Wolf Golf
Calculator
How Wolf scoring works in detail — point values for partners, lone wolf, and blind wolf, with a full 18-hole worked example showing net +/− after every hole. Then let bagboy do the math for you.
A Wolf golf calculator determines how many points each player wins or loses on every hole based on three factors: whether the wolf picked a partner (2 pts per player), went lone wolf (4 pts per player), or called blind wolf (6 pts per player). Over eighteen holes, the cumulative point totals determine who owes who. Here is exactly how the math works, with a full worked example.
How Wolf Scoring Works
Wolf is a point-based game. Every hole produces a winner and a loser (or a push). Points flow between players based on the outcome and the type of wolf call:
- Wolf picks a partner: The winning pair each receives points from each losing player. The losing pair each pays points to each winning player.
- Lone wolf: The wolf plays alone against three. If the wolf wins, each opponent pays the wolf. If the wolf loses, the wolf pays each opponent. Points are doubled.
- Blind wolf: Same as lone wolf, but the wolf declared before seeing any tee shots. Points are tripled.
- Push (tie): No points change hands.
Point Values Per Player
| Scenario | Winner Receives | Loser Pays |
|---|---|---|
| Wolf + Partner win | +1 from each loser (2 total per winner) | −1 to each winner (2 total per loser) |
| Wolf + Partner lose | (opponents) +1 from each loser | (wolf pair) −1 to each winner |
| Lone Wolf wins | +2 from each opponent (6 total) | −2 to the wolf |
| Lone Wolf loses | (opponents) +2 from the wolf | (wolf) −2 to each opponent (6 total) |
| Blind Wolf wins | +3 from each opponent (9 total) | −3 to the wolf |
| Blind Wolf loses | (opponents) +3 from the wolf | (wolf) −3 to each opponent (9 total) |
| Push (any scenario) | 0 | 0 |
Key insight: In a partner scenario, each individual transaction is 1 point. Each loser pays 1 to each winner. Since there are 2 losers and 2 winners, each winner gains 2 total and each loser loses 2 total. The math is symmetric — points in always equal points out.
Payout Table at Different Stakes
Multiply the point values above by your per-point dollar amount. Here is what each scenario means in real money:
| Scenario | $1/pt | $2/pt | $5/pt |
|---|---|---|---|
| Wolf + Partner win (per winner) | +$2 | +$4 | +$10 |
| Wolf + Partner lose (per loser) | −$2 | −$4 | −$10 |
| Lone Wolf wins (wolf) | +$6 | +$12 | +$30 |
| Lone Wolf loses (wolf) | −$6 | −$12 | −$30 |
| Blind Wolf wins (wolf) | +$9 | +$18 | +$45 |
| Blind Wolf loses (wolf) | −$9 | −$18 | −$45 |
Full 18-Hole Worked Example
Four players: Alex, Blake, Casey, Drew. Stakes: $2/point. Wolf rotation: A-B-C-D, repeating.
| Hole | Wolf | Decision | Best Ball | Result | Alex | Blake | Casey | Drew |
|---|---|---|---|---|---|---|---|---|
| 1 | Alex | Picks Blake | AB: 4, CD: 5 | AB win | +2 | +2 | −2 | −2 |
| 2 | Blake | Picks Casey | BC: 4, AD: 4 | Push | 0 | 0 | 0 | 0 |
| 3 | Casey | Lone Wolf | C: 3, ABD: 4 | C wins | −2 | −2 | +6 | −2 |
| 4 | Drew | Picks Alex | DA: 5, BC: 4 | BC win | −2 | +2 | +2 | −2 |
| 5 | Alex | Picks Drew | AD: 4, BC: 5 | AD win | +2 | −2 | −2 | +2 |
| 6 | Blake | Lone Wolf | B: 5, ACD: 4 | B loses | +2 | −6 | +2 | +2 |
| 7 | Casey | Picks Alex | CA: 4, BD: 5 | CA win | +2 | −2 | +2 | −2 |
| 8 | Drew | Picks Casey | DC: 3, AB: 4 | DC win | −2 | −2 | +2 | +2 |
| 9 | Alex | Blind Wolf | A: 4, BCD: 3 | A loses | −9 | +3 | +3 | +3 |
| 10 | Blake | Picks Drew | BD: 4, AC: 4 | Push | 0 | 0 | 0 | 0 |
| 11 | Casey | Picks Blake | CB: 5, AD: 4 | AD win | +2 | −2 | −2 | +2 |
| 12 | Drew | Lone Wolf | D: 3, ABC: 4 | D wins | −2 | −2 | −2 | +6 |
| 13 | Alex | Picks Casey | AC: 4, BD: 5 | AC win | +2 | −2 | +2 | −2 |
| 14 | Blake | Picks Alex | BA: 4, CD: 3 | CD win | −2 | −2 | +2 | +2 |
| 15 | Casey | Picks Drew | CD: 4, AB: 5 | CD win | −2 | −2 | +2 | +2 |
| 16 | Drew | Picks Blake | DB: 4, AC: 4 | Push | 0 | 0 | 0 | 0 |
| 17 | Alex | Lone Wolf | A: 3, BCD: 4 | A wins | +6 | −2 | −2 | −2 |
| 18 | Blake | Picks Casey | BC: 4, AD: 5 | BC win | −2 | +2 | +2 | −2 |
Running Totals (in points)
| Player | Total Points | At $2/point |
|---|---|---|
| Alex | −5 | −$10 |
| Blake | −15 | −$30 |
| Casey | +13 | +$26 |
| Drew | +7 | +$14 |
Math check: The four totals sum to zero (−5 + −15 + 13 + 7 = 0). In Wolf, points always net to zero across all players — every point won is a point someone else lost.
Final Settlement — Who Owes Who
Wolf settlement works by calculating each player's net position against every other player across the round. Using the example above at $2/point:
| From | To | Amount |
|---|---|---|
| Blake | Casey | $18 |
| Blake | Drew | $12 |
| Alex | Casey | $8 |
| Alex | Drew | $2 |
Four transactions settle the entire round. Casey walks away up $26. Drew is up $14. Alex is down $10. Blake had a rough day with that lone wolf loss on 6 and is down $30.
Notice what happened: Casey's lone wolf win on hole 3 (+6 points) and consistent partner wins throughout the round built a strong position. Blake's lone wolf loss on hole 6 (−6 points) was the single biggest swing of the day — one bad decision cost $12. Alex's blind wolf loss on hole 9 was the most expensive play (−9 points, −$18) and was the difference between a slightly down round and a meaningfully down round.
Why Manual Wolf Calculation Is Hard
The example above involved 18 separate calculations, each requiring you to know the wolf, the decision (partner/lone/blind), the best ball for each side, and then correctly distributing points to the right players. Errors are easy to make:
- Forgetting who the wolf was on hole 11 (was it Casey or Drew?).
- Miscounting a lone wolf payout as +4 instead of +6 (or the reverse).
- Losing track of the running total during the round.
- Disagreeing about whether a push occurred or whether one team actually won.
- Getting the final settlement transactions wrong when netting across 18 holes.
Most groups playing Wolf on paper get the settlement wrong at least once per round. The errors are small ($2–$4 here or there), but they accumulate and create arguments. And in a game where one blind wolf call can swing $18, even a small math error changes who owes what.
How bagboy Calculates Wolf Automatically
bagboy eliminates every calculation in the example above. Set up the Wolf game with four players, assign the rotation (or let the app do it), and set your per-point stakes. On each hole:
- The app shows who is the wolf.
- The wolf makes their call (partner pick, lone wolf, or blind wolf) in the app.
- All four scores are entered.
- The app instantly calculates the point result and updates every player's running total.
After 18 holes, the settlement screen shows exactly who owes who and how much. The example above — 18 holes, multiple lone wolf and blind wolf calls, pushes, and partner wins — settles in one tap. No pencil math. No spreadsheet. No arguments about whether Blake was really down $30 or $28.
Wolf is the most calculation-heavy game in golf. It is also the most fun. bagboy lets you focus on the fun and handles the heavy lifting.
Stop doing Wolf math on the back of a scorecard.
Download bagboy freePartner picks, lone wolf, blind wolf — every point, every hole, calculated instantly.