%PDF-1.6 % 1 0 obj <>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf 帕拉c韦注射?说明书(Ҏ效期、加渗透压Q?1 2023-09-07T11:57:24+08:00 2023-09-07T11:57:24+08:00 2023-09-07T11:57:23+08:00 Adobe Illustrator 25.0 (Macintosh) 256 188 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAvAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9GahbvB5VuJ9MsoptRis mezi9NW5TLFVBSm9W7d8VSKy8yNqeq6jbabpjJBbWcotpb61WJJLyKjIUPJaq4ekiScGQruF5Yql ja350hinW9t9BtLn901qsqxAMnJ0mJ/02poxiA6de9dlUVod557v7Z5za6LdxCCcJNZxKyG6SM+m lReSCnqgKwr/ALIdcVVYv+VlvC/PSNLim/c8KwKy/ak9atLzrT0+P09eyqYeX4/OMt9Gmt6XYQ2f FvUlhiUNy4qVp+/mp8XKu39qrJ/qFj/yzRf8Av8ATFXfULH/AJZov+AX+mKu+oWP/LNF/wAAv9MV d9Qsf+WaL/gF/pirvqFj/wAs0X/AL/TFXlOtfmHqNn5rurCKys/qVpdi39MwlmeNaB6sP2j+zTpt se+8w9mwliEiTZFvP5+15w1HhgCrr8fj59enXljZ/o+djbRK3pMTRF2PE+2aR6BH4FdirsVdirsV diqTz2xi8uyTWFlDcaglmXtIWRaSTCKsak7faag64qkPl7zDFqmtxWY0+WOzjgliuZ7yyW3L3UXp MjJQnh6iNLyjcBl4CoWq8lWSTT+XISomks4y/wBgOYlrVgu1f8pgPmcVXWEnl7UYmm09rS8iRvTe S3McqhwA3ElKgGjA0xVE/ULH/lmi/wCAX+mKu+oWP/LNF/wC/wBMVd9Qsf8Almi/4Bf6Yq76hY/8 s0X/AAC/0xV31Cx/5Zov+AX+mKu+oWP/ACzRf8Av9MVd9Qsf+WaL/gF/pirynzL+YOp2Pmi70+zs rNbS0mSNA8DMZQB+8BYeLGgpSh8c3mm7NhPEJEmy8/q+1smPP4Yjtt+Px9r0qW2sptHec2sSGW3L leA25JWm4B2+WaWQo07+JsWlz+ZNEWzi068haZJohBLE0avG6kpCysGNCpMlCCOmRStbWPKbzTo1 irSXFslvcEwRn1LakpSFz+1GPj+A7bnxxVBNJ+Xs9rJavods9rG4leB7OAx81VCH4kU5ASjfFUdY a35ctdP/AEfpdt9QtIFMMMNvEkUcY5tEOCIVUAMvbFXlln5Ku7PTLFh5u1K6FqUuZ5pvWV5gPRuK P6dwrNSOIIlW+H4evHFbRUvku4SK7t7rzbqUl1eX8d9ayhW4xESJG8ZHq1aOsi8FBWlOpxVrXPJ1 3qKy29t5nv7OWS8XUHdGlPwNDKghSsh9NaBq0rtQYqh7rybqtxc65Pb+bLtEvbtbiCGWKV1t4VDE xqVnQseN2tCf2lrvXFUTbeRecutyN5n1F/0pI5KrzjERa4j+FSJWJVXhk22qCPeqr0fTPNOlWWiW qSPNOLa2jV5vTCl+EActx5NQkb0riqNl826XEyqwlqzBRRR1Z1j8f5nGKpTNN5Hn1b67Lp3PUFCy +sYxXcOQacqV/dntlw1GQR4QTwtJ0+My4jEcXejbrzhpMtndqqy1SNwaqO6KfH/i0ZS3MjxV2Kux V2KuxV2Ksdi8z6OLRrSeN5BDH6U6FFZWoichQncESDFVOHW/KrEvHZKCIxYlvRjB9AO6CH/jGGRv h6Yql/1j8ujppT9B231FkWRoPqcHArEonSqUp8Far4HFUzstb8s6TaR2On2YsrOJvShtraGOKJT6 gioqJxUDk3hiryqLyDfWdrDaL5w1O5n9aOU3M7Th34gytzaO4ViaREIeXw7dcVtH33lKa7t9Zifz XqX1i4voLyCTiaQGJkkeOglq8fGX4FBWhA3psFXan5Tn1Qyi38yahbrLqQuXCvIPhD3EYhT4yIwC /wBoA/ZG2+KpfL5QvOWr30Pma5+r35SW0imjmk+rwohlYClyhduEzUqftUrXpiqOg8kiC4upbnzL qLm6gNkUg5wj1GuIqNy9VmoH5Dt8NPeqr0PR9e0zStJ07S5JZriW1t4rc3BQKZDFCauRyanL0iaV OKoz/GGk8pV4y1hJD/COwQ7b/wDFgxVKp38jalqA1C404TXgdY/VdBuwkZBUcqHePuOmXx1OSMeE E00T02OUuIxBl3oy5856PLp8zIstGgZxVR0MXP8Am8DlDemyPHBpUExRCeEQ+MhR8ZValqHxrirE 9b/MK70a0e4u/LzSsHlEcdrMlyXjiCkOBCjsOfLZSK7Yqkh/O6H6pbTR+WbxmnbhLEYrhTGT05Vt um3WmKtx/nYWupLf/C14vCv71lkCEgg7H0ffFWT2Osad5w8rB+DafDfR8JY2mmsbuFgfiUExxSoQ Rsw6jptiqU3P5c6HcM5k1jUhzrsuuXYpy41C9wPgH+ZxVu58k6BDpx1JrnXpirNH6en6he3BPGd2 LLHGwU1Ox+GnH4cVYZot95eS0g1WK4+r29w729j+kvNFxbeuER4S3GSMHnSWvwcviA3qMVZJo/mT SPL817a6ZfadqFqJOU0moeYo5pY2ChUqJI5WjDBenPrU074qjU/M1zHZlk8tCS7cBUHmCIgxnq0Z +qj1GC0PECnviqLPn+V5JoYItBknt6GaI63GCgIBBcC3Yr36jFVKD8wrq4axit7fQJbi6DM8aa7E 1FRS/wC542xaX4AWPwqAorirMZDHNo7z8I/3tuX/AHREifElfheg5L4Gm+Ko7FXYq7FXYq7FXYql rzR2mgteenGxt7UzESMI1PCPl8T0biNtzTbFXnE/53CEvXRrQIobhIb5gJHRjzEdLVuYQFSxStCw 274qpH8+dOSD1prPTIo4wqXPLUmrHM6FlUr9U+x8NC3UVX4d8VpfP+ePoSxwzaPZRS3Lq1okmoFT Lbu4Czqv1Xmar8VAp+ffFV2pfnjaWqukWnWE93E8Sy2x1Dg6pKnMSFRbPIBQ90A998VTTQfzJ1fW bQalaeW47nRnYcLyzuZLpnUMVkKIlqFYpx+zzrXbbFU/0/zS/wDhlNa1rSm0qQzRQtZEksrTzJDG eU6WuxeUbkDFV9z5w0W2i9SSEcOSJ8M1kxrIwRdhP4tgtNMcT829PvtJvNY0bTorvTLeLlDLcXMd rK8yt+9R7cpJMiqtCGCszHbj3La0gdJ/OO51TVGsbfQ7SidXbUAhqK8qerbRxmgp0k742vCj9N/N e1WH1PMGmw6eZbiW2tfqV1HfozQSGKT1H9O39L41+Hls3UHG1pG6Z+bPk3UrxLSzWYzvXh6kaQoe ILH45WROx742vCySG8stT8ux6lbJS3vbMXEPIKG4Sxc1rQkV4t2OFCqxtBoBN6/p2YtK3MgZo+MX p/G3NCGWi13BqMVePabL5tsvzF+raAbq50+6trm6jM95JcKbJj/o8ix3Xqn45KBWBHTckE4qn8dz +bz20jP9YjmLUVAlmwC8a1B9AVPIdCO+KvSrGea4s4Zp4TbTSIGlgY8ijEbrWgrQ96Yqr4q7FUg8 8KraC4ZYWHqIaXBnEexr/wAe37yv4eOKvnie415rmzsInu4NOlKyhVeA25dEoBWRfrKn4v2qBunh RVQsLbzBeX0zXT6lBZqqpNdRPZCWIyVb0VjNVbo1fhI/yumKUVaTeZtOOlvpy3Q1KO5kgDn0gkyM 3pLJL9cb4UqrMKIrUb4q0oFDMorb85wboy3VxDwKmCqaGHdXA/uiFKBU3r6lPp3IVZMx8zxx2lu3 6VuLrnIJdRthoHCUcRRisvFwvw1Xiin4vixVnpEg0OkgYSC1o4k4cwfT35en8FfHjt4YqjsVdirs VdirsVdiqDhhafSEhWRoWltwgmTjzQslOS8gy1HUVBGKsV1P8p9D1O5uLm9vbyaa5hSGQs0IH7ti VcBYlo3AlD+yR25fFirFvKv5YR3CavYXOv3aueK+jbvYSNFA71VaiKUr8dvty/l74qluq+TPJmjX dsi33mAvKZ7mlsNPdGMYDuriaIn4uwXbxxVGfo/ybeNCol1u2XVbg6dQLYBUmt25+u6lH7lSDQ7I Bx6hlWW6X+UPlmwvRcme7uU9AQSW0siLG5Br6jeikTc/k3H28FV3nnSrbRvIEllo0DxpDd6f9Xhj NxI9fr9vQL6TrOf9g4PhgKQ+f/Luq66fNV29u1zJPqSW9xcLH+kme4aO7iVJZBBJDMxRWKqS7AV/ mIORZJZqS6lcQ+XpIIbiK2F+/wBWkjivWX1JPqzExmVplLFht6PAk9a7UVYg8Dm5IFWaS54pFwNS ++wrFU/aH7VcVZl5lm1E+YrY3MUv1h11KNIpUv8An8d1drzAmeSeqM7EcX48gQ4b4+SrGvKqXQ8z aI0TSNM11E8SoknJiklV4iBIpTyNf7twfAg4q+xvJ5Y/lrohcEMdGteQNa1+qrWvIlvvyYYFPbIO dOgCEBvSTiSKgHiOoqP14q8j1j8uvMtz5svtVk0q3vgzu9jK0VsYwzq3IypLOJWR3KHirL8KkVqV Kqpsfywm0ieDVrSPT5ZoDDNeLFa+jK80bsWlWWS5VFVVZTRtwqdTiq06l5pN7bTtr0NvpEnFrDnE Z5ZYvTeVZpWgvK8P2HPDduPbFWYjRJ9SgtL39OXsbSQKWNmyRQyFwG5iN45GX232GKoxtEdrkzHU r3i0bxtAJFVDzJPLZAystaKVIxVKvNdlfWvlGW0tdSvluKqovo4J726p12S0aCTt1BxV8/f6HJ5i sTfx2VyPQklf6ystnNOFgDkASrKYqsqfbD9huSDiqfi7/LZdEuG/w3by6dAskWpSmaFoYhOzenK0 gtaO4dnHI/Yom5qKKpXqHmD8sSbC7GjyXdxGqxW8Et0S8akEP6KG1kYgcCRxG60O1aYpd+nfyrjJ WLRYwluPU9YXqoHmqVpM31YfGCorU1rXbbdQn+naf+X2qyVudFsdLle0SSxS41CC1Z+IC1gjktoi EZCxMqL122BqFXt0RgPl5DbpHHAbQGKOAq0Sp6XwiMoApUD7JUUpiqY4q7FXYq7FXYq7FVCw/wB4 bb/jEn/ERiqE8zxTzeWtWht1d55LO4SFI682domChab1J6Yqxi28u30N7JqdjNPZ6jbBFcPFEIpr dncsjRx7uo6hz+8+nFURcfoC+aCXzBbKlxErLEZrh0QrKo5emzOIZFPTZyfYdAqjE8peTpIo4vqB VC4miJaZaSFaVWUNStG/Zb9WKslxVJ/N1rb3Xl+5guLmztImMRa41GFLm1XhKjfHFI8aNXjRats1 D2xV8/S+X/Ll1I09/LBpcMHK2tri2snlilYq7FWlaW3QyqihlWnIUr2rgpNq0OmflkLb1ptdsY4b V25GSxWPi8rKf3wF5y5KVXjWlAdvhOK7ppqPln8sU1d72+vIPqMMiQ3NjaWkcQea4WZ19J0nKp/v OX48ahBtsdjS2qwWf/OP1xHIYlmlieT0J25giKQuR8blqxci1eoBwUu7X1b/AJx+tr02Qtp5LqJR LxVuRVa7HZ+5xpbex6Y2lt5QtW0gBdKawjbT1BqBbmEGIDc7cKd8KExsP94bb/jEn/ERiqviqjd3 MVtAZZVkdKhSsUUkzfEafYjV2p47Yq88tLSW3MiXUclrdy3c01lp1jfNb3N2oj5PFEJWtUlflu3N hRFWteuKs9srBYLi4uhNcSNdlXaKaRnSOg6RofhT3piqMxVjnn7T3v8Ay81sn10cpYyW01rdJ1Ff tA3LJHQd6nFXgFpe3tjqkcqC/k0+JaWs9y9swmDKVeiRVajBwjVIoNxvU4qjPL+mpe6VqVzresS6 VcqWjDzyCS4jrSRWKwQzQcSG4jqfpGKsqh8reTLXSBZX/my5QXJhktriIVfkwjPqBjBUFwrKR9mj dAwBCraeWPy5CPIfNl40vqRgSmNeYC+oCij0PiD+opY9uIpSrclXWnlfyGljP6HnXUDFft/fOkRK EtyRUJthxoR0brir1+V4n0d3hPKJrctGacaqUqNj027YqjMVdirsVdirsVdiqhYf7w23/GJP+IjF UuvvN+gWJmF1PJH9XYrKwt52UFeo5LGQevbFWPnzz5biubi8sL23jjufQeQtZXYZqMRIzsqCr8Ps 1HahoN8VS25/MbTI9VtokSKZJ5J0m1KC1uEEL0LW4fdZm9YAhjGrBT12xVedT0S2JuIZbG3aFoaO La6VzJzb1QWaNnRarRSp+Lv7qsgtfzH8qzW3qtdtyVay+nb3ToCBU8GMKlh9GKovzpO0PlyaaNUk cTWvBZKcSTcxAVBmtAevRpVB6Go2KVDx+Dzrb60l6mkLGbuwn9Hm8SW6CW5kSFniZtZKuD6S/Eqs v0MaxtlTC55vNEPlSPVri5aM21siT2aG2CiK5vZR6gPrfWWk2FB6K0qewDFtaV/y481eeJ7DUbGL V5LL0p7domWKxuWH1hhCSHvnsqFa7Cj17kDG1pP/ADB51/M3yrdx3lxqkcmkFzFCoi0xpJ3aFnVZ 7e1klZI/VHAssmy/F9o8C2tMg8m/mV581+2a7utN0i1sgWjUwCKSUSRtQI8VzfWTKOJJr+GNrT1D R9Ql1LyZY6jKqJLe6dFcSJEKRhpYA5CCr0UE7fEfnkmKOjnMGjLOFDmK3DhCwQEqlaFm+Fa+JxV5 BqCWMnme8QXckFzqVtcGaWLT57lY3lu7eURF4A4bgkTKZPsMSKHahVTnyrDdyXdvZ6fNYFrWeWYy 3GhanbN+8PL4JpZIYqhFC8t68cVZ7DD5n/SfO4uLE6WHc+ikEon4EH0x6pmKcgacjw38Biqa4q7F WNfmEEby66OunOjyIrpq6xvalSDUFZXiQk/62KvD9M0fSNaVFEcqWem3tLTTYtGvdTjjDgFTMkLR LE4AFSwodyAKnFWS2n5baKuqSaxObhlZ0ju449AvopijgsViPN+KAD9hCFOx60xVNJPIv5a6WbX0 tJ1lfqbxzWotdPuWCS7SK6iK3IV1Zga7UYeIxVfP5M/LgyIv6G1lZIY1gWaPTrnkyM7S7v6FTQ0r U/y4qjvLnkb8v764K2Wl6jaSW3NpDe2MtqkrMODMzXECJK3Sh36Ar0xV6BNAtvpD26szrDbmNWc8 mIVKVZj1O25xVF4q7FXYq7FXYq7FVCw/3htv+MSf8RGKvJ9buPNM2lzMIWk0eWwtoHc6mz3BuXIM jNb+oAVkBKFDN0FfEZFkwzzRoep3WhaTc6t5YFrqCapHZNFpyWsyoCoaL95NdXYHwsSpUAA7MV64 lIR9hoa6b5n0vyvP5e/TDXz3RfUru2thIIonlRRW3uoIxxEG/NeTdq4oS2/0m+svK09s3l2LTbWC 3ku7STTEgM8ptXtDE7qby5VCZLjm37vmCFIGBKcabrHmrytDo+n29jqV3Bq91DFb2kvpqtqskUMj RKbW6tlUlrnrKKfKlMKHsFtPEvk2xn1O2l1AfVbVri3ETXUruQm/p1lZyH+ImrdK175JDyjQdak8 wTwWvlew8vRapHyl1S0nsY4Zni2MckUZaNm4Sj4j0FR3IOBU6g8s/mS011BfaD5dm06RUFugtImI CEtwlUuikcj8NOnhjS2paP8Alr5pbVLO8v7DSdPAdPrsdhbrHCwjPqIfQSSj/HsSW96dsNItl93+ VHk28r9ct5LlS3IJLIzqCVK/Cp2XZu3z640tuj/KrylDZvaWkc1pE8/1n/R5PTYNx48agfYp+yca W2RfUrew0L6jbLxt7W19CFfBI4+Kj7hiqnPGZPLkkagsXsyoURrMSTFSgib4X/1TsemKvHbOe0Xz TcXsoOlQWEH1Plc6lPpiS3TurPzS1MiREqHKwgEDjtiqNs9T0OT1efmGxMQiP1ll82alJ6bsCXA5 InGnI0NQfbFXoOha/wCSrGwjtbLXo7qERtNHJc3xupTGilmPqzO7sFVCTvsMVRMvnvyZEQsut2Ub EkBXnRSSK12J9sVdbee/Jd1qEWnW+t2Ut/MaRWqzoZGNabLWp32xVT89Xdva6H6txLLDH60YMkEd rK4qT+zdgx0+XxeGKvCtBsL+weG4T1760ZZJHtP0gkcLLGrndozHO56Ovx9KVp9nFUztPOarqT3N h5ala/iVUgMuqzSrO4JoqI12U3BFOYr44qmFp5i0+GO609rQWUVXtruVdRvDx9OX7St9bjnWNqcq gA8eo/ZxVMH1HSrOMtc6ZLDEHlRUOoTn4oJHiROf13iX4kOx+xSo5FgBiqGsfOum6PNA9ppVzFcS kTpHJdyTEMygSc1kvWBj9NqIvQEHbocVevvcpdaK10gKpPbGVVNKgPHyANKjviqNxV2KuxV2KuxV 2KqFh/vDbf8AGJP+IjFXi2owW66SLo6fp0DH0CdZS4003PCoHqlfqgl5npx51365BmhvOc+lR6Vp VtcXdvZyJ5gt5F0xDFPbRLHbp8StaW8aB6MCOa8dzseuKt6n+jZPzh8t3A1qKSSMXYE0/ErT6zeE 8HSL6qrqKsOdWrSlNjhQhPPL2DeVnhuLyK2huNOkKSQvFN9YJn0sieZbOBJQ3wbipPwD4qYEoTW4 dMurjyK0mpwyFbu1Bjc+pGoeHTzwqkPFeQFWMynpvXfFXsd/rl9o35fWep6bANSuI7az4KzKquj+ mryMwKKAqEvt9AyYYF5Hb3nmGw1O+1rSYdWUxwS+g5NiYyCNmMTAqoLKaljX4RRR3VVLjzp+cBtr Z7e41E8+E87enopcRMQSKKjqQPUX4R8f3HFKKsfzQ86xahd2+pXN1FaqU9K4mSwSQslQ0cISNhyf lv6g6gUIqaqEC/5k/mXcPbpa3l8B6gSeaOPSvSDDiOLPLD+0zU+HpWtR0xVFW3nj80JJY7h9Qu0t 7hStvCY9LozKpJYfuvVBqvH4vh3xV7JpN5cXvk2yvLkubi506KaYyBFcvJAGbkI6IGqd+O3hirtV a5TyfdtbXD2lyunyGC6jjad4nEJ4yLEiyPIVO/FVJPQDFXhFxdWC6k9xrUmp6jfM4hims7RLX1ef Jp5JVuLZyhB4kKSrb4qq2aeQb+D9FqmtWM8ATjOUskMssknqKrSyWvBeHNULUAAG/wAVTiqrYroC zpqsWn+aYJLjgIoreGCcKrNyE4ZLRwtD15v32xVkHlzQNPja3trHTtdmlRzLG93HZwAq8dWgEr20 MZQio2POvcdlVabyDqKSGaPSdaeRSJOK3ejBXlHB1f4o/tKykBj7+1FWUX/k5bvyDbaHNp9xdgzC S4tJ7i2jmPOVncvJFGYG+2TRVFcVeY/lvouh3+l3Vld/oeOaIJdrNqWkM1utkgo1EkktxESxX7bs aKfD4VLNbHy7o2lak19Yaz5W0+aPpNBp0cUwllG7O4vfi9SvSgxQnUura8to6r5z8vi5RlV5mtCE UtTYp9frUg/CC2KsltvMWhTGOJNVs5p3b0gsU0fxSrQMqqGY1qw+HcioxVf/AIg0H0vW/SVr6PP0 vU9ePj6nXhXlTlt0xVEX/wDvDc/8Yn/4icVV8VdirsVdirsVdiqhYf7w23/GJP8AiIxV47emd9EJ W21qOZZIEE0w1I2RPMD1FQ35gMHgPT49PhG2RZJR+Y19e2ujaSwvJLFZdW/d219Pc2l4oWCEmSVp Z7qWYIafCzdGHtgKQmmoSaov5weWbIahCZHF2/1f1Z4vhWe9Ic2qyO0v2TUlgNvi2BwoSzz9Pd2/ lWaaSea0CWEivJdvcWyTP9Y0uhtZZbif04qkf3aqpowpuTilR1TUr5JPy9iOqD1Ly8snEYnuEmKt bWRLsBI0lyDuv7Ne3XAr16/vNJsvIFvNrhc2C2tsLp7dJCwJCAMFj5MAG3PXbrkmLxbTvNNzot5/ pVlpd7o8iyerZPZyPcsCzLPBE7tLSoBYxBT15caNuUMxP5g+WbNDPB5TsfXLQNGkABkleqrGYgtr ykKBzxKg0AJ6A0VS2bzX5FlW69X8vLB4YmMlzytgX9VgkjNwFmSf71SXGKph/iHQFikA8gacTK4a 5jRUYMC4lElRafGPVCtXpyKmu4OKqreY/K9vqEE0vkzSIZnPp210WhR/jj515PbJxjZBUNXiw6dN lXoum3UF35Rtbq3t1tILjT45YbRBRYkeEMsajilAgNB8I+QxVEGWSLQTLFz9WO15J6aeq/IR1HGO o5nwWu+Kvm3zTdSXvnNfrkkVtemCUtLcTyWDgLNKG5wxFkDtxp6lTRqp0AOKoK7kM9ha6nHJpsNp II4TIupzMkbW8fps88iqvquwT1GV+rEVNd8UuXztrNtAljbam1rbmE8Io9UukMrUrxgRWQRrSprG 30Yqy7yt5x1K7hS18wXRjvgont5m129s4fQRmgVC6I4kdmSQ/EvxceppsoT3TfNOgx+vLLrVkLB1 J+sP5tvJSk9TGF+JaIhUnev2qfDXcKU/1ex1zUfyyRNClle/aR5reS01B753X1XZeN7cCJmrtsR8 P2RsMUPPtW/L/wA+3drp0Nxp99NOIwstxZzQRNH6lSfUPO15+ly7E1I35A7qp3pH5bXWpxXl1YXd ZiHjl9S8vlb1Uj/dJIJEdFJPH1SgPEluNeK4qiF/KTzrLcJHc6hbiyknF1dSJcStP6yEujJ/o6Di WNDHUIF2A6DFUvP5H+cj9fkOpRmW6mWVEGoXaIFVaFF4QARB3+IlVLCgocVVf+VJ+dEm5QayqIN1 DXly5JA4jlWLi44sT8Yb+OKvXhbtb6F9XYKrQ2vplUZmUFY6UDPVyNurb+OKo/FXYq7FXYq7FXYq l085t/Lkk6tIphszIGhCNICsVaoJPgLeHLavXFXz/dCLWdVvrazlu34SNcBLpNNgWMIkaSycLcF+ AFKoVPSqjduSm0kttE1BIbS6lsrud2kUXNu8tpHy4nkY5eDIoQ14MY6P4dAcVtm3ls6f5oe9ZfKM HJyqTTpdusAICp6vEXAZIwikkonLkOVCTXFCtp3l+9Z42k8gKkcsLxQRC/JkA4cuLk3bIKqmzLyI JB8SFKPvvK09uskdl5Ee4uolB9ZroiB1ZUIVCbsyM60o/JRToCw3KhM9T0TUrn8pG0hdPl0C6muL aBLWKfk8ayXkS19VzcfAA24qfhFF7DFXk88N+uuSJby6jJbInCKYy2oDSAsvUUYMWagxVo6h5glt EvI0vbe5tirMBLaM5S1HxcA4eNasrFitN/AdFUVHq+vW2pbS3wS4iEkK+taGIMCT8IX4wP3pr8RB O+KqN6NfMkF2lzfXDrc8JbxLi2VGZokaWqBUH7r1qN8CjaqVFKqqUN3fQatHfxQ3aQWsQRZBPBNb SSBygkEczyFTQ8R8Kgnqu5OKvony6kieQtMSXn6i6VAH9VlaTkLdQebIShbxKmnhirfmG7az8ial eKiSNbaXNMscleDGO3LBXo0Z4mm/xj5jFXjfmzzBb+WpNPuBo9nPcyS1WkBcxwxlRLIv1bVLurrz XijhQ38wyNsqR2r2Rv75WaGGNbqCeef0oLJmkIMYBpJq8hHH1DQLTwoextaY95K1q6mXUJfL3mDW LO35wQyJNpum2kQaRjFH6JubuP1OJ+1Qtx2rSowWtJg35kfmT5Q18prV1PquhNCzC+NrBeOo2o0k djNFCj8l40M/2TWhNMbWmT6B+cera7cGCxgnSkZlE11pAtYSqsFIWafVY42arfZDV67bHDa09D8m aze6xoEd9eiMXJnu4XEShUpbXUsCmiy3K1KxitJGFe+EMSmt9dC0sri6KlxbxvKVHUhFLU/DFWI+ S9SM/mLVY/hVLmGG7iT92GHJ5OQIW3tSac13+P8A1ziqe+abu/t9KlFjptxqc8ikCK3+r1WndvrE kK/dXFUl8i2euw6rrdxqVlPZw3Ztmt1maEiscbRycVhklA6A9sVZjiqhf/7w3P8Axif/AIicVV8V dirsVdirsVdiqhYf7w23/GJP+IjFWtREZ0+6EsvoRGJw8/LhwXiavzqvHj1rUU8cVYd5b802ekga RqC6k0rGSWG8nV731OIBdPUglvviQbkcth1pirf5iXUOp6MtppsH6WupROn1O3uYYJVEttLFyZZH jNOUigjrv40xVJdD/KvU7fUdOvHaO0ightkkaG5uPrCCG1SIogUIAapwJ5/ZJ/1Sq9SxVIPPWt32 ieWbjUrGSCK4heAB7mOWaMLJMiN+7hIckq1BTp1OwxV4HouoT2Wu3J0y+TTrh4lS4e1hmt0laRm9 Bd+FViLtVmJA/lWu6qZPr/mlxDa2vmO4lu7pwVMc1zLHGf3gNvLLyURMSqFHen8vGuKqtz5m82xh I7jXbiO4s4HW4ZGmCqY5WldZVEhrJ6X7sciG5U+EV44q1ZebvM8K1bzDK0QjaKJpWmmeRmjaPcrI B+8l+JXCn01/m48iqvg1H8xJZ0S21bUL1UDmaa1t76eJSlVETvC0qpJ0YruxBrQAg4q9m0M3x8ka edQeSS//AEZD9beZXjkab6uPULpJ8asWrUNuD1xVfq2mS6r5OvNLhKrNf6dJbRtJ9gNNAUBbZtqt vsflirw/8wtP05dYm1C+1WztbS3lFu1pKoYI9uy+rRlFvCBLUCnDcjepGRIZAp75HvPL0mn6eJtb 0pru2t7r1Ibie1huPSeZXRzFNBcSKqIlKs5+gbBpbQvlry15c8s2c9teeY9Ad767t7iB/rNvGpSN 1kVK3ENyzEqpoQwHtjS2n+up5Z1+wvPL1prmiDULpBEqrdWkjKz0K1SG2hk38A6nGltBeU5/J2ie WobObzJ5fuFtXkEt5Hd2aRFpZmen723nYfbpvIcaW3pHkqzjtPLsSRTwXMUs93cxTWrK8JS5upZ1 4siRKaLIAaKBXJBiU5uII7iCSCUVjlRkcA0qrCh3GKvMLzQfO2h+d31Hy/pq6lZC1jhWkhhAUySE wv8AWrluZVOJ5R8Vr+z1BVZNa+eb+WWS2k8tX4v4eP1i1hn06V41kfhGzr9aR1DdalaU36b4qmtl 5gmnvRaXWj6hp7sAYpZ44pYmry29S1kuVSnH9sr28cVTfFVC/wD94bn/AIxP/wAROKq+KuxV2Kux V2KuxVQsP94bb/jEn/ERiqC81abcap5Y1fTLbj9YvrK5toeZITnNEyLyIrQVbfFUuj07Rri11DT7 +RAsd60sTc4Y5ImCqyOhhWPgVB22rTZq71VVrlis8QMlnqNqiOD9ZdBcCvEBUNOBU/tE07Yqh9Kb RkurJU097KdppDCI5Y5YgSklSfSkcBWXpUDcjFWT4qkfnTU5NM8vT3iWcV8EeFZLaZkVGSSVUbeQ qtaN8IJ3NMVeCxaVefpefVtP+uyrpoQJbLLBOT+6D8fTLsjOJiV4yDiV/a7YqmcOsfmDJZRrCksU MpSS54WelNxYAu8cy+lxbiBRWRd8VRkfmPzTKxuntZntJJBb3kP1PTCfVarG56ValCW3O1Nq1xVF Le+YIY7yCSS1u5C8aWiJa2SKsrOsgUcoIwf9HSTsaDpU0xVDWnmzzlZwJdtfy2cU5BlgW10wPISO R4Iiirx/CG5P0Ze/Liq9a0O9u77yRp97ekm8utMhmuSxQkyyW4Z6mMCP7RP2RTw2xVFy6fBqXl59 OuCwgvbQ28xQ0YJLFwbid6Gh2xV4ZPo8/l3zTeWbwPrVhbo7W8N0bcGOHnxVkaF7VqrwoVNSQa08 FU10qbysbJ7wjSbR5gW4ejqkfAsiiRJaORsOvE0P44qzbyTL5DuWhfT1iGpxWvCSiXccfpDiTwF0 Fqv2SOppirLRcaQCziS3BFOTBk79Kn3piq+GDTZog0McMkRJAZAjLUGh6bdcVSHzz5gv/Lum2Eum WzTNcXf1d4YLSS+l4GCaX91bwyQMzcohX4thU4CkMZvPO3m+SWOzSzkuFvGjg9OTQ7mID1HZJPWM 9/GkasBxjZjxdtgcbTTANcn8uX8F5qE1vHFaNNHo9ybbS7IxpLChkU8f0k5YPFGFEnxKUAANK4LW kj1K00+ORho6xatq9rIqxWk9vYwxA8iG4TQ3dxTbf4V38e+NrTJfKOp3fl+xub6fTg19aTXT3jJZ W119Xa1USTek6ajayMhUBwxi+LqKjfG1pm4/MHzYRYFbORl1OWOGyddNhZWeWFbhQWGrlUrE/L4y Ohw2tMz0nUbnU/J1nqV0qpc3unR3E6ICqh5YA7BQWegBbb4j8zhYpzirsVdirsVdirsVQcd1DaaM t1OSILe3EspVWchETk1FQMzGg6AVxVK/8eeXPrx0+t59fEQuDafo+/8AWEJYoJPT9Dlw5CnKlK4L TTz688+eerlol02GC9WcPHfRLo2pAyRpQCZayfu1dJFPBizL477NrST2Xnv8y7549atYYZTKktrp P1fTL2W1aMkvu6O3Nh6XYjodsbWllt+ZHm7VLOWCyt9L1C305a3KW+nX8qWsjRFJDII5GILEy/Dt tUVNN21p6boXnbTLfS4LLUTONTsrWJtQht9M1CNIQVND6bRysifAQCWNaHfG1pNvOOiaJrfl2603 W5Fi0yYxmeVjGoHCRXX4pQyCrKBuMKHzrY6dpMGu+tr1u36EkheOWa1sJYpWZKfFzaJ1lKdSiLUV G42BVZ7ap+VY05Ht9d1FIWdW4LEiPUsz8zH9WWvB03YD4Wp3piqpoM/5PQanb3Vqbu+mkaSG1R9P Z1ViGDcPTtkdPhZx1Ao3viqPl138ixpk1/Jpdu1veTG2mU6ZKZJn6boYubL/AJXT3xVW0+9/JO+u JPq2kWxu7fhGeWmyLIVcHjxcxDmvwGpBIHemKs5spNMl8rQSaUgi0x7FGsIwhiCwGEGJRGwVkolP hIFOmKoiGcW+kJcMjyLDbiQxxKXkYKlaIi7sxpsB1xV89+b/AKhe+Yrm7SO0sGWR39K4d7a6Zpp7 g+vLHwNQp5xO5+zSldqYqvu/KWk3sklrJqvly10mctcx2VvqiwiZaKCr+iEBcxcENxQn9sqT1Ush 0r8s/M2p6FaS291pSxvb8LW9tZ57lVh48VihljEKtE60RuNAF6BumKGbaL5Ja0s5IdQ0LQryWepu HigSAMUQekGUwy+p8Zarsagb0J2xVMYYtf0hEsdD8uaXBpqciI4bw2qqTv8ADElmV377jFUk/Ma5 1r9BaLcy2UUeoJqMha1SSK4jCizvFU87hYEYlKGlK12FepBSHisl55qHl2ykksJWlFtCZaiL6wWS SdhzUym55V+yH+KtONDxyLNj3lF/Mtjq0b/oq6jMaXEyevDNwZxbXFaLdStG0m/whPjP7PXdQq+X L/zq0eoRXljeGN7MBDexylPUW4Rgf9PlePlxH7PxfjVVL418zrHOG0y9XnWqmC45sSHDlQ05kPIH 4hGwr+12xSvZ/N31SzI03UAyB3AVbtmR1BUFwk/qBgv2fUq3GgHw8Rir6v8AKQYflxowYcWGj2wY bbH6qtem33ZMNZZJirsVdirsVdirsVSTWWZfJV8yqzMNNlKqgJckQHZQChr4fEPniVD5/XzN5qb8 21m/RerSSiZo10wzXnKKGRVgM3ocqryhjWXj6oWv7fEBsgzX6he32l+XNZuNO0a/06e4tuM91BC1 szetFYeo8siTytyPqueTJI3xfaWtEVQHkrzZ5sk0HVRw1a7ltmaWCb1riYxytY3ILNI7QMn92pFU kG2y7UZVL/I3mPzhNql2jjVr2A6fdi4ja5ubghPTorBXNvXdUrxkXb+alCqmlrrfmST8xdT9a31R kX9IwtDJLcyGOJkdlVYi6oo+BSyrNtQmr/tKvo7zPoX6d0WbTBdS2RlaN1uYCQ6mKRZR0K7EpRhX cbZNg8C8tWl/rPmQaRctOYUgnuP3F0sspkkeJJCsRKOQRGBy5jiB8PU4qyu3/Ln6rp91EkGvzSSC S2jdxbvJHHGyTrInqXdKOQYwa8ya1oDVlWtD8iadb3STXmleZLqO5ossUkhgETOwAnUw3wMRQVLe nvT9nlTFU4l8s+UEuDYp5N16aG24tFcrcyiJip2CtJfK56VNRQ98VVLTy15Te6huP8Ja9bSy8bdi 91MFjjelZHRL1l+HuVBfwrirP3tLey0VrO3Urb21sYYVLM5CRx8VBZizHYdSa4qo3MV7N5alisbk WV7JZstreEKwhlMVEkIcMp4NQ7gjFXz/AOdLXzFb6jdx3huL/UJbVUW+jNuioY7uTk0YX06M9efx j7DAr8VMVQmn6ddXXmJbWOW8sdKuEa39a7ijkUULBFPoKZPUYGvKnDcdcVekav5f8tPGL6bzRq1j De3Bu0higBVZEaQhCpteaogZgvIAnYkk0xVZrXl3yXKZNOuvMWrRMHae6X0HfnNcUcyb2zR8uPFe KjiAB8Nakqqg8r+X7yUXn+J9bkb0UaRjahS4iVArH/RAwPFRVUpXuDirL9OtINK8hzwWN9c3ccFt dPFe3HIXBLGSSvwrG3wlqLQVoB88SoY/f63dR3+oadIyxlbW5u7dIrzVjfrbInGGc2rQqCDL8LHm FXsWORZMM1rVtDTy1qut+ZFtrlktLa3iR5NRkS4ZJZmhimmle34OJF5SIOfGhK8jtja0l82n+R9Y 8rDzBpEsGj3ENrPNe3VvbzXDwzWvp1tGnlmmgAZpgakA/ZO1aYq1+SN40omFrqxMbzLHe2FpDLLC ZJLdnW55WJgZXb6sRRtip6eCFLLtK8+WmtXnmKwstVR5NLhaSza2e/nlkQKweRkW4bgFfj1FNxXf bFaeq3/+8Nz/AMYn/wCInJMVfFXYq7FXYq7FXYql0ssMXl15Z4DdQx2haW1VPUMqiKrRhN+XIbU7 4qwG5tfNFy6atpPlLSLaKRuRN7awm59H0xRmk9eAoTWnxLtShHfGltA6dD5t1bTr1rXRPLFwYX9J EgtYLlGUqvFWCXvEbKG+Jl+HiKbYKTaHvPJfnvUXaNtE03R7eKHmv6NtbaOSaeqqVZ2uXFPTLAVT avU9MaW0NeeR/PDx+rZeW7K0u25RzlFtI0eLiqgBEm26EmrGuwoMNItfB+XXnyrNcWliJLsF7ueK 3tvWjNG+GEtN8NWYV3ao22rXGltk2sX/AJ10n8sWlvWki8xG4hg9VVa6cCe7SNeMds/JjxfjQN7+ 2KvHCjWnmS5hu4o1vpUE0LLZmixjr8Y2k5mtPjHhiqpp+oaNKPQXSoWhYE2zXFg6qwtA0jV5kt6v px/AVAqdgDUDFV9xKJdTkFtaQteSWfqRRPpE7fV/jAdWcFQ7VRalCoINKeCqXXdxdS2h0qe2aSyJ khawXTnlRLhJDJMV2KLGG5Sk8OpLV3rilHWl/pkVzdQsguEtbfgJ4bL0uBm3CASK7NuCrUNDUdB9 pQ+gfKqhfy60dVXiF0i2AURmGgFsu3pHdP8AV7dMVTQx2EmgmPUVifT3teN4lwFMJhMdJBKH+Hhx ry5bUxV4v5s8n6fc6mBo915egsovUWGF7iGJY0Mkk3JUX7LEuEI6UWtaUVRaaX6J5Ov9GspZX812 ulmQ1m0/SEkLyO5WJbgrDeCpoQG5B6BeXLFWZaF+YOk6RpVtp+qajcavdoSi38drIPVQt8Dby3DH b9ovvhtFMk0rzx5a1K1Nwl4tqgmaAJdkW7s67fCshBIrt8642tIqTzV5XjFZNYskBJA5XMQ3UkEb t2IONpprUDaa95f1G2064guluoJ7VZFk5xc3jKcXaMkinLem+KvnHVNM8ojVF1JLSwFnqGhh7a0F 5NUNLNJxlIM1ekZG0pX/ACa5Gk2mVt+SE3mbyfBdaIdJP1v0ZI7lLy6YKEaQvGWVLiPbmqniDuD8 Xi0to6z/AOcctbi8v3djKmmy383r+lctd3hKeo0JQBlhRPhEb9Ym6/c0tqvk/wD5x11XSpWbVYdM vELwlVN3euQEhlR6GOO1+08i9a7Dt3aW2vL3/OO+s6fqV7Pdx6bPBNDKlsrXd45SV3VkaiwwUCgU oWb3r2aW3vF//vDc/wDGJ/8AiJyTFXxV2KuxV2KuxV2KqFh/vDbf8Yk/4iMVW6pf22naZd6hdV+r WcMlxPxFW9OJC7UHc0GKsc0LWfK9hqE+k2Ed1agRLcLDNbXiBqO0bunrpUgUQFhtuN8VUvNmg2Xm O4tQdVtoLOi+pGFiadgCWJSR+VNmGxUjFWvLXkXynpGoQ3tnetd3EIaOEStbNRjRWYelHG3P4adc VZlirF/zL/RP+DL39LXctjZB7dmuIJEikDrcRtGFd3jUcnAG7DFXgV1bh9ZmnjvrcBoFaP6xqEvN 6F6fAYmRayqyBlJHLrtvirNNMi0XXrS4vrDQxq19aoq3MlhqN5EpuBGY0QrbOESqovrJxX7VQH3x VWk03X5JrK6n8gSLWMRy+lq18DGAxYERpQFgf22AelPliqpo+kXaSW6X3kW6thAzMXj1PULiqyji /F3Kl2dPtCSngeuKrYvLYlVb298h3SX7wrEscepX0g3FAH+NVATarU5U6dMVer29pFZ+W47SGMxQ 29msUcTM8jKqRcQpeQmRiAOrbnvviqF12NZPI+oxtz4vpkyn0gDJQ25HwAgjl4VxKh4VfeQ9Jj81 as36PnWOOxkmqptTqCrwJWZrX6iqpykqC4l6d67ZBmlcN3w1Nrm58wW7COJopdXS209EROSSKpdr ppeB5UK8R8VDWmKo29/wBb6joVzfSawBpts316aaCMSwkogh9GMWMqzfvA3WReHUcsVY5520W8N5 Hew6ncxaXOJX0mC/itbacMbhz6oaea2HLnxNVjBp8NajFXpWk/ltoF7psLa5aatqOoxPPHLc/o+y 4EieTlwWaKd0Ukk8S5+eFFs8/LeKw0ny/fQh5be2i1K4jj+vCOGQbqFUhRGg9gBhCCwix8xeVvql t+n/ACuP9Hi4m5iikhhW3Du1IoHeSR2TkxMakvWtF6DChlMfmD8otOj9GJDGltLEQiWd83GRyTHT jExNCx9l70xVBQ6x+XmnazLqOn63qVhGq29vPp9vZSm3k9MUjJLWbzSUElCRIQvtiqZQeZPLd2yv F5p1aOOWR7dHe2MUQfaOpeWzVVAZhxZjxJ7mhxVSm1zy/JYlB5v1mI8vR9RLcCfkwLB+BsSeNB9v jwxVnN0VOlylX9RTA1JKg8hw+1Ubb+2KorFXYq7FXYq7FXYqoWH+8Nt/xiT/AIiMVUtZ0yLVdIvt Lmdo4r+3ltpJEpyVZkKErWoqA22KpBcaXqlzrk11du0M9osb2V3p8cfIQN9YRonNyJAxPIMwUdQp xVHLfSerYRGe+El1E7QqyWo9TiqsS/wfAwBrT4e+2Kqkd7fCNOZmaNrr0uclupYUn40PB1oopQPx 6fFiqZ2d5BeWyXMBYxPXjzR422JU1RwrDcdxiqB8zRRS6LOkqo6cojxlhluUqsqEVihIkbcdunU7 VxV5f5evNW1HzHrUulW2pXA9S3lmukmhs5nR4R6aTGdFWcLQ8CiKUBKsScVZtoB8z25mmutP1ElI qRW11e2c4duXYpxo3uWpirJrKe6miLXNs1rIGKiNnR6gdGqhI3xVEYq7FVC//wB4bn/jE/8AxE4q lWuuqeR9QdvsrpkxPxvHsLc/txguvzUVHbEqHh99570W48ya1p63Mnp/o+W2X/cxqpj+sx8xIqyG Azs6gH4XQR+ByDNip0b8yGul0wXN8iGZ4ptabUnNsYOQCOsYf6wKgNyrGSVK/ApBqqranph1DVLC 7j8myXmnJFbm75ahFKt6ygB5TLcss6epHxX7AI4jFWS63+YWhaKIY7zQLjUmkaeQSRa9fKIlN40Z U/WPRNVYj7ANeuG1ZhpWp2ptXp/y0XP/AEvtcH/HxJ4W+NopFWGiXXmbyLqthp7qksmqzmrX14RR SOQF2yC4rQ7EphCCwcav5T1m9gkvdVe0hu7hhawGX61aenMjLwAeeBOK8w6cYzx4grSgoUJ5D5I8 hS6deSQecLKYqrC5u+XqRRwJFyo6/WOKNGpL8+QYDFVv+Dfy+l43a+ctO9GZeNqxeooVFeDNdVLE Dam+KrtQ8leRPXtbS786WsL6bGUFp6nCMCYK6tJEbkhuQLNyevLlWu2KoK28l/lhGbeSfzxY3DXA 5QlpzWRloD6Q+tGi06hPnXFXtSGE6AphlSeH6oPSnioI3X0/hdOJI4sNxTFUwxV2KuxV2KuxV2Ko EXkNlof12b+5tbX1pKED4Y4+TbsVXoO5xV5Re/m1rn+Ko/q11Z2+i3Hpvb215NDG/p8vTLvwSWRV Z1cFgWpx29lUlT8xPK91LbTzG4jt4VEUV0PMV4q+mrHec+vweXem5Yk98Vb1DWfLk5nmsdOudQv4 XL2kr67qFEjmjb1HWfnK0BbiQVjABA6jFWtN896JcWt1cqsqm1QJOP8AE964VYVKuzc2+FlWnT7W 5Yg7lVO9P/OhbKztLK0s7V4zHItv9Z1V5pD6QryeaWOSRxVgvL4jirNF12TXfIkuqTi2sxI/wn69 JBEqxTgVe6ij5Iar+yp8O5xV5N+XfmWaxmvCNWlgluVjCiG4g1P1WjkcFElvmhKkFyAqCmx8MVeu 2Om+c7y0eRteuLJ3JCJPY2gkUda0RpF79z/aqi/0H5s4pXzM/NVoxFnbgMan4qEE9x37YqnVhDdQ WkcV1cm7uEFJLkosZc168U+EfRiqviqhf/7w3P8Axif/AIicVS7VFZvJ92qTLbsdPkC3DglYyYDR 2ADEhep2OKvL9P8AMmvaxreoW8VzqF9JcW5tvVslhe2EShUllNvc3MESfvXojrHzZftU3AFJtNFX zH+nJNXKeYlvQAqQs9v9UccAlUs/0j9U6N3jBr8XXfGltJ7b8otPvtZjuLmO60qdwktzNNaaWI55 IjSkpjluJC0wFTx2ovUHqOFPEz6LyPqsUFnBHr0sMNhM01rFbxm2jBLFgjpDJGskY5U4OCvthpFq V/5A1W/jiS58yXqCGSaVPqbz2NTO5dg/1SeD1ACdudadsaW1HzP5S1g+Tb/TrWWbU9Qvrprl5I1t onHqGpCrMVi2ApucQpeQeVNF1DXPqthJftZN6TH0r61CrPGobk5kiiKxhSK/Hx3oN+mFDMofytvL WwKjzXHHqSTK1vKXt+FFqVV19Ffs86rQVHjviqn/AMqp1W3jEL+YbCMyNycfChYMqcAvw0CqU5KO J+0eu1FVO3/Ku9W+sLm8802TQ25VOKC2VpYfskljCQX4lqUAWvUU2xVFj8o7xbGPj5ihklEjS3yu LZbdkUh2jAjgUhC1Q1TWneuKvVFWZdACzTC4mFrSS4XdZGEe7j2Y74qj8VdirsVdirsVdiqFt4Ir jSooJlDwywKkiHoyslCD8xirHNX/AC/8oJp91JDBb6XOUqNRI2i41NW5Mo47nkKiuKoTyp5E8mw6 VCVgtdRaKsa6hbKwjlEyAM6ojyKAfUpUHbrirK3hi0zSzHYxiOOBf3UdCyirV7sPHxxVJPJfmjUt dmvxdQCCO19NYwYXhdi5erfFJICtFFMVZRirsVfOdtceZW1Rortr690xLKVLOJ7HlEimeIzOlEHI n4fgBP8AMa0xVG6d5V0yeebSruDVri+eecxzJFHa2pSF+cYU3NvJGiNCoA5OailNyMVZ3a/k35fm W3u3vtQEpjUlS9o9CwDH4lt6H5rt4YqyXy15OtvLymOzvruWF3aSSKYwFXZhxBb04ozULxWteiit cVT/ABVQv/8AeG5/4xP/AMROKoS4uJbby3JcQsyzRWZeJkgkumDrHVSLeIiSXf8AYUgt0GKvnjzr dtc+Y3ur+4t/rXJUaabTru0PFSDxPrSn0gGkZvTbkSSSO+KpBcRQyXl9Betp101vGsNvysbucfuk CR+iA7+pwRQFMR6UpilM7jRNPk81W8VhLBacZf3b6hYPBLHahfUhLySGJY6x8T8dPtdK7YoZZTz+ 9zOknmy0jtriXlbhdSUSAMOJUf6T0FDQKRirL9G0jz5bR6fc3S3uo3IiH1mRNWVbZmKj41haN6qe 1XPzPXFWQulzbeUFXVrbUpJkdmkgs7mS4vKCRnT99B9Xd1pTbw+E1xV5b+XOryjQraS28pLrqXDR ql96s9xbRgOqhYi1rMIliQVYKftDp3xV6Muh3800klx5K0JTHQW0jXIdzUUNf9B+ACg6E4q5NI1W 6Xle+S9CE3HgOV2JV4ovFFLGw5ceIC/Z2xVdPot6JLeGPyXoslsI6Ss1wiiN6kcUT6meSU35fCf8 nFVzWvmMxzhvKGisasIk+vErIjDctWw+GvcUOKsouo0j0yaONBGiQsqRqAFUBCAABtQYqicVdirs VdirsVdiqhYf7w23/GJP+IjFUj852t5K+h3FsyR/UdR+szTSisUaCzuY+cm60UPItd8VQOt6nqC+ XxNBdRzzT3cKy3NkP3TL6St8ILOeLFQNnr74qyizvtP1GBpLWVLmAO0bMvxLyQ7jFVSC0tbfl6EK Q8vtemoWtPGgxVVxVQvrNLy1e2eSWJXpWSCRopBxYN8LoQw6b+2KvnnQfNd1Z6zcWEl3YyQLaN9T W8n+sGKZplVkh+siTgjJu9COW1QSAcVTy2vvN1xbzyO/lu1ninkj9C4EUcoEEgiZpALaSjcd9htW mKsrs7X84zFBJb3ekfUPTQxRwseJQgcfT/0ZQF44qyby1/jlAU8wrYy8nZhNayvyVaEBfTMSDqAa 8+58N1WQYqoX/wDvDc/8Yn/4icVUUne30ZbhIJLp4bYSLbQ8PUkKx1CJzZE5N0HJgK9SMVfPn5iC XVvMV3FJBeWM9+5Z6TQpNCyD0lBpK1aIFNEr9OKqTeSoFvI5m8zWZe2WtxayXN2UIIFOVLdWpUio P68VZbo95oGkXZvrf9BiS6iVC015qlyCVpxEaXEciqAO6gHFU+HmG2fS4Jo4fLX1qNnSclpvRR46 M3p/6PzNFdPDc4qiLD8wbuW4t7eC70MwTcYoEjlu1PNmCoi1h49x4fRirJdQtPNt5oCRRXVvp+te pyea35SRBA5oF9VK1KUrVeuKvB9JuL3W106AXUmgi4jEM4aHnHcIxP7mX0vrPASKxNRxAANWBxVm E/5WarLJPKfMtokMkiOSBH8TRgUjclD8IXccaGvtUFVXX8pWkj9WfzPVmKST7wPC0iM3GqCOP4EU JxAIatatTbFU70b8vLK1kmubzVzSO6+s2s9tJGnpyOyyuh5I2wKALuTw2Yk/EVV91+XflSbT4bdd euraCKVZpZIp7UerIAVDPzhdVPx/7rC4qza4iMWlSxF2lMcDKZZKF2olOTUAFT32xVFYq7FXYq7F XYq7FVCw/wB4bb/jEn/ERiqs6K6lXAZWFGUioI9xiqQrdx2rTxutkVFz+4hM0cdBHwWqqQaMg+1v WvTtirHP8c+TrSfUbSC6WGYSS/WHg+tAes3JXKEQGMleIIbde4xVOPLfmq3vNNhMV9b3qRqyy3ks phaqcTRleNSTxb7QFNsVT+wur2czfWbT6siNSBxIsglSleY49B88VReKsSP5Z6B+6KSTLIkM0E0l LdjMJmVqyh4WWqFPhCgLvuDtRVUt/wAvtPttSXUre9uIrxSzLKkViCGdCjkH6tX4qkn+mKsmgjeK CON5WndFVWmkCh3IFCzBFRKt1PFQPAYqvxV2KqF//vDc/wDGJ/8AiJxVA2dlqBt7d11B1jMakRCO IgA8SBUrXYAj6cVSrVPy50HVZpZtTt7a9eahmM9nbPzYAjk3JNzTj/wIxVu2/LvQra/g1GGG3S/t eRtbpbS3EsRZAh4OEqP2q+NfliqdLY6kK11JzvX+6i6ciafZ8DxxVa2n6oYlUapIrgUaQRQ1J4la 0K0+18X9mKsf8xea/wBB6otndXM7D0BP6gbTYozzkKrH/pM8MnKkbU+HiR35CmKpR/ysmDklJ57l Z9kSJ9M+GhowcySxKWAfkRGzrxT7XI8cVTbR/KHl6/0m2uraztIraaMNDAbHT29MMgQr+6WSP+av FiNyOmKolPy58trX/QLA1Yt/xz7Mblie0X8tF+jFViflt5dS0NslnYqhXjQadZBfs8a8fS49fi6f hiqIbyJo9OCQWiQlxI8QsbTizgijEGPrx5LXwOKoZvyz8rNE8DadpzW0lDJbnTbLgzCp5FfS3NSD 9GKptd2GorY3NdRdh6T0X0ogAOA6UX2P34qm+KuxV2KuxV2KuxVK7Ozv2t4HW/dYzGtIvTjIFQtN yK7UP34qqpY6mpJbU3cHoDFEKbsey+BA+j54qltz5Ns7lQbgwTTAu3rSWdq7c5AOb/FGRVmHI+OK qZ8haIeX+jWY5H4v9BtNxyrQ/u/5fh+WKt/4G0sRrGsdqqL0UWNpTZSOnp06muKoLzB5kGgXsNlL czcWgEkSxnTYkp6ixiNVuJoH5UDHZaca71AGKpUfzKgV+SzT3EcgDL6T6b8ChqEuZJolJoxP7tnW idQ3w4qynRm1HU9HgvUv54TdRhlWWO0aSMlQu5hMsRPIE/CxG+Ko5rHUiRTUnUA1P7qLccq0+z4f DirjYamQANTkBFKn0ot/hI/l8SG+jFXGx1PlX9JOBv8AD6UVOqn+X2I+nFUn1XzDZ6VePBe6vcJI qo5iSyeYUcvSjRRPWvz7e+Ko2WG9n0ma4j1KVop4DJEWhjQhWiFPhZFYeNGFRWmKphDb3sUMcQmj IjUKCYmrQCn+/MVX8L7/AH9F/wAim/6qYq7hff7+i/5FN/1UxVRiunllaGK9tpJkrzjVasOLcTUC SuzbfPFV8L3M8KTQ3MMkUiho5FjYqyncEESYqhL/AEGyv3E2oW1jdOoAEk9qshCqSwFXY7AknFUM PKGgkgjTNLJQnifqMexYb0+LuMVTSG1uIIlihaCKJfsxpCVUV32AemKr+F9/v6L/AJFN/wBVMVdw vv8Af0X/ACKb/qpiruF9/v6L/kU3/VTFXcL7/f0X/Ipv+qmKrJre9lieJpowsilSRE1aEU/35iqK xV2KuxV2KuxV2KoWG3vYokiWaMrGoUExNWgFP9+Yqv4X3+/ov+RTf9VMVdwvv9/Rf8im/wCqmKu4 X3+/ov8AkU3/AFUxV3C+/wB/Rf8AIpv+qmKoO80O2vpFlvbeyupFHFXmtRIwWtaAs52riqF/wdoX Hj+i9L49OP1GOlPvxVM4ra5hjEcLQRxr9lEhKqKmuwEmKr+F9/v6L/kU3/VTFXcL7/f0X/Ipv+qm Ku4X3+/ov+RTf9VMVdwvv9/Rf8im/wCqmKrJre9lhkiM0YEilSRE1aEU/wB+YqisVdirsVeeWv8A h31tU+t/V/So36Y+s8KfX/rDcfR4fv8Aj6leu32eHxc8VZF5T+p/oK1+pel9U/R9tx9Lj6XPi/P7 Pw9ftfjirCPLv+Hv0xb+h9f9Xnb0/wB5vq/+8kvD0afDw4/77+H7f7HqYqjj/hb/AAqv1D6x+iP9 J9Llx9Xhxj5+lx/eceX2K+3H93wxVAXXHlf/AFD/ABHx5TV+pet6fP6xJ6npfV/3POn2uXx1/wAq uKs78m+v+jp/V+u/359P9Ier6nH0o/s+t+84Vr9r9quKp9irsVdirsVdirsVdirsVdirsVdirsVd irsVdirsVdirsVdirsVdirsVdir/AP/Z uuid:d1a8f082-aa03-2f4d-b5bc-fb166ebedb11 xmp.did:0984d4c9-1193-4a55-b031-3085d9d05316 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf uuid:84781dbb-6d31-294c-bdc3-c4896303cfb2 xmp.did:0c6cfacb-7190-4ed8-b245-07a48f2c26e0 uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:e6055d9b-2d6a-4bb6-a332-cee9dba3cc5f 2020-06-10T11:24:07+08:00 Adobe Illustrator CC 2017 (Macintosh) / saved xmp.iid:0984d4c9-1193-4a55-b031-3085d9d05316 2023-09-07T11:57:20+08:00 Adobe Illustrator 25.0 (Macintosh) / EmbedByReference /Volumes/大灰?mmm/Y-Logo EmbedByReference /Volumes/大灰?mmm/Y-Logo /Volumes/大灰?mmm/Y-Logo /Volumes/大灰?mmm/Y-Logo Print Adobe Illustrator True False 1 210.001556 297.000083 Millimeters Cyan Magenta Yellow Black 默认色板l?/xmpG:groupName> 0 白色 CMYK PROCESS 0.000000 0.000000 0.000000 0.000000 黑色 CMYK PROCESS 0.000000 0.000000 0.000000 100.000000 CMYK U?/xmpG:swatchName> CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK l?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK ?/xmpG:swatchName> CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK z红 CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 14.843750 100.000000 89.843750 9.765625 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 89.843750 84.765625 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 79.687500 94.921875 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 34.765625 84.765625 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 4.687500 0.000000 89.843750 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 19.921875 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 84.765625 9.765625 100.000000 9.765625 C=90 M=30 Y=95 K=30 CMYK PROCESS 89.843750 29.687500 94.921875 29.687500 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 79.687500 9.765625 44.921875 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 69.921875 14.843750 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 84.765625 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 94.921875 4.687500 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 34.765625 100.000000 34.765625 9.765625 C=10 M=100 Y=50 K=0 CMYK PROCESS 9.765625 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 94.921875 19.921875 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 39.843750 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 39.843750 44.921875 50.000000 4.687500 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 59.765625 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 54.687500 59.765625 64.843750 39.843750 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 39.843750 64.843750 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 29.687500 50.000000 75.000000 9.765625 C=35 M=60 Y=80 K=25 CMYK PROCESS 34.765625 59.765625 79.687500 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 39.843750 64.843750 89.843750 34.765625 C=40 M=70 Y=100 K=50 CMYK PROCESS 39.843750 69.921875 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 69.921875 79.687500 69.921875 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 89.843750 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.687500 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.921875 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.765625 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 39.843750 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.687500 C=0 M=0 Y=0 K=20 CMYK PROCESS 0.000000 0.000000 0.000000 19.921875 C=0 M=0 Y=0 K=10 CMYK PROCESS 0.000000 0.000000 0.000000 9.765625 C=0 M=0 Y=0 K=5 CMYK PROCESS 0.000000 0.000000 0.000000 4.687500 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 9.765625 94.921875 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 84.765625 9.765625 100.000000 0.000000 C=100 M=90 Y=0 K=0 CMYK PROCESS 100.000000 89.843750 0.000000 0.000000 C=60 M=90 Y=0 K=0 CMYK PROCESS 59.765625 89.843750 0.000000 0.000000 Adobe PDF library 15.00 21.0.0 endstream endobj 3 0 obj <> endobj 5 0 obj <>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>> endobj 8 0 obj <>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>> endobj 18 0 obj <>stream HWM?; ʚ?0?·e!@o?] 超碰97人人爽人人婷_少妇一区二区三区四区_97久久精品色老_日韩中文字幕无码精品视频
<var id="bfow0"><td id="bfow0"></td></var>
<source id="bfow0"></source>
    <video id="bfow0"></video>
    <source id="bfow0"><menu id="bfow0"><ins id="bfow0"></ins></menu></source>
    <tt id="bfow0"></tt>

    <rp id="bfow0"></rp>