If LUNC burns 1 billion tokens every 2 weeks, let's calculate how long it would take to eliminate 1 trillion tokens. 🔥
🔥 LUNC burn simulation
Burn target
1 trillion LUNC
Burn per period
1 billion
Every 14 days
Periods required
1,000
Two-week periods
Estimated time to burn 1 trillion
38.3 years
Maintaining exactly this pace, without interruption.
📊 What if the burn increases?
Burn per 2 weeks
Time to reach 1 trillion
1 billion
38.3 years
5 billion
7.7 years
10 billion
3.8 years
50 billion
9.6 months
100 billion
4.8 months
A conclusion for the Lunatics: 🔥 If the community wants to significantly reduce the supply of
Terra Classic (LUNC)
, the burn volume will need to increase considerably. At a rate of 1 billion every two weeks, reducing the supply by 1 trillion would take decades.
Important: this is a mathematical simulation, not a prediction. The actual burn rate may vary, and burned tokens must be deducted from the existing supply to calculate the effective reduction.#LUNC✅
🔥 LUNC burn simulation
Burn target
1 trillion LUNC
Burn per period
1 billion
Every 14 days
Periods required
1,000
Two-week periods
Estimated time to burn 1 trillion
38.3 years
Maintaining exactly this pace, without interruption.
📊 What if the burn increases?
Burn per 2 weeks
Time to reach 1 trillion
1 billion
38.3 years
5 billion
7.7 years
10 billion
3.8 years
50 billion
9.6 months
100 billion
4.8 months
A conclusion for the Lunatics: 🔥 If the community wants to significantly reduce the supply of
Terra Classic (LUNC)
, the burn volume will need to increase considerably. At a rate of 1 billion every two weeks, reducing the supply by 1 trillion would take decades.
Important: this is a mathematical simulation, not a prediction. The actual burn rate may vary, and burned tokens must be deducted from the existing supply to calculate the effective reduction.#LUNC✅