Haunted Cancer Dragon Information[]
| Forms | Information | |||
|---|---|---|---|---|
Baby - Juvenile - Adult - Epic - Egg  As the midnight waves get stronger and chiller, the Haunted Cancer Dragons emerge from the surf. They come crashing from the seas like a storm of fury, and are often times mistaken to be forces of nature wreaking havoc at night. | ||||
| Rarity: Super Rare Type:    Habitat: Zodiac Zone, Boneyard, Blue Lagoon Available at: Level 30 Buying Price: 1,500  Selling Price: 100  Incubation: 15 hours Exp Gained: 780 
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Coin Rates 
[]
| Earning Rates | ||||||||
|
Lv. 1 | 300 | 
|
Lv. 10 | 1,350 | |||
| Lv. 2 | 357 | Lv. 11 | 1,590 | |||||
| Lv. 3 | 408 | Lv. 12 | 1,634 | |||||
|
Lv. 4 | 575 | Lv. 13 | 1,679 | ||||
| Lv. 5 | 657 | Lv. 14 | 1,725 | |||||
| Lv. 6 | 726 | Lv. 15 | 1,875 | |||||
|
Lv. 7 | 942 | LEVEL CAP | |||||
| Lv. 8 | 1,032 | |||||||
| Lv. 9 | 1,107 | |||||||
Food Costs[]
| Total Food Required for Next Level | ||||||||||||||
| Lv. 1 | Lv. 2 | Lv. 3 | Lv. 4 | Lv. 5 | Lv. 6 | Lv. 7 | Lv. 8 | |||||||
| 20 | 80 | 160 | 400 | 1,000 | 2,000 | 4,800 | 10,000 | |||||||
| Lv. 9 | Lv. 10 | Lv. 11 | Lv. 12 | Lv. 13 | Lv. 14 | Lv. 15 | ||||||||
| 20,000 | 30,000 | 42,000 | 54,500 | 79,000 | 99,000 | MAX LEVEL | ||||||||
Availability[]
The Haunted Cancer Dragon is obtainable:
- For a limited time during an unspecified window of availability.
- By purchase at the market for 1,500 .
- By winning all battle rounds in the Battle Tournament and defeating the Haunted Cancer Dragon Tournament Boss (Tournament bosses and number of rounds differ depending upon the tournament released).
- Note: You cannot acquire the Haunted Cancer Dragon through breeding.
Parents Behavior[]
The Haunted Cancer Dragon has special behavior when it is used as a breeding parent. Unlike dragons with only basic types, it will obey the following rules:
- When the Zodiac type is alone in the pool, it will add pure dragons of its component types (Yellow and Black) to the list of possible outcomes, but it will not split into its component types. When Zodiac is included in the pool along with one or more other types, the Zodiac type can split into Yellow and Black. However, if it is split, then Zodiac is no longer in the pool for the duration. Thus, the presence of Zodiac in a pool will either add the Zodiac type if it does not split or the Yellow and Black types if it does split. There is one exception to this rule, and that is when both parents possess the Zodiac type. In this case, Zodiac can contribute both itself and its split colors at the same time.
- When the Spooky type is alone in the pool, it will add pure dragons of its component types (Black, Purple, and Yellow) to the list of possible outcomes, but it will not split into its component types. When Spooky is included in the pool along with one or more other types, the Spooky type can split into Black, Purple, and Yellow. However, if it is split, then Spooky is no longer in the pool for the duration. Thus, the presence of Spooky in a pool will either add the Spooky type if it does not split or the Black, Purple, and Yellow types if it does split. There is one exception to this rule, and that is when both parents possess the Spooky type. In this case, Spooky can contribute both itself and its split colors at the same time.
- Although the Zodiac type can split into Yellow and Black for breeding purposes, it still only counts as one type. This is important when considering the number of types for type-amount-dependent dragons such as the Diamond Dragon. Breeding a Water Dragon with a Haunted Cancer Dragon only counts as three types: Zodiac, Spooky and Blue.
- Although the Spooky type can split into Black, Purple, and Yellow for breeding purposes, it still only counts as one type. This is important when considering the number of types for type-amount-dependent dragons such as the Diamond Dragon. Breeding a Water Dragon with a Haunted Cancer Dragon only counts as three types: Zodiac, Spooky and Blue.
Notes[]
- The Haunted Cancer Dragon's design is based upon the Air Dragon's, although there are differences between the two.