%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 64 0 R 65 0 R 66 0 R 115 0 R 116 0 R 117 0 R 170 0 R 171 0 R 172 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
Adobe Illustrator CS5.1
2015-05-15T11:57:33+08:00
2019-08-17T14:29:18+08:00
2019-08-17T14:29:18+08:00
256
180
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FUDqG
tabp8kcd3N6bSbgBWai1A5vxB4rU05NtiqOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KsW8/efIPKVpYhLGbVdV1W4Fppel21BJNKRUks2yqo+03bFWPf47/ADn/APLXf9z2x/5o
xS7/AB3+c/8A5a7/ALntj/zRirv8d/nP/wCWu/7ntj/zRiqHvfzd85aBHHf+cvIk+iaEZY4bjVIN
Qtr8Q+qwRXkjiVWCciN/40GKHqWKuxV2KuxV2KqF3fWloitczRwhzxj9R1QM38oLEb4qxaS11DW7
2V5PTs9SspOP6PmDFGt68omco1JKOOQK7V2OFDIhImkaIZLudpksLcvcXEhHJhElWYliBvTucjKV
AlsxYzOQiOcjSG8teZrPXtMh1GBGt4LpnFokzJ6kip1bgrNx6H4TuO+V48omLcnWaKWnmYE2Y86u
h+O/km+WuG7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXm/5jf8Akyvy1/5jb/8A6hMV
fKF3dw+tcySyWP1QW2oGcyXFqLr60q3Hpj02lFxz9QJxAXw98U2zLXNWi1/W7rSby/hiuDcW2kWk
17JeyBke5DMlfTkEKJI3p+oNlOy1G+KpP5u1u8uEtLS81yfWriB71rO61eQxwEzW2nzr6D3zpyiK
ykxO/ESLRwPixVkHlOa2f8p/zGSNoGuV0zSDfC1kiliEzXl3tyhZ4+XphK8Tih9e4q7FXYq7FUv1
fWI9PjUKvr3cp/cWimjyAEcuNAdwDt77Yqxq7uNR1S0s7i5gtpY7shbeSMuOHNgXtJm3Kl+PDmP2
hQjfChOofT8vaBcX2oHmlhDLMeAMjx26AyCFXPxOEAoK5GcqFt2nwyy5IwjzkQB8WEaprWreYLGO
ad7jTp7G4FtqEFg/1mKFJoxL9YMcJLXIVZEiZGqq8ixXNdPJKY3Ne773pcGmx6eRA4ZiUbiZekmj
XDZ+jkZA8zVAsu8raFbcIdcvtOW01+ZW+sutVDMfhMoi5FY2lVQzCnIdD0zJw4h9RFSdPrtVKzih
PixDl+q+tdOnUMkzJda7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXm/5jf+TK/LX/mN
v/8AqExV88XPnjX4fMckll5s1dtIebUkhF/f37TuywmOKMxwTpEiNLMvp8QrKR/eClQpQOm3dm8C
+aJbvVrvVLS0FrrmrGf/AEiW4kdopWiup3kmZPqLBPTXiR1Ur1xVF2vmrzloVibax1BY9VibTLZo
rIzQW5i0yzezMUzQXK+u0kSRyeovUU+JQqoqtMvsfNWua1+Uv5nW19ey6jY2hsZbG4uWmaVWn4LL
Epmmnb0R6CPHXersTUnZV9R4odirsVQt/qlhp6o95KIY5G4rIwPAH/KYCi/TiqW38EWqJJeaeZPr
tqWt1eKb0Oa1VivMCQFd6jbCq6CG00DTpNS1K44OIkOoSrX03lFFMgjA3dj8Owq3hXITmIizybMO
GWSQjEXIsP13zcl616kxuLNbUiXS7hbeZJ7e59IgW95bMCXSf4uB48XBK7MBmDlzA3e1cv1H3vRa
Xs8w4SOGXFtIcUalG/qhLoY9eo58kT5M/L+W11a38wXkEGmyKjSQ6Va8ysMs68ZF5NxCx7l/TVR8
TfETxXJ4NOeLjO3k1do9rCWM4Ykz33lLqBy+PS75DbmXoOZrzzsVULzULCyj9S8uYraP+eZ1jG3u
xGKpX/jfyd0TW7GVunCK4jlb/gUZjirh5z8vt/dSzXFfs/V7W6n5U/l9KJ+X0Yq3/i7Sq09DUv8A
uF6j/wBk+Ktf4ss2/urHUpF/m+oXSb/KVEb8MVd/iqD/AKtupf8ASHN/TFXf4rtxu2nakFHU/Upz
QfJVJP0DFW/8XaV/vjUv+4XqP/ZPirR86eXV/vriS38frFvcQUPg3qxpT6cVTDTtY0jU0Z9Nvre9
RDR2t5UlAPgShbFUXirsVdirsVdirsVdirzf8xv/ACZX5a/8xt//ANQmKvmOLW9H0+91CW0iQXdz
ZXimxuLxpXktIGnnYGN9NltefOISpybZo03+0GVZInlvUpbDzH5jguLjzJf2WrCz0fSWsVu7Z5Lq
J4n+uRmGxj9Rfh5TQsVVvi4k0xS888xyaHcDU3b6xpmsWAjGnaNFDParHGsFrGF4NDNLIjfvP3kt
xGz7SFQ8jLih6H5H8ywax+TH5i2z6bDa6nplnpdve6hC0gN0v1ib0VkhcKqNAoMfKnJv2iaDFX2B
irsVULy8htYg0jANI3pwqx4h5CCVTkdhypiqU2jNr2nXdlqam3uY5qSW6DjJEoYPCSSXV6ha8vsn
piqta22keWNLmaW5FvpyP6nKdlCx8gBxDbV5N0+dBkZzERZbMWGWSQjAXIsE1fXNa80G+tbSe3WC
ExXOmWUBWV72OCT1frNrcGgMsTop9MrsRxbY1zAnklO6Pw73ptPpsWl4ZSErNiUjtwEiuGUe4i/V
fI2OVMy0DRNYi1GbWNau4bnUJLeO0jFtE0MSwxsXqyuzsXZmJO9B0GZWPGeLilzqnS6vU4zAY8UT
GAkZbmzZ28tgPmyAkAVOwGXuvY9/iC/1aRovLcUclspKya1cVNqGGxECKVa5I7kMqf5ZNRiqovlZ
5/i1bVb7UH2/drKbOEHuBHaeiWX2kZ/niqItPKvliyf1bbSrSGXqZlhj9Q+7PTkfpOKtXHm7ypbS
mK41qwhlHWOS5hVvuLA4qvs/NPlm+uFtrLV7K6uXrwghuIpHNOtFViTiqpq2oT2whgs4lnv7puFv
E7cUAUVeWQgEhEHWg3JC98VSG78yWdtO9rdeZ7b69GeE9rZwLJIjeAhDXEin2auFVn+JNK/6vuqf
9IH/AGZYq1/iiwU/u9bvmB6+tpsjH6PTtosVcPN0SH4NWZwevraTesR8vT9L8cVcvnnTRu3mjRA1
ARFMDalvkZLlj/wpxVdfpp+pxpqF/YxAKD6Gv6RP68tv039VUilC9KhQ60+38OKphoWs3QuhpGqy
xzXjRmfTr+MAR3tsKfvFp8IlTkPUVTTcMuxoAqf4q7FXYq7FXYq7FXkP54+ZbHyz5r/L7W79ZHs7
S+u/XEQ5PxkgWOoXvTnWmKvMX8leQmEnp+bJlMkU8CTN5X1F5liuRIHX1KbnjMwDUxpKdaPpH5fW
XmOLUbvzZqd7pdvfTalbaV+hNUi9K5lWiyJKI2oyMFf7G5UVxpUJrvlH8rbz1f0V5q1fT/VNtL6k
2j6ldSieBXWWUSejC1bguHf/ACwT0ICtKlHmK/8AKHlL8vvMumWer3Gtah5kisrOENpNzpaRi0lk
laSR5xSRm9Ziab1/BV9aYoSzXNbi022l4lWvFj9SKJ6gFeQUuSBuEryam9MVSG4XXG1G5sHMOrRX
lqJZYgfSQqTwV15GQIwPgaMN9mG5QyPRtPls7GGO5l+s3ixqk1ywHNuNSFLAAkLU0rgS8u1/Utb9
eTzRbur6XBrXpwaVOZJHS6tQ9oZGADFUlAJ4KP3fwyCu65rckiDxdOJ7HS4cVDBL6zi3kKHplU69
47/4t4mtizry35fmW4vNU1Wztobm8uhd29lFSZbZ1iEJkWQqv7yQCrMoGZWLFuZEc+nc6HWasVHH
jlIxjHhJO3FvdV3DoCyXMh1jF2VvNsjoWaPyxC5RgNjqLLswqDUWqtt/xb/xj+2qnl/qOmaRY+vd
yLbWsfGNAATUn4UjjjQFmY9FRQSewxVJLjUPNOoKn1WIaLbTNwhM6rLfSihPJY6mG3FBXlJzNOqB
tsKse1dPyysJxD5y8yQXl61edvqN6pVWWlSsHILEen2VUe2Kss0QaW9is3lq9guLEfYijZJYTXen
qJWQN7sWp/LgVF39hpmu6ZLaXkPOF6q6MAJIpF25KRXhIh3VlPuD3xVh8uo6he6DZXj3Dx3t3puj
W5uYyFZDrN0sNzIng9FBU9iMKs50/TrDTbOOzsIEtrWIUjhjAVR3J27k7k98CpXrOpQtM1gZ5oTX
j6doCbmVuIc8KAlUVWBLeO1R3KpM2nag9l9Tu7aztVcg/W7kxpJIgO6lU5Hl05En51rihD615psf
J9h9eu0tbSyT7MltMyRzHaqmOVFjZj05q7P8/slSyC7ZD5s0pwQ0c1pdKjChB3ib7qYFdfeTNGlk
a60+P9EapXkuo2CrDKWrX96AOE616pKrD6d8VYpxMck+kapxsJbSQXXr21VW0lckRalaByaW0jEr
PGaiNiwasbFiVZjoGsz3frWGoosGtWPFb2FK8HDV4XEPLcxS0NPA1U7qcCpvirsVdirsVdiry783
Z9Ps/Ov5dajqjRw6Xb6lcrPcz0EMcklv+55s2y/GtQT0pXFW7zzj5ztvNF6tjc2t3oEtzAIJbiTT
WMUPBhKIY0vLVynIKTLK5cVosRAqSqnpHn38x5r+2GpwaHbWX1kreencws31cyxIDE4vG3VHkfk0
dWCU4KWpiqH1Hz/+a0Mt4bK18v3UPqTLYKbuKNvTMsyQNKWvKHikMcj0A5CUAcSjDFUl/M7zFNe/
lFr9v5nu7OXW7+S0TTNNtWt5UWfjb8ktDFJLNIPVWVuUgDCrLuoVmCvbb3ULW0CLLKiTTnhbRuwX
m/ZRX3xViKu+pSWEE189xe3Lt9btKIklnKiMS8YA5IEYcCGqHBwoZDbWtj5f0e5umhjUwxPPePbR
8TIIlLEqlT2Gy1pkZyoE9zbixmcxEc5ED5sE1298yajqekvrFmzaJfxPNDpVhcM0j8Y2avONYnMy
Rvz4BijcfhIZQG1+SUpEcQ9J6D8c3pdLjwY4TGOX72JrilHbmO+xwkirqxe+x9Ms0Dyhp0EsOqXi
C71RCzQ38gdJWRhxjaaMniZxEeDPx5HMjFgA9R3P45+bqdX2hOQOOJ4cfWO1edHnw3uBdMlzJdYx
vV5pdd1CTy/Zu8djBT9O3kZKniw5LZxuNxJIprIRuieDOpCqbahf6domlNcSqIbO1VUjhiXckkJF
FFGvVmYhEUdTQYqgNH0a5nul1vW1D6oQxtLWoeOxjcAenF2MhA/eSdSdh8NBirE/zjh8630Wl6V5
VL28l/OtlqmpxCsttaXTqXeNQQxoIGL03oPfFXj2u/8AOK97es915P8AMdtq8aytFdreEo6zL/eD
1IhKrMCdwQCMU2mGmfkx+Zf5ZaMvmnQ9QW+1i2YzappVvKUtmtIxydOMifv2oD/KR+yGOKvcNB8z
2Wu+WLrzBZH07G7tEujU/vI5TbhnU0/kTh9NcKEnmiMVrpFuV4BU8uI0Y2HwXUhC0H8rKMUPQsCX
l95pfmyX839SV9RntPKs+lfWleCKF1F3AYojE/qxy8qI/qcSKb7b1wqySXSdB1KGG80/X7mys5nS
ISWFxFHFPI32QHKNUtyoAjDwG+KsV82flP5a816dqdnqelTW1zp/Eadr31lZry4kJJYMDU/FRRRx
8XIU6YqzGO2a11XyxbOCGgsriNgxBaqRwqaldq7dsVZLgVJvM2gNqlvHPaskWrWRZ7CeQVT4xSSG
YD7UMyjjIvyYfEqkKsWsJJLxbZbatjrWntJDpTXLFmilVQ8+lXbKayIUUNG/7cfGQVKcmKsy0TWY
NVszMiNBcQuYb2zk2kgnUAtG/wAqghhsykMKgjAqYYq7FXYq7FUHq+i6TrNhJp+rWcN9ZS/3lvcI
siEjoaMDuOxxViv/ACpP8qP+pYsv+Ab+uKu/5Un+VH/UsWX/AADf1xV3/Kk/yo/6liy/4Bv64qi9
J/Kn8uNJv4r/AE/y7ZQXkB5QziMMyMOjLy5UYdiN8VTTUrO+i1OPVbKFbuQQm3ltmYIeJbmGjdtg
QeoPUfLFV1tLFpWmrdavNHHcHe5uDvTnJ8Kl6V4pzC1OwG+wyM5iIstmLFLIaiLLAtcvNd13W2iv
YZI7DTgZYdOsZZFuZ4J/7rUbdgU9b0RQGIr3atTxGYGSRmaI+X3h6bTY8WDFcSDOexlIDhiRzxy/
m8X86+7zZV5P8mRaRHFcXY9S/gWSGCksrwRRM/2oIZDxgMqhS6r06DbbMjBg4dzzdV2h2icxIj9B
onYWTX8RH1V0J953ZRmS6pJfMGrXaSxaPpJX9M3qlkkYc0toAaPcyjwWtEU/bbboGIVR2kaVaaVY
R2VqG9OOpaRzykkkclnkkY/ad2JZj3OKpZLENU83LHL8VnoUSTonVWvbnmqsfeGFdv8AjJXqBiqe
yyxxRtJI3FF6k4qwS68reYrn8x4/MyatJBZmyNpb6IwYKYhvLLIwNI3LuvGis3j3UFU0gure2trR
dMi9KKaYXN2xaK0YySlHrJyXi6mNzy4VbZR3qFWJfmF+Y/lX8vhquoGc3Wq6zH/oVpFJLIXkjUoH
PLlFGqMSGI3oFWnwjFWRWf1G1/KOS7sLFNPt5tGlvksFUIIvWtjN6ZA/k5cfowKt1uNINb00sa29
pdaXbyysKDmVukjr/rSTxgf5RwqzbAqGnsY3uFukol2ilUlNSOJ6grUA/rxV5j598hWXmrWFu7++
1wwqpA07TboGzJ4emWRWT1F+z8bKjKSaVqSMKsq8geXdG0TR49MsIWtoY3af6tJIZpHcnj60kx+G
U0Rfs7L0O4FFUy1L/lKtE/4w3v6osCsC8n/mtq3mv849Y8v6WYm8qaPayCSbhV5LiORIyyvXpzZg
vYqK4q9YxViPmzSrWPVtP1AVRdSmi03UY0PFpA1XtZ0PUTW0yhkcdFLeAoVWSJqkF7JqFrGJPMVg
iJqlogCLqVkC3pyICQolHxGMk/C3JD8JDYqyjTtRs9SsYb6zk9W2nXlG9Cp2NCGVgGVlIIZSKg7H
AqJxV2KuxV2KuxV2KuxV2KuxVi/5g+Xb7W9KhjslWSa3l9T0WKgOvEhhuNyVqoXkoqQWNBmLqsRn
HZ2vZOrhgyEy5Efj9d0TXLmmmmaHFDZ6et8Fu77Ty7RXb1eTm/IPJyYkguGqw6V6dBlsMVAXuQ4m
bUkylwemM+nT3fDommWuKlWteYrTTWW1jU3mrTqWs9Mh3lk7BmoD6cdftSN8I+e2Ku8v6NLp8U1x
eSi51e+YS6hdAUUsBRY4wd1iiHwov0mrFiVU1xVI72x1az1iTVtLjjukuoo4r6xlf0mJhLGOWGTi
w50cqytQEcfiWh5Kq1hdXWoFri9tTZQWjsFid0flIuxcshK0TcDfrXwGKqekXUkk+q6ndxtbxqyx
or0J9CFPUR6LUjkJa8TuMVQ2no8FjbxTeXZ3nSJFlcmycllUKfiaep6bYVY7548g6H5vht4dU8rX
M6WxZoCLi2t2iLkFvTaOdtnp8SkU77Hqqn40jXdThtrHUI4tP0SD0/UtEnku7m4WIgpHNM6qFQlR
z3cuNiwqahUXDp9pq36ZS9hWewu5fq3pMDRkgQIxr1BEvMAjpQHriq1PLOoRL6cHmTVIoV2jjP1K
YqOw9Se2llani7k++KtSeWtUkjaN/M+qFHBVgE05TQihoy2asPmDXFUXZWr2epNG07TrPbqIeYjU
qLdiGWkaRrT98tNvHFUM+kXF3d3jRaldWPpXFYPq4tzxDwxlwPWhm2dmJIO1d+uKpTrHl1XuFW78
1aqLtLeYQiNdPST05qJIVK2YodhvXbrtiqU+R/yP0DyY9zceXNY1WzkvkRbhpDZSsVSpUfvbVuP2
t6Yqyz/D2r/9TPqf/IvTP+yPFV9j5Yt4b6PUL28utVvoa/V5rx04xcl4kxwwJDArFajmI+VCRWhx
VEazYzypHe2QB1Ky5PbAkKJFanqQMx6LKFAr2YK2/HFWLQ6D5VuvNi3/ANRiMXmKxS6gnC+nIJ7d
qyHmvF1eWO4UlQeqE9anCqff4TiiH+gapqVk38wunuh9CXv1pP8AhcCu+oecLc/6PqtteRjol7al
ZW+c1vJGg/5EnFWv035itv8AjoaC8i95dNuI7pAPFlmFpL9CI2Kq1h5t8v3twtpHdCC+evCxu0e1
uWp14wTrHIw9wtMVTfFXYq7FXYq7FXYq7FUo1/WLi1MGn6ciza1f8haRPUxxotPUuJqEH0o6iu/x
MQo3OKquh6Fb6TBJR2ub25b1L6/lp608tKcnI2AHRVHwqNhtiqZYq7FUpl1OS5YwpDcwRE8fU9GU
SPuRRPh4xhv52YU8B9oKr54r2SzZY7URwxr+6siy8pCNgr8TwCd+Ib4uhIFRiq61sLgwJDc8VgU8
3jVubSuzc2aRuKAVcklVFP8AY7YqmOKuxV2KsabTtTvvLtxb6beGxuTfXjCYVFR9cmqvJd1r4jCq
HsvJ/mBIUNz5ku/XH2hGxZB7fGan6cbQnOl6VqlnNyuNWlvYOJHoyxxg8tqNzUctqdMCWtWv4LW7
tZG/3S3KdwCWEUisoUBQSauA5HghPYVVaefRbiV7iOSaf9iU2rXDxkgDZlgqnKlK1FaYqlN5Itla
XkkEAtLGa6R4JyjRtE0cKHmIGj2QNEeR+Zoe5Q02pak9nbxzy+q00jwXKShUUyrE7RgFVj/du6cH
NKVBFaVqq2l9qWnuYoojFaJGbhgUjBCpM6OTEDHxUwqJG4hRy6btTFVaK/VdQg1MQiT6wJUuHRhJ
6URlSOIl4/USgWFmI5U5cqb7YpTuDU7ee4EESyElXbmyFFrGyqy/FRqgsO2BUhk0q5utLlFiUGpa
VqM91pjyEqhkMjuY2IrxSSOd4SQNlNaYVRkfm6BYwb3TNTs5qfHD9SnuaEdRztFuEPzB37YFXN5y
0FP75rm3puTcWV5Bt4/vYk298Vd/jfycPt63YxHpxluI4m/4F2U4qun1LybrdqbWe707UrWWtYHk
gnRqbH4SWBpiqBfRNW0mL615Xujc2wHI6JeStLBIvXjbTuWkt2oKKKtH24jqFU60bVrXV9Nh1C1D
rFLyVo5V4SRyRuY5YpF3o8ciMjDxGKo3FXYq7FXYqk/mDzANOCWloiXGr3CO9vbu/CNI0+3PO/8A
uuGP9pu/QVYgYq15c0y3hWbUWvV1TUb3iLrUFK8CI68YoVUsscSEnioJ3JLEsScVTnFVOe4t4EDz
ypEhNAzsFFaVpU/LFVEalbHosx3pX0Jqf8QxVv8ASNsPteoi92eKVFHuWZQB9OKq8cscqCSJ1dD0
ZSCDTbqMVXYq7FUi1TzXbWE5UorRIWDyMzAsYxydYuKOrEUK/GyDl8Nag0NKnuBWDNrrJz08TG2i
N7fq0oDbtHcSTSV9MrJxSN1b4WWu/wAXw8WKFexvrtIYZoxLLO1ukqss1xJG9w0T3BtTDNJL1gVa
MDWp+jFWVrf2LNEi3EZeZQ8K81q6turKK7g0wJSiSS1bVJGnHrwMZiiEc6sghtgoU/5byKAdqk4V
V4db09LVhbRCMRE/u/hVAo5l3LR+ooUGJ/eo9xUKqWTx6tYut2qyBWA5IGi+1GrggBmKHjJTZzXr
WhxVLdaCWVwiwoEiCxrUAMEUxXZeQhgQeIq1D9o7d8KrLi2trf6sssQWW2NvK6kcwhmnjVFQ/FvH
FbFK99qVLYq07zIYnldLZ7hInJkNIfVKzzgiShQgTyrQAk/DU7dVDenSyi4t/qXpNKrSxtAzh3WJ
p0FX4lhtDEo58uta8mNMUpton/H/AP8AMZN/DAqZYqh3voRIYow08wNCkQ5UPWjMaIpp/MwxVr1r
9t0tkVewll4t9IRZF/4bFUJc29jOT+kNJWQE1eRoo51LDYEAcpD8+GKob/CXkqdGuItC024J5Hkt
rbks3ccivWvjiqFsPJXlz0ZPS086c7OxEtnJPaOS1CSDG8bih296V6HCrXkXXrjUYr+yuZHnk02c
xx3MgUSPCzMI/U4BVLjgQSAK/PEqyjArsVUL++trCxuL66fhbWsTzTP4JGpZj9wxVgulahb297Pq
GtW92+ozvHLPFFaXM8YuG2t7VZkQw8bUOIwC4HrF3IDUOFWb6daSW8LNMQ13O3q3TrXiZCAtFrT4
VVQq+w33wKtubw/EInCRoeMk5HI8v5IlH2n7fPsTtiqCeSOxSW+naCwgUfvb++cGQjb7RLIqLXcD
n/sRiqDHmWxk3tLjU7xe0lvYu8TD+ZZvq4iYf6rHFXf4p0uEg3WoXNgSaBtUtHtoKk0p6rxQRk+H
GTwxVM3A/vpB6TOARf2xBUimzSKa7U/m5ADviqLhnfkI5uPNhWN0+w49q9D7frxVXxViVhFYSxyX
N9F6yS21rdiNa19W7muX9NKEV5ev6dK7g0OxwoTDS/MF5f36Qi3ijhrJyYSM5Kokbh1qkYofWSnW
ta9t1KhBa6eml3WqXFuJ5bKfUJlUsQreldTsvIfZJFTxLA8a1GKoFDJYQCO2YTz2k5aEkUDmGxFg
vw1r8V1RAK7702FcUOs4JINPiQtK8bWsRgiVuJ5lA0UnIq6s/qlI0ruvFaClcVViv730WdV4+qJJ
IuTFHDXKM7JyeQbzqxY/D7jYYqqrYm4kleKwCxSwyQlrdiV4zEPyT11hVhyWtE+HcmpJxVMdK0+5
S4FzcDgY43iiioBQOyszUDy0qUqSXYsdz4YEom50+We8WX1gsH7ovEEq5aB2kWj8qAEtuOP04qrT
2NtO/qOGD8eDMjunJa1AbgV5AVNK+J8TirUOn2MJYxQInIFSAopxNKqB2XboNq74qiFVVUKoAUCg
A2AAxVLdE/4//wDmMm/hirdzcvcN6UFXSpHFG4FyDQkuPsRjepG5PT/KVSeTWFE76bpsEuqXduSk
trYEW1nat14S3FUow7qCzd/TAwqqLpfmN6t9S0a1qf7oJLcU9/U429f+AxVTabWtN+O70YfV1HxX
WiymRlA35vZukRYDsE9VvbFUba3tvcwjUrKeKaCTY38Iop4fCUuU/wAmlC3VN9lFcCpvbXAmRjTh
IjcJYz1VgAafcQR7YqxL8utMubZ9Zu5RRLi7eGPcGptpJEkO3g5K/RhKsywK7FUj83qJ7GzsCKrf
X9pDID0MaSiaVT7PHEy/TiqW6ImuTvpMd5JbNZ3Cyam6RpIHZiRJRizFdpblX6fs4VZFqd4IESMc
vUmNPg+0FqASK9yWVV/ymGBUt1K/fSoLaOK3F3rV3WLTdPVuKLRatViPhijG8klKnsKlUxV5D55/
Oryf5S1JhIf8Yeb4Cay1CWNlINuECnmsZHQlKuf2nxWnm9//AM5WfmfcXLSWosbOEn4IUg9Sg92d
mJxTSvpH/OWH5g20x/StpY6nbMKNEY2gbfwZCR08VOK09b/Lz8y/LHmZml8mP+jdWQNLeeULplSG
4Ufaa1P2I5O/KOin9tf2goelWV/YX+mre2hYWMpPqxkcJLeVGIeqndGjcUdT0O/jVVQ17zDdabpo
kjjRroSGJzJQRhlXkPtPGKutGA5dK9SKEqlltItpZhEDz2sU9pKTxKMViiihBkRqFVJh9SNlJViv
Ekd1DrLQNWZUhUz2yUMa3ilIibcxwxAlQxlSWlqjClNzvT7OKpzYWn1zQb605cPrE+oxc6V487mZ
a0qK0rgSr2Wh29tO1w7meZnMpLJFGvqMKM/GJI+TduT8iOx3NVUUmn2iTmcIedSwBZiis32mVCeC
sd6kCu58TiqIxVxrQ03PYHbFXm2o/nVp1ha1ktEm1CW0ubm10+0n+szF7eQRJHIEQKvqyMAhVmr1
GGleSflz+aX5q+cPNq32qeYk0Py0jSevMIbVbVGROS26+sORLch1YtTpgSXrkn51aPZxSWt3bTTa
xa1W6iiQwx1CPJHIFmPrCOaKPmhCN1AJw0hLbX895Lx42t9IgS3JX1Lie89KFVkEJV3keFfTUCdi
xKmnpsNjTGlek6DrtjrWmW99aup9eJJWiV1dk5ivE8ffv3wKgoGu/q19HaqTNNfyRhhsEU0LMSNx
8IO/jhVBavNykl0a1uxYWltEJ/MOsBhEYYCp4wxyHaOR1FeVf3ce+xZDgV4/5v8A+co9A0GNdG8g
6XFdQWn7tLy4DR2opX+6iQpI4J35Flrv164pp5vL/wA5Ofm67ll1G3iB6IlrAQP+CVj+OK0nflv/
AJyz89WUyrrlna6va1HMqv1aenfiyVj+9MVp7V5U8/eXfNlvN5m8lk/paEI+v6A44zTxAUPwV4mZ
R/dyrs32G7cVDNbS5SR7HUNNP1nTL5VAdKnhGylkIH8oY9/s1I6UCqr9H9ExWxtAAAtL0rshkAo9
exlEgo3fqG3piqbYq7FWGfmVrE+mwaXJbqpmS5M6M24BiQrQjbr6uEILDLL8wtZs5TJDDb7gLxIk
YBAahEDSEIn+StBhpXqljHJezw6pIAsT28bW8QNSrOpZmNR1o/EUyKXz7+d/5p3Gm2Ei6ZPx1jzL
GywXEZHK20VGKRBD1Vrtg0vIb8SP5RhUPG/y7/LbVvOl7MySrY6PZ0bUdWmBMcfL7KKBu8r/ALKj
AyJfQ3l3/nHXyXbwI36CfUTx3udXu5IDJ7i3tlPDxHI1wsbS3zd/zjj5PktpXhtJvL05JaO+tp3v
rFWNaLNHKFljSpHxDpitvnzX9A80eQvNC21yzWep2bLcWd5btVXU7xzQyD7StgZPqf8AJv8AMZPM
tta6pKBHcak/6P12BRSMalDDzhuVHYXVvGyt25Ii9epYvTrM+jqT2vhEeNf99xsPTI/5GlN+vHAq
JvrCK7QVPCZARFMACV5faFDsytT4lOx+7FUiuLXzXF6dnZ8Ut+RImQoVQBWCbyHmqc+LGPg9BsHI
2BVMdEkWGa+0yQ0uILiW4UHbnDdSNMrqPAM7Rn3U4FTXFXYq7FXYqwXz7+Vtt5neGW0u4tMnjaFp
WNpHcrItu7OiFWaOgJkblQ7/AA/y4q8+sfyU8w2upxGUSNDGpSVbMW8UE3KOSJg0sk7MsZWQV/0R
jtSh64Veo+Wvy68v6TZ231u1i1DU4o1Rr24X1mULQJHF6vLgkahUULTYCu+BU81vR7XWNDv9GuCy
Wuo2s1nMY6BljnjMbcaggEK22KpP5b8qQeWfVuDdxraRWcNr6SQpbxRw2nNkYkFjUCRuRrTFUXYX
qWHl261i9DRxH6zqMoIo4gLNKgZezCEKCPHFXyn+d/5j6pM7+TbWUxRxyG68yuhNbjUpqPLCSQCY
rXaJB/k+wxSAlH5Y/kzeea4E1bVLh9O0FnMVu0SepdXci7FLaPvQ/ac7DFSXu+l/848+Sobdgvli
KUOAA+o6hcGfvvS3X01O/bCi2G+dP+cbdFeKmiLNoeptUWtvdTfWbG4ftGlxQPE5ptzGK28N0rU/
M/kbzWl1B6mna3pUxSWJxQgjZ45FP2lYbEdxgZPqzQvzHW78n3N/ov7iPURHfWqCjfVnuJHS+gHX
+7uI2fftKtMLFHflpr+qya02nzTmS1mWaZkam0ruZXcHxZ3Yn54lD1HAl2Ksb/MKLQF8qahfa2zQ
2lhDJP8AWo15yxELQMi/tGtPhOx74q8BsPzs/KuEhb7R57gp0ngeVBJTuYHJ9P5eq3zw2tMi1X/n
Kfybe2TafY215YQXCmGW8ZFMsMTDixhiQlTJx+zVwAd96UIWnz7+ZXma08yecr/U7AOmmEpBpsLj
iY7aBFjiSlTSir44sg+rvyq8tWGg+VNNt5UX6tpFjHqd5SpEl7doZmkNepiioq+GFizGHTEvbeO/
155JZbkBorFGk9KJWFQixx7uwX7TGv3Yq6WEaOYbu0meTRppFhvLOZmkEfqt6YdDJV14uaOh/AjF
XjP/ADkj5Vsz5SuLgLSby/cwPYvty+pX5KNDU7lY5l+HwGKh51/zjpfXx8warpNovqTXFmt/aRVp
yutNmS5hX/Z0ZD7HAkvrGfVdPks7HzHDI72LxhwsUTSPIJFIjqB9nhzate+2KFD/AB7o3++Lz/pH
fDSu/wAe6N/vi8/6R3xpULfeafLF8Y2uLS9MkJJhmjimilTkKNwkjKOvIdaHfviqHHmXTk2hvtYj
X+UwJL+M0Ujfjihv/FFp/wBXLWP+kS3/AOyfFXf4otP+rlrH/SJb/wDZPirv8UWn/Vy1j/pEt/8A
snxV3+KLT/q5ax/0iW//AGT4q7/FFp/1ctY/6RLf/snxV3+KLT/q5ax/0iW//ZPirv8AFFp/1ctY
/wCkS3/7J8VROl3Wi6vfxwztqF7Mh9WMXiMkAKbgtHGscJIO6l12PTfFLf5iaj6WkfUkUO0yyXd2
h6CysQJ7gt/kyUSH/npgV8J2EFzrvmK3gmkJudVvESSU9S9xKAW392xZPuHRrS00XS5JtPhUizZd
G0G3P2FWNhDXb/fktWc9wMLFNm0HTFAOrzT394w5SzFpuK+6pEQsS9afrxVa1mILpdFvJGvdI1NH
FsZmLyRyIvMpzO5XiCyE7gjFXzV/zkx5eEU2ka83E3rtPpWoyb8pZLMj0pm92icVxKQj/wDnGSyT
X9N1zRnuTBcWDpcWgZDLE0V2ONxHIlU+HnbQt8Lq3IAg/aqFL6I8r+TdP0KP1Bxn1Bg4lugrIOLO
WCojPJxCii/aJNNzihkGKuxVC6rpWnatptzpmpQLc2N5G0VzA9aMjChG1CPmMVef/wDQuH5Mf9S9
/wBPl9/1XxTbv+hcPyY/6l7/AKfL7/qvitvkf8zPLcHlrz7rmi20bRWlpdOLWNiWIhf44xybc/Aw
3OKQ+ufy61Wy17yvaCNwkGvaRDHE1QeM1tCba4j/ANZaBqeGFiyvTdUt54orW9m+oaxZr6U0ZKKx
2ALR8wVeN+IIIGKqV9cW2omLRNOk+sgzLLqFyhDJGiyeq3J1+HnIwoFH4Yq8l/5yS12z/wAGaoC4
J1K6tNPsRv8AGLJmuLh1p+yrtxr44qHnv/OJ+lz3P5kz3yrWCwsJTI/g0rKij6d8CS+om8vahZ3k
1xoV/HZQ3TtLc2NxAbm39VyWeWJUkt3jd2NX+MqTvx5EkqF/1Tzn/wBXTTv+4dP/ANl2Ku+qec/+
rpp3/cOn/wCy7FXfVPOf/V007/uHT/8AZdirvqnnP/q6ad/3Dp/+y7FXfVPOf/V007/uHT/9l2Ku
+qec/wDq6ad/3Dp/+y7FXfVPOf8A1dNO/wC4dP8A9l2Ku+qec/8Aq6ad/wBw6f8A7LsVd9U85/8A
V007/uHT/wDZdirvqnnP/q6ad/3Dp/8AsuxV31Tzn/1dNO/7h0//AGXYq76p5z/6umnf9w6f/sux
VCXnlW4m0fXBc3P1/WNWs5bQz8fRjRGjZUhhjLP6acnJNWJJO7Hair4O0C9/RPmTTr24Ur+j7yGa
VCDUejKrMCOv7OLJ9zWh+t6Xc21gwluLS6XU9OWtFmgmk+sxFSezh2SvjhYJxb6rpN+puIr42kvE
JcwsyRypxJPGRZASpUsemBKGS7tb/VLae0ZRpGjLI8l3/uppDGYwiMdiqIzFmG3TCr5y/wCcmtbg
ms9E0+lLq6nu9WZD1SCcrFAGHYskfLEpCdf84d6U/wDzsurNURn6taReBI5yP93wffgUvpTFDsVd
irsVdirsVfOH/OVX5aXVz6PnfTIWl9CMW+sIgJIRf7ucgfsr9lvoxSHl/wCU/wCbcnlMtpOrLLce
Xp5ROvotSe0uBt69uTt0+0vfFSH0po/5l+V/MFotL/R9bjVQy/WJktJ15D/dlvcKaN48TTChAeav
zf8AKOiWMkNzqtlZwqD/ALjdHkW7vJa/sq8YWKHl3Y74q+XfzE8/ah521yO5MAtbC1X6vpWmxksI
Yq9K/tO53Y9zgZAPqb/nHf8ALWfyd5Qa61GP09a1kpPcoQOUUSj91ET1qORZh4nFi9WxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KvjH/nIv8s7ryt5wn1m1i/3Ba3K08DoKLFO3xSwtQAL8VWT2+RxS
Ey/KL88bbSLO00LzHLJbRWNU0rW4V9RoI2NTBcRf7shr0puuKkPerXz15Z1aFbppNB1XiNroXkKd
PGOdeafKuFDEfPv55+U9MtHhlvbfU5Y6iHQtKcyxM6HYXV1RU4A/soN8Vp8yazq/mXzz5re7nD32
s6pKscNvECdz8McUSdlUbAYGT7b/ACm8iJ5I8kWOiMQ17vcajIu4a5lpzp7KAEHsMWLMMVdirsVd
irsVdiqyaGGeJ4ZkWWGRSskbgMrKRQhgdiDir51/Mn/nFRLq5m1PyRcR25kJd9HuCVjBJG0Eu/Ed
fhbb3xTbxu8/JH817SYxSeWbyQgkcoUEymncNGWGK2idH/IX82NUuVhTQJ7RW+1PeFYI1HieZ5fc
DitvoH8p/wDnG/RfKdzFrOvTLq2uRENboFpbW7eKq27sOzN07DFFvZ8VdirsVdirsVdirsVdirDf
P3m3X/Ld5o0lrb2k+l6lewadMZWkFwss7MeSqtE4hE7mte2UZpyjuKp3XZXZ+HUxyCRkJwhKYqqo
fbdlmWXuldirsVdirsVdiqXeYPL2j+YdIuNI1i2W7sLpeMsT/gykbqyncEbjFXy95/8A+cVfNGmz
zXflGQaxp1WZLORlju4168fi4xy08QQT/Lim3mM/5V/mZDIY38qasWHUpZXEi/8ABIjL+OKbTvy5
+QP5qa5cJGuiy6bC1OdzqP8AoyID3KsPVPyVCcUW+l/yl/Iny95CX6/O41TzC60a/dAEhBHxJbqa
8a9C5+IjwG2KHp2KuxV2KuxV2KuxV2KuxVTubm2toWnuZUghSnOWRgiipoKs1B1OKqZ1LTltfrZu
oRa0DfWDIvp0J4g868ftbYqst9X0q5kMVtewTyKvMpHKjsFNPiopO3xDfFVkmvaFE7pJqNqjxNwk
VpowVYVHFgW2Ox2xVWu9S06zAa7uobcMSqmWRUBI3IHIjFWJfmt5q8zeVfLw1vRlspIbdgt5FeJK
7MZHRI/S9N4wKVbly9qZTlmY1TvOwdDg1ebwsvGCeXCR0BJuwfglmt+f/Pmhajps2paHanStYuBZ
2VlBOzX6zyV9ISs1IBy2qFrTxys5ZirHNytN2TpM8JjHkl4mOPFKRj6KHOv4v19yM0zzj5xtfOen
eXvM9jYQrrUU8unSWEksjRm3T1GjmMgAY8Qd1AGSjknxASDRm7O009NLNglM+GQJcQAviNWKVpfN
vmjWNf1LSvKlpZ/V9HdYL7UdRaTg053aGKOL4jxGxYnb9YOWUpEQrbvYDs/BhwwyaiUryC4xhV13
kn7lTy/5v13XLPWNMW1t9N83aPIsNxbTs01r+8+KOUGMq7I6A074YZJSBH8QY6vs/FgljyXKenyC
wRtLbmN9rBY55Z8//mh5k8pprOm6RpiGP1WmmuJJUjm9JyClvEjSODxFOUjgcu1OsBlmQSANnZa3
snQabUHFPJk6UABYsc5HYfADknI/NOE/l7pfmdLMy32ryJaWWmq9Od40jRcA5Gy8o2NadMmcxEAa
3cL+Qj+cngMqhjHFKXdGrv37hjH5kzeeWi8rL5gt9OS1fXrF0ksZJi6S/vP3TrKKMOJJ5qe3TKsh
yV6q+DtOxY6S83gmfF4M/qA3G2+33faznzV5u1Gx1nT/AC7oVnHe65qCPOBcOY4ILeM0aWUqCx32
AXLsuUgiMebotD2fCeKWbLIxxQ22FkyPQIbS/N/mC0802/lnzTaW0VzqELy6XqFiz+hO0I5SxlJf
jRlG/U4I5JCXDL7GzP2fhnpzn08pGMDUoy5xvkbGxCTj8w/N+qalrkegWuncNDnltzpV48o1G6MQ
qWiRSqorkHhUGuQOaRJqv0uaeyNNihjOaU/3oB4o1wRvv7668nomn3E1zYW1zPA1rNNEkktq5BaJ
nUFo2I2JUmhzKibFvOZYCMzEHiAJ37/P4t299ZXJkW3uI5miNJRG6sVPg1CaYWtZFqmmTRyyRXcM
kcAJndJEYIAKkuQfhpTviqxdb0ZgSt/bEBPUJEqGidOXXp74qiopYpo1lidZInFUdCGUg9wRiqgm
qaZJLLFHdwvLACZ41kQsgHUuAarT3xVpNW0p/QKXkDC6JFtSVD6hU0ITf4qHY0xVFYq7FXYq7FXY
q7FXYq7FXYqpXVtDdW0ttOoeGZSjqe4IpirAx5X8yPZRvJ/vRIBpc0NRxFiKL6vX7XJS/wBOFCaa
55WnutUjhs1Fvp17AIb+RKAr9XPKKnf4iQPkMVU4vL2pTeW72a8gU67NMLpQKbyW/ERgdvjEf/DY
qssfLOrLqlmbz99aXD/pHUOVDwuwrDgv+Sea/wDAYqlf5pad528xeSv0PZ6F617eS8pjHcwKkKwS
o0dfVZOXqLX7PSm+UZ4k0A9D7N6jBg1Hi5Z8Aj0qRuwR0B5LPzAs/O2tN5VuLLy47yabfW+q3kP1
u1BRoXNbfkzqCxFDyWoyE+MkGuXm39k5NLg8aM8o9cJQB4Zb3/Fy+zmu80WPnS4/MPy3rll5ee5s
tHinEzC7tk5NeQcGADurfumbfbftglx8XFw/ajQ5dLHRZsUstSyEV6ZfwyvoOv2IuDRvNvlXzDrN
3oemxazpGuXH117b10tp4Ll9pDWQcGRjv4/xeGcJEgcQLTPU6fV4cccszjyYo8N8PEDHpy3BVPLW
g+ZdIPmDzTqNpHfeZtaeJv0XayqiJFbj04olml4ryCbsx22yUIzFyIuR6Mdbq8GbwtPCRjgx36pD
e5bk0PPkEr/LnTvOvl38u7nRrzy851C05fVIRdWv+k/WZWL8WDsqekpqeZ+LtkYxmIkU5fbGbS6n
WjLHKOCXP0y9PCBXTfi8uXVLNC8geb5vy50vRrmxXSte8s3q6jpUs00U0VxKJpJuLeiz8F/eAb9/
bB4czGqojk5Wq7W00dbPLGXiYs8OCVAgxHCB1q+SM88Wn5meY7LRiPLUMP6L1O2vprdL6F5ZDCHq
UZvTjVN+7ctxtscZ+JMcqaOy8mh00sn74njxyiDwGhdc+Zv7PNPNe0HzLJruj+c9Hs4v0vBZ/VNS
0e5lVeUMv7wxrOgZOcUhO/2TkskZWJDn3OBpdVgGLJpckj4ZlxRmB1G18J3oj4rbLQvNGv8AnPTv
MfmGyi0qy0SKUaZpyzLcTNNcqFkkmkT92AFUUArjGM5SuQoBlk1WDT6aeDDI5JZSOKVcIqPIAHdj
uveVPOusWNxYav5asdS1wmQWXmuG4htREC1YXKqonBj/AJd/nlRxzOxjfn+ObsdLr9LhmJ4804Yt
uLEYmV94/m79+z0GO015LCDR3YTJ+jvQn1cvSQ3QT0+XDr8R+KuZkBQALymonGeSUojhiSSB3eSV
xeXbyfTp7b9HLpt4LD6kt4kwZJKEGgROzmtWYV+eTaUTaadqB1GK+OlJYR2drLC1tG8TG5ZwOKfC
QoUcdi574pSnTvLuoQRaCk2hqxsWmN6S1seRdSFJ+P4qEg/RihOPLUWvWGnWFjJpwjjWacXTPLHW
ONmMkbKELV+3xp7fTilK9N0PX7bVtMnlsKQ20s4uFia2WJUnDLWOlJWUcuRDknwGKF0Wk+YYLfTL
MaYJI9Mv2uPrCzRVeN3kb4FYig/eCtTXbp4Ks3wJdirsVdirsVdirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirHZfP
GmQI7z29xCqOEPP0f5pULCkp2DW7inU9gcNKv/xlYi5khe1uY0hkEUtwyx+mpaZoA20hahkjI+zg
pUXofmPT9ZEptFkHo8S5cKV+MVFGQutadRWo7iuKpibiAEAyICTxA5DqSRT51U4q0bq2C8jMgWla
8hSm3/NQ+/FWzcQCtZEFK1qw2pWv/ET92KuFxAaUkQ1pSjDetKf8SH34q19att/3ybAE/EOhHIf8
KK4q39Yg5cfUTl/LyFftcf8AiW3zxVr61bbfvk3BI+IdAOR/4U1xVs3EAIBkQEniByHUkinzqpxV
tJoXICOrEioAIO1Af1MPvxVKtV8z6dpl4LW5D8zC0/JeBAVVkf7JYOdoW6LTpU74qhJPPGlwyLFc
QXEMrGRTEwiZwY3MZ+FJGLVdCBwr0r03w0qfmeFR8ThduVGPE0oTuD7KfuwK4XEBpSRDWlKMN60p
/wASH34q5LiB6cJEbl9mjA169Kf6p+7FV+KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpA/wDg
Lj+8/RXH/K+r06nx96/jhVf/AM6P9ab/AI5n1v1Pi/3n9T1eXf8Aa5cvprgVFaT/AIb9SX9EfU/U
oPX+qelWm9Ofp/xxVSf/AAh6g5/o/wBT1Bxr6PL1eb8aV/a586d6198VWP8A4L9I8/0b6PEV5ehx
40jp12pT0/8AhfbFV7/4Qo/P9H0+LnX0f+LOVa/89K/7L3xVyf4Q+H0/0f8As8OPo/8AFfGlP+ed
P9j7YqsX/BdG4/o2nFedPQ+z6Tca+3pcqf5Ne2Krx/hD19v0f6//ADx5/wB79/8Aff8ADe+KqZ/w
VRa/o2nFuFfQ+z6Y5U9vS41/yadsVVH/AMIc15/o/n6g4V9Gvqc340/yufOnvX3xVX0//D/qr+j/
AKp6vA8fq/p8uHFK04b04+n9HH2xVC+YP8M8Zf0l9X+ueg3p19L61wo1PR5/FWvLj74qgdJ/wZ+i
LX1vq3p1uPR+vfVuf943rceP7vjWv2PhphVN73/DnP8A036nz4D++9Kvp8X4/a/Z4+pT25e+BVFP
8IfD6f6P/Z4cfR/4r40p/wA86f7H2xVuy/wpzh+pfUPUqPq/o+jWvx04cf8Anp0/yvfFU2xV2Kux
V2KuxV2KuxV//9k=
xmp.did:47A5F083B6FAE411BD9E9AED4B339615
uuid:5404930d-9e8d-4c22-8ac0-ab2446fbd451
proof:pdf
uuid:3590D2B945AFE311B617DC0307FED1B4
uuid:322ad9ed-1369-455a-a8cc-c5b84e90fdfa
uuid:3590D2B945AFE311B617DC0307FED1B4
uuid:3590D2B945AFE311B617DC0307FED1B4
proof:pdf
saved
xmp.iid:47A5F083B6FAE411BD9E9AED4B339615
2015-05-15T11:57:33+08:00
Adobe Illustrator CS5.1
/
Print
1
True
True
841.889579
595.275385
Points
Archer-Semibold
Archer
Semibold
Open Type
Version 1.200 Pro
False
Archer-Semibold-Pro.otf
AvantGarde-Demi
ITC Avant Garde Gothic Demi
Regular
TrueType
Version 1.3 (Hewlett-Packard)
False
avgr65w.ttf
KristenITC-Regular
Kristen ITC
Regular
Open Type
Version 1.05
False
ITCKRIST.TTF
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Gold Oil
SPOT
100.000000
CMYK
25.000000
39.843699
64.843702
0.000000
Gold Oil 2
SPOT
100.000000
CMYK
25.000000
39.843699
64.843702
0.000000
C=0 M=100 Y=100 K=0 1
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 187 0 R/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
174 0 obj
<>stream
HيdSܗ[d_ %,lCy{dSLKUO}?}_}nKaw>oO?g뱸^%9%WJ4)_ˀy=~9hxӮ_\ٿ_$!s/Η\%WZEKBۗ$}*~I~<ˣX#{õ͛%u2e
g?Kޮ?]qn/B%>^/ց?J8 C1rlΠBEFV&/ۥz7uOa498'=k9#3;&pO5?o?ߟ1v-=KZM=ӓŻZ`UħVG,2Rdn.h@܌l]4ah3RryCE%FJ{ǟ>(=\N;FexBୗ-T#B39 ȇ=9Ip*z EwcA+Y(; RCc6+֑HTU|эf|Յ̈l!W
N]x6Q0Gbӳ\?
/zS