How to get from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College by bus and train?
From N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College by bus and train
To get from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College in Sanford, take the 43 bus from N Powers Dr & Clarcona Ocoee Rd station to W Morse Blvd & S New York Ave station. Next, take the SUNRAIL train from Winter Park station to Lake Mary station. The total trip duration for this route is approximately 2 hr 9 min. The ride fare is $5.00. The bus and train schedule from N Hiawassee Rd & Clarcona Ocoee Rd may change. We recommend you check the updated bus and train schedule to Seminole State College on the Moovit app.
Step by Step
- 1Walk to bus stationN Powers Dr & Clarcona Ocoee Rd0.64 mi • 13 min
- 2Wait for bus43N Lakemont Ave & Aloma Ave
- 3Ride to bus stationW Morse Blvd & S New York Ave39 min
- 4Walk to train stationWinter Park140 yd • 2 min
- 5Wait for trainSUNRAILNorthbound
- 6Ride to train stationLake Mary24 min
- 7Walk toSeminole State College100 Weldon Blvd2.18 mi • 45 min
Public transit directions from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College
Bus And Train schedule from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College
Related Routes
- Lx50085 W Colonial & S Park Ave to Seminole State College
- Lx50421 FL 50 & Bloxam Ave to Seminole State College
- Lx50001 Fdot Park N Ride to Seminole State College
- Lx50433 Johns Lake Blvd & U.S 27 to Seminole State College
- Lx50165 FL 50 & Clermont Ford to Seminole State College
- Lx40121 Holly St & U.S 441 to Seminole State College
- W Morse Blvd & S New York Ave to Seminole State College
- Corrine Dr & N Bumby St to Seminole State College
- N Bumby Ave & E Rosedale Rd to Seminole State College
- W South St & S Orange Blossom Trl to Seminole State College
- Simpson Rd & Winners Cir to Seminole State College
- Simpson Rd & Marisol Loop to Seminole State College
- Buenaventura Blvd & Oakwood Dr to Seminole State College
- S Rio Grande Ave & W Gore St to Seminole State College
- Mangoustine Ave & Lexington Green Ln to Seminole State College
- Bartow (Polk Courthouse Garage) to Seminole State College
- Pine Hills Transfer Center Bay-D to Seminole State College
- Pine Hills Transfer Center Bay-A to Seminole State College
- Pine Hills Transfer Center Bay-B to Seminole State College
- Pine Hills Transfer Center Bay-C to Seminole State College
Questions & Answers
What is the fastest way to get from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College?
The fastest way takes 129 minutes, using Bus line 43, Train line SUNRAIL.
Is there a direct bus between N Hiawassee Rd & Clarcona Ocoee Rd and Seminole State College?
No, you’ll have to take one bus line and one train line in total. The total travelling time is 2 hr 9 min.
Which bus line goes from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College?
The 43 bus line goes from N Powers Dr & Clarcona Ocoee Rd station near N Hiawassee Rd & Clarcona Ocoee Rd in Pine Hills to N Lakemont Ave & Aloma Ave station. From there you’ll have to take one train line till N Lakemont Ave & Aloma Ave station near Seminole State College in Sanford.
How long does it take to travel from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College by bus and train?
The total travel time between N Hiawassee Rd & Clarcona Ocoee Rd in Pine Hills and Seminole State College in Sanford by bus and train is about 2 hr 9 min.
Where do I get on the bus near N Hiawassee Rd & Clarcona Ocoee Rd to get to Seminole State College?
Get on the 43 bus from the N Powers Dr & Clarcona Ocoee Rd stop near N Hiawassee Rd & Clarcona Ocoee Rd in Pine Hills.
Where do I get off the bus when travelling between N Hiawassee Rd & Clarcona Ocoee Rd and Seminole State College?
Get off the bus at the N Lakemont Ave & Aloma Ave station, which is closest to Seminole State College in Sanford.
How much is the bus fare from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College?
The ride from N Hiawassee Rd & Clarcona Ocoee Rd to Seminole State College costs $5.00.
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