%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2QR-000011(B版印刷档)
2013-06-07T11:33:58+08:00
2013-06-07T11:33:58+08:00
2013-06-07T11:33:58+08:00
Adobe Illustrator CS6 (Windows)
256
204
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAzAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Akf5p/mmPy9HlzT9P8uaX
ere6XDcyy3MPxBvsUHDj/LgJZRjbEr7/AJyE84WFpb3l/wDl/ptpZ3Yra3M9nPHHKKVrG70V/owW
nhCnd/8AORvmizhimu/ImlW0M4rDLLazIrjr8LNQN9GNrwqkv/OQvm+KS7jl8gabHJYOsV8jWc6m
B3bgiSg/YZm2AbqcbXhXj8//ADq11NaD8vNPN1bTR2txbiyn9SOeZuEUTp9pXdhxVTuT0xteEI64
/OL80baW3iuPysghlu39K1jk0y7RpZApfhGCoLNxUtQdgcbXhCyT85/zMiv4dOk/K+2TULhGkt7N
tNuhNIifbZIyOTKvcgbY2vCFo/Oz8yGuLq2X8sbU3FkglvIRp11zhRq0eVaVRTwbdvA42vCELff8
5Bec9Ps7S9v/AMvdOtLO/UPY3M9lPHFOpAYNE70VwVYH4Tja8KtN+en5gQatDo035bWUWr3C+pb6
a9hcrcyJRjySEjmw+BtwOxxteEL4/wA7vzGlUNF+WVo6tO9opXTrog3EQYyQig/vEEbcl6ihr0xt
eEJN/wBDR6p/1KGh/wDIl/8AmrHiXgd/0NHqn/UoaH/yJf8A5qx4l4Hf9DR6p/1KGh/8iX/5qx4l
4Hf9DR6p/wBShof/ACJf/mrHiXgd/wBDR6p/1KGh/wDIl/8AmrHiXgd/0NHqn/UoaH/yJf8A5qx4
l4Hf9DR6p/1KGh/8iX/5qx4l4Hf9DR6p/wBShof/ACJf/mrHiXgd/wBDR6p/1KGh/wDIl/8AmrHi
Xgd/0NHqn/UoaH/yJf8A5qx4l4Hf9DR6p/1KGh/8iX/5qx4l4Hf9DR6p/wBShof/ACJf/mrHiXgd
/wBDR6p/1KGh/wDIl/8AmrHiXgd/0NHqn/UoaH/yJf8A5qx4l4G4/wDnJ/V5HWOPydojuxoqLA5J
J7AA48S8Cq3/ADkr5hVA7eSNICEFgxtpQCoFSa16AHG14Wl/5yY15ufHyVo7emgkkpbyHihHIMd9
hTeuNrwNf9DNa4IBcHyXo3oE8RN9Xk4V8OVaVx4l4Fsn/OT2sRMFk8naKjEBgGgcGhFQdz3GPEvA
0/8AzlBq6EB/J2iKSAwrC4qCKg9e+PEvAz38qvzQX8woPMtlqHl3S7IWGmyXEUltD8RYgrQ8+X4Y
QUSjTFPz6v7HTvPX5c6hfxevYWdhY3F3AQG5wxXHORKHryUEYCmPJh+t+Y9Jstfh1G78zt5oS+1y
PVby0gE/1dLaAt6LSfWUib1+MhAjT4VUUJ6UbTSUWOqaNpbLHq2qR67+kNVsb69kgE0nCC2dzNIz
TJExlkWUqFA6VqemK0yf9PeT7TXeNxrlvfp5g8zRa7rd7bJcGKOwtXlmjgcTRxN6sr3DkqqmlFqc
UJX598/aN5h8lQTxN6fmfWb2OXzJAoIB/R0UkNtIWoAwkjuBX/KUnElIFFMdM8w+VX/NLVb79I2c
em6fo7aZoE98blLSRo7OPT0DG2HrqrxtI/w0PyOPVFbJfZ6z5U8uXPmO6SLRrx59NgsLXTtMl1M2
dwtzdI10fUunF0rrBEVNHA3FAd8U83o3kL82vI+ia9rMxvoLfQ5LLRrPRLErMzQ2nqu91byF/UZ5
Lf6zJyYseXbww2xIKK82+ffyp8x695IgbV7eDQvLt/cySxlZaLb2iItqtOB5CV4l/wBjioBSzz75
4/Lnz5q3lLzFYeYpNB1PS9QkjvZ7uL07qOzDG4SRRCJkbgycIxy/b+IdcUgEIL88fzT0HzNp+l6x
5O8wz6ffaNe3UR02P1LaV/VJUX0MkYX7aVrVq0c7A8qglYh4BkWx2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2Kp95D8wW3l3zlo+uXSPJb6ddR3EkcQBchDWihig/HCEEPX/Mv57+QNU07U7C30/VYrK+t
bezislEESRw2UjOI1kEkjqLtGEUzDcKKgN0w2wESlWg/mt5D0jV5dYtn1m2e4ttHik0yGCD01GkQ
RQtbG6a65SwziIq7NCDxP2TjaTEpVqP5qeV5/wAsrvyZp2lXWlrOoeNRMbmISrdRzlWMjpVXCE8+
HNT8O6k42oibtlmp/nX+UOsX31nW/Lt7qrqllHHcXcNvJIEgummmRUaYpGGRt/T4rIagoinGwjhK
B0783fyjmi0+bX/Kn1vUYGh+tyLZ2skRSOxEBjijeVAsSTfYi+wB8WzbY2F4SjP+cbZrSbXPPs1n
G0VnJpsz20TceSxtIxRTxAWoXwFMQs3u8fkbyh5mkspNf0q31J7bSbBbdp15cA5mLBfnxGSYWrf8
qU/Kj/qV7D/kX/bjSbLv+VKflR/1K9h/yL/txpbLv+VKflR/1K9h/wAi/wC3Glsu/wCVKflR/wBS
vYf8i/7caWy7/lSn5Uf9SvYf8i/7caWy7/lSn5Uf9SvYf8i/7caWy7/lSn5Uf9SvYf8AIv8Atxpb
Lv8AlSn5Uf8AUr2H/Iv+3Glsu/5Up+VH/Ur2H/Iv+3Glsu/5Up+VH/Ur2H/Iv+3Glsu/5Up+VH/U
r2H/ACL/ALcaWy7/AJUp+VH/AFK9h/yL/txpbLv+VKflR/1K9h/yL/txpbLv+VKflR/1K9h/yL/t
xpbLv+VKflR/1K9h/wAi/wC3Glsu/wCVKflR/wBSvYf8i/7caWy7/lSn5Uf9SvYf8i/7caWy7/lS
n5Uf9SvYf8i/7caWy7/lSn5Uf9SvYf8AIv8AtxpbLGfMflf8h/Lmq22nav5YtYGukaSOdYkkQKvd
kR2mArsD6fX5HBS2U10T8tvyM1y3+saToml3cYALhE+NK1pzQkOhNOjAYaWymP8AypT8qP8AqV7D
/kX/AG40tlJ/Nv5f/kh5V0SXWdW8tWSWkTJGAkQ5PJKwREXkyqKserMAOpIGBbKn5U8ifkp5lgvG
tPKdtbXWm3L2Wo2NzEgmgnjoSj+k8sZ2NQUcj3xWynn/ACpT8qP+pXsP+Rf9uGlsu/5Up+VH/Ur2
H/Iv+3Glsu/5Up+VH/Ur2H/Iv+3Glsu/5Up+VH/Ur2H/ACL/ALcaWy7/AJUp+VH/AFK9h/yL/txp
bLv+VKflR/1K9h/yL/txpbKmvkfyj5a/TD6DpVvprXGlTCYwLx5AcqVxRad+V/8AdP8A2ytO/wCZ
+Kp/iq2WWKKNpZXEcaDk7saAAdyTirXqGlQjEfQP1kYquViRupX50/gTirRZgNkJ9hT+JxVr1H/3
03/C/wBcVd6j/wC+m/4X+uKu9R/99N/wv9cVd6jf77b/AIX+uKu9Rv8AfTf8L/XFXeo3++2/4X+u
Ku9R/wDfTfev/NWKu9R/99t/wv8AXFXeo/8AvpvvX/mrFXeo3++2/wCF/rirjKw/3W/4f1xVpJgw
rwdfYrvirZkPZGP3D9ZGKuDyHonHffkR08RTlirAvzM8h3nma1i9M2sMgmjSe6aMvObXkR6cZCMa
1eoU/DXrtvirzfVfyt1GHzlFp+kLdWunxWy3cmrXVQgkSQLxjaNAvPcMF+E7E16YpSfQ/wA6fN2i
3UtquoHV0jdonW8V5VL0DBldmWSnHp8dN+mK09Z0jUtI/Nbym9jqqQwRTxwXUX1O7DXcckcrUlMT
IHgZHjVl5BgQ1DXcYqynyh5M0vytaXUNnLcXU99O11fX146yTzSsAtXKLGgAVQFVVAGKE+xV2Kux
V2KuxV2KpD5h+zqf/bLn/wCNsVa8r/7p/wC2Vp3/ADPxVP8AFVkwBQV/mTp/rDFV+KuxV2KuxVB6
hfLZ1lmlWG0hhmuLqRgSRHCASRvtTlU7HFWH+S/zX0XzTqdvp9vHcWsl/ZNqWmtKYWE1skxhYn0y
3Bww+yf1ggK0zn03/wB+N/wv9MVW+jJz5eu9KU4USnz+zX8cVXNG5UgSspP7QC1H3rTFUILG5QtI
+p3BTckMLcKo+YhB+84q6S5itYvWlluZkBAokLysa+CwxlqfRiqot9bsKhZ6e8M4/WuKr/rMJFaS
/wDIuX/mnFVGW/tIQXZbkj/IguXP3KjYqqwXUMyB0EoB7SRyof8AgXVTiqyerVC3E8VehjjDU/4K
N8VQ40u+JJGtXoB6DhZin329cVd/oiobW41QzS8gw9RrdZAyEMpAREGxWvTFVhmN1GY7OaC6eKUN
USKvQ8iNknp9qm2/hTFVa60nSLuCWG/s4ruOfiJo54hMrhCSgbmG5cSSRXpirWraTomr231bVLGO
9hFeKzQl+JYFSUJFVah6rviqAXStWsFA0PUGMEfTTtTEk0ZG3wR3LETxlqH4nMoWuyUAGKrYvOMd
pGR5jsptElVqPNIGnsuBcoj/AF2NfRQNQbS8GFenQlVPre4t7mCO4t5UmgmUPFNGwZHVhUMrCoII
6EYqqYq7FXYq7FUh8w/Z1P8A7Zc//G2KteV/90/9srTv+Z+Kp/iqxz+8jUHxYj2Ap+sjFXSTwxFR
LIqFzxTkQOTeAr1OKr8VdirsVUpYoZy8UsayI0ZR1YAgo9QymvY03xVjPlb8sfKfljUTqGmRXBuV
g+p2zXNzPci3teXP0IBKz+nHyA2GKbZXih2KuxVbMQInJ3AU1H0Yq6JCkSITyKqAT40GKrsVdirs
VdirsVQurarp+k6bc6nqM621jaIZbiZqkKq+wqST0AAqTsN8VSHyf+ZHljzZdX1npczfXNOI+sQS
cDVG+zLFJG0kUsZ/mRz9xFVWSsh9QOvXo3uP7MVX4q7FVrryAG3UHf2NcVXYqx2fyXZwRSHy7cy+
Xrog+mbLibXlxIBeycNbHehYqiuaU5jFV51fzLpxpqml/X7ZeRN/pR5EItDzks5SJV2OywtMxp03
AxVG6D5k0PX7M3mj3kd3ArFHKVDIykqQ6MFdDt+0PfFUyxV2KpD5h+zqf/bLn/42xVryv/un/tla
d/zPxVCeZfzM8qeX5TBc3DXNyppJBahZGTcg82ZkRSCKFeXL2xVKv+VxaAKTNp2pCGRR6TmGOhB3
qD6lN8VYL+YnlbXPzE1xNa8p3FrqNhLpMmk3FhduIpLGadzILkKyvStFBZPiPEgEjAkF7botlc2O
jWFldXBu7q1t4oZ7pusskaBWkPuxFcKEZiqX67r+laFpz6hqc4gt0PEV3Z3NSERerMadB8+mKvP3
/Op7iUzaL5avtRtNo2m+JaOu5UiKO4Xow/axVG6X+c+jSXMVnren3Wi3UppWdeUSqfsszERyDkdv
7ug8ab4q9BilimiSaF1kikUPHIhDKysKhlI2IIxVdiqH1HULLTrGe+vZRBaW6F5pW6AD2G5J6ADc
nFXmj/m7q2tyz2fljy5LfKOP7+eQKoBFSJVFEWtCBWXf8MVXP+a3m/R1V/MvlWSGBmBe6t5AURCw
U1p6y8qnYM61xVn3lzzHpfmHSo9S05y0DkqyNQSRuvVJFBNGH6t+mKpnirsVdirsVY5+YujnWPJO
rWA9U8ofVKQQi4lkEDrMYo4i0Yd5BHwUcupxV5X+StppUvn2S6060u45LfQrf9N3908rtcandMss
0peYFnWdaOCCgJXlw6HAkvYLjzb5fhWcx3RvntZRDdQadFLfzQyEuKSw2izyJ8UTirKBUU64UJgN
QsDbzXAuYvq9sXFxNzXhGYqiQO1aLwoeVenfFUm0H8wPJevzG30jWLa6uRI8Qtg/CZmjXkxSN+Lu
oXfkoI99sVZBirsVdirsVSnWfK2i6s5uJ4PR1JY/Sg1W3/c3sK7kelcL8agFz8NeJqQQQSMVSbVL
rzj5W0szW8R81WVsqoIiHTU6FkQMzQpKlzTkxakcZAA+0anFV3lT80fKHmWT0LS5a1vi3FbG8Ahm
Y7/YFWV+hqFYkdwMVR/mH7Op/wDbLn/42xVAWb3Uei3MlmSt2mg2jW7AAkSCO4KEA7H4sVeW/lzq
Xl/SNWnuNZUJIUAtLsqzqh/bUBQ1CwYb9qU74q9Gv/Pvk2CAmS+S4DKaQxK0han7Ow4iv+URirD/
AMoZ4pPPV/JDD6MU1pOyQg8vTQzxEAk7mnTFXtOKuxV5L+f1rLNDokiKSsbXKlv2at6VAT0qeJ+4
4qreWfzS8pJo9vDf10qeBBEbYRSyR0UUrGUV/h9m3Hv1xVjP5n+dNF1+ygsNKiecRyiY37IY1oFZ
eChwG/a3rTp3xV6h+Voux5B0cXfqCX03oJQQ3p+q/pdf2fT48e1KU2xVlWKsV/NK2lufIerRRIzt
xichRUhY5kdm+SqpJ9sVeXeRPzAPlyy/RmoWTT2PJniuLYL6qltyGU8Q+/ckEe+1FU580/mnYXuj
XVlp2nXMv12J4HnnURRoJUK1FC/Ijw2xVMPyG02W30vVLtq8LiaKNTXasSkmg/56jf8Apir1LFXY
q7FXYqxv8yNaGi+RNc1L4Q0VpIkZdUdRJN+6jLLIGRlDuCQwpTrirxP8stLv1/MW30jVRHrdtewz
3d/ayotxZ20d5Z2l8skIjaS1qLiUxGRPhYGoChlGBJfSGFDz/wDN7y9d32jxXuk2kj6mJEtbue19
QTNYS8hJDIIP30sJcryRa/zU2JxV816v5YNszIfVtriB3SK3lH2QC7EfGeUdHZUKmtDzq1QRgSyr
yX+b/wCYug6jDb3V22t2M5iaeG9kM5X1KFwtxVpI5AsZHBiQu54E4q9s/MX8x7/y3q+naPp1rbyX
V9bXd89zeyenCsVknMxoAQXkkJCgV2674UMm8neYk8yeVtK15IDbDUraO5+rseRQutSvKg5AHoaC
uKpxirsVdirznzv+R/ljzJdS6jZu2j6tO5kuLiFfUimZivJpICVXkQD8SFdyWbkcVZJrMCW9rfQI
XZItIlRWkdpHIUEAs7lnY+JYknviq/yv/un/ALZWnf8AM/FWP69+Tui380lxp11JpkszVkjVRJCF
I+JVSqMtTv8AaoOw8FUqs/yNRJQbnWC8NfjSODixX2ZpGAP+xOKs48seTNC8txuNOiYzyik11KeU
rgGoBIAUAeCgffiqeYq7FUHq2j6Zq9m1nqVulzbk8uD9Q1COSsKMrUJ3BrirBrv8j/LcpLQXl3ES
SaMY5FAPYDgp+84qi7H8nPKdu6tctcXoVaGKWQLGT4/u1Rv+GxVm8MMMEKQwosUMShI40AVVVRQK
oGwAGKr8VdirFdW/LLyhqJkf6qbOaQqTJat6dONBRYzyiFab0T8cVQtn+UnlGBmMy3F4jCnpzSBQ
D4gwrE1fpxVl9pZ2lnbrbWkMdvbpXhDEoRBUkmiqABUmuKquKuxV2KuxVBa1o9hrOk3Wl6hEJbO8
jMUqMqtsejAOGXkp+JTTY4q8p07yb/yrj8wtJ1C2lm1Kx8xvc6feyvAoeF7idZYDzi9NOoUMWBYh
Xbp8KqXseKHYqkvmHyZ5X8xemdY0+O6kipwmq0coC8qL6kZR+Hxk8a0rvSuKvLfI/wCSWoW+raTq
uqpFZQ2jC7ntlZZLmS6RwyByE4LHQDbm5/1S54qXrGv+VvLfmGCKDXdMttTigf1IUuollCN4ryBp
Xv498UJlFFFDEkMKLHFGoSONAFVVUUCqBsABiq7FXYq7FXYqkPmH7Op/9suf/jbFWvK/+6f+2Vp3
/M/FUR5uvrKw8t395fTS29rDFyknt+XqJuAGXiVJ37V36YqmNxxrDW4MH7wUA4fvDQ/uzzDdevw0
O3XFWMfmBd29vFaPNqk2lCkp+sRIXCj4BzIV42LBmVAq8mIc0Wvxqqwm78y6HW1eb8wL4MFd3hSz
uEe6hQqWCJx6lf20HfkKYq1ouraWdNuI088alfRGBoZfVt3hmge7Dzi4MkpjSscas6Ur8NKcuSVV
TLybb2euQ39rofm281EWtEvJLq3uFjDPKBRTI0L8gbNg/F+NWfYctlWTnyXqqrOI/MFzI1wYi0ly
iyMBHWoCxGCP4tq/D41qKAKoe88haxPZmG38x3NnP6jSpcQq9VJ4hVVWlYcfhqwPVtxTpirKNKtL
mz0+G2urpr64jBEl1IArOSxNSBsOvbFUXirsVdirsVdirsVdirsVdirsVUL6yhvbV7aZpVjkpyaC
WWCTYhvhkhZJF6dm9sVV8VdirsVdirsVdirsVdirsVdiqQ+Yfs6n/wBsuf8A42xVryv/ALp/7ZWn
f8z8VV/ODXa+WNSazu4rG6WBmhvLjj6MTDcO/OOdSo7jga9BQ7hVNSJ+MdGUMCPUJUmopuBQrQ17
/hirFPP82swNpstjqdhp9urSfWRqKho5OPB6Aem5/uUmU0dPtA1NKFVig1Dz00l7bya75aN3Es8Y
SWsRtpI5SKgPDWi8kryqNu/Uqq0d75jsrcTX+seWodTuHsme6t4nZLiCJZ6xu9O7LWJh9kch7lVP
xpP5lG2iMF/ptlcBLv1FjiLozMQ1kpLRoeKfEG2FAf2jviqY+VYfPkE88XmW5s7uBRyt57VGRmLE
UVgeI+Cjfs9Cu9a4qyPFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FU
h8w/Z1P/ALZc/wDxtiqF0K6ngNuIrOa6DaTp9TEYRx/vuvqyR/hiqP1LhqdjNYajoE13ZXC8Zreb
6m6MK13Uz06iuKq731xJx56NcvwbknI2how7is+xxVB6ta2urpHHqfl+e7iiYskcrWpSpFDVfX4t
t44ql175U8tXwlF75Te69dmkl9Y2slWcEE/FcGmzGlOnbFUU2j6U0Frbt5am+r2cMdtbQcrYRpDE
KRpwFxxKp+zXpiqa/pO9/wCrTd/8Fa/9V8Vd+k73/q03f/BWv/VfFXfpO9/6tN3/AMFa/wDVfFXf
pO9/6tN3/wAFa/8AVfFVO41u4t4xJLpV2FZ0jBDWp+KVxGv+7/5mGKqn6Tvf+rTd/wDBWv8A1XxV
36Tvf+rTd/8ABWv/AFXxV36Tvf8Aq03f/BWv/VfFXfpO9/6tN3/wVr/1XxV36Tvf+rTd/wDBWv8A
1XxV36Tvf+rTd/8ABWv/AFXxV36Tvf8Aq03f/BWv/VfFXfpO9/6tN3/wVr/1XxV36Tvf+rTd/wDB
Wv8A1XxV36Tvf+rTd/8ABWv/AFXxVSttcuLmMyR6Td8VeSI1a1HxRO0bf7v/AJlOKqv6Tvf+rTd/
8Fa/9V8Vd+k73/q03f8AwVr/ANV8Vd+k73/q03f/AAVr/wBV8Vd+k73/AKtN3/wVr/1XxV36Tvf+
rTd/8Fa/9V8Vd+k73/q03f8AwVr/ANV8Vd+k73/q03f/AAVr/wBV8Vd+k73/AKtN3/wVr/1XxV36
Tvf+rTd/8Fa/9V8VSjV7qeYaoJLOa1ppU9DKYTX7XT0pJPxxVEeV/wDdP/bK07/mfiqf4q7FWF6h
+Xd/d6jqs6eZdQt7LVXEklhG1FjKxhKRvXmoNKsBsdhtQ8lUP/yrXXZdJudOvPOmrT/WIUiFypji
ljeOaOZZUZR9qkRjPip3qakqomDyJr6TxPN5u1CaGGaKdICEUERSiQxuVPJkkVeDD3NKbBVUvvPy
u8xTRpFB551e3REWMUKsdi1WBqPiKkLvXYdya4qr6f8AlrrtoZOXnLVJgzKE5kVSJQ49MGpG/P7V
K7fKirNrKCS3s4IJZmuJIo0R7h6c5GVQC7U2q3U4qrYql+uf7xR/8xdn/wBRUWKphirsVdirz22/
K/zFa2621v551ZIYx+7LcJHFZBISWevKtCPiHQ/eqrWn5ceY45oWu/O2qXkMSqrwOEQOyqy8iUoa
1avht8iFWpfy01+Sfn/jXVfRKNGYarsrqA9CCNywqCalei0GKrLb8sfMMCgf421VzuHcleTA0ArU
kDiooOIHUnrxKqvQMVdirsVS/Q/94pP+Yu8/6ipcVTDFXYqxLzh5J1bXNQgvNP8AMF3o3CMQTJbE
gGPkzMVowAZuQrt+yvYEFVLo/wAtfMK25gbzpqbIVWOnwiiUo9N+VW2oa7U8SxZVEXf5fa9JJdtb
ecdUtlupZpkRfSYRGYyOVSo+wjSDiD0UU8CFVBfy48zNFPFP551WRJgwBCwoykqFHEgdiOVKfhy5
Ksi8p6Bqei2M1vqGtXOuSyS+olzdhQ6J6aJ6a8P2aoW333xVO8VdiqQ+Yfs6n/2y5/8AjbFWvK/+
6f8Atlad/wAz8VT/ABVKPM9p5juNOQeX71LLUIpkk/eorxyxioeJyyyFQ1a1UV2pUVriqZW9xHOh
ZKgqeMiNsyMOqsPH/PpiqrirsVdirsVdirsVS/XP94o/+Yuz/wCoqLFUwxV2KpJ5dXXLGJ7PX70X
108zmzvAiRiSEfZRhGkaiWgLFePQ7FuJOKp3irsVdirsVdirsVdirFNbj0+TyFryajFPNYMNSF1D
acPXeP15uSxeoQnIjpyNMVeLND+VEF09yNI8zwTW0zUnVLIBHDxSBovj2+LiQUHQcugril6X+Vuo
+Vvr1xpWiWGqR/VIQPV1JbdTbw7JHAtH+sFSIwV5KwoAeW4qoSzz1d+TLbzZfnUbvXNOvzH+8ubR
+NoylLVaLxb7TVRFD/tFqdsVQ0N15DOveXuDeZby4+rI1pLJ6rxiP6yAGuPUpIZeYp8IL8Rt2xVG
afd+R5BFJCdZuPhumW9Xg0KgQ8ZGkeKlvz4ngvqfHuO3DFUBJe/l7LYarKj6veRAXIuZIGtGdiWc
t6ZQr8cm5gr8VT+6o1cVV7nU/JUaWKvfeZZSlxcvFccpTJHwELSpMrAP6QohBZNuxCndVuBfJk0V
2LW/8zytDGnrwJPN6hUUUNViKMpIJ+INt/LtiqK0S08j+cdcvY7CbXbS6iXnecnltoWaK5l5A1qr
MzSFWp1Sg8cVZprMIgtb6EMziLSJUDyEs7cQRVmPUnucVX+V/wDdP/bK07/mfiryy1tfLUHncpb+
ZfMmm3LazJBLYhi9nczNd8uLegGVEZ229SnwdRRt1L3LFDC7z8w/LaKNSiaeKGrxQai8TCzujGzD
0hMKq1eLFG/Z3PTkCqyPXdHbVrH6qt9c6c4cOtzZuqSggEUqyuKb+GKsZf8AL66t7GdT5o1+aOPj
JB6VwhuaRgM8YYpxf1ONKcRirElPmKbTp4YY/O1nF9YW7WZ2tGulMiMfRjUhw8IDBmRmDBhQYqqi
y122ntru3uPONy5jflbXcsSrR5HjPMRW8yhh8Lr8QNKdN8VRGl2t7e6tPpM9z51tTfMYvr9x9WW2
QWrK5kR0TmglULHyKb1PT4iFWWR+QpVHxeZtcdmYtITdIOVSpKikY4j4NuNKVPjiqcarF6Wl28Rd
pPTuLJfUkNXbjcxDkxFKk98VYR+bOmaFPqmkXF/BrH1lop7eG80UqssSs8RPxMpILGgBDCgqcVZV
5DW3XytafV5765jZpj62qBhdFvWcPzDgELyrw/yabnrirtf81aTZXw0ea2ur+9eAXTWtnA8zrDz4
LIeNOPxqeJHcfLFUR5V1+01rT5Li1lM0UEzW5kccX5KqsVkXs6cuLdjSo2OKpXD+XdrBcrPDrOrK
ok5vbm7f0WTiVMXpLxUKa16dd+pNVWMXuiato/mi3FhB5o1dICqLePqYNofrJcyCRJasUjDbkDai
03UUVS2z0HXXhne7t/N0UiIZBC2syyRljNGfSVkHJqip3T7NVNMVtUvrLXPSgnl03zZKIAskcdrq
jlmFohjXnzEL85hI3IftHqemKsptfy6tby3S7l1nzDbvdTLfS2zajMjJI3BjEwWnwp6YUL0HbFWT
aLoiaTE8a3t5e8+NXvZ2uGqgpUFvs8u9NsVQM019D5U1SawuILW+jfUGtrm7NLeOQXEpVpSeiA9c
VYJBrf5uTTyRx+YvKxZ5GWyRZTIWU8FQOqhCzFmoeJHxN8sUs58nz63Jaq2s6tZ6hdTQQyejZBeC
PxrKyOGq8Tc14VWo61PLZQl2vXf5iR6xeLoy6ZfaciKYrSZytwjUi+0KqtAS71LdKADFVBL380Rq
uli6fRYbRok/SVsk8nqPOZQKQFo/sen4ipY0+aqtDfeeW9MveaaDWYSJ6qsS4irGi0QbCvNt6/Ri
qGl1Hz76V4YdS0sTKZRCkksYVJGZhbo5VWPEH4ZK7n9mhxVFXL/mowtAkmj28xmkNxHWZg0CtEY+
HLcswMgfpT4aeOKtwf8AK03s4mlfS1v4HnWaGMyNFMpjjMDMSoaNg5eoXtx+WKpr5Xvtfe1uR5im
0/65FM6qtg7MiIKkLIX358RU7DFWvMP2dT/7Zc//ABtirXlf/dP/AGytO/5n4qn+KrJ4hNBJCXaM
SKyc4zxdeQpVWHQjscVeH6z+SWvWC+j5VhgVHvobi4VryeC0uoRMrcbu1AYlowB8ccgqBXiXxTb3
PFDsVdirsVdirsVS/XP94o/+Yuz/AOoqLFUwxV2KsB88/lfZeYNXTWRDFc3YiMDiZ3hmRCAA1rcx
1aJlpspVkPJqr8RxVMfyt8sat5a8pR6ZqrxyXouLmZpULO7LLKzq0rsTzkIPxEUHtirLcVdirsVd
irsVdirGNTjtZPJWspdWUupWxOo+tp9uzJLOn1iWsSMhVgWG2xxV5TGnkqK8mnj/AC215Zo5Jf8A
SWkvgXdOM5dWaSvxuuzGlfppilnf5a3mnLe3enaZ5WvtDtol5tNetIVAY0SOJZiSqlVB4x/Cu3fF
CUefbfyJ/iW9m1zyzqM10FUDWbYSNE4kW2jopLrErNSOLYc9jTucVUbKDyMmuaAYPJmsQSJbKtre
SrehbSM3I/dyqryfGZPj3B+EbmmKplZReV+EZi8s35QLcgSu94xjj9L4xzkNQXY8QoPeo7jFUHPH
5V+p6greUr+e3KXYkVZbyRpUfmJVFCW5XS/ZUfa6NQb4qpy23kNbazjHkvW2tYp7iWNeN0s8cqrE
WbiZuXpvxWnJgvwCg6Yqsh8t/ltdLcxWvkfUeUESI0VwJ4IXjUgcAfWdWMfLmBx67j4sVtMdJ0fy
F5v126F15Q1GzureJS99fJNbRuIrqRwiusvxn1ZHY0qCOpK8KqWW6zbw29rfW8K8YYdIljjWpNFU
EAVNT0GKF3llQyxKa0Ok6cDQkHf1+4xVOfqUP80v/I6X/mrFXfUof5pf+R0v/NWKu+pQ/wA0v/I6
X/mrFXfUof5pf+R0v/NWKu+pQ/zS/wDI6X/mrFXfUof5pf8AkdL/AM1Yq76lD/NL/wAjpf8AmrFX
fUof5pf+R0v/ADVirvqUP80v/I6X/mrFUHq8Sx2MYUsQbuzPxMzn/eqLuxOKo57WJ2LFpAT/ACyS
KPuDAYqt+pQ/zS/8jpf+asVd9Sh/ml/5HS/81Yq76lD/ADS/8jpf+asVd9Sh/ml/5HS/81Yq76lD
/NL/AMjpf+asVd9Sh/ml/wCR0v8AzVirvqUP80v/ACOl/wCasVd9Sh/ml/5HS/8ANWKro7WNHDK0
hI/mkkYfczEYqkkq6i3lXUxpt3HYagZNQ+q3s3ExxSfWZeLvyV1op3NVOKsNXT/zdR5ZJvPGmLbF
pPRYw254qYv3fP8Acpy4t8TUIr16fDirNPKNl5gtrInW9bGs3bJGspSOCOKOZVJl9P0Y4m4sWFA9
SABvviqV6+v5hrq93Noup6d+jwipHYXS/vI3f0QHLKqkdZDRia1WmKqcdj+aJ1bTfrGuaalvHADq
NnDCQ00glXlInNWcJ6e1Aw+I9RtiqJh0z8x+KNLq9qpX1fUiWNX5lk4xUk9JOIVviI4E7daGgVQz
6R+akkF2BrlrDPJ631NkjRlj5ljDy5W/xenUcv5wNuB3Kqpc6X+ak4timtafaPHcO1wsVuzrLAGi
aJP3gYoTxkWSnUEFSpxVZHpX5sfUrUPrmnC9ga4ExFsxjnR4kWAv9kqySB2bhQEEDFU+8tQeaYbS
UeYrq2urtpGMTWiNGixdFU8up8Tiqh5h+zqf/bLn/wCNsVa8r/7p/wC2Vp3/ADPxVjsP5qasmujS
tQ8m6xAs101rbX8MLTWzKs5iWR5GWLgGUep3+HetN8Us6vb2C0h9SU/aISNBuzOeiqBuScUMX1Xz
qPL0pPmG6sLNZ+U1vDJcxRusKkKQQ7K7Fa1PBHFdqgUxVNdH84eX9XtRdWN5FPblfUE8TrJFwqQW
5qTxUMCPj44qmk91FHZyXIkjEaIz+q7ARgKCas1aADucVefr+YXmtJJvXtdF+qos7G6XVIgIeMZe
Ezoa8VdiEbiTSleh2VdH5887zwPcW1joUkIIk5DVlKrA8a+mS4T7TSNUbAFadCcVVZfO/nEXVxHB
baFPDBIxWRtVEbSQmT00LKEk9IgsoYnl8W3fZVr/AJWD5nbT1nW00Q3HMxSqurxsiO/BIRy9NeRe
X1Upt9j32VZBHqr6noaXLtbsRqFvGrWkwuImRbyP035rtV4+LFe1aVOKqPm7zP5l0W8thpnl+XWr
KSKR7iS3ciRHVlCoF4sDy5eP4A4qmGl6zqWqeXm1GHTns76RJTbWN4eBLIWEfMgEqr0B6dMVSiTy
/NfFdTu9Vf8AS1jWQRyLwggDU5j0xxcckXj6qMK9R3BFMrW6D57gmlexvX53MNzJaMVU8+aE9uEf
P+U0VXr/ALr4/FiCpDLopoZoxJC6yRt9l0IZTQ02IwsUl1yXzhFfwPpIsP0WPT+uveNIsiKHJmZe
I4mkY+Gp69cVYW35j+YfVKLrHlQXCNIj2pvmap4QiPiwIJb1DLVadOI61oqjJvOvmiK8e1/SXlr1
bgxJp6PeOrGdniVouO/INxmCkGvLiKYqhbHz/wCanS5jn1byk11FDNIixXz0Dx8nPOrf3cSLVm+Z
PGm6rMvLx87C8vE8wCwayVj9QmszKJWXmQvqo9VHwAGobqem2KoXVG0pfJGtNq8ck2lr+kTexRf3
jQi4mLhKFdyOm+KvLfT/ACOuNLuIDo2pfVJL+d5qtI/qXMUAldvV9Z+a8QOFG48t18cUvUvy4k8t
SeV4n8twTW2lGaf04Ljl6iv6h9QkMzsA71YVO4NehxQxPztaflInmC/m8yx3EF/cSQLLIHnCTv6c
Qj9NYWIqqqgPwgilegriqCv7r8nlFq17DfRRIiukoe52DSLIUmWJzJT1G+IOvEnl13xVH6B5v/Kn
ytZ391o/1wQrNHbXzyR3cjK4jmnUVuviYKschPCv3DZVmXlPzz5b81x3EmiXDTx2vpGVnjeLaeP1
IyA4U7r7Yqn+KuxV2KpD5h+zqf8A2y5/+NsVa8r/AO6f+2Vp3/M/FUvTyBdweYDqtj5h1C1tpLn6
1caUrI1rIxk5OCGBYBkomxp3pXFWWSwwyqFlRZFBqAwDCvjvirzL8z/yTh826va+YtOv1ttdsbc2
sUV/DFf2csQMjBXiuUmVW5Sn4yjheoTlQ4KSChPye/KbWvJtrqy+ZpLXUhqLW5gt7MPLDbiCMo8o
MwjcPLyFVjSihBx2oqoUl6HD5es5HuTOHms7uE28llckSq6N9ppC4aRiwFKOx2+4FDELjyBrUeo6
gNP0PyqmmXCSpGZLWf6xIvANbrPwopCzxxl6HcDahxVR0/yB5pU3sd/pflY2t9JF9ct7e2mC3EaG
Vi1xyX45A5iK9h8Z/apiqGh/L/zv60nqaN5OjgnBhlEdrcM31csrcRVVB3ijNG2qPYYq64/LrzY5
VI9D8nC0ilkljtXtrkguwCLKWCji4jWhoP4Yqzh9IsdL0S3trO1gtF+tWTSx2qCOMyfWYgxAHy2r
2xVT83eSrXzKLVnv7zS7qzLGG906X0LgBypdfVALBWCcSB44qmmh6W2laVb6e15c35gDD63eSerO
9WLfG9BypWg9sVV7uytrpOMyVIBCuPtKG2ND4HuOh74qxi58rMusLd3s4n0xl43cbQrJ6xjp6Lz1
OzRqOPqKh5L9unBCopla+KyvrW/hOgXX1uzln53nNvUCI/26yklZaGjUP73/AC+JpirKnRHRkdQy
MCGUioIOxBBwsWKaz5HtWEKaFY6bp6jkZ2+qW5POoMbKDE4+EF/DriqUW3kbzlbzRObjQrj6rHIL
WWXS1WX1CytE7GJowvAr+wBX50IVTfy/5GsoLRV1zTdHnu0MnB7GyW3i4TxqkqGNi9eXHck7im22
KssxVI1Oqjy5qB0j0/0oJb/6kJwTF631mXhzoV+GvXfFWORt+dzQSF10VJvXkEKBZmBgEIMRZ+Yo
zS/aAXYePXFWVeWf8R/omM+YjbnVCSZRaqViXYbLyZz1r3xVBatc+eoL6f8ARdnaXlmzR+h60hid
Fovqk0+0ftcRtU0Gw3xVBy3X5mx8TFZafOQiiRGkaMF/hBKkFiK/EaHpsN8VWT3P5qzWlwsFnpdr
dJNGLaR5JJUeHg5kZlHEq3IIAK9z4VKqZ+WZ/Ock14nmK1tIYkKfUpbV2JcGocMprToCPnTfriqf
Yq7FXYqkPmH7Op/9suf/AI2xVb5ZJCxEAsRpOnEKKVP9/tvTFU5+szf8ssv3xf8ANeKu+szf8ssv
3xf814q76zN/yyy/fF/zXirvrM3/ACyy/fF/zXirvrM3/LLL98X/ADXirvrM3/LLL98X/NeKu+sz
f8ssv3xf814q76zN/wAssv3xf814q76zN/yyy/fF/wA14qg9XdnsYy0bRn63Z7NxJ/3qi/lLYqjn
nlViBbyOB+0pjofvcHFVv1mb/lll++L/AJrxV31mb/lll++L/mvFXfWZv+WWX74v+a8Vd9Zm/wCW
WX74v+a8Vd9Zm/5ZZfvi/wCa8Vd9Zm/5ZZfvi/5rxV31mb/lll++L/mvFXfWZv8Alll++L/mvFV0
c0jOFa3kQH9pjHQf8CxOKsd1NNLfyTrSatPLa6Y36RF5cwAtLHF9Ym5uiqkpLAbgcD8jirygWf5H
SJqMM3mjWLoeq31mOSK4YQOE6xotmBGECn4gKClCaCmKXrP5ex6AnlyNtCvLnUNOmkaeO8vFcSye
sBJyDSRxM6UYcDQimwNAAFCTa9H5N/T2sG71i9i1FoYmu7KGP1VjjWS04vHF9XlVzy9IEnkaMR0A
4qpI0fkH0I6/mLrAVZpmL/pNiZWPINFvGeQT7IRRsQO+KrdKt/I31I/V/Omq3mn/AOiLbpJLJNLb
SLHNRv3kT+lyQ8z8C8OINQKUVUb+2/LX6nZzy+dtY5xXN2LbVI7mSWYyvDbpOBKIJAUjURsD9lST
v2CrPPIM2gyaRcLousXGswR3cwnnvJGkmjmJBeI8ljZQp3oR3xVkuKuxVIfMP2dT/wC2XP8A8bYq
15X/AN0/9srTv+Z+Kp7HLFICY3VwCQSpBoQSCNvAgjFWppooYmllYJGgqzHYAYqlEPmm0adknhlt
o2cJbSyIyiUECjLyC8qtsAnLse+KpvFPDMCYnVwpo3Eg0PgfA4quduKM1CeIJoBUmngMVeRjUb6G
eS4ivvOFzbR2pnhtRYhwXkt1X0+QT1fWRpvsOQAwPdQQqhLe68xXq3CyXvnSBQGWWNrGGI8PUWEF
HUBqjmZf3bBuI6n9pVEW9/5mfSKfW/NbvxaZJP0akU/GS4W3WNhIf7yMfvD0qlWoD1VQ2o32uQzG
LTb7ziJborPGx05rmGNbiMMiP6jBgE50ZQ6sGU7rQ1VegaTcPP5O052+vGlzaoH1RDFeMEvUUNMh
oQTTuOm+Ksje8s0uUtXnjW5kUvHAzqJGUEAsqk1IBYDFVSWWKGJ5ZXCRRqXkdjQKqipJJ7AYqxqf
zheMYLmz0meTRiw+sajN+6AQ9GSM1fh8St6jAJxrUjBaaT+x1C0vrYXFtIGjI3rsynwYHdT88KEr
8xaZJ5h0x9NguHt7WcMtzOoPGSNkZfT+Fo3YEsG+FgCBQkglSCkKT695S8qWtlouoatDZ/VLWJIW
vZVRmijHpK7O3FSTw3woXTef/JMHET63Zwsyhwkkyo1GXkKqxBG2++KtW/5g+SLiWWKHW7N5Id3H
qqNgofkCdmWh6jbFVr/mJ5HT0i+tWoSYuIpOfwMYgGcc/s1UEVFcVR2k+afLusXEtvpeowXs0Ch5
VgcPxVjQbjbr18MVQkhvB5W1M2VnHqF2H1D0LGYgRzP9YlpG5O1G6YqwR9X/ADNhE5g/LWx2lMcT
C4tV5x+nQyMoO1aU41O23vir0LynNqkukKdS0uPR7hXZFsYWVkWNaCMhk+E1Wny6dqlVKdVk15dY
1KO38r29zZNCkiXzNCXupQ8C8HQlT8CBjVj+wtMVStr3Wlt4aflxEW5SLHEs9nSMAGjN8IoH/wAm
pod99sVUdPm1JjMh/L2G1ugtmt1QW5imiCTFQjURP3J+HjUlefSlKqql5qHmqK3glh8gQSpLPOt5
YiW2MoiEEXpyc6LEWkZfTI32UeGKsp8pvdPp873WiJoM5uZa2sbRsJFqOMxaIAVdetd9sVTvFXYq
kPmH7Op/9suf/jbFVnlouEiKAM/6J0/iCaAn9/SpANPuxV5B9W8s2ernVpfKPmi1v0nTUZ00tfrF
rI9wGuwrczAzEFSjDh8DU33DYpe7ailhJYtJfssVrCBPI8jemqCP4+TkkABaVNdsUPHvzNg82+Yr
q11P8vdT0nzTCbcwHS3NpcGNlmDtcxSMTB8XH035cegHxNxKBI82QeTdO84jS5p9aiTQNTS4Ih06
ac3ETQoq8Stysj0VqtVUoex+HjQoLONBudRmhmW/os8b0VDs/AiqswotA29Bv03YmoCrzfWfLepr
rLPCvmm7ihnkhFzbatwcLKAz0jIVfSrwp8dfb4Biq7Uba5m1ExPYeaA8Hqz286aksZLxRgeigMg/
vFUcafaZjy8cVQMGn6qwle80vzfOl1HEweS/iZ4DGQyrFRxVhKa89mO1NhXFUXqVpraG3MGm+apm
e2iiUjVAnoODGoJYFy5ZYf3r/EfiNFJYkKvQrixSw0O0tEllnWK5sx61wxeVybuMlnYgEsSdzirE
PzO8v2ms6nCmp+Vp9esEtjGk1nPLFOpkavDiDGn2o1351AOKp5+WD2w8sC2ttE1DQbe1mZUtNUFJ
3MqrcPL1b4S8zD5gigxVFy6lpt2l3BoOowXk1rcCC90+1nVmjnjflJCWjblBIQpDBqAe25wJSm10
jUfrEs+kQzWtjAAf0dcvG3OSRmeaNQHJUAqjcJGAbk1CnItgTbI9E8wWupqYqejexqDPamvJTQVG
4U/CWowIBB+gkgoIS/zD5b1vU9VSeDULeHTRB6b2U9nHcN61XImSRz8LLyWgoR123woY/f6HrWiW
F3quu6xpZtlkiZnXS40UIYzAYmrIxZS8gYb1A2qa4qxGPWbO2mivNR8x6ZaKxm/dNoqkrClDdem0
LyBPhVas/IClT4BVmNj5b80aho8N5Y6zpLx3aLJbyfokCEwSKagwmRXqY1iX4m2oajoFVT7yp5b1
XR57l7u4spIp6ER2dmlp8YAXmzKx5Eqor+FMVVxp8+o+WtRsLe7ksJ7qW/iivYaiSFnuZQJE4lDV
eo3GKsTb8qfNLCRT5/1dEeX1FCMwKLwKhFZpHYiu/wAVfv3xVmfljQpdE0mOym1C51ScUaa9u5JJ
ZJH4KrN+8Z+AYrXgtFFdhiqE1Ly3rl1fXFzbeYLi1jl4mG19NWjhKhd14mMtunKjEgkkGq/DiqWz
+UPPktAPPNwqVUsosLMGqvyNGVVIBFF+/wAdlVQeVvO7xRmXzdLHcrHNFLNHaQEOGaQwtwb90rIH
TlxSp49aHFVM+SPNSaq19B50v0iecStZvDbywiMMT6Kh1NF4sQT9rvXZaKszxV2KuxVIfMP2dT/7
Zc//ABtirXlf/dP/AGytO/5n4qn+KobUtOttRspLO5UtDJxJp1DIwdGFa7qygjFXnsH5U6pZa/pe
p6bqFvaPYSxi4uoIminurZXUyRXSAtFKzRKY+fFW3DFiVoVXpeKpJ5v0nV9R0iRNFuRZ6spU29wX
aIU5AsruiyNxI3pxNSMVSl/yy8u6k/6R1u1L6zdxxtqZtrq6Fq04RRJ6cTSceJIoKrXjirFU8s+Y
UkgkTyPUWbIbUS64Sw9FOCMPgf4isSVJbdiK7AkKqMX5fXNvZmKHyPyS4LR3Nu2uOw9KGSGaE+oy
8izupqOwjUftbKsms/yp8rXuiaXHqunS2tzbW8aPaw3t1xikAZmVJElqwVpHAatSDirKtYjjj06C
ONQkaXNkqIooABdRAADFUxxVD6jYw3+n3NjOXWG7ieCVo2KOFkUqxVhupodiMVfPGq/84/8AnTQN
Wtr/AMii0g1C2u2ms9Zt5WtZfTlJJjvrVibd0UsFrCB+7DAo1QMDK30RPaLK4kR2gmA4+rHx5Fev
Ehgykb9xt2wsWrbT7W3lknReVzKFWa4c8pHVKlVLH9kFmIUbCpoN8VRGKuxVplVlKsAVIoQdwQcV
bxV2KpZpUENxpdzbzoJIJri+jljYVVla5lDKR4EYqko/LLQEgubeK5v4be5ChoIrqRI0C02jRaKv
LiOVOp3674q2n5a6EkDwR3eopG8aQ/BezqQqTevVaMKMz/aPUjFUJF+UHleGBYYLnUoFWMxBor2a
NipZnqzIVLEGQ05VxVI7zyb6nmdll8s3cmm6c6TWWppeqPUljVCh9BSrCnH7XWoI6Maqut/LWowK
lwPLtyLm1kC2UjXaMQLiNkml9Nap8CqtOY5mtDsMVQSeTr0mxtJPK16LeR2Mt1bahFDLbFwPj5D0
3I2/ZPPoDUdFWaJ+WmgotFutRDmCS2aX67PzKSep1blX4DO5T+WvsKKrZPyx8vyXt1eNc3/q3fre
oou5QgNxI0jlFBotDIwWn2QaDbFWQaPotho9s9tYqyQySyTlWYtRpTybjXotegGwxVL/ADD9nU/+
2XP/AMbYqhtBs/rBtz68sXHSdO2ibjX++67YqnP6J/5fLr/kZ/Zirv0T/wAvl1/yM/sxV36J/wCX
y6/5Gf2Yqk2pavoumaomm3uoXsU8qxNE1WdGaeRooowUVjzZkIAp4dyMVQP+NfI4nWA+YZ1mZ/SC
MZR8XNU7x9OTr8XT4h4jFVKTz55JimMU2t3kT0QgMsx5M4c8F4xnkwWNmNOwJ6A0VdH598ivctbr
r116iqjGomA+MlQN4+tdj4VHjiqLuvNPlS1adZdZu620y29xxErBJHLDciOlAEJJ6AUPQiqqm/nD
ycghd9cuFt7kJ9XuSz+m5k4hVBC7GsiDcDdgOu2KpZqH5jflqsNx9Z8wXDpZSRmcD1hwZSsqMTwF
FVqbnau3XbFUTL+YPkdbOK7i1u7uIZpRBG0PqNWVmVQm6jf49/Dviqt/jXymTCRqt4Y5xIUl5fAP
Tt4bkhjTYmO6joDvU064qp3Xn/yLaRxtea9c20ssAult5DJ6npFWctQIRRVQljWgAqTTfFUVF5t8
nzQQzQa7cTLc+oLcRmQl2ii9d1A4dRF8dD2BP7Joqpr518kkXDHX7hY7WET3ErGVUjQtw+MlBxIJ
3U7/AHGiqy288+TLiwjv11m8S1lZUSSRZlqXQyKeJj5cSoJ5UpscVQUn5pflykbyjzFcuiDqnqmr
EVCKOFSxG4xVNbjzX5Rg0m61V9buTY2YBnlBk/ajMo41QVBVTuNtjvtiqGsvPv5f3sqQ2nmZ55ZK
8ER5CTROZA+DrQdPHbrtiqnbfmF5EuZ7uGDXbuQ2KJJcuizOgWST00oUjblyJBFO2/jRVTh89/l9
BFKLbXbqVFE1w3pCZwauzyEH06fbr7YqqH8wvIqywxvrd4gn5GOV0nWPigBLczHTj8XX6em+Kot/
N/k1HjjbXbnnLHFNGgExJjnQSRtQR7BlNd/A+Boqvu/NXlG0inln1y4RLeVreZqy0WVeNV+x29RN
+nxL/MMVQcXnvyfLqdtpiapffXbr6sYoiHG15Es0JLcaUaMk9duLdxiqzT/zD8k6jNdRWGr3t0bS
MzSNEJHVo6qoMbBSHqXoAu+zeGKonyz508neZtQl0/Rdaubq7gV2mjDMOHDhyDErSv7wD6D4HFWT
/on/AJfLr/kZ/Zirv0T/AMvl1/yM/sxV36J/5fLr/kZ/ZiqT6xZ+gNUPryy8tKn2lblT7XTbFVXR
YNTis7K6tYoJo5tOs4iJZXiYNErt+zFLUH1cVTH19f8A+WO0/wCkqT/snxV3r6//AMsdp/0lSf8A
ZPirvX1//ljtP+kqT/snxVTlTVpXR5dNsZHjYMjNcOSrLWhBNtsRyOKqX1K95Fv0Pp3I0q3rNU8S
GH/Ht2IBGKuNnelw50jTi6ghW9ZqgHrQ/VsVaGn3Qf1Bo2m+pWvP1jWu/f6t/lHFVxtL81rpOnnk
5kas7buSSWP+jdak74qsfTrlwofRdNYIoRAZSQFFQFH+jdPiO3virY0+6DMw0bTQz/bPrGrfP/Rt
8VaTT7qNPTTRtNRD1RZSB9wtsVXfUr31vX/RGnevTj6vrNz4kcacvq1aU2xVtrO+eT1G0jT2kIIL
mZiaNWu/1bvyOKuSzvk48NI09eAITjMw4hgFYClttVQAcVWDTrkStKNG00SOpR3EzVKkhipP1boS
AcVXizvgpUaRp4UnkQJmpWlK/wC83viql+iZKU/QWl0JJI9Q9SKH/j1xVttNuGpy0XTTxpSsx7Vp
/wAe3bkcVbh065hdXh0XTY3U1VklKkGlKgi28MVbSxvEdnTR9OV3ADsszAsB0BItt8VaTTrlK8NF
01ajieMpG1a02tvfFVGPQRHbfVU0DSxb0kHpeqeNJiTLt9W/bLHl44qqW+lTWyIlvommxLGgjQLK
RRFAUL/vN0AUD6MVXyWN5IhSTR9OdC5kKtMxHNvtPQ232j3OKuawu3PJ9G05jQLUzEmgAAH+83bi
PuxV0thdyszy6NpsjvUuzTEluVK1Jtt68RiqpFDqcLK0OmWEbKvBWS4dSFNPhFLbp8I+7FVb19f/
AOWO0/6SpP8AsnxV3r6//wAsdp/0lSf9k+Ku9fX/APljtP8ApKk/7J8VS/VodTax1W6u4oYUGnzR
IIpXlJPFmNeUcVPxxVpP+VfcRw/RPCg40+rUp2piq7/nQf8AtVf9O2Ku/wCdB/7VX/Ttirv+dB/7
VX/Ttirv+dB/7VX/AE7Yq7/nQf8AtVf9O2Ku/wCdB/7VX/Ttirv+dB/7VX/Ttirv+dB/7VX/AE7Y
q7/nQf8AtVf9O2Ku/wCdB/7VX/Ttirv+dB/7VX/Ttirv+dB/7VX/AE7Yq7/nQf8AtVf9O2Ku/wCd
B/7VX/Ttirv+dB/7VX/Ttirv+dB/7VX/AE7Yq7/nQf8AtVf9O2Ku/wCdB/7VX/Ttirv+dB/7VX/T
tirv+dB/7VX/AE7Yq7/nQf8AtVf9O2Ku/wCdB/7VX/Ttirv+dB/7VX/Ttirv+dB/7VX/AE7Yq7/n
Qf8AtVf9O2Ku/wCdB/7VX/Ttirv+dB/7VX/Ttirv+dB/7VX/AE7Yq7/nQf8AtVf9O2Ku/wCdB/7V
X/Ttiq1/+VfcTz/RPCh5V+rUp3rir//Z
uuid:b104a5f1-8c42-4337-aad3-40f72cb79aa3
xmp.did:4163606C10CFE211AD729F1577CAC344
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f205a46d-7b4e-4e29-a6ca-013667c99f3c
xmp.did:20309A8846CEE211B02FBE192AA5F1D5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:20309A8846CEE211B02FBE192AA5F1D5
2013-06-06T13:50:04+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:4163606C10CFE211AD729F1577CAC344
2013-06-07T11:33:55+08:00
Adobe Illustrator CS6 (Windows)
/
Print
True
False
1
296.999959
210.001652
Millimeters
Cyan
Magenta
Yellow
Black
默认色板组
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
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
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
90.000004
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
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>stream
HW$I
StM:we8vEbOD8>z% 4|宬L;;?iկ?omܶۧOO!mmjsycپ}p.6-{b{ªc+ut_Y<ᶏݗ6LN!fi/V\nɷW}