%PDF-1.6
%
5 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Vipro Q18(a1807) 说明书
2019-02-21T14:27:38+08:00
2019-02-21T14:27:38+08:00
2019-01-25T10:09:44+08:00
Adobe Illustrator CC (Windows)
256
216
JPEG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uuid:d264b321-1f3b-4758-8e1f-c735a892b6bd
xmp.did:83a719f1-5f93-994c-be77-58c23e4d5440
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:97b6be48-0900-4fb6-8981-d69cdefa3ce0
xmp.did:7497a262-4df2-6249-bab2-b4be62603812
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:DAC1745A6E206811822AD07C5941C2B0
2017-10-12T17:30:44+08:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:83a719f1-5f93-994c-be77-58c23e4d5440
2019-01-25T10:09:44+08:00
Adobe Illustrator CC (Windows)
/
Print
False
False
1
30.096423
23.757030
Centimeters
AmericanaBT-ExtraBoldCondensed
Americana XBdCn BT
Extra Bold
TrueType
mfgpctt-v1.52 Tuesday, January 26, 1993 2:12:39 pm (EST)
False
AMRCAXBC.TTF
Cyan
Magenta
Yellow
Black
默认色板组
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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
1 0 obj
<>
endobj
6 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Rotate 0/TrimBox[0 0 853.127 673.428]/Type/Page>>
endobj
168 0 obj
<>/MediaBox[0 0 595.32 841.92]/Parent 1 0 R/Resources<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]>>/Tabs/S/Type/Page>>
endobj
169 0 obj
<>/MediaBox[0 0 595.32 841.92]/Parent 1 0 R/Resources<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]>>/Tabs/S/Type/Page>>
endobj
171 0 obj
<>stream
xNF}~Wq|F-5͎>$`
mmth~[UfLE|nu8gW?^3W̮n>~PS:rmg2gWw?['}Z&CzbYzMܦ.9tcզJ'CY??~
ήʹYI2։j
LjNmr$HHYެ^&(i]eVŤN`
>{z^!wp6{yӇJڻTݢAU{'+T
IJZP QF6['xj+OR=vnWpmQM)x=