Oz FIRE Solver

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Welcome to Your Oz FIRE Journey

This calculator helps you plan your path to Financial Independence and Retire Early (FIRE) using today's buying power. Unlike other calculators that show you big numbers that don't account for inflation, everything here is in dollars you can actually understand.

1

Set Your Timeline

Start by dragging the timeline markers above to set your key dates: when you'll reach FIRE, access your super, and move through retirement phases. You can also set your start and end age directly.

2

Configure Each Phase

Fill in the four phase columns below with your savings, withdrawals, and one-off amounts. Each phase represents a different stage of your journey. Hover over the icons for helpful tips.

3

Watch Your Projection

The chart below shows how your balances (investments and super) will grow over time. Red highlights mean you'll run out of money - adjust your plan to stay in the green!

4

Learn the Concepts

Scroll down to learn about purchasing power, different FIRE strategies, and how the calculations work. Everything is explained in plain Oz English.

Pro Tip: Your plan is automatically saved with a unique link. Bookmark it or share it to come back later!
Your FIRE Plan
%
%
Jun 2025
Jun 2045
Jun 2055
Jun 2070
Jun 2090
BUILD
BRIDGE
GO-GO
SLOW-GO
Age 30
Age 50
Age 60
Age 75
Age 95
Build Building
Bridge FIRE→Super
Go-Go Active
Slow-Go Quiet
Balance Projection (Today's Dollars)
Investments
Super
Total

Financial Concepts

This calculator removes the "illusion" of inflation. By using the Real Rate, the final number represents what you can actually buy in the future, using prices you understand today.

Why Purchasing Power Matters

If you project wealth using a standard 10% return, you might see a result of $2,000,000 in 30 years. However, because prices rise, that $2M won't buy a mansion—it might only buy a small unit.

By adjusting for inflation (Real Rate), this calculator might show $850,000. This tells you: "In the future, you will have enough money to buy the same amount of stuff that $850k buys today."

The FIRE Playbook

Financial Independence, Retire Early comes in many flavors. Use these recipes to configure the solver for your specific strategy.

Coast FIRE

Front-load your savings early, then stop contributing. Your existing nest egg grows in the background while you work just enough to cover current bills.

Solver Recipe
Stop Flow At: 5 or 10 Years
Duration: 30+ Years
Future Value: Your FI Number
Lock Target: Cash Flow

Lean FIRE

Retiring on a minimal budget (e.g., $30k/yr). Because the target is lower, you can often retire much faster or with a smaller salary.

Solver Recipe
Future Value: $750,000
Cash Flow: Your Savings Rate
Lock Target: Duration (Time)

Fat FIRE

Retiring with a luxurious budget (e.g., $150k+/yr). This requires a large nest egg and aggressive monthly contributions.

Solver Recipe
Future Value: $4,000,000+
Duration: Desired Timeline
Lock Target: Cash Flow

Barista FIRE

You have a nest egg, but it's not quite ready. You switch to a low-stress job to cover bills (0 net savings) while your investments bridge the gap.

Solver Recipe
Principal: Current Savings
Cash Flow: $0 (Covering bills)
Lock Target: Future Value
Nominal Return

The "sticker price" of your investment return. If your share portfolio goes up by 10% on your trading app, that's your nominal return.

Inflation

The rate at which the price of goods (milk, petrol, housing) rises. Inflation erodes the value of money over time.

Real Rate

Your actual growth after inflation eats away at your gains. Formula: (Nominal - Inflation).

Purchasing Power

The value of currency expressed in terms of the amount of goods or services that one unit of money can buy.

How It Works

Here's the lowdown on how this calculator figures out your numbers. We've kept it simple but accurate - no fancy jargon, just the facts you need to know.

1. Today's Dollars, Not Tomorrow's Prices

Most calculators show you big numbers that look impressive, but they don't account for inflation. You might see "$2 million" but forget that a flat white will cost $15 by then! This calculator shows you everything in today's buying power - so when you see $1 million, you know it's actually worth $1 million in today's money.

We use what's called the Fisher Equation to strip out inflation before we even start calculating:

\[ r_{real} = \frac{1 + i}{1 + inf} - 1 \]
\(i\) = Your investment return (the "sticker price") \(inf\) = Expected inflation

The bottom line: Your $1 million target stays meaningful whether you're planning for 10 years or 50 years.

2. Month-by-Month Calculations

We don't just use simple formulas - we calculate every single month from now until you're 95. This means we can handle things like stopping contributions halfway through a year, or adding a lump sum at a specific time. It's more accurate than the simple "compound interest" formulas you might remember from school.

Getting the Monthly Rate Right: When you enter a 7% annual return, we make sure it actually compounds to exactly 7% over the year, not 7.23% (which would happen if we just divided by 12). We use the proper formula:

\[ r_{monthly} = (1 + r_{annual})^{\frac{1}{12}} - 1 \]

So if you put in 7% per year, you get exactly 7% per year - no sneaky overstatement!

\[ B_{next} = B_{prev} \cdot (1 + r_{monthly}) + C_{monthly} + L_{one-off} \]
  • How Often: We calculate monthly (same as your bank and super fund do).
  • Getting It Right: We use the proper compound interest formula, not just dividing by 12, so your returns are accurate.
  • Money In, Money Out: Positive numbers mean you're adding money (saving), negative numbers mean you're taking it out (spending). Simple as that.

Why this matters: Using the right formula means you get exactly what you expect - a 7% return is a 7% return, not 7.23%.

3. Two Separate Buckets

The tricky bit about FIRE in Australia is that your super is locked away until you're 60. So we track two separate buckets of money:

  1. Your Regular Investments: This is the money you can actually get to - shares, ETFs, savings accounts. You'll need this to live on between FIRE and age 60.
  2. Your Super: This is locked away until you hit preservation age (usually 60). It keeps growing but you can't touch it until then.
\[ \text{End of one phase} \rightarrow \text{Start of next phase} \]

When you move a slider, we recalculate everything from now until you're 95 - that's hundreds of months of calculations happening instantly!

4. Smart Withdrawal Strategy (From Age 60)

Once you hit 60 and can access your super, we don't just grab money randomly. We use a smart strategy to make your money last longer:

1. Use Super First
(Tax-free, so why not?)
2. Then Your Investments
(Your backup plan)
3. Uh Oh - Running Low
(Turns red to warn you)

This way your personal savings are your last resort - which is exactly how most smart retirees actually do it in real life.

5. The "Work It Out" Button

When you lock a number and ask "what do I need to save?" or "what return do I need?", we can't just use a simple formula (because of those lump sums and changing contributions). Instead, we use a smart guessing game:

  1. Start with sensible limits: We know a return won't be -50% or +200%, so we start there.
  2. Guess and check: We guess a number, run your whole 50-year plan, see if it works, then guess again - but smarter this time.
  3. Keep going until we're close: We do this about 100 times until we're within a few cents of the right answer.

6. How We Store Your Numbers

We do all the heavy number-crunching on our server (using Python) to make sure we get the maths exactly right. Your browser just shows you the results.

  • We Remember Everything: Every number you enter gets saved automatically. Change something? We update it straight away.
  • Share Your Plan: Every scenario gets its own unique link. Share that link with your partner or financial advisor and they'll see exactly what you see.

Single Pool Mini-Solver

Real Rate Edition: Today's Dollars Simulator

Principal
Market Assumptions
Nominal Return
%
Inflation
%
Real Rate (Purchasing Power): 4.85%
Duration
Years
Cash Flow (Real)
Monthly
Yearly
Stop Flow At
Year
One-time Event
Event Year
Year
Future Value (Real)
Purchasing Power Projection
Yearly Breakdown (Today's Dollars)
Year Start Balance Contributions Real Growth End Balance