAmMa00oA05s6yVBkdsUfzbE3rXS7LclLlMQZQo3JN6iyHJ5+3qttRnzodbXvXL4PwV2d7nDmJTw8AjlZpH+3hUKT1MYNiNiGT8bvD75ywWOg6lxQ0N7EWn7fbxYyUmtJmDZpHrsCzvI+34oHMmQ4lV0SMA10gIsSwrxBfC04RuO+yfQZ0F81EAaNDrC2AZCsqBF+t1SvzcZVMXyWNFBrtBiEFdR7hinQ5NGK66f2bwkHHM4js5JnTcGAz2lKJJJmdvbnhrg4wurPaHTNwCDXzLYFs7BTTMlU4V/QpCRpuZtolsXi4+VZPNti3yeZR8iCjJsLpRqmEUqWPghF/LH8blrPBrG38f8eLQrT75nDu5rDD88S/5JwpS1ij9oTqvHimaRJMahN3B1dyKkjUB/PSghc5dCgHIdf5mcdCWcsx6B7Y68Mt0/8irC5Ml9MwBw4BfUO8Qzc1FGUmT1MvyAbvtbfjJtgtFQjnoTs4MpPNvX4usWVhoLnvhwZMI9LwDJm2xyN4qUjQpi7EsdK3967jd7vdFB2VKypk+UPWkZUCq5hmJssjFVxGFKm9mxR1FAPUHcEtyNTKtrtDCm3gE7J7u5sEjCSWsqmGPnHYkEHb34QDwSdJCvQX4g3IfP/7sdu5EuarOWgBpHdyG0P+B3F2GWDKcOCeza1OBrqQ8fctm3OFMwFAeww2cYd2NbU7H20eW7s9RIDi3eQ9nJGW5DilzTbdbx7XMf05DhtHzyEOkKZdL2L9v+LTgB68lLpxuB6P+CarHirTGMVhA+ODrKeDOA63nPeRGHhgOJ/NVWJ/aOZ1pQY1Sy/kAfJYOTzSDIuMv3Ys8qY2rdqoB7qjCWXhIqlx6bSyQIAn+lcbDYGOj+kbCrQEIZyS5OK6t541x8ieISTDH2qy8DjYy64flMJ3pdkyUP2g896lpf2MLvVQ0Y1nA4Y+eV01Ad+51OdhuguVGD2k5IldKmV68AnCzH3Dog+5OGdGvW4FVRvE0pQ+N8aq+IOhiBlWL+WDPIdfxyLF0ZZqaQTL0A48Ldquem3YomR3BAjp55BdeGTrEVakJ9xXj9+4BZ+7q7RIesQ4nBw4P7XSYtWKGoJyJbk6TU0+L9rr5gCW3XSn0OvgIRmzHKwRLHTUIV/fIKWoRTwH82mAidOYsi/wjYBIJl9zEkALpNGiaPeBd5I5xCNu+bGAVJUF33TSKCZEDY9IOB6RRASjzkMTPz7Fuw8nGtX0UihJVfuug07xrrT8aEZLxxGfcsNX4TPefpOpoJw9kwB+PK85jppqL77iXxX8VuiIUpDHJicLC3dPuu+BkCY8JA049pEuXikPiUOMZ5lCMUFobXEXtcDKVJTiOCPmV1qtCSH67D0hjh87NxvvTJv+NilJN+2cbt1Te5co0jE4iE2Qy2UqZZfY6SSAArvYggn/DuKo/O8d8Ku+bgOJQd88bZ4WHcQ4j4Jc5nMa7hyUb6sgpslfVDumTDq4atBDshxg5iUIwFGDhwl2ABscSQcGbur0OLflRX77KpqOTYcJnu11/IsrOa9k+wGl9OD850Us128uWfo9C4VU8vQ4uRAPLGhucUftIVtaulv49HFf1A1RjLUklt2UETxR5+uIhKQy94yLafR3gDtH2kslYPV5XtF04ts4fuFXWlOeRjOfgHVRy4sCoirxg6TG/fsalZJ5dZwa4NA+ZVoL9O2+xC0EPcpH5YFooKlp+GmyB6Hzjos5DBJSUdrxHHc7ii6ypaUPWHKdSmkSsRWkmjyBVOIF+Lrbn5jN8AUkr6otimLlaXb/2SXP99DE5dli3DubqE3eEOW6zreGDOTKQh+AqvLelB6geuo/JpeLprakCWhFAQ8KVi+fZ8ABhhnxDcAngKsWqxEW5RGz/7RwGlBZ5u8o3YMPRL4ZxbWsLVFSeXNzXIArxPTw0dhLR9tnb2GtMPEvefmUp9QrAkUGH82G0G8EUapdN43XsSHYnlGeZb79MXRyLluEZEvXUyEFR7ACon5WYuQcy9UCGUCDIUPN4q/F4p8HRtVHJMlJ7+TLIi3ejh7irRuGFNC9duP/t8a2Iq/Se8U/UruvJpbmo/7k3VTp9QDQ6Q6gNewgdW2jkBFgGSSM9Pqin+ZD8RiqIR3C8B7uVEYn/fwuMx/AwNeHyRHmGR/LsrlCF3ry1C/3/L/7cezN+4mYICiASzDmMJQiT2JbTD/BrczAR37RSCP2MetpIbb/3eXk1jyewx38VJJVEYCDo0o7CJvC8wIIEGvoVQZwHU6pfG3U/rNh/xtS6OGEYE340AwVG1hpoet45mQotfYVb1HUalQLw3UuJAa3hKqjLJI+y5eNlWZTRutFopM+uLJgsLdIYa3VhJ5Z9vLergr1cMZ+7Bc7H1Agcz6TJUnkJUYi2uP3g+hdA6sdn6n55fmgZJPg/sAh4juA0lKJivmJZWBWEJzMhOLUDmk9CUS7ZMSnPWxfdSBa/1o2z7JNMRJQvcXW1QSO4ld4s63CsP/54A9xrfaxP1BB8fgN9gtEANLAv5896yeU5Vks1iDbfoXYa6CT8knFmBDPAWftYVuKtCtChIslbYhayPGN7xnqB8yiAms5aIFBysWZgzFdLA9iun1SvwRKLZLqi/1xIjvlMQkgL2mF6bA+i2XEL9YH3cL8fUiC+OmP1AtSqr4nQnsgBdqCEysnauB+0OKUbR0/dhW5+PV7Q7ZXLGXT1Dz8TxGfSZ5L//iXDf7eYED1K5kc3lAHIvASn8rCsTXCocXmd2dzHVsJyyNW4KeJBAARxwqMBDpvq91Fv39kzH6o9DkU8A8fQT9sWkNRULCtO2Z5iUx/DwOZuLtuoGDFVAr3TKQXx7M6K1FTiL7UCCVR90XzQpF+GbyrlRi+pZV87/NWdlXpA3Ld7w/hHCiQQCq86BJM2GsIrcwxst/UrSyMXQRNDToayuY0O891vBxTaK2PCun0e8HokdKHKoJboLK5YQAAECIZ91JYwA0sYzmnrGvVnJGvXpvoX899SZeWWHCS4zehjpFyVc+jhBcA3VAaO0oDkieftkpDko9U1wjWHRge57YfkQOibiXFwPAI1EQC3WnWl52Fqv3pq9PoYLzzHal5q8jddreiS16C1RssByyUmtnG7aHEYxdCiViOX8ilyEYhLfggUM7CXa+O2LaCd3Yikmd795HUzyLCbF8lN9IoT7sjjrb9V/HJM2hrKwtUWnN3aDSOwwdBJ3d/j7CrfFytWlv3+qIpjWwo99nHr7Hq+mnsEfn/aRmwPbKgAve9bQt3v4r3tZW94QZYF8rHXlx0zjb1N03KZsmai6gFlts2njarJqZe+i5Vr1uxo1jEmA01E7LirwBoVkU0+vjEc9MltDSPdPYUbaVp9YvCTjX53+XywP7A4+SihGRYoA9TkQ84pD4kBLON13KCh4QowDJpxsavuxBi4YFvsXXUZtkPEOcGvg0K1EsOYSz3husjxKp+a2YV9C+0YXWdpFsHW0C1I+6FMpxDIqX8qI5inuTEpnMP/9ZwBpCnJ2v3Z33e/HNdsrEy7vMxd/OuDvGBs8RMz1IYmaWxah7dg7dgCEylh4pXP8yzgN007qG1oZN8uReG6c2ek+OC3U9WxAhJo5vn9ziXzdLTmjtlLSoOJi9zqvpXCGmswzlVgS0l9/lOlkDfQFdcQ6XczBQvDl0Ty/5FHgKFWwKxvdxiPLA7SJ5Ub/fqZ3NkZm5trhHEjMUIbfboGYnxENkfeTYQGqZ9pv26jBFKN15KnNV0m9wP39qU+BgJczGD+GmX1vL/p2hinR6Xm4pxUly9lgj+aanIVsIhTyFUwxYqfdWuFgWdzq56h555gwoFGt6GBWMj92HkZfBzwCdzMSPBdSqjy8k1vk8jPE9cucy5tGnCN5gL8jQ4hsyCiC+cRxpbLbBIn6CtR3doHphzTiZnpfkNnV71Bt80BbgDfKKQCvte+lw82yBNPBcqJzlyWmVi9z2AOWO47lBIskMO5CNyzoA0dP3X3Ne1yVUAxMNz7rwX1hYtSxBIkkQp0CO4cGPikuDitvmO0lQ+K9FSPd1+EbN0ck8rO1Dn3R9ojRmg76gJQz85JO4cdhX97isDuz6zhQZKhMJL+/HwzXlC/1HDDN+2wnliXOhu0nN5HMax0gp/mUnkwXwU5OPeVWQ3qZKafVy/smPCnam0nwUTg/KANIrCAN2Te1Ep9w01dQulIAK2rPSGRZxSzdFBWJbN9eFX1yRLjwkH6/jPhtgLIgc6VgDaKlEV54F+zWPflnJi8KCFJvjJYpYeR3pGh0nIX9wn2KfywEaEdEfkhIoi+gabuktEyPjuGaBpYDEDi3HV6uSPd7sYTkQa8VwgfQMKwcSN7KkSDUimmRi5Ovfwey9L9OW7XOMlQxyDaHBDSXl1kZt4hUJFhE+wmLGhzVFZHjwm2MdLYBXrrZukmPInMpMIphddgJxqm47rqp1YOYULGQvz7egVk0LE5wZftIQh52MccLwshEO+SdIZrHejx7U/CRAQLpPGaOkqIV9N94y4uLiEi4gxBPUZoAChLCmVfHgXX7EFJHXJe1ZDz0/RIZyi4oiAjxj4RM9EjvsVAjsCx6gzipfiCuO381luHIZoQfZ4OTH9y2zeUywOCsj+PUm3vsBH4RpJYun0raisiey+E9Do2YneBBhBdUr4CUpdInwuQYhtymgUUImDBfu3WuqZu4dEH54yC0t4kCT4WE/ISHPGfjrda3XIDhFNE3Ouxnbv6HVpTQZp4Lp/f//b6It1t0FImzWDtMnSQ3LkV9mIMahdKqKgIpmlcV76GzeWAqP3kOVLb1hh+OHwZdahD7f1RMke9+718TlbjxRGcWbWPvlFkCkEEptt11/RFRde47Hkx+nfhVIPHyceHj91kvuGucp/GcVOtmpmxmzsccgOyz5ia7AA/neExovVav5+3sW7Zb2atvXFeMWNTx5COAR6rg3/fwhZDR8HG6FXuokZ7IZtdHalwLAnXcXRadZDM62WrtxnG0+La9fj6umtIBDxrGtjr2FO9ZNes/Jf+6WXMI5JEQVsG242dyNkofG5uTr6wZrWEdgKScw5s9Say5kur5qxPUCEE7rGZLBefJ69iyd0UsyR9VlPZOMeE2fGlCfUUpHRdjXSalS6nzzaWPXD/YdL980mIOKlbWOr7AI/lPeZ7OGgNegZI4QT7XU1HulEcpnd3jZn8KUnlq+ZJ2uhw3wvHa/RpCfQN9gDoj9zdL+JBsrnXxxR/Km6ksrQ8k+WqZBCzGbqycku4HBmR6OhDP4jZM1pdPyN8HTstqRUniTMIAgJk+s7mvK02O3Brk+kJDqzPilEDYzHQDt66pTPJle/kUQUtX72L4UHJA1+GuZpQstItwDdayjUsMANcXy1f/gMpFeGju6l6spp/MdkRvUMf9oz7D8HcWldTVU4dUa7ngbIciKpPUfKxG0cPIP0y8ig56MPabrRD7rDm1A8k9wKtkuVx1q1WCIwQR1/I3iWfJNLtJzqqIgdcyul5zc7mAIqsRH5pRGSFygSQZY4GBCprz9GLUm5YVWDOqdMxkaULJeCdo2aSExX3INlggNPaNBbANA/c6LNbD1mZDPgDpGFHyAAAAAAAAAAACSn/HVYVTWPQPRkKD+WlbfWXYdBFjx7hS8S7X8F7VW/O2L7ta8CzBHMuoFXwYRdXdPlK6FL5z9nApTerc2/vt0XvL9rH0urXoaJNC3xf6zkSjHTrBm0Mbepkr6t0cyZb4TzGx7zhSygsKAGSFAmsWL8MHSXFqgFx7/1Ow8qfEpdg4bMdb2CiOWTKiZqN0q8YFABCKg3YzLslMcJacGmG9DCdyF64xyvJuTGLS/awUr1N3trL0EowpGEhHUaET9wDHMVcDqZLy0dg6YFtLjmdGf1nHBLPTKxMGdWzH30hOj4GpjWJhLinDLHRZhgtSWmuXpWLMwiIdamQEEJGS2ug/mF4dMkgsdWOHZrYXuNxpiLUGQ+XEVUC5+IXC/cXhDkO62xFXEvgWQE2eopahBFr/bJcdLDkZv004Q5hTyJ2ECBSz5OIZSqHz6ly/i4+xRk+adlMjbIunXo8pY0xbOom27bNKRivhjDBTvapjyLiGe64Vso8uWihkceGkGZEpvT+dcm/rm/rzbjHoa6PwkrPohojTqvEQnaFVj9COshwGx4fAtYVr9w1qEjRNKSFkpsLGQcl0PR14BR4q6c2MUNJ65MKKAlMYkczOSPaJyLK1tgXral+hK+UZis9NybE0ES36Pr9aCV7c/CzvBMat4+3mV/KIbTlOuwqSMe1ELIToryDEvMuCf4LY6lo7krsc5/dKr20XvCypr1iI1oLpGx0CmvYwreYdbCTA1/4VdBR0TW/A6pLtOXUy5pa2Jsl+waMei19OIBRQ/GRjGfb6jrag/tgzvpkAI6GtmxL1OF1xNmM+h03SJtD/gitYL+bm9iX1eIxIeINOjsRznAp6hEhz3F7judzKZDxLUMyXOsPLIjeTLuAmKJuEH5niJZYVUaJr5/zLzauWANXfhQemSexV9PXVxOfkL7PXpce96VWiZhVRvEkJf3Fj5c6ARjua++HEvaiEYxsd0RVTtXyYloKIusdNzfmPv/NKoMtlhKMHNGESBeDEX3PcpgWSAvk4OvfRmRYVnS8UNWtrsly7bBML0IgrITh3E76V38GkvrUOOt5xZp9LRk18vTPCiyrc63eEd7HPNHhjd+mXI4jwuVuEQuqMurbS9MNZDf9Eq5M7JrWuaDZ4Ue11Xvk0d/SHZIswWs5rts9e8gagJ5811Ru+XJcbt2IrO/zPuDJaBJ2qioLZwDZUAqAhEGSqfrkVhAPdi4PkHDonBTpS5K8Rqqa5taSn0x51axEcXdzu0IsU8rM7Y+brPdWmJtpw/BpFmvqVksDvO2EEVN8YXoXDFG8Iiee85NIHYQNFg840J2FB14joT+Nd13uoFmmS1iVAYKk70QdyxJRkI/sILfZG7SDzXQGzZNhpXecacrKDnqQJnYndp+v4384pkWxeija9gjjeyLhv9FSreXP7Rm3ihLsMi3ykCGCfDJWBHLNCTc/OQylr36Djw3/GSRk+zeIMApsF3f0WtP36DF3kIu3v3uE3QgV+lUWyffEaSOsJFVNtLcR/jk02esb82JgCXg3Z7aZMtMA0fO4QQ0kMtWBDpmAVSIhVdkEY6HoxiwRl6dAAAAAVI9OtPiI8CHAD2S9JPal5xziom9UqfrgwJDBwygmkja+sNO8W7Ukm2QuNJHPS75Mh5b17ZE0rMSBwC4gcc91E+udFgNId8q/hPz2PY6Qp6EA9SsOr4Kc+8AhRfudn+jXCobXBJjoHLtC8KFt/4KFaFx4D0e2sn5eD+f9yh+tP1dKXx5Z01mXqjk3ObGinURcwDkKJjj8GA5yvsiAcX7fbpeWF5Bu+MOV38Vpep4gKnnsCrMVTvk9uVRCi81ZHLjDNgBEHr3UMCb9XKaa1xzfirl0rVJNezMAGeJFj5DT6R+tUEAalXnkpb28lFRCTvyVRPlV3fmrVf6DDRuu+CEkJ6wBR8VROJOGdgyqdPgV6oP8WHAjU6q/p7jX+E+ahLIV/Pvbx4OA5FtQkk7TmSSohMsNipOZcoBfEAGn0rz9xEWLWzDS/BWk0noh4CtrDCXBxaA+Yv0gStbjpyV7zAJci8y3lF5cPnP4YxrBHenYn3cFvJv7WVQ10ehHk+YoCjIEAu7jmIoj7HDFcht2eO45bO2S9IDx5hUxeVQBjJwfMJd2bjgxoedoQ/FD2RbCBRAgG1gvnSO0Q8vzYhFie5/251TvPZYMgj/gyTxWunQr8tnJSOYCUmp5EiYX8G5yFCZKXbUdfk/n5HiHLy9C1qUeGDw8KNuLVqDsqoYnzwMnnXSTHxUANGsQQR5K40KYxEr+6KNTE2RIxS69J88heFoFEGiTy0ApsQYdW0RItyxo7UarfQxKLWPI8hy2ChGTl3tT20TIP8WWCN8rcuxLrClubdDRY4CBwOil93G1IAHuwQbmyOoM9bJZvp1bs6Ns5HKOst6SmiUU9Ht1CUXrRUz9q5y2s4qpk/RithFBKRBbpJ5dXEnggJq1ZYrm4bO+yrIlNNj9de1qwrlxsoQSQSey+K5k4saO2rFtW4Mgkkm2wuTvGrPdAN/btMeUbELZ+xv7esKa64+/uh8mHqhnTiOnBEYHpeZoPUuBs0XYBKSSIqI6UyEUgQ67LUvPZ0KeMhYMfwpcZaw06uCWgzbgklFRKiz3b4dGTU9CJ0658CK7NMbIu5OMHx0uGW3V8xfchWD2hpcEyZJn9T+p9C8ItXldM4qtRKjUQMlvPywPWJOTcGKJo7IsUzzdFza781ipcvQKrXyzioaFd9uetvd5VKv7pv/Cj/MmLuTo0rSHPOXCwZzt+ICNOMoIOr/jz32Ywk1oqJdqB8viIdNZvzJq7Z7sapqnx40PH01SPOtBpBg6nQTWTdRawrqlPjZ3LRIGopj+ogAl/eVeIJi5xShjyVt+JuykKH43mGW+EIa9EJca3DRysG01kVNreSTCIugHgcmV9qwy8gBrv19INSWhpYYQsn+MWSTPUEzbLhx+uN2TJjQhYtZwr76xohFi5DQeCoDLixSyTk8l6BNI2ajEZIUKYrnVSnLzwQoMeNsNJ+5iw/VcSYX5KyEGkeg+SU4HbTNs849Rvk1meTeObUpmPqmhcixgqpLfpc0TwdZLoK7GXr0hq1JDuTU2x8gjbHgmYWn1UDcsP7EKSM3tpinEkcAjwqiNYwL6WwGvseKnxWyUlSJhbQDGp8qJSf4gAdb9FHD7Bur3KBod8hQCdrXN3zHoKUJPvaMyy7EoIOEOy3LIxbJTZJy0FLHN5O7NILGWdfdjOS9Fvlh9UIqdOAAAACOj6n6QjOCiaFqNO+vunn1dngScY+umjaGgGvwL75kL2wjs8nD2QwOj1UhReCLlc3mMFB6Av+G+IiaZgUzdc1dUPFxzGmXS/TJYyJcDvz6v0xeQX9Eve9F3ob7xwEO/YgX/vISxZ6gyL/Xp7yhBXOuij258aqhREFSrO/JMrSplGp2sjGdnrVq/a00+rO1s3gwDfzGaXZOwtpMWQEd38FLQaxnFj8HQWp0RPOEZRYMriRq9rgrZXVputaGVA5OVxWu09OA9xQgYjQVzAL70Cynl2waxGH8mrQg+E2WUTpJQE1Xbp1Vhc1lzHvcpqZ/M5FuQ7ZYof54JKqAwSUTDpdsMok1obEl5UARmK8M+R4dWeL6h+ueMqTDU0wE8OX25p5HdNW2La/QUX1TlIADwr98lJ85YVKo0NZ1ZK/A/HTKSDDYa5knspokAF6qtvDZ8fntSeBiT2loC2tvtpxyfqKKLgg2iYQ4CZEUaPK3aZH5hHLc+bVeVVHpMhupU2hzwXzcD1LxDRu06jfE4URHF4AeRaw0jZboLSkAtJs/fQZq4RrS1iUclcVLmh06L5pcxmcewop9bgAfOLsbkAnXnx1TC9ctIQYC9zUvXSzBw/j6ZHdiXautxgrq1QUupdY8T8frrHxNCeHkXKHunJSjsG4mb6pXM4OGI9qD66gt7I0AbaiXaW+1rIpmBYc2c4Lu5QFGCsRwr8rT6a3nHHDPS9Tp47gbQ94F0xaRYKdcJLVmSp78NtffjDSsqvokFziHlbOh/Akvxxzm+pK9SuDXc1FpjPVI89BVsJeH0H3iwc6bk3tAeIAjFizuUwBYi3JQojkbQtIQEGrx5Hs/Lc0zmG5d1XOJaVXWrLFo5oUSFWEKqbmdSGeTdkmzXtNTwizl30AAhJedNdh9lCjjEBLtAHLUwPeJHffweO0W7v9KzQ/nOikf6/dwdkg/viqx1pXrPEkieMqtK3BWhbjXV54m3OEKIyFfX4XaikuBU9nxOgPVWO+LLIbRIqLKk4eJfEfvY3UEqSfZjuZVVMa3gMsEFZNbSe+3M3U+NxQ8UKyKGf/yOhd+lU4iBe172si4LVLKaRE5KKS38GxGt6bakc1gAKssLPGhgnAYcD0xYj8lJ8rkgbeWoxZ/5+eJ0ebqTQQ86038PR672KQkPSvryuGANLI5gd4lxTHMbCoVqPX7WEYkt1Qh857de8E4vKCNyuf6cbsAVA/+3x/e+eb0z790J15DQLhE7YqbXkxBze/M5YTkbgWRV8LKrfqdYel8JkGPTc02vDkJjHqimHSPWyJynqo98vtjMCsABIT7Rif/6/DedK1jT1V04ULb1UtnALYIIVayiSyW9Ss8Os7heMAAAAOtw/YuTQ+IkEr8nLI8NecD6fdlGfFObnm6FCGjggOtmkB1uDETVn7bqeCYp5jDSZqhq60wFq/7cwQeZcjOMHZ7+3W2lgzjwEWpR4+ArCx0kCB/1z4pDhu3q7clRDScifyK55ZLJ/CQshARRRa0oswb1DTveF3+ofubK3Gs95hzEpPN+nthCdDcgTXDlgBy/hfhzFNN/GjME2z7Cbjs6biRNt2918/euvy8U+bTnNoDddhBb8gKmiV6hnSmXB/kPg69e9aPjdaJ+d2fOqxGH7FM8/kIRz5jssoAfepnlNuA3NnAXfsBWQm2n481Mq/s39ESudKSxHYoxPWrIrVUqQX8sAXK6Z+t7yvZ8pbjtF+C413UCnhn3+4oFJT7wVE7V/KkcUyEg1V6iEt7+U8/7yXlfc7b/z2wB4VhZnku1jfS+Dph8Fl/t/vBhIiX5EW5Krg3HdOc6vyi1Ipe5WIc7/sOyOBigHfTCUnsTad7Iq+eMri2jYd4NQgOsO1aBWG+JRbKyUOpmsMTAKxG1hgFJbP3J4xogxyYgl72FhH611hmjOM1ubulvI126N2ULGq4gDQr0DP4Z3xR1ApkVP4J9Zz6ghbmAjiTUfuLFqT5vU+5kYBxAjrHn7UGHt9R7Ttoyq4pAdz95liV0IDbmFw8un0OYzDbvIEWwsq0L0GlS1q4Z/6GZUxFJ9AmM1gQatu8Ar2UAEScuMUVPANyA/ldQPUxc3S7HHMoRRF9n/dELauN4X7+BoqR8mwlIVJlwTc5i7rQ7QV2y41mj7KZ92OLvfJVgPN53Zvv3Xst85IZU1cpIvmqx7Jp4P4+qrxLyzGE/2nRCd4TIExyDc3NrvpEzUfQbB+zf7Yo+oEAC6C4m334JRGY6HXxHXwdT9dCUcrzt6Ev2dVkQYgefARJyBBoZQSC05YuJkrNtOS5NUmTzI0gYhLrZ7BB4b1rxqz2io99e0+9zUH/NacZTqihJtJIyKlzAi2oorZgJzaII0bw6hAUgVBSp4NIDVimS6qypvvUWd7QUOdiC/WJlylcFBqgOCDicxIJMll85yCYx+h3VMcUriF9tt0AtwHfue86sUc86000GLx3wYMcKX49uY50Z162rvglZ0xS0kQ3ZkqddcgLTl2QQ40MLzOVT9n4Fl8I49YF01XDvrbbOslx8xhdIrwlhTOLC/VxWsbEaqzY3Ub0jVf4fQpG/rWq4JWaEzghLt0SsZ+sRALw/CENzWlblSUiCnIOSF2ONTekUMBiLuCU64KMpUdXWugplcJ3H2jH7D0sMDLsbAAAAAUv8u2p0rK/brMlwyfNp+SqGjQatLUH8h6Ql64aoPGMF6f1LvVT2uegLw5iTTyMiot88gTMkWGvtSR1qMPiIsWujX7qxMkYquY2fVrFL30ueMl8ilUm8B3ubBVmXQcw1rGMEb8fyyT/wPis3ibdTJuZ76vkT773KhBJBCWpa8QlEpixvhu6I0mkB/XzO9+uxm5ZXSkhdVmuQz15JggS7Lxik52rVRphtCTLs8hKqVMI3eTMYxK2Rykv4m/c6bzmX76EZPr8fQ1ZgXtwh48f4sHoR+FDKvltHTrkplvQPBiQsYd5H9RJqTZGtcH3pvxugNOp8/0Ej7Qd7e1zSIExLGA25YXZIVoGuHxVYZP2TSnwGb2+cBwccBxZ2ndfrW9UhNynUBuPMcpjT3rD9nB1yWimpepS+Nn97jwg5MPrAvs76A7R/9IAnRvQ1rvBS0xvFy7PnPIV2HRtDjv5/DBVw0CRxxdz/2pEM+EA9j1a97/+BlK6k23pluMu16q5v7U/pXBjb9gArWmHCivyk7MuVQSPQP0t/j0UdzL649Ax4rfrPhrNTILPYpxybZI1N0g8jJ+GwBO7JDTiQnDQAAAAAAAAAa+AAAAAAABFUEmjBYpB36wYI/kBrOXXLDGzCfwxRVKPTKWBW2JqECeuf0ei8m2n3T9FAgZFYIXP+3v2QefDpdFIu5tJB0AcD3KMiAAAAAAA7MD2WcY7am34QsIiT5jTMeadqA0aYnyyBaYQwOnMZicyo73Jy9vI0dQKz+UJ5RWcv/4tnt6FyQQREzM7bCSv9lDsH+kcwyIi0BcW5cTG5u2rxFQnbzEEHQgE6f417xHM80MOU4OvuT9jZ0diHYhx/Z/4HEQCkp2DQEHB0PN9T8RoqvJhQty8IYaZlnRpkInmaeDBUFQUy6DRyEep/PB6pqeLUoT84V5HoPMVxjWDBshbia6yg8oeefhM6XKd4cZ4S+v8uqbXqJEFUO8fPHT/qpNqWAvI+ErhGFdsAh6lJvdaK+HKS2MjsP1JYq9XdFWc3veZOLOTMGjJcLndVykE2MnYlA+pOmu0dUEMfifx26cr1FY0/AebnTjrWGGvuEDBUMzpTIUjEp7EjfiBO+zyMdWKmztPQA/vv4qaHHAIo0/lSONIa/m5l9roVFcLeY9bBtqTMD80lRQ4P40BdSZzub1WmzZ/rptcv+hxkX5SCtb4Qt1YqSCWKpsIgOZfYd52dOWXMx36WcNQGb7qc4X0pR9zqnRTazxYZ0Km1I3Gg02eS0ZvAA6JVJAQAAAAABTcTT1BREvWjXowiVgO/XWIci1p4t6+q6ZIa+0kmuOzbze4q+e6/VLQm5teqzTZKasyN+sQ4vZy9zla8krGP3g4a7rvdzykmgYuk7WeSb+vtLqyme/BabLAxvtOtPCFmI6NR84dF7CjlQwU8sN9ph0ZBl/pn2S6Z7W8OsBT6Zf94B2zkRJGhDtGYx2IA8xBi+JXSAdrblzZC3kc/MLK4yWKWOGvHNeJFtoQb3Ez2XR8tdOByHv0bj/+N8PnFq2CjxJzi6ko4WjSb2sbPIJlxa9V2RHh8Ot+ontpNoKYb8lIRiqijWGKX3faULynrDZDvweuCn13EOipXiNgo6OMLbC1p6r+8h1xGBBMz8H2iAQ9zYO4ntNLo2I0bo/miFcwYjKqIXeAx6i9oI8dernm3utENztD6ToKH1Ui7ibTDqVCGotl2RJ8SLvoGcb4LvUIfScx3E1jWwCPbKZiSkZd7FyYI5MSb4vnFgod1tRlmTuOcjXnmaikZVBBoWzkMz62qOAx7JcKDgd++DL5u2JnZeXZUs732tiwvJDOht/H7rEcsBh/aTA3gaay6P7YO7zR1bMSqGkhEY+umjfC4OsWMyzE/0DXkOvqviWTmudPutH4EEL6myvk23a6N2V2dlNDOihF+yyLKQy8A8MgXDBUSP7EWa/hQHw85YadW7xkLV8BnQWLCms5fpk1uTvCs2FYR2zFiwDJafY53dpp4+si2SnC97kZVHlbnbeMc81HMlkCluaf6tamqhvHg3F3apjGKqTJfmiLUrXZkkCCumxLGQPg1QbzBf5CclUpp8aNaPGMuthjdyrqn2DaJZZho8nP4QnYD5cAAAAAAkX8VWqhMvJHtFHXm0FQ1p3YuYY8U/xqYhgOCZTVhwOUOpApo1HJhbNUGl+tohZC/xeUDQwOVGMULfUmHn9tvRzWgAOtfP9ZpNao/vW8091MjkMoRcbBm+mVODj48ZQ3INxlYSXaWDZr1d8nMGnfiVJVuzDyPy7NUZN7nySz8XjR29fpbQKksZ31zCzUMnG4xXskSZQPhQbF1d+JTcZ4jOo3JnBhp/bvM2lNniY46qMM6kGdYb2KDqYGQrELQvJVg6qtMropWt+a/RFn2/bWNpyUP7DWRhgX4hCVNkTQ5+NJiupOyQsfjELoKowM1ge+/Pgn/PHNOQzuc4mQHikR1uAriPqK0l8bAlvkvK2lR7QIlk1tcaK0CNNKBWHl8kPRJBXmAXYXoj3rF2IaVaX7bb3Nb5UsC1pUScPM2oyL33h1NB0mrNQDMKfkHjfIhpejKKhUb6DYUfyk6sIFMT5uKxzF1bVbSJv2ZWK/ETFDNP0HcQRvBLE3mFKYbjNQtxhqtrv0fjG/fbIaPvczdOYcRwK6zXFbAB1sUCxzpp8kVF/jmQeCuR6w018Dbb8mcz5qsZhlZ2mMF6fj24iLoI1zG7ptxwY+btZJoKLMgLvKHZ377QrRhS+2NEsEqKjnblzI9HIEe9WGixHLYpsF/F4V9s3iCeJjxIskOPZPpyPchjUVYn2j9WxqTH2iDV7L4fg83ykDmOc1UvXl8Z2WqJz6ipMJS+rMkekCrCiQJyi4YRWVjYybL89hq64GDNaPCs8pvv/tN2HbxyWic1Do1IORjHz1fcTbE02qiRBq9R6M2WytUbGJ/gnyqekQjAh9G/hsyIrqSr1mgMVaZEDUQTZb3bxv+pwx+XYRtH0mSwSznHG83K+sgpwufgnbmK46fjSXykF0xxK7sWbLwtGb+m32MQfHOFzvfUcKjT15OU7f3awb5IOoGTsqSsFZuj/Zs6unrZNKSHzZ9z6+9PH0ZO3oKIJ7QeYA9+6fG9PimiuMeK5wS2+Xt59Nyn4X2Mw8NYB+j5JmoYYVZp//fU804CfH+2elmZx5M+Oj9rgpmvh0J8qs39ShKTB15kdbLJkWrH/IQ9w1EfuTg57HohmNT4SxA77x+JvbiFszaeiK2MEY/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# Productividad de desarrolladores y agentes. Medida, no estimada.

Descubre qué entregan realmente tus desarrolladores y agentes de IA, cuánto cuesta y si tu inversión en IA está dando resultado.

Algunas empresas que ya confían en nosotros

Mesa de trabajo 1 copia

Santander

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![Orange](data:image/png;base64,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)

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)

Más de 100 empresas en sectores como banca, industria y tecnología.

## Gobierna la IA · Optimiza los costes de la IA · Compárate con tus competidores.

### Foreworth analiza el código para medir la productividad real de tus desarrolladores y el impacto de la IA, de forma objetiva, empírica y estandarizada.

Lo que obtienes con Foreworth

✓

Token allocation

Distribuye los tokens de IA entre los miembros del equipo que mejor los rentabilizan.

✓

Justifica el gasto en IA

Con datos objetivos del repositorio. Descubre cuánto código realmente llega a producción y cuál es la rentabilidad de cada licencia o agente de IA.

✓

Controla los riesgos de la IA

Detecta a tiempo si tus equipos van saturados de revisiones, si el conocimiento está en pocas manos y si la deuda técnica no deja de crecer.

✓

Monitoriza tus proveedores

Compara lo que cada proveedor factura con lo que realmente entrega en tu repositorio, mes a mes.

✓

Identifica a tus bottom performers

Detecta, con datos objetivos de repositorio, qué desarrolladores —internos, de proveedores o agentes de IA— no están produciendo.

✓

Conoce tu posición en el mercado

El [Benchmark de Foreworth](https://www.foreworth.com#benchmark) te permite comparar tus métricas con las de tus competidores.

[Descubre nuestra propuesta de valor.](https://www.foreworth.com#valor)

## Tu IA, medida *con los datos de tu propio repositorio.*

Foreworth traduce el código de cada commit en métricas objetivas, empíricas y estandarizadas.

La métrica núcleo

Achieved Days

ⓘ

Tu IA produce mucho y gasta muchos tokens. ¿Cuánto de eso llega de verdad a producción — y qué retorno da?

Avg day achieved

ⓘ

10,2

Es la media de trabajo real por cada desarrollador en todas las empresas medidas por Foreworth.

Coste por día

ⓘ

28,05 € / día

Es el coste medio por cada día conseguido en producción por la IA. Según nuestro benchmark.

Algunas métricas para controlar el riesgo de la IA según nuestro benchmark:

1

Code Churn

ⓘ

15%

Es el código que se reescribe en menos de 3 meses.

2

Review Load

ⓘ

13,1 días / desarrollador

Es la cantidad de trabajo mensual que tiene que revisar cada desarrollador.

3

Ownership Distribution

ⓘ

9,7%

Representa el % de archivos que son conocidos por dos desarrolladores o más.

4

Tech Debt

ⓘ

0,45

Ratio de salud técnica de Foreworth: por debajo de 0,5 la deuda técnica se reduce; por encima, aumenta.

[Descubre las principales métricas.](https://www.foreworth.com#framework)

Cómo funciona

## Leemos todos tus repositorios y los ponemos *en contexto* integrando tus herramientas habituales.

GitHub Copilot

D

Devin AI

Q

Amazon Q

Windsurf

Jira

sn

ServiceNow

Ka

Kairos

SonarQube

Ki

Kiuwan

![Foreworth](data:image/png;base64,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)

GitHub

**Leemos el 100% de tu código** Cada commit de cada repositorio, traducido por nuestros algoritmos a **Achieved Days**: una unidad comparable entre equipos, proveedores y periodos.

**Añadimos tus herramientas** Copilot, Amazon Q, agentes autónomos como Devin, y las que ya uses: cruzamos tus herramientas de IA, de seguimiento de proyectos y de calidad con el código real — **qué genera cada asistente, qué entrega cada persona y con qué nivel de calidad**.

**Foreworth te permite entender todo lo que pasa con tu código** Una única fuente de verdad para **gobernar la IA y el desarrollo**: no solo cuánto cuesta, sino qué se construye, quién lo construye y con qué riesgo.

‹

›

[Pide tu diagnóstico](https://meetings.hubspot.com/david-depedroviejo-munoz/talk-to-foreworth)

Casos de éxito

## Esto ya ha pasado. *Con clientes reales.*

1

Token allocation: el ROI de la IA, persona a persona

Sector Banca · 500+ desarrolladores

Todos los desarrolladores recibían el mismo presupuesto de tokens. Al medir el retorno de la IA por persona vimos que el 21% concentraba el 66% del valor generado. Reasignando los créditos hacia quien mejor los aprovecha, el coste por Achieved Day atribuible a IA bajó un 27%: con el mismo presupuesto, un 37% más de producción.

84→61 €coste por Achieved Day con IA

≈10desarrolladores equivalentes sin gastar más

+37%Achieved Days con IA

2

Comparativa de herramientas de IA para decidir con datos

Sector Seguros · 5.000+ desarrolladores

Con tres herramientas de IA en piloto sobre 612 desarrolladores, Dirección debía elegir cuál desplegar a toda la organización. Los datos del repositorio mostraron que la más usada, y la más cara, era la que menos rendía: cada Achieved Day adicional costaba casi 4 veces más que con la mejor.

+12,3%Achieved Days por desarrollador

34 € vs 127 €coste por Achieved Day con IA

2,3M€gasto anual evitado en la herramienta descartada

3

Bottom performers: detectar con datos y actuar con contexto

Sector Industria · 1.500+ desarrolladores

Una sospecha de bajo rendimiento sin forma objetiva de aislarla del ruido de tickets y reuniones. Midiendo el código real y contextualizándolo con partes de horas y roles, el 15,3% de la plantilla no mostraba producción detectable; tras descartar los casos justificados, 65 perfiles pasaron a un plan de acción.

15,3%sin producción detectable

3,2M€impacto anual en EBITDA

12xROI de la acción

4

VMO: pagar a los proveedores por lo que entregan

Sector Banca · 500+ desarrolladores

Doce proveedores externos facturaban horas sobre una misma base de código. Al cruzar lo facturado con los Achieved Days reales aparecieron desarrolladores fantasma y un proveedor que cobraba 3 veces lo que entregaba. Hoy se paga conforme a entrega real y la cartera se ha concentrado en 5 proveedores.

3xcoste por entrega del peor proveedor

12→5proveedores en cartera

5,4M€ahorro anual

[Ampliar la información de los casos.](https://www.foreworth.com#casos)

Antes de que preguntes

## Lo que pregunta *Dirección antes de aprobar el proyecto.*

¿Quién utiliza Foreworth? +

Depende de la decisión que tengas que tomar:

- ●**CIO** — visibilidad objetiva de toda la inversión en tecnología para decidir presupuestos con datos, no con percepciones.
- ●**VMO** — una vara de medir objetiva para comparar proveedores y negociar tarifas y renovaciones con datos de rendimiento real.
- ●**Director de Desarrollo** — identifica perfiles y equipos con menor rendimiento para priorizar dónde intervenir primero.
- ●**VP de Ingeniería** — una visión objetiva del rendimiento de todos los equipos para decidir reorganizaciones con datos, no con impresiones.
- ●**Director de IA** — mide si la adopción de IA se traduce en productividad real, para justificar o replantear esa inversión.

¿En cuánto tiempo puedo tener mi análisis de productividad? +

En 8 semanas tienes tu primer informe objetivo y contextualizado sobre la productividad real de tus equipos, a partir de una muestra de tus desarrolladores. Nos conectamos a tu repositorio — GitHub, GitLab, Bitbucket u otro — mediante una integración específica acordada con tu equipo técnico antes de empezar el análisis.

Principales objeciones que puedes encontrar al medir la productividad +

Oponerse a una métrica nueva y objetiva es una reacción natural, sobre todo donde antes solo había reportes internos. Por eso Foreworth no se queda en el número: nuestro equipo de expertos en productividad contextualiza los resultados con cada equipo para identificar ineficiencias y mejorar el retorno de la inversión en tecnología, sin señalar a las personas — el foco está en elevar el rendimiento, no en fiscalizarlo.

¿En qué se diferencia de SonarQube, Jira o el reporting de mis proveedores? +

Esas herramientas miden piezas sueltas: calidad de código, tickets cerrados, horas facturadas. Foreworth cruza el código real del repositorio con esas fuentes para dar una sola métrica de negocio — Achieved Days — que ninguna de ellas calcula por sí sola.

¿Podemos medir el impacto de la IA? +

Sí, desde dos ángulos: ingeniería y financiero. En ingeniería, cuantificamos el impacto real de la IA en la productividad de cada desarrollador e identificamos quién la usa de forma más óptima, para convertir esa forma de trabajar en guías que eleven al resto del equipo. En lo financiero, calculamos un ROI claro y detallado del gasto en IA: qué desarrolladores son más eficientes con ese presupuesto y cómo extender su forma de uso al resto de equipos.

¿Cómo aseguramos que el algoritmo no es alterado? +

El algoritmo no mide volumen — líneas de código o número de commits — sino más de 1.000 parámetros sobre la calidad y complejidad real de cada cambio, así que inflar la actividad de forma artificial no se traduce en más productividad. Además, está diseñado para detectar patrones de codificación anómalos frente al historial habitual de cada desarrollador. Y antes de llegar a ti, todo dato de productividad pasa por una revisión manual de nuestro equipo de expertos, que confirma que no hay alteraciones ni desviaciones.

¿El dato es comparable entre equipos y proveedores distintos? +

Sí. El algoritmo es el mismo para todos — mismo criterio, mismo peso por calidad y volumen — así que puedes comparar desarrolladores, equipos y proveedores entre sí de forma objetiva, sin depender de cómo cada uno reporte sus horas.

¿Seguimos adivinando?

## Decide con datos, no con estimaciones.

Tus desarrolladores, tu IA y tus proveedores, medidos con la misma unidad: Achieved Days.

[Pedir tu diagnóstico](https://meetings.hubspot.com/david-depedroviejo-munoz/talk-to-foreworth)

hello@foreworth.com

← Volver

Desarrolladores

## “Descubrimos que el 9% de nuestros desarrolladores no producían nada.”

Sin datos objetivos del repositorio, los bottom performers son invisibles para cualquier manager — y siguen cobrando exactamente igual que el resto del equipo.

ROI 12x Impacto en EBITDA de actuar sobre bottom performers con datos objetivos.

Cómo lo medimos

...

- ...
- ...
- ...
- ...

← Volver

Proveedores

## “Pasamos de 12 proveedores a 5. Encontramos 48 desarrolladores que nos facturaban sin producir nada.”

Cuantos más proveedores, más fácil que alguno facture horas que no se traducen en producción real. Sin un ranking objetivo, pagas igual al que rinde y al que no.

5,4M€ Impacto de consolidar proveedores por producción real, no por horas facturadas.

Cómo lo medimos

...

- ...
- ...
- ...
- ...

← Volver

## Foreworth IA Framework

De detectar el riesgo real en tu stack de IA a demostrar el impacto en negocio, con datos objetivos del repositorio.

← Volver

Casos de éxito

## Esto ya ha pasado. *Con clientes reales.*

1

Token allocation: el ROI de la IA, persona a persona

Sector Banca · 500+ desarrolladores

El problema

La organización había democratizado el acceso a asistentes y agentes de IA para sus más de 500 desarrolladores, con una bolsa de tokens idéntica para todos (40 € por desarrollador al mes, 259K€ al año entre licencias y consumo). El gasto crecía un 9% cada trimestre y nadie sabía responder a la pregunta del comité: ¿quién está sacando partido a la IA y quién solo la está consumiendo?

La solución

Foreworth atribuyó a cada desarrollador los Achieved Days incrementales generados con apoyo de IA y los cruzó con su consumo real de tokens. El resultado fue un ranking de retorno por persona, comparable entre equipos, que sirvió de base para reasignar los créditos cada mes.

Cómo lo hicimos

Semanas 1-2

Conexión a los repositorios y a la facturación de tokens por usuario.

Semanas 3-4

Cálculo de Achieved Days atribuibles a IA por desarrollador, depurando Code Churn.

Desde el mes 2

Reasignación mensual de créditos según retorno, con un mínimo garantizado para perfiles en onboarding.

«Repartíamos los tokens como se reparten las sillas: una por persona. Ahora los repartimos como cualquier otra inversión: donde rinden.»

— Dirección de Ingeniería, cliente

Resultados

84→61 €

coste por Achieved Day incremental atribuible a IA (-27%)

≈10 desarrolladores

de capacidad adicional equivalente (95 Achieved Days al mes ÷ 10 días de benchmark), con el mismo gasto: 40 € por desarrollador y mes

+37%

Achieved Days incrementales atribuibles a IA (de 257 a 352 al mes)

Dimensiones aplicadas: Achieved Days + Coste y ROI + Gobernanza

Hallazgos

- El coste por Achieved Day incremental bajó un 27% (84 → 61 €) con el mismo gasto y un 37% más de producción atribuible a IA; el ROI ajustado a IA pasó de 5,0x a 6,8x. Los 95 Achieved Days adicionales al mes, sumados en toda la organización, equivalen a ≈480K€ al año de capacidad.
- El 21% de los desarrolladores (114 personas) concentraba el 66% de los Achieved Days incrementales atribuibles a IA. Tras la reasignación, ese grupo pasa de recibir el 21% a recibir el 45% de los créditos y concentra el 81% de los Achieved Days incrementales.
- El 27% del gasto en tokens (5,8K€ al mes) se destinaba a perfiles cuyo Net Achieved Days apenas variaba con el uso de IA. Tras la reasignación, ese gasto baja al 6% (1,3K€ al mes), con un mínimo garantizado para los perfiles en onboarding.
- En los perfiles de mayor consumo y menor retorno, el Code Churn llegaba al 31%, el doble del benchmark de Foreworth (15%).
- El 38% de los perfiles de mayor retorno tenía menos de 3 años de experiencia: el rendimiento de la IA no dependía de la seniority.
- Próximo paso: automatizar la asignación mensual de créditos con un tope por equipo y alertas de gasto sin retorno.

2

Comparativa de herramientas de IA para decidir con datos

Sector Seguros · 5.000+ desarrolladores

El problema

Tres herramientas de IA y tres opiniones. Los equipos defendían la que más usaban y cada herramienta presumía de sus propios informes de adopción. Dirección tenía un trimestre para decidir cuál se desplegaba a más de 5.000 desarrolladores, con un contrato plurianual difícil de revertir.

La solución

Piloto de 4 meses con 612 desarrolladores: tres grupos equivalentes de 153 (por seniority y tecnología), uno por herramienta, más un grupo de control sin IA de otros 153. Foreworth midió las tres herramientas con el mismo método: Achieved Days por desarrollador, Code Churn del código generado y coste por Achieved Day incremental (coste total mensual por desarrollador, licencia y consumo, ÷ Achieved Days adicionales frente al grupo de control).

Cómo lo hicimos

Mes 1

Definición de grupos equivalentes y línea base de Achieved Days sin IA.

Meses 2-4

Medición continua por herramienta: Achieved Days, Code Churn y Review Load.

Mes 5

Informe comparativo para el comité con recomendación de escalado y su impacto anual.

«No elegimos la herramienta que más nos gustaba, elegimos la que más producía. Y no era la que pensábamos.»

— Dirección de Tecnología, cliente

Resultados

8,1→9,1

Achieved Days/desarrollador/mes con la herramienta elegida (+12,3%)

34 € vs 127 €

coste por Achieved Day incremental: elegida vs descartada

2,3M€/año

gasto evitado en la herramienta descartada (5.000 devs × 38 € × 12 meses)

Dimensiones aplicadas: Achieved Days + Coste y ROI + Gobernanza

Hallazgos

- Achieved Days medios por desarrollador: 8,1 sin IA; 8,4 con la herramienta A (+3,7%); 8,7 con la C (+7,4%); 9,1 con la B (+12,3%).
- Coste total por desarrollador y mes (licencia y consumo): 38 € con A, 34 € con B y 26 € con C. Coste por Achieved Day incremental: 127 €, 34 € y 43 € respectivamente: la más cara era la que menos rendía.
- ROI ajustado a IA (Achieved Day valorado a 420 €): 12,4x con B, 9,7x con C y 3,3x con A.
- Code Churn del código generado: 22% con A, 16% con C y 12% con B, frente al 15% del benchmark de Foreworth. La Review Load con A subió de 13,1 a 16,8 días por desarrollador (+28%); con B se mantuvo en 13,4.
- La herramienta A tenía la mayor tasa de uso diario (82%) y el menor retorno: adopción no equivale a valor. Desplegar B en lugar de A, además, ahorra 0,24M€ al año (4 € menos por desarrollador y mes).
- Próximo paso: despliegue progresivo de la herramienta B a 5.000+ desarrolladores en tres oleadas, con revisión trimestral de coste por Achieved Day y Code Churn.

3

Bottom performers: detectar con datos y actuar con contexto

Sector Industria · 1.500+ desarrolladores

El problema

Más de 1.500 desarrolladores repartidos en decenas de equipos y la sensación generalizada de que no todo el mundo produce igual. Sin un dato objetivo, cualquier decisión sobre personas sonaba a arbitrariedad y los mandos intermedios no se atrevían a señalarla.

La solución

Achieved Days por desarrollador sobre 6 meses de histórico de repositorios, contextualizados con partes de horas, roles, incorporaciones y bajas. La contextualización fue clave: separamos el «no produce» del «no produce código por una razón legítima» (gestión, QA, bajas largas, onboarding) antes de que ningún nombre llegara a Dirección.

Cómo lo hicimos

Fase 1

Detección: Achieved Days por desarrollador y distribución respecto al benchmark (10 días/mes).

Fase 2

Contextualización con partes de horas, roles y situaciones personales justificadas.

Fase 3

Validación con mandos intermedios y decisión de Dirección, con reporte mensual al CEO.

«El informe llegó a Dirección un lunes. El miércoles ya habíamos actuado.»

— Dirección de Tecnología, cliente

Resultados

15,3%

sin producción de código detectable en 6 meses (≈230 desarrolladores)

3,2M€

impacto anual recurrente en EBITDA

12x

ROI de la acción

Dimensiones aplicadas: Achieved Days + Gobernanza

Hallazgos

- Tras contextualizar con partes de horas y roles, el 15,3% inicial (≈230 desarrolladores) quedó en un 9,3% (≈140) sin justificación.
- De esos ≈140 perfiles, 65 (4,3% de la plantilla) salieron o no se renovaron; el resto pasó a un plan de mejora con seguimiento mensual.
- La distribución de Ownership mostraba alta concentración: el 40% de los módulos críticos dependía de un único desarrollador, y solo 60 personas (el 4% de la plantilla) sostenían ese 40%.
- El Achieved Days medio por desarrollador estaba un 35% por debajo del benchmark de Foreworth (10 días/mes): 6,5.
- Próximo paso: extender el análisis a los proveedores externos del programa de outsourcing.

4

VMO: pagar a los proveedores por lo que entregan

Sector Banca · 500+ desarrolladores

El problema

Doce proveedores, más de 500 desarrolladores externos y 31M€ al año facturados por horas. La VMO no tenía forma de saber quién producía qué: los partes de horas los redactaba cada proveedor y los informes de entrega, también.

La solución

Achieved Days por proveedor y por desarrollador individual, cruzados con las horas facturadas en cada parte. Un ranking de proveedores por Achieved Days por euro facturado y una lista nominal de desarrolladores facturados sin commits equivalentes, lista para el comité de proveedores.

Cómo lo hicimos

Mes 1

Cruce de partes de horas facturadas con Achieved Days de los 520 desarrolladores externos.

Mes 2

Ranking de proveedores y lista nominal de desarrolladores fantasma, validada con cada proveedor.

Meses 3-6

Renegociación: pago conforme a entrega real y concentración de la cartera.

«Ya no negociamos con percepciones. Llegamos a la mesa con el ratio entre lo que facturan y lo que entregan, proveedor a proveedor.»

— Dirección de la VMO, cliente

Resultados

3x

coste por Achieved Day del proveedor con mayor desviación frente al mejor

12→5

proveedores tras concentrar la cartera

5,4M€

ahorro anual (17% de la facturación externa)

Dimensiones aplicadas: Achieved Days + Ranking de proveedores

Hallazgos

- 48 desarrolladores (9,2% de los externos) facturados sin actividad de código detectable en 6 meses: desarrolladores fantasma, 2,9M€ al año.
- El coste por Achieved Day medio de la cartera era de ≈630 €, 1,6x el del mejor proveedor (≈395 €); el peor llegaba a ≈1.190 € (3,0x): cobraba el triple por cada día entregado. Alinear el pago con la entrega real ahorra 1,6M€ al año.
- Los 2 proveedores con peor ratio concentraban el 41% de la facturación. La concentración de la cartera suma 0,9M€ adicionales.
- Los 5 mejores proveedores entregaban 11,4 Achieved Days por desarrollador al mes frente a 5,9 de los 5 peores.
- Próximo paso: modelo de pago variable ligado a Achieved Days en la renovación de contratos de 2027.

← Volver

## Ten visibilidad sobre *la IA, tus developers y tus proveedores*

1

La IA

Descubre el coste real de cada línea en producción y controla los riesgos.

Cuánto del **código generado** llega realmente a producción.

**Token allocation**: asigna créditos a los miembros que mejor los usan del equipo.

Si el código es **estable** y permanece en producción sin ser modificado.

Qué desarrolladores **amortizan la licencia** y cuáles no.

Si el equipo tiene **capacidad suficiente** para revisar todo el código generado por la IA.

2

Los desarrolladores

Quién produce, quién no, y con qué calidad lo hace.

La **producción real entregada** de cada uno de los desarrolladores del equipo.

El **% de su trabajo** que realmente acaba en producción.

La **estabilidad y calidad del código** de cada miembro del equipo.

Si el código que produce cada desarrollador **compensa el gasto de tokens** que hace.

3

Los proveedores

Si lo que entregan se corresponde con lo que facturan.

La **producción real entregada** y subida a las ramas de producción, frente al importe facturado.

**Recursos facturados que no producen**: perfiles que no aparecen en ningún repositorio.

La **rentabilidad real** de cada uno de tus proveedores.

La posición de cada uno de ellos en el mercado (**Benchmark de Foreworth**).

← Volver

Benchmark de mercado

## Solicita el Benchmark de mercado de Foreworth.

Datos agregados de todo el mercado que medimos: productividad por sector, por rol de desarrollo y por tamaño de empresa, comparada en Achieved Days — más el benchmark de métricas de IA del mercado.

Este Benchmark recoge datos agregados del mercado, no un análisis de tu empresa. Si quieres tu comparativa personalizada, [pide tu diagnóstico](mailto:hello@foreworth.com).

**+150**empresas analizadas

**+100.000**desarrolladores medidos

**+50**proveedores comparados

Qué incluye este Benchmark

- Productividad (Achieved Days) por sector.
- Productividad por rol de desarrollo: desarrollador junior, middle y senior, arquitecto, QA…
- Productividad por tamaño de empresa.
- Comparativa de Achieved Days entre segmentos del mercado.
- Benchmark de métricas de IA: Gross y Net Achieved Days, Code Churn, Review Load, Ownership Distribution y Tech Debt.

### Solicita el Benchmark de mercado

Nombre

Email corporativo

Empresa *(opcional)*

Cargo *(opcional)*

Teléfono *(opcional)*

Nº de desarrolladores o tamaño del equipo *(opcional)*

Solicitar el Benchmark

No hemos podido enviar tu solicitud. Inténtalo de nuevo o escríbenos a hello@foreworth.com.

Nos pondremos en contacto contigo para compartirte el Benchmark.

### ¡Gracias!

Nos pondremos en contacto contigo enseguida.

← Volver

![Foreworth](data:image/png;base64,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)

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![ISO/IEC 27001 — Applus+ Systems Certification (SI-0705/23)](data:image/webp;base64,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) ![Pyme Innovadora — Ministerio de Ciencia, Innovación y Universidades](data:image/webp;base64,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) ![Financiado por la Unión Europea — NextGenerationEU · Gobierno de España, Ministerio de Industria y Turismo · ENISA · Plan de Recuperación, Transformación y Resiliencia](data:image/webp;base64,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