%PDF-1.5 % 1 0 obj <>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf 烷基酚聚乙烯醚系列?/rdf:li> 2012-11-23T13:32:26+08:00 2012-11-23T13:32:26+08:00 2012-11-23T13:32:26+08:00 Adobe Illustrator CS5 168 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACoAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Amn5ofl/+XeuebtQ1HWNb u7PUpFSB0hgEsca+isbAF1k+JlAIpTjuRua4eC2JyiOyQ6D+W/5PaXpWsaXLr+oXdrrEUUUnKEo0 fpTLNySiFSWMajddh0x8MoOoiyAfl9+T93oB0pdYv4tOnVEeNI443dYAyxc5EtfUYRsSwDMd9zWu AhIyjmgh+U35VI+sJH5gvHtdbZHuhOk8s6lZhMfTmATqw3Z1ZvFjU1FL4oT1PJf5Ql5frVz9ahu5 fX1GKSG4/fsv938VOa8TQ7Hx6CgBXxAm3kC38g+RLO8tNN1O6uYNQn+tETRnijEcOMSpHGEQcaAU xU5Ayr/lYXlb/lpf/kVJ/TFHiB3/ACsLyt/y0v8A8in/AKYr4gd/ysLyt/y0v/yKk/piviB3/Kwv K3/LS/8AyKk/piviB3/KwPK9A31l6E0H7t+30e+K+IGv+VieVOXH603KlePpvWn3YrxhsfmD5XJo Ll6np+6f+mK+IHf8rC8rf8tL/wDIqT+mK+IHf8rC8rf8tL/8ipP6Yr4gd/ysLyt/y0v/AMipP6Yr 4gd/ysLyt/y0v/yKk/piviB3/KwvK3/LS/8AyKk/piviBzfmB5XUkG5cEGh/dv8A0xXxA1/ysTyp y4/Wm5Urx9N60+7FeMI/SPM+j6tO8NjK0kka82BRl+GoH7QHjikSBeF/mdqiWfn+8gaORzdSUDIn OMCOBWPqHtXYL3J6ZYDQcecCZEsYbS9L1ZrTUntWW6VEeKGbkkkfxLMF4g05B1FR17biuGgd2HGY 2AynTv8AeGH5N/xM5CfNY8kutm83H9Ii4SyBH/HLKerx35U9epJNPgrxA7+2QbTwozTP00IqaobZ peKHlahwvMj4xRyTQHoa7+AxYmuiYP8AZj/1f+Njihi97psd3qH6RvNDuJbm0uU+qNBdJRxCSY5m RpoE/aOxqfoxbAaFWyOJ3eJHdDG7KC0ZIJUkbgkbbYWsoPV4zcWrWT2bXdtdj0LlQ4jAik+FyTVW 2X+XfwwMo99sT8txahpOqqlr5SlsrW/9KO5vDfCcokSUWsbluIjrx2I26dhi2zojmz0/3a/6x/UM Whit/odpJrNzetpN3cTNwYTrPGIWdPT4lI3lHFhx3PDoD1ri2iW3NlKfbX5jFqS3W311bVDoqW8l 16g9RbouqenQ8qFN+VaYso11W258xkRm4FoD6reqiep/dFzxKsf2hHxrVaE16YpPCmWLBivmvR49 XA9fQpNRkhVwkbXCW6stAyhZAS3xPQdunhSq2wlXVOdF1C/u45FvdNk06WAqpR3SRG5Dl8Dr9rip HI0pyqBWlcWEgO9rzPoWn6vbst7byXPoF5IoY5GiZmKspWoZB8SsV+LbfFMZEFJ9I8paHHqQvV0W aymA5q0sqMiOjqE4JFLIEbin7IA4nj3IxZSma5vXvyu/4693/wAw/wDxuuFGLmlfne2tz5k1B/q6 SSVU7qtWPprtUjNngxROMGt3Q63UzjnMbqO3RjWnrLOtbzSorNqVC1il3qRT4R4AH6cnDEDzjXxa s2pMR6cnF/m09O8neW9Dv9ES4u7NJZvUdeW42B/ySMwNTARnQd12dIzxAy3LGten13TTN9W/LJ79 FubqKF4b9TzggVTBOVVXK/WC1AvVaGvvjufwBknk3RIdX0f65r/lRdAvjIyrYm5+skxgArJzXhSt SOJFdsK8ATeHyf5aaSdWsUISQKgq+w9NWp18ScUcISSXRpF8yRWEfkxX0VnZZtaN9GoRQilWFvUy NyYstNqUr3xXgCd3Xk7y0kSlbBATJGOr9GkUHv4HFeEKWp+W/KthaG5bSHuaPGghtkklkJkcIDxU /ZXlVj0AqcV4QgtC0/yxqxH/ADrd7p4KCQG+haHqsbcf7xqN+840PdW8N1eEJkvk/wAtG7kjNinB Y42C1fYsXBPX/JGK8ISPVtHlttTW207yUuoWRmt0a/8Ar0UAEUtfXlEbsXPoUHw/tV2xXgCeXnk7 y1HaTulgiukbMpq+xCkjvivCFb/Bflf/AKt6fe//ADVivCENa+WvKF08yRaaym3cxuZYriEEjb4D KEEi7faSoxXhC9fJ3lo3cqGwTiscbAVfqWcHv7DFeEJXr+gR2U1oukeU01eKWRFu5Pra2xhjZqM4 WQn1CvXjtUd67FXgC/y15ettRtJ5da8rLoc6TvHb27XSXRkhABWYtCxVeVSOFdqYrwBFSeWvLNto zX8mltdNFb+u8MAeSaQqnIrGgb4nbsPHFeEJdpFv5V1K9S0HljULPkJyZ7y2khiHoS+lQuXO8n2o /wCZd8V4AyOw0PSdN1FWsbdYGkhkDlSxqA0dOpOKQAHnPnVuPmO/ahbiVNAKk0jXoM2+nNYw8p2g L1Eh5j7gxvTtSF6pP1a4tiFDcbiMxmhJA8RX4a069Mshk4uhHvcfNg4B9UZe429W8hwyP5fQrO8Y 9R/hUJTr/lKxzW6v63ouyv7ge8pDr35t2miGYXej+YmEVzdWyvHYwlH+pqrNKjMVrFIHHpt+19Bp jW7OmR+TfMbeaNH/AEpHb6npSGRolt9SghgmYKAeaqocFDy2NfHFCbW9vN611/pUv96O0X++k/yM VSaXzPJH5ki0MafrTmV2Q6mtnH9RTiivyecqBxblQEA7g4qnN7bzeiv+lS/3sXaL/fq/5GKrNTnk sLQ3LPeXNHjQQ20SSyEyOEB4qn2V5VY9AKnFUDoWtz6sR/omq6eCgkBvreGHqsbcejUb95xoe6t4 bqpilvN9em/0qX+6i7RfzSf5GKpJq3mqTTtTXT/0frd4xmt4Tc2lkktuPrNf3hl4qOEXH96f2dsV Tu/t5vqNx/pUv90/aL+U/wCRiqv9Wm/5apfui/5oxVD2swunmSK4ulNu5jcywGEEjb4DLCgkXb7S VGKtpbzfXpv9Kl/uou0X80n+RiqW69rr6PPaRNbatf8A1uRY/UsLVLhIuRpylKp8Kjue2Kq+iak+ rQ3EqpqNkLeYwFL63W3ZyqqxeMMnxJ8VOQ2JBxVeXlstD+uGS6uBb2wl+r28cckz8ErwjQJVmNKA YqgdI8xyalepaCy1iz5Ccme8tEhiHoS+lQuVO8n2o/5l3xVOVidL+ItM8gMUuzBBT4o/5VXFXmfn OaKPzDfs8akKVLMeXQRqexGbbT7YwXldfvqCALNj7gxrTte0nUgfqRjl4qHI/eKeLMyq1GINCUah 70yyGSMuRaM2nnjFyjX4971XyLG8mgIyStCPUccECkdevxq5/HNdq/reg7LP7ke8pRqf5w/l1pbz R33mKWKSC5ubKVfq0jET2QDXCDjbmvpqwNR4ilajMa3ZUnvlPzRofm3SzqmgapNd2KytA0hh9EiR ACRxliRujDtihM7e3m9a6/0qX+9HaL/fSf5GKpNL528rxeZIvLT61J+m53aOOzERJ5IiuwLiEovw uDu2+Kpze283or/pUv8Aexdov9+r/kYqs1O8tdLtDd3+oPb2weOMyMIz8criONaCMmrO4AxVA6F5 m0TXSP0Vqk1xVBKCYfTBQrG9R6kKV2mT9XUGiqYpbzfXpv8ASpf7qLtF/NJ/kYqkmreePKukamul 6hrbwX7TW9uLf0uZ9W8qIFJSFgOfE79PHFU7v7eb6jcf6VL/AHT9ov5T/kYqr/Vpv+WqX7ov+aMV Q9rc2t480dpqguHtnMdwsTQOY3GxVwqni23Q4q2lvN9em/0qX+6i7RfzSf5GKpbrvmjQNBntrfVt Za1nvCFtYmVWaQs4T4QkTftMK+HfbFV/lzzHovmSC6n0XVZLuGyuHs7lxGECzxgF1HqRJypyG61G Kq5mi0/Q/r95fSQ2lrbCa4lKxkLGicmagjJ2A7YqgdI84eW9YvUsdN1l7i6cTssQi47W0vozbtCo HGTb9WKpysTpfxFpnkBil2YIKfFH/Kq4q8v86uqeY792NFUqWPgBGpzb6c1jBeT7QiTqJAcyR9wY xpGu6XrFuLjTpjNCRXmUkj/baP8A3YqmvKNtv6jLIZYz5OPm02TF9Yr5PWfIcMj+X0KzvGPUf4VC U6/5Ssc1ur+t6Lsr+4HvKQ69+Z35UQGaLWdXDtb3N1ZSRzWTS0ntFU3SD/RmB4KVrTY7UrtmNbs6 ZH5N8xeXfM2j/pDy1qEk2mxyNb1EAtwroASvCSGM9GHbFFJtb283rXX+lS/3o7Rf76T/ACMVSdfO flp9ch0JdZkbVZ57i1itxETWa0jSWdC/o8FKJKp3beu2Kpxe283or/pUv97F2i/36v8AkYqs1O8t dLtDd3+oPb2weOMyMIz8criONaCMmrO4AxVA6F5m0TXSP0Vqk1xVBKCYfTBQrG9R6kKV2mT9XUGi qYpbzfXpv9Kl/uou0X80n+RiqSat548q6Rqa6XqGtvBftNb24t/S5n1byogUlIWA58Tv08cVTu/t 5vqNx/pUv90/aL+U/wCRiqv9Wm/5apfui/5oxVD2tza3jzR2mqC4e2cx3CxNA5jcbFXCqeLbdDir aW8316b/AEqX+6i7RfzSf5GKpfrPmXQtFvLOy1TWGtbq/JW0iZVJcjr9mIgD3P8AEYqiNE1bTdcs vruk6o15aczH60Yj48lpUAmMdK4q4zRafof1+8vpIbS1thNcSlYyFjROTNQRk7AdsVQOkecPLesX qWOm6y9xdOJ2WIRcdraX0Zt2hUDjJt+rFU5WJ0v4i0zyAxS7MEFPij/lVcVeZecmjXzJfFwdmUk1 AFPTX2zb6f8Auw8n2gLzyHu+5j9tqGmXRZbadJygBcRSo5AJIBPGvdSPoy6MweRDizxSj9USPf8A 2PUPIi3B0BDC6InqPs6FzWviGT9WavV/W9L2V/cj3lT1XzH5HYOmq61obejJLBIl00B4yxj98hDy 7MoHxjt3zGdjSaaDqem6pYC40HUbC909GMQlsgskQZaVWsUpUEV6YqirdL71rr99F/ej/dTf76T/ AIsxVD/pyw+vx6f+l7D6/K8kcVpyX1meFQ0irH6vIlFdSwpsCK4qiL1L70V/fRf3sX+6m/36v/Fm Kr7iWe3iM1xdW8MSkAySIVUFiFG5kA3JpiqGsNXtNRJGn6rZXhADEQES7FVYH4JTtxkU/IjxxVWR L769N++i/uov91N/NJ/xZiqHu9d0+yuBbXmsWFtcM8cSwzMsbmSavpoFaUHk9DxHftiqIv0vvqNx ++i/un/3U38p/wCLMVV+F9/v6L/kU3/VTFUDYa1ZaiyLp+rWN40iu6CArKWSNzE7DhKahZAVJ7Hb riquiX316b99F/dRf7qb+aT/AIsxVZd6lFZyxxXepWdvLLUxRy0RmoCTxDSgmgUnFXafqMeoxPNp +o2l5FHI0MkluBKqyJ9pGKSkBl7jFWreS4t9LinnuoIYIoFeWWRCqqqpUszGQAADviqy11mzvJlg tNWsbiZg5WKIq7ERNwkIVZSfgb4W8DiqKVbgX8XqujD0paBUK/tR+LNiry/zrx/xHf8AOnCq8q9K emvWubfT14Yt5PX3+YlXOx9wYvpL+X5F9XSGtHVkVS9oYyDGrOFFY/2Q/OnvX3yyHB/DXwaM3jV+ 84vjf6XrXkNrkeX09KNGX1H3ZyprXwCtmt1f1vQ9lf3A95SHXrH8m7ozfpmLy6HW5uvXMl1DC/1q RVF4X4qjerxjHqV323zGdnuyPyafLK6Px8nx6Y2kCRgW02dXh9UABuTRIQXpStd+mKE2t3vvWuv3 MX96P92t/vpP+K8VSdT5RTXIQsGjLrrz3DwASQi7Nx6aC5Kfu/U9T0+HqU348a7UxVOL1770V/cx f3sX+7W/36v/ABXiqzU1hktCNUt7N7NXjYi5kBjDq4MZ+OPjyEnEr70pviqB0KXy8SF0GPSiUQAC xli2jKxsB+6j+zxMZ+XH2xVMUe++vTfuYv7qL/drfzSf8V4qkmrJ5L/SayavbaJ+lGmtwr3bwfWD OK/VaGSPnzG/pd+vHFU7v3vvqNx+5i/un/3a38p/4rxVXMl6ASYogB1Pqt/1TxVjPl1PIkd9F/hu 20FL82rGH9HPbiY2jTHmV9GPl6RnU1p8PMeOKp+j3316b9zF/dRf7tb+aT/ivFUu11PL0jx/p620 p3CP6X154ieHBufH1Y+nDlX2riqP0+BLW0SPTrO0gszWSNLd+EZ9Q8yyhIwvxFuVe+KqJIbQ+OoQ WrWBtgLoXElYTFw+P1OcfHjx612xVA6QPKi3qHR7fR1viJyhs5IRKVMtbinpx8qer/ef5XXfFU5V rg38XqoiD0pacXLftR+KrirzHzoIT5iv/UPw1XkCART0161ObfT/AN2HlNf/AIxKudj7gxTST5VA Q6Q9oBcIxjNoIf3kcUh5FfTPxKkkpr4M3icnAw/hr4NOYZa9fHQ77/S9c8iNcDQEEKI6eo+7uUNa +AV/15rtX9b0HZX9yPeUg16x/Ju6M36Zi8uh1ubr1zJdQwv9akVReF+Ko3q8Yx6ld9t8xnZbsj8m nyyuj8fJ8emNpAkYFtNnV4fVAAbk0SEF6UrXfpihNrd771rr9zF/ej/drf76T/ivFUnLeUINehQw aLF5geaaS3UyQreGd0QTug9P1ebRhOZG5WldqYqnF6996K/uYv72L/drf79X/ivFVmprDJaEapb2 b2avGxFzIDGHVwYz8cfHkJOJX3pTfFUDoUvl4kLoMelEogAFjLFtGVjYD91H9niYz8uPtiqYo999 em/cxf3UX+7W/mk/4rxVJNWTyX+k1k1e20T9KNNbhXu3g+sGcV+q0MkfPmN/S79eOKp3fvffUbj9 zF/dP/u1v5T/AMV4qrF70ghoYqd6ytSn/IvFWOeXrfyNBeQny7Z6FFem3kW3OntbrL9WEp9QJ6Mf L0/W+1Tbl13xVPUe++vTfuYv7qL/AHa380n/ABXiqWeYT5aJjPmKDSa0YxHUJIugjkDcfWj/AN9t JWn7JbtXFUysLwXFnFLp4tZrOnGF7eblFRDxopRCvwlabYqoEhtD46hBatYG2AuhcSVhMXD4/U5x 8ePHrXbFUDpA8qLeodHt9HW+InKGzkhEpUy1uKenHyp6v95/ldd8VTlWuDfxeqiKPSloVct+1H4q uKvMPOihvMl+rAEFlBB3BHprm40w/dh5LtAkZ5EeX3BjlrpemWhU2tpDblQyqYo0QhXbkwHEDYtu ffLRjiOQDjTzzkKMifi9U8htcjy+npRoy+o+7OVNa+AVs1er+t6Tsr+4HvKnqv5d+TdU5NqHlzTZ S0s00j/YJmugqzyMyRqS8gRQzHc0zGdlabaHotloliLLRdNtLGz5F/Rt24KXNAWNI92+EbnFUTbv fetdfuYv70f7tb/fSf8AFeKoU+X9MbU11U6Lp51RSWW/KJ9YDEBSRL6POvEU64qir1770V/cxf3s X+7W/wB+r/xXird3atew+heWVtcw8kf0pm9RecbB0bi0ZFVZQwPY4qo2OlW9hT6jpllacV4L6FI6 LQDiOMQ2+BdvYYqqo999em/cxf3UX+7W/mk/4rxVCXflzSry7+u3miadc3nOKT6zMiPLzgqYm5tC WrHU8DXbtiqLv3vvqNx+5i/un/3a38p/4rxVXLXpBBhiIPUeo3/VPFUu0zy/pmkkNpei6fYMI/RB tUSEiPkW4fu4V+Hka08cVRSPffXpv3MX91F/u1v5pP8AivFVHUNItNRp+kNKsrygoPrAEtAVZafH Ef2XYfInxxVFRLcwxLFDbQRxIAqRpIVVQOgAEdBiqGhhmutJjtrm0t57aaBY5oZXLo6MlGVlaMgg jqDiqnZaDp1jOLiy0ewtbgeoBNCqxv8AvW5yfEsQPxv8TeJ3OKoxWuDfxeqiKPSloVct+1H4quKv MfOkaSeYr9XYAMVDDetDGo7DNvpxeMB5TXmtRIg72PuDFdL8s6JpSwrYRiBLdJI4UDzMqrM/qP8A CxI3b7u2ThhjHcBqy6vJkBEpXfl+x635EldNARVheUeo/wASFAOv+Uyn8M12r+t3/ZX9yPeUh178 lfIWtNK9zpV5E89xd3kzQ3NOU98qrO5DSuNwuy0oKmg3OY1Oytkfk7yponk/R/0RoOmzW9kZGmZG kWQmRwAzEtIeoUbDbFFprb3E3rXX+iy/3o7xf76T/LxVJpfJXlmXzJF5kk0iZtagdpIboztRWdFR iI/X9PdUUfZ7YqnN7cTeiv8Aosv97F3i/wB+r/l4qs1O0g1O0Npe2U0luzxyFFkWOrROJE+KOVWp yUVFaHodsVQOheWdD0Eg6TpMlsQgiqJA5KhY0APOVq/DCgr7YqmKXE316b/RZf7qLvF/NJ/l4qkm reR/LGr6mup6jpE896s1vcLJ9YdAJbOvoMESdU+Hke2/euKp3f3E31G4/wBFl/un7xfyn/LxVWM8 pBBtZaHY7xf814qkOieTfLeh3kV7pmkTQ3UNr9RhladpSlvz9T019WZwBy38cVThLib69N/osv8A dRd4v5pP8vFUv1ny1oms39lf6npMlxd6d6gs5fUCcBKAHBCSqrVA/aBxVHadb2+m2UVlY6e9vawg iOJDEAKkk/t9SSST3OKqJhj1DQ/qF3ZSyWt1bCGdA6IWR04sOSSKwqD1BriqB0jyh5e0i9S+0/SZ obpBOqOZ2koLmX1pRxkmZfik36bdBQYqnKyu9/EGheMCKXdihr8Uf8rNiry/zqvLzHfrUryKjkOo rGu4zb6cXjDyfaBrUSPmPuDF7HSPqkkUn126uDGjpxnl5q3qMrFmFBVhxovgK0ycMVG7Jacup4xX DEe4PWvIc0ieX0CwPIPUf4lKU6/5TKc12r+t6Dsr+4HvKQ69+WWrakZmtPNPmLTzNc3V0yx3cZRf rSqFiQK8fGKAgmNa7V67DMZ2dsj8m6BdeWtH/R0l5qesuZGla81KeOearADgrM9Qg41A9zihNre4 m9a6/wBFl/vR3i/30n+XiqTr5bnGuQ6sdQ1lvRnuJxYG6h+qMLiNI/SeIEco4vT5RgmqsW33xVOL 24m9Ff8ARZf72LvF/v1f8vFVmpw3F9aG2X65Z1eNzPbPCklI3DleTM3wvx4ttWhPTFUDoWiS6QQf rOq6geAQ/XrmOetFjXl9pfi/dV27lj3xVMUuJvr03+iy/wB1F3i/mk/y8VSTVvK9xqWprf8A6T1u zVZreYWdpdQRW/8Ao1fgKbkpLy/ery+Lbpiqd39xN9RuP9Fl/un7xfyn/LxVWNxMQR9WlFe4MVf+ J4qxvy15SudCuIZjq+vassNs1qIdTuredG5TGUTPQIzSrXgGr9nbtilPkuJvr03+iy/3UXeL+aT/ AC8UJbqmiXGoalFfC81az9NVU2trPBHA/FZlqyHlu31ipNeqJ/LiqYadE9jZRWqRXc4iBHrXEqTS sSSSWd5CTufo6DbFVEpPeaH9UCXVsbi2EQubd4kmj5pTnGxZuLL1BpiqB0jy7cabepdG/wBYvuAn UW95cwyRH15fUqVHGpj+xHvsu2+KpysrvfxBoXjAil3Yoa/FH/KzYq8y85wtJ5ivwGC8ioqGUMP3 aioqc2+n/uwHlNeK1BO3MfcGKaV5dbT/AEf9yN1diGOSMC6uFl5erIJOT9CzLTipPRdslCHD1kfe 1ZsxmK4YR9236XoelaGur+WbK2bU9R0z6teG4Z9LdozMoBUxSuqSVRuW4BB981+r+t3/AGVthHxS u6/KnVLnUzev578xx8Yo4YkiadKBIlid2G8Rd+PIkRj4jU1OY1OytG6V+Wj2F2Z283eZLmP67b3q QTXFzIgW29Q/V6yB2MMnq/GpO9BXcVxpbZzb3sPrXXwy/wB6P91S/wC+k/ycUJNL5djk8yRa4da1 pRC7ONLV5FsW5oqcXhEVWUcairbGvjiqc3t7D6K/DL/exf7ql/36v+TiqzU1jvrQ2y3F5Z1eNzPb I6SUjcOV5NG3wvx4ttWhPTFUDoWkQaQQf0lquoHgEP15pp60WNeX92vxfuq7dyx74qmKXsP16b4Z f7qL/dUv80n+TiqSat5bj1LU1v8A9Oa3Zqs1vMLO0d4rf/Rq/AU9EkpLy/ery+Lbpiqd397D9RuP hl/un/3VL/Kf8nFVf65D/LL/AMipf+acVYz5b8qQ6FfJdDXte1NUtntVtdSmluYaPO0/qkGJWaVe Xphy1eFF7YptP0vYfr03wy/3UX+6pf5pP8nFCXanpMV/qCXo1PVbTgqp9WtTJHA3FZlqyGNqlvX3 Piify4qj9OFtY2UVqj3c4iBHrXAnmlYkkks7qSdz9HQbYqolorzQ/qglurY3FsIvrNvHIk0fNKc4 2KMAy9QaYqgdI0GPTb1Lo6xrF9wE6i3vGeSI+vL6lSoiWpj+xHvsu2+Kpys6SX8QUOCIpT8SOn7U f8wGKvMvOcLSeYr8BgvIqKhlDD92oqKnNvp/7sB5TXitQTtzH3BjNhoklmyn69PcAKVK3EySBiW5 cjsDUdNjSnbJwhwnnItWXMZiuGA939rPtKs9fuvLNlBo+sNo8sd4ZLuZLMXvqwUIaJa/AjGoPLel Oma7V/W7/soVhHxSu68v/nVNqZnh86xW1qkUcaRLpYdWkESpLIUaHktZAZAPUbrTYZjOyRulaB+a UF2Xv/Oz3dsL23mWM6VEHNpH6hnt2ZIoxWXmvxhQRx2pWmK2zm3vYfWuvhl/vR/uqX/fSf5OKEml 8uxyeZItcOta0ohdnGlq8i2Lc0VOLwiKrKONRVtjXxxVOb29h9Ffhl/vYv8AdUv+/V/ycVWamsd9 aG2W4vLOrxuZ7ZHSSkbhyvJo2+F+PFtq0J6YqgdC0iDSCD+ktV1A8Ah+vNNPWixry/u1+L91XbuW PfFUxS9h+vTfDL/dRf7ql/mk/wAnFUk1by3HqWprf/pzW7NVmt5hZ2jvFb/6NX4CnoklJeX71eXx bdMVTu/vYfqNx8Mv90/+6pf5T/k4qrG8hIIpKK9xFLX/AIjirG/LvlddFvYrp9f17VfRtWtBBqMj SxNylMvrOiQx8phXgHP7O2Kp8l7D9em+GX+6i/3VL/NJ/k4qlmvaQurujJq2raYU4UFhWMHg/PcP DIDy+y3iuKplYG3srSO2D3U/p1rNcLNLKxJLEsxXxPToOgoMVUC0V5of1QS3Vsbi2EX1m3jkSaPm lOcbFGAZeoNMVQOkaDHpt6l0dY1i+4CdRb3jPJEfXl9SpURLUx/Yj32XbfFU5WdJL+IKHBEUp+JH T9qP+YDFXmXnOGd/MV/6YIJKhXC1APprvm305/dh5TXx/wAIJqxY+4MR0rR/M1tNG2oao2oQpC6P H9VSFnlaXkspZDtwj+DiBv1yUBIHeVteaUJCo4+E+8l695FuIINARJpEif1HPF2CmlfA5r9X9bvu yxWEe8pbr+l+e7m+vZ9H862tlaTugtLKSzhf0I/TKSfvuZd350dSRQdCCDmM7FPPLEd7p1jNDrGv Jq9zJcSzRzsIovTikaqQgJSoQdziqYW9/Y+tdf6RF/ej9tf99J74qk0trr7eZIr9PNcMeiRuzSaM LWAmRWRQqm5LlxxYFqgd6YqnN7f2Por/AKRF/exftr/v1ffFVmpz/WLNorDVIrG5LxsLmkc1FWRW kXgxA+NAUr2rXtiqB0KLU7Mg6r5jj1X4ApBhgtxz4xjkPTPijtT/ACvADFUxS/sfr03+kRf3UX7a /wA0nviqSata+YrrU1n0/wA2QafYCa3kNl9UgmJiir68Rldwf31R8VKpTauKp3f39j9RuP8ASIv7 p/21/lPviqv9fsf+WmL/AINf64qh7G8ZION/f2s9xU/vIF9BKdhweWc1/wBliraX9j9em/0iL+6i /bX+aT3xVJvM1t5gv6/oHzVBop4oBztYbwVHqc2+OSP7XNKb7ce9TiqfRX1osaLJdxO4ADvyUciB uaV2riqCNyk2h+jZ6jFaXclsEt7o8JRFIUor+mWAbid6E74qgdIg1y2vUl1LzRDqFqonDWwtoIOR kl5Qnmrsf3Ufwf5XU4qnK3NvLfxCKVJCIpSQrA/tR+GKvM/OcFw/mG/MatUlQrhSwB9Nd822nP7s bvK6+J/ME1YsfcGI6Ronma1mDahqj6jEIihjNrHCTIZGYS8k8IyE49Nq5OAkDvK2rMYSFRxmJ95L 17yLPBBoCRzyLE/qOeDsFNCfA5r9X9bvuywRhF95SzX9L893N9ez6P51tbK0ndBaWUlnC/oR+mUk /fcy7vzo6kig6EEHMZ2KeeWI73TrGaHWNeTV7mS4lmjnYRRenFI1UhASlQg7nFUwt7+x9a6/0iLe UU+Nf99J74qk0trr7eZIr9PNcMeiRuzSaMLWAmRWRQqm5LlxxYFqgd6YqnN5f2JhWlxF/exftr/v 1ffFVmpz/WLNorDVIrG5LxsLmkc1FWRWkXgxA+NAUr2rXtiqB0KLU7Mg6r5jj1X4ApBhgtxz4xjk PTPijtT/ACvADFUxS/sfr0p+sRU9KP8AbX+aT3xVJNWtfMV1qaz6f5sg0+wE1vIbL6pBMTFFX14j K7g/vqj4qVSm1cVTu/v7E2NwBcREmJ/21/lPviqv9fsf+WmL/g1/riqHsbxkg439/az3FT+8gX0E p2HB5ZzX/ZYq2l/Y/XpT9Yip6Uf7a/zSe+KpV5gi1u9urGTRfM1vpNvBIHvYHtoro3CA7oHeRPTq O4BP8VU5hvbVIY0kvI5ZFUB5SyLyYDdqA0FcVQZuVm0P0bPUIrO8ktgkF0eEvpSFKK5jYgNxO/En fFUDpEGuW16kupeaIdQtVE4a2FtBByMkvKE81dj+6j+D/K6nFU5W4t5b+IRSpIRFLUKwanxR+GKv LNfv7uPWr+aD8w5bIyzOFtBYTOkK14GJCxlhKoFBNI+ZblR05fCeEsDliEBY63rySSSz/meIvUlU /V49HaZUgi5qqI8wrycMrOzKTUUqdyTwFHjQTXUJpr+3hf8Ax/NBcrK1wJobK5iR0ki4pE8SSKOA NDtQ+4b4sinxIr7rU9ZkhtYE/MBeCzk3b/otkd7YRoFRWQhg/OMlmBFeZ2FFGK+JFMtE1+Sy1SK4 1HzqdT05LX0prFtN9Fnui1TcesgqopsIwKe+KfEiyVvPflRTQ31DQH+6m6EVH7GKOMNf498p/wDL d/ySm/5oxXxA4efPKhBIvum5/dTfL+TFeMO/x75T/wCW7/klN/zRiviB3+PfKf8Ay3f8kpv+aMV8 QO/x75T/AOW7/klN/wA0Yr4gd/j3yn/y3f8AJKb/AJoxXxA2vnvyoxoL6poT/dTdAKn9jFeMNf49 8p/8t3/JKb/mjFfEDv8AHvlP/lu/5JTf80Yr4gd/j3yn/wAt3/JKb/mjFfEDv8e+U/8Alu/5JTf8 0Yr4gcvnzyoxAF9udh+6m/5oxXjDv8e+U/8Alu/5JTf80Yr4gd/j3yn/AMt3/JKb/mjFfECYaVru lassjafP6wiIEh4ulC1afbC+GLISB5PmrVvMdi+salIkdzJCZ5ZCGtLoVVpKAgGMHl8XQbjevQ5a C4coGzy+alHDb3Eklxb+tWJyJEf1UoVWlQjcVdKH7SinfqMIRK/xSd3cestHaHTpoIl9JBMLiN5N jGKMoR46kEdKjr1ymXNsjVbrYLfzCH/0m+tJI96iK0kjb7JAozXEo+1Q/ZwJsKlha6lAzG6vvrYa tAYkj47npx9qdf47FSR3JjcV5bGh4JQ/7AYGKAsINUiVVvLuO64qAXWExOzCtWNJGXfbYLikkI5R VJR0qvUf6wxQGInTNRtzJHB+m3WCVTDKLq0kL0jZCwE8hqnfjIPtEGm2y22PJOtMsdQijikutRuZ 3NHkimW1AB4kFD6MSbVaux6gb0qCsJEdAjbmEzQPEJHhLigljIDr7gkEfhhYgpFJb6xcull6mqWk Kl1a+V9Po4JNCfheQUAFKKDvvXA2WPJksH2z/qP/AMQOLWkf1LU47yZI57k210zOJmkif6u4qfgR o68G2AHI/Ib1LOxSNsrK6t2dp7+a75moWVYVVPZfSjjNP9YnAxJ8mtXt557B1t5ZoZ0Ikja3KLIW Q8gv7z4CGpQg9RimJ3Y+s/mhmilgttRe3t5PjinlsI5ZuP7t1ZfT48fh5qRIOVT0HGiz9PkyHy8L g2tvJPJcs8pVwl4IhMgNKKwiVBXueu/fFhLmg76LU7MpPbPfah8blrSM2aijgleTTLGeKt04vXxq NsUggu+oX9/bhnvb/TA6NG1qDaFwAxHP1BHMQzL/ACvt88VJA7nrH5SxmOyvoy7SFDCpkenJqKwq 1ABU/LCzx9WC+Y7SNLrUpreyW6uhLM0cBYR+o/I0Uuahanvm1GGPACBZp5ueqn4piZcMeI71aA0q Bp4BLeaYLC4HD916iS7mNHajJ/K7Mnvxr0IwwwxI3jXxY5tVKJ9M+L/Np6pbaBYDyxZ3lpokWp3z JDygMggLKxCuwZqrVV+KhpWma3KAJEDvei03qxxJ5kBSlsrdY2kTyPc0RWd0eayDnjwPGNUuZAzM GbjUgVU1Iqta2/gCK0bRtOv5pfrXlZtNtgvK3mnkiZpAXdQDHG7uh4Kr0bpyp9oEBXgCN/wvoX1O aZNLjuJ4/W9KGvAuY2YInImgrxAqcV4Ql2gaIt9c3Sav5Si0iCKO3e1mN1HcmV5Yg86FI/sGCSqV qQ3UbYrwBNZvKflxJIFWwiAkcq4odxwZqdfFRivCEo1rRvqt2IdL8oR6lDwDG5a6it05lZTx4tzf Zo4wTx/bqK8TivAE1svKmhS26yXOjxW0xLBoeXqUAYhTyU0+JQDivAG4PKXltpbgNYREJIFXY7D0 1Pj4nFeAJH+i5zr0Vl/glBpTXEsUurG8hokKRho5xACZG9RyU49R1O2K8AT258qeXY4wyWESsXjU mh6O4Vh17g4rwhZfeWdAtog8OifXWLBTFAYwwB/aPrSRLQfOvtivAER/g/yz/wBW+L8f64rwBRg8 peW2luA1hEQkgVdjsPTU+PicV4AxTULbXYHvxaflzHeJA0IsGXU7aP6wrkiYsHA9L0gK0NeVe2Ke AMruvKnl2O0llTT4lkSNmU7mjAVHfFHCED5i0C1sbES6N5Yi1m7JcfVfrCWoHGN2UmSSo+J1VOm3 KvQYrwBb5a0G31CxabW/K0eiXQZAtqbhLqoaFHYh4qD4ZHeP3416EYrwBPdM0yw0+6uIrKBYI3SJ mVe5q4r+GKQAHkHmG5NrcajcejJcGKSV/RhXlK9GPwotRUn55uoyqAPk8dkhxZpCwPUefJBabqAv rZZxbz2xZUYxXMZikHNA9CD3XlQ071GShPi6Ee9hmw8B5xl7jb1iyu5bDypZXipeXSiOFTbWUccs gDkJyCMORC1q1CTTNRm+s+96zR/3Mf6oWy+bbJI2lCay0SK0kr/oy4TgqcCxIkt0ZqCQGigk0ale JpU5KK0bXItXmlS2OoxxxrzS5uLX0IZV5vGDE8kS868OQp+yVboRiqLjWWCxnn9e4kETTv6cSRs7 cZHPFF4bsewxVAaBr02s3N1ALPVtOFtHbyibULaOCOUXMQl4xEhiWirxkBA4ttiqZ3FvN61r/pUv 96e0X++n/wAjFUq1rzDLpd2LZbPV9QcoH9SytY5Y/iWVgvqMqLy/c0pXYstftYqmtkZrq3Wf1LmD kWHpTJEjjixWpXgdjSo9sVdb283rXX+lS/3o7Rf76T/IxVJP8VSHXotHGn62TLcS2x1D6kgs0MUY k9R5ioHpvXijAbttiqd3tvN6K/6VL/exdov9+r/kYq1fTCyiEs1xdMrMEAgg+sNU+KwwyMB70piq I+rTf8tUv3Rf80YqoW9vN611/pUv96O0X++k/wAjFWM3Pnz0H1BW0jzG/wCj2RWaPTeYm9QVrb8U PqhejU6YqyW+t5jYXB+tS/3T7ERfyn/IxVB+YtWl0SxF16Gp6mSXAt9Ot47iX4I3k+zxUDlw4ip+ 0QO+KrfLWsS67Ytd/V9U0viyKbfUreO3lPOFJqheLVC+rwbfZ1YdsVTO3jdL6flK0lYot2CinxSf yhcVeN+YLsWk+oXH1d7gwySt6MILSvRj8KLyUFjm6iagD5PH5I8WYjYeo7nkgtN1JL62WcWktrUK TFco0cg5or0Kkn7PPif8oEZKEuIdR72vNj4DVxl7jb1eyu5bDyrZXipeXKiOFTbWUccsgDkLyCMO RVa1bcmmajN9Z971mj/uo/1Qsl822SRtKE1lokVpJX/RlwnBU4FiRJbozUEgNFBJo1K8TSpyEVo2 uRavNKlsdRjjjXmlzcWvoQyrzeMGJ5Il514chT9kq3QjFUXGssFjPP69xIImnf04kjZ24yOeKLw3 Y9hiqA0DXptZubqAWeracLaO3lE2oW0cEcouYhLxiJDEtFXjICBxbbFUzuLeb1rX/Spf709ov99P /kYqlWteYZdLuxbLZ6vqDlA/qWVrHLH8SysF9RlReX7mlK7Flr9rFU1sjNdW6z+pcwciw9KZIkcc WK1K8DsaVHtirre3m9a6/wBKl/vR2i/30n+RiqT3Pmd4NXfTfqOtSlHjj+tx2atbH1JIo+Ql40Kr 6/Jj2VHPbdVOL23m9Ff9Kl/vYu0X+/V/yMVavphZRCWa4umVmCAQQfWGqfFYYZGA96UxVEfVpv8A lql+6L/mjFVC3t5vWuv9Kl/vR2i/30n+RirGtT88y2Iu6aL5ivPqojIFtYRv6pkdkpFXjy4ceTVo ACMVZJewTHT52+syisTmhEVfsnr8GKoPzFq0uiWIuvQ1PUyS4Fvp1vHcS/BG8n2eKgcuHEVP2iB3 xVb5a1iXXbFrv6vqml8WRTb6lbx28p5wpNULxaoX1eDb7OrDtiqZ28bpfT8pWkrFFuwUU+KT+ULi rxnzDcm1uNRuPRkuDFJK/oQLykejH4UUkVJ+ebqMqgD5PG5IcWaQsD1HnyQWm3xvrVbj6tPahwrC K5QRyDkivQrU0K8uJ9wcnCfEORHva82LgNWJe7d6xZX95p3lSyu44ZLtFjhX6vbQGaajkLy4+onI LWrU7Zp831n3vW6P+5j/AFQtl85xJG0ogv2iRWklf9EX6cFTgWJEgRmoJAaKCTRqV4mlTkorRvMM mrzSpbRzxxxrzS5uLKeCGVebxgxPI6868OQp+yVboRiqLjkvoLGefksgiad/TjhZ3bjI54ook3Y9 hiqA0DzJfazc3UA0+904W0dvKJtQsmgjlFzEJeMRMzEtFXjICBxbbFUzuEvvWtf30X96f91N/vp/ +LMVSrWvM17pd2LZdOvtQcoH9SysXlj+JZWC+o0qLy/c0pXYstftYqmtlPfXVus/9xyLD0poGRxx YrUr6h2NKj2xV1ul9611++i/vR/upv8AfSf8WYqk9z5su4NXfTf0bqEpR44/rcenyNbH1JIo+Ql9 WhVfX5Meyo57bqpxepfeiv76L+9i/wB1N/v1f+LMVavru4sohLNJyVmCAQWk9w1T4rCZGA96UxVE cL7/AH9F/wAim/6qYqoW6X3rXX76L+9H+6m/30n/ABZiqQnzrdCS7Q6TqlLRyrONNlKyALy5RUlJ cdth1+jFU8u/rz6bM/qIoaFm4tEwYVUmhBk2OKoTzFrd9oliLr6pc6mSXAt9OtGuJfgjeT7PqqBy 4cRU/aIHfFVvlrXr7XbFrv6ndaXxZFNvqVm9vKecKTVC+q1Qvq8G32dWHbFUztxOL6f1XVz6UVOK lf2pPFmxV475gvtPsp9Qu7rmkEEkrzOCWoFYkkKqMx+QzcxlwwBPKnkMmPjzGIFkyPVA6Zq+j6nb C5sWeaAhCHqV/vI1lXZkU7pIpyUJiQsFrzYTjNSBHxD1az1WHSfK1lfXlyltYrHCnNoZJSpkIReR jPdmArSmajN9Z971ek/uo/1Qtbz35XVeY8xaa6BS7SRsJFVV4cmdklYIq+qlS1KchXrlbkIvSvMu m6tdT2umara3c9rUzpEjNxAkeI7h6f3kTrt3GKomOW4trGe5nuIkggaeSVzEx4qkjljs/YDFUBoH nDSPMFzdW2kalFdTWcdvNcAW06BY7uITQMGkKqweMg/CTTviqZ3CX3rWv76L+9P+6m/30/8AxZiq Va15z0bRLsWepanDDdFBJ6K208r8WWV1NIy/VbeSnjT5YqmtldS3tutzbXMUkLFlV/Rdd0Yo2zOD synFXW6X3rXX76L+9H+6m/30n/FmKpJ/j7y7+notAGrwHVp7iWzjtRbTkmeCMSyIWB4DijA7mnhi qd3qX3or++i/vYv91N/v1f8AizFULr+vWnl/Tm1HWL+C0skPFpmhkb4iCQAEdmJNNgBireia5a67 Yi/0jUbe9sixRbiKNyhK0rxPPfr2xVE26X3rXX76L+9H+6m/30n/ABZirFbr82/JNq7xza7D6kd8 +lvGlpdSMLyKgeLinI7EgV6E7A1xTTKr9L76hcfvov7p/wDdTfyn/izFCC8xeZLHy5Yi+1m/itbU lwH+rzSEmON5mosbOxpHGx6dsVW+WvNGneZrFr7RNQiu7VGRWkFvNHRpIUnUFZGRt4pkbp3xVM7c Ti+n9V1c+lFTipX9qTxZsVeM+Yby3srjUbu5bhbwSSySuAzUVWJPwqCx+gZuoyEYAnueNyY5TzSj HmZFAaXrGnarb/WLCYTwjjVuLLTnGsq7MFO6SKfpyUMkZbhhm088RqQp61Za1FpHlSyvb3hFZLHC hmJkahkIReSxxyUBZgK9M1Gb6z73rNH/AHMf6oWy+f8AyqY25arpksJVjIyXayoEHAMZCqMqqPVT kW2AYV65U5KK0bzNpOozS2GkT2dw9kvGSGCUlY1R3hoKR8aB4mXbwxVFx3dxbWM9zOkSQQNPJK5k b4VSR2Y7R9gMVQGgedtI8wXN1baRNFdTWcdvNcAGdAsd3EJoGDSQqrB4yD8JNO+KpncPfeta/uYv 70/7tb/fT/8AFeKpVrXnnRtEuxZ6lcQw3RQSeipnlfiyyuppHC/VbeSnjT5YqmtlqEt7brc2yRSQ sWVX9R13RijbNGDsynFXW733rXX7mL+9H+7W/wB9J/xXiqSf8rE8u/p6LQBdwHVp7iWzjtQZyTPB GJZELCHgOKMDuaeGKp3evfeiv7mL+9i/3a3+/V/4rxVCa95ms9Asxe6vJDaWpLqJWeVhWOJ53+xE x2jhdvoxVdoXmK317To9R0lormylCtHKGlSodFkXZ4lbdHU9MVRNu99611+5i/vR/u1v99J/xXiq RxfmP5cl1i00dLuE6lfTXNtaW5+sAyS2bMlwoYwBfgZCK1oe1cVTy/e++o3H7mL+6f8A3a38p/4r xVBeYvNVj5csRfazJFa2pLgPymkJMcbzNRY4XY0jjY9O2KrfLXm7TvM1i19oksV3aoyK0gaaOjSQ pOoKyQo28UyN074qmduZzfT+qiofSipxYt+1J4quKvINamsbe8vp7mf0Yo5JXlkcKqKAxJJZmAAH ic3UJVAE9zx2aHFlkBZPEeiCtrzSbn/ea7Wf4El/d8H/AHctfTf4XPwvxPE96ZITvlXza54TH6hI fB6vpGoJY+XbCWeS3gtvTjRJrib0QWfZRupFSdgK5p831n3vW6T+6j/VCY3F2yUiuBbL63wqkk1O fLagBTetaZW5DVrdqSbW1FqTbgKYIpv7sKSoHFU+EDjTFWrae7jtpJJEhSNJJmd2lIAAkYkkmPoM VU7DXrTUJpobC5sbya3EbXEcF0srRrMvOMuEUlQ6Hkteo3GKq1w9961r+5i/vT/u1v8AfT/8V4qo XnmGxsbgW17d2NrclVkEM12sblGcRq3FlBoXYKD47Yqira8mureO5thbz28yiSGaOcujowqrKyoQ QR0IxVZbvfetdfuYv70f7tb/AH0n/FeKoc+Y9PF8lgbywF9K7xRWn1tfWaSNQzosfHkWVTUimwxV EXr33or+5i/vYv8Adrf79X/ivFW7zUGsrZ7m9a2tbaMVknmn9NFA7szIAMVdbag116v1Vraf0HMU /pT8+EgUMUfih4txYGh7HFWrd771rr9zF/ej/drf76T/AIrxVAv5v0RLuKyfU9MW8nkaGC2a+jEr yJJ6TIiFeTMsnwEAfa264qjr9776jcfuYv7p/wDdrfyn/ivFVmo6xFplubnUprOytxWs1xciJPhU u3xOijZVLH2GKtabrMGqQfWNMns763FAZra5EyVZFkX4kRhujqw9iDiqItzOb6f1UVD6UVOLFv2p PFVxV47rUMM99fRTRrJE8sgeNwGUgudiDsc3cADAA9zxmaRjlkQaPEUDa2FjaClrbxW4KqhESKnw xiiL8IGyjoO2SjADkGueWcvqJPveuaNbfW/LVlbXFpb3Vq8MZaKc8lbjRhVDGy7MKjNPm+s+967R /wBzH+qFP/BfloQyQL5c0pIpkaOVEijUMjhQynjCNiI0r/qjwGVOSi9L0Gw0ks2m6TZWjuvCSWH4 ZHHJn+NxFyeruzEsTViT1JxVWt1uZrSWKW2hkikedJI3kLKytIwIIMdCDiqzT9Gs9NeSTTtJsbJ5 Ujjla3CxFkgThErFIhURoOKjsNhiqtcPfeta/uYv70/7tb/fT/8AFeKoefQtPuL86jcaPYTagUWI 3kiq03BG5KnqGItxVtwK9cVRdtDNa28dtbWlvBbwqI4YY3KIiKKKqqsYAAHQDFVlu99611+5i/vR /u1v99J/xXiqEHlzShqC6kNE04agsrTreBE9YSyLweQSejy5so4lq1IxVF3r33or+5i/vYv92t/v 1f8AivFXXtob63a2vbG1urdxR4Zm9RCCKbq0RB2OKt2ts9ohjtbK2t42PJkibgC1AKkLGN6DFWrd 771rr9zF/ej/AHa3++k/4rxVAr5W0RdRj1NdA0xdSiLGK9EcYnUu7SMVk9HmOTuzHfqSe+Ko6/e+ +o3H7mL+6f8A3a38p/4rxVZqOmQ6nCINS02zvYVJKxXFJVBZSjUV4mG6Oyn2JGKrdM0q30qFoNL0 yysIGKs0VtSFCVRY1JVIlG0caqPYAdsVRNuZzfT+qiofSipxYt+1J4quKvG/MFhaX0+oWl0Fkt7i SVJojyFVZiCCVzdRiJQAPKnj8kzDMZRNESKXaboOlaaa2SCL9zDbbtK/7q35CJfjLfZ5t/HDDHGP IMM2onk+qV/t+D1uy06y1TyrZWF/YvdWpjhfZlT4oyHRlYOjijL7Zqc31n3vV6P+6j/VCyXydo8s bI9vqbEqyJK+pXTunLh8UbPdMVZTGpUjcGtPtNWpyEVo2gWGkTS3Fra3j3NwvG4nnuTOznm8pYiS ZkBLyMfhUeH2QAFUXH/pNjPbTWkrQzNPHIoaNaq8jhhUSAjY9sVQGgeVdB8v3N1c6RpMttPeR28N 1IZvULpaRCGAH1Jn3WMAV6nvU4qmdxcTeta/6LL/AHp7xf76f/LxVKNT8n+XdU1f9L6hpE1xf+kk Akac8BHFKJkAiEwj2kAavGuKprptvDpun22n2VjLFZ2kSQW8XNG4xxgKq8mkZjQDucVXW9xN611/ osv96O8X++k/y8VSe58meXLnV31ebSZ21B3jlaX6w4HKKSKZD6YnCbSW0Zpx3474qnF7cTeiv+iy /wB7F3i/36v+XiqzUrS31K3+rXtjLLDXlx5qm9CK1SRT3xVbplhZ6XHNHYadJAs8nrTUZCXk4LHy YtISTxjUfRiqrb3E3rXX+iy/3o7xf76T/LxVj0v5d+TZdet9ek0KRtUtZGmglM7cFleUztJ6Pr+j yMjcuRSvTwGKshv7ib6jcf6LL/dP3i/lP+XiqC8xaBpPmOxFjrOmS3VoC59L1RGD6kbwtUxyoTVJ GH9uKrfLXl3R/LVi1jomly2tq7IzRmX1d44UgWhlmcikcKD6K9STiqZ28jvfT8omjpFFsxU1+KT+ UtirxnzDZ219cajaXUfqW08ksc0ZJHJWYggkEHN1GIlAA8qeNyZJQzSlHYiRS3TND0vTCTZQmImG G23d3/dW4YRKObNTjzb598lDFGPJjm1M8n1G/l1eu2WnWWq+VLKxv7F7q1McMlAyp8UZDoysHRwQ wzUZvrPver0f9zH+qFsvk7R5Y2R7fU2JVkSV9SundOXD4o2e6YqymNSpG4NafaatTkorRtAsNIml uLW1vHubheNxPPcmdnPN5SxEkzICXkY/Co8PsgAKouP/AEmxntprSVoZmnjkUNGtVeRwwqJARse2 KoDQPKug+X7m6udI0mW2nvI7eG6kM3qF0tIhDAD6kz7rGAK9T3qcVTO4uJvWtf8ARZf7094v99P/ AJeKpRqfk/y7qmr/AKX1DSJri/8ASSASNOeAjilEyARCYR7SANXjXFU1023h03T7bT7Kxlis7SJI LeLmjcY4wFVeTSMxoB3OKrre4m9a6/0WX+9HeL/fSf5eKpJ/gfyx+note/RE51WC4lu4rg3DkLNP GIpGEZn9P4kUDjxp4CuKp3e3E3or/osv97F3i/36v+XiqH1zSrDXdOl03VNPmns5gVkiEgjqGUqf ijlRhsx74q3o+mWOjWr2um6fLBA8rzshkWSskhqxrJKx3Pbpiqvb3E3rXX+iy/3o7xf76T/LxVj0 v5eeUJdbt9bl0aeTUbWZ7m3drqQxrNJK87Segbj0S3qSM26bbU6Citshv7ib6jcf6LL/AHT94v5T /l4qgvMWgaT5jsRY6zpkt1aAufS9URg+pG8LVMcqE1SRh/biq3y15d0fy1YtY6JpctrauyM0Zl9X eOFIFoZZnIpHCg+ivUk4qmdvI730/KJo6RRbMVNfik/lLYq8b8wWRu59Qt/WeATSSp6sMgjlXkx3 Ruqt75uoi4AeTx+SXDmMqB9R58ku03R2sRveXF3+6ihrczLJtCCOewX435Vdu+3hhhDh6k+9hmy8 f8MY+7Z6NovlsmzgvIdd1m1lmiUmGFxNbp8BAEcc0M8YAY89u4oarVc1Gb6z73q9J/dR/qhML3Qr +79ZH8y6zFE7pJbmCG3ikhdHdiA62lHQhlXhIrfZ3rU5W5CMsrS/gnR7jW9Qu4oyeMUlrAnMNx/v THbISVKtx4cdm3qQCFUXHPFPYzwcriIytOnqxRyB05SOOSHgaMO2KoDQNFh0e5upzqmrakbqO3jM eoNJNHGbaIRc4lEaBGlpzkp9pt9sVTO4vYfWtfhl/vT/ALql/wB9P/k4qlGp6DFqGr/pFtX1m2QR JCLC1eSG2/dyiXnxWLnzanFjy+zt0riqa6b6Njp9tZerd3X1aJIvrNyksk0nAAc5H4Dk7UqTiq63 vYfWuvhl/vR/uqX/AH0n+TiqSf4bj/T0WrnXNbIiuJbkadzcWbCWMR+k8QhBaNKckUts3fFU7vb2 H0V+GX+9i/3VL/v1f8nFUJ5isota0ibThe6jphmKkX2nepBcpxYN8DmNwK0oag7YqqaNbwaXZG1F zfXtZZZfXvRLNL+9cvw5lB8CcuKDsKDFVe3vYfWuvhl/vR/uqX/fSf5OKpBJ5Ujk1qDU21/XvTgm ecaasrpauzzNNxkVYRIyLz4KnPjwAFOtVU/v72H6jcfDL/dP/uqX+U/5OKoLzFp0Wt2ItPr+p6YK uTPp3qW8p5xvHTn6bH4efIU/aAPbFVvlrS4tCsWtP0jqmq8mRhPqRkuJRwhSKgf002b0+bf5bMe+ KpnbzJLfTlQwpFF9pGT9qT+YDFXjPmG2F3cajberJAJpJU9aFuEq1Y7o37J983UY3ADyeNyT4c0j QPqPPkl+l6Y1hEYzeXN4KIoa6cSMPTjVK1Cqatx5NXqxOGGPh6k+9jmz8f8ADGPuFPR9E8tk2dve w67rNrJNEpMMLiW3T4CAI45oZ41AY89u4ofhquajN9Z971mj/uY/1QmF7oV/d+sj+ZdZiid0ktzB DbxSQujuxAdbSjoQyrwkVvs71qcrchGWVpfwTo9xreoXcUZPGKS1gTmG4/3pjtkJKlW48OOzb1IB CqLjninsZ4OVxEZWnT1Yo5A6cpHHJDwNGHbFUBoGiw6Pc3U51TVtSN1HbxmPUGkmjjNtEIucSiNA jS05yU+02+2KpncXsPrWvwy/3p/3VL/vp/8AJxVKNT0GLUNX/SLavrNsgiSEWFq8kNt+7lEvPisX Pm1OLHl9nbpXFU1030bHT7ay9W7uvq0SRfWblJZJpOAA5yPwHJ2pUnFV1vew+tdfDL/ej/dUv++k /wAnFUk/w3H+notXOua2RFcS3I07m4s2EsYj9J4hCC0aU5IpbZu+Kp3e3sPor8Mv97F/uqX/AH6v +TiqhrUEWqWElmLu+sDIGAubJZIplJUqCrGNxty5DbqMVXaXHFYWxgNxe3haR5PVulkkk+M14ghF +FeijFVW3vYfWuvhl/vR/uqX/fSf5OKsefylHJri6pL5h8wPGlwbmPTBK8VoDz5+mVihjkeMHbg7 kU26VqqyG/vYfqNx8Mv90/8AuqX+U/5OKoLzFp0Wt2ItPr+p6YKuTPp3qW8p5xvHTn6bH4efIU/a APbFVvlrS4tCsWtP0jqmq8mRhPqRkuJRwhSKgf002b0+bf5bMe+KpnbzJLfTlQwpFF9pGT9qT+YD FXjfmCxe7n1C35zQiaSVfWgJSRQzH4kcdD4HN1EXAC62ePySMcxlV+o8+SV6VoU2nPIxvb299SOG ILduJAogUryWir8Ulaux6nDCHD1J97HNlMx9MY+4U9h05bS68qW9jJetZvJbqplglEM8Z61Vux+j NTm+s+96rR/3Uf6oS6fylFJYGyTznrEEXJGSRLu1My+myMo9Z4HlI5IeXJjyDENVeIFTkJ/pAg0+ wjtJ9YfU3j2+t3j2/rMO3IwJAhp48a+OKtx3NjPYzwfXFhMrTp6sciq68pHHJCa0YdRiqA0DSLHR 7m6nOv3upG6jt4zHqF2s0cZtohFziUBAjS05yU+02+2KpncX9j61r/pEX96f21/30/viqUanodlq Gr/pFvMV/bIIkhFha3iQ237uUS8+Krz5tTix5fZ26VxVNdNaxsdPtrL9IG6+rRJF9ZuZlkmk4ADn I+3J2pUnFV1vf2PrXX+kRf3o/bX/AH0nviqSf4es/wBPRaufM2pERXEtyNO+uRizYSxiP0niCAtG lOSKW2bviqd3t/Y+iv8ApEX97F+2v+/V98Vavpre5iCQ6p9SYMGMsDQFiB+yfWSVaH5V98VRH1+x /wCWmL/g1/riqhb39j611/pEX96P21/30nviqSReXrSPWBqX+J9SdRdy3n1B7yI2v72P0/Q4cK+i n2kTls29cVTu/v7H6jcf6RF/dP8Atr/KffFUF5isLHW7EWn6audMFXJn065W3lPON46c6Mfh58hT 9oA9sVW+WtOsdCsWtP05daryZGE+pXKXEo4QpFQPRNm9Pm3+WzHviqZ288Et9OYpFkAiirxIanxS eGKvGPMUV5Lc3yWU621wZ34TPH6qijmtU5JWv+sM3UQTAUa2ePnKMc0jIcQs9a6pfp9pqcEszXl/ 9cicRCBDEkZQonGRmZftGRvi6ADoBkoRkOZtry5McgOGPD8bev6dIZPKdtbW2opp961ugiuCI5DG 1AQTG5o3yOajN9Z971ej/uY/1Ql89h50NgbaDzpZJOGQpeyadE8tEZGIZVuI4jzo6tRB8JHHiy8m qclP9IubiCwji1bU7S+vl2kubeP6sj+B9JpZ6Hx+L6Bircd5bvYzpBexQzu04imJV+DGR+LcSRyo d6YqgNAh1eyubqTV/MsWrQzR2628AggthDJFEEncNGzMwmkq/Fvs9BiqZ3F/Y+ta/wCkRf3p/bX/ AH0/viqUanb63c6v9YsvNENhpgiRPqC20Er+qsod5DPI5PxoOHHjt164qmum3C2+n20F7qUV7eRR Ilxefu4vVkUANJ6aninI70HTFV1vf2PrXX+kRf3o/bX/AH0nviqSfVfMX6eivD5sg/RKXEskmlC0 gq8DxhY4TOXLj03BbmBU1ocVTu9v7H0V/wBIi/vYv21/36vvirV9eF4gLG/tYJuQLPOvrKV7gKss Jr78voxVEfX7H/lpi/4Nf64qoW9/Y+tdf6RF/ej9tf8AfSe+KpTLb622s2t3H5oij02KaSS5036t AfWiZWCResW5pwJB5Dc0xVNr+/sfqNx/pEX90/7a/wAp98VQXmIX19YiHRtfi0a6q9br0obo0Mbq tEkYL8MjK/vxp3xVb5aXUbCxaHW/MMWtXRZCt0IYbSirCiMCkbMp5Sq8nty49sVTO3nhlvpzFIsg EUVSpDU+KTwxV//Z uuid:6c8d9e4b-59c6-40ae-8571-e99da80c538d xmp.did:CBFE1A292F35E211BECEF48431F75F9A uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:5cbd73f5-67a5-4be0-9490-f4c1bbad4f90 xmp.did:16FC90820335E2119C298244600A6993 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:16FC90820335E2119C298244600A6993 2012-11-23T08:28:09+08:00 Adobe Illustrator CS5 / saved xmp.iid:CBFE1A292F35E211BECEF48431F75F9A 2012-11-23T13:32:24+08:00 Adobe Illustrator CS5 / Print False False 1 210.001652 296.999959 Millimeters AdobeSongStd-Light Adobe 宋体 Std L Open Type Version 5.002;PS 5.002;hotconv 1.0.49;makeotf.lib2.0.15106 False AdobeSongStd-Light.otf 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 灰度 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 鲜艳 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 9.90 endstream endobj 3 0 obj <> endobj 8 0 obj <>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>> endobj 9 0 obj <>stream HWێI}g?GdUZ!M``y_!{?ωꪮؔ?yq9͏W?׺Zq?mc]Ç???{GV?\vV|+$~%R5BHsi$e>z$?t@&}XES2d?%ck\KħxT$?eĥT{[?,?2 )Z6T'xηH-ŃvblMt[?AT7`Rؚ!tNJֻŮ齫Ϸȫ