How to get from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon by bus?
From W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon by bus
Take one direct bus from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon in Roseburg, OR: take the ROSEBURG REDLINE bus from W Harvard Ave & W Stanton St (Eastbound) station to Winchester Post Office station. The total trip duration for this route is approximately 1 hr 2 min. The ride fare is $2.00.
Step by Step
- 1Start from bus stationW Harvard Ave & W Stanton St (Eastbound)
- 2Wait for busROSEBURG REDLINEUmpqua Community College
- 3Ride to bus stationWinchester Post Office43 min
- 4Walk toWinchester, Oregon0.87 mi • 18 min
Alternative route from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon by bus via ROUTE 99
Take one direct bus from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon in Roseburg, OR: take the ROUTE 99 bus from Adapt Integrated Health Care station to Umpqua Community College station. The total trip duration for this route is approximately 55 min. The ride fare is $1.00.
Step by Step
- 1Walk to bus stationAdapt Integrated Health Care1.15 mi • 24 min
- 2Wait for busROUTE 99Roseburg
- 3Ride to bus stationUmpqua Community College9 min
- 4Walk toWinchester, Oregon1.06 mi • 22 min
Public transit directions from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon
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Alternative route from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon by bus via ROUTE 99
Take one direct bus from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon in Roseburg, OR: take the ROUTE 99 bus from Adapt Integrated Health Care station to Umpqua Community College station. The total trip duration for this route is approximately 55 min. The ride fare is $1.00.
Step by Step
- 1Walk to bus stationAdapt Integrated Health Care1.15 mi • 24 min
- 2Wait for busROUTE 99Roseburg
- 3Ride to bus stationUmpqua Community College9 min
- 4Walk toWinchester, Oregon1.06 mi • 22 min
Questions & Answers
What is the fastest way to get from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon?
The fastest way takes 62 minutes, using Bus line ROSEBURG REDLINE.
What is the alternative route to get from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon?
The alternative route takes 55 minutes, using Bus line ROUTE 99.
Is there a direct bus between W Harvard Ave & W Stanton St (Eastbound) and Winchester, Oregon?
Yes, there’s a direct bus going from W Harvard Ave & W Stanton St (Eastbound) in Roseburg to Winchester, Oregon in Roseburg, OR in 1 hr 2 min.
Which bus line goes from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon?
The ROSEBURG REDLINE bus line goes from Umpqua Community College station near W Harvard Ave & W Stanton St (Eastbound) in Roseburg to Winchester Post Office station near Winchester, Oregon in Roseburg, OR.
How long does it take to travel from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon by bus?
The total travel time between W Harvard Ave & W Stanton St (Eastbound) in Roseburg and Winchester, Oregon in Roseburg, OR by bus is about 1 hr 2 min.
Where do I get on the bus near W Harvard Ave & W Stanton St (Eastbound) to get to Winchester, Oregon?
Get on the ROSEBURG REDLINE bus from the Umpqua Community College stop near W Harvard Ave & W Stanton St (Eastbound) in Roseburg.
Where do I get off the bus when travelling between W Harvard Ave & W Stanton St (Eastbound) and Winchester, Oregon?
Get off the bus at the Winchester Post Office stop, which is closest to Winchester, Oregon in Roseburg, OR.
When is the first bus from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon?
The first bus from W Harvard Ave & W Stanton St (Eastbound) in Roseburg to Winchester, Oregon in Roseburg, OR is Roseburg Redline. It leaves the W Harvard Ave & W Stanton St (Eastbound) stop at 1:52 AM.
How much is the bus fare from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon?
The ride from W Harvard Ave & W Stanton St (Eastbound) to Winchester, Oregon costs $2.00.
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