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Rionux
Interactive tool

Portfolio Allocation Calculator

See how splitting your money across assets shapes your weighted expected return, concentration, and long-term growth after inflation.

What this calculator shows

Enter each asset's allocation and an expected annual return. It compounds each asset on its own and adds them together, so you can compare the blended return, the mix, and the inflation-adjusted outcome. Return figures are your assumptions, not forecasts.

Inputs

Adjust the portfolio and assets. Allocations must total 100% to see results.

$

Money already invested, split by allocation.

$

Added at the end of each month, split by allocation.

1-60

Investment time horizon.

%

Used to estimate purchasing power.

Assets

Total allocation: 100%Ready — allocations total 100%.

Results

A whole-portfolio view of your assumptions: blended return, growth, and the real outcome after inflation.

Weighted expected return

8.4%

Blended assumption.

Final nominal value

$1,071,216

Before inflation.

Inflation-adjusted value

$510,695

Purchasing power today.

Total contributions

$190,000

Money invested.

Investment gains

$881,216

Growth earned.

Largest allocation

VOO

40% of portfolio

Expected return is not risk. This model does not simulate volatility, drawdowns, or sequence risk.

Allocation

How your portfolio is divided across assets.

Portfolio growth

Nominal value, purchasing power, and contributions over time.

Asset contribution over time

Each asset's projected value, stacked into the portfolio total. Without rebalancing, faster-growing assets take a larger share over time.

Allocation details

Each asset's share of the portfolio today and its projected value at year 30, compounded at the return you assumed for it.

Per-asset allocation, expected return, and projected value
AssetCategoryAllocationExpected returnFinal valueShare of final
VOOStocks40%8%$321,96130.1%
QQQMGrowth20%10%$241,18322.5%
SCHDDividend20%7%$132,17012.3%
BTCBitcoin10%15%$344,54032.2%
CashCash10%3%$31,3632.9%

Insights

The mix matters as much as the returns. These notes explain the assumptions and trade-offs behind the numbers.

Weighted expected return

Your portfolio's weighted expected return is 8.4% under these assumptions. VOO contributes the most to that assumption.

Concentration

No single asset dominates. Your largest holding is VOO at 40%.

Inflation changes the story

Inflation reduces purchasing power by $560,522, about 52.3% of the nominal ending value.

Contributions vs growth

Your contributions are 17.7% of the final value. Growth makes up the rest.

Year-by-year breakdown

How the whole portfolio's value, contributions, and inflation-adjusted value change each year.

Portfolio year-by-year values
YearNominal valueInflation-adjustedContributionsGains
1$17,067$16,651$16,000$1,067
2$24,739$23,547$22,000$2,739
3$33,072$30,710$28,000$5,072
4$42,130$38,168$34,000$8,130
5$51,984$45,947$40,000$11,984
6$62,712$54,076$46,000$16,712
7$74,400$62,590$52,000$22,400
8$87,144$71,523$58,000$29,144
9$101,049$80,913$64,000$37,049
10$116,234$90,802$70,000$46,234
11$132,831$101,236$76,000$56,831
12$150,984$112,265$82,000$68,984
13$170,857$123,943$88,000$82,857
14$192,630$136,330$94,000$98,630
15$216,506$149,490$100,000$116,506
16$242,710$163,495$106,000$136,710
17$271,494$178,424$112,000$159,494
18$303,140$194,363$118,000$185,140
19$337,963$211,405$124,000$213,963
20$376,318$229,656$130,000$246,318
21$418,601$249,229$136,000$282,601
22$465,256$270,251$142,000$323,256
23$516,784$292,860$148,000$368,784
24$573,745$317,210$154,000$419,745
25$636,773$343,469$160,000$476,773
26$706,577$371,826$166,000$540,577
27$783,961$402,485$172,000$611,961
28$869,827$435,677$178,000$691,827
29$965,195$471,653$184,000$781,195
30$1,071,216$510,695$190,000$881,216

How this calculator works

This is an educational model, not a forecast. It compounds each asset monthly at the return you assume for it, adds contributions at the end of each month, and discounts the result by inflation.

What asset allocation means

Allocation is how you divide your money across assets. The mix shapes both your expected return and how bumpy the ride can be.

What weighted return means

The weighted expected return is the average of each asset's assumed return, weighted by how much you hold of it.

Why diversification matters

A mix of assets behaves differently from any single holding. Spreading money out can soften the impact of one asset doing poorly.

Expected return is not guaranteed

Expected return is not risk. This model does not simulate volatility, drawdowns, or sequence risk, and it does not rebalance — so allocations drift over time. Real outcomes will differ.

Why inflation-adjusted results matter

A larger balance is not always more wealth. The inflation-adjusted value shows what your portfolio may be worth in today's purchasing power.

Keep learning:What is portfolio allocation?Why inflation matters

Educational use only

Educational purposes only. Calculator results are estimates based on assumptions and user inputs. They are not financial, investment, legal, or tax advice. Investing involves risk, including possible loss of principal. Past performance does not guarantee future results.