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How are wafl crowds calculated? 11 months 2 weeks ago #227976

  • Johnny Leonard
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I was at the WACA. Looked much smaller. Around 400. 

is it everyone who goes through the gates that day? That might explain it. 
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How are wafl crowds calculated? 11 months 2 weeks ago #227977

  • westaussieguy
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That's a damn good question JL
On many occasions there is a huge discrepancy in the numbers. Happens too regularly.
For example take the last round of the leederville match. 1661 is the official figure. I heard from a reliable source the attendance was far lower than that at approx 600. It beggars belief a more accurate attendance cannot be measured in our 'so called modern day and age'.

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How are wafl crowds calculated? 11 months 2 weeks ago #227978

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fantasy guess work
 
It's not the size of the dog in the fight. It's the size of the fight in the dog.
Winning isn't everything. It's the ONLY THING !!!!!!
I shot the fukin sherriff!!!!

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How are wafl crowds calculated? 11 months 2 weeks ago #227979

  • Bazza
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Problem is the include everyone from the start of the day to the end. People leave once colts and reserves finish.

I was told that one game recently had around 200 during the league game.

As noted above the attendances are a lot worse than recorded.

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Last edit: by Bazza.

How are wafl crowds calculated? 11 months 2 weeks ago #227981

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we've taken a large hit to our supporter base , particularly the past 3 or 4 years , old mate Reaper has called a fair few of us 
but without doubt the two VFL entities have seen a big decline in already troubled attendances
and that is despite the continual bleatings from both camps claiming falsely that attendances would surge to incredibly lovely numbers if they were admitted into the WAFL
the glaring actual fact is that no-one attends WCE matches and attendances in Mandurah are at an all time low , in fact more people attend their various local Peel League games along with the other fact that there are far more WCE supporters in Mandurah than Cockburn

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How are wafl crowds calculated? 11 months 2 weeks ago #227982

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Quite staggering that two traditional teams with a proud history could only amass an estimated 350 attendance between East Perth and South Fremantle at Leederville Oval.

Some fair weather supporters amongst those two teams. The Peel v WCER drew a bigger crowd. Lol

Yet a club that constantly attracts trash talk about our finals record continues to attract decent crowds. We must all be dreamers.
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How are wafl crowds calculated? 11 months 2 weeks ago #227983

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Quite staggering that two traditional teams with a proud history could only amass an estimated 350 attendance between East Perth and South Fremantle at Leederville Oval.

Some fair weather supporters amongst those two teams. The Peel v WCER drew a bigger crowd. Lol

Yet a club that constantly attracts trash talk about our finals record continues to attract decent crowds. We must all be dreamers.


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How are wafl crowds calculated? 11 months 2 weeks ago #227988

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The Royals supporter base collapsed under the weight of alignments. Obviously there are thousands if not tens of thousands of followers that take a passing interest in them still.  But your hard core base that attends home and away would be down to 50-100. 

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How are wafl crowds calculated? 11 months 2 weeks ago #227990

  • Beasley Hutton
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Isnt the top post in this topic the actual crowd numbers for last weekend?
I am not sure where people are getting these approx 350 crowd numbers from?
Surely not that joke of a paper The West?
The dingbats "ghost writing" their WAFL game summaries for that rag dont even attend the games, the crowd figures for Swans games have been a mile out each week so far, all well under the official figure!

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Last edit: by Beasley Hutton.

How are wafl crowds calculated? 11 months 1 week ago #228077

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Quite staggering that two traditional teams with a proud history could only amass an estimated 350 attendance between East Perth and South Fremantle at Leederville Oval.

Some fair weather supporters amongst those two teams. The Peel v WCER drew a bigger crowd. Lol

Yet a club that constantly attracts trash talk about our finals record continues to attract decent crowds. We must all be dreamers.
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[/img]

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