Babel I ah kan sawi hawng tawh a, Pathian in rindan diklo leh zirtirna diklo a huatzia chu. Keinin kan lo ngaithei viau mai leh kan chhandamna a khawibuai phalo ti a kan namliam hi thlirna pahnih atanga thlir chuan chhuanlam mai mai a ni tih hi a chiang teh asin.
Post pakhat ah rawn khung teuh kan tum zet a, a impact a darhsarh dawn lutuk in ka hre leh si a, post pakhat ah pakhat te te in ka rawn thet leh dawn si teh ang. Chuan Babel hi XV a thleng hial maithei a ni. Tun tum ah chuan 7th day ho hmuhfuh hi in thet dawn teh ang.
Time -
Bible kan chhiar chuan a chiang mawle. Chutichuan tlai lam a awm a, zing lam a awm a, a ni khatna chu. Ni khat hi zanlai dar 12 ah Pathian in a then reng reng lo. Babylon Lalram lo ropuina em em chhan liantak pakhat chu hexadecimal calculation an hmuchhuak kha a ni. Chu chu 6, 12, 24,360…. hi a ni. Hei hi engdang a ni lo a, kan kan solar system atan Pathian alogorithm, Setana, Solar system guardian angel in a helpui tak thuruk haichhuahna chu a ni. He an thil hmuhchhuah hi an ropui phah a, an chapo phah a, Nebukadnezzar-a chapona chhan, Pathian a chona chhan bulpui ah khan puh a ni hial a ni. Chu chu Pathian in a ngaizam mai mai lo, mihring number, Pathian tluka inngaihna, mihring ropuina vawrtawp pawh 666 ti a sawi a lo ni ta a ni. He number hi tunlai a zaruk sawmrukleh paruk ti a chhiar tur a ni lo a, paruk paruk paruk tih zawk tur a ni. A awmzia chu Babulon zirtirna diklo kuitiahna chapona vawrtawp number a ni a, sawi uar theitawp nan a lowliest base number i.e. 3 zat an tlar a, 6+6+6 a lo chhuak ta a ni zawk.
(He ti hian sakhuana lo chhuahna bulthum chu politics a nih zia kan manthiam mai in ka ring. Pathian leh Setana inkar thubuai pawh power game, political conflict a nih zia pawh kan manthiam mai em aw? Pathian in a rawn bitum tur pawh politics a ni dawn a, sakawlh lalram kan tih pawh human government, for the people, by the people, of the people a nih zia a fiah ta em?)
Nikhat then dan a Pathian thendan paih a zanlai dar 12 a ka han then ta mauh mai hi a scientific a a pawina ka chhut thiam phalo, a philosophy erawh Pathian danzam sa ai a tha a awm ti a Pathian chona leh helna a ni ta zawk a ni. Chumi tifiah tur chu hrilhlawkna pakhat- hunte a tidanglam ang tih a thlen diktir ta tlat mai hi a ngaihthatthlak lohna ber chu a ni.
Kum chhiardan lo en leh ila, Genesis ah chuan hunchhiar nan pathian in ni leh thla a dah a(a chhan dang tun ah sawi lo i la), chumi awmzia chu kan kumkhat hi ni leh thla inher dan hmang a chhiar tur tihna a nih chu. Chu chu hnawl in solar calendar kumkhat a ni 365.75 kan hmang at tlat hi engti dan nge, enge a a pawina? Pathian dan zamsa Luni-solar calendar kan hnawl hian a pe tu Pathian kan cho a, a dan zam lak ah kan helna kan lanchhuahtirna a ni ta tlat a ni. Pawi dang leh chu Pathian hun chhuatna a kum khat a ni 360 chu thupbo in, hun chhutna zawng zawng a tibuai ta vek a ni. Tunlai tawng chuan a system file ah .exe virus a kai emaw, a language code a ziak danglam ta vek in ti thei ang chu.
Similar Posts:
- Universe Today!
- Reminder: Vawiin Solar Eclipse
- Battle Ground (Mihring)
- GPS buai dawn
- Fibonacci: God’s Fingerprint
July 6th, 2014 at 6:20 pm
Zeldin thu leh thutak chawhpawlh a ni maw? Hairehai
Report this comment
July 6th, 2014 at 6:59 pm
Ka rin dan chuan i sawi te pahnih, ni tlak leh ni tlak inkar leh zanlai dar sawm pahnih leh zanlai dar sawm pahnih mai nilo hian, chhun leh chhun emaw, zing dar riat leh zing dar riat tih pawh nise, Pathian tan chuan a pawi vak ka ringlo.
Report this comment