| Change Effect | ||||||||
|---|---|---|---|---|---|---|---|---|
| Pos | Player | Points | Rank | Rating | Rank | Rating | Eff | Pro |
| 1 | Kengtai Ko | 1.68 | 1364 | 1453.94 | 1364 -> 1367 | 1453.94 -> 1466.09 | 14.96 -> 15.01 | |
| 2 | Rene Hilbach-Barger | 0.71 | 1541 | 1482.01 | 1541 -> 1545 | 1482.01 -> 1490.21 | 18.07 -> 18.09 | |
| 3 | Will Krusa | 0.37 | 2423 | 1580.47 | 2423 -> 2429 | 1580.47 -> 1580.34 | 34.17 -> 34.13 | |
| 4 | Mark Hopkins | 0.22 | 11848 | 1291.51 | 11848 -> 11746 | 1291.51 -> 1304.01 | 7.99 -> 8.07 | |
| 5 | Tim Doherty | 0.14 | 13457 | 1154.44 | 13457 -> 13422 | 1154.44 -> 1170.72 | 3.92 -> 3.95 | |
| 6 | Paul McGlone | 0.11 | 4902 | 1414.47 | 4902 -> 4905 | 1414.47 -> 1408.26 | 10.75 -> 10.74 | |
| 7 | Richie wickersham | 0.10 | 29229 | 1101.34 | 29229 -> 27938 | 1101.34 -> 1110.28 | 4.54 -> 4.68 | |
| 7 | Rich Wickersham | 0.10 | 6282 | 1317.62 | 6282 -> 6300 | 1317.62 -> 1310.63 | 6.21 -> 6.21 | |
| 9 | Kevin Edwards | 0.07 | 57508 | Not Rated | 57508 -> 52996 | Not Rated -> 1070.41 | 0 -> 4.17 | |
| 10 | Aaron Hunter | 0.06 | 19290 | 1003.07 | 19290 -> 19137 | 1003.07 -> 1002.97 | 3.08 -> 3.09 | |
| 10 | Amy Hale | 0.06 | 15385 | 903.58 | 15385 -> 15405 | 903.58 -> 908.55 | 1.42 -> 1.43 | |
| 12 | Lupe Sigman | 0.04 | 18347 | 855.73 | 18347 -> 18371 | 855.73 -> 856.34 | 1.57 -> 1.57 | |
| 13 | James Melsop | 0.02 | 16616 | 1014.62 | 16616 -> 16606 | 1014.62 -> 993.79 | 2.7 -> 2.68 | |
| 13 | Tim Wickersham | 0.02 | 57508 | Not Rated | 57508 -> 61846 | Not Rated -> 790.23 | 0 -> 1.19 | |
This is a "Best Game" event where you need to get the highest score on as many games as you can. We will use the "linear decay" scoring method to determine who qualifies in the top 4 finals. The top 4 players will compete with each other with the amazing race format.
Entry Fee is $10 (games will be on free play for this event)
Registration begins at 12:30, event begins at 1pm.
At 3pm, no new games will begin, we will determine who qualified in the finals after the last game ends.
The Amazing Race will determine the final placement for the Top 4 finishers.
Copyright International Flipper Pinball Association - 2025
