%PDF-1.5 % 1 0 obj <>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf 2019五折?1234567 2019-05-23T07:29:24+08:00 2019-05-23T07:29:24+08:00 2019-05-23T07:29:22+09:00 Adobe Illustrator CS6 (Windows) 256 212 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA1AEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AhOiaBqWs3Igso+QDKJZT XhGGJoz8QzU27A5sJSA5qAyCX8sdUhL+rqNlHGoRvVYXfE8249reooetQMh4wTwlVb8qNZUlW1Gx Ddlpd1New/0fB4wXhUx+V+siKBpr60gkuKBYXF2XD8DIUJS3ZOQCno1NuuHxgimofyu1+RGdp7aI K7JR/rFSAK8/hhb4T08fEY+ME8KTTaDZxyxIut6fKslQ0qfWuMdBtz5QK2/+SDk+LyRSFs9Phn1P 6m0/KIGT/SIF9TkI1Zqoshhry47ciuEna1ATqy8qaZdXUVut5eJ6rqpkaziZUBNC7CO6d6L1PFSf bIGaeFOz+WPl1WCy+bYYmJG0lnMtAxoG3bp8vpyPinuTwro/yu8uu0ajzfbhpFZwDaTbKo5Vbfbb ffHxT3I4W0/K3y21f+dxt14gl+VpMvEdq1I61x8U9y8KV6n5F0q0kjW21afU0dC5ms7MFF4sVZW9 aeE1HGuwpTvhGReFjmrafbWbxiCWWRXBqZokiII8Aks4I+nJxNoIpEw6Fbyan9Ra9SH94Y2nk4cF 4kjkwV2em3Za4OLa08Ka3/kawtbSa5TzBaXAiFVjjjnVn6/ZMiIg6ftMMiMnknhSiHR7N7Oa5ku2 URSRxhVWFq+ortWpnWlPTyfEik01TyfpNi9sseuxXwuHKVt4iOBBA+L13h/m/ZrkRMnonhbtfJuk TqGfzBBbMZHjMc0Tll4V+I+kZVo3HajE+OJyHuXhUNb8qafp0dwbbWItSaCETcreNlQ1mWEofVKO COddkIwxnfRBilNpphuLcSqzFuTKUUIaBQu/xOnd6dMJlSgMitPIFrNbRzzeYLO1Z05mCVJzIuwN G9NHX7m7ZA5PJPClFz5eFvdTQNcc0iMgW4VUEcgQMQyeo6NxcLUVANO2S40cK6Dy7ay2Rum1KKL4 ZT6TKS1YgvFaqWSsnM8fip8J5cdqvGvCu03y3aXsnB9Uhsx6LTepcCqni/HgPRMzVPXcAe+JnXRe FFah5NsrTTzeLrtndEBD9XhWYSHmaUrKkcfw9/j+VcAnfReFjoijEsiuxCR1qygEmhp0qP15NC7h Zf79k/5Fr/zXjuuzuFl/v2T/AJFr/wA147rsyLQ/Jllqt0kB1aOz5wrN6kyowHIKeJSGWWUH4u6Z CU66J4Vlz5Rsob65tRqiSC3cp6w+rqrUcJy4vcLIBvXda+2PH5LwpxF+V1jI8if4ls0MbmM1inNe IBrRVYjr0ND7ZHxfJPCl3lnTYtP/ADD8swxzi5VtSs29ReFNrsJtweT+Su9D7ZIm4liQk3l17FdQ VbvT/wBJJJ8Edv6pgHNuhLj+uXCQHNqyQlKuE0zZtL0Y3YlbyKBAF4tbLrHD4iQeXIlmHTK/FjXP 7GQhJLtL0AWMKDUfKkepUlcSytqfpsQS/FB6LhV4hl3KmvH3yc80Dy2+DKMT1Reo6LYXFrLDY+Sx Y3DqRFdHVhMEJAKmjFVNPfIDLHqb+DZGhzDGJPJPmaONpHtFCL1PrwHqabUffB4kWFFTl8oeYYok lktQschVVf1YaVc8Vr8fwivc4+IFooTRSBqCk1/u5ukazH+6b/db0VvkcMuSh6N+XF5pltcXt5cS CC4hEYgneOHTJFVufqCNoRI0nIAV8PeuU5GYb/MbVdNv5bOeFnluFM0Ty8ItUf0lKtGvKYJwUF2K 0O5J2GOMKQk+iTyfphY4b5tOea2MRupLC3t0AeClGkQs1D/LSh6dMlLkrvMN0kusai3rSXAEcaiY WNtdghPSUUmYqXAAoKjbp2xjyCll+n+YLK1076pHfXEVmiemLSOeOKMI68nURpHQhmYkjx2yohNP J9eaIzL6QIjDPxDW8dttUUoI9m/1jmTFhJN7XVtI03zKb2eW5f6vcSM8dvDFDJWrD4LhZOYof2qZ DhJCb3ZHrP5neX9S0u7smj1USXHLjLLdvOi1BC8opJSr0r3yIxEHovEGMWMFtdaRdratczlbi3LC PT4XI+CemyyHJnY/tQyfzIl5f3Nq8txqN4Ir2VIFlia9KRfuuPH1WXita/H1bwFN64skx8vxvDbp Gbu+tiLmciM+paopIajGOIPxrX7Qbfv1yMkpX57idoLyU3F1dhLFFM0oedF5XsbcfXk4snX7IG/X vk8aJMS0S88zWVmtxoTXUUjSSxyzWivy4kRNwZkFaEqDT2yyQF7sQza31jU57eB7zzJ5oivDGrTL 9TaRFlABIV/XDEA14nj92VEDuCWPXt95w1C/uLe5m1S+0rnK8TXcDSOyqjrHI0TVX1ODfzd6VydR AXdkOi2Uo8kahAbm9hUeqfqbAwFyyr9myUtHJWndt/amQkfUnohfJ1rJaXxcyX9nysZU9RYDYE1m rx9SIyM1f5CKHr2wzKhMvMkl3ceXntTf6jcx0jpbEzXQIVlp+4k4x7daduvbIx5pIeWPGzXFwgoD VvtEJ0cdamgzIa0fpOpahpYkEEVhL6lORuorS56eHrB6fRgIBSFmq3l7qcqyTx2UTLXa2S1twa06 iLgD074jZSyPyeBHrO9xDGwtEHxFlB+GPbnaM0x+nY/dlc+TIIXUgv8AiDU2+sQt++J5hVK/36b8 pX+sfS3xfThHJWdWl4qS3B/SVuAJnLVl1gUJQbnhFXelRy+Lx8cqr8bJYRoFP+Vi+WCHV66lankg AH+9x8CSf9l8Xjlp+ksJKHkDVtQsb24Sxsru+mmVG9OznMDUhbmedEk5qR1U9snLEZNcssY8+rP5 Nb83Xk5g1Dyhq1zdwsZbdVLgoqOOB+KGSpXarLSvhlXg0LsMhkH4Cy18+6prcS3Fl5Y1a+gSX93L DM8irNG3HqIWAdeQ/wAzhlpTHYkBMZg8kLD5k1qD09Nn8satMbT0VsEkdjJEI0i4BiYD8QkZHFAO q7dDj4B52GYCSa7+at3dWLWtml5aztVZWmumkFCCD9hYW5CvUn6MRgo7oO2yXN+aPmBlgX0LVVtg BbqFlpGF6BR6lBT2w+CEcTHdNIk1BiY6h0nPpopI3ifYKCp/HJnkgc2f/lhcCzfUGRp7LmYASt7F pgb+8G/rmYygV/Zpx79cqyMwofmHKlyLQMZrvjNct8V2moULenU/uDEF5U+0ftU/yccalJtHSzi1 cPcWtwLcWjidYma0d4zakPGsrtKtXWq8eJ5V498keS035gSGbV9SkFvNIpjjCu7G6bivpAAzRyIj 0ApsB4Yx5BSzGzuolA+K/VuKEU121jGyKDsYz8qdvfKj+NkvMNYVROxWNo+Ukh+OpJ3G/Lk3L/WF K5kRYSZLaeVfreoS6hb6n9RnjvH9MzejC6yq3qB05zq3EdnoBUeOV8dCqTwp3q2ieZLyzFhf+bVu 7TgaxG4tZFpGQ4U/6Tv8X2R45ESA6Jpjv6Ks9Nsb63Z5Loi4tautqk0e8UzfCyz0PWh32OTu0VTK fOJ05ZtNVHkuHkuZJp+MsGpKZWEQLkRPF6Zbj1Jbl9GVwZKmhava2cKAPfQiO4uGKwXFvZU5VB4x OZWWvc78sZBUu8+ajBfx30oN1K62KIJLqaG9IC3sewuIivAf5PE+Nd8ljCDyYCIJ5dPhMcbOBNLU qpP7Mfhl17sKTm2/wqtvGlzoOpvcCNRLMl4gUyADkyxm12UmppyNPE5A33ppAW1t/uWkkitJ4rIm Zo4nUzOsRVuKsaRByF2P2a+2SJ2UDdn+iXlunkS/gE88cZaatoJbe3VgUStbBpGeWvsw5dO2UyHq ZIHyjd2lre81F1AWspE5Q+hprEGb7JllklVgf99gVPWu2GYVOPM2q21x5aMTSX0p4xApLe2l6tAw NPqsZjfY705fD1yMRukvKXQvcXCrQVLU5EIPtjxNB9+ZDWm2hW8YjlWXRI9XdnXi/wBYkXgKElQI XWpYDvkZHzpIClrlujzIYNKj0lfi/dfWGfl0HWZydsYnztSE98pOsGrkvewWi/U1WSeRzGqrwjrW S1LSt8iKfhkJ8mQQ2pGM+YNTkW4hZTKWEgCOtPXQ1DysJyPdhy+nCOSs3tNTs0Nyf0xaKxlYis+s AnZf5ItwevxUbKq/GyWF+X6f8rE8sEOsldRtTzQKAf8ATj4Ek/7Lfxy4/SWEkB5JtvW1Q8XvhIgV hFp8Zd5FVuTKxE1sygca7N+rLKl/C05JQFcXwegT6OX1CBl0fzH9Zt2YsFjnaQjoBves6058tiN/ Y5XeSuYr3shwXyS7Q4NDntjd6Xo+tcWlkkmks4rloieZTlzF3H8R9Lcn9oU3pk8gyg1I/ayjw9EX 6Vha/XdSudF1+2toaCa9KXStRAoYzFrxOPH4R1O1MhWQ0LHzbACeTF2vvyxE8sptL2X1AvGF4zRX BPJg4vOR5g9x1xMcg5okKO/NL9X1DySPSGk6ZJIAVaVp2ki3DVKcVmmqrLtWqkYxEupRskmngG4I LBQYpviNaD903gCcmUBNdAglHqtBptvrCh4ufqRXkgQnkFT9x6dPUPjuabd6xkfgkLvMUExEJuNK ttF+OTiY4r2P1CeNVP1gyfY7cfHftjE/FSraXZym6cxJG9bGWsn7xOQ+qEHeQcD4cV+I9F+KmAlN KutWzSalfP6aS1hho7erISAIv2oB6f3dOh3rgidkkM1g068Z04AgRhNhqVgvWJT9kih+n9Yyq2Ty /WIWinZWVVb1JK8eW5qN6tsf9jtmRFrk3cw203mCeK5nFrA9zIJLgqzhBzPxcV+I/RiOSDzRN5pP l2G1kkt9dW5uF+xbi2nTl1/aYUH04AT3LQU9NhMujXoCK9Li22YSH9if/fe/34TzSGb+dJmvrjTR weT6vdSxuZ7iO7HOsbMYzZxx/C3IfEaqegOxymG1s1PSbScWknFY0/fz0AvoLU9T/uu4X1R+o9sS qF84wSAXruqGlig5rcw3hH+mRf7stQIl/wBVviyUESYYIJ5dPhMcbOBNLUqpP7Mfhlt7sKTuG38m fVIhNp2tfW/SX13SWD0/VoORRTBy4E1pVqj3yFnyTSWRWZOpTG2tpksz63oLOGZxHwbiJGjVanj1 KgfLJE7KAzHREk/wXfW5T0wBOyKJ44o2qihgYpk+st22Rt/2dwcql9TIckF5UtJFvRxjjQ/U5AT9 YWy/3d09S9BjP+qvxdxsDhmVCbeY7Wc+W5FKxsoEfwfpKzuj9sf7ptlFw30dOp2yMeaS89il9G8m fYcS32o1lH2qfYk+E/Tl/Rg9B8kahrlvp0txaWcVzbzvyVxNa2FCtYz8CTREnfuOnscomBbIILzt qerzLDd3sEUEauUBLWl+S0igj7UkrL8Kbn7+2SgAgqHl9pr3UJbZLm0tlubMI00ttCqqrIh+JbdZ JGH+SVp44y2CQp6leyf4g1JzNatSYnn6EDDadN+cvGc/Nl5fTiBsrM18wW/G4H6T05vUmk2Y6iRR k7hYRyBI/a+Lx2yvhSwrQpTL+YvldyyMTqNp8UaRoP8Ae49o+vzb4vHLf4SwkgPI9pa3Gpj1b9bO YPCsULtcKLgNIOcdbZS/QeI3ycpmPJiYRlzFvUo9E8uyRLcLbrDevGwRZptTPpmgJVmjlfpXfi2U HPk7ykYojkEHaeXvK0Vwli9jA1wQZbhoG1IIjnccuUiMfUIcg0PQ17VJz5DvZZCIDr7ypoFvBLJB bDUXZ2c2rPfKXSRwXRavEoKqfhq29BUnEZ597IEhJbnRdDb0mi8nzpFG/JyJHPNdwUat0229diDs N8eM/wA5B3WQ2PlWa1WVvKMwkKuH4tKE5xsVbjyvA2zAjGz3/j5IpgFkYW1CRkULCUnKK/KgX03o DxJbLjyYjmyTyZYRXbXIWZ4UVog31KZoixYPQMJpIq/ZNKVp9OQmaZRXedLG3tvq5M0koaSdR9du DcU48KlTBJJQmvxV9qE4IFSh/Lk0UPmS1kiFuXESinH1NmgCt8F2Ghb4SdmH44Zckjmpa81s2r6k SIBVEoHRompWOnJLf90DT+X6d64Y8ggs7tk4IHEMDq/pg1tdJYD9ypPwsG347jpXv8Vcp/HVk8r1 Xj6709Pl6snP0gwFaiux2H+x2zIiwK/VZ4hqd4DbxkieTcmSp+M+D4xGykoX6xF/yzR/fJ/zXhpF phayQPot3yihjAubb7Rmof3c/wDKWwHmllnm64spm0haxmS2nkt5ecVvEvNPSqE+pfEwoRu9R4Hr lUOrIony/DDLbqoENGubhfhitGPRjs90VlB277U6YJJQPnNUU3VREH/R6U4xwRN/vZHX4bSsX/B/ F9FMlBEmJWyRvYwIfSLtPIqiUyDcrGOqbfflh5sQ9Y06zNhpy2sqIk0cCRS/DpMkYYIo+FpSzFa/ tVqe+4OY5Nlm891q0Ft5iv1uFtleRriUCrMeLhyK/VyYQfEJt4ZcDsxTbSzef4KmWAWf6Pb60bjm LYvyCoRwMv8ApYFAeXH2471yJ+pI5IbygsDXtEFuT9Rk6Ij/AO7/AAvSI/pX4vDauM1CbeZHhHlq RHWADjEFY29kgNHHRrf/AEgdOoO/Q7ZGHNJefpM0N1NIgQspagdFkXdgPsuGB+kZe1prpcn11Gaf UNM08hwoW5tFJIIJL/uraXYUp4+2RO3ekLdWmaxkVIL7TdRVq1e1tEAWlOvrW8XWvauIF96CyDyp q95banJdQtD662IKxRRxQSOSsfwK9vSSp8Govj2yExszCH1G+kbzBqcjXFq59YsZRBbsD+/X4uct Jz83HL6cQNlZj+n4f9IDalZOvryuUD3vxD0un9zT4q0BajeO2V8KWGaFMZvzG8ryEoeWo2prGkaD e+J/3X1+bfF45b/CWEnflldX0WpyxWgdfVe3M0yziAJGkvJ67jlVajYH5Y5RssXrc8NvLCpa4WV4 l9SCWe/aUo4oQ1AisSOpp18aZismPND56NxHF+l7BEiVZIWSSZeRoyNGE9UNRRxO4HamT9PchckX nC/U213qems0TsYxO90wPpOTG4JmpuVBHcd8biO9V7L5vluvQ/xFY/WI1JIL3kaH1KAfH6gUsOPb p3x9PcqG1CLz1d21zp82o2f1aeD0vhkmNRKGjaNVM7Db3/VhBiN1p5NoUnp6kknqelxSY+pydeP7 pt+UYZx9AzJlyYh6Z+Xl+k0d+sV81zc/ASv1ZtRRVHKhrdiMx9/sjfv0yjIGYXfmDdR28Noz3stt M8knFGtn09SaL6oraiQtwPGgbYVNKY4wpKU+WtWiXX45ZNSLRQWrTSgLcX1EjtubMbe4RImAAqST t165KUdltS8wamV1jUg2pGOqRsqt9ZsyFb02U+hBG0UdVP7JxiNlt6BYzs1u9JZmI9Ov+4a3frEt PiZgfu69epyopeK+Zrkz3dTP67K8gPxSnieQ+Gkqpx+S7ZkwDCSEv5mg1y4mQKzxXLuodVdCVkJH JGBVh4gihwjkg80VqXmm+1C0+rTW1hGlAA9vZW0DgBg2zxRow6dsRCltbpsxi0a9IdUrcW27GQfs T/773+/E80hlPmL65Z3FnHPwgE17LPHzgNuSjiKhHoO+1eXwfYUU49TSqO7JN/LRmlijIT1VN1cA MumQXoJAfb1bmVGalPstsO2RklL/AD4ZUa7jkURM2noxjNnFYE/6ZHuI7Z5ImH+U3xZLGxLDLacx abGBIqVml2Zph+zH/vv+OWkboB2eu6MA/l60k+rTSD6rFWdNIsZlIZFBpM8qyPuNmb4j36nMY82b zfU7sr5h1JRIkYWW7AjYTQlac9jFETGlP5U+EdBtl4GzG030TlJ5Tvrslj9XWdEmS19WL96i8hJc SyLKpXgOJVWK1PGnI1hLmlZ5NnkmvioZZiLCVuKWv18ik3X0rt40Uf5YPIdB1wzChOPMski+WJGZ BGyLEfUGl29soBkUVa5t5WmUnp9nfoeuRjzSXmqzvDdTyoEZgWpzRZF3an2XDA/SMvprTfSSb+OV 59S0rTTGVCpd2g5OD1K+jbTD4e9ae2RO3elT1aZrGRUgvtN1FWrV7W0QBaU6+tbxda9q4gX3oLJP Jep3cWtiaO5t7V/qiVZY0gO6x/CHtFab6CoH4ZXMbMwgb26ddb1D97aUSWgZbe34gLMg2aX9/T/W HL6cIGy9Wbw6xG0s6tq2nhPrDMVMt4F4tHSu0JJB5Uqfi8RSuVUlhOhy+r+Y3lh+ccldRtaPEkaK f9OO/wC76/Nvi8cu/hLCTf5Y622l39zuiRz+kskr3lvZ8AGPxD11bnSvRSMcsbUM20vzFp729vcn UVtWgJRIItRtLaN42ovKS2NeJC1otDTxykxPcm0Rf+ZYY4yNK1qGNpn5TTz39nNxKhVoIg0TNyp/ MPHeuAQ7wtpa+o6z8KHzlZ8mm9UP69uWB5+rTmLw/BUU4n4abZKh3fj5Kg7vztfWE09snmK3aWvN /QtRJFIxUfEZYZpFJpQHCMd9EjdCR+ftWhninm12SGR4E9RPqb8RWsnwr6yqeRfdxSuHgB6LTAdK eZLznC5jlWOYo4bgQfSbflUUy+XJgGdeX/rmrxOdP0PV9Ua1jRbs22r1AkcfC3FYWIDem9F/HbKp bdfsZW1rRutIjB1LRNX083HNLdrjV+I9SMjnQNCvIDkKj8cA35EfJbUPJ9zq1x5mtYWmuLtjASYV cXoYi3r/ALzB0LU615bdfbDMCkhR8y3upwa5qkRnuYCiJ+5My2ZU/u6j0OUnp/8ABe/fGIFBSy6C 118u8X1DUjOvHlH+jWZlPADp6viG6j3+VeybeW6896bpo7xpjPDJJGyTyc3QqQCpX9ih6r2zIiwk iZ9R1ibXJrRNTktka4eNXkneOJBzIFSD8KjAAK5Le6LubbWYLOW5Hme3mERI9GK9lMr0r9hCFr0w AjuXfva0jVr6XSb03V/c0W4tuB+ttCd0nruyy16YyAtQy3zLO0V1bKXurQR3ssK1k+pcuPpEh/gl q45bx1+EUNfiOVRZlNPLcUlxDG6jULrlc3C8o4RfA8QTQSUj50/loOPvgkqVfmLG9vHfQsbyEvYR t9XuYxZA0vYxyFuA/qdPt8/o2yWNBYp5Yk04WQS/1G60+AyyEPaShSW4xDeM0rtXfllk7vkgPU9O trpoIJo7a9n08xerHd/URIXWQAhjWnJeDclblTMcsmIa/PpMepXRg1a+W/R5op7BpVs44vTjdWAU CXiystCtOvfLI3XJC/TIr2by494pvZLSGO89S9EhlQHjFxBuPTAqKHen7vc78tk81XeTXe6vyiS3 t2VsZXMcUg1EgCanIxFIuNK09Su3Sm+M1CbeZYnh8sG5ZdRgosSid4BZpXmK1uhzp1/k36bZGPNJ eR1c3dwUKlqtQyFSPtdy/wAOZPRgyDy7pFpewyPqEN255EQnTra0nUhUq4Yu6UKll6djlcjSQFDz Bpa2Lx/VIZ443LVOoQWsBI248eLPXvXDE2pCbeWLiK01CS4W6ZbgWS8oIFSJn+GOqJJbyq5/2VF8 e2RlySFPU/0fJ5h1OY6h6nKYsZvSicGs6nl6kswnb/WYcvpxF0rN7e70n1LgNrkRX13oPXvwFBQH kONeW57/ABV6imVUe5LBtEWBfzH8sejL6yfpG1+MKiA/6ef5GevzbfxGXfwlhJR/Lay1mfWXl02G 1mEShbn65HHKqpIacljkZAzbdOQyyWThDVPEJ8+j0e3sNQuJhEsliJ5ALpY59EtImK8gK8WuA3Gp AO3XbKzqfL7SiOADr936lsvljUhIzJc6cDFxVoxpGnVbiCi1DTlh1apXqR3x/NeX2lsGNKdL8qNP cy6lDd2sjzlbl7WTSLELEeKMv7v11MYpGPhPw9eu+TlqzVV9pSIUn2l+U5WTk11p7xmolC6Tp/IB hXvJIqkj/I75VLUnu+0tsUT5i8jLq+jC3+tRQgH47hbCzjkG3KhaMw8Oo2qPllcc57vv/WWQnzDw iwDLeERPRxFNR+QXf0m77Zknk1EUdmQ+U7G+u0vDJZ6rqaxiOv6KukQRhuX99+7uPtU+Hp0PXIzI 8kC1vmq21C3MJFtqmnEvKpGqXavXjwPBKpB8S8vj+Y2HdgR5JNu0WK8udSNuiyXVzJZOIoo5WmLS fVTw4RwnnyDUoxJAO5BG2A8krNXS7t9Qv4Zllt5Uij5wm49IqxMZI4TfvB/suvXEclLLo9Li+tsh 0yrE0CehfHsduPrch0yu2TzzXwVvpkoVCTzKELluIDU4gNVkp/KxqO+Xxa5I4abpF1rN6t/dfUYh JIwm5pJyb1KceCio2JO/hTI2a2TQtGTeXPJKOwj8wGVQwAYR8aqRuaE9sHFLuWggbGSW10e8a2kk gZri2DGO7jQkcJ+pUDCdyhlHmLVb1zp5jVrUR3csBkgkmtvU4CFv3jTyOGakm6KKr1P2hlcQzKvo h1C4HIxz3QM8wLk3VxWhOxaCRFIHgOnfBJUt82PexpqMMqTW0bWSN9XdpY0NLyMBvSneR2rTrWmT giTGbG7u4NMQQTywhppSwiuBAD8EfUHrkyN2I5PU9FS9bSreYwSSk2kLmR7fUZSOSgcjJHKEPOle a/C2US5s2Calf6nH5g1KL6zcxBJbpRF9aMITjzHH0pCzx0/lYkr0OWgCmLINDl1GbyPfzmOeQp6x W/pczlSqA8frSSLBHQeKGnU5CX1J6JX5cutSuJ6cri9ZbRmEJnluP93UL8bdo2BA/aJp2yUgFCaa 2L2Hy+8vpz20iiPlN/pkLKSR8JlllaIV6dN+2RjzSXnQLm6nK8S5LbyFSPtdy/w5ewZT5W8x3OnW stvPrmoaZFy5wQ6W9t6ZLUDs6maGhIA6ZXKN9EofzRr17qZijTV7vU7eJmKrqj27cCaUKASzCp3r hjGuilH+WPqcepNJJqkdhL9TWsrqscatwSg9S1k9Vt+xAB8RkZckhQvYdPGuajXUOf70kz+jCwP7 9Ty5ySrMfmy8vauI5KziCawrOB5oVeM5AHr3u4NCT8KmteXU0PiPGr4JYPoQh/5WN5XMM3rodRtD 6nFFrW+P8jPX5tv4jLv4Swkhfy+1MWmrNAZ54WvOMUa2tvb3UryEkKFS4Vl6t2Iy0xiR6mqRnY4e XVlurwec5rBkig1Ke9WQLbLJpllDGY+YY1aPmxqwG337ZWRi6H7T+pujy3SE335nrdPa/Um+sp+9 eNdPtuYGwqaQ1yNQRukdzonnKySWSa0vIE4hpDxdVKs3AfZ61JoAMlxRXdlnlbSvO+lRRTto1y0c /wATMUYSdduYNG6dK5EiE+R3czFOIjUv2p7rsvm27i+q2Ok3J9RAWJDCgO3t4UwQxx5khsxzx4zs eI/Z8XlNoCNRkCBAeE9AePD+6b+b4aZfMOFkHrKdeWDcB5qrdMCyAjTDbAkUfZ9jvWnH6cqmxC7z RGyGARx3cb8pOX6UNrWnw8eFAu/830YwUqnl+6S11hLma2trj6vatKYpHCo5S25Bf9GAlWtNjy4j q3w4yGyVmuvGdV1ErBCqmOMhUkUKP7vb/Sk9b/gvo2pjHkFLOrX9FC5uCYNMoBHQBtbpXcADivL/ AIP6Mq/HRLy7zF6f6RuPTWNUFxNx9I1SnLbjyAkp4ep8XjvmRBhJEJJInmZ2sVK3y3Mhhd5YUQOG O9Zl4D/ZHB/DuvVPdWufOEmkTfX5bd7Gn71Fu9LMh2PRYx6rH5DIARvb9KbLH7F7f9DXnpxf8fFt X1JIv5J+nqJTJnmgMm8xoY7i1LWsUfq38zoR6iVSkIUg3abrWtP2+vL9nK4syi9DSxdP3tpp8jm4 n3uPrzOaVp/vFxjPtx38cBVAebo7aMXwgt7SEGxSv1T6yor9cj6i9Bmr/qnj9NclBEmJRet+jovT 9KnrS19T0q/Zj6eplnVj0Zlp0Mv6Nic2utPWFf3ls1ssGyivH923wCppv0P31Hn0ZMakEy6tdDgq xq1wOE5thOAFfaQ0+3/Nt1yzohkWl/VP8JyyO1uswF0qWh9YtKOCH1OcSfVf3Ndq/wA3x1+HKzzS EP5ZFu90BLbWkqizkIW4aR1B9bqBYBJK/wCt8HjvTDJQmWvx6augyPFb6ajgR8RB+kFk3dalWug1 v0/m7dN6ZGPNJYCoga6nE7tHFVuTRqHYfFtRSyA/fl7Wn2g6pFp8MyWS/W45GX1DcaTaXhU/sgNK 8hWtOgyEhf8AakIfW7yzvpla9LWsiVosGmW1pWtPtCKSOvTvhiK/tUp95Sh0VtVaKe8C281ksbrM ghDKyx/C5tnllav8rLQ/dkJ3TIIXUP0e+valKdQ5lpSTP6UL1/fr8fqSyrOa9asvL6cRdKzaGbTA t0D5lUfvWFPWvatVRv8ACp5Vr+1Q+OVb9yWD6CkKfmJ5WWKb11/SFp+84IlT9ePZGevzO/tlx+ks JLfy9a45XyW8npO5gDOJPTdU5NyZCysmw61HStBXHKsXqUZtlmdvrls7KrIUM9zwLjiQ7Kqoar02 PfpmMySibVNOsJvT1aazeaSRZ7NYP0gyoisQr8hHN+9oaN8XQClO8xEnkqQN5sRdWuKajp13Bdym P97HqzNHBRyI2CInJf2e5q3zplw0xqyD/sUFPF8y3kMMhXUNOWF1KwTpb6qXjHHiE4lTSgG1fpwC ESaAPu9LcMXp4iCkt95j+sWN1bTajpt2pgWNNNih1FVYxksslXVOMlSBu3Dbpl4x8NEAjz9KcWMz nXM9w/T+Pi8+055m1d7cx/vik4QbMP7p9jWozJy4oyjbiZTKOQghkfliO8gef1pb61DMhH6Ljt2L hQ/26vFQhuPHr3zW5YgGmcbId5mjvJRCtvJf3XGSVmGpxW68eXGhQB5fianx/RkY0kgt6Np92+pi OVo7czWjxGSRFWNS9sV3aDlI3X7PHiejfDXATsmmtXsbptRvzyE37uMeqsaSA0MY+1MVkP0j5bUx B2UhnkUtbqdP0hbUcJv9Z1QA02IqE5HY9xtlTJ5V5lhaPUZqsrhp5iroKKw5dVLfGwPYvRvHMiHJ rk6cm416e2ea3tY3uJFNzPGDGg5Hdykcj0+Sk4jkpO6KvNKtbe0knj17Srl460t4oZ/Uelfs87VF 7d2GIPkVULGVpdGvOZjSlxbU/dwfyT/z8MTzUMw85iFrjSeF7aygTMRHG08zLUx7t9f4AVI/3X9P bKodWZVtAntY4lSTUbOE/WpyUmlu4iNm3K2gZB7FTXxxkqA86SQSfXXhure5H1BKm3eaUf72Rn7d 3xmHWtFHH6a4YIkxG2AOmx1dV/fS/aWFv2Y/9+Mv4ZaebEcnr+mS2EmkWpS90+CP0EIg+t6nVeUY ojLGTEvDpRTTbbMY82bzXUTA+u3zRyQ8azjkgikViEYFw8ziU8z8XxgHfemXDkhG6d9XGh/FcW/9 1fLRuSsGZYuIKxkw70PEVo2/qbBcB5qqeU2hjvQz3dvB/oUgV5SYQT63RWszI9fZhx8d6YzUJt5j vLWTy28KX9rI/GIlY57uUklxUelchYO1TU/LfIxG6S86VYDdTid2SKrcnjUO32tqKWQf8Nl7Wyjy rZ+YHt7hvLWp6rBB6iLci14W4LkHhyAukrtXftlciOtJAQvma11COaIeYdR1GaUl/SNwqXBr8POh +tP7VwxPcpCdeSbiws9dE0eoywH6mqqy8bSQ1RKL6tvJJLU06MKeOQndMggL0ac2uajKt8filL+p 6UD9Z1PL1HlErf6zLy+nCLpWeQX1owu0fzTVTIwZTc31HqoH7KmtVNPioabHKq8ksE0MQ/8AKxvL Bim9dTqNqTJxRak3x/kZ6/Nt/EZd/CWEko0mLzDpjvJDpDyStThLLbSM8ZWtGjNBxO+SlR6qLZLJ +Zv5gDm0sXClap6c/Ib7ihf59cMNLEtkYHml8v5qee5GNHkjQoEohnB2JPKvOvI8v1ZljR4wghKT 5l8/MHZdV1Jw4Jf99Ma0Bqevgp+jLfCx9wYFETeePPbTNJ+k9QWQ/aiMkvor2IKN/mMqx6WIFEA+ fVtnkiDxRHw6IG+1LzHqkx5QymeX7bRo7yyBRQdRyoAO+WjHCG5+1M9dkMeGI4L7uahaaP5gtpRL Hp04YBhRrdpAQwKnkHUhqg+GU5dUDsHDjjPMpzp2q+ftMEg02G4sRKUMotrRYuRjNU5cI1rxJ28M xJcJ5t27eoat5/1IINRiuL0RlmjFxaLLxaSnMrzjahbiK+NMAERyXddp+s+fNOuEubCzNtcxqUS4 i023WUKV4kcxBy3Xbr0xIif7V3ddax55u55bi6sBcXE399NLpds7vSn2maAk9BiBH8Fd0zX8wPzf VmZbi8DPTmwtI6nj0qfS3pXBwQXdjmqxeadVuDc3thK07Fmd47NYSzOasz+lGnJiepO+SBiEUVGT TvMUkjSPp87O5LMxtjUk7k/Yw2O9O639F6//ANW2b/pFP/NGNjvXdeLDzGIWhGnzem7K7L9V6sgI U/Y7czjY713RuoXvn7UmibUv0hfNAxaE3KSTcGalSvqBqV4ivywARC7rrPUvzDskCWT6laoGaRUg WWJQ71DMAgABPI1wERXdS1GfzzqZZtRW/vXaMQl7iOSVxGHEnAM4LAcxXbCOEcl3QsNh5iii9JdO mKBiwD2vqULAA7ujH9kYbHeu6cw+ZPzQgt0tobjUoreNBGkKRuqKiiiqFC0AA2AyPDBd0tk/xbLc yXUtjLLcTMzyzSWauztJXmzFozyLVNa4fSu6Ng1n8wrfT306BLqLT5eXqWaWoWFudA3KMR8Typvt gqPNd1lhqXnvT5DLp9vPZymMwtJb2aRMY2bkUJSMEqW3piRErur3XmL8yruzaxumvLiyehe1lt+c R4kFao0ZXam22IjBd0iGka8HZ/0fcFmryrAxG5r0K0yXEO9FFd+i9f8A+rbN/wBIp/5oxsd6d3fo vX/+rbN/0in/AJoxsd67o6wn866fP9YsILq0uOHp+tBbmN+AAHHkqA0+EYDwld1kh83y3Ml1LZzy XMzc5Z3tQ0jMWDci5j5E8hWuPpXdMR5m/NIcqXWpjmeT0WTc0pU/D1ptkeGC7t+TrHX5vPnl64ur OccNTsy8hgZAB9ZVmZqKB1JJJwyI4Sg2+wMwVef+bfy7u7m6n1LR5A8szGSaxlPHk53YxyHoSd6N t7jMvFqABUm2OSti8wvNKmW7lhuo2tblPtQupVx4EqQNvfvmwjPbZnzQkcF3ayg0UpUV5H4GoQaE DfenbfJ2CwkGa+Wfyw1jVGS61NnsrXqGlFbhgSSeEbf3YqTu2/tmLl1cY7Dctb1TRPL2kaJbehp0 AiDU9WU/FJIR3dzuf86Zr8mWUzZQmOVq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY q7FXYq7FXYq7FXYq7FXYq7FUu1ry9pGtQCHUbdZeNfTkFVkQnujrRhk4ZJR5JBpAaJ5E8u6PP9Zt 4WmuR9ie4b1WT/UrsvzArk56iUhSk2yDKUOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV 2KuxV2KuxV2KuxV2KuxV2KsV80fmPoHl25NrdF5LhOBkVaAKGoepO54mtPxzLwaLJkFjk4WfXRxy 4QDI+SDtvzi8kTxu31mSN1pwidByev8ALxLKKf5RGTPZ2UHkxHaEKNiQ+H6ku0f85dJvdah06T02 N5cJb2/ok8laVuC8uWz/ABMKkU7mnbJz7OlGJN8gxw6vLKXqgRE9e78fB87r5789FeR8y6morQVv bnt8mOR4I9zsURF5r/MeUBote1eRWHJStzeEEb7ih/yTg4Y9wWnJ5t/MJr1LJvMmpx3MjrGI5Ly7 UhnIAqCduuHhj3LSpbeZvzDuUDweZ9RdSWUH67dgVRDIw3I/ZBOAiI6JpUsdf/Mi/aJbPzLqM8kz SJHGt5d8iYlV32J7BxiREdFpGXU/5t2tm17ca7qcVqiCRpGvbmgU9DTlXIgw7l4UnPnTz8Ll4P8A Eupco+fJvrtzSiAsT9qvQZPhj3Ipavnfz44JXzLqbAEA0vLs7np+1jwx7lpt/Ovn2OnPzJqiV6cr u7FafM48Me5aRNh5k/MnULxbKz8xanNcuvNYxe3I+HjzrVmA6YCIjotLLrzX+YlpPNb3PmTUo5oA GlQ3tzUBqU6Mf5hiIxPRaTWM/nLJLJEmras0kVBIovp9i3QH4++RuCeEpJc+dfP9tK8UnmPU/Ujd o3UXtxsyGjD7eTEY9yC0PPHnstw/xNqfOtOIvLomv0NjwR7lpefOX5gAFj5j1UBftH63d0H448Me 5aWDzv56MbSf4n1LipCn/TbrqwJH7X+Tjwx7lpH6nrf5o6ZDDPf67qtvFcVELNe3PxFeuwc0698A ETyCSFSx1L8178j6lreq3AaR4gyXtzQvGKsN27DAeAdF4VDUtf8AzO01zHe6/qkMojEvpm+uK8SQ Oz/5QwgRPRaQY88efPSWU+ZdTVWZlFb25rVQCejH+YYeCPchO4JPzhntkuYtZ1NoJI0mR/0hMAUk FUIrJ3yNw7k8KVTebfzCgvJbOfzLqUVxAXWZGvbr4THXkDRj0pkuGPcilWPzJ+YktsLpPM+oGA+p R/rt1/ulQ0m1a/CGGCo9yaVNO138ytSmENh5k1K4l9MzcEvLuvBW4E7kftYkRHRaRF5e/mtZWLX1 15g1KK0XjylN9c0HMgAUDVrv0wDhPReFJG8+efFYqfMmqVUkH/Tbjt/s8nwR7mLX+PvPf/Ux6p/0 m3H/ADXjwR7ld/j7z3/1Meqf9Jtx/wA148Ee5Xf4+89/9THqn/Sbcf8ANePBHuVNbnTdc1VYLtp2 vTcQxSNcM5kLOUHPk5Jqwaoau9cz8GrgIVypuj2aZ7jqoaxos2g2EF3fKHuLqQrbWzcuBWOhkZit OnJVpUHevbKJ9oicjCHQbnuvl+lsy6KOAAy3keih5Evbl/PPlxWYUOqWQNFUf8fCeAyvJlkYkX0a DMlIEMIiHqozfEacWC9h4q2QYsx0ZtaGn25s/NI0+ERn07RtVeAxLyY8OASi1JJoPHKzV8vsSlUR UebrQXFy1/cfWrcNercesr/ElD6jICeI2+jJfwr1ZR5S0m8uvL+pywK90sfLlOtut6EogJrcEL6O 2+ymnXKpndmEJ5YtGuGsYlla5Yy3pESUvSeMER/uSI6gUqTX4eu+GRQGT65oE0Xlia5MFxEBboxn bSktlAP7RuRI/Gv8/DIRO6XmcVutx5mnt2lRFka4UzSycUFY3+JpCDt70y/+Fh1Tiwg1DRbe4fS/ MUNmJVR547TUjG0npjkgISMcivM0HjXIk3zH2JpU1ez1LVwh1bzJbXxt0MsIn1MS0L8Q6rWNhzPE V8aYg1yH2LSnpWntLqrWME3qytbSQwRRSC45SfVyqcE4r1bo43X7QBIpgJ2S1rVlNa6nqFvPO8E0 ccYkhkcWrqT6ZIMIRuH8evfGJ2V6BD5fn+tXI+q3DENEoQ6LGeIbr8Il+EmnvXxGVX+LS8n80Rel qU8fqF+FxOtGoCtHpxMY2j/1KmnjmRDkwkjvLun6c2rxSTanLpsin1Irm0ZZJ0kBqOK1h403Nee2 CRNJp6Bq/l3WfqU6ar5j8yNp6q4ujcW7+n6dB6vPncbjfcHKhIdAE081gtYIrSb07lUrJHUrcgfs v4R5aSimS+bNC/Rthalbi5CTyu5luYVsRy4IOEcgaUyKBQ0oAK175CErSU18saU9wUk4y3CNd3Km RLNb8HigPHmzRB6VqVNOPXfIyKUu/MTTJLKSTmstuZLaohltl0/kBKm4gVpOfuajJYyg8mIWMt+m mJ9Vv/qYM0vJfVaLkeEe9F65YatiOTP9P8ueYpdKtZv0Jqt0ZIo5frsepzLFKrivNVEDcQ9QV+L7 8qMhf7GTGLmTXLPXbqE6hNYGBpx9TkvZDNDxVvgZ+K1ZfHjk9q5IZRpF55nn8m3VzHqV9JFG05lv FDTqnGIEA3hYFOu/wfD9rfKyBxJU/JOoeYLvUhGmq312RZSOY4mfUjtNTkYmaHjTpzrt0pvhmBXJ U88yTeZIPKc9y13qMC8IT9Ze0a0UVkQV+tiV+FfHh8XTvkY1al5Hp2kXuta/HploVa7vJjHEZGop ck9W98yCaFsOrJpPyb85oZF42zPHP9W4LMCWkAUnjtvTmK5Dxop4VCT8p/N0bSKyQFopEikAlBIa Tp8NKmlVrQftDxx8YLwq7fk351RZHeO2SOKaOCR3uEQB5ApFeVKU5rWvjtj40V4UfG3nzyJpdxFc wWV3ZW86x+nK/r+i7jkQhikQgMT8S1NG7CpJxsmnhllYMok93X37ORi1E8Y2OzCNd13Udc1KS/v3 DSv8KRrtHGgJKxxrvRVr/E1JJzIwYI4o8Mf7fMtGTJKZs80b5B/5Tvy5/wBtSy/6iEyyf0lgldvf 31rF/otxLBzY8/SdkrQCleJFeuEgFKb21p+YF1Ak9rDq08Ei845YluXRlFRyVlBBHwn7sj6fJd29 NvvMtr5ksbO+uL23nS6gWa3nkljccnU0ZXIpUHuMSBSQWY+WI9Tn0m5kjs7i+QPIslw159Z9ECBm r6sJVV+KmzDb7XTKp1bIIby/JcSrZqzzzgyXlUbUo7gbQRGpWLixp12Pw9Thl+NlCfavBLHoMzra TxBbdWE3qvEVavX13kZQaftEccrHNJeYs1x/iW7aGUpPyuSkrTLUN6b7maqr/sq5kdGHVlPlaw1b UbWVWstV1m5hdTLLpuqRBUR68VdQs9C3E0Nd8hIgd3ySFvmTT9X0+1UG01XSbiV2WCbUNUi4ME48 1CFYSWWu9G2r0xiQe75KV3lqS7k1mCK7mluK27GQfpBJlPG3Lclgjb1NqVrz2+10wS5fsSHeYJZ4 tZ1OJJbiFYwq+kNSitgrBkDD0peboQa15HGPIfqUswijjE10TaycUAFWLkKaMT8Il+Hp3ypk8m8z mb63wmaQujyrxluUuStGHw/CBwp/Kd8yYNck88uy3T6pYRq1xOPUTjajUomV6biP6uvGSjdOAauQ ly/YkPQtc02e20W9P1a4Uokx9YiaAjiB8XqyPxSniRt+1lMTuyt5st1d/VJP9Juf7yP/AKXNt4P3 45fX4piyDzTaanY2cck0F5ZrcXDtBK96LXnGIYvsNNyUryJ+Eb13rQgZCFFJR2gJLOV5xzTk3VwA 5uvrRIVQafumRWC/y9u+RklLfzBR4YpYxHLbq1vUxGcxq371ACYJWkeTp1B2yWNBYZYan9T0xF53 S85pD/o1x6A2SP7Q4PXLiLLG2QW/5kwQ2ywHSfVKoietJdSmQ8BTkSABybvtlZxeaeJAR+ZfrupS un1239f1WWFL/hCnJGPFecfwqO1W2yXBQQCzHQLS5l8n6lfUuZ2RZgZTcmf0+KChF1EVhj6/tj4f pyqX1MuiC8qPczX6qRPd0tJGEbX6XgB9WnL04eDV/wAo7DDNQm3mCGWDy7JKttNByjhCz+u9uwPM dJ5XeMFgdzTfoMjHmkvLrCeSDXo50vDYMk5b65zkqlCannCGffpVRmQeTX1Z3bec9AtQ8M+taxdq ZxIVi1C5ELQclAjq0EMnP9oniNl2avwmrgPcGVhL7rzho0muzPYmaPTYWf6pNfXV88zB/Tqf3L8l PKMt17+woeA0tp1o/nXyVdmK312/1ER/Vwbh/rF76cl1Ew9J2AkuGAAjFBwPWvsImEui2Hnura7d XZeGKSWKyfiZLf15pEkkXrMwkZviY/F7ZdGNIJSrJMU+8g/8p35c/wC2pZf9RCZGf0lUts9Ovb1O NpEZmQszKtKgbb0wkgJAR8ek+bYUX047mNEBCcXKhQTvSh2yPFFNFW0zRdcTW7C5vIJAPrUJeWUj ejr1LHAZClopz5bUnTXkFvE0SSzesfjcAfVX4lmt1EY+KnHvXdvgrkZc2QUdCMJisvUt7eRfVvDx mcMm0EO/+iKstfkafzbYyUJ1q8VhHocxWw01JPRAV4xqSyVHdTcE29f9ZePtkRzSweo/T1yeIp/p Hw1Sn92/cjh+FMt6MOrKPIus6ZYG8S9eyt1nMIElzJKaBSxPEWPCvUVD19u+QnElkC1531XS736r 9TlsrkpJMXNvJLsGEfGpvg2xoacd+te2MAQpKD0C1tb3W1tZ0hjjltGUyuFnCE21A4jtozISvUbc f5vhrhkaCqevJFDq2oxokDqscdHjKRKd49wlynrCv+V9G1MY8gpZpBF5bewmvBpkbXXCq6fJDOGD qteKldRrRm7t23p2yrf8f2JeXauzNMS0K27mSTlCrK3E1FV+EV26fEScyIsCmeg3drbazaz3MVu0 Eb1k+sPH6ZAB+2IlE33GuRkNkhnGra75TbRrmKGTR5rqSGXiIzqBcMy8VCfWCUDeHKo23yoRN9U2 8+R1+py/uo/7yP8A3Za/yv8A5GXIZJ5xEP1Kzb6rbI0bvFHMnrRmeP00cS/6WpjAq/GiAGoqdiuV wSVbRFtXkpJaWUh+s3Bb1zdMWAAAB+pcV2rUcaHryNKDGSUD5uESq6pZ21t/o25tzOC37xN2F3yk r2/dmmGCCxUQvJp8JUqKTS/adV/Zj/mIy292CcQebfNsFlHZRXsK20SLGicbSvFBRQWK8j9JyHBF NlL4zd3OpS3ly8Uk0wmlmIkhHJmRiTQfCKn2yR5KGXaLNYJ5PvEeGzNzN9ZEQf1zOeEaFuDQqLSg FCeY22LbUyqX1MggvLIgkvolltbWZfqr0Wdnda+qdwLEJLX5nj470wyUJr5hitE8vOY7DT0dRHWW H9ILJ9pR1uuVtv3qvy3pkY80l58trc3eoNb2sTT3EjsI4YxzZjUmihev0ZfdBrRp8p+ZVjaR9NuI 40FWeRCgAIrWrU7YOMd68JXDyd5paKOZNKuZIZQhjlSNnVhLuhDLUfFSox4x3rRU9S8r+Y9Lt0ud R025tbd6cZpY2VDy6fERTtiJA8lpK8kh2Kp95B/5Tvy5/wBtSy/6iEyM/pKteWNQFlJK7XtzYo6l fUszEJC3JDxPqvH8NAeh60wTFsgy6K6nmjEtrfeYZLeTdGVLYh6Vr8Sy06g+PfKq9zJRj1eF9Rtr Z9T1R51nhWOC7a14Dk4qHHqFqEEdBhrbotoPy5d28GlXELyxAztKocyGIAm3YjlHAxRhtQV3qd/h rhkN1Czy8sISy9S5t4l9W9+OULGgPoRU+K1LyVr4CnjtjJQnmsCxbQJWF/prv6K8ER9QeWveizAQ V/1jxyA5pYDIE/Td2Gb4aXFWUL/vt+gB4/jl/Rh1R/lg6ohmGjtGxZ4RJ9Yt7J/jq3phfrTHr8Ve PXvkZ11UKnmtdZPofpsxoecvpGCCxQ8vg9QN9VYGg+GnLYdu+MK6KUX5Sa1i8w2ssl1DDAkFWkuK xAL9X35Pas1wNvAfPbBPkyCn5g+rNrGptBLb+iVQxmELJGRWPdXumExB/wAsYx5BSyuJ7T6zIP0l phAKkEyamAQwPcfF370OVsnnXmAqb6ZlkjkDTzENFTgasOhqXYeBf4vHL4tckdoGq6hbXZstMaJp 7uQqEnsrOerNtQPdBuI+kYJDqVT65m86wWU1xMlmLZEb1WFjo5PD7TUC1Y9e2QHD+LTuxz6yNRe4 uJZo0lmlgEjfVraGMURlBEalUGw34rU9Tvk+ShkHnHUba6tLOCOWEmGWcMyySTA8GCcuF44VefHk OG9PtUOQgElEaI1rGweW9s4wLq4DxzPNEaEClfqvJQNtipr/ADbUyMkoTzqlqHkaC5s5623xG0M7 /wC7E+015xkr/qCmSggsNf8A458P/GWX/iMeW9WCbQeW9MltEnbzHp0Ujojm2cXnqKW3KNxtyvJe 9GI98iZHuWkBDBHDqkkEc8dxHH6yLcxg+m4CMA6iURnievxAYTyUc2Y6MLH/AAdeF5rT6yjXAjLm ZZQHjjBVUhJtfioD8ZFafFtTKpfUzCF8rLB9ejEl1aQg2kgDXAaNa+qdgbIvJX2I4+PbDNQm3mD6 m3l2YrfafI3GEokb3ryV5Lyotzxt/nyO37NTTIx5pLC9C1aDSPMceoXEDXUELy+pbxytbs4dGSgk j+JftdsukLFNd7stsPP2iS6khj8t3N7O/wAKwDULp3eqMGAC13JNeh+XfKZx4Y2SAAzBvkgPNfmf VPqcVqNMvNEZ1iB9We7pIIEMdVSZqftbfyjbBgnCe8ZRl7qKyscxTFLvVtVvFKXV5NOh41WSRmHw Ci7E0+EdMyBEBhaEwodiqfeQf+U78uf9tSy/6iEyM/pKpOkzxxDiFNWNeSq3YfzA4aSzm1h/Oe2t YI7U6nBaxj0reKNyiKtK8UUEAD5ZUeBO6UP/AIlh81aa+vI5vrqW3l9S5RHleP1BGrcmBY/Y4jft ktqNL1THy48P6IuormUp6TSTw28nO3rIYvTDxxxpIhcVpViKjbpkZc2QW+XJJLdbKUtJb0kvR6nD 6r9qCIU9SIOwrWlKfF0OMlCf6vqTSaBND+kZJq2iqsX1yeWp2+H6u8Sqe/wE0GQA3S8+YSfpy6CK Wf8A0iilBWvpv+xuPoy/ow6puln5V9KP1LnUxKYwZQmlWzKshAqFJnQlQe9B8shZ/BS1eWflhYnN nc6jJMADGsml2yKT4EidiPuwgn8FVby2tNdhF3WCGS3Mc5dPq0ZR7fiyGaNXejA0pxoeh2wS5JCz zByk1jUnjLTpwQJKkX1lSAYwKSyhHalKbjbpjHkFLNk1dhczONVmB5R0J1G4FRuDRhDuPGvTKqZP MfMhZtSuHLM/O4nYSMPt1avLmQGkr/OwqcyIcmuS22jla8RbmJ0sy9JJoraOVwlftKrcA5p4sK+O K7prdWflxbWRra41CW6Ab0Y5NLt40JA+HkwmcgHvQGmRBP4KUutfr6W0jmJ4nSWJkaO2QkEBzXot KYTSi2S+cTHLZWDRy/WJeUzzFGe8fnIQ7u6yqgjMjEsePU9crgkhH+Xb6S2KJ9cltSl3csF9aSzC 8lA5cYkcLyp9oGrdDgkEpf54vJrz9491JeBLTjzeV7vjSZdjLKqNHX+UZLGgsPAgOnw+o7KfWlpx UN+zH4suW9WCcxeQPMktjFfx6deNZzRrLFMIV4tG9KMP3nT4hkPECaS6OxFpqUtrN6qXcAmjkhaJ SQ6owKkczXfJXYUBluh3NxF5P1C3+vvDHJ6tbAySQc/gFKWsamKSp/mbelNsql9TIcm/JtvqFvOL 4Ge0txaSIbkA2Ir61SvqQrI52/ZpQ+O2RnON8PVkIGrpMPMmoyXHlqWL9IST8khAtjdTXTHg69YJ I1jPjSvw/RhiN0F5jcf70S/67dqd/DMgNZegWgt/KnlyzntwraxqsKzzzg8isMlHjjWoXiOPEsO7 dyAuYGl0/wCbyylP+7hIiI8xsSe/e68vi5xiMWIS/ikpz62+t6HfWV9vwhe4hcgErJApkBWvTkFK n2JzZz0EIHiiKLi59TcB7x+p5/lbU7FXYqn3kH/lO/Ln/bUsv+ohMjP6SqV26WLRf6VNLFRjw9KJ ZK7CteUkdMJtKp6Oif8ALXc/9I0f/VfHdUdoUOjfpzTuFzcs31mHiptkoT6goP785GV0kM58rwTL oV3Eq3dvb+o5ubaiWfrK0VFVYWdy9JFUse4HHY75TLmzCF8u25gW1cWt3DRr4Fktls2+K3jFDI0k mzdONPj+zthkgMj1eeSXy7OvLUZQ1qsRia6imrTjVTbUR3X/ACA307ZAc0vKJ0iHmG8SXnFGDchq RgOo9N/91lhQ+3LMgcmB5pz5QsGna5XSdLl1xv3Zl9TTRc+l9oqBxuBx57/Pj88Ez37fFQt81WpQ QHU9Nl0YGSUR+npi23NgE5qeU/xBKrQdq++MD3b/ABUpr5Ojjh1q1ngjvPT+rkC6iiSzYgwU/wB6 jJIo8Kcd+mQnyZBrX4zd6vqVwba+uDKiEzzWn1qR94xVpvUi5nb+UU6dsY8lZ7Hez/WLpxNqQNYm D/pKEElK9+NXI/D3ypLyDzoK6vPJwmX1bid+c8fF35PXkXqfVr/PRa+GZOPkwkqaX+nLfULW5t7G S34SI0d/DbSNIi1/vUKleRA32O+A1XNNst1zWNbk0u4SDWdU1GSVeP1KbTZ4o5PUYCQOxnkA+Cp+ ya9PfK4gX+1WK2dnfNazC60mWIc4+HpWLSE7PWoZ46ZYa71Zf51tLVrW09G2vJWlkaacN6eofGY0 TkVjMPpniijcnpTtlUCyKN8svJbNDwS/tyl3dMPSkisOPJACwDmT0+Xdq/H0ptgkqV/mMEeJmSO7 ZYrXiJJ3S8Vf3yGgnT0xH/q8TXJY0FgtmLs6bH6FmLoetLyJjMlPhj8OmXHmxDIrfR9BewSWW4mi vSql7X9EOyhiAWAkE+4U1FeO+AA/gsqX3djptm6xWljPctJG/K5ksmiAQqxqsRb7ZFBx5kdd/CQP n9rKq6Jjor3I0RrGCW6ihuVvOdmFS3R6pEAGhMtPiPYn95SgpxyiXNAFs48haXeWOj2kgE8DP60c kSRLZyKokeoMnqSKASnLMfKAZAhuhKhwlIfOGph/L7WUU2oTQGVY3he5ivo2RSXH+jL6J2Kr8XLt 0y6A3aSHky2c13qEsMIp8bFmYcQiht2brQD+zMqIJ5MBGyn/AJg1JL27JjURQRgR28I6JGg4og9l UUzP0em8KAjz7z3nqfid27UZhLboEZ5TuLBLnhdBWDAqyuAVZTsQQdiCOuZM42HUavi4dkv1TyDr MM0z6fGL2xHJ4njkVpAlTxVkPBmfiBXip9s1mTDKPuXF2jjkAJHhkxqWKSKR4pUMcsZKujAhlYGh BB6EZU54NrcVT7yD/wAp35c/7all/wBRCZGf0lUnSCaWIelGz0Y14gmlQPDDaaZL/iP90if4R0uq UHP0LzkaCm/+kU98hw+ad0LaPPeeYtLlXS47FUmgRo7eOZUakvIu3NpDXemx6DCdgd16st8oS+n5 d1GI28UMLM9Yors2pYmLrwuCZnG24Tr88qnzZBLdAHCK0aOyto253wB9We3ArbxA/vLhuG/h1bou +SkoCf6jPcP5ZnV4IHUxAFG1WGao2NPQRvrDfIb/AI5ADdLzp2WPXrtmiRlX6xWE8wn92+3UPT6a 5f0YHmi9Fgm1FpDZWWnQGIoHae9a1+3UAr611GXApvxrTv1wS2UN61bTab6f12y0+UyM6oILx7kj hxqT6VzJQHlsT138MY78lKceUYrW612JJdPgW3uLVo5eE8tqSj23Fl9e4aSFag0/VvkJ8mQCl5gi T9MakP0fbtRIwC0tzdGg9MAGaArE/wDsRjHkFIZrBdTm5uB6EPx8Ax/TVmlVAO3Nvhb5j6e2VV+K S8t8zBv0jMWijiczzFzG7yhjy3YyMWV/9ZPhPbMiHJhJN/KvpR+YdPkayhoJlrMrzwvv+16sxNup 92HHIy5JAek6+NPh8u3tusLFRFPwibUrSZDVaLVYf3rgk9F38N8pjzZPKFij+py/7jrb+8j243/8 r/5eX35/cxplfna1t4tNsTHZQyfWJHnmL3huwZDHGpYR2vF4vhVRRz2yuB3SQifLnJIuSWlvGY7y cp/uRjs6Fk3Pp3bcxXiPiPw9hvgklLPPjSOHaSGMsLY0lF6NQZf3qbB4GMSfJ98ljQXnw65kDm1s n8qzadpWn3uv3Kxz3sBWDS7WShrM27SFfCNaf7dMllskRbAk99rd/fWsdvclXEbmRXCgNuKU22p7 DKhjjGRkOrPJnlIUUvyTQ9h8na75fk0mKwGo8byOKjJMxRZDxpUF6A0NRQHMU4pfVTlyybVzePZl OIy/S7eC78swxaYgN+jyHUYgQZXIb4JAtS3phHVegHKvjU36eYB3cnEOKNDmlT/UoSrXNyG5UPp2 9JWANdyahO3TlX2zKlq4jlu0eCAfUflu1aanphcLLHJbjtKGEgBqOooppTwqfbKhqze4QccDtyZ3 o1vqVuBLI4+pqvqfWOQ9P06cuXLpxpvXMoZ4cNvPdpaQxNVv0ef+Z76yvtevLuyWltKwKnjw5EKA z0/y2BbfffffNS7jSwlDHGMuYSvFyE+8g/8AKd+XP+2pZf8AUQmRn9JVJD/dL/rN+oZJKcWWiaHP bQyz+YrW1lkVjLbvBeM8ZHRSY4WQ8vZsiZHuXZR06C3g8zWUUFyl3Ct1BxuEWRUarqdlkVHHhuMT yUc2R+WLh4dGuI4PQMV088cqqsTlglq8lF+sBpVNVG69vs/HTK5jdmELoIgMFpxFuT6l949reKv+ 9Hwfx/l3wyUJ1ryoNBYlbbhw3KiyI6jvbfvchHmksKcqNZujxVlAuPh+LiR6b+4bLujA81G2hnui wttO9crTkIlmeleleLHwwnbqh1xFPbcfrOn+hzrx9RZkrShNOTDxGI96p95bu7a31uO6YRR+laM7 BVDuAttU/DccojsOm58N8rkNmQU/MH1Y6zqrH0KuFc1qD8TRt0tv3I69E2GGPIKWY26Q/WJWra8t q/8AHLHiN+Rp92Vfjqzeda96f6QuOHp/70TV9Pp9rvx+D/gPh8Mvjyayv0m8jg1m3krb2hSXe8nj kmjTfd3iHqcvlwOJGy2y3WfMzT2FxGfMGj3XOOVTb2+mSwM4YbqH+rRcS/Y1FPEZWIb8im2GQSW7 2c3KKGOkkf2jNv8AC/8AKzZYeaGXedrewg06y9HgEnleeQTNbtWQoick+pkuq8UGzfD4b1yvHdsi ivLixtBKEW2IN3LSos61pvQ3n7z/AI1yMkhLfOfETOrLAGFt8Pp+hy3lQ/8AHoPT/wCC3yUEFhOX NbsJNpdgQ7FVVh+6U+Ap95bLsZ2bOillLWnHlG0sLzzDaW+oRmW0f1PVjBIJ4xMw3VkP2gOh/pkZ mhskDd67cfl/5Egt5br9ExyQxCRiFmn5D07gruReU48BT8eQ65jeJLvZ8ISvzP5S8pWOlzXGn6DD cy24WWVUupo3EREnJt7q4Hw8VYACvzHWUZknmvC8mlvpzFJbRSSR2DymVbPmxjDHYGnQsF25UrmR TXW7N5NI8hJ5Nt7u9trrTdT+rMlrJNOkDX15JE84lRLnhFJbR8ERTA5dmbgUDBeeN4kuKr6sqQHk vy9oGrCwS5ljOoTXskZtri5W2geNBA8MbMA0tbmYm35xqeHP/fhhRzmyEGgUIix0aPRfza0LTEhk gNtf6UskU7I0qyn0Gl9QxM8fPmTy4MVr9namWAkws9ysNSREiHKJZKsacuW2w/lK5Yqd2HlPzFf2 kV3aaOJLaYM0UvIqpCfaPxSDbImYHVNKOnwy2XmWytbqzSC4iuoA6kyVUl1I6OexxO4XqynyjcSy 6BqMYIdG9UtItpHcgcIS1PXuXWSM1A+x23G+VzG7IIPyzcPILJQ6S1kvqosT3RNLeL/dVwypt41q vVd8MgoLItbDr5WeR04AQqVlOl2tuKnev1mGb1u3XjXIR5pecyUfWrurgBhcVf4iP7t996tl/Rge aaeUdB84aibkeWLmT4DGt39Wmkg3fn6YevCv2WpkZyA5qA15q8uebdLWAeY7hgrvKLf1pmnHNePq 04+pQ7rXxxjIHkpCP8ll38yWttG6y1tyAiRfWWP+j9oblooD9J26jfIz5MgoeYbyms6mFkSNQiUR kktyN49jFAzRL/sT7nfDEbBSWe2cdx9cnrA24SgOhWBqdxUK8wUb/wAuUn8bpeVeZpC+qXVSDxuZ xxCGLj8fQxVZI/8AVQ8R0GZEOTCTVncenfxNNN9YhVxzs+c6cxX7HJFqP9jiRsqbXWp6c9pMkem/ V5SGC3Aub5uBPQ8WHE8ffIgfjZKUwXMqWc3K8WSskf2muNvhf+ULkiFtlvnafUksbN7qOK1VpH9B ltlteaelGas1qxZm5ctm2pQg1JyuFJKZeV5JHtWeglX69MC4023vRQRsaerdSI5/1SOI6g1yMkpR 57Zo2MDcY2FoOURtY7Jv7xP2Ld5Ef/Wk3yWNBYTYWF1f3K21snOVu3QADqSfDLZzERZRjxmZoMlT yIypWe6+PuqLsD8yd/uykagF2Eez+8pdqXla6tY2lhf10UVZacWA+W9cuEra8uhlEWDaW6bFp8t4 kd/cG2tj9qULy+j2+eQzSlGJMRZcTGIk+o0GZzeV9Oa0T6vR4CVkEqfFG8at+1LWi1Vq/fSuwFOH VCQ7iO/nZ7h+PvLlHFRrmD3frYdqsOnQ3bJYT+vEOp6gHwDdGzIxkkbuPmjEH0m09/LGRYvO+nSO 3FFE5ZuPKg+ryV2Cyf8AETgy/S1Dm9N0zWLiz1fXFeKW9t7e++rxzAMVRC0TLGaQkluZ6kDKCNg2 IPUfMWumzn02XyhcTaeVYXDtc7yxx8mY+o8JdamTlua70wiI52jdilro9rqVjaz6d5GmkSZGX6wl 9KyyOWCqygj4aEEUPXLDKv4kV5JbJ528y6ZbnQ7i2tVW1jNrLDJCrNTjxIc13NMl4YO6LKTaZr8u n2rW6WVlccnMhlubaOeQVAHEM4NF+HpkjG0Apn5RvWvfzH0C6aGG3MmqWP7m3QRRLSeMfCi7Dpgk KiVY0GHEKR0JIp70/pk1dVPA/f8A2YqrWd19Vu4LpFq8EiyqCdiUYMK0HtgItUXb69dwQCKiyAO0 geT4nqyFKcj+yK8gPHfAYp4l1n5ivbVYlFJhE0rBZ/3ikzIqGqtt8PCo98TAFRJGXPnS/nsmtTaW kfJAhnjhRJdv2g4GzHxwDGF4kn+vTfXJLupEsnOpBNf3ilSa/wCyyVbItMNI80X2merwihuvW4V+ txrPx4En4OYPGtd6dciYApEnav5pvtT4F4obUozN/oka2/LnTZuAGw47DtiIAKZKNrr17bXkd0D6 zRqFEU/72MgLw+JGqDthMV4mrvXby5ubicn0TcABo4T6ca0IPwIuw+ziIrxJonny/SRpBYWBLUqr W6Fdj1APT6Mj4YTxJFe3015M8suxd2fiNlXma8VUbKo7AZMCmJLVte3FrdpeWsslvdRNzinico6N 4qy7jGlTK685+a7u3e2utZv57eUFZYpLmRlYMKMGBO4IHfAIDuW0thu3hjeOMugdlYlH4n4QQOg/ ysJC2jL3X7u7Ylv3QL8+MIWMAlVWg4qDT4a06Vqe+ARpPEi7TzheWyFRbQT1laYvcIsr1cEceTD7 IrUDxwHGniUNV8y3OpF+cMUAZPTMduoiSlVO6qBU/D3xEKQZJ/8AlnDG76i5A9RViVT34sXLf8RG a3tOZjw/H9Dn9n9fgyy4h65VhyOzS6eLNhjmyBeaXyxre3Cp/diRwvyDGmZTzuUDjNd6iHmWFoFl kW3c1eAOwjJ8StaHI8Au63Y8Rqr2aAA6ZJi7FUz0/wAxarp9o1patCIGlWciS3glb1EIIIeVHYD4 RsDTImIKQUbL568xyo6SSWpEilGP1GyB4sKHcQ1GDwwvEWP5NDsVdiqfeQf+U78uf9tSy/6iEyM/ pKvsL/Dvl/8A6tlp/wAiI/8AmnMCyyt3+HfL/wD1bLT/AJER/wDNONlbd/h3y/8A9Wy0/wCREf8A zTjZW3f4d8v/APVstP8AkRH/AM042Vt3+HfL/wD1bLT/AJER/wDNONlbd/h3y/8A9Wy0/wCREf8A zTjZW3f4d8v/APVstP8AkRH/AM042Vt3+HfL/wD1bLT/AJER/wDNONlbd/h3y/8A9Wy0/wCREf8A zTjZW3f4d8v/APVstP8AkRH/AM042Vt3+HfL/wD1bLT/AJER/wDNONlbd/h3y/8A9Wy0/wCREf8A zTjZW3f4d8v/APVstP8AkRH/AM042Vt3+HfL/wD1bLT/AJER/wDNONlbd/h3y/8A9Wy0/wCREf8A zTjZW3f4d8v/APVstP8AkRH/AM042Vt3+HfL/wD1bLT/AJER/wDNONlbd/h3y/8A9Wy0/wCREf8A zTjZW3f4d8v/APVstP8AkRH/AM042VtDaj5Z0uS0dbSyggmG6mONErTsSAMxdXhOSG3Mcm7T5uCW /Jhd5pyRuyPCFYdVKgEZrMOQg0ebtxK9wq6H5SGo3SSSwhbJDWRioHOn7K/Pvm3wyJDRn1AgKH1M 4/w75f8A+rZaf8iI/wDmnLrLqbLv8O+X/wDq2Wn/ACIj/wCacbK27/Dvl/8A6tlp/wAiI/8AmnGy tu/w75f/AOrZaf8AIiP/AJpxsrbv8O+X/wDq2Wn/ACIj/wCacbK27/Dvl/8A6tlp/wAiI/8AmnGy tu/w75f/AOrZaf8AIiP/AJpxsrbv8O+X/wDq2Wn/ACIj/wCacbK27/Dvl/8A6tlp/wAiI/8AmnGy tro9C0OKRZI9OtkkQhkdYYwysDUEEDYjG1tHYEOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV 2KuxV2KuxVRuPqXJfrHpcv2fU41+iuQlw3vTOPF0tWWlBx+z2p0pk2DsVdirsVdirsVdirsVdirs Vdir/9k= uuid:379b4581-af38-43b4-83e1-2e88b75e3366 xmp.did:F4E82062E97CE91191A6B7AF425BE8D4 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:35d57272-9039-4799-ae9d-ee4098348d22 xmp.did:50604547-bfdd-f042-bbce-a98a141a886b uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:b55ec908-4a21-4ce9-ab12-f14360100f57 2019-05-21T11:12:47+08:00 Adobe Illustrator CC 22.0 (Macintosh) / saved xmp.iid:F4E82062E97CE91191A6B7AF425BE8D4 2019-05-23T07:29:02+08:00 Adobe Illustrator CS6 (Windows) / 囄 1.png 囄 2.png Print False True 1 63.099990 21.599991 Centimeters 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 R=254 G=197 B=94 PROCESS 100.000000 CMYK 2.795500 30.139601 67.586797 0.000000 R=86 G=64 B=139 PROCESS 100.000000 CMYK 79.223299 84.652501 18.136901 0.000000 R=239 G=158 B=163 PROCESS 100.000000 CMYK 6.915400 49.539900 25.381899 0.000000 R=98 G=63 B=233 PROCESS 100.000000 CMYK 78.835702 74.560201 0.000000 0.000000 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<>/Properties<>/Shading<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 1788.66 612.283]/Type/Page>> endobj 8 0 obj <>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 1788.66 612.284]/Type/Page>> endobj 19 0 obj <>stream Hd?9E+?NoOi$F誡u?t?v8/?~p~~ZcϗZz?s/ j1]_=?}jv??r9R?x?Z╬Ve?q?_>~ׯ/x}ݟ~L?%|?r?>?ݭ606]mHܯwcvGG6?$? R??x?[T?_ð{? eX1p!?Gp0=)c9n`+cn{j4w??`kG?BUs,cկUnmdP>R;Hʷt?| j?e KBt?z?At?27?cU??h}??2d@??D7uh˘YL0??eQ? P5DtLC}`PT; oer[?i?N?.]k?fT[? ???r` ?a?2b7Wg?@裣??= {t+wFu?yf8h\?F=l] ?ۇ>?lYt"? ոҹҹձëƬ ɳ԰˼˼99ȾþþƷ6,þù͵,99þðre6߲,av͵ <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <֩>| <ı> <ı> <ı> <ı> <ı> <ı>