Restoring old revision of "Item:Q234751"
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Latest revision | Your text | ||
| aliases / en / 0 | aliases / en / 0 | ||
| aliases / en / 1 | aliases / en / 1 | ||
| aliases / en / 2 | aliases / en / 2 | ||
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| aliases / en / 9 | aliases / en / 9 | ||
| aliases / en / 10 | aliases / en / 10 | ||
| aliases / en / 11 | aliases / en / 11 | ||
| aliases / en / 12 | aliases / en / 12 | ||
| aliases / pl / 0 | aliases / pl / 0 | ||
| aliases / pl / 1 | aliases / pl / 1 | ||
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| aliases / pl / 10 | aliases / pl / 10 | ||
| aliases / pl / 11 | aliases / pl / 11 | ||
| aliases / pl / 12 | aliases / pl / 12 | ||
| Property / National Library Identifier | |||
| Property / National Library Identifier: a0000001867446 / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Zbiory uporządkowane / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Algebra incydencji / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Antyłańcuch (teoria mnogości) / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Grupa uporządkowana / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Lemat Kuratowskiego-Zorna / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Proper forcing axiom / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Przedział (matematyka) / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Przestrzeń uporządkowana (topologia) / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Współkońcowość (teoria mnogości) / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Drzewo (teoria mnogości) / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Półkrata (matematyka) / rank | |||
| Property / Related Subject | |||
| Property / Related Subject: Zbiór skierowany / rank | |||
| Property / Type | |||
| Property / Type: Unknown / rank | |||
| Property / Version | |||
| Property / Version: P13571T25977 / rank | |||