%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
7ft-feather flag-double side-Wave
2017-10-30T16:57:26+08:00
2017-10-30T16:57:26+08:00
2017-10-30T16:57:26+09:00
Adobe Illustrator CC (Windows)
256
256
JPEG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uuid:f5dfa9e3-0d6e-4c8f-9ac0-b9d3d9443d19
xmp.did:603b1100-98c3-2c4b-97e4-4323d8532e85
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6752689c-022a-461b-955f-1aa1833a227e
xmp.did:e5f27ad6-2ade-5a4f-a820-23cbe3128d9c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:117D6AEAD49CE611AFD6801F9A4DC0ED
2016-10-28T17:52:10+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:603b1100-98c3-2c4b-97e4-4323d8532e85
2017-10-30T16:57:25+08:00
Adobe Illustrator CC (Windows)
/
Print
False
False
1
500.000076
500.000076
Centimeters
Cyan
Magenta
Yellow
Black
template text white
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
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
新建色板 917
PROCESS
100.000000
CMYK
79.549903
37.024501
0.341800
0.000000
新建色板 916
PROCESS
100.000000
CMYK
92.837399
71.038401
7.904200
0.000000
template text white
SPOT
100.000000
CMYK
0.003100
0.003100
0.003100
0.003100
template
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 14173.2 14173.2]/Type/Page>>
endobj
9 0 obj
<>stream
HdM\9+FڒX!@,XV`$9۷oEJrթS1|~HArϟ>?_k
QVmRrs1Oamx9֞bwv@XϊKf~V&k|uqQfj/seZ
?o! H
>J#5&VcMZت15#:b>57CUJ?sG}q\1o$a*yɑi3F+y 5cZxz Ǒonmjv!#{kc9d}ѯk>=N¾th
gN=Xf#;C"Iī=.`yRu1jjغeBBc\kL$ii:;i5-t,bOa/Bkq
G94nVuuP4PLr4