3. @gcagtrmr, Jmhmquêms 36 ? – =>. =>. h``r y cajph`tmr hms pmhmbrms qu` imhtmg6
±Rabmrí `h QQQQQQQQQQQQQQQQQQ m Dkas1 ^u`s vasatras j` `stíks QQQQQQQQQQQQQQ pr`eugtëks6 ±@g quë t` o`jas QQQQQQQQQQQQQQQ `g has QQQQQQQQQQQQQQQ hms QQQQQQQQQQQ1 Jmhdktas saks cag jmhdkckóg, parqu` vasatras, hm gmckóg tadm, j` `stíks QQQQQQQQQQQQQQ Trm`d tada `h QQQQQQQQQQQQQ m hm t`sar`rêm, y omym QQQQQQQQQQQQQ `g jk cmsm. [ prabmdj` `g `sta - dkc` `h s`ýar Tada-pad`rasa-, T ada-pad`rasa-, m v`r sk ga mbra hms v`gtmgms d`h ck`ha y vmcêa sabr` vasatras b`gdkckóg omstm qu` sabr`mbugd`.
4. Hh`gmr tu prapka sabr` d` dk`zjas y air`gdms y `gtr`emrhas m Dkas, durmgt` `h jaj`gta d` hms air`gdms `g hm keh`skm. (^`emr tu iata i ata air`gdmgda a pr`pmrmgda tu sabr` d` dk`zja).
Huemr6 QQQQQQQQQQQQQQQQQQQQQQQQQ
I`com6 QQQQQQQQQQQQQQQQQQQQQQQQQ
Ikrjm6 QQQQQQQQQQQQQQQQQQQQQQQQQ
0. Omc`r y d`carmr ug r`ckpk`gt` `sp`ckmh pmrm eumrdmr tu dkg`ra pmrm emstas, pmrm moarrmr y pmrm has dk`zjas y air`gdms. (p`em hm iata mquê)
Huemr6 QQQQQQQQQQQQQQQQQQQQQQQQQ
I`com6 QQQQQQQQQQQQQQQQQQQQQQQQQ
Ikrjm6 QQQQQQQQQQQQQQQQQQQQQQQQQ
9. Mpr`gd`r m r`ekstrmr ha qu` r`ckb`s y m cmhcuhmr has dk`zjas y hms air`gdms. cajph`tm `h skeuk`gt` cumdra d` dk`zjas Huemr6 QQQQQQQQQQQQQQQ
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