T

Tramplin

Solana native staking platform

Performances

RD Popularity Index

220.00% (24h)
0100200300400500
Project Rank: 3274/12909

RD Growth Index

820.00% (24h)
0400800120016002000
Project Rank: 4915/12909

Comparison

Follow Updates

Follow Lists

People

About Tramplin

Tramplin is a Solana validator that reframes traditional staking as a fair redistribution model: users delegate SOL to the validator, the principal stays in a native stake account and can be undelegated at any time, while the rewards the validator earns are pooled and handed back to participants through on-chain random selection, giving small holders a shot at outsized returns.

The docs describe three draws. The regular draw takes 30 percent of the reward pool, produces one winner per round and gives every delegator an equal 1 in N chance regardless of stake. The epoch draw takes 50 percent, selects seven unique winners per epoch with weights linear in effective stake and a prize split that leans heavily toward the top ranks. The big draw reserves 20 percent, accumulates it across fifteen epochs for a single winner, and weights by the square root of stake to compress whale advantage. The project states that it uses a VRF for verifiable randomness and Merkle-based transparency, and announced its public launch in February 2026.

Updated: Oct 30, 2026

On February 4, 2026, Tramplin launched publicly on Solana with backing from iTreasury Ventures. It pools validator staking rewards and redistributes them probabilistically using VRF randomness and Merkle proofs, while users' SOL stays in native stake accounts with no smart-contract custody; during testing, small stakers saw periods of elevated effective APY.

Tramplin's launch came with a Strategic Partner Program offering audit-first disclosure, lifetime revenue sharing and Boost Points as a low-overhead alternative to running a private validator.

Tramplin founder Ilya Tarutov said 2026 will focus on steady growth, with simpler onboarding, better wallet integrations and partnerships, a clearer explanation of the random redistribution, and everything verifiable on-chain.

Updated: Oct 30, 2026