Adelina's Scores: Suspicious vs. Not-so-much
TES
Copied Yuna's, deleted all data first, and then re-built it using Adelina's numbers.
First, the individual column scores that actually counted for each GoE (hi and lo X'ed out, cheating block in red.)
This shows the hypothetical strategy (if 7 votes high, all scores from 1,2, and 5 will count. Keep in mind that a lot of the judges gave the same hi & lo mark. Since we're assuming the 1,2,5, and 7 were cheating, I dropped the hi & low from the other columns whenever possible. This is simply to illustrate the feasibility of the strategy).
Row #1.......
1....
2....
x....4....
5....6....
x....8....9
Row #2.......
1....
2....3....4....
5....6....
x....
x....9
Row #3.......
1....
2....3....4....
5....
x....
x....8....9
Row #4.......
1....
2....3....4....
5....6....
x....8....
x
Row #5.......
1....
2....3....4....
5....6....
x....
x....9
Row #6.......
1....
2....x....4....
5....6....
x....8....9
Row #7.......
1....
2....3....1....
5....
x....
x....8....9
Row #8.......
1....
2....3....4....
5....6....
x....8....
x
Row #9.......
1....
2....3....4....
5....
x....
x....8....9
Row #10......
1....
2....
x....4....
5....6....
x....8....9
Row #11......
1....
2....3....4....
5....
x....
x....8....9
Row #12......
1....
2....3....4....
5....6....
x....8....
x
Now the scaled GoE breakdown. Set up the same way as Yuna's, starting w/the "curve" setter in the cheating block (Column 7),
and starting w/the fence-sitter/questionmark judge in non-suspicious columns (Column 6)
JUMPS...............BV..... .....7.......5.......2......1...........GoE/Actual/GoE..........6.......3.......4.......8.......9
3Lz+3T............10.10............3.......2.......2.......2...........
1.58/1.00/
0.42..........2......-1.......1.......0.......1
3F+2T+2Lo.......9.24x...........-1.....-1......-1.....-2...........
-.88/-.90/
-.98.........-1......-2......-1.....-2......-1
2A+3T.............8.14x............3.......3.......3.......2...........
1.93/1.80/
1.68..........3........2.......3.......2.......2
3F....................5.30............3.......2.......3.......2...........
1.75/1.50/
1.26..........3.......1........2.......1.......2
3Lo...................5.10............3.......3.......3.......2...........
1.93/1.60/
1.40..........2.......2.......2.......2........2
3S...................4.62x............3.......2.......2.......2...........
1.58/1.20/
0.98..........1.......2.......1.......1........2
2A...................3.63x............3.......2.......3.......2...........
1.25/1.07/
0.90..........2.......2.......2.......2........1
Distribution I:
.................-2GoEs = 3..........................-1GoEs = 7 ..........................0 GoEs = 1
(0%)Cheating Block = 1 (33%)..........Cheating Block= 3 (43%).........Cheating Block = 0 (0%)
(0%)Other Columns = 2 (67%)..........Other Columns= 4 (57%).........Other Columns = 1 (100%)
..........+1GoEs = 8 ................................+2GoEs= 29 ..........................+3GoEs = 15
Cheating Block = 0 (0%).................Cheating Block= 12 (41%).........Cheating Block = 12 (80%)
Other Columns = 8 (100%)..............Other Columns= 17 (59%)..........Other Columns = 3 (20%)
Distribution II:
................Total GoE's............%=-2........%=-1........%=0........%=1........%=2...........%=3
Cheating Block........28..............4%............10%.........0%..........0%..........43%.........43%
Other Columns........35..............6%............11%.........3%..........24%.........49%...........9%
SPINS..........BV..........7.......5.......2......1............GoE/Actual/GoE............6.......3.......4......8.......9
CCoSp4.......3.50.........3.......3.......3......2............
1.36/1.21/
1.10.............3.......2.......2......2.......2
FCSp4........3.20..........3.......3.......3......3.............
1.50/1.36/
1.20............3.......2.......3......2.......2
LSp4..........2.70...........3.......2.......2......2.............
1.13/1.07/
1.10............2.......2.......3......2.......2
(Spins are A's strength, but notice Cheating Block still scored her *consistently* higher than Non-suspicious Columns. My guess* is non-suspicious columns were more reserved because Yulia had already skated at this point, and her spins were more impressive. *uninformed guess, as I haven't look at Yulia's protocol yet)
Distribution I:
..........+2GoEs = 15........................................+3GoEs = 12
Cheating Block = 4 (27%).......................Cheating Block = 8 (67%)
Other Columns = 11 (73%).......................Other Columns = 4 (33%)
Distribution II:
......................Total GoE's.......%=2........%=3
Cheating Block........12..............33%........67%
Other Columns........15..............73%.........27%
(Same as Jumps: the Cheating Block awarded mostly 1's, while the Other Columns awarded mostly 2's)
STEP SEQ......BV..........7.......5.......2......1.... .......GoE/Actual/GoE........6.......3........4.......8.......9
StSq4..........3.90..........3.......3.......3......2...........
1.93/1.70/
1.40.........3.......1.......2......2.......2
ChSq1....... ..2.00..........2.......2.......3......2............
1.56/1.50/
1.54.........3.......2.......2......2.......2
(Notice most of the 3's for the step sequence that was called wrong are coming from the cheating block

= they're trying to capitalize on the higher multiplier of L4. Also, notice that the only +2 (from the cheating block) for this wrong-call element, came from Judge 1. This is because it was Judge 1's job to score "safely" on everything - he/she scored 2's practically straight down the line. By "safe" I don't mean lowering the chances that they'll get caught, I mean increasing the likelihood that it will not be dropped, thus, ensuring that a decent high score will count towards the final GoE points for every element.)
Distribution I:
.........+1GoEs = 1...................................+2GoEs = 11........................................+3GoEs = 6
Cheating Block = 0 (0%).................Cheating Block = 4 (36%).........................Cheating Block = 4 (67%)
Other Columns = 1 (100%)..............Other Columns = 7 (64%)..........................Other Columns = 2 (33%)
Distribution II:
......................Total GoE's.......%=1............%=2............%=3
Cheating Block........8.................0%............0%... ...........0%
Other Columns........10.............100%............0%. .............0%
PCS
First, the individual column scores that actually counted for each component (hi and lo X'ed out, cheating block in red.)
This shows the hypothetical strategy (if 7 votes high, all scores from 1,2, and 5 will count)
SS.......
1....
2....3....
x....
5....6....
x....8....9
T/L......
1....
2....3....
x....
5....6....
x....8....9
P/E......
1....
2....3....4....
5....6....
x....
x....9
Ch/C....
1....
2....3....
x....
5....6....
x....8....9
Int.......
1....
2....3....4....
5....6....
x....
x....9
Averages:
Adelina's PCS Group Average...................................Yuna's PCS Group Average
Cheating Block = 9.59............................................Cheating Block = 8.96
Other Columns =9.02.............................................Other Columns = 9.49
Breakdown:
Components.......7...........5..........2............1.........................................6..........3..........4.........8..........9
SS.................9.50.......9.50......9.50........9.50.....................................9.00......9.25......8.75.....8.75.....8.50
T/L................9.50.......9.25......9.25........9.25.....................................9.00......8.75......8.50.....8.75.....8.50
P/E................9.75.......9.75......9.50........9.75.....................................9.50......9.25......9.00.....9.00.....9.25
Ch/C..............9.75.......9.50......9.75........9.75.....................................9.75......9.25......8.75.....9.00.....9.50
Int.................9.75.......9.75......9.75........9.75.....................................9.25......9.00......9.25.....8.75.....9.25
Ind.Avg...........9.65.......9.55......9.55........9.60.....................................9.30......9.10......8.85.....8.85.....9.00
Adelina's Actual TES: 74.41
And if you apply the the 1.6 factor to each component, for each judge:
Judges........7...........5..........2............1.........................................6..........3..........4.........8..........9
TES........77.20......76.40......76.40........76.80.....................................74.40......72.80......70.80.....70.80.....72.00
Yuna's Actual TES:74.50
Yuna's scores w/1.6 factor applied:
Judges........2...........4..........7............8.........................................1..........3..........5.........6..........9
TES........67.20......72.40......74.80........73.60.....................................73.20......78.00.....75.20.....76.40.....76.80
If you were to drop the cheating block completely. Remove high and low from the non-suspicious columns, and take the average PCS, for each skater:
Adelina PCS: 71.87
Yuna PCS: 76.13
A margin of +4.26 PCS in Yuna's favor.
I'd like to do TES the same way - Adjust BV of Step Sequences for both skaters, Adjust Adelina's 1st combination to show edge call and underrotation downgrade, drop the cheating blocks completely, remove high and low from the remaining columns, use multipliers and average to determine GoE.
And if that makes more sense in terms of what the skater's actually delivered, and what kind of pcs they were capable of, well... then at least it'll be here for everyone to see

hwell:
***Disclaimer*** There might be mistakes, if you find any,just point them out and I'll fix it..
**ETA fixed some colors, and wording under spins.
**ETA2 - Judge1 and 7's scores in the individual pcs scores were in each other's place by accident. fixed now.