%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KLD200T 智能调节型 高压立式三通电动调节球阀(25.v1.r2)
2025-10-21T14:28:03+08:00
2025-10-21T14:28:03+08:00
2025-10-21T14:28:02+09:00
Adobe Illustrator CC 23.0 (Windows)
256
120
JPEG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uuid:810b7be7-c952-4e67-8167-5f0337476ce4
xmp.did:d6771565-f094-8b44-be7f-34599cee23c7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:758f4d71-2a0f-4e4c-9941-3a52944ede17
xmp.did:758f4d71-2a0f-4e4c-9941-3a52944ede17
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3a0c631b-0337-114d-b7b3-88025cdb9793
2020-03-13T13:34:59+08:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:d6771565-f094-8b44-be7f-34599cee23c7
2025-10-21T14:27:58+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\立式三通流通形式-0.pdf
xmp.did:ad20e80d-b2a5-c749-a6a7-9ae61ad1f501
uuid:15c8307d-7f58-4e49-a055-68b0e35a0472
EmbedByReference
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\200系列\高压\200T高压立三通(P).png
adobe:docid:photoshop:1ce6a864-b41c-a24e-8e30-6d786e5b3427
xmp.iid:05881f8c-2830-0e45-9cd4-6d8292be351c
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\200\200T\200T 电气参数.ai
xmp.did:0dbf958b-d199-b74f-9aae-687376353ec3
uuid:5ea433ab-65d6-4fc0-9678-628983541117
EmbedByReference
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\3D\高压\200T\KLD200T+DN8高压立三通球阀(剖).png
adobe:docid:photoshop:5e4befaa-6595-9a48-aad1-159bf1348eed
xmp.iid:e6d47115-0280-7e44-b42d-6e9c5dad06dc
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\立式三通流通形式-0.pdf
xmp.did:ad20e80d-b2a5-c749-a6a7-9ae61ad1f501
uuid:15c8307d-7f58-4e49-a055-68b0e35a0472
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\200系列\高压\200T高压立三通(P).png
adobe:docid:photoshop:1ce6a864-b41c-a24e-8e30-6d786e5b3427
xmp.iid:05881f8c-2830-0e45-9cd4-6d8292be351c
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\200\200T\200T 电气参数.ai
xmp.did:0dbf958b-d199-b74f-9aae-687376353ec3
uuid:5ea433ab-65d6-4fc0-9678-628983541117
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\3D\高压\200T\KLD200T+DN8高压立三通球阀(剖).png
adobe:docid:photoshop:5e4befaa-6595-9a48-aad1-159bf1348eed
xmp.iid:e6d47115-0280-7e44-b42d-6e9c5dad06dc
Print
False
True
1
210.000000
297.000000
Millimeters
AKAAAA+SourceHanSansCN-Normal
AKAAAA+SourceHanSansCN Normal
Normal
Unknown
Version 5.21
False
simsun.ttc
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
AutoCAD Color
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
AutoCAD Color 73
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 56
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 12
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 13
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 22
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 10
PROCESS
100.000000
CMYK
54.818034
0.000000
17.746241
0.000000
AutoCAD Color 31
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
灰色
0
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
0
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 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 122 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
46 0 obj
<>stream
HWˎ$Wt-o^|2$2+HkIVWŰ cd&?o?n>,7Xˇ?}}}ˇ1l%=PXVbً^G߾|pmc+:1i e3!ai-n{
lZՒ }Xm{k`0(7%v{i;=ŲO.iO5J.
k|BǝxyVưm~Rą̌
*o82a=p,&pv:ܰ@6xjMk]vh+jN|'-QX2:8]ݑtɸ%m4n0*}RiZIh SF}{,'={{|vù)oV"T70Iha>61=`low>@g\WZL%7LŽuF2~|]˔УXˠ,l:0!"5wF@s&pLS
ҫ
jGX.