NASCAR Fantasy Fusion: Playoff opener at Darlington
Austin Dillon typically runs well at Daytona, so when he got his second Daytona win last Sunday in the rain-delayed Coke Zero Sugar 400 it wasn't a huge surprise. What was truly impressive was his ability to navigate through the 13-car crash in Turn 1 which allowed him to take the lead before rain stopped the race. When the race restarted just under 3 hours, 20 minutes later, it only took him 20 minutes to complete the remaining 16 laps of the race, and punch his ticket into the Playoffs.
Good news for Austin. Bad news for Martin Truex Jr., who was vying for the last spot on the Playoff roster. He lost that spot by three points to Ryan Blaney. As we enter the first race in the Playoffs here in Darlington, it should get interesting as 63% of the races at Darlington have been won by drivers who have won a Cup Series championship.
This Week's Pick Strategy: Typically you don't pick non-playoff drivers at the opening race of the NASCAR Cup Series Playoffs as no non-Playoff driver has ever won the opening race. I'm not so sure that statistic will hold up this year as there are some mighty hungry Darlington masters like Erik Jones, Martin Truex Jr., Chris Buescher, and Brad Keselowski who are completely capable of spoiling the party.
Drivers with Most Top 10s
By Race
Both with 5 - Kevin Harvick and Kurt Busch
All with 4 - Austin Dillon, Erik Jones, and Kyle Busch
By Race
Both with 5 - Kevin Harvick and Kurt Busch
All with 4 - Austin Dillon, Erik Jones, and Kyle Busch
All with 3 - Kyle Larson, Brad Keselowski, Joey Logano, and Denny Hamlin
Drivers with Most Top 10s
By Track (Includes 8 races - 2017-2021)
Kevin Harvick - 8
All with 6 - Denny Hamlin, Erik Jones, Kurt Busch, and Kyle Busch
Drivers with Most Top 10s
By Track (Includes 8 races - 2017-2021)
Kevin Harvick - 8
All with 6 - Denny Hamlin, Erik Jones, Kurt Busch, and Kyle Busch
Martin Truex Jr.- 5
All with 4 - Kyle Larson, Brad Keselowski, Joey Logano, and Austin Dillon
Top 10 in Average Starting Position Among Active Drivers at Darlington Raceway
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)
SOURCE: NASCAR Media
Last Year's Race Winner: Denny Hamlin
The Likely Suspects: My Darlington go-tos include Denny Hamlin, Kyle Busch, Kyle Larson, Brad Keselowski, Kevin Harvick, Austin Dillon, Erik Jones, Joey Logano, and Martin Truex Jr.
My 2 Cents: This week's no-brainer pick is Denny Hamlin. My next picks are Kevin Harvick, Joey Logano, Brad Keselowski, Austin Dillon, and Chris Buescher. I will round out my roster with Erik Jones and Daniel Suarez.
My Final Four: Denny Hamlin, Chris Buescher Austin Dillon, and Erik Jones.
- No non-Playoff driver has ever won the opening race of the NASCAR Cup Series Playoffs.
- Since the inception of the elimination-style format of the Playoffs in 2014, entering the Playoffs as the No. 1 seed has been the most successful seeding, producing four championships among three drivers – Kyle Larson (2021), Kyle Busch (2015, 2019) and Martin Truex Jr. (2017).
- 21 of the 122 (17.2%) NASCAR Cup Series races at Darlington Raceway have been won from the pole, the first starting position, making it the most prolific starting position in the field. The most recent was Joey Logano in the May race this year.
- The outside front row (second starting position) has produced the second-most wins (18).
- Six of the 51 NASCAR Cup Series Darlington race winners are active this weekend: Denny Hamlin with four wins, Kevin Harvick with three, and Martin Truex Jr. with two wins. Erik Jones, Brad Keselowski, and Kyle Busch each have one win here.
- A total of 11 different manufacturers have won in the series at Darlington, led by Chevrolet with 41 victories, followed by Ford (32).
- Kyle Larson leads all active drivers in the NASCAR Cup Series in average finishing position at Darlington with a 6.0 in seven starts.
- Denny Hamlin and Kyle Larson lead all active drivers in second-place finishes at Darlington with three.
- Kevin
Harvick leads all active NASCAR Cup Series drivers in Top 5s at
Darlington with 13 as well as in Top 10s with 18. Harvick also leads all
active NASCAR Cup Series drivers in laps led with 813 in 29 starts.
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![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ4RcniYkEDWBvtcuUYVjJ5gzuKQjShrJ06KAWQBYkAQrX7KQnZCJlFsIGlrsLJkIxJMOa0R6XXZENPL3lYS7KY04GxyPOHhqZorDwXJZjBpFyyoaPy08cwSMYZH3eutjwWxDhqGNauQA/s200/JJcrop.jpg)
NASCAR Fantasy Fusion: Playoff opener at Darlington
Reviewed by Carol D'Agostino
on
Friday, September 02, 2022
Rating:
![NASCAR Fantasy Fusion: Playoff opener at Darlington](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiW9-AVpzbeqSfiP-NNsWTfDdAxLqyUYlaBdb7BU_dcWAMazc4AZNfPNME6NH6LIvDB200YnxXPlojgtQTW_cbXJmT5YMayPCtqwLApF700XXZ_h1K-ZBwWNrMpm2akopenF2K-i0Y0AE/s72-c/Darlingtonheader.jpg)