Similarities between List of Serbs and Milorad Čavić
List of Serbs and Milorad Čavić have 8 things in common (in Unionpedia): California, Greece, London, Nađa Higl, Novak Djokovic, Serbia, University of California, Berkeley, 2008 Summer Olympics.
California
California is a state in the Pacific Region of the United States.
California and List of Serbs · California and Milorad Čavić ·
Greece
No description.
Greece and List of Serbs · Greece and Milorad Čavić ·
London
London is the capital and most populous city of England and the United Kingdom.
List of Serbs and London · London and Milorad Čavić ·
Nađa Higl
Nađa Higl (Serbian Cyrillic: Нађа Хигл; born 2 January 1987) is a Serbian swimmer.
List of Serbs and Nađa Higl · Milorad Čavić and Nađa Higl ·
Novak Djokovic
Novak Djokovic (Novak Đoković / Новак Ђоковић,; born 22 May 1987) is a Serbian professional tennis player who is currently ranked world No.
List of Serbs and Novak Djokovic · Milorad Čavić and Novak Djokovic ·
Serbia
Serbia (Србија / Srbija),Pannonian Rusyn: Сербия; Szerbia; Albanian and Romanian: Serbia; Slovak and Czech: Srbsko,; Сърбия.
List of Serbs and Serbia · Milorad Čavić and Serbia ·
University of California, Berkeley
The University of California, Berkeley (UC Berkeley, Berkeley, Cal, or California) is a public research university in Berkeley, California.
List of Serbs and University of California, Berkeley · Milorad Čavić and University of California, Berkeley ·
2008 Summer Olympics
The 2008 Summer Olympic Games, officially known as the Games of the XXIX Olympiad and commonly known as Beijing 2008, was an international multi-sport event that was held from 8 to 24 August 2008 in Beijing, China.
2008 Summer Olympics and List of Serbs · 2008 Summer Olympics and Milorad Čavić ·
The list above answers the following questions
- What List of Serbs and Milorad Čavić have in common
- What are the similarities between List of Serbs and Milorad Čavić
List of Serbs and Milorad Čavić Comparison
List of Serbs has 1950 relations, while Milorad Čavić has 83. As they have in common 8, the Jaccard index is 0.39% = 8 / (1950 + 83).
References
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