NVDY Dividend Calculator

Three projection scenarios

Because NVDY launched in May 2023 and has fewer than five full calendar years of history, the calculator's default DGR is 0% — no positive measured growth window exists. The base case below therefore overlaps the explicit 'Flat' case — both assume distributions stay roughly constant in nominal terms. The 'Shrinking' case explores the alternative where NAV erosion or vol compression progressively reduces per-share payouts. All scenarios use $10,000 as the starting investment, $200 monthly contributions, and DRIP enabled.

Base case: calculator default settings

NVDY uses the yield-based dividend model — distributions are computed as yield × NAV at each projection step. With the default DGR of 0%, the yield is maintained at its current level across the projection; with the measured share-price growth rate of -10.4%, the per-share dividend amount declines proportionally as NAV erodes. The base case therefore models the distributions you'd receive if the current yield-on-NAV ratio holds steady while NAV continues its observed decline trajectory. At the calculator's current forward yield, the starting annual income on a $10,000 position scales linearly — see the projection table for precise figures. With DRIP enabled and $200 monthly contributions, the share count grows each month from both reinvested distributions and new capital.

At the 5-year mark, share-count compounding from DRIP and contributions produces a higher annual income run-rate than year one even with 0% DGR. At 10 years and 25 years, the compounding effect grows more pronounced — driven entirely by share accumulation, not distribution growth.

These numbers are mathematically correct given the inputs — but they should be treated with substantial skepticism for NVDY specifically. NVDY's option premium environment, NVDA's volatility regime, and the fund's NAV trajectory are all uncertain over multi-decade horizons. The base-case output (identical to the flat case) is most useful as a reference point to compare against the shrinking scenario below.

Flat distribution: 60% yield, 0% DGR

The flat-distribution scenario assumes option premiums — and therefore per-share distributions — stay roughly constant in nominal terms over the projection period. No growth, no decline. The same 60% starting yield compounds purely through share-count accumulation under DRIP and ongoing $200 contributions.

Compared to the base case, this outcome produces a noticeably lower annual income at each time horizon. At 5 years the gap is visible; at 25 years the divergence is large. The flat scenario is the most natural planning assumption for an option-income fund with no dividend-growth history and a vol-dependent payout — it captures the compounding from reinvested distributions without embedding an optimistic premium-growth assumption. Investors who want a conservative floor for planning purposes should weight this scenario more heavily than the base case.

This scenario is also relevant for thinking about a vol-stabilization outcome: if NVDA's realized volatility settles into a lower, steadier regime after the current AI build-out period, option premiums available for harvest may compress, and the flat-distribution case approximates a world where per-share payouts plateau rather than grow. The flat scenario is arguably the most honest baseline for a fund without a growth mandate or dividend-growth history.

Shrinking distribution: 60% yield, -3% DGR

The shrinking-distribution scenario applies a -3% annual decline in per-share payouts. This is especially relevant for option-income strategies tied to a single volatile underlying for two compounding reasons: first, NAV erosion during large NVDA upside moves reduces the asset base on which future premiums are earned; second, NVDA's current high realized volatility may not persist — and if it normalizes toward broader market averages, the absolute premium available per share falls mechanically.

Compared to the base case, a -3% DGR scenario produces meaningfully lower income at every horizon — and compared to the flat case, the shortfall widens each year. At longer horizons, the shrinking-distribution case illustrates how NAV erosion can work against compounding even when DRIP is reinvesting every dollar. Investors who have observed NVDY's NAV trajectory since launch and want to model a continuation of that trend should run this case alongside the base and flat cases.

Limits of these projections

The calculator provides a clean, smooth projection — but NVDY's actual behavior is neither clean nor smooth. Four structural limits are worth keeping in mind before relying on any long-horizon output.

Distribution variance is high and not modeled

NVDY's monthly distributions span a range of more than 60% across the trailing year — the seed data shows a low of $0.85 and a high of $1.40 — and typical month-to-month changes average roughly 22%. The largest adjacent-month swing in the trailing data is approximately 39% (from $1.40 in September 2025 to $0.85 in October 2025). The calculator assumes a smooth annualized stream — the month-to-month swings are invisible in the projection table. Before relying on NVDY distributions as a regular income source, review the Recent dividends table on the calculator page to get a sense of actual variance. Budgeting around the average is likely to produce months of meaningful undershoot.

No five-year DGR exists for NVDY

NVDY launched in May 2023. The five-year DGR field in the computed data is null — not because the data is missing, but because the fund has not existed long enough to produce one. The calculator's default DGR for NVDY is 0% — no positive measured growth window exists across any time horizon. Users should treat long-horizon projections with extra caution. The flat case (0% DGR) and the shrinking case (-3% DGR) are the two most relevant scenarios for NVDY given its short and volatile distribution history.

NAV erosion is not modeled

The most important structural risk for NVDY is NAV erosion, and the calculator does not model it. A 25-year projection assumes that the share count accumulated through DRIP retains its value — but single-stock YieldMax products have exhibited declining NAV in their short histories as large underlying rallies erode the fund's net asset value through the synthetic short-call structure. In the real world, the same share count bought at a higher NAV is worth less as NAV falls. The calculator's compounding math is correct given its assumptions; the gap between those assumptions and NVDY's observed behavior is the main reason to use multiple scenarios and to monitor actual NAV alongside income.

After-tax modeling for ROC is not yet available

For taxable accounts, the calculator's after-tax projection treats distributions as ordinary income. NVDY's distributions are largely classified as return of capital, which is more tax-favorable — ROC reduces cost basis rather than generating current-year tax liability. This means the calculator's after-tax projection understates the actual after-tax yield for taxable holders. A full marginal-rate analysis should use the tax calculator with an awareness that most NVDY distributions will be reclassified at year-end. Tax-advantaged account holders can disregard this caveat entirely.