%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
暗杆软密封闸阀概述
2021-07-15T09:30:26+08:00
2021-07-15T09:30:26+08:00
2021-07-15T09:30:26+09:00
Adobe Illustrator CC 23.0 (Windows)
256
172
JPEG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uuid:24736fc0-7cdb-4ece-a9ea-9e0cb9d1a1c1
xmp.did:0628e4fc-2027-1b4e-87a7-0254d474c5c4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6ba14187-4ac8-4353-85a3-d11870bfbb44
xmp.did:9b2a66b7-e301-5f48-8db3-b65228dd073d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a4f1f61a-c58f-7f4f-8d80-fe0d89a8d22c
2021-01-05T16:54:13+08:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:0628e4fc-2027-1b4e-87a7-0254d474c5c4
2021-07-15T09:30:20+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\谷歌\阀门-图片\IMG_0823.png
adobe:docid:photoshop:5a5d58b7-e008-1c49-b937-f0fcb9c745ca
xmp.iid:84181235-15f2-6a42-aa9a-b2c85d2f5fae
EmbedByReference
E:\吕亚楠\图册资料\新设计图册\闸阀\1.jpg
adobe:docid:photoshop:d3f6271a-490e-f744-aaaf-adee14db2c96
xmp.iid:a072de0f-7c55-1544-a438-34823d092508
E:\谷歌\阀门-图片\IMG_0823.png
adobe:docid:photoshop:5a5d58b7-e008-1c49-b937-f0fcb9c745ca
xmp.iid:84181235-15f2-6a42-aa9a-b2c85d2f5fae
E:\吕亚楠\图册资料\新设计图册\闸阀\1.jpg
adobe:docid:photoshop:d3f6271a-490e-f744-aaaf-adee14db2c96
xmp.iid:a072de0f-7c55-1544-a438-34823d092508
Print
Adobe PDF library 15.00
1
True
True
210.000000
285.000000
Millimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldItalicMT
Arial
Bold Italic
Open Type
Version 7.00
False
arialbi.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
LucidaSansUnicode
Lucida Sans Unicode
Regular
Open Type
Version 5.01
False
l_10646.ttf
SimHei
黑体
Regular
Open Type
Version 5.03
False
simhei.ttf
AdobeSongStd-Light
Adobe 宋体 Std
L
Open Type
Version 5.017;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
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
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
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
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
89.999400
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
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
10.000000
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
endstream
endobj
5 0 obj
<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 5.66928 5.66928 600.945 813.543]/Type/Page>>
endobj
14 0 obj
<>/Font<>/Properties<>/XObject<>>>/TrimBox[ 5.66928 5.66928 600.945 813.543]/Type/Page>>
endobj
15 0 obj
<>stream
HWmoF_1e%;4Hm
-[R(n]ŲA-wgvvgg7}:{t1SGd8$DzQSuݯ:Yud&̫sב0lh+
IY$y3eo50h2,챭Yg
?wBː)8<˥|Lu,:Rr!dBɰ'3m=<@8r+)*wrUū㎌[ʑ'%8$2OY2Wlлtareoyo{QL'=qb8%0J#.xΆ~d ESPS+;>:do{5Dr/ )I47*gXPc&gA}(1Tkd`O2
wI3vŮ5DcNsqe 3*K'ښ0N?n+LBL+p@SoMp6?(V7f::BJ [)O2^)#HHBUB3-#|l:qP%Hj<5a{f7i/#gp'xe&DcJbr)gww8HЙ{':
EFZ,ꠣU3b@ne9A~5U$AIi? {ӸTx-2;`{ l/vnUyRuЈ. a]\l4␏T3G{$(X&16wU5zMX}.願=x(|< >ZjASr^ʹQ}鎮?o}z9:q&=wu㧛/ѐ7)UEрN=z*e8ϟOɠ֯#eֿy?tYM( C^{nKK@xU\rZ$T43jul(6QZ%uj1I!H*Y8XJ
0./B-ą4~ nC)a>{&B[U,5]דjTUƸ7eqJoND, U#*߫
؆E#tLka^}̗DJv[^ DUy@wٛ|jKwMQ-9u1Ƌ9;h$J,)TZ#^3sr@o`XT
**
]~t2gmנƳ9q:f37eѬWT4%U