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"_text":"Đây là biểu tượng SỐ NHÂN.          chỉ xuất hiện trên các cuộn trong VÒNG QUAY MIỄN PHÍ và được giữ lại trên màn hình\nđến khi kết thúc chuỗi sụp đổ.",
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"_text":"Trò chơi có tính bất ổn trung bình trả thưởng ổn định và hàng loạt hàng chơi khác nhau từ thấp đến rất cao",
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"_text":"Khi trúng thưởng với nhiều biểu tượng, tất cả tiền thắng được cộng lại thành tổng tiền thắng.",
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"_text":"Chiến thắng của các vòng quay miễn phí được trao cho người chơi sau khi vòng chơi kết thúc. ",
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"_text":"Các biểu tượng trả thưởng ở bất kỳ đâu.\n Tất cả tiền thắng được nhân với cược cơ sở.",
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"_text":"Tổng chiến thắng của các vòng quay miễn phí trong lịch sử chứa toàn bộ chiến thắng của chu kỳ. ",
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"_text":"Tất cả giá trị thắng thực tế thể hiện bằng tiền xu",
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"_text":"Có thể sử dụng các phím SPACE và ENTER trên bàn phím để bắt đầu và dừng lần quay.",
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"_text":"Trong trường hợp sự cố các cược và thanh toán sẽ được hủy.",
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"_text":"Có thể có tối đa 4 jackpot lũy tiến sẵn có trong trò chơi cùng lúc. Tổng số tiền của mỗi jackpot tăng lên theo tỷ lệ phần trăm được lấy từ cược của người chơi. Khi người chơi giành được một trong những Jackpot, tổng jackpot được đặt lại và bắt đầu để xây dựng lại. ",
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"_text":"Cơ hội giành chiến thắng bất kỳ jackpot sẵn có nào của người chơi liên quan trực tiếp đến số tiền cược. Cược càng cao có cơ hội chiến thắng càng lớn; tuy nhiên, bất kỳ Jackpot nào cũng có thể giành được với mọi số tiền cược trên mức cược hội đủ điều kiện tối thiểu.",
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"_text":"Để hội đủ điều kiện giành chiến thắng bất kỳ Jackpot nào, cược tối thiểu là:",
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PZWtlK2fIZk1mC2dxZ7JnMmTRZufi0djD+b93A0ruRicFlM2sKG4OLCwCxNDzSAAB4nGNgoBqIBUJPBk+mUwwMTBIMDP8FmK7+/8ak9P/bfwEGCQhkkmHQAmGGGCD0ZvBmsgGqdf3/A8EHiYDEwKIMDNFACDYTaNIPJgmQWWBT/0LN9QBCOwY7xgyGF/8X/BcA07OQxOUZ5RFmAM19g+SyN1AzrIFQh0GHUet/HWMiwyOwOUb/y4BsiFlQeabTjAuYHjAlAk3sZ3rAOAPITmeUZOgHAOaZSlF4nD3BXUgacQAAcFO79NTLLM//nVYum7vc3flx//vS84oxJMboIUJGjB4kJHyIGBERMnoYEkNEIkaMiJCIIRERIREjIiJixBgRERIxIiIkIkbIHkasjbHfT6P5j9b0aT7VUDVb2h5tSpvTrmkrOpsupOvRDeve63Z113pWn9Xv17pq07UFBENGkCWkjNzWuepCdVmDYBgx7Bsxo2pMGfPG76gBDaAJNI+uoFcmYOoz5U1ls9s8Zp4x75hvLaolZclZNi1lSxXDMRV7jWXqNfXj9VtWxZq3XjQMNizbrLa87dhWbXzVWGg8bepuWrHr7f32gr2Ck3gSz+OH+L2jy5FwLDoqD38BDLhBCDwHcTAEJkAWzINVsAO+gjK4BD/APYESONFGsESYiBG9xACRItLEFJEnfaRAPiMXyTtnt3PBWXSuO7edB84zZ8WVbGabl1tGW5HW89afboM7/WigLeaJeeKehOewPdl+8njYS3qvngxTTZSPClNpaoqaoRY6WjrmfC7f3NNeWk/P0EV6kz6gT+gLuspoGYwhGS8TYpaZLeYLc8pcsaPsJJtlZ9kiW/K3+Qf9e/6bgCswGPgYOAiiQW8wEVwLlkNdoXRogyO5CS7DTXPz3Aq3xR1BBOLQCwUYg3GYhGMwAz/AJViCe/AYXsIqj/A47+UFPsaP8OmHS/w2fy34hB5hUtgRjkSvOCS+FafFDfFYPBfPJY2ESzEpJ81JJembdCPrZSC3y2G5W34jZ+UN+S5Mhl+Gc+GF8E0kEIlH0pFcpBApRaqKQcEVSlGUF8q4klHWlbN/K1FDtD86Gs1HV6O70XK0olpVQR1T36mzalH93Il02v72dQp//gbK5suGAAB4nM29CXxcxZUvXFW3b+/7vqhbUu+tXeputbW39q21WrttyfImywYb432JMQFDAiQEOwlkIw4zzGQmk4EwAbJ8EBLIJJgtC9nmmwTCJC/5hpcMkDzCmw+33qm6t1stqSWbzPxmnmy1pHur6ladc+qc/zlV9xQiqGfpLfQMuYw4pEOFyQKEEJ5DGB8dQIRw84jjznCDfp9BL9E6SxM+LsrFaqM1VotZ6vMG/6LOsf+I3+kIBBxO/7MEX7ku4PEE/EVFiKBW/F08ydqVIX+ymGDaMM9JOGgbDUokCElkEpmUhwKcQaq1lZo4H1cM35fMCTO2wge5nE5jQr8RtOeAj+ugPRcqRN3JDrWSyHV6DSdDctlerZQgniNQEC+osEJxdECCCTlGBhEq9LgLoI7L6bDboNcmQ/ZLW1iKZVGLT+ZLsO94lH1HZezbwsOf+NXCD3480h25O9QVPHtn0W0Xwj3hj4Q7wzelb7q78G785Uvt34ev9kttL8NX26VLCAbTvPSPREL+hLwogqrQYtJcVRLxOewWs1yixKSIgz6SVP/D5cNTyQLoJYeh3+cQj/jbEJCIx2gf0Pw4N+hKFiGOcOehDCbnswXwNDAH7YBf0Oh0UlFoMFgteqm2oDRRgUNxD7bFK3A8VpuIRy3whwwuWjwEuCWz+AxabDFbbaZmKBAMXUnsLfLui+7cujCVjE/6XUUD4bap8r1zydpoeWOyobaqtRobdON6O77sGu3uG+OnJrFF16cxcc+aSltquiaVB8ldkpLicKku/Zq01BsM6UF2eFS99DanJS8jFciTAwVQJfpE/8MOGG2ZBku1WM5L5fugGFbweFGNQQ7mVZySQ+j0AFIoyLxMYJwrGVtbXIU57uiAUEmJWRUoTOvJ5pFMdkY2OJ0sDQVdToNercaovDRYGaosLnQGXAGbRe8wONQ6tU6rkfFIhVU6rbXUlBFkoBiPfZj3SoFC0Zp4jM+5Y8tefbov1TvQ3d9FLOkjA/iu9K1Bny84gPf2DrDLKfYnefnovn3Hj+/bd1R5pZZcjo0MD48+8LlXMxdbhodHRh4AUQFZiS+9Tf6J/AgkuhTF0amkLuiUclgSN2hlEp6JCSWcT8ZGLBVGjDGZ5zAbN8+Lv1J6Fa8uNYfEQplZPJ20FRdhFK0uKi0utZj0OpUSFeJCORACs+HKbM04EdVimc0X0mJh8AkmTgIJbExyOCZG0ZraBK4a3jbS/E1nsWpaXxW8cHyy8sjmhVObu4sSO0dL4kF/Q7RqtLaprzm5tZD8aKS3Zcr/tcKRyuSByIfHSmJ7Zge2hf2jib7RnrKQvyngbQr7K9LfLWqrTbSVuBHVQ1SHoEtMhziSVqaZCGbqg1GPM3Ci2riU1RZCvfDSDqyFehpkSurhb3wbXIZqVhPR2ktNMKqoMBd8FTjcndrc1d3dOZrqxsZT/7Jl9rXjR16ZnXqFtuOBdiTZduDCbVQzYrEdDBTzCZMp6sFY0p0a7ezu7tpMGzr5ytTsK0eOvza75V+gWgTX4nfJO0iLokm9Rq1SKuSg+SQw8zWot//hyPDUYzCp0XE06Poy/eUYzGzosRZpCWWOLGGT2WQhWSgRSthCuM38lPYrxyfGB6aPPqZ90kLeeap2q+7+yoceqrxft7X2KXheDTpI5GQzzMFg0gezh/CTEoxA81IFScUGZIMnQ0wNMuWBQQ9afHHQf/Eobv3Od3rgP761+8UXu1+iw44s3YSeQkeQHNmTFqaFJqkWmqP3hkyMGAkQGx8Vn6c01fZWrVs2uxi/qbbuAzHGD/Rr7MRR4Jkn6UK06mSGmwgP5TCTqq3wW78eHBT4yGwTOgnjYPRHeB7qnsGDfi97ZI4l6vE7nIGA0+GvzVggWl8JH/sy8sNEZwCuH1shPwqY93hf+u0JrCSX6YQFWwM6jKhgXmpAg1GbyHHsyUzfoHmofAYN+v0BH7WJ2CxOlWYMveHZzACR8HmlRFW1d+Lk4cq94yeOpc+2jwx3dg6PtOM9hx+cevqLR/5y8pt/f/HCPR+9cOEC6+s0fOyEp6uRK2lXKngOHphCy1126umYi30GkF4t1uFQIop3ThCid5pTFd/sxX8ojRXorYbmho8LtKsCeykHPexCJcmQVgOGBkwwR1JMgcA4YDAcR1lIGw8FwszAR3A80UyE7stCbEQWM32apZjI0+Gv1/YFuzbFhiKVJdd37DpSMZr4GF7sfaJ2bKSqoclf1OCr3j29acdc7UWJ0IdyoCMHfShByWSTH1PjTzgddEALfJekAliC+4ERBGzgIpJI+HmQTaa8MkQO+Iv9gRImodSEebBFoDa1dAKdS3E8S3Cxx/h3wx0TY/Un5zZtLyvfW7V9fHGus2tqS1dj/Wi4LHio54bria9nXCtRTnU3z9carKNWR39be0N/X1Oszuts9JTtonjDAh9h8iLIkBmVJsNaLOFAt0pIigeVQLuP9iJqjqC3x/Cgw2AUp1KATqTiOI4aoiFglQ/mBVdMwnvH03+Lh7fsfUKCJXK76scYPfDAA/34l2nfL2O9xaYyXfolgWYtjGaXkQd1JFsLbIRDViUgMQVQjUtR7Q4IglsEQknmgGQMpmWmBWYwx2zUqsHEebBHltXsK0jGKGUqthTLmjE2HXj/h84m5ov9C5VD8xPbCnqsZS68J/1rg6EeP3Zg18GbzKbNQJ+hrn4lX4BHhl/i5LSfBCWgnxrgrQeVoeZkgxyYpgARM2AJz6XgPi8h/GKGlacHpGCdMoaoqDDoLywrKvOHAn4ZSJ0p1kyAbzZLBfBWS2RRUfCg2xXYJvaZKmwPTri6z+22RPXGclvn1ridk9pGk9tuPL2340DrWy2DnZ2VXSFvB64e+NjJHgnfL5VWDO8FqTy094ZzHXfdNjLeMRxqLCodTwCdy2AQKqCzFAWSXoBddLZlsS+XgY9wW2owSGDmRXFxvNiCP4AD6ZvwK+lfkFPDHVdOIaZJqL5QsrkWBjtem4xGfRYZVe8gLFRjSASjLKoR4JS7gMKTgrA7rNMgF3ZJM5wCaWFwTdQozPo2Y2Z+Ac4J9jejYiqxFmP37IlAc6Csp/Sm/YfPRDpCsd5N2xsT3b5Gf6y766U+ACajHfq2TvLy1ObSZLXJEu+qnlncvaW6J2b0jLcl+sPd8ZpAjU9vba6tiafDsc7ORKzTKS3opTyugXHJl3msx7yEyqEcqAU8BruCebKY5eyKmZvhcSDkZzwGNUmYFELnmwmdFlml6cEhEWHR8VVA+67um3eb44ZQddeWWjuRWje3bj1Ut6ez40Dyreah9q4qxuRPUCbzfL+mYmix3lt9aKH/uvrOO28bHescokwe2yTIqeDfBMGG2JguF7t4doV/4/d7JUwQly2KIZ91yfzErwU9niCYmfSJZXtDUCHYyW+xZ1lQQdJBVRtHdmYfiQfNlrUPMjHLSRLRrkzrh8CEtilNBn52+TlfiN0cD06O+5iOqEFHiIJsp8L5D2AnakrLcTxg0WCiSEfwT9K345NHXqp5ffCR+6FPm9DPQEP8hvlhlUmQeokIAwjHkUlKhDke9C83lM8lA4nn4XsTvpyuxZfxpe7u73R3ozV9ANBaU5qATvAWvgafhA78JB351mf+YfD1mpcoXdRLb+H7QI4ozq1JVupAfrTQCUL1BKXRuYxtZ5NEMg+K7YwEvE5XoITXusDQw0zIY5ZkWuLGPlkOLe/SBYpCpcbmhuqUrzA83zi31x33F/vUXTafi3LP5ftVMFHjKi4r8VTFHIYuS8HsSHlL3FNQEnEbLi6zEvpVv/TXXC/ohxY0gE4nTVasIN1y0MOVmEdVGNAboHMPoPOgHAOwAvcTgVJGUl66G3rP/JGjgkcDJD6hAIDuh0YVHFEsrl9BAhhd298bCAUCwXAg4FdSH1WcOLkzxmqTSc05M0bQjgyTW2gxpjUInVkCHmnBQhmu11KWLKuIS3ljVzy1OTbXWjZuV+KAo7DU1n/L5hs/M/Lpi00HS0v3tx77/HT9gc/s3PvAtrQsWrqpWiLVhC3VjU68u2KquzTuDdTsGWvbXa9TPGfUcTFvdDy67eaO2Qf3ffR+l77DaJt68Mi2zx5tnbj0ULJ+rP19EmlVP6UpJexZ8gJIogGVJSNqaklTCOSOWVNCjg5QL57aU4QMeigmA4Aq1TpKi0PFMh+OKnAFCVE4EiXFE+lfj2/BthFsTb/GaTUSmVE68trPf05euBIlvLykXF3YYPgpSBfMPDIGfNQDlvNSmyoFpYVTMqrGqI1aYDCIGlbgl0TCDAB0wOk0GjByep3FbpfdanAYHaCp9VivWPaWBMe6FBtMIhJxY4NoYXH5bR/saivvLTl/+P//xdaOzVuOfWSubwDg3dCOls1qXgYoah6Aafp7DfUN0X/pT1/pa9zUKcyrJtC50zBXnCiRjNkAstkVADeUYFq5FLUjy6qWidYZAmbfamYm34mdPO2eqE1zhQGEhgYD8MXDt54+XTkWDo83XH+hd+iTBw6N+YtHyPlP3nb+U3r1oE4781c3XPfgtpKUzo4Y1CWfAdopgF9Ud4IiEWNDy9CxOFDsFXAwJQWVORmlhSFaRD7z7Ye/88/X3T8x96Gbj85jL77u0cfJ5eFPHbv7/JXvsbFC+/gNaF+FIskg8Aqgg2Qh5yk8n3nKsqsSwQaALsI//Eb6EL47/Rz2pX+O40DdVwaXcttVIB+NooCErWw326SeqpeoL9Pi12dYa16w7peHrgxl+fFh4EcRakhu0oOmBLHgPIByQFAlEooZeAliUpSB1SBEopk3wTz2iQ6WIZcXVsoMn2DVKaPiPnzvn+qP9R+8b2jqwaON+yu8wbnoubsTx7ZXtrk+Axr1AZNx+sFDN/zlFqt50GD/5G3jt/QqZS+LYyW3MBoWJz0wUsCoeIFnkRIac1tBO/Aeig0+QxQ+o+SWmfSFmRl8YAYPpP8BZPEHuELw1RAuYe0VJd3UU6V+qnyVM2Jhzgj1FgwhsA8ygw2XpNNjY5iMjcVMpMEci5mvfNsETS09stSGHmPzL5wMUNvDYRoBAwQBP9FuOuupCGvUcimdXxIQYFkGrYJ2g86apRK7X6v3mx3lBTN7npRJUxKpuaac/OOV1oUdGTki++EZWtpnrZwjEoAmKQrijg5ggQgWg4l5OMU+TsZI0IxbcBST/fuu9M7MeJoLv7mY/jUeT6ZfB1Jc8nZ4f5p+Niujf4C2eTE6yhA/2b6MEHnEiwiREtYyP4M3gSN527BQl6O0tKBQ0m9SYubTCX4oUJXLuKIWBL0zWKW0e5wPnBzaQRP8MzBvz8fhT78u4SSbz/+z5NVbp3ki+T25sXCxLj0Ez3mc9F6pxY/H9hRduTtLi3vhmUbkTjpBAlYTwmawioTAmUfhaAUBQpN7F9PvlxDp5r34fRIQoDEy4tubSB+Cp3xJn0wV4YtUh9P58D3wjXU0Eruebwxiv+wbZ4Q+Y41E7/h7/ReuO3ixp+fiDfsv9F95/saTp2644eTJw3jPwQe3bv2rgwf+cuuWBw/e/qlP3X77Jz4h6iJBLs0UQ1BJJyDpUkxVES+ob8YSjRojvVZt1phBeKU01CdbRtegmHwGm0/U09hz17n4+/aPzjy6pWfPrily+cCuhoVk+l/J5YH0/2gb6uxg451g4zWDBgA/EEw3Rz0FGguSSJY96WxoIhBsNVOtQh1Wmw+Q7foEWFz4ws13SDXSvFS45Su+Rz6H1xCCYRNKizkm7zaqlcCW8TiDxxdYHFA0aNBbasz0gLhMBp1NbxOCT0iLtfIcl8Pk43wr6BI8f1NJq/+ZxS9+eOapPfsnh8GA7t5TlyrXpJ/CofTPyOXB9J8627sagAzRpbfx26AfI6giWeoC/VggA1MlFVyEZaWY49OXBZjBCKx0SytwKJ92tHkIfvuOo417vP79dcMjnt7WLdvqF9obdoQLApOV7R2ejvqWyfJvzO0z6if0zua4rypiK96+uW6kzGoc0FvrKv1VQast3peJB5FioJuMxlgobViQNMcgiDPDAB68xYfbZ14htl+Q00NDUHcG5P4cm1di3aO5Em/ymXzCoASYRtUWYzVMq3ONp+fO3zmzbXZ+cvrdvuOd9xzHz6erJ7cvjOAXBZtPmTrFYj+gw+XMF+XAWuWGq9RILWgZzPm4qIk5gwkTmVqaWZr9nN4qk1n1l4T4Vbq2bMDnGyzH32Vtq0EHfQzaLqQ6yGWU0XBLimqfHJ0ABQtRod3gMFAdRJ/AcJYs91HZX7iPPbnlTrleSbBJe/uWJ2YPqg08b9ac3XaL1szzRvUB2g38sru+XKEZr0hXQo9SFRPB0NYy/FB6sGKLD/iG/4H1DZAf6craGjmfR28bjUaRKSrsM3FRF45ypGvPE0/N/e4Xux56eO7nuDZ9GR/BE+nfYnv675bpSSN5cuqFSTkarkkRLOpumA9Go4EDVIlNUQ7Enoti19fmfz/z+x14P55L96dfxwb8VdpOENqxMBwB+EQG4rIcQhMFZxkHGQ3GTAhNiBQUE0vagE+kP4p/lv4Afn8HqR3uuHKZ9W94aQeuYnIoeInwf2cWnpCsIPIwHy1UP1e9+uodd9zP7e25Es7GNfdfJa5pwj68Hasm02+LYU2o51jagf539rms7M7sYHD2uTYwPHH4dtxxx6uvTpCf9rx7n0DXIFYRK3kJfL7Ql6S7OpIFPA3gMm14ngnssdyIyZekqAPYZQLOBV+u+dfBL1/CKvxMuhEvpJkew0vppT34yaW/gn4UsfbWxJYNDGfQhnigKX4yncRPfTIpxPjJLHqTpGmMm9V1KSVENK8In2fkQHBTZaHEoC2YPMRm8YFgx+9RFQd0Dbb6ajVJWxMxk9pYV2dUgl6tAF32KikGyxYEn0/rALfEjjmJFNw9TlyMATgJfoOUA8RHl1tkmIUSpFI8TwRdSx29fEXgJi2XAe3TSQcNAvmKC4LuoNVs0KkUgCNd2JVxMAy+rMsH/tuy72vKuHpNGBftmE0aJL6Bjt7tZ2/ZUh8vSRW7fNsHdw0kSjtmwEWaTV9MlZUMjA5PSrii9phD32ZypV+TbIqWl/QPVgm2ZBz0WhV5B0BIMbrjMT1HeAkWx0qN+3EWucuETHheGCcYOhdbt6D0WFVGXHXKGERXsij3LuidudVFpqeTOpvVU2AtthUbzP4giwmC+cyJA4L/K6OgyCt1Y9GGfhG6ahtu2XXy1M6WYZvM2DJ173hb61RPN2nxNhi8FXfeccddFUUd5J30qzsWJDsX9+16jspNAnj8DeIV/CsVuFU2NeGIHSY2DVsKsVTWTyFsB7odI4tJr1XIMv4VvxrGL3tbuKz7YEvboZ5Iyu6yJwvuH0iVtRe4WpX1p+Z2nqk3qHsV+ufmF4yaQa0uE0M1Mtp70cceMyqIhM/Q3g19OZ4l0tkBYXWPkxLWJZH4xasKQa+PDSyvA9KCUGb5Ng32rC0D5LfZrBgBA7w2r0Gv04IvacEWORsrlT860mgFbgIvhklliEofk0gYOjbtOnFyV/OQAxzrqW6NxD5cPd7ZNt3d3a0EFnyoolgT1f34irzHW9W7bVa/a/+hue37xLFj4IMNeVB7MqkGTmgAPRCKYyieWVju44pYnQNYVeCyexweg04pl/LIhm0ClvGAA14s+FM5jq8Npk0xeL7+zp3x9D1kejg6VBIZTqSOtjbs72rplYGubybexut741vmTMYBo6H59PTU2Y6ekZ6OcSovwCh8C7kC/dya1NFVAJ0MpoiUBnCAVW7ggguJAdDjzOPi54DiJ0RL42L6nfq1i2vuTScV4CBmVuAoAPPFEyK1BQDkBg8ldfvU7OzW0aK4yaYvsZaV3o5fTpfhlyOewr1bVLJOXtnQ4hNkSQ+y5AVqlqJzSZ2VI1IeCCoBwnIZ5eUFvcSjeSwjotYSQm0DGZx2ii4kB6F3JwaEkln1trYgKLCiQjAJ/sLSolKnXa9VKaRs1UFUYLZogrpuPi8L+VJ5AU9m1Yo6kyJsio97eHXX0dPH+oeOdw4RLKm9Ye/Ro4fb+3q7RvpSxBuOdF955fAR70jJSJdFXa4YuXDLuXv79u/cuTg5bzkwJ9gmYBZxsLnU8yioKEInEp0jVuj48SxUO5uBxC64kb3G4j7ijenHDSavKUAhvMmcUUHUEaPSTr2lL/JS53Rsx47JEzPtU1PEEfZFSrYtpP8CT968exbcx3cEvUpt8aPkl2wfxIf6H1ZCV2wMBVOtcnyAeugnRI8FZrN6xe3Tq2+Xb1Q7aaEXqXO5mHt9Gua1ie6DyN31IF2168EGI3q/ubDQbPV4WqfIL13uAvhyu5698ltip+NYenZJL47DhR5MKvUgUjoQKbo5QcmEX0T2xykVTwgSQlc9TmXHlS1yOm+R8qu1wqAKmGK8uOYeHaNOo7bbzEa1S+Pye6XC+n7WbHDLHgaLJAx6rMJoNzmCWl2Rqahkqof8jdvFxv3uLTK+WyL1VZP9V+7rH1+WKw0w1YS6kwqdVsVJKOQRZMvAJj0UOzGQtf426gyyfQrHVtyZfsxgMjokWdNGWnAUHK8Q3ZgT/TsOS6R2h+ILCz/77b6vNU1O4v36mEnuKVQ++uv0C/8e/zaVKtYX9EX4lUNhoQMqoNtxEfu52F8ZODr9ZQE7RanEgphm6nMToCOK0bbHPHYiTBKqGKwStk4lk8o5Oh8yUVhX0glz/8SAeFdOcm+C1cDI7aK7qgzAA4UM8EsxLl7GL9kpk506Njad6Cf53JaZyesH2ycPjDSD0eAd41Vng7xrG/Fu2wtTafqmmYn0T+HHrlnwxu29JZGZirLcee4Ffgw/qsfLQzCx6SzhyYpJbhNEht7icc6d6aQBVLtW7LYJm6Rru826iye3w0yf7qCddG4Vuzd5c7Zf2bXQEPRp1X6BsytjIoFMnFQwTbVrAgKh2w93H0zedrj3YEt6f//oSCo1OtqHNecvtL5v+vxHWk9Pzx08ODd33XUibtMDbvOCvvOh/RQ7LOM2dw5YOLsMtAYyGr4YUS2xwr6uKrOMCHw230pEsLyg7KMGVyQTtbLZBYkgHtt5EiDBiE1KJFM9aol9sHq0nbROVbcUdhPvHXd+8MOVhYaY6Z85ea+vqm/rrGHn/tptjVsP5NoxionmKR5dxkQFWfx5dhlxMqN0StgvR8iJHDS0pkgGZlKUI8JMXlii9y3DHLBaPo6GZLP45muEk9pGkvMnT+9oGbZLNF1T923uxB2TPV3dKmOVwVtFYU6Vr/fdd3DlllnjnsVDc3P7M7KKP8xkdY8wAhVd+dFLAGaSlIv+xWX+mhYKGJki5CQkA6UJs1RMq2fUf+YGDEeQYbmUSjAv2l2ZuB6UleAhnU+j0hRqIz2lUz1KiXOUeDluhJOUj9SmXyP2HWVJJMZxHiHeDeM4Z68xjkNWoJhMGOeRIzs2jRQWbalsb7TWxWN94YMz1eMBj7cvVFvnbIpGe4IfHRw26of1rlK/uajIbA5vKuvoMxm6tGafx1roNpvCdYIO0ENfN5OLyE73lWgxkXAYEQl0jXZVwp2n1oFtjzgxQOV7eX+ExWwyGvSMYnZsp3HBQA5aBPwFStlCfW5gu9xcotHG7CXdZakBX+xTn6pslknaZQp3TyveVOK78XRH+nJ1pdCfIZj/FrCXJpR6lG3ozOgkHphLTgjehBjQAJ2UuQp/54YOp5MauGRCAD/8QiBm2QekxosZMWLp0UicW2PzO6aPT3cS+5XfdpeEtu3Bc+m/PrdrFtsy8Q/8LvRHR+NJMrrcm6JPP5Gzr0GHdC4hak1DPAQEhSRMUe6552ZvlBu1nESiM8lunH2e2NPPWGurDYaaWgtuvPJbYbxgaDgZoetp0L5Tx3HZiBW1FUIwzeE02FkcFATClxNLEh4k/EbDSpwPP6QBQkmM2u27Lm7pU5klEolKK5vbvlVlAWBtUffPfGwBV0aGrNahkvQPoUevlU65DTUJK65I/8A77HZMVWAPdA0jIw0qwLhVVAsrpBy3ZuRGo9HAbDAXtSWiHLW/vpe/uuuOD+786tO7Lnx0JzZi6eXL6X9P//7HPxbGipf0OA1tOmn8zGniYbBGhn+EdnMQccDnYOGTFaPL3a7UgvHsEZ1dKpE6tdfP/aZgetDu16gKDRV1+gIY1kvh3mLHSARXXbk/NcNzXUQSK+1mfQjBx0PQh3XiUCc2jkPhh9IncFH6TXxD+lfYV48/2dGWPsDaLVjagbeSy8hNV2OtzJiCBqbro3RpGv7vzrg2RyWDLoPFIGw15qkrCOox3kx/1kZh/oBXLrNYqW9uw1u37mtpaGg5MBVruP76+vj9eHD4YrS0F5fUfHR4sAeXVX9kwSQ1LVysLqUrQP+2pMObVmIaBgMxPoUZpqHBJeGvDKahCyP/1ttL3nnXJvCoCMaxPTMOUPs0Qi+s+i0KCzS7M8ulR/EgjMLgYuOwsf4n4kE6GsojFlsQRiP1FQndzwxmgpRW38M6fgE63gODuiAM6mNDQ2w/BC4kCvwA+ImNLB5VDfMOm0DBk5QR4z4p5nrpbgcyTecn6KtF0acl3Ehm+wmNUrGVeqkszvSn6MxS/Yo1/kprQbO9qsddV+GvtLib7dXdBQ24Ra/yOgbjajP9OVALGmRpSVhn5x42BpEfIYMMtaOPokeQ/EsEP/zIw/HSvGWeRb+8apnn0fXrlLknW+ZFEMTVZdh6LGsnLLaznZXBOWXYuiMrUyb2GeUt05xT5lk0sKYMW59iZWrEdn6+pj+ryzyLS65a5nn02JoybE2AldkkPuuZNf1ZXeZZbFhTRog7pqFMB0J6KWo/iPJcp+P9f/KWf74nt/wr2esv1gvXhVgLLd8jtvNUnuvQToqVZ1z9Lrv+c6E/PxHaoZFeS871Z/3L7YfY9VHWfjvM2HzXn0U/yHMdnjsrtCPYUXp9SmznzrzXn0U/ZdcF3UyvbxWvP5Ajkx/PyuQL6NQa3gm0+lWWVi+MC33wCHsejFL0XBbbz4J+cqMS9PXHnAoiV2TMe4inAInuXl0QggwKhQg9VVguB4dJuSJaV7pucSSTHRPrKDNxu9zSywUlEtnc2tLgBRcWemgwxlNSWCK+6WIUcbsbu9VrI3lsqzeDOutE9Ha2DDkAvv/oR1OpVA+N6lWO0aheV5fyzg/cdQeN6umb2qan2678BY3sbd1m2L33wPbti0x+6GJDHZNDQU5efCCXv6+IfITrE0KsBOYaFwAa24FfI4/ZdISTZFxspxDiFPdUCJuWRQBKvVP2bky+m9OP+8OWoE9YiV259QJclKgNEMnKzdov9V247oYLdCF29EykxDonU9W1lF954dCpUwcPnDp9KGdZOlGtSsVUDbts42foquxtn/xkRk5uI/tA//voPjsNlmALBiCfWtHHs7l99EcsAa+4Vpz1CZf7t453GJ8uKrfOyjT19XojdRM39/VvznET/cXagRpV5zZL4WDF7sXF3bv37GE2EvQQV8PkuPcxBd2XuBwgo/ZWgsX1rOW4vZUO6/yaG9OPm32miIn1W+gqkRlWLnuyfRvkXLV7m0we6GnadHz7B+6emdveOuSfJovyVIOqciShSn8/sxZaNbG9cnMcv5TF0s+Q/dDP0ccdMrpOmZluNsQTnvVnNaJ25d5Zg6oVZoqoLSzKSvu6FlRHLXQg5Bm5v7uRwust0R07KbyeqnJtI9srxzbJ0jsEmD2b/jyF2dYG+YCgW9MmMpv+Z5Km2urK60i49nUyu3Qru/Zs+qJwDb6H6d43QSfBnT+QA6IeGqZrTlkd/wfSnqPDfpPVYS+Tnfl1GBfP1n2ZNEM1iVj3+4AXnYDRy9C25AxoE/riBecwaoCiIayQ0b1LHChqcFgAXxF8XgluiQxEVYF4qYLfy3YwquREKj0mHXS5lMqyUpfX5S0uoq/UKZ1Kp9lmNqmpm0Jf+7DQXaz0dTP6M06vAAa2mFbv28MPmZ36KWvMWaN0xJzOmKPaUW/baqt39Ofdz8cdcJQUKd1Ry5whYrNFDGp3q9fb6la/e2XNTj86bqAHcXNlbNy1qBU9S1coc8cdwwo+iuWKYqxSSkWxahDIQPfAYnJODUTgOcKfRXItVqrkygUhxqdQ8PMazPMwgVUq6bwMC2RJtrzX2lCPNrH8xppvU6IAqNvcmGjd1FpdWVYS9BcVumoLajM01m1MY9k1Lhbevg7lP7zhIuKz+RnQdA1ri2vlcHtyG1AJyQGMWw1KmKMZOQQ9w9Skku6ugYnMybj15BChXDl0OkxGrQaKKsxquuhNX4IUqJIhj0+kF14tip8uiFon9S5TCOiwDehQA2RxxB3V+Ex+UdxhibqVRaUO1ZhAA5VAkbyiCGM3srm5LIvPJwtWjn0dWQRSqOkuObD854AQPOFypYkZww1k8b3VXiOLQSqLCK2VxRw66zams+3axPH4OtS/tKE0PpGfB1eXRlEWJXZkQQFUjhLo+uQ+r9vBSeU1WKMiKR2WIymSS88h+qLcNKLv+MglaFELJAQCqzjpAoLxKzWKvUCxowN6NVEqjykHg0Er2MlEbbA8WF5WWhIJh6wBa6C4yOWk2/q8XqPXa6CWUoAglA4+YSsY9exkjHDB7HxeI6P4F5LKiK2ixGSyyMr5yrCjotRgNks7bA2OqmjcUeuocjTYsDavwErsFc02m81e2UQ/7/Qm3ariSlvYoHInve8eXk9/gsweZjRqBbT/46RZoFEL1iiasVpThnVaiSiryVWU0guUUlBKqU1Yq1NrFwyAUkHkNBrFvBErFCByOp1yXoUZ6VzJjj+rCahM21HNAyPOqEBqK9rbQowNvd1tqfZUY30iXl1ZWhJsDbWuYYb5mplxjYKMH70GFtVuJNXc4fUZ9Z2r69kMtsj46fqQgC2Yz3qQYQZuBWYYzvEdg+j5PgF1NKFcnf0mTHUbKkQRNJUc5wEuYj9WyoVtu+dVwCYEChpKA7BFRC4B3KtEUplSuhfJ5UcH1AoCPops0G5XKiNhe6GdqmqX06G0KW1eo89s0ghcEK2YTQiSRQU+rMUMXwarVW0q0E0W8X1d3d2SOF9RGozx78+vp39TEDerHGWF+xu7u5oidmfo3VNrhT0j6yk2zihqxoqkiY2zGiulVVih9GC1KiPqjWzYiMaWkeQcHbKUDlmhwyq1QrVXA/SgVl6plM5rQRmDjKrVsh1yzIggLnEm33Mb1M2DhuQ7gKZn5DBdmlgTmlXUX9HMBvXBSfTHYw5gSUNdrDneXFEWCfmK3QX2qCOaZYx+A8ZcK9C4Mz+7JjacA22rufbUNej01Tw0J01ybh0eNmlwfgboBcppcxigW4+Jre+9kTVcbBba0OZloz6HjfkbADaWCWxEKD8jLSaDXqtmttpAbXXGOsf5P4edf9S5TFWOuBVr+N7u7i5e5Ob4htxMFZY5VOZ4gVJkpyN8dXZm+XmIrWm2oD4cTmqbsFbZiDXaEqzXZbaxtBko7ajpWGSmQwamA4H5Vsqli0hjxjq9RrfXSHUQsEKrVc6bwOAAJfV61Q41VqmOqSg/g9BS15/ZErRBm1PvAMacUQNTe2khqCmTn7uWJjdoC/hb1ZoM+Kk96+5M9rX21W+KRyvLI2F/S6DF6rP6igsB99qzFs2yrkX786bvV/Las8L3wP1DFY3MnjXQzwsNXR1NYZs99ORVJCBrm36VtU0vzAi2qQblxjFfycYrX2RGS3jHq0r0M4JoLrl1pdfHrfZ0VeCmScHTlQOgkysWYIpJ5wAMH6UTl23ROsYPKpXBgN8nuhmua/V3i3NeTvrkOg5XZe5LS+t7uJnXmWBe0HFHRF+iBtWhY8nDq/15mTSM5TI+tcIdVWXd0Yx1ptpJg6kLoBZcAJlMPi8olliUuqGJ2mhdrK6sJOAD2FRTUJMZuPZqTujGu+8urkOLj2+0K28d37Nxnc16HN2vjd/IysGO5NxKj4vL8TRVGU9Tym0sBwjlysF78DdzROHO9VzNrStEYV0PMysKIAuFdA7kyMLJ5LHVPvWyLMBoVWvcQUEWBG9wA1mgXs1KWcgZvPZqTuCG4nDrOvS4dyNpWMf3W08aMnrBLFEjE+DiKvSNpMEIlDIoCE+KC2xMIIRNbIANeEI3nZ6jMwffQAMQ4ImcVWNoAFDhIoxZqVKABy2Xs/j7UeZ5U1lhjnfzyvrc2ffWwHTSZzZjVFVZIbqQwYDZbwbP22HXa+UyurlDm915o8O+ULOgumXxWlku1elsXKGBvlxR43dyEd7tcVlsanU7kLp6ef69nSt8ErXX53ZLQy28zmjQcBHufXSqLU+8dw+t0kcKboHRtRG1o5eSjlWUrQYBrMEKOZ+hMMJ039iNdMLxnDSHMCqwmSrZAo1IHB/Q4Rz8Kpcr5pFCcYa+PN1M6/OCFP8ZDUwnS5ubgKpA5dZkU3tze22ssry0JNAYbFxNaf21UvoqMo7/ZkPixzcQdW5hY158d12RF2QevyHGOarRweR1ggePU/p1Ihw6welWMqcbabRqzQLIpnIOdOBRCnoUc0DDY4pBCkiqc2T0PxDnWCGk/3gN/vP/WiGqGwY2cnUlwwtiPKMJMMXZ5OlMzEeljIJzABYhLzFYBEILU1arXNCzAIQR0wiEQYhAqFTqeQGttTQLkYe21uaOlo5EvKqirDTYFGpaQxzTe4g7bCxXT1wDvWo2kq4Nwg3/uI5k0TV8wGbZNXwWY5gQYww71qxLJJaGc9aVg+j5QQHHTSJhva8RPt/k4siM7Kg6WUG3ceqkLDEe3eiLqWcFfyGyvOP3GDdoMPqDZmFbdu7UFPdKcD5D9M0KH18r85cGCjQuuTHQ2NYxNUX+KRiRx8elMFQ9ITFp2bt/Ina2lwDGU0IuC3sJaO/wD1nfB5eG0WPkl3A9JV7/YnZMIeLNrmULo5GI+wQEzFGCatHm5PBV0Kcigz7l0nkwAKep4WWpj85Q1EmxfjhY5MkAL+VVEOcGr9jiP62Duh7J/+rtelg0vTPfK7ni/IqJWCSMYixWlHfsIh5lI+eI9KywKiIS4OxKAkSry0uD/kL3NRNgvf20+P51hr8j3z7b9dBm+qF8+2/X8n0iuXl9tKlYgTbz8B2hDN9zQJbyKghzA9b/Zj3E+eo6rF8He67Dehh/hO7hyOH9luRU3vErcvCnlIDlFlYh8vEeoQzv3wsR1mP/h9cjwUfysn8deJmf/Rn+i9gyhpLoC+uiy7gqP7pULoNDIYHl6SxZzlBUWataB1VuXHE6WUhxTktTXaKmqiS8Gt+orxXfbPjyvmFDcINP5peyq4HMKz/JJ22CngmJeLMGNaO/XpfW0WWcKeNzSaVi8DBDsLMrKR3LQZfXXE2kc1MDtfqR0H+AzusqsK9uTOVwPkG+GnhM+/LrM4HGAlaKoha6VptBjqswkmYZMGqFxRm1WjmPxGBWBnJTVNTcuKm2urIkvAYN6a59SWx96jx/LWtjwbw02gACpQN56MP2Aw4v7wdk+OcREf98Zc0ai4AVMvvbQgJWoPvctqPM3kIuwNq6RdwT6MuDoeh+ItrGreLetufyXm+nP7Nt/ibb5svk7/K3yfaL3CruFxnLjI3uvxLqMmzzUHYct5F92fJ/IFPinsZhmgtB2NPIrn9c3N81TPfBZ/fp/YEMM7zH9n0xvBdGJ5O6LN6z57xY7QPYwGPEZ6GfXEbYu5JSKTdP05Eco+94hNYrRd9qzb6nSPNo6S0WS9gS9pr8JsCNCq2b7rJaixttebYD4c+sBpInVmy6Xw0p31yzCV/Y98nVMB6fF3msXLPvU9jrRHl5m8jj76N8ddvR01et247uyNL6GUbrGnRL0iDSWo4rChzcMrUjiKaZkKNzLOU0f5aSUw7klOG1NC/fuOwayqvZfisbo3phfqrzG+3DwpdWkx/78+7MWs2Hv1l3p1aWXq+I9JKiF8X9niDLdF+cQGsms5/OyvIzZH+Wvn8gQ9l9WbWMN40ibw6t4c3KfalS1D4u+D3sOuNNJX3nOTsPKsNOQIYhzEvpZhiaGYnLCrhEeKVTKmUo6RRPXzOgnpBsPYnmN3j9YN9qyqbvXf+NhDVivs4bChjZ8SUc5caRA1Uly7UwKg0W0s2yTKAUvCyyLBeT4nsKHBqy0oyzGkD2xXkyzkrpqm9N+n8cjkR0AY+n2ulzd5Ymexs2jTyNL9XeEKoOWYuKbOYKh6clUT0YH6D7Bg34PtwKfQijgWRfEPMogCW8FHMSA+BPSmmeZU+lyboW6asBRMItIvqi8LT41j/BIzQfg9vlZClUURiHZZrM27JC7llpJoNlvsyzD3b3lHpClWPTgaSnqzlWVR+rq6upjLgL4y5/YSc33lwVjik5WTRS36vRtXgjPn9xIlRY5LYYKmxO4T2G5ZwWYj4MKSJC5i0xpYXFnMmHYYIZBAaSJKJvqmvq7PU6n1e1j/yRZrJQm2IJli0bSHAJvQE8UNN3V1RKaSb/FE2yQV+jE7NsICG9DKcBpG3ISTD8RjeHlXZNre/9XCo9hs3OEovCoghVb6WyLO6TZu88tiQbhd3KMo4sKFj+IbmQbkUmyyTU02lpnjq6K1nr0DlYGiIp0mCNUnx3X0ilR/OO2Hx0X7IlWmSIBXHT/vsnv/2lb/T1fffAI4/MYO+HaQa5w48+jusHcdvA/xr8HS64+7xIO3wKaGdEEUY7j1Yh4cR0MoicF/aKIrhttFoy2UnElCAZLEYSV9Tl1aZm5yaXq9bZaKos09AEIXGTSl/pclUYVGZGWOFZc+RXMPYK9iwfzfUKnj1NccjkiUWe0Qg8T4M0AHh4rUN4u2PFihye40d6+voltXxNRaiOJ79q7Ottiljtocwz7iWvAGSKsWdEEH2vZZpmEaBrzzS1Ljcv5ekBAvQ5GWQlA2TFhrYMqaLLQCssrav0xKssNoesRrqpsiBebbXbZWS2odNd4HbXd8GHG7RUK3QgeS15s5PpVD/+cjZvthL0wDg3hJSA1JkmyORMRhyoscls5uQF9o40VXRDdiFxsoZmQGAZyE1i4mRh68d4U//T3+5t+gDBfJFq+H0Ebd8ew67077ZZNtlV1Yajwrzx4HtxEuTcg9qSLW6Y2rhAT4T31GnOZJ6CBngodIXDQDmOEG5afHGLI5R6HuTxB/w+g0wDuNTik+UmHlmZNzmBS7+qULsN7TNjo0VdVlenszwer3IGdIV6LpW4nkg6kl0DGk273hQuDZbIJebv0fesgC7t0D8pzcUt5BpmUnnb6nw3KJM+R2MvdWGahYob+tuf49DfQgM3NFanzwsxXgfouk5ujO2Xr0abkvFCo5RtlJaAfYZBU9eQJiqbFvdBc3jE6cCorMThd4J+p+8+SpdVW0azZbL9i/mGxXT/sszSMM1z/3BiuAR03Oa23sHyosLiYIu/yB/2uAP+ymJvOFISLg9yY/FEoEqvT0Q2tSc3RWoNZnDoq50Jt9PpVauKC5zur+jD7gK/v8Ad1MCY03eSwaUks4nVTM6DK6OBYH1XKWmwfZw4nbh89u+p1TZujSFjttgENOwDGtJcvdXJCurjgI+9yLPTRqazeZthFtOEcgad2qKxiDkUKOkyb1MA6UI18Zjw4sTfDwz2jQwM9W4eGysNhfB9h6/bd/jG/fuOtlz67NDIkICFzfDcFDy3AEVQX7KbvhBMj/hQwdwQ8nvT1zXBMsloikkQVp7j+GnxFAeeG/G4Qa373BFPxGoGV1MKslUgF3gp5s/GK/Lm0ESwtmyiSaDT/9T6VCqvqbbZxUm0tZGGvtHOjm3GyjFNaY057AlWRrgxCdcg4SNdJRZ3V7JreG6+cqan9CflTnulp7wiWApjoLa2l5tALhSiYzBijleB2CkzOcpp36mK4oGm/FozKyY+CrlDNotOo5DRtEfyjDzSbLeZ7I/Lr2ZnM4bACD4P/S0faws4VUX2RKOL8JpoOAnD8FeGSkqj5dzE1p2VW3rLZI0SaVl32FTYk2zdXFdWFqwod5Y0MHxGk+/8v+SKPoh6GbbrxVPZ65qc66mc63zO9aHl69zu7PWQ0A6tRx7O3t+W5/4QvZ/N52CHGc3OqcAnMpnoVqRuoHk4MMvD8UX2Tm9pMpyTR5O988BeGgfZOUWzFalVIBY6rKOpNG2r8l9Yl9NevLEq2QX017T0Du7DXzbJ0I8QSm9Hii8h8pX0dgZr6f0A/HgD/x3cv5y5j3PvQ09BZz8K97+T974B2m9l97+b9z7NazaOH4L738v7fM/Sn3CSPf/7eeubof0U6/+P89YvgPbbWf0f5K3vgPqdrP4PM/e51f3vxY/B/Z/kbd+ErbiP/ECg39JZ4f7S2WX6YQ96g1wW6Cfcx7n37RhYRX4o0C/PfQO038rufzfvfSXUHycvCPTL83zQ9NSuC/TLU98M7adY/3+ct34BtN/O6v8gb30H1O9k9X+Yuc+t7n8veVmg3+r2wRZ8bml4SbH0FOhkMb/c8olH8xQ5IEDogg7mQLZZWrgcPZz+kaWw0ALfD9MMNjSjC33m8NIw+gqLSfxcXM95iOnh3DM+0H/KIR65Z3igazyoI/ecDvSfePpG7tkb6L/17AyUcyCGL545EWPtgRhrj8PIPQsD/ZecY4H+G06iQCvOokDrHDOx+owJ9H/daRGrz4tA/4UnPnQMBcUTH3LPDEJXOSAo91wjRDdLsgOMvioTDzA6ohIPMFp5hgT6Dx0SsfK8PXTtB+oJ8YHsOUoo56Qkgi4uvYV12TahydwzER517HdsyW1z6WLumRWH8U/wPeRn7HwIZIK69N9djoOOw44DDrhHhEP4WFkvy7N9gp3Bh9acmOdbPk0vAB+ffd8HC2+929tVfJe303v2Tvf5C94uH/yOljx3uR9uu6/1i/DVel/bww8//NZ9NMEoj+qW3gbf7ETO2XEoF2gDtvCZsmAb54Xgl7v7OlM9/V3YO5C+adDY3x/0evELPb2dqd7ezgHhT9328YnZ2Ynx7XjuygU8eOxofUN9Y/rz82MTc3MTY/OtR441NNTXA72BNug1RhtGGUoVgSJw7+DSSTzK2cF+IF44ck88Uwyj3p6e3pH23u6u27f/8aabfze74/fvu+n3u6n5gjoxoY4te3AYdcFGO3q6u0b7urv7bt/x+k3nfr97+x/PnfvdLOV5Lw6QQvL/IS30gZ3/Fc0cB3bHsce137DssnxL89UTkxMDeOyz2tnap56qndV+tvKhh2jdLjCbCuKnc2H5hW+LD3NPPNEL/7GHfj4hyFbF0gfRt1fNhSdlmgpHu85B58KRRMOZGJSrBjvsw6OMJtBa9Vtv4dHR9zjvYku34A9xFPdSvOjDDaPpf9/M2d/dDzJWtfQ2fidjl/msTabKLpRR++wd9cM3lO8aPXKofPfm/mSyv7+5WSkaZDDNqY989MI99whHayF22hjeItrlHLNswDyH9TZzT+XXe/GTJbuLDRZDQ+OFK7W0Dsge/p+CXW7B61hlS3HlF6o7g8loRb+3JrSQnD1QNlDzQTycbk99LT42Wl3XHHTX+6r3TCd2bI9fkIywOQzje53ly0a2qxjj5bjjr+NzkdIdFTObd020tg6PtSdiw/7ywHUdi9eNd07MnFMarNS4tbU19vU3RuuKnU2e0l0DPZNqTjndPXuczV3gCzExmwzWOSDYYyoMTRgIHGdGGY+nH8MdW/funeA4icypevbSIH417Ru59ObfB0a6raaYIf0TRs8kjOHfgJ5FmTGQtRY5KsT0fl+ztcja1OYamJwYdbabwSiPpN816ROFrQtNtypN5jGdRdU31N2rkBTg4ZEXJNLKbZ033CTYZfy/2Zkx5VQOmGnj8trm0Aq7jIta9zXrwl3XD5qq9YZSS9t4tZVIzT31Ww8e3d3Qm2wta/MXJZUdd+1vPrF/c6WET4FtHtpb76s6tPfgzf3D4x1DoQYwJuIZUfhPgl0WzLIPfzr9Efxc+s05cnKk+8r7QIJj0M8/grxSXzgqSmwmjiLSgBlpLeYycQoQX+HIkBDTGNi8/+hIXVX7pq3xxJZEbyLYWVa3q62yrak21tRa2dmV6mtqaVUuTPduKSgcT9algsFUfetogTneXdU4VYU/b22K10SjNYm69B1tiZounztVG2tlPI+JudkZDbPSlmOMa4Ueajkue5IM7d2TpioDJd1EFZDO1EtJt6ttkVEVU/K1VNX3tSp5SZZ0Ny5QWLO/6SRQFG8JNRaWbU5QSrI8dW+h72dtZ47O5nJ+v+j0+5053/j+Ir9gPNNjmd9YfuYPim2ZV7ZlymisTEOGjObKaenHGSWGBN04ALpxE+WtiR2eZOnCT6c/gRdwQfXrg1+6fxCe14W+RhT4OdE2ihsWabEm9v1c7029q9sST0HqokmuaaFP3f+lwderXxLwUTfY6SfFc5DAgm90rJEsZ3RPagNFhSFjXW24z1sY3lq5ZdFW6Sv2a93iYC8b6aFGrpIqb2W9w9Btdm+fKE3WFrojYbfip1nyQT/vAvszCHpXJuhuqgDu+taNN36Ls3e9+7sugS4xKCPqZhPo5tgoloGZe5duK2X2y8Rpaf1MjvCRQ4e+9a1WTtH17n6hfjVWEzfLEY6E3N8+bKj5p8EH/3aIvAQ0y8n9vQN/huX+RjKgKsGfTc/PdAhtlMFzRqAPgPtNYurYTI4pIUkTVQIsX0lZY8t8b6RqX6y2KtI739KIr49UP9PfintwQcXTO6y8sj76zYoC0kOS/U9XR2jb/wpt12TGZ/D9a0+PMLrM+I7BPTf8wTJNS2XxvDmi8LHG5vm+ksp9+ypL+uabG7EvUv10fxKeU1DxzZ1m3rLz6YoC6ERr/zP0qUxGMAJZOk+tmolNu5zsTuzsAyoEXdU9pqKwJxC2FDTaqnpNRaFCf8jmarTjoTiv0dAcT9lfNsCDfz7GXH0mLfq/8GTY3PNd0TUe5pp7liu61oNbGd+Wz25F7/UgVrTax9jojNT3gp+WzzVFa48v/U/2V3LPtEP/oXPrVp4Dh/7LT3XLPU8Y0cSDrXPmBD02mPUt97xydjdT4i/EUiLuXz67AfGCCjWw8xkmepbPZ1g+ZwHZ4oKipGcp3N+TPUsh3znZ6L/3OOp19Qle+jSZRbvZujQyWTILz7uz684krVy57py3nf8DBM3s9XicnVLBattAEH0rOwmFklOhp9I9ugVJthKTYEMhpOBDIDbB5NJebEWWNlG0ZrUK5IN67bHkC3run/QX+rReHJpCaKtl2DejtzNvdhbAPr5CYPN9woPHAq/FR48D7InS4w564rvHXbwNYo938D744vEu3nRekim6L+h9c6daLBCJVx4H2BefPe5gJqzHXXwQPz3ewTyYeryLUfADp9BY4x4GCjkKWEgk6NMSojkjGfdzsixNYkamxjWjqeOeoOFeMGZQ0++5HJY5a4wQc+XM3DIaLBHxlMYto5XPuKJVRDVjJRZEin7IU4Y1MtwQp15fyaXovQNO9freqLywMukniZwXmTzXVsuZ0ddZauVJYwttatkrrF3XozjOlS2aZZTq27gicaUrW8flwqoqzE2W3YQp85WlSpl84jp97PmM2o3T0yoNcUGUM9bqNaTrTe2zxpissuFFljflgj+e8LbxhPfQxwAHGLPWlGvikN7WfL7iHwqSqD84GE+m08l4olstT6Q8Svq31uRftiq3+S/Jbx+CcmOVv7Uq3cNYMVPjqhdu1NY9mjtyIhzTDmlHVDLEFW3ZDvsyM7XSldy0Ka1dLRqrC1VZ2bsbRMfRYXQUDq+GSz+7/7zF56/uF362xXYAAHicvVVldxtXFJxJYpkhzMzkSDKHLa0cZkZnJa/ljQXOruTESZuUmRlSZkjKzJik7TltT3v6K/ofWum9u6YkH/ql+rAz+/a+uXPvfavFEKjfP2cRxBV+XJO/YAiGYhgK4EMhilCMEpSiDOWoQCWqMBwjMBKjMBpjMBbjMB4TMBGTMBlTMBXTMB0zMBOzMBtzMBfzMB8LsBCLsBjVWAI/ArncNahFHerRgEY0YSmWYTlWYCVWYTWaEUIYBiJowRqsxTqsxwZsxCZsxhZsxTZsxw7sxC7sxh7sxT7sxwEcxCEcRiuOwOQQnMMlXMB5XMSv+AV/4Df8jr/wJ47CRieS6IKDLDI4iR6cwhmcxt8cymEsIOljIYtYzBKWsozlrGAlqzicIziSoziaYziW4zieEziRkziZUziV0zidMziTszibcziX8zifC7iQi7iY1VxCPwMMsoa1rGM9G9jIJi7lMi7nCq7kKq5mM0MM02CELVzDtVzH9dzAjdzEzdzCrdzG7dzBndzF3dzDvdzH/TzAgzzEw2zlEZqMMsY2WmxnnB20eZSdTDDJFNPs4jE6dJlhlt08zhPs4Ume4jW8lqd5htfxet7AG3kTb+YtvJW38XbewTt5F+/mPbyX9/F+PsAH+RAf5iN8lI/xcT7BJ3mWT/FpPsNn+Ryf5wt8kS/xZb7CV/kaX+cbfJPneJ5v8W2+w3f5Ht/nB/yQH/FjfsJP+Rk/5xf8kl/xa37Db/kdv+cP/JEXeJGX+BN/LsymbL+/2e9rjjpWt+UzNRgxJ21mfHbGTrRZvqyCgi0daSdVkFbXXeqazV+L447ZbcXSyWixGctmFMvLBiLNfsGAYFCwRrBWsE6wXrBBsFkwJBgWNAQjgi0aQ5InJHoh0QlJfEjiQxIfFn9h2RcWf2HxFxZ/YdELi7+w6IabBMVnWHyGJZ8h+oboG6JviL4h+oboG6JrNAqKviH6hugbnr7UY0g9EdGPiH5E9COiHxH9iOhHRD8i+hHRj4h+RHRbpI6WgG+fGravR4GsNhTGEz1dHU0eNgo2FSkM+P0eaRRSU+uROo/Ul7gJ0+2obnfMmKzVevtqAx4JeqRGk6AnGfRLtmDA75FAUXtre3XCjps5YnskoUhJ7pGsKapXvZ0NHmksPmk56eq2VDpZlE5ZmmSO65WSTIdj6bXi9nTWEWZ3S5xrn9Bxbu6VSmlq2fGOjA5M2SKoc6SySUflUCSfI08kR57qHJrlc6i4fA4Vp3MoqnOoQJVDBeqCvE4Ga4MlbpcZs6oT6VhCG8gzZUCRvIE8EQMqTBnQLG9AxeUNqDhtQFFtQAUqA3lW2mU5drpNB+T+IpKmRxNpva3UOhFLmEnNO3ImPbk+o/1Dyo9l0xmrLZpQd5W5IqOW49pxvaksly5mpbSLKhXq2ql4QutUdJmOlUpY7fp5pbp1el2Xm24m59bt1DV0JbLuYN/9DQ4oTZ/i/6ur/dpX4VpJu++2OGG54to6ljV1l8rijmXmSvMaaLkZW+KrorkXr9PK9DalIpq776tmuDzv61KV6cZsO2Y7sayeSGU21ZYbQSztSJfzW6xewaKoqRNXqvU+oUolpL4x2qV8kwZPf8D6gAH0OxYVZjI3DtdMtf33Sfef75VnevV+D+rm4BM38LRe1uzLuzvgAF/ldRjQkIrej+9lW67W0H8BrrwuegAAAAEAAf//AA94nGWOvQ3CUBCDP78ECgoqRIUoEEqBREcXpeGlZgMqhmADflZgoMyQAliCpMcJDVJ08p1PZ52NCEyBg/Ewn7CmQJQc3U9c3K/cSLhTmdc8rXrxNv+4EhpapKhovmfkb3OWZOysSH3ZDmZgbB8pR+E82H4e9GqYGQtjZWzo0nZp1Lv/bYpfirYVzgAAAHicfVNNT1NRED3zXlvaAqVWVkYrgmBFQpQYl40V09CkpYSQxoUheS1Y0LaQFyTqip3ElXFlXBhXYvwJJvoLjO6MX2jiSl2q4Lf13HkvKEpIc8/MnTv3nJn7phAAUUnINURPZvMTSDuuU8a449YbmCw3qkM4W7no1rA4Nb04hCvV6TkXN6vu9DncrTkLDTxYmHFm8QMB8qDZRJBGYMFGZCMmjP7xQ3/5Ldve25orsOX5IFoyY2MjGBzOTHRhMKd+ITNCv1DME0czJeJ4sUDchj2MaKVSn0d6qjFXR/aM61SQr81WHZRqc5UaTiuWFWcUG4oLjfN1F5dIY/lLlNWmToh9mn1EMaYYVWxXbFVsU7TRgS704yjSyGIUJUxiBvO4gCUs4yquky3OvCXNNt4N1TPebY2Z9ci3T3z7yrdveNtkv5c2LyIpVhmmPezvp3x7y7NW3LeTvq2xQsOU4Nrts5qq8yhgRd/zMuu02I2NVep+2nTaR7UYOrGLPVqMfiSOK55SXCWad1vBHdzTuyH2YNHupBp0//Cf/X2tIPFfru1XmPBfJaxn7/DBr/nxthnGe423nkZzfdPdYzonQfbYyfvdSOEluXIo4oXaPJ4zv4hn2uNTYk4Vc/RS2IE1sUUkQMl1fMYXfMU3fOd/6Cd+oSkW1pgXIJOZnw7mW+xoD/XK/MW5K5HFcLRIWCISlVZpk3aJeZyS2JpVkrJXumSfdEuP7Jde6ZMDkpKD0i+HZICsQSqG9BXCVI6yryBn8ASSnMAyepgxwDo83Ygc2dD1VVXBcPeSzXwDU3+QXBFytfKt2tlLnN0k2EuS7GkcJ683KWvkGNBJsZljojHe1qgM60R48eXfC8WhtHicrVgNTBXZFT5z/+YOKKIioiI1hqVqEZXFn1X3hVhqqLVGrbXUUAoo4MpPLRLrGtbqrkV03V1/Vupaa601xtqtIcbarTHGGEo2xhA1xqXG6pYYs7F0Y60hxiCv556ZN294gD+Jc3PufHPuueece8698848sAAgDi5bCyAub/7CZRAqqS0phUUltdU1UFBaU5ENpSvfrq2CqlVl67OhvqLsZ7Wwo6K2rBKaqkrqauBY3eqSt+AMCNQD4TBwvElQ/jM8E3FsEmz/mfV6skAHJHuPcRztLSvAqSyrrYFZ1OdSn0/9YuoLqktqK6GourK6EsqpX0v9BlTAUJ+mO6MVMNTn3oHuljcq0KbhKLTsEMcgM+5gFJMhDTJgKsyCXMiHpVAIq1BC42iBe7cU3ZlVzMe7nPhLtAJrkKvZGtGJGhPBSn6CswiNTCOvUHZkgcfZRNE4QjNzYTXeFbzsZTyPx8ZhCDaGelEzDMXGIISNQxE2Y8dBzyTe47AxGIRN0ByL5nCaY8FYXLtEb3JxtBiboJhJnBOPsokoE0J9DJaR1xMgB2eKAb2zcA6nLDDK82DKRMTzqJTZBRb5F+dZsax80jsHNkMTHIZj0Iy78xw0W3FISVYatnRosrKsHMJpJOW2MyiLDXmHsQ9ZIX8kMh5pzZ5kKNDSSZuEmeEWeCPcCbOR5oY7oAWJwWRYAd/HdVuIsvF5SLgLhiJZMAflDHcuDMfYJuFIC460wHjE6TiWi/dipJWIVyGVIZUjvYO0Hel9pA+QPkLajbQXaR8SZg71z/FQJ+mzqDfPHd7zZPgpnawkjKAZycR+DnqIfmHm4yEdXoNvot8Tkfc6Zm0mvAGz0dcQzIP58GNcVSHmdSXu9DIohwpYA5VQBfXwDvwS3oNfwXZ4Hz6Aj2A37IV98Bv4LfwOfg9/gD/Cn+DPGMNT8Bf4K+bnPFyEFvg7tALTKSaD4rQqhTF4pnpduI4+V7gL1/nCV1/ZiE4zEhkNt2OEesn3toz5QRn/6axLr/by9E/ow+9ntbFxCbeFO8Md2LfE6nR5/cXxuVd2n+ckjxs74toydjrQYiQycUhJxOtw0YB2zNgE6GftpLfTZBz79hi+4bb1lfUtmmsu0nx3JIL66o+V9Z/6kXKzYfRHY2pQuLkfja/i8uMWPouraws30+4LWAi34EgLJJn4RGLkjg9weooJ9BvrfuRjo97Wy0KLSxEPY229mI2ovlcr+UJ63DwHohG7p4i3yUdmTeY36Drtb/eKohGYrxEvZN7UGYlUY0SvkfirZi4Go73fvWH4u21+g0di3dH73Wj5aFSvJ8vHw5GGAtDvZQrVG0HrbhOePUYVgqLZVkBb9JL062u8MrVRAv5WDKaaCIg/EEW0iX4ocrEAuX0C1SoJHrnVjrFmyPHuNq3r+dcoylY7RjJyGeTmaAjGaMgL6ACyFKlEWMxY1PdEr8oC9M89t5G9IKguNC0O16SJp7HxQLQGY545rsttQwPzpdci9qLZEtQiGXMtcNIi3UoTwKusFO04IP5AFNEG/ZJrgQWoP6TIvvIogs1OsV8gznF+Y5g5d83myVSIplZNxyax6p6AWrNgCurNxiolHuuUNzGuefAdjFg+fBfPy/ewjYLF8AM8Sz/ElgY/wvYNrGEKYRxWMBWoaQ3UYaXzC3gbddRjBTMTtmCbg5VMA74XtsNRrMaOw99wxjmsVGpwF7WjLMOKyMTW1P+WF9VolNyvhmgF7dbObtVsUe2Fq3FanUPAnCuY8U9YOatitWwD28S2sh1sF2tiB9kRdpydZKfZWXaBtbLL7BprZ7fZXXafPWBdrJszrnkCT+Kj+TiewTN5Np/FQzyPL+CL+XJeyEv5al7D6/hGvpk38J18D9/PD/Gj/ARv5mf4OX6Rf87b+HV+k3/J7/FO/pA/5j1CiDiRKJJFqhgvJogskSNmi1wxXywUS0WBKBKrxBqxVqwX9eJd0Sg+FB+LA+KwOCY+FafEZ+K8aBGXxBVxQ9wSHeIr8bV4JJ5gKJQcJIfJFJkm0+UkOVXOkHPlPJkvF8llcoUsluWyStbKDXKT3Cp3yF2ySR6UR+RxeVKelmflBdkqL8trsl3elnflfflAdsluxZRWCSpJjVbjVIbKVNlqlgqpPLVALVbLVaEqVatVjapTG9Vm1aB2qj1qvzqkjqoTqlmdUefURfW5alPX1U31pbqnOtVD9Vj12MKOsxPtZDvVHm9PsLPsHHu2nWvPtxfaS+0Cu8heZa+x19rr7Xr7XbvR/tD+2D5gH7aP2Z/ap+zP7PN2i33JvmLfsG/ZHfZX9tf2I/sJHnKlB+lhOkWn6XQ9SU/VM/RcPU/n60V6mV6hi3W5rtK1eoPepLfqHXqXbtIH9RF9XJ/Up/VZfUG36sv6mm7Xt/VdfV8/0F2622GOdhKcJGe0M87JcDKdbGeWE3LynAXOYme5U+iUOqudGqfO2ehsdhqcnfidFGKXsM8zu9SaR3gO4XrCdYTfIryc8DTCmYQnEab3ibWP8B7C6wivpZ1/wmA4QXi7weHu8HIcXUYyC4i/M6CzlfCFgA/1hLcRbiT8JuEpAf420jmTcD7xxxKm02clE04mXEO4ivAUwt8ifJXwJcLphF8jPIbwGMLjCU8kPIqlmJ7wUvbYRI9waoA/nPjpnj+GP5nW282eYv8J8ScSf1LYfHe/S/IzSGYL+xf27wVwMslsIZl4j//Y9KTnDun5gvB0wtO9Nfp2rYUGwxajx8oh/j3S+YD4m0inix8QPsD2Yn8joDPD89/IdBN/O/G3EbYJOyQTJpki0v9vwg9JJsSb/f02MN7t42nEz3T3ksHeXgpgaxvJND4T1xCu6oNHsR4/XwPjOz4eS/zJsRhzgRi/dGMwxj8qPxCeTjgjFmMMeyIxxJg0+TEZxe76/lTTnqz25j6O5B19uOP7MJ38zwielz57wz0XtYFcu/vfez+EF0f3POEQvxn1h0/3/QnxqwF+5vP5IiXAXxeQbw7Y7QnY/W9AfmE0R73wzwO5u+vPHUtxmOztq6uRfWWNJX+ewxeDAvyKAD8lwF8X0EP71rNLuTYYtphYefvEeze6fPe8k7yXF8LbyB93D08J+DMgn/yM8KN+Tgn45p0Lz5bvm9UYOC85xM/pgxsp754M5d3ju+9n0uO+W3IIe+9bwt47xMU0192TDWS3gfASsrXkmfwlNNfDlFNPnmw1kP4lZGsJ4TGkZ0zsmYIw5aLIe6+mBM5vSuB9S3zUY2rrdKwnAevJn2D1uBKrwRysBluhAP4Jt6EJHmHbT7XfNmiE/1ENmABA/7CNBqtnn9HVQ2/YHnqrQieYfwW7sN6TSFlYl9ZidWlqxESsI1ON1/Rb8WsjzdYZbJkv7wEkrJsk8Y9nSLT7Ojj6loR+jcO6OdP/VdpKlpaR1C2D+TSD+esvPWMauP+gtwNxXyIqqei3+Y9yEH3JWD1f0AmxcG6kB/OV40lnUL2dhdKMvoqNxqek8SlV1sZq5G6+x8xXeWIvuwx1CPIo1fuWhUDdjkWE5X5BMQ/F+Bf+D+0py/q235N/yE/5Px3KYTF4nGNgYGBkAIL7104bguiHy6UPQOnLAFMTB4wA') format('woff')}"
}
}
]}