EthFinance

Ethereum’s current price is 11,413 in base 7, which is coincidentally next year’s price in base 10.

To get the following year’s price, you’d need to convert today’s price from base 10 to base 6.

Trust me, I’ve done the math

Refining and generalizing my earlier principle: for every year after this one (2024 + n), the future price of ETH can be expressed as today’s price (let’s call it p) expressed in base 10 - n.

2024: $2,950 (p in base 10)
2025: $4,037 (p in base 9)
2026: $5,606 (p in base 8)
2027: $11,413 (p in base 7)
2028: $21,354 (p in base 6)
2029: $43,300 (p in base 5)
2030: $232,012 (p in base 4)

I’d keep going all the way to base 2 in 2032 but it gets NSFW even for an EVMaverick bull post. You get the idea. NFA.

PhD in aviation ∩ climate science | Aviator, diver, ETH maxi, nexialist | Host of /diving /ethfinance /eth-staker /geopolitics /science /singapore /thomas

Yes, it works for last year where the 2023 price in base 11 ($2,242) is the same as p in base 10.

Unfortunately I can’t backtest to 2022 and earlier because base 12 and above gives you weird symbols. p in base 12 is 185A, for example.

Also: this whole thread is a fever dream shitpost, if that wasn’t obvious.

Is it? We will probably end up there in 2030