Waylaid Crate: Flowering Expert Herbs
True Value15s 75c
Market avg32s 36c
Latest price5s 0c
vs true value-69%
Listed now36
Cheaper than usual. The latest listing is 69% below the True Value of earlier scans. A good time to buy.
Current Waylaid Crate: Flowering Expert Herbs auction house price on US & AU RP PvP · Alliance: latest listing 5s 0c; True Value 15s 75c; market average 32s 36c. How True Value works.
| 248691 | 15s 75c | 32s 36c | 5s 0c | -69% | 17 |
Scan history for Waylaid Crate: Flowering Expert Herbs (17 scans)
| Seen | Lowest | Qty at low | Total listed | Cheapest listings |
|---|---|---|---|---|
| 2026-11-09 16:00 | 5s 0c | 22 | 36 | 5s 0c ×22 · 6s 0c ×2 · 11s 0c ×3 · 12s 0c ×4 |
| 2026-11-09 08:26 | 5s 0c | 19 | 75 | 5s 0c ×19 · 6s 0c ×10 · 11s 0c ×9 · 12s 0c ×16 |
| 2026-11-09 06:53 | 5s 0c | 13 | 81 | 5s 0c ×13 · 6s 0c ×11 · 11s 0c ×9 · 12s 0c ×16 |
| 2026-11-09 06:35 | 5s 0c | 9 | 79 | 5s 0c ×9 · 6s 0c ×11 · 11s 0c ×9 · 12s 0c ×16 |
| 2026-11-09 03:00 | 12s 0c | 9 | 61 | 12s 0c ×9 · 13s 0c ×2 · 15s 0c ×3 · 15s 75c ×11 |
| 2026-11-09 01:35 | 15s 75c | 12 | 57 | 15s 75c ×12 · 15s 90c ×17 · 15s 95c ×5 · 16s 95c ×6 |
| 2026-11-08 22:12 | 15s 90c | 7 | 54 | 15s 90c ×7 · 15s 95c ×6 · 16s 95c ×6 · 20s 95c ×2 |
| 2026-11-08 20:21 | 15s 95c | 7 | 51 | 15s 95c ×7 · 16s 95c ×6 · 20s 95c ×2 · 30s 95c ×1 |
| 2026-11-08 19:51 | 15s 95c | 6 | 53 | 15s 95c ×6 · 16s 95c ×8 · 20s 95c ×2 · 30s 95c ×1 |
| 2026-11-08 17:40 | 33s 95c | 7 | 47 | 33s 95c ×7 · 39s 95c ×22 · 39s 96c ×5 · 39s 97c ×1 |
| 2026-11-08 17:12 | 39s 95c | 22 | 42 | 39s 95c ×22 · 39s 96c ×7 · 39s 97c ×1 · 39s 98c ×2 |
| 2026-11-08 05:58 | 39s 99c | 5 | 41 | 39s 99c ×5 · 40s 0c ×15 · 50s 0c ×3 · 77s 0c ×8 |
| 2026-11-07 20:56 | 85s 0c | 6 | 15 | 85s 0c ×6 · 90s 0c ×7 · 2g 90s 0c ×1 · 3g 1s 0c ×1 |
| 2026-11-07 19:10 | 90s 0c | 4 | 7 | 90s 0c ×4 · 2g 90s 0c ×2 · 3g 1s 0c ×1 |
| 2026-11-07 17:37 | 2g 90s 0c | 4 | 5 | 2g 90s 0c ×4 · 3g 1s 0c ×1 |
| 2026-11-07 16:39 | 2g 90s 0c | 4 | 6 | 2g 90s 0c ×4 · 3g 1s 0c ×2 |
| 2026-11-07 07:53 | 3g 1s 0c | 2 | 2 | 3g 1s 0c ×2 |