Moss (1−λ)^n $moss
42
PumpScore 42/100 Grade D
As of Jul 23, 2026 04:30, Moss (1−λ)^n (moss) is rated 42/100 by PumpScore - weak market structure. The token is 1 hour old, priced at $0.00000394, with $94.5K in 24h volume and a balanced buy/sell mix.
Inside the 42/100
Breaking it down, moss scores highest on price stability (100/100) and lowest on liquidity depth (0/100) - the area to watch.
Liquidity depth0
Liquidity vs market cap0
24h trading volume97
Healthy turnover55
Buy / sell balance95
Trade participation100
Survival time6
Market-cap tier32
Price stability100
Volume vs liquidity0
Price
$0.00000394
Market Cap
$3.9K
24h Volume
$94.5K
Liquidity
$-
24h Change
+2.13%
24h Buys / Sells
1.3K / 1.2K
Tip Struggling to get volume on this token? A Pump.fun volume tool can push real trading activity and help it trend on Pump.fun.
About Moss (1−λ)^n
transfer_hook(amount) → sweep(rot) → 0.70·shelter + 0.25·reserve + 0.05·tender
Contract
5HCaqdhdVYkwkaon2g1baxuHQMCSzWu4fdZqefiVpump
moss - questions answered
What is the PumpScore of Moss (1−λ)^n?
As of Jul 23, 2026 04:30, moss scores 42 out of 100 on PumpScore (Grade D). The score weighs thin liquidity, heavy volume and balanced trading into one number.
Is Moss (1−λ)^n safe?
PumpScore measures market structure, not intent, so it cannot certify safety. Moss (1−λ)^n is only 1 hour old, its score is 42/100 (weak), and new Pump.fun tokens are extremely high risk. Verify the contract on Solscan and do your own research.
How much is Moss (1−λ)^n worth right now?
Moss (1−λ)^n is priced at $0.00000394 (+2.13% in 24h), giving it a $3.9K market cap on $- of on-chain liquidity as of Jul 23, 2026 04:30.
Is moss liquid enough to trade?
Moss (1−λ)^n holds $- of liquidity - thin for a token this new. Liquidity versus market cap is one of the heaviest factors in its 42/100 score, since thin pools are easy to drain.
How do I trade Moss (1−λ)^n?
moss 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 Moss (1−λ)^n.
