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One and One Green Technologies. INC - Class A Ordinary Shares (YDDL)

NASDAQ Micro Cap

Industrials › Wholesale-Misc Durable Goods

$3.00
Market Cap: $157M
Data as of Dec 31, 2025

Price History

May 15, 2026 — Jul 6, 2026

Investment Snapshot

  • Trading 49% above Graham Number — above intrinsic value estimate
  • Piotroski F-Score 4/9 — moderate financial health
  • Strong ROE of 28.2% with 17.9% net margin
  • Revenue growing at 23% annually

One and One Green Technologies. INC - Class A Ordinary Shares (YDDL) is a Industrials company operating in Wholesale-Misc Durable Goods, listed on the NASDAQ , with a market capitalisation of $157 million . Key value metrics: P/E ratio 13.3, P/B ratio 3.76, Piotroski F-Score 4 out of 9 (moderate financial health) .

Value Score

Key Metrics

P/E Ratio
13.31
3.76
EPS
$0.23
Div. Yield
PEG Ratio
P/S Ratio
EV/EBITDA
ROE
ROA
Gross Margin
Op. Margin
Net Margin
Debt/Equity
Current Ratio
Data sourced from SEC EDGAR and Polygon.io. Methodology. View more Industrials stocks →

One and One Green Technologies. INC - Class A Ordinary Shares — Fundamental Analysis Summary

One and One Green Technologies. INC - Class A Ordinary Shares (YDDL) is currently trading 49% above its Graham Number of $2.01, suggesting the market price exceeds Benjamin Graham's intrinsic value estimate. The stock carries a reasonable trailing P/E ratio of 13.3x.

On financial health, YDDL shows a moderate Piotroski F-Score of 4/9, and strong return on equity of 28.2% (sector average: 5.4%).

StockPik's composite Value Score for YDDL is 84/100 — placing it in undervalued territory. The score is built from ten fundamental signals: P/E, P/B, PEG ratio, P/S ratio, return on equity, gross margin, debt-to-equity, current ratio, dividend yield, and Piotroski F-Score.

YDDL reports a moderate gross margin of 23.9% (sector average: 18.0%) and a solid operating margin of 18.0%.

YDDL shows revenue growing at 23% year-over-year, with earnings growing at 82%.

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How is the Value Score calculated?
Read our full methodology →
How is the Graham Number calculated?
Benjamin Graham's intrinsic value formula, worked examples, and how to use it →
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