%PDF-1.5 % 1 0 obj <>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf 折页3 2016-04-08T12:50:01+08:00 2016-04-08T12:50:01+08:00 2016-04-08T12:50:01+09:00 Adobe Illustrator CS6 (Windows) 180 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC0AwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9TxxhAdyzMasxpUmgFTQ AdBiq7FXYq7FXYq7FXYq7FXYq7FXYqlGvyz29rJPbs0ZU85CppUBaeI9gMrkWyASLSL/AFSS1jae 8eczzx+kBUFFWleTKRyDbV7ffgtkYhP2SRWmf6zIJp0VREZKohIpyQUrXb6adsNsKSaTUNUtZvTm nZtzRg1VNDTY/MZK0UiotUnYf3rGvvjaqWqXWpvYN9UndbiMiRQp3dV+0v0jp75GV0mNXuk0l9rl 9ELeDUJLUuAXnBJZR/k7jf55VxFu4QiNV80rotp6TTzTSqvFE5NJKxp3rU19yfng4ikQCX6JrfmC /wD9JuLiWJABSNWNCe/8v6seI96eEdyaf41kj9azjlj+uUBilmBkRWqB8SK0ZYH2YYRlIQcIO7yL zh5+88afrE8OoazJHOn2YrRzDDwb4k4hKVFG6t8XjlZnIt8cUK5Iv/HHmD/lVf6W/SN19Y/Tv1X1 PUPLh9U9b7VOX29+vXfrkuI8PxY8EeOq6PojMtwGH+YrPznJqk8mmX+pwWlF9CG0TSWiqFFd7tfV FWrWtfbJCQ7mYkB0SpNP/M1pyh1LV0hoSJWXQt6AmnFYm32p9OHiHd96eOP8372obD8zXmjSTUtY ijZ6PKyaCQq+oF5UWIk/CS9B2FOu2PEO77144/zfvXR6d+ZZu44n1XVkt2kZHueGhkKgbiHKiHlR h8VBv4748Q7vvXjj/N+9cumfmUYrl21fVQ8K1gjCaITMaA0U+iAvUj4qdMeId33rxx/m/euh0v8A MZ7ZpJNY1eKYPxWAx6GSU4BuZZYio3qtOtfbfHiHd968cf5v3oVbT80yGJvdYUhAwBGgbsR9kUiP TxOPEO77144933oltL/MgQwONY1UySc/Wi9PRAY+NeNT6HFuf+Sdu+PEO77144/zfvUfqP5n8+P6 R1fjy48+Og0pxry/uq9fh/sx4h3fevHH+b97OdGs7+0sVivr+bUripY3NwkEb0PRStukcfw/LIks JEHkKQHmWGKW2mDPSVI5Zo0XqwWPiQf5hVh+GUy5s4sI02fVZJrebSuE6xBnmirUOPhXanh7b+GI ZlnN/ptrfJAbsFBbS+uD8KqCtSeVaji3fvvhYKGoah5fuYbcyzJMZC623E0kJUAMVNRQKN2FPDFQ EieWKKdhbyF4q/CT1p4Ht9OEFBCPtrr1FpWjDocKEj+sQ2KTJSSSdJnQBVZ6AjkoNK/sUOY8hvTk x3CRvdwiQ3F1aXJVVUyu0b0AVWJrtQUJ3P8AAYOEsrCPs/MWnDT/APRyBEEpEO9VFCTgWnncmvXI 1h7iNqsagBqAbb7+22EjZmwX83PNa3+qWJiIF3Fb8bnjSgq1UGx67k/Ij2ycIMDKlf8ASV3/ANC7 +t6h9T/F3Cv+T+jK0yzhFNXGeK/J9oZY47zzzb+X95r/AJsMhRotPlhSR9QEs9FlT4RCYo7qE7cA wKpT4j3zGnhEpbj4ufg1csePYi+7h+22R6Roev6VpltptrqNoba0jWKH1LSd34qKCrNd1OXxjwig 4eTIZyMjzKT6j5p8x2d1Bb/XNLZplV2DxmNhyZl2RrurfZ9skwU0866kmrT2N5q+j2qQ8gZmQs1Q QADGLsMtcVZNHF5mkjWSPUrBkcBkYWUpBBFQR/peKrvq3mn/AKuFj/0hTf8AZXirvq3mn/q4WP8A 0hTf9leKu+reaf8Aq4WP/SFN/wBleKpoK0Fdz3I2xV2KpRd3MR1RoQCZ4ow9KVPB9qj4htUbj5ZV Lm2x5MR0hbWx81PHCaWlxF9ZtUU8f3czK42WnEB6rxPbFKprPnM6XCNOkWGXU68XhiVhBDERVK1p zJRht0/jYI21mVPLfM/mK8uL8WF1dx21tL6hiRECKzO1aEINxypXtQVPSuQyYeIc2eLPwHkFbQPN k1ikVtK5vrFoUntpIYZWcQvy9OiIHahVaivy26ZPHi4RTHJk4pWy7yx5ssNcsBqOnM5gEjxESI0b BozRgVbwxIQE71K59SKAnqeR/wBjsAfvByEeZZHkhFbLGKT3PlLSJ5ZJEMlqZf7xICqqT40KtT6M gYAtgyEJMv5Y27TBpNRYxV+JFiAYj2YswB/2OPAnxCq3v5L/AJc35lZtOeG4mJZriK4n5BiakgO7 p/wuSphxFM/+VI+Uv+Vdf4b+s336P/S/6U5+pF6vrfVvQ48vSpw4+1a98aRxG3tGFg8883efpdB8 8W2l3d08GlXFoknCGEy3BnkkdE4H0pI+B4UozBq17UymeXhlR5OVi0xnjJAN35V+tlf+5T/tYf8A cvy5xWD602rrNblLjWIm+rrVQZgh+JqfDakRdT86U7ccVRGkav5nV1sIJr2VZYy1m89szMWLf7tm n5AbBvhLVG3bqqnDD8w6/C1Rt1W2Fd9x9o0274qul/x96jmLkI6/u1f6qWA8CRSvzpiqbf7lP+1h /wBy/FXf7lP+1h/3L8VTgVoK9ffr+GKuxVJru8T6xesE5Pa0UqAOTfu1kWm3ctQZVLm2x5MB/Mzz TBpOpaSoH+lESi13BVhJwDH/AGHEV+Y8clEWiRpiOl2V9q2o0Vi8jt6k07mtKmpZj3JP35YTQawL Yj+ZSJa+cZtNuQDp9rbJJbfD+8f60hSXmwpsOBoAO9fDGMrTKNMk8tx2j2McUyiVI0VBER+74j7I 49D8NOuYOtyyBocnM0mKJF9WXWsVh9UK6bxtrlByW0VQsT/zUApQnr/XMXFnI5H4N+XFZ3+aaasY 7e4tbRnHrrbBmWu5q7ciOlQGObHHK/e4Mo9eiFWUHvlrBVDHFV4JxtCrG5BGFKe+p/zr9f8Al5p/ yTxQy3FixrzJ5xvNFv0tYvLup6qjxLL9asIlliBZivBiWU8xxrSnQjK55K6Et+LBxi+KI95S22/M nUZ7mKA+TtdiErqhmkt0WNORpyYhyeI7mmAZfI/JmdLQvjh8/wBi3WdP1Sb6tOml+uVhC1jUS1FS aVNxB4+Hf7rXFSuTQ9ZJMp0RwVIUxJElWTrRS161Nwep79MVTnSLjz/LL9WmjFrEU/cyz2sQjQLt xPpXcrE7eGKpr9T87cq/pKx40pT6q9a1619XFUysV1mOErePBcTciRJGGiHHsOJ9T9eKojld/wC+ 4/8AkY3/ADRiqrirsVYNr3mdrHzM9kiqByj9WR2anEopOw79KeH05iyyjjILlwwy4BIMD/OO1uda vdKurCkv6Jjed0WpLpcSIpK0HVTD07/OgORjLRkCd+So7caPK9ugbUURpGhZfid1B4Dr0Bpt/XGR srEUHjPnW/Gp/mdqLzji3OKCSKtVV4IER0G52Dq2GCMnT3Mp0KSNVcIKKh4j5BRSma/W7y+Dn6Me j4puGldwYjxPj4ZgyFOYnl7fDU5RePF6N5FEsIkBrUKSSV8AeWTlmJNjYtMcYArmCoQXzl/TmWh/ nXofmO2ZuHWA7S2cXLpa3ijlfvXbxGZwII2cQilRZD4nFVaOU1wqnXq/86zy/wCXyn/JLFDOcWKm 8rqxAhdwP2gUp+LA4q168v8AyzyffH/zXirGdL8v65b39xPPfTtYzxsIrNTN6kUrurhhLJeTR0Sj AKsSjen2QFxVMINO1W2SFYL26cJ6rTtciCZpXkdWUk8k4KgUqFTiKHx3xVqe28zy3lnMl96FvBIz XVtHbRETxkpxQs8zshXi+6/zdPh3VdNpuq3FzFPLfXSCGYSxwwx2ax8A0nwH1Fmlq0coR2SRTRRx 4VbkqqwW2qPaMl3Jci6E1y8M8ckJKJK8ghFAsUb+nE6gLJGwBArzYcyqt0201OC/uLq6kurkSqEi SSaExxqpJHCKNIFq3Ldm5NsBWmKpzirsVeR/mGsR8xXpLcJV9Mo4/wCMKdc1Gq/vD+OjudH9AYja 64xeeCdG9R41hVz0VfUDgivY79PHLtNk3osdbhAHEGS+WP3F4lweXKNWVVXuW8afLvma64PnvzKf MsXmW517VNGvtKgv76W4iN5BLCv7xy/AM6qCQDk4HZhl5vQvL94j2KMGrzq1fZjUfhms1G8y7TTD 0BPIJyhHvlBDemEV4i03/wBYZVIUkC0Wo/3YuzZFSqpMeXJdmPUHoaDLcOeUDtyaMuESG6LimEgJ U0I+0p6jNxiyxmLDrcmMxNFUDkfPLGCd8v8AnU/+j6n/ACRwoeg4sUu1Dy5oWoy+rfWUVxLt8bj4 vh6b+2Koc+TfK5QIdNh4LXiKHaooab+GKpzirsVdirsVdirsVdirsVeOfmJHLJ5o1BWjrBSL4q7/ ANynvmp1P1l2+k+gMZtHntJ0kliE9rDIr0BBPFWrxIO+67HKoyo25JAkK72W6fpsen38MliTcaZP IJY+7RCR+RU9PgAJ4nr2O/XaRnbpzGmZy3VjJEYmcFWWnGh6HCxp47528i3ljqB1DynClxbGrXel xcUdNiTJEpKgg03Qb16VrtTkxXu5OHPWxSGz16GQENVZY2KSxuCro6mjKytQqynYg5hygQ50ZAhM LbUoJXPJtq5UYtieW12oA+Kq9jkTFgUerIwqPnkELebqwkTZhX3qPDJY8hgbDGUBIUUfDKJVD9Kf aHgfDN3hyCcbDq8uMxNJ1yP+Ef8At4f8yctano+LF4/548p+W9W8/Tf4h01beydY5BqzX3DlSEKG +rLxb7UXCte1coOMGW8fjbnY9TKGP0z37uH9LLPK0+gpp9vpXl7XzJaWamGCCKNZSqxU5CrKztx5 CpJ75cAAKDhzmZEk8ynvoah/1dLj/pFT/qnhYsf03VvOdy+oyXEEtrp8CvJpd3WKQ3aCpjYxrb8o Q60PxVIyAlLfZulCAAqV9+3L9aWp5j/M8Wdw8+hyw3geNLC0NzbN9YLB2k/eLb8Y+CJX4uuRE5fz ftZnFisevb+qU30/U/Nk+hz3N4s1prcSSFNH/cyBnAYwp9YEKxj1Ao3p8PfJgmrrdrlGIlQlce+v 0JGfMf5vVPDy1Kw/Zb67aAH3/wB5jlfHP+b9rd4OH/VP9iWb+hqH/V0uP+kVP+qeXOImkHL0U5MX YKAzsvEsRsSVoKVxVfirw382dbk0/W9ckjVXe3t/VjVgWHOO0DrULvxqN/bMCWITzUfxs7bAawg/ j6k11Dydoun+oZpdTmV6+jDbRGckgVIrHE6rUmg58fu3y38pHzcca+fcPx8Ut/MvW7r8vvJtpdaM qXTy3qW3+nKW4xyRSyED0jCagxilcvw6ccrK45eLI3t7mJfl5+Z/mLzTqN9a38VtDFbWyzJ9WWRC Wa5hhIbnI+3GU/Tl8sYix1OERAp6FDI8UgdD8S5WQ4gKl5n8pad5n0x5LYR2urqB6N2VPIFTXhIV oWQioFa06gdsx8kLcjFlIeNaTofna5imurfTZ5ILeRopjTiVdNmTgxDkqdiAOuYxx253i0U303Wp 4pDa3kb28605RygowruNmAzHnjpvhIFk9pfdCGqD71GUkKQm0EiOu4B70rXBTAruZt5RKu8Z2kA7 jx+jLcGbw5X0YZcfiRrqyfkn+DudRw+vcuXanoVrm64hV9HVcJuur0fCwYN5zvooNcQC+uopvQjA hhlu0hFXbdhArR137/FT2piql5Z8y6/dvOl7qNikMDRrHySaBzGSwJL3C0kaij7P09cVZZ+k9M/6 u0f/ACMg/pirGLR9GEVvc8LT1xZqDq3qWYnB+rhP5PU6fB16Yqmc91pI1OGYXkETyXID3AktuUyr ayhS5C1+EsVHLFWNa/e6PHLEvCynIEarbyWa36Qjh9lDboVShp12xVHv5oay4wWNzBFZpQRxR2z0 Ub1ACIo6+3virKU1XS3RXGqoAwBAZ4QRXxBWoxVH28kckKvHKJkb7MoKkH6V2xVUxV5f5whsv8VX cnoxfWeUP77ivqf3aDr16bYiAu63Z+JKqvZlbmiMR2BIGBiwe00ePzra6rZ+bbT65pttqhfTkLSQ cVS0h4FDF6Rdec01SWNDtvTad1ybIzMKI7v0o7QPyw8kaHPNPpmli1lnT0pGFxcSckWUSKKSOwHx Ro23y6dQZE81yZZS5l5Z+ePm3zD5Y82Wlhod19UtJbCOd4/TilrI00yFqyq7fZQbVy3HEEbuTpsM ZRsjqzD8uda1a58u2N/fyetPcJzd6KvIH2QKB92VZI704+UCMyAyS+sZ+Iu9JYJGSzXFmgAV2clm alQvMljyr9rxB645CRJLryx8teYbY22oQo13GTELlGEc0cm+wcV3BH2SCteo7ZXKDbDIRuElP5ae YLWASabcpqdBV4jS3k67cQzMp+lhmLLEXLjqY9UqivLq2uPQu4ZLW5ADGCdGjeh6HiwBplJjTcKP JOILtZQFqD2yshFJ9wP+BuHL4P0r9nb7P1evH/gt8yeI+DX9Kmih4t1/C9YzbOqYZ5gttF1bzMth +lNNGppGqHS5DbyXZ4hpvsMGlA4PWnhvg4hdM/Clw8VHh7+jekflvoljcNcT6dY3U9QYZPSSIoRW v2E3rXvhYMotoHtYFgt7aKKFK8Y1cgDkSTtw8TirG7W+0om4hj8wW0kukW7R6jaJewmKAQx+nI06 BC8YQqS3Iih64OINhwz22O/LbmrL5m8vXUcmqQa7p01hYzLLdzi+ieGD1ImgRS6jjHzZqjkdz0wc Y70nBkBoxNnySnUNL0XzHZnU49V02+0vTwfXvna2vUQwxgu0kzIUQqvxN023OESBYyxSBog2Uvvr vyFPOZh5m8vwsf8Ai6xYk9d2cFjQ1pv3ODjj3s/y2X+bL5F6PGb5Y1V1jdgAGfmRUjqaBMk0qyli o5gBu4BqPvoMVbxV5X5zgkj813N0RWNngX4QWIqkaCoHQV74QtJhr2hWc4uiYJpXu2DSGGpavpiO nKQ8FUpHuBsDRtmo2C2wS2S/y1dWuiaRb2sNjKRKJmPCjNyto41CSOzbyPGOKs7UPGhYVWpq2IFp zaeYhcCBzZywRSoxkeZ4EMTptwkQyctyCFKgg9em+CkmI71C/wBN8n6vJFd6vp+nXNyIwvK8S3ml RftCPkwfYMx2DU+/DZHIpEpDkSl1za6fbzGKwjiis0CiCOBVWJV4jZAlFA+WNsCSea+1uZIHqu6H 7aHociY2oNMe1iOyj1aW6s+UE7OGbgxAbkoLclqV3PemVkd7eE80fXpAwWQFN9+lNvDIGKbT3UtM 0fzHapBqMfNo6m3uEPGSNmFOSsPvoaqaCoOVShfNnCZjyeV6naX/AJc1htNvW9To8FwBRZYz0YA9 D2Ydj49cw5wp2GOYkLZT9dX/AJV36/b9Kf8AYtXJf5L/ADv0NVfvf839L2PNu6hhHnMyRawskNqS TCpa5RZeXIlwADHb3ArQUPxV9qUxpNlS8van5dtZJgP0rcTbtcQ3dvcyxxs5FVRpYkNFI+HvTFDM fSg/5YP+Fi/5qxVjtyNOgkljX6tayztKZLIpaiWb4pBtVwx5V98aTZXQWNjGY1SG3nhlvJVf0Iba NEC28v7uQI5DFCN+WCgpkULq8trptzNHDBJZQyFR6dvpwvVZmWpLLAG4961pXGlJJRMVx5bgRI7r SXnugKNOumMA5NTVeKMKbnoceEJ4j3sh9KD/AJYP+Fi/5qwsUUgARQF4AAUXbb222xVvFXmPno3B 1i+W34+tWEx+oCUqEQ1YArt8sIVPpbzSDzc3MXrBGVXWQHY02oD7fqwJY3o8kDWlv6jwxzLdTyQ/ XJGiljjj4+o8HAgv+7qa8tg3xd1wqCVa/wBehttTQW0T3i8lMAtZJBHxIZgzAMYWUVCmo3JBPbAt JxZ63ocs8kVveB3JMjhmYgFjSis/w/JR9Apih59Y3/nu986a6NZ082egWhnGm3IiMYl9O4SGGrMW 5c4iWqO/ttkyBWzkZIQEARzTxJAT+sZFx0PqmkR38ZZDwulH7uTse/FvbARbIGmPW17d285trpCk sezDqRXfscrMWwSZbpWoSKgZTsOoPgN8rIZppr2iWvmnQ/QmQpMlHguE480kQ7lfUA2YCh36H6cp lG2cJmJsJX/gG7/wT+h/0jHw/Sf1n636Z5en9V48fT5U5c/8unHfr8ODw/RXn+hs8f13X8P6Xq+Z 7r2C+dERtdRvq8kki28f74QRyovxvQVa5tjsd/sn2PYKpR5S1RIL65gTXoLMyshS2ltYFeVSzEcP Tu52JC7VIHjvirNNKj1lJJpb7VzfW8u9ssNl6PAVJ3esvPag6DFUPcvqHCQxRCS2/fepcyckmUc3 rwjFq4anb4xiqrM92JbP1Q0T/W5PSSMF1Zfq8vFnJt04lu4oaeJxViXn1oP0onq+rKTQfvLeBwBx BP8AfT2Ph25YqtvkVrt+azMa8VBtrctUkV+1dhhUjwHvirP7UqtrCqtcwqEUCFogWQAD4SQjCo6b E4qj0+wu5Ow3IoT8xQYq3iqR6n5Q03Ub2S7mlnWSWnJUZAvwqF2qpPbFWG6enkmV7q31a5uNDvLS d7aWHUJIYVdkCtyhlZFSRSsittvQg0oVJNLaYTeXPy4kmWOXWIWm9L11Rrm1LGH0/W9ShWvD0/jr 0479MVtvSNN/L+O6SfTNbo/NtPgZZ4jC8sgjkaKIMhikc80+xU9vEYqn9hp1hfW63VhrMt3bMWCT QvbSxkg0YBliI9uuBbVbjyxBcQmGa8uWjbqv7kdDXtGMVQaeQdIU1E9z/wAFH/zRiqsvkvS16Sz/ APBJ/wA0YqhtQ/LrQb5R6zzrIv2JkZA49q8Dt7HEpBpu3/L7R4KcLi5J2qS0dTTcfsbb+GQ4Ay4y j4PK9hAGEckw5ChPJQajvsv68BxhPiFEfoS2+ofUvUl4cufqchzrTxpT8MfDFUjjN2mGWMGCecrm zOuLDPfXUbKkaC1g0t7tDvyHKX03qTyOwNKe+KpdpNzoEGouHMt1cSlWEt5oUyiI8mBo6pEV+Jvi Lffiqfad5tgmhK27vbwxFYwH0m9jQA7VHxUCL+0ei96Yqhbe803V7q2ZZW+uTh2t5pNOv4lQlmIV yZFjU7nZuu3iMVT9dEvU4CO5gVVme4ZTDK3JpEZG+1OaD4+gxVBax5T1LVJS8mqiBSQSkNrGQSop v6zS/hTFVOXyXeyPzGqLG3ilnb9PDcHFU8it9ZSJEN5BIVUAyNbtyYgUqaTAVPsMVRqBwihyGeg5 MooCe5AJNPvxVvFVO5uIra2luZiVhhRpJGALEKgqSFUEnYdAMVYLrWo/lQZ/0jqsXG41WP1VvHtr xZJori2+qUSRYw3FoHpwU7fapy3w2qnJon5R2NpbX50429vPbyCC4SC+XnDcW627glVqecTADlvy JYfEWJeIrSJj1D8sw9tcxvLFJZzG4t3C30bK8MCWxbopZPRiRDWqsPGpq2qK0bzT+X+iWEWlabO1 vZWzMkUfpXbqGcmVv3jo1aliftYFTS586eXLZeU1xIBXjtb3DGvBn6LGf2UJxVEDzJoxl9ITsX9Y W+0UpHqFilCQtKVU79O/TFUzxV2KuxV2KuxV2KsK80TeWk1qSO78sQareemJpbqSK2ZvTUBeXKUc jxPFf7AcjZuqZ0OG737kottT8qLKy/4Hgh5IxuGWGxqI+QUVHw8g/gOnemSYK8Wo+Vkf0I/JtvHE qNLP+6s1CLMqqTxG7eorAHjXwOKp7Ba/l3bOrwabYwvbFLlGjslUox4lHXjHsw5DpuMVTSTzRoMa F3u1AAqV4uW/4EDl+GKo+2uYLmITQOJIySAw6bGh64qq4qlPmrTtX1HQ7m10e8+oakyk21ySwAam wJTcA+ND8jgISDTzSH8+LyCwD3WirO0C1uLkXQiR1WnMx84VUyjqYge4oxrmENbfR6EdggmuPn/R /by83pHlDzEfMWhRat9W+qrNLPGkXMyHjBM8PIkqlCxjrSm2ZWKfFG3TazT+Dk4LugPtF/pTO8DG znCkBjG4BZii14nq67qPcdMscZ5y/l27SWA2l/ZmiLzWXWdQb4+YYilSHFK7nr0pTFUbbeXtfu5z 6dxayWizmR2h1TUXkXk4IHwlV+wT8P2a02pirrryR5hNzcG1Ma27sBCG1TVFf0y5LV4mgbiBSn6s VUJfJ3neSErW2DsHJH6W1TjykbfcID9np4H2xVO9P8o3UMq+szenIp+sMt/euwLAj92HNKAU6/rx VOrXQbO2vjepLctMedVkuJnj+Mlj+7ZinU7bbdsVTHFVkztHDI6IZGRSyoOrECoHfriUhi+gfmV5 Y1O1mkuruDSrq2eVLizvJo4pEEUhj5kOUbj7kbHbIeJEcyG6OlySFxjIxPI0U/sda0bUHKWF/b3b hFlKwSpIfTeoV6IT8LU2OETB5FjPDOH1RI94RmSanYqgbnTLiadpV1G6gVukUXo8BsBtyiZu1dz3 xVDLoeoBgW17UGG9VK2QB2P8tsDtWv8AZirf6E1Eg116/qf8iyH6rbFXHRdQ5E/p2+of2eNlQGlK j/Rv17YqqWOkXVtdtPJq13doxJFvP6HpqCKUHpxRt95xVMsVdirsVY/P5F8uTx20ctuXjsjys0Yg iFiQS0QIohPHtkPDj3BuGoyCyJS9XPc7+9NtM0yz0yySzs4xFboXZUH80jl3P0sxJyQAHJrnMyNk 2UVhYoU6TpR41soDw+z+6TanhtiqrBa2tuCLeFIQxqwjULU+9BiqrirsVdirsVdirsVecebvyul1 vW9Q1ZJP9Lm9I6e7sPShZI40dni/3YWCEfaFPDMXJpRIk3zdtpu1ZYoCHD6Rd95+PRH/AJaeQrny o+oPNKJPrqQKVAVQHiknkcqEoqqxuNlA+GnfLMOHgvfm16/tE6kC41w31vnQ/QzjLnWrY0KAryLL X4a1JAoNiSSTviq7FXYq7FXYq7FXYq7FXYq7FXYq0oYFqmoJ+EUpQUG334q3irsVdirsVdirsVdi rsVdirsVUvRblz5n1K9d+PHlWnGtK02riqrirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi rsVdirsVdirsVdirsVdirsVdirsVdirHfPnnWw8m6A2tX0EtzAsqQ+nBx51krQ/EVHbJwhxGmzHj MjTzf/oafyj/ANWjUP8Akj/zXl35aXe3/lJd7v8Aoafyj/1aNQ/5I/8ANeP5aXev5SXe7/oafyj/ ANWjUP8Akj/zXj+Wl3r+Ul3vRfy/89af510N9YsLeW2hSd7cxz8eXJFVifgLCnx5TOBiaaMmMwNF Pr+7Sysbm8kUsltE8zqvUiNSxAr8sgGAFmnjn/Q0/lH/AKtGof8AJH/mvMn8tLvcr8pLvd/0NP5R /wCrRqH/ACR/5rx/LS71/KS73f8AQ0/lH/q0ah/yR/5rx/LS71/KS73f9DT+Uf8Aq0ah/wAkf+a8 fy0u9fyku93/AENP5R/6tGof8kf+a8fy0u9fyku93/Q0/lH/AKtGof8AJH/mvH8tLvX8pLvd/wBD T+Uf+rRqH/JH/mvH8tLvX8pLvd/0NP5R/wCrRqH/ACR/5rx/LS71/KS73f8AQ0/lH/q0ah/yR/5r x/LS71/KS72Xflz+b+i+er67s9Psrm1eziWZ2uPToQzcaDgzZXkxGPNqy4TAWWeZU0tMSFJUVIGw 6VOKvO4/zY1poZJG8i66pQrxT6u1WBD1O6joyqKDxr88bx5fzS7Q9nQv+9h82S+UfNV3r8dy11ol 9or25jAS/jMfqeotT6ZIHLiRQ/RlmPIZcxTianTjHVSjO+5kGWuM7FXYq83/AD9tbS68jQ215dCx tJ9RtI7i8K+oIY2chpCgK8uI3oDluE1JyNMfV8HgK+Rvy4a6SL/H8Qhav7/9HzgClTupkBrTj95H 7OZfiS/muZxy/m/awJwquyqeSgkBvEeOXNrWKX1T/wA4x/8Akup/+2jP/wAm4swNR9TrtV9Xwek+ Zf8AlHNV/wCYO4/5NNlI5tEPqD4tt9B8tSwRSyeZraBmRGmge2vDIjFVLqOETxtxLEA89+PbbNkZ HudrxHuTSw8oeQZ4a3HniGCcEAxrp90y/FWhDv6Xty+Hb6N4mcv5rEzl/NQ2reWfJVndW8dp5uS/ gkSV55Y7KdDGVr6KhWNG9Tbl8Q4++ETl3JjKR6K+reUPI1rpUt1Y+dre+vF4+jZfUrqPmSyhqvRu NEYt9nelMAnK+SBOV7hS0Hyv5IvbMy6p5wj0u4VyrQCxuJwUFDyVgUJ2J2KjcUFcMpyHIJlKQ5C0 avkn8vWlC/48gCA0kc2FwKbxg8Ry+L7T/wDA/wCVkfEl/NY8cv5v2qy+Qvy7A5TfmBbqpI4enYTy GhCH4l5ihqzf8D13oHxJfzV45fzftQOq+U/INtHC1h51S/LymOdP0fcQmNVikfn8bHkOaInw/wA1 e2ETl3JjOXUfahrHy55MmnkF15sS2tkjVlmFjcOxch6p6dVOxVRUE/a9sJnLuSZS7nq//OOVjptj 528w2+m6iuq2K2iejerE8HMerTeOT4lP3/PMfUEkC3H1JJiLfQmYrgtMKqQOpHbY4qw6KLVIUtmi sdTkuFt5TLC2oo7I7Efu29Ryrkg/C/7OKpNe6JrccwghttfngAAeVNZjAAZTER8bVJVVr/re++Kp xFb6vDYW7R2eqSvEjSAHUYmYmVTIySEtxbizcF2IFBTFVDVNMvbO5W6tY9XvHuGeR4o9TRFQuwJT 05XVfh9ViOO1FAr0GKq+jT61JrML3OlahaxPJ8Rm1KGaJQRPQmJXYkdNh4r/AC4ql356pA/k21ju KCCTU7NJC0ZnAVnIJMSshelfshhXLcPNv0/1fB5ND5U8tmze7trWG4kRUkaJtD1OigozK3xXm6VD VJFKLXfplxmfwQ5XGfwR+pA3Pl63uhbrHpFulnOxSKeHSrsPLD6A43ABnJrSZXCq/Ugtth4q6/ay EvP7VbSvILNZ29vNpDLcRxvHLXR7uWYyt8B5sbmJDQwyEEUowpTfZOT8Wg5PP7Xsf5KC0XQdZW0W NLddYuVjSGB7SMUihBCwSNI8dD+yWOUZebiajmPczfWLSW80i+tIqercW8sUfLYcnQqK/ScrDTE0 XgDfk1+Z5ubeddM8tqbdEj9P0g8biNFQGRXjfkTwBPvmV4se+Tm+PDzT608k/mzaoiR+XvJx9OMR oxtjyAXvUAGvT7sgZQ75MDkh3yW3Pkb82biYSyaD5SBUHiixShAzCQFuPSv709ceKHfJIyQ75IC2 /LD81re+e8XR/KrSPIZVVrZeKMf5OMYYD2rhOSHfJJzQ75JmPJ35v8I1k0LyjKYqcWe3YnYr4Afy fjg4od8mPiQ75IeXyD+bD25hXQfKMRK8RIlt8QIpRhyVlqCoO4p7YeOHfJPiw75MY178hPzN1qe2 nmg0W0e3t47XjZsYEcRVpI6LHx5tXcgAe2TjniO9nHUQHeln/Qs35j/z6f8A8j3/AOqeS/MxZfmo O/6Fm/Mf+fT/APke/wD1Tx/MxX81B6X+R/5UeaPJWr6ld6y1sYru3WKL6vIznkr8jWqr2ynNlEqp oz5hIbPYcx3FadgqMxIAAJqem3jirzNp47/4IU8r3EUEDTyfvZmKxLHEGeoT7IDCpPbjiq9rjRIt OuLVD5ejNzIDBGbib0pDHdFviXiDzQ9OJ+GSvjiqiYNLcx2+jx+WnGo2scE8D3U4MrsGPppwU8oa hCop4+2KoyH8v79WRf0FoMcRP70Ry3fIVMXIr8C/77rTvRcVTPRfKV9Y61FdnS9Jgijdqz273Bn4 H1qFVdeCn94Nqn7Tb9KqpN/zkBe/UfIcd56EVz9W1C1l+r3ClopODE8ZFBUlT33y7ALk5GmFy+D5 0t/zIurdQsOh6SgowNIJRXkgTf8AfduNR71zLOId5c7w/MpDqGu3l3qEt5EFsPUcutvaGSOKMkUP pqWYqNulcmIgBkBsh/0pqf8Ay1zdx/eP3NT37nDwhNPqL/nGZ2f8vJ2clmOoz1JNT/dRZg6j6nX6 r6vg9Uu1VrSZXkaFTGwaZDRkFDVlNDQjqMxyLDjg0bYQ3+HA7J/jXUPiZkS3W6iLBunBaRGUsCeh JbKvB/pS+bk/mh/Mh8v2pZqVj5amuU5/mBq9s4ZUniW99NmaQUjXiqJwNCf2fA9sj4B/nSbYa4Af 3cPkoaloWkWiraP+YurW11bCl0zXbSFmZ1AZh+zunECtPvNQcB/nFmO0I2bxw+TtL/wrbXNtOv5i ahdQ2rLdNFNdtIsiQysSJSesZD8HHeg8MkMJBviLCetEgR4cBfkzq388eUri5W1h1SB53YosdSCS pCnqOxNMvcBPMVdirsVdirsVdirTiqMPY9q/hiry9rzVIwhg1i7V/T/eFPL68qBF6mgArXp8x8lV eW+uqRF9XunZZDUnQwwZTMwIHwjiSDQmv+VTfFUZFfRz2S3FvczW6pIoVjox5cTErcQnHkeTVNVH U8cVRS61frHd3cmr3Zt6elFD+i2DxvIAqyhaF3CN8W44774q15Y1y/bU1tL7VL29aYkRpNpZtEBH MmsiigFE7/5P82Ksj8w+W9E8xacdN1m1F5ZF1kMLM6jkn2TVCp2+eGMiDYZRmYmww/8A5U7+T1SP 0LCSpKtSa4IBU0IqJOx2OT8aXe2fmJ96UaT5J/5x81fW7rQ9Nsra51ay9T61aLJdhk9FxHJXk4Hw uabHCcs+9nLJlAs8k/8A+VHflV/1YI/+R1x/1UweNLvYfmJ97JvLnljQfLennT9EtFs7NpGmMKs7 DmwALVcseijISkTza5TMjZTGYSmFxCwSUqRG7DkA1NiRUVFffAxQVtba4mmtFPfQyaiTVboW5WIC o29L1Knav7eKrILXzCJ5nuNQt3iaNlgjjtmThIacXYtK5fjvttXFVtnaeZUu43vNRtp7VVpJDFat EzNQivNppaCtDSmKsZ8ueYPMOvau8Nvqka2+nTkahH+j/TJVWAMJc3M/B9m/ZrTfFWRTWPmtrhmi 1W1S3MpZYzZMXEXJiE5+vSvEqOXHt0xVEXltrz3DPaX8EMBK8IpLZpCAB8VXEqVqfbbFWzba6LW3 RL6D6yiUuZXtyyyPSnJVWVOG+9KnFUn1/VdW8v8Al6W91DUYTMJh/pS2oESIU+x6b3EXVlIUmXqQ N8VRHlYeZZh9e1LUY7qzmjpBbrafVXDAgeoT6s1Q1CR7EHFWQYq7FXEVBHj4Yqxr/A8fDh+nNZ2F A3116j4VWtab/Yrv3J8cVRtx5aWd+R1PUIxRRxjuCg+H5Cu/fFURpWjrp0YjW8u7oCpBupmmapAB PJtz06dB2piqYYq7FXYq858xyzJpupRaYqxa0zXv6NupIGeGKaS4kCu0npvGtHoxB6+Bwso11VdB 8k+XND1258w6faCHXL4SfXbxXmIkM7iWUiKSSRFDOtdhtiZEimUssiKJ2X/k3ffmFeeXLmXzyWOp m5JtQ6QRsLYxpxqtuFA+Pn9ocvwwzq9mWfgv08mfZFpQ2qXf1PTLu7qq/V4ZJeT/AGRwQtU+22Am haYxJNDm8gtvzivmjj+s67YxTFUM0SWSuEJHxgMb5ahT0NN8q/MQ73M/k7P/ADCvn/Ny+glRZNes kRlBLPYKrV5Dopv9xxNa1xGoh3oHZ+c8olLdS/O7X4Yi2n6npt5KGQBJII4AQQ3M8vrkn2SAOm9f bHx4d7L+Tc/8wsk8h/nJos+lXEvmvUtPsNTa5bhHbn4Wi9NOLtwaX4uXIde2P5iHev8AJuo/mFkn /K3fy1/6mC1+9v8AmnH8xDvX+TdR/MLv+Vu/lr/1MFr97f8ANOP5iHev8m6j+YWOTfnZZB9QEFzp DLFIo01nvJV9WIOeRkAhbgxSnEdK9T40nU83KHZR2sT89v2pefzrnvWS0Npos4nKxtA2oMwdmZRS ht6UNe/f8R+aPc2HskAWTP8A0v7XqOgXGvT2Hqa5aQ2V7zcehbymZPTB+A8iq7nMqBkRu6jNGAl6 CSPPZMcm1OxV2KuxV2KuxV2KuxV2KsTvfKV9LaTsZEmvDNLNFxeWJCGuGnVeJZwDRuJ/piqG+p6h bXcaTaaZFaOsLQwKWUowBDOryIv2gVBI9q0NCytH6S/mhfMgR7aGLy7JZ1ZnD/XBerIaDYmL0vSP z5Y7Unbh82TYGChfWcF9ZXFlcLyt7qJ4ZlBIqkilWFRuNjgkLFMoSMSCOYedSflzqcdtxtYZwyMV hjOuaiqBKkg/CNt+wHvlXgR83M/lDJ3R/wBLH9SE1L8pn1OM/pLSkvpYmd4DPrN9IKyKOR+OMkMx VQx9sH5ePmyx9qZofTQ90Qq6X+QfkeSBzqmkCCbn+7S3vbmVSnFdyW9Pfly7dKY/l4tn8s6jv+wI z/oX/wDLD/q3zf8ASTN/zVj+Xiv8s6jv+wO/6F//ACw/6t83/STN/wA1Y/l4r/LOo7/sDv8AoX/8 sP8Aq3zf9JM3/NWP5eK/yzqO/wCwO/6F/wDyw/6t83/STN/zVj+Xiv8ALOo7/sCrbfkN+WtvcRXE VhKJYXWSMm4mNGU1G3LxGP5aKJdsagiifsD0HL3WOxV2KuxV5y355eXBUjSNZcKoZytqp41YpRv3 n8y8fCuYv5uPcXafyTk/nQ+f7E38v/mdomuarFplvZX8FzMWC/WIAijjF6pLEO1BTYV6nJQ1MZGh bTm0E8ceImJHkWX5kOC7FXYq7FXYq7FXYq7FVsssUMTyyuscUal5JHIVVVRUkk7AAYk0kC9gkp89 +SQFLeYNNAYAit3ANivIH7f8u+V+LHvDf+UzfzJfIojT/NflfUbhbbT9Ysby5flwht7mGVzwFWoq MTsOuSE4nYFjPT5Ii5RkB5gppkml2KuxV2KuxV2KuxV2KuxVbJxEbFm4LQ1etKCnWuKvMp/P35cR LHE/nDUYGI5IrC4EgXhzHIPblt1cFeX2tqVyn8xDvc8dl6g8o/aP1swi8oJE7susaqQVKxq92zBC UCBhyB5EceXx1367GmXOAqTeV/VJI1fUoyXV/guKfZfnxoVPwt0I8MVWXXlIXF41ydZ1SIO5kNvF dFIgWULQKFqF2qAD1xVT/wAGmrn9O6v8fb60KD95z+H4P9j/AKuKqP8AgU+kIz5i1sgftfWwG3j9 M7hB/rf62+KqkXkkRzmVte1iUGtInvDwBL8qgKq9OnhTFU9sLQ2dnDameW59FQnr3DB5Xp3dgFqf emKq+KuxVSu40ktJo3hW5R42Vrd+JWQEEFDy+GjdN9sSLSCQbDz+Hyno0gjD/lzbxUAUF5LEkAni eRV2rRR7+GVeDDucr89n/ny+aY6RoljpN79Y03yXHZTRK/C5iktFc78OIIevxpvv9OGOKINgNeTV ZZipSJCbtrnmKv7vy5OR1Yvc2i7dKCkjb/Ogp3rsbGhptc8xr6VPLkzGQKX43VrSPkSGDVkG60B+ Go38a4qttte8yyXEMc3lqeGJ+Pqzm6tGWOr8TsJOTUX4th+OKsgqMVdUYq6oxV1RirsVdiriAQQR UHYg4qxzV5dTilt/qkWkeo4jaUXcrxtUggmPjG3IfCAtadPbBwhlxHvVdN1HzBNqno3MmltZbkC2 nke4Io1PgZQvYd/HwwsU+xV2KuxVp3VEZ22VQSfkMVY3+kr8kzQylmZXITqgavwrv2HTKeItlBNd OvrmeZ4pkFEUESKDSu1QcnGVsSEwybF2KtOCVIHhirz6w0bz09sfrST28sTqI0Gpcuaso5MXMEmy kbKRX3xVMI/IlxLbu1xresx3FwA8ojviRGxPNkiIRF4g1UHj0xVFL5NYWi2x1fVWCRzRCY3R9T98 ytyLBd2TjRCegJxVZP5Jea6kuDreroZIli9JLrjGvFFTmqhdnbhyJ/mJOKoc/l625XzBrisTWv14 mmwFKMpFNvDv8sVVtO8itZO7/pzWbnmFFLi8MgHHwHEde+Kqt35Ma5tTb/pjVYAzlzLDdFZN6HiG 4mi7dMVQ9l5BNrKZDr2tz1DDhNesy/FTegUbrTbFUXJ5RaSBYf0rqahIpYg63JD/AL5lbmW41Lpx +Bj0BOKshtovRt4ouTP6ahebmrGgpVj3JxVUxV2KsT1vSJZbi0CaFo1yIoolJuX4yRlS9UhPoN8C A/B0rU7DuqmumaJoNm8VymnWNpqQRRI1ukYKMQQVR+KtxqxA2GKpvirsVdiqncmkDn0Tcbf3K8at 7fGVX7ziqRTRswZo9FvomBB4xyWY5b1oA1wVA+7ImATxFM9K0/6pEWZmaSUBpAwAIO534lhXeh3O MY0pNo7JIdirsVdiqncf7zy/6jfqxVjl3KOPEzGIggkipO9abA17YVY/5Z802PmGwkvbS4uYY45T CVnWjclVWqODyCnx+OEhCbeoP+W1/uf+uKu9Qf8ALa/3P/XFWRaUx+oEhi5HRupPwjsciUsHk8y+ aJHiaKe+hHposkb2Ni4LlTyc8boFR8atSp+muKqx1vzYIYlN7cB5o3+P6jZr6TBCimQG7p8TqXFN qbGmKvQR08ffFXYq7FWJ6po08l7ZNH5Y0+7WOG3R5nuAnoCJ2YJEphNVirVD8Na9qYqm8nlXy097 9ek022a8DBzcGNS/INyDE/62/wA8VTWorTv4Yq7FXYqpXcLzW0kSP6cjKeD/AB0DdVJ4NGxFeoDC vjiqUHRtc4MF1GEOQODGO7IBoa1H1zf7xiqJ0XT9VtDMb+7guuZHpGGGaJl3JbmZri65dqUpT9Sq Z4q7FXYq8Xs9GS6t7mbVNOLPG7GD0E8wUJKgEFZCG+z04kfhirJ/y8srdX1e4jtHtuEUcMJf9JLV OLBgy3zspIaPbgKgdeuKpk889jpw9eb6zdW0CtcTmJwJWVTyZEiD/ExUnggJ9umElMI2QO95p+Wu uS6J+X+o6isP1mO3vi0sCVMvBlgV3UD+RCW38NyOuGZThgJGia2J+QuvjyZdb+fraXSrbWXQW+jz RTSS3MoYtE8U8cCRtHF6hJkLsRQ9F+4HnSREcBle9jb57/Ch804ttXF0ttJBLE8N3D9YhlpKFKfA RUlaKSJBRWIbrQbGj1YiO1sl0xv9BZmo25LBeh+EdK4ChgstpYCWKdLFPREgYxJY6czEBY1CchP8 NVVaGnh4DFVFLSyedrttEM1orSqLd7HTI1cRCUejyM3I8hMTy9jWlWGKvTIW5QoxQx1UH0zSq1H2 TTbbFV+KuxVimp6bcreQPb+WLa7AtYrd5hdLDwQF+UCqY/iWMNt0ry7YqlsvlSINPGvkqweKk4jb 64Bz5uKBh6Xw+oFDN1ofHFUzsbC+0+OW80/yzbQ6iW9Ph9bCh4+A+L1BG1DyRRTj03r2xVE/pfzm JGVvL0JUH4XW/UgjjXoYVPXbFWk1jzoZ1R/LkKxFkBlGoIaAj4zx9IfZP34qn1yzrbytGCXVGKAC pqBtQd8VYqmveb2Yj9GDYVqTOB+NtiqIsNU833cki/o+GD06fFPLLGGrX7P+j79MVR1j/iJZ4xfR xsWZi8kL1iVCzFVowRiwWgJ47n8BulOMKHYq7FVsqF4nQdWUgfSMVSi80Bbq3khnNY3Uq/BnRqEE fCycXB32INcSmMjEgjowfQvy4s7DydqukNfTTi5aRjci0uoZIzLGsa0hHxyBSlSBsRsdskTaImlk n5Yad/gm30pruQ3C+paQ6iLS5LqJLtZ3DWw3CloFXk23eu+4ve2QmREx6Eg/K6+8sitdC0rTdL0w yo8pitVhhuFtbgyBBGpbkiIzxcvTUlWpuKdRigSNV0ZTaWhgtmhqN6gU3AFAO+BCQS+SpWEYjvLe P0F9O3P6PtSY46ABF+GgACjoKbDFXW3kp0iWK5u7e6j9RpZEbT7VVrJG6SMiqtFdjIW5GvcEEHFW UYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVskaSRtG4qjgqw8QRQ4qgl0HSFtJLQWy/Vpa epESxU09icVVG0nTmgjt2gUwwtziQ1orV5VG/icVan0jTbhIkmgDrAAsVSaqACooa16HFUZirsVd irsVdiqycIYZA/2Cp5b02pvvUU+/FXi7+X/JCrLIIo2jErrEBq8lSgYBd/0vStK+HyHTLPFP4Abf Hn+KWHQvJY5Vhi+ySv8AuZkA9q/7lvCmPin8AL48/wAU0mheTSSDDC3DZyusSdSKjrq+304+IfwA vjz/ABScn8srUMT+gLkoprxGoXXJgeirXUwKiu5Phtj4h/AC+PP8Usi/LOAu5k0C5VC9IlF9dFgt OrEaoR933Y+IfwAvjz/FNP8AlrCqFh5eupDTkqC/uQen2DXVacq/Rj4h/AC+PP8AFOj/AC2tyGD+ XbsMd4/9PuadtjTVW33/AAx8Q/gBfHmtk/LSNFWmgzuxf4uN7eUCbeOpjfrj4h/AC+PP8UmFv+U+ mXCSk6a9kwYCJbi+1ByVoKk+jfuOvuMfEP4AXx5/ilb/AJU7pFR+6Qjkaj63qw+Gopv9dO9K4+If wAvjy/FI29/KfyFb2VxcC0uFMUbyVbUr8LVVJqxa5Rabd2HzGPin8AL48vxTDm8u+SQ8/GKIokpW A/piX449yN/0r9qlDvT5eD4h/AC+PP8AFOHlvycOYaGIGJqPXV5l27ddV2LdsfEP4AXx5/ili+X/ ACcWJEMJi2bmNZlNFqa1/wByvtj4h/AC+PP8U2vlzyiZmi+qoGDEKP0vJU/yqANWrU09sfEP4AXx 5fikRbeTNAupPStdMaeRzyjWPVJnJSnWi6qSd67+xx8Q/gBfHn+KRbflpAHUL5fuWU1q31+6FK1p 11Su1N9sfEP4AXx5/il0n5ZWwUFNBuORA2N/dmhNev8AuTHT54+IfwAvjz/FLZPyzi5gJoFxxK8i fr90aEfsn/cou5+WPiH8AL48/wAU2fy2teIYeXLurE/ANRuKqAP2q6mAanwOPiH8AL48/wAUybyH 5Wh0a5uZV0yaweaNVLS3E04NDUqBJd3g69wB8zkZSJYyyGXNmWRYP//Z uuid:3b298b3e-08bd-4518-8a37-db5c14236407 xmp.did:C7088A2744FDE511B07CBA4FB6715293 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:15b8c47f-a6d6-489d-a464-cd88fe1b51d9 xmp.did:5155B28B74FCE5119F26E19B8815BEF0 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:71F85643A771E5119C4DD0026C8C708C 2015-10-13T20:38:10+08:00 Adobe Illustrator CS6 (Windows) / saved xmp.iid:C7088A2744FDE511B07CBA4FB6715293 2016-04-08T12:49:58+08:00 Adobe Illustrator CS6 (Windows) / Print False True 1 209.999929 285.000003 Millimeters Cyan Magenta Yellow Black 默认色板l?/xmpG:groupName> 0 白色 CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 黑色 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK U?/xmpG:swatchName> CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK l?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK z红 CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 14.999998 100.000000 90.000004 10.000002 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000004 84.999996 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000001 94.999999 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000002 84.999996 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000001 0.000000 90.000004 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 19.999999 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 84.999996 10.000002 100.000000 10.000002 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000004 30.000001 94.999999 30.000001 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000001 10.000002 44.999999 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 69.999999 14.999998 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 84.999996 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 94.999999 5.000001 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000002 100.000000 35.000002 10.000002 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000002 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 94.999999 19.999999 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 39.999998 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 39.999998 44.999999 50.000000 5.000001 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000002 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000001 60.000002 64.999998 39.999998 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 39.999998 64.999998 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000001 50.000000 75.000000 10.000002 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000002 60.000002 80.000001 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 39.999998 64.999998 90.000004 35.000002 C=40 M=70 Y=100 K=50 CMYK PROCESS 39.999998 69.999999 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 69.999999 80.000001 69.999999 灰色 1 C=0 M=0 Y=0 K=100 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 C=0 M=0 Y=0 K=90 CMYK PROCESS 0.000000 0.000000 0.000000 89.999402 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998797 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999701 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999102 C=0 M=0 Y=0 K=50 CMYK PROCESS 0.000000 0.000000 0.000000 50.000000 C=0 M=0 Y=0 K=40 CMYK PROCESS 0.000000 0.000000 0.000000 39.999402 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998803 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999701 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999102 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998803 明亮 1 C=0 M=100 Y=100 K=0 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 C=0 M=75 Y=100 K=0 CMYK PROCESS 0.000000 75.000000 100.000000 0.000000 C=0 M=10 Y=95 K=0 CMYK PROCESS 0.000000 10.000002 94.999999 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 84.999996 10.000002 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000004 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000002 90.000004 0.003099 0.003099 Adobe PDF library 10.01 endstream endobj 3 0 obj <> endobj 7 0 obj <>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.275 807.874]/Type/Page>> endobj 8 0 obj <>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 595.275 807.874]/Type/Page>> endobj 9 0 obj <>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 595.275 807.874]/Type/Page>> endobj 10 0 obj <>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 51 0 R/TrimBox[0.0 0.0 595.275 807.874]/Type/Page>> endobj 36 0 obj <>stream HWˎdI W?[a;"#X @,XR3???|f?#?:^hkqz1ζ6O 9ZC֏oo>^?S;ϛc?\g}P??mq}K;xo֎\޹E}/ׇ}_D\n?_ޏo?A?_?9F?hpmM\/79c??j`M9nvΦ)N{(䢒fX́qL{ZUf`??W鹦ﴑ?LO_0yyh}Ҋ~JbyHrlH?R5lK&~𓖡?҆?{S?zڒ8#/t4F\4CaΜ/{ Qcf8NU%c/F;™QFq?w ?_ 欧美v成 人在线观看,欧美BBW性色大片 视频,欧美 亚洲 国产 在线 第1页_免费
޹˾ м޹˾ иɲ޹˾ ֽ޹˾ ؿ޹˾ ޹˾
лľ޹˾ 㺺έ޹˾ ۲ֽ޹˾ ΢ɽѵ޹˾ иɹ޹˾ ޹˾
ػľ޹˾ ֳ޹˾ ػľ޹˾ жֲ޹˾ ػľ޹˾ ̨ؿɿ޹˾