4 hour(s)
English
Included
Discover the vibrant Old Hill Street Police Station, perfect for photos
Enjoy a guided walk through cultural and historical landmarks
Visit iconic sites that showcase Singapore’s diverse heritage
Explore Fort Canning Park, a historic hilltop with lush greenery
Free cancellation and unlimited rescheduling leads to total flexibility while you plan your travels
Lowest Price Guarantee — no other provider offers this tour for less
Embark on a scenic and historical journey through Singapore’s iconic Fort Canning Park, a lush hilltop oasis steeped in centuries of history. As you walk along its peaceful trails, you’ll uncover stories of ancient rulers, colonial-era developments, and the city’s transformation into a modern nation. Surrounded by greenery and heritage, this park offers a refreshing escape from the urban bustle while connecting you with Singapore’s storied past.
Continue your adventure by admiring architectural landmarks like the vibrant Old Hill Street Police Station. This stunning colonial building, with its colorful rainbow-hued shutters, is not only a visual delight but also a favorite Instagram-worthy spot. Along the way, you’ll pass significant cultural landmarks that reflect Singapore’s diverse heritage. Whether you prefer the intimacy of a private tour or the energy of a join-in group experience, the tour can be tailored to suit your preference, making it an enriching and flexible way to explore the heart of the city.
Chinese / English-speaking guide
Guided tour inside the attraction
Transport
Meals and beverages
Other personal expenses
Attraction tickets & entrance fee
Gratuities
Umbrella / hat
A bottle of water
Fully charged mobile phone
Comfortable clothes and shoes
Wheelchair not accessible
This activity requires a minimum of 2 participant
Carry umbrella or raincoat depending on the weather forecast
Arrive 15 minutes early; the tour departs on time
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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