A PortfolioCube Goal Planning Tool
Most crorepati calculators give you one neat number that assumes the market delivers the same return every single year. Real markets don't. Build your Crorepati Profile by fixing any two of SIP, return and time, then run the plan through 1,000 different market scenarios to see how likely you are to reach your first crore on time, and what to change if the odds aren't good enough.
Version 3.16.1 · Last updated: 1 Nov 2026
Crorepati Strategy Lab Report
Used by the Monte Carlo simulation (Card 7 onwards). Card 4’s profile assumes a steady return with no volatility.
Set your target, SIP and market assumptions above, then press the button to see your crorepati profile and full report.
Month by month growth of the Card 4 plan at a steady return: your own money (Amount Invested) against the value it grows into (Corpus Value). A green flag marks every quarter of your target.
| Year | Age | Opening Balance | Monthly SIP | SIP Invested in Year | % Return | Returns Earned | Closing Balance | Total Invested | Wealth Gained | Status |
|---|
Test the plan against 1,000 randomized market paths. Monthly SIP, Expected Return and Time to Reach Target always mirror Card 2 (set in Card 2) – change them there. Fields marked (synced) follow Cards 1 and 3 until you move them. Starting corpus, step-up SIP and lumpsums are extra levers you can add here.
When each of 1,000 trials first reaches the target, counted in years from today. Green = within your chosen time, orange = after it, red = not reached within 40 years.
Throughout this lab, P10 always means the pessimistic (worse 10%) outcome and P90 the optimistic one, whether we’re measuring money or time. Here a later date is worse, so the Pessimistic (P10) date is the one by which 90% of paths have reached the target.
The rupee figure your statement will actually show. Shaded band = middle 80% of outcomes (P10–P90).
The same paths with inflation stripped out – what that money buys at today’s prices.
The dashed steady-return line assumes the expected return arrives smoothly every year – what a typical online calculator shows. The median usually sits below it: returns that swing up and down compound to less than their average (volatility drag).
| Year | Age | Market Return | Opening Balance | Monthly SIP | SIP Invested in Year | Lumpsum | Returns Earned | Closing Balance | Total Invested | Closing in Today’s ₹ | Target | Status |
|---|
⚑ = your target year (red line). Green row = the year the target is first reached.
These figures are illustrative and work only at the assumptions you set above (inflation and investment returns). Actual results will differ; returns are not guaranteed and this is not investment advice.
This calculator is only for educational purposes and creating awareness about long-term financial planning. Mutual Fund investments are subject to market risks; please read all scheme related documents carefully before investing. Nawneet Kumar Panjiyar is an AMFI Registered Mutual Fund Distributor (ARN 303470) and does not provide investment advisory services in the capacity of a Registered Investment Adviser.
Planning beyond your first crore? Next step: plan your retirement – Advanced Retirement Calculator →
A crore is a milestone, not a guarantee. Traditional calculators rely on a constant rate of return to project milestones; however, actual market performance is characterized by annual volatility that deviates from these linear models. This lab is built to show you the honest range of outcomes, so you can plan with margin instead of hope.
A free tool to plan your first crore – or your fifth – the way a professional would: fix any two of your monthly SIP, expected return and timeline to build your Crorepati Profile, then stress-test that plan against 1,000 simulated market futures, with step-up SIP, lumpsums, inflation, a readiness score, year-by-year audit tables and a downloadable report.
Search for “crorepati calculator” in India and you will find dozens of them – from fund houses, banks and brokers. Almost all of them answer one question with one number: “invest ₹X a month at Y% and you will have ₹1 crore in Z years.” The better ones add a step-up or a lumpsum. In our review of the leading Indian crorepati calculators, we did not find a single one that combines, in one place, what this lab does: solving for any one of SIP, return or time; testing the plan against randomised market returns; turning the result into a success rate and readiness band; showing the path in both future and today’s rupees; and exposing every number in a year-by-year audit table. That depth of concept and implementation is why we call it India’s most comprehensive crorepati strategy tool.
| What you get | Typical calculator | Crorepati Strategy Lab |
|---|---|---|
| Market returns | Same return every year | 1,000 randomised market paths |
| Answer | One date or one SIP amount | Success rate, median date, best and worst cases |
| What it solves for | Usually only the SIP | SIP, return or time – you choose |
| Step-up SIP and lumpsums | Sometimes | Fixed-amount step-up + two lumpsums |
| Inflation view | Rarely | Future and today’s rupees, side by side |
| Readiness verdict | No | Four-band PortfolioCube readiness score |
| “What would it take?” | No | SIP needed for 90% success |
| Transparency | Final number only | Year-by-year audit tables + PDF report |
Monte Carlo simulation itself is a long-established technique used by financial planners worldwide – we don’t claim to have invented it. What is original here is how it has been applied to the question every young Indian investor asks, “when will I become a crorepati?” The following concepts were designed in-house for this tool:
1. The Crorepati Profile (fix any two, solve the third). Instead of a calculator that only answers “how much SIP?”, you choose which of Monthly SIP, Expected Return or Time to Reach Target to calculate, and the other two become your inputs. The profile then shows your age on the day you cross your target and how much of that corpus is your own money versus wealth gained through compounding.
2. Monte Carlo Crorepati Readiness. Your plan’s success rate is placed on the same four-band PortfolioCube scale used across our retirement tools – Vulnerable, Resilient, Optimal and On Track (Secure) – each with a plain-language meaning, interpretation and next step, so a percentage turns into a decision.
3. The steady-return vs. median comparison. The lab puts the answer a simple calculator would give (the steady-return estimate) right next to the median outcome across 1,000 volatile markets, and measures the success rate at exactly that steady-return date – making the cost of market volatility visible in months and years, not just in theory.
4. A synced, then customisable, simulation plan. The Monte Carlo card starts as an exact copy of your Crorepati Profile, then lets you layer on real-life levers – an existing corpus, a yearly step-up, bonus or RSU lumpsums – one at a time, so you can see precisely what each lever is worth.
5. Audit a real simulated path. Rather than showing only averages, the lab lets you open the actual pessimistic, median or optimistic trial and inspect every year’s market return, contribution and balance.
With this page’s default inputs – a ₹25,000 monthly SIP at a 12% expected return – a steady-return calculation reaches ₹1 crore in 13 years 10 months. Run the same plan through 1,000 market paths with 15% volatility and the typical (median) path gets there a few months later, while only around half of all paths reach ₹1 crore by that steady-return date. The reason is volatility drag: a year of −10% followed by a year of +34% averages 12%, yet leaves you with less than two steady years at 12% would. Returns that swing up and down compound to less than their average. That is why this lab reports a success rate, not just a date.
The table below shows the flat monthly SIP needed to reach ₹1 crore at different steady returns and time horizons, starting from zero – the answer a typical crorepati calculator gives, calculated with this lab’s own engine.
| Time Horizon | At 10% Return | At 12% Return | At 15% Return |
|---|---|---|---|
| 10 years | ₹49,638 | ₹44,636 | ₹38,020 |
| 15 years | ₹24,899 | ₹21,011 | ₹16,224 |
| 20 years | ₹13,812 | ₹10,871 | ₹7,535 |
| 25 years | ₹8,044 | ₹5,875 | ₹3,628 |
| 30 years | ₹4,809 | ₹3,246 | ₹1,776 |
Monthly compounding uses the true effective monthly rate, (1 + annual return)1/12 − 1, with the SIP invested at the start of each month – the same method as SEBI’s own SIP calculator. Calculators that simply divide the annual return by 12 show slightly lower SIP figures, because that shortcut quietly compounds to more than the stated return.
Now the same ₹1 crore goal at a 12% expected return, but with returns that swing by 15% a year, as equity markets actually do. Each row was tested against 20,000 simulated market paths. The last column is the eye-opener: invest exactly the steady-return SIP from the table above, and you reach ₹1 crore on time in fewer than half of all market paths.
| Time Horizon | Steady-Return SIP (12%) | SIP Needed for 90% Success | Extra SIP for 90% Confidence | Chance the Steady-Return SIP Reaches ₹1 Cr in Time |
|---|---|---|---|---|
| 10 years | ₹44,636 | ₹65,300 | +₹20,664 (46%) | 45% |
| 15 years | ₹21,011 | ₹34,500 | +₹13,489 (64%) | 44% |
| 20 years | ₹10,871 | ₹19,900 | +₹9,029 (83%) | 43% |
| 25 years | ₹5,875 | ₹12,100 | +₹6,225 (106%) | 42% |
| 30 years | ₹3,246 | ₹7,700 | +₹4,454 (137%) | 40% |
Two lessons stand out. First, a steady-return SIP is close to a coin toss – a 40–45% chance of reaching ₹1 crore on time – because it is sized for an average market that volatility rarely delivers. Second, the longer the horizon, the larger the extra SIP needed for 90% confidence in percentage terms (from 46% more at 10 years to 137% more at 30 years), because small annual deviations compound over more years into a wider range of outcomes. The good news: over long horizons the extra amount is still modest in rupees, and a yearly step-up or occasional lumpsum can close much of the gap.
Assumptions: ₹1 crore nominal target, starting from zero, flat SIP with no step-up or lumpsums, 12% expected annual return, 15% annual volatility, 20,000 simulated paths per row; SIP needed for 90% success rounded up to the nearest ₹100. Run your own numbers in the lab above – results for 1,000 paths vary slightly on every run.
A step-up SIP raises your monthly investment every year as your income grows. In this lab the step-up is a fixed rupee amount – the same approach as PortfolioCube’s Step-up SIP goal planner – rather than a percentage. The table below adds ₹2,000 to the monthly SIP every 12 months, at a steady 12% return with no market volatility, and compares it with keeping the SIP flat.
| Starting SIP | Annual Step-Up | Time to ₹1 Cr with Step-Up (12%) | Flat SIP Time | Time Saved | Monthly SIP in Final Year |
|---|---|---|---|---|---|
| ₹5,000 | +₹2,000/month | 17 yrs 1 mth | 26 yrs 5 mths | 9 yrs 4 mths | ₹39,000 |
| ₹10,000 | +₹2,000/month | 15 yrs 4 mths | 20 yrs 8 mths | 5 yrs 4 mths | ₹40,000 |
| ₹15,000 | +₹2,000/month | 14 yrs | 17 yrs 7 mths | 3 yrs 7 mths | ₹41,000 |
| ₹25,000 | +₹2,000/month | 11 yrs 11 mths | 13 yrs 10 mths | 1 yr 11 mths | ₹47,000 |
The smaller your starting SIP, the more a fixed step-up changes the picture: ₹2,000 a year is a 40% raise on a ₹5,000 SIP but only 8% on ₹25,000, so the ₹5,000 investor saves over nine years while the ₹25,000 investor saves just under two. One honest caveat: the time saved is bought with more money, not free compounding – the ₹5,000 investor puts in about ₹43.2 lakh with the step-up versus ₹15.9 lakh on a flat SIP, in exchange for reaching ₹1 crore 9 years 4 months earlier. For most salaried investors, a step-up that simply tracks yearly salary increments is the least painful way to get there.
Assumptions: ₹1 crore nominal target, starting from zero, a steady 12% annual return with no volatility, SIP invested at the start of each month using the effective monthly rate, and the step-up applied every 12 months. Test your own starting SIP and step-up in Card 7 of the lab above – with market volatility switched on.
At 6% inflation, ₹1 crore reached in about 14 years will buy roughly what ₹45 lakh buys today. The lab lets you set your target either in nominal rupees (the number on your statement) or in today’s value (a target that grows with inflation every month), and the Wealth Path chart shows every outcome in both. If your crore is meant to fund a real goal – financial independence, a home, your child’s education – today’s value is usually the more honest target.
You cannot control market returns, but you can control five things: how much you invest each month, how fast that SIP grows (step-up), how much you already have invested, any lumpsums you add, and how long you give the plan. The lab’s “SIP needed for 90% success” figure shows the monthly SIP that would lift your odds to 90% on the same market assumptions, and the Outlook card shows how many extra years the current plan needs for the same confidence – two concrete ways to close a gap.
Cards 1–3: enter your age and target corpus, then choose which of SIP, return or time to calculate and set the other two; set volatility and inflation. Cards 4–6: read your Crorepati Profile, watch your Wealth Journey with a green flag at every quarter of your target, and check the year-by-year table – the steady-return view. Card 7: the Monte Carlo plan mirrors Card 2’s Monthly SIP, return and time exactly (change those in Card 2); add a starting corpus, step-up or lumpsums, or change age, target, volatility or inflation to test a scenario. Cards 8–10: read your Crorepati Readiness band and Outlook, then follow a real simulated path in the Simulated Wealth Journey. Cards 11–13: see when trials reach your target, the full range of wealth paths, and audit a real simulated trial year by year. Use Re-run Simulation to draw a fresh set of 1,000 market paths, and Download as PDF for a complete report with an executive summary.
Treating a calculator’s single date as a promise; assuming 12–15% returns every year without allowing for volatility; ignoring inflation, so the crore arrives but buys far less than expected; stopping or pausing SIPs during market falls, exactly when units are cheapest; never increasing the SIP as income grows, when a modest yearly step-up often does more than a higher starting SIP; and keeping the entire corpus in equity right up to the goal date, when one bad final year can push the target out of reach after it was already crossed.
Examples use this page’s default inputs: age 30, target ₹1 crore, ₹25,000 monthly SIP, 12% expected return, 15% volatility and 6% inflation. Monte Carlo figures vary slightly with every set of simulated paths.
Target Corpus – the amount you want to accumulate. Example: ₹1,00,00,000 (₹1 crore); you can set any amount from ₹10 lakh to ₹10 crore.
Nominal vs. Today’s Value – a nominal target is a fixed rupee amount in the future; a today’s-value target grows with inflation so it keeps the same buying power. Example: ₹1 crore in today’s value becomes about ₹2.2 crore in 14 years at 6% inflation.
Time to Reach Target – how long you give the plan, in years from today. Example: calculated as 13 years 10 months for the default plan.
Monthly SIP – the amount invested at the start of every month. Example: ₹25,000.
Monthly Step-up SIP Planned Per Year – a fixed rupee amount added to your monthly SIP every 12 months. Example: ₹25,000 with a ₹2,500 step-up becomes ₹27,500 in Year 2 and ₹30,000 in Year 3.
Current Investments / Starting Corpus – money you have already invested that counts toward the target from day one.
One-off Lumpsum – a single extra investment, such as a bonus or RSU vest, added at the end of a chosen year. Example: ₹5 lakh at the end of Year 3.
Expected Annual Return – the average yearly return you assume. Monthly compounding uses the true effective monthly rate, (1 + annual return)1/12 − 1, the same method as SEBI’s own SIP calculator.
Return Volatility – how much returns swing from year to year around the average. Example: at 12% return and 15% volatility, about two in three simulated years fall between −3% and +27%. Set it to 0 to see a steady-return world.
Inflation – the yearly rise in prices, used to convert future rupees into today’s rupees. Example: 6%.
Crorepati Profile PortfolioCube Framework – your plan on steady returns: fix two of SIP, return and time, and the lab calculates the third, your age at the target and the split between amount invested and wealth gained. Example: ₹25,000 a month at 12% reaches ₹1 crore at about age 43 years 10 months; ₹41.5 lakh is your money and about ₹59.5 lakh is wealth gained.
Wealth Multiplier – the final corpus divided by the amount you invested: how many rupees each invested rupee becomes. Example: ₹1.01 crore from ₹41.5 lakh invested is a 2.43x multiplier.
Wealth Journey and Milestone Flags – the month-by-month line chart of Amount Invested vs. Corpus Value, with a green flag each time the corpus crosses 25%, 50%, 75% and 100% of the target, and the time gap between milestones. It shows how compounding accelerates: the last quarter of the target usually arrives much faster than the first.
Calculated field – the one of SIP, return or time that the lab works out for you, marked “Calculated” and greyed out in Card 2.
Amount Invested vs. Wealth Gained – your own contributions compared with the growth earned on them, shown as a doughnut chart.
Steady-return Estimate – the date you reach the target if the expected return arrives smoothly every year, with no volatility – the answer a typical calculator gives.
Monte Carlo Simulation (1,000 trials) – the plan is replayed 1,000 times, each with its own random sequence of yearly returns drawn from your expected return and volatility, to show the full range of possible outcomes.
Monte Carlo Success Rate – the share of the 1,000 trials that reach the target on or before the target date. Example: around 45% for the default plan at its steady-return date.
Monte Carlo Crorepati Readiness PortfolioCube Framework – the success rate placed on a four-band scale: Vulnerable (0–69%), Resilient (70–79%), Optimal (80–89%) and On Track (Secure) (90–100%), each with its own meaning and recommended action.
Median (P50) Estimate – the date by which half of all trials have reached the target: the “typical market” answer.
P10 / P50 / P90 (Pessimistic, Median, Optimistic) – throughout this lab, P10 always means the pessimistic outcome (only 10% of paths do worse), P50 the median and P90 the optimistic outcome (only 10% of paths do better) – whether we are measuring money or time. For a corpus, pessimistic means a lower value; for a date, pessimistic means a later date.
Pessimistic (P10) and Optimistic (P90) dates – the Pessimistic (P10) date is the date by which 90% of all trials have reached the target – the one to plan around if you want 90% confidence. The Optimistic (P90) date is reached only by the fastest 10% of trials.
Median Corpus at Target Date – the typical corpus value on your target date across all trials, in future and today’s rupees.
SIP Needed for 90% Success – the starting monthly SIP, with the same step-up and lumpsums, that would make 90% of the same 1,000 market paths reach the target in time. Example: roughly ₹39,000–40,000 for the default plan.
Volatility Drag – the gap between a steady return and the same average return delivered unevenly; the reason the median date usually falls after the steady-return date.
Synced / Custom – Monte Carlo inputs marked “synced” follow Cards 1, 3 and 4 automatically; once you move one, it becomes “custom” until you press Reset to Default.
Re-run Simulation – draws a completely fresh set of 1,000 market paths; results shift slightly each time, which is itself a reminder that the future is a range.
Wealth Path (fan chart) – the shaded band showing the middle 80% of outcomes year by year, with the median, the steady-return line and your target line, in both nominal and today’s rupees.
Detail Audit Tables – year-by-year tables for your steady-return profile (Card 6) and for an actual pessimistic, median or optimistic simulated trial (Card 13), showing the market return, contributions, growth and closing balance for every year.