Searching For Truth By Building A Decentralized Quora I Isaac Simons, Gator Labs

This week, Sal and ZenLlama speak with Isaac Simons from Gator Labs to discuss their new app "Chomp" - which is available for use right now. Chomp intends to incentivise the seeking of truth through a gamified consensus platform whereby users are rewarded through token incentives to try and provide the consensus response to posed questions. Think of a decentralized Reddit or Quora where truth, rather than sensationalism, is incentivised. Its a truly novel concept bringing together aspects of consensus, economics, game theory and prediction markets. - - Podcast Resources

Follow Sal: https://twitter.com/salxyz Follow Dave: https://twitter.com/SolBeachBum Follow Zen : https://twitter.com/ZenLlama Follow Unlayered: https://twitter.com/UnlayeredPod Subscribe on Spotify, Apple, or Google: https://unlayered.io/ Subscribe on YouTube: https://www.youtube.com/@UnlayeredPod - - Episode Resources

Follow Chomp : https://twitter.com/chompdotgames

Follow Isaac : https://twitter.com/sno_mis

Download Chomp App : https://app.chomp.games - - Time Stamps

(0:00) - Snomis’ Background (6:28) - Creating Informational Context Through Games (15:19) - Defining Better Information (21:18) - Designing The Incentive Layer (26:57) - Using Gamification To Achieve Data At Scale (31:10) - Drawing Inspiration From Blockchain Consensus (33:16) - How Questions Are Devised (36:01) - Contrasting Model To Prediction Markets (41:37) - Usage Of The Tech In Existing Social Media (43:29) - Using Tokens For Large Scale Social Coordination (50:00) - What's Next For Chomp

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Think beyond Ethereum and dive deep into the world of next generation blockchains. Join us as we engage with founders, engineers, researchers, investors, and critics of high-throughput, low-fee, parallelized blockchains like Solana, Monad, Sei, and more. Unlayered is for crypto natives eager to stay updated with the latest developments, complementing shows that focus primarily on Ethereum and its layered scaling approach.