%PDF-1.5
%âãÏÓ
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 高压��三通电动调节�阀(26.v1.r1)
2026-08-05T13:52:14+08:00
2026-08-05T13:52:14+08:00
2026-08-05T13:52:14+09:00
Adobe Illustrator CC 23.0 (Windows)
256
120
JPEG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uuid:cba01154-7019-4a47-869e-e16e364aa259
xmp.did:46633d3e-e13c-fc44-a27b-447fcd6d7dc1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:07c03bd1-ba0b-4286-87ee-cad0973556cf
xmp.did:47f33c6d-e9dc-e646-ab26-825a98f8da5f
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:46633d3e-e13c-fc44-a27b-447fcd6d7dc1
2026-08-05T13:52:09+08:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
E:\☆☆☆☆☆工作\#ã€�æ ·æœ¬ã€‘\#䏿–‡æ ·æœ¬\ã€�æ ·æœ¬ã€‘\å�§å¼�三通æµ�通形å¼�-100.pdf
xmp.did:511773b2-99f7-a845-a847-0c5006b277b9
uuid:3b6a7250-2eac-4267-9d46-794ece52824c
EmbedByReference
E:\☆☆☆☆☆工作\# 图片资料\1 产�图片\200系列\高压\200T高压阀.png
adobe:docid:photoshop:f8ddd93e-835b-614e-9657-b0e11d898aa4
xmp.iid:da412d1a-b49a-2147-959d-82b4f2ae9f3d
EmbedByReference
E:\☆☆☆☆☆工作\#ã€�æ ·æœ¬ã€‘\#䏿–‡æ ·æœ¬\ã€�æ ·æœ¬ã€‘\200\200T\200T 电气å�‚æ•°.ai
xmp.did:0dbf958b-d199-b74f-9aae-687376353ec3
uuid:9187ba68-37e4-4a1d-a0b2-feb7c0165da1
EmbedByReference
E:\☆☆☆☆☆工作\# 图片资料\1 产�图片\3D\高压\200T\KLD200T+DN8高压�三通�阀(剖).png
adobe:docid:photoshop:7b0f2175-92db-3740-b30d-bc792f4c13f6
xmp.iid:ab214ca6-14fc-a348-8d44-22c40bb9be37
E:\☆☆☆☆☆工作\#ã€�æ ·æœ¬ã€‘\#䏿–‡æ ·æœ¬\ã€�æ ·æœ¬ã€‘\å�§å¼�三通æµ�通形å¼�-100.pdf
xmp.did:511773b2-99f7-a845-a847-0c5006b277b9
uuid:3b6a7250-2eac-4267-9d46-794ece52824c
E:\☆☆☆☆☆工作\# 图片资料\1 产�图片\200系列\高压\200T高压阀.png
adobe:docid:photoshop:f8ddd93e-835b-614e-9657-b0e11d898aa4
xmp.iid:da412d1a-b49a-2147-959d-82b4f2ae9f3d
E:\☆☆☆☆☆工作\#ã€�æ ·æœ¬ã€‘\#䏿–‡æ ·æœ¬\ã€�æ ·æœ¬ã€‘\200\200T\200T 电气å�‚æ•°.ai
xmp.did:0dbf958b-d199-b74f-9aae-687376353ec3
uuid:9187ba68-37e4-4a1d-a0b2-feb7c0165da1
E:\☆☆☆☆☆工作\# 图片资料\1 产�图片\3D\高压\200T\KLD200T+DN8高压�三通�阀(剖).png
adobe:docid:photoshop:7b0f2175-92db-3740-b30d-bc792f4c13f6
xmp.iid:ab214ca6-14fc-a348-8d44-22c40bb9be37
Print
False
True
1
210.000000
297.000000
Millimeters
PYAAAA+SourceHanSansCN-Normal
PYAAAA+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�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 �
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK �
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 22
PROCESS
100.000000
CMYK
92.941171
87.924010
89.019603
79.998469
AutoCAD Color 10
PROCESS
100.000000
CMYK
54.818034
0.000000
17.746241
0.000000
�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 35 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 46 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 114 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
47 0 obj
<>stream
H‰ìWË®$9Ý×WäT¶Ãooi$VÖ¨Ôà ²ÓÀÿsÎ ;+oÝ«aØ FBWªëã´áxœúÍçíÓ¯?‡í¿ü¼Ýlû°„ß`uÛ_nŸ~ûåÛãËßþñÏ?Û·?ß>ýê÷aûÓßo©ì¹§‡ºÇR·Ë^¬m÷4ö:úöíËí»Û·°õl{[e�n÷‰ñýÛ_ñ]{� 62–öl!nÝò^-�íñUKñ»×00:n¶çfÛ=îЂ¨–é{ÆjÛ[‹#F€A¹y/1o�[ÜCH€6ÆZ÷Ë:$â>ežÿ¸¥=Õ(¹XZ4Àjƒ”²[l®A®Oø=îÿ»ë�RØã€eºae-ñr' ó¨ !
C3Œ±VÃÇín{É6?à©cGëfÔæy •7¥œŒc'ÆAX�#:Ü˄臷 p<œ�ã„ðE !®1?7,;‘
žšG“ÆZ—]p6ÚŠZ…¾ðAZ¢
±dþ+uH!Óqºº#é’qÕçWKÚYiôÝhaìUú¤Ò´²Ó“І§¬¡�ú÷HY/N${ööü:í†sSÞÞZññ΋°R…9º%n¾zqÏ5)0`(“Ð:’Ã|Emèc4zÀ ;4—¯«Ù?nÂëKï¼}€Î¸ž¯’µ˜Jn虊{7!Îëþ�®eüø˜»¢ë—)¡Gù±–AWY4Ùt8aB¨Ejþ¾îŒ€’=Œ½çœßwd¼š<˜«Â2}L)ȆóK¯¶6h¨Ñb•»¸ZWìó ¸�2Ö·s‡ËuDJª¥òÚÆ<ÈÇK£õ…Â׎ýœ¥XbØÔ*î9¬³|¼tš_ÖêóŒW+Ö݄ʊ)\‚ίåHbJU$’c¨ZЏÍÑ(
pÜbtB,û˜*�Z'‚‹¡^Vb!e¯ÚCš¤�ô ”ȰM•–ÄVãÞ
U*uŽ—Ž"(•;b¯s5[Õ*"¬Ë’À‘ýé}EQjI9€ÅªåvÒÇäe“FDÇDLþœ