%PDF-1.3 % 1 0 obj <> endobj 2 0 obj <>stream application/pdf fd216_flyer 2019-05-18T22:03:35+08:00 2019-05-18T22:03:35+08:00 2019-05-18T22:03:35+09:00 Adobe Illustrator CS6 (Windows) 184 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC4AwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq5uhxVZ HTegpirpacdxXfFW46cBTYYqsm4chUV28cVXmJC3LvWuKqcfD1jQUO+9cVVWUMpB6HFVvopwKdia 4qpzLGkaqQSAdt8VVIOPpLxFBvt9OKqE5i9Y8lJO29cVRWKoWIRNK6hSCQQTXFVzwQxROaEg0qK+ +KrrQp6Z4AqOXQmvYYqulgjlpzrt0p74q2sKKwYdQvEfIYqvxV2KuxV2KuxVx6HFVgNAdgMVcWPG pAO+KuLkKKAb4q07dNgajviqpiqkH+NthtXemKtCZyGNBsMVb9VvTLUFQaYq08hMSsVBJPQjFWjM yxoVAFa7fI4qtkkpJTgp6bkb4qvEzmf06ClT8+mKtQvWZhxUddwN+uKqk7cYmNAaU2O464qoCdlg 5qqg8qUAoOmKue6kWKNgBVq169j88VVY5maQKQKFA30nFXy9/jHzf/1fNQ/6Spv+as4X85m/ny+Z fVv5O03+pw/0sf1O/wAY+b/+r5qH/SVN/wA1Y/nM38+XzK/ydpv9Th/pY/qe6/mK00Z8vtDc3Nv9 Z1e1s7gW880POCblzQiJl68Rv1HbOp7QscFEi5gbEjY+54LscA+LYiaxSkLiDuKrmP2JNr0MiR6N eWd5qdrb3+tW+nS2kt7ec/TSaeKU8mlLD1Qin2pt1zGziuAxMwJZBGuKXfIHr1c7SyBOSMo45GGK U7EIc6iR/D/Dv70Xp+o6rcec9d8lG/nTT4bYXFreK4a9hDiEtGszh6j981GYFwP2q75ZjyTOaeDi PDVg/wAQ5dfj7/NpzYccdNj1XCOMyoj+E/VvQ93IUPJLtRuPMun/AJY6pfLq903pXT/oq7ZlaeWw knSKJpJGTnVgzOrKQaFd6bZTkllhpZS4jz9J6mN0LP2uThhgya+EOCO8fUOgmIkmhdeRB8+u6beY vN72eqCxnS5fTLLTV1DUXs2CzuXkWJFLFomVF+2xRqn5VByNRq+GfCb4Yx4jXPnXl79nD0fZ/Hj4 wY8csnDHi5crPeLPIWK+NVNopVlhSWNuSOAyMNwVIqDmzBsWHRSBBo82K+cpNWbRbaPTtStdPvZ7 2aFJL64kt1cFLgcYzE0byPHT1VjDLyCU5KNwIcvn97PIN/gPuYJp1j/zkFaL5US6kkdJYzH5iSG6 sZvRd4UVJedzCJA6SGR5VRp0r/dgrxQSa1tno356f8qyl02cTp5xeZHXUTqEbelABIlIqMA0gMSs ySkqVkB9QupVFVJ9N/PdvMN/dRrfpbT6Ky2ga6sjFHqf6KVQPS9fiD9dX7XArzNa8MVegeT73WdN sJrfzTdxwTz33o6QlxLEZAksQeO0Z/Wmaa4HB3O+4Pw1AxVlSXMImW2klUXMitJHCSA7RoVDsF6l VLqCe1R44qsur23gZY3nSOUqXCMyhigIUtQ9gzqK+4xVc7yqimtDvXbFW3abltWm3bFVbFVKNpTI Q1eO9NsVXylhGSn2u1N8VWwGQofUrWvcU2xVbcNMOPp171oK4qqoSUUt9qgr88VeR/8AQv8AH/1f T/0ij/qrnPfyCP5/2ftew/0WH/U/9l/x13/Qv8f/AFfT/wBIo/6q4/yCP5/2ftX/AEWH/U/9l/x1 6Rr3l+LWG08yzNENOu4r6EIAeUsNeIav7Pxbgffm5z4Bk4bP0yEviHmtLqzh4qF8cTH4H9LWt+Xo dWXTxLKYv0deRahH6agBpoakcq1+EljUdffHNpxk4b/hkJfEJ02rOHioXxxMfgf0oOXyVYtLqt5H czR6rq49O51Ien6qQ0VfRiHHgq8UArxLeLE0IrOjjcpAnjnzPWu4fi22PaU6hEgHHj5R3q99zvZO /u8qU7nySt35butBvNTubqC6dGe4l4GVFjKMscdFCKoMf8vc4JaLixHHKRIPz6fqZQ7T4M4zRhGJ j0F1ve569e9fqvkmz1GZ55LiSOaex/Rl2yAfHb8xJsDULJUfa32J26UOXRRmbJ3MeE+79aMHacsY oAUJ8Y8pVXy8vtZDFGkcaxooVEAVFGwAAoAMywK2dcSSbKV6n5dttQaweWaWOTTbuW9t2iKr+8lh ngo3INyUJdNt3IFaioKBSZSsqw0aMXE1x9auvUmhEBHrvwVVWgZI6+mr71LheRPU0AwsULceV1m0 +5shquoxfWYIYPrMdyRNH6ClfUjcg8ZH/bb9o4q1qPlVL7Uba9OqajB9WlWYWsM/G3cotFWSMqwZ a/FTxxVCt5EspdN02yvNR1C9bTLx9QivJ5wbiSV0mj4zOqIHjC3BHp04lQEYFKqVW7PySlsLZn1j VLy4tVuUFzcXAMrrdhA4ZkSPZDGGQLQKd6dKKomx8rWtvDp6zXNxez6e8rLd3hiuLiRJn9UxSSyI WCLKsTrw4msSb0FCqtPlYLeyXI1LUJEmtPqb2slwXgA4qvqiNh/ekLu3udt8VTTTLI2OnW1mbia7 NtEkRurlvUmk4KBzlcBQzt1Y064qqhZPVqa8PniqpirsVdirsVWUf1if2OP41xVfirsVdirsVdir sVdirsVdiriMVapvXFXAb1xVsiopiq3h8NMVaKfCBWlMVXIKKB1xVY6AvWoHtiqpiqksfxNRgagi nzxVr0eKsCQK03+nFV8K8VIqDv2xVqaIyUoaUxVtIyrhq9FC4qvxV2KuxV2KuxV2KuxV2KuxV2Ku xV1MVQF/r+i6fcJb319DbTSKXVJXVTwBoWNegqaVOEAq8U/N/wDNnzpZ+bdM0jyPdh7S6VIpJ7eG 3ule4dm2SVjKuwoGDKKUJ6ZKMR1TW1vc7aKWO0ginma4mjRVluGVVaR1UBnKoFUFjvQCmQKFYEAD FVrBS1a4qu5CtO+KrEADmh3xVdIAUNemKrUKInXauKrjKoAPY9MVbDgmg60rireKuxV2KuxV2Kux V2KuxV2KuxV2KsI/OLzNeeX/ACVPcWUohu7hxbxORU/ErMwXcbkJSvatclAbqHzvZHzhcRXYa/gk jmjRJhJG4YrNEkrR8+bkr+8pTL2STS2GpWd3PPHYSxtcszXT21yXEjP+0schoOvhiCinrul/85NC 0S3tdb0K4AiRVuL8OQ0hUULCL0uFT4eoBlZgimVaT/zkb+WOogmW5uLAA0UXEXNmPgFtmuG+8DI8 BVlth+YfkPUDELXXrFpZqCO3e4jimJPb0ZCsgPsVyPCVSD85/POg6D5S1XS57kHWdUsJ4rKyXkXK zD0DIWVWEaqZKgvStKCpwxjaQ85/5xMjliHmCW8uFVp5IY7K2MyBm9MM0zegKN0eP4yN8lNB5voh 6cTXplarVRWWm9K4qtkVAFBrQVpiq9VGzDwpiq7FXYq7FXYq7FXYq7FXkv5qf85B6V5J1M6LY6ZJ rGrqAZaSLDbxFhXi0gEjM4qpKcRseuJ2ZRjby7Qf+chfzRvfOGnXOpPbxaO00Ud1o1rbAiSJzwZo +XqXRk+Kq8XpyA2pUZEElsMAB5vqe2uIrm2iuIuXpTIrpzVo2owqOSOFZT4qwBHfJNKpirxn/nJS 4H6O0KzrV7i4kKJUD7JiUnfb7MhH05ZjS8x0+Yqk5aoAmkVR1+FTxXpX9lRlyXXU6l2UEEr2ruPf FCBllQihbrtRhX9eFUsvbCwn2lgjlFKVZQcBCpVJplhGx9D1bcH7Rjlbjv8A5Jqv4YKVCTWFyo9O GdZ0ZSvpyoACndWaMxkj54KSoaZeXOkXhuP0TC4j5cYwEeGrLw5GKRXqae/XAr3z8hvzaumj0vyl qqPNBJyisb+bkkkY3MUTKwPOPkvBGDbbLSmQlHqin0AAB0ytDiAeoxVoH4uPamKt4q7FXYq7FXYq 7FXYqwT8wPyk8seb7231C/EsF1CVEs1swRpEUEKj1DDq32qch2O+FkJUhbTyT5d0e2m07y5aR2Nw 6OlxdW1VuULUej3bmR0rUEAlj0IUrXCi2Y6LNPxMUzhjQMAOqgBQQzVoxrXcAfLAUJpgV89/85H6 oV816NZkcvqdr9cQfN5GcfT9XXLcfJLBNNeRdNhEg+PiDID1qd2rXLVSvU7pw7AE0pQgdN/9rEql y6lchCedSuwB/pjarZNUuF4iWOvL2oT+rG1QM2pwtU8ip8DuMFq1b6irOFZQ61+2D0wWqMuf3kQK A+ofhTuSTsB9+FL038m9NF5+ZlkkSpLDpcUjyFjQCG0i+rI6j9pmuHRvbrkJnZS+nBlLFpiR0xVw Jr9GKt4q7FUu1O+b9Ey3ljcKPSPLmAHB9NqNGQelSOLdCPY75IDekJX5f8zaxdXctrrGmGyJVZbK 4ib1Y5UZa8dviDinh4+G5lHuW2Resv8AKw/2Lf0yDKm1kRjQEV8O/wB2KKXYq4gEEHodjiqXy6PD cVW6Pqw1BERG3wkEV+7DaRIjcI6KKOJAka8VHYYELsVfKf59373P5k6hGT8FjDDFG4NNpkhVhX2M j5dDklJY5mW2joSVC0od67UrU5aqV3fxqw8TWvt+OBUqdZIfiQ8lqDT5YFaubxpQAIiGX4tjuT22 xJVJ5YHYmpIJ6AjBSr4dPdTyLbYKVN7EF7u3LkstsGnIHQmNaqD83oPpyQV9Jf8AOPHlSGz8vT+Y ZQ7XWos1vbM5FVtrdyrDiB8LNcCStSdguVTPRBeuZWrsVdirsVdiqTX9pNYSm9sIleCZ66nZhAfV VgqNKCBy5xovTfkvw0rQiQNoXmzt7u0SewkIjPxQgD7DKf2Q1OJUjdG7im2Hi71pMLOeSa3RplEd xxHrxKSwV6fEASFJFehpkSlxubJ7prIyxtdpGszW3JTII2JVXKV5BSykA+IOBUm1uTzNYzPe6agv rWNU/wBx5IUkfGZSG4luX2OO577ZdhjCRqRrzVF6P5j0zVHaGFmS8jXlPayKVdKHi25HFqNtVSR9 +QyYzE0VTTIK7FXYq+Zfzm/LfzzH5j1DU9Jsm1KwvJfWq0XrVDMZGQshLxhGcruBtSh8Loy2S80k 17VrBmtdX0KS3NvRJGtmYqnb4lPqU+8ZPiVada0C6j5Q36JL3jlBiYHv9rb8cbCtG3ueLOE5ICeL oQwI7Gq1GFVH0RUkg1PWuBV3CPuBTwPTFVksMdKg/P8AzFMVX6YDxupGUujukI4/D+7UGWTf2KLg V9s+WNHGjeXdN0qqs9nbxxSyIOIeRVHqSU8XerH55QTuhM8CuxV2KuxV2KuxVLrizmtbhr6wWpfe 8tBQCagADKSQFlUAAMdmHwt+yyG1QmnX8jlVnPKb7NvqIXjHNuV4SJsY5QRxdCBuNqfZEiEK+m2t g2rX+oCPhqkixQXIY1ZY4wSgWv7BLMQRsfmDkSlNcCoZNOso7iW6ihWO5mp6kqihYr0rjaolTVQf EVxV2KvO/wA8fzF/wZ5OlazmVNc1E/V9OWoLJX+8n48laiLsCK0YrtTJRFlXyLc+fPNl4ZI77Xrh 45JROyTyTNG0gUrzb0yWrT4eh6/PLLILMCPCSTv3Kdpd6lIWEFsl6JGMrCzkWR2HJU3iQpcAFiPt 71Pzw2wZToPmj8qrm1vLTz/pmoRarNOHh1CzSJXSIgD0zBKFgRVp+zGW98BVOY/yy/LbVmln8k/m DZxSB1WGz1FpdOf4+n76XkJW/wCMcIHywcRSpa/+U35ueX7aa9mgi1TTYF5vfIY7iMx0ryUoRcla ftGIDCJqw+8udRtZxb6npFxaT0D8YW+MqRUMIZR6lCMPEqDlvNPkDejqHpyAGsN0hjao7VoR+ONq z/8AJnRF1rzj5fs+SyxW0x1C9eIrKqNEfWAahI4uIY42r05eOAnZX2FlKHYq7FXYq7FXYq7FXYql moaWGkkuIQW9RSlxbVokg2+Kh+H1F4jixHt06SBQl1rNIJYvUcmeMFba7INZAoAZJVNDzAUclPU/ EKfspSN06tNSt7hSCRHMm0kTEVHuP5lPY/xqMimlcsWFFGx/a6YqvxQ4kAVOwHU4q+Hvzl88jzf5 4v8AU7di2mQUtNNrXeCEkB91RhzYs/FhVeRGXxFBLBbbRbu+tZbmNkVUdY41kJX1HP2gjEcPgBBb kwoCPHISkBzYykBzTfyjBceWfMyatqdlLPY2KyJPPbNHLEr3EDpH++UTQ/tdK/jiCCkEMXudX1OS 2+qG9uJbUosbwSuWQBHLhVBJ+EMSw2HU/SFUJLSaAK6So4KI/KNwSOY+yRs1VOzbbfdiqb6Hq3mg Wl/aWFzL9U9L19Qt/WMaPHCysC45KHKtQqNzXphBVUt/MYJHrxc1WoHP424n9kN8JUd9u/zyQkm2 eeTNZ/LnWLq207zhzsbSOAxpf2kak+qCojWWEpIjJx5fEsZkJpyY7nAVt9M/lH+Xvkny/YnWvLd0 dQj1GIJFdlURVjDksqoqoysWAEgfeqgUFKZCRKHoeRV2KuxV2KuxV2KuxV2KuxVL9R0/nyngA9Q0 9SM7K/Hpv+yw7N2+WSBQ1FFBdW8Uts7Jc2w9NXkJaRSAKxy1NWrsTU77MOxx5JRdrcmZKOvpzr/e RE1p7g91PY/xqMBCq2BXlv8AzkV5un0PyFJY2NxFHqGtP9TMbMpl+qureu0cZB5ClEY9g3WtMnAb q+OrxgAFBNBTrlqU10zUNIks7Oxa4+ozLzEryofQ5ElhIZEMjFn2T+6AAC1JpXMfLjJ3cfLiMjsU yt7aWzln1AslzZ6aPWnuYX9W35KpeKJ5rc/AZmAjHxAgnK4xN7tMMUuLd57IzyO0kjFnclmY7kk7 knMhzUdY6dDNCpkljictyPqsUrH0BQkU+1y5daUxUJvo6X1rb3cFjHV7uF3u0lgSVYoIKsxZ2ViP hodlFeQ8cKUmks51nb4PiCiQmMfDxYBg1B0BBrgpC+JEJDBePFfioSdx33xS+zf+cZNLSz/Kizul Yk6pc3F26H9hlf6sVHt/o9fpyMih6tkVdirsVdirsVdirsVdirsVdiqDurSRZvrdoQtwBR0NQkqj fi9K/Q3Ue+4JBVoGO9j9a3JiuYiVIYfEjUFUdR2O3TqKEGlDjyVVtbxZmaJx6dzH/eQk706ch4qe xxIV8y/85H6XrS+ehqeoUXS5beK30qUAqvpxrykjL04+p6zyEDrxPh0thyV4xrlur3UskVv6FvUB VWpAoAK7l926kVySUDG+mppV5HLGXvpGjFq5rSMA1dhQ71Hw0PjgKpU6AZFCwKK4FZTAYIdPFrbv JFcXPGKkhX6vNE1F4cQPXAeQNIG5Bd+gO+PEOTacREeLavePu5q9sn+gXwhRTJJ6UEcizB5YYYmG 6KrrFuSoapJ413+0Wk1tpaRrbXF4IYn9dmtbZGh+Bh0IjmchSRRuLKu3w0psoaSlRgj/AHjLyaNm 4gt9ooTSp96YgIL7y/LzSTpHkXQNPaH6vNBYQfWYelJ3jDzV9zIzE5VLmgMhwK7FXYq7FXYq7FXY q7FXYq7FXYqgL3TyZ0vbYBbyGtDuA6GtY3puVNa+zfFv0MgVdb3EN9WWImK6gPGWFqckY70YDqCO hBoR0x5KkP5ieWbHzZ5SutOu0Int2W6h409SOaHfklQwqVLKNt64Y7FXynq/lSSw85W2lCeW5s9U RpvVbaQPyYvyb7LsFStStN+mXJSN/K0lzDqD3HoWEenXPoSvK1DGS/CjSIvF6MQOlPCmNIQdx+XX mVrIX9latf2J+zPbqzAnpstOXfrSmAxW2NTWk8DsksTRuh4sGBBBHY1yNKjre2aJfWsr8RycKshL QybLycA/YIqKD4qnw7Y0lM2GtWdtAt3pySWdvIki3AjVgQpdQq3Ccl4FixoDRjua4Vbg1RxAI1ml 5sh9UyVcFxuONSWB5BTXkNxWmRAN7lvnOBiKjUuu+x+FfppOPIOnx3nnPy5aTJzhl1K1WeMioaN5 ljcfc+SLjl92ZQrsVdirsVdirsVdirsVdirsVdirsVdiqGawh+ureIOE4UozAfaQmvE/TuMNqrPB G0iykUkTYMOtPDBasb1j8ufK+pN6v1f6pc8lIuLc8WChlZkCmqBW4CtFyYmVeB/n9+Ul1o2hJf2M 6zafLfLcXq8CHaVwyljUsv2SAAKct9q0rMHiVLfJ2r6fb6JaafY3bW90kIVo3YpMGYFieLGpFSSO 2T2ZJ5GUurRINdit9YkRifXnhRHpX4d06EDvhpFPIms7TXI7/UdFsPq1lZ1cWzVkkc8yQCftj4Dv xNPhyI3VqLQNfsLK31iJGigmUThrcsTHT415KaEU61JPzwmKglCCl231h2UyPQEAKh2AA+EUHbtg V6z/AM48aJPL+ZcNyQqrp9pPOeaE/aX0WRD+y4M8Z/1fnkZ8lL6pylDsVdirsVdirsVdirsVdirs VdirsVdirsVdirsVU7i2t7mB4LmJJ4JBSSKRQ6MPAq1QcQVYN5i/I/8ALvW+bHT/ANHTu3JpbEiI EjpWIhof+EyYyFXnGt/845+cLWKSLy95hW4tZEaNre55xNxeoIX+/j2B24hPoyYmFspjoP8Azj3d +V7Dlptwl9dS0N4s7UdyrEqqNxC8fiJoafM4jIFCE1nydqMUcsGt6fILd1LSH7SNXb+8jJUbkHrk xIFKT6H+VWj6tq1pbosrRQ1SKD1CI0QkufiUerszFvt/0xJrdS998s+UPL3lm0Nto9otuHCiaSrN I/CvHk7lmoORIWtBU065RKRKE5yKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV 2KqMVlZwyvLDBHHLJ/eSIiqzV8SBU4bVWwK7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7 FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWnkSNC8jBEXcsxoB9JwSkALOwSASaCXy+ZP L8Ssz6jbfD1Cyozf8CpJzCn2npojfJD/AEwciOizHlCXyS+Tz95VVSReFyP2VilqfvUDMKXtFowP rv8AzZfqckdk6g/w/aP1oCT8z9DAPC3uWYfZqsYB+nmf1ZhS9q9N0jP5D/im8dh5epj9v6kFJ+a0 ak8dN+AdGacKfpHA/rzFPtcL2xf7L/jrkDsE/wA/7P2pXP8Am/dByI1sox/LI5Y/eHT9WY8/afVH 6cca90j+pyoez0a34z+PcUFd/m7qLL8NzaQ+8S8z/wAM0mVT9oNdPlER/wA3/iiW/H7P4+6R9/4C A/5W3qv/AFdf+ndP+qeU/wArdpfzvsh+pyP5Ax/zP9kf1oK5/M2/krXVLhq/765R/qCZTLV6+fOc h8a+5uh2LAfwR+O6EP5k33/LfqH/ACNb/qpkePWf6rL/AE8m7+RofzYfL9ijN5/llr6lxeSH/Lcn 9bnK5Q1UvqyE/wCdJnHsoDkID4fsQUnm2JjX0Xc+LMP7cqOhmecm8aAjqFI+bB2tf+Sn/NuP8nf0 vs/ay/I+f2O/xZ/y6/8AJT/m3D/J39L7P2r+R8/sd/iz/l1/5Kf824/yd/S+z9q/kfP7Hf4s/wCX X/kp/wA24/yd/S+z9q/kfP7HDzYK72tB7PX/AI1wfyd/S+xfyPn9jPvyf1qG+8yXMSRsjLZO5rQi gliH8c3/ALNaU49RIk/wH74vP+0WmMMAN/xj7i9UvdY0mxqL29gtiBy4yyKhp8ia51+XV4sZqc4x PmQ8nj0+TJ9MSfcGO3n5qeSLeMsmoC4YGhjiHxf8PwH45rsvbuniNuKXuif00Ptdjj7C1Uj9Ne/9 lpFd/nloCMwtbZ5VA2aQlDX/AFQjj/hswcvtFK/RiJHnID7BbsMfsvmP1ED8e8Mcvvzt1OaUm3rb IOixxRtX5mQt+rNbm7X10zcTGA8hf3guyxezWOI9Xq+J/QkVz+aOvTSMxuLkhuoE7Rj/AIFBxzBn k1Uzcs0/gSB9hDnw7Ewgco/6W0mufNd9KxZUVS25ZiXb7zTMYaGJNyJJc2GhgEKfMGrE/wB/T2CJ /TLPyeLu+9t/K4+5QfVNRc1NzID7MVH3CmWDT4x/CGwYYDoFKS5uZf72V5P9Zif15OOOI5AMhCI5 BSyTJ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV6P+RH/KX3n/bPk/5PQ5uew/74/wBX9Iea9qf8Wj/X H+5k84zTPSrk4cxzrxr8QHWmA3Wym+ia297oIWZZrOSryxvE4KuVQMDItPgU7A02zEnizbVIcj+z vcSePLtUhyP7O9ue88utBJ6NnJHMyFUBaqqxHWpbff2+6tAxx57FyFfj8fjdjjzWLkKSfMxy3Yq7 FXYq7FXYq7FXYqiYVsmt3EhkFyCDEFAKsDXkp369KbePgK1y4+IVVNcjIHaqR943lYwW8dqt0s0f IXExCkS/GOJFWHH4a/s+HzzHxjUWTLho8h3be7v82jGM9ky4aPLy+xby8rnTVql4uorGQWX0/QMu 5WoJLU6Vp92GtRx/wcF+d0n9/wAf8PBfndKMkmiMylIpkAhVWFQQ0wjUM252UvyPf+AmI5epHP7L /VX43ZgZepHP7L/V+OqDm+r1X0eVOPxl6CrVO4AJoKU75dG+rbG+qnkmTdDStNjsD8sKuoaVpt0r irijBQxBCt9k02NPDGltqmBXo/5Ef8pfef8AbPk/5PQ5uew/74/1f0h5r2p/xaP9cf7mTzjNM9Kv hi9WVY+ax8jTm5oo+ZwgWaRKVC0wggnt4nK3FsATG7guGbYn4aDc0rVqZdGJA5hxpyEjyl16fj4K xjmV2kW4sf3f7z4SvxcYqFRtX4l2p3OSo87j+AwsEVU9/wBf4+ChpXJVYq1qplZUrck1XgRJyHgC RQ/dkcXw+LZn3/nbd3yXHnJc3F2ZLQSMSjISaN6zNGzIDXoN69hQ9ceZJ9P9qBQiI1L+yjv+N0TN NNHblHm0+ZeCfZqW42xoq7Abvz6d8sJIHOJ/Z+tqjEE2BMb/AO6/UoW0ss0DMrWkCcZI/Tdipo4L Ehak+wyESSP4Q2TiAf4jyPyUbu6YwNB/o4Ryk/GJWFGKcQoPsDUjxyM5bVt3s8ePe/V3b+9WtY3k gjcTWaFYJiFlYhxSi712Lt+wMlEWOceR/H6mGQgEip8xy/HLva1OW4e0b1ZrSSs/JhBxEhJjBB2A +BR8O3fHISRuY8+n45LgiBLYS+nry5/f1SrMdy050Wyd3jnSO7VwsjLNb8P2aCo5caAAkEV3zJww 6+r4OFqcoAIJj02Nq4lvbeOeZ3vI3iEiRtSPZZGJUNU1ILI3KnTJ3IWfU18MZEACBuu/p+BS707i 0i9K5F7E1uONwY/TKLRVNFcezJ8NcaMRR4tvd+O5eKMzceA3y5/d81G0kuzH6a/WfWaGRx6QjIYu Q4NOtNwT3r8sjEmut0zyCN36asc79y69e/Sz5SPdPbmOkbPwKENQncFqjlx6YZmVb3SMQgZbcN35 3+Oa2ZpvTErG7+syMv1ouI+DJGFdKH+ZRwO+Ak8/VfX8fJMQLr08PTn1/Ball1OkgL3PO3aUxgFC FX7RqV67j4qeGJMvPa1jHHttHenFLmf0WT61JHJIJP2AXHPk7Clfi5NtXGia5rcY3fCCB5/jkrwm 95ywt9dLLEy2KqI6iJqq3qA9uSgGngckOLcerls1y4aB9HP1c+fkkl8/O7lartVvtSU5H58dsxpm yXPxCoh6B+RH/KX3n/bPk/5PQ5tuw/74/wBX9Ied9qf8Wj/XH+5k84zTPSqlvIkU8cjoJERgzRno wB6HY9clE0bYzBIIBpNNOmE01yYtOjn9aaJ40JQCOshpGOQ6Py47Uy/GbJqN2R97i5o8IFzIoH47 c/hzRFwk9qsgm0mGMTQSiOrIzKCeXqD7R+EbD9eTkDHnEbg/2tUCJ1UztId/y+KDuYLmeKNY7FIj JIArxlSGPH4VB+W5oaZVKJI2DfCcYk3K6CY20VwqQpHpEMhkZXVmeFyw9LxINBRg3hX3y+IO1RH2 dzjTkCSTkI+ff+A1cc4nBl0eGJYhCxHOMAj1juxINQ/EoaU+7bBLbnAdO7vWFEbZCbvv7v0c1F43 Ml2y6WqKI7gFS8VI6uPiBK7+nyCin0d8iRufT39342ZiQqPr6x6Hfb39UluIJbed4JQFljJV1BDU I6ioJGY0okGi50JiQscip5Fk7FXYqm9gLKOzEstvbzs4dWR5+ElFIavH9nwG9T+vJx8IjZAPxcPL xGVAyHL+HZfLBZE8vq9sAJiWC3a7rQgKAD9mu9f64TGPcOf85EZy75cv5rp7ayjZm9O1PIqgjiuS yqCwq2/I/wDDfRjKMR3fNYzkesvjFtLK24zMi2vMqUC/W+PBlHFiK0DB+VRuR+rEQG/L/TIOWW18 X+l5/wBn471htLQyrE0duhEbMzi6qrFnovxDmAy+HhucHALrb5svElV3Ln/N/sXtb2jVjSO3UKrI vO7VgHekfqbUU0Kcjt79KYeEctv9MxE5DcmX+l+Nfj77dIljwjf6vbLHMCqItyWZOa1q1eXErTw7 4kR7hv5qDOyLlt/R5qlzaWYZJkW1Qq0R4x3nI0ViCKbtutNx0+dcMoR57dP4mMMkuR4uv8CGnmso RbzLaRbAFVS4LMKKT8fAhgauDWvUU9shIxFGh822MZSscR/0v3fjzS24kikmd4o/SjY1WPkWp9J3 OUyIJ2cmAIFE29D/ACI/5S+8/wC2fJ/yehzb9h/3x/q/pDzntT/i0f64/wBzJ5xmmeldiqNhaz5X DILiNeRMCoysVSjf3jAJyI+HcAd+mWgjfm0yEtr4T3/Zy5/ilxe04VT60WdSpYsKGityGw6E8PkA foNjzY1K9+H8V+37Fh+penIw+sE1H1cUUKq13LNU1NSdgBg9NdWXqsfT5om1jtmt2EsV28xdUieN aj0zRiOvUxg0H+YnECtxK/x+hqmZA7GNfp/tXM1rIy/u76WRgSCWFQC1UKih8KHf39sOx/nIAkOs B+N/x8ELcKvHkkcyOatK7A/HE5qrGp71p4HxyuXxbYHvI/ai7qLTJy0lraXhVgxErjkSzMOJPXx+ n9VkhE8hJqhLJHaUorVtNNWKQm3vHk4nhVAqgKFLOaEn4a9Plg4I1ykk5JkjeFe/7EJfpahg1rDL HGtEcy9eYAqPn1Pb5eNeQDoC24jL+Igny/H470JlbcirN44maTlIHMUqAIind0KAVJ6ENuaV8PHL IED7WrICdtuY/WrMLIyiVppCDyUhbdFIoqhTx5cNyx71298l6bu/sYDiqqH+mP6rbtEQTxpGZGcs eCm2iaocDjUOxG47HYdRhiN/2BGQ7Emv9Mf1f2rYGZnUzxM9saoxjjjDhE4mRhVT8QSm/wCOCPny TICtj6vefOvt/sdJ9XVObpKz8lVSBHGCY0+PYBtwSv8ArdTvia81Fk0K+08z/b7nJNaFJmkaUSyM xBEUb1Xqp5HiVPI78euII3u/kFMZWKqh5n8Fe8MMjrCqSmV0LAcI1+ERBkao7V3bfZfHCQDtv9nc gSIF7V8e/f8AZ5r7uwWNj66y25QLG6mNAS4AaTb1Fr9oEU7EdMM8dc7H436sceW+VH4n4dFqwy23 1mG5jKQpxR5GiQyKT8Scan7R6/a+zX2wUY2Dy9yTISoxO/vNef4rmgLhZlndZk9OUE804hKH/VAA GVSBvdyIEECuT0P8iP8AlL7z/tnyf8noc2/Yf98f6v6Q857U/wCLR/rj/cyecZpnpV0YQuoduKEg M1K0HjTCEG62TKC9kS9nmGpOrz7y3RVneRpN5ORPxftNv3y6M6kTxc+rjSxgxA4Bt07q5Oikt4ok ljvwJ0RuMZgqQwWiryNRxbkfp3piCAL4t/csokmjHb+shodV1GCMRwXDxIBQCM8TSpPUUPUnIRyy AoFtlghI2Rbo9Uvo+PCSnEqVPFSQUUINyP5RTEZZBTggeYXLrOoqip6oZECKgZEagj+xTkp6YfGk xOmhd19p6rZdUvpYzFJLyQokRHFfsRmqL0/Z7YDlkRVso4IA2B1v581sepX0fMRylVkBDoKcSDv9 mlMRkkOqnDA8xyXnVtQMRiMtY2UoylVNQTXfbc1Fa9a4+LKqtH5eF3S261O+ukKXEpkBYyGoFSx7 kgVxlklLmUwwQgbiKQuVtqZWUsn1YD1JFRAWXjcrH0ryAQhj8StRfcnr2vgTX7XGyRHFyH+lv7VW WK8jSMBnDTk+rMLpOEwrRu53/eUqT9HXCRIfHz5sIyiSfLpwnb8V+NnE3LGgeRXYt6vK8jBNDxHI GlD6dU99vkXf8SH45L6R3f6Q/jnuteSUqQzyhXCgyvcBwVlqWGy9HI38O+JJ8/mkAeX+l7vj0/sc pZ2RBLIEdSro12gopJTiaqKbRioodqe2P4+pTtZof6X9vm6F5Y1t6SSmqMpCXKIFDGvEH4uIotTy pU9vFBIrn80yAN7D/SlueWbkJIppI5kjDRMbnmyg8gwJVR8RH7II+XWjInmDv70RiORAIv8Am13L ZJoyGuJmkuZSQS5uGPIoF48gUD0owHUdDvgJHM7/AB/YkRPIVEf1f21+AtNtG0z25kWRkX4pPXCo 0laVDMtCB/bXHh3r9KeM0JV/sen4/sQl5L6ty8lKcqGhYuendm3J8crmbNt2ONRAegfkR/yl95/2 z5P+T0ObbsP++P8AV/SHnfan/Fo/1x/uZPOSDSvY5p3pbawKrNeTmWWSqqZiWkVERU+I1NEUBVG+ wA2yfGbJ72AxigO78c+auusagpJ5oxICkvHG5oECU+JT1VQD498kM0vxTWdND8E+9adUvihQyAqU MZ+FK8WCgitK9EUfRg8WTLwIXdef4+bf6WvPTdQwDP1kUcWHxmTbjQD4mOHxZI/Lxv8AHdSqde1M x+mZRw2NAqjcP6gJoBWjb+GHx5VX472P5THd1+Kpoa5e1UsEYqHAqu37w8m+EbD4t9h+GPjyX8rH z6fYu/xBqJQqxRqqyElRXi1CR961w/mJI/KQtbNrd7LE8bcRzYu7LVWJZQhqQRtQDbpgOaRCY6aI N/jvQ11eTXLBpaVXYUGQlMy5tuPGI8lDIM0w0+WJEHN7ZacjxmjeQkihG3Fh8RoP897sZA7vi4+a JJ24vgQF0l96cXwC0kYkMQIat37utAB/KNunvhM6H8PyQMVn+IfH9R/HyUW1SUxrGIYVCBQG9JCS EIIBqN6kVPjkfFNch8mYwC7s/NtdUkUlvq9uW5BgfSUUIJIpSnc4jL5D5IOAd8vmt/SLCYyCCHjx KCNowwAIA6neopsa4PE35BPg7VZ+a6PUyr1NrblCQWT016AjYE1IwjL5BBwWOcvm0upMjSFLeAB2 JAaNW4gty479QD4/qx8TyCThurJ+a1NQZVC+hARQA1jBJpTv13pgGTyCThvqfmubUnYEfV7cEmvI RLXv9HfHxPIfJAwjvl80NNKZZWkKqpb9lFCqPkBtkCbNtsY0KeifkR/yl95/2z5P+T0ObjsP++P9 X9Ieb9qf8Wj/AFx/uZPPC0VBRT1qflmosPR0XcQVZlU0HfGltYATX2wMiWsCuxV2KuxV2KuxV2Ku xVGaNp/6S1ex071PS+u3EVv6tOXH1XCcuNRWlelctw4+OYj3kBp1Obwscp1fDEn5BHT6HAokjZpb G8WR1itbsKOSRK3M8l+PmZF4qvp8a7cidstlgHnE9x8v2+XxaI6o7HaUa5x8+XlVbk3fWqQU+kXs V/dWPEPPZ+p6/E0AEX2z8XEilOh37UrlUsMhIx6j9DfHUQMIz6SqvjyafSNQUOfSDemsbNwdHNJj SP7JNeVdhicMvx5qNRA9ed9/TmqT6Bq9uZlmtij27rHLHVS4Z6FaKDyb7Q3ApuMMsExdjkxhq8cq o891WPyxrshjCWpYyySQxjnHUvEGLj7X7Pptvkhpsh6fgMTrsQuzyAPXkar71L9A6t60kP1f97Fz 5pySo9JxG/fsxpkfAndUy/N46BvY19osfYtOh6qASbdgBb/W61X+5IB59fA9OuDwJ93S/gn81j7/ AOLh+K6bQtVhmMMkHGUKr8OaE8XbgCKNv8W22E4Jg0QiOqxyFg7fFe/lvWkco9txcOsZUugPJwCB Tl/lCp7V3wnTzHRA1mIiwfPqgryzubO4e2uYzFOlOaGlRyAYdPY5XOBiaPNux5IzjxRNh6D+RH/K X3n/AGz5P+T0ObbsP++P9X9Ied9qf8Wj/XH+5k8/mjt1Q8GYyBiCpFNgT7DNTIB6GJkTvyajMfos C5Db0XsdvliKpMgb5OIgBYK5pTb5/djsvq7lMKQQWqqnoaZGmVtFT134+OKbdTFWsCuxV2KuxV2K pn5caJNVila6js5oayWk83MRrOu8TMUVyOLfF9kgkUOxJF+noTBuiOXv6OLrATjIoyB5gc668693 P3bs8kkhuozrH6VsLnV5LkOgmk9C3e9soYkNws80MbOFEwYQllTlXjyX4c2pIl6+KJnfuHFEDeyB 3/TsPeNnQAGB8LgmMfD0Fy4Zk+nhEjV1XFRlXOjuwu61K0GtaxOs8xiupJ/QlhJYPzkJUv6xDspH Xl8R75rZZBxzNne+Xv8AN3cMMvCxihcRG793StvlsrNrWlejcwKbn0rlPTdeEAB9OhgJ2rSPpSvS m+S8aFEb7+74fJgNNksH03E/0uv1fNYdbsrkEXklyomeKS6ESxHm0fIcuse/Hj4b164PGjL6r3q+ TIaaUfpEdrq76/NYdbt3uoJXa5AVKysrKG9Z3JlZKUHFwx29zg8YWDv+3qn8rIRIHD+ytvkrT+Yo VkL2k90SPXMXqiMcHlkDfsndWUfGtKVr1rkpagdCevd1/G7CGjJFSEf4eV9B+jp5dyWDXNVAYC4I DQ/VjQL/AHNAOHTpt+vxOUePPv6V8HK/K4+7rfx7/wAfoUUvrmP1eBVRMayKESld+gpRactqdO3Q ZETIvzZnFE1fRWTW9UQkietZDMeSo37w0HP4gfi+Glfn4nJDNIdWB02M9OlfBCTTSzytLMxeR92c 7kn3yuUiTZboxERQ5PRPyI/5S+8/7Z8n/J6HNx2H/fH+r+kPN+1P+LR/rj/cyYDLEjW4uTKDLIx5 RbVFSd+uaoja73egjI8XDWwROjWdpcS1uJIwaSLHHK4jVpPTPpcnLJxUyUqSQPE5PDAE7/ju+1q1 OWURsD05b7Xv9iewvcXFq8LC1ii9Lgs8thYwoZasfhuFiIKcUC8/UU8mB6A5lRuQrYbfzYjf319t jm4EgIyB9RN8hOZ22/h4ufWqOwrmkghsnuJoLuVYGidFj9BvUiArSSjj1OVOxDEHsTmNUSSJGvdy c7ikIiURd9+x8ttq+XyVZbTRfiRL08PgCHcgEuA9fgUkBfiG2SMId7GOTLzMfxW3VBSx2CCZY5WL KB6RNCrbmtaDb4emVERF03xMzVhcIdKCoXlkJMXJ1WlPUpsoanTx+Hb3w1Dv6I4snQDn9n4/AdJF pInnCTSNAIiYGIAYy0FFOx+GtfDARCzvtX2qJZKFgXe/uQOVN7sVdirsVb5NxC1PEEkDtU9f1YVp F6cnNp05KgaIgu6swALLU/DWlPHJ4xz9zTmNUfNWuwqx2MayepHG0iK6xsAwEleYqRzrX8KZOfT8 dWGPcyNUTXXy+xEssEl3/vXbike1LVxyPFhRUCU3r1NPwyZonmPl+xqBIj9Muf8AOH32ollktZGM sauUduHoMpqW3RSg4rSla7UrT5Ruxz+xnVSGx6fxfa5Y7eeG0El5EXBAWARTGgIUUYhRXp+z3xoE Cz9hUkxMqiffY8/xuoyyLFKRCqs8pImheAVjYFl4jlzIPyP4jaJNHb7mcRY36cjxc/uRS3UYZ4Uk gdDInGUWvY8ixGwYBfCnyyfEOW3yajjPMiXL+co3FxEsDPG0D+pRBH9XCkApuwYg0Kk02bIykK2r 5NkIG6N/6bzSzKHJej/kR/yl95/2z5P+T0ObnsP++P8AV/SHmvan/Fo/1x/uZMHbUoSqD6so4ymQ mo3BYnj0981niju6u9GA/wA7pSJQm4srqdII1Sp6n4log6fD9OWD1RJppPpnGJJ/B96F02NnSfii vRRXkaU69NjleIXbdnkARu63lE0sESQryQEEk7NRe+2MTZApZx4QSS0ZR6n1f0l5+pTlXb7dadPo wXvVdU8O3FfT9CnOwimlRoxVgAKHYbdtsEjRLKAsA2s9ZPh/djYUPv036YOJlwHvadCIVagAPfvi RsoO60KfTLU2BwVsyJ3W0qCR2wK1gS7FXYqqQ3E8Hqek5T1UMclO6N1GSjIjkxlASq+m7jcTFI0L VSEkxjbapqfxx4j8l4BZPerHVdTLFjdy1YUY823AqN99+pyXiy7yw8DH/NHyWtqF+0bRNcSNEw4s hYlSK8qUO3XfB4kqq0jDC7oWp/WJ/wB3+8b9z/dVJPHeu3hvg4iy4BvtzbF1cgOBIwEprKtdnIqf iHfr3x4ipxx225Kq6nqK/ZupR0Gzt2FB38MkMsu8sDggegUJJpZAA7lgCSKmu56n5nIEktgiByWY EvR/yI/5S+8/7Z8n/J6HNz2H/fH+r+kPNe1P+LR/rj/cyf/Z uuid:8e746b79-e967-430a-931d-141a4777978a xmp.did:0F6938BC7379E91185F8D27DB7702F49 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf xmp.iid:0E6938BC7379E91185F8D27DB7702F49 xmp.did:0E6938BC7379E91185F8D27DB7702F49 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:0A6938BC7379E91185F8D27DB7702F49 2019-05-18T21:49:19+08:00 Adobe Illustrator CS6 (Windows) / saved xmp.iid:0F6938BC7379E91185F8D27DB7702F49 2019-05-18T22:02:18+08:00 Adobe Illustrator CS6 (Windows) / Print False False 1 210.001652 296.999959 Millimeters Cyan Magenta Yellow Black 默认色板?/xmpG:groupName> 0 白色 RGB PROCESS 255 255 255 黑色 RGB PROCESS 35 31 32 CMYK ?/xmpG:swatchName> RGB PROCESS 237 28 36 CMYK ?/xmpG:swatchName> RGB PROCESS 255 242 0 CMYK ?/xmpG:swatchName> RGB PROCESS 0 166 81 CMYK ?/xmpG:swatchName> RGB PROCESS 0 174 239 CMYK ?/xmpG:swatchName> RGB PROCESS 46 49 146 CMYK 洋红 RGB PROCESS 236 0 140 C=15 M=100 Y=90 K=10 RGB PROCESS 190 30 45 C=0 M=90 Y=85 K=0 RGB PROCESS 239 65 54 C=0 M=80 Y=95 K=0 RGB PROCESS 241 90 41 C=0 M=50 Y=100 K=0 RGB PROCESS 247 148 30 C=0 M=35 Y=85 K=0 RGB PROCESS 251 176 64 C=5 M=0 Y=90 K=0 RGB PROCESS 249 237 50 C=20 M=0 Y=100 K=0 RGB PROCESS 215 223 35 C=50 M=0 Y=100 K=0 RGB PROCESS 141 198 63 C=75 M=0 Y=100 K=0 RGB PROCESS 57 181 74 C=85 M=10 Y=100 K=10 RGB PROCESS 0 148 68 C=90 M=30 Y=95 K=30 RGB PROCESS 0 104 56 C=75 M=0 Y=75 K=0 RGB PROCESS 43 182 115 C=80 M=10 Y=45 K=0 RGB PROCESS 0 167 157 C=70 M=15 Y=0 K=0 RGB PROCESS 39 170 225 C=85 M=50 Y=0 K=0 RGB PROCESS 28 117 188 C=100 M=95 Y=5 K=0 RGB PROCESS 43 57 144 C=100 M=100 Y=25 K=25 RGB PROCESS 38 34 98 C=75 M=100 Y=0 K=0 RGB PROCESS 102 45 145 C=50 M=100 Y=0 K=0 RGB PROCESS 146 39 143 C=35 M=100 Y=35 K=10 RGB PROCESS 158 31 99 C=10 M=100 Y=50 K=0 RGB PROCESS 218 28 92 C=0 M=95 Y=20 K=0 RGB PROCESS 238 42 123 C=25 M=25 Y=40 K=0 RGB PROCESS 194 181 155 C=40 M=45 Y=50 K=5 RGB PROCESS 155 133 121 C=50 M=50 Y=60 K=25 RGB PROCESS 114 102 88 C=55 M=60 Y=65 K=40 RGB PROCESS 89 74 66 C=25 M=40 Y=65 K=0 RGB PROCESS 196 154 108 C=30 M=50 Y=75 K=10 RGB PROCESS 169 124 80 C=35 M=60 Y=80 K=25 RGB PROCESS 139 94 60 C=40 M=65 Y=90 K=35 RGB PROCESS 117 76 41 C=40 M=70 Y=100 K=50 RGB PROCESS 96 57 19 C=50 M=70 Y=80 K=70 RGB PROCESS 60 36 21 灰色 1 C=0 M=0 Y=0 K=100 RGB PROCESS 35 31 32 C=0 M=0 Y=0 K=90 RGB PROCESS 65 64 66 C=0 M=0 Y=0 K=80 RGB PROCESS 88 89 91 C=0 M=0 Y=0 K=70 RGB PROCESS 109 110 113 C=0 M=0 Y=0 K=60 RGB PROCESS 128 130 133 C=0 M=0 Y=0 K=50 RGB PROCESS 147 149 152 C=0 M=0 Y=0 K=40 RGB PROCESS 167 169 172 C=0 M=0 Y=0 K=30 RGB PROCESS 188 190 192 C=0 M=0 Y=0 K=20 RGB PROCESS 209 211 212 C=0 M=0 Y=0 K=10 RGB PROCESS 230 231 232 C=0 M=0 Y=0 K=5 RGB PROCESS 241 242 242 明亮 1 C=0 M=100 Y=100 K=0 RGB PROCESS 237 28 36 C=0 M=75 Y=100 K=0 RGB PROCESS 242 101 34 C=0 M=10 Y=95 K=0 RGB PROCESS 255 222 23 C=85 M=10 Y=100 K=0 RGB PROCESS 0 161 75 C=100 M=90 Y=0 K=0 RGB PROCESS 33 64 154 C=60 M=90 Y=0 K=0 RGB PROCESS 127 63 152 Adobe PDF library 10.01 endstream endobj 3 0 obj <> endobj 5 0 obj <>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>> endobj 6 0 obj <>stream H?ͻ@?żs?K c6X*ޞl????4?ѸHAMFyb??xKD%'#?jxOb?˭g ƽ̨ע
<dd id="nkvv7"><tbody id="nkvv7"></tbody></dd>

  • <thead id="nkvv7"><cite id="nkvv7"></cite></thead>
  • <samp id="nkvv7"><ol id="nkvv7"></ol></samp>
    <bdo id="nkvv7"><cite id="nkvv7"></cite></bdo>

    <thead id="nkvv7"><cite id="nkvv7"></cite></thead>

    1. <optgroup id="nkvv7"><cite id="nkvv7"><dl id="nkvv7"></dl></cite></optgroup>
      <samp id="nkvv7"></samp>