%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
KLD800T 智能调节型 双由令塑胶电动球阀电动调节球阀(26.v1.r1)
2026-04-13T15:09:49+08:00
2026-04-13T15:09:49+08:00
2026-04-13T15:09:48+09:00
Adobe Illustrator CC 23.0 (Windows)
256
176
JPEG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uuid:8d17c4fd-280b-41d6-b06f-c180c9294357
xmp.did:108457a6-3a16-974b-95d5-304d021539ed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f8980c65-9985-483a-85a5-b5444022734d
xmp.did:4df3614f-8209-2849-ae17-f49c26f0576e
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:108457a6-3a16-974b-95d5-304d021539ed
2026-04-13T15:09:43+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\800 1100\800T 塑料直通 DN100.png
EmbedByReference
E:\☆☆☆☆☆工作\#【样本】\#中文样本\【样本】\800\800T\800T电气参数(塑料).ai
xmp.did:6b11ae2b-c801-2a47-9412-bdcb6bb15c45
uuid:571e5545-f784-4c3f-8f9c-fad136353f43
EmbedByReference
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\800 1100\800T 塑料直通 DN100.png
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\800 1100\800T 塑料直通 DN100.png
E:\☆☆☆☆☆工作\#【样本】\#中文样本\【样本】\800\800T\800T电气参数(塑料).ai
xmp.did:6b11ae2b-c801-2a47-9412-bdcb6bb15c45
uuid:571e5545-f784-4c3f-8f9c-fad136353f43
E:\☆☆☆☆☆工作\4 图片资料\1产品图片\800 1100\800T 塑料直通 DN100.png
Print
False
True
1
210.000000
297.000000
Millimeters
KXAAAA+SourceHanSansCN-Normal
KXAAAA+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 25
PROCESS
100.000000
CMYK
92.941201
87.923998
89.019603
79.998499
AutoCAD Color 16
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
AutoCAD Color 67
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 59
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
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 29 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 42 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
30 0 obj
<>stream
HWˮ#K+SY2H 5A ODdUc+h9z2#__~.}X/_~_?|_RsO[un%XۮiuǷO/L_YX6lvк6q]{eT.]
%ⶇO8_r{XOXNa洴[c,37B3dc+Q]Uem۞bUiov8j{B}u۠r5'/5#
v0p_
n^o>^:8
v|.) ;&~3k凌p~@N;Xt|q*@,u#q<2HY:Tr&PN_3baAiYw0_yyܹ!?5"Ӱtbd\*5xAS
IU#=T_8#QQZLIk< Iઌ
`~pÈ7,ǴdH+v3FaF`F1-&H]Պ^EKqN 7C?ua,1CuzBmmώ$xXEZzm&|lw Z#Q?w99mnqDJ^6qXM
p!%?O,gIM38I
EvJ{SaGL
zܤۀ=!A&T1SZyh- 4Zڟ[ԥx5k=@\K:6QX^xE]*du8IֵCr?I2,)g-!?C)Ҭ%֗)F3M*:
ԳBH*̗0zqS&dб$ydfa/3D++2ƓWIZR2KHGLIӹb2FkGWfW2 $jT-ِdG,L_9Y)8&8E
j_*J +wxkzh=i*0\d oHڣ}bMgV#4OAy4v{^U0(]腱6du(s