National Football Reform Conference Oct 2017


National Football Reform Conference Oct 2017

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Canada70
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Maybe it's time we get off the keyboards, start putting an agenda together & a conference of stakeholders to reform football.
Say in October this year.

Invite Govt, Councils, Federations, PFA, AAFC, HAL, AFC (who knows they might rock up).

Don't think the current administrators have an appetite or exactly know what to do.

How about we start with the following :

National Football Reform Conference

Date: October 2017

Venue : TBA

Football Reform discussion points :

-Decide model & rollout date of a 2nd Div with Prom / Relegation 


-Transfer fees between ALL clubs 


-Aleague clubs run their league only under a unified pyramid model

-Rollout Semi pro contracts, (with no need to register contracts to FFA & pay them fees for the privilege)


-2 Visa spots per all clubs (whether HAL, NPL, State Leagues) to assist to promote Aussie players. Would make a fairer FFA Cup Competition too :)


-We limit all federation administration fees to a fixed % of league turnover. Say 5-8%. Presently FFA charge 28% of their turnover in salaries (around $ 24 million on turnover of just over $106m !!! ). Internationally its off the scale ! 


-Federations only manage football under an outsourced service model e.g. Administer Fixtures, Tribunal, Player contract Admin, Referees.  


-ALL clubs can have as many junior teams as they can carry so they can lobby councils/governments for more/better facilities


-Coaching licences at cost recovery fee structure only. Presently Australia has the MOST expensive coaching licence system on the planet. It’s a revenue centre for the FFA. Guess who ultimately pays for that, parents!! 


-Transfer compensation payments to be paid directly to clubs rather that put the onus on mum & dad volunteers having to chase up FFA to see what they are owed. Incredible !

-Scrap NPL Player Point system.

- Increase woman's WLeague clubs & player pathways

-AFC Champions League spot for NPL finals winner (playoff with 3rd Aleague team)

What else do u think we need to add?

Key points to consider :

1. We hold conference
2. Decide the reforms
3. Hand agreed reforms to administrators with timelines for implementation
4. Administrators are there to run what stakeholders want to see for their code
5. The game cannot be focused around private business franchises
6. We need to galvanise & mobilise a reform movement to help realign the game to international standards.

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I disagree with 2 visa spots. We need to fall in line with Asia. Not do our own thing all the time

I would add:
. Independent clubs (they own name, brand and IP)
. Independent body to run AL, 2nd div, w league and youth league
. Fixed % of revenue to go to FFA (ie- 10%), fixed $ for running the league (ie- $5m), with all other funds divided between AL, div2 and W League clubs (ratio of 3:1:1)
. No salary cap or other balancing mechanisms aside from 3+1 rule
. No concessions, player payments or other unbalanced payments from a central pool to individual clubs
. Clubs keep their own revenue including finals, big name club tours and merchandise
. ACL spot for FFA cup. Either finals (winner, gf, semi loser play offs) or league finishing position (1st, 2nd, 3rd) to determine other spots
. Model to be developed that demonstrates how the A League will expand, include a second tier, unconditional P/R, eventual 3rd tier, and finally conditional P/R to NPL. This becomes the bible that must be followed. Not new leadership / new direction as we currently see






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I'm not a big fan of clubs keeping finals revenue. I would rather see prize money in the form of a profit percentage.

What would stop a team like CCM choosing to play away when they host a GF to get more profit?

If AU would be allowed to move a GF to AO then other clubs should be able to also (in theory)
Edited
7 Years Ago by scott21
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scott21 - 28 May 2017 4:57 PM
I'm not a big fan of clubs keeping finals revenue. I would rather see prize money in the form of a profit percentage.

What would stop a team like CCM choosing to play away when they host a GF to get more profit?

If AU would be allowed to move a GF to AO then other clubs should be able to also (in theory)

In an open and competitive model, its unlikely a club at the top would be so short on cash they need to shift venue just to make money

Besides, with a multi tier structure we cant have wandering teams anymore. There needs to be regulations in place about where teams can and cant play games

When revenue is being split across so many teams, being able to keep GF revenue is an incentive for those who are investing more than they can hope to make back from the central pool. I don't see why CCM should get money from MV making the grand final




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bluebird - 28 May 2017 4:42 PM
I disagree with 2 visa spots. We need to fall in line with Asia. Not do our own thing all the time

I would add:
. Independent clubs (they own name, brand and IP)
. Independent body to run AL, 2nd div, w league and youth league
. Fixed % of revenue to go to FFA (ie- 10%), fixed $ for running the league (ie- $5m), with all other funds divided between AL, div2 and W League clubs (ratio of 3:1:1)
. No salary cap or other balancing mechanisms aside from 3+1 rule
. No concessions, player payments or other unbalanced payments from a central pool to individual clubs
. Clubs keep their own revenue including finals, big name club tours and merchandise
. ACL spot for FFA cup. Either finals (winner, gf, semi loser play offs) or league finishing position (1st, 2nd, 3rd) to determine other spots
. Model to be developed that demonstrates how the A League will expand, include a second tier, unconditional P/R, eventual 3rd tier, and finally conditional P/R to NPL. This becomes the bible that must be followed. Not new leadership / new direction as we currently see



Good insight Bluebird.

Draft 2 of National Reform Conference Agenda now reads:

(Remembering at this stage we are developing the Agenda items that will be covered at the Conference. 
I suggest at the Conference, we will workshop the items and hand over solutions to the football administration functionaries (Federations) to implement on a generous timeline)


1. Decide model & rollout date of a 2nd Div with Prom / Relegation.
Model to be developed that demonstrates how the A League will expand, include a second tier, unconditional P/R, eventual 3rd tier, and finally conditional P/R to NPL. Independent body to run AL, 2nd div, w league and youth league

2. Transfer fees between ALL clubs. Clubs are independent (they own name, brand and IP)

3. No salary cap or other balancing mechanisms aside from 3+1 rule. No concessions, player payments or other unbalanced payments from a central pool to individual clubs

4. Clubs keep their own revenue including finals, big name club tours and merchandise

5. A-League clubs can run their league ONLY under a unified pyramid model.

6. Rollout Semi pro contracts in addition to current player contract system

7. Visa spots to match Asia system, 3+1 for all clubs (whether HAL, NPL, State Leagues). Would make a fairer FFA Cup Competition too Smile
. Perhaps consider inclusion of 2-3 U20-U23 players in squads. E.g. China has implemented such an approach.

8. We limit all federation administration fees to a fixed % of league turnover. Say 5% Presently FFA charge 28% of their turnover in salaries (around $ 24 million on turnover of just over $106m !!! ). Internationally its off the scale ! 
Federations only manage football under an outsourced service model e.g. Administer Fixtures, Tribunal, Player contract Admin, Referees   or   Fixed % of revenue to go to FFA (ie- 10%), fixed $ for running the league (ie- $5m), with all other funds divided between AL, div2 and W League clubs (ratio of 3:1:1)

9. ALL clubs can have as many junior teams as they can carry so they can lobby councils/governments for more/better facilities


10. Coaching licences at cost recovery fee structure only. Presently Australia has the MOST expensive coaching licence system on the planet. It’s a revenue centre for the FFA. Guess who ultimately pays for that, parents!! 


11. Transfer compensation payments to be paid directly to clubs rather that put the onus on mum & dad volunteers having to chase up FFA to see what they are owed. Incredible !

12. Scrap NPL Player Point system

13. Increase woman's WLeague clubs & player pathways

14. ACL spot for FFA cup. Either finals (winner, gf, semi loser play offs) or league finishing position (1st, 2nd, 3rd) to determine other spots


We need to start an Agenda and process somewhere, open to other suggestions for additional items :)




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bluebird - 28 May 2017 4:42 PM
I disagree with 2 visa spots. We need to fall in line with Asia. Not do our own thing all the time

I would add:
. Independent clubs (they own name, brand and IP)
. Independent body to run AL, 2nd div, w league and youth league
. Fixed % of revenue to go to FFA (ie- 10%), fixed $ for running the league (ie- $5m), with all other funds divided between AL, div2 and W League clubs (ratio of 3:1:1)
. No salary cap or other balancing mechanisms aside from 3+1 rule
. No concessions, player payments or other unbalanced payments from a central pool to individual clubs
. Clubs keep their own revenue including finals, big name club tours and merchandise
. ACL spot for FFA cup. Either finals (winner, gf, semi loser play offs) or league finishing position (1st, 2nd, 3rd) to determine other spots
. Model to be developed that demonstrates how the A League will expand, include a second tier, unconditional P/R, eventual 3rd tier, and finally conditional P/R to NPL. This becomes the bible that must be followed. Not new leadership / new direction as we currently see



Have already heard about the ACL spot for FFA Cup. Apparently there is a rule in the ACL that only first tier clubs can take part, so that's why the FFA Cup isn't allowed a spot.. Yet. I might have to follow up where exactly I heard, and what exactly I heard. I'm paraphrasing from memory here, but I think it was Adam Peacock on a Fox Sports podcast once?
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Thanks NiCarlbel,
We can contact AFC direct & find out.

Furthermore we all need to remember that we are not re-inventing the wheel.

Moving to international recognised structures (FIFA endorsed obviously) has proven to succeed everywhere else on the planet. So no need to boil the ocean as they say.

Lynch in The Age today made some fine points:

http://amp.theage.com.au/sport/soccer/australias-junior-malaise-expanded-aleague-more-competition-needed-in-soccer-20170527-gwehd9.html
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NicCarBel - 28 May 2017 7:03 PM
bluebird - 28 May 2017 4:42 PM

Have already heard about the ACL spot for FFA Cup. Apparently there is a rule in the ACL that only first tier clubs can take part, so that's why the FFA Cup isn't allowed a spot.. Yet. I might have to follow up where exactly I heard, and what exactly I heard. I'm paraphrasing from memory here, but I think it was Adam Peacock on a Fox Sports podcast once?

It probably is a good idea as i don't see how lower division clubs could pay for the cost of travelling throughout Asia.
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Looks like the AAFC is already in solution mode.
Good to see.

It can certainly dovetail to a wider reform agenda.

This from Sydney Morning Herald today

http://amp.smh.com.au/sport/soccer/tom-rogics-heroics-for-celtic-prove-need-to-widen-development-pathways-20170528-gwesa6.html
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Excellent post.
I'd like to take this opportunity to post what a final completed goal should be, and give a rough idea of how to get to it.

Ideally, we should be looking at a pyramid consisting of three tiers:

Tier 1: A-League Division One

Tier 2: A-League Division Two

Tier 3: State Leagues

A-League Division One: 16 teams, fully professional, 30 round regular season, top eight finals series, bottom two teams relegated. Top two teams qualify for AFC Champions League.

A-League Division Two: 16 teams, fully professional, 30 round regular season, top team promoted, eight team finals series for promotion playoff, bottom team relegated.

State Leagues: Varying teams depending on state, pro/semi-pro/amateur, varying regular season, national playoffs to determine promoted team.


The A-League moniker should remain across the top two tiers to keep things consistent and make it clear that there's a uniform connection (like how tiers 2, 3, and 4 of the English pyramid all have the consistency of the "EFL" moniker) plus it's easier to market by keeping the same competition name.

Here's an overview of the top tiers:

Competition

Weekly matches

Pro Players

Champion

Playoffs

FFA Cup Qualification

A-League

16

<576

Grand Final Winner (A1)

League Table (A2)

Finals Series (A1)

Promotion (A2)

All teams (32)

State Leagues (NPL)

~32

Varied

Challenge Cup (National Playoffs)

League Table (Regular Season)

Promotion (National Playoffs)

League Winners (8)

Playoff Winners (8)


It's also worth noting that once such a pyramid is established and the number of pro teams increases, the FFA Cup will expand to include an additional round-proper (the Round of 64). The breakdown of teams in the cup will be 32 (across both divisions of the A-League), the 8 State League winners, the 8 playoff winners from each state league's end of season cup qualification playoffs (essentially like the league playoffs in England), and then a further 16 teams from the qualification rounds as we see in the present.

RULES AND REGULATIONS (what we should aspire to implement in the A-League as soon as possible):
·         Transfer fees between all clubs nationally
·         Spending should be controlled by a system like Financial Fair Play, but with a "three strikes" approach. Simply put, if the club is in the red for more than three consecutive years, it will be hit with sanctions such as a transfer/spending ban and possible points deductions. This gives some degree of financial flexibility and doesn't punish the club for the occasional year or two when they make a loss. 
·         Foreign players should allowed under the uniform 3+1 rule (3 foreign players of any nationality, plus an additional player from an AFC nation). This equates to 128 available foreign player spaces (96 general foreign spaces and 32 AFC-specific spaces) collectively across both divisions.
·         A mandatory youth player quota of at least three players aged 19 or under in the matchday squad each week (for a total of <96 youth players) should be implemented. This rule doesn't interfere directly with starting lineups, but ensures that at the very least young players will be seeing gametime as substitutes at minimum (since each club currently has to have five substitutes available each matchday). As a league that needs to improve gametime opportunities for young players, this is a short-term rule that can be implemented to improve the current situation.
·         No salary cap, no salary floor. If teams want to spend as much as they can afford (within their own financial boundaries) they should be allowed to. Likewise, if teams want to be cost effective by operating as quasi-youth teams with players on minimum salaries (that can back themselves up with results on the field) then they should be allowed to. Clubs should have greater control over their finances, and not be held back by regulations that force them to spend or not spend within a particular range. Importantly though, this particular rule needs promotion and relegation to justify it, so clubs with limited financial resources can at least have something to aspire to (being promoted and subsequently surviving in the top division with the bigger clubs).
·         All clubs should be independent and determine their own brands, property, operating models, salaries, spending, merchandise, and pre/post-season games. In the rest of the world, this is already the case. In Australia it's not, and it needs to change.
·         No specific squad size rules, instead squads should be anywhere from 18 to 30 players in size. This ties into the previous two points about the control the club's have over themselves. With this rule implemented, if they want to be a super club with star-studded players and a full healthy squad with lots of depth, they can. If they want to be an Ajax-style youth talent factory stacked with young talent, they can. If they have a tight budget and believe they can survive with 18 players, they can. Clubs should have the right to control their squad sizes.

How to reach this point?
1)    Implement the above rules and regulations to give clubs greater financial freedom and create a more cost-effective operating model
2)    Begin with a national second division of 16 teams (A-League Division Two), at semi-pro level at first if necessary, in the 2018-19 season.
3)    Promote the top two teams from the second division to the A-League every two years (an expansion system based on merit), and replace the promoted teams from the second division with eligible teams (such as new clubs, expansion bids, and former NSL clubs) that enter at A-League Division Two. Repeat this until each division has 16 teams (a six-year process, 12 teams by 2019-20, 14 teams by 2021-22, 16 teams by 2023/24).
4)    After a stabilisation season in which each division of the A-League has 16 teams operating under the desired model, open the pyramid by allowing the most eligible NPL team (typically the champion of the playoffs, or the next best team that meets the criteria) into the A-League Division Two. This completes a connection of the pyramid from the top two divisions to the semi-pro state leagues.

Where will these teams come from?
Here are the current expansion bids:
Former NSL/current NPL teams
New clubs
Mergers/Undetermined
Brisbane City
Brisbane Strikers
Wollongong Wolves
South Melbourne
Sunshine Coast
West Adelaide

Geelong Patriots
Tasmania FC

Southern Expansion
Casey-Dandenong

Other possible expansion locations:
·         Northern Fury
·         Gold Coast
·         Southwest Sydney
·         Canberra
·         Ballarat
·         Second Perth (Black Swans Project)
·         Second Tasmania (Launceston)

Existing AAFC members that could function as low-cost expansion teams in a second division:
City
Club
Melbourne
Avondale FC
Melbourne
Bentleigh Greens
Melbourne
Bulleen Lions
Melbourne
Green Gully
Melbourne
Heidelberg United
Melbourne
Hume City
Melbourne
Kingston City
Melbourne
Melbourne Knights
Melbourne
Northcote City
Melbourne
Oakleigh Cannons
Melbourne
Pascoe Vale FC
Melbourne
Port Melbourne
Melbourne
St Albans Saints
Sydney
Bankstown City
Sydney
Blacktown City
Sydney
Bonnyrigg White Eagles
Sydney
Eastern Suburbs Hakoah
Sydney
Leichhardt Tigers
Sydney
Manly United
Sydney
Marconi Stallions
Sydney
Parramatta FC
Sydney
Rockdale City Suns
Sydney
St George
Sydney
Sutherland Sharks
Sydney
Sydney Olympic
Sydney
Sydney United 58

Hypothetical second division:


(Example) Over the six-year process, Brisbane City, Wollongong Wolves, South Melbourne, Geelong Patriots, Tasmania FC, and Southern Expansion get promoted to the A-League Division One by finishing in the top two of the A-League Division Two, raising the number of teams in A-League Division One to 16. Meanwhile, Leichhardt Tigers, Marconi Stallions, Melbourne Knights, Bulleen Lions, Second Perth, and Launceston all get promoted to the A-League Division Two as eligible expansion teams (these are only examples, it would likely be different teams based on the circumstances in reality, or entirely new teams we have yet to know about).

By the end of the six-year process, the A-League’s two divisions would look like this (as an example):
A-League Division One
A-League Division Two
Sydney FC
Western Sydney Wanderers
Central Coast Mariners
Newcastle Jets
Brisbane Roar
Adelaide United
Perth Glory
Melbourne Victory
Melbourne City
Brisbane City
Wollongong Wolves
South Melbourne
Geelong Patriots
Tasmania FC
Southern Expansion
Canberra
Brisbane Strikers
Sunshine Coast
West Adelaide
Casey-Dandenong
Sydney United
Blacktown City
Manly United
Bentleigh Greens
Heidelberg United
Oakleigh Cannons
Leichhardt Tigers
Marconi Stallions
Melbourne Knights
Bulleen Lions
Second Perth
Launceston



And there we have it, the A-League is now a competition consisting of two tiers, with connection to the NPL State Leagues. Everyone in the NPL has something to aspire to, while the A-League clubs (particularly those in Division Two) have impetus to perform on the field each season, preventing the competition from going stale or teams being stuck in a rut with no hope of changing. The promotion and relegation battles (all marketed under the A-League competition) as part of an open system of meritocracy provides a unique key selling point and differentiates the competition from the rest of the Australian sporting market. Additionally, there are three separate end-of-season playoff tournaments (the A-League finals series, the Division Two playoffs, and the NPL playoffs) which provide the entertainment and drama that the Australian sporting audience clearly loves. This is the endgame project we should be striving for. This is the future of football in Australia. 


Edited
7 Years Ago by Holding Bidfielder
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Holding Bidfielder - 28 May 2017 10:13 PM
Excellent post.
I'd like to take this opportunity to post what a final completed goal should be, and give a rough idea of how to get to it.

Ideally, we should be looking at a pyramid consisting of three tiers:

Tier 1: A-League Division One

Tier 2: A-League Division Two

Tier 3: State Leagues

A-League Division One: 16 teams, fully professional, 30 round regular season, top eight finals series, bottom two teams relegated. Top two teams qualify for AFC Champions League.

A-League Division Two: 16 teams, fully professional, 30 round regular season, top team promoted, eight team finals series for promotion playoff, bottom team relegated.

State Leagues: Varying teams depending on state, pro/semi-pro/amateur, varying regular season, national playoffs to determine promoted team.


The A-League moniker should remain across the top two tiers to keep things consistent and make it clear that there's a uniform connection (like how tiers 2, 3, and 4 of the English pyramid all have the consistency of the "EFL" moniker) plus it's easier to market by keeping the same competition name.

Here's an overview of the top tiers:

Competition

Weekly matches

Pro Players

Champion

Playoffs

FFA Cup Qualification

A-League

16

<576

Grand Final Winner (A1)

League Table (A2)

Finals Series (A1)

Promotion (A2)

All teams (32)

State Leagues (NPL)

~32

Varied

Challenge Cup (National Playoffs)

League Table (Regular Season)

Promotion (National Playoffs)

League Winners (8)

Playoff Winners (8)


It's also worth noting that once such a pyramid is established and the number of pro teams increases, the FFA Cup will expand to include an additional round-proper (the Round of 64). The breakdown of teams in the cup will be 32 (across both divisions of the A-League), the 8 State League winners, the 8 playoff winners from each state league's end of season cup qualification playoffs (essentially like the league playoffs in England), and then a further 16 teams from the qualification rounds as we see in the present.

RULES AND REGULATIONS (what we should aspire to implement in the A-League as soon as possible):
·         Transfer fees between all clubs nationally
·         Spending should be controlled by a system like Financial Fair Play, but with a "three strikes" approach. Simply put, if the club is in the red for more than three consecutive years, it will be hit with sanctions such as a transfer/spending ban and possible points deductions. This gives some degree of financial flexibility and doesn't punish the club for the occasional year or two when they make a loss. 
·         Foreign players should allowed under the uniform 3+1 rule (3 foreign players of any nationality, plus an additional player from an AFC nation). This equates to 128 available foreign player spaces (96 general foreign spaces and 32 AFC-specific spaces) collectively across both divisions.
·         A mandatory youth player quota of at least three players aged 19 or under in the matchday squad each week (for a total of <96 youth players) should be implemented. This rule doesn't interfere directly with starting lineups, but ensures that at the very least young players will be seeing gametime as substitutes at minimum (since each club currently has to have five substitutes available each matchday). As a league that needs to improve gametime opportunities for young players, this is a short-term rule that can be implemented to improve the current situation.
·         No salary cap, no salary floor. If teams want to spend as much as they can afford (within their own financial boundaries) they should be allowed to. Likewise, if teams want to be cost effective by operating as quasi-youth teams with players on minimum salaries (that can back themselves up with results on the field) then they should be allowed to. Clubs should have greater control over their finances, and not be held back by regulations that force them to spend or not spend within a particular range. Importantly though, this particular rule needs promotion and relegation to justify it, so clubs with limited financial resources can at least have something to aspire to (being promoted and subsequently surviving in the top division with the bigger clubs).
·         All clubs should be independent and determine their own brands, property, operating models, salaries, spending, merchandise, and pre/post-season games. In the rest of the world, this is already the case. In Australia it's not, and it needs to change.
·         No specific squad size rules, instead squads should be anywhere from 18 to 30 players in size. This ties into the previous two points about the control the club's have over themselves. With this rule implemented, if they want to be a super club with star-studded players and a full healthy squad with lots of depth, they can. If they want to be an Ajax-style youth talent factory stacked with young talent, they can. If they have a tight budget and believe they can survive with 18 players, they can. Clubs should have the right to control their squad sizes.

How to reach this point?
1)    Implement the above rules and regulations to give clubs greater financial freedom and create a more cost-effective operating model
2)    Begin with a national second division of 16 teams (A-League Division Two), at semi-pro level at first if necessary, in the 2018-19 season.
3)    Promote the top two teams from the second division to the A-League every two years (an expansion system based on merit), and replace the promoted teams from the second division with eligible teams (such as new clubs, expansion bids, and former NSL clubs) that enter at A-League Division Two. Repeat this until each division has 16 teams (a six-year process, 12 teams by 2019-20, 14 teams by 2021-22, 16 teams by 2023/24).
4)    After a stabilisation season in which each division of the A-League has 16 teams operating under the desired model, open the pyramid by allowing the most eligible NPL team (typically the champion of the playoffs, or the next best team that meets the criteria) into the A-League Division Two. This completes a connection of the pyramid from the top two divisions to the semi-pro state leagues.

Where will these teams come from?
Here are the current expansion bids:
Former NSL/current NPL teams
New clubs
Mergers/Undetermined
Brisbane City
Brisbane Strikers
Wollongong Wolves
South Melbourne
Sunshine Coast
West Adelaide

Geelong Patriots
Tasmania FC

Southern Expansion
Casey-Dandenong

Other possible expansion locations:
·         Northern Fury
·         Gold Coast
·         Southwest Sydney
·         Canberra
·         Ballarat
·         Second Perth (Black Swans Project)
·         Second Tasmania (Launceston)

Existing AAFC members that could function as low-cost expansion teams in a second division:
City
Club
Melbourne
Avondale FC
Melbourne
Bentleigh Greens
Melbourne
Bulleen Lions
Melbourne
Green Gully
Melbourne
Heidelberg United
Melbourne
Hume City
Melbourne
Kingston City
Melbourne
Melbourne Knights
Melbourne
Northcote City
Melbourne
Oakleigh Cannons
Melbourne
Pascoe Vale FC
Melbourne
Port Melbourne
Melbourne
St Albans Saints
Sydney
Bankstown City
Sydney
Blacktown City
Sydney
Bonnyrigg White Eagles
Sydney
Eastern Suburbs Hakoah
Sydney
Leichhardt Tigers
Sydney
Manly United
Sydney
Marconi Stallions
Sydney
Parramatta FC
Sydney
Rockdale City Suns
Sydney
St George
Sydney
Sutherland Sharks
Sydney
Sydney Olympic
Sydney
Sydney United 58

Hypothetical second division:
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

(Example) Over the six-year process, Brisbane City, Wollongong Wolves, South Melbourne, Geelong Patriots, Tasmania FC, and Southern Expansion get promoted to the A-League Division One by finishing in the top two of the A-League Division Two, raising the number of teams in A-League Division One to 16. Meanwhile, Leichhardt Tigers, Marconi Stallions, Melbourne Knights, Bulleen Lions, Second Perth, and Launceston all get promoted to the A-League Division Two as eligible expansion teams (these are only examples, it would likely be different teams based on the circumstances in reality, or entirely new teams we have yet to know about).

By the end of the six-year process, the A-League’s two divisions would look like this (as an example):
A-League Division One
A-League Division Two
Sydney FC
Western Sydney Wanderers
Central Coast Mariners
Newcastle Jets
Brisbane Roar
Adelaide United
Perth Glory
Melbourne Victory
Melbourne City
Brisbane City
Wollongong Wolves
South Melbourne
Geelong Patriots
Tasmania FC
Southern Expansion
Canberra
Brisbane Strikers
Sunshine Coast
West Adelaide
Casey-Dandenong
Sydney United
Blacktown City
Manly United
Bentleigh Greens
Heidelberg United
Oakleigh Cannons
Leichhardt Tigers
Marconi Stallions
Melbourne Knights
Bulleen Lions
Second Perth
Launceston



And there we have it, the A-League is now a competition consisting of two tiers, with connection to the NPL State Leagues. Everyone in the NPL has something to aspire to, while the A-League clubs (particularly those in Division Two) have impetus to perform on the field each season, preventing the competition from going stale or teams being stuck in a rut with no hope of changing. The promotion and relegation battles (all marketed under the A-League competition) as part of an open system of meritocracy provides a unique key selling point and differentiates the competition from the rest of the Australian sporting market. Additionally, there are three separate end-of-season playoff tournaments (the A-League finals series, the Division Two playoffs, and the NPL playoffs) which provide the entertainment and drama that the Australian sporting audience clearly loves. This is the endgame project we should be striving for. This is the future of football in Australia. 



And the FFA is blowing hundreds of thousands on Consultants !!

Excellent summation of an Australian football landscape end point Mr. Holding Bidfielder. Hard to fault :)

Just goes to show the calibre of thinking outside the 'full-time staff' we're funding at the FFA.

I think we have our 3rd Agenda Draft for our National Reform Conference in October.






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So your big plan starts off by disenfranchising the whole country except for NSW and Vic.  What a wank.

Good for laughs though.  Keep it up.

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SWandP - 28 May 2017 10:49 PM
So your big plan starts off by disenfranchising the whole country except for NSW and Vic.  What a wank.

Good for laughs though.  Keep it up.

Feel free to post an alternative model SWandP

What would you recommend?
or
Are you happy with the way things are?


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Canada70 - 28 May 2017 10:40 PM
Holding Bidfielder - 28 May 2017 10:13 PM



And the FFA is blowing hundreds of thousands on Consultants !!

Excellent summation of an Australian football landscape end point Mr. Holding Bidfielder. Hard to fault :)

Just goes to show the calibre of thinking outside the 'full-time staff' we're funding at the FFA.

I think we have our 3rd Agenda Draft for our National Reform Conference in October.






Thanks, I appreciate the praise.
Feel free to use my comment in any documents, drafts, and info sharing you want. The more people that can see it, the better!

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SWandP - 28 May 2017 10:49 PM
So your big plan starts off by disenfranchising the whole country except for NSW and Vic.  What a wank.

Good for laughs though.  Keep it up.

That's why the expansion process needs to be based on merit rather than metrics, with the system I put forward (that others have suggested too) implementing a second division containing the clubs most eager to join the A-League, with purely promotion to the top flight as a means of expansion.

An additional tidbit of info that I forgot to include in my first post is that an ideal goal across both divisions of the A-League is to have at least two professional teams from each state before fully opening the pyramid. That way, every state has representation in both divisions OR there's a derby/state rival in the same league. For example, WA would have Perth and another team, Adelaide would have AUFC and West Adelaide, Tasmania would have Hobart and Launceston teams, NSW and VIC would naturally have plenty, and Queensland would have Roar, Strikers, City, and Sunshine Coast (plus possible Gold Coast and Northern Fury teams). Of course, there's a chance that a team could theoretically be relegated down into the state leagues, but they'll have a shot at bouncing back fairly quickly, AND by directly linking the NPL teams to the existing national playoffs as a means of promotion, every NPL state league will have a fair shot at getting into the top two divisions via end of season playoffs.

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I imagine Cairns (Heat), Townsville, Western Pride and GCC would all be interested entering the 2nd division. BC, BS and SC all have A-League ambition atm and perhaps even Lions (if they don't purchase Roar) would want to enter the 2nd div.

I see a real problem with a conference comp. mainly because the Northern conference should be bigger.
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Canada70 - 28 May 2017 10:54 PM
SWandP - 28 May 2017 10:49 PM

Feel free to post an alternative model SWandP

What would you recommend?
or
Are you happy with the way things are?


I'll start and finish here.

Where the hell do you get off excluding most of the country from your grandiose vision?
I congratulate on at least attempting to do something rather than sitting on your arse and sniping, but do you really think that you are going anywhere at this point?

Go back and remove Victoria from your plan and replace it with Queensland.  There is every reason to.  It's a bigger football state, produces great players and teams and has a stable organisation in place already.
Next job - explain to the Victorians why they can't be in your grand plan. Should go well. Then explain to all the other people across the country why they should give you more than a passing spit because you sure as fuck don't seem to care about them or their ambitions.  Second rate football citizenry has been declared just because.....?
At this point, at best, you'll have created a concept that most of the country don't care about.  More likely, you'll have created a vision that most of the country hate and will work actively against.  On the first page of your manifesto you have created enemies across the country.

Why would anybody support an idea that excludes them?  At least the FFA understand their role and actively support football for Australians wherever they are in the country.
Keep up the good work.  Can't possibly imagine what you'll come up with next to attract support.

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Thanks for your advice SWandP.
Some more detail would have been helpful but nevertheless we'll take your advice on board.

Remembering we're tabling points to raise in an Agenda for a Reform Conference.

What I'm confident in is that over the course of the next weeks or few months, we'll notate with significant consensus a range of reforms that will improve the football landscape & unlock its potential finally in Aust.

There's a wealth of experience, insight & analytical brain power in the hundreds of forum contributors that aren't being seriously taken noticee of.

Some may not wish to contribute others may see some merit.
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Couple of items that can be reviewed

1. A National Coordinated facilities development Program. Each Level to have a Facilities Department

Align FFA - State Federations - Clubs = with Federal Govt - State Govt - Council

We need a Boutique stadium in every state and territory Controlled by Football

2. Feasibility study into Registered Training Organisation (RTO) to deliver coaching courses.

Not sure the States and FFA are delivering the courses so that participants are actually learning and developing. More about churning.

3. Implement Tom Byer Philosophy from U4 to U12
Our future has always been about Grassroots. We need programs that actually engage PLAYERS and PARENTS.
Many parents just accept the crap feed to them because they don't know and have limited football culture.
Feed up with seeing so many kids just boot the ball as far as they can and parents clapping because tahts what they know from AFL or ARU or NRL

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Excellent points Arthur.
I'll add to Draft 4 shortly & table it.

Facilities is the achillies heel of the sport.

Melb Victory the biggest club in Aust & has no faciliries / social club & train at a public park where u can take your dog for a stroll. Most HAL franchises are in the same boat.

Begging Stadium operators to protect the shared NRL/AFL/HAL fields for our code's tier 1 matches / finals etc is embarrassing. & we need to start building our own boutique stadia.

Crawford Report identified exactly that many yrs ago. We've wasted a billion on player salaries & not developed club infrustructure /facilities at any level !!






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I would mention 4 things.

1. The ranking of football clubs shows how diverse the game of football is in Aust. We have at least one team from each state confederation in the top 36 ranked teams. With a bit of tweaking, this should be the starting point. As mentioned above, derbies are an added bonus to football and should be considered. However, derbies should not be the holy grail in selecting teams for either division.

2. The A League should be separated as an entity that pays a licence fee to the FFA. This should be used to develop the lower tiers as regards to coaching, player conditions, refereeing, and club management.

3. Currently, the national teams are a drain on finance. They should be contributing to the pie. Player wages for representing Aust (men's) are obscene, and should be more aligned with countries of similar stature.

4. The biggest impediment to restructuring will probably be the PFA. They should be its biggest supporters, as there'll be more professional players.
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@Footballking55
3. Currently, the national teams are a drain on finance. They should be contributing to the pie. Player wages for representing Aust (men's) are obscene, and should be more aligned with countries of similar stature.

There are definitely opportunities for better returns in these areas.
Quite a few years ago SBS  brought Brazil U20's to Australia to play our Youth team in a copule of challenge matches.
I remember the game at Marconi Stadium was packed and the game televised live around Australia SBS did a fantastic job promoting this.
There must be similar opportunities in todays environment.

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FFA and State Federations must write up and make available Business and Marketing Plans for NPL Competitions.
As far as I know not one state or FFA has a plan on how to drive the NPL competition in a commercial sense.

Individual Clubs are doing some fantastic stuff on Social Media the State Federations are playing catch up. Also frustrating that the strategy of the States is ad hoc and changes year to year.
The FFA also have much to do to support the NPL the NPL Championship series at the end of the year is at the moment a dead duck series.

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NicCarBel - 28 May 2017 7:03 PM
bluebird - 28 May 2017 4:42 PM

Have already heard about the ACL spot for FFA Cup. Apparently there is a rule in the ACL that only first tier clubs can take part, so that's why the FFA Cup isn't allowed a spot.. Yet. I might have to follow up where exactly I heard, and what exactly I heard. I'm paraphrasing from memory here, but I think it was Adam Peacock on a Fox Sports podcast once?

On that logic the A League shouldn't be given a spot due to Wellington

The obvious answer is if a state league team wins, then it goes to the runner up

What do other countries do?




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Canada70 - 29 May 2017 8:32 AM
Excellent points Arthur.I'll add to Draft 4 shortly & table it. Facilities is the achillies heel of the sport.Melb Victory the biggest club in Aust & has no faciliries / social club & train at a public park where u can take your dog for a stroll. Most HAL franchises are in the same boat.Begging Stadium operators to protect the shared NRL/AFL/HAL fields for our code's tier 1 matches / finals etc is embarrassing. & we need to start building our own boutique stadia.Crawford Report identified exactly that many yrs ago. We've wasted a billion on player salaries & not developed club infrustructure /facilities at any level !!


DRAFT 4 : National Reform Conference Agenda now reads:

(Remembering at this stage we are developing the Agenda items that will be covered at the Conference. 
At the Conference we will workshop the items and hand over solutions to the football administration functionaries (Federations) to implement on a generous timeline)


1. Decide A-League expansion model & rollout date of a 2nd Div with Promotion / Relegation.
Model to be developed that demonstrates how the A League will expand, include a second tier, unconditional P/R, eventual 3rd tier, and finally conditional P/R to NPL. Independent body to run AL, 2nd div, w league and youth league
Appendix 1 : Model HB ( Holding Bidfielder )
Appendix 2 : Model JH (Jake Shorter, ThePekingOrder.com.au)
 
2. No salary cap or other balancing mechanisms aside from 3+1 rule. No concessions, player payments or other unbalanced payments from a central pool to individual clubs.
Spending should be controlled by a system like Financial Fair Play, but with a "three strikes" approach. Simply put, if the club is in the red for more than three consecutive years, it will be hit with sanctions such as a transfer/spending ban and possible points deductions. This gives some degree of financial flexibility and doesn't punish the club for the occasional year or two when they make a loss.               
No salary cap, no salary floor. If teams want to spend as much as they can afford (within their own financial boundaries) they should be allowed to. Likewise, if teams want to be cost effective by operating as quasi-youth teams with players on minimum salaries (that can back themselves up with results on the field) then they should be allowed to. Clubs should have greater control over their finances, and not be held back by regulations that force them to spend or not spend within a particular range. Importantly though, this particular rule needs promotion and relegation to justify it, so clubs with limited financial resources can at least have something to aspire to (being promoted and subsequently surviving in the top division with the bigger clubs).
Foreign players should allowed under the uniform 3+1 rule (3 foreign players of any nationality, plus an additional player from an AFC nation

3. Transfer fees between ALL clubs. Clubs are independent (they own name, brand and IP) Clubs keep their own revenue including finals, big name club tours and merchandise.
- All clubs determine their own brands, property, operating models, salaries, spending, merchandise, and pre/post-season games. In the rest of the world, this is already the case. In Australia it's not.

4. A-League franchises can run their league ONLY under a unified pyramid model.

5. Rollout Semi pro contracts in addition to current player contract system

6. Visa spots to match Asia system, 3+1 for all clubs (whether HAL, NPL, State Leagues).
- Would make a fairer FFA Cup Competition too Smile
- Perhaps consider inclusion of 3 x U20-U23 players in squads. E.g. China has implemented such an approach.

7. We limit all federation administration fees to a fixed % of league turnover.
Say 5%. Presently FFA charge 28% of their turnover in salaries (around $ 24 million on turnover of just over $106m !!! ). Internationally its off the scale !  Federations only manage football under an outsourced service model e.g. Administer Fixtures, Tribunal, Player contract Admin, Referees   or   Fixed % of revenue to go to FFA (ie- 10%), fixed $ for running the league (ie- $5m), with all other funds divided between AL, div2 and W League clubs (ratio of 3:1:1)

8. ALL clubs can have as many junior teams as they can carry so they can lobby councils/governments for more/better facilities

9. Coaching licences at cost recovery fee structure only.
- Presently Australia has the MOST expensive coaching licence system on the planet. It’s a revenue centre for the FFA. Guess who ultimately pays for that, parents!!
- Feasibility study into Registered Training Organisation (RTO) to deliver coaching courses.
- Request National Tech Directors to examine implementing Tom Byer Philosophy from U4 to U12

10. Transfer compensation payments to be paid directly to clubs rather that put the onus on mum & dad volunteers having to chase up FFA to see what they are owed. Incredible !

11. Scrap NPL Player Point system.
A mandatory youth player quota in ALL leagues of at least three players aged, say U20-23 in the matchday squad each week. This rule doesn't interfere directly with starting lineups, but ensures that at the very least young players will be seeing gametime as substitutes at minimum (since each club currently must have five substitutes available each matchday). As a league that needs to improve gametime opportunities for young players, this is a short-term rule that can be implemented to improve the current situation.

12. Increase women's WLeague clubs & female player pathways

13. ACL spot for FFA cup.
  - Either finals (winner, GF, semi loser play offs) or league finishing position (1st, 2nd, 3rd) to determine other spots

14. A national coordinated Facilities Development Program.
- Each Level to have a Facilities Department
- Align FFA - State Federations - Clubs = with Federal Govt - State Govt - Council
- We need boutique stadiums in every state and territory controlled by Football
 



Edited
7 Years Ago by Canada70
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SWandP - 28 May 2017 10:49 PM
So your big plan starts off by disenfranchising the whole country except for NSW and Vic.  What a wank.

Good for laughs though.  Keep it up.

His plan included teams from Canberra, Brisbane, Wollongong, Tasmania, Sunshine Coast, Adelaide and Perth...  Who's being left out?  Darwin?
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Canada70 - 29 May 2017 11:27 AM
Canada70 - 29 May 2017 8:32 AM


DRAFT 4 : National Reform Conference Agenda now reads:

(Remembering at this stage we are developing the Agenda items that will be covered at the Conference. 
At the Conference we will workshop the items and hand over solutions to the football administration functionaries (Federations) to implement on a generous timeline)


1. Decide A-League expansion model & rollout date of a 2nd Div with Promotion / Relegation.
Model to be developed that demonstrates how the A League will expand, include a second tier, unconditional P/R, eventual 3rd tier, and finally conditional P/R to NPL. Independent body to run AL, 2nd div, w league and youth league
Appendix 1 : Model HB ( Holding Bidfielder )
Appendix 2 : Model JH (Jake Shorter, ThePekingOrder.com.au)
 
2. No salary cap or other balancing mechanisms aside from 3+1 rule. No concessions, player payments or other unbalanced payments from a central pool to individual clubs.
Spending should be controlled by a system like Financial Fair Play, but with a "three strikes" approach. Simply put, if the club is in the red for more than three consecutive years, it will be hit with sanctions such as a transfer/spending ban and possible points deductions. This gives some degree of financial flexibility and doesn't punish the club for the occasional year or two when they make a loss.               
No salary cap, no salary floor. If teams want to spend as much as they can afford (within their own financial boundaries) they should be allowed to. Likewise, if teams want to be cost effective by operating as quasi-youth teams with players on minimum salaries (that can back themselves up with results on the field) then they should be allowed to. Clubs should have greater control over their finances, and not be held back by regulations that force them to spend or not spend within a particular range. Importantly though, this particular rule needs promotion and relegation to justify it, so clubs with limited financial resources can at least have something to aspire to (being promoted and subsequently surviving in the top division with the bigger clubs).
Foreign players should allowed under the uniform 3+1 rule (3 foreign players of any nationality, plus an additional player from an AFC nation

3. Transfer fees between ALL clubs. Clubs are independent (they own name, brand and IP) Clubs keep their own revenue including finals, big name club tours and merchandise.
- All clubs determine their own brands, property, operating models, salaries, spending, merchandise, and pre/post-season games. In the rest of the world, this is already the case. In Australia it's not.

4. A-League franchises can run their league ONLY under a unified pyramid model.

5. Rollout Semi pro contracts in addition to current player contract system

6. Visa spots to match Asia system, 3+1 for all clubs (whether HAL, NPL, State Leagues).
- Would make a fairer FFA Cup Competition too Smile
- Perhaps consider inclusion of 3 x U20-U23 players in squads. E.g. China has implemented such an approach.

7. We limit all federation administration fees to a fixed % of league turnover.
Say 5%. Presently FFA charge 28% of their turnover in salaries (around $ 24 million on turnover of just over $106m !!! ). Internationally its off the scale !  Federations only manage football under an outsourced service model e.g. Administer Fixtures, Tribunal, Player contract Admin, Referees   or   Fixed % of revenue to go to FFA (ie- 10%), fixed $ for running the league (ie- $5m), with all other funds divided between AL, div2 and W League clubs (ratio of 3:1:1)

8. ALL clubs can have as many junior teams as they can carry so they can lobby councils/governments for more/better facilities

9. Coaching licences at cost recovery fee structure only.
- Presently Australia has the MOST expensive coaching licence system on the planet. It’s a revenue centre for the FFA. Guess who ultimately pays for that, parents!!
- Feasibility study into Registered Training Organisation (RTO) to deliver coaching courses.
- Request National Tech Directors to examine implementing Tom Byer Philosophy from U4 to U12

10. Transfer compensation payments to be paid directly to clubs rather that put the onus on mum & dad volunteers having to chase up FFA to see what they are owed. Incredible !

11. Scrap NPL Player Point system.
A mandatory youth player quota in ALL leagues of at least three players aged, say U20-23 in the matchday squad each week. This rule doesn't interfere directly with starting lineups, but ensures that at the very least young players will be seeing gametime as substitutes at minimum (since each club currently must have five substitutes available each matchday). As a league that needs to improve gametime opportunities for young players, this is a short-term rule that can be implemented to improve the current situation.

12. Increase woman's WLeague clubs & female player pathways

13. ACL spot for FFA cup.
  - Either finals (winner, GF, semi loser play offs) or league finishing position (1st, 2nd, 3rd) to determine other spots

14. A national coordinated Facilities Development Program.
- Each Level to have a Facilities Department
- Align FFA - State Federations - Clubs = with Federal Govt - State Govt - Council
- We need boutique stadiums in every state and territory controlled by Football
 




We've done pretty well in just over 24 hours :)

No doubt we will tinker with the National Reform Agenda points over the next weeks/months.
But the main items needing reform are certainly there.

Draft 4 National Football Reform Conference Pamphlet is attached.
If anyone is a bit more creative in the design area, feel free to improve.


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Not to be a downer but way too many points to discuss at a conference (how many weeks were you planning to host this event over??). Also your items are leading, that is you limit your audience. What authority do you have to tell us that your ideas are the best??

Is this a conference to discuss ideas or simply listen to YOU say what you want??

sokorny
sokorny
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4. A-League franchises can run their league ONLY under a unified pyramid model

What if the A-League franchises say no deal. We want full control. Or they refuse to attend the conference because they don't want to be cornered before it even starts!

FFA / current A-League board have already said no too.

Or let's say they say YES to the deal. Then from your points 1, 2, 3 and 6 are moot. The A-League franchises now run the league and determine all those points. Would the majority of their decisions now be based on economics?? What care do they have for the national team / players??
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