ࡱ> n=zrM,a 6%nt?΃yW>sg~{y 0 0 0 0;6^޴}tkΛN992}bz߭tN ;?~_o]׫}_ ````we੹i0W9]3Ӝ^s4qswh|tG~kCvj+}_+(}?pWg 0 0 0 #\=tgN{mNy|z:>Ͳ}Kqůo?;@_U_?N8z^wן/ׯg 0 0 0 rasuGGoN9os} ;x]K_t}y+ٽ/>_~ \O~k/π```x'4^sGiO]d?mvw:\=jo{>ڛ>➿k]KmSח@ݿ~|;V |~/^ 0 0 0 0P3paNo<:yGm~s:9뜾sǻ|GNĝ_I?˞ߵt?xk)`7^o{x ````wn੽|\oyLלnst}mrSi7ȝsc/Nz;^_&.Eޯu_ӗ>]"vٽ_}*alVP__g 0 0 0 s~ϜOm9K/s|q$.=}yKԫ/=}Hܗ'uvU/:;ExyX/g 0 0 0 |.s4kw1~s:sN9}t]hܛ>/o|}>ݿ[w-Uy ````_ӛ}N`?.wzKo:w߹>̣;ފK^'{Ҳ_<````5t]ӻo{hܣ\}j\zΗ7|WT}_u$=o```8+.ݿl-rW99w׹ysztGo=!_y|?u~]_Ľ'.yw1 0 0 0'`Deo>N9=t/>縴>nʳܟ^{=ť/o%-Ջ0!ޥo9=:߹ת}>o> N9_q}Ͽx_x>,.=8q```` |x\:w.s݁\wKoǥW_ׯ߿Qv>w>K4$|c 0 0 0_Lv\:󱸧tqɗ}_b 0 0 ``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\````؀OG=ޯ6 0 0 0@ۀ$.K 0 0 0 0@l@\'. 0 0 0 %q``` Kxzl#1 0 0 KⒸ 0 0 0 %xb<龺 0 0 0qI\```ێeWup" !CHqJ ᤐ'\X@]vl\pTe6m,]ÞHng=g_ 0c32#```iⒸ$.1 0 0 0q t 0 0 0%qI\b```b<1xzlFf 0 0 00m@\%```` 6 ..W```߀$.K 0 0 0 0@l@\'ƣ_Ȍ``` KⒸ 0 0 0 %xb<: 0 0 0%q``` Kx 0 0 0qI\````؀Og|Z_]g````Ⓒ$.1 0 0 0q z=6#3b``6 .K 0 0 0 0LO 0 0 0 o@\%```` 6 .QfdF 0 0 0%qI\b```b<1i}u``` KⒸ 0 0 0 %xb<،̈````ڀ$.K 0 0 0 0@l@\'3]>3 0 0 0qI\````؀OG=޿1 0 0 L%q``` Kx˧u```7 .K 0 0 0 0c32#```iⒸ$.1 0 0 0q t 0 0 0%qI\b```b<1xzlFf 0 0 00m@\%```` 6 ..W```߀$.K 0 0 0 0@l@\'ƣ_Ȍ``` KⒸ 0 0 0 %xb<: 0 0 0%q``` Kx 0 0 0qI\````؀Og|Z_]g````Ⓒ$.1 0 0 0q z=6#3b``6 .K 0 0 0 0LO 0 0 0 o@\%```` 6 .QfdF 0 0 0%qI\b```b<1i}u``` KⒸ 0 0 0 %xb<،̈````ڀ$.K 0 0 0 0@l@\'3]>3 0 0 0qI\````؀OG=޿1 0 0 L%q``` Kx˧u```7 .K 0 0 0 0c32#```iⒸ$.1 0 0 0q t 0 0 0%qI\b```b<1xzlFf 0 0 00m@\%```` 6 ..W```߀$.K 0 0 0 0@l@\'ƣ_Ȍ``` KⒸ 0 0 0 %xb<: 0 0 0%q``` Kx 0 0 0qI\````؀Og|Z_]g````Ⓒ$.1 0 0 0q z=6#3b``6 .K 0 0 0 0LO 0 0 0 o@\%```` 6 .QfdF 0 0 0%qI\b```b<1i}u``` KⒸ 0 0 0 %xb<،̈````ڀ$.K 0 0 0 0@l@\'3]>3 0 0 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The most difficult part of the theoretical prediction for the primary CMB anisotropies has turned out to be the modeling of the cosmic recombination epoch: the transition from an ionized to neutral Universe, roughly 400,000 years after the Big Bang, which is the "surface" that we actually see when we look at the CMB. Even though the early Universe contained just three elements, computing its recombination history at the sub-percent level needed for Planck involves a maze of forbidden transitions, line escape processes, and radiative transfer in the far ultraviolet where the continuum opacity is dominated by multi-photon transitions in hydrogen (rather than by metals or dust). I will conclude by evaluating our current understanding of the recombination epoch and prospects for more direct tests of recombination models. 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