Balance Mooncake
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| Type | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/8/8f/ItemSprites.png Consumable |
|---|---|
| Chi | Unknown |
| Texture Type | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/5/54/TextureTypeSprite.png Single |
| Collision Type | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/e/e2/CollisionTypeSprite.png No Collision |
| Hardness | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/8/8f/ItemSprites.png 3 Hits https://growtopiawiki.nbg1.your-objectstorage.com/uploads/8/8f/ItemSprites.png 3 Hits Restores after 4s of inactivity. |
| Seed Color | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/9/9c/SeedSprites.png #FFEDBE #FFC44B |
| Grow Time | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/e/e5/TreeSprites.png 1h 0m 0s |
| Default Gems Drop | https://growtopiawiki.nbg1.your-objectstorage.com/uploads/8/8f/ItemSprites.png N/A |
| "This pastry is filled with a sweet bean paste, in 4 flavors combined with a perfect balance. A random jumble of four symbols is imprinted on the top in ancient Growtopian script. Mix this with other Mooncakes in a Laboratory or E-Z Cook Oven to create special Harvest Festival items." |
You can get Balance Mooncakes from harvesting trees of any kind. The rarity of the tree is the chance you can get any one of the 4 mooncakes (excluding balance). The chance of a mooncake dropped from a tree being a balance mooncake is 1 in 100.
You can also get one (including all the other mooncakes) by purchasing the Harvest Pack that costs 20,000 gems.
It is also used to make Songpyeons.
In-Game Description:
This item can't be spliced.
This item never drops any seeds.
Formula :
For a more accurate calculation of how many balance mooncakes you will roughly get, use this formula :
(Rarity of trees x Number of trees) : 10.000
The : is divided by, while the x is multiplied by.
e.g. How many balance mooncakes you can get from 10.000 pinball trees?
(53 x 10.000) : 10.000 = 530.000 : 10.000 = 53 Balance Mooncakes.
If you are counting more than one type of tree, use this formula :
[(Rarity of Tree A x Number of Tree A) + (Rarity of Tree B x Number of Tree B) +...... ] : 10.000
The .... means that you can add as much type of trees as possible (Please note that you can get extremely confused if you have too much)
e.g. How many Balance Mooncakes you can get from 2000 Fishtanks Trees, 5000 Pinball Trees, and 10.000 sugarcane trees?
[(2000 x 42) + (5000 x 53) + (10.000 x 24)] : 10.000 = [84000 + 265000 + 240000] : 10.000 = 589000 : 10.000 = 58.9 Balance Mooncakes.
In cases when you receive a decimal number such as 58.9 . You can round it to the closest ones. If the decimal number is below than 5 then you round it down, if it's 5 or above, round it up.
So 58.9, The decimal number is 9, and it's higher than 5, that means, you round it up, meaning, you will receive about 59 Balance Mooncakes. Another Number : 12.3, The decimal number is 3, and it's smaller than 5, so you round it down. Meaning you will receive 12 Balance Mooncakes
Please note that this formula is not always accurate, the Balance Mooncake also relies on luck, If you're unlucky, then you might only receive 1 Balance Mooncake from 100.000 Pinball trees, in which you should have received 530. Or the other way around, you might get 50 Balance Mooncakes from 2000 Pinball trees, in which you should have received 16 Balance Mooncake only.