TOLEDO WALLEYE ROSTER

Card TOLEDO WALLEYE NHL POS DOB AGE Contract YR CONTRACT EOCS PROSPECT Games Allowed 2023-24 Salary
1 Demko, Thatcher VAN G 12/8/1995 27 2023 E2 2025   32 7
1 Ingram, Connor NSH G 3/31/1997 26 2023 1 2024   27 7
1 Murray, Matt OTT G 5/25/1994 29 2023 1 2024   26 10
1 Schmid, Akira NJD G 5/12/2000 23 2023 1 2024   18 12
2 Barrie, Tyson EDM D 7/26/1991 32 2023 E2 2025   82 8
2 Clifton, Connor BOS D 4/28/1995 28 2023 E3 2026   82 8
2 Dobson, Noah NYI D 1/7/2000 23 2023 E4 2027   82 9
2 Dumba, Matt MIN D 7/25/1994 29 2023 1 2024   82 13
2 Hakanpaa, Jani DAL D 3/31/1992 31 2023 1 2024   82 11
2 Lindell, Esa DAL D 5/23/1994 29 2022 E3 2025   82 11
2 Soucy, Carson SEA D 7/27/1994 29 2023 1 2024   82 8
2 Vlasic, Alex CHI D 6/5/2001 22 2023 1 2024   7 2
3 Arvidsson, Viktor LAK LW RW 4/8/1993 30 2023 E3 2026   82 8
3 Foerster, Tyson PHI RW 1/18/2002 21 2023 1 2024   9 2
3 Johansson, Marcus WAS LW RW 10/6/1990 33 2023 1 2024   82 7
3 Kucherov, Nikita TBL RW 6/17/1993 30 2023 E3 2026   82 36
3 LaFreniere, Alexis NYR LW RW 10/11/2001 22 2021 R3 2024   82 5
3 Mangiapane, Andrew CGY LW RW 4/4/1996 27 2022 E3 2025   82 6
3 Milano, Sonny ANA LW RW 5/12/1996 27 2023 1 2024   71 5
3 Robertson, Jason DAL LW RW 7/22/1999 24 2022 E4 2026   82 25
4 Beniers, Matty SEA C 11/5/2002 20 2022 R3 2025   82 5
4 Johnston, Wyatt DAL C 5/14/2003 20 2023 R3 2026   82 5
4 Kampf, David TOR C 1/12/1995 28 2023 1 2024   82 7
4 Knies, Matthew TOR LW C 10/17/2002 21 2023 1 2024   4 2
4 McLeod, Michael NJD C 2/3/1998 25 2023 1 2024   82 5
4 Mercer, Dawson NJD C RW 10/27/2001 21 2022 R3 2025   82 5
4 Pageau, Jean-Gabriel NYI C 11/11/1992 30 2023 1 2024   77 11
4 Perfetti, Cole WPG LW C 1/1/2002 21 2022 R3 2025   57 5
4 Pettersson, Elias VAN LW C 11/12/1998 24 2022 E3 2025   82 8
4 Trocheck, Vincent CAR C 7/11/1993 30 2023 E3 2026   82 7
5 Barlow, Colby WIN LW 2/14/2005 18 2023 P3 2026 23    
5 Moore, Oliver CHI C 1/22/2005 18 2023 P3 2026 23    
                       
              $-      $ Salary   $260 
                  $ Available   $-