Pulse
  • 💌About Us
    • 🗝️Key Features:
  • 🪜Mission & Vision
  • 📎Pluse System Operation
    • 🏞️Super Curve Liquidity Pricing
      • Super Curve
      • Dynamic Bonding Curve Model
      • Liquidity Distribution Optimization
    • 🔒72-Hour Liquidity Lock
      • Preventing Early Liquidity Withdrawals
      • Gradual Liquidity Release After the Lock Period
    • 💸Liquidity Mining & Rewards
  • ♻️Social Trading & Community Interaction
    • 🖥️Built-In Trading Chat Panel
    • 📻Community Hubs for Interest-Based Discussions
      • Interest-Based Token Communities
      • Governance & Voting Participation
  • 🤖Telegram Bot Integration
    • ‼️Real-Time Trading & Market Alerts
    • ⌨️Automated Project Announcements & Community Engagement
      • Smart Contract-Triggered Announcements
      • Interactive Governance & Voting Participation
  • 💡Why choose Pulse
  • 💰Tokenomics
    • ⛓️Token Allocation
    • ⚖️Utility
  • 🛣️Roadmap
  • ❓FAQ
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  1. Pluse System Operation
  2. Super Curve Liquidity Pricing

Super Curve

PreviousSuper Curve Liquidity PricingNextDynamic Bonding Curve Model

Last updated 2 months ago

Pulse’s Super Curve introduces a structured approach to token price discovery, ensuring gradual price appreciation, reduced volatility, and fair market entry for all participants. By using a bonding curve model, Super Curve adjusts token pricing dynamically based on liquidity inflows, preventing sudden price spikes and manipulation.

The model is divided into three phases based on liquidity pool saturation (x), each with a distinct pricing formula to optimize market stability:

1. Early Phase (0 ≤ x ≤ 40%)

P(x)=0.175e2.5x−0.075

2. Expansion Phase (40% < x ≤ 80%)

P(x)=0.206e2.3x−0.117

3. Maturity Phase (80% < x ≤ 100%)

P(x)=10.798(1−x+0.001)−0.15−12.519

Growth Curve

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