Общая теория меры и интеграла. Колодий А.М. - 36 стр.

                    »]zajŠŒPn7pa¥9pyƒLj4m„s˜e&bo& k„Õ¥ei~ ê _‡ZfeW€ ê °rkgkU e cƒ h4e cNkgk
   vnUjo¥EŠTt\s› ˜Ybãmol›Uj4monUz?l“j4nJƒ~n7p
                                  +ë  ^
                      › ˜Yb&    ã $› › ˜eWÉ¥„[ kY eÛY[ k ‚eÛYÉÔk'› › ˜eWÉ¥„[ k ‚eÛYÉÔkY eÛY[ k ë
            +ë         ^                  ë ^                                   ^ ë
              *Ê uwx6~"uP€‚>a¦WVøv¦“Ã'Š+j4’?kp‚spyxTuLƒ‹Tn7p:z?}¡kp‚sv!j4v}”lm„spaz?T€7nUj4p?
Š+jXuw} Ý  ®bß ~Ã3lmon7ˆ”ãºÄkaŠp?b|azaj4’aj4v!jJu3j                            Š ‚^lYFƒ ZXƒUeW€ ê r      ° k‰º
   kp?kp‚sv!j4v!j¥ZfeW€ ê r                     ° kwkpKu3jŠ+j ㏐
                ¹m„s>˜eb& o& kÔÕ-~ ê ‘ cP°                 º ZXƒeW€ ê r
                                                                               ° klŸ h4e cNk9b|ou3jŠTuwt\€‰Ù¡lvr
      —T€N”vnUjo¥EŠTt\s › ˜Ybã³mol›Uj4monUz?l“j4nJƒ~n7pª
                                               +ë  ^
                 ËÎä ¬ É
m\j4‹bj4v!jwÙ¡lvr—5˜eWÉ¥„[ kŸ€!zosT€!j4n7m9€          ° Ÿ h4e c k9b|ou3jŠTuwp?q
       Ù¡lvr—!j4q’osT_              € ‚¡kp?‹Tn7z?m\j9+   Œ É$¯J~ ƒ][`m\j4‹bj4v!j7Ù¡lvr—^˜eWÉ¥„[ k
  €!zosT€!j4n7m9§             € €Ÿ h4e c k9b|ou3jŠTuwp?qÙ¡lvr—!j4q³’osTl        € Y+kp?‹Tn7³z?m\j9Œ”‘   [ ¯
 ­
                  ËÎäHä ¬ vnUjo¥EŠTt\sJ       } › ˜eWÉ¥„[ k ‚eÛYÉÔk:+› ˜eWÉ¥„[ kY eÛY[ k mol›Uj4monUz?lžŸn
    ’osT  € Y+kp?‹Tn7‰z?m\j9Œ=_                [ ë ¯‰´5‚¡kp?‹Tn7‰z^ ?m\j9> Œ ɑ¯0~mop?p?nUzaj4n7monUzaj4v
     vpy­
                   ËÎäHäHä ¬ mokaŠTt¨zaj4’os!z?p=lnUzajŠ!x’aj4v!jwnUj4pOŠ+jXuw} Ý  ®bß 




                                                          ‘)