The 2039 endgame
Could you stop earning entirely, and be fine?
Yes — taking out what the life costs and leaving the rest invested. You open at 0.55% of the pot in 2039, and it still grows: ₹38.66 Cr → ₹269.62 Cr by 2075, after paying for everything.
The risk · only if you are willing to sell. On what the money pays you alone — never selling any of it — the pot does not cover the life in any year from 2039 to 2075, at the 1.2% your holdings pay today. Even at 3.0% it never covers on this path.
Those two percentages are payout, not return, and neither has inflation taken out — they are the cash the money hands you without selling any of it. Underneath both, the portfolio keeps growing at its own rate. Inflation comes off the need side instead: every rupee you need is inflated year by year. Both tests are worked year by year below — yours under “If you only take what you need”.
Every figure here assumes you earn nothing from 2039 on. That is the test, not the plan: consulting, a café, paintings, a job at 47 are all upside, and none of it is counted. Anything you earn makes this better and none of it is needed to make it work.
₹70 Cr is not the goal — it is what the goal costs. The goal is ₹2.92 L/mo in Hyderabad from 2039, when the income stops — plus both children's education, ₹20 Cr in trust, and never selling investments to cover an emergency.
The money that pays for your life, 2026 to 2056
One number the whole way — not net worth, and not the house. Every income figure behind it is both of you together, never your paycheck alone. The shaded band is your own floor and ceiling, not a probability. Hover any year.
The line keeps climbing after 2039, which is the point worth taking away: on these assumptions you never stop getting richer, you just stop being paid. Everything from 2039 on assumes you earn nothing.
Three phases, not one year
Your structure — and both later boundaries come from real dates of birth, not from a round number.
What the money is made of, every year
2026 to 2075, across all three phases. Hover any year to see the split.
Phase 1 · Building it
2026–2039
How much does the salary hand over?
- Net worth
- ₹7.72 Cr → ₹54.6 Cr
- You can reach
- ₹4.94 Cr → ₹38.7 Cr
- Still locked
- ₹1.27 Cr → ₹3.43 Cr
2039 — the year earning becomes optional.
Phase 2 · Living on it, and paying for them
2039–2044
Does the income cover the life without selling principal?
- Net worth
- ₹54.6 Cr → ₹68.9 Cr
- You can reach
- ₹38.7 Cr → ₹51.4 Cr
- Still locked
- ₹3.43 Cr → ₹1.80 Cr
2044 — Arjun turns 60, and both children's education is done.
Phase 3 · After the children
2044–2045
Is the pot still growing once the largest claims are gone?
- Net worth
- ₹68.9 Cr → ₹70.5 Cr
- You can reach
- ₹51.4 Cr → ₹54.1 Cr
- Still locked
- ₹1.80 Cr → ₹0.00 Cr
2045 — you turn 60.
What the ₹70 Cr is actually made of
Sorted by what each part can do, not by asset class — because for this question the 401(k)s and the brokerage are opposites.
Net worth in 2039
₹54.6 Cr
₹38.66 Cr
71% · You can reach this
Net worth in 2039 — ₹54.60 Cr, by what each part can actually do. Everything here is household: yours, Arjun’s and joint together, including both retirement accounts and the granted shares.
You can reach this71%
₹38.66 Cr
Shares, the RSUs, gold and the fixed deposit — everything you could turn into money without a penalty or a sale of the roof over your head. This is the pot the whole plan rests on, and every figure on this page draws from it.
- Equities (brokerage, RSU, taxable)₹37.88 Cr
- Gold & jewelry₹0.78 Cr
Locked until each of you turns 606%
₹3.43 Cr
The 401(k)s, heavily in stocks and compounding without new money going in. Real net worth — and each unlocks on ITS OWNER'S 60th, so his arrives in 2044 and yours in 2051.
- 401(k)s — locked until 2044₹3.43 Cr
Real, but you cannot spend it21%
₹11.57 Cr
The Hyderabad flat and the plots. Real money — but the flat has family living in it and the plots are land, so neither pays you anything each month.
- Emerald Heights (3BHK, Hyderabad)₹6.86 Cr
- Lands/plots in India₹4.71 Cr
Cash buffer, the car, minus what is owed2%
₹0.94 Cr
Reachable too, but held back on purpose: the everyday balances you keep liquid and the car, less what is still owed. Deliberately excluded from the pot that funds the plan — the car is not spendable and the buffer exists so a bad month is never a sold position, so leaving it out makes every number here slightly conservative.
- Cash, car, remaining debt₹0.94 Cr
All four corners
Your career floor and ceiling against your returns floor and ceiling — every cell is the whole projection run again, not an estimate from its neighbours.
| 7.0% returnsthe S&P as your floor | 12.0% returnsyour tech tilt | |
|---|---|---|
| Both incomes, highyou + Arjun · ₹1.35 Cr in 2027 → ₹5 Cr by 2039 | ₹76.52 Cr net worth in 2039 ₹60.58 Cr pays you → ₹626.86 Cr left in 2075 clears ₹70 Crmoney lastsincome alone never | ₹98.83 Cr net worth in 2039 ₹80.11 Cr pays you → ₹4,985.94 Cr left in 2075 clears ₹70 Crmoney lastsincome alone from 1.8% |
| Both incomes, lowyou + Arjun · ₹1.15 Cr in 2027 → ₹3 Cr by 2039 | ₹54.6 Cr net worth in 2039 ₹38.66 Cr pays you → ₹269.62 Cr left in 2075 under ₹70 Crmoney lastsincome alone never | ₹72.86 Cr net worth in 2039 ₹54.14 Cr pays you → ₹3,188.13 Cr left in 2075 clears ₹70 Crmoney lastsincome alone never |
The two cells that cross are the ones worth reading — a weaker career with good markets, and a strong career with poor ones. They tell you which of the two uncertainties actually decides this.
Both axes are yours: the career floor and ceiling you gave on 21 and 27 August, and the 7%/12% band you set on 27 August. Every cell is the whole projection run again with those two numbers changed — nothing here is estimated from the cells beside it. The ₹70 Cr line is your goal, and “money lasts” assumes you earn nothing at all from 2039.
If you only take what you need
Your framing, not the income one — spend the life, leave the rest invested, and see whether the money lasts.
Taking only what the life costs
the money lasts0.55%
That is what you would take in 2039 as a share of what you have — ₹3.27 L/mo for the life, out of ₹38.66 Cr. The rest stays invested and keeps compounding at 7.0%, while what you spend rises 6.0% a year. It lasts the whole window, and the pot still grows — ₹38.66 Cr → ₹269.62 Cr by 2075, after paying for everything.
Why the rate is the number to watch
A withdrawal is not dangerous because it is large in rupees. It is dangerous when it is large relative to the pot, because that is the ratio the money has to out-earn. The common rule of thumb is 4% a year; you open at 0.55%.
The one year that looks alarming is 2050 at 17.9% — weddings, costing ₹10.88 Cr in a single year. That is a spike, not a rate: it happens once, and the pot closes that year at ₹61.93 Cr.
| Year | The pot | You take, monthly | One-offs | You took | Left at year end |
|---|---|---|---|---|---|
| 2039 | ₹38.66 Cr | ₹3.27 L | ₹0.08 Cr | 0.55% | ₹41.15 Cr |
| 2040 | ₹41.15 Cr | ₹3.46 L | ₹0.18 Cr | 0.79% | ₹43.71 Cr |
| 2041 | ₹43.71 Cr | ₹3.67 L | ₹1.94 Cr | 5.1% | ₹44.54 Cr |
| 2042 | ₹44.54 Cr | ₹3.89 L | ₹2.06 Cr | 5.4% | ₹45.25 Cr |
| 2043 | ₹45.25 Cr | ₹4.12 L | ₹0.11 Cr | 0.75% | ₹48.08 Cr |
| 2044Arjun's unlocks | ₹48.08 Cr | ₹4.37 L | ₹2.23 Cr | 5.5% | ₹51.36 Cr |
| 2045Maya's unlocks | ₹51.36 Cr | ₹4.63 L | ₹2.38 Cr | 5.5% | ₹54.09 Cr |
| 2046 | ₹54.09 Cr | ₹4.91 L | — | 0.52% | ₹57.59 Cr |
| 2047 | ₹57.59 Cr | ₹5.21 L | — | 0.53% | ₹61.32 Cr |
| 2048 | ₹61.32 Cr | ₹5.52 L | — | 0.53% | ₹65.29 Cr |
| 2049 | ₹65.29 Cr | ₹5.85 L | — | 0.54% | ₹69.51 Cr |
| 2050 | ₹69.51 Cr | ₹6.2 L | ₹10.88 Cr | 17.9% | ₹61.93 Cr |
| 2051 | ₹61.93 Cr | ₹6.57 L | — | 0.83% | ₹65.75 Cr |
| 2052 | ₹65.75 Cr | ₹6.97 L | — | 0.84% | ₹69.8 Cr |
| 2053 | ₹69.8 Cr | ₹7.39 L | — | 0.85% | ₹74.09 Cr |
| 2054 | ₹74.09 Cr | ₹7.83 L | — | 0.86% | ₹78.64 Cr |
| 2055 | ₹78.64 Cr | ₹8.3 L | — | 0.86% | ₹83.46 Cr |
| 2056 | ₹83.46 Cr | ₹8.8 L | — | 0.90% | ₹88.55 Cr |
| 2057 | ₹88.55 Cr | ₹9.32 L | — | 0.91% | ₹93.95 Cr |
| 2058 | ₹93.95 Cr | ₹9.88 L | — | 0.92% | ₹99.66 Cr |
| 2059 | ₹99.66 Cr | ₹10.48 L | — | 0.92% | ₹105.72 Cr |
| 2060 | ₹105.72 Cr | ₹11.11 L | — | 0.93% | ₹112.14 Cr |
| 2061 | ₹112.14 Cr | ₹11.77 L | — | 0.93% | ₹118.94 Cr |
| 2062 | ₹118.94 Cr | ₹12.48 L | — | 0.94% | ₹126.15 Cr |
| 2063 | ₹126.15 Cr | ₹13.23 L | — | 0.94% | ₹133.79 Cr |
| 2064 | ₹133.79 Cr | ₹14.02 L | — | 0.95% | ₹141.89 Cr |
| 2065 | ₹141.89 Cr | ₹14.86 L | — | 0.95% | ₹150.46 Cr |
| 2066 | ₹150.46 Cr | ₹15.75 L | — | 0.96% | ₹159.55 Cr |
| 2067 | ₹159.55 Cr | ₹16.7 L | — | 0.98% | ₹169.16 Cr |
| 2068 | ₹169.16 Cr | ₹17.7 L | — | 0.99% | ₹179.33 Cr |
| 2069 | ₹179.33 Cr | ₹18.76 L | — | 0.99% | ₹190.11 Cr |
| 2070 | ₹190.11 Cr | ₹19.89 L | — | 0.99% | ₹201.53 Cr |
| 2071 | ₹201.53 Cr | ₹21.08 L | — | 1.00% | ₹213.62 Cr |
| 2072 | ₹213.62 Cr | ₹22.35 L | — | 1.0% | ₹226.43 Cr |
| 2073 | ₹226.43 Cr | ₹23.69 L | — | 1.0% | ₹240.01 Cr |
| 2074 | ₹240.01 Cr | ₹25.11 L | — | 1.0% | ₹254.38 Cr |
| 2075 | ₹254.38 Cr | ₹26.62 L | — | 1.0% | ₹269.62 Cr |
You took is the share of that year’s opening pot, not rupees — amber above 4%. Every year here still assumes you earn nothing, and the whole table runs at 7.0%, the floor of your band.
The children's money, spent over time
₹20 Cr is already spoken for — but it is spent across eight years, not taken out in 2039. That is why it sits here and not as a hole in the pot.
What the hybrid costs — India undergrad, US master’s
your ceiling ₹15 Cr| The master’s choice | Undergrad | Master’s | Both children | Years |
|---|---|---|---|---|
| One year, public | ₹0.71 Cr | ₹4.07 Cr | ₹4.78 Cr | 2037–2044 |
| One year, private | ₹0.71 Cr | ₹6.84 Cr | ₹7.55 Cr | 2037–2044 |
| Two years, publicmodelled below | ₹0.71 Cr | ₹8.41 Cr | ₹9.12 Cr | 2037–2045 |
| Two years, private | ₹0.71 Cr | ₹14.26 Cr | ₹14.98 Cr | 2037–2045 |
The undergraduate years are almost free by comparison — under a tenth of the bill. The whole spread is one year or two, public or private, and it is a decision that arrives around 2043, not now.
And the money for whatever happens
Set aside every year, outside the ₹1.62 L/mo cap, so an emergency never has to be funded by selling equities — which is the whole point of holding it.
Base case · ₹15L a year, spent
₹17.33 Cr
across 2027–2052, from the year you land
Best case · ₹10L a year, unspent
₹5.44 Cr
compounding in a deposit, not in equities
The two halves rise at different rates on purpose. Travel follows your 4%; the medical half follows Indian medical inflation, which runs three times faster. Insurance changes what that half is — premiums, co-pays and what a policy excludes, rather than the cost of an illness — but not how fast it rises, because premiums are exactly what medical inflation is charged through.
What can go wrong, and what it costs
Real crashes placed where they would hurt most — before 2039 while you are still earning, and after it while you are living on the money.
What each bad sequence costs
Measured against the same plan without the shock. Amber bars land while you are still earning; teal bars land after 2039. Hover for what each one is.
The worst of them is a lost decade from the year you stop at ₹269.62 Cr. Notice what is NOT here: none of these runs you out of money. They change how much is left, not whether you make it.
Baseline is ₹54.6 Cr of net worth in 2039. Each row puts a real crash somewhere inside the thirteen years you are still earning, and nothing else changes.
| If this happened | Net worth 2039 | What it cost | Left in 2056 | Outcome |
|---|---|---|---|---|
| A 2008 early in the run-upThe S&P 500 fell 37% in calendar 2008, placed three years in — when contributions still have a decade to compound and a fall buys cheaply. | ₹48.92 Cr | ₹5.68 Cr | ₹186.26 Cr | money lasts |
| A 2008 in the last year before you stopThe same 37% fall, moved to the year before you stop earning. No contributions left to buy the dip and no time to recover it. | ₹40.94 Cr | ₹13.66 Cr | ₹55.2 Cr | money lasts |
| A lost decade across the run-upThe S&P 500 returned −0.9%/yr across 1999–2009, dividends reinvested. Ten of the thirteen years you spend building. | ₹39.5 Cr | ₹15.1 Cr | ₹43.87 Cr | money lasts |
| A crash mid-run-up, then a strong recoveryA 37% fall followed by five years at 15%, roughly the shape of 2008 into 2013 — the case for staying invested, tested rather than asserted. | ₹54.39 Cr | ₹0.21 Cr | ₹256 Cr | money lasts |
The asymmetry worth knowing
While you are still earning, a crash is cheaper than it looks — your contributions buy the fall, and there is time to recover it. That is why a crash mid-run-up, then a strong recovery costs only ₹0.21 Cr while a lost decade across the run-up costs ₹15.1 Cr.
So the dangerous crash here is a late one — no contributions left to buy it and no years left to recover. That is the exact opposite of retirement, where the early crash is the ruinous one. The years around 2039 are the hinge in both directions.
Every row still ends with the money lasting. This tests how much a bad sequence costs, not whether it breaks you.
Each shock is scaled to what you actually hold
You are right that a market fall is not a fall in your deposit or your gold — in 2008 gold rose while the S&P lost 37%. So none of these shocks hit the whole pot. But the number that decides the outcome is the equity share of the income-producing money, and that is 98%. Your property is a real backup, and it sits outside the pot that pays for your life — it cushions your balance sheet without cushioning this plan.
| If this happened | Lowest point | Left in 2056 | What it cost | Outcome |
|---|---|---|---|---|
| A 2008 in year oneThe S&P 500 fell 37% in calendar 2008, placed in your first year of retirement — the worst position for it. | ₹0 Cr2074 | ₹0 Crvs ₹269.62 Cr | ₹269.62 Cr | runs out 2074 |
| A peak-to-trough 2008 in year oneThe S&P 500 fell 57% peak-to-trough between October 2007 and March 2009 — harsher than any single calendar year, applied as one. | ₹0 Cr2053 | ₹0 Crvs ₹269.62 Cr | ₹269.62 Cr | runs out 2053 |
| A lost decade from the year you stopThe S&P 500 returned −0.9%/yr across 1999–2009, dividends reinvested — the second negative decade on record. Ten years of it from your first year of retirement. | ₹0 Cr2068 | ₹0 Crvs ₹269.62 Cr | ₹269.62 Cr | runs out 2068 |
| A crash in the most expensive yearThe 2008 calendar fall, moved to the single year with the largest outflow in the plan — the weddings. | ₹31.98 Cr2050 | ₹69.38 Crvs ₹269.62 Cr | ₹200.23 Cr | survives |
What this actually says
3 scenario breaks itYour living costs are safe in all of these. At a 2.6% withdrawal you are never forced to sell into a fall, which is exactly the protection you were describing.
The children’s money is not. Roughly ₹20 Cr of education and weddings has to leave the pot in the first eleven years whatever the market is doing — and money sold into a crash never comes back. That is why a bad first year costs so much more than it takes: it is not the dip, it is the compounding that never happened on what you had to sell.
So the dips are not ₹5–10 Cr. A 2008 in your first year is survivable, and it still ends up tens of crores lower by the end. A 57% fall in the first year is the one that breaks the plan.
The forever home — a decision, not a plan
"It’s something I will buy only if the finances align." Funded from the plots and the flat, and nothing else.
What those two assets are worth in 2031
₹5.1 Cr
- Emerald Heights (3BHK, Hyderabad)₹3.2 Cr
- Lands/plots in India₹1.9 Cr
The budget is derived from what funds it, never chosen. It is not a number to pick — it is what those two assets happen to be worth that year.
What buying it costs
₹2.64 L/mo
Buying does not make you poorer — ₹5.1 Cr of property becomes ₹5.1 Cr of house, and both appreciate. What it removes is the option: those assets are worth ₹11.57 Cr by 2039 and could be turned into income; a home you live in never can. So the trade is not house versus no house. It is a bigger house, or that much every month for the rest of your life.
You have never said you would sell the plots for income — only that you would sell them for a home. This prices the choice; it does not recommend one.
Worth knowing: the budget is ₹5.1 Cr, not the ₹8.09 Cr carried from the last session. The flat is now valued from a lower ₹/sqft figure than it was then — which is the honest number to plan against until that valuation is checked.
What actually decides the answer
One factor moved, everything else held still, the whole projection re-run — sorted by how much each one moves your life.
What the portfolio PAYSmine
In the model today · 3.0%
Moves how well 2039 is covered by
0.81×
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| TodayWhat you hold today | 1.2% | ₹38.66 Cr | ₹3.33 L | 0.45× | never |
| Base caseRepositioned to income | 3.0% | ₹38.66 Cr | ₹7.15 L | 0.98× | 2037 |
| Best caseA fuller income mix | 4.0% | ₹38.66 Cr | ₹9.26 L | 1.26× | 2035 |
Your holdings and their values are the ledger's; the yield of each one is mine, read 2026-11-10. This is the only factor here that changes the income without changing the pot at all — which is exactly why it is the largest lever in the plan.
The money set aside for life happeningmine
In the model today · ₹15.00L/yr, medical half at 12%
Moves how well 2039 is covered by
0.50×
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| Base case₹15L, spent, medical at 12% | ₹15.00L · 12% | ₹38.66 Cr | ₹7.15 L | 0.98× | 2037 |
| Best case₹10L, unspent, medical at 4% | ₹10.00L · 4% | ₹38.66 Cr | ₹7.15 L | 1.47× | 2035 |
The amount is yours — "10-15 lakhs as emergency or for leisurely travel". The two rates are mine, and the medical one is the most aggressive assumption on this page: Indian medical inflation is reported at 11.5–14%, and compounding 12% for thirteen years turns a ₹7.5L medical reserve into ₹32L a year by 2039 — as large as your entire household budget. The best case holds it to ordinary inflation instead, which is the optimistic reading of what insurance and a moderating market do together. This one is worth your eye.
Stock market returnsyours
In the model today · 7.0%
Moves how well 2039 is covered by
0.35×
and the pot by ₹15.48 Cr
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| Base caseS&P as the floor | 7.0% | ₹38.66 Cr | ₹7.15 L | 0.98× | 2037 |
| Best caseTech tilt | 12.0% | ₹54.14 Cr | ₹9.69 L | 1.32× | 2035 |
Your own band: the S&P as the floor, a tech tilt as the ceiling. The Monte Carlo already samples this 5,000 times for the odds; this shows what each END of your band does on its own.
The rupeemine
In the model today · 3.5%
Moves how well 2039 is covered by
0.21×
and the pot by ₹9.54 Cr
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| Base caseRupee holds up better | 2.5% | ₹34.17 Cr | ₹6.41 L | 0.87× | 2038 |
| Best caseRupee falls faster | 4.5% | ₹43.7 Cr | ₹7.98 L | 1.09× | 2036 |
A falling rupee makes your USD assets worth more in rupees and your children’s US tuition dearer — it cuts both ways, and only the first half is visible on a net-worth chart. Every US figure in this report converts at its own year’s rate.
Inflation on the life you liveyours
In the model today · 6.0%
Moves how well 2039 is covered by
0.10×
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| Base caseHigher — harder | 5.0% | ₹38.66 Cr | ₹7.15 L | 1.02× | 2037 |
| Best caseLower — easier | 3.0% | ₹38.66 Cr | ₹7.15 L | 1.12× | 2036 |
This one moves what you NEED, not the pot — which is why its rows all share one pot and differ in how far it goes. Your ₹2.5L/mo cap is a figure for the year the Hyderabad phase starts, and it has to be inflated to the year the money is actually spent.
Goldmine
In the model today · 12.2%
Moves how well 2039 is covered by
0.01×
and the pot by ₹0.63 Cr
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| Base caseWorst 13-year hold on record | 7.8% | ₹38.26 Cr | ₹7.08 L | 0.97× | 2037 |
| Best caseBest 13-year hold on record | 16.2% | ₹38.88 Cr | ₹7.19 L | 0.98× | 2037 |
Not a feeling — the median of 18 real rolling 13-year holds of Indian rupee gold. Aditya Birla Capital, Indian gold ₹/10g year-end 1995–2025, read 26 August 2026. The base case is the worst of those holds; the best case is the best. Your file carried 14% until 26 August 2026, which was close to the best of those holds, sitting in a figure meant to be the worst.
Hyderabad propertymine
In the model today · 10.0% flat · 12.0% plots
Moves how well 2039 is covered by
0.00×
| Case | Set to | The pot in 2039 | Pays | Covers | Crosses |
|---|---|---|---|---|---|
| Base caseTwo points below today | 8.0% · 10.0% | ₹38.66 Cr | ₹7.15 L | 0.98× | 2037 |
| Best caseAt the observed local rate | 13.0% · 13.0% | ₹38.66 Cr | ₹7.15 L | 0.98× | 2037 |
Taken from your own locality rather than an India average — it is running about 13% year on year on published listings. Your flat is modelled BELOW that, which is the conservative direction. Note this factor moves net worth without moving income: property pays you nothing either way.
The ones that have no rate
Named by you, and left out of the arithmetic on purpose. Inventing a number for any of these would make the model look more certain than it is, which is the one thing it must never do.
AI, and what it does to a design career
Your career arc to 2039 is anchored on figures you gave — ₹50L now, ₹65L by 2029, ₹1 Cr by 2032 — and those are a forecast about a profession, not a rate. A projection can carry a slower arc (the base case already does) but it cannot carry a discontinuity. The honest treatment is that the base case is your floor and the ceiling is not promised to arrive.
The tech market on both incomes
A layoff is in this ledger already — your own income ended in December 2025 and the model has been rebuilt around it. What cannot be modelled is the next one. Both salaries are in the same industry, which is a concentration the plan carries whether or not it is named.
Hyderabad's economy, beyond property prices
The property side IS modelled, at rates taken from your own locality rather than an India average. What is not modelled is the second-order effect — whether the same city that lifts the flat also lifts salaries and the cost of living, which would move your income and your ₹2.5L/mo cap in the same direction and partly cancel.
Whose number is it
Three of the largest figures on this page are mine, and each moves the answer by crores.
- Monthly spend in Hyderabadyours₹1.62L/mo from 2027
Your cap, stated 26 August 2026. It replaced a $5,000/mo assumption that was nearly double, and correcting it moved your odds from 75% to 86%.
- Net worth targetyours₹70.00 Cr by 2039
A proxy for the year work becomes optional — and the children’s ₹20 Cr is carved out of it, not stacked on top.
- Children's earmarkyours₹20.00 Cr, education capped at ₹15.00 Cr
"on their education max - i won’t go beyong 10-15 crores. That’s my absoilte ceiling." Weddings take the remainder, around 2050.
- Today’s balances and holdingsthe ledger's₹7.83 Cr net worth
Live Plaid balances, the live gold price, the RentCast valuation and your brokerage positions. Every connected institution refreshed on the last pull.
- Blended portfolio yieldmine1.2%
Your holdings and their live values are the ledger’s; the published dividend yield of each one is mine, read 2026-11-10. Yields move — NVDA’s was being carried at 0.02% and is now 0.44%.
- Target yieldmine3.0%
Conservative against 4% inflation and 10–12% returns before inflation. The US 4% rule is a study of US inflation and does not transfer, so nothing here rests on it.
- Indian tax on the incomemineevery income figure here is NET
Dividends and interest are taxed at slab rate in India, so the page showed roughly 40% more than arrives until 27 August 2026. Computed from the published FY 2026-27 new-regime slabs and SPLIT across the two of you, because India taxes individuals and your investment accounts are joint — one head would push the whole sum through the top slab and a surcharge band it should not reach. This is the FLOOR treatment: all of it slab-taxed. A REIT or InvIT distribution is partly a repayment of capital and is not income on receipt, so a real portfolio does better. The one-off tax of repositioning the portfolio is NOT modelled.
- India undergraduate feesmine₹12.00L for four years, per child
IIT B.Tech total ₹10–13.5 L, read 27 August 2026. Inflated at 8% — also mine, and it is the assumption doing the heaviest lifting in the education numbers.
- US master's costmine$73,818/yr public · $90,000/yr private
Published 2025-26 cost of attendance (CU Boulder) and the BU/NYU private tier, read 27 August 2026. Inflated at 3% or 5% — both shown, because averaging them would hide that the choice is worth ₹3 Cr.
- Return after you stop workingmine7.0%
Your conservative equity rate, applied to a portfolio that would by then hold dividend payers. Income is paid OUT of this, not on top — capital grows at the difference. A high-dividend portfolio has historically returned somewhat less than a growth one, so this is the optimistic end of a defensible range.
- The reserve for life happeningyours₹15.00L/yr base · ₹10.00L/yr best
Your band — "10-15 lakhs as emergency or for leisurely travel", outside the ₹2.5L/mo cap. Split in two because the halves inflate differently: the medical side at 12% (mine — Indian medical inflation reported at 11.5–14% a year, ~3× general CPI; ~14% cited for 2026. Read 27 August 2026. The 12% used here is the conservative end of that band and is mine, not yours.) and travel at your 4%. Insurance changes what the medical half IS — premiums, co-pays and exclusions rather than the cost of an illness — but not the rate at which it rises.
- Rupee pathmine₹95.50 today, ₹149.36 in 2039
3.5% annual depreciation. Every US figure here converts at its OWN year’s rate — converting a 2046 tuition bill at today’s rate would understate it by more than half.