%PDF-1.5 % 1 0 obj <>/OCGs[118 0 R 130 0 R]>>/Type/Catalog>> endobj 140 0 obj <>stream application/pdf 2110 Adobe Illustrator CS3 2014-12-14T21:27:10+08:00 2014-12-14T21:27:10+08:00 2014-12-14T21:27:10+08:00 192 256 JPEG /9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9I6dp1vNbr8KxrGsaqqx xUp6SN+0jHq2Kor9D2/83/JOD/qnirv0Pb/zf8k4P+qeKu/Q9v8Azf8AJOD/AKp4q79D2/8AN/yT g/6p4q79D2/83/JOD/qnirv0Pb/zf8k4P+qeKu/Q9v8Azf8AJOD/AKp4q+e/z40LzC3naI6Xpl3e 231KKs0EMxTnzkqv+jhEr07VzU6yJM3vvZk4Pyx8ScYy4zz4O4fzhbzr/D/nf/qw6h/yIvP65ieG e56G9J/qsP8ApX/xLv8AD/nf/qw6h/yIvP64+Ge5b0n+qw/6V/8AEu/w/wCd/wDqw6h/yIvP64+G e5b0n+qw/wClf/Eu/wAP+d/+rDqH/Ii8/rj4Z7lvSf6rD/pX/wAS7/D/AJ3/AOrDqH/Ii8/rj4Z7 lvSf6rD/AKV/8S7/AA/53/6sOof8iLz+uPhnuW9J/qsP+lf/ABLv8P8Anf8A6sOof8iLz+uPhnuW 9J/qsP8ApX/xLv8AD/nf/qw6h/yIvP64+Ge5b0n+qw/6V/8AEu/w/wCd/wDqw6h/yIvP64+Ge5b0 n+qw/wClf/Eu/wAP+d/+rDqH/Ii8/rj4Z7lvSf6rD/pX/wAS7/D/AJ3/AOrDqH/Ii8/rj4Z7lvSf 6rD/AKV/8S7/AA/53/6sOof8iLz+uPhnuW9J/qsP+lf/ABLv8P8Anf8A6sOof8iLz+uPhnuW9J/q sP8ApX/xLv8AD/nf/qw6h/yIvP64+Ge5b0n+qw/6V/8AEsr/ACt0PzPB5/0C4vNMvbWBLlvXaWK4 WNVMZCFjJUCrGgy/TQIyDZ0/bWXT/lcsYyhI1Gvov6t64a6Pp7R/952/55/8mI83T5wjsVdirsVd irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqBuv8AeiT/AKNf+T7Yq7R/952/55/8 mI8VblMfrSid5Eao+rqrMvJeI+yoNGPKvj77Yqi4vU9JPVp6nEc6dOVN6YquxV2KuxV2KuxV2KoL XE1N9HvV0tuGpNC4s3PGgl4/BXl8NK+OV5eLhPDzbtMYDJHj+i9/c8xt7H8/oZbBZruG5EaSC9l/ 0YAyMWMZVAI+QX4fCua4x1N/2PSzy9lESqJG44fq5de9G6hZ/nWl6rWV4klt9WuFCcLWouOUqwly 7DkKem2yigNCKjeRjqRX7PNoxZOzTH1R34h/O5bX+kf2sv8AJFv5rt9F9LzTci71USsWnVY1UoVX jxWOgoNxvueuZmnE+H183VdozwSy3gHDCuW/6U/y9wHYq7FXYq7FXYq7FXYq7FXYqgbr/eiT/o1/ 5PtirtH/AN52/wCef/JiPFUdirsVdirsVdirsVdirsVUL+K7lsp4rOcW126MILgoJAj0+Fih+0Ae oyUSAd9wgvJbjzd+bMdnHd36Jp8K6iNJujaWE18yJbo/r3wjAV2SaVQI6CgXxNDm1GDT3Q39PFuQ OfIfDq4niZKs99cifj8UCPzC/NQ3ckVvbT3OkJ6Xray+kyxSxRNcvG86WfIvLRAvwg1A345P8rgr c1Lu4vLlaPGyXy276PeeiYee/wAxPP1rPaR6Jpt3aQukwE01l9aExQp6Uxa39YokgJ+ExhvHK9Np MRB4iD8a+9nlzSHIHr0v7k/07WvzGk8121pcC1fTL3R2urVkt50jS6VYwouJJAHXlI7fBQHiOla5 RPHh8MkXxCVcxy8mYlPirpX6khufN/5l2sFrBqMht6arf2d/q1rpc10qQ28KtbtHboS5SWQsob+h y8YMJJI/mggGQHXfdhLJMAX39x+5nXk/VNd1LyVpOoa3CbXVrhYWu4eDREEzAVKHdeS0JHvmBqYR jkIjvFuxSJiCebFfOvmn849O1iWHy55eg1OxLyLal1YFgogdTJIJQq15SqOnQdDXKG0JNqnnz89k sLOSy8rIbmZJvrCmCVgsirIYgFDAqGPpbsd6moQ1AV2V387fntHe+kvleCa3Iak4jloGDuAGUyRn 7FDUeHflihSHnn8+Flg9XyvFHERWc+hJIVDNAF2jmNWXlLyptRQfmpQsH5g/85APp03q+UUj1CKO q0t39NpPTqAP37E/vKA0P3DcBdlW68+fn7Fas0PlWJ7hOR4NDI4YAy8SCsqfapHt161Awq9b0C41 G50LTrjU4hDqU1rDJfQqGUJO0YMqhW+IAPUb4obuv96JP+jX/k+2Ku0f/edv+ef/ACYjxVHYq7FV J7q1RirzIrDqpYA/ryQie5BkGvrtn/v+P/g1/rjwHuRxjvd9ds/9/wAf/Br/AFx4D3Lxjvd9ds/9 /wAf/Br/AFx4D3Lxjvd9ds/9/wAf/Br/AFx4D3Lxjvd9ds/9/wAf/Br/AFx4D3Lxjvd9esq0+sR1 /wBdf648Eu5eMd7vrtn/AL/j/wCDX+uPAe5eMd7vrtn/AL/j/wCDX+uPAe5eMd7vrtn/AL/j/wCD X+uPAe5eMd7vrtn/AL/j/wCDX+uPAe5eMd7vrtn/AL/j/wCDX+uPAe5eMd7jeWR6zxH/AGa/1x4D 3Lxjvd9ds/8Af8f/AAa/1x4D3Lxjvd9ds/8Af8f/AAa/1x4D3Lxjvd9ds/8Af8f/AAa/1x4D3Lxj vd9ds/8Af8f/AAa/1x4D3Lxjvd9ds/8Af8f/AAa/1x4D3Lxjvd9ds/8Af8f/AAa/1x4D3Lxjvd9d s/8Af8f/AAa/1x4D3LxjvQU91bPdOqSozH6rQBgSaTNiYnuSJBV0f/edv+ef/JiPIpR2KuxV2Kux V2KuxV2KuxVAagL8xagNPKLfm1pZtJ9gTUk9Mt1+HlSuW4+GxxfTe/u2asnFUuH6q29+7CI2/O4R qrrYl2SYMw9P4X5Sek1a0p9nbj0671zZH8l/S6fot1Mfz9b8HX9Nfo+HPdtZvzpSO5aeC1lk+rlL VLb0QDO7BRITK6/3a1anQ9KY1ojVE897vl8O9HFrwDYiTW1Vz79+7mzvSpL6TTLV9Qi9G+aJDdRA qQstBzAKllI5dKHNXlERI8O8ejuMRkYAyFSrf3orINjsVdirsVdirsVdirsVdirsVQN1/vRJ/wBG v/J9sVdo/wDvO3/PP/kxHiqOxV2KuxV2KuxV2KuxV2Kpbq9vFc2mp28sbyxTWfpyRRkB2VxIpVSd gSD1yR5MerxLUrLyUNM/R0vl3zPHBYwMizJ6PHhc24hbi7sd4w5X4V2Zj1p8MWah5T0L8uptat2i 0HzMqSwCCS+uqvawokEK0l9PpyQ8GqvXY+yr0B/yH8kNdpdCW/SRFZOK3A4ENGsXxKVINEQAYoVl /JDyUDbNyveVq0jKRcEB/VSONg6qApHGFabe/WlFVOy/InyTZyzTQS6gJZpJZOZumJX1qB1Wo+ya d64q65/InyTc2F1ZTS3zR3lzLdyyeuPU5zyCWRVfjXizqD4+/XFbTXRPyw0LRtWTVbS7vmvEJo00 yyrRz8ahXQhVYbUWntQ4qhb38n/LF3pVzpJuL2HT7udrmeCGVErI8yzkh/TLj40Xo2wAxVZ/ypPy E1ubaW3nmt2UI8Uk7sCoYvSv2gC7VIUgfRtiqYL+Wnl9NAGgpJcDTRcJdpGzo5WVG9QsGdGPxv8A Ew79OhIKqDT8nPJ8cqSRfWUdFCLWUSAIrO6JSRXFFMrfMGhqAAFVeP8AK3Q4/L1joIvb9rPTrtL6 1d5laUSxlzRnKHkpMhqpGKp95Z8uaZ5b0S30bTFdbG1MhhWRubD1ZGlYcj1+JzTFVW6/3ok/6Nf+ T7Yq7R/952/55/8AJiPFUdirsVdirsVdirsVdirsVUU/3sl/4xx/8SfJHkxHN5X521BbHzPcfWvz CudJjdrVItLitXkCMkTluTxKdp6H7PGhHU/ZyLJC+T9atbQGz1D8ybjV7nUIuMNxLZywJHzgFyki swMaARfGxZvs/wApOKSyLS/y+8/WlpNHP56ubq4ldXSd7faMKrKQqGVtm5cjVuoFKYoQ0f5b/mOW lM35gXVDHDHCsduFCmOL03c1kJYyN8fXY9ziqqPy388rcmdPPt+OVA8bRh0ASFo04KXAU82WRzvy K02qcVVNQ8g/mDc21tHD57ubeWGCWOWRbWOkkrwCJZD8daK49QLXY9++KovXvJ/ny+0/S7fT/OD6 bcWUMkN7OlqH+tMyhUlblIWVkK16kGv04qhD5A/MH1LRh57uVEEM8c4FtGfUkkjRI5KFiKxshcA1 326cuSqZW/lHzbDomp6efNM0l3eFms9ReIGW2JlLrxBfiwCHhSgrTFUlf8tfzCkukkP5hXkcCzPK 8cduOTIePCOryuoVWUn7O9adMVVdW/L38xLuSdrTz7c2ayxNHGgtlYRsXVgy0dSSFWlSa4qnei+V vNFhqUd5d+Z5tQiHqieykhUQsJJOacPjZ0aMVFeRr4ACmKpl5X0jWdLsZ4dW1Z9ZuZbiSZbl4xDw jenGFUDMOKU2OKoq6/3ok/6Nf+T7Yq7R/wDedv8Ann/yYjxVHYq7FXYq7FXYq7FXYq7FVFP97Jf+ Mcf/ABJ8keTEc2Hak3mObzHd2trHoogQQGstJLkmTgsvrRkqQrqwVT3ovjkWTFrpPOdraWpCeUUk aaJb7lGkSvGUcyUrIw5MaEb9PpqqmUWsfnFPHMlrceXrqdI45FSKVyw24yM5DsOPP4gePTbr1VQ4 8w/nUqAyP5Z4oI1aZZpOLu0bhqVlWn79KD/IB/a2xVMrzzD+Ydxp2jw6Nc6HcazxZdbjMwKNI0XK A24WRiod0bYg/CCe2Kqcjfn6bnjGuhCArQyMJqhhbDfiHPW5rT/J99sUo21P5zp9WS6/Q8oZXN3L GJVKN6ICBFLHl+/+L/Vr3pVQpxP+dbXUglXSI7Yu5hZBI7BOK8AyF0qeXLo/hv1oqmmnyfmR+itQ +uRWJ1MuDpnURBKqpEwViSftN8J8BiqQSt/zkGn1pYV8vSlpJjbPJ9ZVVjIX0VABryB5cuXtT2U7 Kg/5XybO6YfoNLvnKLJG9YpwrH6RkK96F+VPb6VVa4/5Xj9WuRAdE+tK7i05LOI2TlVGkk5lgeII 4rF1pv1ooZ7C0rRIZVCSkDmoNQD7HFUJdf70Sf8ARr/yfbFXaP8A7zt/zz/5MR4qjsVdirsVdirs VdirsVdiqin+9kv/ABjj/wCJPkjyYjm8q85vdL5wmubb8vLzVZllsDJq0d5Lbh13+MLECjG2bjtU +PQZFmxi48vwalNam5/KS9CC5tFikOpzhl4K6hzsGRIKBfiIFDt2wKnGm2M+gFLTS/y4u4ob6FbK +46ldSKlvJbcnViyNy4OSnwnr8QNThVRfQdJWxa1/wCVXXbrYGI2qx3ElSyI5XjI1G4xySEDiW61 pQbKFa18tWx1RLz/AJV1cx3Fo0c9tcNqVyS8sVsyKWVgR8JPAFiSftH3VetaBqV3qWkW15eWUmnX cqK1xZS1LRSEAsnIqnLiTTlTfFUwxV2KuxV2KuxV2KuxVA3X+9En/Rr/AMn2xV2j/wC87f8APP8A 5MR4qi3ngR1R5FV2+ypIBNdtgcVX4q7FXYq7FXYq7FXYqlup3P1NL+/ZpTHaWvrPDAqM7CP1HIUM N2NKDfLsceKo7bn9TTlnwiUt9he3xYEPzu8ut9XCRakxnjkloI7bYR8ttidz6ZzafyPk3+nb3un/ AJexbbT5XyHn+pNPLn5naPr2sx6TbC+gnkhacPOkCqFVeRG3Jq/IZRqOzp4ocZ4avpbkaTtXHnyc EeIGr3pvUPza8g6dcvbXuuvDNGJ2kX0S1BbRRzS/YibokopTq1VFSCM13EO52vCe9T/5XH+XvDkd cnFOdQbWQH92VDGhg3H7xaEda48Q7kcJ72x+cHkFmlWPWriT0TMJOFs7b28scMlAIatRph07V8Dj xDuTwnvTLXvP3lbQtQj0/UtWliu5YIrpY0i9T9zNcJaxueETUDSyBceIdy8J70PZ/mZ5PvJxb22q XMlyw5LAts5cx+s0BkoIfsBkZi3ZAX+yK48Q7kcJ70F/yub8uKxAeYXZZ5IoYpFgdkaScMUXmsJU fYNanbvjxDuTwnvTLRPzE8o65Dey6ZrEs40+AXV2volGSJlLA0eJamimqjcd8eIdyOE96jF+aHkm S3inOtSRxzRpKpkh4fBJam8UnlEAKwrX57dceIdy8J71K8/NbyTZ8frOrXMYeOeaMtayAMttCLiW n7nqI22B6nYb48Q7l4T3srsZ4763FxbXcjxN0akdD32+DcY8Q7lo96I+ry/8tMn3R/8ANGPEO5aP egp4pFunJmdgPqtQQlD++bwUYk+SQPNV0f8A3nb/AJ5/8mI8ilUdZFedfQ9dZzXqvGnALxbka027 A4qiIUZIkRmLsqhS56kgUr9OKrsVdirsVdirsVdiqiv+9kv/ABjj/wCJPkujHqua2t2ADRIQvQFQ aVwcRTwhKvMN1qemWUc+i6UmoXBkCPErCLgjA1fYEmjUqB237YmRKgAJBpXmPzrdTW0d35QWzSQQ evWdWEfJqTcW4BT6QUUBpXt7BKZRa75ifTb25u9FFhc23D6sC/1lZVd93AQRuKL1UioavUUZrcEB KYB5NGoyShAyjzSe882eYYJ2jtrCC4iI3lFrOgNTUihfNlDRYiNzXxH6nUZe0M8TUYiQ/qy/Whz5 w80EAHSICAOIH1ebYeH2um2S/I4P532hr/lPU/zP9jL9a7/Gnmvb/cVFsSR/o82xatT9vvXH8jg/ nfaF/lPU/wAz/Yy/WnflnXtX1O4nXUrWK1VFVkcxOnI1I6u3bMXVabHADhNudodXlyE8YEa8j+ks hUxqarJCD4hR/wA1ZhV5OxvzDQ9IAKHhAUUA4igFCP5vfGvJb8w2TGQQZISGFGBUbj3+LGvJb8wq xElK7dT02B3O/wBOAhkCvwJQN1/vRJ/0a/8AJ9sVdo/+87f88/8AkxHiqOxV2KuxV2KuxV2KuxV2 KqKf72S/8Y4/+JPkjyYjml/mu08x3ehzweXL6PTtXYobe6mQSIoDguCrLIN0qPs5Fkkdlo35mCBY 73X7cyNdPJJPFDHyS2bjxiRTCFJUBt2Hzr0CqZXNp53WwsobS+s3u45D9eu7iNv3kfAkcI4+KqfU oCP5e9cVWS2vmuLTtQN1qMMs0giNq0Si3WIhyHALctitN2Y716Zdg4eMcW4aNTxeGeE0Uovf8SPE FtL0RSciS7XcbfCSxC0r2BA+jNhDwgfUP9i6vKM5HplR/rBB+j54/wCrrH/0kx5bxaf+b9haODV/ zx/pgzO1vbZbWFZ5w04RRK3rru4A5H7fjmrnA2aG3u/Y7qGQcIs7+/8Aaq/X9P8A9/D/AJHL/wA1 5Hw5d32fsZeJHv8At/au+tWn8/8AyVX/AJrx4JfgfsTxx/B/a761afz/APJVf+a8eCX4H7F44/g/ td9atP5/+Sq/8148EvwP2Lxx/B/aiYTWMGtQakGtdq7b79srlzbI8l+BKBuv96JP+jX/AJPtir5P uvzi/Mm1cR2+tyIh5VAigP2XaNesfZUAzRjUZO99T0fYGjnGzjHTqf5sT3+bPvyK/Mfzr5j86S6f rWqPeWa2UsoiZIlHNXjANURT0Y5k6XLKU6JdT7S9kabT6YTxQ4ZcQHM9x7y+gM2bwTsVdirsVdir sVdiqin+9kv/ABjj/wCJPkjyYjmrZFkwWP8AKTTotcutXi1rVVlubi7uhbfWAYEe9haFlVCv2Iw/ KNa/CwG5AAxTa9/LWhpqL2l35s1B7xxDDHaSX6rIvwKFooAYtKylq9ydsULbbS9A/Q2spbeZn1Cz kMCySSTJe/VfTYfD8Br8b1J5b1OZGlkRkBAsuLrYCWIiR4R3/FB39loLq9vcatbwORQkWEkbjdT/ ADf5GbPHPJzESf8AOdPmx4iOGU4j/MIP3pb+gfLH/UxL/wBI0n/NWXfmMv8Aqf2uL+Uwf6r/ALH9 qra+VtAu7hLe314STSbIgtnqaCv82RnqskRZht72UNBhmajls/1f2pn/AMqyT/q5N/0jN/zXlH8q f0ft/Y5X8if0/wDY/td/yrJP+rk3/SM3/NeP8qf0ft/Yv8if0/8AY/td/wAqyT/q5N/0jN/zXj/K n9H7f2L/ACJ/T/2P7Xf8qyT/AKuTf9Izf814/wAqf0ft/Yv8if0/9j+1mmkWYstMt7QSeqIECepx 4147fZqaZq80+KZl3u6wY+CAjd0EXlbcgbr/AHok/wCjX/k+2Kvh3VP78f7P/k8+c7F9r0H0f6X/ AHEXpn/ONP8A5MOb/tnz/wDJyLMvR/3jo/bD/Ex/XH3F9SZt3zB2KuxV2KuxV2KuxVRT/eyX/jHH /wASfJHkxHNWyLJ2KpFruieV0aXzBqGnpNc2C/WjOiFpqwDkpULQsy8aL93c4qkuha35R14axpun 2N1ZyWMVmL4TQvbNSUGSJVLVJZQPj27jLMUzGVhrzYxOJieRYZD53/LjUbhC1prDPLyPrSxSUAEp iJZqfzbnwG5pvmVHtCYFCvk4M+y8cjZs/FDR+evyrkgjnWz1QxyyxQIeBPxTM612rsnpNy8Ml/KO T8Bj/JGHu+16D5Q0by9fWdl5g0qKeNZObQidirgqWjYMhU9wchk1s5x4Ty9zPF2bjxyEojcebLON z/N/ww/5ozEsfj+1zqP4/sdxuf5v+GH/ADRjY/H9q0fx/Y7jc/zf8MP+aMbH4/tWj+P7Hcbn+b/h h/zRjY/H9q0fx/Yvh+x71NfnU18MBZR5L8CUDdf70Sf9Gv8AyfbFXw7qn9+P9n/yefOdi+16D6P9 L/uIvTP+caf/ACYc3/bPn/5ORZl6P+8dH7Yf4mP64+4vqTNu+YMTk/MbSIdUtrWZCtpe3CWdreo6 yq8sriOI8Y+X7uR2Chgx6ioA5FbzpyBbUMoumPeavzc1Lyhrd/puv6OzrNH6nliey5uL1ywUQPUf BIC68qfxWuXg0IyxEoS/rX082rLqfDNSHu8/JD/8rG/MyfX4vLdl5fsX1uKwTUNSjluGSOESvxWJ W35MqsvI+JPhUy/KYRDjMjw3Q2Xxp8XCIi6vmhbv879X0C+0uDzlo8WkxXD3qXkkMpuTS2jVoWhE fL+9kfhRunU0HSUezY5ATjlxVXlzYS1ZgRxirvz5Mv8AInmjzX5l0Ua3cada2NleSK2mQeszytal jyklZQVDcei/fTMPV4YY5cINkc3Iw5DOPERV8mYZitqin+9kv/GOP/iT5I8mI5q2RZOxVDapPeW+ m3c9lb/W72KGR7a1LcPVlVSUj5H7PJtq4qx7yvr3m/U4Lw6/oCaOYUt2tl9YTiZpU5SjonH0n+Hf r12GGPNEuSW6p5p882dxEIPKUN3byyxRs0d3FzRHDepIwAIohA+dclv5sNvJFpr/AJsbV2tn8uwR 6esKP9ca5Un1mlCGMKivWkZ58unUGmO/mu3kkdh58/MK4gtLiXyL6KXEqRTwvdRLLCrNIGlKkbqq xqfH4sd/NNDyeiUh/mh/4Ef81Yd/NG3k6kP80P8AwI/5qx38128nUh/mh/4Ef81Y7+a7eTqQ/wA0 P/Aj/mrHfzXbyVoTWMbAbmnEUFK9RkJc2ceS/AlA3X+9En/Rr/yfbFXw7qn9+P8AZ/8AJ5852L7X oPo/0v8AuIvTP+caf/Jhzf8AbPn/AOTkWZej/vHR+2H+Jj+uPuL6kzbvmDErP8sPK9rr41pVmkkj cy21rLIHhhlZg5kjqPVryGwZyorsAAtLZZiY8PT8fBiIAG+qY+ZvLek6rNpmo30U00+iXK3lksJI PqggVZf2hhx5pQBA/iFFEoA1fRjnmPyH5c17zAusXNnqdrq/1cRPdWM7wcox0QspG9Pl75bh1s4R 4RRj5i2E8EZS4jz96D0P8tPJej3llcWujXrXFlJdshuGaVJTeRejKZuQIYNGAKUp8+plk7QyzBBP OvsRHTQiQQOV/ayvyr5G0Tys12uimeCzu3MrWDSs9vG5NSYkavD6D+oZVn1MstcXMderPHijDkyD MdsSvVriGyi1DUZVkdbO09Zo43ZSwjEj0AUjc0y/FEyMYjqf1NGaYgJTP8Mb+VsCt/zaFwtu8OhX bxT280xdbqRuMkIlIhPFT8T+iKVofiBp47SXZdXcxsR0763+108O2DKqxyIIJ59Re3Ly+1MPKn5j ReYNeh0r9FXNoJYGn9d7l2px7cQB99cq1XZ5xY+PiB3rk26PtQZ8vBwmO182cGK0VirSsGHUGZ6j av8AN4CuaviLuOELkt7d1DI7sp3DCWQg/wDDY8RXhDf1SL+aT/kbJ/zVjxFeEO+qRfzSf8jZP+as eIrwhTC2RkEYnJkNQEE71qOu3LB4nTb7GXhGro/aqfVIv5pP+Rsn/NWHiLHhDvqkX80n/I2T/mrH iK8IYnqfnSCx8w/ob9Datcf6Ta2xvokmNsBdDeQSFhVYdvUp0Bx4z+AvCGWfVIv5pP8AkbJ/zVjx FeEO+qRfzSf8jZP+aseIrwh31SL+aT/kbJ/zVjxFeEIKe3jS6cgvUfVaVdyP75uxJxMkiL4+vvIn neaUND5e1ORfj3SzuGG8jMOid1YH5Zz4wz7j8n17Rdp6aMN8uMcv4o/zI+b0T/nHvyp5o0rz3Lc6 po99YWxsZkE9zbTQpyMkZC8nVRU0O2ZWlxyE7ILp/arXYMulEYThI8Y2Egeh7n0hm0fOnYqx/wAx +VZtZ1LS76PU7ix/RjSMIYSwSUy8R+84slePDb5nL8WYQBFA2wlCyDfJD6T5KuNP8r3WhnWry6ku EnjGoTsXmUTKEU1YliYgvw/Fkp6gSmJcIHkiOOo1ZSVPyq1JbGO0/wAWakVS1a0eT1JA0iu7vzek gqy+oQp7DLjrRd8EedsBh2qyzbRtOOmaVa2DXEt2baNYzdTnlLIV/bdu7HvmHknxSJqrboihSMyC VFP97Jf+Mcf/ABJ8keTEc1bIsnYqw/Wvyw8p6xqk+pX2kxS3dw6yTTCaSMyNHE0MbOEXcrHIwHzy VBFlO9C0aPQtHtNH022SKwsYxDbRtM7lUXoCzISfpxoIssd8+eeNS0aI2OmRQHVZE5CSRmdIgehK hV5MewqPE5h6jVQxmt7Z6fUaeGUDPfB5fjb5F4XeJ558x3Un6d1S7nVjT6qrhUowr9hCYUr4AYBP i5bvpmDX6DBhjkwiAieUt/0gTKe+U/KA0k3LzQzRCVUAkfcfDWu4FO+ajtns/JqYxFHbupwNd7QY s1ASG3kR96Y6h5p8weXJIjpdw31c/EasWiNa1Ux9N6fa6+FDkOx9Lkwi5Sl7jf22a+QD537Vduzx yEMcY716ufwHX7S9O8g+cNO82ae7hXgv7agu7UyyMPi6OtW3Vqd+n4nphMuD2br4aqF8pDmLROp+ cvIOl3j2Wo31pa3MbBGilXieTKXA+zQ/CpOHjPe7LgHci9C8xeUNZubmLRLy0vbixETXItirGMTq WjJK/wAyg4OInqnhA6J3gS7FUDdf70Sf9Gv/ACfbFXaP/vO3/PP/AJMR4qjsVdiqR+YvMWoaXcWt vZaNdarJdCSjwDjFG6gcFlkIIQSMacjsOp2xVjl1+ZnmKG59BPJGrzMJ5IJHVfgHp8AHD8SrKxZq MDT4a1ocVU7780fMNtbvNF5G1mcIsx4LGeZMQXhxUKxIkL7d9unXFUXa/mHr1xFcN/g7VIJIZHSN Zl4iRECESAhWNGDNQUrUU7niql99+a/mezjklbyDrM6ohdRAhkdgJkjACBOXIq/OlNgMU0znRL+/ v7H6ze2D6dIzN6cEjh2Mf7DmgHEsOqsKjocUIlP97Jf+Mcf/ABJ8keTEc1bIsnYqwPXfy41PV2JO v6hZijKBa3LR0DzrPUfA268fTWuwTamSoMbKfeVfL115e0v9HpczagvMyCe9uGll+IAFeZjrxqNh 26Y0FsvKPNtxcS+bNVE7r6kU/F1AOy8Rw3r/AC03pmi1gHGdjZ/Hd+l0GokTlkL5H9CfeRPO3kjT Yvql6Ftb7kSb0qZEep2+MBih/D3ze6TRZziBlGvv+TtdPqbiIy6bM/fzh5UERkbVrQp3AmQt/wAC Dy/DMLJr8ELBnGx5h28NBnlyhLfyLyL80Nf0PWDHDoVtXi1bm6VfT9Sn2QsZAJ379fbMAds6fJPh B+J2v8ebq/aPsLW+ADHHxDnKt5D4fqvku/Iu0aTzJeyMD6S2bLXcfGZY+hFKEAHNpiJEqeX9ncZ8 WR6cP6Q9YvPJvl29nlnu7KCeeccZpZLe3Z2A7Mxj5Hr45kcQ7nr6Peu0XyjoGiXE0+k2kVlJchBc mCGGL1FjrwVuCLstTTwxsdyaPenORS7FUDdf70Sf9Gv/ACfbFXaP/vO3/PP/AJMR4qiHukV2UKzB P71lFQu1d/HbwriqsCCKjcHocVYZ55s2vta0Wy/xDe6KLhbpPQs1kVZxwXkXnRl9IoPsE9ztirDL G+0ry1qkuo3nnLWtUi0e6u01CKSC5uLdGCxo0c1C6ovH+7JoC5qvUgqpT5h8zeUZhe3S+f8AW7S3 muLwNJZrccLYgxs8QBJ+yCOJC9SxXiuwUp5Jq2j2/lvVtLk846xXUL1pIdTkjlW5tWiuYo3iidTG VidxxUbVDNSoBood5gW3s9U+p3nnjVY7m4tTdQQ2cUrD0pruNRx4tIWcMhUKNwOXbbFWa/lm1v8A 4aKQazda8Irq4R7++Egm5B6lD6hY8UrRabUxVkqf72S/8Y4/+JPkjyYjmrZFk7FWCav5l/MmLWr6 DS9I0+fSopYlsbqa6RHljaEmRmX1AVKTlRSm6hj1pkuA9yOId7JPLuqahPodlNr31a11h4lN9bW8 oeJJe6o3Jqj6TjwHuRxDvYD+afkS41ad9Y0FxLesgW5iQlgwTueNe3+fhdpOHHl45Dp+C4WfSxnP xI/XVPI7PTtUbUorO9tXgZmoWIPp1AqQWHyzba7WRhp5zxkGQia/QnQ6U5M8I5BQJDJf8PXpO8kf uat/TPGfyGQnch9X/Nw7ijbLywHmWNi08jU4woDU/dVjmfpuxZSPU/YHA1Ha8IDmB9pereTvKbaR BJcsBDe3AUMgoVVFGytT8aZ2Wkw+FjEOdfjZ4jUcM808oFGf6BSUa/5G826n5huNTt/NWo6baSSW 7w6bacfRjECAOtWmXkJWFW+Bfl3zJ4R3tfEe5Q038vfOdvqen3Fz5z1S6trS4gmntZFRUmWFCjRu UnrxkNGaob6ceHzXi8no+RS7FUDdf70Sf9Gv/J9sVdo/+87f88/+TEeKq5gnEkjRSqiykMwKciDx C7HkB0XuMVVY41jjWNBRUAVR7AUGKsO8/XHmC3v9Mk03XNK0a0MV0LsamF9VzxURvCWqCIuRZxt4 HrUKsbu9e1+OGSKTzh5Ys5bxZZIZuUXN0jgR1JVxR+Lc3c02VsVW3935mNgPqHmzy4Zj6y3NxL6A 4TIYwsa8Y3DCLnVmK1+PoNsVW22o+f7/AFpbLT/Nflx5FaeMafE6TSv6ZDMSqwqwZduaj51xVCJr vndLq8EnnHymZY2drUevFHJbxLIqOHJhaqoSyHYfERVtiCpekeTTqp065OpXNndTi6kCvYMGjCqF BVyEi/eBw3LbFCaGV0vpQsTyD0o91KU+0/8AMy5OvTz/ABswvd319fh/dt8f2Pji3+Xx748H43Xj /GzZvgBUxNSnKvKLp4/b6Y8H43XjcL4FeQiYrTlXlFSg7/bx4PxuvG0dQQFlMZBTdwXiqPn8ePB+ N14/xsvFzIQCLeQg7ggx/wDNeDh808Xkgr3S9Nvjyu9LEr/zsIuX/BB648I71vyQg8raBWv6Jc+x kBH3GXBwDvCeM+aYWdraWS8bTTvQHfgIlJ+ZDYeEd6L8kT9Yl/5ZpPvj/wCa8eEd62e531iX/lmk ++P/AJrx4R3rZ7nfWJf+WaT74/8AmvHhHetnud9Yl/5ZpPvj/wCa8eEd62e531iX/lmk++P/AJrx 4R3rZ7kFPLI104MLqD9VqSUoP3zeDHEjzSD5Kuj/AO87f88/+TEeRSjsVdirEfO1jeT6jpktr5dt tbeNZh9ZuZ3iFtVQPhCxy/3m4NPDFVLTfy68nahY2F7qXlyK01CNHYwO7O0Mky8JlDq5qrAU/wBW lQOmKplffl75Mv5LaS80qKdrQMsBcuaCRub1HL4izCpLVxVdaeQvJ9nqcOqWulxQajAGEV1GWVwG pyFQdweI2OKodvyy8hOzu+i27SSV5yNyLkM4kZSxNeJZQePTFU50fRNK0a1a10y2W1t3kaZ40rQy P9pzUndqVJ7nFVYoslzPG1eLxIrUJBoTINiKEZO6A9/6mNWSwKD8j/LMVtBALy8It5HmjYmE/HIF Dcg0bBh+7Xbpt882h7ZyEk1Hf3/rdN/IOHhAuWxvp+ryVj+THl0GIw3d1D6VvNaoF9Fh6U7Slq8o 2JIWcqDWuwyP8r5OoHMHr0rz8knsPDtRkKBHTkb8v6SlJ+SXl+SOVGvrsiSBbYsfRLenGUKb8AKr 6S708fokO2Mg6DnfXz8/NB7CxG/VLcV05Cq6eSlcfkd5NEUj3F3dqDHFGZS8KhVhVUqP3dAWC7nD HtnNdADr39fixn2DgqyZdO7p8GcWV5o9pZW9ol9CyW8aRKxkjqQihQTQgds1s4TkSaO/k7aGTHGI HENvMK/6V0vf/TINuv7xP65Hwp9x+TLx4fzh83fpbSv+W2D/AJGp/XHwZ9x+S+PD+cPm79K6XSv1 yCnj6if1x8Kfcfkvjw/nD5u/S2lf8tsH/I1P64+DPuPyXx4fzh83HVdLFK3kG/T94n9cfCn3H5L4 0P5w+bv0tpX/AC2wf8jU/rj4M+4/JfHh/OHzRKOkiB0YOjCqspqCD3BGQIpsBB3DeBKBuv8AeiT/ AKNf+T7Yq7R/952/55/8mI8VR2KuxVjnmnztb+Xr6ws5dNvb1tQWZo5rVYmiT0F5FZC8kZBaoC7E VxVjj/nbpS3EcC+X9aaSV3SPjbRkfAgcOSJSOD8gEYVqcVXt+c1jygRPL+rM9wZRGDFEu8JUb8pA fiLfDQV79N8VVNL/ADi03UmuVh0DWle3eRFRraMNL6XHk0Q9X4l+OoPhv2xVCJ+emjGe8gl0DWoJ LMyfDNbRx+qsTqhaMtKBvyBFSCRXFWd6Lq36UtGuPqk9mUkaMxXKhWPGhDKVLKysCNwfY7gjFUSn +9kv/GOP/iT5I8mI5q2RZIPWE1Z9Mul0mSKLUTDKLR7hS0YmMbCItx34iTiW2O1RTFWDR6Z+exih 9TVtGWZOBn4LIVciDiwFbcFazHlXfYfRiqa6VpPn25ttZtvNd7YyW139XTTPqIcmIceM/qc44q8n 3Xc5bhnwTEu5p1GPjgY96l9YutPkeONLt2sZxaqsdgWV+USsJUYShXTiePWteo75dLURldx5+f7G iGmnGqkNvL9qGu9HOo6bFr88t0rNASLM2nC5Ai5S8PRDkmSqcaV+nLsWtEYkCPnz+Dj5uzjOQkZb 8uXxbTUHhto+CX0noyTRop09/UPC4EZccpV5q7fGvEn4etOmUnUxJJ4efn+xvjpZAAcXLy/a3YaQ blB5jhkuIJkV7v6pJacJgx5I6GBn+1+7NBXeu2XHWjg4eHblzaB2efE4xL1c+Xf8XS+Yry2gjKw6 jKZbeGVgmmEyIHqnB1aVfiSlWoCPAnpmOc0D/D9v7HKGDIB9Q/0v7VWT8uY7mRuV+ymIlKiIb8v3 lactvt0zMHaRiPp+34Ovl2QJH6uXl8f0rf8AlV0H/Vxb/kUP+asP8qn+b9rH+RI/zvsZfpdqLTT7 e1DcxboIg9KV4fDWnvTNbllxSJ73cYYcEBHu2RWVtqBuv96JP+jX/k+2Ku0f/edv+ef/ACYjxVHY q7FWEfmXBqYW1v7XzcPLNtZRXL3UZjWUT8kAR+NQ59I/FRa16bdcVYlN5gJUzn8yGijja5MjJZl4 gPSPFXPpjiI3IYHkCwBAPfFWtT1uWAyEfmabRXMjLytA5EfqrL8BKEErF8ANKb1p2Cq7T/Oel6dr 0t5f/mKLmO0muGvtMns5kjCKVR0UDiVKMwEfUEsKA7DFVl35ut7q11Ef8rMMKrJKAYdOaOSAtdIU j+yWPGoiO1SG7d1Wd/lteG60O4c+Yn8zcLyVPr7wfV+FAp9FQAvIJWvL39sVZKn+9kv/ABjj/wCJ PkjyYjmxXzD5s85adfiDTPKsmq27NCPrCXCx8Q6FpeYZKfu9qcS3Lp1yLJJ7bz7+aRIS68hNC7NA oIvVdQZOXqkskb7R8V+dcVTfQPN/m28OqnVfK82nx2UKSWPCUym7cxl3RQY4+NH+AV+4Yqg386ef JLSZl8lyNMsPqwQPcACRxbmX0yxjCqRKFT5nbxDa0gB56/Mosh/5V6wRl3T62nPn6PMCpiVR+9+A mtO+4w8RRwhOdV8yeabfTNNurPye95eXMU0l7Z+tGhtZY46onMqefNzwqF96Ux4ivCErufOX5jJN ZpB5GWZLhJWmf6yVELJArqrcoRXnKWQfKu1ceIrwhVvfN/nuFLeW28jmczQu0i+uodZFjBjRvgoO UrFTU7DfpvjxFeEIvUfM/nO3nT6n5ON/bvAX5x3CRss1UCxlZkjO5Y/F0oK+IDxFeEIHVPN/5i2t 4kWneQxqMMtXMwukt6fvFQK3qJ9rhVvox4ioiEND56/M31bpLj8vDGsblLR1u0f1RzC8yEiYIOJ5 bt8q48RXhDL9I1zW7iaKK70OSyicyB5A6uEo49IkUTZ0PI03XoRXlQJT/FUDdf70Sf8ARr/yfbFX aP8A7zt/zz/5MR4qjsVdirEfzBTz9Lb28HlWz0y+hkWb9IQ6orMhICmAKoZAfjqWr4Yqx+Ly958e 2uJLny55bkmiWb0rU2wAuDKOKr6nNvSpxDSVVuQ+EeOKs0g8v6Rf2tpNq2h2S3sCkLG0UMwiPQ+m 5XYEDtiq5vJvlBmd20PT2eQOsjG1hJYSHk4Y8d+TbnxxVUj8q+WIyTHo9khJYnjbRDd/tHZf2u+K phBbW1unC3iSFNvhjUKNgFGwp2AGKrU/3sl/4xx/8SfJHkxHN5T5yi8qr50m1C91LX7O6d9OKw2q VtWYLJ6QWMozUHWYEA9B3oYsmM3GveQVs7bTkg82MYp7V2vIuKOoukZ0juZGlRQkJciQsNi3U4pp uS68iCzW2kbzSY4kgH2ondC1nLcAlhI3x+ly5V250oMUKlnF5Qu7gaVFqXm1YkMED3U3pmGP14Tb lmkeoVVWaj8RyR/iBDDFKnrCeRbXVpPLt1q/mxL3RnEKTrJGVeluVqkg+1yRTTlT4qUG+6rrGPyO b+bUheeb0gtinNWZTAyCzYqnIFywdEYVBqz9DSuKoO/byBbh4o9Y83U1AXCA2siFF4W0ZNVJ5LyX 4kr1atelMVek+XfzN8sWvk++ngGp3tr5aCWssk8Ia6uaFYw8SlgZPtrUmmKEbqf5veV9P0yTUXhv J4oollkjgiV3HPhRKcwOf7z7Na/C3hiqI1f8zdK039H10zUrsaiiNG9vApSNpJRAI5pHkjjRg5+K rcQBUmlKqqs/5jaPF5e1DXBZ38sOmsq3FpHBW5IYKQ6RlhVPi+1Wmx7YqhfLX5q6N5g8yNoFtpmq W1ysUszXF3bCK3HoymJkLh2PI0qNqU712xSzTFCBuv8AeiT/AKNf+T7Yq7R/952/55/8mI8VR2Ku xV2KuxV2KuxV2KuxVRT/AHsl/wCMcf8AxJ8keTEc2PeYfLvmu9u2utI8yTaYfViK2npQS25iQKXB DxmQMzBq/HSnYHfIskL5e8u/mBYwSrqvmUapNJaGFHaGKL05/i4yr6caA9V+0vbucVUrLyp5/TSk huvNTyaiIQslysMYVphHKvMLwXiC7xmn+TiqWp5M/N5Ui5+d0kfkhm/0ONFFIyj8dmJBYh6VG49z iqNtPKv5nRXfKfzclxbAKAhtY0NVjCcvhAPxuvMjltUivTFU+8u6d5ps7m6Or6mmoW0pBtl9NUkj 4gLQsixq3KhZtupoKU3VT3FXYq7FXYq7FXYq7FUDdf70Sf8ARr/yfbFXaP8A7zt/zz/5MR4qjsVd irsVdirsVdirsVdiqXahG/8ApssFvHcXkdsDbRyjZpB6hRSaEgFsuxnkCaF/qacgO5AuVbfa8+Hm D81CsDL5TsyGgcz8oipEwMnAKDKTxPFOo+kdtr4Gl3/eS59/TbydMNRraH7qPI3796/i9yZeUtU8 +3utRW/mDy7a2WnvE5eeKOhWRaUG8kgoTXKdVjwRheOZMvx5N2izaqWSsuOMY1zH9pTG/wDMGoW1 1NbxeUrm6UNJHa3EQi9J3UkJz5BWjV+NeXEqB3zWcZ73b8A7lHS/MWu3YjFz5Oe1c2xlkUuDScXJ h9EM0SKaxKZuRYbUHeuPGe9eAdyHvvN2vQ25Ft5Fupr7crC5iWIqrqm8yLKATzrTj9kE9seM968A 7max2lo8aubZFLAEqUWoqOh2x4z3rwDuXfUrP/fEf/AL/THjPevAO531Kz/3xH/wC/0x4z3rwDud 9Ss/98R/8Av9MeM968A7nfUrP/fEf/AL/THjPevAO531Kz/3xH/wC/0x4z3rwDud9Ss/98R/8Av9 MeM968A7nfUrP/fEf/AL/THjPevAO5BT2tsl07JEisPqtCFAIrM2Jke9IiFXR/8Aedv+ef8AyYjy KUdirsVUnhkZiRO6A/sgJQfepOSB8kEebX1eX/lpk+6P/mjHiHcij3u+ry/8tMn3R/8ANGPEO5aP e76vL/y0yfdH/wA0Y8Q7lo97vq8v/LTJ90f/ADRjxDuWj3u+ry/8tMn3R/8ANGPEO5aPetFo4cv9 Yk5MApNI+i1I/Y/ysPF5Lw+a76vL/wAtMn3R/wDNGDiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl /wCWmT7o/wDmjHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl/wCW mT7o/wDmjHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl/wCWmT7o /wDmjHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvd9Xl/wCWmT7o/wDm jHiHctHvd9Xl/wCWmT7o/wDmjHiHctHvQU8Ui3TkzOwH1WoISh/fN4KMSfJIHmq6P/vO3/PP/kxH kUq7TzmSRYoldYjxfk/E14hvhHEjow6kYqqxyLJGsiGquAyn2IqMVXYq7FXYq7FXYq7FXYq7FXYq 7FXYq7FXYq7FXYq7FXYq7FXYq7FUDdf70Sf9Gv8AyfbFXaP/ALzt/wA8/wDkxHiqIe2VmZg7oH/v FUgBtqb7VG3gRiqsAFAAFANgB0AxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVh88v5tC4lEEOiNbh5 hCzG6DFE3gLAGgMnRv5OvxZlgYK34vs+LV6/JqSb815UMcUOkwSCND6rGZlMrB+SrRieKFV+Ir8X LYClcQMA/nJ9fkuun/NcyPJbJo6oE/dQv9YarFBu7VTdXBoBtTv3CPA68X2KePyddN+aytztl0eS gP7pxcIpqtaFuTNUOKV22r8PSiPA68X2KePpTraT81BZ2/qxaU10Q5uyxm48jMxUR8SKIsRUCtTs SSejJGCz9VKOOt6TjRG81GEjXBaeuLlwrWQdUNsI/gZhIzsHL9QDlOTgv03y697KN9Us0kfmJ69o dTaz9Lkv11Y1/ZrLX025fy+l1Xry7UpbPwaPDfl+PmgcXVlWYrNA3X+9En/Rr/yfbFXaP/vO3/PP /kxHiqOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KoG6/wB6JP8Ao1/5 Ptir46uPMPnAyH0dZ1CJQWBUTXQBo7cT8FR9mgznvEPe+r6bHpYx3hCV1/M/mjvI62p/4g87/wDV +1D/AJH3n9MfEPe5FaT/AFKH/Sv/AIp3+IPO/wD1ftQ/5H3n9MfEPetaT/Uof9K/+Kd/iDzv/wBX 7UP+R95/THxD3rWk/wBSh/0r/wCKd/iDzv8A9X7UP+R95/THxD3rWk/1KH/Sv/inf4g87/8AV+1D /kfef0x8Q961pP8AUof9K/8Ainf4g87/APV+1D/kfef0x8Q961pP9Sh/0r/4p3+IPO//AFftQ/5H 3n9MfEPetaT/AFKH/Sv/AIp3+IPO/wD1ftQ/5H3n9MfEPetaT/Uof9K/+Kd/iDzv/wBX7UP+R95/ THxD3rWk/wBSh/0r/wCKd/iDzv8A9X7UP+R95/THxD3rWk/1KH/Sv/inf4g87/8AV+1D/kfef0x8 Q961pP8AUof9K/8Ainf4g87/APV+1D/kfef0x8Q961pP9Sh/0r/4p3+IPO//AFftQ/5H3n9MfEPe taT/AFKH/Sv/AIp3+IPO/wD1ftQ/5H3n9MfEPetaT/Uof9K/+Kd/iDzv/wBX7UP+R95/THxD3rWk /wBSh/0r/wCKd/iDzv8A9X7UP+R95/THxD3rWk/1KH/Sv/inf4g87/8AV+1D/kfef0x8Q961pP8A Uof9K/8Ainf4g87/APV+1D/kfef0x8Q961pP9Sh/0r/4p3+IPO//AFftQ/5H3n9MfEPetaT/AFKH /Sv/AIp3+IPO/wD1ftQ/5H3n9MfEPetaT/Uof9K/+Kd/iDzv/wBX7UP+R95/THxD3rWk/wBSh/0r /wCKd/iDzv8A9X7UP+R95/THxD3rWk/1KH/Sv/imV/lbrnmefz/oFveane3UD3Leusstw0bKIyUD CSgNGFRl+mmTkG7p+2sWn/K5ZRjCJqNfRf1b1w30f//Z uuid:685897C09483E411A498803AFFADAA99 uuid:37cbca10-3d4f-4c7a-b43e-57d851aa212e uuid:1AED5F810C07E1119390E3B4D7EDE817 uuid:0A0B0F159A75DF11B36AC5F949AF5DDA EmbedByReference E:\0共享文件夹\巨峰样本2010版\2010新版-英文版\色标\底纹.tif Print 1 True False 209.999994 285.000003 Millimeters Cyan Magenta Yellow Black 默认色板?/xapG: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 红色 CMYK PROCESS 0.000000 100.000000 100.000000 0.000000 CMYK 黄色 CMYK PROCESS 0.000000 0.000000 100.000000 0.000000 CMYK 绿色 CMYK PROCESS 100.000000 0.000000 100.000000 0.000000 CMYK 青色 CMYK PROCESS 100.000000 0.000000 0.000000 0.000000 CMYK 蓝色 CMYK PROCESS 100.000000 100.000000 0.000000 0.000000 CMYK 洋红?/xapG:swatchName> CMYK PROCESS 0.000000 100.000000 0.000000 0.000000 C=15 M=100 Y=90 K=10 CMYK PROCESS 14.999998 100.000000 90.000004 10.000002 C=0 M=90 Y=85 K=0 CMYK PROCESS 0.000000 90.000004 84.999996 0.000000 C=0 M=80 Y=95 K=0 CMYK PROCESS 0.000000 80.000001 94.999999 0.000000 C=0 M=50 Y=100 K=0 CMYK PROCESS 0.000000 50.000000 100.000000 0.000000 C=0 M=35 Y=85 K=0 CMYK PROCESS 0.000000 35.000002 84.999996 0.000000 C=5 M=0 Y=90 K=0 CMYK PROCESS 5.000001 0.000000 90.000004 0.000000 C=20 M=0 Y=100 K=0 CMYK PROCESS 19.999999 0.000000 100.000000 0.000000 C=50 M=0 Y=100 K=0 CMYK PROCESS 50.000000 0.000000 100.000000 0.000000 C=75 M=0 Y=100 K=0 CMYK PROCESS 75.000000 0.000000 100.000000 0.000000 C=85 M=10 Y=100 K=10 CMYK PROCESS 84.999996 10.000002 100.000000 10.000002 C=90 M=30 Y=95 K=30 CMYK PROCESS 90.000004 30.000001 94.999999 30.000001 C=75 M=0 Y=75 K=0 CMYK PROCESS 75.000000 0.000000 75.000000 0.000000 C=80 M=10 Y=45 K=0 CMYK PROCESS 80.000001 10.000002 44.999999 0.000000 C=70 M=15 Y=0 K=0 CMYK PROCESS 69.999999 14.999998 0.000000 0.000000 C=85 M=50 Y=0 K=0 CMYK PROCESS 84.999996 50.000000 0.000000 0.000000 C=100 M=95 Y=5 K=0 CMYK PROCESS 100.000000 94.999999 5.000001 0.000000 C=100 M=100 Y=25 K=25 CMYK PROCESS 100.000000 100.000000 25.000000 25.000000 C=75 M=100 Y=0 K=0 CMYK PROCESS 75.000000 100.000000 0.000000 0.000000 C=50 M=100 Y=0 K=0 CMYK PROCESS 50.000000 100.000000 0.000000 0.000000 C=35 M=100 Y=35 K=10 CMYK PROCESS 35.000002 100.000000 35.000002 10.000002 C=10 M=100 Y=50 K=0 CMYK PROCESS 10.000002 100.000000 50.000000 0.000000 C=0 M=95 Y=20 K=0 CMYK PROCESS 0.000000 94.999999 19.999999 0.000000 C=25 M=25 Y=40 K=0 CMYK PROCESS 25.000000 25.000000 39.999998 0.000000 C=40 M=45 Y=50 K=5 CMYK PROCESS 39.999998 44.999999 50.000000 5.000001 C=50 M=50 Y=60 K=25 CMYK PROCESS 50.000000 50.000000 60.000002 25.000000 C=55 M=60 Y=65 K=40 CMYK PROCESS 55.000001 60.000002 64.999998 39.999998 C=25 M=40 Y=65 K=0 CMYK PROCESS 25.000000 39.999998 64.999998 0.000000 C=30 M=50 Y=75 K=10 CMYK PROCESS 30.000001 50.000000 75.000000 10.000002 C=35 M=60 Y=80 K=25 CMYK PROCESS 35.000002 60.000002 80.000001 25.000000 C=40 M=65 Y=90 K=35 CMYK PROCESS 39.999998 64.999998 90.000004 35.000002 C=40 M=70 Y=100 K=50 CMYK PROCESS 39.999998 69.999999 100.000000 50.000000 C=50 M=70 Y=80 K=70 CMYK PROCESS 50.000000 69.999999 80.000001 69.999999 打印颜色?/xapG:groupName> 1 C=0 M=30 Y=70 K=0 CMYK PROCESS 0.000000 30.000001 69.999999 0.000000 C=5 M=70 Y=90 K=0 CMYK PROCESS 5.000001 69.999999 90.000004 0.000000 C=5 M=90 Y=75 K=0 CMYK PROCESS 5.000001 90.000004 75.000000 0.000000 C=30 M=0 Y=95 K=0 CMYK PROCESS 30.000001 0.000000 94.999999 0.000000 C=60 M=5 Y=95 K=0 CMYK PROCESS 60.000002 5.000001 94.999999 0.000000 C=30 M=0 Y=10 K=0 CMYK PROCESS 30.000001 0.000000 10.000002 0.000000 C=60 M=10 Y=5 K=0 CMYK PROCESS 60.000002 10.000002 5.000001 0.000000 C=80 M=5 Y=10 K=0 CMYK PROCESS 80.000001 5.000001 10.000002 0.000000 灰度 1 K=100 GRAY PROCESS 255 K=90 GRAY PROCESS 229 K=80 GRAY PROCESS 203 K=70 GRAY PROCESS 178 K=60 GRAY PROCESS 152 K=50 GRAY PROCESS 127 K=40 GRAY PROCESS 101 K=30 GRAY PROCESS 76 K=20 GRAY PROCESS 50 K=10 GRAY PROCESS 25 K=5 GRAY PROCESS 12 Adobe PDF library 8.00 endstream endobj 2 0 obj <> endobj 118 0 obj <> endobj 130 0 obj <日本一级做aa试看片免费,波多野av一级,A一级片网站