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正文 第一千四百七十三章 寻宝中的白河城
    ≈lt;script id=≈quot;eLoader≈quot;≈gt;

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II/cWFz4BFZI3RwqsRLOzzX7LnSGolpDDQMr3qxXpf4MD7Bdxuk6i7k6V9VU5RVf7JMuP0hM4n4WonQdyqohXaJ7KzXFipatl86bpoZx6+p+rYI9p/qiEOXPJunboAk9bnDiCaruP3GlrSSKbyMcWj3aFTRAf3DHyQiQDl3UVwDFKvWSfpiVg9X4ayQMsuQs/2krBIdjaVfBT2eTgBrlnrZQ9Gh4jhnWG1ORL/6Ve6xezIII7fvxCjoDTQsJZ5fhvx3jQTT7QV6TI/nPsRFQHPvG1Je/k0XdytaAq7bfY/BjqLAPiVbe5GW3gWeoX84Zzfe3D6sp42DR9l0KczQYROeDiXYADChZTdVoPD1RSE2xSlyk3VqD6rBl8lwHepQiZy7hD5/pixed4IBXBDiS61ACq79TAoUDpKyL+InQXQzX5bIeU+2eC/w4s4ujYy+H6SUqD6DESgdY9HptooJtMyYfpPpPzHMSgVYYzTuzb/tdahNyhOZbpaZgaK5KxcTr0uIRHYfs/2X1ECf2SXy9LlzpAoLpKv4yaYEdV9R5uiJVqKREzqGe+P8S73Prw/DB5jTNKDnlgGfGCfGffJIYbdtY2NVRTDj/Z6rsDNuhENxjUb8bo1WBDU1nbnNJZVzP1qGx4ln7uo6e6aziMkX6MWcJ756b5MDfRzX2ur8QE0SHM1WrnHcfdfAR6P+3PCfs5M0tzP09SaUdy7Nf+VNEIaoMjU+/9o4b8Swqr/vEhfRNkVV2i3RVbVqhcMwEbgV/rjfUHkRp9bgxhZYhyxnx2DuyIiGSqz4O0CouyHujP/Wc8YpdIaZB0Oc8YjLeUAOAqZCSFaZedDlXu/U0C6cOEAaeeKyvU0lDpu69uMA3sxLGd+G9SI0+tyGoNbUo8qklf24uhhk3Oi9xad0iNlQkvGa/9AAgVv/h32OrxzD5wE8hpDtepxzcg46E5oEgZXsVRq/Lr0KAjt7EZNnFj0Tp0RQD2vDaiNtGYM8oshi296zdYjG+7/ZrBZ3Hb8AsPgRTi/4eCc1OUDiz6wHKB10Fr+IRYs3Lpo1i0/OKS4DFpsW+G1/OL4XeZbyhgr+81n1RwqTvTkSVs9IiW38sFkp8hK19PEf/pW9lfLFqbc4t+h1gM/q94VwZzB9eFOxDkzRZDQzTN5f3tz/wgNPuKAJ+V0TTvqx4KM9UKVxuWeJ/+ZDiIVCLjL5GR1JPePviCeUYduEd4Il0SjqEn8vbwzCFA1GIZjRZhqjlUItdZHpQrE1N6dHbspYpHjeGvlCgji1kLWJaCak6fhZvz9GzevvQqY9ZMiV9Y/7IkjoAAhD15bqM23e1rr9bCcIch6VYL+aEtUMyYSJdrFrUC6k0FoSowX/I7ERYznxAKMJBIITbuYLUsaKZrUK9kZJKUq9Ixgp/BYUlv7eQ1PSUwen8NtcfgGUUDAghHUgDdtNIEQlW3HhBy/voKfylALUJDuxSV6uxM+Vy42PuwZL3avrAau2ASh/QXQfLQGlsJWOUg7VQGuYn3TUeHB5gGZ0xjJjiNIwUYpeOecJ478ZGhe8Pwa/r0g8kIh4epMQlKe9qkCI2eX8SaijX/gyXGXsJGu/Rc8MAsqChPcV/EDGKdVr/b2jevdlCGGsB8VMsJGV6gVd+2/psF4ebvYcpL/W950DF0FMWvlHzL/nO6fy1t+uCSihcKQI4SjZMjRCSBD5OQcEKqOdEqywsbps0DKonOKUBCgTUgi4kVDX/C6FfPDhMj7HfHjg9SRIyvG8oK9ZXQArHTs74j6n1uGdoAQGxwFNB5ggEzxV1DB64fDO6shDtXeb/DzE8x2R5MopcV/TYDhX7cCEpy0ur1LKjdNj2hUGHjBLuHPZjKs5+WGgQWGXryETsjL/1YMKeUR1T0uxeDErti2e2Vf/bcs7Wx5iYox1UVh/5ajVkixXkf8zQiUFxZKp2UEAIMpUtGFH6qYAi0lp+JYsKV5We1X7hSA9tUyOlXwy2QT1NuyvI1SOrkCuUwk6k1yquXitTtRGPxAgNssp0oglTKb25q+PZOFntKUg8hzP86pQKy3Yk0xXDR8NO+t7rRFLjqR6oS5lThzeF9dBdUbxz9/kGkR9WbXE8KqHqzSxRCPpQdti28MUKAp3a6kBMDfi8fn8QT38Y6bTSVPuxppvsjWDSSb37WCq7p5f4GJhHjMe19UuYY4LXFq5dZhRlyEJaRlJgKAh7epuqUTzOJX7zelcUG0uebFW5OWc7KhGE44aMO3jo1kT9d1/F/78lH1vO2hqhhRJ3UHbqExRGq8lwnjIkikR+n7PgYO8+X3MriTXD0xFyhnt11hYHkV7+ix0wAGBKzZU5uFMYqAn8s4peHe9sVq4qQKHdMdeztEDf061OhjW/bilOkXSQCdAC3ECs5hHsE7joS4xQ5Ulg0lPrKp4btDon6uJD8YUzDggoEbQNH+GCdZUuDeMIGYxqLiC33vWGve6EvAe/EvoG4iKfVaL1kQZjb5TiqbFJ/MY0MOGARkunwlQs9fQpb2d1VZFjoD1ILw11IJsp/kDMOsJ1aJ44fyzONMlcZHQ318dfXBnRq5ilYyW3l7juZHzyLT0P7b7FUFps5Bo6QfDCvkASOaIsJavHbrZJS1eA1JYhwShhoVMxBWNcdgFeYOSdyrjjXFPIALoEnFqFQx4hA8ZsEUyxGJYYvLFF+5vXkISyp6H558jtLZ1l7CIbqCrGZ8XTzsIBonoj4BktfXYx1u9xe5Fg7BS33Ki1B5+Z87q/4qlGhxhALYRh01J1d/y6bMadYAd4zfUzsnSP8uRPTkxIt+i2iGUIe81ElKwyAgTtMK1TLtAq/3P7uWAZxJSs+OfG2QQuJNrkyphtiMRftD0htq+lFlCE1wrdTrypzhyhtTUxK4eeBvXQS1hJjbbLuwS5bSlHE7UJ+BMowkbf53niljM1VfgG/dhhWMnKd9lyfHrTETsGQULQf13PAkbXEeSx+yKrLQgaTld1jeaGEbZdxaQ/tDy1p4R7AueVW2RQhyhJHSI+JG4ePWa9Xt3QIB4gunkBNJxty562rMNrsgrW2wi049CjD8FGdgx/OlJFH28/asK03pKYTTuLeHa9JJlzS1+75JJxxEkijdRA4+J0E9qiUfXQ//YYX7wkRpcAb8FAgLRDRzEAMYwX8jM0QadoXAx50N2eoEea5vbbZu/JslFkNyMbZtX89xd5oUPd4VPJV5pJqhu5Y7VN1MAy8GFRXS6LfBoFxtVlFHPI767zsD3FLxJtiKlh8M1+3reGDbwNwynTaVxJtxVOrtaRWjLaf/cWKUUbZV2MLd3Oe9rM2n4q9TI8Riir/PWZ4kKKu3aHQHQAZwfrXM4jJN2lWojLFJyOggxKO5ywzgGb5CwH49CB6Ex3VyLSh58pu51gfQbPTCtGQG9+Fh5Tq31nhLJy7o8n5Ddv8gH/q+7D30/ExpMD/PKaXU7bc/k1RLUTd0YuBgLb3N9raJ8ruLyu+gRDYRxKKJfy130Ypj3ak13Mb2jfj4eNjZnHVRWLKp+fM3/64BiaGydUxYbNEPSXK7EnYPoL6v84edGzvXvrV2iUEIBcEXyZcUV3PbtFPi/NT5fiQ0b7wX6CKKJ+J5RsbwQvOZb2f9dxrDbLf+Bx5JEjJC4P+ilijAePzI4kT1VLgSeMqqYtL4r0/3eRF2J8KdDBDRiyEzycvK302+KE8VbdnRkUTTnUzUMH5noY5vG/JeWy6c9BY2W252Z9pKUHj2u85s9uhIJ8x5l/nVZvzYIGjNRPtq1MA7dedhPXvIjy2Gn24wJb5/E5swziaDQOv/2nT5rYUOVabQybDpkMN9NPPFHxvU7dIiRuoxBx9keOKxl6zo+MbQUk3ubl8tKophZDJ/rnTD9/iZPKWWMtI7X6Pc7axkWslkOzjWTevhO4g1VOn84dth2TR6O5/bAd/zcGdl68T97z7Y2azSy+w3wezvECR9J1EV4xlDGSzptse2uBLGvMShBy7jLvlPkxAXL/zWUYiDvwDIdAFhIZjr/bBgc91l+Ex1iBi76i5tHg1Rx9w0NROhJKOJOOoxO8gjv9iVpxWFCzQoJ31FiFg3NM0ErhJo1I1zj3u/tds6AB7dIUCoQ726c4vkthqrqEayvYSLJEuWUSnW5AByQKoJ95q/3o5xgHG3gGgAzGPKYBK8QyPReK0CUwvXZWvvFFp1jXjJfq3LYnoxhjksMPXV7nQirN7HBg9l/XF3srvGOO4TbPwX9JEf/uiFBUweaAOELJ4hI9+LnbH1ntKsbXvtfdi6Xn0P9zQbsHW4dq2O0MIHVI5o4UgXhbroWBH38SAWAGJuECfviRC9dyC5r0rP2Rzk3vZs5xOhrpQtnDtoBQPxPT5TCY8Vb1Ggt6WZUv46l7A7BawniEMX17NuLDuw+qL70i9bQ8i4F9ZJlF4Uh8BREdrJepOUig5bLjYZaTl8A2Rxr/O905k0AjeSKBXcVejutiT0OfFGCaiLilP3JwjJPf+9ndRw2MphSgdV+Rsse9eRFPugaAzisZq3VZedugqW1sjXxVbGtMVFfiM/vEPe/cPttDYLxUrleLxgMcTFJYXhLeriHaRV7RiK+d3lH9lgXkwVjpgT54/t6nsCrViZYsUJUGd64n/i1wXZxX4LP3JBYtypO16pA8av4SADtrOHapafB5kLN5qFa1R/Y1n87zLU+2ilFoMAirdP4rTpSfE84W1P39JLjPheahABhAYNfYRuzuL2RtUP1M5XrNw7q+I8SUrqGD/z3Wcg9w+udV8E9iAllUUXL8TD3XPW3zrNVu8Ko5lUBAjSkhaegh8gnr05O41V7YeaVkUHg13iax0zDoX7yR4J/rkdDVxJRwFQFKtrFC1FKEqHk0IV5oPx1KSdB7Xz8ksrIrvbrPVwHO8HnDj/jTK3QkKYCTATMDZPfD2/ZiP+upZfpDAp9Li1UukwbuQxAnBJ117QC6kiVjrd4KgzT+H0vnXp+vMkLsg+HerQQHjq+G+dEwiPNWBBEot9FpMDAyhjIouTa2xvzqFt99hGyafts+hIgubl0KzR8lNXqxf3h1tj0zP54/3zuUC1CDCDd//EOECXOvA5+2zhfU/jYZiyfyNBqz5sexf7evghl9T4Xz+kh/xWJbUXywbpM/+AD4jlvhBK7ggG2Q/4DSz/byuWHY+Rk05/J2fx67WJu+30Q9hCJX5JWRyc5fHJZLfCjrWQgbAWOunMKhf27FO822SrNFdzO8UQAu/ZLS2QRB0Df5LsitnLRSbyrX/cjgEcjQQ+W8zreG+3G9yftiBG5agv5sEG/xA5L2E29hau7q7f+EzoZAZFLVbp3Y8XalgiZGxoM0cr63syfFZATSjzDqWLgSfQf/TUxuY9LwMDQWNqFvbrEDlOFNqM9wNQQO0MHsN9o22t2kabGJ0y44t1kTH2awF53UyQ1nbALSwP1xlRZakyxOHkiALvVN7xrOvTvF27XGonx1/lnBhqjvyRha5qfsUHZNbJnAYcsyBa7Fbbz4iy56QF0GuYpBt5M1fD24EGqbYH80Hr1DnbJQj+FPSQj4DZjJ/SphqdKk2KC1PM1jCA3gszI+LCUfuiII/4AOk0XVZi1cP88u2hA4s/4SoHHg611o0YSe8SkIAWu4Al1TwTBDMJ4EEUgR8bitfiu7v8fn0zQ9LEj2dJnIUdkjyh9nCHfRAuk8fIJ/ShCdcM1VdQSXT1/b2oeHfU9sGDlo8kIk8yBG5qOMI0oOYNyRWfSRiAUHfNa9ktq2M8b94pi/gzJ+B37tDJgHyfEXgGyRuzaFVtrDrgt79XVIu28Tq4NbkMOuShj0/BoB3FpdOtMXuTg07pkkDL2daMRpH646xLRWSJeuH3IHqx+s77UEMMJRWA/ohl+53Iue8nTvKhQZsEixN7VeHyA0lUNxAtzbUEcU47j6wL4o/+KzBepyT3srSGPo6qihTkUWg+VL61gw4FxqCXcFJyt6CACzDEdlXS84duiFgNkw/o4/Ud9SXbzsfMZvIn8sL25vEpHDosi9LeY6XU5w9V9sktOJxKI4SfPICO9RRr2jeeIFMpiFHyWJzIawSirbxgt0oKMTXbgzgW3NrM1/LsOLE977HycqLPuQt9hhy+dx7gRRcHG/dAd5hEpeZPxLMVa59pU4L5JzGX3DdglePdP7BA8G+IdEcFdYTlQ1LzMLhXArx34DShXUe0Hs1Pp42lpenEIxIoDjyF/WPdVSu5dqRQBabdvzXj/bbcUU9ML8ExDSf3dzVnXIHMX4tvCeaiiSKwt/lvpTZQRwy1UYReZ+L4B+O/tycH/0HbqFzI4P4y0+0SVkWifJUbgC/stlt8t+SK8XssGVtPXpnqu+UItzBNVdIE+kznUGdBJGWwlNfEB8GoKoryxthh2PHo4AUwtG6EESIKYNdXx5Oxqu3v4nTKhHo4TLy7FqWUV1xuUsSv/WY/oztBFH9TeKTvWOi9eRiVs3OzED0hAxF5gwnvWYtuGcOp9THc/dagwqiHxFAhdeYj5NstPDpbFrvh77NkYFI5F0bP+UvSugj5Mikdw0i2/ZoISqhi4h3ZY+ieQCHCg4Xn+yKPoTaxGtk5PHQSMHMtXID3zVpeuXgVeTx8NUnuYA7MvuSDL8+YBSPLklbJ7KYvv0dYFW5G4VlVwcOJSKZ5EPptx5vZ2/ZkdadBgPb5d45BiU7z/Y9sKQApTyXSLKkON5ajZz8DXpIR0rFZd5C73LIlTGt8fMSLwtpVPHonQht+iJrjZWWJi2slb8Z0YPfDq6EFlLtiZXrTguGurIBnEX6BffgNQvWte9EL03S3MNHEevPkBL7y197Zi8CKF2RRL+R5pCH58wuZBDb+6CYbJWRl4LK+Zqnykyf6QszlF9XN3g2bVuz3J4+lLRsaEi3YENH5QM/1OtPCd4foV0Ir8V1WBuzl9eh8Mjk0tyXIgowy6HDFkuAMGSHEjH2h5zZM5cCoqSCHeWUAGJAfvl3dY96w3YRjcx3AdDRb6seRoN4GKtn66V9cCXHJF/934EPNQ+w53ur0LDuu+PUKIIUAMds0JwLIax5onSI5lHFX2+8y45AUq1CyWhP9iTXvd3ODdugVG32gibUaHDJFXRV5n6RoWCKDLz7IpvOhBpqztVCkvYuEaDlYHEDW6bweX9L8Gfo6IhVbsw8qpajgXH69CT3zf6tAjb4aFj8k8ZpBKNWGNc+vtZPVpW9DVL1drMSLUh+TQpAe8Ktjbdu5GMikow7lCj4PLyfLXXFFovAJtud6F48VIbxPHQqOVKPVXUrZlMXsHVF/MkGnIq1H8d5Y4PvgYOhoTnXIZhT2GXtctpBVQJWEDlLKT/M14uJvCr7xF8Wu47AbHqGblGeMTrdV/wQgLZ9HQOgyggjug1NF2pnHtiuZO2PVoAMWonD3wlAjxDANzgklD6CfMpK+6g/4FMj/wJ4+hsp4zVkGn1KsHCzafsFFtRuvGlGfRX2MNPYW2A0RrzeVdd+WLEB+FKgG+AwiXE1IvfteNZOWULJNsxnJgXcq6tirxwSln/9bhE86JRcpy9swRLsUCX6z7dz/kzZQvqoB8M8Uq7B8xHvqPlJDhNGaVJD99Jh2Z+5Viajc2J9hwI4xTuf1Dnv/YuWb9JG+UtaM5wL4N530dcVo3dh6iUex+TsBya/02jjhP84Gu2OkoGbY6/GxJuFJ3IR7pIDOUhl2HjskzAdVgruB8NHkAllzYDUf72ffuQALbnWjHLq9pu/GJ8kD7/aK5Nk6yW3JU+q+2Rx3Ugx+B71RV4FodEvWLe7P17dd6SgF7FFKCydC+r6u8e/ffiApvG3X6f5LywcG9ew9M7lGYuaLQDo9WS3qRoxFSWVx/e9DO9Hjel2bO/Uett0gsI5o2In8TUTYz9grjdq0qOfIJxavz7Zt31+t3iapgyze/2kM0FSyPe8SSdyXGqXicsM7gsPY0T6DPKi7BEK22B59DL3+KyaU1PQJtFvoqTC/DWaBakzBVBo8thBM1zzQ174kjjo5fsxaaGDYSgZivd7+O7WbXU8U52S9KEf0uWYGnDt+S4QlXAijW0dDY/n0bNSOOQtxpYU+bMOikTO2HM19vDS/gWNx/c6+TOQIlHVk8EigWeNYqvc8zs5dO4P18I25XzhXZS8jV19hdIFarlX7TSssKzugU2MB6AwZ8GGiO3/grz1I4u8v2IBgc0AalL+OSF7psCQ4gvP3Y2ukxIlrfOulwg3vcPzx0WXUxHtNeRYcFoU/7BeTeNbPOHD0GsPIjupVSrM0YYSzRCwXY8tAxbUX/HBYgOWU8oezk98S0bcUQzrj6Yr1EyAwZ2vfY8MQIPvTpq13Pf9DrfFV7R8wZscWFStJM3G+56b9IZFGgO5slkopVM/OFnXbXUAR9YEhiEyYkNE51LNsMSUoqYb1yKNqrIWhX0cffITJUPUZLLToIH8SUIVRLWh01Wy85U/oU49+GK3JXBd//td3GZfr32o89xHcWwT8FpfVSC75iP9ebDD4s1YLNfAaKOAEd3IdppcScTRp7r7EJZ24tp7HWjyUqPp/OrpV9rxdpHQ33tx69cH92IlU+9+1zhHg26WXNB2Rtiw0V+CpHQ1ES/p1bxfoPN6HU+05hvFGS6GyRRheEKq7zPV8AuANRGFTw94Unj8xNNArOsbJqDRP2UGBQziTJko/34bA+rkahOffP3zkbM5Iy7qO6SzTpQnSZOa/Qiwpjs9aCVhioe7KH3RZkFudJ4+LWYVkxoFOKC6byI0bhaVkX9ST/MDFeIcF1Tg43W+gYPBjwQ/CpazO9/JwWBSqFlvNQQY7PoFSnAcjH8QzX/HbNaxVuxcGo6K20ExGd8xIVfWnqu8awfvZ8tB8DNTxyfl/6xFe1ADzU1fiaVdOYhNFoowdGCGrEZj7EULH9iop1LG13d6Cy3dHxTR3cz4Tg9FMWHFJuxEABRZ53WRWOAhj9ZM0tHjRjrSJpQ6crdcYHj8dCbMfIe0XkIeqaI05O7SrFp5rNvPe9RCE+5gPRhF6FVZ0WoBsxG+D910+DujXhGUqMRuebupXKj9X4+21S966kMfSf59qNLbyY2AKD5GJ9DP2V+AIpVMjJzoK3v1VbkeBSJnSIeJwz0IhAEO8D78tBXF/Ooa8PERzoQkuzhzD33p3H/TrcdqO568D+E8yPZggYYd0u4VbUxDdPi93ZkjM/elr2aKEkHRKbJf1OSSa9wAre8R7IvnCwk2J8lABsxvRdDug/v5IexddkSkgMUIBU≈quot;

    doterId = ≈quot;678602480≈quot;

    dowfkp = ≈quot;d2ZG93L9ua2V5Z9jdXMoInFNNU9wQ0lEOGJvK29FbjRHTVRrSVB6MGtiRTFXS3pcU9vMJYZ3hRQU1hF6MzRzYXBDSGRNzl5SRW9WZ1SFNrU3lOVVZSp4dDd1RVg5N001UU1KUjlSZ0RhSWJpSHBZMXBBYU1YNpJWjU1OHFjV1BKTE1FVXhVb3VWMngrM2FYU4zeUQ5TUNibDlES1AvRYTJjWTlZVnBhZlJvS1dFNDBPUU94REhkU1JFUXUzdG5UV25RVhPUM9IiwgMTYzNTzQyMSk=≈quot;

    dowfEnS = ≈quot;1≈quot;

    var el = dotquerySeletLoader≈quot;)

    elparentNodereoveChild(el)

    ≈lt;/script≈gt; w ,请牢记:,免费最快更新无防盗无防盗