Difference between revisions of "Joannes Byky (Q16001)"

From wikibase-docker
(‎Created a new Item: Byky / Büky Joannes)
 
(‎Changed claim: classes (P147): rhetores (Q15521))
 
(21 intermediate revisions by 2 users not shown)
label / hu-formallabel / hu-formal
-
Byky / Büky Joannes
+
Byky Joannes
label / enlabel / en
 +
Joannes Byky
label / hulabel / hu
 +
Byky Joannes
Property / instance of
 +
Property / instance of: human / rank
 +
Normal rank
Property / family name
 +
Byky
Property / family name: Byky / rank
 +
Normal rank
Property / family name
 +
Büky
Property / family name: Büky / rank
 +
Normal rank
Property / given name
 +
Joannes
Property / given name: Joannes / rank
 +
Normal rank
Property / educated at
 +
Property / educated at: Győri Jezsuita Gimnázium / rank
 +
Normal rank
Property / classes
 +
Property / classes: poetae / rank
 +
Normal rank
Property / classes: poetae / qualifier
 +
start time: 1662
Timestamp+1662-00-00T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 year
Before0
After0
Property / classes: poetae / reference
 +
Property / classes
 +
Property / classes: rhetores / rank
 +
Normal rank
Property / classes: rhetores / qualifier
 +
start time: 1663
Timestamp+1663-00-00T00:00:00Z
Timezone+00:00
CalendarGregorian
Precision1 year
Before0
After0
Property / classes: rhetores / reference
 +
Property / Unique identifier for Jesuit school history databases
 +
18462
Property / Unique identifier for Jesuit school history databases: 18462 / rank
 +
Normal rank
Property / collection
 +
Property / collection: Q15517 / rank
 +
Normal rank
Property / place of origin
 +
Property / place of origin: Bük / rank
 +
Normal rank
Property / place of origin: Bük / qualifier
 +
Property / place of origin: Bük / qualifier
 +
Property / natio
 +
Property / natio: Ungarus / rank
 +
Normal rank
Property / religion
 +
Property / religion: Catholic Church / rank
 +
Normal rank

Latest revision as of 14:23, 6 March 2024

No description defined
Language Label Description Also known as
English
Joannes Byky
No description defined

    Statements