%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
front
2016-06-01T18:19:38+08:00
2016-06-01T18:19:38+08:00
2016-06-01T18:19:37+08:00
Adobe Illustrator CS6 (Windows)
248
256
JPEG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uuid:39dafeb0-3e82-4d4d-9a25-e6905da9902b
xmp.did:6BE1BE89DF27E6118283BFC11A0CD9AF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6AE1BE89DF27E6118283BFC11A0CD9AF
xmp.did:6AE1BE89DF27E6118283BFC11A0CD9AF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:68E1BE89DF27E6118283BFC11A0CD9AF
2016-06-01T18:03:06+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6BE1BE89DF27E6118283BFC11A0CD9AF
2016-06-01T18:19:35+08:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
154.184559
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
NewslabExtraBold
Newslab
ExtraBold
Open Type
Version 001.000
False
Latinotype - NewslabExtraBold_0.otf
Norwester-Regular
Norwester
Regular
TrueType
Version 1.002;PS 001.002;hotconv 1.0.70;makeotf.lib2.5.58329
False
norwester.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
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.28 437.059]/Type/Page>>
endobj
10 0 obj
<>stream
H|WK\)Xۚ2A` KH8"
|odԧ|>sGg}_}bz?=yQKqֺU_c~7ŧT>ksRG\mz6pp%,dz6:V]5_Q߭=Ge˄ؚŶqst,rϱ*'lz{|雝yvpߦ˅w(Wa|/=Zt?*nj3a0KufVjCx:hqJiCqG=p_f1"@P.C}eu
\geƒȸ=x. qZ暐u!50+Ot2tmzB"{Z)PTt[Gtd 1-ZAwOXK㔫u(Qjd-+