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ԽProduct classification

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrr

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrb

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮr

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮršI(y)b

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrT

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrУ

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮr

_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrL(fng)

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Ůr10
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr10

Ůr19
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr19

Ůr18
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr18

Ůr17
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr17

Ůr16
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr16

Ůr15
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr15

Ůr14
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr14

Ůr13
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr13

Ůr1
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr1

Ůr11
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr11

Ůr22
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr22

Ůr9
_(ti)ɽb11NRrŮbL(fng) bAI(lng)TLTٚI(y)bƷbAI(lng)TbbƷbrt(y)Ʒ̄(w)I(lng)TrƷŮrNƷbrٚI(y)bУ/ƷbRëϵŮrbƷŮrŮr9

41l  ÿ(y)12l  (dng)ǰ1(y)/4(y) һ(y)  һ(y)  һ(y)  (y)     (y)