# NFT Data

## NFT Level Data 

* After converting the upgrade cost, it will be deducted at $WORD, with the reference price being the average price of the previous day.
* As the level increases, the computing power increases, the consumption ratio decreases, and the upgrade cooldown time becomes longer.

### NFT Level Detailed Chart 

<table><thead><tr><th width="96">Level</th><th width="175" align="right">Basic Hashpower</th><th width="170" align="center">Consumption Rate </th><th align="center">Upgrade Fee </th><th align="center">Cooldown Time </th></tr></thead><tbody><tr><td>1</td><td align="right">10</td><td align="center">0.6</td><td align="center">$600</td><td align="center">24</td></tr><tr><td>2</td><td align="right">40</td><td align="center">0.5</td><td align="center">$1,200</td><td align="center">96</td></tr><tr><td>3</td><td align="right">160</td><td align="center">0.4</td><td align="center">$2,200</td><td align="center">192</td></tr><tr><td>4</td><td align="right">640</td><td align="center">0.35</td><td align="center">$8,200</td><td align="center">312</td></tr><tr><td>5</td><td align="right">2,560</td><td align="center">0.3</td><td align="center"></td><td align="center"></td></tr></tbody></table>

### &#x20;Series Computing Power Comparision ( Red Series V.S. Blue)

We are using SSR as an example in the chart below&#x20;

| Upgrade | Red NFT Computing Power Change | Red NFT Consumption Ratio Change | Blue NFT Computing Power Change | Blue NFT Consumption Ratio Change |
| ------- | ------------------------------ | -------------------------------- | ------------------------------- | --------------------------------- |
| 1-2     | 50-110                         | 0.5-0.5                          | 10-40                           | 0.6-0.5                           |
| 2-3     | 110-240                        | 0.5-0.4                          | 40-160                          | 0.5-0.4                           |
| 3-4     | 240-500                        | 0.4-0.3                          | 160-640                         | 0.4-0.35                          |
| 4-5     | 500-1020                       | 0.3-0.3                          | 640-2560                        | 0.35-0.3                          |

## Rarity Data&#x20;

1. The higher the rarity, the greater the computing power at the same level (except for level 1 NFTs).
2. Please note that in the Blue NFT series, rarity does not reduce the upgrade cooldown time.
3. The formula to increase computing power with rarity is as follows:

   $$
   10 \times k \times 4^{N-2}
   $$

   * Where k is the rarity computing power coefficient, N is the NFT level (N≥2), and the result is rounded up to the nearest whole number

   For example, the computing power of a level 4 SR NFT with k=3.98 and N=4 is calculated as follows:

   $$
   10 \times 3.98 \times 4^{4-2} = 636.8 \approx 636
   $$

   So, the computing power would be approximately 636.

The chart below provides an overview of NFT rarities (R, SR, SSR, and Soul) with data on their initial durability, probability of obtaining, computing power coefficient (k), and computing power at different levels (Lv1 to Lv5).

| Rarity                                  | N    | R    | SR   | SSR  | Soul (Freemint) |
| --------------------------------------- | ---- | ---- | ---- | ---- | --------------- |
| Initial Durability                      | 45   | 50   | 55   | 60   | 20              |
| Probability of Obtaining from Blind Box | 80%  | 12%  | 6%   | 2%   | /               |
| Computing Power Coefficient (k)         | 3.7  | 3.89 | 3.98 | 4    |                 |
| Lv1 Computing Power                     | 10   | 10   | 10   | 10   |                 |
| Lv2 Computing Power                     | 37   | 38   | 39   | 40   |                 |
| Lv3 Computing Power                     | 148  | 155  | 159  | 160  |                 |
| Lv4 Computing Power                     | 592  | 623  | 636  | 640  |                 |
| Lv5 Computing Power                     | 2368 | 2494 | 2547 | 2560 |                 |