Consistency Revisited - Part I:
Crank Scores 8/2/05
|
Crank Scores
2004:
QBs | RBs
| WRs | TEs
'03 & '04 Combined:
QBs | RBs
| WRs | TEs
|
The “Gut Feeling” is often synonymous with a sense
of desperation resulting from a lack of preparation. The Gut Check
is a huge proponent of studying the numbers, but there’s
a point where one can place too much emphasis on the wrong information.
This can result in the undervaluing or overlooking a player’s
potential. Therefore, The Weekly Gut Check is devoted to examining
the frame of reference behind certain number-driven guidelines
that fantasy football owners use to make decisions.
Although The Weekly Gut Check doesn’t claim to be psychic,
he does believe that he can dispel certain numbers biases and
help you make the best choices for your team. We’ll keep
a running tally of The Weekly Gut Check’s insights. This
way you can gauge his views as something to seriously consider,
or at least seriously consider running the opposite way as fast
as you can!
Consistency is a relatively new topic among fantasy football owners.
While others swear by it as contributing factor to their success,
some have already written it off. In theory the idea of selecting
the most consistent players for one’s roster and starting
lineup has great potential value. A starting lineup of players that
are consistently scoring a desired amount of points per game is
more likely to outperform a higher scoring, but more erratically
performing lineup. The problem is how to compile “consistency
data.”
The Gut Check has observed a few different methods. In The Gut check’s
opinion, standard deviation is not the best way to measure consistency
for top fantasy performers. This is a common method Yours Truly
has seen posted on various message boards in the fantasy football
community. The true purpose of this statistic is to measure the
variance of a process. Generally, a low standard deviation is considered
a very good thing, because it proves a process is under control.
When applied to fantasy football, standard deviation doesn’t
help us see the type of consistency an owner seeks from a football
player. A good example of standard deviation’s limitations
can be seen with the following season performances for RBs in 2004:
2004 RBs: Standard Deviation |
Last |
First |
Games |
StDev Of FPts |
FPts/G |
Jones |
Julius |
8 |
12.42 |
16.85 |
Holmes |
Priest |
8 |
12.26 |
24.74 |
Alexander |
Shaun |
16 |
9.98 |
19.16 |
Westbrook |
Brian |
13 |
9.03 |
15.81 |
Martin |
Curtis |
16 |
8.68 |
17.39 |
Davis |
Domanick |
15 |
8.30 |
17.44 |
Brown |
Chris |
11 |
8.04 |
14.31 |
Johnson |
Rudi |
16 |
7.72 |
14.11 |
Barber |
Tiki |
16 |
7.09 |
18.73 |
James |
Edgerrin |
16 |
6.74 |
16.07 |
Tomlinson |
LaDainian |
15 |
5.92 |
19.04 |
Dillon |
Corey |
15 |
5.26 |
16.79 |
|
At first glance, Dillon, Tomlinson, James, and Barber look like
the more consistent backs. When adhering strictly to standard deviation
this is true. Yet as the standard deviation decreases so do the
average fantasy points per game. The most consistent backs according
to standard deviation data are the ones that only get a few carries
a game! Yours Truly would be happy with Dillon, Tomlinson, James,
and Barber on his roster but it doesn’t have to do with their
standard deviation data.
Standard deviation doesn’t take into account what fantasy
owners really need know: how consistently a player averages
at least the desired amount of fantasy points per game. Fantasy
owners actually desire the “inconsistency” that occurs
because a player had several performances significantly above
the desire fantasy points per game average. Priest Holmes didn’t
score less than 12 fantasy points in a game last season, but his
standard deviation is among the highest of all backs. Forgive
The Gut Check, but he’d gladly take this kind of inconsistency—especially
with a fantasy point per game average of nearly 25 points!
The Gut Check ranks consistency in a different manner. He tracks
how often a player reached a desired baseline on a weekly basis
over the course time. Determining a weekly fantasy point baseline
and calculating the percentage of times a player reaches that
performance level during a given range of games or seasons is
a more effective starting point. This type of analysis doesn’t
penalize players for performing significantly above their normal
level of play when that “average” performance is still
impressive. The key to effectively creating worthwhile baselines
involves some research into historical average values for every
skill position.
For those of you that didn’t see last
year’s column, Yours Truly provided an in depth explanation
of his consistency formula. This year The Gut Check is taking
his consistency formula to the next level: in addition to providing
a series of percentages and leaving it up to the individual to
figure out how he wishes to use the information, Yours Truly has
developed a consistency
rating score (Crank Score) for those owners looking for more
of a finished product.
The Gut Check’s method of determining consistency automatically
sets tiers for individual performances. The Gut Check has created
database queries to determine total fantasy points for each player
within their position for the past 54 years. For now, the queries
are set for standard scoring leagues:
- .1 pt per yard rushing/receiving
- .05 pt per yard passing
- 6 pts per rushing/receiving td
- 4 pts per passing td
This allows Yours Truly to see where tiers occur within a position
during any range of time. Setting tiers isn’t a clear-cut
process, but it’s not difficult to determine with a little
practice. Generally, The Gut Check doesn’t incorporate more
than a 2-3 year range of average values. These queries automatically
average the baselines for the Gut Check’s consistency tiers:
- Elite Level: These are the
top fantasy performers at their position. The percentage for
the Elite category indicates how likely a player over the selected
range of time performed each week among:
- The top 2 RBs
- The top 2 QBs
- The top 3 WRs
- The top TE
For example, Kansas City RB Larry Johnson ranked at a positional-best
62.5% Elite Rating for 2004. This means Johnson was 62.5% likely
to have a performance last year where at worst, only one back
could have been better. Of course, Johnson only played 8 games
in 2004, but for 5 of those games only one back in a fantasy
league might have put up more points. This is definitely a validation
of fantasy owners choosing to draft Johnson higher than any
back up in 2005. According to this piece of data, Priest Holmes
owners would be wise to select Johnson early enough to guarantee
they have an elite runner throughout the season, regardless
of Holmes’ health.
- #1 Level: These are the performers
that score enough points in a given week to be considered a
#1 starter on a roster. For instance, in a 12-team league, the
#1 Rating is the player’s historical likelihood of performing
each week among:
- The top 12 RBs
- The top 12 QBs
- The top 12 WRs
- The top 12 TEs
These are the players most owners hope they are getting when
they draft a player in early-to-mid rounds of serpentine formats.
A great example of understanding the value of this information
is to compare Edgerrin James and Curtis Martin in 2004. Martin
scored 17.39 FPG to James’ 16.07 FPG, but James had an
81.25% #1 RB Rating to Martin’s 56.25% #1 RB Rating. Although
Martin scored more points over the course of the season, James
performances were more indicative of a top RB in a 12-team league.
Later on, The Gut Check will demonstrate how drafting for consistency
can positively impact a team.
- #2 Level: Depending on the
lineup options of one’s league, the #2 Rating is a solid,
fantasy starter (RB, WR, & Flex-QB positions) or a quality,
fantasy backup (QB and TE). For a 12-team league these are the
players’ likelihood of scoring within the top 24 of their
position. In addition the #2 Rating for a position helps an
owner see whether the point swings one might find with standard
deviation are more often on the negative side of performance.
Comparing Edgerrin James with Curtis Martin demonstrates that
James’ 93.75% #2 RB rating made him a virtual lock to
perform at the very least as the second back in a fantasy lineup
throughout the season. In contrast, Martin only had a 75% #2
RB rating—still a good score, but that’s 3 fewer
games than James. Three games in many leagues is the difference
between a first-round playoff loser and the champion.
- #3, #4, or #5 Level: These are
generally backup positions, although the #3 Rating often applies
to starting receivers or flex-Rbs in many leagues. These scores
aid an owner’s chance to acquire consistent depth for
bye weeks or injuries.
- Sub-Par Level: This rating tells
the fantasy owner how often a player performs lower than the
average weekly score of a viable fantasy backup. In other words,
how capable is the player of such a poor performance it could
cost an owner a game. Let’s compare Warrick Dunn and Ahman
Green from 2004. Green was considered a top 5 RB and Dunn a
#2 RB, at best. Performance-wise, Green averaged 12.79 FBG to
Dunn’s 12.13. Yet when it comes to clunkers, Dunn only
had one sub-par game all-season and Green had three. Although
this is just one year of data, the point is to show how Sub-par
Ratings can be a very helpful way to separate players with a
historically close level of performance in a more traditional
sense.
Here are the fantasy point baselines for each position in a
12-team, standard scoring system mentioned earlier for both 2003-2004
and 2004:
RB Baselines x Year: |
Year |
Elite |
#1 |
#2 |
#3 |
#4 |
Subpar |
2003 |
21.56 |
13.00 |
8.88 |
6.31 |
4.13 |
4.00 |
2004 |
18.75 |
12.31 |
9.81 |
6.25 |
4.00 |
4.00 |
2003-04 |
18.75 |
12.31 |
9.81 |
6.25 |
4.00 |
4.00 |
|
WR Baselines x Year: |
Year |
Elite |
#1 |
#2 |
#3 |
#4 |
#5 |
Subpar |
2003 |
12.25 |
10.13 |
7.19 |
6.13 |
5.06 |
4.44 |
4.38 |
2004 |
12.88 |
10.31 |
8.63 |
6.56 |
4.94 |
4.19 |
4.19 |
2003-04 |
12.56 |
10.22 |
7.91 |
6.34 |
5.00 |
4.31 |
4.28 |
|
QB Baselines x Year: |
Year |
Elite |
#1 |
#2 |
Subpar |
2003 |
20.75 |
17.63 |
11.06 |
10.94 |
2004 |
26.75 |
17.50 |
12.94 |
12.81 |
2003-04 |
23.75 |
17.56 |
12.00 |
11.88 |
|
TE Baselines x Year: |
Year |
Elite |
#1 |
#2 |
#3 |
Subpar |
2003 |
9.50 |
3.75 |
2.5 |
1.69 |
1.63 |
2004 |
10.88 |
4.31 |
3.00 |
1.88 |
1.75 |
2003-04 |
10.19 |
4.03 |
2.75 |
1.78 |
1.69 |
|
So how do these baselines help a fantasy owner? The Gut Check feels
consistency is a good complement for average value or value based
drafting—traditionally selecting players based the highest
amount of projected fantasy points. For example, let’s compare
two teams in a 12-team league with a lineup of 1 QB/2RB/2WR and
a standard scoring system. Team A has players with higher F Pts/G
averages than Team B, but Team B’s players at their respective
positions are more consistent. Which team has the inherent advantage
over the course of a season in head-to-head leagues?
The tables show the team, fantasy points per game, percentage of
time the player scored the minimum number of fantasy points to be
among the top-12 scorers at their respective position for that week
(#1 baseline), and how many games this player scored at this baseline:
Team A |
Pos |
Player |
F Pts/G |
#1 Baseline |
Games |
QB |
Kerry Collins |
18.74 |
42% |
6 |
RB1 |
Curtis Martin |
17.39 |
56% |
9 |
RB2 |
Domanick Davis |
17.44 |
67% |
10 |
WR1 |
Javon Walker |
13.14 |
56% |
9 |
WR2 |
Darrell Jackson |
10.12 |
31% |
5 |
|
Totals |
76.8 |
50% |
39 |
|
Team B |
Pos |
Player |
F Pts/G |
#1 Baseline |
Games |
QB |
Tim Rattay |
17.11 |
55% |
5 |
RB1 |
Corey Dillon |
16.79 |
73% |
11 |
RB2 |
Edgerrin James |
16.07 |
81% |
13 |
WR1 |
Joe Horn |
12.87 |
68% |
11 |
WR2 |
Ashlie Lelie |
9.43 |
50% |
8 |
|
Totals |
72.3 |
65% |
48 |
|
Without viewing any stats, most owners would look at the players
on Team A and believe it is better than Team B. When using Fantasy
Points Per Game as the sole-supporting stat of comparison, team
A appears better—they score an additional 4.5 points per game,
or 72 additional points over the course of a 16-game season.
The problem is Team A’s players performed as top-12 players
at their respective positions less often than Team B’s squad.
In fact, Team B’s players performed like top-12 players
at their position for 9 more games combined over the course of
the season! Breaking this information down by player further highlights
the difference.
- Curtis Martin had a slightly better FPG average than Dillon
over the course of 16 games, but Dillon scored the average baseline
for a top-12 back in 2004 of at least 12.31 FPG more often than
Martin. Although Martin had some bigger games, Dillon had more
games an owner could count on as an RB1. It’s true Martin
could carry a team to victory during one of his big weeks, but
an owner that has a roster filled with players with Dillon’s
reliability is tougher to beat on a weekly basis.
- Edgerrin James and Domanick Davis played the same amount
of games, but James had three more games than Davis where he
performed to the minimum expectation of a starting RB. Davis
scored nearly 1.5 more points per game than James. In many leagues
this difference in FPG would have placed him in a tier above
James on many draft boards. But James’ had fewer dips
in his performance, and that means delivering similar totals
with significantly more consistency. As The Gut check mentioned
before, three games (the difference in consistency between James
and Davis) can separate owners from an also-ran to a playoff
team, or a contender from a champion.
- Most owners would select Darrell Jackson over Ashlie Lelie
last season, but the Broncos receiver actually had three more
games where he performed like a #1 WR in comparison to Jackson—an
established fantasy performer.
- The comparison between these two quarterbacks highlights
the value of consistency in a slightly different aspect. Kerry
Collins was nearly 2 points per game better than Tim Rattay.
Although the 49er performed like a #1 QB one game less often
than Collins, he played five fewer games. In reality, Collins
was more valuable because he played more games, but if Rattay
started the same number of games as Collins he’d clearly
be the better choice if his consistency stats remained the same.
There is a lot to discover when examining each of the separate
tiers, but The Gut Check has developed a formula to incorporate
these levels of performance with fantasy points per game. The
result is an overall consistency score for each position. For
the sake of calling it something, let’s refer to it as The
Crank Score (Consistency-Rank Score):
Crank RB Score = FPG+(FPG x Elite%)+((FPG
x #1%)*2)+(FPG x #2%)-((FPG x Sub-Par%)*2)/FPG
Crank QB & TE Score = FPG+(FPG
x Elite%)+((FPG x #1%)*2)-((FPG x Sub-Par%)*2)/FPG
Crank WR Score = FPG+(FPG x Elite%)+((FPG
x #1%)*2)+(FPG x #2%)+(FPG x#3%)-((FPG x Sub-Par%)*2)/FPG
The formula is designed not to have a maximum score, because
fantasy points per game drives much of the calculation. Yet consistency
levels of performance illustrate where a slightly lower-scoring
player could be a better fantasy performer in leagues with head
to head match ups. The formula gives extra weight to #1-quality
performances and heavily penalizes Sub-Par performances. Therefore,
the players with the best Crank Scores:
- Churn out a high FPG average
- Consistently score like a #1-Quality fantasy player more
than their peers
- Rarely have poor games that can kill an owner’s
weekly performance
Here are some examples of this formula calculated for 2004 performances.
RB Crank Scores |
Player |
Tm |
Crank |
F Pts/G |
Elite |
#1 |
#2 |
#3 |
#4 |
Subpar |
Priest Holmes |
KC |
105.13 |
24.74 |
50.00% |
87.50% |
100.00% |
100.00% |
100.00% |
0.00% |
LaDainian Tomlinson |
SD |
81.24 |
19.04 |
60.00% |
86.67% |
93.33% |
100.00% |
100.00% |
0.00% |
Tiki Barber |
NYG |
75.95 |
18.73 |
56.25% |
81.25% |
87.50% |
93.75% |
93.75% |
6.25% |
Shaun Alexander |
Sea |
70.54 |
19.16 |
43.75% |
75.00% |
75.00% |
87.50% |
93.75% |
6.25% |
Larry Johnson |
KC |
68.58 |
18.99 |
62.50% |
62.50% |
75.00% |
75.00% |
87.50% |
12.50% |
Corey Dillon |
NE |
62.67 |
16.79 |
40.00% |
73.33% |
86.67% |
100.00% |
100.00% |
0.00% |
Domanick Davis |
Hou |
62.52 |
17.44 |
46.67% |
66.67% |
80.00% |
86.67% |
86.67% |
13.33% |
Edgerrin James |
Ind |
61.14 |
16.07 |
25.00% |
81.25% |
93.75% |
93.75% |
93.75% |
6.25% |
Curtis Martin |
NYJ |
58.68 |
17.39 |
50.00% |
56.25% |
75.00% |
100.00% |
100.00% |
0.00% |
Brian Westbrook |
Phi |
53.37 |
15.81 |
23.08% |
69.29% |
76.92% |
84.62% |
92.31% |
7.69% |
Julius Jones |
Dal |
50.30 |
16.85 |
37.50% |
50.00% |
62.50% |
87.50% |
87.50% |
12.50% |
|
Corey Dillon had a lower point per game average than Domanick Davis,
Curtis Martin, and Julius Jones. But Dillon performed like a #1
RB more often and had fewer sub-par outings—games that can
kill a team’s chances of winning a weekly match up. Tiki Barber
outperformed Shawn Alexander due to the Giant RB’s tendency
to have more elite level and #1 level games. Larry Johnson has the
fifth-highest Crank Score for RBs, but based on position on the
Kansas City depth chart he’s obviously not a player to draft
in the same area as the rest of these backs.
WR Crank Scores |
Player |
Tm |
Crank |
F Pts/G |
Elite |
#1 |
#2 |
#3 |
#4 |
Subpar |
Randy Moss |
Oak |
68.95 |
14.06 |
63.64% |
72.73% |
90.91% |
90.91% |
90.91% |
9.09% |
Muhsin Muhammad |
Chi |
64.89 |
14.88 |
50.00% |
68.75% |
75.00% |
75.00% |
81.25% |
18.75% |
Terrell Owens |
Phi |
61.19 |
14.54 |
57.14% |
64.29% |
64.29% |
71.43% |
85.71% |
7.14% |
Joe Horn |
NO |
57.04 |
12.87 |
43.75% |
68.75% |
75.00% |
87.50% |
87.50% |
6.25% |
Javon Walker |
GB |
54.89 |
13.14 |
50.00% |
56.25% |
75.00% |
81.25% |
87.50% |
12.50% |
Marvin Harrison |
Ind |
52.62 |
12.58 |
31.25% |
62.50% |
75.00% |
87.50% |
87.50% |
6.25% |
Torry Holt |
StL |
46.03 |
12.33 |
43.75% |
50.00% |
62.50% |
68.75% |
81.25% |
18.75% |
Reggie Wayne |
Ind |
45.71 |
12.04 |
50.00% |
50.00% |
62.50% |
68.75% |
75.00% |
18.75% |
Chad Johnson |
Cin |
41.86 |
11.58 |
43.75% |
43.75% |
56.25% |
75.00% |
81.25% |
12.50% |
Drew Bennett |
Ten |
40.74 |
12.79 |
26.67% |
46.67% |
46.67% |
53.33% |
80.00% |
20.00% |
Donald Driver |
GB |
40.13 |
10.95 |
43.75% |
56.25% |
56.25% |
56.25% |
56.25% |
25.00% |
Isaac Bruce |
StL |
38.47 |
10.33 |
31.25% |
50.00% |
68.75% |
75.00% |
75.00% |
25.00% |
|
Once again, notice how the Crank Scores don’t strictly follow
fantasy points per game, but make enough adjustments to show the
more valuable player. Joe Horn is a great example of a consistent
receiver that scored fewer points than Javon Walker, but maintained
a higher level of play week in and week out.
How can an owner apply this information to a draft list? The
Crank Scores are calculated in a similar format across positions,
so it inherently creates a natural function to tier players. Value
Based Drafting, Average Draft Position, or Stud Running Back Theory
can serve as great draft day preparation tools, but they are ultimately
guidelines. The most successful and experienced owner understands
when or when not to veer from the guideline. Remember we’re
creating projections—plans for an anticipated event. Reality
won’t always be a part of the picture.
Crank Scores are no different. A great example of what Yours
Truly is talking about is to compile a draft list with tiers solely
on 2004’s Crank Scores. One should immediately notice that
several factors aren’t accounted for in such a list: injuries,
off season player movement, and rookies. Despite these missing
factors, the list is a good starting point.
2004: RB Crank Scores |
Last Name |
FPG |
Crank |
Holmes |
24.74 |
105.13 |
Tier 2 |
Tomlinson |
19.04 |
81.24 |
Barber |
18.73 |
75.95 |
Alexander |
19.16 |
70.54 |
Johnson L. |
18.99 |
68.58 |
Dillon |
16.79 |
62.67 |
Davis |
17.44 |
62.52 |
James |
16.07 |
61.14 |
Tier 3 |
Martin |
17.39 |
58.68 |
Westbrook |
15.81 |
53.35 |
Jones J. |
16.85 |
50.30 |
Tier 4 |
Brown |
14.31 |
41.63 |
McGahee |
13.85 |
41.27 |
Pittman |
14.75 |
40.84 |
Johnson |
14.11 |
40.57 |
McAllister |
13.16 |
40.13 |
Portis |
13.13 |
39.88 |
Bettis |
12.62 |
39.38 |
Droughns |
13.07 |
37.95 |
Tier 5 |
Lewis |
12.85 |
36.08 |
Taylor |
12.49 |
34.66 |
Dunn |
12.13 |
33.98 |
Jones K. |
12.82 |
33.74 |
Green A. |
12.79 |
32.85 |
Foster |
11.28 |
30.01 |
Suggs |
11.02 |
28.45 |
Jones T. |
11.15 |
27.11 |
Blaylock |
11.03 |
26.56 |
Smith O. |
10.71 |
24.16 |
Goings |
10.22 |
22.24 |
Smith E. |
10.55 |
22.23 |
Tier 6 |
Faulk M. |
9.46 |
21.86 |
Barlow |
9.69 |
20.28 |
Griffin |
11.18 |
19.32 |
Moore |
8.81 |
19.29 |
Staley |
9.45 |
17.76 |
Morris S. |
8.39 |
16.12 |
Williams Sh. |
7.65 |
14.80 |
Wheatley |
8.06 |
14.62 |
Hicks |
7.95 |
14.41 |
Smith A. |
8.35 |
14.05 |
Jackson S. |
7.87 |
14.05 |
Duckett |
8.37 |
13.98 |
Tier 7 |
Bell |
7.29 |
11.26 |
Faulk K. |
6.21 |
8.87 |
George |
5.81 |
8.30 |
Bennett M. |
6.03 |
8.05 |
Cloud |
5.46 |
7.54 |
Thomas |
5.47 |
7.49 |
|
|
2004: QB Crank Scores |
Last Name |
FPG |
Crank |
Culpepper |
27.78 |
90.28 |
Manning |
26.73 |
88.47 |
Tier 2 |
McNabb |
23.85 |
69.76 |
Tier 3 |
Bulger |
22.08 |
59.86 |
Green |
21.63 |
57.94 |
Plummer |
21.17 |
54.11 |
Favre |
20.5 |
52.34 |
Delhomme |
20.21 |
51.73 |
Volek |
20.73 |
49.35 |
Brees |
19.1 |
46.84 |
Brooks |
19.74 |
46.81 |
Tier 4 |
Brady |
18.71 |
45.49 |
Griese |
19.39 |
43.8 |
Hasselbeck |
19.44 |
41.51 |
Vick |
18.66 |
40.64 |
Collins |
18.74 |
38.46 |
Tier 5 |
Rattay |
17.11 |
37.68 |
Palmer |
17.50 |
33.35 |
Flutie |
16.85 |
33.20 |
Leftwich |
16.70 |
32.98 |
Roethlisberger |
15.68 |
30.99 |
Testaverde |
15.90 |
30.43 |
Carr |
16.90 |
30.39 |
Harrington |
15.37 |
29.33 |
Pennington |
16.63 |
29.20 |
McNair |
14.74 |
29.11 |
Holcomb |
16.16 |
27.78 |
Garcia |
14.13 |
25.24 |
Grossman |
15.05 |
24.75 |
Gannon |
13.60 |
22.33 |
Bledsoe |
14.39 |
22.12 |
Tier 6 |
Kitna |
13.84 |
20.26 |
McCown |
13.77 |
20.08 |
Ramsey |
13.91 |
19.53 |
Boller |
12.8 |
19.44 |
Feeley |
13.27 |
18.75 |
Johnson B. |
12.00 |
17.25 |
King |
10.70 |
17.17 |
Fiedler |
11.65 |
16.85 |
Hutchinson |
12.51 |
16.71 |
Warner |
13.57 |
15.98 |
Dorsey |
10.78 |
15.55 |
Garrard |
10.08 |
14.61 |
Carter Q. |
6.63 |
14.41 |
Brunell |
10.43 |
14.29 |
Manning E. |
9.96 |
14.18 |
Tier 7 |
McCown L. |
9.78 |
12.89 |
Navarre |
12.40 |
11.40 |
Chandler |
10.45 |
10.12 |
Rosenfels |
8.60 |
8.10 |
Krenzel |
8.67 |
8.00 |
|
2004: TE Crank Scores |
Last Name |
FPG |
Crank |
Gates |
11.63 |
35.52 |
Gonzalez |
10.52 |
30.12 |
Tier 2 |
Witten |
8.38 |
21.73 |
Crumpler |
8.10 |
20.11 |
Heap |
8.05 |
18.78 |
Graham D. |
6.53 |
16.00 |
Shockey |
6.84 |
15.96 |
Wiggins |
6.75 |
15.91 |
McMichael |
6.44 |
15.33 |
Campbell M. |
7.19 |
14.37 |
Tier 3 |
Pollard |
6.08 |
12.91 |
Johnson E. |
5.91 |
12.29 |
Clark |
6.03 |
12.05 |
Smith |
5.64 |
11.59 |
Tuman |
5.38 |
11.44 |
Johnson T. |
5.02 |
11.25 |
Cooley |
5.18 |
10.61 |
Franks |
5.21 |
9.67 |
Putzier |
4.94 |
9.39 |
Shea |
4.47 |
8.81 |
Heiden |
5.34 |
8.37 |
Euhus |
4.36 |
7.45 |
Schobel |
4.41 |
7.38 |
|
|
2004: WR Crank Scores |
Last Name |
FPG |
Crank |
Moss R. |
14.06 |
68.86 |
Muhammad |
14.88 |
64.70 |
Owens |
14.54 |
61.11 |
Tier 2 |
Horn |
12.87 |
56.98 |
Walker |
13.14 |
54.76 |
Harrison |
12.58 |
52.56 |
Tier 3 |
Holt |
12.33 |
45.84 |
Wayne |
12.04 |
45.52 |
Johnson |
11.58 |
41.73 |
Bennett |
12.79 |
40.54 |
Driver |
10.95 |
39.88 |
Bruce |
10.33 |
38.22 |
Kennison |
11.29 |
37.63 |
Tier 4 |
Stokley |
11.18 |
37.21 |
Clayton |
10.27 |
35.05 |
Lelie |
9.43 |
34.53 |
Evans |
9.79 |
32.61 |
Smith R. |
9.98 |
32.19 |
Mason |
9.91 |
31.58 |
Smith J. |
9.58 |
31.34 |
Glenn |
8.62 |
30.93 |
Burleson |
9.97 |
30.9 |
Jackson |
10.12 |
30.61 |
Chambers |
9.29 |
29.56 |
Johnson A. |
9.46 |
28.48 |
Curry |
9.42 |
27.71 |
Caldwell |
8.92 |
27.24 |
Burress |
9.07 |
26.85 |
Davis A. |
8.88 |
25.98 |
Williams Roy |
9.27 |
25.11 |
Porter |
9.59 |
23.09 |
Moulds |
8.51 |
23.03 |
Ward |
8.31 |
22.74 |
Fitzgerald |
7.96 |
22.51 |
Patten |
8.17 |
22.48 |
Houshmandzadeh |
8.46 |
22.46 |
Johnson Key. |
8.46 |
22.37 |
Tier 5 |
Morton |
7.83 |
21.38 |
Branch |
7.71 |
20.98 |
Hakim |
7.13 |
20.59 |
Robinson |
7.58 |
20.29 |
Parker E. |
7.56 |
20.02 |
Lloyd |
7.12 |
18.93 |
Stallworth |
7.36 |
18.83 |
Tyree |
7.17 |
18.44 |
Kircus |
6.40 |
18.20 |
Galloway |
7.35 |
18.11 |
Schroeder |
7.20 |
17.87 |
Givens |
7.53 |
17.71 |
Moss S. |
7.71 |
17.70 |
Parker S. |
6.57 |
16.18 |
Robinson K. |
6.87 |
14.59 |
Boldin |
6.86 |
14.49 |
Colbert |
7.03 |
14.32 |
Bryant |
7.01 |
13.43 |
McCardell |
6.51 |
13.39 |
Tier 6 |
McCareins |
6.28 |
12.33 |
Coles |
6.29 |
10.91 |
Gardner |
5.98 |
10.71 |
Pinkston |
5.66 |
10.68 |
Warrick |
7.05 |
10.58 |
Northcutt |
5.91 |
10.45 |
Terrell |
5.13 |
9.74 |
Gaffney |
5.59 |
9.63 |
Wilson |
5.91 |
10.11 |
Urban |
5.90 |
9.17 |
Conway |
4.86 |
9.12 |
Taylor |
6.36 |
9.07 |
Woods |
5.50 |
8.63 |
Price |
5.26 |
8.40 |
Rice |
5.08 |
8.39 |
Bradford |
4.83 |
8.32 |
Pathon |
5.34 |
8.24 |
Randle El |
5.09 |
7.98 |
Osgood |
5.35 |
7.94 |
Hankton |
5.03 |
7.79 |
|
|
First, pay attention to the tiers. A valuable guideline for
drafting with a tiered list is to place the priority on selecting
the best player from the highest tier within a position with the
least amount of players in that tier. For example, if The Gut
Check were in a 12-team league with standard scoring and holding
the 12th and 13th picks, a tiered list is a great tool. Most owners
select running backs in the first two rounds. Therefore, Yours
Truly would have a great shot at his choice of either Culpepper
or Manning in the top tier of quarterbacks.
But for the sake of exploring different ways to use tiers, let’s
assume The Gut Check has the 12th and 13th picks and the following
players are gone:
- Holmes
- Tomlinson
- Culpepper
- Manning
- Barber
- Alexander
- Moss
- Dillon
- Davis
- James
In this case, the draft list would dictate the Gut Check to select
Donovan McNabb and follow up with Terrell Owens (assuming Muhammad
wouldn’t truly be this high on a draft list based on his
move to Chicago). Yet, here’s where projections and reality
collide. It’s important to know your league. If running
backs are flying off the board and will continue to do so after
you select a QB and WR, odds are that your team will be in trouble.
This is why these theories are best viewed as guidelines rather
than gospel.
The Gut Check would examine his list and take the chance on McNabb
falling to him in round three. If not, he’ll have his pick
of Bulger, Green, Plummer or Favre in rounds 4-6. This is why
Average Draft Position along side these figures—or any other
projection information is helpful (the more specific to your league
system, the better). Therefore, Yours Truly would select Owens
and Curtis Martin based off this list.
So how does one incorporate the rookies or players rebounding
from down years due to injury into Crank scores? Ahman Green is
a good example. Here are his scores from 2003-2004 and for both
years separately:
Green Extremes |
2003-2004 |
G |
F Pts/G |
Crank |
Ahman Green |
31 |
17.32 |
59.58 |
2003 |
G |
F Pts/G |
Crank |
Ahman Green |
16 |
21.56 |
90.29 |
2004 |
G |
F Pts/G |
Crank |
Ahman Green |
15 |
12.79 |
32.85 |
|
The two years separately represent two extremes of Green’s
productivity. Yet averaged together, Green would belong in the third
tier of RBs alongside Martin, Westbrook, and Julius Jones—definitely
a reasonable projection. Crank scores from previous seasons or averaged
scores from combined seasons is a solid projection method for veterans
coming off injury or disappointing seasons.
What about rookies? The Gut Check can query the average fantasy
points per game and Crank score for rookies and limited the players
to those that started a specific number of games in their first
season. These figures can provide reasonable projections for rookies
expected to see the field in their first season. Next week, The
Gut Check will combine all this information and unveil his first
annual Crank Score Draft List: an actual 2005 cheat sheet based
on seasons 2003-2004 and projected Crank Scores compiled with
specific historical data.
|