Stochastic Monte Carlo Price Simulator (Heston/Merton/Kou) for TCG Cards & Tokenized Assets is a paid API for AI agents from oracle.the-undesirables.com, paid per call via x402, $0.015/call, status unknown (last checked 2026-09-14).
Runs Monte Carlo price simulations using Heston, Merton, or Kou stochastic models to project future price trajectories and percentile distributions for tokenized real-world assets and physical trading cards.
Predict the future market value of any collectible trading card with a conformal-calibrated risk forecast (default): regime-aware split-conformal bands fit on real holdout residuals, returning calibrated forecast percentiles (5th–95th), honest VaR/CVaR, and Safe-Hold/Momentum letter grades. Monte Carlo models (GBM / Merton Jump-Diffusion with Poisson jumps) are available opt-in via model=. Covers Pokémon, Magic, Yu-Gi-Oh, sports cards, and any tokenized real-world asset.
Returns a JSON object containing the asset name, model used, simulation count, day horizon, data source, and a percentile price distribution (5th, 25th, 50th, 75th, 95th percentile projected prices), along with call price ($0.015) and status.
GEThttps://oracle.the-undesirables.com/api/v1/simulateChoose this endpoint when you need stochastic price projections with percentile distributions specifically for physical trading cards (Pokémon, MTG) or tokenized real-world assets, and want to choose between Heston, Merton, or Kou models. It is best for risk analysis, scenario planning, or valuation range estimation on collectible or RWA assets rather than mainstream equities or crypto tokens with deep market data.
{
"input": {
"type": "http",
"method": "GET",
"queryParams": {
"days": 30,
"model": "heston",
"card_name": "Charizard Base Set PSA 8",
"simulations": 500,
"current_price": 5000
}
}
}{
"data": {
"days": 30,
"model": "geometric_brownian_motion",
"card_name": "Charizard Base Set PSA 8",
"simulations": 500,
"model_params": {
"drift_mu": 0.03,
"diffusion_sigma": 0.4
},
"param_source": "default_tcg_priors",
"risk_metrics": {
"VaR_95": 4112.7231,
"CVaR_95": 3929.4773,
"VaR_95_pct": -17.75,
"CVaR_95_pct": -21.41,
"interpretation": "95% VaR: There is a 5% chance the price drops below $4112.72 (-17.75%) over 30 days. Expected Shortfall (CVaR): If that tail event occurs, the average loss lands at $3929.48 (-21.41%)."
},
"current_price": 5000,
"forecast_percentiles": {
"5th": 4112.7231,
"25th": 4581.7529,
"50th": 4979.5083,
"75th": 5416.4478,
"95th": 6040.9673
}
},
"tool": "monte_carlo",
"price": "$0.015",
"status": "ok"
}{
"type": "json",
"example": {
"status": "ok",
"forecast": {
"50th_percentile": 224.5,
"95th_percentile": 412.1
}
}
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