Standings Scenarios Weekly Points

Audi 90 GTO - Junior Championship - Standings Scenarios

Best and worst possible finishing positions for each driver based on remaining races (with drop weeks applied)
Current
Position
Driver Current
Points
Max Possible
Points
Best Possible
Position
Worst Possible
Position
Races
Completed
Remaining
Races
Milan Arnoczy 132 132 10 0
Mathieu Jetté 91 91 9 0
Hideki Koivisto 87 87 10 0
4 Brian Shanahan 53 53 4 4 10 0
5 Eugenio Massa 47 47 5 5 7 0
6 Reid Miller 24 24 6 6 3 0
7 Riley Thompson 15 15 7 7 1 0
8 Bronislav Robenek 14 14 8 8 2 0
9 Stephen Jones6 12 12 9 10 1 0
10 David Roffe 12 12 9 10 2 0
11 Kirill Kolobuxov 10 10 11 11 1 0
12 Chris Zijlstra 8 8 12 13 1 0
13 Luis Emerton 8 8 12 13 2 0
14 Brett Punkari 6 6 14 14 1 0
15 Randall M Sharrett 5 5 15 16 1 0
16 Gregorio Buscemi 5 5 15 16 1 0
17 Thomas Dellmuth 4 4 17 17 1 0
18 Cédric Poil 3 3 18 18 1 0
19 Michael Steiner 0 0 19 24 1 0
20 Pekka Kelahaara 0 0 19 24 1 0
21 Stuart John 0 0 19 24 1 0
22 Darren Farrer 0 0 19 24 1 0
23 Jonas Jonasson 0 0 19 24 1 0
24 Miikka Kivipuro 0 0 19 24 1 0
How to Read This Table:
  • Current Position: Where the driver stands right now in the championship
  • Driver: Driver name (clickable to view detailed stats)
  • Current Points: Championship points earned so far
  • Max Possible Points: Total points if the driver wins all remaining races (with drop weeks applied)
  • Best Possible Position: The highest position the driver could achieve if they win all remaining races
  • Worst Possible Position: The lowest position the driver could drop to if everyone else wins their remaining races
  • Races Completed: Number of races the driver has participated in
  • Remaining Races: Number of races left in the season

Note: This calculation assumes the driver wins all remaining races and applies the season's drop week rules. It helps you quickly see who is mathematically in contention for podium positions.
Clinched Positions: Rows with a gold/amber background indicate drivers who have locked in their final position (where best and worst possible positions are the same).