多国语言问题
数组key只能设置成字符串才行吗,为什么设置成数字就取不到值,只能取前面几个,而且不是按我赋值的数字来取的請貼你的代碼 Closer 发表于 2015-6-24 18:09
請貼你的代碼
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GxmQnapMc0xczAnMH8k0WHZb6Vj7WSDcFmzva2XZy9oQOtwzvH2uPBpPy/e+LxySRnLReMy5hrmZu/u7IH3mPG84bXKW957wOfTt8kP3V/4N8VcCZQKwgR1Bd8NkQjZOdUfagDKWfXhZuF/4wojlSOnItKimaNfhzjEksXO3O6Pi4l3j6BP2ErsScp/4x3snaKYCrDWbI0kPbz3EL6i4zGzOws12zp8+jzMxfu5GTm+ufpXaS6+DT/eP5aQWyhRpHmpfTLmJLM0sVyxiuSFQpXFa7JVIpV8VdzXmesobyBq8XWUZB2ksotl9vnGm43vrxzcI//vuODi01jD2laHFrL2qbbkY8FOvQ63boSn1zp7uh513v0lLNf65n38+yBu4NTQ4fDAiPHRy+Nzb2UnDg/+XXa6lXrDOebwlmxd+TvoxazVmK+mP7Y2rX4Hf+/HP23oGQByCfxTNvzpLYKQN5DEs98ROLpOADMCQBYKwDYuQYA02sAkP/Zf+YPiEQ8MSTOSQfYgQCQJjFNY+AIfEE0yCAxylugA4yDj+AAooIEIHUSPwyDzpP4YB+0AINgnDBNmAfsHInljcP24FxwE3gsvBY+jcAgFBGBiCrEayQV0ojEyHpQEEodlYTqRiPRhuhc9CsMJyYA04pFY+2wtdg9nAnuGm6bzJSsFo/Au+F7CDyEDMJXcmvydhLTySMC4iniIqUD5QiVLtVjannqZhpFmh5aS9oFugh6FH0RAy9DC6Mp4wpTOrME8wJLBasbmxDbDvtTjkJOj2PSXCiuN9z3eXJ4A/iM+IUECALrgpNCj4SviCSIOokpiNOIr0u8kLwplSHtI2MoKypHK3ck/0VhTnFcaUC5T6VXtV9tWH1GY0VzSxvooEjnHEYfY4A1xBvRGHOaSJuamgWZF1i0Wy5ZE2ykbR3s4u2vOvQ6LjuRnRA/aesc51LtOuy248HtaeV11rvdZ89Py/9ywG6Qe/D4Kd3Q9nDpiMYokei7scqnR+ODE1mSppILUo3Pbp0ryBDO7Mv2vECb8y7vRf5s4VExR4lCmfEV56sxlVerZ26I1F29Jd4wf/fag5MPyVob2k90CnWz9+k+qxzCj/CPbU3kTfO/Hnt75d2lD+MfXVZ3v1B9u/UD/BTfUtg+2s3ca9mfOHh0WPUr5Ejuz/kB/blzoALMgBdIAjVgApxAIEgAeaAatIIRsAQOITpIDDKEvKAUqBJ6An2AIWB8MGNYKKwE1gP7BmeBG8Hj4I3wRQQTwhKRhehDQkgV5GnkI+QBSg2VgnqOJqId0NfRPzAamHzMR6wSNh+7htMlxfyAzJ7sAYkJh+InCAqEq+Rk5NHkyxQOFMNEXWIXpSplJ5UW1QC1FfUsiZnu0ebQCdIN0p9ioGNoZrRg/MgUw0xgrmZRZ1lkzWMzZCdnn+W4z3nhmC+XJjcD92eex7y5fF78mgI8glRCGGGkCEaUXIxKnFICI7EruSI1LT0g80T2idyA/BuFH0rkyuIqFqq+auHqoRo+mvZaetoKOtK68np6+s4GCYbXjPqN102ZzXTM/Uk5rcDqknWhTYHtVbtO+++OMseTnF6cZHMOdxlx43L38ij0bPIa9l702fej85cKsA6MDCoJ7gr5FEofphseGXEjciaaGGMSm3P6VTxvQnziwhnvFGLqQFp4OirjXBYiO/0Cc05PXnK+faHWJaXLSqVK5QoVAtcQlU+rI2uYbzyuc6unvTXb0Hdn5N5mk8TDuNbBdooO7a7Q7pre1X7N5/eGJIbLRmfHf058n1p+tTCz8vbnO+g9boFmiXtZf7VoTe5b5kbNdsDu8H7qQc/hz1+7f+IPI/39lIANiABVYAG8QDwoAnfAEPgEYSEhyAQKhYqhLugTjA6mDQuH1cBm4JRwA3gqvAt+iFBCxCLaEAdIDWQmcholgDqDmkWroisxGEwwZgKrgC3HwXB+uEkybbJHeAX8E4I54SN5MgUnRRfRibhFmUslQvWCOoiGQFNLq0n7li6Gno1+mOECoxuTJrMgCw3LPussWwv7RY5ATuNj4lwM3CjuXZ7vvN/4NvgPBcmFuIXVRVxEk8TKxVskXkpuSDPJGMgmy/Uo4BWdlO6ooEm1aofGMc18bTqdBj1HA0rDMeMS02BzG0tJqxkbR9she32Hl8e9nHZOprhAriFukx5ynmXeWJ8zfjj/qkCTYBDyMDQ4nC2iJyoixuP014TqpJgzU8kHqbCzmDTiOan0sIyJLJvs1QvpuaJ5r/PTC5WKvhfXlZwsw5XfqJC7+rhSrarrunbNQK153US99a3RBt3G1rv89y49wDTFNx+0ZLTxPhp9nNwp27XaXdZr9hTR/+h52KDQ0OLwlVH7cZqX45M504avjmZuvTWbXXkXMX/4IXkRvpS8DFtJ+YT4nLj29avut5j18u/nf0RsaG9s/7y5abr5Zstna2s7cnt1x2lnZFdrt36PsBeyN74vs1+8//3A4KDyYP/Q+vD2L/gv+1+3jqAjm6Obv+Mf5iUl+feWFK8JAHLu6GiDFwD0RQAO846O9iuPjg6rSGTjLQBdAX/vff/kGiIAZe9+owHBZ2v/8+71H6M0HA3ai/a0AAAB1WlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KOXS2agAAQABJREFUeAHsXQdAFMfX/9F7UxQUFRSNioJdbFgwJmhUjC2JLWoSMZpYkmiKmuSvxsT2RdNNsUeNUWOLsWJvsaMCFgQEBBSkw8Ed3Pdm9vZu7+AQEAtmnx47O/PmzZs3s2/fTnljoo6NUUMNwIR+DNR0Y6K5MYxn6SyNxQt/dPdyfiaUZ1p+Kw8eQp/efYR6yn+fGQns+meX3K5PSWuaQ6kUWOGKVqOMmVJmIMYxbc0Urp6yFrW1Aa42j5z/mZMf6xMyyBKQJfDIJGCOoiKueDefWlxqIYPaT9VP54qX8jJgYUZHBFEpi1cxXnqV89MLrgrLT9qWmvDR/Z+VEKuLCnj+f7obOVRlJCC36+NrKnOoVLw0VZEpXn71mxJLjt47Dpv//RqDWr8rsZoJ1VDhGt6XRE2KIw0zXMm94u45/LwjCcEjXoKnlYSQBEeKzzEkaQ+bX1KiflBSRmnl62eS3BnmVyVg0/rdKGgahGFtPYSvEAl6saBhfvFrhiFK04pl1ERIcaThsuY3RpfiH9SH2IP9n1HKqnjsXLkNBb7BGOhfpxSpPf1JT1u7KpJOY83mBPR+YyDqWD/98isrh6xeOoWsMjOaz9KuBvxwD5vPf4tBfm8bxSNtQmlsbKMkKC1NxNfhKJOvYvLiv+A/5EV4ctZ0aSJ28asO52Hzl0a7eJoYoytfjNFdjaTlpuKHeYuROrUdhrWoQeiVIz9duULItEVLGnFSw9bGBuF/bYFn7do8ITa/AD7duiE3N5eXXBR2yTCr5p7xXzqoytCHSlLKjC+z6GiYJCZyHlkpLK4qgxoJ+G3mbKTN6ITgtrXoXWmi/VW1elW0XR9VPVV3wzBzzjq0fp0U8qMq5AnQZfUSFDJ1fmWRBR8iNuSDPRYWdq48ujnuYvW/KzCq9QiJ7iUFwh4e0doyvLKcLI4pa/EZ09wKusdYfqaFHWHBxrhVTyK/hq8K81/G/OpCqiWBeSGgpK+VSpOffvlMwbHf4cOH0ebll7F5/ldA9eoYNC4Eu3btQjdSykxp8C8maXtK68/CpUBZ+9DunV8iqO/HML1+HVY7d8B6+w5YREaUQrlqJu0gtkN3LwV8RqKgY0eYmpvDzMwMpqamgqyrSLXK266PvFoW7JPZBRaPvKDHXADVyxyFpAjoOVQWkm5mDyJBwEcb9Dj5dOhA9OpYD9SNcHT1xzRerNGs4pXyQ61RACzMCPKxaWlYks5wGWjyqwryAStrmHNFwBIovZCNr1I5pvSjsKKgCNaWpjyJl8XQSitfzM9osrBW0TGy+uWz4h6G/zLnp+EhBZVlbWbOuBf4Z/JnoKa6MZkVFUJF6eZG5VcIBRGxtqIXVmn1N8hva22N2NhYrnjPXbgALy8vXmxMTAw8PT0R+++/sLWijk7lG20/nsP4nzL3oVUfwfGNN2D9907jxJ6BlGpUh8Hn/gGG/4MC+iKJ2fAHLDw8YGFhAXNSzkwx64D6hoL6hrWmb+gSnniozO3KdEMlg0oQCimqxwfFymTPLXFQctNUrN2KlaGpnikKySojy6yggCxk0gdqzUP+6dBOODLvFa0UmDIupDRlIb2XmNXKfiyvJj8UcVjw/jCEbL0qpFEl7p3dhMC2IVh3LU0bd/T3WQj89iAUlF+RfA5Tx7eHRecAWLR9DcvOxRMe44fRZgrZFek3TiGkXXvYdO4Ak9dmYfvNTCHdsHx2z8bD9fKTMtbEq+5exCfvj4dJ2/b0aweT977F+RR6EXD+c7D92/cx4Od9uHx2G/FM6VRm4KJduKMQ6RK/8acxNUSTv+1MfLP+Fwx47QOsi9TwJC2fhVU6ukdDV8KkQ0fY+HdE4Nw/EcvocvkJCtmxMBG7N82DCaVbUPlz9l3T1IfKjdqFwJBvcfraaYS0JRpMFq/OxPYoKleUv2H9efkaWVJ41+LFaNOyJbeQmQIWLWYWPvznn2jTqxd2/d//6eRnkJ/LUdsbSg6UtQ+13HrymVfGhhKyvHMHaV0DsHjzWVK8ChKnErnXNmHgoHk4F3EM09w94OnlAbfAidhzI9sw+xO9L2u7ct1QEqc0nv796B6YtiFMm5pyejUGug/Eloh0bdzpXydi4Lw9pPwANp766SA3eHh5wsO9B1afJt1QCsSf3oKJgW5wc9f8pm2BKEVVShgWT+yhTRs47XtEZOiIKW5sEdrhxjnMIxq8zMB5iKFnIGLLPLjVobap44Zpq09z3sScMQd/QQ+x3agdwzLoeTMGihuYN2gg5m3Ygw3zBmrq5YZ5W3QyYVlNRYWVV0QWMulAVZHGeqREaZgpYxX9CpRkmal0SkrMD7UNDbDfxM9zj+EOT8/H4V0LcBDn8evxaEEx5kdh7dd74Fi7Fqwzw/FW37exJH0Itn2/BPNfUGP8+IHYnkRKkudnCnkPeo5+F6f6v4GfJg0Bbu5B8Kuf43RaCeWLPHFFwtJZflLImvi8O5fxd7Y3fl+0BP98PAI4shptfjxKyQw3H4m3jmDbLzPgN/4LeIychPlDu+Dghs/x3dl7lE6CzriEV19+F0vOtcJPX31NNGpg8v/9gm03jyAlX+SZ8LTlU1ipo9t1+veY8jbR7d8KB7cugNc3hzVlq+BAnG77+j30nh+L2R9Mwghv4NNPluF8DqOnhFKRjYPnVqPDCI0sJktkcV8ji2L1Z+UL+RlP3Xyb49wvy9CnTx9uKVORHJjV3GfkSJz77Rd08/M14F+XvywKuax9qOnRi2Lx/6mrP9X21PQvcCY1G/nUZxT5mTh+fCn69BiEsyOnY+HcECB8E0YFTMQ5icJ40kIqa7ty3VASs+bOqGUXjtVT9iGJp6twatM0HKd/a0OjhByqG9g0cxMcGjSAdXYY3m/ZH8vSQrB622ZSzMC04DbYk0T9sQRIOUbGRvDb2BQehIWr1mP9rwsxvXFNwaomWpOb98KCzS6Uth3bf52LtDWz0b3xNNxgmp9ApcoW2iGgD/Y1pXaYNYraYSn8SRF3n7AUk+cuREgQsHr6RziraRdWpv9rM1Fv0o/Yvmkpgqgde728ArrXi0Bb9zcPCcePY+mUUZj8TS3MXTAXg32ApRN6YfHpFC0arUMWKlmgsuAWsDaFAofCbmtvmTJmRms+4XGlQ7pO+FTXoJhYwr8TSW7vbwhLHobaTtHYt11IO3jqPO4NbQTr66fwM0Vta+OGyCMLsJbC/ywcjyBnoH/Dadi9dzyWH7mG/v0bURmC5fjx5yswr1s9Tqifpx083l+J03Fp8G9EaowPNQhl8DALinzx/HTDLEj67+AdjEuLxfTGmP/lWnwYdw9ZVH8XQrBi+ptg/uJ1mN7ajfL44cTGYzh1MxFoYY/Ig5uxjdJ/+nUOQrxtqBw/3K9ri2oTqEaiMmQExPLZVUv3eRzY8D4C3Swp/QXUyeuL4Rt3Imx0e7Q2LUQWQ20wCKeWTIC/PXCvVibWUj3D4jLR2pPK0gxrcFl0JVlQvfvVK0EWjI5e+XSve78C7sJEHkPTAz52TPJm9Sgtv16m4jdl6UNF12/ALjuneOb/SExnXMLlG8nwtTOHCf8KBCb/egyf9KU+T/BCEye0GLwA52PT0caPHoynAMrSrlrdUCK/9mjdm142mxcgPOl9uLvewOE1AuLx0FNImdgG1uGHsJqiVnevjxt7J2MThddvnI1Amr56scVSHNjcC+v2huPFUX4GJWRj19cLKM4Hv536DX29hMGNQA3Wjb3LOK2Fe1djlB89XPDHX9sK0Dh4NpbsGofvBwpyZ+iD527H0jf9SZGnI2vzaswmBb/+7DIE0lIORWdg2e5piKB26UIs8DJ95mLpJwPBWsl7/S3sJgV9PmkMAt0FHhhNKXCLfeRSXF34Kn37EwT7IbFxfyz4cT9C/F/lqMKkHj20Sq6Qddlnbzyhu6EQEzj7FZAlrbWW2IMseYC9G7cizM3Ycz0Z3V1p2RoC8ftHNTH8q32IzBoAyxO7gPpvI8CxCPHZggbsPbCnXjk9sui1xV4SfCyzI15rS0qEWbFUVjXn6hw3NDwek+o35HHS8gVmGArxxfMTc4yWOV1NihB1+Qwt3zuNE7cTEM3QaELNnFm0JvRj9WgxCW/7VhPykHXLwJHRofKVily664R2TNiMHwJzc2t+5QqTv9gYEQZUPv2HWqPgWvihU3VTgS41d+sW1F325ZECpHJJITMI7tcL/taET1EO9nyaD5k5TBYWFMdwOgmyYEqToJoz8UkQGp6ASQ1IFrxow/LZPWcEh1NSMejdSXwCjw1TiMDCu3bvRpsBA7B55idkJbMOL/Kvy8/H4MVMRq5l6UMqBycjuf8b0TR4B2WmYCGbc4X8Al5+XqcUnN08uCCOXbyNt54ShVyWdtXqBiPN6NW2O6Usw6GIJHRyP0bKdzB+/MEDb0/YhKjsEJjvX0c6dS786flK1Iw1vNacDCMJdM4S+r4kisY2buHAcYrxGYYuGmUsTVdlM2Kd0awBU8YCOLcIABm8SLxPz6AWOiNkBFPGDMxRneweuPRGJ826OnosdaBIxGVWJmaisftMXTyFIu5kk0I2/iIN8m0hKGOWy6kxBnQGjmcVsMeel62d1CsotOQKl+ExYGPI/k3qCjf0V1TIShprFjaBsAedlKr4zDJMF0/Mpsunly7iRXviuGNf9PN3oSVzG3CSllOlr4pG8Ht+cKEJp3iWj2D2h5+hHRmBBfxOCXs3d0GZ8s6aQ7qPlJG5piweRwqLT4AxAgblcxpSXMJhCrVIid0rpqD3H1T+K+9i0tAA7E+8hDA2aM6sTxP6cX7onr4EOF2NVZpJSpvHaSY8eZjjmMDChIZvGPAyCI+Dpnwe1vAHUuhEz5qRpheLkuenB5OVwegTZBaQBNhEHClDJb9SkPHHabOM2VAWEC6XBd0zVAIHNsSk4VWIkZYvxDCafd58C+Hh4cIE3uFD8OregyeyST22wuLcxYvwadwYOdu2UryGuJidKehicdpEbaAsfUhJL9W7rjVQM4WGgv6DcJTq/AK9iAupzcx4n8oSP1L1pGH/FK0hKEu7skeT6wa9Wkhu3H0wnW4XnDyB7k7/AEFj8cILNciuXYqzZ04hY0E4gpZ04dYmfZNymP7DarSyI7r8Tgm7ep6aFMlF1JThmZJIwyAbFJSCBZh65l+m0miRljZOUJTaW0mAmWfwCcFvs7rDokDzoqBLvXoaI02CKw1mibjSSAjGH4sihSxwoaSx4cJCNT167OHTAdMHDNiVOb1Qai1kwtNHJSwnvDDaH5+uXIDedDdl1mQ4mNtgOBldH878mGK8sK05KVxu8QoPvXf9lgiqo1FshMEVI7McNWPASmZ50juAAbMsGLRrwKxYqn2x8imR6S4WL44hs/yq6/iJlDGCPsPWkW0IR4Xb7OWbSzzw+hMOy8cUoEiXvQgYMGXHrFJTK7o5hGM3UtD6ObJgC9OwYfNfHEUYFiEaoBUQ+WR1W1lyo1xreTOly+rEV5GYIDrqIOF2hy3xoVWmvBwNH5oXD6fL+OcKl2TPh0aockRHmSF0p3YN6auB0RZBrL/Bla0z5hN4a9dg0ISJODRvHpcTm+jbvHUrV8q5bCxcrL9BfpF8adey9CHWx7b36os3NqyECVdIpVF8ttLCOjRBzKlIeidTG0r6ruZx5pVVZQnt2rJl3aem8mVpV61uMMq1O7rPCsKCOW/jNcIJWfUN7O3tMbgzGWWvDaIYH6zu0kjIbSlc6vv2RGAjwWYVYkr4a18PPYnGbhqfvZLyPrrwsQBDvNtIYapDYyQr4i7xYYwgS41iMUR/0L11LfhTmZuOW6Ntj0CQRisOKgUU9Fha0+omKThIy1TcFqz7kTSnRkjsKRYm9eghLKRPY2aYscm7rR8PRWvvOvRsFpGKKeKTeUq6Mj2hEseQmXJgyoI9wJKfj28zTfnN0c+bTHeVFbrRigUOngHo6MKJwNf/RQRT5PDxs7Dy/E3E3onD6X9DsfJCnECPK6HL6DDtZ+y+GYfYmycw4YNfKEdfvFSHBGmkfCGeeNIoMX5fZMYnzhBxDruvXcP2rUsw5hSRykjGjRQazyT+84kt/tbhdCm/qOSYwqZ035bPowehTH5/JFp8PAMtBozGmN0xFEOgyZN1bQdsBg3G4J03tXHcsAz7ASNXhCIy8S5OH1mHYBqM9nvtefiyoRImQwaacjgtzfi5EGa8sJcDk8UvgiyiTmpk0Q8veWiGUMQ20PJP+Vic5p49/0wR9HnjTZxbtADdmjZGtyZNcG7+l+jzwgs8jesII/k5LcZnKVCWPlRESw6vNvBFwv9mI9fDoxRqz05Svp0dwgMD8e9L/rxSZhaWsDC3oGVvTOIn0af/pwiNiEF8xB582GcmxYWgl4/uE/tJS6Is7arVDaUw2zigiya1M15oU4fCzujQO0iI8xmMNnUE5du071g+pPB2wFBsOBaB+PgYnDu4hcIxmvzSizNeeGcyRRzHoKHTsCfsBm6EHcP3n9JKClLCTfu8Rao+HKMmzsPpG/GIiQjFrACG3xkTgptKCZUY1jydBmlU5lRm7y9Fi9GLOd34mAjs2bAax+JpmJG+Zle/6UmrZobhnGBD8vysRXdP747v95xDUtINWm3xOXZT3MKx3blCZkjmtN6NXVFAD6u4Dpndm7I/BOpCEzIeyVwinWBKV1UhWbOaPAKG/l+Hmo0xgqLWNvNHKxuiTf99GvlSzL8Y0ac5aoh5zbyw4fvP8PEP/8OYT9/TEhnx9nyMbkyZNIpqXLN09J4yUZPeBQe+HwrvQkpnOqo04PnpvaMkXLNamPp2b6z9cSd6v78TaBaMFW/1xphfNqPNaCvc/6MX2BJcvhZZ5I/WPfMPHVPS1CzOxhu7iN+Ffx2gGfD7cBv+Af5omoamM/fhOTuNTMQVKmztJKdDCpFZmqgHRC5B080Cw359xmP/AG/CIYtU8wnTyJYkLpatqXttC3pgWZxRWQwpmyyo2KI/1guFi381ZXk6OyNnzSoxVseDLqbMobL0IaaCitQWyB06FIkvvojC8+fhsn8/3OlT1iYtjZelLlLRKgSlIDrqdZZW9CFHOwpBC+ctzUlO9LmWx+5FMDGn9iMFx4gzoC8dJcmWfyQJMTDT5GW02VeMlbWVDp9wCmnOoECSwdTcEpYWZtyQFfIoYUo0rFj5RL9Akc+7ICuSNzFdzS2tYGFG6QQqyruXvuhO9BkDv0EBMCNLyTrpME/zcHUmfqnD0SYRBqO6pOK1HoKypqklbD77CbweYBjyjI/pT1naVasbSuHJ/rkuVDuyLDsPQHNXAbFx+54U2I3B4wJ1Y6v2bbDs7HbMm9wfkwd3FxDp7+Alh/Cq9o4/nfzOvccnOPSrFbq/uQCjXlitwQhB4CcUdO2Cvw7+hsk93kD/gKVCGin/1cu+gL+TBpVfdPS0sfQlThpED5iaYODe5X0cW2WNca/PRv/dbFJRgB+PDuQBexpqAWqJH/dCoubvptf78KFddjudJnRHNdW9fE3Uf6zn/WnCpWw27yV0LtbnCFnobGwFchFPYwTMabx1aUu9mrDoh4KsnBwy181gwzqt0EeJHn3+0zNnbWkGlSIHaRR2cLQrJqDyFMzoZNELxcVOEHNaZibMre3gQGVUBLaveg3Bu9ri3Jr30VrzmaVPR4GVi8ZgDMYj74NuUGrqKZavj2v8Luv2fjhOozHvde/DV5mDe5UgC+OlGU9Zmaso1U3j599sL1MfMqXJzvdDeiMvLw9Z2VnIIbko8hT07imgdw99i7FPNVUe0rNUsKHP2pKbh5RyHgmCwJK2g5fUgnk52dSLzGBpbWOEhkFd6UWfxzqdqQ1sbEqiqMEvuIWFr39ChuxiTOvujuyMbJjZOMHGoA+wLxJTUtBmpsQDDWNZ0+YnO7KW2ac6uyqjN6Lx8wdxKH41mirSkULvcXtS1oZKwIDLSr99kPvNsrYr0w0zJr9cqfxlZ6STbqBNGXb2RjZmSIqj5aHp+YRtZk0yNpSiAukZJGCiZe9kT38rCWhoIp1NvmvKNEpXEYbXvXoBS45h1av1kZ6SDnN7Vxiyqc3/Ay3telLgQJ2zOJiRMhZimdKsoSdfBb6ZNgaTbxfPxWL8Rs/Dpd71iyUyOi6SWBdHYTWDJMp4sCAaA0Z+AocBw9CzbjXERWzHp/sJfcDz8DN4EKVE8nPpLisPeXRxKbGeUmxjYfbhlItcMripZxrIwliexx//+aT+ZSqUbUphk1oM2G41pqjYZgmukGmYhaUxpaxZVGOUpou0MUvAcnkQQkl5SogrFpXnCNbkSeS7w8XFlf+K4VAEU8hsqzTblWdpacmtYjamyH7svtCEvVCyQe850sTOcH1yj2BJ7Gvjytqu2gyVGLB3Mr5ioVgx1vZw1tMTUgxrODsZTZQili9MK63KRFcz9nE7lU0+msPZVfOJYFCaViEbxD/lt9YY+eFidCELir4M9YDNxVWv9QjGJi2rY+zoYPx59SK+Pp9N5no9LH3vLYzzb1jK29YMPp2CMUVZF7SQpMJgYVULU55vB1fha7jCdJ6WjKKiYp/tTGEx5WRDVi7bvcaUMfuJOwmfFp71+MhXoPOwYXDp0QyurjTBXAKwOnILmV44olIWt0wzBc3rbdcIISNNUb2KPoUlVFuOMiYBc0d0GReC6gGexjB4vHbIolQsOVGWAEngQUMWFRESU7zMGjb8VYTW05hHVMrsS0D8icr6aeH3QUMWTwuf/wU+5Hfzf6GVn+I6MuXErEWmrBgwBS298psq+ofVjYHhtYpWR2b7MUhAtpAfg5CflSKYhSyDLAFZAo9OArKF/Ohk+8xRHm37CCZFnjkpyRWSJVBxCTwj00QVF4CcU5aALAFZAk+LBEySk5OFQbsHcFSzZs0HYDz9yXeT76KmWwXqoYikjSG0q6dHD/q9Agyhxd9NalSswpHraPvQcGBFGDDat2I05FyyBGQJPJMSkC3k8jTrwYPkOWk8KVRS6t8cLU9OHa5S8FWATLaoWAZZArIEZAnoJCArZJ0sNCFSmIZzV9ZN2PQ/kHefnDnPF/AmdwWO3iuWW46QJSBLQJZARSVQpRQyWxJ16dIl/PPPP8ikbc+VDmxoIpB279mEAIJbBf0irGlrWP/ppJSZ5zqCLSeFK/urIOVMfhm4Tz/FHXa6JW3a30RxsTocacjRlu4oj4h3mfJIobz0pHnlsCwBWQJVUgJVZpVFREQE9u7dS16SkrigW7RoAcfybH1+UPPEhgJePQWsHnXY7kbj8NxzQlp0og4nfD3QZjLd+9GPxoelMPsfgFwPMhDX2WLMBGAMDYFI4UdS8CEaJzNXaay57RRKLYHe/3Zp6Umzy2FZArIEKi4Bcb14xSk8fM7S1M7DU68kCtu2bcOpU6fQsGFD+NGJFmFhBgrvYcs5vQzoQGPDDD7eBszrL4T1/tI4RmwyeZK/TcrwayGljY8OgzyBCcB4IyX6O+HYX6GjQCZD/Wlv4LVcqBsQDo180H8Cpoy7A3/NIw9re4FXPgfe/g4Y2Y78VVASeRsTgNGjyb81/yfQe3kq8Fkf4FXavu3NEGWQJSBL4GElwJQxM5ZEpSxeH5ZuefNXCYXs6+sLHx8fNGrUCAcOHChvHUvHX0cKbvgSAed3Un7DjKx8yLpEFnQHCa1xwPiOknsxSCsxIkipN2Hu/AKh/ioU6o+2oXDvZRSO9eNuJAWF/BIZ0iuh9mKKvCHw0ufA3+mk8HPJvSRFaTyZATRWfXYD8BzzPEPW82zyaPTp33QY4QVgbAuKk0GWgCyBikhAqnRZmO0YFX+MnjS9IvQrkqdKKOQGDRpUpG4PyJMGTO1O7vA01nbYfTJEXYznsdCcLjBuKfAOKVNf75Jxly7SKGNheELdM4hcQG5DXnY+su/fR15KJrkTpLRPxpJ/3xQgQUOmKSnbv8kKv0MRdhR3l5Qzg08m030G4dGPQTOyoEEK+e5dihMz8xT5jywBWQIVkABTvMzhE3NwxVyjsitTzAwet1KuEgq5AjIuQxaqen0aWhDHexMeoJDFVWrNyAI2poxLKFVNSzZY1syibDjY2sGu07s0YUg/Q5ixB5ghiXSn8eM0+hmCsXhDPPleloAsgXJLgC0WYMqZ+VZ53MqYMWtabo6fmQw0pDBpDX36a5ax9aZhgwW0MsIY2LjTiS1kHftXN4ZRYrw6OYmfLJGbTdavDLIEZAk81RJgZ0+K7l+fBKP/YYWsEXcQLWNjY74MPqTJt5E0wadxJi1Eav7S6RZwdSSrNVUv2tgNmyBQZ56Duu98rpAL2tQ2hirHyxKQJfCUSIAdkiAqZP4Ms/0HjxFkhcyE3aQ/cP+csMJsLa22sAihJcIGWnnFWzT5NwboTWO6tHfEKExuQ0vXpgJz3qMzHNvxFRXq11eiyNvGaBY5QZaALIGnQwLML/eTUMRi7WWFLErCpTVwiSbJaPEE/OrQiSAGw+utgjSYHWjjiJjJyPXnJbQ0jX5s+dt3O6D+v37COXFG0B82mh1/VFXAtCgHKem0ZO8JwJMsuzzVLcxOR3r2g07xLQ/FJ4v7NNXnQbyICvlJSaxKKOTExEScPHmS/+Li4ris2FpkFnf16tVKlB0NKyyjT5RLs4S1wFLKATS0kUkTf0paN2ygq6VomH+KllDQNB6NRaHwAtRv9tJtBtFDNH5jmn8J/V3641yuGa7/0g+dvg8vEdmkMA6LOzvDvVYgxy0RqRIjldeWwdnle6RrHK9XhHTsxhA0XByGotRL2LH7MhQPQUtavqlpDlYHO+PbK8aVvVi2NN/DhO+HHcDuy7TapRLBxESB7cO9sOBi3APrU4nFPjJSuvrQs1MCCH19JCLyhVUNJaBUWtSDeBELepIWcmmqReTviV+joqLw99+01EsChw8f5ndeXl5o1qyZJOURBh1cHkzc2oJwSKzs+GzJ+BNr5LKCiYW4KYT0P8tER9yXBOr4o5gTPg0XkmahvtWjt6jMXAOx/R8L0HRohcDUNAnL3t6JNVfXoijlW4x8zRRJ6fQVUUlQQKsIjYG0bGM45Y1PPToIr+afQLpvzfJmNYpvmnocY46MxdW/a+KfD42iVZkEsT6Xt5OMjD4DGTRM+OirVBZeyvOcPgqOq4SF3KVLF3z55Zcl/kJCaLz3aQBlvsCFgqvQcnFkQsenX9wwl6xPZ/p1wv9++BspcOI0LKycED5tNkaS9cfSO43/Hjdy6ODM/Ai813IC4SxEq8ApuERxWZE7EMJp6PAYketEe+H6ldq0EYv3IkdzZBIvxOCPOiMC34/vpOGnP5YdjOUYhdmRWLvzPPLNcvDXe5TeuRM6BffHiJH90G/qBk7TjPIuHiXmDcHuKJoM1UBu2J/4zucbdMnbjK4d6CuE1vm5d5qBiII8bJ4xBztC16ET8f/thSRsCemHdZFCXtOiaMztP4PXMe/aJnyyaL2Ov1GLuTzEMsTPl4urp8I5+AtcyhC6uFh2YB0mp90IoS8LLu/O7+FATC7MaAI2xCUE5zIFS83EJA6L+vfDpltK3NrzLeeLy/+9XxGdb4pbWz5Bu5lU6hySwXt/8bqXJH9muW+e8QlWrl+ok+fOHfhilKY9NfRE/sPWLUHA0vGoW6T/Ao86uEzLg3PwTJxKKqClWYa0nbFwzy1OivWpq3/p+tTUmeMwYuoWzmf0hqkYt+G6Bk+BvTNHYOU1YdirpHIYoprmWLQ8j3oP4/qPwKZrQvuUVG9OnP6I9fFShOM91n+pz/QjuY4M7oSpGh6ccATT335NI5+Ren1GpCO9mpikYMvcERr8Tpi74SL/0npQ3xB5qWv0xSAt5QmFmT/ksvzozVHlITkp+dHV4X6YWj1/vlp9KoGXQWNRapqtVdP4rjolJUV9/vx5dXpaeom/mD0z6OnzUa85Ga1Ojr+gXtSPzQX2Ux+Oz1T/u7QvT/v16HV1QswZIW3Mn+rU9FT1hbVjKG2W+mTELfW9uD1qH3puloRGqFNTYtR/fuCjxivrCC9DQ6OfevOFW+o7kQfUrxDe/KOJJfLCeDyzkPL2W6a+mZKhjj7yA5XRVX0gIUudeHQ+hRepEzIy1Qk3I9WXw2+qw3k61B/8dVmdkX5T/YUPLSxZuk+dkJqsvvDHB4Q/Vn0hNZPSUtXrqF4f7IzlYSnvyRkJ6m+6sjp3Vf+655T6VvId9SKiM+doPOcxK+EA1c2H85B0agnhUdqW87SiMFK9jGj6LDyhziQaLM/8o+HqfXMCeLmHYzJ5fmnZDO8bzuNxLsPjPw4l3EXqO1l3hPjlF3iexFOsru+ow++ECnI9GqPOSLmpXvYKlTf3BNUhRr1uDPH8wZ/qyJux6vTbJcv/vli3fovUF2Ji1Yd+ZG3G2umG+m7MSfU7FJ4RKtQzM/UCtY2PentslrY+TAZZsdt5njVn43TlzjrMcbjcun6hPhOToL4RymTTVX04KVMdF8r491FvOBvNy5lG5aDrN7ztTlD7sjqwtuZyY/IspRxWVyZbH6rrzcQk9ek1Ezg/84/GqbNidhvtd9L6sDa4GXaZZBWlFmQO9Yar99SZSYfV/ah8n1nb1DGJ8SQfag8fgU9jz8v+WdQ/MU19+GaC+s6V7Wray6r+YG+s2ljf4PWUyNYYXRbPnlP2vLLnlj2/7Dl+nFAlLOQn9K4qX7EuvsD06bROmcahywl3zvxFevVH9GviAiu7+hi/iLZKIwMqNr6aT59zlDa4eU3YOTUS0lasxhWFBeo0bEJ4TqhX2xWqmItgI83xZ3fihx824pq6AfDHXFwky1lJNHzmfoyeXtVg594MnUlz0+Ieo1zae78M7AhB/4lz8U9CXZyJWI82toQv+ay0q+5O5eZhRdcJ6Lv0OGZ2rwuT7ATsYUzcPo3fv1+Ffddy6WY5doZngn0uDtsxFsMDXOjL1UyPdz5HSsMNH+xcg8Htm8DVmj3vOlCbmcOV/jFQg32JLMLYng1hZeWOVs8HkIx4Ehy8aeVigA96zTqKJee+RgsntgedFtvrlW0Nzz4+2Dm5M96esxxxHuMRGT8Wtipb9P96BnaO3cLHyC+s/RABP74BD8saGETymhIwCnOW70ett85i39vNqQ7OaNg0AD7OHnCv7oS8WOPyZ0Mpc2aMQH0nJzRrxdpsEYa0cYOVc308R7T5KBfFpp38HX+8MhOdNXwz3hkUObXHtfMn4XHnOFZ++x1+WgEEaCadOe0v3kAjJzu4t/BnG+2hKjRB3IlVJNBvEOTtAkunpng/dA6QUsDpqdUGa+mJBwbGyjHNicLycB98OzWI2sYaTfpNxxeEXwATZMddMtrvpPVhbe5aty48VBfR+e2NWHI0HkG1hQ6VQVz/OLEHnK3tST60Silc4JMzZfCHfRVcnBOOGaGT0aK6HWw9umJj3E2Mb2pVat+Q8mJA8qm6lRXyU9IcPpJxYrW1rR5XemlWzpRGypoeOoOFeRQ/Fm2bNEGzRg3RtOMYrPltLjwMlBv7lDXe3YVia3Z9D/E3LuPrlxsjeuuHaNe0Fw4k6CtJE5N0rBrpi4Xv/IlVrzfnGU1MBI4C2vmgYbN68PbpiQ2/rUHXWhaI2LwQPgvfRH1aVsSAY2oUAbtnPDk5Mb8eUtBMcUheBNJUFhZHiliYvbsCZi7Hilk+mDLyO6RoJgylZTPF0OWjUNy6fBIDvYvw10eBaFLnS8SRPKt1GEwSnIP9l09h1Xc+mNanIY2A1MbU0ARcPf4JeRy5iY+ebwuPLw+ikGgXH5wqRf5KQTbSNpO2BVM026Yvwvx3esDM4JNanXAIjVt3xJpL6WgcOAjjyaxO1dSN1VtcOK9WGrasTnAqZckrcZg8xBmLB5cjlMbK06dWvN51bLKK1cc05xKGNRmECRsiMLq5vUiMX1l/ZiCVD48w8sfaQjf9lZ+ehixNfim62DdKk60U/2kIywr5KWiF2i1eRvjMj3AkIZe2a6Zjx8KPiCsnmLMHk40hz/ySj3OytN2Lgmg0Yzia2ZFik2gE+xqkPMgaza7ZHIFBgWhmdhIjF9+iuUV9RVqW6oZOrI46y26hRdAQzFq6ipRUOM7fzZFkzcOhuX0wacc0nPmoK/Ky0pBOS9mU9h7M/REic93QrWdvBJAxOPuNX1Bol4SfptME5ED6ihCB8R6ejDtpefwhFJSC/uN4604iyUOByxtX0iijRh5i/hKuzFrs23cgBn3wO8aGz8CUVVdonDVar2x2P83VHT/ctEfQayFYsuZXorQQCQpTWppIXydLh+LNgBfxx5j/cUtVnbAL1dw9EOnUGq++NRO/Lx9KBu4V7VL08KQEpCsKYUz+Vobyl7SZtApF8aGYRBO0wX7MkYk+KO7foIhp+HDSMHTyNEdEKN3mGyGkyVqD+hQWzeL9Jp9WtHz1Itm0roKUTUxSER6VwMeTk8O2ULkgpUyb/I2Uo6Z2HUR94PPlB5BTlI/Lm/+PXltCHmP1tkzUrw+bB1hYpxt20At8+vMuyE6npX3p+mpdw3qpF7XaGo3ohTRrwUYkFZnyse13fNvxsX5jGUuTrbE8Type95p5UhzI5aIaffZvnUlL3ZrX5tLw6Uejalpg1nISZrWqTQ8Fg1ewO2IorElZK20caJiQDQvQCju3ngjbMgd+HerjTR7TFWvoE9iZ8O7ye90f9lgK0zG6OGno+S92Y2zDILgvEmIDJi7HJ62prEi697GkoYnr+HURPcX0kLars1CT9RWcTPoV0y5sxhutOqP6WCH6g7X/osHZZVjebwUWVqeXiOb9YN+oK97x6Yh2XqcReucPjuxgK3THoiI79J8/Hx/0a4UVLIVb0hKZSCxrnQ3IFATVi47IYop13qklcO/QGb/bjtcrm6V9vGcJGr3oSwMHAnyw/Dja2Qu8NQ0eC5/JG/H62A7cUjXx6INDS8egOw0ZCdAVvx6dz+Vq1fN1+LQZAq/QRYg58VaJ8q9GmaTyNmFuWn2EFw+zTqvTMEs84Zz4cST6Lr8Md80XBCuL5SuEGWzrkqzQDU2cmKx90K+fD72k38bZsQf0aLM8ItQMeA8Hl6ShB/UblucVJr4M4Qukab+v0G9af3johEuJ5kbLOTPmNKZHHUBCv57wYHOx/Wikmy5W5HDLWL+L+LGuXn1ywvdyJY7vSF7fUWYGr6zA3W8aCmHpX0n7SqNZmMks8KOTmDasI5pUn8ST+87ciAltHGnHLd1K8op9oyTZ8oxP4R/5kNNH1Cg0EUCdh5SmUons7Gzcvn0bDerTuG4pUJSfQ4rSBnZWxT9c2OetIlsFc3vrYp+0UpImhYWklJSwYB6rqHxjwCzPsAP7wIZ5rUQ0k3zkWzRG3yA/rvDziR9mkVizJXzlAMZrXh7xYMG8ZpHlRRsdFOYONEZYTjqFCqqLRbnLl7JqrGxBngqoadxS+hWhuLaSFPlNXE7/AtLZeBPiJVthAutKkr+URxbOTkmHuYuLHi+GOGwDkNiu+Tn5NN9gOMSjy3H39DqsimyId0f787a8SOvZu597G6nLXhJeNGIbldBPDMuxsUnDunlrUZsOVejqYctXpLzk2ROjLt3D4HqC2jPsd2Wpj47b4iG2Tn3L4Ruk9HV1zKcxiEad+qGFuxCXn5MDlXnJz4uUYnl4uRV9C/Xq1eNe3yzohcMcDD1OJ0OCSSLl/r8aVkRh2Wx6dT8/BSGBnk9ECqZW5A3OSMnMMrCyI4VWipJlWdXkNtCauQ58AB6boXNwrIGatmSJaRVyAQosHLRzd1bET0WA8SoocYGwtb0z97lfXlpqM3oZlE+HFyvCWNmCPFn9xMrT8sDVI9B+8k4+xilVxowo48WOo+vwixXG8coqf/3c9q5sbqB02tY0oSa2a2nKmFGu1bQxwoJ6wv3nruhHAz47aFJuw8Ve2pe0to1K6CeG5RTBHU3cLtJXQm0EDO2Loxt3glZcoK8n2fCa/Ib9riz10ZeAwZ25I2q61oSlZE1+AY2R29qIdi8ZEtQgOnVtkF9y+9C8SGg96qCJetfO0nuByEHvl8RQlb3eTb6Lmm7ip6dBNbJO03F6HZA6/xwuTadt1FrIwsqRjhizljZC02kldFwJ/FaEYc1oXy1GSYGKWMgl0ZHjHp8EFClxiFPYolEdg1UIj4+FSi2JbRWPi7qNFKU5PBo8V2z1SnkLyyb53CY3tRbV6zwzMjKUwZO2kE2TW7flJ1Q86GrI+LNyH3V0HaaODEQLUsYHqVJhH7ZBi5ELECmZb7CvG4wewSNQnZRxGOFkZZY+ofKsyOa/Vg9r17rPlKIpMrWDR6OmaOHT6KGVMesL9iQfHzrL8ll5YT2N/dvc7exZJLdtiwden0buH5Kn8ytHog0zfQ0gbO1uZPwwXePPwgGD523FYMJRXO4CG7/xBtjyrSwBWQKyBCpHAuZlUsaktPHSkx2yYI6jIyMj6dSiBJossuBn7LHB9wqD4jxmc2XcA3/e3IzGRyfBb0wCjtzdi47WtAaBFhUYwgPtYlUW7sTGICo2AfdT82FZzRke3s3g4SCssTSkJ9/LEpAlIEtAKoEqYSHHxMRg/fr1YLO/tWvXxn06m445F+pHy8M6deokrU/Zw1rt6oHmtJsJ+7MoryMsrc1h7lCCNn4g5Swse8ER49m4hwFMWXsWo3yKr5wwQKvQbR55YKs11gwJJ8fBTrJkqjRizIPc6IL5ODFRskaotAyVnMYW6q/s6IGi5UkY3ZgmqmSQJSBLgEugSljIbNa3Ce1A69u3L7eOVSoVli1bht27d6Ndu3Y8rtztaePElyxuw1o0DcyC38FtQI+f4FMRXcwLt0D1FsEY0aM3hndvidqu5ri2fRmGfvQLloyYhfanvkDpi97KXQMhA3+xWGpnz8tCRfsuKgvyI8Jhe8rYGlsZZAnIEtBJwPSBY8eaMWZdlscfcnd3x8svv6xVvOwQQrbiga3xJUcgFWPI3BuzEw5gBMtNyphN1uHgD/hy2XbckUzoseiygTUGf70Va2aFICjAH75NWmPQtO/wXT8ht8qIFmTW4t9T++HbY/c4Ytq/5NVr1PeI4+sf2fZkwesZ26W3d/E4rYerb0WvXmydZvgkTBrRV0jrrO9h7UG85948gPdEz2fkg3nd+bs8S2ke4krz/CWWx+tFXsRGhIzTeikb990hvjuM4Vi6kt+J6e+Q32fB65nopUx5axP6dx6JENFjXDnrI5YvX2UJVEUJmJZ5DPkpqx07+4oBO7K7omBeOxBr1Jk4t20+O9uDIAxfjg+Gh00gNkWyIYzyQhbOh27CgjmfYMaMGZg74x28s0OgYWzBN9uV1qgVbQVde4YjRuz4EOE7ZuBishlMM85h8k5ntKpvj4vf9cHQS11wOTEVcWc/xfpXW2PHHZ2Wd335S8Qn3sTfo3PwatsvuEJ/EPfMjeHX7QZB/dkFkKcrXFjrjQk9/xQc0BdE4osJBzD0wi2QhzjYzR2KtWE5fGv3b7Rj6+/Gf4I8f2HFUGtsPLoTqRpfDdIyUy/vxM6NNfHjzQTcurAdebMGYObuOxyFrx9N8cPimASQlzJ88Sq5ECW3loXKbBwJ34HqA34ud32kZcthWQJVUQJVwkI2FCwbsrhw4QLq1KkDZ2e2oP5hwAGtAzqCrTztMWU+Zo9gqvkghkxYgbTykFVFYU4LR7TpOQQffir4bv7sq1/KROG5oInkmW0b+dmNx8HQrpg4OgChZ+KRSidSYMwoNLPJxKW94UQrDv+s/gHrD9yAN919+Vc4bSVgrs6+wPRBvrC3dkVAyCLaZvsddkXSFrwHgFrtinciLmCEYxw2r/oWX/28grw30sYQ5jjHiIe40jx/FSuOPl5mhH7EvXJV8+qK/9syASv+txfZpibIorQ5y4p7KXuY+hQrX46QJVDFJFAlLeS//voLGRkZCA4OrhRxZ8WH8zXIr4RMx6w1K8CpHgzF9XIYyfeOrMOnbNyjx2yE3c3jZ+gVFuaA5s8eCCZubfGFzx/Y9PcunGowDBPfeQ2nd+zE9rWHMOPVjtr8QwNaoom3D7zpN4ac4swJqKtJs+JKlN2wrc40RYkCZaEmzfiFHQH1XdNWeHfjZdg16Y53J0zQumiU5pJ6JZPGC2FDz1/6GFKvXDZ2nDMJgsanQzEvZRWrj4SwHJQlUCUlUOUs5B07duDixYsYPHgwt5ArLvUsREXFcjeC9xNiORkr5T1E7d4Pmt6jbXmd0MBggs9G3FcvcZUplp904zoP9hjwEnxrCCsHYo+uxlrNkIWIV9KVWap9PhiKL96YDqde/qjTqB18//gAk/7wxQCyupmS9STDfWNEAXy6P4/nOz+HCyPfRHghOfrhm0c/wPIDMZx01O4F5MTlFTzfyKmkovTiTPPvgh2MNefDCejdoS4Srx7i6XklbKcVM5bm+cu0KAmh6zbhXLIwnMTM+FkzfkM0+WQ2zbmBpeRxLCCkK+wNTsMQabPrw9RHSkcOyxKoihKoEqssRMHu3LkTp06dwqBBg9CCdgw9FGSFY2DDDsJknobQGD/dtuqP57+CGixeEYk5b32E67ZuyDr1M8fc9sMshJx3Q24yMGTxUvT3toZXpy6UthYHJ7fByOiP4Rr9N5Zs41OFPM+D/nh1Yh60NqJPe3dSwCYIeoVGMeoOQwPyZ8z8DvSYeQFfvNUKDV3HcFIB7/+ONaIHNsq5b6YfZrFRDYL5e66jaSln7DFvANXJgUWRnTemjfHBIHKMz6Dv6KE0QfgB1p9/FS/yGN0f5nmMeYgrKnI36vkLecmYOfFNvH4qEe1qEXIG/VJ+R6s6MyhA8Mo3uDy8MQWyjXop43j0pzz1EfPIV1kCVV0CJuqdO9Vlmthzc3uidWXKmJ0yPWTIELRs2bJCvOj5slDF4ptpM7H1UhgOHhQUp59fD/gFBmH42DEI8uXqmBTyeQywaSNYzSWU+lNYJkJ8mSmdhd1zyNL8VLfzb/j/lqN74Sq8Nbsm1h39GH2aP/zCt0Jai01+1Er0gMbWaZM7MO4xjFmr+7ceQ45o1TPeyVuWbcMA9PTTb0uBJuUj5c88zjEPaMY8xTG6D/L8xYpiqyx+prXGhcsTMb4JnSxBntLsrPhUHks2CsK6ahsknXid3gD0CtDUx2gGOUGWQCVK4En7sqgSFvL+/ftx/Phx1K9fH1lZWTh69Ki2Cdgqi7a09bvcYO6JSV+vwSRSpCsHkPOgzKU4FDqJj7/q0bJuja2lfMLrcB0QNGsNlNN+QFaeCmak1OytzGhp3jC8PCkbcXFxOtSHCJnRmmwzI/m5ly6NxzA2zOFE3rJsJd6yQGO1FrbFV6UINNWcKvM4Rya5kRLIQjZ9sOcvMXM+Wey5NJatVtuTMhZjS7+asPHkcBU/kcOOeTd7gAe00qnJqbIEyieBx+lqsyTOqsROPbZdmkF0dDT/SSvi6upaMYUsElHdxSU2aDzFq6Td0iJWma/m1g5wIT0ient73P5URUbVZs5o07WreFup15ZvrUX8yxrPX7OWCs5mDJQ4W873+o0YmNegrweDtNKYsW00Fjejzcq867A0WnKaLIGKSOBJPbOMV5OkpCR1WTaHPGlfFhURrGEevSELaaJKQccIWYP2m1QaiAqZLdHLIUfa7KVSt464KqLSipEJyRKQJVCJEoiLj4OHhwf5vrYjfWD+2B3UV7lVFpUoex0p88pVxjrC9MajNb1m5DD+YTawSOnJYVkCsgQenQTYc8qe1yc1dFElxpAfnfgfHWWxQdmVeadzdHTE3Xt3+XFObMt3IR21xKxoGWQJyBJ4chIQDSb2jNrb2/ONZtKjm8Tn+HFxWCXGkB+XMB5FOaampvzTR/wEcnJy0ipjWSE/ConLNGUJlF0CTOFKlbIVrQRiQxXsuX0SIFvIj1jqrLFZ47K3LruyBhfHl2WF/IiFL5OXJfAACYgKWXxO2XAFe07Z/ZMA2UJ+hFJnjcqUrtjA4j0rUlbGj1DwMmlZAuWQgKh82VV8Vll2Mb4cpB4aVbaQH1qEpRMQlTC7srevrIhLl5ecKkvgSUlAqoCl4cfJj2whPwZpP6nGfQxVq9QiHuXLSkGbdaxtDNc15iMl2wyu9obxpVUrH0l3U2Fu60T5aBPNE4bsu7eQbumBOs66nTcq8itlbmz3UJn4JYdRtD/H2rI8cikT4SqDVFJffBzPsWwhP+Yu8jga9TFX6aGKU1+7BvXp08ClC0iNvY4C+9pwK6Y4y1pEEbLuJ6PIsRacJLok684FHErMQsumnVHXVqep8u9H4Hh0Imp5tEVbd8cyFVKYexunI24CVg0Q1NyLNrGXDml3LuF8thP8G3rBXjNPVERHbbFP49KgSE1a1YTGMzVIuRnJyCGv/jVsdPyzpJxboTiXZgeb1v5w4cOeSty6chQRph7o2qQxnEQCGjqK+9ewL56cEvo2hn2Jw6RFiIs8hIs5juhKJ9I7lYijIfasX2jVRRG5aVC3bw8TT0/eZuKQxqN6jquML4vKaHujG0Mqg7hMo3wSyMyEevJkmKxcWb58MrYsgccsATW9PPPffRfKmTNhThtGxAn6B71UK8JmlfSHXJGKynkevQSyY7bh+bljEMKd6RsvLztiI+Ia1JWVsXERySlPkQRM6IvGeulSmPTujaTk++TzKg9sBy770qlsqBJjyPn5+bh06RJomzc/R4+t5fXx8eEnUFe2QGR6FZWACscPbuWZezznWQoRFVLf+QyeqZml4MhJsgSePgnY0/miy0cG4fDL4/HZqJFo4mjNreXKHL6oEhbynTt3+AnTTCGnpqbiyJEj+Pbbb3HixImnr9X+qxyln8Va5gPKrheCvIxPdqljD6JeaOR/VUpyvau4BEafuYaEmP2Y+N163KVzPdmO28qEKmEh16tXD7NmzdKuC2SfCwsXLsS+ffvQqVOnypSHTKuCEgj7dzsSKe/z3bqjtFMOo9YvR8MKliFnkyXwpCXgmK9Ep3vpOGW6F9sjeuMN8i1emb4vqsQqC1ZhKbCtjWzI4vz58/wNZZguxZXDj0EChbew5V+mjhujf/PaxgskvGtHokpUyHebNcMdf3966ebj1vV/cc2sKXq65+EAufC0MKUz9iRdQKmxSmwcG6Fz/Zp07BODQsREHkM4O9aEgy06+LZDNXMVblw5jhi7xgio4wJ1IY37mdDSAzWtdDBRIerGecSgLnrS4QG6hWMiDeGal3odB28nwrV2e7R3U+HYhfNwa9QVDYqisCcqAS41mqNjHXZMrj7k597FlVsRSKbDwW0dGqBDw7qwLszAsbCLqNWwHcwSziDc3Asd3Oi4LY1bE1M6VOx61DXkurZA97rs1UY8Ev/XtAeMO6BTy9ZwyEtBfOZdXE28R078PdC2lhViEm8hBbUQ2Pw5WCtTsO/KVTRq3AVefGWJCpEXjuOWhEU/n27wKLiOf26ytisD0MqNXi0aaleW3I8/j1P36OBJah9Hap884vG5xv6oVxSNf27cRQe/DqimabespPM4mmiLHq2aQOuRW52NqPg01KxVFw7mWThJck2zqotePg20ZZSBKx1KmeipEX/zBMKyVKhXrwOaV9e0emE2wq+dQwydGexIsu9S1wk1t26EewrVzwCaZGfgeDVHnIi8hdd9qvOt1pWlg6rkKgtmIX/33XeoUaMGhg8fbiAu47fyKgvjsnmYlKRLv2DEjhOo1XoK1vQxfrQWw1v5+Sp8tPV4seKU5GUr39YauYo8OhEFsLS0g62ZCun0lNvb0sw2xRlzxSSO4RWqlCgiZasuzEMOEXGwtYe5iRqKvCzkFdEuLL0lXOTDAEUoZETNrOFszc4n1EGhqgBKSjOlDT203xIFBUqYWZKfA1KQWfkFsKSTTKxMCpFVoIKtlTUtTysCOyqQ+YuysLSUHCJAeekUlhyVGRztyJMYvTiyyB2rBR1gYFKQjVwj80LmFnZwsBS0mX69zOFobYpcKtfczAQKclRFXMKK+Y6lpXIqKt+cvBfaaOMNoSkAADnSSURBVGQnyECoF/u8NjElmoUKZOSr4GBH8qG6FRHTapqgUlNNqbr6oKmTKZVFEpSkFyKb6lFoZkkn1LC1dXReeEE+1cuRHNkqkK5QaduNCVZZkINsJcmA2phTKlYOySU3BypS7s42VizLwwHJomR6Yn8w1fQPOnShsIBOtFFQy2jAlPqDjQUs7qfCUlW8gd54sS0ue7nDot5A/PnOINS0teVKWcz+MNcqYSGzCjKfwocPH6YHowA3btyAGx0pxQ46leFJSyADe4+xsXwbjPFvVgozGdhz9Diu12aH7RUHC5q5Zj97MSmHjqMi4KPROblibJmvfNhEk8/2gbmorDLNMeZwSsKKZYE/Hn4Af6x8gR/B2uL8aOonnGZYEoMCfcMUgQ69bAwT9O4FPkuTHZfzA/jWI1nCjSBXAz5LaTd+7G5OcYtTJK2lZxxFRC3T1Rg9IZ5ISOqv7XecMtXJCA9MPec0bgy1Io29ZSp9522V8YfM3u737t1DSkoKX3Jy69YtHDt2rEwNIyM9OgkoEo9jNfVN1OyLTtXJSjMCDG9NuglifYajsHYpwxpG8svRsgSeBgnEenljdO+edKA6s+FV2nmtyuKtyljIzJ/w66+/zuvNtjUya3nPnj1gRzg99AnUlSXN/yCdM4d38lq/GtiZPlWNg4g3tGcAFLW+hR2dHC6DLIGqJIFCmsuKnvIuzHLSkUzjXya0ScSykj3DVRkLWdpwbMwwICCAv51iY2OlSXL4cUog7xLW3qRZNMtO6NuQf5CWXLoUr5EzTIKCkDljBtRs3FMGWQJVQAIqcpt74Z13kNewITKSbyKPnIXUr/sc7EhJi3MYlVGNKrEOuaSKJicn8/EbNrEnw5ORwI0z/yCKim7b4UW4l8KCFK82WRRslYzqvfcQv3kz0rt0QQFt9JFBlsDTKIFkG0vsoWGKPxYvxd0XXoCtyV3svBJHE7zmeKGZN+/LlamQq8Q6ZLYhREGzoOyYe3ZNTEzkQxZsYq9NmzZPYzv+B3i6g81HrlE9a2FYu3ql1Fcfj83isyVCrC1VHTrg3vLlyCS/Fsrbt5F55xrOXjqIY/doUsqlFd4OaA3blDNYfOImRrz0GqqlheGXE2fAVrY95+WPNl71UdvRTrKiAUi6dQyrrzC+aJqRlroN6dwKCcc34IBTL0xva8hnLo7vWY/j8MPUF9tpl1pFXdmDzbfiOQ04+uGtgHZw0SzfguoOft71Dxr7v4ZubuL0UCHu3DqJtZpyYeWHSUTPmubtr5xYiV0prsR/MGpQXb4+HYY6DbqjZcEF7IzPgH97ouNuieMHVuG4yg/vU76os+ux9U4umjXth5ca1SQ+ChF37RDWX4sReOJ/3TGiz0twy72DmNw8XP73EK6zeFpGN+qFnnDnHx+ZOHz0JGr4doePxBtc2q0D+OVKDKcCK2+M6twAoaH7kOraGO0JT7qwwBw0mX4rCv569RWy3rmyHmuTvfBaq/owK1Lg3xMH4Og/AoFuRhYQFibh57//JtmNINkRjioJf+76G9HmFjQlrAQ55BOA7kErZjoTXmdjtDSoepcy00vDnu1bcIlntsVzbtVwNzke6ezexR9TA5rzvlBok4c/dv2FM9RpTc7uQ4t77ki+exvp1hYw93wFfb0d9fwn6/FSwZsqMYZ87tw5vQk8dvZVq1at0K1bN1oeZVnBqsvZHkYC6df2Yj8RcGjaH37ahaXFKZaEx5yysHZjx1ox6+Jm2C5svnASl+/nQm1qiU59xmCwrxctyQJyE+/g3s00FDRsSkvTmmJamy7YFroJ++9F4nh4JC+weq2emB7UHteP/ILf7qYA9dqgt6cF/rkWgcUX/6GlGk6oXsMcN23NYW5KP5FNWgpn1rEHGuWa45TiDpRmDdDHrz5qmN/CvewsdG//OoKb1dPhs3xKa9w/6wSFd2NY19XNzTdo2hyf9kzCrkN7YdtqCJzdbIj3I1hlSmV3HIQGTW3x6+pY3KvZBC08srCC3hnVO76JF7s2IaIFKLrqhHtKDxQ1bQq/plNwY833OJRjgt5Na+PfncuwOS1fqFcDWxwOD0MuLbMLTbmN5nUawM3LAf51bHDh2HW8HPQybE0LEE9L0BRKJ7h1DUBWoR3RbQTh9XEPh86mER/0VeLSCZ8P6InqymjcvvIv2ge9jm619J8nVcppbMpOKVZfxvPtqxYoavciGvl7UB1UyFTnQOFDcnHV7xAqJWlaUyVunj2DG1Ruq+Y+hEPlkCxTSJa0krpEyPZuqCfjEpGkkeWgF+xZB7l7N+AEyfWempZUEF8NvF7AmB7+eitY3hhTA3b7/sCJjAJE3k+Aqa0VfJsNxYxXXoKD5hQgKQsPG64SFnJvcurBxozZ4aAODg6yEn7YVn/o/DnYTZOqDMZ2alUKtZLxmBJmVjI7zoop55r22bhOz2zbtq/itc6d4WHJFhexNb1qWplEEye0ftelZk3U5LOGNfHW2FZ4JSUaZy6fRujV83Bq0hpelJ7mZEa47TFv3EjUpef9tbQI/Ll/J44l30NW5gWsOH3BOK9MKzRsjtGsnJpj8HuHMSX6FM6JP4ss4sexeg3CM1x8VhOjR/lpysjFlr/+5by/+oI/Ms59hQjK17DFELK4GxH/ybBydcDB9V9ha54lcopsYOngCncq3w418fbEeRhl4UBjlFmIdKAXmLIb/i9kMNgA3Yhu0dhML6Wd8ZcRce+yrk60zu3Po2t192Koem/07VFTs/HFFNXtqaxqvfH9kB7gy/YUGbAm3sxp6EhXpyxsWT4Hf9GKQ0s7F7Rt0gA1+To6kSgw8M1FGMjXZgtxLwyeoEvUhFRpJzFm41/aeMsavdDDpw6q8Zia+PJDf23awwfKQ68mJo9ri4kFuchVFtJSdCZrfQ6EoQg3TAlpjylFBfQKMoGtUw1Uo2EM5vGN9eHKHK5gpZvQcIDajZxmJLdti9KueOklfW6r4J28MaSSGo12d3205Esk1BiCH8f00a0dNiT/ADymcJnHrCLq7BnZhbCxpK0abIMCxTNg16jj3+G9M1aYH/IWmugbXoal0X0+bSRhGwuKJynIYlQVKJBP3+OqIhVUhSoo6ceGA9iFnkm41/GCs8FDaUhJER+KSZv+pQ1JU9GthpFPc00mVXYcDl9Npc/9liQjFWJuXIGFZ0t64eioxpxeiSURaeQD2gWdOr+MbnXIcjWEwhykk5XrLMknoDBH8mQJ0yaRQkm9WJpQNxYqpM0ateAhGbJAQQayzZxgL9a18B7Wr18L5+7j0LuOTutmx5OFfy4ZTXw6oFujuvpfCox0GSHq4t84eB+oX8MbbXyaPFDGZST7yNFEZcuuzHBgClj8sTgxvTIZqZI79SoqAFkhV1RyjzYfU7xSJSyGH22pMnVZAmWTgFT5SsNly10+rCoxhly+KsnYVU0Cj7qTVzV5yPz+dyVQJdch/3ebS665LAFZAs+yBKrsOuRnuVHkuskSkCXw35SAbCH/N9tdrrUsAVkCT6EEZAv5KWwUmaWnVQJKxN2h9cAlgEqhJBeOtFRDAyoKK6Q7LMSEyr6qyA2mgcO1yi7iYegpsoQljPo0yFFYWknx+lj6d4VIjM2mfMzd6LMLsoX87LatXLNKloDicgwGeJzByJW0hksKivt4x+Y0ur0aQ56ACe4lIsjmJKasNfTpWYh9c85g4CdxyJbmf4hwdsRNdLM5hpFzEoSytbTysXzACYycegO3SlXYRbi6PRonYh9G0RXh1tEEXKP9FVK4te4COjuewq4o3YuKpacfjURQtRP4ZBPfGyfNYjSsiLqNvl4XETTmdplkd3XdJQycGoU4Sd1Vige/BFT0gmOLIZ8UyKssnpTk5XKrnATOb71HPDtg5qvCtgZtBazN+SkYPgOqCx7vatjQhnKgfQe+7UKLxnazpd1XInZJLLqlFmD3Mm/a6FGIXVNPY9aS0pSFE/5U+qKBdouhjmRadAG/6fxCNX1ve1lZOLitCOF+BbApzQ2fKhO/BifgCBLQdWl9fDbJA/ZRsQhqGIc0XTHFQz1q4EBoY+7nWRUbhyFd44DgXBzY2kh7hFeDoY0wauNFzGp4Ec5326ATdzuTh1WfEWU/B/TtZCif4sWIMdaeLvAhHjvP8TK+7l1Epl2MKVEFJOdEDFhyDx+ea4X+TnfQuWGCFqO0gMv8Jtg/3bU0lEeWViV26j2y2suEK0kCtEGBLBFrUkxVFQ4vOIP3PsxH1xU++Hq0gcJllcq6h0WfktIc4QiLhHScSVGiTgtnXP8mDL/SZjnyvoHYr29g6iXavZGrQjjdhzc9hYM9LDDol9YY4M12YVhh6NedUL/JBYwfT1Z0chEpsAbIjia6pKDmfOcOO6VOMdNmMBz7LAp/HFQglRx4NDDcGEgUIw9mAD3cMNpffzdM9o00zkPw1w34y4FQSwZzZ3yt7ogzK8Mxfkw0ep5RYecMenEQdvCf3ujtZspPcJFmVtJWaIva1bSK19zTE+t+T8ew4cl49xsXrJlkh33r7gJ1bdFprAtWb0vDuzOjsW66C6I238Dqg4DnUlfYxiVj1wnqOHXd0Mdf9AuixPLA0/g+1RSe1dlJJLTznc6HyonOB/PrmDj5DI6z+0yN1Z2qQmyYOX7K7IB2WvmYotusdtg9IA7v+cVifpsziPlJOApg4oEm8Ccv/0oLcygvR2H88Dy4fOyBRa85QJmrhjKtABaNtIR4+ezPA/uHFvPhAlXSQmanTefn58Pb25vOxar3cBKQcz+EBBS4vHsVZvUej21EZem5+5jUWuj4D0H0iWQVHc6lZOoUopSRiytiuEJgR2sP4cdrM6VSH287WcPXtwh7yeWRix+FW5BiyczFZbp3HOeEtnVo6zFXsuK2OKBdSCv8lH8G47cWkbIzw3OB9CLbao8+AW7SInnY/c07pJCLtI6PBIQinFgWgf13Vdi2hMWkYtk3KmREK+DU2ROTB1dD2N+pHHVbz3Nk/UJn7Y6ohcNrvDVWZjZmm1zEkXFu+H6RL44HJOM8XOGivMXzKiLScUII8vv8/CI6DksFp9Z1MTlQ/wXQeFhzzDp8EnMmR2Jrl0Y4PDyOl8szsj8/J2AY/dhxUy5+9PKaHI03NIld/6xOCllzQ/LwfbMGgq+QMzF3W9SmzZD8GyBfgXWTM5BGzqRG97amOFNknU/GatpoPmpFbTQtrkPJqVJdrMm0w1Z6AXSun4Y/qAh372po5iko+qvnhDIH93ZDS1/xhSDyoX99UP/Qx674XZWzkC9evIgdO3bwGgeRX11ZIVe88Suekw7ePLoRn78zHGvDKk6lYjnJektTwcWltO/w8lO2oAecAbN0iwGNCX8wOR8v/tkc8waTeUUgjDWS1zpzOviTPpFr7z6BLV3qYuxolp6Og6Q8ekxtirFNBLp0chv/ijCn8/DYd0S7SW1wbhJLy8fmrTRqeTCRxjxz0YTwpBAXSqYx5dAf4S1E5B9p2HbQFO1GMMVYhLOhGQjfpoJnrSJMxn2s/pRoBjvhw6H2dOxZESxJhf08JhVpNMmmGyO1Qm9ShkeGJJOyTEbw743xyTAzqDTuMSLzTMHcXAuDImTfO5kinZVLPE8eLOWShc0wYK43Nv98BzXr1iCr2w2KLNquTrzbO5jh6spzGDVGiZ/utydLVo1s5tqNPgHszUkGeh9WVKdh9XCixTnseMkZW+d5Ci8P1X0u02Ff+WBEE+HltmtqMsktD41W1NAbxsiOTUdaNWfUZUraoRoG9AeyzwsvqPuZ2dg4Mgzz1+r4/6Xrefwi3o6ri+PLPPWHfyit1P4h5q2Ea5WykNm5ejt37iSLxBeXL2t6TSUIQSZRXgkk4LuupIwpm9+42XgpdxO+fEya+fQ3g9Fh8jb8dCQBIQG1y8u4UXw6HpWntXzOUNHnYukrUdzCjEvNwuHdpLJpVCItSYWa9DXgTrkcqheRjUqG8d0cWgVAviDuZyGR7m9eScc9R3PczzSFt0cehjleE6xsXpIdVue1QjNrKwRMqI7bHVRcCVjb6LSTIq8IjV5yQKPh1Uq0AD1/aoKfQsThlUKsDTyJPTVNcXVdLM5QGRPn+GCor2iZU/22nsD8TKn+s0C7wU2xPy8bayeH4evh8Rg0tAYdT8TAFAOfr4bGFsyKF8DCzhT25+/hXxvxJaNJ0LxsrGvUwgplLfIRzOKVWBd8Bt+TdSqF8TSZpwUaajkc2khPmQppNug3h4Y6guNorJ2GC0hB2tOKFfayLKDhIKb8r226xMfd2Uuyj8biFfIqsdbrCilYU0w80BxjA4VxauvqoiMQ4j2LHN197IkV71QnNoV2N7cowMbe4TjczK6YMmZ0jfcPodTK+lulLGSmjJnbRmYZywq5srpAReh4YsqBFWhnEYBhAd6IXHn9sSlkW9f6nOHxXT1wfsUpLBut/datSEW0eRw9ndF1nAIdG+l/ijPbyGeAA7q2AFJ+iMV7mi8Clx5WcEyNo/FLLQmy1qIR9Gm0NmLPkHDs0dx9m+mPySvckFbPHrHfRGF1pj08NLrfo5sXpr9oDmsLQ0XHMpNFS9Zk1j06fbsGDSpLgYYQdFCEAtI94VujMXkbWdXBtdCvqaiMGVah1tLV5dGE6ATsEcta0Q1ZsdMScSCE8VGElbRKwZF0lgiZqaw8U9QaLFjZwqujkCzOkxKL0wq/ZbZDS2adErjMro/171SjOqhJlOQMm47ytiHlt+qVKzTcwKY5S4YG/Zth54EI9O0Zh1m9yOIebM4PvLW0tYDi/DUMG5KFdj811n6x6KhY4NWb3rj9VhS+7xmGnVM8sOxrcqnq5kCTghog3tLyCpCaSq7sNG8bC7L6Y/6/vW+BiurI1v4kICAPAVGCDkFFo2BsHR1/NJnooEnUPMTJmHgH0dGYKPlNAnGt8ZEZnBW814Qka5DMckLib8z4usvBZCDR6+PGGElU1MAgEEAFeRhAQWilEVq64fxfndOP081DxJhI0nut7lOnTp2qOvt079q1a9f+1O/SXNZ07Pz3YVfwNk97jYZ89uxZCHPF0qVLHeE3b/Olfx+3B09fjGBTRYaOXXO73Yyu/CSOnOb006zEqO/kfHnYtMcxlvGMBY2NSkJNyDg8wvCYHyyZjMwzqfgyaR5u13I9fNZIJM1SN2xOu+DRV8bRLCGojVooTRPzw/AJNVOjrgm1+j5w5p/ahVqjs5h+W4hCi25WBuYZuQDlRVh5z8Uj5atnK77DtiRFU9UXnceMUD77zShhFLLiB9qWclW3xxCd4mqAGx5b5gT/R9uw3OVrPF0Yzim+nSC3rQWN5ZexYc55HKRAmpkqBiQKKtoR4vdPRDiFl1poGoVvNV9FI/2BfXxFvX0wbtkw/PUlV7ScLMWaWGvlfTlAaNeV4/d7xHKcmZwY8lMsxPF8mSo2tXy5DWcPULuvd4KfnzN8PDwxM6IJYX7XcfpAvbxIGZR5GXl+YmBwxvSwNs5Y6A3SaEQ9Nenf/GEYhnOQ8wkJxIYv/BHxVg7WrG6E7m3Qm0U9ePF2emAs5ceeLELb7kLnvw+7grd52is05JaWFqSlpTFe7q8wgphWjY3flxfnbXLPcfv3woHzuycjcnXnVSVk1lMgW0XuwPDFyKoMwZIhU7Fj4zPwO5OAwvR4jDZpZZ3X1MMrxhs4W9iMft5GXOAUvCHiOi6UOKHB4IoRLjWYRhexTil6CI5tH2YzDTbesPrlug0JxLbcAXD37gv3fvegIesCombr8GahBuMp0IycUjdTQ3ahhmdP5V/TSyGY2jBtxC59jchK50JjSiBWCTMG7d57cRlJayowN828iCdqUNuQDTj6bj5WxgpjgCvWs83HR7tCnyfc+4xYOeSkuKETGoCjUijNDU4Y9fAQjGIpY/9r/Bb3qihyAN5ZL0wDpjwxeLm04uMl55EzwcvOXGHAkdWV2KzSVH0jgIMzzloqPLikRJl1RDghcep5Sz7xYRBOgWwlDqSrJmHKi220UzNXx9ja5os0WQSnKIOqOcsy2FozfpRUr9CQDxw4IMfJfeInEJP5R3nLd3mjmhdrUPy7hk576T3EKozNhZwHP4zthjLaQIdyir4Ood5ZOFy5B9MHK5q0udz3cWzMpZCcSBXMTNT6nlnHk8gh9FjwlGcK41NHIfqBe9AsCx4nTsub8ZfQEhTo6BLIovaWaXNV8PLEmLGWM/gOVaYJA4f2w8BOb+JkQphGd9Qhnh81hZnNGLTnrk+pwiK61/0z7z48xzZayGLfWT4WdzUhJXPSrsM3LhDbk0Is7nFuY0ciLb0RcyOvY1HGBMROoZA2qcligDAaeeLsaidMQYQSWy1UXgz0MiI/SwhqNRlRJYRuu5mVK54/OQXPO3PWYZptGKsqMWtIKbzj+sNj4zVcj3ZF+Y4bWPTn8Yj9QvGMkLV2DgztMHO5YedF7wI8VTwFc5quyvZ7YrPIHSmPKcDTu2kGoQudINmtTvRpnFiIlCcBIvsHp7teQxao0pmZmVi4cKGMw/aDc8jR4B3ngFFXh6qq2g5NUZwcAX7BFE4dCNrmZlwzy3FCL/moFsS+z057hg3HgZrh8HIz4H3vHGyLG4ajb3DjgBBKxiuybXPQcB8MtzENeOGpaArkys7/3OKJ/vfV4wz2rxJkGsV+u5S778QwpLU8iDsXASdyEVDJEMI1OHk0PnmF/ZBJ8d/dazoThzFRwQiLKcKm+ApEpQ2VTRrebmq7ch8ETvbAVJ827H/fpG3SDOLZ1wnVRxV9suwEBfpFJ3pqGMFY+ArdMOKKvh8WrgxGYAevxVRKMaHs0OHC/Xw+KvJWakMNTzxsTC7KVWdV/4zl1VgytBRazQBsTwjA6xTIM/80BgFB2VgzIxvYr0HsLG+L8LbWr6Rqj1fLZo5fXWmDs7/gKxdX73XHvc8F4IW5fRF6H9c5X6V7HgXxiv0huJcQYo33etk6fdhXeofP73oN+RuimQj69NNP5Y9IC1QJQV9++aUsrB955BEH2KnMkd75VbAjFFNvYrKID7fVknVFnyIyNBK0INDTYysFymIMvlOPT08IRVt1ghen0MHDKIiZJxMFjQcTmyeetLpOqfsRqT5RpbnpwRkNsjCenxqMBygEPfo2Yf3syxYh/Fh6CMJpirje2CbbSIVSfEtESKhXEp0RU0Lt1d6GKirSX8eJfc0oH2bEeQor/2HO3N2mU3mCABmrqxV/4mgubFJ3FHL1us5AFzs9HnuRAtmr8x6JQQNrg7Dyj4O4qGcddNxodP8oMwebs3Xsl90OQ1N11dmlWDixkrxwR8qXoQh0uSIL8cYmV0RvmIiSgixsnp2LQvqCv8ndhYozorovBhx8Vwxn/REV7oKKj64y7YL+tHuPGuOMFSOqsTjjfkyZzGfUBCCkvh4HdQHYEHXLXFY1qkd53nkYBwxFyOAuGKO6wz5512vIwsVtEHHG1CQ2hRw+fBjB3CEkNocEBgaqLzvSvYwDYUuKkTWN09qO1p5oAhgQZvvjLjnwFkbMViR4dDIRlF+Z3rlJ4E7wgq5s0FbjtbeNWJfgIdsm56eHYeG4vrLAchEzeudm/G3oWYuXhbobTULTPFKLdQvFYp4THpgURNctWl+/KJSFceTWQGiXVOMQd+gto4dAe2Fjrq2DRT3zJdNx0qrJ9J0QJNtSTLmmg5s/ks6YNWx6T+eV42UKZEQGYNtaYNHkq3gzw5+22kp4B3ljFT0mutKIzS5k5vcom1XeKMU0fjqmlvbmHH0T0t7+FuvXCSZ5IKVmHCaJsZjdUkgYFNy5qWYCPJfnIIkbTGbEXsKr+4Px5G/8CYRrKlVehaR0YCoHO7E9/bM0DiV0sxvNweDDF4Sgd4YfF4qpFJPa6J+tx0HOJurpCZ6y3MoTpbbufRftikXogg9YWIP9lVmY1RPzmcDUk/bulW52JKzOXUM6nU5as2aNRA35lvp0+dLlWyrvKNw5B3K3LpP4y5M0Go18FGnlnMforVJD57fe1pWM5EhLe4n7i2+rrlu/WS+9F/GVNAEnpN9CHLOlopo6aTnTiZl6u+papO2RLBNxTtKprxiuSa9rxL3K573MJvlqUXq+khdRJGmZo8stVs412dKhwvZ1bxH9iDsnncqskY5lXOLxO7ne3ybXqltTpa9Lr7PNjq5ry2qlLXEnlPaWFUs1vMuQe47nJ6R8g+jLBWmGqb9rk8ukf5c1Scy2oaL0AuV+lpsRWSAV1TdJu8XzJ4ja7Ekvyf0nb5pVl46l5FjqmBB9TqpQN9JcK/P8vSw1L1qlfFW7Vl63SvviBH+/kfvfnCWe5StpeUqVdCjxlJx+T35fRmmL6R2Jpr5MUHjweqp4A7dOuSnW32b0zsJbr4B33PUaMv/kDrorOSCrFsjNpQFORfLpMKHd3Bny8Q9gxRFILfwY80bbmjHuTIvWWvXlNdhzRJzTbSuiP7Z8PBaj3OvlArsnn5a35lpLm1J2JovGwstIl1nmjPXFk/C4n44a2b+x+QNO6TX9GfdBCdiDsSE4QNX29xOrsSb0NO3WA/D8c0F4aKynbOOUtc+NlxHDj5rCTJYUJa8VF/KuMW4DUHKoXN7eHqwX45lCOXvO4h9cFMxgECJB81NHY+U8f7n+RqUImqhYeo4dhs/rfZGypgibYy/iID+Cgunjuy0pGFlvZclxQBDhhRVznbAptg5RfnVKmWHcfk1nDRf6IFsmQESU9Zw/APNr2rBn13m09PXFc2w3aKSyoLmIs40Vc/zkfsiVdPrlhDFzQpHV0IAP15VQY1YCDzXmlXLTCPuXeB/GcNfkaxMFj9wx/kYN3eBuMH8kYsIFo1oVOzdT4nmnxWuwaE82tv29jnzwabdoySJd0tg/vIm4mHSwaWr0HcxIurzbdPFmmrH5eo/E/V12k0NDvsteSA+706xWq3pYR09uq0hXNLjfJlTIWqyoQ5dVJGtcr6fXSVVlOqmk+Bo/OqZrpDihVWoUjdfaXqt0KiVf2lfcJJ1KVrQ1ob1FJ5TJmqm1nJIy1NRKiUKLE3VRe66Ss1ukLdSyZ9how3ppoyizVikhF2uuk6JFnuqzRaVhFqUqzxOXWCaV2E1plOc6IZ2yy9eW1Un/Ss6X643bKTTJVulYotAsc6US03tprqyRNi47ZdGq1e13mE7gLN1EBrVWbM7kUSdr7F9JthqyqoAlqfBGtLOvhhp0sqL1RqcoMwct31Gz1CLtjj4mzYgwzQoiiq2zmAa9pOukD5YmOkvUZ0lxGmWmuLWwZz9SdMdcIQvlzjrRi/IdArkXvay7squtUlGW1maabaDJ4l9by6R8/vltSUyni6V/ZVyzzVadGeprKbhypH25itlCdckuyXZplqiw/McpBJOzJfupdcnhYmkjp+WWYhSW+ekXpO07y6RDh2ukivr2fdQ12OcpTRftpLDW5Er5dgLZrmOmU6Ok7aQcfaglXb1eqqlpkqoqr0sVlkFLKxUVaqX8XK2k7YYAbC4sk36r+UY6VGbsuAuqXEP9NWlf6iWTkG2VSjLVvFMKlqRyUInOltbG5XdgElJV1p2koVJKibOaK7Astccmuz5C2AbQk+EyN110dcRPwAe45nINBgXYLhB2ZxbhKOPggIMDDg50ygF9Hha6a7AjIhqJz7+EF6PCGTW7Z9RHaMg3E8by9QBhu+vd5BDIvfv9OXrv4MBPnQMOTL2f+ht2PJ+DAw4O9BoOODD1es2rcnTUwQEHB37qHHBoyD/1N+x4PgcHHBzoNRxwaMi95lU5OvpT4kB13hVUi6hDHZBR24gLVd30YyVKcmMn9XRQ9Q+epSdCSXtqZSD/jvLbl7TmtKK6vJH3dZMv1ht7VcqhIfeq1+Xo7E+CA/orWKEpwpPc9mvegKF+Lm0+o8kx9OXC95VNJ+pr9unGwmJMYyCihesr5W3I1us38OHc41j46nlc6FJgt+HbT0txvPx2BF0bLnxVibOW7c1KLy7s+jce8s7E/5RYw42KK1e/KsIsIoe8tkfEl+ge6Usq8OTQHMxaUtEhz+xr+XbXGUJileCi6tlFfOqbkQLNdbNSd+66Y6feneOto+afEgcYyvG1x8+hfqQr93wxvKYS+RFuJjgjAbdkoSYGAzpvxPTk8YRQsuxPs1wGY0i8k94fz0RWIn5afyRF+VmvMVVZIHZBOuP5p23zbQqZTrSlIhweQTwfswvSo9PhCHfgFWha4N5FGE9Gz8f/Yz8yUImpDNTzFwbq8SwpxyzGeLZGmjM1pj5EDMThL5Rdhcbyi3hmKnfvRTYRRXukJfbG8GdHYtE/cxA/Igc+NRPx4EBRQTP+8RfWTJTtJx/sfiAft2BfIn5U4qH1ym48dVfap9twpaSFgZKqMXdjLVZn/RJz+lfhoRGV7Yt2kOObOBqfr+pZPIsOqrulrLs+2tstPY2j8A/PAaOegVm4v5YCxNe3p96XP3y37Vu8Kcy7mzvCxrnga8pKqzBuQ84bjI6mccfMJ7jtVyWUrzMAka+3OvgPt+fWNsPIoL0i1u99j4/AiogsbPqnFrVP94e7gZHU9E4YSKGVv59bz6O5TVoWYPY9tT0vOsKgTAyaszjc3eZC43mtHHoyMmm4Jc6xTQHzibMPAUmn4PRHBYhZwkA9p43Y+ycCyfJ6ZGoIZgc4tQtLZGBfXQb7WQSvM4N87dp5FVELLuPld32x/RUP/O8uBtgM6ocHnyM2XroWL/+5FLtW+aLk4/PYxu3nwcn+6HeRAfaPU4UNCiDqtGmEY2sfTj+JTXVOCGZEPEEiZrEcr5jp6tjTOCbOicIiU51AH3FGSsNkgqcqWSJg07T4STgw9yJWasqROPE0ylKUbfYrDo9GOKM1GVwIHJtXgpgFRAtfOwTv/N4LhiYJBm0LXEZaKjJXiJv+Piwlby/RKzTka9euITs7u92TOjmR8dOmtct3ZPwAHDBWYc8bqxmofYe1Mc0y7P/kHcwKaf+Dtha6O1M3h3l3R3TSRETbdJ+QTpkC0mkYNgiUji7pBrYMypJx5GyLVWOWe7Upi4KlbAS+ZpQygVx96BkRh9ikeTMe8aWWfoheHMgYC204/n4hPq8xIl0OnFCH99814lqpHv0fCiYitB9y99XJdabPyJLDZ1q03ehABtU3I4g0IqFPDjKWBWDTO2Nx7OHLyIY/fA0X5Hv1hYxDoSTl8xsMfq8nekn/CUGInW47AIyKegDxR09gfWwR0n49EkcXMM6wfJfp64NKIlsLDdUJvhqgnOaapaZLU4l8/Xi4ufA9GPv8QETm6+F2bz8MZsgJeQ5wQ49dRPLWentg8Ww35jlBl32Z/PTAoq2DOwSBHTg2CNsbPJDGAeChYVo51si9IX4YYwJF/TZLaXPe7ACMH2seEMz9sD3e/PdhW76nZ71CQ756lT/OQ4fg4+PDICXWKaBIOwRyT1/97dynx0fzhmCJLDgiELd2HErf2MigOR9g9ogmBnvZDqLz3CGi9qY1Uhvvah5+6033DObdBBxqRunosllXPJs7Cg8a7oFLTR0+PdcXv3vCF1doe714XwAmDWwjJJQz+p25KCNGQ6NDfKSdUZZwUIsXi0ZaUbRbi/QjTpgULQRjG7754hpjFBsRHNiGWAaR3LaOYSoj+2P1s56yUO9LEfbBkjrOZtQQTq6YTWGY8cxlCsvLiNw5Cq9F3QNjnmgDKGp2woj+JoHIc9f+Trgq2iXUR+w8uYjq6x7M/c8QfPxBFQYFEZRUCoBeJ9A3nOHpdQ++/YgAqksMSKn/P9RkJTRSsPPPTHglasE2Qe75TFH34fi4LHz2hA/SNhBxWrRirMcRCuSoN8OIEXiP3O7/vMqgQUeaMXLrQJtAQI3lV6H180GQ+A16+WHuHM5OspUBqr6hkaCsuSpQVsaynpptjWW9LAjHiHJt/+vq2e9D7uYtffUKDdn8RAsWLMAvfvEL86nj+KNxwA2R67YimhBmiW8zMLz4Q61bjtfCQ/FG7g58XvAuJtgFlP++unry3XmYHJuOlIxKLH/4+wtJ3zOYdwVYtKGbDxc4dqBsPsgh6nR67A0M/7UHqigkd2uM2HVyLCYRkSR5iWKCOPyFYosVIKgPhdYRyXmyBcnZ3Fxwiojda9bMWwnAegIHBznh210ECmWhFevDaMNWhJcQ2kg7jkR21ir/XAiBFYrPmxuxIzYXSQu+w++eHYgQuQEnPP2IH0a5EKjV1KCLB9FEsmtxymQ3N/dD1K2n5cGNsFFbDYEmKCUDdkWexiZqp2qK4WKehWhqOcrnlAWuJVMk3PHUepo6Ii9iGuXoUQpIT4KrCgyTliYKctyDs3vOMKJbG0FZH2AsabVpyIAdQ/MpYJ2w4vADeG66Yqd2G6BEkhMauoit7Ls2GFtfGkDbhTIDcSYS9j9nF+DoGI92wlj0qGe/D3HnrVGv0JBv7ZEcpX8IDvhOWIztE1QtuY3Golej8caSHYSzV+V/z8l+/gqQZczUIcjemon3F1vmurfVUtcw7yKMpZbLUbT/ujgJxY7Eo+EaDlLgjJhPl6yqRuLp8c8t5IVMFGQ8bzb0xQOmkJkiWyyALaUw9k0IwX9M4MIRwVrzhpQg6vFCvPl/2wh4yqDqOwda7LNV+cIPgwuJthYCuQXYaOZtaKHsKUgrJcYgbfqRgXgq1CyMRXGTNq/cafvt5ono93/JPGqxf6zG4eVCwLXhI3opeFNmmamhTggvJwTOU7RsRbC3UuM8odI4XTl4TLIMHr4Mav/fLxGhu1miRtyHkk0i3mAL/jE/XzbfWNhlbsR0HD5nDPYeLsSTMy4i/lFq3POIf8drffu5QJ99FlHP6DApZRQ2MEymLbngP4pDUPFCCTbNyMVehgh9n0H+BxIkNsxckJqztrkFdXVcEDCNNi7U+svI+86o699HZ3fden6v0pBv/fEcd/xwHNAh8/COHjWnKz+JI6c5/TQrMepaaEAcNu1xok4rf/+xUUmoCRmHRyYv4RR8MjLPpOLLpHky/pz6tltNdwXz3phXjGc0dmjK6gZizuPJGHWGKk14oKNnTFqg9gr+OLScF/tjazw1SVFscCD+ltWEGSLusUmbzFiQj6OP/hrTuKh3iWjXoEfDEOXxVRUzaYNJp2jrCHDDY8sIx/RoG5a7fI2nC8M5xe96hGwsv4wNc87jIAXSzFQh+RUvj/j9ExFO4aUWmjKgKPvSSH9gH8IhAX0wbtkw/PUlV7ScLMWaWGsXRcxmLQFhf79HPLOZnOAt4kkL4beMA5w5Wz624ewBavf1TvDzc4aPhydmRjQhzO86Th+olxcpgzIvI89PDAzOmB7WhqMH6A3SaJQhrn5D1OnhtDX4hARiwxf+iHgrh/GPG6F7G0QNUTRhS3P0wFjKjz1ZhLbdha5+H3ZFb+u0V2nIW7ZskYEwvby8cP/99+PBBx+Ep2f7Cc9tccRxc484UPvFe6ByTIrDExrfW6rj/O7JiFzd+S0JmfUUyNY6B4YvRhY1yyVDpmLHxmfgdyYBhenxGE3hcSfIc+RQ7K0MonZM+69Jgji7u6By7xlqakb8LXcw1mlK8VTGeCwfTw1OSDBOsZuFNujXzzQlb0XaK0XyQtf8nYPgJsqIuuhOt4bCOCxhCBaF6Cl03FC2oBL/ve8qpi3ui8/XtdEjwbeDaT0Xxr6ml0IwBTYX/lyIvZeVTu+FlECsEmaM2mrsxWUkranA3DTzIp7gjtqGbMDRd/OxMlYYA1yxvlCDx0cTYTpPDD5GrKQvdOc0AEelUPbLCaMeHoJR4o7+1/htN3BFDsA764VpwFQTjy4urfh4yXnkcKHB9t9rwJHVldis0lR9I4CDM85aunFwSYkCixXhRGip85Z8YeYIp0C2kgseXTUJU15so52auTpJNnnI12myCE4JwycWc4/I5QLtdC7QygV+vK9eoSH7+/tj3jxlFUGr1eLixYv46quvkJ+fj5iYGPTr1/UK6Y/H3p9Hy7q8XRg0Q5GoiRmvIcQktLr79JoXa1D8u4ZOi3sPsQpjcyHnwQ9ju6GMNtChnKKvQ6h3Fg5X7sH0nuCYmSvt7EhA08B25uo2lByjIKMGHDbSQ7YNu3q4ws3LxWKDtJ1Mc9Fr+xRMXHUJ/6U5j1kLqji1/yUCjlXK9t6Zob54lNPvR9mH4yXVeHnJReRoPGWUjxVEJ7EnGTGEaB/x/KgpzGzGoD13fUoVFsUQNTrvPjw3lnKbLPad5WMxhwgpmZN2Hb5xgdieRGxKU0VuY0ciLb0RcyOvY1HGBMROoZA2qclGmmGMRp4IxG11w0zrTfZYc7bsHeFlRH6WENRqMqJKCN12wDKueP7kFDzv3MeCJG2sqsSsIaXwjusPD6JOX492RfmOG1j05/GI/UL538taOwcGehTaEge7F70L8FTxFMxpuiqDt7aYNOXymAI8vZtmELrQCZLd6kSfxomFSLWdXVz94ahXaMgeHh7tUKUPHDiAo0ePoqioCBMmTPjhOOZoyYYDuqJd+LVmgZy3bGcuVj3MefYtklFXh6qqWnn2Y39ri/hX+xGo0s3+38b85mZco5CRSUMwUPcOypguf98HYwltm3Q5m7QzAD7ORIaWG7CbFrdr9B4EjaXPa2EbFoWWY6n313IJ37XDkKCyhT64NBi+6+gWNlEIsv54tIPNJUK4BiePxiev0A4tk+K/u9d0Jg5jooIRRuDOTfEViEobKluEvN3UduU+CJzsgak+bUTtNmmbNIN49nVC9VHlicpOUKBfFO53RrSYBegNI67o+2HhSqJOd8Fy2QK1Q4cL95MvVOSt1CYjSHvYmFyUq86q/hnLq7FkaCm0mgHYnhCA1ymQZ/5pDAKCsrFmRjawX4PYWd4W4W2tX0nVHq+WzRy/utIGZ39hF3dCyL3uuPe5ALwwty9C7+M656t0z6MgXrE/BPcS8bTxXi87M4p9rXf2vFdoyB2x4FcMqC8EstCYHfTjcEAWxqELwN8zlm3NwvtRVMN6QAU7QjH1JiaLeDuvDV3Rp4gMjYQwu2qWbaVAobdHD9ru2S2N+OvTF3mrB159loZS45VbqsZzdBA+KWvDxKGiDiBqkcmebK5l8BAkJFzEy3RdC0sZgiBz/q0evfzxSqIzYkqovZo0Q5sq9NdxYl8zyocZcZ7Cyn+YM3e3caOLqlDG6mrFnzjaC1OpOwq5ep14cQXpejz2IgVyF2YiMWhgbRBW/nEQF/Wsg5UbkZ8/yszB5mwd+2W3w9DUdnV2KRZOFOjQ7kj5MhSBLldkId7Y5IroDRNRUpCFzbNzUcjdhW9yd6HtbERUYsDBd4Vs6I+ocBdUfHSVaRf0p9171BhnrBhRjcUZ92PKZCCDs5yQ+noc1AVgQxTfZ49Jj/K88zAOGIqQwV0wpov6e4WG3FH/S0tL5eygoB7/XDuq1pHXTQ5oaab4DTVjRRjn0tuhZ8JYNBe2pBhZ06gNdrT2RJvjgDDbH3fJgbcwYrYiwaOTD2PzK9MtZoJudr/nxYyNSJmXg9188BcyR2OU0BBN03nQA8OWbmDH8gL0fW4kng1XT/C5GLXbKsQ3zc9D+MlxGGN2fq2tRarwIyYVxHCR61k/TPK1rVk5U7dnWtSzKzZp1WT6TggiI+2JW7iTzpg1bG5FySvHyxTIiAzAtrXAoslX8WaGP221lfAO8sYqekx0pRGbXcjM71E2q7xRimn8dEwtcvwN82PLZfRNSHv7W6xfJ9RxD6TUjFOend1SSPDFHTFpEwhqmoMkbjCZEXsJr+4PxpO/8YePqTJjeRWS0umxksrZFT1MPkvjUEI3u9EcDD58QQh6Z/hxoZhKMamN/tl6HORsoh7CldDKE6XN7n0X7YpF6IIPWFiD/ZVZmNUT81lvwNSrra2VLly4IFVXV8tHbhKR4uPjpR07dnQH8cpSxoGpZ2HFbSYapJQIBcyRvz4JmghJI46WzzIp1wrsdptt2d6ekWzFLkvcX2x78Q6faQu/U4BLCaBpg2fXUCuDfkan1Nn2oPI7Gbp+QuQFFc5dk/SvtSbgzeRLxHtTIOonRJ6TMeCai7+TlsugpCekLTuLTEChp6R9hXpV3QTyjCB4adw56VRmjXSMeHunMr+TXifw6W9tgE9Vt0jXpddZb0fXtWW10pY4E+DnsmIZbNUgg4qekPKJd6fLvWABLF2bXCb9u6xJsofBK0ovsICpzogskIrqm6TdApw1oUbdCVNar/Q/4pyKL5J0LEUBXZWBUKPPSRXqRpprZV7agpwKzEBruxNYn05uoVXaFyfAXb+R+9+cpfB4OfEGDyUqwLLvZQp+GqUtoo+8TzT1ZYLCA5t3a+pxdw65KdbfZvTOwu7c0q5Mr9CQz507h88++8wyTIkdezNnzsTkyZxvOOhH4YDrEFOzGori3COypmztSFNH+pj18m2kfPwDeHcEUgs/xrzRHaqNt1F7x7c2ll/BP98vxaY3FCPqC4fHI2a6SuOlZuzBW0+LhaKvPTCa9srmphZkfGAqv3YwNfg2XDx5Ef81WdmJF5Ycgq2vBFBPC8CWlAYsjanD399qwu7VQhV0wurcX3JTB3fScQL45NRaxIeexqeJnJ6vUqbnsva58TJi+FFTGLcaW0n4T19j3Aag5FC5vEAYrBfjpkI5e87iH1wUzGAQIkHzU0dj5Tx/2YbaqBRBExVLz7HD8Hm9L1LWFGFz7EUc5EdQMH18tyUFI+utLKxczWeN8MKKuU7YFFuHKL86pcwwbr+ms4YLfZAtEyBDKzznD8D8mjbs2XUeLX198RzbDRqp+D0uSg/Dijl+3bDlOmHMnFDuDG3Ah+tKqDErgYca80pl+35w4n0Ywy3or00UPHLH+Bs1dIO7geDEkYgJF4xqtXhaiuedFq/Boj3Z2Pb3OvLBp92ipfxAXXyN/cObiItJB5cW6NXRwYyki3stl3qDhtzW1ibpdDrpypUr0o0bN9qNKt3NcGjI3eXU3V2u+Q5p35099bHkbxTtLyJXOtUOXVq5SyA+r12WLS2P/kaKjjwlf5YTUfq91FpFmzRckzVUof1t3K+1baqywqJdTojIl/5t14Y2l4jLQmvWFEhV8p0K1P0MG21YL20UZdYqJeRizXWy5i5rnOIaP1uyrJp2UaqikcYllkkldqjRuqwilj8hnbLL15YRZTuZiM2sK26neA4iYCcKzTJXKjG9l+bKGqJpn7Jo1er2O0wnXLLww6DWii25QktXtFxbDVlVwJJUeCPa2Uc+5iebZiMptXIJLVGvm6UWaXf0MWlGhGlWEFFs0qxZpEEv6Trpg6WJzhL1WVKcRpkpbi3s2Y8UAnW6O0K5sz70pnyHQO5Nb+vu6msVIeuV6fBt9MuglypqOoaxr8m6IAvvzv7GhvrrUpVFOFIIJmfbmk3YLTEobOS03FqHmNJfkLbvLJMOHa6RKupb7TrfKuka7POUIkU7Kaw1uVK+pU27W21OjZK2k3LNzUZJV6+XamqapKrK61IFBWJJ8TV+tFIReZqfq5W03RCAzYUclDTfSIfKOuafujuG+mvSvtRLFvNFSeYlqcLKFLloSSoHlehsaW1cvnTIxhykrqmbaUOllBJnNVdgWarUCTtuWqEDddoyV3AkHBxwcMDBgR5wQJ+Hhe4a7IiIRuLzL+HFqHDYLkN3v84+QkMO+OYbXKYbWVdHPPFE92u9S0vWXK7BoIBBd2nvHN1ycMDBgZ87BxyYej/3X4Dj+R0ccHDgruGAA1PvrnkVjo44OODgwM+dAw4N+ef+C3A8v4MDDg7cNRxwaMh3zatwdOTnzAE9kTzaUyth7zvKb1/ye88xNuP4F/WWTYjdq78NV4kb2Khr7V5xRyk5jKl5o6dgx/8HAU/l0E63hhMAAAAASUVORK5CYII=数组是这样的
方法是这样的,调用就直接getlang(1)
function getlang($index)
{
setlang();
$CI=&get_instance();
$key = $CI->lang->line($index);
return $key;
}
function setlang(){
$CI=&get_instance();
$user_ip = $CI->input->ip_address();
include_once ROOTPATH.'application/libraries/IP.php';
$re_ser_info = IP::find($user_ip);
if(isset($re_ser_info)&&(($re_ser_info=='中国')||($re_ser_info=='局域网'))){
$CI->config->set_item('language', 'zh_cn');
$CI->lang->load('web','zh_cn');
}else{
$CI->config->set_item('language', 'english');
$CI->lang->load('web','english');
}
}
数组中使用数字来做索引是很容易有歧义的.
因为arry这样的表达式程序不能够知道你是想取以10为键的值还是数组中第10个值.
所以一般我不用数字来作为键!
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