As the title asks, and it might be a very obvious answer, but what fixture for a single round needs to be put together to set the highest aggregate attendance and highest average attendance per game for a single AFL round?
So this would be:
• Who plays who?
• At what venue?
• At what time, on what day?
I would presume every team would play in their home state, with the larger of the two teams being the home team. Making each of the non-Victorian teams pretty simple, besides from figuring out when they play.
But how would all of the time slots work and how do all of the Victorian teams come together?
The current round with the highest aggregate attendance is R1 2017 with 400,401.
The current round with the highest average attendance per game is R22 1998 with 45,997.
So what would it take to beat those?
So this would be:
• Who plays who?
• At what venue?
• At what time, on what day?
I would presume every team would play in their home state, with the larger of the two teams being the home team. Making each of the non-Victorian teams pretty simple, besides from figuring out when they play.
But how would all of the time slots work and how do all of the Victorian teams come together?
The current round with the highest aggregate attendance is R1 2017 with 400,401.
The current round with the highest average attendance per game is R22 1998 with 45,997.
So what would it take to beat those?