How to get from S 6th St & Austin St (Dollar Tree) to Shasta Lake by bus and train?
From S 6th St & Austin St (Dollar Tree) to Shasta Lake by bus and train
To get from S 6th St & Austin St (Dollar Tree) to Shasta Lake you’ll need to take 2 bus lines and one train line: take the BASIN CONNECT bus from Fairgrounds Transit Center/Altamont Station station to Klamath Falls Amtrak Station (Spring St & Oak Ave) station. Next, you’ll have to switch to the COAST STARLIGHT train and finally take the 1 bus from Downtown Passenger Terminal station to Shasta Dam Blvd And Grand River Ave (Ns) station. The total trip duration for this route is approximately 12 hr 23 min. The bus and train schedule from S 6th St & Austin St (Dollar Tree) may change. We recommend you check the updated bus and train schedule to Shasta Lake on the Moovit app.
Step by Step
- 1Walk to bus stationFairgrounds Transit Center/Altamont Station450 yd • 6 min
- 2Wait for busBASIN CONNECTDowntown Transit Center (Pine St & 7th St)
- 3Ride to bus stationKlamath Falls Amtrak Station (Spring St & Oak Ave)5 min
- 4Walk to train stationKlamath Falls160 yd • 2 min
- 5Wait for trainCOAST STARLIGHTLos Angeles
- 6Ride to train stationRedding Amtrak263 min
- 7Walk to bus stationDowntown Passenger Terminal200 yd • 3 min
- 8Wait for bus1Shasta Lake Northbound
- 9Ride to bus stationShasta Dam Blvd And Grand River Ave (Ns)ID 106325 min
- 10Walk toShasta LakeStanton Avenue160 yd • 2 min
Public transit directions from S 6th St & Austin St (Dollar Tree) to Shasta Lake
Bus And Train schedule from S 6th St & Austin St (Dollar Tree) to Shasta Lake
Related Routes
- Redding Bus Station to Shasta Lake
- Oasis Rd at Cascade Blvd (Ns) to Shasta Lake
- Eastside Rd at Wyndham Ln (Fs) to Shasta Lake
- S. Bonnyview Rd at Eastside Rd (Fs) to Shasta Lake
- E. Bonnyview Rd at S. Bonnyview Rd (Fs) to Shasta Lake
- E. Bonnyview Rd at Willowbrae Ave (Fs) to Shasta Lake
- E. Bonnyview Rd at Nicolet Ln to Shasta Lake
- E. Bonnyview Rd at N. Bonnyview Rd (Ns) to Shasta Lake
- Radio Ln at Cerro Ln (Ns) to Shasta Lake
- Breslauer Way at Eastside Rd (Ns) to Shasta Lake
- Eastside Rd at Wyndham Ln (Ns) to Shasta Lake
- Placer St at West St (Fs) to Shasta Lake
- Placer St at Magnolia St (Fs) to Shasta Lake
- Airpark Dr at Placer St (Fs) to Shasta Lake
- Bechelli Ln at Joaquin Ave (Fs) to Shasta Lake
- Bechelli Ln at Cheryl Dr (Fs) to Shasta Lake
- Bechelli Ln at Riverview Golf Course (Fs) to Shasta Lake
- Bechelli Ln at Chinook Dr (Fs) to Shasta Lake
- Bechelli Ln at Across Costco Wholesale (Fs) to Shasta Lake
- Bonnyview Rd at Bechelli Ln (Fs) to Shasta Lake
Questions & Answers
What is the fastest way to get from S 6th St & Austin St (Dollar Tree) to Shasta Lake?
The fastest way takes 743 minutes, using Bus line BASIN CONNECT, Train line COAST STARLIGHT, Bus line 1.
Is there a direct bus between S 6th St & Austin St (Dollar Tree) and Shasta Lake?
No, you’ll have to take 2 bus lines and one train line in total. The total travelling time is 12 hr 23 min.
Which bus line goes from S 6th St & Austin St (Dollar Tree) to Shasta Lake?
The BASIN CONNECT bus line goes from Fairgrounds Transit Center/Altamont Station station near S 6th St & Austin St (Dollar Tree) in Redding to Downtown Transit Center (Pine St & 7th St) station. From there you’ll have to take one bus line and one train line till Downtown Transit Center (Pine St & 7th St) station near Shasta Lake.
How long does it take to travel from S 6th St & Austin St (Dollar Tree) to Shasta Lake by bus and train?
The total travel time between S 6th St & Austin St (Dollar Tree) and Shasta Lake by bus and train is about 12 hr 23 min.
Where do I get on the bus near S 6th St & Austin St (Dollar Tree) to get to Shasta Lake?
Get on the BASIN CONNECT bus from the Fairgrounds Transit Center/Altamont Station stop near S 6th St & Austin St (Dollar Tree) in Redding.
Where do I get off the bus when travelling between S 6th St & Austin St (Dollar Tree) and Shasta Lake?
Get off the bus at the Downtown Transit Center (Pine St & 7th St) stop, which is closest to Shasta Lake.
Popular Routes
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