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] ] 0 0 0 0 0 0 0 0 0 0 0 ieee .std _log ic_1 164. std_ logi c_ve ctor tor esoc _por t_nr _nr `` 8 = clk_ cont rol LL : ` clk_ data ata LL ; clk_ rgmi i_12 5m 2 LL < clk_ rgmi i_25 m 25 LL = clk_ rgmi i_2m 5 2m LL > clk_ sear ch r LL ? ctrl _add ress ess LL @ ctrl _rd LL A @ ctrl _rdd ata LL B X ctrl _wai t ai LL C x ctrl _wr LL D ctrl _wrd ata LL E data ata LL F data _eof eof LL G data _gnt _rd LL H data _gnt _wr LL I ( data _por t_se l se LL J H data _req req LL K h data _sof sof LL L mdc LL M mdio dio LL N rese t se LL O rgmi i_rx c rx LL P rgmi i_rx ctl LL Q rgmi i_rx d rx LL R 0 rgmi i_tx c tx LL S P rgmi i_tx ctl LL T p rgmi i_tx d tx LL U sear ch_e of e LL V sear ch_g nt_w r _w LL W sear ch_k ey k LL X sear ch_p ort_ stal led LL Y sear ch_r eq r LL Z 8 sear ch_r esul t ul LL [ X sear ch_r esul t_av _av LL \ x sear ch_s of s LL ] net_ 0 t_ LL g net_ 1 t_ LL h net_ 2 t_ LL i net_ 3 t_ LL j net_ 4 t_ LL k net_ 5 t_ LL l 8 net_ 6 t_ LL m P net_ 7 t_ LL n h net_ 8 t_ LL o net_ 9 t_ LL p net_ 10 _ LL q net_ 11 _ LL r inbo und_ data _rea d ea LL s net_ 13 _ LL t net_ 14 _ LL u net_ 15 _ LL v 8 net_ 16 _ LL w P net_ 17 _ LL x h net_ 18 _ LL y net_ 19 _ LL z sear ch_p ort_ stal led_ net LL { net_ 22 _ LL | outb ound _inf o nf LL } inbo und_ proc _dat a at LL ~ outb ound _dat a at LL 8 inbo und_ proc _dat a_fu ll u LL X line __25 1 25 u0 5 inbo und_ data ata inbo und_ data _ful l ul inbo und_ data _wri te i inbo und_ head er d inbo und_ head er_w rite ite inbo und_ info nfo inbo und_ info _wri te i mac_ mdc mac_ mdio dio outb ound _dat a_re ad e outb ound _inf o_em pty outb ound _inf o_re ad e esoc _por t_in terf ace work ork ieee eee std |
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