%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DataSheet_MobileScanningSolutions_FR
2017-04-12T20:24:35+08:00
2017-04-12T20:24:35+08:00
2017-04-12T20:24:35+09:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG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uuid:a064e021-9b19-4e3a-8835-b72b7f5bbe3a
xmp.did:AD01F6D8551FE711A924ABA718AF5817
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:a08d665d-06c8-489a-a88a-b03c2d8e3b65
xmp.did:E8222CB1211FE711A6DD8B87AA487EFE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E8222CB1211FE711A6DD8B87AA487EFE
2017-04-12T09:48:54+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:AD01F6D8551FE711A924ABA718AF5817
2017-04-12T20:24:30+08:00
Adobe Illustrator CS6 (Windows)
/
Print
True
True
1
210.001652
296.999959
Millimeters
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
ProximaNova-Light
Proxima Nova
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova Light.otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNova Regular.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova Semibold.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova Bold.otf
Cyan
Magenta
Yellow
Black
щЛшЎЄшВцПчЛ
0
чНшВ
RGB
PROCESS
255
255
255
щЛшВ
RGB
PROCESS
35
24
21
CMYK чКЂ
RGB
PROCESS
230
0
18
CMYK щЛ
RGB
PROCESS
255
241
0
CMYK чЛП
RGB
PROCESS
0
153
68
CMYK щ
RGB
PROCESS
0
160
233
CMYK ш
RGB
PROCESS
29
32
136
CMYK цДчКЂ
RGB
PROCESS
228
0
127
C=15 M=100 Y=90 K=10
RGB
PROCESS
195
13
35
C=0 M=90 Y=85 K=0
RGB
PROCESS
232
56
40
C=0 M=80 Y=95 K=0
RGB
PROCESS
234
85
20
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
152
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
182
45
C=5 M=0 Y=90 K=0
RGB
PROCESS
250
238
0
C=20 M=0 Y=100 K=0
RGB
PROCESS
218
224
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
143
195
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
34
172
56
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
145
58
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
105
52
C=75 M=0 Y=75 K=0
RGB
PROCESS
19
174
103
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
162
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
46
167
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
3
110
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
23
42
136
C=100 M=100 Y=25 K=25
RGB
PROCESS
23
28
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
96
25
134
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
7
131
C=35 M=100 Y=35 K=10
RGB
PROCESS
164
11
93
C=10 M=100 Y=50 K=0
RGB
PROCESS
215
0
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
22
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
201
188
156
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
139
120
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
106
86
C=55 M=60 Y=65 K=40
RGB
PROCESS
96
76
63
C=25 M=40 Y=65 K=0
RGB
PROCESS
201
160
99
C=30 M=50 Y=75 K=10
RGB
PROCESS
178
130
71
C=35 M=60 Y=80 K=25
RGB
PROCESS
149
97
52
C=40 M=65 Y=90 K=35
RGB
PROCESS
127
79
33
C=40 M=70 Y=100 K=50
RGB
PROCESS
106
57
6
C=50 M=70 Y=80 K=70
RGB
PROCESS
64
34
15
чАшВ
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
24
21
C=0 M=0 Y=0 K=90
RGB
PROCESS
62
58
57
C=0 M=0 Y=0 K=80
RGB
PROCESS
89
87
87
C=0 M=0 Y=0 K=70
RGB
PROCESS
114
113
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
137
137
137
C=0 M=0 Y=0 K=50
RGB
PROCESS
159
160
160
C=0 M=0 Y=0 K=40
RGB
PROCESS
181
181
182
C=0 M=0 Y=0 K=30
RGB
PROCESS
201
202
202
C=0 M=0 Y=0 K=20
RGB
PROCESS
220
221
221
C=0 M=0 Y=0 K=10
RGB
PROCESS
239
239
239
C=0 M=0 Y=0 K=5
RGB
PROCESS
247
248
248
цфКЎ
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
230
0
18
C=0 M=75 Y=100 K=0
RGB
PROCESS
235
97
0
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
226
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
154
62
C=100 M=90 Y=0 K=0
RGB
PROCESS
11
49
143
C=60 M=90 Y=0 K=0
RGB
PROCESS
126
49
142
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
20 0 obj
<>stream
HдY59
пя*rзисy<Зx`% %Њі/ёА3oж? ІЁTRнЇ'N8у§яЯпќіwёјгпёш%и,G5XЏGo=дйПўсёЧGfщ!ЕЂџeњZэpM_ЋїьY4ЛЯюkvеЬL3y