Guglielmo Regazzi & Margherita Regazzi

Juvenile 2 (10/11) B Open Latin · Results counted after 01/04/2026
2Position
307Ranking points
4Events
2Open events

Results on this list

DateCompetitionPlacePointsCounts?
12/04/2026 Syllabus Cup Copparo 2026
10/11 B Open Latin
4th of 42 42 ✓ Counted
03/05/2026 Syllabus Cup Este 2026
10/11 B Open Latin
4th of 39 39 ✓ Counted
15/06/2026 28? FEINDA - Italian Open Championships
10/11 B Open Latin
8th of 27 23 ✓ Counted
11/10/2026 International Championships 2026
10/11 B Open Latin
4th of 17 17 ✓ Counted
11/03/2026 43rd Star Championships
10/11 World Championship B Open Latin
17th of 59 – Before the ranking period
15/01/2026 15th Universal Championships 2026
10/11 B Open Latin
8th of 29 – Before the ranking period
13/12/2025 Syllabus Cup Merano 2025
10/11 B Open Latin
8th of 39 – Before the ranking period
09/10/2025 International Championships 2025
10/11 B Open Latin
17th of 37 – Before the ranking period
17/06/2025 27th FEINDA Italian Open - International Championship
10/11 B Open Latin
14th of 28 – Before the ranking period
04/05/2025 Syllabus Cup Este 2025
10/11 B Open Latin
12th of 32 – Before the ranking period
13/04/2025 Syllabus Cup Copparo 2025
10/11 B Open Latin
30th of 37 – Before the ranking period
Subtotal121

Added from U16LC

DateCompetitionPlacePointsCounts?
11/10/2026 International Championships 2026
Under 16 Open Latin
67th of 127 100 ✓ Counted
15/06/2026 28? FEINDA - Italian Open Championships
Under 16 Open Latin
81st of 140 86 ✓ Counted
11/03/2026 43rd Star Championships
Under 16 Open Latin
78th of 112 – Before the ranking period
15/01/2026 15th Universal Championships 2026
Under 16 Open Latin
86th of 150 – Before the ranking period
09/10/2025 International Championships 2025
Under 16 Open Latin
80th of 129 – Before the ranking period
Subtotal186

Ranking points: 307

‹ Juvenile 2 (10/11) B Open Latin All results: Guglielmo Regazzi All results: Margherita Regazzi

Ties: more points first; with equal points the couple with fewer events is placed higher; equal points and events share the position.