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Engineering a Tax-Aware Compounding Engine: Why `(1 + r)^n` is a Lie
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Engineering a Tax-Aware Compounding Engine: Why `(1 + r)^n` is a Lie

DEV Community·Alex Vance·6 months ago
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Engineering a Tax-Aware Compounding Engine: Why (1 + r)^n is a Lie

As developers, we often think of compounding as a simple recursive function or a power formula: A = P(1 + r/n)^nt . But when you apply this to the real-world stock market, specifically for Dividend Growth Investing (DGI) , the formula falls apart.

Why? Because it ignores Tax Drag , NAV erosion , and the distinction between Qualified and Ordinary dividends .

We built DividendFlow to solve the "Gross Yield Lie." In this post, I’ll break down the engineering challenges of modeling the "Snowball Effect" for 38,000+ tickers while factoring in complex federal and state tax logic.

The Problem: The Data is Dirty

Indexing 38,000+ US tickers via institutional APIs is the easy part. The hard part is normalization .

Institutional data is noisy:

Special Dividends: These create artificial yield spikes that ruin 20-year projections.

Payout Frequencies: Monthly vs. Quarterly vs.…

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