%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KLD200N 普通开关型 单由令直通内丝电动球阀(25.v1.r2)
2025-08-28T10:17:10+08:00
2025-08-28T10:17:10+08:00
2025-08-28T10:17:10+09:00
Adobe Illustrator CC 23.0 (Windows)
256
176
JPEG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uuid:b9f3726a-d66f-4a76-8d14-9fe00593e335
xmp.did:6a38512c-7549-af46-8f25-395bc345440e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d48f3044-d9a7-4b2e-a70b-9f102c5dd58b
xmp.did:2f80ed50-117b-ef48-ac52-41235250f19a
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:6a38512c-7549-af46-8f25-395bc345440e
2025-08-28T10:17:01+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\200系列\200N快装内丝.png
adobe:docid:photoshop:d70188c2-9ee4-9b48-999b-b6e8e9c2c739
xmp.iid:6fc76336-566f-aa4c-a853-c24923400b8a
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\200\200N\200N 电气参数.ai
xmp.did:c121562d-11ce-4242-880c-2658f4a04693
uuid:17da8ba7-a942-497e-ba62-0e05b15b396a
EmbedByReference
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\200系列\200N快装内丝.png
adobe:docid:photoshop:d70188c2-9ee4-9b48-999b-b6e8e9c2c739
xmp.iid:6fc76336-566f-aa4c-a853-c24923400b8a
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\200系列\200N快装内丝.png
adobe:docid:photoshop:d70188c2-9ee4-9b48-999b-b6e8e9c2c739
xmp.iid:6fc76336-566f-aa4c-a853-c24923400b8a
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\200\200N\200N 电气参数.ai
xmp.did:c121562d-11ce-4242-880c-2658f4a04693
uuid:17da8ba7-a942-497e-ba62-0e05b15b396a
E:\☆☆☆☆☆工作\# 图片资料\1 产品图片\200系列\200N快装内丝.png
adobe:docid:photoshop:d70188c2-9ee4-9b48-999b-b6e8e9c2c739
xmp.iid:6fc76336-566f-aa4c-a853-c24923400b8a
Print
False
True
1
210.000000
297.000000
Millimeters
OGBAAA+SourceHanSansCN-Normal
OGBAAA+SourceHanSansCN Normal
Normal
Unknown
Version 5.21
False
simsun.ttc
PGBAAA+ArialMT
PGBAAA+ArialMT
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 26
PROCESS
100.000000
CMYK
37.152666
76.470584
0.000000
0.000000
AutoCAD Color 22
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 23
PROCESS
100.000000
CMYK
37.152666
76.470584
0.000000
0.000000
AutoCAD Color 24
PROCESS
100.000000
CMYK
92.434573
74.621195
0.000000
0.000000
AutoCAD Color 7
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 38 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 48 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
39 0 obj
<>stream
HWˎ$1WtN_Y$NΨ?vuu-G4R#v>/}װ__߾ۏ|l?W۟-jCZiu{Ճx9bm~!;I}Q73oM"˛ڶ^cny@~|ùOIcKXG[)jܭU1
W.Hl{'v+{m2p"L '?S;cw8'}zZ}"ޢ400CЬ6:* c"[sY`]y뵹.{c9{}}vcA[G[dP
4{+Vg&^28
vDRJm6' CzJOCdx'