Arithmetic on today's supply, not a forecast. It assumes nothing about whether Gram (prev. Toncoin) could attract that much money.
A coin's market capitalisation is its price multiplied by the number of coins in circulation. Gram (prev. Toncoin) has 2,789,270,146 GRAM in circulation at $1.3660 each, which is $3.81B. Holding that supply still and putting Canton's $3.9B in its place gives $1.3975 per GRAM.
The two are close in size, so the answer is a 1.02x move. Gram (prev. Toncoin) and Canton are within a factor of two of each other by market capitalisation.
Supply is held still, and in practice it moves: coins are minted, burned and unlocked, and every one of those changes the price a given market capitalisation implies. The figure also says nothing about whether the money exists to buy GRAM at that level, which is the part that actually decides a price.
$1.3975 per GRAM. That is Canton's current market capitalisation of $3.9B divided across the 2,789,270,146 GRAM in circulation.
1.02x. Gram (prev. Toncoin) trades at $1.3660 today and Canton's market cap is $3.9B against Gram (prev. Toncoin)'s $3.81B.
No. It is one division: Canton's market capitalisation spread over the supply of GRAM that exists today. It assumes nothing about whether Gram (prev. Toncoin) could attract that much money, and it holds the supply still when in practice supply changes.
It sets it. Market cap is price times circulating supply, so the same $3.9B of market cap spread over more coins gives a lower price per coin. This uses the 2,789,270,146 GRAM in circulation now.