Connie Hawkins
1969–70 to 1975–76 · 7 seasons
NBA player comparison
1969–70 to 1975–76 · 7 seasons

1962–63 to 1977–78 · 16 seasons
Career Impact Rank places John Havlicek #47 and Connie Hawkins #174. It combines league finishes across each player's best three, five, and ten regular seasons, giving the most weight to the best three.
Regular season only. Impact figures are estimates; small gaps are not exact. Playoffs, awards and titles do not determine the verdict.
Only the three league-finish windows below determine Career Impact Rank. Career Value and peak impact are separate measures; neither adds points to this calculation. Lower composite scores rank higher.
22.500 composite · No. 174 all-time
| Window and finishes used | Average finish | Weight | Contribution |
|---|---|---|---|
| Best 3No. 71970–71Reconstructed historical estimateIncludes bounded historical defense estimateNo. 81969–70Reconstructed historical estimateIncludes bounded historical defense estimateNo. 121971–72Reconstructed historical estimateIncludes bounded historical defense estimate | 9.000 | 50% | 4.500 |
| Best 5No. 71970–71Reconstructed historical estimateIncludes bounded historical defense estimateNo. 81969–70Reconstructed historical estimateIncludes bounded historical defense estimateNo. 121971–72Reconstructed historical estimateIncludes bounded historical defense estimateNo. 161973–74Recorded box inputsIncludes bounded historical defense estimateNo. 201972–73Reconstructed historical estimateIncludes bounded historical defense estimate | 12.600 | 30% | 3.780 |
| Best 10No. 71970–71Reconstructed historical estimateIncludes bounded historical defense estimateNo. 81969–70Reconstructed historical estimateIncludes bounded historical defense estimateNo. 121971–72Reconstructed historical estimateIncludes bounded historical defense estimateNo. 161973–74Recorded box inputsIncludes bounded historical defense estimateNo. 201972–73Reconstructed historical estimateIncludes bounded historical defense estimateNo. 451975–76Recorded box inputsIncludes bounded historical defense estimateNo. 811974–75Recorded box inputsIncludes bounded historical defense estimate3 open slots × No. 174 | 71.100 | 20% | 14.220 |
4.500 + 3.780 + 14.220= 22.500
Open-season rule: every unfilled slot uses No. 174, this player's stored replacement finish.
6.987 composite · No. 47 all-time
| Window and finishes used | Average finish | Weight | Contribution |
|---|---|---|---|
| Best 3No. 51970–71Reconstructed historical estimateIncludes bounded historical defense estimateNo. 51971–72Reconstructed historical estimateIncludes bounded historical defense estimateNo. 61969–70Reconstructed historical estimateIncludes bounded historical defense estimate | 5.333 | 50% | 2.667 |
| Best 5No. 51970–71Reconstructed historical estimateIncludes bounded historical defense estimateNo. 51971–72Reconstructed historical estimateIncludes bounded historical defense estimateNo. 61969–70Reconstructed historical estimateIncludes bounded historical defense estimateNo. 101966–67Reconstructed historical estimateIncludes bounded historical defense estimateNo. 101967–68Reconstructed historical estimateIncludes bounded historical defense estimate | 7.200 | 30% | 2.160 |
| Best 10No. 51970–71Reconstructed historical estimateIncludes bounded historical defense estimateNo. 51971–72Reconstructed historical estimateIncludes bounded historical defense estimateNo. 61969–70Reconstructed historical estimateIncludes bounded historical defense estimateNo. 101966–67Reconstructed historical estimateIncludes bounded historical defense estimateNo. 101967–68Reconstructed historical estimateIncludes bounded historical defense estimateNo. 121972–73Reconstructed historical estimateIncludes bounded historical defense estimateNo. 131962–63Reconstructed historical estimateIncludes bounded historical defense estimateNo. 151968–69Reconstructed historical estimateIncludes bounded historical defense estimateNo. 161963–64Reconstructed historical estimateIncludes bounded historical defense estimateNo. 161964–65Reconstructed historical estimateIncludes bounded historical defense estimate | 10.800 | 20% | 2.160 |
2.667 + 2.160 + 2.160= 6.987
Averages, contributions, and totals are displayed to three decimal places. The ranking calculation keeps full source precision. Read the full method →
Full comparison · Career comparison
Start with impact, then compare playing time and skills. Team results add context. These are not categories to tally into a winner.
1 · Ranking evidence
Career Impact Rank compares entire regular-season careers across NBA history. It combines average league places across the best three, five, and ten seasons, weighted 50%, 30%, and 20%. A lower rank or average place is better.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Career Impact RankPeak-weighted regular-season rank | #174 | #47Better result for this metric. |
| Best 3 average finish | 9.0 | 5.3Better result for this metric. |
| Best 5 average finish | 12.6 | 7.2Better result for this metric. |
| Best 10 average finish | 71.1 | 10.8Better result for this metric. |
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Points-above-replacement rankAll-time rank in estimated regular-season points above replacement | #210 | #34Better result for this metric. |
| Peak era-centered impactEstimated points per 100 possessions above that season's league average | +3.4 | +4.1Better result for this metric. |
| Best 3 average impact | +3.2 | +4.0Better result for this metric. |
| Best 5 average impact | +2.8 | +3.5Better result for this metric. |
| Best 10 average impact | Unavailable | +2.6 |
| Points above replacementRegular season · fixed -2.0 replacement baseline · higher is better | +1,826 pts | +4,586 ptsBetter result for this metric. |
| Seasons ranked No. 1 | 0 | 0 |
| Top-five impact seasons | 0 | 2Better result for this metric. |
| Top-ten impact seasons | 2 | 5Better result for this metric. |
2 · Playing time and responsibility
Read games and minutes alongside impact. Offensive usage is the share of team plays a player ends with a shot, free throws, or a turnover while on court. More usage is not automatically better.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Games | 499 | 1,270 |
| Minutes | 17,234 | 46,471 |
3 · Individual skills
These are each player's averages across up to ten best seasons. Career Impact Rank gives the Best 3, Best 5, and Best 10 average league finishes 50%, 30%, and 20% window weights, giving the most weight to the highest peak. The model accounts for position, role, pace, playing time, and team results. Statistics that were not recorded in earlier eras are left out. Green marks the better result for a metric, including lower turnover rates. Workload and shot-selection measures stay neutral. These rows are not votes toward the ranking.
True shooting includes two-pointers, three-pointers, and free throws.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| True shooting percentage | 53.5%Better result for this metric. | 49.2% |
| True shootingAverage across the best impact seasons selected for the model input profile | 52.5%Better result for this metric. | 50.0% |
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Field-goal percentage | 46.7%Better result for this metric. | 43.9% |
| Three-point percentage | Unavailable | Unavailable |
| Free-throw percentage | 78.5% | 81.5%Better result for this metric. |
Assist rate is the share of teammates’ made shots assisted while the player is on court. Read turnovers alongside offensive workload; lower turnover rate is generally better.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Assist rateAverage across the best impact seasons selected for the model input profile | 16.5% | 20.6%Better result for this metric. |
| Assists per game | 4.1 | 4.8Better result for this metric. |
Rebound rate is the share of available rebounds collected while on court.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Rebound rateAverage across the best impact seasons selected for the model input profile | 10.6%Better result for this metric. | 8.0% |
| Rebounds per game | 8.0Better result for this metric. | 6.3 |
Steals and blocks describe only part of defense. They do not capture every stop, rotation, or matchup.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Steal rateAverage across the best impact seasons selected for the model input profile | 2.0%Better result for this metric. | 1.5% |
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Block rateAverage across the best impact seasons selected for the model input profile | 1.3%Better result for this metric. | 0.4% |
Points per game describe scoring volume, not overall impact.
| Metric | Connie Hawkins | John Havlicek |
|---|---|---|
| Points per game | 16.5 | 20.8Better result for this metric. |
4 · Team context, not ranking inputs
A verified with/without comparison is unavailable for this scope. We do not substitute another season’s observations.
Four separate questions
These are different ways to understand a career. Only Regular Season Impact determines the hussEyquation verdict. The other three sections add basketball context without adding points or changing the rank.
John Havlicek ranks higher in career impact.
This is the ranking result. It uses regular-season impact only. Team records, playoffs, and awards do not change it.
John Havlicek leads every available measure below.
Context only. Not included in Career Impact Rank. Final records for every listed team-season. A traded season can include more than one team.
John Havlicek leads every available measure below.
Context only. Not included in Career Impact Rank. Team playoff results count only seasons when the player appeared in a playoff game.
John Havlicek leads every available measure below.
Context only. Not included in Career Impact Rank. Major regular-season honors are recognition, not inputs to the impact ranking.
Source and scope Basketball Reference, NBA seasons 1950–51 through 2025–26, accessed 2026-10-09.
Career Shape Explorer
Follow every regular season by NBA experience or age. This view describes the path; it does not create another verdict.
Estimated points per 100 possessions above that season's league average
Every observed season keeps its age, era-centered impact estimate, league rank when qualified, career-stage label, and exact evidence link. A missing career point stays missing.
Observed values come from the accepted season comparison record. Historical source qualifications stay attached to affected seasons. Missing means no NBA season exists at that aligned point; it is never interpolated. Missing is not the same as estimated.