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17
Altdms³d hSn 1 IÀ¯mhp tamitbmSv Acpfns¨bvXp :2 C{kmtbÂP\t¯mSp ]dbpI, tKm{X¯n\v H¶phoXw FÃm tKm{Xt\Xm¡³amcnepw \n¶p ]{´ïp hSn hm§n Hmtcm¶nepw t]scgpXpI.3 tehn tKm{X¯ns³d hSnbn Altdms³d t]scgpXpI. ImcWw, Hmtcm tKm{X¯e h\pw Hmtcm hSn Dïmbncn¡Ww.4 kamKaIqSmc¯n Rm³ \n§Ä¡p ZÀi\w A\phZn¡p¶ km£yt]SI¯n\p ap¼n \o Ah hbv¡Ww.5 Rm³ Xnc sªSp¡p¶hs³d hSn XfnÀ¡pw. A§s\ \n§Äs¡XncmbpÅ C{kmtbÂP\¯ns³d ]ndp]ndp¸v Rm³ Ahkm\n¸n¡pw. tami C{kmtbÂP\t¯mSp kwkmcn¨p.6 FÃm tKm{X¯eh³amcpwtKm{X¯n\v Hcp hSn F¶ IW¡n ]{´ïp hSn tamibv¡p sImSp¯p. Altdms³d hSn aäp hSnItfmsSm¸w Dïmbncp¶p.7 km£yIqSmc¯n IÀ¯mhns³d ap¼n tami hSnIÄ h¨p.8
]ntäZnhkw tami km£yIqSmc¯nte¡p sN¶p. tehn IpSpw_¯n\pthïnbpÅ Altdms³d hSn apfs]m«n ]q¯p XfnÀ¯p _Zmw ]g§Ä Imbn¨p \n¶p.9
tami hSnIÄ IÀ¯mhns³d k¶n[nbnÂ\ns¶Sp¯p P\¯ns³d ASpt¯¡p sImïph¶p. Hmtcmcp¯\pw kz´w hSn t\m¡nsbSp¯p.10
IÀ¯mhp tamitbmSv Acpfns¨bvXp: AhcpsS ]ndp]ndp¸v Ahkm\n¸n¡p¶Xn\pw AhÀ acn¡mXncn¡p¶Xn\pw Iel¡mÀ¡v HcSbmfambn kq£n¡p¶Xn\pw thïn Altdms³d hSn km£yt]SI¯n\pap¼n hbv¡pI.11 tami A{]Imcw sNbvXp. IÀ¯mhp IÂ]n¨Xpt]mse Ah³ {]hÀ¯n¨p.12 C{kmtbÂP\w tamitbmSp ]dªp: CXm R§Ä acn¡p¶p; R§Ä \in¡p¶p; Hs¶mgnbmsX Ns¯mSp§p¶p.13 IÀ¯mhns³d IqSmcs¯ kao]n¡p¶ Gh\pw acn¡p¶p; R§sfÃmhcpw \in¡Wtam?
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