Similarities between 1971 US Open – Men's singles and John Paish
1971 US Open – Men's singles and John Paish have 6 things in common (in Unionpedia): Jimmy Connors, John Clifton (tennis), Ken Rosewall, Patrick Proisy, Pierre Barthès, Roger Taylor (tennis).
Jimmy Connors
James Scott Connors (born September 2, 1952) is an American former world No. 1 tennis player.
1971 US Open – Men's singles and Jimmy Connors · Jimmy Connors and John Paish ·
John Clifton (tennis)
John Clifton (born 19 February 1946) is a British former professional tennis player.
1971 US Open – Men's singles and John Clifton (tennis) · John Clifton (tennis) and John Paish ·
Ken Rosewall
Kenneth Robert Rosewall (born 2 November 1934) is an Australian former world top-ranking professional tennis player.
1971 US Open – Men's singles and Ken Rosewall · John Paish and Ken Rosewall ·
Patrick Proisy
Patrick Proisy (born 10 September 1949) is a French former professional tennis player best remembered for reaching the final of the French Open in 1972 (where he beat top seed and defending champion Jan Kodeš in the quarter-finals and fourth seed Manuel Orantes in the semi-finals before losing the final against sixth seeded Spaniard Andrés Gimeno in four sets).
1971 US Open – Men's singles and Patrick Proisy · John Paish and Patrick Proisy ·
Pierre Barthès
Pierre Barthès (born 13 September 1941) is a retired French tennis player.
1971 US Open – Men's singles and Pierre Barthès · John Paish and Pierre Barthès ·
Roger Taylor (tennis)
Roger Taylor MBE (born 14 October 1941) is a British former tennis player.
1971 US Open – Men's singles and Roger Taylor (tennis) · John Paish and Roger Taylor (tennis) ·
The list above answers the following questions
- What 1971 US Open – Men's singles and John Paish have in common
- What are the similarities between 1971 US Open – Men's singles and John Paish
1971 US Open – Men's singles and John Paish Comparison
1971 US Open – Men's singles has 134 relations, while John Paish has 27. As they have in common 6, the Jaccard index is 3.73% = 6 / (134 + 27).
References
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