Relación 2

 

i.- ·quì prgpgrilù` mj nb F; tj`mrâ nb olsob bnturb quj nb F27 38.- ]rjs cj`js ig` mgs bnjngs ibmb u`g quj sjcrjcb` l`mjpj`mlj`tjoj`tj mjtjrol`b` nb bnturb mj u`b pnb`tb, mj ogmg quj nb prjsj`ilb mj ibmb bnjng mgol`b`tj bòbmj ; io b u`b bnturb kbsj mj ; io b.- ·quì bnturb sj jspjrbrïb j` nb F2 mj u` iruzbolj`tg j`trj mgs vbrljmbmjs egogilcùtlibs BBKKII (2= io) y bbkkii (; io)  k.- quj rjsuntbmgs sj jspjrbrïb` j` nb F; i.- ·quì prgpgrilù` mj jstb F; tj`mrâ nb n b olsob bnturb quj nbs vbrljmbmjs pbtjr`bs7 32.- Mgs nï`jb nï`jbss purb purbss mj obïz (BB (BBKKII KKIIMMJJ MMJJ y bbkki bbkkiimmjj immjj)) mlflj mlfljrj` rj` j` il`ig cj`js l`mjpj`m l`mjpj`mlj`tjs lj`tjs pbrb jn ibrâi ibrâitjr  tjr  ng`cltum mj nbmjobzgrib tlj`j`2