Super Level Styles have arrived in the Battle Pass for Fortnite Chapter 3 Season 1, granting players access to a new set of Photo Negative, Scarlet Blackout, and Gilded Reality skins.
Every season of Fortnite, Epic Games adds three sets of highly desirable skin styles to the Battle Pass, which require players to reach an extremely high level to unlock, meaning that only the most devoted fans will be able to obtain them.
Chapter 3 Season 1’s Super Level Styles have been added to the Battle Pass following the v19.01 update. Shanta, Ronin, Lt. John Llama, Harlowe, and Spider-Man all have Photo Negative, Scarlet Blackout, and Gilded Reality styles.
To unlock all of Super Level Styles, you’ll need to first meet some requirements, such as reaching Level 140, which could take a long time! You’ll find instructions on how to get all of these unique skins down below.
You must meet the following requirements in order to unlock the Photo Negative Super Level Styles:
- Level up to 140.
- In the Battle Pass, earn at least 110 rewards.
- In the Battle Pass, earn 10 Bonus Rewards.
You must meet the following requirements in order to unlock the Scarlet Blackout Super Level Styles:
- Level up to 140.
- In the Battle Pass, claim at least 115 rewards.
- In the Battle Pass, earn 15 Bonus Rewards.
You must meet the following requirements in order to unlock the Gilded Reality Super Level Styles:
- Level up to 140.
- In the Battle Pass, earn at least 120 rewards.
- In the Battle Pass, earn 20 Bonus Rewards.
This season, Haven and Gumbo will not have Super Level Styles but Haven will have a series of Masks that can be unlocked by completing specific quests. In February 2022, these are expected to go live.
As you can see, unlocking all of these Super Level Styles will take some time, but we’ve got some helpful tips for earning XP quickly in Fortnite that should help you get them as soon as possible.
Make sure to check out our guide to all of the weekly Seasonal Quests in Chapter 3 Season 1 for more information on how to maximize your XP earning potential.