#meme季节即将到来
Which Meme will reach $0.01 first? PEPE, SHIB, BONK, or FLOKI?
Everyone has a question in their hearts, and this issue is hotly debated... which of these four coins will be the first to touch the $0.01 threshold?
Let's first take a look at their current prices and market values:
PEPE: The price is only $0.000020.
SHIB: The trading price is $0.00002414.
BONK: The price is $0.00003462.
FLOKI: The price is $0.0001977.
Now let's take a look at the supply and market value situation:
PEPE: Maximum supply of 420.69 trillion, to reach $0.01, the market value needs to exceed $4.2 trillion, which is more than the entire cryptocurrency market combined, a bit difficult.
SHIB: Circulating supply of 589.34 trillion, to rise to $0.01, the market value would need to be $5.89 trillion, this ambition is even greater.
BONK: Total supply is a bit unclear, but to reach $0.01, it would also need a market value in the trillions, not easy.
FLOKI: Circulating supply of 9.6 trillion, to rise to $0.01, the market value would be $96 billion, although still considerable, it's easier than the other few.
Community and real-world applications are also very important:
PEPE: Became popular through memes, but has no substantial applications yet.
SHIB: Has its own ecosystem, a strong community, and strong practicality.
BONK: The community is quite active but is still searching for application directions.
FLOKI: Expanded into DeFi, NFT, and the metaverse, the community is also active, and practicality is strong.
Let's look at the predictions for 2030:
PEPE: Some speculate it could reach $0.00843 by 2030, but this is just a guess and depends on many factors.
SHIB: Some predict that the average price could reach $0.0008 by 2030, it has increased, but still far from $0.01.
BONK: Predictions suggest it could reach $0.00015 by 2030, there's some potential, but still not enough.
FLOKI: Predictions say it could reach $0.0012 by 2030, closer to $0.01 than the others.
Recently, I plan to ambush a potential coin that is ready to explode, doubling is quite simple, and an expectation of more than 10 times is not a problem, if you want to keep up, follow me for free sharing!
