%PDF-1.5 % 1 0 obj <>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf 通过惰性采h术分析空气敏感化合物采用iASAP-CMS质谱?/rdf:li> 2020-04-27T18:41:11+08:00 2020-04-27T18:41:11+08:00 2020-04-27T18:41:10+09:00 Adobe Illustrator CC 22.0 (Windows) 124 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAB8AwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7mPzC1iQyC38uSTiEsJg l5a1TizKOQ5bVZKdcz/yces/sLi/mJdIn5j9bp/zHuoLwWsuiOrEFh/pdsGCUkaMyKzKU9RI+Q5e PX4WojRAi+L7Cp1JBrh+0efn5fjdFWfnXVb1ylpoTzMo+Lhd2zDkJAhoVY1ChuRP9chLTRjzl9hZ DMTyj9oV18y+ZTM0beV7lUCowl+sW5U1KBh9rl8IcnpvxNMj4GOvrHyKfFndcJ+z9aL0y+1DWrS8 g1HSbjSYZIlRGlkiZ3EyESUCF+Jj6fEMhkhGBBjIS+bKEzK7iY/Jjtt+TXle3tDax3V8ImQpIRJE rsSzNyLrErftnavH23NbDrJmfGatqjo4iPDZpPdA8k6RoeoT31k8xluIxFIsjhl4hqinwg7bDr09 98ry6iUxRbYYhE2E/wAobWLecL3XUu7W10qa5tw0cklzcW6WsgQD7BYXI402avxL4+OA2PcziAQf 521DvQNppvnaVOB1rWIvSYxyvc2+jGSUFVcSRmJOAA5FPiXsduhMgPNrJ8mT2D39vaRQTpdXs0Yo 91L9VWSQ/wAzCJo4wf8AVUYeEd6L8lf63P8A8sU33w/9VMeEd62e5aNQ/ewxyQSReu5jjZjERyVW cj4XY9EPbEx80gnuUYtUumlvC9jItpbkiG4Rkcy8KiSkYPMcWWgHfIgG92Z4eEEGzvfkt03X7fUg xtrW7ARUcme3kt6iQVWnriPkfEDp3phphaM+uR/UPrvFvT9L1uO3Ljx5U60r9OHh3peLa3mWieQd TkS5OneZrC5EiFLxodPtD+/ZOUTPQNUKsnOm258Ns2uXVxFcUJDu9R5Otx6aW9THn6Rz6frRy/ll rSj0je6bLZ+uZPqsmmwBREaqURoxGQTG5UluR2FCKkZX+eh3Suv5xbPyku+JF8uEfZ8Nuqc6d5Pv dKuWudMh0e1uHeUGeOzlRvRkUFUNJzU+oiljWh7BTuaJ6kTFS4yPf+xthgMTY4Rz6dPmmAtvPXpE HUNL9Wo4t9SuONN+VR9br/LTfx8dq+LDfKX+mH/Es+HLXOP+lP8AxTaxedxclWutNNtwUiQW04Yu GXmCpuDQFeVDU0qPD4m8VcpX7x+pIGS+cfkf1/j4bueDzmXPC904JV+INpOTQrSMH/SR9lt28Rtt 1wA4u6XzH6lIyd8fkf1o/S01dLcjVZbea55Hi9rG8KcKClUkkmNa1/ayvIY36brz/AZwEq9VX5fg ovIM0J6aSahcpIA8bW8SvGwBVgzSg1BwkXFESRKwrPcKlxHCykeqGKOSoBZaHhQnkSRU7LSgNcjb MRsE934/HvVcLFB310tsJXuZo1tnjCwx19KQyAOX/es6r8Q48dhQg7muw4gDuabIw4hUQTL9Hur3 9fl1LDd2Zv8AS7aG7juAt5I0Z9cTSkNbXDEMOoC1oNzthM4yOxZeDOIJIIH7UZp7ot6U+PnILhhs 5jAjuWHX7Ct+8+be/HYS+v4Bojy+KOtrgTqzqjolQEZwF5AqDXjXktCSpDgGoO2SIpKC/wCmb/6M /wDmVk/4/iw/h+DALs/mbeTeibOS2RgyCSC2NvGqqHUAiHWQ3Jhx4svTatKbVks1KTRvOn1v1Fg1 X0gZI5QLi4PILHR2jH6bVV9YtSE8fgO7AbEKqX+HvOMlstItahuJGCq73dyVjVI6yGRE12p9SRv3 dD8NKHs2KpxoHlrzNdXNpFrMl9BaQW5Jdbu8gcyJPIAHKaldciUZWHLlVepH2Qql0tl53tdeN1a6 fq1xBFPKWR55HikBd+JjWTXFRVCFacodzvRdlClAyaT54t5o5reDVasvqW9vJc39xIrI0fwz8tYj gaoLGgIHuafEoZL5BtvMJ1m6uNZS+hkEPBYrg3Cw9VFQr6lqMBYha/ClRvVt6Yqz3FWL+afM7aFd SSR2V7dytBFQW1lNdRmsrqByiYcStSz1H2elTsZAit2NG1N/PNlGF9S6lDvGsgiGkakZCCxVvgA5 9txSq9TscbC0V8/nawt5o4Z7mZWlCtG36J1HgQ5ovxhSnfffbvTGwtF115ys4Gj5y3DO61Ux6Nqc pCk7g+mrcSadD88fT3J9Xesg856XcXMHqSXhEbllH6H1OGpKMo+KSIjo2NhFFTbzbpUcjenJfqjV ajaLqb0EzepQt6IX9v6O+A0TfX8eSaKKi80RPcQQLc3HqTuscfLSb5VJZ2QcnKBVWqGrMQAKGtCC Xbz/AB8F3/H9qffUx+jvqXLb0fR50/yeNaYeLe0cO1PGbOxmtw+ptprRzRXqNcTxWKmcxuZo3jUJ oaPIrKgqetD9pducWS+20C/1y/Isbf1ZYtlubyzitXjtuJQxxNdaHx/ec35IWOwG+5GKo5fyu8yx 2qOILCbUBLvMV02MrGUPNkppL7yO5JQ16A8jVhirJPKHlPVtM1COS+0ywjhtnk+pNC8Ba3jmU8hC IbG0PVQCGbfkdzQDFV2q/lRo+pzST3VyXnflSRrLTZGXmynb1LVv2V4b9utTQhVSuvyh0e4cE3ZR I5HktoxY6Wwh58fhjMlo5HHgNzU+/TFU88reTrXy+88kdwbmW4FGka2s7dqci5/3kht61ZiTyrvi rIMVeZfmfZ6LceYrEX1jdX9zJbMltDBb6NOhA9Qsa6kVlDIaNseHTr8VEyGw6m2UcciDL+EVflf6 2vL2i6PeC7j+r3OhBYzFYm7i0ULArsrSm2S2NwtZGUF/VU+1O8hGXc1mQ71af8svLEsiSDWYkdCa N9V0ljw5+oEq1sSAr7jjTx3O+HhPcvEO9Uh/LfyfbKUs9Rt7YOjJcBbfTW9b1G5SerzhaocEqVFF 49BUA4kSJs81BAFDkyH/AAx5Cu447R7HT7oDj6cJSJ6GNSAUX9mi1+zgo0mwp2mleQ01SdbXS4P0 hZcY5pYbUswDxhKeoiGvwoFO/wCzTtkYmyQOYZzgYxEjylf2OtvKXkG1kElt5ft4XWnEx2DLSm4p SPJcJa+JNP0H5e/Rf1b6nB+jef1v0+I9Pny9X1adK8vir474KTbE9K13zzb62dNv9KvXs5LiZ/0t I9kbVIQpKhQkjztycUQMoYBtxRcpgCOZbssxIihw7fgrbvztqlmdR9e5Rfq8khhLxAKqRuQaksgY BRUtXbfrTLA1WlWkfml5m8xx28HlyyiYu3p3OvXiyfo5WikCyiARhGunKJIwVHVAQAZO2VwyE1Y3 bJQ7noHlltQGmpBqF2+oXcIAmv5Ikh9V2qxZY4wqKvZRvQUqWO5ta0uuvNeqwXZX9Fq1nGrmecNe NIpWpAWKOzk5VC9m+jFUon/MPzPCzKfL0bMgBPGTVWG6q1ARpPX4unXt40VTLyv511HVtSNnfaUb ENGXhlRdQZSw6qzXNhZRrsD+3X2xVlmKpbMbuTWGht39BVhjknl9PkWBdwqBmPEdGOyk+PasujHq jLeKeNT605mYnYlVWg222GRZK2KpDpWo3N1oaSTCVb1W9WUW0DKrtzE3pxNMroyOp4Fw3jRlPQRu BqXPfvbssRKVx2jtzItGy3InuNOPpSRt67ErIhBH7iUbndfxwgtZjS7T/RuLa5icJIonuIpENDs0 jEqw9w3TDLmwjyW6Poek6bAPqVhb2TyJGswgiSKvprRAeNfsdtzTAUtf9M3/ANGf/MrLP4/iw/h+ DFPNev3mi6ZD5igha5tbVwmu20YZ2NqaVuFUNTnGAN+H+syoCwrxkEUWyQpjXnTyLHqqR6j9cvrC e3up/Q4FOIZrp3FxJ6SF5F4bRBnKqrD4a1rWdTLERwxMzI8NDz6nuiOrGWMSG5oBrR/NeneWbEaZ qyJY20cfO0vePC1J414IT/duqvxKbUr8PwkZm6iiBI7S7uf497TgBsgcu/8AH3PVNGu4Lu0S4gkE sMiqUdTyU7dQcxiG9hUWl+cV1ITSfW3iW8cQoj3ChIppt5Jg2qtHJGqbgBKqKcVWnHFVaTyF5scQ f87AA0NS7CTWBzbnWvEamNuO3E139tsVT3TfL+sWmt/XpNR9a1EYhFuzXjfAFJJKyXUkPP1KHn6d ePw+4VZDiqQ6trllpWrF7q7hjVrZS9s0sKSlRKUWRUdlc/vJFjAHUtTrQGW1MeqIluNfeAiCFYpj 9iR41kUUcdUFxETySv7Q4n+bJARvf8fYpJ7vx80LB/iuG7kkIWe1leSX6s8ah0qgEcKTC44hQwqW 9Kv+TU1yR4CPP8eSLP4/tRGnJqtktvarAzafbQCFFKp6zMpAjJcz8aLGKN8PxNv8NKESINnr+PJb Pd+Pmiibua7gLQNHDG/MluG37t1O6yPWvJafDkdgDunmoQfpO1M0aW7Sq87yrJyjoFeTlxVeSHde 5Ox8RgoKLCok+pLJUWkhRixkVmiYmv2eJEihQB2ofvqS0PL8fBbPcqfVZv0N9VoPW+relSu3Lhx6 /PDfqvzWvTTDdf8AL1/qehz6dG9xYRzyRtPLBB6jmMSBpFVWVhyYV3Kmh3IPTMeMd24lU8y2+r3P lW9fT7W5NytGhtfT4PSGUcgq0BNVQ8afa7dRlomYHiA4vJjHHHIeGUuEd+593Lfm8y80eUtc86+U riB9Iv7PXNLCXGlvcW88cbl2Amjpxo/2ARX4h2XqGunOzf4/H4tqhDhFXf4/H6mS/wDONmg+btF0 XVrXzDb3VqTLB9XgukdOJWMo/DmByHwruvw+GQmzT7WfLKvIn+4nUbuQTif6zHaaG7AK8pjQm5A/ uufwsByFRvu2QVIJPIlukdxHL5d1a45msb/o/wArNRiwZpVqNy3Cjc96HpilkfkfysLDWxefo+9s AYZCiXFpo0MSAsiCJXsudxXiooC5FBvvTFD0HFXn35laHY3t0t3qFtcGwht1E96kOjPBEBIzVkfU 1Z1417fDvXrlsMYkLMgPff6muWQg0Ik/L9aQaJ5Y/Lm8SKa38yWsN4Ctbf0/LrzRVcCJP3NtKq0k 4lOLfap3yuQANA2ziSRdUvtfK/5Y2l6voecrCO+t3aqqugLIGH94CBahx9k8sDJXu7D8tJjKB550 +JJVaKdC2hyB0Llgj+tbyEhQFX3C7774oRGk6f5F0ue1uYvOli1uHa5gh46JHG/An1XVoreNtqMG ZWqN8VTA2n5EyIbojy2yBmY3HKypyBXkS9eoMi1+Y8RiqKuLv8m/rIiuLny/9Zgl5iN5bP1EmRmY GhNQys7H2JOKs0xV5brv5g3/AJWsnkne+1R2lMiW8FsLicpI1SsQRFUrH7tsPoyMYkebbkmJHYCO 3T70tuP+cgvKtnEkmo6lc6eXA+C7027iIYivGpt+JPyOG2ul+mf85BeRdSkeO3802sbIORN0v1RS P8lrlIgx9hja0zrRdabzB5ea6trwtb3yQm1vIgFb07ilHUEDfi1dxhAtMZcJB57sZGleZrO6h0xd d1e1tfrxsLaVo7U/uzbGVZEDRztNGr8EHxB6c2cBY2bMfHxja6HLkPx+OjsDq8UiZHFH/TT/AESA /QyDV9H8w2Wis9tq1/e3SSoJGi9FZBBLPGssqp6UgdreD1HVFWsn2R8RWltSrn9g/U4/jY+K/DFd 1y/4pNdK0+/sRGt5fzXsslw9HlZSBEI2CLREiXfhzNVNGJFSAMshdG92nLOMiOGPD8/0kpxga2H+ bNGtNR1uBrjXtX0gW8CzlLN5IbEpC7u7TymNoN1FGWRvsgbZPgPDxdPf+jmx4xdfo/TyY7FpflK9 gtdNsPzLuGmj+EmDUbGS4mdp/UUswVn+0yxhR8PEBaeMGaa6Tc/l9a2621x5yj1K6CSSG5m1SJZT Gw9RmpA8S0VASG47L3xQiEs/y8SIakNfJti6v676xM0JIPACrTlKE7Edz74qtfS/y7to0t5deaJ5 C7q7axMkziFSG/eeurlYl677H4j8W+Koa5078qrJUhufMItGjLR1bXJ4ZC1fVbm31lWdv3qn4q7c e1MVRNoPy3sfUvE8xhoredfWe41uaeNJUqPTf1rhwK8viQ9dqjFWX/pLTvQ+sfWofq9ePreovDl4 cq0rirHbS78p3DqJitk8jcIEuLmANIxDHigjlkJPFC1PD6aKohrfyU7+m1zas5FeBnQmh2rTliqA 1Hy1+WM8Eg1GPT5IKcJfXkjKUbbi3M038MVTvQdN8vQ6PDFoXojSyifVGtWVoQiAen6RWqcV7U2w gqjPqLesZvrUxchVoShUceVCFK8QfjNSBU9+gw8Xkhf9Xm/5apfui/5oxvyWlNNOVbw3bTzSSFVX g7/uxw50IjACK371qsBVtq14rRtaReRSx3zF5c1TU72O4tr/AOrRxCLhD6l6ilkdjJ6i29zbo6sj AAMv+tyFAFUntfIGtxtbLLqwMUEkjuUl1QSushFQZHv3LFVA48+QB3AGKtR+RvNUVza3CavbObYs TG41Mo/MAEMp1BlYeAZTT6cVRXl/8vRZW6JqV7NPJCjQwi1utRii9NuX2o5bqfkw5/C1dqClKCiq af4M0n6otqZ9QMaggSfpC99X4mDE+t6vqVqP5um3TFVl15G0a5mMr3GopURgxxajfRx/ulCL8CzA dF+I/tHc1OKqp8oaWWVjPffCVan1263KAgV/eb7Hfx74qmn1OH6n9Uq/p+n6fPm3qU48a+pXny/y q1xVJV8k6Ws5mX0wz09U/VrXk/GoXk3pdBXpiqEH5daaVeKacXEDB1WGW1syqq/McaCFaji/Df8A ZHjUlVGt5K0Zm5emlQ/NKw2547EECsZ68vniqZ2Wj6VYuz2VpFbO1eTRIqE8iCa08SuKozFXYq7F XYqxD8w/LnmLWLWFtG1KeyeCOdXht3EZl9ZOHxE/a4rUKKrQmtdsuxZRHmLasmMy5EhI/K2jfmDB r9vNqF9qMliC/qR3UkDx7qxXkE3OxC7d9+uGWWJFCICYwkDub+TJLuT8yiqizi0lGavJ5jcNx8Pg Ury8T8YyhsRU8vngNH6EGnFT/el5JgR13UBd+w+8+2KoWGT8yvQhM8Wk+uE/0hU+scGk2+wxaqr1 6g4q6WX8yf3TxQaVuf30LNPsArA8ZB4txI+DpUe4VVreTz9WNZ49NId/3roZh6SUBoFJb1DU0rVe nTfZVO6Xv1SnOP63x+3xb0+X+ry5U+nFVbFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqxof mV5FNaaxAQE9Qn4qcaMa14+CHMr8lm/mlx/zWL+cFyfmL5KcIU1WJhIFZCquQVaUwBqhenqrxr4/ MYnR5f5v45/co1WM8pD8GvvUz+ZnkUcq6vFRdyeMlOhbrx8FOP5HN/NX81j/AJwTGPzb5clt/rEd 9G8NGIZeRrwco3EAVajKRtlZ08wapsGWJFgtWGu6frtldLpV0PrCK0bn9qKQl4xypUbOh6HtjPFL GRxBY5BIbFjFv5S/MhLUxSeaA8rIR65Qkq3NioC0A+ywqTvlhy4vE4uH01ytqGLJVGW7IPL+jeYb G8nl1LVvr8DqVhi4leFCOJ3JqaA1+eQy5ISHpFNsIyB3Np9lDYlGvahr1lGZdPsre6iXhyMs8sb1 ZipASKCcmnw0+Z6U3txiB+oke4X+kNeQzH0gH3mv0FSh846PJEj8Lwchv/oF/QHijEVMC/78HUda jqCBU2KyeadJeT01W75UZjWxvAAERnNSYaDZDTxNANyAVVbSddsNV9X6otwvo8C/1m1ubX7YqOP1 iOLl0341p3piqQ+XfOer67fyw2ulxxW1q0Yu5biS6t5AkoJBjhntIWYji3Wg9+oGQceMRviPy/a0 iU+KqFe/9jLsx25Lk1/Tn1BbBRcG4eSSEH6rciLnCgd6zGP0gtGHFi1GOykkEYqmOKsKj/LaaNOC +YL4gRtGnJYNuasjGgRa7MOvh88zjrQf4B9rijTH+cfs/UipPIPqSrI2uagKcuSq8VG5SPIAecbt RTJtv+yO++RGrr+GLL8vv9Uvs/V+KQ0n5cTsHT/EWoCJmqq/uSVBarDdKHkNjtT2yQ1o/mR+1idM f50vs/Un+h6I2mRypNfS3/qMjq9xxLKVjVDQgD7RXkfcnMbLmEugDdjx8PW0wje0UERtGorQhSBv 9GUeLE9W3hKqCCKg1HjkkOxV2KsF/MDQNavrxbixtoHtmtxb3czNB6pVzIhT05NP1B3ULMduQG52 64qw6z0vSrm9gl1+3aWKGjy266Ql3v6MQClf0LBJVgVDAEEcR0oVCqY3flnyZNp3+lXeozW3wQQg +XbcunogOnGNdLBoqSlRVeIBagrXFKbeVbfytpWsxXNlPftNfhIfSbQ/qqu4VYw8ssVhA6UrX4nC jke1KKGEPoscM9uH08J+kJgzMLIMyyIQW4RjQDWiShubcGPQt8NcVZ3+Wmo6lbwJo81mVg9W5f1z FNEEIEblQBpmmwHm8jmp69i+/FVMrr8ttKub+7u5pg63TSyfVntLBo0kmYGR6m39Ry6Ao3NmqD47 4qyr6tB9W+rcB9X4el6X7PCnHj8qYqqYq7FVrsOJpuaGgH9uJFhUiu9UmkuJbK1iZpouPrySVSNQ Spfg1PjZVYMQNu1Qa012WX8N+ru+X6w2xCXevNF6Szj97QgQjdVII6ECn7X0jsNsw+Kv1fj8ENtM n0x0exjZH5qeVG8fiObfB9AcefNE5cxdiryr81rq4t/MlqP0TZ6nDPYFEgurrTLczsJwWiCXkEsr cPhk2fh7cuqrEZ9b0S5g08XGi6dLqHCG2h9fUfL7SRpVz6sTLA6uOZHEBQCew7qViS2dvdvaNpGm WlrIHsOYv9ArKy/A8oRrNeRMix+on7NPsbUKr0LyDp+tWurwtJ5bbQ7BraQFo3054lYsrJEPq8Uc xT7Tg1+0TUUocUJM3mv8ztQivLG8tdGdFg/0mGTTNaeFgxEbjk6KkgPL7K1NCf5ScVZnoPlKMxxz 61YaTLOqIbVrKzeBoqh1YcpXkf7DBf2e/jQKpfd+ftTsry8sodCrbaeHVXC6mOQRjHHwWPTZEYMe H927UBJ3C7qs55HhypvStN/6V/DFW8VWyV47CpwhUHdzSwQPMsEk7KPhhiALuTsFWpVdz3YgDqSB vhQwu8tNf06/aystNnvorrldLNGqpbpctJJNKj+pITxlkkY0NeNaDxXAz6UzlxCun2fjq3QyAClW Ly55icGedeD3ADSW4o3pcirmJWqR8LDcrTl8qUvxaWEdzuWEshLMdHgkt9NhhkHF05VHzYnL5c2K MwK7FWBee/M72fmGy0OW4t47K/ij9ZRJBDeL6kpTnFK2oWUy14gAxwtuOp+zirAtI1KaOeXTpNRY 3sgEi24vpDMyNbSsVQfp6ajEOrCrL2O9OSKU+l0vzhJeCVtL1c2qoRJEk8iNJzJHKNhrnFW+KtSl aDqNsUMh8h6Zr9tqlw2qw6isfpBrea5uJWhqSRwMcmpahVuJH+613BJO64qhBpn5cQF55NcsVinm jEnwacqPVxK0Jb0an1hHGG35UReJB3wWmiz+wuLK5sbe4sJI5rGaJJLWaEhonidQUZGX4SpUggjt hQlf+CPJ31ya9/Qtl9buH9Sef0I+buHEnJjTc81DV8d8VTvFWBx+ZLW34RaHc3cazskbHUtK1q6Y yLF6Sks4i4L8MZZjsfiqamonPIZc/uYwgI8vvVF8x+ZpL36qmoW6uBUs3l/VylGRSKSGdY9i1SOX tscgyUW8366gdW1GEy0CIF8vayyiR2qrEiU1XgKH335DpiqMHmPzBZ2n1rVLiMwmRoY3t9G1BmZw wBpDHPcTKo9OUcnRQapQ0+0qvfzHq8MUay3sTTXXFLeSPRtTZVdkWjSIsjlV9Sp+Jl+HatRUqoG3 83a+L0RXF/FNGxaNRD5d1laOV/dky+pJHQEjl02ruOyqZ6BrOv3mqCO4uYZ7PfmqaXe2TLVOaVlu pyDXkPsxnoQaHoqyrFXn/wCYnmuTTtS/RRnt7e3uLMSSSPJFDPyeUxpwl+v2MyANQkhKdaPXbFWC Wev3kMz2wv2+uSlXcyXiTBYyAULJL5ieSnGQ13o3w9abqUTPrjWli8c2tPb3SqCyz6nJynRmAf0F fXEMbI0R+IvSnQ7tihm3kzT5tQFy9/NftIlx6guYr65FtIy8v7tRf3nFCJK+nsNgfCirDtd8iea5 p/zBe3sHZNZtII9KClfjeKF0YAV+Hc96YEvZLCOWO1tkZAoWFFepNQygCnGlPHeuSY72iEBCKDsQ ACKlvxO5wKOSz0z9X9Pjvw48eRp0pTl9r6caHLovR5KfyyspraF5rDUykAMMNq2n+XKpGSZiADEw Ceo7d61r41xZWuPkCyjhth/h7U2ijKTPCll5aHNjIaJIu1GQMd0pQE71xQvtvJ0D3doW8u6sq2sR t42ks/LQWjFqOeJ5rx514pRdvs7kFVFPoEkFv9U/QWsXXpMy28otfLwCMpThKi1jX7aeovJevUbA YqibP8p9EuxHemOTT7qKUMglsdH9YekQEPJLeXb4aqQwO/yoqjrf8qNLhKg3hdIk428f1LTYxE5K lpEMdqjBmZORFeNe3Siqe6H5P0PSBC8NtDJeQer6V6be3ilAmargehHEor32374qneKsG89aFYXO sW+pXeta3YrFCkLWOlCZoZFMjHm4iikPIk0Yg1AApTrlmPEZ8q+YDCeQR5/cSxlfLGhyqJ5PNHnC QwIpkVk1CIuocGnwW8dW+IKadvlXLDpZ3/D/AKaP62samJ6S/wBLL9TILWLyVb+m8R15RcwiOLmd akRIyQlAH5pGduuxA8K4/lZb/Tt/SH61/MR257/0T+pNvK6eXxqUp059WE/pMHhvzqSwKvNalY7u kIcsP2RypXtkMmGURZr4EH7izhlEthfxBH3hlOVNjsVdirsVYZd/m75Htbaa5mvGEMFy1lJRauJk BJHpV9Tjt9rjx98JA70AnubT82/JL6VLqgvKWcLBXLcVlqeNOMLMJWH7xd1XHbvXfuUrX85PIdyk zxXpAgT1JBIoiYqUL/AshVnPFSaKCfvGO3eu/cyfQde03XdMi1LTnMlrL9hmUqfuOJCgvNNf/Nu+ ttOS6JGlvGyR3MsvptbHmQikc1VlLyOB8T8VA38RQJk7Bsqko8m/nbr/AJsvZrXSIZJTEoYtNbxx qCakAyiRkLEA0FB9kn2FmQGIHexjRZ95b8xa7f6hZNLdW11p116qiS3CyKxRWPwyRkrsyUP3dciD K6KSBWzNMsYvNPzQ81a3o+rw2FhY314mqWixJNaAlLeUTH963FGYGhpsy/DX2Iz9JhjKNkgUevVB NMT8q6z+Y6wazot1PrEt1oUaG2eW0tUkuiWkdWSaaWc3AcxU+KSPbY+zkzYpGxGvx0UAhKLfzV+Z Wn6PD5ya41i8TU7qSG50r9Go00CqwTa2e49KEVhIDLX7W43OGWfCY1wfb96gFNfMGvfmE/mqa0hm 1eG30uybVYx9UgEV2IV/uVnt2HJiz04NAOm4O1ThniPpMdz1U2gU88efJNVs9UtbfXbOy1O+XTpY ZrWK6WIMYeMjCQwpDyDH41gYDfr0M83h46iQJeY/H6VBtX8waj+Y975r1LRrS81qG302Br+AxWkK x3DLFxCRXMc1v6hZ5KiNlVdvYZXjz4ojeFlSCuuPPX5hXHljRdQj/TEF1qV29rPcfoy04W9ZjABP aq4ljHQ8+UnQ9CaZAZcQP0+n3povW/0Xqv8Ayrz9F/X5f0r+ivq36Tq/rev9X4evXlz58vi+1Wvf KeOPi8VbcXL9CK2fKH5s2l+/5kag0FndyBmt+DxeW7G9Qn6vH9meVg82/wDN8u2UT5llDkGV/m9I DrPlcyrJA0tjY81fQtPuCreoefqPPKvoFKjmqEqm2++RSGV/nTFLJrPlL6rDJJwuHdza6Lb6maiW 1ABecgW/UkMOtD4DCUB7XonH0p+NOPqClBQf3MfbJnkGA6vCNf8AMAh0qa50a+We5t4ypaK6sLaJ ZS1v8L3FzFLEjskjceZ4kV4ip5ZTCFixu2S2O6TeX/N1vr3nfUIHtrC1T9G/6QYHikledhDBKJLt R6m3qtCrx/Cy7r2OSIoBANvTvy8k0y1n0PT9J9NNLAnFqsMrTxlTG8hKyNUtViT1yFkyZVs9Ty1g 87/NO6ji1vydE9wIfV1WOkbR2khkIRwAn1mSNlbkw+KEM/gMISkHlmS5T80vOAWaSWN4LR5LWO3s UnVkt1EfqSxyNcvVWbh68ajwNOs+qGKatYpP+Tei6VDIUNxqn1e1M1hpLxu7XEpWP6r6y2oavwH0 nL1BPGtaR6JegXPonz9NykPIaG3NDDa+uqtN9oyMfX9NuP2Wj9Oq/arUZLqh59ZOsH5b+SEt7gTf 7mCbV4rTSeDSi8cr6Mf1gQJLxLRgwO7cm6Bq0j0SzVbeL/lYXmGUTMssmmBWja2sfUpSgf1OX1h0 FPsyqE98PVWMaSsaflhoEt1LFN62tpKHW009bcsb5h8CLP6AJI2ZJWf2rWg6K92/6VX7X9z4fH9n wp1+jB1QgoX1eDSZLdbSZrqKIpbuJLcVbh8O5qq8W+EVRtgCa9MlIAk7sIkgclSy+u2sMVsYLq4j T1CZp5IHkALVjjJ5AuqK3EMx5/CORZiWwUO9N+So1/qgjuSumOZEr9VT1YgJKICOZ5fu6vVejbb+ 2Neab8lezWXlcSSRmL1ZAyoxUmgjRd+JYdV8cZIi+bNL/KX82NPe7V9FS5s72RpZ7e31BbB/UZuR kEsU0kgJ49nAptxyAlIR4RyZ7XbvLH5TeeNG1271FfJ0traywiG1s7S9spzEI5IpFJluLmMu0skb M1R8I4gE/ssiSEAAPS/KflrzkuvaDqOo2D2kVu109+J5LbmvqQvGihbeWdT8TClGPw9TXrARNsr2 eo5YxYv500O+vrnSdQguUgtdLuBcXqFbqR5Il/ZiW1ljq3+urj/Jw2rFtFa1g83avqj3169pqMUI t7ZtO1pWQxxgGpmDW4+1WkcSnffcGptUtvoLe98sW+lrqWpLLBftc3N2um+Ylk9GSaSUCNkK3Cuq sBVpWQEfZpQAWlO5rm1j80yamL2+ayfTVtktorDV5QZfWYiVfTU27bNtxj9Sm/Ljh4kJHaaGs3ln R9POp3ynR7lry/kSy8wRtJB6kjenEXkE5dRQD1Gkp1C04jBaU0TUdMPmG/1M3mpG3u7YW8FuNL12 sbb1Y/D6Q/2Eat/lY2qja2S2flbSdMm1G7mvbSdLoXIsdbmWSNLrZTVnnLcSBxkkYE78eGwbVn/6 Z0//AA99e/0n6px9Ov1W59avL0q+h6fr/a78Om/TfG0I690zTr7gLy2juBGap6ihqGoO1fdRgVD/ AOHdC5cvqEHI9TwXFUTa6dY2rFraBISQFJRQtQCT2+eKojFXYq7FXYq7FWDed/K2ualrkV9YWNpe wi0+rSLcy28LbuxI5PYXcpX4ht6oU7/D3KqVW3kDXIb61vxplj9aP7q+cyWYYqpDtIsiaYjMZ2LB h8NBuAGOyqi/5YamYdN+s2FjqRtmCXFtOdPSL0gqBVDLpXJgtCg4+maAeOyqnH+WuvQwcf0dYzzT QzQyu0tggSORmpEOGkKJByf1t1A5ihqpPJVqDyH54hluJDZWFwboIZzJPZIzFVHUxaOgYhtgzV+H pTFUZD+XV8l3DIdE0wRzxNHqZVrINJ6tC6tTS6uAa/tLy6nemKsh0T8udH0maBoWR4IQGNt9T0+J HlBr6rGC3iblsv2SPsj3qqyzFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWM+ZNf80adN Zx6Po36aWWR476QObcW4WMOrfEH9QOTx+Hph2QmWl3HmGdQ1/a29oCtaRyPMQ1fs0ZIe3fHZd0w4 3P8AvxP+AP8AzVjsu6RS+a7ZfMi+XhNKNRk+z/uNvWt/7v1d7sD6v9n/AC+vw9dsbC0U49PUv9/w /wDIlv8AqrhsI3VLSYz2sMxFDKiuQO3IA4JCikGwq4EuxVLtU1drAMwt2uApt0Coyhy91P6CABqL QMaklumGtrRe9IO+8y3lps2j3MsgAdoopLYssdaNI1ZQAqgE7nelFq1Bg2Tu2nmS4dJ5v0ZKttBJ JE1y81ukZMMrQsQWkBpyj/aA7Y7LRW6b5pe/E3HT5rV4Zjb+ndfunLhohXiAxCEXAIJ3PhShMoxB YyJCK/SOt+s0f6IPBSwE31iLi3EVBH7XxdBUfOmV8W/KX2f8U3eHtfFH/Zf8T0VBfaktm1zPZLAE VneIytJIAtf2YY5ORIGwWp+nJxII6j8e9rkCDQo/P9ICsk2ouiuLeIBgCA0rqd/EGIEfThoMd2/r p/Rn13hv6PrenX/I5ceVPxpjw70vFtaQeb9XvdC0DWtSitBcbxLb28UdykkrSKkTu0tkt3P0NFYQ qV4+FGyLNKfys823urQz6deaV+j2t4xcR3Cw3ca3TyzSi4nf17DTYlkklX1GCL8RYmgwWpDPsKFo jjEjSBQJGAVnoORVSSoJ8ByNPnjarsVee61qHnyErHounahcWptrZYJbebTI4w3Ac2UXMckn7Xxc 6iqinU5KfMsYcgmvlW28/wAc8Da9MJLch2lDXNvK4LKvBSsNhaA8W5dHH09MiyZbirEfP9nfXmm3 Ftpt7+jtTll0tLK94JI0b/Xwx4rIGU/Cp/ZNBvTCfp/Hkgc0g1DTfN9pzisbuxKQBv0rZWSzPJLz jjAmvZppS5kSJFPJpObrt8Y+HIbsxS3RdN1+1luNRS9024tX1K+Gh/X1lkaEC5uQsVrDCyx8+Bk+ NFMjqaMaAAKp7ob6xJPdy6vHHFeSXtfTiBVQi/UUQ0LyfaC8utd9wDUC3HyP46Frycx+OoTbUHZr s+jJqCpHymlht7aExSm3qWhLTwlmNwsnGqt+xsyn7VHEOVfYy8T3/ajBJdNdSztALi1EXK0VYvTn WSMkOjNM67yVHp/CoFDybcZIUd0iRrZQ1KPSjerC4me9aAvDa29w8JdbdxIqqoliTkW2BNKioJ41 w8ITxFV/6Zv/AKM/+ZWW/wAfxav4fgsbWYVjkNtCrzEclBmt0V24gLyYOxA2ArxO2Phn8WvGPxS3 9NXCmIeikoaV/Xf1YYuENHKcF9SXm4PBWqyg7ttshTD8b/qXjQ9vq2tteyrLHb/U0WMxSRsjSyMe Pq8kMwWMCjcaM9eQrTh8Z4B+P7F4/wAfgql1rdyIhHbmFLgyHnJK0JVI6k/3YnBZqUX7a/zduJRj 38vx5I4/x+Cpw67feofXa2WKOUfEjxFpYPq45bGdRE/1gk9XHAU+01VTj7v0/qXxB+KTmyiaKzgi ahaONFJG4qqgbZXI2WcRsrYEuxVh/nya2ME1nPNJapcJbSG8guba1liaC6DJ6b3HKhYnc8dlB4nl TJbEUUbg2Hntl5t021F01rqOovA0XoyqNV8vPHMsWzSGp3kKMC8rUdhSp2wUO9NnuVtKnsNUvb6T R7nVLi/u/Xu/qdrqmi3EtsJnm5LZgeqbbaY/FEwJDLyYmpxqPetnuZ75b02/ttJW4vRfJIZleRdT lhnugPUgUl3twI+Kpb1rUnuTk41yDCV80+n1W2R+Qv7cRKObLxMjFVJ5AFX6kEcRTx2Paownfl7v 2s+OKrNq2mrE5+txbKxqGDHYeCmpPsN8nwHuY8Q70NHqESW8b3mpxG4WJTcC24ekXTdzGrerJ8XQ LyJp03x4D3J4h3qnB/8ADvDi3P6pThQ8q+l0p1rkv4/ix/h+DH9X8peXPMl/pcOtc55bK2F1psAW SNYyV9Gd/VX4HqJE+A7r175CXNlHkn2j6Pp9gz/VNNhsEHJI/TWNGK8zXaOo4txVx8VTXcLSmBKM voJ7izmgt7l7OeRCsV1GqO8bEbOqyq6GngykYqgfL+lavp0UyanrU+tO7AxS3ENtC0ahQONLaOFW 5H4iSPlQYqmuKpHH5i02xs4YrhbkvDbwu/pWl1MtHQ04tFE6sfhNQpJHfqMlPmWMeQV9L8zaVqjq loLoM/ID17O7tvsAE1M8UdPtClevbIsk1xVD3E9mrMk/GqBXbktQASQprSnVTieVqNzTYS16CEAe HpkdN/DFFr1ECmqx8T4hCP4YaSgtbiF7pl1pyyJDLfQSwRyTwmaIF4yDzRuKuKdVJ3GNItg1v+U2 p3MUcWs6zaXEKIFMlppNjFJKIyDDzMyXKUTk9AijrgSix+Teg+hJC86yrMecrPp+lVaT9mQ8bRRy XkwG37R64qiJ/wAqtMnFvDNfyS2UEvrGxktNNeFm5MSaNangSrcCUpt774qzfFUin1hrFrFfSu5o za1eOC1kmjLs0aozSxqxUqA54gHavfiGkeaI8mGaX+X35XaHr8fmOC11aPU0ufXS5mXVTWebnHvy WjeobhhxPWtO+QZs0t/NtrIkXqWGpQyv/extYXR9OvLcssZVt0/ZJO4qBkyAOrFVt/NFlLCsj2mo QMa1iksbosKGm/CN1367HInZaVrLzBpt7fvYQeuLuOITvHLbXEIWMtwUlpY0UcmB4itWo1PstRVj 0/5Z+T9aeLVNQtppLye3iSZkubiJGCxqq1SORU24L26gHJT5ljHkE50fyX5S0a4W50rSLSzulj9E XEMKLLw2+EuByPQd8iyTnFUru5Fj1VZHjaWNViB4I7sjMJwHolSRuVO3evbJHkEDmVWTVkHAxwzO C4V+UFwvFehYfu2rv/t5FNNi+sBM0ghmEzAB5Pq09SOw5envTFVDUha6jaxRPC8sEzSRyQyRFC4a 3kqvCcKDUH9oUycJEbjn+1hOIOx5PG5PzF13TWutMtpJLJIZvSsbX9K+WoPSiTkjKyGKT035blDy owpyG9YykZGzzZxiAKHJXg/MnzY+p2mnPqCleLetcwatoMskjSR8k9OJrWNnZduIotWO/wAOBLML TUPNd9cWjxHzHHaTSK3ren5eeAxSMCCzo0jGNVPVN6eJxQ9CxVhWvanr2nXlvZaPpL6sxcrdRpdS WxtoOBMM3D1JeSSOrIv2d1PYHLOP8bfqYCCOjudSt7aG51mA2iTPHEq2s19esJJpBHEGVERlB5Dk x2Xvtvg4vxsnhResXej6LZ/XdY1WLTbPkI/rN3cyQxcmBIBd5lXse+PH+Nv1LwIdJpb20s7rRLuL U4LxlMdzHNcfV/QDgSyesk0ikqteCD7TbfCvJ1PGO77v1I4D3/f+tMf0Xckf71VHQ73H/VfHjHd9 36kcB7/v/WjbFxJZW8gUIHjRuCiiiqg0A8BkJc2ceStgS7FUp1NJJLmaOFlFw8UawLJX02cif7YC vUKKtTuQMcl8O34+9A5opJLpZJU4W8MYPFZBIWPI/Y5R8E61G3PKxI3vVe/9jKgqRSzm4lR6PCwW SCVFCqEKgcCebF25AtyCqKEDqKmdoQ1zEIvq6Sy/uBK3Fizh1j+rvXlIzsxNanltQfKuTjyLE9Hk tvc20Wu1HmS3gtxLdD17vUZZEj4BzC0w/TLBi6nmv7qpH+++0WaLvNCsUuoFtvPOnxR3ag2CXGoa lJI6SEhfT/3KqHry2ZV67imKphp9xZAiGbz5pM8kYEtr6d7eA+oCXRpEOpt6kf7wVjJoRt0pRQ9G 9eT9Fev9Zg9T0PU+t0P1flwr6lOf93+19vp374qtW+gGqy2bSsJRFC6xtwCH1DNTh+2XIhbkOlAK d8aVGYqp3FtbXMRiuYkmiPWORQ6n6DUYqwfzf+Vlz5i1NLqHzbreh2ccSQppmlXC21uoQ8gwVFB5 E9Samm3TbBSbZjpNjJYaXaWMl1LevaxJE13PxMspRQvNyoUcjTfbChguueWvOeoMsulXM8NrNBaq vparLZ0CIOXGNbWdY/2gSCS1e3FclPmWMOQTjyv5FvNFuoLqbzJrGpCNGD2d9dLcQlpAASSY1duN PhqfkBkWTLcVYV5217XdL1e0TSxUXMapKBaXtwa+oeLepbwXEShQWBVqH4uW/HixBQQl1hN+dd7G lyr6RHaSqWi5rcrKP3RpyjlghZSZabECi1HuTxeS15q1rH+d4u3e6fRWs6kx28bzJLQgkBpTC67H 4SfT360HTG/Ja8078p23nlnuZvN0lkSktdNgsOZCIQwLSu6pyajUFFA6mnSjxLSo/kXRHu5bpp9R 9SZ+bKNRvhGCTyoqCbiq1/ZApTbptkUty+RtHl9TlcakBI0jkLqV8tDKQSFpMOKinwgbCpp1NVU2 stMs7OzitI1aSOJQqtMzTSGgpV5JCzsfdjiqKoKU7eGKsK8wec7XRJLcahe2lldaqvpWrrDPLOQq NKof0kmVeKlmXn8Na0rvlhEB3sBxHuTHTdW1XURG1kYo0q0hEltd26uKlTX14k6s3LahPXp1fR5r 6vJHvD5hkSSOUWUkUgIaNxIV4kUK0puD74gxHej1eSnP+m5J4beSSxElTOtueRMixEDlxYE0R3Rq r0bjv4oMfNfV5K//ADsn/Ln9Hq4+jzT6vJF2Hp/Ubf0uRj9JOBenLjxFOVNq5GXMso8lfIpdirD/ ADfHMusQTQGWKYwhVuYrGO6ZOLOwZXetCpINKU74qlR1zza0vOG7v1SNmULNpkLJKCobkpjcP8Ln gOncGvwtiro/NOvs0iifUy8ZWKRX0pEWqytG0iFmUUbiWpyJ40NNxVVHWvmW6HCG5n1V5qEmVbGF EKrQVJ4sA1TXrv2GKptp3m6yc/V5oNQR0BLT3No6BvjdP91rx6xnoOlD0IJVT6GZJo/UTlxJI+JW Q7GnRgDiq/FXYqldpJZSXFrbFonuYrVJ5ISnOVVaixOXrRA3GQKCPioeP2Wwy5ojyTL4BJ1+Nhst eynqB/st8CUh1PRvMlx5gtbmz1+6s9LB9S5sUhsniYR8R6QaSFpx6tSSwfalB1FGtlS3z5qvmuwv LJ/LujtfT+jOsl4LOK79MOUpGC99pzpyKcmAqGoNxTAkJ/5Zu9Yu9DtbjWLc2upuGFzAY1ioyuyg hFmuwAygEfvW260OwKGFa35x85aZcLaaZa20lottbCCWSz1SciR0Utza1ieNhRiRwb4eNG+18Mp8 yxhyCfeVJ/zKmlibzLDpMdqyO7NYfWfUJPH0l4T049W5V9tsiyZVirGvNXl/U9Su4JrNLNljjZWa f1klD1BQh4nUFF3+Er32IxVL7fyLM3MXEFtHx/uisty/IV/bHNO3cYqmUPlNU5P9X01ZZHLylLRw GbZVLfvdyEVV38PoxV3+GJ+YPpabxBIp9Vkrx+Hia+t1BDV23qOlN1VWPy7LHL6iR6ejL9hhavXf f/fu2Ktf4a3j/wBH0/b+8/0d+vt+88PHFWl8v36XAljXTl4srqfq0vLkoahB9bbfjTbbFU4pqH1O nKL65T7XFvSrX+Xly6e+Koe3a4jjg52k5khi9M8Xj4GoWp4+oAfs7Eio+k5MgE82IJrkr/W5/wDl im++H/qpg4R3rZ7lL1bv6163o3Pp8OH1att6fKtedeXqcu32qe1ceEd635Kv1uf/AJYpvvh/6qY8 I71s9yhAJIJHeO2uyJGZ3SSZJRyY1+H1JW4AdlWi+3TCd+o/HwW/JFWcLw2cEL05xxojU3FVUA0r TIyNlMRQVsCXYqxbz5qHm2wtoZ9BeziiVZzdyXiysOXpn0uPpK1Apq5LbbU75bi4P4ra8nH/AA18 WP8Alnzl51vNXt7W7utFuraWQKwtluknKrGWfgHBXagbevceGSkMVbcV/BETkvfhr4shuPOF+gQQ 6YZHkYqAwvVX4SVJLCzYDcbVpXtlDaiZPM1ypRVsHdn2AC3VKgEmp+rUHTqfl1pVVDJ5u1IrEX01 VYoxuFBvTwZOIIStkOY+I0O1abDwVbm8336RLOmm84G41/3sEgJNG/dizY/DX+tKYqrJ5ovGaNTY UM5X6vT60QQVDMZD9VAjoGH2v1imKp36l39U9T0V+s8a+hz+Gvhz4/8AGuKv/9k= uuid:43a317ad-2d91-47b8-834c-963e80bbeee1 xmp.did:3c7a4b08-867c-9c4b-b2d2-ca54ab30abf4 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:ee1a99af-3113-4b9a-8d03-6bfec5dfb2bf xmp.did:eedb3cfc-6d24-9d4b-8667-c4289230db8e uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:ecb6d085-86b1-be40-8857-ec81271554eb 2018-07-19T16:32:12+08:00 Adobe Illustrator CC 22.0 (Windows) / saved xmp.iid:3c7a4b08-867c-9c4b-b2d2-ca54ab30abf4 2020-04-27T18:40:49+08:00 Adobe Illustrator CC 22.0 (Windows) / EmbedByReference E:\桌面\timg.jpg E:\桌面\timg.jpg Print False True 1 210.000000 285.000000 Millimeters ArialMT Arial Regular Open Type Version 5.06 False arial.ttf Arial-BoldMT Arial Bold Open Type Version 5.06 False arialbd.ttf Arial-Black Arial Black Open Type Version 5.06 False ariblk.ttf ArialNarrow Arial Narrow Regular Open Type Version 2.35 False ARIALN.TTF MyriadPro-Regular Myriad Pro Regular Open Type Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329 False MyriadPro-Regular.otf AdobeSongStd-Light Adobe 宋体 Std L Open Type Version 5.017;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168 False AdobeSongStd-Light.otf FZLTHJW--GB1-0 FZLTHJW -GB1-0 -GB1-0 Unknown Version 5.03 False simsun.ttc 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 15.000000 100.000000 90.000000 10.000000 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000000 85.000000 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000000 95.000000 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 35.000000 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000000 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 20.000000 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 85.000000 10.000000 100.000000 10.000000 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000000 95.000000 30.000000 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 80.000000 10.000000 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 15.000000 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 85.000000 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 95.000000 5.000000 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 35.000000 100.000000 35.000000 10.000000 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000000 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 95.000000 20.000000 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 40.000000 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 40.000000 45.000000 50.000000 5.000000 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000000 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000000 65.000000 40.000000 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 40.000000 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000000 50.000000 75.000000 10.000000 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000000 60.000000 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 40.000000 65.000000 90.000000 35.000000 C=40 M=70 Y=100 K=50 CMYK PROCESS 40.000000 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 灰色 0 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 89.999400 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998800 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999700 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999100 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 39.999400 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998800 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.999700 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.999100 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.998800 明亮 0 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 10.000000 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000000 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 90.000000 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 60.000000 90.000000 0.003100 0.003100 Adobe PDF library 15.00 endstream endobj 3 0 obj <> endobj 13 0 obj <>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 595.276 807.874]/Type/Page>> endobj 14 0 obj <>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 595.276 807.874]/Type/Page>> endobj 26 0 obj <>stream HWێ?}䆨GA5d?%f?, @ؚ$v|@?i?Bh?? /'(wxKqE&/{?J{>e"x-C؞e?>-?X܍?$InG?Fߎw}H܍9Iu?Fu{P oD?j G~y??jzdFXY?mS??j^qxcdJ6'oB ֥h6s?lp*Ճ3?$?hN?Z ^7?[????a?AK:Ͼ齫԰ ιֵһֻƱ Ʊĸƽ̨ Ʊǵԭ ʮһѡһţһǮ 2007ָ֤ 914ָ֤ йƱ¿3 12ѡһţͼ ƽũ 10Ф