%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 426 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CF1.tech2
2014-01-22T17:17:52+08:00
2014-01-22T17:17:52+08:00
2014-01-22T17:15:17+08:00
Adobe Illustrator CS6 (Macintosh)
256
200
JPEG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uuid:8bb19d2d-db13-2c42-b44a-dfaddeb297ce
xmp.did:0180117407206811822A918FDDED3310
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f19f7655-731c-854a-84fe-dddd74147c73
xmp.did:0180117407206811822AE43481311ED3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0480117407206811822AD3ECBCA9BB25
2013-12-18T14:35:11-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822A918FDDED3310
2014-01-22T17:15:17+08:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
958.598164
744.271194
Millimeters
HelveticaNeueLT-MediumExt
HelveticaNeue LT 63 MdEx
Regular
TrueType
Version 6.1; 2002
False
Helvetica LT 63 Medium Extended.ttf
HelveticaNeueLT-HeavyExt
HelveticaNeue LT 63 MdEx
Heavy
TrueType
Version 6.1; 2002
False
Helvetica LT 83 Heavy Extended.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 200 C
PANTONE 300 U
PANTONE 300 C
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
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 200 C
SPOT
100.000000
LAB
41.568600
66
34
PANTONE 300 U
SPOT
100.000000
LAB
43.529400
-7
-48
PANTONE 300 C
SPOT
100.000000
LAB
35.686298
-10
-62
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<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 613 0 R/TrimBox[0.0 0.0 2717.29 2109.75]/Type/Page>>
endobj
428 0 obj
<>stream
HKeWl_ߞ$"E= )R os3$Hhkr=Vz]8~*' ѽyu
4)F1$1qG^*.*Q}_pf
qGn,.Qy\kL}'
% 7K("rbbLƚ<:cZNWzMXb5~9 REMA^RB=X='iKbS9@V)9ƶ56!)Vl]Qa'HPj=zP|v^oR0`D^YO"p^QH[DFf'Dkh=siV,i_=B\=+Q&ט( ϑEbWجh4'l̾rL*n2ɮuޏsU