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ERRORI FORMALI NELLA POLIGONALE |

SNIPER65
Iscritto il:
19 Ottobre 2016 alle ore 21:33
Messaggi:
2
Località
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Buonasera, mi trovo in questa situazione......eseguo un rilievo misto GPS+TS rilevando con GPS 3 stazioni (900-1000-1200) su cui in seguito ho posizionato la TS per completare il rilievo di dettaglio. Da una di queste stazioni (1200), rilevata con GPS, ho materializzato altra stazione (1300) con misure dirette da TS per completare il rilievo. Ora il dunque: 1-elaboro il rilievo in PREGEO senza inserire RIGA TIPO 3 e la diagnostica mi dice che in presenza di poligonale.........bla bla...bla..... 2-Inserisco poligonale costituita dai vertici 900-1000-1200-1300 mi dice...errori formali nella poligonale n.1 -eseguire il calcolo interattivo!!! Chi gentilmente sa darmi una risposta per risolvere il problema? Grazie
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Autore |
Risposta |

John_Pippero
» ACCOUNT NON PIU' ATTIVO
Iscritto il:
20 Novembre 2014 alle ore 18:17
Messaggi:
563
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Ciao. Le poligonali nel rilievo misto GPS-ST vanno evitate. Considera nel libretto stazioni lette anche col GPS, TUTTE isolate, (senza distanza letta in andata e ritorno e senza punto comune) con punto orientamento letto da GPS e punto rilevato per ogni stazione. Saluti
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SNIPER65
Iscritto il:
19 Ottobre 2016 alle ore 21:33
Messaggi:
2
Località
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Ciao John grazie per la tua risposta. Avevo già operato come dici tu, considerando le stazioni GPS su cui poi ho stazionato con la TS come isolate senze misure di andata e ritorno mo niente da fare... Ti allego la schermata del libretto e del messaggio in fase di elaborazione.... 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L7fXADmG8Buy7fBs54/iEdUzMr+Za5C12/ur7IskVty/2EtwP3knirF78uhftJbPTi7V9s9mITGBvA3PydPYdvAM/Er07xD1PdZ7j3dN8S8AUcVPmjrhNQYmgXqGRKEWYP8nqCPnTfR53pf4bVJ+rj0LucHPkkR70y73q+7KQOg3XuoRc5wtJV/Z4AqnDG44s+8/7kuoL3m/0N4Pn35S+UYOM3NoBdx1+mmsoGcIpEF+j0PQMGpRnQTxIoO7wtyPEUiaovBPSJeNpmMA6Ori56NoYvDjyKO+G8GBuTnPcd+CBec2HonKgDd13Ok0yDT4RxP5J5pK6TIz2+kQ9QakwdBBxSG/BgpwmpsDqy7xvFhRz+09iGDNuIwwfnDuJItOzFE6lnAFA8D1n/AUhbxbkIn6RchVyUhGIVVWIqoEwUOljP4KpQ2AQ8m6qUnq9rPRHBKrVsqHfJ05J4DkF2jnHAvg+Z9tAhUaZlaglAJfZQF+xgEPlEe3r1qtpYYmuDIURkxbKPceiyky+l9iOLL5GIrdJ1ccnRzs4aej+wvThkzGgHRKkE/RtyItcbQIkvvtb5nn7Pc1j6SkZ82gfP8BC8OryWR1CAkl+F4treIfwHXU8v1L5MSCf9iCQwCFZ7aNiSG4PEyFwC6beQve30WfD0IXydc5ruZcMOCTMDckBCBmU3DNa+VE2Cmiaf9RF5DpQxGdRZyWPht8Eiom+1dhDYn+Q8lrzkW+QTCo/gmgGiryP0yr6H8WUc1hxIHzbQeR4aTxozWo90L+rkegXZ5S84Muxx+bYu83Ad8mCdoPPQGPcLkI/KQQFaA6lsEmuCtiCvsHVygXVQnRFE3kzoOoUPO3h/O/Sww+yEb/5HeQPYY2hPKYWiw0E+KVGABxT0o76Bvt3D1l7TvnzssfaG179+aAO4sxuzc8+5wOZecU2ER2OLLTez5+68XYSGgQ3gH7z3bbbny//Z7rl6LnVlw1ddRdKG7xI+RgAB3ZvC0o8CowOYwTK/hGY17UVhvCMMWW/+Qjet2xD2yDp+1Q0ea0d+4D32/i9/o9sA/uQnP7lk7lw1ZDwceuihIQ3jL7YqBxEHCAZgymipf8FzAKkh1UZagWv4HYxBuiKloBZFsBMG8oAcF9k6Xzils4pjRvcmI5/MQqKZxw2lCfu0VN4RVlQvy1wYEs4QLHUrzD/UI+BHttcP/i0Tq1NekOrJVkchF5OSFUs71+OGj3nAhlwTOOXCnRb5pI48XPavE/JTHNTMm3EKyDZ5pIEcCLNiXzDCFsj65od2GBCZPgZHfQTTBKMxmJMgwtRDp5nOdViA1KciS2FOlOg3+YOxZFF2sQQBoc/gSCiSRRPdORFfwQ2KXBAaMrSFR07G4n7uUZmTveswSfsHMs9Dt+GNtcdjY5BvifLnnbHxqw3h6dP1U8F461cTOy4MosyHUxoYKOHN51igEDrGhyHrA0lyxtRcaZU45ZJnBeYBDqYDwyyYpkhHRaALSEq7AQymYfldsBQTGC4/EfVGYnAfQzzH4idDy1tj3ATQm8HcTIANNgWYDguqyG4csFT0j9cBfQ2ZF+zYANaY8DA2falzO27+hj76Nc8L5Kg8QThMUAFUUQdxgqkrHjFx6NojuaSLCByLSSD7WvURJPmxUw2B+YNcxjzH+QxEWdeg2A/23sGG9Rjj4Q/I6Q93Gm3kJ/mq8ze+/sH5VoGhvmrpiLoMYkg9jp1QRbqI9o+fICo4qp7h66k2YXkxVFNvQOp4I40PdHlNYH/qnJG8KDbV4jzCQzCSbk6YH+JCrkssLda3yCFV6IfGg+ZiSJOznxDIIsfjBCjnSg9oa4g9jFRGOYlKHlk0zoNM0rcdXZdROqDWj1Ovkejnl+dhTxvZDeZabCD02jwBPBOMO44jn5857mKc4Zcd5mOD10kbwffa/ff92R7A5q8TwtwYdtLD1vn6gwX80Q+4j0vmi08ZnyyyyIkqprAewr7uAzTRZ6/CMT65MeHzWHnr10kbwdCHjRNv+CI3D4bknMWMqkBVx9HRHZYWr6K83BAcQzK+mJsZdl7GgepOAxzRFvJYv4SuBGqEekRMQV2PHrJNA9GjrIc3gIetRpfSOW50PUanEpbmdGHc9hG5Fgz0TCdK56iLp+nk6gPjievkmCh6oJjxS+3HZChPQ52jCOt85boiOSniwEOPpExey+Q0KuHQCJWA/EMMqT46Qq86BbIs8tAmw30eOY/FDkKVg+algLQeG9ElX3wpU8svwOtsoJZZTvA6PXURppx1hEMVIyAd00Yw6ljiSwZZbhcD1A95EyrfqVJrKGHMOfN4jHd8wLGW1lyJjV28DRybwbH5q/kUbwJrXsX6kX9U4xyEOBSQ4Zy3dG/Kgh2ar8ZD+gxg7bHOoVyPRfzBt/71U70BvNB9y81fEGyclA4+w3qJ2TJ9ouujCqlzrnsP1N+vG34fiTeA+e+FZoGvZHPiDWBu/mLTlxvATnPm8KeisfHrmWgDGHmh9XR+gKLCdduLRc+2kyX5kYL6k/4GD9+zH1zBMOVOr35Bn6esNjI3pJFAeZnQd2jwCq7qRnuiCmc8vu4Xrk2w7h3aANbbvtwA5kZwbgDjDeClbwCTWBzKoBgI/QhdjaXFq4tG+1D9PRAnx3fa4n/nIZbYYgQgUJXvop574YsDj+ISVD71Xbz8gyA4DSnn/FI2+RByWX6sykI+WESFTmVEfKQRuo2yLEeQtj4SFHNc4gBgfIrrKy49BY5tckaEvR9kqzBtQ+7bKCyhhAbQ13QtCcmZpAyn9xzRbh5DRtl9fySyXjiHIetcznMdHAasNb40jrwDylaaughZDiBsxfzohHrpvtPJOc7HPldc2qodUVCd3zjIuick4qhUJezfLh+myshAFejpwzo3qxyY/wD5K3SYCwEGUycOwN9xo8B0TOmcrfMvZF1jZAN/UGYQB6SIuAFEa8J3fasyLpzTvwrR90B9DqaMQ56jOAymQbj0E1hppoS63dRFMLXyRQRcgEhfUqCyB/l5EJ2uXx4QYWfpa2HAzoNd2oG4ARQvpB/pH3HOWZjjOJYV5p5Bjuv0U+EJxhTIp4LGXAQQynqW9ii+6DN/HEs+qF+IVUkZP+jXgSDhV3mV14vzQNaDIqSujmKdLEI+EBQHBnvNRV4n6nUeZX58fk8OW+gVpzUInuN6BNYhsdbkesX1+CND2GIDmM9/UQ7zCRuEUQbzU5moEOZ9fVAeCJLH5/XAwzleMh+XPF5hpoUNNp7987IXHcA3gL/xH1+3W279LUxLnoVTSTF0EXCESQB5h9SLSP2YPeJha9mXv3ysvf51r7Wbbr4NKsSSy07pPv2JL9hJ3/oC5fHwvOe/yt5w+KsjBPiY0Zd4+Fpr2JnvPcL2ePlr7a4rL8VOCAlllY1gP1DnyJ+BVhzuIWQDAk76xX/bf912T4TMnvno1e3Ax/2NnTiOHsBspBmpe+MX9ctNYDzPxtKh2IW88kZPtHcc81475vgT7IzcAD700EOXfOUrxzFwwQVm221ndtRRIgB8++0vsLvmzrU13vAG6u7aYgtb65OfpHzf2GoacO5kDJiUu0HrhSCMJrPV2XQg3Vqj1slW/af0zCf0RCWWSUdiHjRJpR4H90YvXGaL5JUKlp1a6UIxeCOJCaaezIASDI70I3UIpN4BEaTm6UirLNO/uFghL596ZYwY8FhUQiz1caYLHSZqsFiY5CSOyVsRnlvqXI7JXfkgnl+FqctwSkKXpsNAkKCdc7bQDyWNM8RkObTSV9Gu4zaOBgeRE4kmNExgOu04AcakB6QMHgpxAmWKs1wQfS6d6qswSklZqPMZRk5EnRUqAf2ALlAkCL06Ct155UcybxfbirDi2MaMo5FseCHBG8Hc7HWOv1DHRiE3hXUDDltP5HbOkQYZ0beZV9d2+Ex9hzEjHcyRHgLNMz/GQc8YcqRjJunR8HO3+IK2s0Z6tRMB5uhQHkyPEPOjIF4QNt2BKGYQIk6ssylAe1gbCqxPB9mr7p6Hp+e5hptybhrgwf8i3ZxjA9g5f5rWbfBARgsoT+pZljYQ2V6Bnsz+Rp9QFueCogqLu5XL7EtkBB3SapKOPHsFDEMOoai2RR1LxVBHbKhGsACKzu/0CWSgknvpWMeqRgjm5mxRJvoK5s9yMN3nrx74RRL9AJ27WA+9/GLpMnsKm8AsRHlphkFYvkMZ9Vyi8Yxv+LBCZLF01O119IIlMCmjArSzp5ciwAoHUghe1zkaUKtWNPot8RC/0nKMOeEahQ+vS+hL9qeuUTyfqhttxnGDTnZKz552G+9ZbxzSsf/SBerYrt0j/dAPjUI3NwFLt18qWC8KDI4CY3pODO91hz7G0yMjVn78shCvWOea0KO9VRoXK08GlhYexIj6EcPp1HcDMZF8MJdiA0EVXzo8kzIeY4zxf067vHAh/s+eNoDxE894sIr/A4w3gPU/gPHA9T6Pi03gBQ/wD4LwoBXXAOShOUvj1L8sUKxf+6hBCsMI+7pV6Ae5x+cw55j/c/OXb6o5L2+zUafNX70J3KUF19XWBS+Ga7AR6LQujTYZxqCdF5Fg37I0nLeoSYecm6HndQ2x+JZ5uosH6odWGdfDYHAgnMj8JotB6yG3jKqLY2mlqB51bktLMbkOmbh96etAz3Rp5Tt6VfAAk0wiXWCobpNNWpU7OS8IPBP1VdjPMawr9JWc92PkDHe2EJMD4rKXlOh0QKbo7kEqHY9CrZMtNHKK5pXOopRJnQf0hUZfGqS9wwXeO0qEAWU9uJW90khO6GFq6EGVTO7hvj3mPsmsWbQ5a5Ltohx5KwTg2t6FAOZBu1BQg2SpKxFEXRdGuftyWIGTfNz5rBJzpuZLnAczY+7sNoBxf+U2sOMDOZwvWpdjDck3gp3nWh3xkFmW59eN7/5cl1BN/RhVBtM6SCH4nutbp4V+nYK80P2DP/5egGuO89wAXuhx9ZhlPpmpI/sZ6PnI0YV9tPGhY7QvflEKG8AzuQk82+astKrNXrnbAMbmLzeBsQGMf0fEe1DkId+44PlG68k6T9T1KNriM0clS/IjBfgW0chf1wJcP/hBXzjxupH9hTqxTYiv7JSJf6ERsv+mjJ5L+/4lXKWRO4hOR3/g6xzE9W+9AezrjQW+HtHGrzZ96w3g+dgAdrvF8e+J6g3gzNMPKgufrmhH6Hs6YEgxpEnf9RHagUjkP9K+6usOrhtpPABWKLzrBfTmLDA/iOGc8DGOaGjwrX0DLXUKp66/GexSzFE51/kqkmHFy472TE8T6uqmQM74fju7sZg+Ka7hOE1bjNvkaVfzgXh+xRHR2fIYX3FBQgkGssY9hFLeocCDmHQMZXRpd+gGCqnrqU0QnMs512p+oT7Oc9ipjV1GWUIpYxx0KVzyerFu4Pj4uZPPe3Qfqmc+0kmGfX2OKS0wQaEFqHeIRB12GfnVYT9qs6lKVImCFJ2ZH3zAM7VnzrkyfKXnMBBDl6BdhsXz2QhaR1vUrUBjm74Ifd4DRUDxCvCYyHLznAL6Fkjumsg74+BzgNe5SIvYPPc0B6QW9tJTU+WTUC065LWFspjDpQjAjwVph7Z0xkTPr4ORjt76u44PcbAfCBcR6vLuxxWURkZ7/dAbp07pv/relc8v4V/6CbaZGDyhQK3CGKN9hugPaFOu9BUQytxK3RiMvDKc8RUG8wIGVT6as+gKCmS9lE9XN7FOFqnP0R4oEEtdDpU4R/Icy/NKaTWX8U1fJCnzmNu4jJe48o/m8IeFJZ7pUECsXxBmhnnO6o8aWSXVwo/uI6l4YOsVRVvVqSM/cI1LM8ie98tefKAdcuih9vWvHm83zrvVi1MGPGY6iuIJ2qGLnLlV8ADSSYAYkPCov32EHXvsl+yNb3iD/eLX82ChtFHWRRf+yK65+gbaTgRsDmMD+J9e94rQAF6hMmyW2N88bG07+6g32R6vfK3decVPWIOszowQciO4bAiT9NYv7at9kyN+8pvepjTK/7u/Xdl+/Pt7h/Qffdo6ERrc+FXBqRN5T3pkeTPYadXHbWpHHvM++/C/f2d4AxgbvRds9xzb7gKoLxzaAL7puONs/fWPcyOzm1y/4dE0tAemr8ZBBsJA4MIZ3B2vAYjuYLOj49T4zgWjoFilC6AzmYfrqMahuzjp5I68KeLEd1e4XG/Uag7oJokIBlxI2bPlpMZAHMGUgTSYAMnDrrqYIANyqYgioocCsKGeebBhfchpEJyUH+qlBaSn8bBu0JRT+kx56pCXUG3w+mKEDHV3XVnoK55tRruSIyX1sucXSsXw2LVHYcULyIdtSGU2x4O1HRFNrPszOa4pJQzKfACXFcT4wNiDKDnHpuJEmsi6SYsAY1mcAikXP0T7FYHxhMrIlghWMBguiAm4goKp83oFLyqAcjc6upLRjuQ1oW1ZVt8fbC/PT/hFC2Fy3HjjYpILZOcsBfaRlgsXnN+ZDysSTnFw/OCDAQYwLYT0tdIl0YRH554EaZkpfI5P3QewoWGmc866IOwEFsUqPVgoIr8SPwSUQxZynDFIhwhGBhARYB3YFoWIjEfayIuyt4N/HYcbAKfyk7W4KQiCLeN4rgnIrsjZ1pTZJ+LyqfPs25Blm/3W2frBRbRAspgfAp1UAy0CixqhacEJJkI9lJ8OlW0Y068UIUMAoHN7KEpaMOeoK+vW6eq6Egz2dRiG8qnmSITBF8H3kF2xyG9kYAPOeE8Hn/Df9XsZ+sUB5YfzBoswFEM/41N8CPOu/CJ1qj4yz0AJUqgi4Y8aA+Eu5FIJ9P1aGQmsEyvsR3EBcohA6GvVikRXTdVZYY0XNAjhPEfYnzxncB7hmoZzCOcYHm6m7OS2eJjF9D4Q8sELr87g0Tgw9J/GLr3S42Q8JvqhkXATWPH8W15EHUYWK0d1YFhK+k6CGPSh6jCkIHr1LuXW9ZC/WDX6ygV+caCBwLgadagfMxpZv4lt1Xchi43XtA5pWNd3AqQ/OUdjPPkYw5yOh6wL5z/AN2kWxP8DfuC+v5S3gPmQNX4aWm8B4/8A40Gr/gAI+XhGzJ+Eipc+Y4GUgaLtVB1kTBHoWoX5H0f/OMfshU1eXBNyIzg3gLUJjJ8swppeNiB95CpJgM/aI+rRV3lohM1UgfEIv+Q8mzUo52zouU6JSF4L0XDIsQ4B0kZpQpkYCAKRdQ9Z3ijUzU2r2nqkO+q6VMYUJ+m/ierUYfKdMX5+GhMhjsAk6lGq4QLNJ5GmQqnb1JIJXuTkvSDk3Il0pHKe4kuJ1yV8uPbAJ3h8CyjTVhCXUeqAtNA9rJC6akoousJiDRkrWcnMoyoT5WcdIjNaRFocUst7zFQG47VUoh+kx5H3S/hEmiiBx7oOpexA1ocyPpFPKKTL+MrWhWBpTWOC9c5AqNG+HhgdNo6SbwAe5NwX4w3TieZMzZU4D3IDODd/ufFLkow5iM9F/FM2fz1d3p/yPszzG15PqsxEhlTDqKczSGh93oNxfUTKTV5wbQDjDeAFfr2BDBtsDqctuifT9/LOsGOUjLqScO/obZkR/04I/+cXP+88c/Zsvv07G5vA+P+/2ACe43HYAJ61En8mmi8P4I+Q8etT7gvkDBewCPqiD5RdtL14l6ugxNSJa+6CHNe2Ef3BaweI4c6OaSMdONuN3CI8ZXTuDPQVcvGQkaPTsR/wdQ7iephv9GoDWP+iAmsS/CuK+7g2YbhsAMe/pXDSBvBCz0drnMzTDyoLn65ox2B4EHXkCP+MVFXKSmQ9RiWYAkptKCik+kvOuVZlUdKHeieq4xwJm/SR0oBDp3sNnFfU8x5TOlpBdjA+y8SnlN/NU1mXruX5jCx8VY27Isa4JCAzApyKLp4cYcaO5JSS87aAAbLOpsaQwqH6qv2I78I4iEnXk4NTq4hOjKOKQx0h6DzWxi82Q7oXG1LmH5pU57nO3ZJbhwEFi4kj0EluWp0rvCeI5zvkcR5qvY9/+eXnJ5714B7COdpa2glZUi//LhC1IKtlgbJ2exkdFsqz2LHXOlT6RM5n2b8I89kgdCxEcTl3FpT4Dpg/S1dBpBznAgNov+YbgDL0QciNSQhJWUbxGxBipSnx4EVGX1Gncy89nrLKpkbnOcXQjwuvj6rEuknsdID8VSmIyl+DUY5BXwLQSD8qQc2G865TlHv8WpnIZkPAF+1nnzl3P+W8VXwYfVaet0Q6JWZWgTrQVQquVVVVZ9atxz0yuUN9obwh65kOA5DEaaN4odMlIjtHESqd4CNfsT29AqpX8EqnPDKchHykgwISzh8I1MbY4PyFj9tr81ZrSTyXF/dwzGf4o0OsmRDmBjDnNj3LZz08L65dohK41yeCwScoCxw+I6fOAVsPwrdqn37pBWAdXacyYs71zyv+4UA79NDD7Etf+qL9/FfYLVQ2LIP2VDmvfaEDWMYzHHoeI4Is9GDrPPqR9pVjv2xvfOMb7Lpf/Ep6N6K909e/8s3eZuooYIM1N4APe+U/uAa+UJzGEoQl9si/fYSd9y+vtz3/6Q32hx9fhCcKrAPIu8S5Nnqxei0bwagGeISRWU4B3/vtfXbx7QuGNnsHw09/2Ezb91ErqRospX7jF2uI4CRtEC9ZXP0ctNPqm25u7/jg++1jJ37fzjj/x14ZjGoH3vy17d5t2223HfZ3uRF81FHPkT6wwaGH2tj2F9i8DQ8tm78A2sEGRyPRpdPsDrvq6CfZM7Z8oj198yfY0zZ/vJ06j+VxkCR1N0mDpEFOOwx0H8h8MIXB72FwEX6yNnQzujBk/lUE84E98ogyvTcgQ3/LqZvaM7faxJ65ddCpNzPu1tM2sw/MvbNLi3RMq/qA7rnyXfac799CfWkLy4Wdys00qmPWJ2ySUF/Eof5BygfyDJvphJup5LeduY3t+uEr7S/461rQzOkeF7Z+EzVjptuBYO985qyZfoOF9M4ZDx627i/wmbCnLFK5f7ZffWEv+9HvQ886zLT7fvk5e/mLzrc/wu6/L7RX/NvP7b5ZKgt5Iz+WFzLSzvL6UY56kNLO04Igo36zZs2iPJtchJ+Sms344Gkbecwu6WCLPCVnHkzvN6BzSJJnz5nF8GwPz/Eb0Tt+uLsd96sHXD9H8bD74wX2shd81m66z+X7fmFfffEFdjvawzogb5U/RKybx9cU9vBTZ9u3Udtcnp3xQZEffRaU/pv13+fbYc/fyw49aE875MA97CWfv97uo8/RZ+g7+F59iH797/O2sxd86mr7C8elHgLrbR9NVJi48Bcqd1/xNtv9aSfYbT6VTMOU4jeUmFamR5g0DWFMZiCXwaEHn/ct2/Woi+1u5Ed72chWcwYmxMJdr/SIB0ea/7ar372e7fLdXzKMfAohL9g6eVO6+gchr8yvTMqMy/xByCPrBor6lTRBkea2Uze23Z+adIL9xu1Vnz/YNe/ZwHbdxmnrDeyseV09mf+8E22Pp51ovw0fZV2n33OFfX6Xp9kLdn+GvXDvM+y/XZnnMuYE/C+xP5y/ox2yn+gl++5gX/75n9j3GNNlHKB/e2MFevR/9r3y4lyDvgZ5WawDw/jrJefoi6ibT10dhU/gw2IT/mR77rrEPv2sk7x9Hr7rUvv0M1ymrcfVaWALXfIiqw/AS9wtJ9n+f/8E2/9Zj7f9n/k42+8ZjyVdcKvPydEG8BnT77Qb3reh7fu0De1zV93h7Zxmv//+Bh7ewPZ/+gb2vNNvZPt+f/pGdvDfb2Qv/sGN3iZd+MARh+sSymVbXa9LLBazfhnFDYlf+KEB5w08LHDFda2+wWHHBRSDQhEckJMCJUjBDzVF2V6Yf4O4yO7CfidJUhjcyRfgkuMPDMidXEcq8U6RnxciAkug7IcIXUl1HcKfTlDB9/k2b7ZFb3S7jDhwfHBz4vp8ywW+yXTpJ9ykKI/QeRm0oT/65YKTBQmdNC7cpEu5nIg69LKC7CSmOnfjQ+1h20tbcwyAJ8VDiUHyuIWL8DPF8z39Av18PTcqRRxjQbnZrrKzHlE5AOEutAzwc480MVguz0uVhSpMukwaT8Y666E66eZHa0DysibV/9HHGo1vQ/mcjDBID6WwvnXCTRDJ8yukEiphiujS0Q8hSUbfiMNVaja1Hq7Jz7fQ+ZdhWdXohxLD2rpNyw7Uk7d8qAvqBV3oIYlrnqiRD3Dq2qct8xmwH4UuZQelrepRUY3UoZScaaeMAf9lnoP0YCP9NAoaGx6/rAWjTUkPNZapTE+krwjnPj7J/YMHLTin8+15rlEQjvWK1luIq+QM0w5pBsj1s7h26+vKW6eVDrzce9JGf9gxni3jKrnEFZ3qrzDqqnyxdsIaVW3V/Jcy2qO0Pg9WaUqbQ87yuJZ0kg/kQ9kqD/m0i6vjIdP/NeETMsrTMwmFPch0YeUf9GP0JWjgUyxhk/3Oj2QAvD5PypzA86O7LnJt4Z+yFqEu5thce/hEy9T4up5ChWGNIyviQBuGgfrrodHI9DWYXPaEs1E5JuQzCP6FX8F5yLDHo594TdQDySLDuz4WlAdyEeGoA4D0JdAD+p5IPil46/GFz8O/kn1mDh2J/SPSOqruJ3mQx7SniHjFPfgY1caltBvRTrV72Dcj0Pl/EMM69tbobMZB5h2JStAPzIg5sm5JJQ7UJQiaGOpVdo36ZID8oPOM/Zv6Tq5yKB98B31Xh1Mu9aeMm0uMU43xWqeQg7J/MMZTBodBCgr0wzV52hKkDIrzChznIc/FPufcSY5w2o7iIj/g677AIaokqXNZQSqc4FP6Fiz9ifAElPNjnIcuhE5ccyUobHHeRdoE6s81Nq5DXIPrJ+n1xycr26z4SfrZK69qs1fBrxOsZnNWGaBVa1o9aDVbyTkIYXLaBndiniutqnL4SwdzWLbuB7QBzc3U6A/5tvZzJ3dh2VLO/qEME+l4HwI94rNvqzBk6LipVChsKjvdz6iOOV/z3oUc9zJoh3yqX3tw38K/M72NIA/nL0CQoCMPm1mIdyrp8QdA2tDyiqD3WB/KQVRXyLHSg5IO2QLyYURAlsA2wycMof34wI4GspMIW9ilpqKwTw2HODgD/TxV74ykAc8JfEYB9mnZpeikIXg2Y13hwkjTUI6TTRftAmSGQ6A8GrkmWzoiH5qmf3IcBuE88fOF50yME46bGG+Spee/unNimjy3QFEfVWm4brkG032j+gD9oz4SPFYfRoSSgsag5iHIMUchP4bThlMY5zO8oOCays7z5TMa12Eec6IO8f7husPVyAkH3gXzbWC0DRz+mUX/TINPZs2xmU7TeZ7hj+xcRtgJ4THXT/dzEbbT/DyeNn0WfeaCE8455QuOudUPqqdzQM/OvH5oC54BIR7yQpdh70DNFy5YaA/g19BI84Mkz5+/QPJ8EMKgCMMudODQzce/2IKOfIHNf8CJNvgjt0X0KZ5tIbxgYdJCW+g0VaBNixYutoXOFyJvJ/xqDn85x8twhbfTy8OvpeBfeXk9FjuJP8AXARj2ONgk72iBx4v2evgMe9qa07nJmxjc/EX83m7HP+hD2oH8UIcS9nJR/qKgrNdC1M3rDyrwPuWsdxQ3gCEJ2Ai2o7brbQADeAsYNAgMzBzoJJzHLr3juzfYT3/2c/vpKcfY+/d+q8290/Vx7tWnIGSSH0CYQPiQHtyJJ6+HmW+Ea33qciJXnNsiLuP9Q71KYjyy3PO4H3kdb7Cf/Ox6+8l+G0ZeqFWURVtxPy38w2pQJ5uY8FKfH2wouL7Ux/2iMOKUFoAI0oVacbqJ7iax7mI8zTbY60o7753b2sM4yUX+02WjsiTrgq08SDOcPIyNXtrSJsp0Wb5TfnljzUsd7BB2W9ivuekb7Wvf3tnWcXkGdnWyvCHSzTc2srVoCD3zUVjpXP7d+fayL15nf0Z9Ef+n6+24F55nf6Cd6qwN8UzbJy2mlLdsws7TgGNDTVyyNtiUJzajEZ6J+c512DTFBhoWMDMes4d985S32KYPQz7ofeSrzbkse3zKegSxfl7+n6+zYw881/4bMu1+a/954Cftl39WOvzBAR56iODjmtwG+kj7l+s/YS967TV21PFn2Te/d5Z965Rz7Is7nWWv3PsM+z36k/6taczW3fW/7OTDt7C12Ncx/nxs8idj+PcimMwX2Zqbv9d+8OP9bB2X8ZPFPnN0hAsBJnqQy2Mgyosog3ukk+fJMC4g4AijLG2OwoYbpQhXxPTgt//SzrIDbZejL7FbUA/oWX7FkQ/ToP6RB3VVWT2SnulyvkL7M8z04ikjzdgdl9gJdqad+ZMbSMe+80h7+fd+6XGL7NbvPdUO3/wsO/OSX9qZJx1jH9//W3Yr0iz2+m/7ONv1wCNVRu2vOy+zz+7/StvsKz+1b5/5Y/v26bvbeuyTOP/jvEL/bPfhU+ybp/+nfesb/8fsLfvYD3+rccJxVp0TPA+oF6n/lec9V77D9jn9RvW30zTUD+2Ez1A3kM9ZbGu2uRBsgsIvPb+DgBgD6geNhY48HH0GP0BOPXU9cv16+9kpF11np/7n9Xbqj26w007/hj13z2/YtutjHvX6eymaL51PO8g+cvbN9qYtH273zD3cXjX3O/bvl86zU386z45f91K7/q4xW2evm+zEb36I1WT7kYlXW+2G0r9oq1bOahJFLtW8qVr8YYGGhQ/1Hs9xHVb41ihBCANxAFWM80Mh+ZQ3tS6TozyS+4phLLQGyC/s4trYI/fFjzgu/OD4y2Nt3nETON5eLGWgfFQIrKAXWMHoyoY/6+qkL7TZ6+T19pDL3h6E0SbGa6GqBwTyCRZtC73d/F943mYs7MoiNrkT1jBayIeMCoCzQlERiGKOTpoIspqc7YRAHciDyCLA+spHaDN8RB4bvdzU9fHAv0InaeGo//umcI88DiQbUaePhSjSYVxxTIGj7KgHKXzIiopHaMUiXLJU4LwfRNZ3KeCUwclHxAcrWGeBuLYA6cYUfxiXMm9iER/ztdZ3WvflfIbcg42PfAg3FXjT5Br0S3D/eE/5eFFY5w90PtU4TzsewboQAkQn9eU+4KcQlxmog0qAh1LGkTfO4KkLzlj/oi0QujTexkgj1PIkoOw8PwUfFCCzERlGUT0aD0uLF6bWEZ0va0jH8iaInxoml4ZlSlxmMD3cMAVXyNSP+IqVczbPX90lYA2XpDVYWYPH2i43U+vN1aRy75R5RFj3BiM2bKmL+4UByvK6fKCP/FzGHwbKtks/E/dBIacedtB3G8Oud1l6D4c+y9B9JGSkx32L9OkP2iKN14v3M9Bne92vPjN24cyLNrJj/ojLPENGvrqPFbFPoHPKPsKH6QZs2XeUcT8OCnsn9DY40kTIwy4EIPI8iIGp66DmHc2jTtT1yQ8kJKMuMqDEKMZQ18conaD6Cpm6kB/AUfnUEWyUfKQg2sfHQ4yDLxJ1/koGn1BiGsSD0u/oK74Z7Lz0Q8Slfdoyax3ECOUHSqSE5xZDGFCVNlYoOhfoc/+yn6q1H/qL60gnPvyUGRMVO4ZdU+TUTAEjmjB1DGcCjXtNEr9hE76kP5OWC8x8YiC+lCXqVH09qRdEWDr2N3VOFeB19ADPl6QIDxHPw34/u1DCkBnOnCU4/P4Qn6rs3pgsY7Gz6eJdh2fryEMCNH7PCVtKOk+g9/MAAsP5gY0ineucIfGcGZDBvS7MhxNZp+echjhmBR62NYdNEGtJmRLDZD3AQUG1/5LwKbqMTv/n+eUyz6m8F+s4+oe/VoB+c13yTMt8qPOME9kGXHuwFse1ayZ+iWCO/u94/j/ylVex2auAsAkcfFVQvfErWqnwNcoGcI9WSe422AhG3l6O/t85NmVma8Mz/jg0n1vW6/9S70HKPgxZc2otI77TSd/JiEMY19FiW8h1aRt2TF8T6otfZgB5vXlfE5twvL+Z6T7m5pOHsblLrjZjM4q+xwYwNqJmOAdhgwobeJ6e90zcjNI9VF4vQN2AQz3FJwPZ9oF2Fu6k6xpkfCXTh5QVpYwyFqeTyy70KD60kCLS+CfUOiAcOj8vaIpwfHAKdaHuk2k7wjnkYx4nU4UuVkeiEjuEcqI4YCC+DnbyiEyoqvQ9EwScah1kjj9vLTj6P8cE751zrGEMaRyljM1M/SEBNjQxPrUZjI1RjqUyzpU/ClMf1BUQOA/FB50B9yYJuDfGnEMxoEDOVaQyN8V8FQk0V2GT0fWIK3Zaa+h5lNuSPAXmO6RhvGeBOvv4UxvCN972aTyP5JfpM1ey6T7HzSCt7P7Rv9pAODeBuSHs5yDSZHr8cQrOb/ge5bA8XxWD5/yr52Za0+YzNHBslKIdfOHC41B3bMBys3eBNmu1qbtAHHpuBIMeIF+wYCEJ9gvcLjllhrv0CyobbdjiOd9ilrlgPvKJzVuPA/785z+TsKFaU+rTBsCvQ/LfpaCfnEPGsy32GeSFC/jsFBurJDwTS9kJm66TJvfBnmuZPXV1bfbefffdhRCGHvEj005AXX2wERz14jM6+SOB2RV7vdwFvsBpOwbM5aPLz0DXwJvA9SYw+loHR55PGfSwD11PtJ39277fsVvugSkT9Cg/mU8ng1PV8QBskH8W2SENNW0qWGeCRRyon7azrbmXgnrwq083Z6QR4PJYWkDvI4da/8TJLUCDuDqfDqhxTlAMuYxJa3CR0MkxYdZU4jyHSqfFZRRKOcQQ+kekcRsG/OjEMlkPJ9SJehozD5VbzCOsCyzja8oylJwEeJTiPa3CmR5zHuqcvlD5/fhoo39wLPG0x199ezjS8uYfDy24qMHDCSw4vDzGawFSNtVYZlxEUKfMh+Uhf3DVjXUvVLWHpDSUPZ+ufgj7B9zDfoi6RFlhV6jofmOXv/0s+8fPH2FPWkt18a+ttekR9qnXf9S+e+3dDINQoMdSxglPPbiPS5DGaGwu+SThs4QmC2wecNLQA/4leBPM43y29SEMe9c5+czICxV1JM8HYYz11CNvT4tyVB70is9wxjONy3fe+C1bsteb7aB3vdWuuanKwwn1SJlpolwRTljJyrdLp3qmTdql3OngFxcok6+5lR2+5/olfp0nv89s7h/tziW/tKvfu7999JmP8Sj3x2OebR/b60ivL3zzGNv5x9fYD75/vO1sUWf6apHd+qOXmX3qDNtxXfWBwF5i33Qh5zFup621pe3/piV2wz33SDfd4zHuOAaDaOv6JNehv4VoEykQbea85O0q/QKKfpD/woe9/qv8zvTRRy7r7cAYHxgnKZexBPILKS6mgxT6Mr7gr4sONttjfVuT/ZdtUD/RR9GmP998ou28z4b8Awe0e80tD7JN/ALqrqAdDjpf0y/OIzuGKaMMkRZzMoAPtGCDHDqa4wg4TzEwECSYJg+FojzmHeWnzwdI5xsIPnRe/InzNinPXWz64uKPc9fDvkAqcQgznygXZap2TgFULcQVhZJ/CPQqZNZJ9eImbc3x8bpDxsYuNjy1wZtt04KQhIUbF3DQIS71sTGaPkPeTiqzIz9E1SSHFOikkWCSKv2DCOaKLOt6kjRuSvv8XALh/9TyJ/5Avnjmxq4vDPEXg+Lj0AKPX3B/cKeFwbkZrDz1M8bpe68DCeM46sYKi7uGx4cK3CsdReMh6zsCOWeEEPOIk8+7mpO1sYs/uOOmLx72xEMOUL4RnA9Sytoi5mrkHTnzOByupcmjeNwPKaNfcCM3HvkXM3mR0W9Kh4yUB+EVgo9LeFy40bJUvgfWIMiPURlpJAM8D5L7+UAdj330daMsAh6V7U6zYj1BsqljMPNlA5LXNAx0RE3Lh3KOr2DUpZRxGuFlxqArahqAVHF0JjOdu1xj5HzAsJPH+axgfqYPb2qCPFF/c1ObqRmnzVbInb7cwyTRVnZJM31+KZu7Hg+a5XPNTCefeYoOddHGsupRONJmeuYnnm8i998oru1UhuKTh42Xxzo59eqP+NAxTcrhqxnu4/Rd5st6RhtUf09T2tPJ4ikrrHs2Ee/9nPf6zXWal6t+DEJ/o24uoteDx2AgFysjFcyJ10SOV19jgGKdUcZwte6ArVCP7cioUIc61LdCftB2Nh3HMwhVNu0LShsABJz8m+0HKDMqNeELP/AeBG+mwNfg3h9Yc/sFz69zIPgveNx3qxgemJuADItEKnWgQtrsJyF5h0hR/JuovYs+SA3XTxEGePQD+k3rmkgZ+fXzzMP/LNTi2hchp/+qI6UUigIoQqAfhsuL2xGXilEUaSl5mP1V6SOiIymCEgozbfgYjL2BPuC36xP2SyWTeJ5169Kaig55RpgBopZrsatfelZAPcXxxbilzuceiLwH5fhHKswt3TlA/+DjHH/QDRu95IFzKuJxbuG84rmEc0tc51I/zHOGes+f5WcYFYkqlnxFjAs9BVLHCLgk3DJEIRQ3+qFQznXgfi7pvFK/aJ6UXlzzZcZrgwGE9BUh7EXqgGqije4f+AgbSVh7YwNp1px4Azg2gbFJm28Ar7qa89XKm78Mx6Zv/83fVRnubf6SYuOXm7+eH3/yPv7neb4BzI0qbHQOrP+jrwb7gbrUh5z9iTT5XBbxORaKjLED26RMU+tKXC1HPuBOeT3UJq025XRPo003bSLFJhx87DI2ffGz//R3EDacip528sX06c65aacyyrhmPTgIY0zhmAOwHogTAMmjbYmUM2/4UIYMFpl18I/8HZE0qCh1DEoun4wLOSmMK6rEKVE/337enSi/1ejied704iOucEclDoFlDmA8+3HzQUS0AecD+z7Gm48P/tJpbPryDynwBxzBZ2JzMzc4czMYYwrn2Ay8Daw3gsuYjvMDn65C/YqlT3RvoY/0ZITH6gNlz70IeIp6XuJ8pbmNaztmhHitC7tnTuKY7zDPaZ0IO9czbwFtcOewbfqjCcxr8I82eOmX2SuLONet4nwVbgDz1wh8PpoxUxvB9Fmcx+4w+cvzXhK+Qsn0g1eA9aLsOj4vw3M3yKq3nq/hebDb+OfXN82zH118if3Xjy9xfqn9+KdOP7nULv7pZfbjSy6zC877kZ39gwtJZ51+gZ35/fMKnQE67Vz7QdC5Z/3QLrnsZ05z7ZIrfmY/vXyuXXrFlXbp5VfaL399k93ym9/a7//7j3b5z65yutquuOoam3vVtTb3muvps/vuu48EbPGMp9kWz3o65Vqf/Nobfm3X/vzXds0Nv7Srf+50/S/tqut+4fwXNu/m2+yeG662P/3mFrv5xxfZb5xuvfiH9puf/NBu+xHoIvvdxRfZb133+x9fYH+4+AL7b6c/Ot3udIfTXcELud0Dv7+NZd9///2FAOhhU6e9swojX9DvQJ4PymX5Xg/US3Sh1/NCu+uXv7S7b7uF+SZw+Te+8HvUhWYXXGgX4LVf/x5lzyFP3DV3rq25xRYRqoCn5zyhHBJ74GkGZejx5tt7NjvJ5l7+Nttms3gr+KZv27abPc62Bm0KXUwGYzfZKZttbFttspFtucmJ9r3vbGTvvvT2yPMOu+LIx9hTHv8Y2xz07V+xbNTkzsuOsC2fuIFt+aSNbKtNN7ZTboqTPggZgCmjTmZUj8bs7rnvsL/bahN7xlabkk67CXmwAn64w658z1PsWdtubn+/7RZ2+s1dultO28qe87Qt7TlPB73brrobdfC4m0+x7d93hV116la2/d99z24dm2dnPGNLl7dw2pxxd/uF++4r32XbPW0z2+6pm9pztt3E6R129V2hP+1mXpCnT7/brjlmS9vpmVvZzs8CnWK/8YkOi8l7rjradj79Z4zf+Rlb2M7P/J7dhjjSzXbOjk+3vZ/7DNt352fZ56652096XQjzYqdFgg8Qz0s36bqpnnbb2faiz11rf8YEzQaN2e/P39P+4XlOB+5l/3YDNh49/T3X2pcOOsd+cf2n7ZCDPm2/+JPrfnuOy3vZIc8HfYq6sd+dY4e+6dM+1o6013ncf15/rR378rfYRfYpe9tBe9qXb7jH2zndfn/h3vbSg/dx2tde9sLP2i//onqxLExWXuexP11nXzn4PPs9F8vxIIB1V7spQ+fxegMnwn6hwD/wxgWnvB2M+D9dbZ/f60z7HfPyMvx0+dP1H7cXH7Cbvfh5u9uLL7gt/HmbXXTAJ7ytZ9s/HLC7XfRb13ldvnTAHgxL56n/5D457Ai70D5hh++3q33x+mvswn1fZl+wM+3oQ3a2g8/7Dev4p2s/bi/YZ+dCFyK/aEOhP91tP7c325PWi/axzaLV19nNzjvnFu+jafbbs59jn7v2Kjtv12fZfmfdan+65gO275m3uB267m679qNPs312fKrtvcN77JzTj7Y9T7/Jz2O/Ms37tu3x/kvs7iWLbMzl3Vy++tQn2s7bPs523OatdtXtuomadtMJtv1WG9oOTjtutbF99Io7OKm4y4jcmLv1lA1s5y3Xt502X892fNdP7G7E3fET+9BTvmG3uA3tPD9uhoLsj3bL98x2Wf9htt7mx9jHf3aj66B3m9svsY9vfaJddflbbMfNN7AdnvwY+8FNymNs3jdte8//qu8+xnbcYn177pZH2FV3qA5mt9tVR29oO3ldRSf4+Qc/eDqOdcgY9zH20eMYX+SI62zvuesyv5KsZWvdebtdY1vZmmthMxK0tq25udnVd/xR7YAv2R6Qx6OOPm/cfdWYbXrLf9q+Oz3N9t/1GfZ/rr3L+wQPpLws7xz+FDzGJ5w5hnGMMP5gAUEfjzNutfN3fK/dcO2ptt8O29h5v/H4e+bap5/9ZNvz7zezPZ+1qe31g3nMC2//vvg1J9uSY/Zw/TvtOp9fp43daOc844m2h9Puf/cE2/19l9ndaDPHhbfpvU+w3Vy/29890T555e1s/90/e4ft/oxNPA1oUzsH8x36jG1ycjnfLJYvFtvdV7zddnvmJra712ePv3+ynT0Pm8TaFOYfEviiYYwk2VcT0oFzMYFV0q/tumP2s50fs1YpK3+Smn0Cjo8Lj3n2SWYv28rLQVv8fMDcQBvFC54HdAx7vwTHIkb9BEXIrtPNJ+xcT7UWONBhkQclF3suAcqnQ9EHlQPsYnyUvLzN3GQHDx+w/AjrDwg8DI6Fl+u0iYvNt9jsXShaAr7AuZM44pNy8xhpI8+oBxFsRaMrRhK9qC/rokVwLobR1oXaxPV654YvON/wDco3fCnjrVfEw9bz4RvA0OGtaC6+VQZs5EuVVx4ypE/AWUNHCCVcSSPB5FX6BwHMKw6oHuuHOqMN3vb8IwC99euETVps+uIvAh+43xY6gadMuv++kbTAF8YLPH6BL0rJQdg0jg1hvRns+WOcxUawxqzqpLpF65MXDIaXH6XPVhQ4X4C74MQbMueDD0r001V48ISb2HjYQYp4EtJgjkpSnigDc1Ypa8oYldD9IkYJMtwkwnng5FpynG+h8y/1/DpFFj1OTKquy9yggq5vxTOsORj1zTBrLbggfRdPGXMupDrPFEcAUUkJpM18JoPB9ENAXUgRngJYF5xzA4mXnhX6pabJg3mjusWHywPkMYV8vKpss4uTTTWlWo5wh4KKqE5XhHj+6t5pFGE9onisKaeTXOefboOyJuiTPOyLMPzqEjZUU89N3Fg38j4g7SMsuSNumIIH8W1iJ24M4y1ir0vReZnYcFXaroyOsBEb+QzIfDO4hMU7UnzKWafUsZ7BKbtespfvdeJbw6xjhjNN6iVTxzjJpY5hX/JzffFT5FkT+qvj6kPYok/Rj+zb6P/6HMjzsD4fu3lCc6yuk5prYZdrD6xLZKY5eDKorVCnBM4OxOU4rLNLXYeQnbFNJQ4Kt3WfFY37IgS/hkU+QXqe4N5xYhy5+9f7kg93qdP1MtOxLvnJsJeR5VGAqadVYBCIDHEQlZ59FD5g31B2P+P6Eb6HDfsi+8MJfVeuidFnHhn5KA0A28x/0hin3kvPBndDNTKjKkP6tc8pkFMYoImh8vp2o1KmDqXyU8pLRLjUYWlAyU7+RV4c1ewDfMP/VEkufTIQrvUgfZQudUBXI+hCHAG2K4AxrmapTWperg9rP8Q9qIxJmE10v+oSnjfBnuGk7pzKOIVdRrlp77w8EyN3Qv7BXVB5QUVmXVhtygwnUoQfSPDJMMm3OGdS7sJlvnPezXOhw/k0Qua5CI700AWXXFOUz0o62Cb4J9bj2BDydTjfSJ3thLdy42egZ2GTFv+bnD8HjbeCV9WbwdjEJWlDd05ybvKuQp4bvuKwASkfbf7Gpgs2ZrBJk5ueeL6DuY/9l30UlHL0F643nVzpi13eQ8Au9Wi/woU87IeRxA84wkXWeEZ5fN7sdcY9jd7IrO5tZqJdIvy/d21Ggbq3NEG58as3gUXaNEZ+sQnMtugaoTqoLagTKsR+Lgj9BCgWTC5bcLSr06mtKCtl+Jmy+w2K3gfhpBE6PygNOHIh73Q1ZXz9wSCuw/jkeVfrlHoAUCZVrkq/lVTjJq4x0qhCFT/ClO0bL4uil036o4w3rPnivOWbrRhbHEN6gx/nLs/f+GOO3BjGeYZxxTdiuTmqDc3c2NS5081/KHy8KgLwGyk/7sYkwecjfGjHYEAB3pMm+TxFezfMNQZtnGmeQ5zmMyiVxiPxxXyHbLPO9BPOR5x/eINXm9+56dv5ZxXXYQMYf4Qijg1zvh0cG8b84w33F/ICudO8GGwC4xqr8yDb4BXkszXNwV5fyF5fPD/DRjAJdXfCT0Df/8ADNj9+6hmbmuUnnp0Qj587ngyVt4UXOFGON4k9jGd/eKaHuuDtX4YXuLwQbwHD56Y3hp0AvOG7GH+x7qj1yfGUXk/qp3k7MOcojLeB0Qf6ZUVvJ553eR26t21Fg2/jLo3OXXUD+9lKj7ZPfuxfSn1ACEN/7iob0G4qeQ/WiWnx3Nd9UgO9S2DfF2/8HmUX2nYeuGA76J4TseNvAMuNcgwHioTQOzBg77jRTjn5GNtiwyzuSHv5vFfZZdd8yLa0S+3oPZfYt6/9pV0O+v5T7eUfu8TusNvtinc81y7/2iU297pf29z/3MjmvsMzR35ON317K/vOAVfYVb+4xa78xRV2/KXb28m/9qyxIfXCbe17N8yzudffZFf85wl2xZ5vsSvuUMkATnnUE3U87ZBn2LZPeYI99SlPtFOxucuPrPBda8sP2MVXXOd0rZ3+5f3sA8ddZncp1uw9h9gth15p/3XZlXbal/a1Dz7ve3aLx9z5s3fbi6441k756c/sIqcfnrCVvXaX79rNme60l9rp651rF168r61rG9huP55rF1z8M7vwJ6fY275/qP3YDdfe8v32w0uvs4suu8H+46gx2+3Yt9gWD9NFEe0Hv+X7z7HXb3GanXfxVXbuxVfat78w1w5731y7m5Oc273/UPvNS662c3/yQ/vknu+2b17pNZ92l137wQPMvnqJnXbexXbK2d+0Jx3+r3bdXcpXzcbgdwGIsqh1jkWszzyUqT/3LXbho//d/v0737d//8zr7YfvPN5+fo/ixuxT9t7fPc++/u032BPHrrV/e73Zh088zb52wqn21U9uYu//j6vtT49+rh3/ideZbf9B++wJp9mzn7SpveLYD9uz7Y324ZNOt1c8aS3703WftLdd/2HGH/etU+24T2xqx7zyXPsdqhL10EdgbVG35LSJxTLkuAiUxTYuCJznQpebqZD9k3Zj9jE7+rcvsG989yz7xnEfs+0++3K78DbkjTLPsvect67963fPtO3WvdUuPPQse85xZ9h/nOx0/EfthtecZb9dYzN71Vc/btvZ4faJU862V2/6ZNvh1K/Yq21XO/rr59oJOz3G7LYz7BVHbmafOvUcOxH09U/Y9f/4Ubv+bpTBpoj+/Bs7/7nr2mqoFwl1du605lpPhmXovYvedLo9+sQf2am7rk8dMvIYL2pXO3KzE3wc/NTpEO+cU3jh8Zkes6ADk34srr9/iJ25zg/t7IuvtePeeZK9/iL8/LHHrX+AXXD5L+38y35p533nGDvj5edyQ1cQv/uKt9jL7Fw7+4p5ds7PbrHjt9zfvnj5H5QvwDIl44jZZMmN5/kIeJ6tt7YrNtjaDn/PZfYbF73qgSPtTTe/ys6de6N957iD7MPH/tTuZKzTd59nZ6x/hZ03d54d9+4T7U0X4R/DL7FbvretvWnLs+2cy39NOunYS+ywoy6JzehL7KNbbWQ7be20zca207aPtZ2e+lj72Nw7okx4TB+781I79lVb27F7bhD1doKfSIukctmvEtT5zMs24eKpC/o97vsl9umrH2NfO+endsqJXzA7fE87/zYfZxh3Mfa0OeAlU+fy9Fvsho/ubTut/wiO0TE7xY78wUb29Yt+ZjtvMM/O3vtQe/I3r7czLr7B6cf2kbm72SeuvMPW2uKD9s3P72dj7/iBnfHjD9hma99uV79/N7vmX38UtjfYl7Z4oR182o2eJzZ/n2Fn7YM4z+vH19ubNn+Y2c3ftoP/aRv7tx9dYz8AnXacXX3wO+2aO9EefHGIseKDB36wm06yg1+7pf3bhXPt9POvsO9/50t29T+8y6653eMW/cGu/tDWtvdznXbaxmlb28f5Ph/2+dUvVPlGq682bMm8y+zTb3uZbbKG8s6xApTx4ALltZ9mh597kl2z/2Ns96Mv8bkaN9rea7jhpoWOgELILvPT4qy0A2o3wCnDMBZAXj4XOFj88NzQQojG/AaHDdIEKOFAHQ1ItONYQV4YOxgv8F9HvvLowrk5TB6bbU66uGPTV29P8+eefRHR/d8IvQUKG3KmyY06lS+K+j0E6JWSgeDyH9rrBJ97m7nh6+2WvNCHhrfJ21AobJCGf0EJ8ny6jd/8WRgtWLFozM1ilAc9fABZC3TJSX6I6kGmkGzpKPaTTjEaWRfmA5lK6VHnaDc3wLHxC/KFKn4Khm/6cvMWhE3d+3whfS/5ggc6Pn8ELbjvLzb/fufYEE7CprEv7hf44hJvBfNNY4w1LsadWBfUUeNK9UZ1XVatVyhKeY6plLc02978wQO45m6Q/rhMm7y8gcVfuPMhh26w9ADICXN63JTmtZv5YL4qpQQGgsJI5bhQm+B79IVLIP/oDHPyMG9Oe4QZD/Yu0zo+TLuMSKctB1CfzktVTVAvj8u+5/nAsI9BB2QYdWPD24VGQqrSMcs0mSS6PCeH8a2rmCnWoZ8A8pQzCGQfiXq+GYHRMZMpezybYf1EuWXdllbi0uLHxcBw7YLyD4Z0TVid8eMBbvhCx7hO31HoK0L6mnym6G8We2ag3JQsFPouHJuhLvc2RkElXjw3bosu0mhz2GUvm9zLBOn/C4tQZr1p25HyQ76zfD6ETb7Fi7eJuVHsa9lOr7jkqeObx9igdhn5MR46hKM+uWHbbRCHHcjlki7Cg/HMw+VxyW0wT3NtHrbsWx8B7G/0o398MOJIlHGJ8yfmGTww45zkYck+s5ZrJfQehj7sMWjHO/dSG8+zCOikx318hP3gOXfhigoiD1yDamA8dnCZDZVO9yoK69oFQlhcD3RxnYOdrnW8PrqO18uSFp6LfP1LQE5U4kAgUKXrYaSyAO3PvmAIXw9rbT/QH9FP6jfp62uLC7QHZCt5uVGaMHFbCtJvYJmk6MTVp6kT6+CKyvdTaUXmyr7MfFJJDOgnBdQAHUMXOws/D8rp/+Dol1oH4id0g3E1EKKKcVQF+nZqg8ZvAvODmgg9xjh0iKeSYcTJTmkZ5vmAOQbP+ZJnPM4fj+cH5xTipdd5hDDk1NU85JKXyA/Kj7KqhwM+Q2Cz6RBSHvlxH4l0nvTCcb5IFu/um8V1HnV8ON7TURbHOafzriM/oIJRvWgbCH7C5k+8tYpNYG4+csNoDjdCuGGyEmjlQtoUds4N4eQibOzOwWaxp8FPPGvD1zk3kOP/CufmFPLnm7DYxMrN3/zjT5DmQowP9JX6VDI4+5z9q7Z0/VrpwKs+90PoRFXnFtRaxpRopPEj01ZlkGJTDvXmLxjF/Y0T2ibydsZPPM8E5+adNn1zc05vBXdx+X+RmXf8BC3bjbYkSv0ctUwMRg4ZSOMH+CjhLWP7KEdb6/NU52P0gfOaeD0rvgcN2/hBnPl3utQXXRVf61wYQdBX5OD4Hw86UQORIFgfI5UVvF4hCaPsU9fFqS2VbS+ZBxgGR7vdh/QrzgkfXxgXOa54zuJcio1Nnp8VzQF5HDY2cW5jY9PT8A8LcN5jLvVzbfQmMGrQq9gQylwTHzi1nnYYxnMqfBgR6mKb81jIJKwzEE4bXzd4GOn5k8slreJw4MrS61zmDmxyY3MccxnPL81p9AXf+gUPvzkhPMPD2PzVnIQ/wpjN+RF52ZjOP3eYlyef5HwL0osUQYuw6YuXL5zjhQqvM/SlvVF3bxIJ+fn07T5AU6Awu/POOydFgDZtkxzIAv2YQF+yP9W/nEfcR8BCPOtzAq768U/syv/6MeVanzx/2p7zGp7dYBzi+oH/lQy/wP8Yp7GeLb9mg7e1GA+d1wO6ihg3QOc/7Al25arr2Uc++Lay8fuGw99bZOgRf/7aT6D9kiDIQ3nGmCaPeBLrA/LG4eB+C/fz3oXABjDeBCYddaE2gre7MGL7GPwZaM81WOQaeN8+2Fh9vG37nBNtrx8eaOuH3uwY+85+G1K646aTsI1h+2/yWNsKtMdbbcnJN9k9d9xo3zv5Q/bSrR9GO3v41nbYB6Ic+5XNffsS+94Lt7QnP249e8rjtrRDvm12+e23202XH2F7/8dzbYOwtIdtY4e+/zv2vRtvDwXar3rCCfgfwJdceQNpb+znMD7h5d15mb1vyyfZ07fcxHZ/6cnUlvh3n2p7rq86rbXlS+3IscvtzjvusFtO+Z697dCtbS3GONZ/tn1mr3fbVfMi7R5ftldusXbJ5+ZTt7Ttnr65Pedpe9sHqfROZkc6zfuOvWjJmfaOrR6hMHsMHT3Prnnvvvbpv9+4dPaaW7zcjjj9u3bLXTEQ3nma7Yb6jT3c1tt7Pzvr1j95e262M083++Q/bGt77vB023unF9hn7XS7TT9/TqAKnqoCJkrx0vbEjh+xgzdZU/I6T7V37XC2/fYv8vASe719ZId1XVhid996lv3QPmVvOXBP+4eD9rKXvOHTZuf/1v7shsyTIzJIivjeabedf7a9fJ9NbDVF2JJHbWNHbvcZ+4Xemne4HvVbYxN7+Qk72aNc7CZ0j7v7avv8ntvbAbs9x/bf9YN2LTa7AzxR1TiE5Ms4YRBUPtnuN9vHn7seJVtjM9vrNWY33I3tQ2Bne9dLNrPVIf7mGvsiNoQP3dVeuJ/TIW/2s+lquydNJ8Bt137Utj/m6WwDylyyxpNtn9edYeffiq0sD/tBdXGcc6v9BZxtoICDwpuuZWsoZM/9+KttM3RRRANjYzfbdR/d0z70d+tH0vXtqZ/am3GlL1iYE2bv3b9sL33KmlyAr/eU95ldgZ8/Rvyv7fStHmvbb/1Y22F//K/bAYzdbreecpLZ0TvaTluub8/dfD075N1mP5h3j5+bT7O3Xvl8e0yYem4Ft/zsrbbrPhvZmt6WsbGNbNN3vd2+NfcOtY39dYx9Zd+NnI/ZmhscaLt99yYrQ3jfb9srt3o4xfW2+JDZ3NvtLvu1XfOe59knnoU0wppb/qO9+Xsn2i13eH5rP9WOiI3hcy5zutTpkl/Zm7f0+QdFRhps/n5s1+/YLj/Y19b19ncX77io40YFzwO4UYXFAAgJZUN/Mjxmr3/BFrYmcl5rK3vem5fYtT5AcB7rRk4LITT1vDfuYvs9dxvbd4cDbOxr77FN18bFx21sX/vwP/k8gwvdrT+zT+35NXvaBvAXxu/D7cmHHGNnnTaPb/bmOKZ010121ukfsIO20NyKMtZ71r/bTu+73G6980Y78/sfsOdj05eRYrde+U7b+f88x9aFAu1ea2s78MiT7aybb/dg5QO0H59Fi+3mK4+ynT75DHu0X1i5abnaU+x5h59iZ8/7b49fzTZ543/Zd0//Tzv5tItE33d6/aa2OhYT3JwE/cGu+fej7LWbruf5Y9MTuYcfWVKgFtZ6qh1+xa32g0N/bS9+6gn8w4ESnUB6jiOB3QIjp1zAlZtSlFnL0a9amCkR0qh/mZv4IOHAvEWyF3HDHL6Dn4qMMkAeZtuTtOkrwoYbNn1ddtLG73ynB3yBFoTNOeeLnXNzDoR0nhcWcKXfSp2iwmAPCVSQfCmOeqRP+YZztJ8LTq//Qmw2cvGJTVxs/soO5xw3P2mnTVAsTsvbzk7ygWxJsPPxynPVOX3BOJQvynr5IWvLb0jlOCGKySRsx0GdhWQIWc9oD8h9wnZi8xd/Jcm3de/3RWW8wes0H/x+5/ffZ/PvcwLHxi7e+A2af9+9QbWMjeDYDOYmMMjL4EYw/sBAG88cW/QlqtjVswN8iXCtW7FYWkklPn0awWH43MH5AzOrZKwlOGfzxgMPR+IBCR468aYiHnTwplQ3FbqJUxqkJzE/ZB1yHKWcAFVlx6t3raf3XaGxwxB53ux5z3Wyk387QvrkzG1ZoLZ1NEmMKJDzFnm/LYI4xiKAtgB1fBEdyisUYJ2ZJw6+PKjyrMQBVNrxjSaJERkMuj5pXMig89kAPJqljBe/nBg31xERK6YGjgEfZVAqSeWM9UOfFINVGx/2FsLdXOgr6uJHE/LAs8zpSF9RvqmKB8ncDMU60teD3Cx2wtowN2W7zUxsbmJDU5ua3CyNtArHhipkt+FGMfKADrZeY+nC1m36pLTMa4CLqg1fnwuRT3LouQEdckfDOvzsNXjmTxn1cX+SO3FTvLQlyMMob0iHMmAblBvr8r1z72fkq/70PuanQ8ocj37IOalshDhBxjoj15qMT3vYeBxTMn0fvXAEIjUBCWFxJz8oLF1Ccl1zjFc9Q+hrBYy/EMRpBR/U5P7BdQ3c/YmH+9rgiOuj63gPw3iE9X/n5Et4VmAJpRIqh5LbdXAZ354OiHCyiC92xQkhOOO1AYRgrKUG+4w69hn0iEeS8GmkBaCB3bJiOOWy5ZVeUbvh3wwzFDrRhBiKzrR+LHHSJesjFEP6QaCdTnJs5d/U4esHmiJeNCjLvNNJz0RDxE/PLuNGI/1Fn7Gt/UZ5TN8nYdttGun84nlQdBHvHz5cjvND8zXOmzincB7hKgFbpvfzB+mhQxqPz/xAfpAc9SBjrUJwoP2JbDl90vu4rvYPZJwXpOo8oYz7K1//x7ymc2aYj9ZhTnTO/FyPPELO8ocIH+cJtpb+ibnG/ZYblnw7EFQ2lpySY/NozhybQVqJst6ow6bKHG7qYrN4Fqjo4v8KJ4/NZb5p7PlqszPW/LHRyT7jiybqV1L0d5Gp93aEnHMj+z/l7NuBsB8KMQ8n9jVoFNJ1jI90mZ55oK7IX3N1bkDRv2yTNkjURhDud9BuUb2Rx3jo0BfZJ+wf5VfaHuUL4KLU9JHxic4+UUIhMH9Hff6hPI4X6PITcWkHG1Cn69J31NmWcJUX9ONT1E9sgLoPNZGmHvsj0evfQUyUvk4QcqUamR2hGo5ERpC7ndefRF9qbJV7Zyeem/yjAdDKfJO1o1VFc1b1czTfdMVmp+w53nzcYTMZbwGXMRZ9Ka71xgQ1LujmG7hUPoPr+u7z+Qsfn7eK3wmk1fxG4rwm4hrQ5zdaVfF4rpXleUWdg1Bf1N2vC+4nzGdoH//wgj6Kn4IGcR6KzV/MZdj4xc8/u366c745zLlQ52L6h2++ujtQLspH3fINX8zD/J+7i5zwzA3P0lBXxIHCH75a9nkK55LWzfAz1ub4BUtc34B77713UgQwrafDL2NqvvD6Mt/sU1wnNb/ijwzxa64IA3pmuNA+fMxbe5R64E1HvN/+dr11+SsGSRg7mL9ncf7CHDfDljh55jZ9pdlmK7vNSrPM5sy2MefTV5lt06D368OYj0Vzv4/5mF3i1woDud5WmlPoylXWtWPe9+ZSjyPe9kF7ygO/I08d4mHXpVvJloCQP8jzn4ZyVgIhf69D1Gtsjo8N1G9l57O83u6j6FX2a7fSHgT+FTDIMe7PPxM4eXF0cJQ6MHBcfsd3r7eLf3a9XXLVB23LtTWgC5gAB6f3nmWXXRNvAINfc2DZwM3BhNEoDgViDrTjfnyzXfVzp1+I3rvNwxSXidIW1DECp1QdBqhhIYlf22k7vtg2P/la+/EVTie/X9UGYOZ1EpxXMiXPJz/cGI9sxRRGB9w19932krnH2sk//pld8JML7TN70cDhudx+mR1z3Ab2vX03dnOckPjhU9fT4TEJYBKDzJMAJWcYsnM/aWCrv0lG3cCPsi9eeJmdet5P7Xtn/8hOPvM/bcd18U+/UVtMMJjAOsAlPh9RnyiTEttBFdPTzgkTGnXOldbx6n+14084xY77ZtJz7W+RT2TA8pEHS0I6hRFL7hlxDEV+rqIdORTQ8SPOMNgam9k/nnaenXT6hfadM95mT+KbhADa6v7ogoTSC4OykLkDkvLIeiKw40ft8yefYf9e6E32BOzIRsKsc7YPgdJWfNBWtjd0jEccDWzJOpvaq+2jdu2tYcMI4TfXfMh2XCe2yyt9B40CcoyfDEf7O6AgZBA8SCrIf7Arj97Frvq3H9v5l/7Czj3rP2xXpkt0GR7+nZvs7Lk327lX3mrnXXWbnb//xirVy8epgywBZm032tVHm53xsqfaTltt7PRYe+l7zM485Sa728cy6qy8MbaRioeKCwrhWOvR54nhuB6hbs5FjjsvsY9i8/f099mma8IF7os11rJN7XK78/a4QC7+o935M7Mnrb4mL5q6odGIxomg/lzVHk1HqQz1AUQs8nEe66+wEMapvONnzrVTLpxrp/4Qb/rmQtkjPBXT8MKIHGAPnyhfZgq4jdocuqL3b7GNiMLBcBA6nwGud4XGgfwA5HiFkht2iIv25xunLno4Fg1+cQNxE5MUNk5lw+72G+2cM99lT1oH+SBfz8A55gZWynmUrvKo9niUu/7z7V/feYSdNPePEScD2UQ4gHwZAncBf4EHBec09qv+Ko/9xwzEe+E6H4X6BDvnSoP8nYd/RNj4Dd3Qpi/iwicRxs8hI+yrMed4axo/8wHCRi82gYMoY6MYvp3vaWGLvDwdy0B5IlbTa9nHsOZBRZU9XYkP/el+9zphI5Fv7Xp9tfG7gFw/+4y+wUJZm8D8q0TnhTKeeYik1xgsPwWNMGyH+gR+ifqgbjpElVnZlMpxPJR8IC/FdmJUhZIiX9bXOduCxbk2YukrbALjJ6AfmK8NYPycMzZwc8OXPDZ47wf/Cwk66RGuNn6dyoaxEzeB5z/AN4AXLYg/NPD+oV8xXlnHGPNO4J0LirBiMJD9eKWN1KO+IfYQU2NewziPYh520gOS7kY2/++vHoqkjAdRulmhfaTN+Vuf8TFRXAL1TqohndqV3IeN5jqQa4pMiviwzs9IoGKTqdxUgeKSgFoOcHwFeB7g4/WHXUnm5wh5ZSvANkQH05VUjkokBsPLgixivLyG6rg0dBnpfOtnXEJLG1jjEeFrIeYdwQFAPVjusoL9R74UjDAYlW6p+UwWPX8IfZVC3Sc0fiAVC5B/Yv6oCQ949ZA3SWlxi8c4pvQj14ydvYgrY3Gn3NhFHDd6aaOHMdrUVFjksuv6YeewZdpI5zw3VLVpGjLig8/0taw2UVUGN4OnY7NVaZFOm8ZIH/ki7HNn8iI7aUO43hhOrs1b5NttHHd2g2mSoGe9Sv1U39JG2EQd1H5Q2Lt/IXc+zz5Sfw2CYxnnRQxCrDl4HkERekRxHeZzVPfwMNKBc04bHxkn3h1rfX1q1nHjItrSjcMqLIkmVPuB1zHeh0DvHL7jPY37zq93SNdd6+A355nWZXCElQ+zZxrmRcMOqY+KENJBIWU/heJ7CAd0npXEtZQUXC+qX6q+QKy+igvH8iiRoGXt9InAqo1jO9iQwJC129E0DmKplMhA7aOIA4b8MxAcDeXFtBJHoFKi0j3yQxDPCYr0HHmn7yh1xKA+0il+VHqqegSzqWBUM3Pt1kE+qQnxOZY5xhHGecCH2h4OGcO63vilHrJH6GfUPV1cBZRXrCHj40qVhQ9lVidrFfEKJ9wz/sGao3JI5aS+D3Ff1ck4N7g5kDLPGXBf/1OHOU33mowLynMr7WXXycq/L/uBlOtT1VOMKO2KttN/6V/3HeYkn4uwaUKONTk2QGbOsumzXJ4Fjs1KbViKXOYGMTZ0pa83eGfOTltsGAQhv1jvd/cA2mTJjRb0Wc6HhWN8cG5E/SVznFSyHyq9wnWHdtIAaj853KPxCQzEe+6etZfLsqOOUX9uwKA92HRB29hWtNnDTtNm+LXTdXrLV5tU3CiGX3hvBPv42WcPqxyV5wdSaWvUB4K6f6CiAyh+UahH9CukSp32bF/IIoWLPn3AOjpHGOduL10tM3MvZInC+GRc+ZRqBIU205IiskKqqE67njYJcD7SZRkvny7NryojUIlTBxJ7K6Pe8ln4EuPKiffK3HjrNjb5M8/Y5OUbv6vYzPot4NgU5kbwbLztqrdc9RPSGHMaa9lv/X7y/qyxFDekrzhX0Rhh6EUJn81iPvNA0Sug9USuBeO+1GW51e+zsAT0+O65Yzi88hn2fXidwPyFcw8busVnkPUmNN8MxoYv4lzmH2DAJ07cQMbbrTgHPS/UAHMLOJ+NYU52zudrTvkremhXPjPLly2wIay6Lva64NkH/I780ZfYZFY/6O3uafb6N71nUjRrjuaKGUiLvKahrc4xVtB+9KV/2KaYVzjXePnAQj4HG5+AZ++xtz3+KVv5OIvNc6dZ8Bv95+MOG+veBnekjeE6scqqNtNp+iqr2cyVna+0mo352JvmNH2Vlc1WnUMac5oesq2ykpPHBT1l0R/tyHd+tBDC2y/5/bB+8R+rdMhjJeZrK3ufRhljq7i88so2PeowbaVVbQbq5QQ+hv73uTqHImjaFltsYYcddqjNm3co+SBBD+QG8CDHWJQAwsBUcAk5uiQfGKA4R3Aw6NZa/3m297/sbN+70cNxz+PWtmSttWzLsbfaVy71hjtuv+wtti9+AtqxxDayzd9/kh36kZ8Y3utFXj4uydff6sN2youOscs8gmXcfqkd9879be8NtTmscpHIK0juaV3Re9DlpLR32BVL3mdPWV+KeXPfmUlI9p4vGV5KhO0dc4+1Y/bYz9Zbe21bZ6997YMHftfmLdZJvPjGi+y1p73bNl2v84N8YnbPLafYrntuwLc1F99xk51+qvJbsuRG+/4u37bdXreNrYkw/JjOdSy2DW3Td51sr/3M5XZXTGZ3/exY+8ieB3gddDJgohN16ZastYHtssdR9srT53lIeaI8TD884T2QCzv6Aid/TEAZhwSSPdV5R9hlt2pyWHzrT+1957/OHvvISIMP9E6rPnJHe9bn/9EuvAVppQPVN1WabESZdtHi1e1vnv1cO/aNZ9ltGX/bT+2DF/yzbfwo5KH0LOeua+xLB51tt0U9SSGjCLVFbc146lE6qyD77BvYQp06s4/aKdfc6elcf9dVdspnd7a/f9TqygfJmZ/n8ahN7OXnvtm+Qdsohxzlh1/gA/oBZaBcyIvtkU843C448kt27V0Rf+dV9r1P72LPWWeNYkNfL1nXtvzgrvb5V33Err0TVVfdf3PWdvaaT/i5gld+WW/kTzEEJ5a4uq2z66n2FvzeOC4mt5xqL3rdKYjUi/y0C17kyC8yW7L4brvl1P1t18esTd1dN33bzpBZJMG4e7its8+B9rH9T7RbOA4xLhW3BP8D+Mnfspshc+6I+Jsus4/uc6KdhJ+Mdjp7rtN5J9gup3zbbrkzxrTb4SJej2+dHx0xzxLe2M+Xk+yNn7nU7vRzH7Z3XvGvXs6Btu7aqMsl9pGtNrTngrZ22ga0kX30ij+ipR5/qX1k1+/Yzt9/n23iJ2TXp+vbE976XXvLf/6afbP4pgvsLae/y564TmwoxQWS/nJO3yzxOWLXPe1T35xrd6Nud821E/HTzus9zJujGz7eIHBR7LXHAxQntrW0Wee4FjROG25jbzzthXYs35JGk++wq48/0nbeeyNbI11Af3jatTb2OeDt9orTbqKP4ItbLnqhnf3OrW2dtTaynfc40l5+6k205/zgZa3zlPfbWa/+uF2NsYbW3HmZnfjBfW2ndddSu6D18ckbQHzcF4/e5B12zhs/Y1ffHhtBt19uJ31id9vhkav5AuKPdvUnnmP7772d7b/PDnYAaO/t7YBPzrU7uLGHzatFdsfNp9iSjz7DHuX58SaQYx9+jDknZO8Kyrd8781enuq4ePEv7dr3jtmma+ptZujgB3KHm0ffAN5O5O9SLsZ4vkV7lEplAepLl4OTUAnEBQfSHnZ+UBj50x7c88dmL2SMKcZ1bYVcwpUse9BCD2sDeDE2dn0xo411bPjG5m8SN4lj4xe85Ik6gVjRoA4YNSsCo/ONeqA+qB83ur2vOSa0mchFm8vSQcb48nnR9fVGL9rHPvQ4/s8OhJ0Yz7xRFs5h6bMfc0xkGDbktV8qEei1BYFxCAz58fq8DFA2fmR9gJpr/LDeaBP9gHGwQL7xMcCNYG4G4+egH9AbvPhJaGwKO4dOPxONn3ZWfMaBY3OY/xfYZf4PYdrJHm8A8+emWZb+4KCMM45t1lDVJWp5xQDl4SO/ddSh0w7GdTHDkM6P+Po8WQhzN8lvSnwOx00Qb1z8RiQfhuAmQg9F8iYFNzVu52m4+eLpeYNKQp5V/k5+IIlNLi4UCqvSagP05DmCnNhPfvpleIBo7JRr/Mw7qS53FI1KoyyrcJRRqI4LFevjB/dYZZfmXhYDCDvn+cKI0Oqo8zrsmCNk2dG2E0eQ2lMI6Vgpj8t8hqgSB9QQhvPkFdhljy00aNfp/dijQTuqib7dpAgZUBTv5V19FJ80nE2f/DAOZZ37NKQQeWbsyvB91qu2Sd2D9anzTipl9MjP4wGdHu4unXJzURtlFeU807PJNDkHiXoblTG/8I1g2IWtNjwzrtt4LRuhMZ+lLbmHc3OU8x1JG620Rz4uz8TDPMheFn/GGQQbhhGfacaKzE1dzzs50/tcOjP+dyLrh3jPeyYeNIWNNoCDV8S8QINx0zx9Haau2yRO4s9VO8+2sTwnttk5+4P+7PoOIOfAdNmJVyNNWoKLqRPJnDL1Ycfx5owKyFlGUMpRLmTMzzn2pFI8ryuhL4T6e1vQl6mD7IJ/R9hnmNemKi3GkPtDYfjG4xAOHa+H9Fen8wwiT6dsD+srBsGjKqrsEaYFqP7IlkLBkKIEwdgv4XuAfeBrFwXyoPWh1jO51oLc2XJN3YPymxRYaWGottnYCrIJ5Yi4zI8+YXp5p/Nf18fgkjtiytBDBmcc5EKJSpdpCvWje6TDMIrbQpiCGzt43vhOSNGmpZAfhmjQRudAN+Z1buhcAe/mTjy4ThnnQS0H8dxJ27CBrtghzyzTyydHWW6DD+rE87NP6W4w15TPRKDr47wAl+gHyk7jyEVXEdJRLnbKk3JkK6VEHcYB2kMuWSE/ug/UXvlDvsEzFfnWHUm5kM9L3MyEr524UYu5CsQNTa3TcQ3SOh6bG5Bh49eCEtfZagNEpPsAzIfIX9cM9iHI61b6N/pQvNOlPscTw9GffZLeD5WOwfALiE4KKFBUdZzn5QUpD3L3E+sU9SapbcVXaCPuddj+2IyBP7gxM0ub7YxzQtqgkqdzlYV6du3BEKCOFazbNjHRV37O6PxIgs7L8by1ZkG5Y14P+NXTwB7pQ6ZtpEnfpy3r2qOov1O9DkMYVe+dj0yvPEa2yzWAwp5H0aQOGYoou5NS3ydPG7Ifijwe1fn39OCsY53feGVmWdn+eH4ZRP+EX9JHZTw5zzHC++SZs/k2JjeBsQHMTeB8Az9+DnrOqr2NYL0JHLbYCMVGXoxBjFMvSGM7+yvrXf1RzWQ/8HtMVwHci0DvsZEvHqov4YN1l5GKelpSozyUCRnnwrjvo4XiKDOB6o42oC18MzbOQ70RPMvnNDxrAMX/RHbiJjBl+Fec5zTPwRllzchCPIBS8ZisPB/zAJ+JxnM1PEfTs7ZF5lrqUHf0Jf7Yc6WVvS+8/FneB/hJeLxJO8vrAL7KGmvZGn/7CFvrb/+GtPajHmkPe7TTOo+2R6y7jv0N6DHr2SPXX8/W/ttH6q1cbMoi/SzPx+vPDVq0AXOPl6n8UR5snM+eY4949KPs7f/ysQlp3Y024gbvbKTzNOCzEfYxNnvWyjbbx9EcjCW8ZQ2/YVN49dVsxqqgVW3Gaj7+Vne+xupOq9n01aBfw6aD1ljDxlZbw21Ws2luA5oRtNNKd9vhs34lmv0r22nluz29652/ycPQUe92sJ/uNBZpbTWUtbrnp3JmeBnTUCcvHzTT5ems32o2a821bNoqq3ifuK9iTIK4AWz2btIWW7yedOihhxZC+Ltz97G5c/WDspCPO259u8ni/wN7JvGIAgEOGqp5BEKfGgxYhyrgg/hh29prv/Y8e8+ej7WtN3Pa1Ok7N7rBxrb3Rd8ye8lTbctNNrIdv32gHfu+LtcNDjjPjj75QNvu8Y+xpzht/oTD7XLsBm/4fDvvP8bspc/cwNNtaFv9/UG2xWkfti3X1ikUp1up0mmHPcOetvkTSU9/96V2Z+hBS9be2t5x8pi9YKtN7e+cvnrFvl0k2Lu3tlt3frI9a5sn214v38r+/aitDb+0u9YW77Gv/8vR9g/4Weenb2HbPf8y++Tp+9q6HqeTO+rih3X3PNd2+/4OtsPfbW477PYdW7KnR3jmt5y6u31oyXfstc99nD17q43t2VtuZN+/SSckTn4/a23dfX5inx57oe239RNs+22eYPu/fFv76lFPtzX9RParD220cYSJAmHwR9gm/3i87fSh/W2vHba1fXf6O9t/1+/bbV4m6kP/sE9Vxy/80072gn1EB599ix6OOxXb7V9vS07e017yvL3skNdfa2//4nPtkTLxeN0skVZ/kj3v3Tvalw/fx1568L720hc6XXirbB65jb11ydvtDQfvYz/8jYdXe5Lt9qpP25Ev2Mu+fN1dttoTXmPvf+Vn7O0v3Mde5uledvi19pbP72h/G+VggtIYdAFHzUFRB/BsmxPiQG7Pf/aNukXcOa/f2fbefhvSPh+53O6CkjEqAz8B/fjbDrIX7b+Lvegwlz/zRnv86rDIkp1ot449+zNvsB++82D7hwN2I734c1fb3R63ZPXNbK9//rgdvu8u9oVr7vJ817Et37/Ejn7JznbwObfYkkfvbP+K8CG72MFuc/Ahb7LHf/ZN9oTVvIxSiNjqm7zZvvWvm9m7XryDHbjHDva83be3117zGfvKD/b0GsAf6EvUpwLDuIysbZu+5SR740eeZ7t7e3d/yZh99DP4CWiP87GC4YJxxkWOjwdAF/7MEsJGtvuZB9gPdnmC7bDt4+2A08b4BrAuqLqI4OKy9tZvt4/ve4S9dPP1bMenrGM7bPZo+8E8XMDSRuNZ43Oa3XrlEbbrvo/lTxvngn3aw59hBx99op11y128uOBv8HNjVGWpTNaVeUU4zwPP4zH7XW6fGDvIDtp6Q9tpqw3twJc91Y47+ulejsc/7Ol2xBU327mgy+fZOaBLb7Q3b/kI1vGW/3qhnWXfscP32MR2fcZmttszn2y7feByw7/AXXf3k+11OJ+es5Xt9Q9z7Zjv7G2P9gGzZPFNdrafY3vv/0o7x95nr97xqbb3R67gpu8aT36dfdBebi/ecWvb64BX2JO/+h7bdK1or1+Mu58rQdMgK8z/jRFhLlbCR2Njj7Ndz/L58pVPs122fazTU+3NW51rh3v94aM1t3q1vfF9O9uuTz/Srrn7Efbkd51tb3zvLrbrUz2d08uv/JZ9c5+NPT+POyrjHm+7Pf0J9okr77SxDQ6yb/yr2RHe/t2fuantsdehttl/vM82WRv+1YjgggEDkwPU27/Onnb8R5bY217wDNtnt2favi96jT3p80fYEzGWF69uT3jN2XbCt8+yb510pn3rRCfwf97EVvdFhRYc8+zSI8x2WGdNnaNOyVVOxYPW2fvVdutOj7Hdt36M7bnt9nbNFy+x7R+DdHn+gKN8cC1qWBY+Hp8bg9o8i038qA/tiow3dDsdF28RLvooq7wBicqnPXUhexlcUA288TuKVB5kbK5h49Np8QLWN9/w7TZ9oU8bpwizPOYR5aMerKu4HzqPRjDb8mCTH1hOp1Od8o9duMhkG9B2/bWe/jgAbwGLL1rQ/SUf+w3c28d0C72dTIt8Pf+K+NfpHueCwuxr1AEqXUS6P+BRvZgWBlFf1J1yeCzDw9SPYttQRklZ03hAOXW5UScPk1hl1Bf+i/EC/+GvM/lmrvsLvPxUs4+HCJMeANfGMDd3g/h27/0pY1M43hj2sDaCkQ4bybkJrA3nfKs/x276Dw4Y9B3lFUEoJ8oTFVVQHS/dQNIeJSSHIiJwVeUR109cU3DdctJDEdyg5E1t/AUsyfU+n+thEOZ2zPmeltcvXHvFMccqjFIq2ckPLBdcOoh9GxJs0i64gLWCoHWRj0/IroReYfcP4zsCxLt8JyTaDatFqlP5IExSvKsqCmWEUTPYUmaFEBHM9RprsgMwBAGqER96JKAcyYfA/CZPqNKw3g8jCH+IBbEDAuPRILq49BsyI6/iWEChESpSl0enG4iPD77DNFL54BArIDYYVeu7/kykUSCDy0mszgCNshNVgTDu+3p88sM49lA7X9rH55DcAO7SxkO30CsOYa35SdSHDcN6YCoOnfLgZm+kKw+2OfcpHpT63FAeJG0QKx9sCpc3bRmnh7O5+coN30zjeXLD2OfO3JDlQ/eQqae9wqhDbt7mZjDlCDP/DEdcsY988WALdnX7mL/H6d6p8zMg3s2xLnJOAmld2ifOtc4T1JfUOV8pT888SEHd88EmFA7IqANzqGzQ30qbde3qzbBTtk+6+rqU4ZBpp7EBWWMAsvyCt4AzzHFGnvk4oW5AEVibkOADURrIV2hLTf0PvqSCzrJQMor+0SJKazOWEesprKW4fglCL5U4tyOPuNBDVh5gygsUinHJj0Gj7D2CYCzjaUMZTDJQH3tA1/JAQR5lEFr/UEcFdeQMw44HfQvJrgs7yWqIhsDqDdR3qJ1kAQjR1kFEAaWuBYMlI1zTAHoN6QhsUAfS84v0gc6ZIvtcwXODc0Nfhl2eJ+CSuzDnEuqQZxDydV7iYDd0Xka98lPpa/KD2jsewsnyf8jOMwwVQ/hGWPo+pS55JztTYuQIqT4QXQ2H6+qtCK0khup2OV8C0TnbCzFsEMw4aNNGfZS8I/RJbgZSzrBzXKO6Pqrion/Yp7SNtKlL25B1v5A6EcuP/s0y6j4cTbBHm9hkRxGGkDHpcYaRFPnwk8/SIt9Sr2xDkuv5jKq7l9GGMMId5fMrPrNiGj3zK+0s7UM4rnX+lSzOSpKPT2wPZM8PHPn7oUeoA8qGTSdnPVQ31mtA7uuqPid1Ydohr4q84JCznUGl3R35oQtH25PQvvQH4yj7IWIg94mRmahQnWdNQJFrPTjbUPFBOSnbFLxssKdf6KcYPzk+3KfljwnifpkbldgABvFtTBB+xjg2eEH4eWPK+J+38ZPHs/J/3cbmrxPf+kdZUa5XBC0lR7jUfTKftA1KQGTYSXsPKkM67wBn6AYKIHw9DiFNihz1NNIc6UBalxjGsoLGUMOPHnBfwkZjU/4E5a9Jcqx6GHZ5DrrS02AMu+z5cJ2I890zX+RlYJWj5114noSXMLAGwnOclLXm4bM21/HZG+u+hJuls2bNtDVWX93mzJnNDdU53kezSbM9HmFsrmqTFvo5s93O04k7hQ6bubBleg8j7Wym8fTO8UsL/AMcHy9IDz3zR16e/+M23dz+frc9bbs997Ud9z3Adj7g+bbrgS+03Q56ke3+/H+wPV7wEtviqc+KcpEuylsJZa5kKztfaSX8b/eVubnsg4s/oT1n9TVtttOsNda0GWusZTNWX8NmYaPXOeU117CZoNW0MTx9TditadOcQ15WmgFimZ6n08woi+TyTG42O4fsdqjfSg9/pC1eaXVbY7VVNHACYxdccMESbOgeeijeCDVu7qYMZHg8vmDG6j52qonPB1J3odJEh/EJcJA7cUAj7IQBnQgzF6AsIYxrxx02951Pte/uf4kdvfXDmQ8zCjNmU2WWCw0ShrIPaFjJRHaI0TfSBUOmXKRkTHfoHQHlB468PQAuBeN0o4Awv8EhRcXZOCfnmIDyZi1vlFypttLOUfLpcgFHyC0Ro3jwEBDHuvAmRg+FuSGAExYPap0W4YEx9O4o2OEpmdKJVJ4yLL4JPSYHRCkWs1PKDgoKFR1QbHCMtgXY3oDKCrjMUOrolxAheBgLZIS44MLk5hwLNPhSFxtx+RSTJdLkT+QCknDzhg0E+cz9go0Cjys3ebLikfWo61lyi8oVKMwJG5xHATJSDaYoYLvAwybOrUL4gKM9NIrRQPvUK40fyPNBBcP+ufUHW9sr7Dv2g93x37qZ2hG1KmlywYZwLGhczjd4+XDBCW+Nwl4PNhGncKbzo/Kmq8BjfPmX4wlgVrJMpE1E4ThkQyC/ipgysh0E8mFUxmca9jXGNzb7XOdjQTf4SbCLm/zqfCn5dAKRtaQ/GFLdKbtf0kfUBWFsUqbfRDlHIDkOEhGgYgD9+vRrpKxr9OKZNNJnW6HJcPqD3JXhG3BXqB/Dhz65eBx8mWGkl736B2BDHO4HP2/5BnQuZAppcYP5UT650655/0ds2ms+os1owJn6xrkHchNv0bwT7AVXbmVf23VDLlhIi8D9XPdkkBf6HIh0WMgs9oUQ20AnoW4oD30U1zgsqlyXfVSueeBIUTmXEuuU40U+oi94fQp9xJPoa3F+S1z4DX7nRp8WYdwQdo65Sn5VmUiL+vlK2usYPo2F9Rg4Fsa+eOK8iDje2FSLY7bd2aSAwqaAMFd/xfhw4qISm7zeFv6E8WJtKi7gxq/LrtcmcTemIKvN7lH0o9OihW6zUD5BI+Q3zVLdOgU8HsbgekE/IV7no9Y3kosOvuEXB/V3dRiJ4RjkPb79SKS/8GF74S9XOtebt07cIMdbvnrbl5u7seGLTeDyJjjOP44b5BFjC/mSQxRHWawr24y2ot7uK96o4YZKf6mrn03rbtL0pitk2cC3TAefw8HwCL/iOlB40MG6ByYqIVreQ7Gv8kikh+ArrQ2iT7wP5P8H2AfzH3jA5t//F3vg/nvtgfg5bf2EtsILwk5/2KA/6ND8qHyRP/uBX/EOCvDY0yeGlWhJtgb+xzDkRk9Q/gxqbsLoJ1JTDxs/JzyN0rIHi3sy36Fie+GRFe2pJY5jNwD0r8YpQwyzHqgj5mdHnru4wc05mraQ0x5gmgwpriDESgPjoVpWuU0ZdXFZUq8OE2CUz7TeCkwqGxhN4PcqKuev0dnCdyEuJzRjTx6YY1YkJvDOaEw5QR/jJs+52lHm7fEQ8cWu6hxcQwcL4TxGgUGCsxDS93SyTWT2Kqc7KxEBncJ+9K/W+tJpLQRKhmu7C/wqbcoJ1juA6z/AI+yy/ghiLk2ZkZKzfKJTMy05jwK8lb7D+Y0wXNjJfvT4bi5x7gLmxwgSmDtho3VjhH1uyvWjNn8wv4YuZNhyLiOPzByoEaqFFqJ+cAP8gjXsQm83fkIQ7VzohLWudLLFJ+3ZMsqQGIoj8k+pk9VOzX1YO+IPnXxRwPUTfwJ1jt6cwP+h45s6c/TGzhwnPLzFQ16sG7iOwLo05meuDZBpNLEqutJVBo66fgnqaNLZjQdZ+BFf+tb7h3MI+gQy+kjtVV+J0B/1mlC24NAxU8oSlHeoA3Uo2uCs35rhtnWmXRoy+gF96uuHWAti/btwIdYf9/s6BH+852sOrj18PeLrEK4/8Md9XDNi/YF/4aH1te4tnEe+XRkTY6RFUUY+/QPB9nRBhwL9IiNQTCVkvfp5FGEE+j2h4GD/9IEi6hz7tl1M7SPKlSHzyLpmXGdOnfS4X6nsarmXH/SdQrYR6FcwEPnwWIGKGFF+yKRZB8ZlJL/itV7Mj54405X0zkKTQmc/gBEqx6AS55k4N2Hz3tU55hX9VKw2hWbh4f1Kq9jslfWWIP6/L37uGT/ZjPsWvjnH+xMRz2+cqzi/nZO8JI9lmZBjL0fAeRLPT8G55r9P/yJH59q9dv+9fr7d+2e7H+eb6/hLTLnu9/MUjYaveO0Z2f4KKHi0kzyp60tc9g0Afc7vCvYQ7eUchfkc/qRfNKfzzbd4XqDNOT2P0cady55W985Ij+tUlZ+TxqXuZ9DGvCfFH6bDB/glKfyC1AK/b8I9Kn69Ss+n/X4Vc5GnVbNR8a7yyLsg5NSUuCx/ALUu5WEea4EwHZXGW0hexwmD4a5OnWlno3y6MCTaU9XpEyU+ESY9XSJU6hPJE6HOA+3KcUU5rgn19YF9lPe/HmY6JaZcN411yOskzzc8S3DC2MJmHp8bYCNX6wf9bLE2cvFsAed41SAv169XPk74jCPGU/6y2cIFfq7hj9MX4I/Ufcz5OYdxpmdleB6Ccy/qzHagklHRpWJ8R9J/+gYk9Xzvsrc+AgE3QNqci+Aj/oIY3nqFH7z9XEutvJqttPKqPqc5YW6b0735DP9hLuTzGeYRhXIs47kn1gfwE671zvlLbvijfv2LL/rL1wHwIXzGfzFHH6GPF3m1UUdUNeoahE3+gw/Y27761a/ZmquvYtvtuJv96sZb7N577+OaU2tfpBP3Brqu47qf7HRiLA1BhEhIi3ZBfvKTNmJ5b3vLEXbBxZf7tSDa7WNkJuerGFsxT2mOQhmeCcpVYci8B45pjAN3GdZTeCaz/qPWsgv/eX874KgP2y3nn8n4aQZ/OHd71FG7eGYzUEfop6HdLnNfs4ufEBMY6Aerp3mdUDUveZHx+TV8tNB1GL5+CZId2uvXv1XX29Cuuet++9XFF9lhH/2M/eD8ixGrDeA3vGFz22KLu3obu4mMmzt3TfvkJ39WwgDs7p++mjdMTsy/hELniot0IWUSL7FqGU80IHUZDiBdiHbHZfbe7U60vS7s3uYdJxWhCcljnMoNDb/iIXVVkLIwxrusyUBACgVrXRz9y3LCXjejsFc56C381UbJDhy+0KimjJson9ko68SXDH0mA2q5F6BDOq8wKuJRD24S+GStN9v0sFgcF1sNcNnIjjfXqD8rDZ65+pHtAxTfLSpoJFFsCGkK1P4F4JK6DfEtYPlIAx9R40d8EaaOAfqME58Tb6gxJkEu8+QPnzKFh5FMWfsEhw8vbOEHTJYupz+Sl0QJVh6ZKChAFwhRzI+071mMD7YPtmEd55e3xOsvWZNqnm+RN2WkU1xH8IdzjjPndrOdteMBZl+9zHZZr18jTFduIjv4CmGmww0/4hDpU11wxOfGb24E0475RNi/8lP6i16PIBW0D6FD2BLIB4zHAWQ+3k/oqsw7Dn1EXWjjXUuJ/Y8Lnvf9IoSd8+KnC6DODySCDcpIOfLxL+F5Zy3J40AfMCCZfqFPwT3s45MXw+wf+ixl/cGCM6SWzPwcWa6D9QipiG6GOoZYHbqElDJY1GonErO99EPnC5A7TOHwkx8iLuwznHnQX0jnMstAu1EXJ283byp40Z7JGw3I+KkP/VWb/GXT7rDrPvB39o7vm+34hZ/aazd/uNIjf2eYplCVW0/dyN74QY9561l2/C4baNPXIzvCQzH85RvmR5zjSIt6uX9dpn85htU/9VzCrkEY9UHpqHv0R3YLM0ErPePS5tJ++MzjGAYPYjLw1IVPk+h7kf4fsOYszlu0jaTOUD8sBrQB7IujvJGLTWBt0MnH5LgWwY+lAcmnhpGpXBnNc0jgeHDf86GTy3zbl2/2LrAFvBF0HlRvAKPveB6iw/CFX4P4/31BsMGKCGXA1r/sTvQTyfsT3Bev4FgsSqc1DYyhxxhInuMU+ejcg8CmDLS5HxoEz3VJPC4N3gLWnxJ9Bq65itdvPvSTj8obuVzM48bH43DjE9f93iawc2acPlIhBMNePdUUgks+TvhXtBgvceOGn+eZPts5btRm50awbtj4sID2IvoM+bDZkiWJj0RXpYkxThbqp1Go9RMUMm56+UjnZHD3bd6Icuz6jageBul/LJNjIxg6/G/lB/ymK+zzgZD6V33rAfQ4q5c8wbCEERhQVsFsDhj8jjlL5FOFzxf6/6Di5W28CBfbSOff8OKIHuR4GsDIugLj13e8RNDynPRP8YWjXEtwRF1xLofMDyoNTjtO7wxHkhJf5NAPQnajMJ5+NIr1ULJOMX5ZHXo+qI8TpO1HZaDLp+f5KkC3LKVOih7Oc2rQOmdiqAwcS52y2IcAE9ZvWZs9IbpMcYpp3l4afHT4HFUQfhqc81PUfV1fT82g3pEbsB00EmnLKA+7LCvpIGdeNEs5TTCXhoxDd5+pg+wFXstChoBcMj5yJLRul5zaug4J6BTUEZ6SnXyGIyX3YZER7wJlQvNjAuOSBDnXEqRch8Sa0onzayWnvR/EA6gRikXr0TYQ6pkbveBcK3n8Qu8jhdE2tZfpou/qFqfvEChyohRf1T/Wjnj4hrcyZuKtidkr2wy+uRE/1xibwPj/mdOnYQ2Kh734WTq0TW1Fflkai4lDXYd+fVSZUXUc0oXteJBbO/+Wa0avD1DP6Bu0O/R8uOl6fhAfeaBI2IVY8iYo4uD1HKyqI/ujYIRNlxT9iQA41oPxfMfXInjQuyA2gPmHZw/EGuRe8IENYDwU5n2Ej4wYO5kvS6l8OiSRZfu62ETRVHkA/X5yWd8KEaqURazr4zJ9VtkNBBxRvx7LOg9iQO/Bfl07FD36d9CmpOvGMThyT1OG086F2q6WE6N0CeqG1PTMCEQ+/QPzwFhGWEX4gV/xnh7HqAc5kqUswa2KUtwhsQuPxEA0gjqFlB/nH5x/eT/icxB/NhZzDTeQnMcGMOYkcp+TcM8yagNY9784f5FncC/KY4OrZFLWzRui54SYS2MD2M83bf5qjY8/tHjg3r/Y/ff9meei1vrYmNJ6nz4ixb17wbB/Oo1LVXTXNwDO2xARQ9k5bvUodUf2M/yIOYz+1DzOzRLc3znnBjB8FhvBuvcLn08DZR/g/g6+RJaZr49nXGOiffxVKvxyGX2A+3vMPfp3QvQHiM803I6bT0ireQh+R63BgW4+RVlFEqJsoIxF6CR1OscoueMxBwbKOsRBfRfs2fUiAA929a1AM/ZeF9/Lx1H0YgLmjMyvy3dkGQHd7wzH15pePQj0mwj14vUFPvE+5bor/KP737BDGib1o+eF3DJfjQ+MtW7McLyBOMZmV2/4dpu/+t+12NzEW6vRDue8TuFa5/fQ+OMBnlt+TcOmJjk3f5Me4HjL6yNIzy2jbZ7XYNs71PrJg/nx26XvFeEBfQL0T+cn/MEFnqPw56y9/bNXWslmr7yac2wAr0KOddXsIG0A63kpfrUG+WQfubf8vNKzNW6Gw1/YLL/vPvcXNoDDb/AT56f7+cwI8wmfozkfY5+i2uhDrXU0B0+zx2+8oT196yfbO975L/bkzTa1Aw88yFZZbQ3vg4VoJhrHNJQqPkp2gayspZg2pMrui1/8on3kmPfZjbf+1nWqB8YV/0AFMuf0GGvOu7RVWWhQHNXjcURbwTHOnc56xR72gs9+ze7+1XX0w5j7lbb0LdLjnGQSmzENq+7umgFoJTgR0nJ8IE8+31YQRfta33OOSwc2hAmfq2+/f75d+6t5dvo3v25v/dLX7be332O3/e4PjO5tAOdGb6LeEE4+uAH85yUru0M1AOT0GBCQvYIaGC6A+4dzzwig0oO45Xub2POP6mLecfL1tscGcA/yC2UF9RMmHRcgu0ITtcKQoOOHASAjGCVOhQK8L4qIHAi0oIiuzjBzpa0mEqQVL3GwFBN8oLI17htslOGBqp/p7js8fPc4+jJ4VZZY+AD5O+sGscOTcEwSMmBdfJLDBgcW9/rLKp8k8cAYEwEnTl/084LrcW6DTFB3PoBkVpj0JWa+HqsQ5LDzVKxvja4+NUpmlLoUKSm+sxKi2RhSPPCDAE58KTnmyiTgpJ98gE4TABZ16BP6l2lUCm96/MM3yNBeXBicGEbLeIHzxtDcD0wbqMQaqe5He6hOW2G0Wm3ER0l9THh7NNmJ87xLPe2RzHWRxi27OPfBn645xg474vvK3vHcT55lb3jKw9yWKTooI+YPufM1xiYy1h8qQCeSXV9G3ZwjZ+eQgDwvij/5DZ2Dlp1xHiYHnncUOD57aUMEQ/aw1Hkrzske50P2PTjGAnUKF7s4T5AZ8mEeyJf17tpKSEmt2ibixWlMCyHK4OUvUjV20YPsP9cJSKu8UF6HCBVlP3Y4DA3y74NWaBe5E88NjX22mf4Inj4pHL6BjxB2ivOJPqMOmeD8QsZRBqExxfGMTSPcXGAhUxF84w6RDfwCTj8iPQ5OXg4fcnnWXhrLAeWGoTZ98ZdS2kSknnG4kEpGrVi/yB95lXPNy9dP2qge6h/0jc5BgHXyXMhRFy8LPdXNIekv+YYF8ItDRRHm/wqmDyMNbpBIng/GJf2JPOF3pEP5gHMfW/QdbtR48+aEBTU2gPGTtNN0Q6c3rHE+d+cuPg8eMi/UL5pHjnbB/2obFuUL/NqEhTw2gHGTuACyX7MW4IaxtFf9qfGk/PQHG96nbqO3gHUOox0szw/oE/Qdfh4STWVferv5FjD6dob6VOsX9T/73uWypkGOkCmqXeUoYanw1MxjqtB5BAq/xXmoa7kW97kBrIV83Gg711/K6uYaafTgwsdfNe7gJoZrlHqizvIXxgyIG8Cz9T9a8BeqkPEzObhh0SYw3jLXuatrMnwUvqO/lDf8MRIDVVkqxslmtK9Tt5RCRqYVeL6xP0S8boSf0Sfog/ncBL43HsLigZCIG8F4AIuHtOwn3KDivMb4Vv+qn1lQ1zdR3RKuMRAcoSitBtc4xNTr49xlcNw44c3f8TaAe/9bNNJnfkPI4smH6zKEydoNAP2bHsIYlSCWayOsnXneIsrbBOS4wLnfpY+EsE15BCaMG+2NCTFBdqW+Q/Aqq9bj+MzzRF3GzXqiQgeRRUSSidoPTCHnpWMq9XRwDNRJxnHPQ4NlL3wyKXkNnBCK11xFsbiT94eDKCpdYweR5fWOA3YsyueuGrhuE2E6UbjIgZxfE4NhoNyvOkbGI8++KmykTPPBdDUQNzgS8zzAMdNKFXNNOttZWSP6+Yz5s88xTzn3uUprSxEyS5uCyBNd4VcI5x1hbbvQ24pNX7QZ61q/0vNXbmSLlOK1n0Pda/+QL1AsVKhPUP5bA/3Py9k2Cw8p8QYe/oeay9z8xZoAb6rgIW/8KwSuu3xdquy01iqoxK4OUpZw2AzGA4M2g+jUwwbwM7RsX/hc/aOw+gZ9IjnX/r17APQhPtkmZ732jYdsykjEFapnU41z5+hPPtjGOtkJawquP2IDGH9whjcR8Usk2gDWRlQS1y9Ye2ANwvOly7/zM0vFYamgSZVOUNqi7eXbHYlKrEH1iHxRxyF1An0QYpEKG9U3AzoP1j5I1LrMp+iYRmI/LWTcl0hHf4J7OOVMWKcr9uAUdc4LXX01R6e+kqq8gFKWoy5HdsjPOb/ilILzmDK/fogkEXKG44BPJoMRpsyJWSk/np84F3k/onsSbFJiAxibR/qJWPzxCd7+XdlmYgOYm0o+X2EDmBtLuDdBHjh/kYfOc5zf+CNInvNeHM5qV7Fkbf7qOoA26VkIzjufc339rj+0wJr//rIBjHMOm8A4D3VPFucbzlXkQcrrU7/xUg3qPFxU6etaxtFJX8o51YcFgfGacxr9iXs6EOd0yPhDHT0vENe8zXs/3Nfxng73duoHznH4kjP3aJeX6sT7Ir+v51vAcV+6wO+RQNiM4vPoxbCJOcznI7ZFzla+AdSZZUW4DoBlfILjL9KnmrpAyuqLlHHFFKjDt0qjc29QL54hCSWkNoSu0zoiULeRcL10PevKrrMfSjsIj1+qTQB9xzp6u1RTP/K6IE6CfzLsJrRjNZWCIwDXQpTJsn2cVOOF4wh/WBAvJ/ANYD4/wPMEbP5i43OWTYMez6zcHvnwjHSO8vVMQxu6/MMKbPyWDWDxhWVjU+cc9zowxnx8qV+9vjFOE5P107hgcuWBvAZzq/MPK04yPBfdPwjjHOMfzXHdNItz2Rxu/q7mhPUV/g+y5rfZs1eRv3Be+rmr8xH5dOcfzids7mIPCL7gL4M4LeT64N6yAUxfLQQt8LTqZ/rGSWsdVM/nSTwBcBn9ibI2XH9d2/5ZT7d/+/Lxdsu8G+3eP/9JbeJHadBshsInxQ8DcaHCsdgMhvEzzfQty4ce4wtjS/VhvRB2WXZI55xlIAflo2OHMgrCb6BHXf9fdiemI0V4fs784DlDYJj1QpkRhnOogg0VAEvvygAqBaZpBGle6QCcVeqGrJf3DfR+vWf/hg74m1VXssc//om23Vvfb7+86Vb7w+3avwW4ARzyMuGOBzD5Y8GLi6U3DzId7Y0Ddxt1SJCSVehat7SKID7Tj7R1JRoPAcyPoYwJGkEdwg6czAFrpSvAWOetUgCCGxSNs8yHurTXnVW5KIDRjmkT8o9OTPjNqVxI8SDe9Rw0iMOGsFrO9Mi2ONLzQd70Lc7AjNKDMNXB4YMBCxMu7P2CqgeTuOD6AgQnOP8KSw8rdfHFQ2HUHWnQOtUfhUfzGAe1AFtaVboKJY1squrzkH6cCDypyMm6E4wTC/zkPPxQxiEvMrrQYCEHf+IhvxsFIKhOqIMeuOLihn6Ez7T4YL1Zx65/Mx1KFKo2lEp2gKrTDsf3wHaETaTLc4ih0j4RJzmOFXDYQQdL2XuQMnyACKbDhZf2SIdxV+eF8YN8UAFBeSJTEccl02LcOXH8IUFw2qk8pkf/+MclhjtU/uzEYTNgQoOM6yDz0NeyIyX1q1NMnux/P1e0OND5gkWCSGFtuLltjBcU1I2RDmy6k9pdQ2H4FOAYjQs2N6Fw4ebFG30Crr5iXpVPoUhxoGiCdZsImQ0TZ4De0LHKk+3z9tI2zhF3hn/dB/CJh3NTiX7B+QN72CAt4qlHPk6cMD3M/NAklO8EjrGIRV6+mZoLGc6N3bijLzCukEZf5oFqI1v1kTjJyy2bwANhyqhKpONk6xnGLR7L4jmIuhWOeuh8AmCjB3dZkwQzZfuRcfonF57So3AwcNeh4tSFr2CDTWNuHDvlwhWbwK5D/Zkn03pSFI76cT5038GXHGdaZItm+6IaPp5JG4w3V7JtqnzXlikDf6Q0ClCjfn4gg4Q6e9057zrhWoSNXmxkgmNjbD42yOYvIMcNtluyzZqzPadwF8Br3ULcaILDz7BRPIeKt08/FQPSNYE6b/8M/FUz+nY6Nr1gjAU4+l7psn9rIiBLGgfjx2puTIxnp8axHS6rn4Pi2q5ruN8ALfLrOv5fb74B7P7j2x1c0Pv1HVTNZTn+6EcVUKqRtQmtwHGOMeXnJfzGBy542KK3f7HxOyvC3Az2eM1pGGM+vnguIR98cchSgFpeMcg+q0vqtW8c0L5XV8E9R7/Jfc7RFzg/6WP9IQMeBPFNYNxkOfFhEB7C3qtNYfz1Ox+C+PjWGkzjNse3uiX6SGKApffRUwzFUlU3AyLnNMjOIXPzN8n7GJvA+t+bmPek7zjyiPTIcBRYjajLiCr1MWDQC3YBzc19qG/dBnWiLBvKTuD8+b6YuwHM40SkSY/Shlx2I4ojSnyFusryjKOv7GEohxFlqZwREQUjxoKjSxHSuHmPg1GZVpgw7aSxlEIcS29/H9m//09g6c0bF5NN2s0NE6codpV7qBsnWVlHVvFcIw2g5OuGlPxQ6xJKi0jFdzGdTiH/QA4DsFIXIGwj2jFsT52vEyQ51ekdNI/yZCGMal8C9oMjqxdmWml49EN9jnCurOYeXv+d6/5L60nwXKcgPu2YOvMKjhahvlzTkvsaytusDWCsqxTnV3pxrBX5UVtK6wdkCWJoQ+pQf0isI6vg9fR1JP4XGx7i4rqPzV48kJyDTZdZsQGcmzJ4mAtbrrWwhvA2ekbKE21Hnh5GedHUUp8KRVXVrYZ0kUFiIDgaMsL1DZVRX6DVKesaWHjdd6U/pXdGIIx8xQOVSJQmDLelwKO6XgpE29Vej/V+z/UdCG/3auMX6w9fb5S3EnMDGA/JsRmlzZhFvK/AuMm1MwqNUpNXdYjiR6CKCLGk7aVBnUMkeoFhDCYnQoO4EXVMyP11H3ifhFj0zmrtIEaNtUQZc/5NO+UU49mRtQNY16LvQL1/kLbEY+4Ko04HrvO+y0AlZh6dPpBpqyNQ26bM8qWQtguQ0S7kEsIhXo9VWLIQOYaqi1GdJwNa5sG/OOf0fAD3F9O1AVy9QZg/A83/DwqaNcemcfPX5yBuaOK5C/JQPnruonVveb7tpWH6RbFjaJt/WQW2xdvNPzzWep0bwDjXfM2vN4H9PMNPQMcmMN+4x3nGe9yBDWBeq0Sd21CGtELGSSOxik3ZmVumQB6sM2eb/IP5i/MZfIANOczPQZzb8WYmfIY/5sV9c2z+8h4Q83ekx9yHvJSxFwUvRWHuGxQM/+gnoMVxX8rNX27c4f5+vpvpflbPSDQH6ZxUXt08iutlJ9fTawY4jxPdOVij1oWHoh+6uFw3IJzWqevOPcUonFYVMi+nUv8BO+bu3951IgDdWD5XGYgezz6k4KPRTwu5XyepvGZJ+OC6gPFeXSNE3RwFQET2OUb0bEXnam5S4g/AuB6IZ1P5tq9+RUxv60+bnmuGWUzb+8VJL7ds5uJ6x3Gke2pwynwLGLI2Nbtnuhhj1TUOHLUmF0b5dpkReWWeXc7d2OU453mEvR+8oOA+ok90DuqP61azOfj551Wc8OYvf9lgFf7qAdZe/LU/X1/hf+PC71glot+wX5QbwLjm8/mQ+4V/nI7NX24A41mEfpKdbwkvXAAv85zA+YiKIku0gWe6V7fMHXH+P+GxG9kzn7aNPeLha0e7YKcGKqh0EWJc0QcXE4ddER20p0J6zjnUxRiLccZ1GeOkSxsmZdoufx5DjzHAERCHHNv0gXM9n8Fz127su6KTl4IstYch5UirpaI0ocLPrvm53XLb713qIsa++PWTS03pFHQqnMTLHXTuIAlyTIS1+NWFETZ0dspwesiKCxkp9S3ou2kgVAVTRNqihhABd7l/NPEwnQ4I9jsEsueSYVpQ7GxKDKKoC03Gs5jOHtGY8PFxQZO/QhwsADdLOHEjHdzodaC/c4Bi0aELKyY5PFjVSYuJEoMVP7HL5MwXoD8lKG98w+cZhTrSHhM1CQ8mMUHixPfFiZ/8WKBgQuRDYhIeDmNBInukY6WZH5kLGOjOIgjkxRDo+3ISKBkPINoBgR/4LNtJvyEMH1JJO53kOtmxgKNvPY6LOejpV9RNZaJv5Btvk394QcONk9eJJ7zLGFs88ZFmvLrWYF36GKWp+woYthFkhzalD9QevrGHdnEcKU7jyQnpWAY4dAyRTx/DRhoe3OPiGxdi5uUUeWZtlA8OyAsTBGTkp7HpCVifJeUnoTFWwVFwpKaMTCDi/JPcoVJQHMfHJeFA/HjmwYUuRAn9m4Hoa2724xz2PseCgj+byr9U9IUCF6sgbZ7QHov+GD8l/ywmmiw/sAiHH8ihCx854HMstPkABTRT/8cmfyIN8bDVeM9+0DzGHELuCu+jzFU1RqpGp0flGYcvZLSXvsI8IE6fIBxc5xHice6AkINk5odwxBFoCP2BNvo49rHJeZCkcenO4RjluMuxmGNdjnCu8YV66hzGOd7x3PBlvMt4IIa45P4ldyPmt4Q3ssycc4ce7nRcm4NeF0/JeC9fxNpQD6RfPGONM/gGdXHZBRbK8lW4eOjB+QbwYvxUFDjSY47Wgpd+ZPpsg5ccfsL8qI26PMex2I6ffnauDWD8RaXmhHJeA2hHtH1FAHVFbVlv+CLGx8KFukbNd8KmL24OH5jvYXJfnHq82qw3W5BWHQca46Zvbv7iZ6DhxsQSj8f8hv9Ni5/HmcG//vY5kXOhjzv3wQxuCsMX6HOsaZzIYw5m3wfBP+EihCeHvp3yqTEqHzqL6Ppajc4/WOE8Bf/Rb1jYO+fbHbghwo229JjDuGnsY6fcACF/FqE8s13ZJBVFK4fHYpxwXoK/ZnIDWG/44KGL/k/NbOji59Y0x7mPcV7znM38o4AeRukeXHTljipLrRyJcfo4+wJfrSf08JUcf8SAcctNeay57uWDIPwc3APYAMbNFx7C4qERbrxiA1jp89xmKVGOIFUXHobHTRQdQItI3jac+eC5+Ytxj///i7d/yb3vMg4EHXvTM0CfZl5DQD0nUZc0KqYhDGhHoCu161sfx6qYQ22hFPMb64s5W4GSDlwjHfFqE4DzfhRoGWkLhqo6Om2NOovB7IChMgYwkXcSVWuCd5g4+8i9LqSyX1rdRpU3FdDHEoUR2Q2pJqjToK8mVztZTcbPfVQppp546hgxJ0jjx4hCS8pcUvmJc01dSSQZkR/WUIPgdVhScEG2na7Lz3mIvXkNslOn6eJ13adYMJTWU9Y2qaPsdayiKmhd2IMH67wTo3T1+Mn4onOhOz8G5xPNMbxvc465CfNUrjG13lWY+rBDCZkn17VO5B6Dt36xCYzN3wVYV2Gd5Hbc/GU7kQZrS34LIGfd4ecOKqdrt+qseuD/nGEdlRspM3nNnzUbm7/4v5v4WcKV+JOOs7Ep7Bz3Ndxk4Ho01ptoL9oDQjnRNpZJVZadwDp/QFfsvG7SEKPseg2Hok7gyCDbWV8v2Be4lkR/oV+if9hfoavtEmpfJfcKjQoNVFXoKxkqqkwX45o813Zah+Ahb/0GsNYf3VuJ/NlHX3PwuRAI9xdYf+Bcw/kCPlBGgpouOIQSpYQUiX5EFaxsJoGBbIj+2B1A+h8CZUrOur7o4kZjeCz2UUfXtihiMC7jC09/DOqrNnXpnONkdvTnLhVEu9BIqG2YOiSYh+ys6J3BDcUqbHjsleeoy4KEb/FhxJBN4NiCiWw8k+grHl3WOeiE+5GYi/BHJ9r8jY1gvAU8G5sk+B/ks32u0r2v5iLcm+AZA+77gvv5i3vA/MUbFIn/44gyNftmLdFQP+M0qfK8wf2rNoDxb1/0U9D6+efqDWCeb3i2hA1g3M96WvgU51r4Vizl4AqkNr4KiUUoVZGuUoiXVsCFmK/gQ83HePbCDV/6B5tOwfGMmv9T08N4pgC/Odc1CRR5kRfvqBz3C8B2+j0n71Gd8L9IcU/E+1VsSrnfsDGOKxb9EnMRgCxRfeSsuVRl8OgydJWGkInioO78UaHSsX7BE3nuoY+lVxz73OVMQ70EXV+BCKeQ2co/JbKImVP6rzZR+0JfA02rrjM1Sj4jobiJbfQsAPVi29FWb5uuDbi+aLzyGgEOHzFNhzK24pqPDV9uaCKMMcaNX4wnrQu4KYwNYK4pRHxJAWON403/SZWbwM4x9+l6h7GisbUQ/8/Wx5L4fa6LzWA8//B4/du0agPYP2pbdkTl+AoT+2qK8Kx4vkQwwTKc2N8eT7/hnIvzEPMZNnxX4hvA+h/A/B/nmOPwCyv4A5c4N5GWaxFkjPb5Z/Fin3fw8h+eC+Hc47rA5yan+T4/8W1pvhioTWL4CGnR1xgJIv/4/Jj15X4E6suy0N+QnVPX52Wti7a5nQtd+l48ZOd4KsGv6xGOOOSnX3edprkK85ZzjBusNfFMCpzXA44lPU/Hcz9P7HVBfiirKw8fF/AtQLvxbI0/mw0Ov3DOwpoK85bPY/jFAjx/41wecziGEPIZdyyFAFCO8iv0bGoMRAymAzqTwTwVHrvi6usx4mkZqvz2wLDbZHuKPTjtk3svRTg5OoymPE4Oo93Vh07YkNPBzru0IXeKPoptHGtjZ12wzlPol80j61DspCQgKhQ6MDiLTAMPgxGTGgc+CQ/kFQ+BNiWfCsyG3iayY10QD3BAcmIW500BNrP8xOabKpDxoBKTKCZGH/CoOMsDj/aU8qv21ag8EIhwpS5iVtWJusGkCTfgOKIgX4jSd0GwIIcElfSceKgJPSUUF+1ywo0x2xk6fPClLsMFtTwaWV6NYY0j6jshaOIHtkNJNCF2k6POMZcZjk+mC6Z0EvjxccaLMsIx7kpYxkzY7X/xUJgnwIFlKnNEZKSDYQqVuoofwqBfPTzS1ZVyZPzEGJ3EezgWdyJf2ODmGecNuU/qzrsFDyjSIEeXIxvmz1biwKZnm2kpgwLF8ULIzSUskkCVjBsT9Als0b+Dfh5CrwAiq9fHSOX4cHO1FXK2xbn7gghfMFxsEEYaWlOfYXykYLAbLgDai/HF9uJi7ZHQcZzjvJdZCvRN6ooQJeDAEGQFWAUW3OnB4w97JUQzujIqGXUBZ31EiGJsbZ8o5WrcIFxz1QucZkLGoxbOfZkbOvhbYzDDSq8SuTRjZTQ/yo8u4+Mc9eOmcJzz1MV8wri4hgsIr1ig5jiyCeROeY3y65H+L3PIvGbhGuVtTlv/xFcHPHWA3ol/oMHzut8S+AXnmK65mEchQ4/zDv6BDmHZilIWj4xG+KfSDEeOiymYqq0AGkYW7c25KR/8wVf0V/ASdhv6RRw54tNlzKaFEDziosiI9wPGmTuLN3Z8AKwHA/wpSDwswA0I5jH4Cn6OcZmoxBGYMHL5sAKzzv6As/hxf3f9EJv1fPijNwByXOuPi7SJn3nkfCq3xzH6YPJYegK5Q+M5XYN+wuyAPkL/ec+pHxF2fV6XOA3CTqzwHqZYZ/ht2ZE1UB71eEPlu3qGVKJdKKqiLKizmTqmlnj5ypoAKyzjibE8pdYjYfx8Jijhf6bJfSzPcJ4kuiKmUFia1j4aMcEUzVCUFD31cHJX1cqQK5XEvr6KHgr0gsBAnbuQS0PGQ+aOcWacqU+2BOf/hPu2c2/taEVI4zMOBIYxuzrHWoQC4ooVbeJAhpJ0reCyFatDhvlgFGHXo3WIJ0c6R3JGgPE4PmAWpfbqwOuEX+O1fvK1AK79eNiWDy25LsD9jNYGuLdhe9gurAeqvJxKPXqB0VhanYGuxUJ4ddIoNdPXD6GpuGRwMkj8EMEyHdBJU0dpDYURHvCO4qes8WLNkc984kGm3kB0OdYcWJ/wYXjeU/Cr/HvjGRhR7Chk+h4mmbZvOLHHZFnZj1dGlY1EPw7pgJHKPiqf9IobUfYoy0GXpmLQZ1LX6SDX4RBS12cjMdSfPXQZpFXtgl7K8QPLiPGcPYBe93ggzkGSzy+5+aHnKZh/qk0mzD+85wtiGqSV7KqSV653WQ457rATVXvdn+lSnEs8pxbiHkznnf7nps433AvwniDOTa3xo9fzoG9gQBrouzJe+mpC9uVQAT7jl7LaC3+Aw2fdMyjeJzMOBBkJ01akXHCQ3KFuF+BhtBntj/kG/tC9qvssn7XBN7RFQhDy1caTCgLrZEBiX5egrWOEF4jiQ6Dyb0o5H3aWcQxdJwODYaAXqDCisktBtqXGkNuHML5BP20G6vpC5+2mKtuGsMvgVVxnE/k4Q31zbyPHUa4DdC5iPeC2sMGHYdl1nAaeGTJU3iiFZ2PUpRDvs3H+5f20E7hTeWECYxA58FoXuZGDhTABVIPJYunWI/uAzP3hkfQffYFzEs9W6vVVn/j2b5nP4DPm5kzt0rknX3Dfh+sCrAnwB2Dhqzw3wWN+KoDsdco6s88geJmqL6IVyZiwlSzOeEU5Ux0znumQJsJdXoygPtMD8I3GksYKn0XF3I+1Zx1X/Mg8lB8yKmWUMIOExhXmKaeYnzi/O+UzNo0prLlrX4W/narsRqAfW5c9FWQbJgNYjj1+s61Kr8qhcEtC0lCemWJQD0WmD448+46FlfggSkUqCeAkA86j0I1FdExwWECmotPX6IccRTEUMxJdlkuz9/hBk2g/oIGISc6JgxUDVX+hQMJfu3DA5uTY+ZEepNjnaUMdOKIISHg4nCe0Bi/+8oN/KYO/AsHDSAxo3hjo7ROe9NGO4ltisGEdxo8JjDJQ9fpAe0KElJMZF2PVyVzLtKM5bCGDS6u8/FLh5WASpB9wQoc/JOvkxXjLkxhjCG3XGIxKQi9J6AUmga5hE6Juv744oE0itFsXT3Do4AcsWOMiqZQlLT6ZHjbdwhi8WzAjrAlS2TCPglR4PvA7yiKHviJZ4CC4LkUBofEcN6Cn74dBbXdYZrA30afsf/AYE7g4xuSei9MM8/wg5ZhRTnVV6Aa0Oxse44ZjCUKJUH/ooQkIcwH+UklhbKSwr9An0c/pzJ6PVyRY5WhcYVB2xA8W6yGTB3kAQTDqFZYNCDLHUAJ+wznNNmOMo50a12WspV1wskpeXvRzqUIjsx+IRxN1UBvBMF4wVtxH5Gg3ZDyuow4pwCkgBRJRHON8JNJGcE1M5VZx3sMnuK7Qd+G/4judq/Qh/QqCrksLP4O5gMNDAjUX7VVbMBfjXCuEN4LjJhqcbygwCfyDdMgACpDX2/Nxd/tCTXkpHu1R29FmLRJBORfmnAo+THQZefgPuZH5QcHlwFQzyDbx4MMg5qHC/RrvPtPcFfNWPIzg/AWCr2MO41iMvMiiSWif2gobHhkvy6wz/IO3gH2+ig1f3ZzEX2PG/JXXJp3LXdqU/tohn+hIwKcI+kF9ousGCWOZa6/YAPabroXxSxPaBMYNBdK7LR1f5d4diE4aQIkY16KHuh/QK+z7Ssbay2eJ8lYwZHLa4eM80kyIpVZncvVdPgzUcqmVXg4sS3NWRH0eCreOxENd8IPhPNT5weuEQQ/kg5jJYWn16OfF0FKyX5aWTaXGy4SY48bDCi9/Qqyo0ifuCc6q45hkjZJ3m7243nQy3wx2K2e0TUrU8mTBKmGyRw1RRb+u41603Evy/mVm/K/fWVwPcF0A4s8+6486cy2lNQYyQsaCxL6uj3Ej+mDew5hk6olRZcK+mgwmMptSZ/SN0b8FHuCHa19fC3I92K0vuI7m+iPXIPij/1gvYk3oaZA98lBeFaqCevqJMGQ46ZQ9y6m6blx7RlQ99iCOkcm3bLIYkSNV0k9Y3lDkQJoRiUfnF9rRkRNgKgmWxduBah4hlblIbxTq2RaerYpz/on7XhJvf5Guy0PPGmN9S53a4mIgfVK1kaLPtzzfcN+qey+ec/nHFvGslWt7nGs835DQiV9x5dQdOxYCMHhuJlw5Ul+hNCPaqzkcvtBcTqLfJOtZQvrLCR/6C3cCkd9QF3r9WJGoTfgKbda9UNyLOtfz57g/xf092oZ5aKLGRGcMFZuIiIwfL5txUSUY6elsD4+OCNcYofqrBJuR7QV34gecYXylL8j+4djCeKrXCXleaoyxl8pYhBxjjXLowgabvllKFF3OIz4Twrjiuef30n7OceOXY03ji7+mF/Vm3VlvZucowkMMtK9CBMnov+7cg7/y59ixb6S3X0HaQ4JP85zm+Qm3MTe1jXMPfQEfxZog1gP8BRD6TOeh/DU4R3UYqLXQU3YBdiExnEoaPw5HdaouA8qZhs/tOKY0trB/xl/44zoUb49jjMUYxFyGfJg+cohxVo81iMgbMtrP+Tx8hrmcbwC7r8DpL8xnZe7CvOWgo3hWTBqq0WQxNetBjC3m06WGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhr92jC3CDnDbAm5oaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGj4qwZfdp6/YNGShYvaDnBDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0PDXzNmTB+zsfvnL1wyf0H8XnVDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDw18lZs2cZmP33b9wyf3zF4WqoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoeGvEXNmTbexP/1l/pK/3LcwVIM40454+H72tQgBW7/3Svv+zj+wPZ72bdv7JxfYqzaGzTH2WMph9GDjnNfYI1/w5QhEHV792Ag9xPjVZ6q2h26qeDDyyL55ycn2u4/vEroON35+O/u7fzE7esplVP1pA/XMftjmQ/bjz5m9ZrnbMDWc96aV7WOPG+h71On0vex3//zzB8Gng5jAF/8jmMz5GBF/dajb9lL7jz9+1nag3NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0DBZrLLSDBu758/zl/zp3gWhGsRZ9pa/OcYed/H59oqNQjWEydgsB859ra1z8NV2VMn/V/Zvuz3FTtnnSjv1H/9qd7seBMjv121ttvfnBn2PuP3s3+2pld8mi/H6U3naN/5iH94xVA81MBZO38t+87GdQ2F23uGr2Bm7r6g6reCxPWU8lPV5iNt+7mft3zZ8DctCn37icf/bz++GhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoapY7WVZ9rY7/9475I/3HlfqAZxjh39uI/YhmefaS/ZIFRDmIzNsuLX9tUDt7UbX3O7vfs5oQJu+ry9cKdf2Kt/8XH7+1D974P8bs83u2Hjz9t/HFbt0l34JtvsbLMDv3XNMvTLeP25Ivt5khjqd9TpdNthhY2D/wfa3MNDWZ//ubbP+8oudqQNjOmGhoaGhoaGhoaGhoaGhoaGhoaGhoaGhoaGpeIRa61k0ySOjUOJQT02h3axr940wuamf7UXPu5hthnpTXZRL90U6aaz7Iy5h9gOzxnQb7Cr7brFNXYjy4+6XNiV+8Kv3NjZjqyP0hz9zl2K7qJ3po3TO89hWmxEFV3R120fzP9hdvSFoU+7r7ypxHX1GshjmUjY8OVH2BM+8NnKzzfaVz97jb3l5bszvtiPW89+3Au/8kskkr7UE/z5dqJdah/eKdsx2AYv98Dh/Ef5dZmJ/X68nZd1v/B0O/H5u9vfM76uz6i6DNa3Hx5dz0TfftS4GD1WHuT2Fwzq67aEPHLcOY08Hwb9hTy6/la9le/SzpnlpgvfZHucvp8dcxje/h0R36hRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1GgCMps2NjZm06aNT2PcBFrbNnuc6D0/TL0nLjYpn2Pv2elk2/3cO+3aXzkda/aF428sdlMnz3fLx9uGo+LGLrWbbpbMOn7O7MMo89z327QP/KN9nXHj1wdpfvG4L7j+k/YcDz/nA2HzqxPsoG99hOk3fNnZnc4OsS98YOdIW7f3HfbEYyOtl/2Ll+8cZUe9fr2H4o49xK78wGfsv5iuzmPZSXnsbM99wfF2fvTLtJvPtLPG9rMdNppsPftxH552sp1Y1S3LOJo+2Mbe5r785ss2ruJgd6N9/aBt7Kw9L1P+Tkdvr/Sj/Jp5T502th323MZ+cZP68L/OOd4O2ll9Air1+eFn7MNPPGGoLl19h8Pj1bO2SXnUuBhvrDy47UcdJnM+jjfuxjkfhvzV7+9ry7hf+jmTdVgmuvnz9uLPPd7O+PY/jT7nGzVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNGk1I3PvFzhGE8chsW3vbeXfZdb8WYTNNeibsy/N+aT+3S+2DO65lm2zs9LLjbe6vfk2bZSW74hc2b5Te67XRhp38to/9s62PuA3/2V598KX263kuT1AfpNl1h427PC98o2w2PshOqNoGuuidB5l9+VP27Aj323uo7Rg+6ZVNO6/XK3dW3PZ72kF2rd1Y4vplLAtlHs9+5Qfs55/9vN3s8kVfeoc9/rXyRSljonoibssP2Esjbv2XvtXr2dWt5DEg98LzzrQzrjjUXv3Syp9JE/h1WWj9HfY3+/6Z3tYb7cYbujEAKvXZ8Am2xTcP4puvddoSPyo8Tj1rm5690+C4GKl7kNs/ufNxnHE33vkwaX9N/pxZJpr3C5v7xMfrPG7UqFGjRo0aNWrUqFGjRo0aNWrUqFGjRo0aNWo0ZcKWzTRs6+AwHvnXjSfW17LZofZvN95lNyR9YKdeuinRhrvablseZ+ddMKCfd4adccWmtvGGCvu3quOv7abrpUN4vPogqqSZ93/s4Jda2F1uR25ZxV3wBnuVnWjv3T7CTv6t2tvpSYgLHXhXr364lpeV/Ks84Cc72S684P/Y56//gL0s6lriITjqtHU9gcnUs5YHw0DqC03k12Wl0lYfA7afbR9jAORf5b/hP9m3vMwPjb3KnrTRmnZUjJ8SH1TCE9Sz2AzIo8bFkG4FtN+/I/Pw7+h6DoRHng9T9RdoRfTt9p9cvvmiUaNGjRo1atSoUaNGjRo1atSoUaNGjRo1atTofzn51/nY6N1hETaMsLEzkb6SN3ycPcGOs899efne+u1oYzvsdYfat176Bvth0Z1t79r+7Wb/8jp7DsMo/RL7wXlR5rwz7AdXHGrP3cHlcevDKnfhm35uc7eMNw+ZPuO8LGxyHRNvU5KqtJH/ORdE3Lz/Y5/7RpQ9WEYvXMvLSnUe8NOmdsxL3S977mobDsZPVE/EXfF2+3LEzfvyh+1bJd8qj6E6V+ENd7Xdtxzh53H9ujy0sW2/pw20FVTVJ2jDl51jZ/3LtnbDjajXxrbxlpfYr2+K+Au+37Vz3HrWedbyqHExQvegt7+uw3j6Wh4IL+X87PurSkcaCK+IvvVx+fwN63O9UaNGjRo1atSoUaNGjRo1atSoUaNGjRo1atSo0VQp/gfwtHEJ+z5jYxPrO3lXe/+FH7Sx925lj99gDdHbz+mlmzLt+Bn75fFj9orMb4MDbez4P9lJr3hcsRmzbe2Jv3qV4rd7uz3x+M/Y9owbvz69du34BnvH2NttZ8S/6Rf2xK0Ud9HbD7Rv2XFd2ft/3m7upVX+Pz8s4rc72fa4MMseKGMgPBi3LDTUhq0Os9f2/DKZenrc8YfZtyLurdMOsBeMU8/BOnfhx9lLv/dte2Ll53dd6Ppx/Jrpl5U2eu4BtqX3+R7P7doKKvW58A2lHju/d7PwidfxDV07H3/2WNfOCeo5qv2jxsXxo8bKCmj/YB+M0g/adOFxzoeR/trVdn7hJfaB7cJmMN8V0bee3qel0XGNGjVq1KhRo0aNGjVq1KhRo0aNGjVq1KhRo0aNlkrcBL7j7geW3HXPfPvrxVn2jvU+aBv/8Dx76Yahamhoa
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John_Pippero
» ACCOUNT NON PIU' ATTIVO
Iscritto il:
20 Novembre 2014 alle ore 18:17
Messaggi:
563
Località
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E' un rilievo un pò complesso.. Saluti
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EALFIN
Iscritto il:
03 Dicembre 2006
Messaggi:
4043
Località
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Io credo, salvo in casi complessi e particolari, conviene fare il rilievo o tutto con GPS o tutto con ST. Ho visto però qualche Pregeo a rilievo misto di altri professionisti dove con il GPS hanno battuto i PF (e naturalmente le stazioni della ST) e con la ST hanno misurato il restante rilievo di aggiornamento. Questo perché a causa di diverse variazioni catastali occorse nei vari anni (trattasi di stabilimento per la trasformazione di prodotti) di fatto nei rilievi successivi hanno solo utilizzato la ST riposizionandosi sulle precedenti stazioni (materializzate con assi pozzetti, ecc. interni al lotto). Questo a dimostrazione che (comunque è possibile verificarlo nei libretti delle misure) in tutti i rilievi interessati le misurate fra PF sono identiche, pur in presenza di rilievi presentati, per lo stesso lotto, a distanza di anni fra di loro.
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Ultime guide:
Ricerca moderatori per il forum:
Nell'ottica di migliorare la qualità dei post e ridurre i "flame", cerchiamo volontari per moderare uno o più forum di GeoLIVE, se siete interessati consultate direttamente il seguente post:
Grazie
Convertitore da PDF a libretto DAT:
Servizio gratuito che abbiamo realizzato per estrarre il libretto presente nel PDF rilasciato da SISTER e salvarlo come semplice file DAT da importare direttamente su PREGEO.
SOLIDARIETA':

Visita il sito dell'AVIS (www.avis.it) per maggiori informazioni.
Il nostro visualizzatore delle mappe catastali:
Ultime recensioni
Amici:
Le nostre guide:
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