Number
go round.
Euler's formula isn't a static equation — it's motion. Multiply by i and you rotate. Raise e to an imaginary power and you spin forever around the unit circle. $EULER is the meme coin for people who know charts are just sine waves with extra steps.
Three ideas in
one tiny formula.
Rotation
Multiplying by eiθ spins any point by angle θ around the origin. No stretching, no distortion — pure turning. Every holder rotates together.
Growth
Real exponents grow. Imaginary exponents rotate. Mix them — e(a+i)θ — and you get a spiral: growth and rotation at once. That's the $EULER chart we're manifesting.
Circular motion
Watch the shadow of the spinning point: horizontally it's cos θ, vertically it's sin θ. Every wave in physics, sound and market cycles is a circle seen from the side.
Drag θ. Watch it move.
Tip: slide θ to π (3.1416). The point lands on −1. That's the moment the five most important numbers in math shake hands.
e, i, π, 1 and 0 — growth, rotation, the circle, unity and nothing — in one line. Mathematicians call it the most beautiful equation ever written. We put it on a coin.
Supply = 1B.
From θ = 0 to 2π.
Four quarter-turns
to $EULER.
Get a wallet
Install Phantom or Solflare on your phone or browser.
Load SOL
Buy SOL on any exchange and send it to your wallet.
Swap
Paste the contract address into Jupiter or Raydium and swap SOL for $EULER.
Rotate forever
Hold, meme, and remember: after a full circle you're back where you started — but wiser.
Imaginary questions,
real answers.
Why is Euler's formula "dynamic"?
Because eiθ describes a point moving as θ changes. As θ increases, the point travels counter-clockwise around a circle of radius 1. Its x-coordinate traces cos θ, its y-coordinate traces sin θ — that's why waves and circles are the same thing.
Why does multiplying by i rotate things?
i = eiπ/2, which is a 90° turn. Multiply by i twice and you've turned 180° — landing on −1. That's why i² = −1 isn't weird at all; it's just two quarter-turns.
Where does growth come in?
The real part of the exponent controls size, the imaginary part controls angle. e(a+i)θ grows by eaθ while spinning — a logarithmic spiral, the shape of galaxies, shells and (hopefully) our chart.
Is $EULER a financial product?
No. $EULER is a meme coin with no intrinsic value, no team promises and no expectation of financial return. It's for fun and for math. Only spend what you're fine losing.