Route: 19 State Center Station to Carney/ Goucher & Taylor
Key to Route Instruction Terminology
| N/B |
State Center Station to Carney, via (s) Eutaw St, (l) Pratt St, (l) Gay St, (l) Ensor St, (s) Harford Rd, (l) Jomat Ave, (upon approaching and before entering the park & ride lot, operators will observe the designated loading area if two (2) coaches are occupying the area, the operators will wait in the designated bus stop on Jomat Ave until one of the bus bays becomes Available), (l) second entrance to the park & ride lot to designated loading area/ |
| S/B |
Carney to State Center via (l) Parking Lot Dr, (l) Exit Dr, (r) Jomat Ave, (r) Harford Rd, (r) 20th St, (l) Aisquith St, (r) Harford Rd, (r) Ensor St, (r) Hillen St, (s) Pleasant St, (l) Guilford Ave, (s) South St, (r) Lombard St, (r) Howard St (upon leaving transit stop n/b on Howard St at Redwood St move immediately to the center lane and proceed straight (n/b) on Howard St) (l) Dolphin St,(l) Eutaw St to layover at bus stop far-side of Preston St |
| N/B |
To Joppa Hgts via regular route to Harford Rd & Taylor Ave then via (l) Taylor Ave, (r) Old Harford Rd, (l) Satyr Hill Rd, (l) Joppa rd, (r) Satyr Hill Rd, (r) Lowell Ridge Rd to layover in designated bus stop(after 12 noon, continue in service and take layover on Waltham Woods opposite 8813 North Plaza office building) |
| S/B |
From Joppa Hgts via Lowell Ridge Rd, (r) Waltham Wood Rd, (s) Satyr Hill Rd, (r) Old Harford Rd, (l) Taylor Ave, (r)
Harford Rd, then via regular route |
| N/B |
To Goucher Ave & Taylor Ave via regular route to Harford Rd and Northern Pkwy, then (l) Northern Pkwy, (r) McClean Blvd, (s) Hillsway, (l) Taylor Ave, (l) Loch Raven Blvd, (r) Goucher Ave to layover opposite Colbury Rd in transit stop. |
| S/B |
From Goucher Ave & Taylor Ave, (r) Taylor Ave, (r) Hillsway, (s) McClean Blvd, (l) Northern Pkwy, (r) Harford
Rd, then via regular route |
Schedules: PDF version |
HTML Version: |19 (Sunday/holiday) | 19 (Weekdays) |19 (Saturday) |
Click here for the bus route map | Click here for the Systems Map |
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