%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
10ft-feather flag-single side-Round
2017-07-08T13:28:22+08:00
2017-07-08T13:28:22+08:00
2017-07-08T13:28:22+09:00
Adobe Illustrator CC (Windows)
256
256
JPEG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uuid:eb309585-2b82-44d5-ab38-e958715e571a
xmp.did:99f626f8-3052-fe45-95a7-ebe862a0d0a7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:340e3c90-219d-4a6d-a645-afae268a8f9c
xmp.did:EACBDD741CB9E6118C3EB4086743397B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:117D6AEAD49CE611AFD6801F9A4DC0ED
2016-10-28T17:52:10+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:99f626f8-3052-fe45-95a7-ebe862a0d0a7
2017-07-08T13:28:20+08:00
Adobe Illustrator CC (Windows)
/
Print
False
True
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<>/XObject<>>>/Thumb 16 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