Thoughts on retracting Gabe?

[img]data:image/png;base64,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[/img]

boomer doesnt know how to put image lole

(Sig Credit: toedragon84)


Jolmi Koivu || RW/C || Colorado Raptors || 289TPE
------------------------------------------------------------
SMJHL Regular Season Stats
S55 - COL || 66GP || 12G ||23A || 35P || +/-: 9 || 129 SOG
------------------------------------------------------------
Player History
Drafted Round 3 pick 36 to Colorado Raptors



Andrew Martin || C || Hamilton Steelhawks || 722TPE
------------------------------------------------------------
SMJHL Regular Season Stats
S42 - COL || 50GP || 8G || 8A || 16P || +/-: -1 || 44 SOG
S43 - COL/VAN || 50GP || 16G || 32A || 48P || +/-: 15 || 124 SOG
S44 - VAN || 50GP || 16G || 33A || 49P || +/-: 8 || 113 SOG
------------------------------------------------------------
SMJHL Playoff Stats
S42 - COL || 4GP || 0G || 2A || 2P || +/-: 0 || 5 SOG
S43 - VAN || 10GP || 7G || 4A|| 11P || +/-: 4 || 23 SOG
S44 || 14GP || 6G || 7A || 13P || +/-: 0 || 33SOG
------------------------------------------------------------
IIHF Stats
S43 - GER || 12GP || 0G || 0A || 0P || +/-: -3 || 5SOG
S44 - GER || 1GP || 0G || 0A || 0P || +/-: 0 || 0SOG
------------------------------------------------------------
SHL Regular Season Stats
S44 - HAM || 50GP || 12G || 13A || 25P || +/-: -13 || 95SOG
------------------------------------------------------------
Player History

S42:
Drafted 46th Overall by Colorado Raptors
Named Alternate Captain of the Colorado Raptors
Signed 1 year 3 million dollar deal with Raptors

S43:
Drafted 17th Overall by Hamilton Steelhawks
Signed 1 year 3 million dollar deal with the Steelhawks
Traded to Vancouver Whalers from Colorado Raptors
Won the S43 Four Star Cup with the Vancouver Whalers

S44:
Signed 1 year 2 million dollar deal with the Steelhawks

[img]data:image/png;base64,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[/img]

boomer doesnt know how to put image lole

rat

A. Jobin || Goalie || Hamilton Steelhawks || TPE: 900+

------------------------------------------------------------------------------------

1st SHL Win S54 Game 2 HAM 2 TBB 1

S55 44GP, 27W, 14L, 3OTL, 4SO, 2.20GAA, .910SV%

------------------------------------------------------------------------------------

Name: A. Jobin

Height: 6'1"

Weight: 215

Number: 50

A. Jobin || Goalie || Detroit Falcons || TPE: 900+

------------------------------------------------------------------------------------

S53, S54 SMJHL All-Star

S54 2nd All SMJHL Team, WJC Gold

S54 - 35GP, 17W, 15W, 2OTL, 0.916SV%, 2.64GAA

S53 2nd All SMJHL Team, Laurifer Trophy, 4 Star Cup, Brodie Witzel Trophy

S53 - 33GP, 26W, 5L, 2OTL, 0.901SV%, 1.92GAA

S52 SMJHL All Rookie Team, Laurifer Trophy

S52 - 39GP, 21W, 15L, 0.871SV%, 3.65GAA

------------------------------------------------------------------------------------

Name: A. Jobin

Height: 6'1"

Weight: 215

Number: 50