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Beast Hack: Customizing Beasts and Capturing Beauties

What if you had a system that could rewrite reality itself? Lucius transmigrated to this new world with his amazing system that let him hacks any beast but because of his arrogance, he was chased and sealed by people who were jealous of his talent. Fortunately, Lucius had created a new body with his system. With this new body he vowed to be secretive and also become the strongest by using his system that can hack everything even making his beautiful enemies into his beasts. Erase a rival’s talent? Done. Enhance an ordinary beast to perfection? Easy. Rewrite a noble’s fate? Child’s play. Making Villainess into his slave? Perfect ending. With his loyal slaves, a growing arsenal of hacked abilities, and also his devious mind, Lucius sets out to dominate everything. But as he reshapes the world to his will, he can not hide forever so can he remain in the shadows long enough to achieve his ultimate goal? Enter a world where reality bends to one man’s will. In a world ruled by power, Lucius doesn’t just win. He rewrites the game. Unleash the System. Rewrite Fate. Dominate All.

Mysteonis · แฟนตาซี
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145 Chs

Power Level

Tamer and Beast Levels:

Each level represents a tenfold increase in power. For example, a 2-Star beast is ten times stronger than a 1-Star beast, and this progression continues up to 9-Star. 

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Talent Hierarchy:

Talent defines a tamer's potential and growth capabilities, with each level being ten times more potent than the previous one. 

1. Tamer Talent

2. Master Talent

3. Lord Talent

4. King/Queen Talent

5. Emperor/Empress Talent

6. God/Goddess Talent

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Beast and Tamer Stats Mechanics:

Stat Multiplier per Level:

Each stat tier represents a tenfold increase in strength when moving up a star level. For example, a beast with E (2★) stats is ten times stronger than one with E (1★) since the star level directly reflects the beast's power. If the stat tier is lower by one level but the star level is higher, their power is balanced. For instance: E (1★) = F (2★)