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Ƿѣ a(chn)S(chng)TVšI(y)b

ԽProduct classification

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbr

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbb

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrb

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbšI(y)b

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbT

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbУ

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrb

βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbL(fng)

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ɽb14
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb14

ɽb2
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb2

ɽb3
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb3

ɽb4
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb4

ɽb5
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb5

ɽb6
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb6

ɽb7
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb7

ɽb8
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb8

ɽb9
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb9

ɽb10
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb10

ɽb11
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb11

ɽb1
βëϵbNL(fng) Ůrt(y)t(y)lšI(y)lšI(y)ŮbbƷt(y)bL ëϵNëϵƷAITt(y)Ʒ̄?sh)ITL(fng) RٚI(y)bëϵ̄?sh)ITƷrbɽb1

25l  ÿ(y)12l  (dng)ǰ1(y)/3(y) һ(y)  һ(y)  һ(y)  (y)     (y)