Wednesday, 30 December 2020

Statistics for the weekend 19/20 th December


The Mass figures for the weekend Dec 19/20


The figure in brackets the lower end of how many 'units' can attend. A unit can be one single person, or a whole family/household/bubble - or even those who have travelled together in the same car. So the figure in the brackets can increase. So in Shepton it may be only that 40 single people attend, but if they are in bubbles/families/households/cars, then the number can be much larger.

NOTE: some Mass times have changed.

Wells Saturday 6.00pm - 32 (34) - down 7
Glastonbury Saturday 6.00pm - 38 (50) - down 3
Cheddar Sunday 9.00am - 25 (25) - up 1
Shepton Sunday 9.00am - 43 (40) - up 12
Wells Sunday 10.30am - 42 (34) - down 1
Glastonbury Sunday 10.30am - 43 (50) - up 10
Cheddar Sunday 11am - 3 (25) - no change
Glastonbury Sunday 12.15 - 36 (50) - up 10



Our numbers this weekend were up 15 on the weekend before over the four parishes. 

Since "Lockdown 2" the numbers have been 237, 244.

259 people came to Mass in total this weekend. Our Mass figures would normally have been 573. We are running at 45.2%.


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The four point rolling average will no longer be valid because of Lockdown 2, so I have taken the last data point (280 - generated on 1/11/2020) and used that as a fixed point for the two weeks preceding this our first hard numbers. Thus for my purposes the last four weeks values are 280, 244, 237, 259. The true four point rolling average will only be valid in three weeks time, but it gives us something to work on. 

Average (not four point rolling average) 255.

I will plot this on the above graph, but with the caveats already mentioned.  


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Data based on four point simple rolling average:




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[For those interested in statistical analysis, I have started using a four point simple rolling average. This should iron out statistical inconsistencies and give a clearer view of the trends within the four parishes as a whole. If for whatever reason the numbers are inflated or deflated for one weekend, four point rolling averages help to level out these outliers.]

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