- Distance: 2.9 km
- Duration: 6 min
The bus between Soi Cowboy and Solitaire Bangkok Sukhumvit 11 by Kingston Hotels takes 6 min. The bus runs at least 3 times per hour from Soi Cowboy to Solitaire Bangkok Sukhumvit 11 by Kingston Hotels. The journey time may be longer on weekends and holidays; use the search form on this page to search for a specific travel date.
Buses run every 20 minutes between Soi Cowboy and Solitaire Bangkok Sukhumvit 11 by Kingston Hotels. The earliest departure is at 6:15 AM in the morning, and the last departure from Soi Cowboy is at 6:30 PM which arrives into Solitaire Bangkok Sukhumvit 11 by Kingston Hotels at 6:36 PM. All services run direct with no transfers required, and take on average 6 min. The schedules shown below are for the next available departures.
Want to know about travelling from Soi Cowboy to Solitaire Bangkok Sukhumvit 11 by Kingston Hotels? We have put together a list of the most frequently asked questions from our users such as: What is the cheapest mode of transport? What is the quickest option? How much do tickets usually cost? and many more.
Yes, there is a direct bus departing from Soi Cowboy station and arriving at Solitaire Bangkok Sukhumvit 11 by Kingston Hotels station. Services depart every 20 minutes, and operate Once daily. The journey takes approximately 6 min.
Soi Cowboy to Solitaire Bangkok Sukhumvit 11 by Kingston Hotels bus services, operated by Thai Smile Bus, depart from แยกอโศก;Asoke Intersection station.
Soi Cowboy to Solitaire Bangkok Sukhumvit 11 by Kingston Hotels bus services, operated by Thai Smile Bus, arrive at โรงเรียนเซนต์ดอมินิก;Saint Dominic School station.
Book your Soi Cowboy to Solitaire Bangkok Sukhumvit 11 by Kingston Hotels bus tickets online with Thai Smile Bus.
The distance between Soi Cowboy and Solitaire Bangkok Sukhumvit 11 by Kingston Hotels is 1.1 km. The road distance is 3 km.
Thai Smile Bus operates a bus from แยกอโศก;Asoke Intersection to โรงเรียนเซนต์ดอมินิก;Saint Dominic School every 20 minutes. Tickets cost ฿17–23 and the journey takes 6 min.
