A Di Kinh S Sao Din Ngha

194, 211

Tnh o ai Kinh Giai Dien Ngha

Ch ging: Lo php s Tnh Khng

Thi gian: Ngy 5 thng 4 nm 2010

a im: Hng Cng Pht Gio Dc Hip Hi

Chuyn ng: Bu Quang T t Nh Ha

Gio chnh: c Phong v Hu Trang

Tp 1

Tha ch v php s, ch v i c, ch v ng hc, xin hy ngi xung.

Ngy hm nay nhm tit Thanh Minh m lch, chng ti chn ngy hm nay bt u ging Tnh i Kinh Gii Din Ngha. i vi mi ngi, danh xng ny dng nh rt xa l, nhng cc v ng tu lu trong nh Pht bit Tnh i Kinh l kinh V Lng Th. Kinh V Lng Th hin thi c chn phin bn khc nhau, bn c chng ti chn la chnh l bn hi tp ca lo c s H Lin C. Sp theo th t triu i trc sau, bn ny l bn cui cng, l bn th chn. Gii () l ch gii, do t c H l lo c s Hong Nim T ch gii. Duyn khi ny cng rt chng th ngh bn! Trong gio php i Tha, cng nh trong Pht mn, [mi ngi] u cm thy kinh V Lng Th rt hy hu. V sao? V thu c Th Tn ti th, ging kinh, dy hc sut bn mi chn nm; trong bn mi chn nm, Ngi ging kh nhiu kinh lun, [cc kinh lun khc] lo nhn gia ch ging mt ln, chng h ging trng lp, ch ring kinh V Lng Th c ging trng lp my lt. i vi s phin dch ti Trung Quc, t Dch Kinh Mc Lc, chng ta thy kinh ny c mi hai bn dch, c phin dch nhiu ln nht. T triu Hn cho n triu Tng, trong vng tm trm nm, dch mi hai ln. L ng nhin, nu cng mt bn gc, tuy c nhiu bn dch, ng nhin vn t trong cc bn dch y khc nhau, nhng ni dung chc chn l i ng tiu d. Nh kinh Kim Cang c su bn dch, t i Tng Kinh, chng ta c th thy su bn dch y c cng mt nguyn bn (bn gc), cng c ngha l c Th Tn ch ging [kinh Kim Cang] mt ln. Kinh V Lng Th rt l lng, nhng bn dch sai bit rt ln. Ch r rng nht, m cng l phn trng yu nht trong kinh ny, chnh l bn nguyn ca A Di Pht. Hin ti, ch cn li nm bn trong mi hai bn dch, tht truyn by bn. Hin thi, trong i Tng Kinh c mc lc [ghi ta ca cc bn dch y], nhng khng c vn bn. y l chuyn rt ng tic nui!

Trong nm bn dch gc cn c lu truyn, hai bn ghi bn mi tm nguyn, hai mi bn nguyn cng c ghi trong hai bn, cn bn dch i Tng chp ba mi su nguyn, sai bit qu ln! Nu bo nguyn bn ch c mt loi, chc chn khng th no c s sai bit ny. l chuyn chng th xy ra c! Do vy, t ch c ba loi bn nguyn sai bit, c i c phn on: i vi by bn dch tht truyn, do khng bit ni dung [nn chng dm bn ti], t nm bn dch ny, khng nh c Th Tn ti thiu ging [kinh V Lng Th] ba ln. Ba lt ni bn nguyn ca A Di Pht, c Th Tn ni cc iu nguyn khng ging nhau, nn mi c sai bit. D on ny rt hp la-tp (logic), bn chng ta cng u c th chp nhn. Nhiu ln tuyn ging u phi d! Nu khng phi l ht sc trng yu, c Th Tn chng th tuyn ging nhiu lt. Trong i Tng Kinh, gn nh chng tm c du vt [nhng b kinh khc] c tuyn ging nhiu ln. S d, thu cn ti th, c Pht tuyn ging b kinh ny nhiu ln, v y l mt b kinh v cng trng yu. Nht l chng ta thy Thin o i s ni hai cu, ngi Thin o l ngi i ng, theo truyn thuyt Ngi l A Di Pht ti lai, li ngi Thin o ni chnh l li A Di Pht ni! Ngi dy: Nh Lai s d hng xut th, duy thuyt Di bn nguyn hi (S d c Nh Lai xut hin trong th gian ch v mun ni bin bn nguyn ca Pht Di ), c ngha l ni: Thp phng ch Pht th hin trong th gian [ch v nguyn nhn ny]. Qua phm Hoa Tng Th Gii v phm Th Gii Thnh Tu ca kinh Hoa Nghim, chng ta thy v tr quan ca nh Pht (Trit Hc hin i bo [ni dung nhng iu c ni trong hai phm kinh trn y] l v tr quan nh Pht) qu ln! Cc nh thin vn hc hin thi cha t ti cnh gii ny. Ni theo Pht gio, s quan st v l gii ca cc nh thin vn hc vn cha th thot khi th gii Sa B.

Chng ti hc kinh gio nhiu nm nh th, thy hu ht cc v i c tin bi sm cho rng mt n v th gii ni trong kinh Pht l a cu. [Kinh ni] mt tri xoay vng quanh ni Tu Di (Sumeru), rt nhiu ngi hiu lm, ngh ni H M Lp Nh (Himalaya) l Tu Di Sn. Sau ny, khoa hc chng minh a cu hnh trn nn gi l a cu, chng khc g cc ngi sao trn tri, cng khng th coi l qu ln c! a cu xoay quanh mt tri, ch khng phi mt tri xoay quanh a cu. H bit c Thi Dng H (Solar system), mt tri xoay quanh h Ngn H (Galaxy), nhng chng ta khng c cch no xoay chuyn quan nim ny! Tu Di Sn u? Chc chn Tu Di Sn chng trn a cu. Pht php hnh dung Tu Di Sn bng danh xng Diu Cao, chng ta c th hiu ch Cao, nhng Diu rt kh hiu. Chng ti vn ngh [mt n v th gii trong kinh Pht] l mt ci Pht, tc l phm vi gio ha ca mt v Pht, ging nh cc khoa hc gia hin thi bo l mt h Ngn H. K t nm 1986, ti kt duyn, quen bit lo c s Hong Nim T. Thu y, hai ngi chng ti v cng vui sng, v hong dng bn hi tp ca lo c s H Lin C vn ch c hai ngi bn ti. C ging b kinh ny trong nc, ti ging b kinh ny ti hi ngoi. Chng ti gp mt, c Hong nu ln vn ny, cho ti bit: Mt n v th gii trong kinh Pht chng phi l Thi Dng H, m l h Ngn H. Trung tm ca h Ngn H l hc ng (black hole), Tu Di Sn phi l hc ng. S cao ln ca hc ng chng ta c th hiu c, nhng cho n hin thi, vn cha c ai c th l gii tnh trng tht s ca hc ng, ch bit l n c sc ht rt ln, ngay c nh sng cng khng c cch no xuyn qua, u b n ht mt. N l ct li ca h Ngn H, tt c cc tinh cu u xoay quanh ci li ny. C nhn Trung Quc gi n l Hong Cc (Ecliptic Pole), h Ngn H mi l mt n v th gii. Mt ngn n v th gii gi l mt tiu thin th gii. chnh l mt ngn h Ngn H, mt tiu thin th gii y! Li ly tiu thin th gii lm n v, mt ngn tiu thin th gii gi l trung thin th gii, mt ngn trung thin th gii gi l mt i thin th gii. Mt i thin th gii c bao nhiu h Ngn H? Mi c h Ngn H. Cc nh thin vn hc hin ti cha th quan st [iu ny]; y l khu vc gio ha ca mt c Pht. Kinh Hoa Nghim ni c v lng v bin th gii nh vy trong v tr. Ni n th gii Hoa Tng th th gii Hoa Tng ging nh mt cao c c hai mi tng, th gii Sa B v th gii Cc Lc u thuc tng th mi ba. Li chng bit c bao nhiu th gii ging nh th gii Hoa Tng! y l th gii quan ca Pht php, th gii s, qu tht chng th ngh bn c!

c Pht xut hin trong th gian, khu vc gio ha ca mi v Pht nh nht l mt i thin th gii. C trng hp l hai, ba i thin th gii, hay nm, su i thin th gii, mi my i thin th gii cng c; Pht cng c phc bo to hay nh khc nhau! Nguyn nhn do u? Trong khi tu nhn, tm lng khc nhau, cho nn [khi thnh Pht] cm qu cng chng ging nhau. Tr iu ny ra, chng c g khc bit. y l ni duyn ha chng sanh khng ging nhau. V vy, ngi hc Pht phi rng kt php duyn vi ht thy chng sanh; trong tng lai, qu v thnh Pht s ngi khc ng o. Rng kt php duyn rt quan trng! c Pht th hin trong cc ci Pht khc nhau u do c duyn, chng th ni l khng c duyn, u c duyn, duyn y rt phc tp. Dng phng php n tha, thch ng, n gin, d dng, nhanh chng no gip ngi khc c th tr v t tnh? Tr v t tnh l thnh Pht vin mn, tr v ngun ci, dng phng php no? Dng phng php Nim Pht ca Tnh ; do vy, ngi Thin o ni: Duy thuyt Di bn nguyn hi (ch ni bn nguyn ca Pht Di ). Kinh y l kinh g? Kinh V Lng Th. V th, kinh V Lng Th c gi kinh bc nht trong Tnh Tng. Tnh Tng tht n gin, kinh in lm cn c gm nm th. Thu y, c Th Tn ging ba th, tc l ba b kinh, [thng gi l] Tnh Tam Kinh: V Lng Th Kinh, A Di Kinh v Qun V Lng Th Pht Kinh. Phn lng cng chng ln. Nu ch l kinh vn ca ba b kinh, tc l chnh kinh khng c phn ch gii, in chung li thnh mt quyn mng tanh, phn lng rt t, n gin, d dng, nhng thnh tu v cng th thng. Thin o i s cho chng ta bit iu ny.

Chng ta phi tin tng, gp c php mn ny chnh l c duyn hy hu trong mt i ny! Qu v c c c hi ny, c th tr v t tnh, c th vin thnh Pht o, kh th gp g c hi ny. Bi l, thn ngi kh c, Pht php kh gp. Chng ta c lm thn ngi, gp g Pht php, li gp c php mn th thng khn snh trong Pht php, phi trn qu c duyn ny. Php mn ny cn gi l php kh tin, do phng php qu n gin, qu d dng, nn rt nhiu v B Tt chng tin! Ni theo L, phi ht vng mi c th quay v ngun c, tm vn bn ngn php mn u chng tch la nguyn tc ny. Vng l phin no. Ba loi phin no ln l V Minh phin no, Kin T phin no, v Trn Sa phin no; y l ba loi ln. on Kin T phin no, lc o lun hi chng cn na. Bi l, lc o chng tht, ging nh mt gic mng. Qu v cha thot khi lc o, ang nm mng, vn cha tnh mng. Khi no qu v bung Kin T phin no xung, kinh Hoa Nghim gi Kin T phin no l chp trc, i vi ht thy php th gian v xut th gian chng cn chp trc, bung Kin T phin no xung, qu v bn chng qu A La Hn. A La Hn tnh, t trong lc o tnh gic mng ln bn l A La Hn, lc o chng cn na! Lc o chng cn, tnh; v sao qu v vn cn trong mng? Qu v cn c phn bit, cn c vng tng, [nhng th ny] vn l phin no, nh hn Kin T phin no mt t, nhng vn cn. Nu phn bit cng bung xung, chng cn phn bit na, khng ch l chng phn bit, m vng tng cng bung xung. Vng tng l g? Ti thng gi n l khi tm, ng nim. Su cn tip xc cnh gii su trn, chng khi tm, chng ng nim. Khi tm ng nim u khng c, ng nhin chng c phn bit, chp trc, qu v tht s tnh mng. H tnh th t thnh php gii u khng c, tc l mi php gii chng c. Mi php gii bao gm lc o, di l lc o, trn l t thnh, t thnh l Thanh Vn, Duyn Gic, B Tt, Pht; Pht [trong t thnh php gii] cng chng tht! Phi bit iu ny! ng nn chp trc, ch nn phn bit! Sau khi bung xung nhng iu ny, chng thy t thnh php gii na, qu v tht s tnh khi mng cnh. Khi tnh y, vn cn c tng cnh gii, vn cn c tng, tng g vy? Chng ta thng gi n l Nht Chn php gii, l ci Tht Bo Trang Nghim ca ch Pht Nh Lai. Chng ta ni th gii Cc Lc, kinh Hoa Nghim ni th gii Hoa Tng, chng u l nhng ci Tht Bo ca Nh Lai. Ni ti ci Tht Bo ca Nh Lai, qu v phi nh: N l ci Tht Bo ca chnh mnh, T - Tha bt nh, Tha l ch Pht Nh Lai, tht s chng hai!

Do vy, trong my nm gn y, chng ti cc lc xng: Pht s s dng trong Tnh Tng l Tam Thi H Nim do thin s Trung Phong bin son, Ngi l bc i c trong Thin Tng. Qu v thy Ngi bin son nghi thc H Nim hon ton dng [gio ngha] Tnh , ci m ln dng gian u c li ch. Lo nhn gia ni rt r rng: T tnh Di , duy tm Tnh , Di u? Di l t tnh, Tnh cng l t tnh; tm v tnh l mt, chng hai. Nu qu v tht s hiu r, s bit ch Pht Nh Lai v ht thy chng sanh c mi quan h mt thit vi bn thn chng ta. Ni ti quan h th mi quan h y thuc loi lun l, tc l quan h ni theo phng din lun l. Kinh gio i Tha ging quan h rt thu trit, ging n mc vin mn rt ro: Trn khp php gii h khng gii, trn l ch Pht, di l chng sanh, c cng mt Th vi chnh mnh, chng phi l mt nh, m l mt Th. Ni ti mi quan h ny. Do vy, lng yu thng y c gi l V Duyn i T, T l lng yu thng, quan tm, V Duyn l chng c iu kin; ng Th i Bi, Bi l thng xt, thng xt ht thy chng sanh m mt t tnh. Phi bit: H v chng ta l mt Th, chng phi l ngi ngoi, m l ng Th. V Duyn l gip h v iu kin. V th, trong nhn gian c lng Chn i (lng yu thng chn tht), Chn i l lng yu thng ca Pht, B Tt, l i t i bi. Tht