Clausewitz
Registered User
- Dec 20, 2013
- 786
- 0
Please consider the following two scenarios between two arbitrary teams: Team A and Team B. Each team is $4mm under the cap, with Team A is having a horrible season, while Team B is having a great season. Accordingly, Team A decides to rebuild, while Team B looks to acquire that "extra something" for the playoffs.
Scenario 1:
While scouting the league, Team B's scouts agree that Team A's John Doe, a 30-year old all-star who takes up $8mm of cap space, is a perfect fit for Team B. Unfortunately, though, acquiring Mr. Doe would send Team B $4mm over the cap and leave Team A with a player it doesn't need. But what if Team A could sell its excess cap to Team B? Then Team B would be able to acquire John Doe, and Team A could acquire a relevant asset in return, while both teams satisfy cap requirements. In short:
- Team A receives some asset (ideally a prospect or a draft pick)
- Team B receives John Doe
And the new cap positions (relative to the cap ceiling) are:
- Team A: ($4mm original space) + ($8mm for John Doe) - ($4mm of cap space sold) = $4mm under cap
- Team B: ($4mm original space) - ($8mm from John Doe) + ($4mm of cap space bought) = at cap
Both teams acquire relevant assets; both teams satisfy cap requirements.
Scenario 2:
Now let's take things a bit further by introducing another playoff contender, Team C ($2mm of cap space), and two other poor performers: Team D ($9mm of cap space) and Team E ($8mm of cap space). Looking to bolster its defense, Team C sets its eyes on Team A's Mike Jones, a solid second-pairing defenseman who takes up $6mm of cap space. Naturally, Team C cannot acquire Mr. Jones, as the team needs at least another $4mm for the deal to go through. Accordingly, Team C acquires $3mm of cap space from Team D (in exchange for a 7th-round draft pick) and $4mm from Team E (in exchange for a 5th-round draft pick). Team C then has $7mm of cap space -- enough to cover the $6mm it needs to accommodate Mr. Jones -- whom Team C then acquires from Team A in exchange for two prospects. In short:
- Team C receives Mike Jones
- Team A receives two prospects from Team C
- Team D receives a draft pick from Team C
- Team E receives a draft pick from Team C
And the new cap positions (relative to the cap ceiling) are:
- Team C: ($2mm of cap space) + ($3mm from Team D) + ($4mm from Team E) - ($6mm for Mike Jones) = $3mm of cap space
- Team A: ($4mm of cap space) + ($6mm from Mike Jones) = $10mm cap space
- Team D: ($9mm of cap space) - ($3mm of cap space) = $6mm of cap space
- Team E: ($8mm of cap space) - ($4mm of cap space) = $4mm of cap space
What are your thoughts? Could you see the League implementing something like this?
Scenario 1:
While scouting the league, Team B's scouts agree that Team A's John Doe, a 30-year old all-star who takes up $8mm of cap space, is a perfect fit for Team B. Unfortunately, though, acquiring Mr. Doe would send Team B $4mm over the cap and leave Team A with a player it doesn't need. But what if Team A could sell its excess cap to Team B? Then Team B would be able to acquire John Doe, and Team A could acquire a relevant asset in return, while both teams satisfy cap requirements. In short:
- Team A receives some asset (ideally a prospect or a draft pick)
- Team B receives John Doe
And the new cap positions (relative to the cap ceiling) are:
- Team A: ($4mm original space) + ($8mm for John Doe) - ($4mm of cap space sold) = $4mm under cap
- Team B: ($4mm original space) - ($8mm from John Doe) + ($4mm of cap space bought) = at cap
Both teams acquire relevant assets; both teams satisfy cap requirements.
Scenario 2:
Now let's take things a bit further by introducing another playoff contender, Team C ($2mm of cap space), and two other poor performers: Team D ($9mm of cap space) and Team E ($8mm of cap space). Looking to bolster its defense, Team C sets its eyes on Team A's Mike Jones, a solid second-pairing defenseman who takes up $6mm of cap space. Naturally, Team C cannot acquire Mr. Jones, as the team needs at least another $4mm for the deal to go through. Accordingly, Team C acquires $3mm of cap space from Team D (in exchange for a 7th-round draft pick) and $4mm from Team E (in exchange for a 5th-round draft pick). Team C then has $7mm of cap space -- enough to cover the $6mm it needs to accommodate Mr. Jones -- whom Team C then acquires from Team A in exchange for two prospects. In short:
- Team C receives Mike Jones
- Team A receives two prospects from Team C
- Team D receives a draft pick from Team C
- Team E receives a draft pick from Team C
And the new cap positions (relative to the cap ceiling) are:
- Team C: ($2mm of cap space) + ($3mm from Team D) + ($4mm from Team E) - ($6mm for Mike Jones) = $3mm of cap space
- Team A: ($4mm of cap space) + ($6mm from Mike Jones) = $10mm cap space
- Team D: ($9mm of cap space) - ($3mm of cap space) = $6mm of cap space
- Team E: ($8mm of cap space) - ($4mm of cap space) = $4mm of cap space
What are your thoughts? Could you see the League implementing something like this?