Documentation Features Test
This page demonstrates various rich content features available in our documentation.
Mermaid Diagrams
Flow Charts
Sequence Diagrams
State Diagrams
Mathematical Equations
Inline Math
The correlation coefficient is calculated as
Block Equations
Opportunity Score Formula:
Where:
- = Overall opportunity score (0-100)
- = Weight of driver
- = Correlation coefficient (r-value)
- = Confidence multiplier based on sample size
- = Number of active drivers
Standard Deviation:
Expected Return:
Code Blocks
Python Example
def calculate_opportunity_score(drivers):
"""Calculate weighted opportunity score from multiple drivers."""
score = 0
total_weight = 0
for driver in drivers:
# Weight by correlation strength and sample size
weight = abs(driver.r_value) * min(driver.sample_size / 100, 1.0)
contribution = driver.r_value * driver.confidence * weight
score += contribution
total_weight += weight
# Normalize to 0-100 scale
normalized_score = (score / total_weight) * 100 if total_weight > 0 else 0
return max(0, min(100, normalized_score))
SQL Query Example
-- Find top opportunities with high confidence
SELECT
symbol,
opportunity_score,
confidence_score,
direction,
COUNT(*) as num_drivers
FROM opportunities o
JOIN opportunity_drivers od ON o.id = od.opportunity_id
WHERE
opportunity_score >= 70
AND confidence_score >= 60
GROUP BY symbol, opportunity_score, confidence_score, direction
ORDER BY opportunity_score DESC, confidence_score DESC
LIMIT 10;
JavaScript Example
// Real-time score updates
const useOpportunityScore = (symbol) => {
const score = ref(0)
const drivers = ref([])
watchEffect(() => {
const activeDrivers = drivers.value.filter(d => d.isActive)
score.value = calculateScore(activeDrivers)
})
return { score, drivers }
}
Tables
Comparison Table
| Score Range | Confidence | Action | Example |
|---|---|---|---|
| 70-100 | 60+ | 🔥 High Priority | NVDA: Score 78, Conf 72 |
| 50-70 | 60+ | 👍 Consider | AAPL: Score 65, Conf 68 |
| 70+ | 30-60 | ⚠️ Verify Drivers | TSLA: Score 75, Conf 45 |
| < 50 | Any | ⏸️ Skip | XYZ: Score 42, Conf 55 |
Statistical Significance Table
| r-value | Interpretation | n (min) | p-value |
|---|---|---|---|
| 0.7 - 1.0 | Very Strong | 30+ | < 0.001 |
| 0.5 - 0.7 | Strong | 50+ | < 0.01 |
| 0.3 - 0.5 | Moderate | 100+ | < 0.05 |
| < 0.3 | Weak | N/A | > 0.05 |
Callouts & Alerts
Focus on opportunities with both high score (70+) and high confidence (60+) for the best risk-adjusted returns.
Past performance does not guarantee future results. These are statistical patterns observed in historical data.
All trading involves risk. You can lose money. Never trade with money you cannot afford to lose.
The correlation coefficient (r-value) ranges from -1 to +1. Values near 0 indicate no relationship, while values near ±1 indicate strong relationships.
Lists
Ordered Process
- Data Collection
- Gather market events (8-K filings, Form 4s)
- Collect price data
- Store in database
- Signal Processing
- Calculate technical indicators
- Analyze insider activity
- Compute correlations
- Opportunity Scoring
- Weight drivers by strength
- Adjust for confidence
- Normalize to 0-100 scale
- User Notification
- Filter by user preferences
- Rank by score
- Send alerts
Checklist
- Review opportunity score (is it 70+?)
- Check confidence level (is it 60+?)
- Examine top 3 drivers (do they make sense?)
- Verify direction matches your strategy
- Check current price vs historical range
- Review recent news/events
- Set stop loss and take profit levels
- Execute trade
Visual Elements
Badges & Labels
Status Indicators:
ACTIVEFAILEDPENDING
Progress Indicators
Confidence Level:
72% ConfidenceTabs (if supported)
Example Strategies
Momentum Trading:
- Look for scores 70+ with strong technical drivers
- Direction: Bullish preferred
- Timeframe: 5-20 days
Mean Reversion:
- Look for scores 70+ with negative correlation drivers
- Direction: Counter-trend
- Timeframe: 3-10 days
Insider Following:
- Look for high insider buying correlation
- Confidence: 60+ required
- Timeframe: 20-60 days
Embedded Content
YouTube Video (example)
Interactive Elements
Expandable Section
Click to see detailed calculation
def calculate_weighted_score(drivers):
"""
Detailed implementation with all edge cases handled.
"""
if not drivers:
return 0
weighted_sum = 0
total_weight = 0
for driver in drivers:
# Calculate confidence multiplier
if driver.sample_size >= 100:
conf_mult = 1.0
elif driver.sample_size >= 50:
conf_mult = 0.8
else:
conf_mult = 0.6
# Calculate weight
weight = abs(driver.r_value) * conf_mult
# Add to weighted sum
weighted_sum += driver.r_value * 100 * weight
total_weight += weight
return weighted_sum / total_weight if total_weight > 0 else 0
Key Takeaways
Remember: The best opportunities combine high scores with high confidence and have drivers that make intuitive sense in the current market environment.
Next Steps
Want to see these features in action? Check out: