Embedded Files
Status: Sheet continuously being updated
Levels with no Data: Bouncing City, Musical Theater
To align with SquareRoot's notation for difficulty ratings, difficulty values will be now noted in a form of "x | y", instead of "x / y". In addition, x / y will be used to indicate variations in difficulties (e.g. Temple Fair)
This page contains all the official ratings that are currently available. You may use these as a guide to plan passing levels.
Just to take note:
⇒ Official Difficulty Ratings are calculated by 鼓瑟吹笙LB and SquareRoot through a series of formulas, with Tuan Nguyen giving suggestions (up to Monster City)
⇒ The format of the ratings is x | y, where x is the value in the easy way, and y is the value in the perfect way, with the values rounded off to 1 decimal place.
⇒ There are some people spreading ratings that are different from the ones here. Do note that they are FAKE, and you should not believe them, or even worse, spread them to others.
⇒ There are no official ratings for fanmade levels.
Official Difficulty Sheet
In the excel sheet, there are 4 sections:
⇒ Official Levels, which are the levels in the "Levels" menu ⇐
⇒ Creation Levels, which are the Co-Creation and Fanmade levels ⇐
⇒ Defunct Ratings ⇐
⇒ Reasons for the variation in the difficulty of the same level ⇐
Extra Information:
⇒ The values are obtained by taking various factors in the level, through formulas and some adjustments.
⇒ The difficulty rating is purely based on the mechanics of the levels, which is not equivalent to players' experience. This explains why some values may look off.
⇒ The difficulty of the levels is based on the newest version of the levels. (i.e. the difficulty of Massif is based on the amended version, and not the one when it was first released.)
⇒ No two values are exactly the same, Even though the two values might look the same (i.e. Jungle Expedition perfect way: 5.8; Dino Disco perfect way: 5.8), there is always a difference in the values, even in the ten thousandth place. The values look the same because they are rounded off to the nearest tenth.
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