Virtual Mushroom House Tour
Duration
5 hour(s)
Languages
English
Skip the line
Included
Experience the whimsical Mushroom Houses from anywhere
High-quality, immersive 360-degree visuals
Ideal for architecture and design enthusiasts
Learn detailed facts about each home’s unique features



Contact us
This activity is managed by our trusted partner FareHarbor.
Additional taxes and fees may apply — total shown at checkout.
Select Date & Time
Select your preferred date and time from the calendar above.
Reserve with peace of mind —
Enjoy unlimited changes and full refund options.
Exceptional flexibility
Free cancellation and unlimited rescheduling leads to total flexibility while you plan your travels
24/7/365 Customer support - When you need us we are here
Lowest Price Guarantee — no other provider offers this tour for less



The Virtual Mushroom House Tour offers a unique way to explore the iconic Mushroom Houses at your own pace, without the need for a physical map. This interactive experience guides you to each section of the homes while providing a full 360-degree view and detailed information about each individual property. It allows you to learn about the architecture, design, and history of these whimsical homes in a convenient and engaging way, right from the comfort of your own space.
While nothing can replace the experience of visiting the Mushroom Houses in person, the virtual tour comes very close. Using a state-of-the-art 360-degree camera, the tour offers an immersive, fun, and educational experience. It’s perfect for anyone who wants to revisit the homes, gain more insight into their design, or enjoy the tour from anywhere at any time.
Information and history for each house
Replay access for future reference
Gratuities
Anything that might be useful to you
Requires a device with internet access
Best experienced in a quiet, distraction-free environment
No time limit; explore at your own pace
Confirmation will be received at time of booking
Type in your hotel/accommodation to see how far the attraction or departure point is.
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