

QuantMario
598 posts





The investors’ spending behaviour in the #Bitcoin ecosystem, is far from random - it follows a predictable power-law decay. Our latest research uncovers how the age of coins directly influences their likelihood of being spent. 🧵



Why not measure Bitcoin in Big Macs instead of USD? 🍔💡 The USD is like a ruler that stretches and shrinks over time 📏🔄, making it tough to grasp the actual purchasing power of #Bitcoin. With the "Bit Mac Index," we unlock a tasty new perspective on #Bitcoin 's real worth. Say hello to BTC/MAC! 🎉 The Big Mac 🍔 offers a juicy, consistent benchmark 🎯 across years. It's a more solid reference because it's tied to real goods and services, reflecting actual purchasing power. 🌍💸 Yet, it's important to note we have not yet hit a new ATH in BTC/MAC. 😱 Data sources: @glassnode @TheEconomist (economist.com/big-mac-index)


JUST IN: CME Group, the world's largest futures exchange to launch #Bitcoin trading.

















TL;DR: 🚫 The #Bitcoin Power Law's future price predictions are flawed for two reasons (@Giovann35084111 @dotkrueger ): 1) They ignore USD's future value. 2) Adding a quadratic term fits the data just as well!📈 The #Bitcoin Power Law's attempt at predicting future BTC prices is like measuring a tree's future height without knowing the future length of your ruler. 🌳➡️📏Even worse: it's trying to predict to variables at the same time. A better approach? Use BTC/MAC, anchoring #Bitcoin's value to the purchasing power of a Big Mac, à la the Big Mac Index by The Economist. 🍔 (see my pinned tweet for details.) This adjustment allows for predictions in terms of tangible purchasing power. The model’s steep prediction: 77 years post-Genesis block, a single satoshi should buy you a Big Mac 🔄🔮 Most importantly, a limited-growth polynomial fits the data just as well as a power law (linear fit).🚨 Adding a higher-order polynomial, like a quadratic term, actually improves the fit but significantly alters the timeline for achieving Big Mac sat parity—pushing it out to 200 years. 📊 Remember, the real world's resources aren't infinite; #Bitcoin's purchasing power can't be either. 🌍💡 (Don't trust; verify: I’ve used @glassnode 's full history of daily price data up to today. See my pinned post for a link to the Big Mac index data.) 🔍✅

Why not measure Bitcoin in Big Macs instead of USD? 🍔💡 The USD is like a ruler that stretches and shrinks over time 📏🔄, making it tough to grasp the actual purchasing power of #Bitcoin. With the "Bit Mac Index," we unlock a tasty new perspective on #Bitcoin 's real worth. Say hello to BTC/MAC! 🎉 The Big Mac 🍔 offers a juicy, consistent benchmark 🎯 across years. It's a more solid reference because it's tied to real goods and services, reflecting actual purchasing power. 🌍💸 Yet, it's important to note we have not yet hit a new ATH in BTC/MAC. 😱 Data sources: @glassnode @TheEconomist (economist.com/big-mac-index)


TL;DR: 🚫 The #Bitcoin Power Law's future price predictions are flawed for two reasons (@Giovann35084111 @dotkrueger ): 1) They ignore USD's future value. 2) Adding a quadratic term fits the data just as well!📈 The #Bitcoin Power Law's attempt at predicting future BTC prices is like measuring a tree's future height without knowing the future length of your ruler. 🌳➡️📏Even worse: it's trying to predict to variables at the same time. A better approach? Use BTC/MAC, anchoring #Bitcoin's value to the purchasing power of a Big Mac, à la the Big Mac Index by The Economist. 🍔 (see my pinned tweet for details.) This adjustment allows for predictions in terms of tangible purchasing power. The model’s steep prediction: 77 years post-Genesis block, a single satoshi should buy you a Big Mac 🔄🔮 Most importantly, a limited-growth polynomial fits the data just as well as a power law (linear fit).🚨 Adding a higher-order polynomial, like a quadratic term, actually improves the fit but significantly alters the timeline for achieving Big Mac sat parity—pushing it out to 200 years. 📊 Remember, the real world's resources aren't infinite; #Bitcoin's purchasing power can't be either. 🌍💡 (Don't trust; verify: I’ve used @glassnode 's full history of daily price data up to today. See my pinned post for a link to the Big Mac index data.) 🔍✅







