%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 双由令塑胶电动调节球阀(26.v1.r1)
2026-04-13T14:07:14+08:00
2026-04-13T14:07:14+08:00
2026-04-13T14:07:14+09:00
Adobe Illustrator CC 23.0 (Windows)
256
176
JPEG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uuid:342b9081-8523-4466-8dfd-005405a5b9ad
xmp.did:bd9f0c87-f072-124f-8a58-64a4e3a31730
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f97c64e1-0820-6343-b355-19c168576735
xmp.did:f97c64e1-0820-6343-b355-19c168576735
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:bd9f0c87-f072-124f-8a58-64a4e3a31730
2026-04-13T14:07:08+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#中文样本\【样本】\200\200T\200T 电气参数(塑阀).ai
xmp.did:998cd934-5cde-854a-b529-34701a3a0f60
uuid:ba562f1e-6feb-48cc-b870-1543f8f62eb4
EmbedByReference
E:\工作图\样本\200T\200T 塑料直通 DN32.png
EmbedByReference
E:\工作图\样本\200T\200T 塑料直通 DN32.png
E:\☆☆☆☆☆工作\#【样本】\#中文样本\【样本】\200\200T\200T 电气参数(塑阀).ai
xmp.did:998cd934-5cde-854a-b529-34701a3a0f60
uuid:ba562f1e-6feb-48cc-b870-1543f8f62eb4
E:\工作图\样本\200T\200T 塑料直通 DN32.png
E:\工作图\样本\200T\200T 塑料直通 DN32.png
Print
False
True
1
210.000000
297.000000
Millimeters
ODBAAA+SourceHanSansCN-Normal
ODBAAA+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 50
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 52
PROCESS
100.000000
CMYK
51.793700
0.000000
12.539899
0.000000
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
10 0 obj
<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
35 0 obj
<>stream
HWˮ,I
ܟ|-Ă5j0#zDYuаDGʇ/}ײ__?_cǏ/cϏldӾu3{nX߽c K~H|TF_RC>0ާ4 *womԱ&4ylʮMSU]GgP8>S;{ۭC9eRBQ#T+^=elK#0Jqзw66s[YN`Ym7tloa&7>rm0i?yx{lJQzqo\3qZQvZh:.8"q1nZAVGBe0hFdwqȚbV@hklzޣx"I03NҹsaVKWpy"-Th{S"]GjTaw\eL + ʵ`jag*pcm`xZV\ ƁAuߠlV%(C\ɹBamp9ʭ!!71rBRǘ7st)(.sqCEda}ZXia{ռ?W?Wߙ2VjWf֣!\P.uQяqfPc(j65< F!
sPQ
{GX`VV,9&6CaDuX0R3>p5%GCabcdF<zMX}](<~/.liWW`l/-#$
lz]1?N=ۄ,-3j6$P06Ŋ6CET2RM{C#e;q}蓜tO\8T jG%؊MGt$hu
̑X8MٟEwE2fJꥧ=q+05%+eKW*\j6j h6WX%Vf^7lE"
N)y\$P6|x.,/Pi@qXibOp%9XsHD:fޅ7E1P#HbG:JբDKeplr]%#s*xI7V7;;'jңa˱Jrox҃̏,,m[g$;GBÈ
fqA
%54@e_瑉&