Tlokotsi Potloane AI

By Tlokotsi Potloane About Me (Builder Perspective) My name is Tlokotsi Potloane, a blockchain developer, AI enthusiast, and Computer Engineering student from Lesotho. My journey began with Merafocoins and evolved into participation in Ethereum hackathons, EthCapeTown, and collaboration with BitMobile Tech. This portfolio reflects my growth as a Web3 builder and strategist. My Core Portfolio Bitcoin (BTC) – Store of value Ethereum (ETH) – Smart contracts Solana (SOL) – High-speed blockchain Tron (TRX) – Transaction efficiency Binance Coin (BNB) – Exchange ecosystem XRP – Cross-border payments Cardano (ADA) – Research-driven chain Bitcoin SV (BSV) – Scaling focus Monero (XMR) – Privacy Stablecoins (USDT, USDC, DAI) What This Portfolio Enables Mining (BTC, XMR, BSV) Staking (ETH, ADA, SOL) DeFi Lending & Yield NFT Ownership Liquidity Provision Asset Tokenization Insurance Protocols The Coming Bull Run Accumulation Phase Expansio...

Understanding Aviator: The Mathematics Behind the Crash Game Understanding Aviator: The Mathematics Behind the Crash Game By Tlokotsi Potloane Aviator is a crash betting game where a multiplier increases from 1.00x upward until it suddenly crashes. Your goal is to cash out before the crash. Rule: Cash out before crash = win. Fail = lose bet. Core Probability Model $$ P(M \ge x) = \frac{1}{x} $$ This means the probability that the multiplier reaches at least x is 1/x. Example Probabilities Multiplier Probability 1.5x 66.6% 2x 50% 3x 33% 10x 10% 100x 1% Distribution Formula $$ M = \frac{1}{U} $$ Where U is a random number between 0 and 1. $$ P(M \ge x) = P\left(\frac{1}{U} \ge x\right) = P(U \le \frac{1}{x}) = \frac{1}{x} $$ Expected Value $$ EV = P(win)(x - 1) + P(loss)(-1) $$ $$ EV = \frac{1}{x}(x - 1) - \left(1 - \frac{1}{x}\right) $$ $$ EV = 0 $$ Meaning: Fair game before house edge. House Edge $$ P(M \ge x...