Not a chance they get points deducted. In the squad of 18, only 4 players were changed.
United game on left. Reading game on right. It's just Warnock whinging for no reason
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It's not that cut and dried. Burnley's starting XI against United had 298 combined starts this season in the 39 prior games; their line up against Reading had 171. 5 players kept their place in both games (show in yellow below), of whom four (Roberts, Beyer, Cullen and Tella) were first choice with 122 combined starts while Foster made his first start against us. Two players started against us but were on the bench against Reading (shwon in green; rotation player Barnes & first choice Cork); three players did the reverse (shown in orange; rotation players Taylor, Gudmundsson and Benson). Finally, four first teamers played against us (Muric, Harwood-Bellis, Maatsen & Brownhill) but didn't get on the pitch against Reading.
All of this is moot. Kompany has 25 senior professionals in his squad and how he chooses to rotate them is up to him. There's no denying they have made a number of chances since wrapping up promotion but the upshot of those changes has been to give the fringe players gametime rather than blooding youngsters.
The only angle Warnock has is that the selection of Bailey Peacock-Farrell in goal is a clear sign of fielding a weakened team.
Yep. Three different outcomes for each game (W, D, L). Imagine if we had one game each left. The games are independent so the possible result combinations are:
W-W
W-D
W-L
D-W
D-D
D-L
L-W
L-D
L-L
Or, more simply, 3x3 or 3^2
We have four games left, Burnley 3 so the combination is simply = 3x3x3x3x3x3x3 or 3^7 = 2,187
For the next bit: Burnley are 10 points ahead of us. To overhaul them we have to win all four of our games as three wins and a draw only allows us to reach their current total of 92. They can get a maximum of 1 point from their three games if we're to stay ahead which means that the four combinations are:
United: WWWW
Burnley: LLL or DLL or LDL or LLD
To draw level either we draw one (WWWD or WWDW or WDWW or DWWW) and they lose all three (LLL) OR we win all four (WWWW) and Burnley draw two (DDL or DLD or LDD). 4+3 = 7.