%PDF-1.5
%
1 0 obj
<>/OCGs[ 11 0 R]>>/Pages 3 0 R/Type/Catalog/Encrypt 170 0 R/PieceInfo 173 0 R>>
endobj
2 0 obj
<>stream
application/pdf
PM900系列真空压力计(CN)
2023-03-13T15:26:35+08:00
2023-03-13T15:26:35+08:00
2023-03-13T15:25:38+09:00
Adobe Illustrator CS6 (Windows)
176
256
JPEG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uuid:d6363fc7-518e-4445-b59b-39d25ad15571
xmp.did:82FF5D1735C1ED11A97DA48912E69C77
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:92ba1862-f3c2-4503-994b-cafe3044d6ca
xmp.did:099B91324770ED11B9BCF565E07E9E37
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:EF8B0BD029D5E9118245F2FBAEA50177
2019-09-12T14:58:04+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:82FF5D1735C1ED11A97DA48912E69C77
2023-03-13T15:25:33+08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\卡图电子(KATU)\A企业网站\A新企业官网-2022\产品主图\压力\PM900-1.jpg
EmbedByReference
D:\卡图电子(KATU)\产品资料(电子版)\压力\PM900\尺寸图.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
SimHei
黑体
Regular
Open Type
Version 5.03
False
simhei.ttf
MicrosoftYaHei
微软雅黑
Regular
TrueType
Version 6.25
False
msyh.ttc
MicrosoftYaHei-Bold
微软雅黑
Bold
TrueType
Version 6.25
False
msyhbd.ttc
Cyan
Magenta
Yellow
Black
默认色板组
0
白色
RGB
PROCESS
255
255
255
黑色
RGB
PROCESS
33
21
18
CMYK 红
RGB
PROCESS
189
35
33
CMYK 黄
RGB
PROCESS
223
213
61
CMYK 绿
RGB
PROCESS
28
133
65
CMYK 青
RGB
PROCESS
40
132
184
CMYK 蓝
RGB
PROCESS
27
44
98
CMYK 洋红
RGB
PROCESS
182
33
106
C=15 M=100 Y=90 K=10
RGB
PROCESS
164
34
37
C=0 M=90 Y=85 K=0
RGB
PROCESS
194
60
43
C=0 M=80 Y=95 K=0
RGB
PROCESS
200
83
31
C=0 M=50 Y=100 K=0
RGB
PROCESS
214
139
35
C=0 M=35 Y=85 K=0
RGB
PROCESS
219
166
60
C=5 M=0 Y=90 K=0
RGB
PROCESS
221
213
61
C=20 M=0 Y=100 K=0
RGB
PROCESS
191
196
56
C=50 M=0 Y=100 K=0
RGB
PROCESS
129
169
50
C=75 M=0 Y=100 K=0
RGB
PROCESS
53
149
58
C=85 M=10 Y=100 K=10
RGB
PROCESS
28
127
59
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
97
52
C=75 M=0 Y=75 K=0
RGB
PROCESS
44
151
97
C=80 M=10 Y=45 K=0
RGB
PROCESS
28
142
134
C=70 M=15 Y=0 K=0
RGB
PROCESS
55
139
183
C=85 M=50 Y=0 K=0
RGB
PROCESS
21
95
151
C=100 M=95 Y=5 K=0
RGB
PROCESS
25
47
104
C=100 M=100 Y=25 K=25
RGB
PROCESS
24
40
81
C=75 M=100 Y=0 K=0
RGB
PROCESS
78
37
111
C=50 M=100 Y=0 K=0
RGB
PROCESS
120
31
110
C=35 M=100 Y=35 K=10
RGB
PROCESS
137
30
84
C=10 M=100 Y=50 K=0
RGB
PROCESS
176
28
72
C=0 M=95 Y=20 K=0
RGB
PROCESS
187
41
98
C=25 M=25 Y=40 K=0
RGB
PROCESS
190
180
148
C=40 M=45 Y=50 K=5
RGB
PROCESS
158
135
120
C=50 M=50 Y=60 K=25
RGB
PROCESS
119
106
87
C=55 M=60 Y=65 K=40
RGB
PROCESS
96
76
63
C=25 M=40 Y=65 K=0
RGB
PROCESS
187
151
94
C=30 M=50 Y=75 K=10
RGB
PROCESS
165
125
70
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
51
C=40 M=65 Y=90 K=35
RGB
PROCESS
120
76
34
C=40 M=70 Y=100 K=50
RGB
PROCESS
101
57
26
C=50 M=70 Y=80 K=70
RGB
PROCESS
63
34
14
灰色
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
33
21
18
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
58
57
C=0 M=0 Y=0 K=80
RGB
PROCESS
89
87
88
C=0 M=0 Y=0 K=70
RGB
PROCESS
113
114
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
137
136
C=0 M=0 Y=0 K=50
RGB
PROCESS
158
159
159
C=0 M=0 Y=0 K=40
RGB
PROCESS
180
179
180
C=0 M=0 Y=0 K=30
RGB
PROCESS
199
200
200
C=0 M=0 Y=0 K=20
RGB
PROCESS
220
220
219
C=0 M=0 Y=0 K=10
RGB
PROCESS
238
237
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
247
248
247
明亮
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
189
35
33
C=0 M=75 Y=100 K=0
RGB
PROCESS
202
92
27
C=0 M=10 Y=95 K=0
RGB
PROCESS
223
201
58
C=85 M=10 Y=100 K=0
RGB
PROCESS
34
134
59
C=100 M=90 Y=0 K=0
RGB
PROCESS
21
51
111
C=60 M=90 Y=0 K=0
RGB
PROCESS
109
46
120
Adobe PDF library 10.01
endstream
endobj
13 0 obj
<>/Font<>/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[ 0 0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
i6
OހAf6fToew)f#4
1ދ[>:XYU2I*%DWΟِ5لq>a=z#
j5HJMAq(UH 䴼G
n(^!{-VkLa
xd1*Svp&Co6DˮM.K<\f~ub |W]sGn'rwy$N"wc0IgiFdv uC#y_!p3_ƊneaZ5,S6-Ɵ䣍sۃI#bÖjRڢ#s[OVy Mq:JP?׳ؽTmAMX!EdQ(xEqfQ#JAPN