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Ƿѣ a(chn)STVšI(y)b

ԽProduct classification

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbr

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbb

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮb

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbšI(y)b

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbT

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbУ

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮb

ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbL(fng)

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ɽŮb15
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb15

ɽŮb2
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb2

ɽŮb3
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb3

ɽŮb4
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb4

ɽŮb5
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb5

ɽŮb6
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb6

ɽŮb7
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb7

ɽŮb8
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb8

ɽŮb9
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb9

ɽŮb10
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb10

ɽŮb11
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb11

ɽŮb12
ϼɽŮb18L(fng) rŮrƷƷУ/bšI(y)bŮbëϵL(fng) rbУ/ƷŮrƷƷNëϵL(fng) ٚI(y)bƷL(fng) ëϵt(y)AI(lng)TRNƷrbRŮbɽŮb12

27l  ÿ(y)12l  (dng)ǰ1(y)/3(y) һ(y)  һ(y)  һ(y)  (y)     (y)