%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KLD100N 普通开关型 三片式不锈钢电动球阀(26.v1.r1)
2026-07-21T16:08:29+08:00
2026-07-21T16:08:29+08:00
2026-07-21T16:08:29+09:00
Adobe Illustrator CC 23.0 (Windows)
256
176
JPEG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==
uuid:b5bb9d5d-de58-46b0-9a2f-3329086c7e9e
xmp.did:4901f482-b2d4-be4c-89db-56df6594ea09
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b9efddda-8ae2-482d-9dc6-910adce612f8
xmp.did:01d7fe8f-7d1d-7643-9cd4-c0deae66eba6
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:4901f482-b2d4-be4c-89db-56df6594ea09
2026-07-21T16:08:24+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#中文样本\【样本】\100\100N\100N 电气参数.ai
xmp.did:2c0f52ef-1b7d-bb4a-9661-fa4352ceafcd
uuid:d6847df3-ebf6-49df-9775-b81393932f90
EmbedByReference
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\#新照片\100\100三片式 DN15.png
EmbedByReference
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\#新照片\100\100三片式 DN15.png
E:\☆☆☆☆☆工作\#【样本】\#中文样本\【样本】\100\100N\100N 电气参数.ai
xmp.did:2c0f52ef-1b7d-bb4a-9661-fa4352ceafcd
uuid:d6847df3-ebf6-49df-9775-b81393932f90
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\#新照片\100\100三片式 DN15.png
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\#新照片\100\100三片式 DN15.png
Print
False
True
1
210.000000
297.000000
Millimeters
TEEAAA+ArialMT
TEEAAA+ArialMT
Unknown
Version 5.016;PS 5.006;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeHeitiStd-Regular.otf
SEEAAA+SourceHanSansCN-Normal
SEEAAA+SourceHanSansCN Normal
Normal
Unknown
Version 5.016;PS 5.006;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeHeitiStd-Regular.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
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 4
PROCESS
100.000000
CMYK
54.818034
0.000000
17.746241
0.000000
AutoCAD Color 3
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 5
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 6
PROCESS
100.000000
CMYK
0.000000
96.050960
94.705117
0.000000
AutoCAD Color 7
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 8
PROCESS
100.000000
CMYK
91.219956
88.158995
87.707329
79.147017
AutoCAD Color 9
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 10
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 11
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 12
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 13
PROCESS
100.000000
CMYK
91.219956
88.158995
87.707329
79.147017
AutoCAD Color 14
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 15
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 16
PROCESS
100.000000
CMYK
90.392917
88.329899
87.115282
78.661782
AutoCAD Color 17
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 18
PROCESS
100.000000
CMYK
90.392917
88.329899
87.115282
78.661782
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 42 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 55 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
43 0 obj
<>stream
HWێ,9|ﯨ:Wjyg4:0=iWWwj銪,W://}װꇯKz{[eOny',or۾/?~퇟.f_ffn6Gnb6FښǐװX:f^":t*QIyx>}^Pϰ=ذH0jٮuOn}*^{G|jx X{5v50*{ijsa/M?3`CxFG` 2"fX3X f͐H/7/>
7=F|f[[qMFC+֨w*`E'.vٻ-
,3℞=meR.tH'+R)n YТd
Ʃ>ʄ
kL=(ݗ7s30c.G#GءP-}dAwRsj
h :=p!U_#M{E*#YY!7Yt}VHMy|+u;Ґc/ Z=U9vS~v}K"2t9>*Cg7w~s|8yJHQwVq
&_և0xnSR?fzAVy4?AEi(pB64l (Z"Oh¨4aWVZ!9
8H
ĺJdJ 1Xhr m&$ZwL(=
ṊQ j*Jw6u+w\;([ڝe8
7 `f+g$63c(X·_15OSK 4/+EEy֣n_88X.Pg^h{%'ytUVX-G7ْBY3˔"14d,pI2 gQz^aS.iOH_[ݵ*"9opt"{: ٰ(r8:'QT)UcvXZrtoIܺ7UVڑ7YB#Ck-궉o- 6RCuУRX7Jk5uى*[dNyAX\%~z[/8/$0FPCr3QA(R" o`TBKNCPpTG7~r͛tƼryc̽לs*-Kv$8^k=%e Wqj# (x2; !S:%Mze
ꇥ Ɗ4KzҫƠ$Qsn(-匍UIOʶ23h\2/9k&&F'J&g6O3tT}PVRZWgAJb7$s9UOb;qd_^|:
%[F/
,krHI1YYe;rEUl[i7K
eU^;B
r Yr .p\_Լ[;,L]jnW.5wP̫`$8D:'"rIJ `Rq94[Z'\Nt%ލ(p{>½>G/p~h?@^
ep⡢TYvt9WR+{OU-P;]ՑA|[WA2JD% " F>>s"M21T%*2ٯDz~e ݭ[2˙0km T$Dن)͂jPOED>fa#mZ+P%17QW\Ԍ~N:iԛ7 5|u`Yh@5Gj&|#S+axO%RL|g $裫AlTX#KA2Ijc퐉
^j'۳K.4Bn|;B4*pBnLy7%{Rȩwά.خq vWzD|ITD"V
[ĀN/|N0դٵwH