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{"embedding_dim": 1024, "data": [{"__id__": "rel-dafba38bab65b1e03657b0988e5eca8f", "__created_at__": 1752033451, "src_id": "FeO", "tgt_id": "HNO3", "content": "FeO\tHNO3\nacid-base,chemical reaction\nIron(II) oxide reacts with nitric acid to produce iron(III) nitrate, water, and nitrogen dioxide.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-6e0a23112109bc1afb3395386593166c", "__created_at__": 1752033451, "src_id": "H2", "tgt_id": "O2", "content": "H2\tO2\ncombustion,synthesis\nHydrogen gas combusts with oxygen gas to produce water.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-64070e3f65ba14529879be04181b2124", "__created_at__": 1752033451, "src_id": "氧化铁", "tgt_id": "硝酸", "content": "氧化铁\t硝酸\nacid-base,chemical reaction\nIron(II) oxide reacts with nitric acid under heating to produce iron(III) nitrate, water, and nitrogen dioxide.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-160441d147cfe7777a9723167faeb22a", "__created_at__": 1752033451, "src_id": "氢气", "tgt_id": "氧气", "content": "氢气\t氧气\ncombustion,synthesis\nHydrogen gas combusts with oxygen gas to produce water.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-555791951d852e2f777e19d92c8e2acb", "__created_at__": 1752033451, "src_id": "氧化铁", "tgt_id": "问题1", "content": "氧化铁\t问题1\nchemical equation,problem statement\nQuestion 1 describes the reaction involving iron(II) oxide.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-1cf4cb25c581099454e3c90f65849fd2", "__created_at__": 1752033451, "src_id": "硝酸", "tgt_id": "问题1", "content": "硝酸\t问题1\nchemical equation,problem statement\nQuestion 1 describes the reaction involving nitric acid.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-2353a4c6353fc094f3308e93e079cde7", "__created_at__": 1752033451, "src_id": "氢气", "tgt_id": "问题2", "content": "氢气\t问题2\nchemical equation,problem statement\nQuestion 2 describes the reaction involving hydrogen gas.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}, {"__id__": "rel-e73e472e53256df326f7cd7c6f0a3215", "__created_at__": 1752033451, "src_id": "氧气", "tgt_id": "问题2", "content": "氧气\t问题2\nchemical equation,problem statement\nQuestion 2 describes the reaction involving oxygen gas.", "source_id": "chunk-7a1c5d06c754b1ae3ec624417caf8cc8", "file_path": "unknown_source"}], "matrix": 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u5rz+yNa7/Xdpu7p0NLye7JW87DNIvPbIiLuVqMi7RmEiPAAaxLy7xRU9QhCRvDKI9rzRqzU9uHQovCmV/jxIshW95O96PH3CED0m5rs7FvOBvf1qjT27dMA8rt/hPN9AmjziQDg8pD2/PONAxDyAIH4916t9PIBx3zuFZCc81fy6u132YLxli4m8zFqwPJb5NTwDDQw9YOmcvHCLeztU9oy8NSpRPJBXNz2AIH69Bl6FPfsZFL1SA9G8LNkbvcDF0bwvKhu9vBYDvcHFXbwFvDa8xWdEvNarZbu3Izu8jQYyO15HwryoPe+7/xk4PY0Gvr18cS89VPYMvSJE1TvmM4w8z1q8PFBUmjxt3MQ8BBp0vPd3rbzQCXM9BA2SPL7FuTxBvy+9vRYbvC4qD711IAw845ElvGwtiDzp4kK9lldzPF1Htjyw0hc8n5tMuSbmOz2+xcU8ARrQvHaQjzyP+Ug9vPPPvOk+K7zfAee8bdxrvTfVbb06iVc9qFqDPDXDrLybmSK96O1WvUca6zw+Lvu8FMfWu4wNEzzQDb468Li/PFY+4bxo9bm7bdxru/QlFzwXnMc8i1SluyA34ztqB3u8RthcPcE6HLz6dGI8JLt/vQq637t5rJI8pVXFvUtAML05uaS8paaZvKqckb3BuXo8DuAkveaKQT2D2pC7uG8zuwHObzz4Gw+9yxfGPFiA77zB8wm9i1SlOrvSSL369QM8Vm4uPeCjjzzNqig97ePOvB4lIr3hfQS8ddehvb4eGb2Oh2292JEUvIYN2TxoFkE9+GIhvZtITjyyN627WIBvPQVFiT3WFXc8Ss7UvO4EVjw5mJ0821zDPY63ujyEWe87hPsXO/mDKDuRO9e8ErWVvJ5NjDzu7ZA9h14tvDVbk7ziZHy7F8wUPH+0S71sPAY9A2HSuhtxOLwdnAE72wvvO9QDNryWgiO8b3kQvcIr1ry7uwO80A2+OytlYbwqRFo8dYbNvJjEsbthbN88YEvYOnGxXDvtNCO9qfrovD4ue7tG2Nw8tCjnvM/sNj2KkfU64FI7PYh/NDw5uaQ8l6MqPTXDLL3DTN28Cgu0uzkX/LvDTN08DT58vCpEWjvscXM9zpviPAq637u7gfS6VCwgvWZiVztFoJA6Gv/cu/VdYzyLA1G8DVcEvPk8lr1PrYc8hFlvvB/eDzxgS1g85PfeO5p4mzzNqqi8wQpPPCUWlruo2WE7GlAxvfmkLz1Smb29oYDUPGw8hrxJlog8m/d5PJFrpLuPyfu8DW5JPbLPk7yVYZy5q94fPcHzibtnpGW9wbn6vCvmgjwiysU8d2oEveySejyml9O7n+1xPBDyZTqqvZg8vWWrPLfc0LwnkPC8ijMePdxmBT0LfQ+9Jm9pPHsPKLzEvjg9I+tMPZpXFDz7Fgs8ZAmEvF/yBL3n/By9K7a1u2hGDr3VJD09HYN5PT3sbDx0Zca8wJhzPE6MAD1lkqQ75orBvKLyrzz+mqc8aqmjPC3Idr2xFqY8cbHcO7rhDrys/6a7IdkLvbVq9Ty35hI9+OH/O0iMxrs25DM9oxO3vIW0BbzFr3I86i9lung6N7xFt1W9TBDjvBvCjL2LA1G9rF1+PeovZTz+SdO855SDvEh1gbs1cti8pATxPKKhWzxf8oQ9RtjcPC4Chr1Jlgg9ty0lukvvWzxK/iE9AU+ROxdL87yVYRw9Lch2vCA347v1/wu9n26TOyHZCz3swse7lWEcvN7g3zrXcI287HHzuhxBazwsKJG8tUluPcOdMT3HciK7hj0mvSyGaL2kBHE9cbHcO2t51rxzdIw9KSNTPVpkJr3Swae8kq0yPGazK7y5wAe9EEO6PFpDnzyG1Qy7iH+0PBETbbzdntG8mBWGvKz/pjvj1tc8sFP2O0b5YzwCQEu8ZHEdPGUqCzzdntG7O6reOWVB0LrxwoE8ApGfPD09wTx+cr08iE/nvDXDrDwhqb48XRiQvCIbmr2B35S9hvaTPOwTnLxbNNk8AP68vJ78N72mRv88XFVgPG95EL2Unmw9wMjAPIb2E77DnTG88xvVPIbs0byyz5M7znpbvFiwPDx5K/G8s4iBOzcFu7yEWe+8vh6ZvOjWEb3DnTG8whQRvI+o9LtCVEA8AN21PFPqkT3AmPO7FLARvHGaFzoWWrk8aTfIvM5627wrZWG79/BFvEebDLwF9DS9Mj8QvNsL77z38EU8gzjoOlpDn7yE+5e8Yo3mPLpg7Tz6dOI7kOKDvE5zeLx0FPI8nSyFPfrFtrzJhOM8b2/OvHNEPzxms6s74X2EPHsPqLzTkVq8h6+BPdIff7yDuYm76NaRO0KlFL3a6uc7FBgrPdDdcD3a6me8fVE2O/gy1Lwo64a8tHk7Pb1lq7yFtIW8ZrMrvSLKRTx8yBU9OnKSPLNYNLwshmg9xA+NO3IjuDtDJPM81dNovMDpRz02tGa9jHUsvdQzgz0DEH69gIT+u4Sqwzzk9968CHjRPESWTrsGZpA778cFvSeQcLyzqQg8NrRmPq+DwzzT4q480TgHO58+xjwXe0C9MmCXvH1Rtjx2yNu8GlAxveBSO71wwKK7C32PPQJAS7qz8Bq9fnK9PLLPE7zr8pQ8fDCvPD09QbrfMbQ8+YOou4ozHj31fuq7Me67vLifgL0ArWi89p9xO1YdWjyaeJu8Xcc7vBkOozs0oqU70C5FvXb4KDtxArE8b2/Ou1MLGb3JBYU9P6DWPKZG/7sNPnw8OHcWOylTILz69YM7DE1CPKGwIT3qgDm9ZgSAvKpsxDyNRV+9pscgPBAiM7yG9pO8UO+VO3llgL2Xo6o6eawSut8BZzxMYbe7XFXgvDCsrTwuGcs88uOIvMtHE71X4Am9loKjOLQo57w7ql49w+6FPD0NdD2qbEQ83H1KvfL6TT2ml1M9JPUOPIjQiDykhZI9rvBgvOIGpbwm8Aq9ECIzvAwd9TkUGKu7GO2bO4T7FzwhWGo9AN21PGk3yDyhsCE8tWr1vNF/GT1BEjI9Me47O0tAsDoMTcK6Sd2aPO92sbzT4q47j/nIPNnJYL0+Lvu8yGNcuxrol7w8bY49mMSxPHwwLzxOjIC8ctLjPDDNND12p1Q6MR4JvNe3nzy70si8vPPPPI/YQTzXt588tqSEPNwsdjnhlEk9NcMsO7u7g7sXnMe7jS6avHu+UzwhWGq9QeLkO9xmhbyoKra72KhZvGZi1zlfEwy9/FgZvNZFRD2qG3A9c5UTPfSNMD1cpjQ8urFBO5p4m7sJ6iy947+SOlX80ry6YG29x0JVO5tITrwFRQm7DJ6WPHb4KL0IqJ68TvQZPSKzAD1pZxU93Cz2vPNsKb05aFC9ErWVvCPrTDyziAG8ZCBJuun3GD3SoCA9jHUsvKs89zyCF+E8jggPPGpBijznq0g9NwW7PGya3Tq0yo89hKrDO0+U/zlDxps8G6GFvRpQsbxqB/u8wTqcvFZuLr1tu+Q856vIPN7g3zyyN628b3kQPZsxCTywU/Y5r4PDOaBfzbylJfg8M4GevJMfDjzVJL09rK5SvAJwGLyYxLE9hHr2PJ5NDD0EJII8r4PDPGG9szyHr4E84HPCvLLmWD1Uq3681dPovOaKQb1Wbi48XZfuPBr/XLtT6pE8OHeWPLCNBbz7lem8H0apvOBSuzurjUu9rpKJO4b2EzzmWnS8XFVgvcZRmzwdg3m9cbHcvMG5ejw/oNa8q96fOz09QTxgeyU6XxMMvdUkPby6scG7VMQGvaBfTbxNgr68oA75PGkgAz04dxa9LafvO+BzQr1wwKK82fktvMCYczy16xY8Me47PSjrBjzIkym8aEaOvfX/Cz3KpWo8ODAEPMDSgrwWq407Bwb2POerSL0rtjU7/Nd3vHJThTyYlGS8wfOJPLmQurwgiDc8O/uyusHziTxDXoI7ty0lPJAaUL1WBpU8ucAHvTpyEjyTzrm87gTWvBQYK7zSoKA87KuCvV0YEDsUGKu7j6h0POT3XjyRO1c8ILgEvD4ue72JcG48CHhRPZejqrttXQ280A0+vBd7QD34YqE8r2K8PD2OFb3BWyO9TdOSu3llgDpkz/Q8LUkYPRFkQb1RVy+9a2IRPXCQ1bwL2+a6OolXOnECMbz6xba7kYwrvQOyJr2G7NG8N1YPvXNEv7wArWg9IIg3vU3Tkrz7NxK9UAZbvT0N9DypSz09uE6sPNV1Eb2QGlC9zaooPRET7bypewo8nx2/vKz/JrzDnbE8IGewvPTehLyr3p88BaPgvNPiLr2NZua7fkLwPEvYlryG7FG8VgaVu9x9yjxnpGW94HNCvBWKhrxvTkc9m5mivDRRUb0A3TW8HvVUPYjQCL0pUyA9ywABPYsDUb1ryiq7eu4gPbakBLs+Lvs8SVx5PFZurjs1ctg7AN01PAz8bb31rrc8tesWO29YiT0nEZI8sKRKvFEn4jx1hs28Hr2IvKl7iry1mkI9c5UTOxLWHDt/Y/c8paYZvOBSOzx6THi7+sU2vBpQsbwDSg29vPNPPfcRzbxRqIM8h14tvCIbGjwNv50824wQvSFYar2PqHQ7108GPO7tEL2bmSI8f2N3O+F9hD0eJaI8rc9ZvX5yvbxfEww5whQRPQNh0r3/i+E8Jc8Dvexx8zxaQx87CcklO2P/wbx5K/G8HiUivSXPg7wuGUs9YZysOtx9SjzLF0a9gmg1vFA2KDtNMeq8yiaMu0ndGjxvb048LfhDvEFjhrzn/By9ODAEO1Tby7z81/e8ty0lvEPGm71/tEu6qhtwPPMbVTp7vlO9++Y9vHVviD31XeM8NrRmPfmkLzyKEpc8rJeNvIcuYD16nUw9q96fPIigO72gj5o7AkBLPUiMRjz8B0W9bzcCvXN0jDzsExy8g9oQPB4lIj1KHyk9eDo3PalLvbzGAEc9oEgIvVxVYLxL79u8pATxOra7Sb0Wq407zVnUvPzXd72jwuI7JAzUOsmE4zrZGjW8icHCOz/QI70iGxo8nsxqO1Np8DzZyeC6rF3+O/s3kr3kSLM8aTdIO9ZFRLz4Gw+9vlblvCtlYTwE0606AK3oPLR5O7sJghM8d2oEvfgy1Dss17w8dqdUu8hMF72WGoq8BILZvGpYz7yIfzS9GIWCPN4QLb0jmvg7ydU3PAh4UbsJ6qy8Lcj2Oy460rxz8+q8tHm7vMOdsTxRVy88NwU7PHllgD1MEOM6bzeCvElcebwIYQy9nLopPBOPCr3VJL26kq2yvIdeLbyUv3M7xukBPW0MubwFxGe8yJOpOzv7MjznzE+6CHjRvJYxzzzxiHI7rF3+ugWjYD23/Vc8xa9yvc/strscYvI8bJpdPE/lU7xhbF+9f2P3OwNh0rxAwV08OnISPVpDH7ykhZK7NrRmvDh3ljuJcO68X1qeu0ESMrzzG9U8lO9AvQtcCL0e9dS8nFIQvdxN/T3CK1Y8c/PqPPfwRb1aQx86DE3Cu1LJiryaeBu9WSKYvKGwIb1mBIC8oYDUvNkaNT2BJqe8O/uyPP5TlbyFm/069xFNPcm0sDulXwe9aebzvLDUlzv6dOI8j/nIPCbwirx0ZUY9EWTBPBecRz0MnhY8Db8dPb39kbzcZgU8HbNGPQ2/HTytIC68aEYOPRET7bwbwgy85JmHPBNVezor5oK8KVMgPUPGm7y0ebs8XuhCvSvmAjzEvjg9c/NqvJTvwDw7TAe9Gv/cvLvSyLz813e998B4vB2zxjzP7La8FQnlPCgCTL3K9r686B2kPG5+FLyJ8Y+8QRKyPJrW8jw97Gy9pIUSPX5CcLs0AH08YWzfuywoEb0V6F09kAMLPaGwobwxHgm9aogcPaFpDz3misE8mOU4vQ1uyTxHSji9NwW7u/gyVLysXf66IvqSvDD9AT1zlRM7IspFPObblTspdCc9GugXPbLPE73XlXE9Wq14PMhVaL3PtZo8JrvtvJCE0bz/nbe8YVM/PS5Ggjw6Nom8hZTKvIhzVr0wPd+8lNe0vAVZ7jywNQg8X+Upu6Kmx7zg15A7XnQzu6b2ybx/2RM99/0yvIVRF7xGIE49ilJiO81HhTwWfsW7lUVKPbenSbzerw+7HtsWvUONmL1/1rK8gyY1PG1DxjwxJQ484NeQvP4pYL0xsTY9vdm4PMR5Pbzm2Ns87XtBPK8HRTtL5wi8GzzdvPOwkbx05iu9xudSvMKXUDzNirg7uYm2PGFTP7zKrg29WrBZu64Kpr33/TK8862wvWiFLrna6FQ7qGTfO5JpHz1sz+681wwqvdp0fT0LvIE8V44aPbtrI73qnDU62AnJvLtuBD1wlim99KpPvGM1rLvR3Zs64NeQPFOELDtRFpc8neivPGWgYLwbQh88hzMEvBldUbwr8546KF0IPVjObLybeho8L0DAPGvVML1EQUI7WNFNPJCKkzyKEpC8wLVjOwqOvrwBOhC91wyqPJXRcjwle5s5lNc0Oya7bb0qC/C7Ve/gvB6Vgrwqgii9g+OBO9ro1LyQhNE84ojZvMKasTx6oeI8QO7eO1Xv4DzCDok56b0pPKJjlLx1VME7ccELPU7AUjzJxt48wLXjvGTvlz0ZWnC6ZaDgO/246bzQZmM8n8c7Pb91EbwzTY88a9UwPAisUTyKEhC9bUDlPP27SjzTBZ28JE3YvKWC8jzP+E09FBMRvdBpxDxjNaw9mZVMPV4A3Lw7Myg9Oy3mvUiRRD1qYVm9xeqzuyutirwujJY8WEJEvQqOvjyvBGQ8q7ThvBOfOT2kiLQ7SE4RPOwNLL0+D1O8JXubPBw5fDwzTY+7U4HLvB0kjDwyloS89o8dO4+lRT373D69MiItvQAMTT3fZpq8qgMZvAmp8LxedxS8dk7/PA1wqz1W1w88xXbcO+RqxrzqJX08dzkPvGxGJzwXrIi8CKxRPVEWFz1EQcK8CwIWPDnFEjzdysE8vgQbvYFBZ7wtHgE8z/jNPHc5Dz0LvIG9UocNPG1DxrvP+M08Bzvbu080qrzzNng8p2ohPGDfZ7x8D/g8amHZO6iVA72m+Sq8c+kMPVZgV7vPbwY9IL2DvWPENb2Ccou9yfeCvQXNRT2iHYC7a9iRvXfC1juA0HC8jTHuvK8HxTqLEhA8ilJiPcC14zwWe2S9XQO9PJsD4jwb/Io8OA6Iu9R2E705wjE9h3a3PGFTv7yVRco87qmEPH9iW7xr0k88MtyYPB0hK70yH0w9Zp3/vH5lvLuGAuA8Hh5KPOzHFz3yP5u8KoKoPOP5z7wqgii9qkNrPWYUuDoII4q96bdnPQ0qlz1M3mU8DHOMu6pD6ztMVZ686Ss/vLgYwDswPV89ZheZvFySRjyIc1Y8B7ITvDyknryMwPc8TsOzPG23nTzG51I772APvEas9rxTDXS8nuJtO9Yk+zytnJC6hVEXPZNmvj2M8Rs9+G4pPYw3sDvte8E85CeTPOCmbDytmS+9Bz68vJRg/Dz3ABQ8tMg9O35lvLzLqEu92uhUPWrwYjwF0Ca9PKG9PCRN2Lx1VyK+WT9jvARfsDyOYhI7mgkkPCma+Tvpt+e86L0pvRQTEb3u7De9Fn5FvQz5cr26g/S8eDPNPLslDz3wFxq9lNc0vHuJkTws6nu5suNvvD/3gTz7SlS9BVxPPLU5tDvuqYS8QtaNvKwoObwkTdg82us1vN47uLy+03a9LtKqvMMLKLrwV2y8HxtpvOkuID15p6S7JjUHPNHaujtf5Sm7oxc+PXc5jzwTohq93NCDu2BZgb3y+QY9oTLwPCkRMj0UE5G90GnEPIjnLT3zPDq8JjImvdBpxDyIc1a9qNi2vNaYUjv71nw9RP6OO6GsiTunaiE8EEzWvLlGg7xOwzO9CanwvJCHMrzXlfE8hJerPLtrIzzJOja9An1DPO6phDx3wta8vNyZPKMan7zerw89nlmmvSD9Vb13OY+7iHPWvQqRn7zLqyy8AAxNPOO2nDzEBeY8r3ucPLHpMbqLyRq9218NPRlacD434MQ8Si2duwnalLqEIHM8abAQvR4eSjsh+vQ8doKEPHmnpLzNiji9ehU6PAqRnzx+aJ28ieHrvCzqez1DR4S8udUMujX+Vz3PbKW8PZt7PX9fejzBJto8ffemOlKHDb2LEhC8omMUvFj/EDzYCck6LWG0vFfULjvtfqK7CCMKuyVKdzuT9cc8DP+0PLxl4btutLy7ZtGEPe04DjylhdM5VPWiu5P1xzzPb4a8jqJkOu51/zt+aB28r8QRvZlSmTxp88M8KoIoPIvDWDwFXE88t6fJOiC9Aztg4ki9ZtGEvO9dLr1tQ8a8JMSQPPRnHLy5htU7eWGQO0vniLzgGkS9MG6DujVyLz2A0PC821wsPS9DIT2p1dU8yTo2PVjObL1mnf88UZ/ePPhxijzVKj09bEanPQis0bxpsBA7REHCu1ITNr3G5PG8Co4+uyErGT1Jv4c8uvdLPCxkFTyP0wg94NcQPQz58jsP2988MG6DO4w6ETw34yU61phSvIlYpDxsz268qdXVvHVUQT0PDAS9uoP0vCW+Tjws8D26yq6NPVqwWTxkMsu84/lPPBs/vrvqKN48iOetu28lszwlwa+8f9ayvJ7i7TyH/347T+4VvfaPHTxrXng6Oy3mPDyhvbzHWMk8BFzPue54YDxkL+o7x1hJveKF+DwZWnC8iVuFuwb7iLoooDs8kmwAvRhjE7xutDw8+HGKPTGxtrphVqA9Si0dPF50M7wPDAQ96S4gvcR5vTsTohq94/nPvHxAHLy5iTa9rwfFuy/M6Dycd7m8czICvU5MezzpK7+7kfgoPf0vorz62d2743CIvDOTI7025oa8U/iDveAghjoO4SE8Q0eEO3g2Lr0QTFY73jhXPJTU0zsqgqi6mgmkPZa5IT3YfSC9PKSevDBuA73sx5e82qgCPQGAJL3BI/k8iHNWvZP1x7yjo+Y7DXArPb+7pTs6v9A707ynu7Q8FTwLvAG8l7bAPDVyL71U8sG8gF96PWWgYLy0yD09tIWKPcMIx7tKcFA6dVciPYvGOb3j/DA9Q0QjPJcqmDzaqAI88zy6PBldUTv5a8g8MxzrPM/17LwlSve8UF+MvW23nTlX1K67A+45PLgV3zwwbgO8DwyEve17Qb1wlim6dREOvXTjyjyIcHU7xufSOyLiI725hlU8vkqvvF9ucTvTSNC7N+DEvBG66zwC8Rq7QR8DvZgkVr20xVy8f9mTuTOQwrwRehk9TcaUvNrrNT3wWs08P/QgvKiVAz2RshQ8DuGhvIuDBrvczaK8zYo4PekuIDwHOPq8kfuJuoYIIr1PNCo9aILNPKMaH7zUdpM71LblOy9AwDyY5AO97A2sPKt0Dz1fbvG7nXRYvIK4H7wia+u8LGQVvaEy8DxShw09xXP7O+EX47z62V29zofXOgbKZDzkbae8LOp7uk80qrwb/Aq8WELEO1eOmjsYY5O83cfgvH4iCT0v/Qw9F/KcPFyVJ7vZd1693cdgPGYXmTzYgIG8deDpvDGxNrw9nlw8DHOMPYczhLx7iRG9bbcdPOi9Kb3R2rq8Rx3tPHyDTzyR+Ki7OzMouwoaZz0lexu8dRGOvC7Pybg5wjE8yTq2vNUnXL3EeT29pm2Cuwz/tLwADE07tmSWPK0i97wgvQO8Tkz7vOdG8TtSEza8oxofPXqhYrs5wrE8AnpivTMca7zJw/28jmISvFqwWbyHBUG9B7ITPdHaOrntfqI69RjlPOEdpbuZmK28cJkKveEdJTs/gEk8mZitu5VIK7zF7ZQ9h3a3vFOBSzw+hou81wwqPafzaLy8ZeG8jasHvT2hvT1C0yw7710uOk7DMztk7xe9qUwOPd47OLwE6He7REFCPXz6hzwHshO8F/Kcu6t0j7tr1TC9NuYGPYw3MLwAmPU8T71xO+L/kTsCg4W7TsBSvVM+GL3MGUI8wLVjPNUqvbxzctS8DIj8POdG8Tix7JK6ZKkDPUEfAzsY7Fo7/yZ/vYWR6TynZ0C8pYJyvG5xCb3exH87IuKjuxfyHL1YRSW9ffemPE7DMz2U1zS98cvDu1xPEz0Om408z2wlO/rZXbwJIKk80tR4vK/EEbzm1fq9dsgYvMR5PbzadH07Nfv2u8EsHDzJ9wK9+WhnOm1DxrwBgKQ7C4tdPHiqhTzEfJ48msOPO9GXB700Abk8DHOMvHxAnLzsx5c8RP4OvMQF5rtPvXG8S56TOt+sLrxlo8G86p8Wuy3VizxP7pU84/nPO0JfVb22rQs9OU5avSqCKDzqn5Y93NADvIWUSj1W1w87daAXvHqh4jtON4s8ilLiOwpLizyQihO9cgFevEbdGj3KNPS8PKSevTstZry+R068w5TvO3mnJD1A7t481LZlO/sKAj1kMku89olbPYw3sL2uk2295tV6vN3KwTlqYVm94NeQPISajLx/1rK8yT0XOOCmbDyOGR293zV2O3g2rjwE6Hc78zy6vBIxJDsooDs9iOoOPM9sJT2D44G8oDuTvDGr9DxC1o28uRJ+vA5q6TxdA708eackvbYz8jz6a8g5BOj3PADJGb2CtT48pBF8PLb2AL2Hdje4iOetvDEljryeVsW7S21vvRldUTrLHwS9YscWO6MaH7tRpSC8r8SRPDgOiDtedLO8tx4CvCid2rwJ2pQ8Eb3MPMk9FzznSVI95GrGPI/TiDxRpSA8KRGyvCFxrbzKqyy7fmU8vHBQFTrlZ+W8tTbTvJ1cB71VZhm9/S8ive6phLwfjF+8fIkROyNuzLy2ZJY8M5DCuYjqDjwUE5E93crBvLr6rL2uCia9yjR0PVsh0DviiFk8KgtwvXyDzzwia+u8NAG5vAgjijwF0wc8PRK0uy1e07yYJ7e5N+BEvQASjzyNMW68dVeiPOsQjbyweDu9WrDZPF9x0rou0io9EEn1vLFy+TyhNdG8A+tYvau3wrwWe+Q8WM7su68HRbxuKBS9rpZOOzlO2rzEBWa7kITRvEYjLz0vzOi7U4SsvCLioz3fqU28pfyLulM+GL2+R848K/MePSqCKD2kixW9EytiPVbXjzzULR49JcGvvOi9qTszHOs7UKgBPaE1UT3JPRc93cfguGQySzzTSFC8qkPrO8KasTqUlAG89CEIu1Au6DwNcKu81liAvOAghrv5KJU7TN5lPbTFXL1aJ5I98NGFu4DQ8LzqWQK90d0bvanS9LzDlG+794b6vIVRlzzbXKy8GGAyPJVFSjx5Ni68xudSvOCm7LzsB2o92H2gvVshUD3M1o68afPDPM6HVz0gvQO8IXGtOx0hKz3VKr287+b1vOwKSz3er486VK+OPDQBOb2x6bG8Wbabu0RBwjy/RO27LWG0u46lxbwNKhc8M5DCPDjgRLytIvc67XtBPV3ACT2ccXe8kwUVPZdxIj3bLxG9fFnCvPdUyLyh11G9VAYUvVFgUz3hV5A8/R+MvOPN+LzhtEu94D/kPCxt3LybUpe7YW8/vO4ddzuqDqM82WdJvBxIPzsB6VS7lbWwPI460Tx8h5+8MLfiPDL+7LwmUbM8w8dMvA2uOjwZ6Ie9dlNKPOZzuTwOAZu9ozYIvQ92grweYey8dlNKvT6V9bqwnzO9UI4wPaARhTxGkRK8ep1QPGCFcLygYmo8SpQOvaF6Fr3+/YQ7ZzqDvYIkhrmlWws9DzzPPGEShD0iB628ugXjvL9Pabya/7a97zUjvUPfe73zCsK8TBZNPOUsLz3SBBa9uOw1PLYwxLsw8ZU9hKZEPd6xzzw/Ct2809a4vBe3rjzPAZo9tbtcPDJzVDulW4u7eOHeu6heB7wZ6Ae9/88nPGsDTD3jcD28SRNRvO4d9ztlcrs5Y1kOvf+hSjy6qKe8L6oLu/MKwrvgP2Q650VcvCBLuztgNAu9o5PDvNgsFbx6ndA6LbRmvJnEAjy2PJq8QPSrvNBIJD3arlM8qFIxPP2IHb2mohW9L3DYvNUpGT0NupC8gnVrPW4GSLlk/VM9ZrnFPB4yjjyb6QU9aHW3vCTDHr3OF0s7tbvcOusa+zyhTLm7Bb5zOzwHYT3Dx8w8+Cbru69YKTqbRkG9BWE4u6mZO7wGqEI2T0emuSububydX+67x7SXve4d9zyOr7i7Zy4tO+DK/DuAuXk78U5QPEie6bzinhq6u0xtvFzqhDs/Cl29U5EsPSNOt72Qa6o899/gvLHmvTxSSiK7/88nPGnqHr2Kwm098SDzvHA3Ibyjk0M95EJgvF9WEr1y22a8Nus3O7cCZznuYwC9i6y8PP2Inbtodbc8+MkvvTg+mDwRVfw8K/j0vDBC+7ycjcs8uTPAPKIeXL3XTpw85tB0vL59Rj0FM1s9fWWYPNB2ATyiWA+8FywWvX/n1ry4+Is7ep1QvbX1Dz3gP2Q9UI6wu3lWRrwSBJc7kMjlPA2A3Tvz3OS8WvTfO5i4LDxVTR49LIWIvaxhAz2xFBs9yPuhvHliHLx+QxG9tjDEPLhJcTw0XSM86oKLO/vMKz3RGse8K5s5vL/EUDy2MMS6tjyaO0TJSr3+Zha9/maWvaprXr35bXU9QWkTvFfx47xOL3q7lOMNvAk217yIBnw8D2osvGFvPz1DjhY9IFeRvXKKAT0wt+I7UuGQu57sgT1hEgS8IFeRvAVhOD1mxZu7K6cPPPN/qbyDa5A86na1POUsL7zwiAO8iwl4PEB/RLxEycq7JQqpPOk7Ab1xlFw9VAYUPdZkTbz+WsC8wYBCvVYfQT2n3Um8cawIvTUBaT0L8kg9I1oNvavgxbwo9fg7kAKZuhxIv7ytnLc8rfnyPCgNpbtnANA8EspjvOB5F73+/YS8JWfkOz5mFz1dmqA8RpESPMWPlLzzFpg8fc6pPCw//7wPdgI50zP0u0KwnTz1mNY8RT4yPb1CEj0NuhC9UqfdPATsUDz1xrM7o/B+va35cr18/IY8KiZSu4zzRjwIwe+8KlQvvfvMKz34Jus8vPsHvR8Qhz1tv708QrAdvtqu07uC6tI85FqMvJtSl7sqJlK8GXOgPL02PL3rYIS8tjyaOze92ryBo8i8UdU6vX+KG7yVwYY8PKolvB8QhzwLlY08WcWBPRe3rrzartO8HxCHvIc0WT32anm7HEi/vOynjjqr7Js7ruNBvL2rI70mru68cDchvXiyALzFVeG6D3aCvKHX0TrUwIc87XmxPA26kDwdvSa8/R+Mu3Fm/zzBC1s9+1fEu5W1MDwshQi982d9PLMtyDtCDdk8XLBRvG1igrvhV5A9dJdYvKaWv7w2dlC8c8U1vbCfszs0XSM9862GPW9N0ry9q6M8YIVwvGt4M7wRg1k91ZKqvG2RYLzd3yy9IEu7O3J+Kz2r4MU8F7euvM8BGj3V7+U78NloPOmkEj3xTlC8keARPb1Ckr2qa1695LdHPXGsiL0FYTg8KJg9PP/Pp7wYW3Q8ExHuup8bYDwL8si8VeSMvHz8Bj144V4+lMvhO3qd0DwWQke8r1ipPHgPPL3Q07y8+7T/PDDlv7wsECG9ru8XvaQUgbznf489xY8UO46vOL1Q6+s8fyGKvAB0bTwlZ+Q8HNPXOxeJUTzu7pi8BI8VPfYNPrtodbe84BCGvVVNnrz8nk47EA5yPK7jwbx7b3O8jcXpPCZ/kDwyoTG92CA/vHlWxjuqDiO8+RA6vQYFfj2A/wI9lwiRvE+k4TsDSAu8UOvrOv0TNrzk5aQ8lOONPD+tIb2KZTI85SyvPMwtfL03YB88BOxQON3fLLtp6h48+CZrvT44Orz/z6e7oGLqPG00pTnYw4O8esutPCBLuzy/T2m8XmzDvBte8Lzeg3K86nY1vQuVjT1R1bo8X7NNPY4M9DyVtTC9HmFsPVJKIj1/ihs8zoyyPCnfRz1xCcS8nxtgu/lt9bwPPE+8nkk9PH3OKTuY5ok8uWGdPAogJj072II8GXOgPIDRJTs4j/2809Y4PaMIKz2z0Iy7A0iLvMiGOjzrvT88bErWvGnqHrwGtBg8AtMjvSBLu7xVTR6782f9u8ELWz1tvz09iwl4PIIYMLzOF8s8KrFqPRsBNTyT+T48HOsDPPocELwiEwM9bcuTPI460TzfMg09PU7rOzHPjj2z/2q8uWGdvOtgBLzEsZu8BWE4PLW7XL1Q6+s8S6Hlu7exgbo/RJA8UqddPJoLDb10DMA6UQMYPa1uWj11GBY9eihpPeDiqDzqdjW8uOw1vKVbi71GKIE8zhdLvIGjSL1gKDU776oKvbhJcbz+t/s7hRusvOI1CbwlCqk8vQjfPMlwiTzJcAm90RpHvXqdUL3ihm68DDlTu+5L1Lr+ZpY6/J5OPIKNFz0+ODq8HOuDPKM2CD2NdAS83lQUPVzqhD3CUuU8fPwGOo3/nD216bm6+8yruwzcFzyQU369dGl7OziP/by9q6O8kGsqvacLJz1koBg9kPbCPDrus7y9Nrw8DDlTPFCOsLqu75e8VTXyvFyw0Txi5Ka8zhfLOxZCxz1GhTw6DNyXvNBIpD20dFI8E+IPPdWeADyhTLk8g7x1PGV+kTyUy+G8eVZGPTQvxrybu6i82twwvbCfMz26BeM8SNgcvd6xzzzDx8w6t7GBO6Bi6rwR+EC8HNPXu9Y2cL3KTgI7pcQcPcQmg7soauC8CiAmPaPwfr1wN6G7yXAJPNo57Lzq6xw8/6FKPFyw0bxEbA+9k1Z6Og88z7sPx2e9JCDavE2LtLwuzBI9fPwGPUHGTry9Njw8imWyvH1lmLwiE4M7gaPIPFZ8/DxZxYE9KGpgOkOOFryITIW9dAxAPWjScjqlxBw8KiZSvKuDijtrA8w84ikzvW3LkzulTzU6UTL2PGh1t7wT4g88Kd/HvGlfBjypmbu77XkxPPvMKzzVKZk83XYbvY3/HDwbXvC8HgSxPA2uurxAf8S82tywvKLBoDzx8ZS9VsIFPEuh5Ts6wNa6PmaXO86MsjwvE528b3svvTWwAzyLrDw9to1/vAQmBLyiWI+8q+BFPYipwDyzLcg8wQvbvDL+bL2YFei8ykIsuwuVjTzX5Yo8XYL0vP5awLwvcNg8go2Xu8EjBzv/z6c6/XBxuw88T7zqSNi8AxouvVCahrzaOey8dz0ZvW2RYD2/8i29AYwZvBgKD73vzBG9QWkTPM1FKD37tP88bb+9vI+BW70VcCQ9NTscvVQGlDtbO+q8pjmEvLEUGzyqpZG7cZTcvPB8LTwDpca8i7gSvb0I37x4D7w8DNwXvEwWzbtGhby8qFKxPKaWP71tNCW8aIENPO7AOz2Y5gm96oILvYh747xAixo9m1IXvSnfRz0WQsc8wQtbvZE9zbvesU89jWiuu61uWjwttOY8EL2MuQq3FDxNXVc7aIENvVCOsDx/51a76F2IPXrLrTyeVZO8QyUFPfxBE72xcVa8Gw2LvGVyuzwTEW488jgfu4zzRj36haE7QQACPO2FBzzqdjW7OsDWvBnQW73KtxM9mLisvBH4wDwshYi8KmAFO33OKTxb3i69jjpRvVs7ajx/51Y8Em2ovMuVjDyor2w8esstPcL1qTyKN1W9ryrMvLK4YLvlLC89VarZvfawAj0i2c+8+NUFPQjBb7rFVWE8JyPWvB/W07xnANC87h13vFeUKD2bUhc7zNDAPMcRU732sAK8EZsFPA2uOr2iWA+7Kd/HPJjmCbv0Ucy7sRSbvGztGr2QAhm8T7wNvd+bnrxrppC8Vh9BvWQ3BzqIqUA8TtK+OxMRbr0TP0u8BdafPYZiNj2h11E9DvVEPKF6ljuGkBO7dRgWPcSxGz1vh4U843wTvdjDAzutqA09UOtrO7elK73I+yG9mBVoPGoxqbucMJC7V5SoPBlzoD067jM93d8svAlOAz3Y8mG924D2vANIC7wDpcY7XYJ0vQOlRjxI2By9rCdQvSziQ7wbDQu7Wa1VvPtjmjsXLJY85nM5vITUobvBrh88OATlPDl5zDtc6oQ8UdW6vdflCj25vti89cYzPNJh0bxfVpK76LrDOyQgWrtXlKg8IEs7PJwwkLvTM/S8u0ztOl4PiDwomL28ugXjvGumEL2H1x28jCEkva/NkL0Rg1k8ifDKvCJk6DrB3f07ruNBvHliHDsgSzs8PwpdvOi6w7x4D7y8jWguPSNOtzvT4o48q7JoPUmIuDrQMHi8lvw6vM1FKL1VTZ478s8NvZACmbyE1KG8jySgvL0I3zyGYjY8DgEbvH+KGzwjWg09xLEbO/Pc5DtshIm8ykIsPV7J/jvYffq8VGNPPWO2STwHKYC9NQHpOpXBBj0w5b86cn6rO3rXg70qVK88WOcIvfHDN7sVngE9mcQCuqXEHLwFvnO7rCfQu0nlc7wLxGu8lEBJvOrT8DzOjDK9cZRcvRcUarxDJQW9XOoEPiZRM7veVBQ9gFw+vcuVDL0Vzd+8g2sQvUtEKr04Phi8C5UNvRoX5rzF4Pm83rHPPJXBBr2E1KE8Em2ovJcIkTu6qCc9C/JIPA0L9rzoLyu8jXSEPCCodjzxw7c8JMMeurCfMz2cGGQ5cn4rPeTlpDu2MEQ91mRNvG+HBbw2dlA9mBVovDBap7vV7+U8nkm9vEPf+7sgwKI835ueO3GsiLzC9Sk9oan0O/XGszwM3Be9T7yNPOiMZj3c9d287YWHPDl5zLy2jX+87ATKvCziQ73eJre8Qju2PKJYj7x+FbQ8+MkvvYIYsLyAufk7uqgnuZ1f7jq0dNI824B2PEuhZb18h588mcQCOavgxTzeg/K7jXQEvfWYVj3QMPg8B3plvNxqRb1LRCo90b0LPNh9+jzvqgq9T7yNu1YfQb2lIVg7wgGAvLD8brwNC/a72PLhPOKGbjyDvPU89TubPHbIMT3BIwc9CQj6vAOgEz2aIj09csuKvXp0hDzBxqu788EwPIvy9ryK8nY9GiwXPStmr7xI1bS8oeORvYBE0juJAIC8U2GsPA7yAj0tJ4C8N0SOPEKDybwGLAO8JBREvQ7yArtuD+E8Q4NJvAVOsDyCrhQ7w3TIPJnLrrx58mY9JywjvHHyXjyoxhO99LyJvfSR+rw98i49Zdr3PABT0zwxuBq9qwAgvYGRjj2XkaK7C2s6vfkTnDxweSM80sa7PINJ/bz0xlu9hVeKvLkdsrxIa/K8da6IPJDjgbyuXFk9LsLoOl0PUb0Ua8K8LSeAveVSu7xrs6e9yx3CvD3yrrzeTQy6oWH0O/kAaL2BeTO9J5uMPSfVFDzhBXs9zMEMvYaumLzp41W8ZiINPdLo6LwBg427z67cvEO4Kj3txtM80sa7PA1OuDzqGLc88uNdvOhX5jz2MB683VIzOULa17xR9+k8nTocvBPyhjzbEwC9GPxcvTUUVLzVdFi8fq4QO1yWlbxpBYs8pNDhvIjLHr1MloU9RycYPR6gKzwNTji9R5YBvZaRorndqcG8ta7EPIauGL2rIk09VA/JO9vGwzzAGI87g37eOxX3sTxK0A09HywbPRON7zwD5G28voyfvDbC8DzT+5w7PQoKOxy4Bj0/fp67S5YFPc+Mr7xWeYu7WaBjvQVOsLy6UhM8+oxXvIw6jDts6Ii6PO0DPFODWb1A91k8FMJQvQE2UbwvRIa84K5sPZpE6jy0NQm9kDoQPUjVND3vqVE9GWafvG9m7zyRROK9Q+2LPRqq+bzYBXM8JDZxO/gA6DqhdCg7o3nTOxy4hjwlNvG8+ozXO7WuRDuiRPK72pHiu7gYB7y7GIs8bssGPehXZrtgPwu8lgrePIWzv7w+Sb27XJaVPZOuJL3EqSm9oGH0PO+pUb2D0EG9fixzvTFhjLycecs8KaXePZB0mDzLUiO7Y/d5vJc/vzyzIlW88jCaPD5r6rzgV948ILgKPAsUrLyVfu68Mn6SPJWzzzycHRa9eOgUvTxEkjyjeVM7XLjCPGPogLxaIgG8owAYvYVXCj3hMIq8EiwPO3tcKbt+ljU9ME7YvM6kCj14REo7+ABoO9E6TLuayy48DqVGvRI2YTw8vU297/aNvbxvGTzDP2e9eERKPS1JrTxbPwe9uTUNPKHLNrze3qK8lAUzPHaWLbv12Y89RhRkPZk6GL05YZQ7xXlzPQ1mEzxARBa8REQaOc0i7TwZuII7Ct9KvbsYCzx8sze8yW8lO0LQBTzSxrs8/kgBvYRcMTyAIiW9D9qnO6rt6zztHWK8GVPrPI7oqDkmGW+8rdDpvCoxTr0YU2s9wuhYPEuWBb0eTsi7WrOXPd4A0Ls5TmA8p+jAu7bQ8bwI2p+79nR4uxhTa7lbYbS8ngCUOjksMzziGC+8EDG2vLE1hT3Rb608vtB5u055Az2fCua7nQU7PB4Z57wdwtg865FyPd0wBr3jxks8yt6OPeapST0HSYk95B3aPBjar7uJIq28SQqWuidOUL3DUpu9f+1DvOV06Ltm7Su8H5uEvHiRBr30vIk9yDpEvHHQMb2ujA89GWafvONNEL6FLPu8r7PnPCqI3DqDdAw9bbjSPMP7DLyes1e9c5ECvUD32bxjeZe8Lxl3vcaMJ73eIv086vYJPXnQuby7GIu8VbMTvH4/pzh58ma7V/JGO4N0jLsXTkA9L9WcvMfBiLw/7Qe8jFw5ug5w5TwLjee8mamBvFJOeL17fta6me1bvKeRMj1OvV08QoNJPUj3YT0+ST28BvzMPMlvJbvv9o09kOMBPJ/Gi72nbwU8WaBjvfz2GTuQPzc9Kw+hO0FOaL1weaM7YPLOu82HBL1oPxO8E0kVPTwxXr1J92G8K5uQO+nBKD2O6Ci9XkSyPNAFazwjvTW9hSz7OhRJlTrhwaC8cvJevQdJCTz2dPi8xqQCPbWMF72mXFE7xQC4u841IbxL2t88PGY/PGqgcz2+jB+7CSyHvMro4LwfLJu9gydQO5k6GD0NZhM7vKkhPfgA6LyyHaq5fixzPKl0MLwBWH48AAFwPsN0SD3W3po8j5bFvPXZDz1HSUW9BPehu0SI9Lp0Cr670z/3vIsnWL1HJ5i8dAq+vMtSozx7yxI54eNNPaKpCTslfga8VWZXPWWWHb3DUhs9W2G0O/afBz220PG8d2b3vK2MD7ss8h68QtpXvCOIVLxFCpK7PL3NvHgiHbx60Dk7ca4EvYkirTyrIk09iSItvUW91bytrjw9g9BBvbGME7iylmW8/zCmvHoFG71tBY88XkSyu8rGszoAAfC8hNVsO3oFGz1EiPQ8C0mNPCYZ7zy07fO6E2vCO9EYHzswRAa9zSJtva46rDuzGIM7dnSAO6+z5zvAkco7NfKmO14x/rxeIgU7me1bPeQd2rzspCY97R1iPO90cDzDwYQ9xgA4vezG07nYBfM87cZTPNDBED0rZi89ZrhKvCWgszveqUG8BzEuvTfVJL1Xmzg6WtVEPSubkDy0VzY8N34WPBIsjzyBeTM9Br0ZvbnoUDzvhyQ5B/zMOjbCcDsp/Gy7MPfJPIjLnrvLUqO8rFcuPJaRoryUJ+C67fs0PBSgo7ygYXQ9F4OhvHa42rxA99m6uR2yvE9JzbwQU+O8PWGYPC/C6LyQlkW8+ABoOrkdMjsY2i+9ilcOPXHy3rzy41091zWpvGEFAz0KAXg85VI7PI2zxzyVs0+9XdrvPD3QATx/uGK8h3QQPLiRQjzq49W8Zmbnu6J0KDzy41090Fx5uQQZTz29NZE8RZuovEWbqDwBWH690Fz5vJh0IL2FCs68XLjCO0vaXzwHSQm9vCJdu/SR+ryFLHs80OM9OnOzL7wlwuA8rlIHPDGlZjyiRPK81k0EvU+WCbzOV06977yFPDG4Gj39xuM8J05QvfRvzTt3BRe8JI1/PMyW/Tz++0Q9/vtEPdGR2rw9iGw8RvI2vUW91bziGK87i66cu7k/X7w8vU286xi3OwABcLx4Ih08xoynvFQPybvrvAG9N0QOPeg1uTz2nwc9Ad/CuRK9pbz+HXI9zlfOvGe9dTyZy649nCdovCilXrwyDyk90RifvanjGT0uwug7Z731OyQUxLzxaqK8XLjCPJ6RKjts6Ag9k/L+vHQsa7zkHVq9sMYbvb8FW7r43rq8Xe0jPBTC0LwSLI+9KfzsvNsTgLx6SXW9q0R6PVTQFTwdoKu8vVc+vemMxzxkYby8ZGG8PDagw7uaABC91HRYPV+97TyGrpi8FiwTvZx5y7zzGL87/G/VvEkswzu3GAe9tG+RPNLoaD1U7Rs6r5E6PX/twzyhyza8VnkLuxosl7x7XKk8vKkhPbQ1ibqiIkW96zrkvHt+1rsD5G098FduPElOcDz7wTi8wvsMPbQAqDuuqZU8k66kPCn87LszZjc7iZvovJ/oOL2WCl69IX6COxmITDzNAEC8mHSgvMDehr23GIe4+xjHPNkYJ7xrLOM73D9/vIQFIzySROK8AVh+OkHVLL3iGK+7iA95PaiMCzxhXBE89p+HulVEqryNAAQ9GKVOPN1SMzyY44m6XiIFu2Xadzxrsyc95occvG0FD72gjAM8L8LovIx+ZrzUdFg9uejQu2ugczp7ftY8IQ8Zu8akgjygHRq8GNovPJh0oLwbNum8gZEOvXKge7wpuBK9g3QMPRfHezwvwug8v1IXvfUd6rqLBSu91FIrPWIiiTzXAEg8makBvcE1FTzzGD+8xjWZu/RvzbxVXAW9Er0lO71XPr07/Pw8tvsAO7hvFTy6UhM9ngCUvESI9LzdMAa9fJGKO5oAkLwZMb684Iw/u2IiCT0wmxQ7vVe+uwCItLyfCmY96ozHu1S4Or0yMVa96vaJPQiqaTpyJ0A9EFNjPUEKDr3JkdI7Bx56OeIYr7wkFMQ8DKAbPIlE2jx/y5a6WVyJut2HlDywNYU8RZsoO27LBj018qY8qsu+uytmr7wxuBq92DACvSr8bLyQOpA7luiwu1H3abwHoBc8Tyegu8aMJ72crqw8y1IjPRxryjpI1TS95qlJPfRNoDw72k+8sTWFvZPy/rtNiHw6x8GIvPWCAbwpgzE8NRRUPDwxXr1+lrW8sAr2PEmzBz0Zqnk8Vps4vSC4irwzZre8FKAju+7L/r3ldGg8cfLeu8Bcabwh2jc8ocu2PJIitbzvdHC8XyIFvSD85LxSCh49uJHCvBK9JT2z7XM8K9WYvMNSmzz5Exy8r5G6u8BcaTx9YVS7e0l1O93L7jtLuLK72RinPHJcobtclhW9H6VWO0wPwby6UhO85qlJvcY1GT3YBfO8/kgBPYKulD2oxhM9lgCMPSgsIzlTYay8Bh56O+QTiDxtBY87WgqmvE/QkbyI7cu8K2YvPYxcubxYJ6i85occvXpJ9bxIoNO8p7NfPNuR4jqKrpy8602YPFmg47sU5P08gCKlvLRXNr33hyy8fVcCPZboML0ogzE94jAKOvi8Db1sYcQ7dWHMu7qW7bzSxjs7oeORuwVwXbxo0Km8a7OnPAzk9ToRZpe60k0APFS4Oj14eau7K2YvPHtJdbveTYy8PN/6O4Y/Lzx8s7e8IX4CPZdh7Ly1eWM8I4hUva3GFzsG/Ey894csvS/C6LxHScW88YzPvJPQ0TwogzG9gETSPCtmrzw8vc07qwCgPNhqCjw/fp67j5bFvNw//zudOhy9UfdpPI5Xkj1nvXU973RwPOcAWD3L+xQ89G/NO6qW3TuLJ9i8YCewPBlT67ymOqQ7vowfvE2zi7vy41268sEwvWIiCb24bxW9lz8/vMnejrx60Dm79fu8vBYskz1u2v87yDrEvC1rWj1ZfrY8fixzvWIiCb19CkY9okRyPO0d4jzT+5y8Br2ZPFIKHr20bxG8AYONvGqg87vPrtw6Zu0rvTq4ojurACC8s6mZPNeMN7yPPzc8Se2PvCC4Cr3YrmQ8OCyzvMM/Zz2f6Di9Qw+5PNzocLz+pDa9bOgIu1NOeDyoYfw8egUbPKA/x7wyfpI8o8YPvSWgMzzrkfK7bu0zPVH3abu5NQ291k0EPShw/TtOvd27MdrHvA/8VD1bLFM9itDJPDlO4LxtBQ89Xe2jPKHjkTz9xuM7qqkRPaRXproyfpK6rQXLPBj83DwY/Ny8uxgLPbupoTx50Lm8uT9fvK46rDy7y0488dmLPXVhzDoZZp+8YwquPD5rajwMD4U8Ct9Kvf4dcj31HWq8XmZfvBhT67vz9hG95GqWO4uunLsUoCO9V/JGvOKR6ryFLPu8Q4NJvDcZ/zvLUqO8SU7wvCW4Dj1Cg0m9lToUPQBmhzyBV4Y9Ad9CPWBJXbyXYey8Bh56PNP7HL2/Upe8+oIFPY+48jwa1Yi7iDqIvBrf2rw3Gf88LBTMPCdOUL2mqQ09yOO1vKx52zzv3jK826QWvG9m7zrJbyU9iyfYPPZ0+LuWahA9fpw7PGj5cLwfq3C88YtSvED647zCpqg8N8xCPVgbNjyVNA08KQcRvJT+ib0qYZa8tzCDvPuVcTsluIQ8sBHuu+MrHzvr27i8ntktvVLFIbwYDdg8rm9kPIuiaTvSlmQ917Z1PM1kUrtb88I7TOYMPQJ0Cr0br+E83FeDvS2MoL3l3ym9yDJAPa/JaTyhabY8CFOfvJJcAL3Cpqg9LEScuxlVXL13ECQ9Rob7umzR/TzpXTE8Mr4yvKqp2Lxs0X29y9TJu+WFJDxWry86Uw2mPQhlIDzqpTW9EsnEu8vUSb0X19S7pB1BvR0t6bx2yB+9fsA9PFf3s7rv10e9cGAKvZZYjz1LFYg8ZTPlPEKK7LwPA7m8HPflvPe95DyxI+873tWKu4gkYr09WFo8imxmPUzUi7tdTci86V2xPKgHz7tYPzg8WGO6vDQYOL10bpq720WCPE0ukbw7yNE85ZelO5jol717+jG8XDvHO9+UDrsrl5m8iVrlPO19wrzNUlG9GUPbPH1mOD1JzYM8wEyjvAhTH7z/bAI90PRaO6gHz7ztWcC8Q67uPIVw17u3lQE9NqjAvBAVOjwT/0c8DE+uO7pJjD2vt+g8jURzvJslI7xQ0Jo8cboPPSxEnLySgAI9FrNSvaF7tzxMbw08CXehu5MtBb3AOiI9E/9HPXImlrx5oKw7iBJhO/VR3jwq2JW9gVBGPc1kUrvY2nc6orE6PO6zRT0K0aY9esQuvZ/9rzx0OJc9RmJ5PCXKBb0+oF49uO8GvrOh9jwuwiO94QCVPJZGjrt5fKq8dzQmvPgF6bzdjYY8t5UBvUeYfDylZcU7o9U8u56jKjs+fNw8eWopvDqSTrwq2BW7wwAuvVRDKT2qqdi8mxOiOnwwtT27tZK9ZCFkvRA5PD2+vBq9ZTPlO8wuT71KAwe8PUbZPDxY2j0QSz08NE67O92fBzyrFd+5TPiNOm01gLsxZC29PP5UPS16Hz0nm4q8Aw8MvcVaszz3vWQ8iVrlvGfV7rwG5xg9JmUHPBqd4DzATCO9jTJyuY56dr1nsew7lauMvNKW5Dx76DC8o9U8PUkggTyb7x88GUNbvPun8rwFKJW86EswPGzR/bzUAuu7sn30O8lWQr17DDM9mssdvdU47jxj2V86wDoivUpWhDyOaHU7iADgvA67tDuS94G8Aw+MPZslIz04FEe98DFNvVWLLT26bQ49KyAavOwRPL37uXM8UaEfPRA5PL0NczA7cswQvIaC2DxOZJQ83RYHPAJ0irySXIC9u6ORvcbGuTw/sl884FOSu9U4bryVIow83HuFO0e8/rzH/Dy9M/Q1PWFt2TtDwO+8GPtWvPwB+Dy3lQG8j8J6O6f1Tbxjx168rUvivO6hxLynv0o9NE47PaPnvTuw/+w6iBLhvHmgLDzwDUs9xVqzPNbIdjy/8p08cQ0NO8wKzbuoB8+7DWGvvKabSD03Aka7dMGXPCAFdj1S6aM8R5j8PN0oiLur39s7yozFvOMrHz25JYq98nlRve1ZQL0HL528I3AAvKgZUDveXgu9pAtAPSKDfbsNYS+9CxkrPQ2Xsrx19xq+4SSXPOw1Pj2D4E483SgIPaQLwDy1H366rm9kvemBM73U8Om8CYkivf5JfL0J4ye8YqPcPCNwgDsdP2q8xEiyvN5Mijwc5eQ5WwXEO3baIL1euc68aS/0PD8MZbwFFhS9xrS4PFWdLjteuU48H6vwu8GmKLue2a29dQmcvAB/g7tcF0U9FBFJPDlKSj29mBg9zohUPGJ/2jwRgcC8SZcAPRln3bsvHCm9C/UoPLjvBr2Kfmc8rPFcO2FJVzvY7Pi8fq48PMK4qbwLB6q86V2xvAOqjTwg83S9TPiNu1V5LLpXCTU83cOJvAmJojwanWA7fXg5vdfI9jzShGO8EDm8vHmgLL2sA948NDy6vO1rQT3AXiS9AusJO5mnm7xu9IO8aOfvPIu06rxVnS49cmcSvfFVz7wSpcK8BvmZvdjs+Lvc4AM95xUtOeWFJD2TyAa8DWGvPJcpFLoC/Yo8Mwa3PIfKXD5Veaw9S4yHPD7W4bzCpqg8V+WyvNwEBjzego2708xnPAAIBL1lV2e9B5QbO0T28rxO2xO9/N11u7Uxfz0luAQ8K/yXvAcvnT3dnwe9nDckPQLZiDxWr6886W8yvCJf+7wP8bc5eFiovFq9P7yWRo68NDy6vJeOErzY/vk6KFoOun/kP73hm5Y8uTeLOwTyEb0cG2i8t6cCPe6hRDyIAGA7WGO6vLE18LzgyhG85wOsuw/fNjybAaG8bmuDvHv6sTwT28U8Gp1gPNkQeztCrm48pa1JvF6VTDxRoR87oCEyvQ6ps7w8ENa7gCxEPVGPHrwdP2q8V/ezO7Dt67z5Te2888FVPRP/Rz0IU5+8and4PU5Akjzta8E7orE6PQDkAb32dWA8FBFJPL8oIbspKxM9pq1JPTGILzy2DAE8fWY4vQrRJr3P4lk6wxIvu7rSDDxw6Yq77/vJPOq3NjvDAC49GnlePew1vrxyeRM9mfqYPO6zRTwu1CS8Zo3qvIQEUTxPmhc8j7B5vZjoFz3kYSI7cHILvbzZlDyZHhu9QopsPcvCSLw4FMc5xX41O/QbW7yYxJW8jTJyvL2qGbvmzai8tQ39OqqF1jvz09Y7AH8DvSOVfjxkIWQ7CwcqPUxvjbwllAI9mxMivCKD/bx8VDe8drYevQGRBD0md4i5roHlO5xJJT1+nLs8fWY4vMhEQTqXjhI9qWFUPVP7JD3jKx89zojUu0+smLzbzgI8CYkivde29bwo9Y87gqrLvB/P8jo+jl08TxGXvAZemLsGcBk8+BdqO+VzIzycNyS8ECc7Pd7nizyFTFW7TbcRvH/kv7o38MS8mR6bvf9sAj35TW08wEwjPfZ14LoMT647Vwm1O1q9PzyWfBE9CtGmu61d4zxjx945wF6kO/jzZ73flA69Q5ztO9+4kDyTLQU8PWrbvN+4kLuwEe6706hlPcLcKzx61i+9AyENvPaH4Ty9IZm7DE+uPMvmSrsT7ca8imxmPVVnq7yvt2g7dxCkPTK+srt0XJm8J0gNPU5klL2w22o9cboPuWZ76TysJ+A7MFIsPUQadbyeoyq8s7P3PEFUabwlL4S8lliPvL2YGLwpkBG94EERvS6wIjycSaU8hARRvbw+k7w6ttC8CuOnvMfqOz2sJ+C7tOl6vJRRB73UAms8SbsCvUrxhbx9Zji90nLivI569jtyZ5K80U7gvPKv1LwYDdi7TmQUPN2NhrtT+6Q7f9I+PHsMMzzeHY89ky0FPeBlEz0LByq9i6LpvLFH8bxzAhQ8Uw0mPWfD7TznA6y8alP2vIVe1rzbvIE8OpJOPVflMruVEIs8U/ukuwUoFT2cN6S7p/VNPR/PcjssVh28xDaxvGQh5LyD8k+9sllyvV65TjwBLAY8+nFvvARXEL2xNXC9Ik16PEAeZryBYsc6/Tf7Ok0Kj7xKaIW8J60LvQZMlzoZZ129G9PjuzcCRj3WgPK7gCxEPTgmyLwyvrK8AnQKvPP3WDz87/a8YCVVPGATVLpA6GI6NYS+PADkgbuauRy9R6r9uySCgb17+rG8Bl6YPNbIdrxvxQg8LGieOm01AD1gE9Q716R0vB0taTyub2S8RmJ5vOrJN70KvyW8i6LpujQYuDwpopK8V+Uyu5ZGDr1s9X+7UY+evTGasDzEJDA9N8xCPeMZHr00GDg8rBXfu9pG/rvFWrM7G9PjvHGWDTxOQBK94tGZPFVnK7sK0aY8OW5MPQv1qLwkcAA9AmIJvIKYyrzr27i8Ux+nvMVsNDwP8Tc6AusJvTBAq7sIUx+9tkKEPbzrFTyUYwg8Z8PtvH8IQj1P/5W8a5v6PIu06jy9zhu9vFCUvAwrLLxvjwU679fHPLrSDDxVi607gBrDO+g5r7siTfo8vyihPMwuTzw6gE08znbTPFBrnLwQObw7f/ZAvX14ubzllyW8d/6iPLARbjwQJ7u70PTavDVyPbu3QgS9JlOGvBBdvjs72lK7H6vwvMGmKDxqd3g8eEYnvCeJCb3XtvW827wBu9PM57viWpq8RoZ7PHqyLTqwEe68BtUXvQl3oTzmzSg96V2xPBazUr3gd5S83Z8HvNUmbTxu9AO++TtsPL7gHDya3R685/EqPBZ9zzm6SQw8vMcTvBGTQbw72lK9J5uKPY56djts9f88IAV2O1bTsbxwTgm8SlYEuxGBwDofvXE8i7TqupIJA7x0Spi7eWqpvH8IwjyFcNc63cOJvCj1j7wqxpS8BucYvJjol71YPzg9vD4TvQGRBD0LGas83cMJPOMHHT16xK68OoDNPAWNE7xM5gw97X1COxahUTttRwG9JncIvUZ0ej206fo78/dYvSmQEb0k+YC8XBdFu/PT1jtkD2M8TbcRvZmnmzwjcAA7s6H2PJmVGr0m7ge76YGzvca0uDyhaTa9cOkKPRlVXLxqU3a92Oz4O7JrczxbBUS9g87NPMqeRjymrcm8LtSkvOapJj37ufM8yoxFvSebijy82RQ9JbiEPAHHh7xGhnu9wxKvu3KLlDxYUbk8JdwGvGAlVT1M+A28r6XnvHvoML0llII8aUH1uzlKSruZpxu9UOKbu4Pgzrzr7Tk8MtCzvP5b/Tyn9U09n/2vO6RBw7sX19S8WYc8uxaP0LzpgTO8UL4ZvLPF+DwKvyU9jA7wPI+e+DyPnng9so91vL0hmTpNpZA8TG+NvZOkBD0wQCu9Ds21PGPZ37wDqg29lymUuhp5XrvP0Ni7fEI2vDfeQzzRYGG8OBTHPE0uEb0Y+1Y9JlMGPCrGlLyzxXg9c1wZPGut+7zZNP28tQ39O2AT1Lpif9o8WFG5vMvmyjwrl5m989PWPGgLcrw5XMs8By8dvKKxurzH2Do8NWC8u2PZ3zw77NO8zC7PO6BFNDyYO5W8nZEpPfu587n4F2o9qT1SvZslozzP0Ni8yXpEvXcipboMhTG83cMJPH/Svrwn4468TzUZPUe8/rygRTQ84wcdvAcvHT0vCqi8aS/0OiRwAD23QgS8EqXCu0FUab1o+XA9aR1zPHc0pjydkSm85YWkupZqkLxvj4U8VDEoPXhYqDxWry89q81aPY0ycj2JWuU8OUrKvG+zhzy1Mf88TNSLvOLRmby9/RY9PnxcPLYMAT29hpc8KQeRu/J5UT1M+A09+TvsOaQvQr0PJzs8x9g6vKfRy7zoS7A84loavPe95DsvCii8rTnhu0Qa9Ts6ttC8X8vPvOq3tjscCWe8etavvDvsU71wYIo9CYkivewRvLou5qW8SlaEPeEAlT29IZm7NBg4PI+e+DxADOW6wEwjvd2xCD2kHcE8s6F2u6WtSbyLoum8CZujOg7NtTwhO3m52Np3vBfX1LzYNH28GWfdPEZ0ejstjCC9VFUqPRlnXTxPI5i8zJMcPQp9Dj1jfyS8nDugu1HyS7zME/y8z7HVuwp9Dj0+AoE84VznvO0jmrwOtBe9USgJPcSl6by3VMS8Ha0pPPFLZrwe/HU88BDAvJ5jbLwvic68DCpkPPuNjzzl+sC7ySZWPX7TbrwsYYK8uJl9u7/9fDzprEC9evDbPMb+Cb3+MNK9D9JQvYE2Ij3cUQi9AEAPvTXPFLwUv/a8vEt9PRdx9rxdCEu9zZOcPM3i6LwvRJU8Q/m5vHDfhr0HWiu8EqvQvHZ0GTyQdO08qVuyPMQlij3EpWk8ENxjvFeu3ryDBY+9tkAevftDrL3cUQi9pe5rvGgAET0lBxa9CHjku+Pch7z0uKw9ukFqPSRMzzytIdi8p9H+vPSuGTyJ1Uc9UwbyutFFnDyS/qC8gGc1PS664TxnMaQ8GCw9OJL+oDw62vO8goXuu4tzoboUv3Y8k80Nvav5i7qUHFq8wsxpvH3JW7yJmiG9yBzDvFSauLt1IKO8rH4VvcC4w7okggw8OdDgvMdX6TwUjmM8KYiCu9jaLr2gNwM8bouQPBrAA7ysDbK71kbou9sCez2VJu07DwNkPRsP0Dvy3yw9VN9xvDNxizy3hVc9zWIJvGRiN72OlgS9G9SpPIOKGDxew5G8AEV4PA/IvTwVUz27AEX4vP/1q7y4GR69CwwrPHY+3DzzLvm8QBanvKoqH732zFI6osafvdgf6DzLupy8jMJtPKA3g7v8V1I9CgIYPco1k7w8MxQ8lSZtPNEUCbz9HCy9qwMfPe4trb1R8ks9ZVgkvdgf6Dz5tA886HEaPFXV3jvpcRo9SxiAvEi1TLxR6Lg8Fpj2O/tDrLx+zoW6B1orvKzSizw50OC87nLmu8YIHbxIhLk80cX7vPmvZbypIAw9jMcXvQWVUb2kGhY97i2tu3z1Bb1WaSW7WyW4u3rctTxP3qU9CHjkPG+fNrw+R7o8uGhqvNYBr7yZp1k7WhslvUFl8zyBNiI9MjG7vFP8Xr2rNLI8/FfSPPKkBr1oewe96N3TPJB5F7zb/RE9e/BbvVeuXj3/9Su89K4ZOxAIDr3o7JA7Fph2vOIXLj3qhcA6oDJZPEO+kzytTQK87Z6QO7+4Q7wzO868tw8LPH+i27x0ZVy9DaqEPLs3V71fzSQ9oQvZO51Z2bzGCJ27w5vWvNzb+ryJkI47c1tJuw2qhD13SG89cGSQvV1D8bqhPGw9hFmFPAWVUT3iIUE8WyU4vNMeHD3gjfq80pRoPFsluLwCHvi7d3QZPYfBoTwIZL68L0QVvfMu+byIEO47fYSiPN5lLr1r4yM9l8RGPdRt6LqL7he9EqE9vfIpkD0+guC7fYSivJE5x7wd6M88B1orvQekjjuCQDW8OPfgu74fFLxVpEu8stNXPVK3pTtmogc7CKn3O4FxSLvb/RG9lOEzPaE3Az3EdFa8LnWoPA3lqrwe9ww9goCFON6q5ztR8ss85cktvJ1PRruiQRY9JmD1PGso3TyChe670x6cuKiMRb3Dm1Y8u/ywvbLYgb17Jhm9f10ivH7Ohbr0wj+8TCymvIY3bj0DqKs8TDa5uy9EFT12+SI8CgIYvgZQmLzV9xs9z2ycvGVYJD0wTqg8goXuO4F7W734ufi8R7XMvPdqLLyROUe9/WHlvPS4rDvvd5C7Di8OutCAQryZ2Gy3edKiPWw3GrwY8Ra9jUKOPLW2aj1dQ3G6O6ngvEi/37rP7Hs8dm9vuzftzbyChe68nYpsvVau3rq91TC83ZZBPftDrDt0Zdw8vMsdPSycqDtYh948iq5HvOIXLj0XIio9p8frvIMFDz0lBxa9jMeXvGDr3TxcL0u6stiBvEi/3zu3SjE8AMUYvQNthbxr7bY8SMlyvR+GqTnQdi89qm/YPFtg3jts98k8gkC1O6Spsrx4Q4Y9rEjYO/o5Gb3wQVO9BMbkPCfqqLwUjuM8RMimvI9gRz1w34a8ElwEPTNxCz1qHso8XG8bPbgZnrxKUya85PCtPAp9jr1U3/E89LgsPc6x1by0Z549S50JvNfQG7v6kvi8JIf1O8km1jxMZ0w+1fcbPW4LcDyBNiK97SMaPe/yBr1F0rm8zp2vunVl3LvVd/u8zImJvQWV0bxBZfM7pLNFPKqlFTxVmjg9yeEcvJt2RrxtxjY9GfspvJsxjTzMxK88QTTgPKJG/7y7PAG9kGravD2zczrmBNS7wX2dvLS2aryTEke9jUIOPR+GKTvo3VO91G3oO+mswDz//z697FQtvSfqqDz3aqw8nx4zvB/BT7wWGBe9mdhsvCJpvLwe/HU8+n7SuGpeGr0Kgvc7rVz+PDQKu7yrfpU8MZ10PHJHo7y9Guo8BdD3uQWBK73snhC81G3oPLgPizzetHq8rhdFOzaeAT2DBY+8GsADvaig6zxyR6M8iuQEvYF7Wz16Ie88iAsFPH2/SD3MCWm9H4YpPUmEOT2Yztm8DSrkuh3ozzx3Plw6OdDgPNyMLr0J+AS97i2tvHb5IjxbavE7qwMfPd8+Lj1banE82vjnPIUjyDw72nO9dBYQPZF5Fz1OQMy7XQjLvL4fFDzwUJA8rtyevA60l7yJpDQ8Qw1gvcZ5AL24GZ48FLoNvMOvfD3MCWm7ZVikPKwDn7vB1vy8Uei4vF7DEb2DD6I7NAq7vETIpjvAuMM8cJ82u6VujLuFY5g8CCmYvCUHlj0wTii8wtETPT14TTvhSMG8GCw9Otr9kb3DVh09XsMRPKLQsryZ4n88THHfuyRCvLwbI/a8O59NPGGmJD3J4Rw9zAQAPQTG5DxeSJu8tjYLvRYiqr2SCLS82r3BvPmv5bwycYs6ZSeRuPAGrbxpWfC7WpYbvUfribthpqQ7jlY0PQOoqzwpzbu84Q0bvULvJr0TNQS8okZ/O+yZZr3mExE9coJJPL0QVz3OsdW8mM5ZO9vR5zsS5nY8/Wt4PcjXCTzGQ0M99szSumOJNz3dW5u8AuPRvBAIDr0L2xe88dWZujm8urzG/ok8w2pDvO58+TwN5ao8JQeWO1WauLxMLCY9LJyoPPS4LDyqb9i7mImgvJ4UID2cgNm8UCNfvPwmvz3Vxgi8TUBMvLloaj0Azyu9sslEPSDQDDhtvCM9Ah74O4EsD7xewxG8WIdePOnx+btWaSW8JREpvQ4vDj1fEt68w1YdvfmvZbyW/+w70RQJuxQ/l73prMA7okZ/u/aRLL2Qalo9oxXsPJ1ZWby+HxS9wYcwPQOoK73RWcK8TfsSO85sHLz8V9I8CKn3PIYtWzyXxMa8BYs+OpyKbDvn00C9jYdHvSnDqLydWVk8edKiPRJml7q2QB491XKSvAGUBb0uv4u83aDUPJ4UID3EJYo9fYSiPEmOzLxohRq9Z3bduz1uOj09brq7oO0fPD5HOrw7n009zuJovCYlTz1XuHE8WpYbvAdaK7tcL0u87SOavYXyNL0QjRe8SyITvAn4BLzvN8A7yiuAvc+7aDw2HmG8IJC8PAtb97t75si8v6SdvP1mj7pkThG99LgsvbOYMTzWAa88KDSMOy51qDxfzaS85DVnvXNRNjyrA588XkgbPJ5jbDxBILq8m2wzPX6YSDwtf7s8xCWKvMwOE70aBb282SSSvIjLND0Pvqq8SLXMu6PaxTsjLpa8KP7OPHSRhrs7n008hd6OvCURqTtNdom8pvMVvNFZwrzaeIi8ME4ovZfERj2MuFq9NRTOu+W1h71/XSI8PgwUPTeoFDynRww8fb/IvE/eJbzsj1M8jpFavKW9WLxr4yM8TDa5uzM7zjzEqhM8IJC8vO0ZhzzHV2m9+XS/vH3TbrslB5Y8lvVZvc2TnLwB2T47BHeYvO/yBjjIHEM7fo61vByjFj2WurO8gwUPvSVgdb18eo88MicovHDfhj0F0Pc8letGvYy9BL09s/M7CT0+Ow/IvTxlnV06mIkgPU9PiTwO+VC8iultPUwsJrzQgMI71DJCPfwmPz1mbMq8lOGzPOGNerzLxK+7jpFavAqC9zwY8RY9nUUzvGL18Lvso3k7riFYvJiTMzxBKk09V7MIvM6nQr2U4TM9XhLeO5EINDz9HCy9trsUvJ1Z2blJjky8RdK5OxaYdjwd6M87hjKFvOTwLbtAFqc8gKcFPZu7/zzeZa69mrFsvFtvGzz9Zg88Zqfwvapv2Dx5HAa7c0cjO8JMijyojMU8eqEPvZ4UoDr5r2W88RBAvX7T7jxV2og7OcbNPCfqKL23hVc7yNeJO7RnHr3wUBA6kCUhPXgX3Dqsg367UbelPAxbd7yozBW8mrFsu6W9WLzpcZq87nJmvfD8mTv324+6ENzjO87nEr27/DA8X+FKPU17cj22QB49KK+COzm8ujzFL5284VLUO0xnzDyCQDW8q3nrvHgX3LwWk409ScnyPFw5Xrwz9hS9vRUBvYY37rw+Pac82eRBPHK4Bj1d9CQ9XC/LOwIZDz2uIVi8cGSQvAHZPr2FLVs9R7VMvbzLHT1zR6O78UtmvfsIBrvVcpK8l8RGvH7TbjyNx5c7QNuAvLeFV7yDDyI9DoMEvExnzDqYiSC8gwWPOwN3GDy7BkS8Y8RdvMvEr7pOVPK8hjduPGTJh7uQJaE8XkgbPAdaK7wAzyu9p8KCvE1ATDxBILq8p0eMvIBxyLwS4Q29W2pxvMZ+ab1banE8uS1EPfUCkDysUms8Fyw9vDYodDzI6y+9flOPO6ig67yyycS7DjR3PU1KXz2MuNo8rhdFPQ3lqrsGn+S7X+HKvB73DL0fhik9Edxjva7cHjx9/xi9J+ooOzn8ijx3AzY8Imm8vK/msTyNQo48bxAavK7cnjvCTIq7sPpXPWJ/JDuH/Ee9rtwePQ7vvTzN4ui8eRdcvMzELz0Uuo08lgQXPTypYLyU4bM8viR9vRVJKjv1B/k7E3q9vEdmgLwwWLu8t4/quYfBobuYWA083rT6ujnQ4LzZ7tS84VLUvLSiRDxWpMu8QFvgPSI4qbzzpIY8okZ/vJu2Fr1qWXC9Ntknvd1bG7siqQy5l38NvYtzIbxaG6W8//WrO2z3ybyvJgI96nutOyycqLymeJ889PPSPJsxjbzj5hq8Au1kPd4qiDzhSEE8mNhsvQdu0TyyycS80x6cPLaF1zzto3k8368RuujdU7zXC0I9d0OGPJE5x7wZ+6k8TgWmPAWV0bwaSna8BPIOPW7GtjxkyYc9dFvJPJAloTxJSRO8DwPkPLpy/TyfXgO9WUy4OZt2Rr1HZoC8jUyhPOmsQL0ehim85bWHvOfTQLuqpZW8e/BbvZThM719hKK8pKkyuFHouDvmyS27Au3kPLSiRL3HEjA9vBrqu2+Voz3p7BA9NRTOvEP5ObsLUWQ8WIwIvQWBK71U3/E8yFwTPSivAj3j3Ae9/jDSvMZ5ALwr6/S6rA0yvICs7jzTmZK8HnKDPLVxsbzNYgk8+X7SO3kNST0+R7o8BlCYO7gE/DyyBR09ABQ6vZZIybxgt+28lcOavOEZTjyUeSs94/XCPKStnrvaSFe8ZUtMvfoeOD0riq+890JDOHBmsjyMqLS8zlqRPAsvIL0nFhq8mtwnvRerKTvzEgI991l3Oz77Oj3IIbu8vu8gO+AmJb2oxis8hiEtvZbN9zyjMk29a9+qvQ7aMr1qZFk813k5vMECk7yxisu6wJQYvf5OeT0VVGO8BiDwvOplFj2nWLE70WCsO2IONL3XbGK9Ld57u72Y2rz7aCe8in4OPfzWITyQBZY9P/s6PG+KvbzDjVy8v+JJvTwfRr1JhJu9l7bDvK3fuLzdbrs8O7FLvYkQFL2O5Uy7PCydPcVSHT1v+Dc9/OD+vKZ8vLyZsoE87RApPcxRfDx5N6k7b/i3vPSK2TxbGTI9lzvyOmVYo7o1KsQ8tEK1vGpk2Tw9H0Y827ZRuysPXr3G5CK73emMvOiT/rtRbMa79uEfvTnvBL3lgwa9WGHIvHM10Lw8Nno8U81pvCd7f7zaw6g8Ya0QPafdX7zm8QC9SBYhPIT3BrurA8S8kbRqvPo+Ab0Zkfs8C7ROPLwTLD2u0uE7bjwMPd3pjDz6jDI9yv0vPQCZaDw7LB29eipSOkyXjTyIohm8HMQ2vJ+UETyb89s8NckgPHt0Qbz+vHO8M+0rvfmZCTwprjo8NcmgvDPgVLzcAEG8ulvCOwSomL0PHgc8gu7xvJ4mFzwrzoO6V3h8PQun9zxEa468Dv69OxgZJDzWC788cKoGvW4FDz3Szqa9G9ENPYj9Ib3NR588JCczPNQ8oTvR5Vo8cFnbPKfd3zvRYKy8z8iLPGCgubtNL668kZ22u6B647zyTcE8YlKIvIJpQzloiGS7OPlhPOmck7z2Zs680eVaPdQYFr2bYVa9fiwrPXod+7zX/ue8FVTjvOegVTqmk3A8MRG3PeTo6zwuQhm8496Ou3wmELw6Q9G8AJloPG4cQ70MFXI9S3fEPGXQ+rxS5xe9oPW0PMnTCTw2r/K8E/M/vRieUj1mPnW7PdEUPVlKFL04+eE8Iv0MvQpTK7zwkRW8UXkdPJpuLTtmuUY9CPKHO6qs/TyJEBQ8h/DKO8nTibxhMr86Bgm8vD3RlDxEdWu894aXvRmHnjxhiYW9xPtWPbzpBT09CBK9a9+qu1gTF7wdMrG8MOcQPHUE7rpCIZ89rciEPfMSgr3iDPc8NxMQPScWmjyz4ZE7oGOvPPv6rLtiAd08gfvIvI130jy6W8K82TEjPLWwLz3NOsg737iqvNS0+Lzbkka9/PqsOoNc7DzzpAe9OkPRPOw0ND0PjIG8y2sqvQWydb1L5T49DZBDOwUtx7xc9aa8F6spPYcH/7zVT5M7BhaTvB6T1LuDwIm8ESQivPkeuDztrwW9+z6BO4j9ITxEgkK8UtrAvCBvyTy/76A8h48nPLNZ6TyIa5y80lNVPJTnpbyGj6c88xKCPbh/zbzY5zO8TwsjPaHegDwMFfI8u+kFPJG06rtCIR+9x9dLOmy7n72MI4a9Jt8cvdhiBb0MQhK7X0lzuzyk9LxwWVs9pSX2O7U1XrxzVRk9sZeiu+oKDr7uEKm8Z5U7PVsw5ryzZkA9wF2bPBa4gDylfDy961g/vCBvybwn9lC825JGveVMCb0OeY87RqILuxl6x7tQeZ28GRmku0U0kT3m8QC8C7TOvLaj2DwAgjQ9vgbVO/ztVbwWgYM8QFxePMDVcjuaADO9+hHhvBXci71yuv68CeUwvPo+AT0I/GQ8d8kuPRgMTT29E6w8SoSbPEtgEDx5Nyk93SAKPRmRe71SSDs9kp02veYyW7ygcIY8vROsPET9E70/+7q86lg/O58CDL3La6q8pvcNPUIrfL3ZVS68zi3xPHD4Nzzd82k80mAsPSbfnLuqGvi8V24fPe00NLz5Yoy82UhXve2vhTwHuwq9tIaJPF/ExLymAes8865kvPmj5jyDymY92iRMO2AyPz3RpIC8BZvBvLtO67oUN5S93HuSPACmPz1lxh28VgClPadliLyRnba8hWWBvAbflbovNcI8vnRPPnkqUj3oiSE8hDjhvM9akT0sfVi93W47OjUqxLuKzD+8kiLlvN3pjL2tZOe8W55gPDln3DsO/j26OIEKPSlAwLpYYci8GnpHPXK6/rzzbQo8ozLNuxmHHj1srki9Oe8EvR2337yVVaC8Npg+vD4Sbzu5nxa8R8wxvUgWITyqudS6MZZlvQ55j7wH8gc9suERvcfK9LxoA7Y8ZxpqO9WdRDsn6fm7gQggvfLIEr0RJKK8tEK1u6HegDyeGcC8dlu0u54ZwDwhb0m88WR1PKz27Dygh7q8y2uqPGA/Frvrxjm9gXYavQLjVzwqHLU7zlqRvMkUZDtSHhU9SZtPvKYB67zE+9Y8s2ZAPfbUSL0/dgw9P3YMPEioprvUtHg9sgUdvcbkIj1NLy49qAqAOw/NWzyEiQw97KIuO57LjjwNkMO85cTgvCYDKLxcetW7NW6YPAD9hTwT8788SoQbPfiwPT35Ygw9w41cvZtuLT2H8Eo9FObovOMCmry54PA7yCE7PLh/zbw3Sg28l6nsPGrfKr1Dxpa8RTSRPDnvBLz/6ZM9vu8gu17beLz0Bau7iPBKvPqZibwgb8m8osTSOwTMI7wdMrE67DS0OyLGjztdY6G8Z5U7PFQ7ZLw8LJ09YgFdvFLaQD0eoCs8+R44vN2yDzzNR5+9VPoJPXVy6DmlJfa7SC3VOEZR4LxY8028Jt8cu4kQFD3bDRg9wXANPdCENz1bJok8rpGHugEHY7wZh569ZdB6vFUksLxGogu9vu8gu0DKWDyJUe68oHrjvMghu7yRL7w7Nwa5PNXhmDwWuAA9qqz9u3K6/jzZVS69/UQcvP6887vA1fK8FRMJPUIhHz3cRBU9RWsOve/2+jxGoou7iIJQPEr8cj0NsIw8juVMPWyuSDvofEo9ldpOvKLRKbwt3nu8r/8BvXURRby+gSa9y/2vPDJ/sbypNCY9DEKSPArBJbyy4ZG8cOEDPZ7Ljjxtrkg8VwClu+Cr07tZShQ9XtGbvAHwrrxwZrI99NuEvJBGcLwBNIM94RlOvf43RT1e6E+6Dv49PZa2Q7vw38a6cOvgu6//gTzOqMK8qhCbvLylsbxEa448NDebvONjPbwZh5685UwJPbgE/LsWwl29PDZ6vDh0s7wAgjS9vYGmPZDBwTxZExe7s9Q6vW3OkTsiSz69otEpvF7b+DuSGAi9in4OPZmyATxd6E88gJolvfFk9bw0yaA7SSB+vFJIO71JhBu8XPWmPJR5qz0gfCC842M9PU4iV7w8pPS8M1umvEE40zzEdqg8bDN3PeGe/DuwHNG89JcwvadYsTyasoE98ciSum6Kvbp+Q1+8fOI7PWGgubrCsec8GKupum2uSLwEv8y8gte9vDykdL2BgHe9sZeivOP1Qjzbnx29t/qevCZ7f73MzM08Z2sVPGNv1zv4Ney7eSrSvM/ICzzWC7+8F6spvQxCEr2uuy07X9EbPYpHETyXJD48DtqyvGEl6LwxVQs8sgWdO3afiDyaALM5jBavu7LhET2QwUE9ZqzvPBmHHr1nEI28qhAbvEBSgbz2Zk49svjFvOM5F7zx/w88P/u6vGTdUTxJm088fiyrO8xR/LvHOG87ldrOvO9+oztk6qi8X8TEPOegVb2rA8Q8icw/vY130rtL5T69L7ATPbCXIj1cetU8XehPO37LB70Ca4C6W6s3PJKQX7ylAeu7g+SUPA/xZrwZ/3U8wDkQPGvSU7to2Y88Ka46vfoRYbzDCC667KKuPGIBXb2MI4a8fiwrPD2NQLv4sL28LzVCuyvOg7yKOjo9J02XvFzLAL1tHMO8afbePCdxoryqGng9+/osPd7cNb0FqBi8LdQePNGkgLoA/YU8zFH8OyOiBD2rA0Q8aLWEO4PKZj2DUo87ZjQYvJRsVD2zqhQ91MFPvFsZsjxRbEa92VUuvTnirbwTkhw9D19hPM06yLpnlTs8/PosuwxCEr07Nvq5c7AhPWvSU7yjMk29ykEEPUXj5bvfPdm6AII0vQF13bwkPuc6iPBKvHk3qbpMYJA8g0W4OQaOar1oEI075RUMPYSzMj01KsQ8Bt+VvU3OCr0oV/Q7IG9Ju6YB673ooNU8fOI7PJ2rRTvK/S88olZYPO5+I71yx1W8SKgmvHv5b70PzVs9s2ZAvHQeHD0vsBO9egbHOs06SDwpV3S8MQRgPJrzWz0Guwo8TXOCvEu7GDxr0lO8NqUVu29zibzDjdy8uPoevFB5Hb28pbE6lGxUu4OJjDwV3Iu86ImhPPX4Uz28sog9GmMTPczMzbtgoDk9SQnKvCWVrTzp6sQ8e3RBvINSj7wAWI68PRJvPbmfljxcDNu843rxvDtQqLz9RBy76erEPPQc3zwcP4g8ergVPTw2ejtGUeA8OWdcvO9+o7y4BHy9+weEPbrJPL2gYy89aAO2ux2tgr36mYk8SKimu6RSFrw9Eu88tBiPO7Nzl7yzWem8Iks+Pc2/dry54PC72TEjPKb3jTzofMo7LWYku0kJSrsn0kW81k+TvCmuujyrEJu6/FvQPAAhkbyBCKC8G1Y8vX4sKztCps276QF5vdDIC7326/y8HwHPvK1k57v/6RO9pvcNPQ7+PT02r3I8HTIxPEBSgbzYmYI8ZidBvVB5nbw3i+e8C0ZUPAQ6nj10wxM97KKuPI3yIz2K7Ii7haZbvM5akbyduBy9Bgm8PL75fb1X8027cGayvAYgcLyoS1o7a8X8O33V5Lzq3W07dB6cPHwmELopV3Q8JxYavFT6iT1Wkiq825LGvCx92DycVP88MnJavfJNwbyN8iM9Fz2vPCbfHD0ERPu8zMxNPIyRgL26W0K8tBiPPB98oLwYnlI8nFT/vKq51Dp9UDY8zMzNO+9+Izx17bm8GKupvEg6LL3WhpA8dPoQuyjSxT3Kgt68G1a8PFaF07uy+EW9mCS+vNNG/rynnAW7/FvQvFHx9Lwi0Oy78OwdvShAwDwpKYy8Khy1PBQ3lLyu0mG8h/BKPUR16zxbh6y8v+8gvZRsVD1U+ok8TOW+PDAeDr01Ts88AJlovKtHmDxPkNE7H3ygPL2YWrtQeR29g0W4PIwt4zzuEKm8gQigPOtL6DyMCdi8YYkFvJIi5TzbksY8z/+IPUYQBjxQ/ks8mnuEvDu+ojzUwU88dMMTvd1uuzwIat+8KWCJvLPUujyy+EW9EhdLPMXkorz5Hri7KTPpu5AFFr2SGAi91/SKO+rd7bpNwbO8czXQvO/2+jz6jDK95T+yO0U0kTsO54k9DZBDPa9NM71tofE7txHTPL2Y2rw++zq9bg9sPDi4Bz1oiOQ8Xtv4vLIFHb24BHy6b/i3PBerKbyMWgM91/7nu4iimTweoCu8jfIjO03BM7yKOjo9Z5U7PJ9wBr0="}