RAG 與向量資料庫：先查再答（實驗場）

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tT0LtgT8di96TIoNPLw4uvzHS8b0wjjARP2N%2FoP6dpN4c4c4DcZxt3ZAhElDxHpDhDxIt0j%2BQTz9u65v%2BT8%2FSfk%2BxgY%2B%2FQLD88F0cnBGfoL5f%2F93e%2F34iQ689cI8DQI9PUL7RLwEBAtw9c5CBHQxOQJ6yb03cYd6QL4CvsmBdUCCgbl6BI%2F7ggSAfrl29%2Fu7PoN%2FBPq8SLO6DTi5%2FrDAfkl8yX6ANYMLQAYwu%2FUMakOsC0A0w8lBusv%2FOn07hHRYlNEtgcIAeoAIfn4D%2BYA3wnrBh%2FyEwkEOlQIRBI18xvxCt8x%2FhbsANc70AEWDOTwJSzy%2FPPbCRA0DfDr8BITAyslFfYjDfE1yewQ3C4TAQYLuC2l5RvWBhsA81UCETEN6ekM3unw7dcSQg8IShzb7%2Fu6490EVfzyCqrhGNAF%2BBTc3wQvJ%2FP8n%2Bq8INfzJdD22t7w1%2FToAQjo4tEb5iIMPC8GEhQTER4T7w8EI8%2FNKTceKijuHwUt3AIO%2BS38zg0N%2BdniwNQ2U%2FUi0bXlJCMj8vLdBQ0F%2BtrfPcfyy%2Bm7N9%2Fe79gH8QkkAuHovxX3INcO1eX9DtLm6h383R4B4CDSJ%2FMM%2F8nw5iztLOQADfPmEELH8MsgBfn1GfU389H62jXhCvvmH%2Fz5EAZKHQPzD%2BLMG%2FMk6xIaUPkf5CLwcvYM49rc2RoqFczyDRDe5QQGQOIHEtX%2FIfH67iHbEEDM9PTlBWkpLRu13v4M8CmwC%2FcDD97IA6Tv6xw1IAkX6vMQtcPwIUAgFAAA%2BZ8eCbH%2F6w4e5gzz3UgXX0j1BuI4ACUIDuvgBgXgKRi3%2Bf3dwg4b4%2BAX7woSwgDk%2FOPMCPoiDhfoNfTryyPb3Oy9B%2Bzy7OHO6QAU%2F%2FEzEuPxcQMfRSfd%2BAwACxED5fAZ8%2BYHBCUQ%2FhYE6yMy8u7mFgLp9RTy8BX1AtkHHMcsBzLxJPsaDs8p1OUA2SZHKkEd0gMBByf66%2BoBFSf3TPBj8hv0IyP19u%2F5BNYBLgL83eABLffi4%2FERFPH9IAwF2B9Q5GDG5xIF0w3l%2Bxb5%2FxD6DbD97R4a%2FQQT%2FS0xIt2%2BA%2BT46t4jASb969j7Dvv1O%2F7r4gLl%2Fvn43N8D8dfO4ejq6vjh7qwv0j0wCyQX1ycRAfYEFN3gJ9XmCQIU9RHOvhcf4vrwCxkWkeraywjaPedYyPv%2FH%2Bf9%2FhNU8s8nktnaFwvZ6vQTJOzh7vAK5ywIFgrnSgv1Agww%2FvAdEf3UMgf7CKTmRBVZux5qKOqeqwMpyx%2FHqergUChSCskl%2BB8fXuNhXBUyIRWzyXMANTgyFrTjQ9s0GTDn7ToMGA3a%2FlwkCJ411e8iCBro8fwVFALW8MEDmwc1q%2Fz%2FKuhVKB6j4zLDGPbkx%2F79OAfdEvvG2gnI8dsc3Nb8%2BgjnFuwZHPQHIOEIUsnf67%2FxGB8n0wry6DXJI%2FPn8A6v1sIG6wT5DeoyD%2FQzLQjv9PP2yBrYxuzvF%2BAR0urXDPQ%2FGwAbEOoU9wIB%2Fyr7GerrIuEeMc8U%2BP0bxu7xztgDVy4FAjQWvv40DOYILsL6%2BMcXBQ3jMvUC9PIDDecL6%2F378xLszxjkCJ0aE9HpBhPb%2FLj2AxP%2F7%2BIJFQMa9%2FoI9bPjGuwK7XX7JAgS9BoC9QcEJga5Kd01Bxn8A%2FwUHAso6lUOZgYMAubJIsMBBBcIULXmDx4gEPvPJh7B4%2Bsp%2Bwnt1R79z%2FABHQfzISS2wCnEOLYcPf4LEDD3xhrdz%2FskKwtGMCj00wMwDwEA1crOUgDx%2ByMwB%2FjoEgImy1Xb6x3myNnLHSVS6%2BLgUtEErc8t3jfYDB%2F75hG5LiH%2B0dwiIsvhIssjHk%2F4DxQ9%2Fe4iOugW8AgF5SP9CTEzBdT3KA3zBv8A5v8N7ezi6cgLLizd8eTrBwTnFwnWAxbF9%2F%2FU8z35HtLd%2BRP2JfsSDPvYFfEkJgQT%2BBAcCzK27RD44O4%2B5zcN2Ob%2F1RgK2BTU5TjMHSAN7Qvr3%2F0q1%2FDI%2BQQw6xYT7x3Wy%2FEBEe%2F59h8Q4P0pAQkEEjDUKRkTHMspJCoC%2BN4f8XYnNQXv9AcrLvDrCCLy2jgCJRMCSRjC6RDk4fC84RLo8u3%2BsdXtBAstquX4IQcM6QUMAz3M4j7E%2FRbTLeBDAAvuUBnN4gkk7%2BMm7w7V5iwy7h8LDQopMc4bHTE0DvUyZRzUDuLw6A413zEqDBUO9vQDAvi%2F88b%2FDcD16Q86Fq8ef%2F8Su%2F8r%2FeAO8cn3%2BNTq%2B%2BbYuj7uQBX7IClW3Q%2Fm6PACBugODgaxHajxQSYTKUU2A%2B8wO9767NX6%2Fdkoy8W%2BC8n85%2FPfUPy6JBUE9gAOGAoEJTLs8%2FQRI9sQOfogLeX4FQzrxh0o3iwBIi0h1%2F0wKeU0IgHC%2FR7zIRXz8S3e2%2Fz1JSr6BzYuDMn05PMqEjf%2FScQ69gb%2BGxjA%2BRrXIdkc9Rjf11IHSuTz3CoqMbrQOPkJ7jKnFOhAwCUG%2BhEi9RXyCRz69pvuAw5BKuPv1%2Bu7MtH%2FHQQBIxH6BRoS4yb%2B1ijF67QMJPX6svIaDQDHAugzz6wy6sUk9xMV%2F6njFj42%2FhA6Gv%2FcI%2BkPuSrz%2BBILHPLq6P1N7dDa4%2Br3KC4gJzbY%2BOYH%2FhrxCRQvCfLG8BW6Vcsdf%2BgaFqlSFNsS24ni3AxOZwfjHwjwMjfAHFEJ%2B%2B0p7doKISnuKfwN%2FTMhHhD5Awby1%2B%2FwHuU0DQ7mcgHl%2FjUL1DAAByLhBdvWG8oVA88EDOwDGADW3fUKwPH%2FwsTYHBsWC%2BlR5uIVD%2FKzK%2FTj%2BfgCDxH0DR8N1SnrDO7M9Qj3%2Fwf9KwgaDt8h5vrrHPUN5tPmFQ%2FvAucL%2Fv0OFRP9zxb64Ovj4xvx%2Fvbo6wQbBxsS5A3nHe%2Fk4v38KAcAJjMw6VH%2BHQDBBNwNEdPv0Azq7PIUGAMK0OzvMAAADBP4GA7z9%2FYD7v%2Fe%2B%2FfgAPEI%2FPMLL%2FECA9nk6RD68AEB4AgaBvD87OUR0%2FjS9QIMGhnwDQTz8fEU%2Ft9SJS8CCwTqGAoL%2BPT37AbxAeX%2FIgcaBxYHJQoV%2Fkz8GiDz4PsIA%2BYGCx75%2BAEy3fcBKRvrDgjhCxET2%2FgZIucM8ijs5Czo6RfXDBQU%2Bx0V%2ByLUO%2BnxBuoP6fUp8BQaIfz5%2Fgr5zc%2Fu1AoY9gLiJhbvGc4L3C0L8tP40O0sAhH40tgJGg7tzvTD5PL59vsRy%2FPqCwb%2BChLiGBzlxg%2F%2B%2BQEdHvL%2FDxwvAeMR4OJG%2F%2B8kLiEJLSkM%2BPARCzALI%2BvJ5gwED%2B%2Fn%2B%2Fgk6yTSww8R%2Buj6I9MiAekB9fcH5%2FjUENv5BODP3hPoDyos0dfABe311%2Ff45PIrBe36%2FPsF8wQLCOIN7ecU7O0h6QcV7Pj14fQKFePb3fry%2BioQACsODO78GucEAfoMIRIcBgsSAe8u19oMGCMWFP0n8BrnIhAP5eUc7v7sEfcd%2FfLf8cQQFAIn9w4K6v8c%2FwLh9PcdIPET2C%2FfGtszDxDeHATkB9Yh8v%2F7HvXu9dwHFCsHFwcNGhHLuAwAHwz26gP%2B8CAd9RPQ%2BjUX%2Ffn5NtwrGAr63NnvEArR%2FBf1BvoY7%2BoSCf%2FyDuvt9fz3AQEB%2FgQy4vciBgsNDP0I8vfQBPgGCOX6FPbN5%2FPv9R8RFgsK7OUuHCsh6gsWIO%2F%2FDhHq5Qj5%2BhTHGhb3CQcADQgd2eoR8vwYBAIL%2FPgS7C39%2FzzbAQT6HQcJ8BHlBN4HDC8dDRTyIOP1HNAK8Q7DGeZRDSMI7r4gHR0KIP0HAQkeEg0F%2FO0LAtv54AL9uAMBGw%2F8DCPSGAv7D%2Bjg7f%2FyKMrrDSwB%2FSHl8gr5BQP5EAj8%2FN4P9x0Q5f%2FqHPfpDd0J%2BgwS%2FQLs9gQY7%2FgA7PXk9fb20uzqBQD8rNgAHPXtFhoSIBfpIgMJFswm1%2Fz3AvL2LeLs6e%2F3%2BPDxHvXAEuMSAuBB0jTcAS0P6%2F3p9QHP3CvLHQIQF%2FjtBvsiFfPA8hHmDPIr9hJEGcYSBQX9CicQDPwOGBQPyxUQ4GDPRj%2FCHdy6HQLBF%2BDRzOA9PH8y2%2FcI4zc%2B%2Bzp6GOTiNPLfG0EX1BLtMeYjEgX42xcHG%2BojBQzHH%2FEm033lCvYO%2BegVFjgqxfLn0hDLAhDg4S4AAQYl4dH77%2FYOAeHqHQ4RGO3WHfnRAS%2FxzjMIBgXI9%2FUP%2Bv4b5gUZHBjU2wMF9e0GEfb06uICGu0X5zQS8urF7vkaAyzt%2Bc74DP4eC%2BMX4gnz6hQX%2BPMH8uAFAzIvDP3%2F%2Bxf1%2BPDvEhL60zLnD%2BojD8IG9frn%2FgcK7QTw%2FxLyBiMkCsf15xsJFzQO9QIFHfjpJf0h7uTz5BP%2BGw7lAjbn%2Bgv5%2FesK0RXn2%2BX7BPcA6fPWB%2B75%2BgUY8BMWFwsF%2FvAJGPjeRg00CvYLD%2Br9BQcSKPrY3ugx2RDqHwMa8A3kQRMdLOgKDcr8B%2F%2F%2B%2BvAOBP7hC%2FbpDi0X9vgFBgYOE%2F4DGvz2L%2B4O9MwFyRYvAgj9GPUO%2Fh0c0RnNwxrS%2FOIJ5xzzHQHs%2F7Ty%2Bw%2F36%2FYWIMbk6QIF2%2FHdAun9%2B%2BPn5%2Fv3JAkIBNXl%2BB0o2fQR0ubc9Q32%2B9nh7%2BD%2B5%2BX9KyoB%2FNgKKPwREyUG4wkAQCX1%2BwX3FQ71%2Fx81JQgNAfUGPf8kDivN0%2BsNLfgL%2BewXIgEi6eALCRQN%2BiXBKfQS9A79Ae76CQ%2FcHhka4dgUEAYq5dLS5Ckb9NcI7dwDDfb30OQQCPgO%2FTX2BBEC9vT8Gc7xFP3%2F9s4XEiLo5eD79hUdNgMG9wTs8inuF%2BUHBCsbIgoVBu%2F2Edr%2FDhoVBgskHPIxCwUX%2FvzW%2FgP3txETENsA4QTzHx7lOQQHAO%2F0EgUI4ubv%2BBLm9foJ%2BCsXDAcR8%2Ff69wLkDgfi%2B%2FXtHdIO5RId8QoA4Bvy0unqBB0AEuj%2BDeIeAOAF1Q4TDeHx8SXxKxzu9vT62CAY%2BPTwEQD0H%2BTZ%2FBTn9B0L8ubiFP%2FpAfH3C9b0Ggn%2BFAn29Rr58QgB3%2BzE9fnN3wz9Bf4UGQgY3%2B%2FoGyYRNwb1Ah3%2B9AL59e4ZFOMl5h71B%2BsS7SDzF%2FTeHxcCHf0C9iIBEOkBE%2FsRBwsM%2FxUhEeb16Ozz9fETDwAMAxnvDALtAQgPHRjtRvgNBw%2FxEAMm9uf09e0nHwX14w8D%2BPri2AEQ7%2BAlCeEG5SEm2DnoAyEQwhcBFADl6Q8f%2Bw4D9AIA%2Bg%2F4%2FS0T59fdAe4f%2Feb3xxYF%2F%2Fzn%2FeXoIPof5vbjFfz88RIP7Ovx8Ov0%2BwDdGZ3j%2FxXqHP8H%2BhAeCvkH7yL46ewYGATnDvUJ3Qfd%2BenmGRv77ub%2BOCfoBdoSyQ0JC%2B7eCvwG0PgH0fYYPRYU4xgG%2FAH13sQN4DEMIfXPMSoF%2BQUI7xAX9PH4%2Fwof17shAfYt0vN%2F4yn6sy0X2RPbt9%2FiDjI3FO8G%2FegfEPw2YO3q9xTe3SsJFfQUCtLyPSf%2FCwYG%2Ffj3%2FBoU8DoGFvNA5%2FcXF%2B369gMKFvb75wMXxvns6MIjB%2Fg%2BC%2Bve0%2FTdCube8ArxC%2F76GTX56A4f9u0fJPYLBCr3DQf5IPfkCwP5%2FerTD93y6vc6%2BPwHARXx%2Btn2%2Bvnp884FDAn28vfTEx0XIvHbE%2F79%2F%2FX1EuQLDu%2F%2F%2FQn2%2BwLrJP4O%2B%2FT%2B6BUN9O%2FqBCX6HPvq7M750An9AA%2FtAO8F7hEnHBf4Bfwf%2BRL2EeQqNwjt%2Fez87u8T8NXz%2FQgG4QYf8Qnz8fUG%2FeLsGfcSAw4E9ODs%2FBrT5On6FRH88t71BvQaAAgT4F0ZNBsC%2FgwXE%2F%2Fi8Qnb5gD%2F%2FNYH0AANFQQJCP0JGQsL%2BP%2FlACL15wD3Ew4dBSns9wcDEgAnEQ%2F75ATv5ggHAgPZA%2FvSJtIDGergGSP%2FCTIhD%2BgeBP%2F4Dwb5IQod9DIWAQ8OGfjr5QH2Fg4A6A4WJM4K4%2F%2F7ERbj6Rj19B34APjQ%2B%2FAsG83m8dvr9useFBAK%2F%2Ff7%2BfL8%2FN4ZBAP7CxP%2FARL7898WIgfzEgf65igEAxwdGvP4GQULHAbvJDoE3%2FoA4w8I5uwO9wwKDvj0Bw4EHPIK1hLf%2FfMOERvsCPMY9goG7c0DCQP24xvv4dgMAe3e2%2B3d%2BQUD7fwBGx0N%2FBv62xDpzRwOBjH1Efvr%2Bgfn%2Fyrr6vv%2B%2BBsT%2FPkNHPQPAQ0OBw3zBA4U8Acy%2B9sc7Rfu9xcGIRUjCBINHwQWAPoEDBDvC%2FPnGyAAAfPt9ScZ%2FePvBQnbC%2Fjs%2BOH2Df%2F4J%2F38%2B94oAvkMBwMmAQUGBizm7f0FAQr86BAEBwL4AgEu%2BOjv9P%2F7D%2Bzp%2Bfj4%2FP%2FnF%2FvvBBEE8wcb%2BBjgH%2B%2F0GxIGFdT0BfYQ%2Fwj%2FFQEIEwoRFwX%2F8uYHGPcI9xPo%2FQwYFREP8ecG6dIO%2FA4P4OL%2B%2FdbaAPv%2B9vcSBAgG7v0GDwjz%2BQQIDv4ECvnsGfYE9tMVBwH7F%2Fsv%2BwzeBRIH0xcb0wMBIx70AvUFFPHt%2BucNHgPLD%2B3s%2BA8CGAILEQwf6AUC0gD2EtwQBhIJGvf%2FCRsOHQsA3wceCwT%2B7PYQ5wL57A3lIe%2F4%2FQISCd%2FjIQjv%2Fv8UBf%2FpCf4Q5974FPndCAP5%2Byf18foL7vEG7fb2Kg3w%2FwAu6wMC%2F%2FUU9Of%2B%2Fuz7FA4D%2FgXo%2FP72F%2F7x7vvL5QPfIvD6ChwGC%2FH%2FIQQG%2BegXzQHtFxAhDQL6%2B%2B0M0eYI9OQZ8eIW%2Bw3r6vTyIPjrDQETCfXiHfXzDwr%2FAu8fLuz2EBYO8u0VBOYGChQEDBX%2B6gIOBvwZ%2BhbuIvsUJ%2F3YJxHrK7wwW%2FPQpLQLya7mx53X5wM9VgT07STrDjXld3%2F64PY298saMTUJ8fA73jY4CPfi6eXd0fL76ux5EQevE9cy5xIIAvIAEhe8yxXOKuUZGMjf6Av0KvLz9%2Bn%2F8Abzw%2FIUOS0nKPoZ9fImCszVKtrv%2FtUDFzoO%2FyfCDgYUIdLK6OQX8uLZ8Av82fAK5%2BXpMAQa%2Btm18R4SF%2FHa5%2FEQ9e4X4BDm8gAHMODuChse5Qbs7Qr9GhrxMPgK%2Buwj%2FtL87QYP5An89%2BKt%2BiroEtQSAfr97c4EIiMJ7SDhIwQH%2FBLV%2FwbVJQ3U9A7rB%2FIEEC0HB%2BoBE9IP9MPjATAQI%2Fjz%2BwQ14PPzDAAN3gTOIBUQ5wcZBjf65%2B8KASkiHyMiCxAS9xIa5iAY%2Fw772e3j9%2FYc9gg5CR8e%2BTA9Fu4Vzh3iCOfb3Bbw5bsg6wwXLs8BBAIK5Djs%2FNrc2%2BkH%2FQ3y9c0KATf07%2FzW%2FP7oFQC52MYP%2F9z%2FDjL6CTjqCgoItO4KIQz2FSAk8gE1LA7pEt3x9QgoG%2F3%2FAuguBN8DwyDSMSDu6wm1IsTS%2Fev2w9wKAeCYBBDk7N%2Fq2iQDvBYOKv8c%2B9jp5xHnAv4r1%2FPn9yRCGR4F4gz0ANv9HPPl7xhBCyj%2F5yMX6hn41rz02%2FPyI7oGGfrS9PQb%2FRbSEuYt7wAK2DcS9ikN3AjuBPUY8vHq4Pb0wQT1EvD8Fvf6IscPGwbd4vADEwAl1PkA0BA8I936%2Fgj2DfcUBA%2F50fD6J%2F9AGBwcBRkNJR4RD%2FMy9Pr97R%2FtGQk1FwoSGusqKSLv2gToEQPjBvseJ9P8vyEMsTcF%2BhYb9UPqCfIqOwTa880WMRvd%2BM0C3ezjEuEJFvYoBegV0%2BP2AR0F%2Fur57RHL%2BTIi%2FeJC3gQW%2Bhnh7hSt%2BxAfDigFKRghDMru79QEBxTvCtUXGgT1BMX8QN7uKgLlx8P7Hxj0N%2BYFC%2BntNQsWBMjuIx3XN%2FjnE%2BAkBxTS5xfbHRUfQybnHf4v8PAVCwoCEbwDGADl7urs7O8RFxUA6P%2FT6xsM%2FuMm1fL59B3cBfII%2F%2BYQ6kUgHAnj6QAbveToCO0i9EgYDvgb%2FQPQCPYSNf7oEhsh80gMKxEWHwLoyO3o2PkM6f4FEBIT4xDr%2FgcMAQ4X7gQaLhEQNQnRDxjeIevwAx0eDfka4OwEGBTUGDPzDzEZD%2FAM2uEM5vndKBYK%2BA3dGRkZDQbt%2BQXr0%2FTh4vwA6fjxFCf68e3o3wzi%2BwMhEAPt7vUiAQ8WCQ4f8%2Bjt5P%2F9%2Bw%2F4E%2BTRJPHVFQrJ4gHW%2FgcM5unyBP4R5%2FsIAf4ACwzR5gjpCPnd%2FPoUAvnQ5fYiHAQh9d8nCzQh0fwc9h3j%2Bwb2De%2Fm0Q8dMWbHFW%2Fo3u%2FZOuynENmtsrDzS2k2Gin96DdTCSZ%2FIhDcNvDWJD4P4DYA9OcNKRgKv94NHs%2FtDCXzSSIaB1TQAvBAKfXw%2Fw0g5uT1wR3aLBXK3Cch%2Bi4vwOLvAMPs5ZbO%2FyQaD%2FP%2FDbnxIyviBR0S8dnWB%2Fb%2F8v8M6M4Q9wzlv%2BT16AgMEEHUCNkEDfYc3ir8BRe22xMiGRjf7fro9SAPDeb99N7c9uY0AeIJ7Lj0A%2B8uCPEF2RMG%2F8YsFf377wYIA90oHxQH%2B%2F3Z%2FSLg9NkY3O4JGhsXIc3cCjDy7AUR7Nsc3ggKAf%2F74t0I8CzgJf3U6iUX5OXfEOYZ8hP08PkNFvwC1%2FzlJN8g6CAd4CAiC%2Bro4g3n7RTyZw1D%2Bxf3AecbBxDe6fwe4OQJIwztFf0CMz7lPAodFi0SHsMSCebe9gEu4vrhCvkXJjsWChYNEQAK%2FQMEHhD7%2F%2FYx7ec63P%2Fy09cTBOoJCw8F4Su3%2FBbW5%2BgIGCguEkID4dqv7ADq7MckNPYGJg0K4%2B%2B54NQQLv3qR%2BPUNQ4X9%2Fbu1Akg6QbpohbR8unk8Nf69eTv2%2FICzgUK0rUTJgzSCDwbF%2FcSHxkF7BbxAfDrEx0b%2BSv43QIJGSRWUQ3o3%2FcJFxn34QQuMP0b7%2F73BwQODwYCCv326N%2F0BOfg%2BP3HK%2Fjt8NUd8S8ZCNDnzCztENkCIdTwJ%2FMP3A%2Fx8ucR8hYGFwAACOzw%2F%2B3wLdIZ6t78JiXT1hn5EO8JHQsJG%2BvjywXNI%2FkEHAntCRM0LvXqL%2BLK7gEn8BcdKQY92xJEGvkJAOUR1xny%2B%2BP2EgUCFQ3jPfVBINEAI%2Bga8RQD%2Fd3pINvt8VDrJQn3zCsX%2FSa9MATfEwP%2F6Pzn%2BPgoEOvj4hH%2BydEY9hjTEQUZ9%2BgU8%2BIkAiYOD%2FEI5hb3NAH31OYIBv0g7QPoCewhEgvr%2BeYOFO8BB9r76Pwt7gjSItoBGR0yCh34%2FSDb1DcGAuj77Bvj7PTs9h70GBHv2AHVRgEoIfjp8iQhHhMY3uAT8fESAREQ8u4i%2Bxb19O3YLjgKABTr%2BQMMSwAg%2FdEu2iT%2B%2FCkkHMUN3xDd7QYj%2Fwwl7SPoBALgHdZCEhjuQQYsE%2BzORRkvCxHqDRQFN%2BoByALuByoP9RrZGvnh8fka5u8f6knaBxn0nCQlHQ%2FtDSUZAOv6DfEX%2FhDcCAkV9wDf9wADCAUUyh4s7OzZLev4FQgI7uYWFAL3Fcz%2F3wsQ3tT23gX65bkYDCbX8Rkq9gksEO8SCSHoIun38gYEDPzs5B7t1BPv7e4cn9j85xn9Cw4b%2BwgNSfPp9yMm2c0ozOwHEvEZ3esK8gPa5v%2F%2F8xPqRPX8TAsF%2FCIi3gxEG9QCDhoFH70bDOMlyb1p0v6flSwLr8XbgeUB8AtL9RMi9f1XRE5DSCvVChnt2iA1FC8y6iwBPzwpFgnhA9bEBQve5ysGCPgT6s3lUAAC8AYPDt4w8tvg1BEz7%2FMt8BwIHsj0FA6a85nY2vgGBAsKAv%2FAyTLvIdf86%2BnyACn4FfPPOx3E9xzS6Yj0EiEfAgnz8ey1%2Bvz%2FJwUN9e%2Fc07%2F%2B8876zQ8s8vgaFQD89BjGyCAKDPPn5vfrFv3xI%2Fb%2BIvsS%2BQf14AUFE%2FYdNfDjKPPjFvgH3tX2xQbeG%2BT9CgjoKvDm3%2FIOGOjS8sb8AvoRCgfrIvPn7fMhBjnrGCQcGwga8dwLBtIgJxPm%2BTX6IuzY7zT8Ctf29938NQTtO9gbHPYVyT7wTDkL8gkeGfHV4%2BH3PPBMAw8B9AsYA%2FQ3HD%2F0DtAV6QD8A%2FXwBu0t%2F%2BAcEPL94DEWHSnq%2Byf7APUf6BIF8xBtA6oPCxfNAfENPtoMHwULAPEY7iEgNA4nOA4hI%2FMMzv8MBAINDfcAJCkkBR77ECANzu8TGhzP1GS2APgPvRQV8%2B5K2eHx69bk4v7zFBf9%2FtvT%2B%2Fj7FaLUIr3OLugr2O39DQkR%2FA0WIfEoBzr8BwQJORYgBDL%2BCfv%2F4BkF8d%2FZrPYW3f0B9zL1F%2B2%2BCvcIBCkNFvgT%2BBPQGAgC18EM%2FzHezurnOh8FCfrM3Mz76%2Bv3%2FTHZHfMUFQr7%2B%2BjtMRAu7%2Ff9E%2Fj47QkN9wL03fYH9Q8vpxDMD9ISG%2FgeEwDV8N4K8c8I5hn1EN8O7xHjDzDa3hQLIP7%2BFDUbKPfuECUJHPX41%2FQH7frn%2FiEP%2FQzdJA3hH%2FP9KAkWMOUK8Rf%2BBQL1CPQk7%2FYe6Mkr6xbq9fwLDDL%2FEswF4Qnf79bb%2BhEB%2BhbiJAgg6Ac59Q7UJhXo89MqDBAyA%2FQq7%2BP%2BG%2BK8TfH64bYFCvb5E%2FsWKf4CEBkRBzL3%2Bcj%2BBfM2%2Byb91x35FBMC6gcO%2BfAUtgcD7QAB9%2FUW7i0N8QDINRkE6T%2FxLkAE%2BPUW%2Fvvy7AD1KdMZ4%2FLMCwb89AwTD%2B8h6hP8DvP%2FDhHeCw75GBHfCAYE9v8lEPvSBgsz7fUO8RcyDecj%2BxsP5CEW8Bn48xP8FOgr5kr6HdMdFBzqLjUNBfrRCvkV%2FAD39wb4HwY9Gwjb%2Bf3o6Q75JvI1%2Bfsa9uu8BwTf%2F%2BkWIfMAFejcDSsL5f%2FzMAQX9x4LLAT%2B5iP0HfgJ0t4DGQszGjvj8t7wEOsC%2FfgT3P7uJtpC2vTl9dUK7OHxBwwc2TAf3%2FYkGQPi7usECvbv%2FuvWHqbf7uAA0UMd8N35GDM%2B7PsEJBzpI%2FbF5eIL2xkd8O%2F7%2BP8Q4%2FTz8wsv9%2F4WAPfw5vEMLxP8Dv73Hw36EP3wId4YP9%2FxAc8fFNz%2B4%2BHv1vokJfbc8zIJBhwDUX%2F939Yl2eIxIxj49AEY%2BSM0EfLwA88A7P8M8fsnDAPW%2B8XuGugM%2FeUA%2Fvbs7evND8b%2FBujf%2F%2Bf1IfICC%2FzhChIR%2F%2FgRG%2F8PExIEANcDEerbLeAFBufrAPcB9xHa%2F9L5COP59BX1194G%2Bv%2Fl%2F%2Fjy5wcF%2BOP0BxDmBRMjEAsH7QL59xX86Pv5%2FyL87SfJ7f%2F2%2B%2B4B9hUAJyLiA%2FgX6wT59wwb9Arz8hwO2wUH8v8GDBIF%2F%2FD6JATkESsL9PPkEuv8AfsK9gLpFPkPGfjzERP2FRPv4u8LIgLsBtoE4xv7CvYNAvQD9P3P9OED688M9wIlD%2Ffv%2FAjb4vIs2u8W%2FfUi9AwMEQIA0QPpBAbw9v7p7eUIJDsXABro1Af3A%2FsDEu4x%2FQEX%2Fw30%2FiIz%2F9r6AhAC%2FAkLGv%2FxFtXk9QkRJj30%2Bfbu9S748%2Fnl7f4Y9OHF%2Bg77%2BPQU%2B%2Ff2ABUy%2FgoK9yb0IuT6%2FSsgCSMo7%2B%2FOFQUCDBcL%2Feb%2BAQMU7OoUBSTwBy756gjwCM4gE%2FAJ6%2FML9fb1298c%2BgL%2B%2BgkS%2FAgAOAX9B%2FINBRUDJvcf5xQTCwr%2FF%2F4PDRfyy%2BACDPHw%2FQA%2F9vrjHeT09vYX8uXxDhgUAdflDP3V2xMsDCnvCOULEAwWAB8O9BYe3AL9Cvz%2F4PH17uXx4wXj9BkcE%2FzsGOz8%2Bi701CVL4PsF%2BvoH6fgaGBrU5v8s%2F%2BIq%2FBHx5CP8E%2B87ATTg9PEKG%2FT6B%2FAP6BD%2BFuIXL%2FsW%2FfnpFwsR9AXy6%2FHr9%2FDoEPn3O%2FT5Df716hL13Q30HPUL4voiAu7WD%2FoP8R0XFOv0svrxI%2Fbr7Awg8PMR5f0THA0KA%2FwB6hjq7f0lITQaJAH94%2FwU0%2BPb6gEfExHZHQ4e5gz95wEpzQXm7f7qAvcmD%2F74IAMBCCsd494eB%2F%2FKMPcQAOgUFews9gDtGQjTAA7%2B9Abp%2BfAK8Bnj9QIOCAD9Hg%2F2CPca%2BfAJ2NT15AvfGA042eMGBg4FGgveIt%2F%2BGdgg%2FuDf%2F%2Ffx9QsRBe0bBhQBG%2FYT%2FNgd8wvsDunk9iIlCh%2F0%2BPsVEvrzBxz%2BFxsNARXTOeAQCRfp7eLaCf0H%2Fuoq5Oby6gIW3BYOCfwCB%2Fv79gsPBcT5NhgF%2Fu8g%2Bg%2FeNRTm8uvfCATgI%2FL4EP35%2FtX0%2Fhbz6%2FreJP0NGgT4%2F%2FMSF%2FDzDgERF9kG7O0J7fP0Fv4K6Qzhwxrj4g4OCsoI6wMJBwkYDdrt7vbwHvrW5RH7LerwBRYRER3wCvHr4cvo9f7b%2FwsR%2BSj%2F%2FfXg4xDJ%2BfQOH%2FcA4v8bBgHH%2Fv%2FZAQ73KssyF%2B8c%2BBDr6Ozx9%2FXu%2FgMVxPQa1i3K%2Bn8x8%2Be0E9vQ9Neq7vMXBlwM%2FxcIBBsz%2FC9q%2FuX%2FMOvbEyAn%2BPPq8voYADf60Qr%2B6wHwCPzmUxMGvwbvDBP7Huz4DPAA7xH36wPBFDzUERsIGCb55en5AgMLDsLTIhgKDBYBEQXmEtDW1zb57Qnz%2FPj%2B4%2BEnCREJB9rWvMHixigGBgr8%2FQvqA%2B4xBOjdB9nw4RsBMAwN5xHwASwd9AL8EPgG8vclDQUZEOz5%2BQQSPC%2F28Rrz%2FNTjCCX6ACEm8OgjFQkg9AbgCfPs%2F9cI2Pn6FQ0K8OoHzQzp%2B%2BcV%2FxAGAPwf6AMX9%2FUA9SRKAvn9Gx7jDfneG%2BIL3yX6FwX%2B9%2BIF%2FAnLE%2FsZ6Bwu2QcFIRkZ5dX1BgoXNC%2F5PxL08QAI9QEb9hMv6OkGy%2BoeFv4EFDgHGSEU%2FBD3%2Fcn1BvQB8Qkp%2BvsXGQUWEv3oGQD42uIe7PHn8PPeEwsfyfwAGPc%2F3PoU%2F%2B8SKPgbyRLD5gToBuk2%2FPcG%2BwDgA%2BsPIf%2F%2B69ISIBL9ORX2%2BuP%2F1efvSf3rFhT0%2B%2FTrIgcd3v7%2F9%2B7g8x%2FMHdfnAN%2FrE%2FkC4f0RC%2FMM6%2B0oFvXi6yfeCdn4GwgQHA%2FvAu7mQw4C%2FBcZ5wX%2F5AYSDPjv3AQW6fsGDuUCFf8ICQ3l2vYPIiAIJOH77u7lMuol3Q3mCfQaGObo4iom%2F9r%2FBOLS%2Fg7w4MQBA%2B0g6goFAwQADSvg%2FucM8tr6EfIZHef1EObsDAb2%2Fg38HQg1ISQlKfUK8QQP9CsF6gUX%2FwsM3gb3MN3oBP378f8E%2BuIDDAsMMwv01fcO7v%2FwBRQiAvrk4PQcFO8NEA8XCjAT4vHjTfgA%2Fv%2F%2F4xgSHDbS9OsS7RkE5wT28xT6z9%2FXCf4E%2BB0V6xkKAusIDv35%2Bwb5DeAf%2FOTu6xwMARwB8R%2FtBw4n5O0s8fAS2hAHFfUH%2Fub8GSUADAgG1OQHCy0lDB3xHNUl7Srz9wH07vn2CyHx5hL98xYA9fwY9QAG6QoA3RPqAdgj%2Fw70CgQCNdj04%2F8hFef0Bwf7%2Fv4BBxINBfTyBQLR7tH35vDsBOga5PQH7vUA6BAhFPLj6CXq5Rg0BNQUEAH4Ahwk%2FPYl%2BOrsIussBv7oHjAY7%2Fb36eMMCvH%2FEfThFfjc6QEM9f4XBB3%2F8DD2ARwK%2FDQp0Q3i4AEPDiX%2FFwXr7wfw5B0S%2F98ZFhAEFAMM6wgj1%2BYY5fQR6A%2Fo7QsHBQ8B4%2BQJ5fcF8tQdEirq8frz4tcG8vnvBgb46s0MHfYMJfL3Qejy6OY9%2BAjs3SYM%2BiH25CXsyfkc5OXi%2Fxz5xeYM%2Fhb69xME4O0UzuP9%2BfLH7hb2CvzXAOA3EPcB%2FBL%2FCikLNOYWDyn%2FDSoSFe%2F8CsQc%2BPoAz8x04xWwr0kM7PnZk%2B7XyPlyFwcs5dgnJ0I2fwnkBBcM3ioVBwhF5xEJJQ4WC8z1Cdzi6woG6ln%2F27gW%2FPf1H9TXARP87dcRCt7e8wE47eQq%2Bw4z%2Bt3w%2FQDy7c682hcE%2FQr7CwYEuCD3%2FLEg8fbmGBXt%2Fe3ZIATy7wXS78ToBwgh7wcWKQLtBgfvAPsE4QnfzeL3NPQm4SIN%2FB8QLxgb1wXp4vnaBAEoEOn5FAPv%2Ff7nFtkbCyUI7%2B7%2B%2BvwQTvH9IAUb6Qvw%2Be4b8PbbGdwI%2BAoGF90D5wsp%2B%2FjzBRADH%2BYVCRjKE%2FjlG%2BY5Hfr4GTD%2BAAge%2FfHgI9kQBzDeCxbeAvME9RP378oOCuv3FO8CNOT5%2FwgG4Ar4JBkR8Ov9AwTytQMOMQMP4usf%2FPknDR0xHCD7JQ8s%2F%2FnzBgMW5%2BgRIekb9PIQFPkD%2Binq9A0GIcYB9CbzGO8xSsn7FQP1GCr7DtQOAiQA76vqyhwN8jABMx0PF%2FAEBBgWHBIB8xvpEBX8zEMC%2B%2Fgg%2F88GFBnT6yvrCSUGzzcfIPsR8u7B5v0V%2FPce%2Bwf68xTxJ%2Fr4Jq%2FqKtXnHuz%2F%2BO8K6v0E9Aj6A%2FH7AzDqCQoNJ%2FBF%2BhDwEPT%2F6vgMzfLY1vcB6AHoGjfXIP%2FV3A31HiAKIfYPCP%2Fc8wH%2FAcIH8PoWvif97gMCGPvJ%2F9DwAd4Q1Q7sBuwRDfr89xL7GAEl6%2FgH6wMB6xwA8AjXDAH7%2Fgch%2BCEQ9cHtEQYmHQDuC%2FYWK%2FbzCAbcIRUJAe32Cxjl9hHP8%2Fv8KBEEHerUDAQREv4G%2BBTxuCD2CxgX7w7sACgEBg8ZBPkW%2BxEJBxYdBvH%2FCgoS2A0Z8gbkJPIE%2FvEJ7xUW%2F8kG4P8a%2BAb%2BBO4dC9%2FPB%2F0c0%2FwaBwvkG%2FP4Bd4kBf0e%2Btol3QL57tztL%2F3zDsoqMPDV%2Fu8rFhgNBP0Z%2B%2FPaA%2Br%2FBf4Y9zYA6w%2FsIjERBs766PI05eAL5PHl9d0FJgIJCgbxHiAp%2FRXnHiL99BUFDQW2BOgAGALw7fHUKgfV4hAhIvD%2B5g8L5eLpCf7ZHBTiEgsEBAr%2F4gwWKAb46PYe5PIEEhr9FuLLGxz7BtkI4hb26SwUFuM3sQ3%2FFg8CChP%2BJw3yFwbv%2FwQK7%2FLmC%2FLeBwQpE%2F7R9hoNACn%2F%2FvoBEw8aBfP9AQcQ2NsHB%2Bz7Hf31BhQN3f%2FtCwbuEAH4%2FwYC8PEUDuwJ7Nwh%2F%2Fv%2BDB%2Fw7A4P6vT8%2B%2BnzvvvLFtEdD9IIDwMTBQQaFgMF6DP67%2B73Ewbx9AkODeH3EM8KB8T589sP2xL8AwQM9O869OgTDPjlGsrs6AIT3%2BcM9QLy2OkNAOL1CPwRBjYQ8gD19frwDyA4D%2FQCEt7XAQ4xScj%2Bfxjq17hQIdjP1bHX4x0wOeLpCycNRTkKc2AYIvE05ddWIBcLKS3JEUIHEPgN6BH4CP0U4%2BweFAvV8ef1GwIH9%2B0dBBjp%2B%2F%2FKGcgjHdHrB%2FzqIS7lzvntvA387%2FH5KSn%2FAg%2Fk2coL8Rr%2B%2Fxva8eIF7QoGGyj60fbm%2FBjd89TZ5%2FMUIO7w%2BwEKzh0F4NMZ1uzoD%2FE6A%2Bn3DdsvJxoO%2BNze7uIeFwkKFA%2F88esZ2gAhGP%2FJDukM4uwNCvTZLxQIHRf2%2BQsN8%2F4ADAHo5fHlFwIOEd%2F04w%2FS8f4N8B7tFPrkA%2Fn04hzp9M8TBwnn8BIUDdoA6%2BsA6QHIDwkM3OD46%2BwDCvQCCv8LAPzzCR0I6vjP9v0BEuM72izaIwULGRwo5Abe9SL%2F%2FgnkAvAbJP0LFAMe%2BRDfJvwX5R7V%2F%2Fz2LCEOGCUFGQcqy%2B8dwPtGD%2FUP%2F%2FMfAfnrB%2FvO6jcR7fAF8UrK0RwSENn4DL%2F7%2FAX2KhjaBRvrFvgEFv7r8Rng1jv0Awz6BwDx8AMKCe8bt%2Bog1ub7Ihb%2FIt%2F1HPX8%2B9bYNsgFHfQG7hXZ2wT43AfYHgME6hD8LtsiJgUALg%2FvHkLeQOw06xU4FRUQKg3k6A%2FaEgokMAELDAIf%2FcrtHwoBCe70G9gOCB0h8PX%2B%2Fe%2Fr1u4U7Ua1AO8r%2FucHBfcLAyoP8vjdEuUb7wgUyR4cOPf%2BLgknDPrtA%2FwNCEsCD%2F0%2B8d8V6x3tyuEt6w4E2fMR8t8R6RDj5evcEt7VCN4B7NkKBgQi%2F%2FdUByAZAQX0DNoo6BP9CvgzAhX%2F7%2FLd%2BhMfCQgQBikM%2FRsC1iL0zgMDBxYMC%2BQe3Pgh4Q3zJf4N9NHp4CkU9BMH7ucK8P3C5ucg7SjhEQz%2FBRT6CtMC7hz4IOoH3eT37BT6NPr%2FJBa3LN4SAgkNDhwR3ffjAuslLPQPABgHDNvt5wq%2B8APYAwQFA%2FJI%2FSLxLR8iBPLqDPYK3vX0Ae%2FN5%2Fn5Gvf64voM2TzzSvEF%2FhMe5vL%2FFRMAvhO5GB4b9NcrHB0m3DjvDLz3DeT6JOTa5ukF5AAQDEkL8hMD9STyBx4J4g8dFQDrDfjxJRPxDwU6CQUl%2FcQYLgorCC77%2FvEdMTHgISQY6BAX%2BPv1yuYQ9eICAxsE9N48MR3XCt4J%2FwkOCizzCu8UABzXAezz5OXiEhMaCeEdAvr5OQknCi3p%2FBrrC%2F3xANgUI%2FLs4PbrJRwpGQxBzPne2xHtA%2Fn6%2BeDr2g3iDC33I%2F3yIPXm4wMAAdkN6eDHKCkdCfDxIBTY3%2F7ED9q4PQfU%2F9Du7Pnh7vInFx7rFg350RfdDdz6KsoMNhDs6dQMGxbrB%2FX2IQAVIfwlGwQPCwnW7if%2BA%2FDc7C8J%22%0A%20%20%20%20RAG_DOC_SCALES%20%3D%20%5B0.000858851%2C%200.000827314%2C%200.00112774%2C%200.00116172%2C%200.00141103%2C%200.00102863%2C%200.000995724%2C%200.00100769%2C%200.00132985%2C%200.0012193%2C%200.00116325%2C%200.00108687%5D%0A%20%20%20%20RAG_Q_B64%20%3D%20%223lbHA2Wo5arbTdSu7de06Mr%2BLUUb8xQF61JsBkZaGtvkLwLWTB8uBGPLGdo2JUYgCsgN0s%2Fz%2Bi3gfzAfABvi8QI5%2FfK4BjESA%2BwBphvoNB7byuETBwwJ3%2F7gHsEJqufp5gEOE%2B7v6NEAPBo2xSbjBQUUMAAI7sEsBs0bAhoH5%2BP4GjcBH9nt9eEdD9Yw9wXh%2BOXB3ez19C3rGfb%2BCQI0C9vX2czZDv4mAfsO3OcS5QcZ8%2BLl9yHoHurT%2Bff6GSsqxQf%2F%2BQnh4%2FbS5BDh0vwW5vny8uQX6%2BXY%2BeQdE%2FkbCgkN7fIb7O7%2F9ucV%2FyP3CSTO8hAN9BX4APbw1QUEAuwMJfn%2B5N74ItYR9RsB3uUZ6uQ%2FCSXy%2FyjaIDwpthIY%2BwEa8gTwFQkt9BHmAiTgCjEYE135HuAhAB0DEvkvChfo2Pb26i4IHPAGIQDvDNXPGQInGAQJCSvwHzT17BY71e8S8vML1ycdCRr0whjDCzIKEBY2CG8H%2FD8R8ufh5BgT9QINAwMBFQELFe25AAEULdTTN9He8OXq3Pft8yHv9unzzxXh%2FwHlGPsv8eAO8BP%2B4QL8v7M6AQUIGkAD8gEg%2FxYO7PspNgr%2FAAvt9zPMLtAH6R8EF%2F%2F7A%2B%2FcBdfUyQw0HQE2%2FPzyDRgqANIK9uXfAtHqAQfe5fHoMtaeDdYtEOsDDM0V2wMU8gMpEvbiCAkJCtf14Q8I%2FxLmF%2FT88dv30QnnSOzm8fn%2B%2FyW4G%2Fgu4uDnBAEr9scM1CbEJxj0Lwz45AIV2%2FbwIfsOGAAFD9YmNxYny%2FcsO%2FEM%2BPwB6AcAL%2B%2F0LSvrCQb3RdUy%2BsEJH%2F3%2B8QnjDTDE9uPXCBnn5A%2Fy%2FQwX4PeyHATnNPH4CL0e1wgGBesUI9sTuPDbAycfLSUL%2Frol%2B9D16yoA3%2BgC9z8LLR3u%2BeQOJP7b8gHM9%2BgDIfol4%2F3wyxsqGfb8ASIJ7AkI9brGGPgRC%2F37EBv1xwXn8e3iBR0J7u%2FdCP3uDs4pPOwrW%2F8mNxDwDBIR9R%2F34vUfz9oPNxchEtEK%2BhEj0hbOLdUt8QcXI%2FQPCfgbANMP9ijv6Q4aJOcoBxTu%2BA4aGSso0OkJ%2FBDX%2FOnqJBIEGx848%2FfSNP4o1xj67tImJtwN6dwmB%2FkBGvMK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