|
|
|
|
| LEADER |
01850nam a22004577a 4500 |
| 001 |
MUB01000585766 |
| 003 |
CZ BrMU |
| 005 |
20090603135858.0 |
| 008 |
090603s1923 pl ||||| |||||||||||pol d |
| STA |
|
|
|a POSLANO DO SKCR
|b 2018-08-31
|
| 040 |
|
|
|a BOD004
|b cze
|
| 072 |
|
7 |
|a 517
|x Matematická analýza
|2 Konspekt
|9 13
|
| 080 |
|
|
|a 517
|2 MRF
|
| 100 |
1 |
|
|a Sierpiński, Wacław,
|d 1882-1969
|7 xx0010842
|4 aut
|
| 245 |
1 |
0 |
|a Analiza.
|n Tom 1.
|n Część prierwsza,
|p Liczby rzeczywiste i zespolone /
|c Sierpiński, Wacław.
|
| 250 |
|
|
|a Wyd. 2.
|
| 260 |
|
|
|a Warszawa :
|b Skład Glówny w Kasie im. Mianowskiego w Warszawie,
|c 1923.
|
| 300 |
|
|
|a v, 225 s.
|
| 650 |
0 |
7 |
|a matematická analýza
|7 ph115238
|2 czenas
|
| 650 |
0 |
9 |
|a mathematical analysis
|2 eczenas
|
| CAT |
|
|
|a KLEPPOVA
|b 02
|c 20090603
|l MUB01
|h 1343
|
| CAT |
|
|
|a KLEPPOVA
|b 02
|c 20090603
|l MUB01
|h 1344
|
| CAT |
|
|
|a KLEPPOVA
|b 02
|c 20090603
|l MUB01
|h 1358
|
| CAT |
|
|
|a BATCH-UPD
|b 02
|c 20091102
|l MUB01
|h 0712
|
| CAT |
|
|
|a BATCH-UPD
|b 02
|c 20091103
|l MUB01
|h 0208
|
| CAT |
|
|
|c 20091203
|l MUB01
|h 0230
|
| CAT |
|
|
|c 20091203
|l MUB01
|h 1913
|
| CAT |
|
|
|a BATCH-UPD
|b 00
|c 20091219
|l MUB01
|h 0814
|
| CAT |
|
|
|a BATCH-UPD
|b 00
|c 20100501
|l MUB01
|h 1213
|
| CAT |
|
|
|a POSPEL
|b 02
|c 20110217
|l MUB01
|h 1344
|
| CAT |
|
|
|a batch
|b 00
|c 20120324
|l MUB01
|h 0125
|
| CAT |
|
|
|a BATCH
|b 00
|c 20130303
|l MUB01
|h 1104
|
| CAT |
|
|
|a VACOVAX
|b 02
|c 20131021
|l MUB01
|h 0940
|
| CAT |
|
|
|a BATCH
|b 00
|c 20151226
|l MUB01
|h 0019
|
| CAT |
|
|
|c 20180831
|l MUB01
|h 1053
|
| CAT |
|
|
|c 20210614
|l MUB01
|h 0938
|
| CAT |
|
|
|c 20210614
|l MUB01
|h 1927
|
| LOW |
|
|
|a POSLANO DO SKCR
|b 2018-08-31
|
| 994 |
- |
1 |
|l MUB01
|l MUB01
|m BOOK
|1 PRIF
|a Přírodovědecká fakulta
|2 PRFSK
|b ÚK sklad
|3 I-20908
|5 3145123882
|8 20090603
|f 71
|f Prezenční SKLAD
|q 20180528
|r 00000001
|s retro
|
| AVA |
|
|
|a SCI50
|b PRIF
|c ÚK sklad
|d I-20908
|e available
|t K dispozici
|f 1
|g 0
|h N
|i 0
|j PRFSK
|