In a help-selfmate problem in ‘n’ moves (denoted hs#n), White starts and Black collaborates with White in order to reach a position of s#1 (selfmate in one move) at move ‘n’ (the last move).
Year | Theme | Award |
2003 | Consecutive series (not helpselfmate) | Award of Tzuica Tourney 2003 |
2004 | Promotions | Award of Tzuica Tourney 2004 |
2005 | Zilahi theme | Award of Tzuica Tourney 2005 |
2006 | Dentist theme | Award of Tzuica Tourney 2006 |
2007 | Zugzwang | Award of Tzuica Tourney 2007 |
2008 | Orthogonal-Diagonal Transformation | Award of Tzuica Tourney 2008 |
2009 | Batteries | Award of Tzuica Tourney 2009 |
2010 | Mate by King move | Award of Tzuica Tourney 2010 |
2011 | Reciprocal exchange of functions | Award of Tzuica Tourney 2011 |
2012 | Cyclic exchange of functions | Award of Tzuica Tourney 2012 |
2013 | Switchbacks | Award of Tzuica Tourney 2013 |
2014 | Mate by double check | Award of Tzuica Tourney 2014 |
2015 | Pin mate | Award of Tzuica Tourney 2015 |
2016 | Long Rundlaufs | Award of Tzuica Tourney 2016 |
2017 | Cross-checks | Award of Tzuica Tourney 2017 |
2018 | (Stale)mates on the same square | Award of Tzuica Tourney 2018 |
2019 | (Stale)mates by the same piece | Award of Tzuica Tourney 2019 |
2020 | Schnoebelen theme | Award of Tzuica Tourney 2020 |
2021 | Pelle moves | Award of Tzuica Tourney 2021 |
2022 | to be announced | Announcement of Tzuica Tourney 2022 - not yet ! |
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