%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 153 0 R 297 0 R 410 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SF280产品说明�(201911)-OK
2020-01-02T17:30:24+08:00
2020-01-02T17:30:24+08:00
2019-12-12T15:42:43+08:00
Adobe Illustrator CS6 (Windows)
256
160
JPEG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uuid:98c8bdd4-45c0-49d5-b6ae-d1172f27e401
xmp.did:B51AF4E7A61CEA118B30CCC31F44CB7E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:B41AF4E7A61CEA118B30CCC31F44CB7E
xmp.did:B41AF4E7A61CEA118B30CCC31F44CB7E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7F7A80A2A405E911A95EF346D44FA591
2018-12-22T12:47:07+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:B51AF4E7A61CEA118B30CCC31F44CB7E
2019-12-12T15:42:44+08:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
209.999929
284.999658
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
arial.ttf
MyriadPro-SemiCn
Myriad Pro
SemiCondensed
Open Type
OTF 1.003;PS 001.000;Core 1.0.31;makeotf.lib1.4.1585
False
MyriadPro SemiCn.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
HYc3gj
汉仪中楷简
regular
TrueType
False
汉仪中楷简.ttf
SimHei
黑体
Regular
Open Type
Version 5.01
False
simhei.ttf
SimSun
宋体
Regular
TrueType
Version 5.03
False
simsun.ttc
Cyan
Magenta
Yellow
Black
默认色板�
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 �
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK �
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK �
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK �
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK �
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
PANTONE 7467 Cc
CMYK
PROCESS
78.999996
5.000001
31.000000
0.000000
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
89.999402
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
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
10.000002
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 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 415 0 R/TrimBox[0.0 0.0 595.275 807.873]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 417 0 R/TrimBox[0.0 0.0 595.275 807.873]/Type/Page>>
endobj
416 0 obj
<>stream
HWY��~_G@�;
�
�3^�%|U<{FZzIqb_Zk5\�Qoo~�ϴzpC(LL�Rͳ6ɳ�
}&QI�fio�'g�
`r1NFG5R1'|I2qy2B�|bw;ؘ4V'^m;Wo!=�ɋwxcTq�R{@P�!=�ir�%dfҐoV�)S0:LƑr`c\&kp5n&;y�8dBRpdcT�