Cătălin Căbuz

Cătălin Vasile Căbuz (born 18 June 1996) is a Romanian professional footballer who plays as a goalkeeper for Viitorul Constanța.[1]

Cătălin Căbuz
Personal information
Full name Cătălin Vasile Căbuz
Date of birth (1996-06-18) 18 June 1996
Place of birth Avrig, Romania
Height 1.84 m (6 ft 0 in)
Playing position(s) Goalkeeper
Club information
Current team
Viitorul Constanța
Number 43
Youth career
2003–2006 FC Sibiu
2006–2009 Șoimii Sibiu
2009–2011 Gheorghe Hagi Football Academy
2011–2013 Voința Sibiu
2013–2016 Gheorghe Hagi Football Academy
Senior career*
Years Team Apps (Gls)
2016– Viitorul Constanța 27 (0)
2016 → Râmnicu Vâlcea (loan) 11 (0)
2017Chindia Târgoviște (loan) 8 (0)
2017–2019Hermannstadt (loan) 65 (0)
National team
2012–2013 Romania U17 0 (0)
2018–2019 Romania U21 1 (0)
* Senior club appearances and goals counted for the domestic league only and correct as of 25 December 2019
‡ National team caps and goals correct as of 15 November 2018

Club career

Born in Avrig, Sibiu County, Căbuz grew up at local academies of FC Sibiu, Șoimii Sibiu or Voința Sibiu, but also played for Gheorghe Hagi Football Academy squads in 2 periods. At senior level Căbuz never played in an official match for Viitorul Constanța, being loaned to different teams such as: Râmnicu Vâlcea, Chindia Târgoviște or Hermannstadt.

Honours

Club

Hermannstadt

gollark: But actually it just happens to do that up until n = 41 because your examples show no general trend.
gollark: To be mathy about this, consider n² + n + 41. If you substitute n = 0 to n = ~~40~~ 39, you'll see "wow, this produces prime numbers. I thought those were really hard and weird, what an amazing discovery".
gollark: Examples do not and cannot demonstrate some sort of general principle, particularly a more abstract one.
gollark: Again, some examples of things needing some sort of balance DO NOT imply it is good or generally necessary.
gollark: This is just an example of "you sometimes need a quantity of something which falls in some interval", not a general proof.

References

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