'Fortnite': How to Search Between a Bench, Ice Cream Truck, and Helicopter

A guide to Week 4's easiest and best challenge.

Week 4 of Fortnite: Battle Royale’s Season 4 brings with it seven new Challenges, and the easiest way to get 10 Battle Stars is by searching for a Bench, Ice Cream Truck, and a Helicopter.

Tuesday morning at 4 a.m. Eastern ushered in the new week of challenges, and every even-numbered week has players search between three landmarks (odd-numbered weeks involve Treasure Maps). Week 2 sent players searching between [a Scarecrow, Pink Hotrod, and a Big Screen in Risky Reels. But for Week 4, players have to “search between a Bench, Ice Cream Truck, and a Helicopter.”

Even though Epic Games logs this one as a “hard” challenge, it’s actually pretty easy if you know where to look. In this case, the Bench, Ice Cream Truck, and Helicopter all appear near the film set in Moisty Mire to the far southeast of the island.

Specifically, the Bench appears just above the “M” in “Moisty Mire” on the map. The Ice Cream Truck is slightly south but mostly to the east, turned on its side in the swamp. And then you’ll probably remember the location of the crashed helicopter just south of there on the film set. During Week 2, you probably danced in front of the camera that points directly at the helicopter.

Here's the zone that you'll have to search in for the 'Fortnite: Battle Royale' Season 4, Week 4 challenge.

Epic Games

You should find the actual Battle Pass token directly north of the film set and just south of a large tree. When you skydive out of the Battle Bus, you’ll want to aim directly for the film set, landing just north of the helicopter. Note that you can’t see the token from a distance, and it only appears when you’re basically on top of the location. So if you have any issues tracking down the precise location, just wander around inside the above triangle for a bit until you find it.

Like all new challenges, this one will be active until Season 4 ends on or around July 9, so you’ll have plenty of time to complete the task between now and then.

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