%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KLD1100N 普通开关型 快装直通电动球阀 (φxx )(25.v1.r5)
2025-10-11T14:55:16+08:00
2025-10-11T14:55:16+08:00
2025-10-11T14:55:16+09:00
Adobe Illustrator CC 23.0 (Windows)
256
176
JPEG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uuid:f631fcc7-23dd-422f-b0bb-1fc3bfd9517c
xmp.did:ca60dcb6-c442-5540-89d8-19172cad8728
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b73fa562-6d9b-dd49-b3a8-8d609372614f
xmp.did:b73fa562-6d9b-dd49-b3a8-8d609372614f
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:ca60dcb6-c442-5540-89d8-19172cad8728
2025-10-11T14:55:11+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
X:\#AI(最新)\样本图片原图\2022.11.19新拍\800,1100\800,11快装 直通\800,11N 快装直通.png
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\1100\1100N\1100N电气参数.ai
xmp.did:3a3857dd-1635-4f4f-976d-9da63c3baf0d
uuid:6c98c198-a1bc-4ea1-9c4a-b8c49a0bcab3
EmbedByReference
X:\#AI(最新)\样本图片原图\2022.11.19新拍\800,1100\800,11快装 直通\800,11N 快装直通.png
X:\#AI(最新)\样本图片原图\2022.11.19新拍\800,1100\800,11快装 直通\800,11N 快装直通.png
E:\☆☆☆☆☆工作\#【样本】\#【2023】中文样本\【样本】\1100\1100N\1100N电气参数.ai
xmp.did:3a3857dd-1635-4f4f-976d-9da63c3baf0d
uuid:6c98c198-a1bc-4ea1-9c4a-b8c49a0bcab3
X:\#AI(最新)\样本图片原图\2022.11.19新拍\800,1100\800,11快装 直通\800,11N 快装直通.png
Print
False
True
1
210.000000
297.000000
Millimeters
CDBAAA+SourceHanSansCN-Normal
CDBAAA+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 78
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 93
PROCESS
100.000000
CMYK
54.818034
0.000000
17.746241
0.000000
AutoCAD Color 92
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 48
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 8
PROCESS
100.000000
CMYK
92.434573
74.621195
0.000000
0.000000
AutoCAD Color 3
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 4
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
AutoCAD Color 5
PROCESS
100.000000
CMYK
10.232700
0.000000
82.793921
0.000000
AutoCAD Color 6
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 7
PROCESS
100.000000
CMYK
0.000000
96.050960
94.705117
0.000000
AutoCAD Color 9
PROCESS
100.000000
CMYK
57.457846
48.441291
45.477986
0.000000
AutoCAD Color 10
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 11
PROCESS
100.000000
CMYK
92.434573
74.621195
0.000000
0.000000
AutoCAD Color 12
PROCESS
100.000000
CMYK
0.000000
96.050960
94.705117
0.000000
AutoCAD Color 13
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 14
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
AutoCAD Color 15
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 16
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 17
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 18
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
AutoCAD Color 19
PROCESS
100.000000
CMYK
54.818034
0.000000
17.746241
0.000000
AutoCAD Color 20
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 21
PROCESS
100.000000
CMYK
0.000000
96.050960
94.705117
0.000000
AutoCAD Color 22
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 23
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
AutoCAD Color 24
PROCESS
100.000000
CMYK
92.434573
74.621195
0.000000
0.000000
AutoCAD Color 25
PROCESS
100.000000
CMYK
10.232700
0.000000
82.793921
0.000000
AutoCAD Color 26
PROCESS
100.000000
CMYK
0.000000
96.050960
94.705117
0.000000
AutoCAD Color 27
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 28
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 29
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 30
PROCESS
100.000000
CMYK
61.385518
0.000000
100.000000
0.000000
AutoCAD Color 31
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 60
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 63 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
9 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 75 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
64 0 obj
<>stream
HWˎ,;WtrX!@,Xց=DDU=s i~|˯]l/_~_??\a/칧R^m4:OߏmmV㞭
2ۻ_:w_\n5 8NXT} ,\^;Hy#p(}sK[}/q4< iiy, &Fb({{=VFcCN/{Һ-NXnc.znGڬv|fvqyM;tzCa\&[!zo:!lZ6S}*{)mڂHC=OePhe&K4gu t}`o(Ȫ6ticH{I?aonvmuiV= ;qAv~& pWEo"wW<6qXB(2ąAڢ&B$nS_Ǒab<;뫳0/^RLkgp{ϲ9יN
%O5֎ag(Dd3%^@ #z$[4|jPSY$!Glk"vD
*}+:xo{(r?¯d $3TVt`֍(Nx_?ҫaǺk'*'hA2JRNs=|mZ(
P!QƓ+Ɇb{S+N^Z5
/i#|KlH4l^J=}RvY^ N5`*|i7ZjA鄨mlRH
&"7jkuvZ<+DІJy*CQj.oSVs}Dh*GF77exvO
O3ih7y12s_MoE9\4NW.xR \
{3FSSEn½!Gɺ[676phUg:
s]+H'I妌a>|{<=NsALicK|ٱG!YDؐX1-'A^rX
{-1Sv]LbL!ĥy #o3D 9*6xRro(Gvv@ܺ(Sj!ɏygj+̚X)͕Q|TՅ
?A3*M֟TT>ہ
1Az.C0j6jqQf8+>vQj%N\Ą.Hz
?P?G{υ]Z q
SxymC`ٻ=:8Ls3psZvFhLQ5rQ͋'b/Vw_5ib.HOIM/#zLCcmGme!w{:ocޘDH
KNF:GÆwp3?'LCNPhp8[>Yl"\ˎ=xi],;\@
ånl7b&mfLhRMig꠲һќ@n_T>3G0z,6(Rl9A' mv,X;U-&|5/;d29Ԟ^6TѓlDhTr6F3QL@R`TGޅkP28) oƅkK;&<Tc.Ox(:@8*A,/hƞHTrdb@XSG`ls"ޣw`na pYTk