%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
506
2017-10-13T16:10:17+08:00
2017-10-13T16:10:17+08:00
2017-10-13T16:10:17+08:00
Adobe Illustrator CS5
188
256
JPEG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uuid:b2d0f46e-039c-4104-aeb2-fc60cc2cec28
xmp.did:944AADEBEDAFE711BF88EB242E396D8F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5a40bb19-fb09-7a42-a9b9-d0e08232b889
xmp.did:FB7F11740720681188C6FF3AA427A1D8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:944AADEBEDAFE711BF88EB242E396D8F
2017-10-13T16:10:05+08:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Users\ji\Desktop\新建文件夹 (3)\0908\外贸单品小册子td505 4.jpg
EmbedByReference
C:\Users\ji\Desktop\新建文件夹 (3)\0908\外贸单品小册子 TD506 3.jpg
EmbedByReference
C:\Users\ji\Desktop\新建文件夹 (3)\0908\外贸单品小册子 TD506 2.jpg
EmbedByReference
C:\Users\ji\Desktop\新建文件夹 (3)\0908\外贸单品小册子506 1.jpg
Print
False
False
1
595.280273
841.889648
Pixels
Cyan
Magenta
Yellow
Black
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
灰度
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
鲜艳
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>stream
H$;0=Ż ڱ!"
jY(cD̳gƺˠ'1\2̊xqjn`GEPX:QˍFU/iI57K"ƙnftwh/}
endstream
endobj
24 0 obj
<>stream
8;Z\7]lMj]$t^j,PBiPAVQ1a&+3lTbu%lg
B-admm[.7/@e$+jj!5Q>S)OC]8(W@C$N?KI*l?W
gP,?ino94BUD^iK3;Irgn'(%c!cW(1q\\q1Nc"B8[A@H+RPD,TolQ/%FcK(4Nh6EI
3(0_W53LDdan_0hT+VXBZjBD;E2"870_`PdoH;WP],s9
;uQk\JoIMR69\Zrr;@Jn6/RA%f5"lGqlrA+U7&PfWHXd*WTEZH)cdlCO,m<Lf9eGX131;*2n!s'R>lgpCR[(DQe_*6\)8sYb8<@(V7HO.:
H@;6BZeuD$ijVpA.d)NAbSQaX?Hgad/_'XgHPT?O!]Y+`TuV'3gJOc1&/HnW^ub#/
0IpjA,e6G'(F5O@P#P9sD_b3uS4-RsU@*NQ%e610T)erDmPQ*~>
endstream
endobj
25 0 obj
[/Indexed/DeviceRGB 255 26 0 R]
endobj
26 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
23 0 obj
<>stream
Adobe d &&&&&,,,,,,,,,,,,,,,,,,,,,
m " "
s !1AQa"q2B#R3b$r%C4Scs5D'6Tdt&
EFVU(eufv7GWgw8HXhx)9IYiy*:JZjz m !1AQa"q2#BRbr3$4CS%cs5DT
&6E'dtU7()euFVfvGWgw8HXhx9IYiy*:JZjz ? lٳʙf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf͛6lUٳf/ c3f?6f~/2G?ͅf7͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛6lٱWf͛c͛? ٙ?f 6͛0F/6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6lٳf]6l2?6o c3fgr S( t?7y [6lqlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٳf͛vlٰ? ٿc͙L <