NFTs

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Rarity Score (Calculation)

Rarity Score is determined by the rarity of the NFT, which dictates border color (Rarity Title). The Rarity Title determines the $REMN farming efficacy & ranges from Obsidian (gray) to Relic (red).

It determines **$REMN** farming amount.

Rarity Score

Rarity Title

Farm Power

1600-2150

Obsidian

1000

2150-2400

Emerald

2000

2400-2700

Lapis

3000

2700-3200

Amethyst

4000

3200-4500

Gold

5000

4500-7000

Relic

6000

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For example:

-100 $REMN is given out per second (hypothetically)

-User has a 3600 *Rarity Score *character

-Character will fall under Gold category with a *Farm Power *of 5000.

-Assuming the total *Farm Power *in the entire pool is 100,000, then the user has 5%, granting the user 5 of the 100 $REMN per second.

Users may withdraw the $REMN after lock period (to be determined) on Polygon network.

These character NFTs are **dynamic**,** **allowing you to exchange equipment that you gain through events and tournaments. For example, the **Trial** events run monthly, with opportunities to earn equipment that may be able to boost your *Rarity Score*.

$FP = 100*\sum_{t=1}^{16} \sqrt[R]{\frac{1}{(p_t/c_t)}} = \sqrt[R]{ \frac{1}{(p_1/c_1)}} + \sqrt[R]{\frac{1}{(p_2/c_2)}} + \sqrt[R]{\frac{1}{(p_3/c_3)}} + ... + \sqrt[R]{\frac{1}{(p_{16}/c_{16})}}$

Where:

p = probability of randomized trait type

This formula sums a normalized rarity score from each trait, allowing for traits to be balanced compared to each other. The root function decreases the gap, allowing legendary traits to be valuable enough but not overshadowing the more common traits.

$RarityEarScore = 100* \sqrt[R]{\frac{1}{(p/c)}} = 100* \sqrt[1.92]{\frac{1}{(0.025/0.5)}} = 100* \sqrt[1.92]{20} β 476$

Last modified 6mo ago

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