%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
cemented-carbide-three-helical-holes-rods-30°W
Adobe Illustrator CS6 (Windows)
2012-10-30T14:07:11+08:00
2012-10-30T14:07:11+08:00
2012-10-30T14:07:11+08:00
168
256
JPEG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==
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:E795E0475722E211AE118D5864BA3C22
uuid:2b6b7db3-dadd-485b-a294-3ad769270602
proof:pdf
uuid:7ec71b08-7ed0-4ce9-b16f-a885a356d29b
xmp.did:DA22E31A9821E2119C13E6608D4C38B7
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:6C96222D7D21E2119C13E6608D4C38B7
2012-10-29T12:47:51+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:E795E0475722E211AE118D5864BA3C22
2012-10-30T14:07:09+08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
E:\cn.chinatungsten.com\PDF图片\cemented-carbide-three-helical-holes-rods.jpg
EmbedByReference
E:\cn.chinatungsten.com\PDF图片\cemented-carbide-three-helical-holes-rods.jpg
EmbedByReference
E:\▲pictures\logo\无字.psd
EmbedByReference
E:\▲pictures\logo\无字.psd
EmbedByReference
E:\▲pictures\logo\无字.psd
EmbedByReference
E:\▲pictures\logo\无字.psd
Basic RGB
1
True
False
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 3.00
False
ARIAL.TTF
Tahoma
Tahoma
Regular
Open Type
Version 3.15
False
TAHOMA.TTF
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 3.00
False
TIMES.TTF
Verdana
Verdana
Regular
Open Type
Version 2.43
False
verdana.TTF
SimSun
宋体
Regular
TrueType
Version 3.12
False
simsun.ttc
AdobeSongStd-Light
Adobe 宋体 Std
L
Open Type
Version 5.016;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeSongStd-Light.otf
Cyan
Magenta
Yellow
Black
默认色板组
0
白色
RGB
PROCESS
255
255
255
黑色
RGB
PROCESS
0
0
0
RGB 红
RGB
PROCESS
255
0
0
RGB 黄
RGB
PROCESS
255
255
0
RGB 绿
RGB
PROCESS
0
255
0
RGB 青
RGB
PROCESS
0
255
255
RGB 蓝
RGB
PROCESS
0
0
255
RGB 洋红
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
冷光
1
C=56 M=0 Y=20 K=0
RGB
PROCESS
101
200
208
C=51 M=43 Y=0 K=0
RGB
PROCESS
131
139
197
C=26 M=41 Y=0 K=0
RGB
PROCESS
186
155
201
灰色
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
27 0 obj
<>stream
HWmOI>t2Z]}Vgm /bȡd