$USUAL

Ok, the coin is approaching 494,600,000 in circulating supply, which should have been reached on December 18th, this is in the project documentation. But it is also in the documentation that the total of 4 billion of the coin will be released over 4 years. Doing the math:

4,000,000,000 - 494,600,000 = 3,505,400,000 (remainder to be released in 4 years)

4 years = 1,460 days

3,505,400,000 / 1,460 = 2,400,959 (coins to be released per day, for 4 years, to reach the 4 billion maximum supply)

Summary: to reach the 4 billion maximum supply in 4 years, it is necessary to inject more than 2 million and 400 thousand coins PER DAY (if the injection is done evenly per day).

If the new injection of coins only occurs in March (60 days from now), 60 x 2,400,959 = 144,057,534 coins will have to be injected in March all at once and, from then on, continue injecting coins until reaching the 4 billion maximum supply.

In any case, with these periodic injections, the HONEST QUESTION that remains is the following:

Will the price of this coin, during these 4 years, be able to reach higher quotations than the maximum already reached of 1,635 on December 20?