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Private Markets & Alternative Investments
1Private Markets Foundations
The Private FundHedge Fund vs Mutual FundHow to map a…How to distinguish a…Category I, II and III AIFs ComparedAlternative Investment FundPrivate MarketsPrivate Markets vs Public MarketsPrivate Equity vs Venture CapitalPrivate Credit vs Public CreditLong-Short vs Market NeutralHow to map Private Credit SeniorityHow to read a…How to map a…How to read a…How to map Private-Market Exit RoutesClawbackIlliquidityPreferred ReturnNAV Financing vs Preferred EquityFund RegistrationMultiple on Invested CapitalBuyout vs Growth EquityManagement Fee vs Carried InterestNAV vs Fair ValueNAV Financing vs Continuation VehicleGP vs LPHow to trace a…How to map a Fund LifecycleHow to read a…
2Private Fund Structure and Governance
Limited PartnerThe Limited PartnershipPlacement MemorandumCommitment, Call and Capital AccountCapital CallCarried InterestHow Conflicts of Interest…Fund AdministratorFund SponsorKey-Person ProvisionsGeneral PartnerHow Limited-Partner Advisory Committees…Side LettersThe Waterfall
3Fund Lifecycle
Fund Formation and TermRealisation and DistributionInvestment Period and Harvest PeriodDistributionFundraisingFinal CloseFund TermPrivate Fund Return MultiplesVintage BenchmarkVintage YearPublic Market EquivalentThe J-CurveRealised Value, Unrealised Value…MOIC vs IRR
4Private Equity
Private EquityBuyoutGrowth EquityPortfolio CompanyBoard Observer
5Venture Capital
Venture CapitalSeed RoundVenture Capital Fund, Angel,…Series ASeries BThe Cap Table
6Private Credit
The Private Credit StackDistressed DebtWorkoutSecurity PackagePIK InterestPreferred EquitySyndicated LoansSenior DebtDirect LendingLeverage Ratios in Private Credit
7Real Assets
Real AssetsBrownfield InfrastructureGreenfield and Brownfield InfrastructurePrivate Real Estate FundsREIT vs InvIT vs…Infrastructure FundsOccupancyThe Real Asset Risk SpectrumReal-Asset Cash Flow vs…Leases in Real AssetsNet Operating Income
8Hedge Funds
Hedge FundsGetting Out of a Hedge FundPrime BrokerRedemption WindowSide PocketTail Risk in AlternativesGlobal MacroManaged FuturesMarket NeutralRelative ValueShort SellingHow Long-Short Strategies WorkEvent-Driven StrategiesArbitrageExposure and Leverage
9Due Diligence and Private Fund Reporting
Private Fund NAVThe Investor LetterDue DiligenceInvestment Due Diligence vs…Fund AuditValuation AgentValuation LagLook-Through ReportingHow Private-Fund Reporting Can…The Quarterly Report
10Exits
Strategic and Financial BuyersExitNAV FinancingContinuation VehicleContinuation Vehicle vs Traditional…IPO as an Exit RouteSecondary TransactionsStrategic SaleStrategic Sale vs Secondary Sale vs IPO

The J-Curve: Why Private Fund Returns Start Negative

A private fund's reported return starts below zero and stays there for years, and nothing has gone wrong. Fees and expenses are drawn from the first quarter, holdings sit at what was paid, and no buyer has paid for anything yet. Nilgiri Growth Partners Fund II, invented, reported 0.88 times and minus 47.2 per cent at its own Year 1 year end, and passed 1.00 times and zero per cent during its Year 6.

Think about a couple who have just bought a small shop with borrowed money and their own savings. In the first month they pay the deposit, the transfer charges, the lawyer and the signboard painter. Nothing has been sold yet. If somebody asked them that evening what their venture is worth against what they have put in, the honest answer is less, and the shortfall is exactly the signboard and the lawyer. Nobody would call that a bad shop. A closed-end private fund reports its first years from exactly where that couple stood, and the shape its reported figures trace over its life has a name because almost every such fund traces it. One invented fund's whole record is set out below, year by year, and a single year of it settles nothing.

Why is the first number a private fund reports a bad one?

Because a fund spends before it earns, and it is required to report that. The J-curveThe shape a closed-end fund's reported return traces: down first, then up. is the picture that spending-first produces when the reported figures are plotted against time. The curve falls in the early years, flattens along a long bottom, then turns up somewhere in the second half of the fund's life. The letter it resembles is where the name comes from and it is the only thing about the name worth remembering.

Nilgiri Growth Partners Fund II, invented, is managed by Nilgiri Alternatives Advisors Private Limited, invented, and registered as an Alternative Investment Fund with the Securities and Exchange Board of India. Twelve investors and the manager committed Rs 5,00,00,00,000 between them. The fund bought nine companies for Rs 4,00,00,00,000 of acquisition cost, drew Rs 4,80,00,00,000 from investors in seventeen capital calls, and returned Rs 4,38,00,00,000 in four distributions to its record date. That record date is the end of its own Year 9 Quarter 2 and sits 8.50 years after its final close. Every year quoted is counted from that final close and never from a calendar date.

The shape confuses because the fund is not doing anything unusual while the shape is being drawn. The fund is buying companies, paying its own bills, and waiting. In the early years there is not yet any judgement to report on, so the negative reading is not a report on the manager's judgement. There is only money that has gone out and value that has not yet been tested by anybody paying for it.

Ratio Analysis That Says Something — free micro-course from Fin Maverick

What exactly is pulling the early years down?

Three separate things, and the useful discovery is that all three push in the same direction at the same time. Explain away any one of the three and the reported figure is still below where a reader expects it to be. The shape therefore survives every individual excuse made for it.

Force one is the money that leaves before anything is bought. The very first capital call of Nilgiri Growth Partners Fund II, invented, was Rs 13,10,00,000 at its own Year 1 Quarter 1, and not a single rupee of it bought a company: it was the fund's organisational expenses, its first year of management fee, and its first year of operating costs. The Rs 13,10,00,000 sits in the denominator of every ratio the fund will ever report, and it never bought an asset.

Force two is that the companies actually bought are carried at costRecorded at what was paid, because nothing has happened that would justify moving it.. A company bought last quarter has not published anything, has not been sold, and has not done anything a valuer could point at. So the fund reports it at what it paid. Carrying at cost is not conservatism and it is not a policy choice made to look careful. It is what the evidence supports. The consequence is that the numerator sits still while the denominator grows.

Force three is that nothing has been sold, so the column that shows cash returned to investors is empty. Nilgiri Growth Partners Fund II, invented, distributed nothing at all in its own Years 1 to 5. Not a small amount. Nothing.

THREE FORCES, AND ALL THREE PUSH THE SAME WAY Nilgiri Growth Partners Fund II, invented, over its own Years 1 to 5, counted from its own final close. FORCE ONE Money goes out before anything is bought The first call was Rs 13,10,00,000 at Year 1 Q1 and bought no company at all. By Year 3 end: Rs 34,30,00,000 FORCE TWO What is bought sits at exactly what was paid Nothing has yet happened that a valuer could point at, so no holding moves off its cost. Years 1 to 4: value equals cost FORCE THREE Nothing has been sold, so nothing has come back No buyer has paid for any holding, so the distributed column has nothing in it. Years 1 to 5: Rs 0 distributed ALL THREE HOLD AT ONCE. REMOVE ANY ONE AND THE REPORTED MULTIPLE IS STILL UNDER 1.00 TIMES. This is arithmetic about a vehicle that spends first, not a reading on anybody's judgement.
Three forces act on the early years of this invented fund at the same time and all three push the reported figure down, so a reader who explains away one of them is still left with a number below 1.00 times. The sizes shown are Nilgiri Growth Partners Fund II's own, over its own Years 1 to 5.
Try it out

A fund is in its second year and its reported rate of return since its own final close is minus 13.7 per cent. Which of the three forces is doing most of the work?

Ratio Analysis That Says Something teaches you to choose ratios that answer a question rather than fill a template.

How long does it stay below, and what does the whole record look like?

Before the record itself, one habit worth building. A private fund's performance record has six columns and they are two different kinds of thing. Three of them are counted: how much has been called from investors, how much has been paid back, and what the unsold holdings are carried at. Three of them are divided: each is one of the first three over another of them. Almost every misreading of a private fund's report starts by treating a ratio as though it were a fact that somebody observed.

SIX COLUMNS: THREE ARE COUNTED, THREE ARE DIVIDED COUNTED: SOMEBODY ADDED THESE UP COMPUTED: SOMEBODY DIVIDED THESE Cumulative paid in Every rupee the fund has called from investors to that date. A FACT Cumulative distributed Every rupee the fund has paid back in cash to that date. A FACT Net asset value The carrying value of every holding still held. A FACT, BUT AN ESTIMATE Total value to paid in distributed plus net asset value paid in A RATIO Distributions to paid in distributed paid in A RATIO Net rate of return the dated flows, with the net asset value as a final cash flow A RATE THREE OF THE SIX WERE COUNTED. THREE WERE DIVIDED OUT OF THE FIRST THREE. Most misreadings of a private fund's report begin by treating one of the right hand three as something somebody observed.
A private fund's performance record carries three counted figures and three computed from them, and knowing which group a column belongs to changes what a fall in that column can possibly mean. The third counted column is a carrying value nobody has paid, which is why it is marked as an estimate.

Here are the three counted columns for Nilgiri Growth Partners Fund II, invented, at each of its own year ends and then at its record date.

At this fund'sCumulative paid inCumulative distributedNet asset value
Year 1 endRs 1,13,10,00,000Rs 0Rs 1,00,00,00,000
Year 2 endRs 2,33,70,00,000Rs 0Rs 2,10,00,00,000
Year 3 endRs 3,09,30,00,000Rs 0Rs 2,75,00,00,000
Year 4 endRs 4,09,90,00,000Rs 0Rs 3,65,00,00,000
Year 5 endRs 4,55,50,00,000Rs 0Rs 4,34,00,00,000
Year 6 endRs 4,64,30,00,000Rs 63,00,00,000Rs 4,31,00,00,000
Year 7 endRs 4,71,50,00,000Rs 2,66,00,00,000Rs 3,59,50,00,000
Year 8 endRs 4,77,80,00,000Rs 4,38,00,00,000Rs 2,82,00,00,000
Record date, Year 9 Q2Rs 4,80,00,00,000Rs 4,38,00,00,000Rs 2,82,00,00,000

And here are the three computed from them, for the same invented fund at the same nine dates. The first is total value to paid inCash distributed plus carrying value, divided by capital paid in., the second is distributions to paid inCash distributed divided by capital paid in. The ratio ignores everything not yet sold., and the third is the net internal rate of return since inceptionMeasured from the fund's own final close rather than over a single year., computed on the dated cash flows with the net asset valueThe total carrying value of everything the fund still holds. treated at each date as a terminal valueThe carrying value treated as a final cash flow at the measuring date, as though everything were sold that day for its carrying amount..

At this fund'sTotal value to paid inDistributions to paid inNet rate of return since inception
Year 1 end0.88 times0.00minus 47.2 per cent
Year 2 end0.90 times0.00minus 13.7 per cent
Year 3 end0.89 times0.00minus 7.9 per cent
Year 4 end0.89 times0.00minus 5.9 per cent
Year 5 end0.95 times0.00minus 1.8 per cent
Year 6 end1.06 times0.14plus 1.7 per cent
Year 7 end1.33 times0.56plus 6.6 per cent
Year 8 end1.51 times0.92plus 8.7 per cent
Record date, Year 9 Q21.50 times0.91plus 8.3 per cent

Nilgiri Growth Partners Fund II, invented, spent five full years below both 1.00 times and zero per cent, and nothing had gone wrong in any of them. Plotted, those two rows are the shape the J-curve is named after.

THE WHOLE RECORD, PLOTTED: A LONG FLAT BOTTOM AND A LATE TURN Nilgiri Growth Partners Fund II, invented, from its own Year 1 year end to its record date, 8.50 years after its final close. The pale vertical strip is this fund's Year 6. Both reference lines are passed inside it. YEAR 6 1. TOTAL VALUE TO PAID IN, AGAINST 1.00 TIMES. SCALE 0.00 TO 1.60. 1.00 TIMES 0.00 0.50 1.00 1.50 Y1 Y2 Y3 Y4 Y5 Y6 Y7 Y8 RD TVPI 0.88 0.90 0.89 0.89 0.95 1.06 1.33 1.51 1.50 DPI 0.00 0.00 0.00 0.00 0.00 0.14 0.56 0.92 0.91 2. NET RATE OF RETURN SINCE INCEPTION, AGAINST ZERO. SCALE MINUS 50 TO PLUS 12 PER CENT. ZERO PER CENT minus 50 minus 40 minus 30 minus 20 minus 10 0 plus 10 Y1 Y2 Y3 Y4 Y5 Y6 Y7 Y8 RD NET RATE minus 47.2 minus 13.7 minus 7.9 minus 5.9 minus 1.8 plus 1.7 plus 6.6 plus 8.7 plus 8.3 FIVE FULL YEARS UNDER BOTH LINES, AND NOTHING HAD GONE WRONG IN ANY OF THEM. The record stops at the record date. Nothing here says or implies anything about what happens after it.
Both of this invented fund's reported measures trace the same shape across its own nine reporting dates: a long flat stretch under the reference line, then a turn inside its Year 6. The upper scale runs from zero to 1.60 times and the lower one from minus 50 to plus 12 per cent, so the lower chart is dominated by its own first year and the passing of zero is deliberately small on it.
Try it out

Before the control below is touched: how many full years did this invented fund spend below both 1.00 times and zero per cent?

Play with it

Stand at one point on this fund's own clock and watch the record get written

One control: which of the nine reporting dates of Nilgiri Growth Partners Fund II, invented, the view stands at, from its Year 1 year end to its record date. One consequence: on that date the rest of the record did not exist yet, so both curves are drawn only as far as that date. The reference lines at 1.00 times and zero per cent never move, and the badge states whether either has been passed.

The readings this invented fund actually reported, held as static text so they survive without the picture. At its Year 1 year end, paid in Rs 1,13,10,00,000, distributed Rs 0, net asset value Rs 1,00,00,00,000, giving 0.88 times and minus 47.2 per cent. At its Year 3 year end, Rs 3,09,30,00,000, Rs 0 and Rs 2,75,00,00,000, giving 0.89 times and minus 7.9 per cent. At its Year 6 year end, Rs 4,64,30,00,000, Rs 63,00,00,000 and Rs 4,31,00,00,000, giving 1.06 times and plus 1.7 per cent. At its record date, Rs 4,80,00,00,000, Rs 4,38,00,00,000 and Rs 2,82,00,00,000, giving 1.50 times and plus 8.3 per cent.
Year 1 endrecord date, Year 9 Q2record date
1. TOTAL VALUE TO PAID IN, AGAINST 1.00 TIMES. SCALE 0.00 TO 1.60. 1.00 0.00 1.60 Y1 Y2 Y3 Y4 Y5 Y6 Y7 Y8 RD 2. NET RATE OF RETURN SINCE INCEPTION, AGAINST ZERO. SCALE MINUS 50 TO PLUS 12. 0 minus 50 plus 12 Y1 Y2 Y3 Y4 Y5 Y6 Y7 Y8 RD
Cumulative paid in
Rs 4,80,00,00,000
Cumulative distributed
Rs 4,38,00,00,000
Net asset value
Rs 2,82,00,00,000
Total value to paid in
1.50 times
Distributions to paid in
0.91
Net rate of return
plus 8.3 per cent
Both lines passed, during this fund's Year 6

At its record date, 8.50 years after its final close, Nilgiri Growth Partners Fund II, invented, reported 1.50 times and plus 8.3 per cent, with Rs 4,38,00,00,000 of the Rs 4,80,00,00,000 drawn already returned in cash.

Educational illustration. Not a calculator and not a projection. Every figure belongs to Nilgiri Growth Partners Fund II, invented, at one of its own nine reporting dates, counted from its own final close. The net asset value is treated as a terminal value in the rate of return at every one of those dates, which means the arithmetic assumes everything still held was sold that day at its carrying amount; nobody has paid that amount. The control stops at the record date because the record stops there.
Mutual Funds Bootcamp — Fin Maverick

What makes the early years readable, once the paid in column is split?

The cumulative paid in column splits into two parts: what went into companies, and what went on running the fund. Split that way for Nilgiri Growth Partners Fund II, invented, the early years stop being a mystery. The table below is the same nine-date record with the paid in column taken apart, and the net asset value set beside the first part of it.

At this fund'sAcquisition cost of everything boughtFee and expenses drawn to that dateNet asset value
Year 1 endRs 1,00,00,00,000Rs 13,10,00,000Rs 1,00,00,00,000
Year 2 endRs 2,10,00,00,000Rs 23,70,00,000Rs 2,10,00,00,000
Year 3 endRs 2,75,00,00,000Rs 34,30,00,000Rs 2,75,00,00,000
Year 4 endRs 3,65,00,00,000Rs 44,90,00,000Rs 3,65,00,00,000
Year 5 endRs 4,00,00,00,000Rs 55,50,00,000Rs 4,34,00,00,000
Year 6 endRs 4,00,00,00,000Rs 64,30,00,000Rs 4,31,00,00,000
Year 7 endRs 4,00,00,00,000Rs 71,50,00,000Rs 3,59,50,00,000
Year 8 endRs 4,00,00,00,000Rs 77,80,00,000Rs 2,82,00,00,000
Record date, Year 9 Q2Rs 4,00,00,00,000Rs 80,00,00,000Rs 2,82,00,00,000

The first two figures in any row add to that row's cumulative paid in from the earlier table, to the rupee. The four highlighted rows carry the point. For four full years the net asset value of Nilgiri Growth Partners Fund II, invented, equals the acquisition cost of everything it had bought, to the rupee: Rs 1,00,00,00,000 against Rs 1,00,00,00,000, then Rs 2,10,00,00,000, then Rs 2,75,00,00,000, then Rs 3,65,00,00,000. Not one holding had been marked up or down in any of those four years. The Year 4 figure already includes the Rs 15,00,00,000 the fund put back into its first holding at its own Year 4 Quarter 1, and even with that added the two columns still match exactly.

Which means the whole shortfall against paid in over those four years is the fee and the expenses and nothing else. Rs 13,10,00,000, then Rs 23,70,00,000, then Rs 34,30,00,000, then Rs 44,90,00,000. There is a clean identity hiding in that: over those four years the multiple this fund reported is the cost of what it had bought divided by that cost plus the fee. Nothing about performance enters it at all. The identity is why the multiple sat at 0.88, then 0.90, then 0.89, then 0.89 for Nilgiri Growth Partners Fund II, invented. It wobbled by a point or two because the fee's share of the paid in wobbled, and for no other reason.

The first mark away from cost appears at that fund's Year 5 year end, where Rs 4,34,00,00,000 of net asset value sits on a Rs 4,00,00,00,000 book. The Year 5 mark is the first moment in this fund's whole life at which any part of the reported figure is about the companies rather than about the cost of running the vehicle.

AT YEAR 3 YEAR END, THE WHOLE GAP IS THE FEE Nilgiri Growth Partners Fund II, invented, at the end of its own Year 3, on one rupee scale. Reported multiple 0.89 times. CUMULATIVE PAID IN, Rs 3,09,30,00,000 Rs 2,75,00,00,000 of acquisition cost Rs 34,30,00,000 of fee and expenses NET ASSET VALUE, Rs 2,75,00,00,000 Six holdings, every one carried at exactly what it cost identical, to the rupee Nothing had been written down. Nothing had been written up. Nothing had been sold. THE ENTIRE SHORTFALL AGAINST PAID IN IS Rs 34,30,00,000 OF FEE AND EXPENSES AND NOTHING ELSE. The same identity holds at this fund's Year 1, Year 2 and Year 4 year ends. The first mark away from cost is its Year 5.
At this invented fund's Year 3 year end the money paid in splits exactly into acquisition cost plus fee and expenses, and the net asset value is exactly that acquisition cost, so the reported shortfall can be shown to the rupee rather than argued about. The two green and dark bars are drawn to the same scale, which is what makes the identity visible rather than asserted.
Try it out

At this invented fund's Year 3 year end, paid in was Rs 3,09,30,00,000 and net asset value was Rs 2,75,00,00,000. What is the Rs 34,30,00,000 difference?

Where does the curve cross, and does everything cross at once?

A crossingThe moment a reported figure passes its reference point: 1.00 times for a multiple, zero per cent for a rate. is just the moment a reported figure passes its reference point. For Nilgiri Growth Partners Fund II, invented, the multiple went from 0.95 times at its own Year 5 year end to 1.06 times at its own Year 6 year end, and the rate of return went from minus 1.8 per cent to plus 1.7 per cent over the same twelve months. Both crossings therefore fall inside that fund's Year 6.

There is a limit to what the record can establish. The record reports at year ends, so it fixes the crossings inside a year and no more finely than that. Anybody naming the exact quarter a fund crossed is reading something the annual record does not contain. The two crossings landing in the same year is not a coincidence, though: the fund's first realisation and its first serious upward marks arrived in the same stretch of its life, and both measures are computed off the same three counted columns.

BOTH CROSSINGS FALL INSIDE THE SAME SINGLE YEAR Nilgiri Growth Partners Fund II, invented, between its own Year 5 year end and its own Year 6 year end. Both scales are zoomed. TOTAL VALUE TO PAID IN. SCALE 0.90 TO 1.15 TIMES. 1.00 times 0.95 times Year 5 year end 1.06 times Year 6 year end 0.90 1.15 NET RATE OF RETURN SINCE INCEPTION. SCALE MINUS 6 TO PLUS 6 PER CENT. zero per cent minus 1.8 Year 5 year end plus 1.7 Year 6 year end minus 6 plus 6 zoomed zoomed THE ANNUAL RECORD FIXES BOTH CROSSINGS INSIDE YEAR 6 AND NO MORE FINELY THAN THAT.
Both of this invented fund's reference points are passed between the same two reporting dates, its Year 5 year end and its Year 6 year end, so the crossings share a single year of its life. Both scales here are zoomed and neither starts at zero, because the claim is which side of a line each reading sits on rather than how large either reading is.
Try it out

Before reading on. When this invented fund distributed its first Rs 63,00,00,000, did its total value to paid in jump because of that distribution?

What actually crossed it, and what did one realisation really do?

Nilgiri Growth Partners Fund II, invented, made its first distribution of Rs 63,00,00,000 at its own Year 6 Quarter 4, being the proceeds of the second of its nine holdings. Watch what that did and what it did not do.

The distribution moved the distributions ratio of Nilgiri Growth Partners Fund II, invented, from 0.00 at its Year 5 year end to 0.14 at its Year 6 year end. Registering realised cash is exactly what that ratio is for. The multiple already counted that value, so the distribution barely moved it. While the holding was still held the value sat in the net asset value column, once sold it sat in the distributed column, and the multiple adds the two together. A realisation moves value from one column into another rather than creating any, so a reader watching only the multiple will barely see the largest single event of a fund's year.

So what did move the multiple of Nilgiri Growth Partners Fund II, invented, from 0.95 times to 1.06 times over its own Year 6? The numerator went from Rs 4,34,00,00,000 to Rs 4,94,00,00,000, a rise of Rs 60,00,00,000, and the distribution contributed nothing to that rise. The rise is what happened to the marks over that year, and it happened in a year that also contained the write-off of one of the nine holdings in full. Both of those are in the same Rs 60,00,00,000.

A REALISATION MOVES VALUE BETWEEN COLUMNS. IT DOES NOT CREATE ANY. Nilgiri Growth Partners Fund II, invented, at its own Year 5 year end and its own Year 6 year end. Scale: Rs 5,00,00,00,000 across. YEAR 5 YEAR END Rs 4,34,00,00,000 still held nothing distributed YEAR 6 YEAR END Rs 4,31,00,00,000 still held Rs 63,00,00,000 distributed Rs 60,00,00,000 rise The Rs 63,00,00,000 contributed none of that rise: it left the dark segment and entered the lime one, and the multiple counts both. The rise is what happened to the marks over that year, in a year that also contained one holding written off in full. DISTRIBUTIONS TO PAID IN: 0.00 TO 0.14. TOTAL VALUE TO PAID IN: 0.95 TO 1.06 TIMES. One of those two ratios is the one a distribution is built to move. The other one had already counted the value.
The first distribution of this invented fund shifted value out of the carrying column and into the cash column, which is why one ratio jumped and the other barely noticed. The rise in the combined total over that year came from the marks and not from the distribution.

Can a multiple fall while nothing at all happens to the holdings?

Yes, and this fund shows it in the cleanest possible way. Between the Year 8 year end of Nilgiri Growth Partners Fund II, invented, and its record date two quarters later, its total value to paid in fell from 1.51 times to 1.50 times.

Nothing was sold in those two quarters, nothing was distributed, and not one carrying value moved: the net asset value is Rs 2,82,00,00,000 on both dates and the cumulative distributed is Rs 4,38,00,00,000 on both dates. The numerator of the multiple is therefore Rs 7,20,00,00,000 on both dates and it did not change by a rupee. The change is underneath the multiple, in its denominator. The fund made one more capital call, drawdown seventeen, of Rs 2,20,00,000 at its own Year 9 Quarter 1, for the fee and expenses of that year. Paid in went from Rs 4,77,80,00,000 to Rs 4,80,00,00,000. The same numerator over a bigger denominator is a smaller number, and that is the entire story of the fall from 1.51 times to 1.50 times.

Notice how small it is. The unrounded readings of Nilgiri Growth Partners Fund II, invented, are 1.5069 times at its Year 8 year end and 1.5000 times at its record date, a difference of about seven thousandths, and the only reason it shows up at all is that the two round to different figures at two decimal places.

THE SAME NUMERATOR OVER A BIGGER DENOMINATOR Nilgiri Growth Partners Fund II, invented, between its own Year 8 year end and its own record date two quarters later. 1. THE MULTIPLE AT FULL SCALE, 0.00 TO 1.60 TIMES 0.00 1.60 2.8 pixels apart Both readings are here and cannot be separated by eye. That is honest: the fall is genuinely tiny. 2. THE SAME PAIR, ZOOMED TO 1.480 TO 1.520 TIMES 1.5069, Year 8 end 1.5000, record date 1.480 1.520 3. THE DENOMINATOR, ZOOMED TO Rs 4,76,00,00,000 TO Rs 4,81,00,00,000 Rs 4,77,80,00,000 Rs 4,80,00,00,000 The move is one more call of Rs 2,20,00,000, at this fund's Year 9 Q1. THE NUMERATOR WAS Rs 7,20,00,00,000 ON BOTH DATES AND DID NOT MOVE BY A RUPEE.
The fall in this invented fund's multiple is invisible at full scale and obvious at a zoom of four hundredths of a turn, which is the honest way to show a change that is real but tiny. The second and third scales do not start at zero and are labelled with their ranges, because what they show is a direction rather than a size.
Try it out

Between one year end and two quarters later this invented fund's multiple fell from 1.51 times to 1.50 times. What happened to its holdings?

Can a rate of return fall while nothing at all happens to the holdings?

Also yes, and for a different reason. Over exactly the same two quarters, the net rate of return since inception of Nilgiri Growth Partners Fund II, invented, fell from plus 8.7 per cent at its Year 8 year end to plus 8.3 per cent at its record date.

A multiple has no clock in it. A rate of return is nothing but a clock: it asks at what annual rate the money that went out would have had to grow to produce what came back, by the date being measured to. The same Rs 2,82,00,00,000 of carrying value that was being counted at 8.00 years is now being counted at 8.50 years, and the arithmetic has to spread the same result over a longer stretch. Holding an unchanged value for longer lowers a rate of return by construction. It would do so even if the fund had done absolutely nothing in those two quarters, and doing nothing is very nearly what the fund did.

A reader who has understood the multiple can still get caught here. The two measures fell in the same two quarters for two entirely different reasons, and neither reason has anything to do with any company. One was the denominator. One was the calendar.

THE SAME VALUE, HELD FOR LONGER Nilgiri Growth Partners Fund II, invented, between its own Year 8 year end and its own record date two quarters later. NET RATE OF RETURN SINCE INCEPTION. SCALE 0 TO 10 PER CENT. plus 8.7 plus 8.3, record date 0 10 per cent YEARS SINCE FINAL CLOSE. SCALE 0 TO 9 YEARS. 8.00 8.50 0 9 years The value being counted is Rs 2,82,00,00,000 on both dates, and the cash already returned is Rs 4,38,00,00,000 on both dates. THE VALUE DID NOT MOVE. THE CLOCK DID. THAT IS THE WHOLE OF THE FALL.
Over two quarters in which this invented fund sold nothing and revalued nothing, its rate of return fell simply because the same result is now being spread over half a year more. Both scales start at zero, because here the sizes of the two movements are part of the claim.
Try it out

Over the same two quarters this invented fund's rate of return fell from plus 8.7 to plus 8.3 per cent. What is doing the work this time?

How is a fall that is arithmetic told apart from a fall that is a loss?

Two questions, in order, and they work every time because a ratio only has two places a change can come from.

First: did the numerator fall, or did the denominator rise? For a multiple the numerator is cash distributed plus carrying value, and the denominator is capital paid in. If the numerator is unchanged and the denominator has grown, the fall is arithmetic and the question is answered. Second, if the numerator did fall: was any holding actually marked down? A numerator can fall for exactly one reason. Something in the carrying value came off, and a fund's own report names which holding and by how much. If the denominator rose and nothing was marked down, then nothing was lost.

Applied to the two falls set out here, both resolve in one step. For the multiple of Nilgiri Growth Partners Fund II, invented, between its Year 8 year end and its record date, the numerator was Rs 7,20,00,00,000 on both dates, so the answer is denominator and the test ends there. For its rate of return over the same two quarters, both the numerator and the denominator of the multiple were unchanged, so the fall is neither of them. A rate of return has only one other input, and that input is elapsed time.

TWO QUESTIONS THAT SEPARATE ARITHMETIC FROM LOSS A reported figure has fallen. QUESTION ONE Did the numerator fall, or did the denominator rise? IF THE DENOMINATOR ROSE Arithmetic. Nothing was lost. This fund at its Year 8 end and record date: 1.51 times to 1.50 times. Stop here. NUMERATOR FELL QUESTION TWO Was any holding actually marked down? YES A real write-down. The fund's own report names which holding and by how much. Go and read that line. NO Value changed columns. Something left the carrying column and entered the distributed one. Add them back. A RATIO HAS TWO PLACES A CHANGE CAN COME FROM. FIND OUT WHICH ONE BEFORE SAYING ANYTHING ELSE.
Every fall in a reported multiple resolves into one of three outcomes and two questions are enough to reach the right one, so the test can be applied from the report itself without any judgement about the manager. A rate of return needs a third input checked, which is how much time has passed.
Try it out

What are the two questions that separate a fall that is arithmetic from a fall that is a loss?

The failure: reading Year 3 as a verdict

Somebody opens a report on Nilgiri Growth Partners Fund II, invented, at its own Year 3 year end. The report says 0.89 times and minus 7.9 per cent. The reader concludes the fund is losing money.

Here is the whole of what was actually true at that moment. The fund had drawn Rs 3,09,30,00,000. The fund held six companies carried at Rs 2,75,00,00,000, exactly what it had paid for them, and it had drawn Rs 34,30,00,000 of fee and expenses. The holdings and the fee add back to the paid in to the rupee. Nothing had been written down. Nothing had been sold. Not one valuation had moved at all. The entire negative reading is the cost of running the fund plus the absence of elapsed time, and there is no third ingredient in it.

An investment committee that acts on that reading, by pressing for realisations in year three or by writing the position down in its own books, is responding to arithmetic it has mistaken for information. The cure is not optimism and it is not patience. The cure is one subtraction. Take the fee and expenses out of the paid in, and see whether what is left matches what the holdings cost.

Breaking Into Quants Bootcamp — Fin Maverick

What does this do in a review meeting?

More people read a private fund's report than the subject suggests: somebody on an investment committee deciding whether to commit again, a monitoring team inside a large investor, an analyst covering an institution that has made several commitments, an auditor, and a student who will be doing one of those jobs in three years. The shape buys each of them something specific, and none of it requires an opinion about anybody.

First, the shape settles what a single reported figure is worth on its own. Without a date attached to it, a reported figure is worth very little. A reading of 0.89 times means one thing at a fund's third year and something entirely different at its ninth, and the figure itself carries no clue which. So the first thing to write beside any private fund number is how far into that fund's own life it was taken. Second, it shows where to look when a figure moves. The three counted columns are short and a report prints all three; two subtractions between two dates settle whether the movement came from a call, a distribution or a mark, and that is a five minute job rather than a conversation.

Third, it changes what an early comparison between two funds can honestly say. One of two funds at different points on their own clocks has more of its fee already in its denominator and less of its life behind it, so the two are not comparable on a reported multiple at all. The fix is not a cleverer ratio; it is refusing to put the two figures side by side until each fund's own elapsed years have been written next to its own number. Fourth, and most usefully, it settles which questions the report can answer and which it cannot. A fund's report can say exactly why a multiple fell. The report cannot say what any holding will eventually sell for, and no shape anywhere can either.

What does the shape promise about what comes next?

Nothing whatsoever, and that is not a hedge, it is the honest content of the record. The record is nine dated readings from one invented fund over its own 8.50 years. The last one is Rs 4,80,00,00,000 paid in, Rs 4,38,00,00,000 distributed and Rs 2,82,00,00,000 of carrying value across five holdings that nobody has bought.

The carrying value is the reason no shape carries a promise. Rs 2,82,00,00,000 of the reported total value of Nilgiri Growth Partners Fund II, invented, at its record date is a carrying value rather than cash, and the only way it becomes a fact is that somebody pays for it. The turn in this fund's curve after its own Year 6 is a description of what happened, in a record that stops on the day it stops, and it is not a shape that anything is required to continue. Six quarters of that fund's contracted ten-year term remained at its record date.

Try it out

This invented fund's curve turned up sharply after its own Year 6. What does that establish about what happens next?

India

Where the vehicle in this worked case sits

The shape itself is arithmetic and belongs to no country: a closed-end vehicle that spends before it earns produces it anywhere. The vehicle is another matter. Nilgiri Growth Partners Fund II, invented, is registered as an Alternative Investment Fund with the Securities and Exchange Board of India at sebi.gov.in. The Board sets the categories, the registration, the reporting and the conduct expectations attaching to a vehicle of this kind, including what such a fund tells its investors and how often. Anything about a portfolio company's own board, its charges and its filings sits with the Ministry of Corporate Affairs at mca.gov.in. The reporting requirements, valuation conditions, category conditions, minimums, tenures, limits and effective dates that either of them sets change over time, and only the current text at the source carries them.

What each of the three multiples a private fund can quote actually divides by is covered separately, and the one used here is measured against capital paid in. What an internal rate of return is, and how one is computed, is covered separately. How the carrying value in the net asset value column is struck, by whom, and how often is covered separately. The ordering in which distributed cash is split between investors and the manager, and the fee and its basis, are used here and covered separately. Comparing a private fund's record against a listed index is covered separately, as is setting a multiple against a rate of return to see which of the two a decision actually turns on. What this fund's curve does after its record date is unknown, because the record stops there.

Sources

SourceDocumentSite
Securities and Exchange Board of IndiaThe published framework for Alternative Investment Funds, covering categories, registration, reporting to investors and conduct. The vehicle in this worked case is registered theresebi.gov.in
Ministry of Corporate AffairsNamed as the source on a company's board, its directors, its charges and its filings, which is where anything about a portfolio company's own governance ultimately sitsmca.gov.in
Indian Venture and Alternate Capital AssociationNamed as the industry body publishing material on private capital in India, used for orientation onlyivca.in

Nilgiri Growth Partners Fund II and Nilgiri Alternatives Advisors Private Limited are invented.
Educational material. Not advice on any investment, tax, budget or market position.

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