Have we found any scalable solutions to the fractal-style Pareto distribution of rewards? (50% of

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This content was posted on 2 Aug 20 by GameB Collection on Reddit Community

$Have we found any scalable solutions to the fractal-style Pareto distribution of rewards? (50% of gains to the top 1%) Power laws seem almost immutable to me after my most recent reading of Taleb's work.$

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