Pokemon Ruby/Sapphire - Pickup Item Chances
Ruby/Sapphire Version; Pokemon Colosseum
| Item | Chance |
|---|---|
| Super Potion | 30% |
| Full Heal | 10% |
| Ultra Ball | 10% |
| Rare Candy | 10% |
| Full Restore | 10% |
| Revive | 10% |
| Nugget | 10% |
| Protein | 5% |
| PP Up | 4% |
| King's Rock | 1% |
FireRed/LeafGreen Version
| Item | Chance |
|---|---|
| Oran Berry | 15% |
| Cheri Berry | 10% |
| Chesto Berry | 10% |
| Pecha Berry | 10% |
| Rawst Berry | 10% |
| Aspear Berry | 10% |
| Persim Berry | 10% |
| TM10 | 5% |
| PP Up | 5% |
| Rare Candy | 5% |
| Nugget | 5% |
| Spelon Berry | 1% |
| Pamtre Berry | 1% |
| Watmel Berry | 1% |
| Durin Berry | 1% |
| Belue Berry | 1% |
Emerald Version; XD
Common Items
- 0: Potion
- 1: Antidote
- 2: Super Potion
- 3: Great Ball
- 4: Repel
- 5: Escape Rope
- 6: X Attack
- 7: Full Heal
- 8: Ultra Ball
- 9: Hyper Potion
- 10: Rare Candy
- 11: Protein
- 12: Revive
- 13: HP Up
- 14: Full Restore
- 15: Max Revive
- 16: PP Up
- 17: Max Elixir
Let X = int((L-1)/10) where L is the level of the Pokemon with Pickup. The item chances for the item numbered X and the items following it are: 30%, 10%, 10%, 10%, 10%, 10%, 10%, 5%, and 3%.
Rare Items
- 0: Hyper Potion
- 1: Nugget
- 2: King's Rock
- 3: Full Restore
- 4: Ether
- 5: White Herb
- 6: TM44
- 7: Elixir
- 8: TM01
- 9: Leftovers
- 10: TM26
Let X = int((L-1)/10) where L is the level of the Pokemon with Pickup. The item chances for the item numbered X and the item following it are: 1% and 1%.
