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ԽProduct classification

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Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bb

Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)b

Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bšI(y)b

Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bT

Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bУ

Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)b

Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bL(fng)

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ٚI(y)b13
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b13

ٚI(y)b5
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b5

ٚI(y)b6
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b6

ٚI(y)b7
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b7

ٚI(y)b8
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b8

ٚI(y)b9
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b9

ٚI(y)b10
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b10

ٚI(y)b4
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b4

ٚI(y)b12
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b12

ʿr(sh)b1025
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bʿr(sh)b1025

ٚI(y)b14
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)bٚI(y)b14

r39
Ҵɽb2RbbŮrAI(lng)TٚI(y)bLTlšI(y)ëϵëϵëϵL(fng) bAI(lng)TƷrƷƷŮrbbŮrt(y)NëϵƷL lšI(y)AI(lng)TRbŮršI(y)br39

17l  ÿ(y)12l  (dng)ǰ1(y)/2(y) һ(y)  һ(y)  һ(y)  (y)     (y)