%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 77 0 R 145 0 R 299 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
lpg50
2013-07-17T12:16:36+08:00
2013-07-17T12:16:36+08:00
2013-03-10T23:27:09+08:00
Adobe Illustrator CS6 (Macintosh)
256
200
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAyAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqgtX059QtBAkxhIcPzAr0B9x45j6rAcseEGkSFpXJ5W
uGL0vjRnZ1DITTkVIH2vBaZhy7Okb9fX9Xmx4F95oyw25ka8EEKvK8jcSBSVlKjZv2eNBksul4Y2
ZULP219ymKBW106O2nhfVAyN6QlYIQw9OQFtwf2un45jDHjESDk22v4H9KKHepy2NhMRw1gFU9Uq
OLsOKs0hLMG3or9e+2QlhhLlk7+/zPf5ood6IntrU3cdwdVHEpC4QqSGCL12P7XpsafPLZ448Ql4
nQfj7CmvNTktrO4W2iTVV9RIorfZHPM15LUFtuQGRMIyEQMm9AcjuivNYtrp/MSfphWVnM1CGA4t
Iq/zbfEKZEY4Xfidb+0ea0O9kGhxxx6bHHHcC5RWcCUCg+0ajcnods2mkiBjAB4ue/xZx5I/Mlk7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqp3FvDcwPBMvKKQUda
kVHzGQyQE4mJ5FSEH+gdL582iLsW5nk7MCefPcE7/FlH5PHd1+Ltjwhavl3R1BAgoCXJHJv92Lwb
v/LtgGhxDp39/XZeEL20LTCqr6RARVRaO4oEDBeh6/vGyR0ePu+0+f6yvCGk8v6UjBlhowMbA8m6
wiid+2AaLEDdd32cl4Qpf4X0TiFFuQFAAo79A3KnXxyH8nYe77SvAEfZ2dvZ2629uvCJSSFJJ3Y1
O5qepzJxYo448MeSQKVssS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXwxon57/APOSutwSz6ZryzRwukTlrfSYj6kgJRFEsSFm
amwWuUZdTDGakfsLkYdJkyi4i/iP0tr+ef8Azky0SS/pllV4Li6UNaaWrelZsUnYq0IZSjAjiRXw
GJ1WPv6gfPkkaPL3dCfgOaLj/OT/AJyYuEsZtP8AMcV9a6lz+pXEdvpaK5iVnkUiWCNkKBDXkB7V
ys63GLEtjHnt3+5sGgySoxqQly37ufNStPzr/wCcl7y6ktbXzJazzxRiZ1j/AEEw9P4qtyC0PHge
VDt36jDLWYwLN1/Vl+pjHQ5ZGhRP9aP60kuP+cnfz5t55IJPM6l4mKMUtNNkWqmh4ukDKw9waZkx
lYtxpRMTRU/+ho/z2/6mb/px0/8A7J8LF3/Q0f57f9TN/wBOOn/9k+Ku/wCho/z2/wCpm/6cdP8A
+yfFXf8AQ0f57f8AUzf9OOn/APZPirv+ho/z2/6mb/px0/8A7J8Vd/0NH+e3/Uzf9OOn/wDZPirv
+ho/z2/6mb/px0//ALJ8Vfb/AOXuqX+r+QfLWq6hL69/qGlWN1eTcVTnNNbJJI3FAqryZiaKAMVZ
BirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir80vKXn/VfLFvLBYxRSLPPHNKZAak
Rqy8BQilefUbg5ianRxzG5dA52k18sAIiOZtfF+YGoQ6I2lxWkAIiubW3vW5NNFbXj85ohU8G5H9
tl5ZE6KJnxEnoa6WORSO0JCHCAORAPUA8wnC+d9Ukm0jXrDRpo49Ct5LRbdBI+niNo2R5FYANG9G
+KrNWgJO2VjQemUSb4jd9W49peqEgK4BVdP1/ekK+dJ49bk1aG0RZZbWW0kR3kkBEqNGXqxrUK2w
6bZedKDDhJ638nHGsInxgdCPmxvMpwnYqr2M8EF3FNPbJdwoavbSM6q48C0bI4+g5GYJFA0zhIA2
RY7k/wD8T+Wv+pTsv+ki9/6rZjfl8n+qS+Uf1OX+ax/6lH5y/W7/ABP5a/6lOy/6SL3/AKrY/l8n
+qS+Uf1L+ax/6lH5y/W7/E/lr/qU7L/pIvf+q2P5fJ/qkvlH9S/msf8AqUfnL9bv8T+Wv+pTsv8A
pIvf+q2P5fJ/qkvlH9S/msf+pR+cv1u/xP5a/wCpTsv+ki9/6rY/l8n+qS+Uf1L+ax/6lH5y/W/Q
n8sZYpvy28pyxQrbxSaNp7xwISVjVrWMhAWJYhRtucyoihR3cORBJIFMlwsXYq7FXlul+d/O91Bq
BKoZYrd5rVDDRm4TcCYwNnooPIHfwzRx1mYg+6+Xm9Xn7M0sDHuMqO/le/dvyTLUPNuoSWlzdQTP
FzvVh0WUL6cbpQeoZRIOJQeJHXp3xza2XCZA16qj+m7cbD2fASESAfRc+p8qrqjzruuJ5hbTbi5j
SKP6upkWNeLM8as9ORrTkdsMtXlGbgMgB6eneN3HGkxHD4gBs8XXuOyD8zeY9X03Qtblm1qHTJoG
+qWF/NblkE7iquVVZuwP7DDMrR5MsskxI2ImuVOJqoY4wiYijIXzVdG/NXyZ+j7WC/16CfUkiRbq
VIpkR5gKOUBjXq1egHyGbFwKTK0/MvyPeX0Fja6okt1dMqW6LHMQ7OaLRuHHv1ritJpqmrww2Mz2
k8L3KgemhdTU1Fdqjtmv1etjHGTjlEz6bhy8GmMpgSB4fcx5vNOuAN/cBhQr9kj7BJH2/wCagzTj
tTUf0fwPe7IaDD/S/HwV/wDE2opbNI81u8nqKqICoPEwsxb7f+/eK5lR7QyCNkxJv/enz/nUGv8A
IwMqAlVf773d1oQebNbEczNJa8hHI0Cgruwfiqn4+43yMe0M1GzHka/Ftv8AJ+KxtLmL/FIW885e
ZYWEUbWcsis4d1ZTGQsalSpLr1bljLtDMNvST9nL3+9sx9m4DueMDb38z5e5beeetfSKzMBtS0ts
HuKlPhm5uCCPU2+FV29/unPtDLUa4d47+/fzTj7Lwkyvi2lt7tvL3rb7z7rqWVq1sbVrhhdC5Vih
oyE+hT96KBlp9OTlr8nCKq97/R1Ti7KxGUuLi4fTXP8AzuiVy/mL50UyqosiFKem1U3Bpy/3Z2+W
Q/P5fJyo9j6Xb6/x8EfJ+YfmO28q3WqyR2sl1FqH1WIcSYzCULA/u5SSdvHLzrpjHxbXxV+N3Hj2
RglqI4wZcJhxed35xegaVdSXel2d3IAJLiCOVwtQoZ0DGlSdt82eKXFEE9Q89nxiGSURyBIfCf8A
zjtoeg6vqmsxaxa2VxDHDC0TX7SqqsXYUX0ZImq3zpmLq50R8f0dzvexB+7yEAk3DlGMuk/50ZeT
1XzF5S/Li3tpIDDpWnzykG2uYIr24ai0ZtjLMgrXj8Q98wvFJ6j7Xp9HjnKQPhmYHMGOKP8AvQfP
Zg15a+n5jttDE8nCeezbSLO1LGCWOfjufEo54MRQrxPEnNxj+ke58+1fF4s+IVLiNju35PM/zQtY
LbzN6cMaRr6VW9NQqk+rIK0AHhlWDr/WLtO3ICJwkCrwQJ8zvv72I5e6NM/LVwsGvWUjW4ugZPT+
rtIkIf1AUp6kgZE+19phQZVnFwO9fa2YjUg9Ce6XSdBijuvLFrd6ZpT3iXYkuopJmkSdbYF2WEfF
GZqDahBLAKaEawR452JkSlVbGuV9/Wv7XNJ4Y7xBAvr8O5WgsvMWhRWmkX3lyxv49Bjf67GZFaS5
Z7iSZyzBWKokbcWUjcANUjiMiZQyXOM5Dj5eWwH3/q70iMoVExB4ft3QHmW0k0ZbXUm8r2tra6Tq
MCysJo5fXH1eNwjUiTkkgHMPTjVuhyzBIZLjxkmUT05bnz+DDKOGjwjY/oQEv5kaPJD6B8vhYTK7
ygXCFpBJZi1PNmt2q3Iery6cj0ywaGYN8f2f0r7/AIMDqo/zfxVd3xYLKYjK5iVkiLH01ZgzBa7A
sAoJp3oM2I83DKzCr9Kvyn/8lZ5N/wC2Hpv/AFBx4qyrFXYq7FXYqtkijljaOVFkjYUZGAII9wcE
ogiimMiDY5uiijijWKNQkaAKiDYADoBjGIAocllIk2ea7Ch2KuxV2KuxVSuonltpYkco7oyq4JUg
kUBqNxkMkTKJA2JDPHICQJYq3lnzSQwXVGUvyBb6xNsCEoQKdfhPfvmn/I6j+f8A7KXk7Ya3T/zP
9iPNTPlLzWt0zR63KYRIrJyml5FFP7agUJ40GS/IagS2yGr7yy/lDTmO+MXXcPscPKnmwQ26fph+
UIPKk86gkzq9CQKt+7DLv45MaPOAPXy8z3/qX8/p7P7vn/Rj3V9+6CbyT529MqmvSqfR4qPrVwQJ
uYPKvH7PHt9HvgGiz/z+n84t38p6W98Q5/zY8q+9Rn8j/mEzyGLzGyqzzsg9e4XaVQq1p/L1Hh2y
X5TP/P8AtLOPaejAF4ug6R6frVtR8jea9Q8pyaXeajFd6g96lyJ5pJSgjWBYyoJQkfGC1AKb5LJp
Mk8XCTcuK+vcww9qafHqBkjAxhwVQA58V9/dszbSrWS00uztJCDJbwRxOVqVLIgU0qBttmwxR4Yg
HoHR58gnklIciSX5dQXV1bkmCZ4S32jGxWtPGhyRiDzRjzTh9JMfcaTiS081R2cN5JculvOAY2a8
jUjkOSh1MnJCy/EoYAlfiG2+UCeMkitx5fsck6jUVfHL/TftR9t50/MW0aPRLfUrlpIeUNtChWeQ
ByW4wyAO1GrVeDUPbLROPDfRxZCRlvvJfpv5c+e9et7fUvqzC3veX1a7vZliEgQBiQ0rA8Ty2PQ9
sxMmvw4yY3uOYAv7nI8DLlqR395/Wl+q+Q/NmlUa9090gYSMtypV4SIgS/71SUFAK0JrluPV4p8j
v9rVPTzjzCU6fCJr2GIyiAMw/fMwRVPUEsfsj3/A9MvmaBa4iyzPWRqKRW7aT5seW0mgkMqXOogS
gXE87OrxIxCcxCjyJyb4nG5rtr8XCSeLHRvpHuA6/GgfJysl/wAM9vf70ovLTzPZ3+q28etwTmWU
/X7q31SExXZo0wk5GVTNyoTuK8jxNHNMvhLHKMTwkdwMTt07tvx0a5CYJHF/suaqNK13VmubS68x
2byBvrLwXmoj05Z0T06iV2MDScV4hi9KdGpTB4kIURA920enu5/YvBKWxkPifwFGHyPcPZyXUur6
VbBY2mSGa8QSyIEkccEUNUt6XFV61ZfehlqwDXDM/D3fr+woGnNXcfmxvMtodir9Kvyn/wDJWeTf
+2Hpv/UHHirKsVdirsVebWPkfzJY6tPcSCPULeaaSWYSGPlKXBAPN1ZxTY06Zzh0eoGSzHjHvG70
+XtPBPGALgQABz2+A2TptEuQsqpoMFXWkbtOnwmh+KnHf5Vy78vPesP+zDgjUx2vKf8ASlDap5d1
W4t2Sw0qGymNOMxkilpQgn4WSh2qMry6XLIenFwn+sG3Bq8cTc8hkPcR+lHeQvLeqaJb3ov5Qxup
RKkKkcUO/MhVoq8q9Bmf2bgy44nxNvJx+1dZjzyjwD6RV/jdlWbJ1LsVdirsVdirsVQes6zpeiaV
datqtwtrp9nGZbid6kKo8AAWZidlVQSTsBXFXhuo/wDOW2lCcHR/LdxeWRUETXdwtpIW3qBGkdyK
eB5/RhpUJ/0NzLUA+UDTvTUKn/qFxpU6X/nLXyFFbrJfaVqsEu3NI0t5FDeCsZ4y3/AjGle34Fdi
r8vdJsbCaK4urydoorPg7RiL1PU5OFCD95DuepHIHiCR0yrJMggAc/x3FshEHc9GZweXvren6jfW
1vPc2uqRtPVhbLJVIzN+5V5YnYRPUuY4/wBkRg0JLYBz8MhEkAx9/u3269LPm5Qx2CR1934/FJJr
6SQ2cNlbahLNLoZ9SSNlCMjSMqmRZEdweBWOMcWYU4srUJC5GE2TIj6/x+s/jerJsKB+lNF0+z80
R6LLIsj6itlK9/bQNFAJI1uris6M4KKU+1MD2PIbcqU8ZwmX83i2+Q2/V8mzhGSu+v0n8FDeZ9a0
i08rWvlzQI5Tp09xLfPqNxxE04DGHiAqoRCTArcW7qGNDsJafFI5Tkn9VVQ5Dr89/tY5ZxEBGPK7
v8dGMaIkb6rbLJcJax86tcSAFUABNfiDD8DmZlPpO1uPj+odGfm7tJ9eYX2r2kYlvY39eKz0MCaA
TcJBNJE5jR+JYkMHjkNC3w8WOs4SIemJ+n+dk2NdL3+4j32HN4gZbkc+6P4/QV0N3ZLJEt9q1o0D
QNLDF9S0GSKBJxyAbi89ClwSPSSHkqMzgLVkwGJ6RPP+dk3r5dOt0TQ32KiQ6kfKH459K81ttfR2
umxJ+lBaawyrLo8j/ol7UJPIqubmWL1pf7tXBRhsVWu2wlKJlL6bh/F9d7dwND4+9RKhzqXT6a+L
G7/zv5vgW402S9g4vZR6ZdNbrayiW2j5FEM0QcNQSU5K1fHcZlQ0mI1Kj9XELvY+4uPLPMbX0rpy
YtmY47sVfpV+U/8A5Kzyb/2w9N/6g48VZVirsVdirxnzL5b/ADwm1q8k0nWnj06S8mkt4hd8AtuX
5Rpx/R0jDbagkP8ArU6KULoNj/zkNo+pCczJq9s6NALXU7sPGjEg+uzQWUMjAFTQDeh+gKsyi1z8
4vTtPW0LR/UZ6XpS7vKKnw/EgNtud22r26nFW/zf1TVrTyBfS6fqsWj3TSwIupTStYCIGQE8ZWjn
3bjxpx6E4qEP+U3nTVfMGjypd6hpmoNpywW7XWmzT3zySenWR7hjFbqrNsfgBWtadKYqWdevN/P/
ANO8v9cUO9eb+f8A6d5f64qw6L86fy1lgNwnmmwMCuY2l4SBVZV5UYk7VHSvXtimm/8AldH5a8eR
806eAUeRSVkHJI68mWp+IfCaU602xWmS+WvM+heY7B77RdRg1O1jlML3FsaoJAquU6ncK4P04oeE
/wDOX8urSjylpVjJKY746i0togkdJWhSAoWijVyzKGYKeO3I7gVwSkIiyzx45Tlwx3P47ny/rNjP
pWsNpk687xOCt6QYgmQBlAUgNUhhtSuCE7F8ves8fDKufuQl4tJPq1z6kMsJNYpKoVJp1VwCMkCC
LDAgg0V1xKss7SIqorUoqgKBt2C7YVfprgV2KvzB0CaxeU6dqLiKwuZYpJJSSoV4S1KlVc0ZJHTp
sSG7ZTmB+qPMNmMjkeTJtP1S71GQPJ9XbzFFPGfLkMciSRepIXLx8DI8arXiYk2HPiAKFhmJPGIj
rwV6vx9/k5EZmXdxfw/j8bpXLqtyVljlFlHqF2iafG0fpMI4a8Wd5yzhPh/djf7Na0CrlwxjYi+E
b/gfb72szPlZ2RshmGgWMfl29hiW1uJI7m9e5gs7iaWJknjdBK8Uqwq71jH8y8mo1AtYrjPiDmOV
EiuXuvv+XvmfpHAeR76/AV/zG0jSoNM0C6ttV0651L6lTU7DT2BSN5J5ZvUVlLR1JlKui04kVVeB
+GGhyyMpgxkI8WxPuA9/TY/pTqoACJBF1vTDtKf09Rgf4fhav7xlRdu5ZgwFPlXw3zPyD0lxYc3q
1hrgtLm8sbex0tLaa1eEMuraFHLwlNJeN2tqquJVUIyyAy9DyG5zSzw2BImV3/Myf7ni6eXp8nZR
yUSAI8v50Pvr9rra5sb621G1dNCs9QiSFbZ7i90NWAIVeUc8Gnek5TqfTmQhdh8YJxlExMT+8Md+
Ucn3Gd/MH5IBBBHpB98f+J/T9qU63qE17bzx2Vto4luJ1nS8e80Z6NLbu0i8ZYLeWvoyRoztT99G
TUyNl2KAiRZnsOXDPv8AeRzv/NP81rySsbCPzj3e7u+0d7DG82a60dqhmiH1Ji9uwt7cOGLmSrOI
wz0diw5E0JNOpzYfloWfPzLi+NLby9yGgGp6tLb6ba26zztIxgiggiWVmcAEFo1V2UBOjGi7napy
Z4YXImveURjKZEQLPueq+W/yl0DSUF55tP6RkhQS3em2szqIF8JjFG7HqPiMkag/tEb5pc/aU8m2
L03yJHP3b/oJdxHsuOMXkIJ/m93y/YH2x5M+qf4P0L6nbPZWn6Ptfq9nIvB4Y/QThEy1biyL8JFc
3Gnvw42bNDfv2dPmFTIqtzsnGXNbsVdirC7/AEb82H1C5ew8zaZDYSSO1tDPpjyyRRs3wIXW5jDl
V78RU4pZNokOsw6Vbxa1cw3mpqD9ZubaJoImJYkcY2eUrRaD7W/XbpihHYqwj849Qi0/yTLdTS30
EC3ECyy6dJaxSqHfiOT3gMPDkR170xSHmHlL/nIHy/5e0VtPkgudQMbPLFdXV/o4lkV5RyWsLwqS
rO5Gx6EBjimmb+Wf+chfImqwzSarcR6A0UghCXlxBJyfiWYFoGkVKU25kct6dDiima+WvOvlTzOJ
28v6pb6mtqENwbd+YT1eXAN4E8Dtih8yW3niJfrV3JqurnjM0f1ltQ0Z5gPTeTjxeJIlWsmxdtyT
wFRuGSvYfmIktnNXX9cflFdRQx/XvL+/wMeNCPYcQnxDt8PGqr2v8kNYj1XyvfTpdXN36d+0TSXj
WLyArbQErXT/ANzQV6H4vHCgsI/5y70+U+VvL+q20xt7211F7WCdZltmUXVvI7fvnZFQH6uAanIz
qt2WOcoyuJo94Nfa+ZNa0vWb2e0129t5JbSRHVtVK+rATBJJbp6sg5wmsiKm7gt9o/aBzHGaJJjf
q7uvIH38mcoHY1skms3c6q31eeOKG4CieKzAgiloKFmjVqHdey8fYGuWY4jr072EpHoefcj/ACP5
X1LzX5t03y/YQNNcXkqiVVovCJfimcklQAiAn8Bvl7B+kOBXYq/Mfyb5WvvNHmC30m0Vjz5SXMii
vpwRjlI+9BWmy1IqxA75TnzRxx4i2YsZnKgj9Q/LzXrTz2nlOKNmvJ5V+pSkEBoXHNZjxrsqVL0r
Sh8MrjqoHF4l+kc2RwSE+Hqr6r5Als/Nen6aHnbTNWRLqwu5IuM0tuylmpGCw9X4SAtetPHDj1Al
E8rjse4FZYqkOdHcJz53/LrQ7HyzYa7o0V/YpNPHazR6o0ZVzIGAdHjVCKMjVBXcb0WlDTg1EjkM
JGJI/m/pbMmIcIlEEe9NvOX5O+X9F0W9jt5rv9M6Xby3c91K0ZtZ44mjWiJwRlLcztyPEih5BlbK
dNrp5CJbcEqAHUHfn8vt8mzLpoxBG/EPks0j8ovLd3omlQTXF3+nNbtIru1vlZFsYjKjSem6lGY+
lGKynmO1PectXMSkduCJqup+3qeWzGOCJAG/FL5Nflv+UXlzXvK8GsazeXCzajNJb2UNqUURmNgt
X5hqszdPAdjXaGq104TMYgVEAm/inDpoyiCTzNB5n5j0dtF1/UdIaZbhtPuZbYzpsrmJyvKlTTp0
7ZscOTjgJcrFuLkhwyI7kFb289zMkFvG000h4xxRgszHwAG5yZkALLGMSTQ5vUdH/wCcf/ME0cUm
s3sOnPLGJRYoDNcqG+z6y/AkQP8ArE9fhNCM02XtrGL4AZefIfDv/G7tNP2Tknz2esflr5D8l+Wv
KCa7dKD9Yje4mvrlqVtnZjECBQFWi4fDQhj2zSdoa3Nmy+HHptQ7+v2ux0uGGKF/b5fjomkbTaoY
pprUWGk27c9M0kKEpQ1We4QbCSvxJH+x1Px/ZpNQsA8Ujzl+geXn193PZ6bTcpSFdw/SfP7vfy9B
+Xf+Uf0z/mEg/wCTa52ek/uYf1R9zx+t/vp/1pfemGZDjOxV2KvA/MeqeeV8z6lBBfeZo7Sa7uEt
Bay6QlsqI7gCN5iZQp4t9oBlpT4jilU8k+Y/M1n5gg/S97rtzaSNJb3MWpXOmNDapGoJml+rSLK/
FmpUHxqOlVXtHFv9+Sf8i7n/AJrxQxr8ym1SLyLqUum3F1HdRmJg1sY4ZOPqAN8d9zjCgHk3cgU7
4pDy5R52v9GtrqysPNFz6HE206/odTMoBqwYFynwhgCtCORA8MUqFtoH5qTwRxXFv5lghhtghCXF
grqpmZl9NUi4tKIqRnoKV+lV7P5c0CfR7JobjU7nVLqRuUt/cQNHK4H2Vb0BEpC702xYos6Nphna
4NvGZ3ADy/V5uZC7AFuVTSuKr102yWMxrEBGRxKCCcChrtTl74qjtNtLa2gZLeNY1ZizBUaOpoBU
hqnoMVW6vomjazZmy1iwttSsywc213Ek8XJejcJAy1HbbFWBeYP+cevyw1Z5J7Owk8u30ojVrzQ5
TYsFicSKPSStv9pQamKtQDWoyMoCXMWkSI5MUf8A5xnttC9CXyfcWbNarRYtVtwbmZnb4y2owjnE
ONaBbc7fCfhO2JqNH4t3KW/y+TmabWeEQRGO3zPx/HnbIfyM/JZPy+s9Qv8AVGtrrzPqsr/WLq2D
MkNtyqlvFJIqOQSObngtTQUPBTmYBQcMmy9Twodir869L/LL889Jkkl0ry9r9hLMhile1huYWeMk
EoxQKStR0OQlCMuYtlGRHIotvJH/ADkQ19HqDaX5mN/DEYIbsreGZISamNZK8gm/2QaZHwYVXCK9
yfEld2VO+/L/AP5yA1CS0kv9G8x3clgeVi86XcrQNVTWIvXgfgX7PgPDDHFCN0AL8lM5HmeStr/k
v/nIPzBFbw6zoOuXkNrX0IntJQik7FuKooLf5R3yOLT48ZJiACUzyylsTyVNT8o/85E6rpEOkajo
mvXOnQUEcElrKdlpxDNx5OBQUDE9MGPTY4SMoxAJTLNOQomwG7Xyn/zkXa6DJoFvo2vxaRIGVrRb
abjwb7SBuPJVbuoNDglpcRnxmI4u9IzTEeEHZD6N5D/PzRoXg0zy7rNvE7iXgLKRgsoXj6kfNG9N
+O3NKH3yyeKMuYYRnKPIqGlfkT+bOqaiI7ny7qNmkjFp7y6tp6Cu5OylnY+30+ODLk4I2AT5Bnhx
ccqJEfMvYvKP5Sal5ZnWLTNGvRMiA3Wtz2crzyOd+EEZjZUReu/eledDmh1Iz5hcoy8o9Pj+Pk9D
gjpsfpjOPnLqfIdw/G7JtX0TzNbaJqD6do+oSXwt5nt1Frcs8k/A8KsUqWZqbk5hYtDmlOPFE1Y+
Tn5NfghjPBIXRr3oHS/K3mq/i06TU9F1C20/Soo4tG0drWY+n6KBFubnirK05A+BQSIx0q1TlmTS
ZYmXDEmUvql+geX3+5w9JmwbSnKO3IXy8z5/d70//Quuf9Wq+/6RLj/mjMb8jm/mF2f8oYP58fm9
p8vpImg6akiNHItrCro4KspEaghlNCCPA512miRiiDzER9zxWrkJZZkcjI/ej8vcd2KuxV4p5g/K
7T9U16/uzf8AlX6vJd3Esv1nTkmuVlmLkrM4uI+TqSA1aE8a/JSs8t/lN5aj1r655gl8qahp/piL
0LKyS2dZVYLGVczSUNSF+4U3xV69DeaNMSIb5JCACQlyWoD06Pihif5sWn1zymkFtBa6hE19ai6h
vfSnhMRchgRPLEqk9AQ1d9sUhA/k3qEp8tPaau1tYTJdSHTNOgltoglk6q8dI7S4uEPxmT4qgmh2
7lUs/wCVh/y0f8l2/wCasUMB/MrVfP1pqekR+T0a4tJhL+kHURy8WDJ6dWluYaCnLan+y8FIYNqX
mP8A5yEGtXUtlaudKV+UEXoWrDg4+EAPfxSmle+/j4Yrs1Y33/OQdxest1HItvPWKZudrBRUWtFK
3j+jVpCPURWJ6V+ENinZ7D5Bl1+fyhYNr9U1rjIl7XjUOsjKp+F50+wFOzEHr7YCNkdXkv5va/5k
8v69qF2nma70/TGeFYoYLtG4yrBAKGAWNw8XqF+QAejGppuaIFBPNlH5OfmppWvadNp9zqaXNxZP
EqX1xOWnunvJpOI9Nre0A4niqhARQj6Sgozzvf8Amm98yvpnlKV5L6zigkvrdnkiiVT6h2rJboxf
1U5EMSKDpvioYoPLX57C7jmM0phRlL2xvH4OB1Ut9e5jl7NinZnP5ap57hudTtvNhHJI7V7MBy+z
esshJM1ydyg7jFBZ1ih2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4xqf5bep5h1G9kv8A
yn9Svr1pLqG40uE3Lq9yzmOWYy/FMC1OZWpftilKtJ/KM2by3H6Q8nyUBinddNjVaoVkHNfVKhgy
hqCg9umKvT/J/lTy7o0JbQbXToLp4o0vbjT1hj9TiNqlYmbjWvEMxpihLvzfRV8iXT3qW06JNAyC
7sW1WINzoCbaNUPenLegxSHlnk2SwGs6e2hR2mneYfSeG2vF8s3cEaswUFuXw8V4ll+1vz3+LFL3
vSLXzHDplvFqt5Hd6iiAXNzCFhR2/mEZjfj9+LFAeavNMflmyjvNQW6lhkdYx9Uhe5ILMFHL0oG4
1ZgBXc9q4qxCx/PnyxeStEkGrJIspg4tZSFuQUsSVWFmUCm/ID7t8U0nXkb8zdN853F1b6XHewSW
iJK/1yIQgo+wIPpt9zUJG4qN8VplWqWtzc6Hf2pDSzT280aIkgRmLxlQFk4qFJJ602xQ8K0/SfNO
m2dna39tq9hpEd1YJdwSzXDLDaxvBFIrzwemkhESFOSAVH3ZJUbo1rrE/mqzl0M6jcaC0ujtI/qX
MkVUeOS59QuWFA1WPLbw2xVn8t/oWj/mRfXlxfTc72wiWWNjJLDFJG9AkYVWEZKLyZfke4yKU9/x
v5Y/5bf+SUv/ADRitLtH1jTtT1i9kspvVRLe2VjxZd+c5/aC+OKp1ih2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV475gn/JSLWNRbU/I9xeag9zKLu5XRJrj1puRV3WQIwYOzVDA0J364pQdx
rn5D23oSyeTLhvQhWMt+hZnEcQt1jpKeBrSMiNuVT2PTFU38rebfyv8ALU2pQaD5Z1DRp2o9/DHp
k8fqCBxECrAFHC+ry+FuhLYq357836L5p8i3sllaXLw2d5bRzx3mjve8ubUPp28pj5bVBdT8PQ4q
GJ/l7r1l5di1iwl0CRUvLu3NqljoE0AaO3kJMk8ZmbkRsqioKtvQ1xS9a8u/mDpeuzTxW9lf2jwF
x/p0H1YOqMF5p6jDZifhrQnfbY4sVLz1pt55j0b9F2s1jHbyyRteRajbRX0UixyLIoMZniXYrWh6
mm4xVgEf5QX63/1hpfLrRm4knCNotsfTVy5CIPrC1PxV5uSQcU2yX8ufJc/lS7lnuZdLlWW1jtwN
OsLbT2Rlcsw5JMxZWryPLctvsNsVJeiQTLMnNeladVP/ABEsMUMd1DUb+O81W6g0ubULnTVCWCIY
QnIwLIWAaQScmMpUkL0FB3qVSXyxruoXfl7TL6TSJbe5tprWxF1GY/SkgZ4oz/eOrslJSNgRzWox
Vj1nq9n5j/Ne60q401YYrO4u45rhJWrccYY4gH4pEw4/VFanJuvtUhkyuDR/IN55jGnWUlvc3FrB
cfXbWG6aSSJ1khUCVFkLIQeQ3xRaM0zTLLTfOj29khigbTfUMfN2HMz0LDkWpUKMVZTih2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5zeaLeXOq3zRef9Rg9a4lit7GGTTeNu7OZDCoZDIzId
lDmoXY4pZlok5XTLeAXMmqyW8aRy3zNbl5WVRV39IqnJuuwxQj/Wk/5Z5Pvj/wCasVYh+a8aXXke
9hnS7iV5IF5WsNzcyCsq1rFYTQTslKhqONsUh4HJ5duzJbvBqPmODkS9yg0jzAHdfUG219IapUhi
T/DFKGl0HVRFGuo695iEEyIqIml67Qs/KBo2RrqnqPJHShpy2PcjAqYxWGoxL6a6xrt9aSxyRqw0
vXnlZJYmaKkkVyoPHkKqaftDoBirWieULzV/M9no9rrGrWE8ikCKbT9bskMURMjkSzX/ABFeJT4t
gaKK7YVe16Ro35wR3drJqvma0uLaGVGuLaDTIo2niDAuhlNw3CqEgFV6ge+KGeIzMKlCh8GpX8Cc
UIa6sZXn+tWs3oXXERszL6kboCSBIlUJ48iV4sDX22xVC6Zo11BBZxX90t2LFEWBY4vRTkicBI4L
yszU6fFTvStCFXl/5peS9TbVvrukz2em3N1cGeAhraJ5lVYDKretCOcnMSScTKQU5bVLArIJevnv
/DuvWemQ6PfPdxxR2Vxf2Z0/0JHn9Jlb6wYlDgMPjJrxqSSKNgVP/wAp9P1q18z6m+q3dvPNLAVj
jhkhd1jiMQVysIoFck/ExqzBj4koTI7PVsLB2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
4l5h1f8AIZNZ1OXUfL73GqWt5KuoXEekGR/XSYh5TMsR5VYs3LlUgV7YpTbQvPP5Z+XzcweX9I1K
0W4m/fGx0eZVmcGgk5LCAy/Fsx+jFaej6TfQ6rptvqNpPcfVbpBJD60XovxPQtHLGjr9IxQxP86J
ra2/LfVRdzRlZfSSL61cS2cZkEisg9a1T1ASy7DYE7EgHFIeL6xYW1rp+hzWb2jQrpyXUzfpvVJA
skh5SbJ0jUR1IL+NOXQhL1DQ/wAjvId/pVlqM7X08l7BDcSEandTxFniBPpyMwLKakg7V+W2FFpL
+Y/kPy15L0e21LS72Sza6vBZyQ3+q31vbPHcxS80RYOY9SgHGoAovXbdUFkWgflL5U1LT9L16S81
GS9urWCeSaDVr6WF/UVZaK0jgvFyO3IfEN23OK2j9J/JPyVpd3a3lu+ovcWUqT2jT6hdSrG6NzBE
buU61rVdwSO+K2zHUors6VeR21y0N00MgguvTEpjkKEI4iUDnxO/Hv0wE0LUCzTwnW9Q/NPQvMK6
ZqXnq9eSO1N5bvZaAbuNLWdngja54JXmjR8yjIzdl64RuEEUUR+Xnmvzrc+ZbLT7vzdqN3p8Mzvc
vf6AbK3mgiheWSlzPwmQVH2m6bbdsNK96wK7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7
FXYq7FWBar5G/KXUtUuLnUdP0K41GeV2uHlihaZpASr8zzBLAqQfeuKU78r6F5V0eOeLyxBptnHc
ESzx2ESKHPQMwjf32xQnvG7/AN+R/wDIs/8ANeKsL/N++tbTyLdpqj2f1O8kitpnu5p7SNUdqswk
gEsnMBfhAp88VeEPr+n6pp9lFeHy9ItrawwW0b67qkEbKksiIqs8bFlA5Vq4AYbD4eWOyd3sXkr8
1PK0Xl3TbPVvMOiW16jmwghtLuS7jb0GWKMetKIXZirJUle9a4rSp5p87/lJ5k0QaZrHmmw+oXqw
3ChJ3t3KiQcG5JIjgc1oR9+KovQvzG/LKws7XQ9O806e6WKLbRo8rSyAIywrzkeQmpZgKsd8VpGH
82fy89P1B5r0sxFnQSrIGTlGoZhyEnHZTXFaTnSvMWg+YvL8upaZqUF9psiSI15b/Ei0X4gVPLdQ
dwfuyGSuE3ypnivjFc7eJfnjoWial52s1lvtMt5ToChZdRv9PsqLFLM9uwju7G6fiZCTVJVG24HH
4p4/pFMcl8RthWneSvKc+q2un6jrvlm20Qskl/dRX+gu4ClpI2RRp0a1cJwYK4JXr8NQZsHrsGp+
XbJBb235029tbpEnpW4l0DjHGsQSMoHgbilOJAG33nIpep6LGsWj2Ma3jaiqQRBb9mDtOAgpKWXZ
uf2qjrgVGYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWMXv5Yfl3ezXM955c0+ea9m
+s3cslvGzSzEk83YipNWP3nxxW0ToHkLyX5dvZr3QtFtNMurhPSmltYliLJy5caLQUriqfYqlPmf
Q7jW9Kawg1KfS2dlZrq1WJpOI+0n75JFowPhXFWI6b+UNxY+mv8Ai3V54omjeOKRoOPJSxfkFjUO
rl68GqAfbbFNr7X8qtUt72K7/wAa6vK6FS6SR6eUbiAKAfVfhDAUNN6U8MVtcn5V3yR2qjzXqMjW
bBoWmhsZK0LVD/6OK/A1PhpuK4rbrX8rtYhnaSTzlqU4CgRB4NPBDhWUlituOS1Kso7FRvito/y7
+X1zpGqG9ufMN7q0BD1sLuKzEAdivF09KCNlKCMAfF+vFbZXMEitpSjJbgKzeqwHBSB9phVdh33w
S5dyYCyNrfOP/OQutQWHn/Tnk1aWBm0WOkcMwt43SS4mWSRWGraW3IilBwYEdzTaUeSJDfuY3oki
a7It1/irQ9GvIXDltV1K4ieSObmG9A2uu3hdYkH2X47nrkmLJJPLmk3UpF1+aWgrbKyev6GrX4kS
3WUB+JbVWo1OKAtXfr2wK968s+Y/Kur2vo+X9WttVhskSNnt7hbohQOKs0gZy1eJHOpqQd6g5FKc
4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUE2uaKjFH1C2V1JDKZowQR1BFcr8WHeG
4afIf4ZfItfp3Q/+rjbf8jo/64+NDvHzX8vk/my+Rb/Tmif9XC2/5HR/1x8aHePmv5fJ/Nl8i79O
aL/1cLb/AJHR/wBcfGh3j5r+XyfzT8i79N6N/wAt9t/yOT+uPjQ7x80eBk/mn5N/prR/+W+3/wCR
qf1x8aHePmvgZP5p+Tv0zo//AC3W/wDyNT+uPjQ7x818Cf8ANPyb/TGk/wDLbb/8jU/rj40P5w+a
+DP+afk79L6V/wAtsH/I1P64PGh/OHzXwZ/zT8nHVdJYEG8gIOxBkT+uPjQ/nD5r4M+4/JiHm7yB
5E81akmpahqE8F6kEdqktlfvbUhjlaXiFjYKC3NlZgOXE0qMIzwH8Q+aPBn3H5JfqH5S/l9exJEd
Y1KCJWBKRaxcjklCGjYtI5KNXfevvj+Yh/OHzXwZ9xZZpml+UNO0q30uAWr2tvCtuPVaOR3RQBWV
m3dmpVi3U7nB48P5w+a+FPuKLsI/LGnoE09bKzQKEC24iiAUMWC0Sm3J2NPEnHx4fzh80eFLuKYx
TQyrzidZE6clIYV+YycZCQsG2JBHNdkkOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvlDW
J4v07du4DxSzM5aK5svULSDnxWKWeJtmbjvT+GayXZoJvi+x6nF7TShAR4B6QBz7vgpyTWUc9En9
WAheLI9nzDGJJCjB7qNSy8yDwJG3XI/yXH+cp9qMn8yPzK65uorW8eH1PXgUCk0TWgIYxpIUKy3c
e450qpIwfyTH+cWH+ibJ/Mj9qIurqC1vXhE63ECGhnhNqAD6cbgES3UdT+8I+Enp9w/kiP8AOLH/
AESZP5kftTC185XmkPLYwyxTWbfGSUsJCJHiiYoVnuV+IA0qjEbdcsh2aIihLb3AuLm7YOQ8Rhv5
SkPuR1z+YmqWt5/vRbSIoKNLFHp6GjRxysrq9xGGbk9DQkbdcn+QP877A0/yiKrg/wBlJFHz3qUb
RuuoWXP60kTj07RHjjmiWSSWSswVljL8WCs3tXB+QP8AO+wI/lEfzP8AZSVLvz3ewn0WvtOuYxdJ
Zl1itk9OKSISNO3KVKohkIIFfliez7FcX+xij+UN74f9lJUufP8Af20Twpe6dcrHdxQDjFbBljZU
leassyjihc1Fflh/IbVxf7GKPz4u+H/ZSWXHnq6tZGC6hYSKt3DbNIi20fFGRZPXPqTp8KtJRlSp
Pgd8r/kz+l9gZHtH+j9pXX35japZ+u6atazOLlLasbQxN6ciCV5AZJ41+EyEUB7bYf5Pl/qkr+DD
89H+YPtQutedJDcmaa+tLp/riWrOjQx0SVBM0zercRgqjSFaLv4ZRm7FjkNymb+HvbcfahgKERSl
f+aks453S8s7kxXKQKiPEjMjxo5kBlnRfh5kUr2yr/Q/j/nFn/LE/wCaHX/nBrOVlSe0uoluBA0i
SQx8VMccnM+rcRg/bIoD2wf6Hsf84/Yj+V5/zQ9f/Li8W60S4KzRXCxXTIJYfsH93G38z9OXjm10
ekGCHADbr9RnOWXERTKsy2h2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV8YebBpp8z/vm0
9gzRh/Wtru6IoekkkZ5CnfgNu2LJq8Gntp+msZ9PKrLdCKKRLuUVaziFEhXe3r03Px/ZwhiU586T
ae98jXFxp90v1icoHnu9SJBsoKmN14iKo25N9r7PbEK7zvLYtfKJ7uwkP1if02llvNTp/oUIPB0X
93X7NW+19ntiFLvPUunGet1dWE3+ly+n6s15qXWxirxZeKx7bEt9r7I6YhSu87Ppr3DG6uLK4YXE
3oF7i71EhjZwKWQqvwfCSOTEBvs9gChSt89XFoLgiW8snD3Ewq893qII+pwE0K8eA2G7fapx7DEK
V3n6Sxa3uDcXVhMou5DWWe81QAHT1DFVTjTbYs32vsDtiFVfPEtu1pfCS+sHUzy1Etxd6mCDYoPh
Rad6bkHlTjSm+IVS8/nTZbe4F3Pp9yn1qQgTzXmqjawRqoqBabqPibqRx8MQqD/M65sPRdLq5sZ0
e9PESSXerpyFtBQ8EClR25dzt2xCqv5ky2H1SWS4uLG4K3w9MyTXeqgH6tDVgi8SBt9rrUU7YhS1
+Zj2T2Nz691YzD65X95LdasKC3gJogAoDSnLrXbouIUt/mVLYtZz+vcWFz/pnwLLLdasD/o0A2Re
NB25da7dFxCl9F/leyto16RKk3+mt+8iuHu1P7iHpK4DH+GBWY4q7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq+N/Nbu2vskj2bgEKWl0n63wFRXnMsFRSnVake+R4x3tnhy7i1dhpNP0r12tn
hS/DcDYLMq/uoRVIFt+Vtv8AtGo9tsRkj3hThn3H5IvV7W5uLWwKvbGOFXdEltUuiq/ULdQIoxbp
6B/Z4mv8vVa4fEj3j5r4E/5p+SL85Jcy3oeWW3nUTTkNLbLqZ3s4R8DR2yCLlx4kkfF9nY7kDLHv
HzU4Z/zT8l/m8ztdlpmhuCJ5niZ4E1Hi31SFeQMdovBaVB/m6dRujLHvHzU4Z/zT8lnnRr03iOZY
ZXF1K0bSQJqND9SiHJfTto+HSnLv9nrviMke8fNThn3H5LvOK3cl4rPLBKfrMzR+rbpqJJ+pRCqG
O2QR1pSp2b7PXfEZY94+aDil3H5NefG1D0ZWLQ3AN3IaS20WqAj9HgVCrax8a041/a+z74jLHvHz
U4pdx+Sv5z+vNb3Qd47gSXL0EkC6mp/0NBUxxWifD8NN6Bj8PXqBlj3j5qcUu4/Jf5wt7ue3vWma
G4Ec0ssfrQx6itRYovIIlqnaq/5X2ffCMse8fNTil3H5Jd+ZMF/LY3Du0M9LvkBLaDVa1t4RVFit
ouG4+0djSlNq4jLHvHzU4pdxd+ZCXklrIkxinV70MpmtF1ZfhtoRULFaoUr05d+nbdjlj3j5qccu
4qv5gwXksE3rtDOv1osPWtRqg2t4PiCRW0dBVd/GlOxOIyx7x80HHLuK7z/DfPbXHr+lcxm6JZZb
ZNUBX6vACyolrHx6U5ePyJxGWHePmpxy7i+g/wAshcfoa9M7+o5vGo3NZKj0Iv2kjgH/AAuESB3C
CCObL8KHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXybrMpOvXbsUeGaZnrHPZ+oTIOfFY
pLmJjRm470/hmtl2cCbt6bF7TZIQEeCPpFdeix57OGUj6wJYKKQ6PZhgTHG5Rlku4xVTJxPFiPfI
/wAlx/nFkfajL/Mj9q+5vILS8eEyia3UCk0T2YPMxpIUKy3cW450JUkfjSP8kx/nFj/omyfzI/ar
XN9bWupPaC4S4jBASaFrUEkojceMt1FUgvT4a4P5Ij/OLH/RJk/mR+1GWnmOfSdTd7aVXCJQyr9S
aheNHaN0mukUn94QeJYbZKHZQibEj8g05u3ZZI1KAr3lNZ/zC1S2uiomtZY0YH1ootPRkIjSWlHu
I9w0hrxNNuuW/kP6X+xDi/yiP5v+ykiW88aooVhqNmSbhLeQCOzjeKOaFZJJXPrAMEMhVgrN02rg
/k8/zvsC/wAoj+Z/spfrVrnz/e20vpm/065QXa2rERWqcIpYlkecl5U+BC1CFJOH8h/S/wBjFgde
P5v+ykum8/alaK0UWo2NxFDdJbiJUtgBHJEjPPSWZV4oHNQD4+JwDQECuLb3RU68E3wb/wBaTU3n
y9s3dItTsWU3kdszxi3QrG6CZpmMs6FlQysCF5NTIjs0jlMj4D8dUntAHnD7T+Ojrz8wdTtEuBHq
lrOguFtpI42hj5RSQq0kp9SdF2DkbGpPvj/J0qrjlv7kfnhz4AgdR80iCaST63aXFbxIJGjaGMJH
JGsrzn1LiNeCFqELvmLLsGBN8R+xvHbEgK4QuvfM62qzMl3aXPpXMcHBGiRjG6I7S/vJ0U8OZ2r2
yP8Aofx/ziv8sT/mhbf+cTZzmOOe0ukFwIS6SQpRPTjkMn724jr/AHhFAe2D/Q9j/nH7EfyvP+aH
r/5cXi3WiXBWaK4WK6ZBLD9g/u42/mfpy8c2uj0gwQ4AbdfqM5yy4iKZVmW0OxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KvjPzVb2beZC8q2LxsU5tLa3l3Sh6SSRHkoHfgNu2KUNrC2x0qyjL
WTR1ugY2t7y6UKLe3Yr6Clfq4YoPhP8AeEU/ZwhBTb8xGszdrNNJZ3ZjnuQh5XerEcrKAEKygemG
pQ1+3Tj+ziFKj54a1XULK8MllLNFPIyS0vdTZOFrbMpRkoYKMNq7sRQfYxCo3zhJbS6jDO8tnMRL
cPGZZL3UipNlb/ZZAGhY9Kt9r7PYYhSv85m2k1BTJNYXJW4nKepLe6mQfqUIqjxhRFXpyf7X2e2I
Vvzq0El3xe7spAbmYktNe6mGUWUNV5Rj92GNN2+0Rx/ZxClV82QW93f0ln0+4EdxM5M1zdahQfUo
VJjZQvAmtOR+1uvbEKs88/VpoblJbixuA1zKAJJr7VQa2CfZWIClelW+19jEKu86m0kSdpp7K59O
7kZVaa91Q1/R6iqLGF41+zybr9jEKs89i2nguElnsrmt1JxDzXmq7/o9d1VAOPgWP2t0HbEK359W
CfT79HuLK4rdbLJPeaqD/o0NaRIFJ8K+O37OIVU86pbXNpfRyz2NyDcmiSXN1qSk/VYaH0wBUVHX
v9ntiFQn5iCzmtLozy2V1S6NA8l5q/W2gBKonGn+sfCn7OIV9EflewbRr0iVJv8ATW/eRXD3an9x
D0lkAY/wwKzHFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXxv5rQP5hMo1LV4JISrL6Fn
LJGjKR/uyC6iHEdjxqPDrilCaxGrWOnAajrMYgkueTRWbSs6tb2+8iQ3KPGw47CVm5D7O9cMUFNf
zFeG5n5fXtWhCXE5/wBHghui1bOADkbKeDgajata/s0NcIQVvniWKZoWGoatCUlloYbeO5LcrK3X
4xaTxFDttz5e1GBOIUonzbwubhH/AEhqkQhefnwiguDJzs7dfjW3uIaGorRy3t8QJwBS156nW4vk
VL/VIka4uOQijhuOQNlDQv8AU5oUFCP2w1f2aNXEKUT5vu4pL1/9M1ZEaaYN6EcE5INrb1Lm0kjC
/ZIHLY9BvUFCl3nCZJ7mQx32qQss8xUxCCUktZwL8S2csVfkdvDcHEKXedZIruK5jF/qsIa5kFYY
7e4JrYxgchaTQUoffftRsQku87XCTx3KJqGq2/K4l+KCOG4Yj6gleQspoSCKbVND0HxYhSs8+TfW
be4WG/1WE/W5G5Qxw3JI/R6irCyliIofGo7D48Qq7z5PHcadqAW91WI/WeQaCO3uWP8Ao0O5Wzmg
au3Y0+muIUqvnOeK4s9QVb7VYT67ENDHbXDf7yRCpW1mhao7UO/ahriFKF/MCSG7triP6/q8Kter
U20UNyzVt4B8X1KeDj8ySKe9cQgvoX8sJRLo166vK6m9ajTmAvtBD1Nv+7+7AlmGKv8A/9k=
uuid:2ea2db89-74b1-dd41-a1b8-3c054d6dc278
xmp.did:06801174072068118083E99095E7C86E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:50766e8f-8f03-e047-8c3e-beafa753e90c
xmp.did:A8AD8F434A2068118083E4065B5D48E9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083FC23BB59DB21
2011-08-09T17:49:25+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:06801174072068118083E99095E7C86E
2013-03-10T23:27:06+08:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/WILL/Desktop/未命名文件夹 5/12lpg全系列/lpg50.psd
Print
True
True
1
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
Arial.ttf
Arial-Black
Arial
Black
Open Type
Version 5.06
False
ariblk.ttf
Impact
Impact
Regular
Open Type
Version 5.00
False
impact.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.08
False
times.ttf
BernhardModernBT-Bold
BernhardModernBT Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
默认色板组
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
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
Grays
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
Brights
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 310 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
301 0 obj
<>stream
HlWM
_1 o,R>9bw#BVQc#_,`wk ]N3'F4`w}g
/U_NRtOjJ
0x\#80ĐoĀ7;&
1cq5/0({e\ G4>6ϱ7X2}ȋ T'IN|d)-#x*=@