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Sleepers, Busts and Bets: The 2022 Philadelphia Eagles

NFL Fantasy

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Jeremy Popielarz and Daniel Kelley continue with the 2022 Sleepers, Busts and Bets series to preview all 32 NFL teams for the upcoming year. Next up: The New Orleans Saints.

 

Daniel and Jeremy will list their picks with confidence in “The Answers,” Then expand upon their picks with more details reason in “The Explanation.”

The Answers

Favorite Sleeper

Popielarz: Kenneth Gainwell
Kelley: Dallas Goedert

Biggest Bust

Popielarz: DeVonta Smith
Kelley: Miles Sanders

Boldest Bet

Popielarz: Jalen Hurts Finishes as the Overall QB1
Kelley: Jalen Hurts Finishes as a Top-3 Fantasy QB

 

The Explanation

Sleeper

Popielarz: Kenneth Gainwell

Last season as a rookie, Kenneth Gainwell finished as the RB41 with 123.4 PPR points, 7.7 per game. He produced this on 4.2 carries and 3.1 targets a game, only averaging 1 fantasy point a touch. Although these numbers are not eye-popping, he did have a few impressive games. Over his 16 games, he produced four weeks of double-digit fantasy points, including weeks of 19.7 and 20.9 points. A significant part of his success in these games was his effectiveness in the passing game, something he has done well since his time at Memphis. This will be the same path to success for him this season.

The Eagles hope to take a step forward in the passing game this season after adding A.J. Brown in the offseason. Gainwell can become a key factor in this improvement as a safety valve for Hurts. He can also be used out of the slot, something he did 24% of the time while at Memphis. Last season, the Eagles underutilized this, as he only took 4.7% of his passing snaps from the slot. They did try to use his outside though, as he took 15.7% of his passing-down snaps from the perimeter. Heading into 2022, now with more experience, the Eagles will be able to trust him more on passing downs, creating more opportunities. This should lead to more fantasy points, helping him finish as a high RB3 or even a top-24 running back. 

Kelley: Dallas Goedert

Dallas Goedert played five games for the Eagles last year with Zach Ertz on the team, averaging 3.8 targets and 43.2 yards per game. He played 11 without Ertz, and those averages jumped to 6.3 and 64.2. (Check out the screenshot below from the FTN Splits Tool.) It was only touchdown luck (he scored 2 on 18 targets with Ertz, 2 on 69 without) that kept him from being a bona fide star — even then, he went from 9.7 PPR points per game (TE15) in Weeks 1-5 to 11.0 (TE9) in Weeks 7-17.

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" alt="Dallas Goedert 2021 fantasy football splits”>Assuming health, the top five tight ends in 2022 are, in whatever order you prefer, Travis Kelce, Mark Andrews, Kyle Pitts, George Kittle and Darren Waller. It would be tough for anyone not in that group to crack it. But if someone does, Dallas Goedert — in an improved offense thanks to the A.J. Brown acquisition and with no TE to steal targets — is the best candidate.

 

Bust

Popielarz: DeVonta Smith

DeVonta Smith is in trouble in 2022, in large part due to the addition of A.J. Brown. Last season the Eagles threw a league-low 494 passes, producing 3,404 yards (25th most). This was only 49% of their plays, well below the league average of 58%. Smith saw 104 targets, and he produced 916 yards and 5 touchdowns en route to finishing as the WR30 in PPR. This was a solid rookie season for the former Heisman winner, but then he had little competition for targets. That will change with the addition of Brown, likely decreasing Smith’s role significantly. In four fewer games last season, Brown only finished 4.7 PPR points behind Smith — he saw 105 targets (one more than Smith) and scored the same 5 touchdowns, coming up 45 yards behind Smith. But that was a down year for Brown, as he was coming off back-to-back 1,000-yard seasons, and if he’s healthy he’s definitely the Eagles’ WR1 for 2022. 

<img src="https://d2y4ihze0bzr5g.cloudfront.net/source/2020/DeVonta_Smith.jpg" alt="

The team might increase its pass attempts in 2022, but it likely won’t be so significant an increase that this offense will be able to produce two big-time receivers. In other words, it’s safe to say Smith, as the second option in the passing game, will not exceed his current ADP of WR36.

Kelley: Miles Sanders

Don’t hold “zero touchdowns in 2021” against Miles Sanders. Not too much, at least. Touchdowns are finicky beasts, and sometimes it just doesn’t work out for someone. Mike Evans scored 12 as a rookie, then 3, then 12, and he was fundamentally the same player those years. Mike Williams scored 11 touchdowns in 2018, then was a better receiver by any reasonable measure in 2019 and scored only twice. It happens.

No, the reason you should be wary of Miles Sanders as a fantasy option in 2022 is that the Eagles are just as wary. Sanders is entering his fourth season. So far in his career, he has exactly three games of at least 20 carries. A sampling of players with as many or more in that time: Jeff Wilson. D’Onta Foreman. Myles Gaskin. Carlos Hyde. And it’s not like Sanders makes up for his relative lack of carries with a wealth of receiving work; he barely ranked in the top 40 last year in targets per game (only 2.8). Sanders will almost certainly find his way into the end zone in 2022, but it’s all the other ways he’s likely to disappoint you that have me worried. 

 

Bet

Popielarz: Jalen Hurts Finishes as the Overall QB1

Although Jalen Hurts struggled as a passer at times last season, he was one of the best fantasy quarterbacks through the first seven weeks. He was only sitting behind Tom Brady in QB scoring after seven straight weeks of 20-plus points. That was in large part due to his rushing ability, as he averaged 9.4 carries a game en route to producing 361 rushing yards and 5 touchdowns over this span. However, that took a turn in Week 8, as he averaged 18.3 fantasy points per game the rest of the way (QB14). 

As we look toward 2022, the Eagles added another weapon for Hurts in Brown. Although coming off a down season, Brown has proven to be an elite receiver, making him a significant upgrade. With more big plays in the passing game, Hurts will be able to produce more consistent fantasy points. It will also open up the line of scrimmage for more scrambling opportunities, especially in the red zone. This was an area in which Hurts excelled last season, leading all QBs with nine red-zone rushing touchdowns. All of this will help Hurts reach the 23.5 points per game it will likely take to finish as the QB1, putting him at the 400-point benchmark it takes to be the QB1. 

Kelley: Jalen Hurts Finishes as a Top-3 Fantasy QB

<img src="https://d2y4ihze0bzr5g.cloudfront.net/source/2020/Jalen_Hurts_1.jpg" alt="

Through Week 11 last year, Jalen Hurts was the fantasy QB1. Part of that was helped by the fact that the Eagles hadn’t had their bye yet, to be sure, but even then he was sixth in points per game, and he was doing it with a rookie as his only reliable wide receiver and very little out of the running game. He fell flat (129 yards, 0 TDs, 3 INTs, albeit with 77 yards on the ground) in Week 12 against the Giants, then between a bye, an injury and a meaningless Week 18, he only played three of the final six weeks and was nursing a sore ankle (he averaged under 30 rushing yards per game after never having put up fewer than 30 in a game all season) the whole time.

The first half-plus of the season is the headline here, though. He only averaged 202.9 passing yards and 1.1 touchdowns, but he put up almost 60 yards per game on the ground and put up 8 rushing touchdowns in 11 games. The team showed a commitment to running the ball in the second half of 2021, and if they do look to pass more often … well, they just brought in a quasi-superstar in A.J. Brown to serve as the team’s WR1. Lamar Jackson is the best candidate in the league to harken back to “2019 Lamar Jackson,” but Jalen Hurts is a close runner-up. Maybe I can’t go quite as bold as Jeremy above, but it’s within the range of outcomes.

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