%PDF-1.5 % 1 0 obj <>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>> endobj 2 0 obj <>stream application/pdf R16-160801 2016-08-01T10:43:24+08:00 2016-08-01T10:43:24+08:00 2016-08-01T10:43:24+09:00 Adobe Illustrator CS6 (Windows) 256 172 JPEG /9j/4AAQSkZJRgABAgECWAJYAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABACWAAAAAEA AQJYAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Amtyda1WM6pLp8erzX0f1 S5uNQiWaLT72gaVlSVXightzIYzyA5FCaknN4OGPpvhrfb+IfpJ5/F15BkLIu+/of2Jna6OLLyfY 3+tXd3pl3eXv1k3cFJjEkMTTwRNzb/eeH0+XFB8fH4ftDKpZOLIRECQA/YfifsZiNQBkSDd/jyQF rpnlfTbSws1856l+jkj9SJlhuEtUaPjJzjK8SjFZCPgJ+I70agyyU5yJPhxv4WxjCMQBxGkb9a0e Cawhl896q6xRvLesVu1EykKSWJbnHxXrw2Tixbia5DhkQSMcfLkysCrkXpOkedPLOr3n1PTr0T3X D1RF6ciEx7fvBzVaoaijdDUU6jNbk084CyNnJjljLYFOspbHYq7FXYq7FXYq7FXYq7FXYq7FXYqp Pd2qXEds8yLczBmigLAO6pTkVUmpC13pjSqd/qenadCJ9QuorSAkj1Z3WNKhSx+JiB0UnCATyUld dahY2kAuLm4jhgP2ZZHVVOxbYk7/AAgnEBVfArsVdirsVdirsVdirsVdirsVdirsVSXXpvKmkAa1 q8VvFIHSKO7aESTtI5oiJwVpWb2XLsfHL0xtrmYx3KV6p+YnkOO3J1WSVLYGhN1p16EBdSlP3kFP iUsvyrk4afIT6efkR+thPUQAuXL3H9SSj8yfyRWtJrMVAU00+bdVACj+46AKKZd+W1Pn8/2tP5zB 3j5Jvp+v/ldqum32s2psJrOy4/X7h7cIyUpw5LIiua0om25FBuMqlDNGQieKzybY5cUomQIoJHo3 5ifklorM+l3YtncFWZbW+YkM3M7tE3U/qHgMvyabUz+oX8miOt08eUvvTX/ldn5Z/wDV3b/pEvP+ qOVfkM3837mf8oYP533u/wCV2fln/wBXZ/8ApDvf+qOP5DN/N+5f5Qwfzvvd/wArr/LT/q7P/wBI d7/1Rx/IZv5v3L/KGD+d97f/ACur8tf+rrJ/0h3v/VHH8hm/m/cv8oYP533rk/Ob8t3YKuqvU9K2 l4o+8wgYPyGb+ao1+E/xK3/K2/y9/wCrt/yQuf8Aqng/JZv5pZ/nMP8AODv+Vtfl9/1df+ne5/6p 4/ks380r+cw/zg3/AMra/L//AKuv/Tvc/wDVLH8lm/mlfzmH+cHf8rZ/L/8A6uh/6R7n/qlj+Szf zSj87h/nBv8A5Wx5A/6uh/6R7n/qlj+RzfzSv53D/ODIdI1fTtY0+LUdNmFxZT8vSmAZa8GKNswB FGUjcZjzgYmjzciExIWNwjMiyYP+Yn5Y6X5xlhmuL+WxuYUSINGI6NGJlkYNUcz8PIL8VATWnUG7 FmMGE4cSST/kF5MmWJG1O/8ATim9bgZ435Hm70YyI5P26dfE9WYmQ1MvJh4IdN+QflCbkZNVvnYx vGjM9ueJkI5OP3W7UqKnEamXcEnECibT8kvK9rqen6hFq1+ZNOkSWKN5YWR2jnM6+oPT+Lc0J6/T gOoNEUE+EL5l6R60P86/eMobHetD/Ov3jFXetD/Ov3jFXetD/Ov3jFXetD/Ov3jFXetD/Ov3jFXe tD/Ov3jFXetD/Ov3jFXetD/Ov3jFXetD/Ov3jFVwIIqNwehxV57+desjRvL+l6gYfXEepKpjrxNH tLhKg0NCOWZ2gxccjH+j+kOFrc3hxEqv1foLzxNX88XVja6np2gxS6QY3mESyxLJOHkXnI0MMizf 3qE7g7nMs48QJjKXq+748nH8bMQJRh6feN0q1RPzhuP0sskNxBZqGS/tvUjMapLHyMfJ2Yv+7bxJ 398uxnTDh5X0cfJ+ale1Du2S7yeaflt5/wDlo/8A1Fvl2b/GMf8Anfc42L/F8n+b96a6d5W8lz6f BO0N7Eb3SbjUDLJPHcCBobg244RJHacz8PL4pKdqd8jPPkBrbaQHde1+bZj0mIgHfeJPPl9yE8z/ AJZyaBoM2qvqIuGhuntTCsLKhCTSQ19Xkw5/u+RQjoepyzBrfEnw10v7GnUdn+HAy4ro93nTJrj8 oNCE2oCDVHSELEunGVkqsqypDcm4og+CNpVIpTZhmMO0J0LHv+8U5Z7KhZ9R8v02lsv5UJDbXtw+ pyqtpALgwPaBJwAJCwmRpuMR4w1T4jyBGWjX2QK5nv8A2NJ7LoE8XLy/apzeRtLh8za7psCX2oRa WkUlnYwmNLu4ErxqWVuEoZEV+VVj3HhkhqpGEZGhxcz0H497A6KIySiOI8NUOpv8dyJsPyvS8SOV dQkt45XcAPAsiqFklj9L1VlCvcL6NXQAAA1rkZa/h6X8fd5ct2cezeL+Kvh79rvnturRfldbzB3t 9TnnWOL1Xjjsg0zcoI7hFjjE55FkmofiG/j1xOvI5xHz867vJI7NHSR/0vlfejLH8p7ISwteaq8s El1NakW0I+Jo2ljULKzMvMtECUK9DtXIS7QPSPS9z7mcOzBe8trrYe9y+QtLNmLjkfrKxgvF6Uno qjaaboM6+v6gkLg78+Nf2abYfzkrrp/x6u7l8L81/IRq+v2fTffd/GvJZB+V0EpmCa0rGO3W7VVg Lkwyl/RchZDRWWOrHfjUda4T2gR/D1rn8+jWOzAf4+l8vl1YGr5s3UU+gvyd/wDJd6b/AMZLz/qN mzlu0P76X46PW9nf3Efx1ZnmG5q0f3zf6q/rOKsdH5heWT5jl8uiWU6lDLHBIPSf0xJKpZFMlONW CMR8iemKshb+9X/Vb9YxV4wv5oa+uqatYNrDg6fLIEkfSomUg3ARVDJdj1OC1U0Vex37qowfmBrp njsDrr/XriaOCOaPRjLAGnpJG37qeTb068gXrWh2X7Sr0fSNN8wWt1I2o6x+kbX01SCI28cMgYAc pJJI6KxNP2UUb9OlFU3xV2KuxV2KuxV2KuxV2KrYf7lP9UfqxVA65ouk6vaJbapaRXlukgkWKZQ6 hwpUNQ96McIyShvE0iWOM9pC3nN3okWmeZ1DanpFpp0cq26aTO0UJ/Rc8ZMsIJj58jNVwgah7kDM yOTix8pE9/8AS7+fc4ssfDPnEC+W301y5d+6Ak0vWdTgXTv0zol5BfkBIZyvJXWYiOWCNoKSt9UU QEEbFdjUHLBOMTxcMwR+rrvtvuxMJy2uJB/X02322+CYfmb5e0LRvy98zfoqxhshPHp/rCBAgbhe jjWnhyOQ0GWU80eIk8/uY9oYowwS4QBy5e8PKx+WMs3q29lqIk1K0Fqb2GaExQD63btcJ6UytK0l AlDyjXfNx+drcjY3XwNfjd1P8nk2AfUKvu3F8/2LYPyr8xS2a3MdzZs0iQyRW/qSCR1nSF/hrGE+ AXUfP4tq98kddAGqP4v9TAdm5CLsfj4earrP5eG0fSLeyvYJ5ryNfrcsk8cSeq1zJbj0I5hBPIq+ n8XFGP0EYMerviJB28vK9+YTl0HCYgHc89/PpyLo/wAvTeXktvpeoh1t5xZzS30Elspuml9GOKL0 zdc+bD7R40/a44fzlC5Dpexvbn5MfyFn0nka3Fb3Xn+OatF+VnmBrV7j63ZL6dvFcvE0koYevEZo 4qmPhzKKf2uP+VgOvhdUef46pHZmSruP4+CnpHkC+1TSrC/tryCMXrGPjOHUCVpzBFGpjWUsZGHU qqjuclk1YhIgg7fqthj0MpwEgRv+uvNfcWEWh6faXFhqU5uNbimtZ4JLSNVWESmGdS6zTknmnw8V qR3HTET8QkECo78/iOgScXhgESNzscvOj1P2I6f8uJTMgsNSjltSfTN5cIY4zKZlgRE9Broks7jZ gpX9sLkI63vG/d8L61+OTOXZ5/hlt+2ul/s6qt5+XN4j2gt7iOJJYFa5NwzHhMtqbqb+6jb4AqkL 1P68Ya0b2OvT30Ez7OkKo9N776s9ERqX5Z3NtM0MN7CYoJpYpr+ZpFQlHgjVfRSJ3Q87kLszg/5I FTHHrgRZB93z635eScnZxBoEe/5dK8/NLNa8k6ro1gby6mt24NEs0EbOZI/W58C1UVDUxMPhY5fi 1cZyoW0ZtFPHGyQ9l/Jv/wAl1pn/ABkvP+o2bNB2h/fS/HR3/Z39xH8dWaZhuapkP6zcSAOK9RXu 3uMVY2nnzy8+vyaKsjm/iuRaufq8gT12TkF9Q7VK1p4gGmwxVkTCX1Vqy/Zb9k+I98Vecahr3ky3 nuyfJeoXNw0rrcmHRJDzIkZjJzbirhnHKtanFWXHyP5SlliuX0WwaeMRmKR7VC6enulCd149sVT2 k38y/wDAn+uKupN/Mv8AwJ/rirqTfzL/AMCf64q6k38y/wDAn+uKupN/Mv8AwJ/rirqTfzL/AMCf 64q6k38y/wDAn+uKupN/Mv8AwJ/rirqTfzL/AMCf64q1DX0Y69eI/VirUyyMo4UJB3B22wEWkFKr rR7O7m9e60qG4moo9SVYnai1K7tXpyOMZSAoFSInmFyaVapL6yaVCs1QfUCxBqr9k167dsblytdk r87eVL/zL5X1XSY5Y7WW+S3WFnqwUwTiY8+P81KbV8fbL9Jl8KYkejRqsXiwMe95vF+S/wCacdrD aJ5rVba3KNbQie64xGP7BiHH4CvbjTNmdfhu+Df4OuGgzAUJ7fFdJ+Tf5qyxvFL5u9SKUgyI11eM rEAKCwI32UDEa/AP4PsCDoM3+qH7UPqH5EfmDqUyT6l5ihvZoxxjluJbmVlWtaKzqxArk4dpYo7C NfJhPszJI2Z380Z/yp780/W9Y+bSZvT9H1PrN3y9Imvp1pXjXt0yH5/By4PsDL+T8/8Aqh+1Th/J T8xoA4h8ypGJIlt5Ak90vKGMcUiNBuiqaBegGSPaOE84fcxHZuYcp/e3Z/kp+YlkipZ+ZEtkVWjV YZrmMBHPJlAUDZm3Ixl2lhlzhfyWPZmaIoTr5qDfkH5weOGJ9YtWitwRboWnKxhm5HgCtFqxrt3y f8q4/wCad/cw/knJsOLkmX/KpfzN9ZZz5qJmRDEkv1m75CMkEoGpXiadMr/P4Krg+wNn8n5+fiH7 VsX5P/mJFG8UfmRUikQRSIs9yFaNVKKhAG6hTQDwwntHCf4PsCB2dm/1T71VPyn/ADIWdZx5npOg ISUXF1zAYKGAaldxGoPyHhg/lDBVcH2BP8nZ7vxN/ioy/kx53mh9GfXIZYSEBjeSdlpHXgOJWnw8 zx8KnJDtPEDYj9zGXZmUijP73pnkny4/lzyxZ6PJMLiS39VnlUcQWmmeYgA9lMlM1Ooy+JMy73a6 bD4cBHuTzKW9TIf1m4kAcV6ivdvcYq703ry+DlWteO9aUr18MVWsJfVX4l+y37J8R74q8lW28hHV byH6j5lguCblpbNBqyRGju8jp6UvEiQr8IBo1RtXFVG+i/L6yuop7jRPMjxIkM/rGLUmg5KFeNpA 0vxv9kHkDQ7GhBxVX05/Id7qD2i+XtftpZJJp47iW1vUSZ7hi8rh1lO1VB/eUG4+hVVgvfy80/T3 kh0TWrddQlndrcWeoiYSyKiuFq3wc/UCLxNK7DFU40jyX5O1qW5uILfVYChiVmupNStAxB9RfTjk lj+wdjRRQ1HWuKvQKTfzL/wJ/rirqTfzL/wJ/rirqTfzL/wJ/rirqTfzL/wJ/rirqTfzL/wJ/rir qTfzL/wJ/rirUNfRjr14j9WKsf8AO115rtrbT38uxpJIbyNb0SGMAQUPKvqMnw1py4/F4ZOAj1Qb 6MaXzP8AnA7BJPL1lCW9Pkv1hPVUSekGKqZWWsbSt168fvs4cfewEpdyL8pa/wDmncanZ23mTQba w09ona5vRPG8gdeSovFHoWYgElVpv2wTjADYrGUjzFM8VlYVUhhuKjfcGhylsWxTwyisUiyDxUg9 yO3uCMVXFlBCkjkeg7mmKuLKKVIFTQV7nFWhJGQpDCj7qajcUrt9GKuMsQVWLqFegQkihJ3FMVXY qtklijFZHVB4sQPbv88VbVlYBlIKnoRuMVaE0R5UdTxbg242Y0+E+++KtvIiU5sF5Gi1NKnwxVys rAMpBU9CNxireKuxVaP75v8AVX9ZxVh0/wCY81tq/wCjrjyzrHA3L2yXcMCzRMBKIklqrVEbfE1e oArTcYqzBqeqtenFv1jFXz8W0pfMF+1rrGkJb8dRD2TapqsTJNW5+NouYoAtDJxAp8TJX4cUoUhL m4lM1/os0xi+riIXeuzIbY2yg1b1AhLwtz58aVC7lnqFUTqeoeVLpzqIvdLudEufrEtxFc3us8/V UGVBExbhE3CSNiAnP7QVKriqf6Tc/lPDptkdavksbuWy+rLFZX+pSWzWciOqMXIi24MVLOPhagrW mKEZZS/kmLtLm1165juLV4JkuZNQ1DgCP30YrO5ifmoPwmu1fA4q23/Kjb27jt4def6zehlgEGqX w+JaJtSXgrEuKBvtb7GhxSyuP8rvKsV1LPH9cX1X9RoPrlwYg3NZPhjLlV+JT07EjoaYoaH5V+VB cCcG9U1iMka310sbmJeILosgU1AHLbenzqqpW35O/l/byRvFYSgxsrIDdXJWqV4Er6nFuFfhqPh7 U2xVWX8qPIy2UlkLF/q0zvLKpuJyWd4ngZmYvyb93IVFTt26Yqnvl7y9pfl/SotK0uNorGEu0Ubu 8pXmxdvjkLMfiJ6nFUfD/cp/qj9WKpB57skvfLs1u+ivryOy1sIpVgfv+8WRmShXtQ1r0xV51/hJ bq7haT8v9TQRRPA836aKVSKMIiLxuVLeoIVUlgK/DU03xSipfLkXoQSS/l7qM5j/AHxQ6pHJJG28 bir3FXPCMMNzWvY1xQsXy3LdF1uPIeqpE0znidZBBE6cJHb/AEmpHEAcKUArTwxVqPyr+jry3ubX 8v7+SRWlkZI9XRYYy7FCVha49OrD4go6A+I2VWR+SACqP5L1KS3liitnMmss8iK5SSVhWeihWRR8 NK79Biqovl+S+1RTN5G1eC2lkEb3i608QSMuf3norOjUBcnjStOnhiqGj8qSzxKJPIGrLFwldFbX WLhywajcrn7L8VpXvWo74pdaeSrPlOk/kTWCkiEq02riR5JCw2oLjgjKGcq7MOnWrYoXajoOpavc vPefl7fQmOI8OOr8FdYIz6SMIJ1oxcuAQjduoOyqK/wlbR+gkHkS+ngW2WAvPqh2ikU3rRhXm5cl uwqEle1RiqAHliUR33DyJrK3VxCE9BtaLAqXZ6pOZnC/Gi8wWrvsCK1Uq9v5PkSeBrzyTqHKBTat PDrDsqxonAShVmDNyXsFDVqacjsoZhbflf5TubDTzdWl5C9splgga+ui9u8q0dPUSUF+NWX4idiR 02xVlWmaZZ6ZZrZ2aslujO6qztIQZXaRvicsacnNB26DbFUVirsVUzIizMGYA8V6mndsVXetD/Ov 3jFVNpYvVX41+y3ceIxV5Bc/llqt1qtw1xo1g0LSTTRXEWs6jErMGd4KwivFufBmK96t12xS66/L bX51kifRtJuI5ooY3+taxqkicY3jf0yh5hqNCp5UWv31VdN+V97JGIv8NaK6enJG3PVL5SpnYSy+ mVjbbn+0fi6gUWmKGVaP+WXlf6mZdVsYY7+6le4vbe3uriS39RnYjiZGVuPFqFaBTU/DirY/J38t RFbRCxb0rQlrdBd3ICkv6lTST4vj+L4q/diqI/5Vd5I5EsLpw3Msr6heMvJxQtxMxHLwPY7jfFVd fy98qiW0maW7kmsXglt3e/uTSS2i9FH4+pwr6ezbfFU8q4qoxfll5NihkhWS+KyqqSV1O+34nkG/ v6VqO2KsuEsIFOa7f5WKt+tD/Ov3jFXetD/Ov3jFWoSDDGR04j9WKsc/MS61W38szNplzc2dy7qh ubK0N9OitUFlgUgmnc9sVYPa+bfOhFjeHU9RltWYNd2w8uz85FLEn0wJHdB6ZABoRUVqa0xVDzec POtnbwQ2+pateTCGL1Z30Ayn1FZw4KRvHxMnJNjuFA68uWKrovN3neCSwg/SGqXhJgjup18vScfT NW5E+pxSQ7JJ1o3bY0VU7LzL53NzPLNreriG6liht47jy60MVs7yoQ8j8+RjCqyv8Xeu2KUVcea/ O85uI11DUYLaBUEt0ugtG3JYZZpDGJJakE25RaA0LAVNQcUIa987+b0uPWtLjXIoncskdxoatGIX lLKWLNEwKIzId/i4gr1FVVe886+ci8mnQalfrqERAeRfLszK4LceSAyUUVI3ZiMVQ1x5k8/+oCur askF2k31Svl2V3hDOyLzMcpq0dFpyQ1+nFVG080ee7RIzNr+rX95c20sljBL5eaKPkqzRj1RCHkL CQK+w+yN61xSjtO8z/mDM8DS6jf/AB85Kv5flUNCGCAMolCxyBg3UtsQSNhVQsu/Nv5grNHP9c1G NZIpRBbr5cncHjJJGJG4zE86JyCttQqaCuyqta+bvO8U5gutS1GcyW8Qt3HlyZR6knA+q7KxGy8i 6/DTp1BAVQh86+em1OL/AE/U5IY5Bzji8uTIjKrhmQsZWNWVGWvEn+UVocVeseX9cttc0xNRt4Li 3jd5IzDdxNBMrROY2DRtuPiU4qmOKuxVZULI5JoAqkk9KVbFWo7m3lVGilR1kBMZVgQwHUrTrTFW 2r6q068W/WMVeN2/nL82m1a8tgYJbOM3pt5xHYuP3ZmEK+ot4ikgqoIKg7b03bFXXvmX87Y5Wnhi ga3MMZSJn0+Hm7QUYpWWUrwml5NUkfCqivxMyqIl1r83Xv7dzqFt+j4ZC10bL9H/ABpxb0kZp5XI Z34qeIFa7FeuKoLT/MX53Ry2ljNc2cglcG41K+GnxmJXcLT0bW5POnBwvHrUVIocUqmoaz+dtxJd zWuoWWmW7QQyW8EjWEzxM5X1QzkqKwhWZiQRx6VPRQyDRdT/ADEvbK9jvtb0zS7i3mCW008MM7T2 6qi/WeMNyqxiWTlRT06e+Ksw0m++r2rpqes2t9cKxb1kCQBU2FCod+jd/fFUZHrOkSokkV9buki+ pG6yoQyBeXIEHccd6+GKr11TTGi9ZbuBoQSDIJEK1UkMK1psQQcVWjWNJPS9tz1/3an7Iqe/YYqr w3VtMzrDKkjRECRUYMVJFQGp0qMVXQ/3Kf6o/ViqT+bo4JdI9KbWpNBWSWNFv4Xjjfk7cRGGkDLV 60HvirErLRdMW5lCfmLqcxQSQyRveWzKrMHg6mPZ1kqRv1A8MVRdppGnNDG8fnu9l9Mxyzy/WrSr rHykpIBGOIZHXl0+FR71VQC+WNIZ5YY/zC1F2bjCElvLV1/dBm4f3alqeqeVDy6b7CiqPk0GyXUD qB89XsaK/qSWpurZbejVTcKqt+1tyY7060piqY+VNR0CxgW1XzS2stdyIbaW8uIpHJeIFI43UJy5 IOdNz3xVNofNnliYMYtVtWCHi7esgAPASCpJ7owYe2KrX84eVE4FtYslEgkMZM8dGEFPVKmu/Cvx U6Yqif0/oXqPF+kbX1I2ZXT1o+SstAwI5bEV3xVb/iHQquP0hbj0xycmVAABSpqTTau+KrP8T+W/ UaIarZmVCVaITxFwy1qOIatRQ7Yqqvr+hRxmSTUbVIwKl2mjAArTck4qpSeZ/LkdfU1S1UKyozGa OgZ6cVJrQE1G3uPHFUTBq2l3FybW3u4ZrhVZmijdXYBSoYkKTSnNfvxVFYq7FXYqozQRziaCUcop Y+DrWlVbkCKj2xVgn/Kh/wAthcNcRWE0MpUKrJcTfDT7RALEVkGz16/ScVtnzU9Va9OLfrGKvBrn TrSTXdQkgso4tRd7isc3laVh9XUyiUgo5EjSrtyr8ey0FTilRv4hJqUVp/h0SQi3jjtpj5TQoawI QQ73IZVDszcSopQr1xVUitLg3um2c/l5vTn9K1mB8sW/CPldSggyJcusUYZObfb7MOuyqK0e001L 8Saxocc+msZUNnH5X+rtMY4hO8iuJLg7jjs1GYrQCoIxVkFzd/lpFql1aSfl/eNJB+6N3HonON1I 9P4HRS1OHiBtsN9sVVRdflrDAIh5Eu4nljHrWi6IxIRuDsHKIYmpwBajmvGgqdsUJ5oHl38utat7 i6t/K0Fsrt6c63umC1eSvGXdJY1Lryoa9KjFUzb8vvIzyvM2hWRleMxM/oJy4MrIyg025K5DU698 Vd/yr3yL6Ig/w/p/ogFRF9Wi4UZgx+HjTqK4quHkHyOJjMNA08SmP0eYtoq+kU9Lh9n7Pp/BT+Xb piqO0ry9oWkNK2ladbWBnCLN9WiSLmIgVjDcAK8QaDwxVHQ/3Kf6o/VirE/zTayXyjN9du4bOEyx fvLiz/SMbNyqq/Vv2iSNvA74q8lJ8sxX81xBrukG8lk9eNk8sO0oZZViJiepJPqNRqV+KuwocUov UNP0KfWNRWHXtKspCDAYl0EuYFvl9KNBOSeTfvgoJ61OwFcUJfKnli30201Qa1oEcM80v1HUIvLr iQLavGjzBUrQo7igbbwNARgSiprPyxJHcxx3+g20cB+selJ5dJb6ryjX1DXhVv3y7gbgihpvhVUE P5ePp/6RtvM2n6dFI1xcQ/VdJghlEtsUliKIVrygidlII3LGlKbKohLPyiVv7O38xaHbXHpQxSyp o0LBXdY4RM9R6bNJ60ooQPtlegxQtt18m6V5amvp/Mek6laiSa0S8GjxERTvEaxCGNf7poVUGrb0 pyNQApVLG28j3GqLqVv5k0W4vVujLcRx6TBxkjMYMic0DSJzEbtz5GnJqjsFCAW38hnRH9TzRopm nY27ahBocHJnj9Qt9ZUiRWUyekwPQsBueS4pbgbyALOIxeYtDl1ayZX+vQaJG7kpL6vqvEmw2BQ+ maVowIriqIW1/L8x211qOv6R9XgpPLbx6HBEDAt3JFIOEqylEeRkVu/wkg/FXFVO6t/IENtqOlv5 n0i2vFa3t7i+/RUYdFhQq8IPAITztiV+I06U2WqqfeUPK2o36rqXlTzZYrJBLNDqt/a6XAv1x5JD NyZ1Ee4R1FFYioBO+2KHsOKuxV2KoPULu1sba7v7pmS2tIDPOy8iQkYZ2IVdzsO2KsOt/wA7Pyrn JC65xZfth4rpeJCM5BYpx6Ieh9u4xWmbtGolXdvst+03iPfFXl11+a999dltbO78vyGIz+qJtQuo nj+rvJyDIYSxpHHyJpTr1FCVVJ/zfvFtpiZtIE1uAJ5Fm1GWNHnRpbUL6duTKsqcByFN60B2GKom P81rqSytLz6zoUMFxFJVp9QvIm9deSqgSW2jZRzUV5b9aA03VZKLv8x5nkktdP0lrKSrWcrX13zZ CKxl1FvtyFK0O3virdvN+Zn12BbnTtJFkWjFw8d7deoBy/esimGh+E/CCR03pWgVZX6S+Lf8E39c Vd6S+Lf8E39cVd6S+Lf8E39cVd6S+Lf8E39cVd6S+Lf8E39cVd6S+Lf8E39cVah2hjH+SP1Yqxb8 z5L6LypLLZyTxPHIjyPa3ENpMI1BLcJZ/wB2KUrviryqS81ufSIYNQbV5GuJEneQa1pIpH6LK7Rm IoXQMzSDajFQWxSv0jUdf+r3Mdv+lQk0QWOY6tpJdODRnhb8FWMOyMzNz7LtvihGNBq1xq0eopPq fK4mr6L6ppawxxyLAJucdOTemPhI3NUPQsCVUN9a8wmxe5+u6u/Fo1hEuraI7/WXZIUXl6TqKiQU PIVodhsSqoPf6ofUElzqdvcrUzOuq6KsTIkZWnJhy4S0UlmRtqbbDFUw1ObzKj3kUV5qcgJtprN4 9T0o0MsZJiZXQEKDL+1yrxBVt8VSWPXNSt7+a2Gq6vBLz5i1TWtKkmlkZk5xhHDfHvz40CjdVqCM Up5c+ZL+6iSBBq8dxb2i29x6epaXFKGknlhVpY3KqJzxNGQdKdMUJZbjzKtyI4ZdWutPNoYyq61o 8hE80UfqII+MYJh5E8+pb2YkqUXZx+YV02Zre61RomQKaatpXqQjnNIX5xoI1L+jvUt1I7EhQ3by eZL60hhOo6rE1z6U5d9W00yrCzFeI4RUKlaS1C0PjyFCqtnbzeY45ZZdUlmY8bq2tdY0oxDhCFV6 yRRnlJUuVoVPShBxVNtBtrqa8s7e71LVbK0SWKW4u5NRsSwuLcPLKk4RAWQyKkJ47EIO1cVetabZ yWVhBaSXMt48CBGupyDLJT9pyoUE/RiqJxV2KqZ5+swCgjitamndvY4qt9BaU9COm+3z6/s++Kts ZfVX4V+y37R8R7YqwSD8vvy8a/uNQguGLSC4EyR6pcemDIzic0WT4SGdq7/CffFV/wDgb8tgJIZH jkDoqyxzalPJVduNVeQ/yVr8/E1VXL5L/L22kt5hcej6BUwD9K3KpsQo+Ey8W5MN61qeuKsgj83e VUlNmmsad60AVWg+uRF0BZY15LXkKu6qK9yBirm86eVVhaZta00QowR5DeQhQzcqKTWgJ4N9x8MV RUfmDR5C4jv7NzGaSBbhDxPgadMVXjWtNIYi8tSF3YidaAVpviq5dUs3rxubduNK0mU0q3Edv5tv nirf6TtN/wDSLfatf3y/skA9uxOKrBrGnmtLu2NByNJ12Xx+WKqQ8x6KbxLEajZG9lAaO1FzH6rA kqCqfaNSpHTFUwhr6MdevEfqxVJ/OGl3Gp6I9pBp1jqjs6E2eplhbkA7sSqSmq9R8OKsCHkLzSEj lfyl5Rku1Yu7hJAAEAEQQiFSKUpvWn4BVExeQtUliY3vk7yr9baZmlkSNnR4ih40LRq/L1BU12p0 3xVmFv5B8kwgGLQNPhJBDJHbxBfiZXIICgH4o17dsVah/L3yLDHLFFoFgkM9BPCLeL03oeS8048W 4kfDUbdsVc/5e+RXoW0CwJAjVW+rx1AhFI6GlRwGwxVt/wAv/I0iSo+g2DCaNYZSbeMs0aBQqlqV 29NafIeGKqsXkryhEax6NZq1EBf0I+REbc0q1Kni24r3xVRH5eeQhzp5c0395Xn/AKJDuCeVD8PS u9MVUl/LTyALcW/6AsmgWZ7hI3iVwskhUsV5V4g8BsNsVVY/y+8jR2ptE0CwFqxDPB9Xj9NmX7LO tKMw7E74quPkLyQWZjoNgS8SwOTbRHlFGEVI2qu6qIlAB8MVWP8Al35DkfnJ5e0+R+Kpze2iYhEj ESqCV2VUUKB0pirrr8u/Il05e40CwkYzG4blBHvK32mbbfl+1Xr3xVkOKuxV2Koa9F4be6FkUW8M JFs0leAlo3AtSp48qVxVgkU35+RRO01v5cn4LIVSJrsSuwQlAORjj3ag3K/R1xVnyCWkYl4mX0z6 nEHiW+GtAT0rirwWbyh53bW9QaTybYXBdrlorl9L0+UOGmJjJY3tuhbj+1x5eIPXFKIm8s/mPxeK PypY8mWFoZ1tNNi4+laMAvEvP8aH90vI0FabjfFCG/wF+YLWpkby5pEs8QufQgk0vT1jZAqskXwu GRvVL8DyIpUtvtilF3nkv8w5dRKN5X0YmWVIptVFjZN8MygSXBjacu3CrKyHqNx7qp/pHl66g0MR av8AlzY32oHlJObdLCCKaRSTD+7dmAIEjBqsadf2qBQrjR7C4Fmi/lVbJHLLMlys4sI/QVVjCSAI JA4k+IbEEcPcYqmOh+XdL1CWG31T8vbfSI5LJ0mlrZyxx8pnrbD0TyIYUkBC037Hqqn0P5eeQ4Yp Io/L2nLFKOMqfVoiGXmJAGqu4DKCAemKr18geSEtzbJoVitswZWgFvGIzzKFqoBxJrEu9K7Yqor+ W3kBImiTy/YLHJH6UiLAgDJyV6NQfFRkBBO47d8VR0HlHytb3iXsGk2kV3GSY7hYUDqWcyEhgKir sW+eKppD/cp/qj9WKsd89aX5p1Gx0+Py5eiyuYb+Ka7kaRow9sqOHSqq1fiZTx70yzGYi7YyB2pi OmaF+fKfUY77WdOeC1aIyFC4mkVBxkDuYWDl1JpyGzUJrlspYugLCIn1pCS6H+felC/ubHU7TUEk lVoLWSVpZREGkDLH60aoGPJWFW26bgUwiWI1YQRMcqTWTT/z1a5R4dT0uO248jFKv7zkZSeB4wsN ojQ0PUdcheOuRZHjvpT0jKGx2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVTIf1m4kAcV6ivdvcYqlUPm 3y5NdJaQ6xZyXMkkkKxK6lvUidY3QgNsweRVoe5GKpowl9VfiX7LfsnxHvirGrr8zfIlpIY7nzBZ QuCw4uSCeLMjUqd6OjKadxiqxPzR8iyMoTW4GViAsojlMRqZQD6lOFK28m9abe4qq4fmp+X5guZx 5isTDaOsczhjTlJGZFC7/HVQfs13BHUEYqn+k6tY6vYR6hpl5DeWU3L0riL4kbgxVqEN2ZSMVRlJ v5l/4E/1xV1Jv5l/4E/1xV1Jv5l/4E/1xV1Jv5l/4E/1xV1Jv5l/4E/1xV1Jv5l/4E/1xV1Jv5l/ 4E/1xVqGvox168R+rFXnv59f+S+l/wCYmD9ZzY9l/wB98C4mu/ui8Xaf8r5jynh1S3YKqqtmIQnb dvXkkZmArUggHwGbms45cPxv9DrScJ/nfBaJ/wArVktyLXVmRaidXeBuQq2/w+nRvs9DSnvuWs++ 8ftUHB3SUb4/l1Jpkn1BdRhv4omMX1hoiJZWkQIpKBhxRCxOy1pko+Nxb8NMZeDw7XacfmkrNaeS 1UFmPl+yAA3J+HKdFzyf1y2aoemH9Vg/1G9/5Z5P+Ab+mZ3EO9xOCXcz3RrX8srS1s21W0nvbif6 utxF/pSsnJD9YYCMQqOEldgz1QCgqSc1+SWck8JA593w/GznQhhAHEDfxYnr2n2yX4j0qJ5LaOC3 R5lSYLJOsKCd19VVfi0vIioHyGZeKZr1c7Pd37fY4uTHv6R96VywTRU9WNo69OQIrT55cCC1GJHN 6D+a3/HE8j/9sO3/AOTaZr9D9WT+uXN1f0Q/q/qedZsHBZZDp/5d/oi0kn1G6XVJfTWaNBWOMmpk d6xfZXoOLMehpmIZ5uI0Bw/jzcsRw8Ism/x5Md1NLCPULhNPkaWxWRhbyybMyA7Mdl6/IZkwJocX NxpgWeHkqaH/AMdvT/8AmJh/5ODBl+k+5li+se99nZxr0jsVdiqw8hISFLAgCop2J8SPHFUih8j+ S4L1L6Hy7Yx3scgmS5W2gEiyAhg4cCvLkK1xVOyXLg+m1ACDuvenv7YqxaT8sfJzi6H1G5T63K08 vp3lynGR3aRjHxmHphnkJIWgxVSk/KvylLx9aLUJOMYhNdQul5KE9P4gkygkqaE9++KrYPyl8j29 s1rb2N1DblPTSKO+ulVBUN8AE/wksKkjc1P8xqqqN+V/lT1/XSK/jk5cx6eoXaqB6gkZAgn4BGKi qgU8MVavfyt8pXkAgnh1BoPTETRfpG74PHUlldfXo3Kp5V3OKrrb8r/KFtFHFFa3vpwqUiRr+7YK hHEoAZzRKU+HpsPDFVSX8uPLUsvqOmocvT9IAX90AEowAAE1NuZoeoxVQf8AKzyk7IzRah+7T004 6jdqQCSxqVnDMST1YnoB0GKsujrHGsao5VAFBZgxoBTcliTiq/m3++2/4X+uKu5t/vtv+F/rirog RGgOxAAI+jFXnn59f+S+l/5iYP1nNj2X/ffAuJrv7oprL5f8iek/peW7Qy8T6YfSmC8qbVpBWlcq 8XL/ADz/AKb9rLwsf80fJg8Giebi9v6/lXyoqBo/rQTS74koePPgTCOJHxda9stOU/z5f6Yfraxi H82PyT/zvonkqLyhrEtpoMEFylpKYZl00xFGCmjCT0V408a4dNkynJG5Gr/nftXNjgIGgOXcwfWX mj8y/lk8MXrSrpemlIuQXka7DkdhmbjA4Mt/zpOPL6sfuCeWlrrH1uOWDzTqE0frcltzq+nSK3x1 MVTEWO/w9fbNeRDy/wBKXMqV9fs/UqwTajDcaTEtzPqrDULppLyXUreeSN20yRTGHjASHhH+8G3e vfLIxjwy36Dp/SDCRPFH3/oKnplpriGBovNGoXkfpN6Stq2nSB1KkB6iLk3H7Va9srkIeXyLOIl3 n7P1ML/M+ST9BeXIfrUmoxRPfhdTmvo9QkmdniLhpIvhHp7LxGbPs4AGVeXSu91+t5R+KY+e7a6e 0/L65jtpZ4INKs2mMUbSUCrGxHwg9sGlkLyi/wCIs80TWM1yA/Qn2uecri61C4l0nUbjTbGSJVgt 30L6w0UooGfmxXkGFdj0NPlmFHSyA3r/AEzknMOl/wClK/SvOdvDZWcetNdaveQ3izPdR6SbQCEQ 8OHBOQJ51avv0FMl+VlvRA2/nKMw62f80pdf+aNcmudQe1164tbeZ5G0+MeXkdoFaQMiMzEiTgi8 alampPhiNKduX+mQcvPn/pSl/mzUZdbk8oQwRXV7fadIRqd81i1osju8NH4KOI+w3TMnTQ8MT4iN +W997RmJlKFA7c9vc+h80DtXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq86/Pr/AMl9 L/zEwfrObHsv+++BcTXf3RQ35ow3WsaPb6de3Nhockc4vFnur1VqkStG1F5W7UrKATy2+dMqxCIN 2T8Gc7rueYXX5VGD6zPb+a9PtreMGBZ5rtGeBYyCIDL6yAKrNWmxHw/TkDLHuPyaTiIui9CiM9r+ T9/p1k1nqVja2l1E+oWV1HJHVizsAsYdQV5/Z5fdkMIHjRNm7HRlkP7s13FL9T0TTprfyTrMvmSz 0S+sNHsWt4btQxYogYPQum1dsyYZCDkjwGQMjyajAEQlxCJERzQY0LykLkXQ8weUxcCQSiUadBy5 g15V9Tx3yPCf9Tn819N3xQ+X7UVBDptuLVLTzn5etYLSWS4jt4LSNIjJNC1u5dBLRqxuRhEdj+7n v5/HuSSNvXHb8d6Eg0DyjbyCSDzB5TjkAZQ66dADRhRt/U7g0xMSf4J/NA4RylD5ftUNc8t6BrFl YWM3nbRLaz0z1fqdvaW6QRp67BpKKstN2WuW4cksZJGOW7XlxxnVzjt+O9GfmT5r8xeVNP8AK2n6 Bq9LQaXEpuIVQpMI1VFlXkH2ZRUb5HR4IZTMzjvxJ1OWWOMRE9GH6b+an5g3eo2trN5ie1hnmjik uXjg4xq7BS7VVRRQa9RmZPRYREkRv5uNHV5CQOL7mX2+qefLmMTw/mBY/VY5At08jW6vEhcLz4gM h6/zgV/a3rmGYYhscRv4uXeQ7jIK+CSeZfOf5laEIXPmqG+juGZYmtPSk+wqMxJ9LjT94Bs3Wvhl +HT4Mn8Fe/8Atac2XLD+K0t0n82PzCm1Wzhl1mRopZ4kdfTh3VnAI2TLMmhwiJPD0a8eryGQBPV9 Q5zDvHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq86/Pr/yX0v8AzEwfrObHsv8AvvgX E1390Uy84+X9MuNOfUdbs11oWKN6UAsYrmekhUOIkbuaCtDmNCdGht8W2UQee7A4dQ8l3d/Aq+S9 S9S+ZYjcNoUKIPrNVk9Ri4oAxYP9JFepvNgcx/pmqwTyO/kzHzZ5ei0jyFr0NgYbW1a2nlkt4LeO JWZkox+Cm5AG+DTTByx26pzCoS9xeP8A5qf7xeTP/Afs/wDiJzcaHnk/rl1ur+mH9VItAu/JCWJi 12yu5br1iwuLVhvFxFEKs6rXl1NOnvl+WOW/QRXm14pYq9QNo8Xn5YJqMU8VlqJtiria2meN0BaA hShXg9VlI6kjv7ZXw5+Grjf7f1Nglg4ror7kflOLa3+rnViXd/Xr6JnRBXiTXjCa7bLX5jGP5izf D+j9aD4Ffxfj7GMaudLOp3J0pZV04ufqyzkGQJ/lUzJx8XCOLm4+Th4jw8nrOsRaNLqv5ax60YRp baPF9ZNywSKn1cU5MxAHxU75qsZkI5eH6uL9LsZ8N4+Llw/oZf8Aof8AIv8A35on/SVD/wBVMxPE 1X9P5N9YP6P2MY8x6Z5UGoBfLi+TzYCPk0l/dsZDJX7IWKVQBQHf3GWRyZ638T5MJDF04GT/AKH/ ACL/AN+aJ/0lQ/8AVTK/E1X9P5M6wf0fsYh+YVj+XVv+gm8rtp7XZ1KET/Upklf09/tBWbblTMvS SzHi8Tirh6tGYY7jw1fEOT3fNE7R2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvOvz6/ 8l9L/wAxMH6zmx7L/vvgXE1390VTWfNfkldMuG0fVdLfUwtbVLq5YQlqjZyjcqU8MhHBmveMvkk5 sfePmxKLzjr7GR5L7ylGtP3UIu7tm5c1qWfmBTgW/Z6geOW+BPun8mHjDvj80/8AOvmP8vp/KWrw 2WqWkt3JayrBGk/JmcqaADlucdNhzDJEkGr7lzZYGBojkxnzR5z0/QdF8pW1z5d0/WHl0OzkWe9i WR0HpgcFLK221cycOnM5TIlKPrPJoy5hCMLiJekJPpX5i6Vqep2unQeSdBSa7lSGN5IECBnYKCxE bEDffbLsmklGJkck9vNrhqIyIAhHf8dzKb2DXbaSKNfy98vXBmClTELYUZqDgfUEZ5Bjx+YzFjKB /wArMfNyZRI/ycT8kn1nzJc6NbG51L8vNCt4QyITxtXPKQMUHFOTbhG7dsux4hM1HLP7Wqc+AWcc fsST/la2if8AUj6H/wBI8f8AzRl/5GX+qT+bT+bh/Mj+PgzHWdTR/OX5dalHZ8El00TJY2iVCCSE kRxIKfCvKgHhmHjh+7yxv+Lmfe5U5XPGa6foZzrGvalc6ZcQaZa6jp9/ItLe9Nmswjao+L03bi3y Oa+OEXuY/NyjJh/H81mLcvMN+g9FVThottX1lQAs3In4WcEkeGw8ct4If0f9M1+rv+xPdC1Pzhba veXOsTX2oadKvG0sI9NSD0jy2b1A5dvh7GuQlijWxj82YkbSD83NX+u2/l+P6ld2vHVYW53MXpqd iKA1O+Zmgx8JluD6XH1Mr4f6wev5qHPdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirB/ zj1STTPJUl0lvbXTC4hX0ruFLiLcnfg4K18Mzuz4cWWrI26bONq5cOMmr97xny9r+s67dy2tno2h CWKIy8TpcLFvjWMKqxxuxJaQdqAVJ2GbjNijjFmU/wDTOtxZDM0Iw+Se/oT8xzcSQDytoBeMVH+i aeOVfs0qajl25AZR4uGr45/OTd4eX+ZD5Bj2u+Y9e0O/NhqWgaHFchEkKjTrVhxcVG6qcyMWKGQX GU6/rFpyZJQNGMfkyvXtL0/zN5r8h2eqUt7O/wBCikmW24wKhEEkoWMUKooZQAKdNsxcUzjx5DHc if6W/JETlAHkY/oZD/yo/wDLj/lsuf8ApJi/5ozH/lLN3D5Nv5LGwZdI/K9pPSOi+a1UFgHaCMJV Qp2P+Vy28aZd+czf0WH5bHyqSN0Ty7+Wuq31vpAsPM1hFdM7rLexrDbK8YIq7UYKxAoNsjLWZhv6 Ux0+M7epH+efyn8j6L5U1DU9PuZ3vLZFaFHnjdSTIqmqhQTscnptdlnkESNj5MM2kxxgSF+r/p6y k/L3XdM0W61iPT9Hg9SK2jkYVeALxZ0STj9qvTBj4JeLCUhG5fpTPiAxyAJqP6E7/wCVsedv/Le6 l98//ZLlP5HF/qsfs/Wz/NZP5h/HwYdeRw3mo3upXP5Xas97ftI1xL9ZvxvMCJOAEFE5V/Z/plo0 8QK8WP2fra/Gld+Gft/UyHQvPfmPQtLh0zTfy41SKzt1Cxoz3TkAAD7T2xPbK5aPGTZyx+z9bMam YFeGft/Ul/mzzD5z83SaRayeTNR05LS/iuXnaOeUUB4kGsEdPtVrXLsGLHi4j4kTY8v1sJ5J5DEc BG4/HJ7rmjdo7FXhf/OQ+oX9rrWkLbXMsCtbSFhG7ICfU78SM3nZMAYysdXWdoTIIorfL+g2t35V trt4dRur64h5GcXOphQ5Q04iK1eI70ooc1O1cOXKRkI9IHuj+tljgDAHe/fJO7fyjo4M0bW97JJG A7+pe6qjRoa8SQtrQcgK/F/A5Qc8u8fKP620Yh5/OTGL78uvM9xeT3FjqlzZafX93C66rOycQeYL fVkLEcK/ZG549cyo6uAFEAn/ADf1uPLTzJsSIH+chYvy088SsOGtzek6ho5DFqnxV/54UA71J6fT SR1mIfw/7n9bH8tk/nH7XSflp54RSf03MWrQAxaooJIPEcngUVY0Ue5xGsxfzf8Ac/rX8tk/nH7X L+W/m91kePzDI0UXIO/pars6faU0t9qGuP5zH/N/3P61/LZP5x+1pfy187lira1OjCoIMWp1rxqt P3Hxb7HjWnXcb4/nMX80f7H9a/lsn84/a64/LbzrEqlddmYuyooMWqLUmgPW37V6ddj32xGsxH+H /c/rU6bJ/OP2tJ+XHnR1ULrk3rNusZj1MBlFTVWMG/ID4a0rv4Y/nMX83/c/rX8tk/nH7Vlp+Xvn O6iEsWtzleXGT93qR4HkFKkrCVJqeik4ZavGP4f9z+tRpsh/iP2oPVPI35kWYh+ryahfvIJPVjhS 8Bj4MQvIyKinmN14k/1nDU4Tz4R8mE8GYciT80huLTz7b6omkzJqa6nIvOKzBnaV1AJ5IgqWFFO4 8Dl4liMeIcPD37NB8UHhPFaJ/QX5of8AVv1v/kTd/wBMj4uDvh9ieHN/S+1QvbD8w7C1e7vrfV7W 1jp6k86XMca8iFHJmAAqSBkoywyNAxJ+DGXigWeL7Uq/Tmt/9XC5/wCR0n9ct8KPcGHiz7y+mPzg k0SPyZI2swzz2PrxVjtXWOTlU8TyYMKfRnNaAS8T01ddXeaox4Dxcnjej6d5B1Yz/o3RNYneBVMi reWytSRuACgoC1SaUGbjJPLD6pR+RdfjhinfDGXzV30DyurM0vlXzJHvSSWWRUQcjx+J3iCirbbn I+LP+fj/AB8U+HC/omgNRT8u7C49DUdD1y3nIDBJriJSV3UMtYt1+HYjbLIHNIXGUD8GE/CiaMZM t12TywPN/kOTUYv+dfOhxn0blfWIjMEnoiQIp5MDx3A675iYhPw8lfXx9Pe35OHjhf08P6GTfWvy N/5ZLL/pCl/6pZjVqu8/P9rdWHuHyYnd6j5fGqXMdrpPlptL9UfVLiSC9WYRVX+8iEBVmpy6OB91 DaI565yv3j9bGsd8o1+PJE+X77yadSePzBp3l9dPSFuM9ja3Zd5ua8T6ckPwJw5E/ESDQb9SJRz1 sZfMfrUDH1Efl+xU8+XH5TN5S1FdFtrVNTKL9WaO1kjcH1FrRzGoHw175ZpRqPEHETw+9hnGLgNA X7kt8+ebvMuh+X/JcWkahLZxzaLbPKsRADMI0AJqDlmlwQnPJxC/WWvPmlCEOE16WI/8rI/Mn6uL n9MXn1YuYxN+wXADFeXGnKhrTMv8nhuuEW4/5rLV3srQ+e/zVmvEsotRv3vHBKWwUmQgAkkLxr0F cB0uAC6jTIZ811ZtSX8xfzMaGSZdWvTDEQssoFVRj0DNxoDt3w/lMF1whj+Zzc7KtpH5mefZtWso pNbuWjkniR1JFCrOAR0wZNHiET6RyZY9VkMgL6vqfOWd47FXgf8Azkh/x29H/wCYaT/k5m+7I+mX vdV2lzih9E83aBD5d02xuLu0SSOFUlLBCybE7g6dK2zIlaSMfDptLJgmZkgH8f536GWPPERAJHL8 dE4tvNfkYMkqXmnwyKzPSKOOOn2gPtaSteKkDrv4Vyk4MvdL8f57YM2PvH4/zVOx80eS7YBotRsY Q9ZORCvJykqWUk6W1BWnUdvfDLDlPQ/j/PUZsY6j8fBefNvkekscmoWdxGAgjZo4w3BAAYwv6KCj 7PTZSDg8DL3H8f56+Pj7x+P81uTzp5PH91eaeRyCuJI4zyUgr+zpf7JAP+qT36I0+Tul+P8APU54 d4/HwUZvNXkXisX6QtK9DMYEdQpdeaKv6MrQL/dk9KU6fakMGXuPz/4+g58fePx8FT/F3kaS59Vr +15xiqcUQKAr+ooQNpnHfl4A1FCaYPy+WuR/H+enx8fePx8Gk87eXpeSXmo6e9GjjEYjiEbKeJd6 tpsm3I8qGlPDbdOmmOQl+P8APXx4dSPx8Fs3mzyk8bqNT05HAJjk9BJFQkg8Y0bTF2+0aEgVbrWp xGDJ3S+f/H1OaHePx8FZvOPkmLaO+sXfiPjEMQVmFFIoNL5KWXudhg/L5T0P4/z0+PjHUfj4MVk/ MzRI7s+npHOAMxf4bAljstVY2Q+Cldinft2yho5V9X+6/wCKcY6yN8vu/UltlqF15w80z2osRP8A W9P1e1tLK3+rWc8qz6fcqkJnWJYRI3LiJHjoCakU2yOrwiGnkPd9470YMvHmB9/3N/lxo9l5V0TS obcTzaZ5pgvNZ0yLUYDcKGntHsTC1rIjLJ9WMsQadI4Ddx3AIYRxmOTQYsRmaDt5zEea46Wsmk+Z tXbUbbXZodMtoTq1o3oMYdU1G21qKS80+eCOaGW7e+llRoZTCFBjKh46nK7O/v4/H7i4+t/uj8Pv YPnUOgfUH516bqOo+RpbbT7Wa8uDcQsIbeNpXoCanigJ2zmezpiOWyaFO+1kScZA3eO+R9D8z6Rq c0l/oWuJazQlB9Ugu4m9UMCjFkCkcd96N/q5t9TkhOO0oX5kOu00ZQluJV8WRDT3EN1aTWHnSWGS pWSNJxzZJW4Fkain92I6VXanTMbi3BBxfZ+O9yNuVZPtYj5n8tebtS1eS5ttF124tgkccMl9aSGf jGgWjmNAvb+u+ZmDNjjGjKF+R2cTNjnKVgS+IegXkGu6P5g8iawND1G+h0zQ4YbuG1tpHdJWt3iM bbUVlL7g75gRMJwyR4ojin1Pm5khKJgaJqP6GU/8rQv/APqTPMH/AEhtmL+SH+qQ+bd+ZP8ANl8k g80+Z9Y15YVh0nzho6whq/o63ERcsymrkqxNApA3pvk4aWMf48Z+LGWcn+GY+CL8t+ddS0TSYtPf y75r1RoyxN5f27TTtyNaM5pWnTBPSAm+PGPisc5Arhn8kP5285avr/la/wBHtvKGuxT3aKqSSWb8 BxdX341P7OW6bTxx5BIzht5sM2YyiQIy38mMfmZ5Y8y3mkeTo7TSb24e10eCK5SK3lcxSKiApIFU 8WFOhzJ0eaAlkuQFyPVp1OKRjCgeSQ6Kfzf0Wy+paZpmpW9tyL+n+ji/xEgk1eFj2HfsPDL8g08z cjG/637WqBzwFAGvd+xtj+bzyK8ulahLxkebg+mllLyoY35KYaEFWIodsa0/fH/TftTx5+4/L9iK g1X87oBKIrHU0E1DIBpxAJACjpD/ACqBkDj0p6x/037UjLqB0Py/Yk2neUfPEmv2t3daHqRd7pJZ 5ntJxuZAzMx4U98vnnxCBAlHl3hqhiycYJB59z6wzlHfuxV4H/zkh/x29H/5hpP+Tmb7sj6Ze91X aXOKM8qa9p0PlXSrY3gj9FEE0folm5VL8R/uNuR1KsD6hrkM+InITX4/04bsMxwD8foQ2u3HkfWV iW/uxNHBI5AV5YXVp3YyOWi01KgkDiDWgHTJYhlhyH4H+exyeHPn+PsSb/Dv5VpweXUuFCvNTdXA BWlagHTgx5DfZtq/Kt/jZ+77B/xTT4OEcz9v7Ftvov5RmUetqVIg9GIu7gnirbHj+jhXkvX4vu7J yajoPsH/ABSBjwd/2/sUrjTPymWNjHdvUAhaXUzFqI3FqGxWhLKvtv27ET1Hd9g/4pTDB3/b+xcd D/KhyjDU/TVvtx/W5iw5FTUMdPp8AqKd/o3fE1Hd9g/4pfDwd/2/sWfor8qjcPAL7ggjIW4NzcMC 3UGosR8Q3r8NKUpvvjx56uvsH/FLwYO/7f2KzaN+U6w8/rwerBSgvJ/UHNvhb/eDj8I+119vceJq L5fYP+KT4eDv+39jQ0b8pl48tQDREqXk+uXBcCoqqoNPHTvX6O9HxNR3fYP+KR4eDv8At/YkN35Z 8tPdXJtPMtjFAp5W6SLdtUMfs8xB+yvenX78vjmnQuB+z9bTLDCzUgxbMpxWR/l/qcml+aIb+IqL i3tr5rZXnhtQ0/1KYQp69wGhjLyFVDSAqCdwcxNfEywyAFnb7w5OkkBkBPL9iO8vWHmez1czJeWF lY3jS2lwl3rem6lPHbMYAHuLqYu95CWWV/q0aW7ID8EyNJIc5sabKP4ZfJ3hz4/50fmo6Lpg0zyZ raaj9XtbldK0q1s4V1PT9Rkmullto79x9XLTovp6fbcIuTIqqSDUkDM7PwZI5gTEgb9PJxdZmgcR AIP9rFM6N0j7czinqHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8L/5yH+ofprSPrPq8vq0n H0+NKep35ZvOyb4ZV3us7Q4bF2xaw/x/+j4f0f8A4h+ocY/Q+r+pw48U9Ljw/wAjhx9qU2zKl4V7 8FtUeOhXHSIn/wCVm8x63+JfU9KSnL1a+l8Pqf7H7NfoyI8Dp4bI+J/TSvzd/iT0bP8AxX+lvTrL 9S+vUrX4fU489/5ct0/BZ8Ph86as90OPi+xjX+4X/l5/5J5k+rycf935u/3C/wDLz/yTx9Xkv7vz d/uF/wCXn/knj6vJf3fm7/cL/wAvP/JPH1eS/u/N3+4X/l5/5J4+ryX935u/3C/8vP8AyTx9Xkv7 vzd/uF/5ef8Aknj6vJf3fm7/AHC/8vP/ACTx9Xkv7vzd/uF/5ef+SePq8l/d+bv9wv8Ay8/8k8fV 5L+783f7hf8Al5/5J4+ryX935u/3C/8ALz/yTx9Xkv7vzf/Z uuid:a8bf8d67-26fd-4e56-b6f5-69e5f4a61f63 xmp.did:4DCF1E669057E611B24E8D24F9E3AB5D uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf xmp.iid:4CCF1E669057E611B24E8D24F9E3AB5D xmp.did:4CCF1E669057E611B24E8D24F9E3AB5D uuid:5D20892493BFDB11914A8590D31508C8 proof:pdf saved xmp.iid:05BBC1690981E4119AAF8F77F193964D 2014-12-11T16:30:12+08:00 Adobe Illustrator CS6 (Windows) / saved xmp.iid:4DCF1E669057E611B24E8D24F9E3AB5D 2016-08-01T10:43:21+08:00 Adobe Illustrator CS6 (Windows) / EmbedByReference E:\1A平面设计\二维码\2013080611073426.png EmbedByReference E:\1A平面设计\二维码\全志科技微信二维?00cm扫描距离5m.jpg Print False True 1 210.001652 296.999959 Millimeters Roboto-Black Roboto Black Open Type Version 1.00000; 2011 False Roboto-Black.ttf Roboto-Bold Roboto Bold Open Type Version 1.00000; 2011 False Roboto-Bold.ttf RobotoCondensed-Regular Roboto Condensed Regular TrueType Version 1.100141; 2013 False RobotoCondensed-Regular.ttf RobotoCondensed-Bold Roboto Condensed Bold TrueType Version 1.100141; 2013 False RobotoCondensed-Bold.ttf AdobeSongStd-Light Adobe 宋体 Std L Open Type Version 5.010;PS 5.002;hotconv 1.0.57;makeotf.lib2.0.21895 False AdobeSongStd-Light.otf Cyan Magenta Yellow Black 默认色板?/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 ?/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 ?/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 洋红 CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 14.999998 100.000000 90.000000 10.000002 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 35.000004 85.000000 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000001 0.000000 90.000000 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 19.999998 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 10.000002 100.000000 10.000002 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000000 30.000002 95.000000 30.000002 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 10.000002 45.000000 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 70.000000 14.999998 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 5.000001 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 35.000004 100.000000 35.000004 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 95.000000 19.999998 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 39.999996 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 39.999996 45.000000 50.000000 5.000001 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000004 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000000 60.000004 65.000000 39.999996 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 39.999996 65.000000 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000002 50.000000 75.000000 10.000002 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000004 60.000004 80.000000 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 39.999996 65.000000 90.000000 35.000004 C=40 M=70 Y=100 K=50 CMYK PROCESS 39.999996 70.000000 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 70.000000 80.000000 70.000000 PANTONE Red 032 C SPOT 100.000000 LAB 55.294098 72 43 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 89.999405 C=0 M=0 Y=0 K=80 CMYK PROCESS 0.000000 0.000000 0.000000 79.998795 C=0 M=0 Y=0 K=70 CMYK PROCESS 0.000000 0.000000 0.000000 69.999702 C=0 M=0 Y=0 K=60 CMYK PROCESS 0.000000 0.000000 0.000000 59.999104 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 39.999401 C=0 M=0 Y=0 K=30 CMYK PROCESS 0.000000 0.000000 0.000000 29.998802 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 9.999103 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 95.000000 0.000000 C=85 M=10 Y=100 K=0 CMYK PROCESS 85.000000 10.000002 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 60.000004 90.000000 0.003099 0.003099 Adobe PDF library 10.01 endstream endobj 3 0 obj <> endobj 14 0 obj <>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>> endobj 15 0 obj <>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>> endobj 24 0 obj <>stream HWYo?~_яdm}뼴68Ԫʽ-ҳ