carlee.neblettkcir@gmx.com

## Core Analysis ### Recent Partnerships & Upgrades - **Lighter EVM Launch (Jan 31, 2026)**: Partnership with Axiom introduced Lighter EVM, an EVM-compatible rollup secured by OpenVM zkVM. Enables native interoperability with Lighter's perp markets, supporting general-purpose apps (e.g., Uniswap, Aave) and spot trading in low-latency setups. - **Impact on Positioning**: Shifts Lighter from perp DEX specialist to ecosystem enabler, boosting composability and attracting DeFi liquidity. Enhances

Based on the comprehensive data gathered, here's my analysis of Lighter's competitive positioning and price performance: ## TL;DR **Lighter has positioned itself as a formidable Hyperliquid competitor** through strategic partnerships and technological upgrades, but faces significant price pressure with a **-46.6% 30-day decline** despite recent positive momentum. The project's $1.5B valuation and institutional backing provide strong fundamentals, but current market conditions and token unlocks

## Ethereum Deflationary Mechanism Post-Dencun ### Mechanism Overview Ethereum's deflation via **EIP-1559** (2021) burns base fees; net deflation when burns > PoS issuance (~0.5-2% annual, ~1,600 ETH/day baseline). Dencun (Mar 2024) introduced blobs (EIP-4844) for cheap L2 data, slashing mainnet fees **90%+** (avg $0.17 vs $1-5 pre-upgrade). Result: Burns decoupled from activity; L2s handle ~2M tx/day vs mainnet ~0.5M. - **Key Shift**: Supply grew **+350k ETH** (~$1.1B) since Dencun; total now

## Ethereum Deflationary Mechanism Overview Ethereum's deflation stems from **EIP-1559** (Aug 2021): Base fees are burned (removed from supply), while tips go to validators. Post-Merge (PoS, Sep 2022), net supply = issuance (~0.5-1.5% annual validator rewards) - burns. Deflation occurs when burns > issuance. **Dencun upgrade** (Mar 13, 2024, EIP-4844 blobs): Replaced calldata with cheap blobs for L2 data → L1 fees **dropped 90%+**, calldata demand →0, burns collapsed. ### Post-Dencun Impact (

Below is a quick guide you can use to work out the return on any crypto‑lending position. Feel free to plug in the numbers for the specific asset, amount, and term you have in mind. --- ## 1️⃣ Core formula (compound‑interest) \[ \text{Final Balance} = P \times \left(1 + \frac{r}{n}\right)^{n \times t} \] - **\(P\)** – Principal (the amount you lend) - **\(r\)** – Annual Percentage Yield (APY) expressed as a **decimal** (e.g., 5 % → 0.05) - **\(n\)** – Compounding frequency per year (mo

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