asusstore12大分析2025!內含asusstore絕密資料

特殊手遊模式扶手設計、及可拆式隔音屏可避免外部幹擾並提供身歷其境的遊戲體驗。 ASUS VivoWatch 5是款全新世代智慧健康穿戴裝置,具備全天候健康、運動、睡眠與情緒壓力管理等功能,並可透過遠距分享,即時關心親友的健康資訊。 它具有寬大的主隔間和用於筆記型電腦的快速拉鍊,以及用於存放日常必需品的多個外部口袋。 ASUS asusstore2025 estore 價格是由 asusstore ASUS estore 所提供的產品價格。

ASUS 100W 3 asusstore 連接埠 GaN 充電器是我們首款採用氮化鎵技術的充電器,擁有全球同類產品中最小的尺寸。 具有同時為三部裝置充電的能力 – 兩部透過 asusstore asusstore2025 asusstore USB Type-C® (USB-C®),一部透過 USB Type-A。 ROG Destrier Ergo電競椅是一款具電馭風格、未來感十足並可極致調整的人體工學電競椅,配有多功能座椅調節提供完美坐姿。

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M2cYrjv5QTgPUYdM4a7beHIQb/hW7WG6K7EwMwKZI9A45SfZ67DI9qx7j/g+w4/4M1ngvVIw1vrFpJbMT+aWHlb7GwfsrHVpQrQlTqK6aafoy0JypyU4uzWpyRw1xBa8QaNp3EulSN4F7ClzCW2ZcgHB+IOxHuDVhfas1zJ4kqq8mPTYVpzsIu9S0F9e7IOIIXh1XhW+lQBvzoixDAfU4JPph1xW2/mmdyor4w4nyaeRZtVwUl+Fu3nF6xfwPf8nxtHM8HTxb3a19Vv8xv55ctupA+obU5HdXiOASTnfGPSqPtR7Ruzjso0e1TXNTa41+5DOum2zCSYLjbmXpGP6TkDYgZJArkztG7wPGvGxksbC5Oh6U3MnzezlPiyKf8ASSgAn12XlHoebrXL8McBZtxM1UpRcKX55aJ+i3l7vicfmPFuXYGDX4paqy3972R0d2g95TgPgJJrCORta1qMlPmVm68kbA4Piy/RQAjBA5n/AKPWuWO0vtz497TXe21TU/mulAnk0u1zHAP65+lKen0iVGPKqnOcD8JVURIvKigAKAAAB02r1IJHKxxo7sQFVVGWJr6G4b4Aynh5KpGPaVfzS1t6LZf38zy/NeIsXmrab5YeC/V9RhY2Y8qr5TUiCzklD+EoIVSXJOAo65JOAo+JNVuqcS6Rol3+DI0fVtWOALCyIPIT/pZfooPcbnf2610micQ8UjPFt1HFYhuZNMtSUtwQcjnOeaU5wcnbO/Su82Wx19PW47e8W2rymx4YtV1q6U8skxBWxiPqS/0pT8Bt+yp1tpd1eut3q9ybi5xgtksFPQrEnRF+AAz1JJqwstNtbSMWVpahPD8oES4IA9l6D3yKs4bBRPG9zKEWSTwwdyoyMZZgNx0G3rUpXDtuyJFCoJjtkXlxvuBg46cw3Hr/ABip1jpUVzKYWmiE6IrLG6kc2Tjy7YwB6kj9ZqdPDNpk9s8VxFLzLyNCih+UOpO+xCty77nIO2QSal2OkT8RzNcWvzRBbLKRFHOihVjVeY8rEMWx1GfMC2AcEjMqdtzWliOkfj0IVvfPpNxdWbWttfxQ5k5iowrgEAGRRl026A4BO/XZy24bu9StZdYWe3UuUeELKvKnOMr5M75wd8ZHuBUmyubTQ0n0m701JrnlWG3aBGycMGDAghB5RykNgYIxgkZVovD91rguGs5fBtolluJLeK4XlRA2DuQGY5O6j3bY4JrJeysjEotvmbKx7tBby2qaarSYZXVsiOL0JLeu42wCd98ejsPDU9xGk5lNwy8ghDMHRSQDsoIHMf0jv1GetWdlcWWhxS6Zc6ZG12OSKLwozkRqCfLjCKpGM82ANunMuYyaVdXMMjPBMkHMzfM0lwpXP6RAY4GNj5dyOnTHZWM0W7jM17FcW/zGDSeeWVyrEsyxRnGT5jucAHAQEn1wMmpdjw5E17HNrNxPIVbA548+GF/Rj2UtkHJwCTsTgbKuZNDi01be3D+KQGtobdQZY8Dyn0CKAMEthfTqQtIuLPVNbZm1q+LRuAPAgDL4oAAzITljnH0c4A2OetQ9CHF7JiXv9Ln1Bo9JeSWJM87jzIrAgY5xsWPsOmDnepTosiMmSAwKnBwcHbY0S6hpOjWy2lvZ+PcyKqxwom6bHOF5sY6DnfCjGOpFMwG9khU3ECxyE8zRo5JC9djjrj0x6Y2JyKuL6E0pd20r6Ee8vLt0GlWmjxNK0rSCeTZVTAAywwSBt5QBudyBgl+1s47e4gi1afw45GjXmUE82epAP0tugPXPr1p6/udKjtbSayuM3cyYiQR+ISS23KoOeQjl5icYIO42wzfDWdYumudcu38LcGHnMhkwMAyOwy22MAAAepNTotykVKStHYhC8tJrp7a0kM/hEhig8qMCPKW6c2/TO3wrO+y3tj4i7GeJxr+gstwkyCG/013/ACVzFuQGbB5GU7qw3G4+iSDhfhx2kK29nEkMaryKqDAA9h7VAeEg4BOM5qr1NuK5VY+tPZd2lcOdp/CtlxbwxdPJbXQ5ZI5QBLBMMc8UgBIDqTuMkdCCQQTr7vj9n9/xl2aniDR7uY3nDpadoVYgSQMVDsPZlKqQ3ovP8K4h7DO2niDsT4sTV7ENdaPeMiatp3PgTxgnDrnYSLkkH1GQdjkfTbgri7QeOOHbLiPh+/hvtN1KASxSKQcqeqsPzSOhU7ggg71icbGQ+XnDvYlx/wATzKtraNInMQGSFpGceh9hvvu2R71ungnuQ8YapPb3WqRSW5RllDSSlMMCCDhN8jG29d8ado2jWI/xLTLaLcnCxgAVbReVeVcgYxjNQVaSOc+Be5lwzoVxb3+pXjvcW8iyo0SiPDg5DZG5Ofc109ZQ+HCiSMXKqAW9Tgf+FRYgNs74qfD0x8MUBQ27RWmtT6XLdrIzo1zFGWHOIGYBtvUK5G/s5qr4ovYtGVpbwPO1yzCOMjyEgAeY4wqbrvv9LoelY72p211w3xtw92iwiQ2dsvzDUOUFh4Lsc5A3Iw7faAazDi/hy34u0GTSbm+uIg2AtxAwDhhgq3qDnCn7BjfFCjKPh3XbDjTSL2xS3a0ltSIJFVwfDyMo6EAdMe2xFVv8s2si1nqUsUd1AxjlB/SBwSPgeo+BFYtwp2U8SdnfE13xFdcaahqttLHiUXBVU8Nc8qoigBcbncliWbJwABL1DTbTWb2bU7u3VpbhuZjn7AP1ChNzfYbevS3tTSvk9aXzAChA5mvC+1NvKoI+NMz3kMKFnkA22360A+ZAB1+FMXVxDbRNcXMwijj3dm2AH8A1UTX+pajMtlo8sNqZUJa4lTndB6lU+ifgSSM/mkddT94fu93HbV2fXPBmn9oOv6bqVp/jkVyZuaG8fH+RuowArJlchV5QuQcEDFAbdu9XKRJc2sEtzBIqmMQAM8pPT+qMb+/1VSXyatqlhPLfaQiwOCptl5S8i7gqSSPqOfjXE/dq7zPE3CXHVtwdxlpFtpVgl0eG9eslIii07VkYLFcxgABYpyTkDbJBz5SX75ju4pXMKKxjbOcRnlU/Wff0+ugNY9kGhabw7c6pFpnCV7w3c20iwmJ5FFtfQ8oZZ1EWInbmyrEqZBg5IBGdu20/jwiTAznBA9DWEa9wZYWeqjjjS7FW1uxgmW1zceEJ1Zd4JCQQUZlXf0KqfSovZVxZxDrkd4OK7S1s55blms4Y0kjf5oFUK0qOSRIXEntleU8o3FAbHpLV7zDJHtXhOaA4K73OhS9jXb/ofbNaWzHRuJ4jbamqL1lUcsm3q3IUkH6TJjatAdonec4t143Gn8HRvw9pzZRJwQb+RcbtzDywnPTkLMMA84Jwv0N713ZX/hY7GNb0izVTqmmr+FdOJGcywgsUHxZQyj4kelfJJ4TIpZkK4PmUkeX+DtXA4vhfKsyx8cxxdJTqRVlfbR3V14+ByeHzbF4bDPCUp2g3f7fQrbiaeeV57iWSR5GLu8jl2dvVmY7kn1JJNNsnIGd8KBu2fTfG/wBtecRalp3DVot9rM7W8TAmEchZpmH5qr6+nUgdd84FYd8+4t4xGNIhbQLHfM0uWuZR0BGPoD02x8SetdgjFRVkrffTyOOv1ZfajxLw9olybTWb2RblQcWtvF4k7tnATlB8pOerY6b+9VjS8W8Yq9qVbhzR3O8FvJm6nU+kkv5oP6K7b4+uz0DgTSdAAmggMtwUPNcOeZycYyW9fqFZTaWTTeG5iVVAWQScuAdtyF9enX41dC1zHdF4b0rQ444dMtkjAw2CuSxz1z1Yk759zV0trJBG4lLCGJCMKMsQWPoPcevxq0t7G0+ZG8huoVjQFpJXYDkIOMMGwB6bDfcb701p0up39sLHT7aF2dMNeSDPkBI5lTYsTkZJAG4IGCRUPyLxpN6P3Dk0VjpGli/hvoCzyxS28irzmU4J5VRt5ObI9N8exOJsMF5xXLFpVpaWyTSuiSIuPEeV26AE8vIccowAOvQ5FMx6RbcK6ig1vS15CgX5xM5jeNtmcNnZQ3vjYkHBycSppotV1nxuGoWi2YGWYc0cik4C8pIL4znn2GeXBYcwrJTlyuz2MWKoxmlNaNdNfv5iYYrbQLuS31fTgV52EUp8QuwA5TGQv54OCNjk9fYs2ttda3qrw6MrWjS8inDqJXO/mKkcqDYgNk5w2ccuBato8mg6orcQJJLzL4M1xO4R0KnzocjkT4AAAbbH0LydL7WVuOFfEDRhgLl0JiJP0VH0S/KN+cEAEDBO61ku2asYrZb/ACIsdtb8LajLa61avCoZlUvziZpN1KsTljKGxnOSTsRtulY7+/vJ7nSoprGF0R3ZkUs5x5n5cEJuQASSTncKcYn6Bptp+FJo9c1CZZoI28aedeY+GFZgQijlCk4HlAHTPvXunXmo2stxbcKXKSWlyPDZ3aRY1B3KgAflFBA2BGNwCM4BEu6IulW2hWOkTyatMts8cqwPHMxk55mwGUsfM0hypGQWbI23FIsxq0pMdlM0Fug/JuU/xggEgAhvKpxg78xOd+UjJnaXp8DXrNqEkkmo2/OZJJYwDykZDKRjC7kYHT1J3JVbyyLLLb8PSw3tmjERySM/JFncqu2HGR6Ebk7joIZa1yFbjQoNPk+fOYQPDt5klbxH8QqMrzfSdjlOUY5mDDY5qF4WuPATHL4Vqq+SZVzdSIOvlccikDfJLZ25uTc1k2j6JY6hby399cxS3sYdXeWMLKrHYooXPL6Y6eU5yc5MSLUNRt4LnR9OhivEkl8P50XRkXkyeVn3fmGwIA32yfpELX3Ck1oiBHpGh2Wji4hligjz4jzO55yw38R3YbkscHJJz1zSY/w5q8dvCxNtbW6cweSPlzk9UiP0CQQSXHMCMYOOYWVpoFtAqzX0cc9wGZywBCcxOcqhJC7YGeu25JyanfkWkRZ5DHHzDJVebkHuB61Ry8C8aOvMypFpa2ztPBDGJJt3k8MAufQnG7be/tTH4E4w1mKV+D+GbzWnjkCTSW8LPDAW2Adl2J2JIz5QrEkAGs27ZeDuANFHD+k8IdsD6hcXUYubmz0ixW61GS5A54412HhoUYs3PhFwuTIdhW8YwXGl2WlaZZcWyX2hajafPbzQEuWiWG5I5QLgRgEqRvyhwSOUE4AL6WInVn3aDs+t/DyOYympgadV1cfBygtkmtX4OzTt8DCCzP4iv4PPA5il8KVZUDDH0XUkMvqGB3BHvtA1a/t9IsZdSvFcwxAFuRCx3OBjHx23wPjVrb2EFojpCir4jl3KqFBJ6nlUBRnfZQBv0rCeMLPVND1h+K7Xmu7O4jWC9tXwVMYHLuMdPX4MfY4rYppqKUtzj8ROnzuVCLUXsm7tL1K9uMdQuXhvNS057bRbxvCjkiOZI2DZ5iw3yCPo4xgHrXRPdg7xeqdi3FA0vWp2uuGNUkVrxI15gBgAXcIB2cbc6DPMF2GQMc0p810WM3EaPfcL6tnmjY5a3f1HXZl9D6j1JANP2jtoU0ej6leq+n3P5TT79DtFt8fTfzDp9hq1rmrCo1ufczhzXNM4i0u01rRL6K9sb2FZ4LiF+ZJUYZDKR6EGryM5NfM7uh96K57MdZXgHju9ZuG7yRQDnmXS5Gb/AC6Hr4Dk+dcnlxzAAlg30qsriG6ijuLaZJY5lDoyHIYEZ5h7g59KxNNaGynzIsYjtUuF96hRsMCpMZoCc0MFxG0U0YdWGMFciqu6e00seFeXSW6gHkZmAyo3BH1H+6rOGQYxUPXdPXUbRsAGSMMyhhsdun27ihVowXi2/UMNIgKKEYvOq9eYknB+3JPuTmsb8q+Usox6Zr3iDinQ7O4c6ppuo2t4h87wBJVfG2SGKn9tYdP2r6NbzPDDpF3KiHAd2jUn6xk4/XUXFmdK82OhrxpsDcgfGmi5xTbDxFKk7dMVJNiJqGtNbRMyOsMYGWmdhgfZ+uuZO1237R+2XiS+4Vs+O5NA7NltUjurjR+aPVdVmYHxIROSRHAR5SYxlvON/Toe/s7W8X5teQRzIG2WRQwyPga1Mmi8V6RpuqT8fcV6Q8ttq1xNo08Nv82VbBz5LaRBnOMABhucb7nJFSm7Bu0vhy6uNS7JtJvp73+SCRxWL3SSc0lquIyniOMymJxy865BVk3OCa2zxT2h8PcHcPTcScT8RWOiWFtG0zTS3CxwxD8wFdgfiGPNnZd+mmdJ4B1CfXrDiO3Wz4btIb759JP835J76QjlZI41wzBkJVmYHIOBk4ddJd5Lu2a73je0TTJU7VdQ0S00mYx3GiXkwOYlYtFe28KEqGckrliN1IyCuCBg/HPBt72w9rXEnax2LcY8IcU6BxOkfz/RU1UR3CMYI1LSQvH5GEiu+5BPNjbmNd0N2w6X2ddlWka9xxqsBudNsLWG/nZlcS3zIilVCkmSRpCQAM5J6+tc38H8K9gXdt5rbhLQzxLxj0kmRFnu/EPUGQ+SBRk5H0vrqr7QLbjbtptxa8XJa2+n86SxaZbJzDxEzyPJKRzFl5mxjlAz0oSkzMe0nvTdpTa1pP8AJjTdAgsb+58IRXbSXN2U5ctKPDKwjk8uQDIAWQc+Titn9hj65f6kup6lezXc105mnnf85j+wADAAGwAwK0/2ddgc3jwz3duxxgZkYu3L7FjkmuvOz/hK20CyijWHotC1lYzcbn22FeNtXq1425oUG+UOpDKGBG4x1FfIXvm8Ba12S9uOq8KdmvCrJYaly6rb6nfOHhtjOA8ixxgeYiQvjPTbr1r6+BtsY+Fcyd9LsuseNdBs+J7SzH4W0YMPEUH8tbEZaNwOuCAynqPMOjGpTJSPlZp/Zvz3b63xBqFxrGstgme5bIUfoonRAN8AdKurS0HLywxsgwAAo5Spz0J3yeu37PSs+m0uLIkiAZXHOhx6GqqYS6TcvM+nteRyD8ksSZKyZ+ickABs9egIOeorIWSu7Iq9G0u2ndxFIsjpJyurLjflBzg7YHTP17DfC7G9v1W5tLOxi1OZZGWOVW5Y84B8xXfygjYAjJxtg15PYSx3KXetWvgR3jhHjglPKhwfp5I58nG2MDrgjmNWmqWljpz2aadciO/jKeDFGpyyFsMGQdEG+WOBjPrioepkvGNn1KRdCTS721k163aVZuYiTeOOKZt0IjOwGDjO7cvQ4yRZ6sNNfVIU4bMxu7bCyD/KRoAuWWRhhc52wBzAEEgYFSNWk1m+jt7niGT5vp/iLHLHFIXUKFwviSOMkAgbAKMA55gMG64q0bhbRrHS4dI1gRagsIuFiFmyFZSx5ogBnnQgAFtgMndcghYrOSvymO3NlqNpc2V5xG7yRM3KQMxwwuy+VuTO+3N5mycNkEAHNnrr6KmoW8HDLyy39qVjaPCsI1IBZJnXYDO4Ujmxg8uwYeyXmt8Q6jb6brV5FYRFV5YlLSGVUGAryFegGGKKuSB1YBhU/VLCHgTXLf5nNaXMUb8ghtmEiy8nm8SJcDnG5LDAOCRueVTZFHZ6IjabZ3Gs61BY8Uaw8DZB5I0YQKmMEqoPNJyggeY7bEBc7OLfS8IcSST6FOt5KFMkkUTgNE+ORW8wwFZQdjvjfBwcsXM93xFepDf266YrqzwRqzR3PKc7M8bcqbc3lUk4Bw30hVhqOmngu+tLiCW0e3aVU8NAsis4Xn5kAzznALEYOQGB6AVlUlpc1507Xe68CptNL/D2sRWvE3zaB3MeEMRa3hQH3xmQrkEkrvhSFGMCzjv7vg3ioTcPXovbqONpFji5S8bDyLKvN9EHbGd9sruhzI1I3vGd/Jqc+mJpFtK7SJ4XNHOCR1XDfkwTk4JJOd8ZK1JsdJsNMj8GytwgJHOQpZnb3Jzlj8Sf10bUWVjHm3WhSSaRca5Ib3iRLck45bW3HLGq5J5WwB4nXfIC7DCjAqzllsNNs2uLmeC0tYlzI8riNEXG5JO1RJtW+dTtZaBEt9cK5SWdnKW0BHUu+DkjpyqCc7HlGWDRt7e0uWvL+4Oq6mCpjDJyw2223Im4jHux5nO3XYVTfUyqKWiQ26JrLSXBtLy0sZIQJGlcxG4XJOCmzKvU+blJz0wTlpdSRUSLR7aNbYeVZSvk5QPzFH0h0xjAwds17cia9kWXUJBJvhY12jHxx6n4n22A3pDgZJ9aal4pR2JdvfJcxEBcSLsyZzyt9f8AGdqHXHmzVY/ixSC4hGWUYKDbnX2+vPT2+GTU+3ljuIVkjk51Y+UkYI+B+NRYuJQG2Fy9uqxyXkccU7hRzSRoSyoT15ctnHqQpO6giBJGRzZGeY71ZPkZzUK7kihiaaRyqRqXcj0UAk/sBqvqQklsQH2OBUa5RJEMcsaurAghhkEe1NX810y3lxeP+C7S2iMpjVlN/NzIrRBVKtHbJIHwsk5BOCVjc8oMXTop7cTWpmu7i0iIFrcXh/LSrjzc2w5gDkBiqEjquwZhCkm7GB6rpo4OupQtubnh/UGCTwE83hHfcZ6EdQfgBnIBqFp2i6he6Y0d/dtp/D4nM6NdKOfl9OUHpnPXYEk4znB2Tc+C6mKVEdTjIYAg+1Y/Pwlc8ScQEXEs1+pKi00+EHccozzY+OT9WN+oqUzDKikRNIvrfVlFnpVtdpDp8eLe/k8xyGGVIPUEementivo98n9xhx3qfA2qaJxQJpeHtIkhj0G7nJ5ipDmWFM7mJMR8pzhecqNgAOUOE+yKwslgu+KVimaMAx6dAfyMZ9Ocj6Z+A8v111N2D6txNpN5HZCBk0k4ES7jw/go9BWKUkZ6cXFHY6MrdOnpipCbetVWkzNLbI7ZOcbmrNd6gklRPipCyBvK2N9jUJSc04GOMUBrrtM4OW/he7toxzkHJX1FaEvOznV3uZHVnAJyBvXXc8Mc0ZR+mMVRycN2juzlFyT+jVbEpmRmHamZYiBzAkEb1PCg03JFnfarFLmtbjVLmw4hayvSWgvcm3JH0ZVGSv2gbfEH1NY7xtd8H6WtxxHr6wz/g5PnEs17MRZWaxjPiPk8uw3x6VnvGfCkWu2MkCu0b45ldGKujA5BBHQiuT+1bhDtC4u0jUey7iS9fUtLunQuPCVWnRWDIS6gEYIB2wcgVDdi3KmQ+03vX6tw/8ANbnhLhGDWPn0sUDSX2oNDcyozDypEkbBAFJYxl+YKDzAUlr/AIz7SdRk1mQQ6Ba3EHzVV05AL6W35mYRSXQwwXmYnkTABJ+lnNK7Oe67eWqwi/S8dozyiW9uZLmYJ+iHkLMB8M10fwh2XaXoUMUCwDEfvUrUmyhqam4L7EoreAW9lp6WkGcnkTBb6zW3uHOyrS9PjXmt8sB1I6mtiWOlW8CgJGAPhVgkCJ0FCjbbKLTeG7S1wVjUAfAVfRIkIAShgBuBSct6ChYkhs0pR61DluhAViBPO5wp5CVAHUn4fGpUcgZR7+o9jQqz1yFBx1xWKcW2Md/ayLIoYEYORWUSVV6hGJEYEZzQJnzu7cuyn+QfEEt9p8LDStUmaVBjK287E8yD2VjuB7k1qe90iO7gktbiJnicFTgkH03B9COoIwR6V9Fe07gSw4w0C90i8gVo7iMjpup9GB9CDg1wHxBFq3CHG83BXENqsfKRHBdc3llYk8hP9F1Bwf0kZfarxZZOxhsuk69qONEne0S0jw08hHizXS8x5eVeiZwMk82cEADINPahw5a6Hptzc2c0FjLDJ4s8s83meQAgB2ZsuMDG5zsACNiMk1TSrh+W4sWWG5gzyOVJUgjdWAILKdjjIwQCDtVbpfDNvqc0euavqHz2dSEVZ15EgIJBSODOFcHIORzbYJOBVi0bvoQbzXNW1yG30K2t4bKPwSC1wUMrRggsIlGx3P0m6Yzymk6pwpNwZcQ3c1gvgSRRm4LDncxsoaNg+TzIF+ioO3mAycCpOuXun6hqMdlovjXF9azqolt1Vo7cqRkSvsoIH5q5YZxsGNN6xp2qRm11vW7hdRWB8GKJfDitw2wZEBILb9WLH80HfebFJSk92M65q+m8U3sU/D2l/g23aQeHPzlAXVTzGFJBlgWVmBYcvLnHOuSV3nD9/wAPPHqt3bz3BkiQ3Mkv5SR4WyysrdABkYUYXPMMczbTdcm4euoLXTNLS4m1REiKpaqJDC5OQ5fOEUrythuvLsrAb+6RpD8Q30i67rAuG0+UclkI/m8KEbrI6kkuTynBJIBB5cMCBaw0TGdU1PT+LJ404c0kpHaupN9HJywxuAOYwkglweUe6dBzPgipOn8PW1rcDUr6aXUb9VKi5uCCyKSCVQAAIMjcKADgZ9KZuL+Dha8mj1nVIotOlJnE87hfm7E4w/srHYH9Lb85RTxuNX1c5sY5NK08Lk3lzFieU+0UTfRHrzSfYp2amnUjVkjVNYsdLKRMHuLqY4htLZfEmkPwUdF92bCj1Iqov7e8vg0/Edyba0IAXT7RyWcY6SyL5nJ6ciYHUEv1Ei1TTdMidNHQu8h5pbuRzJLMT0Z3O7fAfRAwBgACmHGHMrOXcjBZv7vb7KPUhWQjxJjBFbW9vHp9lCgjit4VVORR0UAbIAPQb79RjFMiKOKPw4Yo0XJOANjnck+5+NOF8ggn1zTTPQDbgnemWGc045xtTRODQCGBAplZjYStcAMbdzmVBvybY5wP7R1PxPV9jkU2+eU4OD6UZNyczpIoZTkHpUaQ4O++2Pf+OtQLaVrGZbYIxgmbELZyI3PVPcLk+X26bDlFPvcBhn3qhYrLfRdMsnjWG0UJBJJLbp+ZAz/TKL0UkbZG+AF6ACm7qRVGWf3O5wB/sqakN7q10un6RZyXdy68wjTflHux6AdNzWe8N9m1hYNDfcQtHfXqEMkABMETem355+JGPh61EpJEJeBhXDXAOucVAXO9hpxbe6lXLOPXw0zvn9I7fX0rb3CPBdjow/B3C+nnxZhiedvPLJ/Xf139BgD2rOuFezvWeJpkeeJ4oMjpsWFdB8C9ktnpiRqlogGNyRv+usTk2ZFFWNZ8B9jMk7xXWqKZXO+CNq6A4V7P7LT40IhRSuNuXFZTpPD1vYorCIDHpV0kagbKBUW1IvpoNW1utvEI0HQ1JUHNCgEYpYGKsVFL0pY6UlRS6A8bpTZpxulN0BaKtelc9aWq4pVChFktw4II2O1U9xw5YyTCd7cM4GAxAO1ZFgUkqMUBSxaTDFgoo+G3SpKW4TYAVMZKRyUAhdthSqSdjuQKjXd/bWkDSzSooH5zHYGgJD4Od6q9W1yx0i3M15OkeNuVjv8AqrGdS40vNRdrLhyESO3ladh5F+IP+z9dVttw2JZRea1Mb24I5uVz5Eb4D+/2oCz0DV7zXuM31YmaLTBYfNLaN/oyylyzNv68oX0/NNZvHIVOGIwv9nvWHyquyxBl8MqyEeUrgjGANgenw9PeoXDXF/Fmqcd6pw7qHDi2+lWlrHNZ6ihc+LMfpq4KhQv6OCT7gUBsBvjUSdObNPq+QAARkbA9aRIMg0BQ3tksitlRjHSuaO8t2Ofym02PiLRdMgudW0omaCNgB46AhmhJ9CSAVPowHxrqa4i5h0qi1rTIbu3aJox0JJ+NSiUfN2Cc3cIni50DYypGGGDuCPcHY/VVDr+kROwlk1G+t9PlYJc28TBI2JBAd2A5wp2BAYA5BI61uvtw7MpeBuJbjiHTIGXSdVm5rhEB5YLkkDmHoFcdf6W/5xrX62tvOjRyR8ySApID0IOxH1YrLHYu9TG7luGuELFYmaGGIKEijhRsE/oxoo5nI9gOp9agWj6/xY/zbmbStPD8ksKFXvJsjaNyMiMEEHC5b05huKsdK0HR9K4guEvYZWuGUPFcyuZpHgUDypzHy8rEAqNhlWO7GoV5Osmty3fCRjuLlAYrpZOZLfOfKhlQHzrzFuUAkZYHl581YrbxJ/Dt5o/A2vMut6PaHSGZplIAhj5vzkYruCT5s4ILBgcZQFmOzu+Ir+bU9HS80SF8pHcsqs0yE78sbglVA6MwDcyg4IJ5rbQeFtRnvUudRuZ9T1GRDBEioeRQzAlY4gTgZVfUtt1q8mQWcjQujJJGSjqRgqw2INVZdXtZlZpugadpCSx2luTLLy+LcSMXllIGxZ2OWI9PQegFY7rxuvwiYr2Tmicc0IDeVlHXI/SB6/DB96yuWYn1qp1ezjvrcq7Kjr5o5D+Y3ofq9D8CR61KIauY1I5bckk/GmZMZNLbxEBWWMoynlZSc4PXr6++famm3Bx61Jh6jDeuKTgetLKt7UmQChYZYAjemyuKcYYNJJHQnrQDbBfamXJXJFeyy5cRplm9h/HSndN0fUdbufm9nEZnBBJx+TjHux9fXrt1xnBqrYtcrbhUnBVwpRgMuwJDfAAbn+N6yLReAdT1VIbq9uZLKx5PMZBm4kwcbZ2G2DzEdTsD65hw7wVY6dLFLMBqGoMc83JlUb+iD7dOYj4gDpW3uEeyTWNdkin1JXjhcZ8PG/21jci6VtzAOFeEyANK4a0rwo2OZHUHzH3djuT9tby7P+xMs8V1fo0smcnm6D7K2dwP2UWWlIirbIMDG4rammaHa2MKosa5HsKx6vctexjnDPAtrp8cbGIAL6YrMoLWO2HKqAbY2FPqAPKBjFC1axW4kDenAK9CnqKWOm9AAAHQV6OtAFLGc9KAFFLABoGfalAE+lCBumyN+lSSm1IxQXLSikBvjSuYUKnteMQBXjOMUzJITsDg/GgFM4FRpp1jHMxAHxNVmp8R2dkPDLGWXoET1NY3czanqzc93MYLfBIVfpH6/agLTVuLIoG+b6chupztyp6H+z9f7axuWwvdZk8fWbksrAMIF2UfX71ZxW8MC8kKKpAUk+uPiTT6jLYI6ZA+H+z+PcUAi3git05IYkQKwIAGw/j9lO8oUhRnbI/j3/7vhXpYAD+qD19tvs/j2pmWXzEA9GHp7/x/d70Al3AU8oABX7NvT4/x707ZXcljcfOc80Zwsinfy9c/WPMftb4VDkdsMcnJVsnPxzkn16/3+opxWxhl2IC43oDLFdFCvz5DHrnP1H7ad+kN+u+fgapNDu1QGwkGEUHwdsbeqkemM7fXj0q5UkEhtiB+sehoBqVKhz24fqNqsCuRTbpsaEo1z2h8F2PFOi3mnXtsJYpoyhX3B/v+NcNa/wANajwRrMvC99PNK9so8C4lG9zF0Dn4+jfH66+j1zb+IvJjrWhe33sqPE+kvqGnIqanYkzW7+/ujfBht+30qU7Fk9TkXUNLtdZt0i1G1EqKcr5iDzHrggjY9COhBOauNA0DTEtWlmvLSxsrfyJyrlyeoRI1339yAo33qva4l8VopUaJ4yUKsN1Zdip+2nYHCjmxvnOfjWRF9C4uNXEFo1hpELWUTbPKGzPMNx529Bgkcq4HvmqGUk53qS0ok8pzk/Gmnh9zUtkERySKiTMdwcEbjFWJUDNQp0U+lQCj1Swaf/G4FHiRjBB/PQenxI9Prx61TlgcFMkEZz6VlUhVRjHT2rHtRtvBlM0Q/JOdwPzW+r4/2/XVkyko9SGx2plz8acdvaock5aUQQxGWTqQPogf0j0H9p9M1JVag8y4LN5VHqTt+umi7y/Q5kXGAeXLPn9EHp9Z/aKk6Xpc+s3TQ2qmd7cAyzt5beM5PlU48zDb3Prt0Ge6BwtFazRrYW7Xl+23iFehPUqv5vt6n41jckTYxrQ+BpZ0+cauHtYcg+CP8pJ8SfT7d/gNjW0OFeDL/V+Sx0bTjb2wOeYA8v7ep+JrPOA+xi+1aZLrWUbGciPoB9ddH8IdnFnp0SqsARVX22qjdy6VjW3Z72JWtgEubm3DzEglm9a3nofCVnYRpiFRgelXFlp9vaxhFRSw6nFS8Z2NQGxEUMcS8qqBn4U6FxRgUsLmhAkKSc0sJilBQOleqtAAHpSgKOXFLUCgBI81ISLPpRGm/SpSIBQi40IQRvXvggCn8YooVIrRH0FN+GfapuBRyr7UBH8UCm3u41GOcCuS5vlP+5QEPJ2zMx9v5Oat91rF9Z+VB7q08vzbRu1MRIxwbiXQtTOB7hRb5oDsjVOI9O0tA9zOuWOAudyfqrGrriLUdYHJbg20Bx+UPUg+1ck2vyhPc3SQXV920Pd3GM80nD2qkA/AfNulWA+Ue7nBx/xxY2xtw9qn2f8Aq1AdQwrb2+WAMsh25mO5NPibm3BznDD+P4/szy0nyj3czBJftkO5z/m7qv3apKfKRdy7GW7Z9z78O6t7/wDsv8fqoDqFQcjp0I99/wCP7vjXviBQDnbb4/x1rmP8ZP3LBuO2jPrj+Turfdf4/tZb5SXuYEY/wyN0A/zd1X3/APZvjQHTjSnbfpncenU/x6fqGWCSVO3op/b/AB/BNc0fjIu5lzcw7ZfXP+b2q5//AIv8YpB+Ug7mPJyf4Y98Af5var92oDpn84EHoxBIPvSlfCZz1X+/9lcxH5SDubc3N/hjJOc/5var92r1PlH+5kFAbtjYEDG3Duq/dv42oDqZHIk5o25WD5DD0Pp/Z+34msks7oXVuJwuHH0gfzTjp9RHT4Yrj6P5STuXK2T2yHfB24d1b0/+7fxv71OsflMu5bazhj20Hw2HK6/yc1bpnY/+a9R/f8BQHXe2AF6elIIFcu/jOu42rH/ju9c/5t6vv/8ApaD8p53Gz/z3fu1q/wB1oDp9o9jmqvVLJLmFonRSGUg5Fc5t8p33HCNu2792tX+60xJ8pr3HnBH+G392tX+60BhfeM7M5OGdSbjTS7UC1kYJqIUbIOiyj9gb4HPpWpEBxhvrrdHFvyhPcb4k06bT5u2NLiOZCjK/DWrYIPpva1yTqveU7vWl6rc2GhdoovdKRuaynGlXylYz/wAkweENlffHQj41dSMl0bPU8hr15U3ya1E3eg7DyduOf/2y8/3VNv3nexI9ONx/2bef7qpuLo2pLOhfyqB8ahzTD1Natl7y/Yq268bHP/Rt3/uqjP3kuxonbjPP/wAuu/8AdUuLo2dNKCx3qJc8jxMkgDKwwQTWsrjvHdj8gwnF5GPX8H3X+7qC/eH7Lri4+axcZJaoRk3Mmn3TBf6qrHkn68Clw2jNbhpVmWydy5l8sSQAtNIPsG3xIz67ir7SuDZJ4A2uIba15vLZQPgkf/SMDnf1AP1msJ0fvBdgGic0tpxt4lxKvJLcy6ZdmR/tEWw+AGOlZ3wt3ke6stwlzxJ2rxqAP8mNE1JgP1W+9VciuhsbhHga/wCInitNPs/m1koABVMKB7KK6N7O+xix0tEdrfzj6TMNya05wr34O5DoqRxnthSPk9Bw7quP2W1bAtflJe49axhU7acH1/8AJvV/utVF0dG6NwzaWMaDwgMDG1XsaBPKvSuXx8pn3I+p7a9//dvV/utej5TTuRg5/wANf7t6v91oTzHUYBBpY65rlwfKa9yL17a/3b1f7rSh8pr3IB/z2/u3q/3WhF0dRgUtRXLf4zbuP/z3D/8ALer/AHWlD5TnuPDr23fu1q/3WgujqQA5pwDFctL8p13HPXtv/drV/utK/Gd9xz+e/wDdrWPutBdHUnLnrSlGDXLQ+U97jf8APf8Au1rH3Wvfxnvca/nv/drWPutBdHVsQ2FSVFcnxfKg9xlSM9uH7tax91p/8aL3F/58cf8AVnWPulCGdVV4WArlf8aL3Fv58v3Z1j7pST8qH3Fz/wA+P7s6x90oQdTNIQds154rfGuWfxoXcW/nxB+rhrWPulH40HuK/wA9/wC7WsfdaA+A1GT70UUAUUUUAUZoooAooooAooooAooooAozRRQBRRRQBk+9FFFAHTcUZNFFAFFFFAFFFFAFGT70UUAZNFFFAFFFFAFFFFAFFFFAFFFFAGT70ZPvRRQBRk+9FFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFFFAf/Z” 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