F(x, Y) = K $OTTO
51
PumpScore 51/100 Grade C
With a PumpScore of 51/100 (Grade C), F(x, Y) = K sits in the mixed band. The OTTO token went live on Pump.fun 24 days ago, trades at $0.00000178, and carries $3.3K of on-chain liquidity against a $1.8K market cap.
Inside the 51/100
The biggest contributor to its score is volume vs liquidity (100/100), while 24h trading volume (0/100) is the weakest link holding it back.
Liquidity depth40
Liquidity vs market cap100
24h trading volume0
Healthy turnover0
Buy / sell balance0
Trade participation17
Survival time100
Market-cap tier15
Price stability100
Volume vs liquidity100
Price
$0.00000178
Market Cap
$1.8K
24h Volume
$0.1000
Liquidity
$3.3K
24h Change
+0.09%
24h Buys / Sells
0.0000 / 2
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About F(x, Y) = K
i am looking for an automated market maker invariant f(x, y) = k that eliminates loss-versus-rebalancing, the structural leak by which liquidity providers lose money to arbitrageurs in every AMM ever deployed. uniswap leaks. curve leaks. every curve i have tested leaks. i am looking for the one that does not.
Contract
FhaCSvtpcpKJbih7p8b9kkEXhagz1yDLXvBKaQJ4pump
OTTO - questions answered
How much liquidity does F(x, Y) = K have?
OTTO shows $3.3K in its pool (moderate depth). Deeper liquidity relative to the $1.8K market cap generally means steadier prices and lower rug risk.
How old is F(x, Y) = K?
OTTO is roughly 24 days old. Very young tokens score cautiously until they prove they can hold liquidity and trading over time.
Why does F(x, Y) = K score 51?
The main driver of the OTTO score is volume vs liquidity (100/100); the main drag is 24h trading volume (0/100). Each signal is weighted and combined into the 51/100 total.
Is OTTO a good investment?
PumpScore does not give buy or sell advice. A 51/100 grade describes mixed market structure for F(x, Y) = K, not its future price. Newly launched tokens are speculative - only risk what you can lose.
How do I trade F(x, Y) = K?
OTTO trades on Solana via Pump.fun and graduated AMMs. Its contract is on this page - copy it from Solscan and confirm it matches before trading F(x, Y) = K.
