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# Deflationary over time

<figure><img src="/files/xFRQKdbuKjkbjQUT5FA1" alt=""><figcaption><p>AwesomeX Programmed Green Into The Code</p></figcaption></figure>

The AWX token costs 35 times more to mint with TITANX over this period.

<figure><img src="/files/nZsaz6fETxw0Je2tHUPH" alt=""><figcaption></figcaption></figure>

Day 1 (Week 1): 1 $TITANX : 2.8 $AWX&#x20;

Week 125: 1 $TITANX : 0.08 $AWX

## Let's consider this from the perspective of AWX:

1. Initially, 1 AWX = 1/2.8 TITANX
2. At the end, 1 AWX = 1/0.08 TITANX = 12.5 TITANX

To calculate the percentage increase:

Percentage increase = (New value - Original value) / Original value × 100 = (12.5 - (1/2.8)) / (1/2.8) × 100 = (12.5 - 0.357142857) / 0.357142857 × 100 = 34 × 100 = 3400%

Therefore, the percentage increase in cost of the AWX token compared to minting with TitanX from week 1 to week 125 is approximately 3400%.

3400% = 3400/100 = 34x

This means the cost to mint AWX increases by 34 times the original amount, in addition to the original amount itself.

So:

* The original value (1x) plus
* The increase (34x)
* Equals 35x total

This means that at the end of the period, 1 AWX costs 35 times more than it did at the beginning, to mint with TITANX.