Shroomy Web3 Oracle – NFT/Crypto Floor Price Forecaster is a paid API for AI agents from oracle.the-undesirables.com, paid per call via x402, $0.05/call, status unknown (last checked 2026-09-15).
Fetches real-time NFT or crypto floor prices via Alchemy and runs 20,000-iteration Heston stochastic Monte Carlo simulations to produce probabilistic price forecasts across user-specified time horizons.
NFT collection floor-price oracle: fetches real-time floors via Alchemy and returns risk-aware price forecasts — current floor, historical volatility, drift, and forecast percentiles. Forecasting uses Merton Jump-Diffusion modeling for this crypto-native asset class. Supports any ERC-721 or ERC-1155 contract on Ethereum mainnet.
Returns current floor price in ETH, forecast percentile distribution (5th, 25th, 50th, 75th, 95th) over the requested time horizon, Heston model parameters used (drift, vol-of-vol, mean reversion, long-term variance), number of simulations run (20,000), network, contract address, and a status field. Priced at $0.05 USDC per call.
GEThttps://oracle.the-undesirables.com/api/v1/crypto-oracleUse this endpoint when you need institutional-grade probabilistic price forecasting for a specific NFT collection or crypto asset on Ethereum mainnet (or other supported networks), combining live on-chain floor price data with rigorous stochastic volatility modeling. Prefer this over simple price lookups when you need a full distribution of outcomes (percentiles), not just a point estimate. Best for risk management, portfolio analysis, or investment decision support requiring Heston-model-based confidence intervals.
{
"days": 30,
"coin_id": "ethereum",
"network": "eth-mainnet",
"contract_address": "0xBC4CA0EdA7647A8aB7C2061c2E118A18a936f13D"
}| Field | Type | Description |
|---|---|---|
| inputrequired | object | |
| output | object |
{
"data": {
"days": 30,
"model": "merton_jump_diffusion",
"source": "alchemy_merton_oracle",
"network": "eth-mainnet",
"contract": "0xBC4CA0EdA7647A8aB7C2061c2E118A18a936f13D",
"currency": "ETH",
"simulations": 20000,
"model_params": {
"drift_mu": 0.1,
"jump_mean_mu_j": -0.08,
"diffusion_sigma": 0.7,
"jump_vol_sigma_j": 0.15,
"jump_intensity_lambda": 4
},
"risk_metrics": {
"VaR_95": 6.1007,
"CVaR_95": 5.4494,
"VaR_95_pct": -32.14,
"CVaR_95_pct": -39.38
},
"verifiability": {
"round": 6210873,
"beacon": "drand-league-of-entropy",
"method": "Monte Carlo seeded from the public drand randomness beacon — the seed is committed publicly each round and cannot be cherry-picked. Re-fetch the round and reproduce.",
"reproduce": "rng = numpy.random.default_rng(int(randomness, 16)); Z = concat(rng.standard_normal(n_sims//2), -that) for antithetic variates; draw N=rng.poisson(lambda_jump*days/365, n_sims) and J=rng.normal(N*mu_j, sqrt(max(N,1))*sigma_j); apply the terminal Merton/GBM formula.",
"randomness": "2ac25a2737b56cede44bb4ed5794b990a3d2cf3c06d721b24f406a8785b68728",
"exact_params": {
"mu": 0.1,
"days": 30,
"mu_j": -0.08,
"model": "merton_jump_diffusion",
"sigma": 0.7,
"n_sims": 20000,
"sigma_j": 0.15,
"lambda_jump": 4,
"current_price": 8.99
},
"provably_fair": true,
"verify_round_url": "https://api.drand.sh/public/6210873"
},
"current_floor_price": 8.99,
"forecast_percentiles": {
"5th": 6.1007,
"25th": 7.6494,
"50th": 8.8875,
"75th": 10.2773,
"95th": 12.6101
}
},
"tool": "crypto_oracle",
"price": "$0.05",
"status": "ok"
}{
"type": "json",
"example": {
"status": "ok",
"forecast": {
"50th_percentile": 0.52,
"95th_percentile": 1.1
},
"floor_price": 0.45,
"model_params": {
"drift_mu": 0.1,
"diffusion_sigma": 0.7,
"jump_intensity_lambda": 4
}
}
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