| Line / Run | Arrival | Adherence | Vehicle |
|---|---|---|---|
| 112 / 08
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
18:45 (sch. 18:54) | +8 min | 7308 2023 New Flyer XDE40 |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
19:11* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
19:31* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
19:51* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
20:11* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
20:31* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
20:51* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
21:11* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
21:31* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
21:51* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
22:11* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
22:28* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
22:53* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
23:03* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
23:23* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
23:53* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
00:23* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
00:48* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
01:23* | — | — |
| —
112 South - 112 West Mall towards Kipling Station via Renforth Station
|
01:53* | — | — |
| Hour | Minute |
|---|---|
| 05 | 01(γ)22(γ)44(γ)54(β) |
| 06 | 05(γ)16(β)27(γ)38(β)49(γ)49 |
| 07 | 00(β)11(γ)1122(β)33(γ)3344(β)55(γ)55 |
| 08 | 06(β)17(γ)1728(β)39(γ)3950(β) |
| 09 | 0102(γ)15(β)2328(γ)41(β)45(ε)4654(γ) |
| 10 | 07(β)1220(γ)33(β)3846(γ)59(β) |
| 11 | 0412(γ)25(β)3038(γ)51(β)56 |
| 12 | 04(γ)18(β)2230(γ)45(β)4856(γ) |
| 13 | 04(γ)14(γ)1425(α)37(γ)3749(α) |
| 14 | 01(γ)0113(α)25(γ)2537(α)49(γ)49 |
| 15 | 01(α)13(γ)1325(α)37(γ)3749(α) |
| 16 | 01(γ)0113(α)25(γ)2537(α)49(γ)49 |
| 17 | 01(α)13(γ)1325(α)37(γ)3749(α) |
| 18 | 01(γ)0113(α)2533(α)54(α) |
| 19 | 11(α)31(α)51(α) |
| 20 | 11(α)31(α)51(α) |
| 21 | 11(α)31(α)51(α) |
| 22 | 11(α)28(α)53(α) |
| 23 | 03(δ)23(α)53(α) |
| 24 | 23(α)48(α) |
| 25 | 23(α)53(α) |
| 26 | 14(δ) |
| Hour | Minute |
|---|---|
| 06 | 21(β)49(β) |
| 07 | 17(β)47(β) |
| 08 | 17(β)47(β) |
| 09 | 17(β)47(β) |
| 10 | 17(β)47(β) |
| 11 | 17(β)47(β) |
| 12 | 20(β)51(β) |
| 13 | 19(α)44(α) |
| 14 | 09(α)29(α)52(α) |
| 15 | 14(α)37(α)59(α) |
| 16 | 22(α)44(α) |
| 17 | 07(α)29(α)52(α) |
| 18 | 14(α)36(α)58(α) |
| 19 | 20(α)42(α) |
| 20 | 05(α)27(α)50(α) |
| 21 | 12(α)35(α)57(α) |
| 22 | 20(α)42(α) |
| 23 | 0105(α)3234(γ) |
| 24 | 0204(γ)3234(γ) |
| 25 | 0204(γ)3237(γ) |
| Hour | Minute |
|---|---|
| 06 | 05(β)33(β) |
| 07 | 01(β)29(β)55(β) |
| 08 | 27(β)59(β) |
| 09 | 18(β)37(β)56(β) |
| 10 | 15(β)34(β)53(β) |
| 11 | 12(β)31(β)50(β) |
| 12 | 09(β)28(β)47(β) |
| 13 | 04(α)21(α)37(α)53(α) |
| 14 | 09(α)25(α)41(α)57(α) |
| 15 | 13(α)29(α)45(α) |
| 16 | 01(α)17(α)33(α)49(α) |
| 17 | 05(α)21(α)37(α)53(α) |
| 18 | 09(α)25(α)40(α)55(α) |
| 19 | 10(α)23(α)37(α)56(α) |
| 20 | 19(α)41(α) |
| 21 | 04(α)26(α)49(α) |
| 22 | 11(α)2730(α)5154(γ) |
| 23 | 2124(γ)5153(γ) |
| 24 | 2123(γ)47(γ)47 |
| 25 | 19(γ)1937(γ)37 |
| Hour | Minute |
|---|---|
| 07 | 33(γ)53(γ) |
| 08 | 17(β)52(β) |
| 09 | 17(β)47(β) |
| 10 | 17(β)47(β) |
| 11 | 17(β)47(β) |
| 12 | 20(β)51(β) |
| 13 | 19(α)44(α) |
| 14 | 09(α)29(α)52(α) |
| 15 | 14(α)37(α)59(α) |
| 16 | 22(α)44(α) |
| 17 | 07(α)29(α)52(α) |
| 18 | 14(α)36(α)58(α) |
| 19 | 20(α)42(α) |
| 20 | 05(α)27(α)50(α) |
| 21 | 12(α)35(α)57(α) |
| 22 | 20(α)42(α) |
| 23 | 0105(α)3234(γ) |
| 24 | 0204(γ)3234(γ) |
| 25 | 0204(γ)3237(γ) |