%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
3.5m-feather flag-double side-FLAT
2017-07-17T17:36:58+08:00
2017-07-17T17:36:58+08:00
2017-07-17T17:36:58+09:00
Adobe Illustrator CC (Windows)
256
256
JPEG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==
uuid:d489ddc8-da06-4405-a005-3c4b2ca106ae
xmp.did:f215dfbe-16ce-c74a-b8fd-58c59564b19d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:38ebd17a-c1ef-4f15-af41-9861d9465806
xmp.did:85c57567-a667-2e47-a86f-12838d1a8ee5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:117D6AEAD49CE611AFD6801F9A4DC0ED
2016-10-28T17:52:10+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:f215dfbe-16ce-c74a-b8fd-58c59564b19d
2017-07-17T17:36:57+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