Power Stats

Since Black Market 2 has a completely different game system than Black Market 1, all Harriers' previously leveled stats will be reset, and they will receive the same amount of Chrono Mileage they spent to level up ($2080 at the Regular Price) multiplied by 1.2 as a thank you to the OGs. Harriers can use their Chrono Mileage to rebuild their stats anew.

LUK

The LUK stat increases the probability of Critical that the amount of output will increase by a multiplier when manufacturing is complete.

Also uniquely, LUK changes its multiplier every time it reaches a certain level. The multipliers that apply are shown in the table below.

Level of LUK	Max Critical Multiplier
1~29	2x
30~59	4x
60~89	7x
90	10x

Critical probability based on LUK level follows this formula:

$$Critical\,Probability(\%) = \frac{Luk\,Level}{2}$$

When a Critical occurs, it consumes a higher amount of Input resources by that multiple. If there is not enough of the Input resource, a smaller multiple will be produced.

DEX

The DEX stat reduces the time of the manufacturing process by up to 75%.

The formula for the time reduction of a manufacturing based on the DEX stat level is as follows

$$\begin{cases} Dex\,Level < 90, & Rate\,of\,Reduced\,Manufacturing\;Time(\%)= \frac{4\cdot Dex\,Level}{5}\\ Dex\,Level = 90, & Rate\,of\,Reduced\,Manufacturing\;Time(\%)= 75 \end{cases}$$

HP

NFTs have an initial HP value of 200. The HP stat increases the maximum amount of HP, allowing you to withstand enemy attacks longer in battle. The maximum for HP per NFT is 10,000.

The formula for the increase in maximum HP per level of the HP stat is as follows

$$Increasing\,HP\,per\,level =round( \frac{\frac{HP\,Level^2}{1.5}+HP\,Level+265}{HP\,Constant},0)$$

$$HP\,Constant = \frac{192655}{9800}$$

ATK

NFTs have an initial Attack power of 100. The ATK stat increases an NFTs Attack power, which increases its damage to enemies. The maximum Attack power per NFT is 5,000.

The formula for the increase in Attack Power per ATK level is as follows

$$Increasing\,Attack\,Power\,per\,level =round( \frac{\frac{ATK\,Level^2}{1.5}+ATK\,Level+265}{ATK\,Constant},0)$$

$$ATK\,Constant = \frac{192655}{4900}$$

DEF

NFTs have an initial defense power of 100. The DEF stat increases the NFT's defense power, allowing it to better defend against enemy attacks. The maximum amount of Defense Power per NFT is 5,000.

The formula for increasing Defense Power per DEF level is as follows

$$Increasing\,Defense\,Power\,per\,level=round( \frac{\frac{DEF\,Level^2}{6}+DEF\,Level+33}{DEF\,Constant},0)$$

$$DEF\,Constant = \frac{48243}{4900}$$