DEC ALLIN1 = ? ܸ ALL-IN-1 С e 3:s PROFILE ALLIN1-PERSONAL A1DISTSHARE A1DISTSHARE-PERSONAL BOOKBROWSER z ܼ ɽ d 8 # $ h w 1 = P 3-1PC P إåΤ3- 1 PC إåΤ # $ ɽɽ %S = P 1-1AIDA0dP 1- 1 AIDA СФ ` w - = P 1-2AIDAdP С1- 2 AIDA С " 5c = Q 1-3AIDA0dQ ˱ƶͿ1- 3 AIDA СΥѥեޥ˱ƶͿ , 0c = P 1-4.P DP AIDA Сؤαƶ1- 4 ץ AIDA Сؤαƶ 3 ` w - != P 1-5OA$AIDA_FLUSH_TIMEP 1- 5 OA$AIDA_FLUSH_TIME C 'U = Q 1-6AIDA0dQ ˡ1- 6 AIDA 饤֥긡κˡ K *] = Q 1-7<Q λˡ1- 7 ƥѥ饤֥긡λˡ N X w ) = Q 1-8AIDAdQ С1- 8 AIDA С Q ,_ = P 1-9<P ³ Υץ1- 9 С³˥塼Υץ b f w 0 = P 1-10AIDAdP С1- 10 AIDA С l 8g = P 2-18P 롦 ȡ " СФ2- 1 ե롦ӥͥåȡСФ D = P 2-28P ȡ 롦 : ȡ 2- 2 ⡼ȡե롦ӥͥåȡСΥȥ z a = Q 2-38Q 롦 ȡ Сڤ° :i = P 2-48P 롦 롦 $ ͥåȡС2- 4 롦ե롦ӥͥåȡС *[ = P 2-5:P ȡ 2- 5 饤ȡ桼κ 6g = P 2-6:P ˥塼Υץ2- 6 С饤Ⱥ˥塼Υץ @ = P 2-78P 롦 ȡ < 뤹2- 7 ե롦ӥͥåȡСΥѥեޥƻ뤹 a w - = P 2-8 P ɥå°2- 8 ɥå° N = P 2-98P 롦 ȡ : Τ̾2- 9 ե롦ӥͥåȡСФץΤ̾ A = P 2-108P 롦 ȡ : 2- 10 ե롦ӥͥåȡСФץ 4 _ Y = Q 2-11100VTQ Q 100 TeamLinks( 6 롦 9 ȡС2- 11 100 VT 桼 100 TeamLinks 桼ݡȤե롦ӥͥåȡС ([ = Q 3-1<Q ǽ 3- 1 ΥåѲǽˤ ~ !E = P 3-2OA$PC_NOTIFYP 3- 2 OA$PC_NOTIFY ǡå &U = P 4-18P 롦 ġ4- 1 ȥ֥롦塼ƥġ 5_ = P 4-2AIDA,dP ˴ؤ4- 2 AIDA Сե˴ؤ Y w ) = P 4-3P ȥ졼Ǥư4- 3 ȥ졼Ǥư 9c = Q 4-4AIDA,dQ $ ե˴ؤ4- 4 AIDA Сȥ졼ե˴ؤ 7e = P 4-5AIDA0dP " Ѳǽˤˡ4- 5 AIDA СФȥ졼Ѳǽˤˡ 7c = P 4-6PC0P " ˴ؤ4- 6 PC ΥСե˴ؤ ([ = P 5-1<P ˡ5- 1 Υå褹ˡ " 'U = P 5-2PC2P ϡ ߤ5- 2 PC ΥСϡߤ + E ' $ ܼܼ C E l $ ȥ롦ڡȥ롦ڡ K E l $ ԡ饤ȡڡԡ饤ȡڡ 3 E k $ ޤޤ W ) $ [ ) 1AIDA[ $ Сδ1 AIDA Сδ [ w + $ Q 1.1AIDAQ Сεǽ1.1 AIDA Сεǽ h w 1 $ P 1.2$&P ġɬפ1.2 ġɬפ d w / $ P 1.3"&P ϲޤफ1.3 ϲޤफ c w / $ Q 1.4AIDAQ С1.4 AIDA С c w / $ P 1.5TCP/IPP ӥ̾Ͽ1.5 TCP/IP ӥ̾Ͽ $ k w 3 $ Q 1.6AIDA Q СΥ塼˥1.6 AIDA СΥ塼˥ + T w ' $ P 1.6.1pP 桼1.6.1 桼 - h w 1 $ P 1.6.2"pP ץ1.6.2 ץ 1 +_ $ Q 1.6.3>pQ 롦 p ̤1.6.3 롦ǥ쥯ȥλ̤ 8 1g $ P 1.7B&P & 뤳Ȥγ1.7 ǿǡե뤳Ȥγ @ +a $ P 1.8B&P ࡦ & 1.8 ɲåեࡦ饤֥ E (Y $ P 1.8.1AIDA4"P p 1.8.1 AIDA 饤֥긡 I '[ $ Q 1.8.2>pQ ȡ p 1.8.2 ƥȡ饤֥긡λ L o w "5 $ P 1.9AIDA"P Сξ֤ѹ1.9 AIDA Сξ֤ѹ O g w 1 $ P 1.9.1AIDA"P СϤ1.9.1 AIDA СϤ T g w 1 $ Q 1.9.2AIDA"Q Сߤ1.9.2 AIDA Сߤ Y +\ $ P 1.10AIDA6P ³ 롦& 椹1.10 AIDA Сؤ³ƻ롦椹 _ e w 0 $ P 1.11AIDAP С1.11 AIDA С d e w 0 $ P 1.12AIDAP С1.12 AIDA С k -] $ [ ) 28[ $ 롦 ȡ $ С2 ե롦ӥͥåȡС n +_ $ P 2.1@&P 롦 ȡ & γ2.1 ե롦ӥͥåȡСγ p 1c $ Q 2.1.1