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Economics, Macro & Global Markets
1Economic Fundamentals
Market StructuresDemandPrice Elasticity of DemandEconomics for FinanceSupplyMarginal CostTechnical vs Economic RecessionHow to Read the Economic Survey
2GDP, Growth and Employment
Gross Domestic ProductHow GDP Growth Feeds…ProductivityGrowth ExpectationsEmployment Growth vs Economic GrowthIndia's Growth ModelPotential GDP and the Output GapGDP vs GVAThe Types of Unemployment,…India's Demographic DividendThe Formalisation of the…
3Inflation and Prices
The Components of Indian InflationCPI, WPI and the GDP Deflator ComparedDeflation and DisinflationInflation ExpectationsInflation Pass-ThroughInflation Impact
4Business Cycles
The Business CycleDownturn and RecoveryExpansion vs RecessionSectors in Macro AnalysisStagflationConfidence SurveysCyclical and Defensive SectorsLeading, Coincident and Lagging…How Business Cycles Affect…
5Monetary Policy
Monetary PolicyThe Central BankForward GuidanceOpen Market OperationsMonetary Policy TransmissionHawkish vs Dovish Monetary PolicyHow to Read an…The Policy Rate CorridorMonetary Policy vs Fiscal PolicyHow a Repo Rate…
6International Trade
International TradeGlobalisationTrade BarriersCapital FlowsTerms of TradeTrade AgreementsTrade Balance and Trade DeficitHow Trade Barriers Reach…The IMF, World Bank and WTOManufacturing and the PLI…
7Fiscal Policy
Fiscal PolicyFiscal, Revenue and Primary…The Union BudgetHow to Read the…Fiscal ConsolidationGovernment ExpenditureGovernment RevenueHow Government Borrowing Pushes…Public DebtDirect Tax vs Indirect TaxInfrastructure-Led Growth in India
8Money, Credit and Liquidity
System Liquidity and Financial ConditionsMoney SupplyThe Money MarketHow to Read RBI…How Banks Create Money…Credit CrunchCredit GrowthThe Liquidity Adjustment Facility
9Currency and External Sector
FDI and FPIBalance of PaymentsRemittancesPurchasing Power Parity and…Foreign Exchange ReservesHow to Read India’s…The Exchange Rate and…Currency Appreciation vs DepreciationRupee Depreciation
10Commodities and Energy
The Commodity CycleGoldHow to Read Global…Supply ShocksStrategic Petroleum ReservesBrent vs WTI Crude OilHow Oil Prices Reach…
11Macro Data Records
Data RevisionsData SurpriseHow to Read GDP DataHow to Read CPI Inflation DataHow to Update a…Base EffectThe Economic CalendarEconomic IndicatorsIndex of Industrial ProductionPurchasing Managers' IndexPMI vs IIP
12Scenarios and Transmission
Macro TransmissionHow to Build Base,…How to Map Macro…How India's Macro Institutions…Macro SensitivityNowcastingForecasting HonestlyBuilding an Economic ScenarioReal ReturnHow Interest Rates Feed…How Inflation Reaches Company…How Currency Moves Split…

Economic Indicators: What Each Release Actually Measures

An economic indicator is a number built to stand for something larger than itself. The useful fact about any one of them is not its level but its construction: what it counts, whom it asks, what share of the thing it actually covers, and how it weights the parts. A reader who can answer those four can use it.

Every release is the far end of a procedure. Somebody decided what would be counted. Somebody went and collected it from a stated set of respondents. Somebody decided how much of the thing they were going to try to reach, and how the parts would be added together. The figure that arrives on the screen is the last step of that procedure and shows none of the earlier ones. Reading an indicator well means reading the procedure. The procedure is published, and almost nobody opens it.

Try it out

What makes an economic indicator a construction rather than an observation?

Why is an economic indicator a construction rather than an observation?

Start with a household. The arithmetic there is small enough to hold in the head. Two people in one house each keep a record of what the month cost. The first totals the bills that were actually paid inside the month. The second totals what was actually used inside the month, counting the electricity consumed in the last week even though the bill arrives later. Both records are honest. Both are correct arithmetic. The two records will not match, and they will not match for a reason that has nothing to do with either person making a mistake. The two records counted different things.

Now enlarge that to a street. Ten shops sit in a row. Walking down it and asking each shopkeeper whether trade was better than last month gives a count of how many say yes. Walking down it again and adding up what the ten actually sold gives a second figure. The two walks give two numbers about the same street in the same month. If seven small shops did slightly better and the one large shop did badly, the first number says the street improved and the second says the street shrank. Neither walk was careless. The first counted shops and the second counted sales, and the street is entitled to have both things be true at once.

The two walks carry the whole idea. Everything after them is detail. An indicator is not a thing somebody found lying in the economy. An indicator is a thing somebody built, out of four decisions, and the number is the output of those decisions rather than a sighting of the world. Any aggregateA single total for the whole economy, or for a large slice of it, arrived at by adding up parts. Output and the price level are the usual examples. ever published is like this, and so is every narrower measure.

Two indicators of the same thing were built differently, so both can be correct and still disagree, and that is the single most useful thing to know about any of them. A reader who holds that idea is protected from a whole category of confusion. When two releases point opposite ways, the question stops being which one is lying and becomes which choice the two made differently.

WHAT SOMEBODY DECIDED BEFORE THE NUMBER EXISTED four choices, then one figure CHOICE ONE: WHAT TO COUNT volumes produced, or prices paid, or people CHOICE TWO: WHOM TO ASK every single unit, or a sample of them CHOICE THREE: HOW MUCH TO COVER the whole of the thing, or a part of it CHOICE FOUR: HOW TO WEIGHT one unit one vote, or weighted by size ONE PUBLISHED NUMBER The four choices are inside it, and not one of them shows on its face. Change any one of the four choices and the number changes while the economy does not.
Four decisions sit inside every indicator, and the published number shows none of them on its face, which is why changing one choice moves the number while the economy stands still.
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Which four questions turn an indicator into something usable?

There are exactly four. The set is short enough to run through in under a minute and complete enough that nothing important falls outside it, so it is worth learning whole.

What does it count? Not the vague thing it is about, but what physically gets tallied. Tonnes leaving a plant is one answer. The price on a shelf is another. A person saying they worked last week is a third. A manager saying conditions improved is a fourth. Two indicators that are both described as measures of activity can be counting completely different objects, and the description will not say so.

Whom does it ask, or what does it measure? Some indicators go to a list of units and require a return from each. Some go to a sample and scale the answers up. The list they draw from has a name, the sampling frameThe list of units a survey draws its respondents from. If a unit is not on the list it can never be selected, however large it is., and anything absent from that list is invisible to the indicator no matter how big it is. Some indicators do not ask anybody: they read prices off shelves or read tonnages off meters.

What share of the thing does it cover? Coverage is the question that gets skipped, and coverage decides whether a number can be quoted at all. An indicator built on a fifth of something is a perfectly good indicator of that fifth. The indicator becomes wrong only at the moment somebody quotes it as standing for the whole. Coverage is usually stated as a share, and it is usually stated plainly in the method note.

How is it weighted? Many parts have to be added together, and adding them means deciding whose answer counts for how much. One respondent one vote is a decision. Weighting by size is a different decision. Both are defensible, and both produce different numbers from identical raw returns. Most disagreements between indicators run on exactly that mechanism. One more thing usually sits beside the weights in the method note: the reference windowThe stretch of time a question is about. Asked whether they worked, a person answers differently for last week and for the last year, so the window is part of the answer. each answer refers to.

A reader who can answer those four questions about an indicator can use it, and a reader who knows only its level cannot. The level on its own supports no comparison at all. A bare level cannot be set beside another indicator, beside another country, or beside its own past, until what it counts and how much of the thing it reaches are both known.

THE FOUR QUESTIONS, AND WHAT AN ANSWER SOUNDS LIKE 1 What does it count? AN ANSWER SOUNDS LIKE physical volumes leaving industrial units 2 Whom does it ask, or what does it measure? AN ANSWER SOUNDS LIKE purchasing managers at one hundred units 3 What share of the thing does it cover? AN ANSWER SOUNDS LIKE 22.00 per cent of Sankhya output 4 How is it weighted? AN ANSWER SOUNDS LIKE by each unit's share of output, not one vote each Answered, all four make the indicator usable. The level alone does not.
Answer what it counts, whom it asks, what share of the thing it covers and how it is weighted, and the indicator becomes usable; know only its level and it is not.
Try it out

Which of these is one of the four questions worth asking of any indicator?

What is the National Statistical Office, and what does compiling official statistics involve?

The National Statistical Office is the government body that compiles India's official statistics. The office sits inside the Ministry of Statistics and Programme Implementation, and its work is the unglamorous, enormous business of turning returns from thousands of separate respondents into a small number of published series that everybody can use. The office is a compiling body rather than a forecasting body and rather than a policy body: it does not decide what the numbers should be and it does not say what they mean.

Compiling official statistics involves three things done over and over. The first is collection: returns come in from producing units, from sellers, from offices and from sampled households, in whatever untidy state respondents send them. The second is method: one consistent set of definitions, one consistent decision about coverage and one consistent set of weights are applied to every return that arrives. This period can then be set beside the last period without the definitions having quietly moved underneath. The third is publication on a stated basis: the figure goes out together with a statement of what basis it went out on, including which base yearThe period an index is expressed against, usually set at one hundred. Everything the index says is a comparison with that period rather than an absolute quantity. an index is expressed against.

Publication on a stated basis separates an official statistic from a number somebody worked out, and it is the part worth sitting with. When a compiling body publishes, it publishes twice: once as a figure and once as a description of how the figure was made. The description is the boring document nobody downloads, and it is the entire reason the figure can be used by a person who was not in the room.

A statistical office publishes a method as well as a number, and the method is the part that makes the number usable by somebody who did not collect it. Strip the method away and what is left is a digit with no coverage, no weights and no definitions attached. Such a digit cannot be compared with anything, including itself a year earlier.

WHAT A COMPILING BODY PUTS OUT, IN TWO PARTS returns come in on the left; two things go out on the right Returns from producing units Returns from sellers in markets Answers from sampled households ONE CONSISTENT METHOD The same definitions, the same coverage and the same weights applied to every return that arrives. THE NUMBER one figure, published on a stated basis THE METHOD NOTE what was collected, from whom, what share it covers and how it was weighted Take the note away and the number stops being usable by anybody who did not compile it. The heavier outline is deliberate. Of the two things that leave the building, the note is the one that lasts.
A compiling body puts out two things, and the method note is the one that lets somebody who collected none of the returns use the number at all.
India

Which real bodies and releases sit behind all of this?

In India, the National Statistical Office under the Ministry of Statistics and Programme Implementation compiles the official statistical series, and both the Index of Industrial Production and the Purchasing Managers' Index are real releases with real published descriptions of what they cover and how they are put together. Readings, levels, dates and periodicities all move from one release to the next, while the method statement behind each of them changes rarely. The method note is therefore the durable part of what a compiling body puts out.

Try it out

What does the National Statistical Office actually do?

What are the four kinds of evidence an indicator can be built from?

Indicators are usually presented as a long list. A list invites reading straight down it, comparing numbers that were never comparable. Sorting works better. There are four kinds, and once an indicator is placed in a kind, most of what it can and cannot do follows.

Volumes. These count things: tonnes, units, kilowatt hours, passenger journeys. Volumes produce an index of quantity, and their respondents are producing units. A volume measure has the great virtue of being about real stuff rather than about opinion, and the great limitation of only reaching the stuff somebody thought to count.

Prices. These count what a fixed list of items costs. The fixed list is the basketThe fixed list of items a price index prices, held still deliberately so that a change in the index reflects prices moving rather than the list changing., and holding it still is the point: if the list changed every period a price movement could not be told from a change of contents. A price indicator produces an index of price, and its respondents are sellers.

Intentions and assessments. These count respondents rather than quantities. A survey asks a panel whether conditions are better or worse than last time and reports how many said better, so what comes out is a share of respondents. The people asked are usually the ones who take the decisions. A purchasing managerThe person in a company who decides what it buys and in what quantity, which makes them an early witness to whether the company is expanding or contracting. is therefore a favourite respondent for this kind: they know about next month before the tonnage does.

Counts of people. These count persons, jobs or households. The unit is a number of persons, or a share of persons, and the respondents are households answering directly about themselves. Both the reference window and the definition of work decide who is inside the count, so both matter more here than anything else.

Volumes, prices, intentions and counts are four different kinds of evidence, and comparing across the kinds without saying so produces most bad macro reading. A share of respondents and an index of quantity do not even have the same units, so the two cannot be set beside each other and treated as two readings of one thing. Each of those four measures is taught separately; what matters here is placing an unfamiliar release in the right column before reading it.

FOUR KINDS OF EVIDENCE, SORTED BY WHAT THEY MEASURE VOLUMES IT COUNTS things produced or moved ITS UNIT an index of quantity IT ASKS producing units PRICES IT COUNTS what a fixed list of items costs ITS UNIT an index of price IT ASKS sellers in markets INTENTIONS IT COUNTS how many respondents report better ITS UNIT a share of respondents IT ASKS managers who decide COUNTS IT COUNTS people, jobs or households ITS UNIT a number of persons IT ASKS households directly Setting a share of respondents beside an index of quantity and calling the pair a check compares two different kinds of evidence.
Volumes, prices, intentions and counts are four different kinds of evidence whose units do not match, so a share of respondents cannot be set beside an index of quantity.
Try it out

Which set below names the four kinds of evidence indicators are built from?

What do four Sankhya indicators look like once the four questions are answered?

The Republic of Sankhya, an invented country, has four indicators set out below with the four questions answered for each. A row read across gives the whole construction of one indicator. The coverage column read downward shows that no two of them are measured against the same base, and differing bases are what make most careless comparisons careless.

The parts are printed beside each total, so each total can be added up rather than taken on trust. A coverage share can be quoted on its own. A level cannot.

Sankhya indicatorWhat it countsWhom it asks, or what it measuresWhat share it covers, with the partsHow it is weighted
Volume Index of IndustryPhysical volumes leaving industrial unitsEvery unit on the industrial register files a return22.00 per cent of Sankhya output, which is the whole of the 22.00 per cent industry contributesBy the share of output each industry group holds
Household Price IndexWhat a fixed list of items costs at the tillSellers in sampled markets, no household asked92.00 per cent of household spending, from priced groups of 45.00, 7.00, 10.00, 9.00, 6.00, 5.00 and 10.00 per cent, leaving 8.00 per cent unpricedBy the share of spending each group takes
Firm Survey IndexHow many panel members report better conditions than last timePurchasing managers at 100 units drawn from the industrial register12.10 per cent of Sankhya output, being 55.00 per cent of the 22.00 per cent industry contributesOne unit, one vote, whatever the size of the unit
Count of People WorkingPersons who did any paid work inside the reference windowSampled households, asked directly about themselves68.00 per cent of the population, being the share aged fifteen and over, leaving 32.00 per cent below that age outsideBy household sampling weights

Four things in that table are worth pointing at. First, no level appears for any of the four: a level invites quoting before anybody has looked up the coverage share. Second, the four coverage shares are measured against four different bases, so 22.00 per cent of output and 92.00 per cent of household spending and 68.00 per cent of the population are not three readings on one scale and cannot be ranked against each other. Third, every share is printed with its parts, so 45.00 and 7.00 and 10.00 and 9.00 and 6.00 and 5.00 and 10.00 can be added to 92.00 by hand and the unpriced 8.00 recovered by subtraction. Fourth, one of the two built on the industrial register takes every unit and the other takes a panel of a hundred holding 55.00 per cent of industrial output, so the same register yields different coverage, 22.00 per cent against 12.10 per cent.

Why do two indicators of one thing disagree?

Take that last pair and make them disagree on purpose. Four Sankhya industrial units are all that is needed. Each has a share of Sankhya output and each reports a change in its own volume. Nothing else is happening: no revision, no seasonal question, no difference in the period covered. The only difference between the two answers below is how the four are added together.

Sankhya unitShare of Sankhya outputChange in its own volumeWhat it adds to the output weighted answer
Unit Ka10.00 per centup 4.00 per centup 0.40 per cent
Unit Kha12.00 per centup 3.00 per centup 0.36 per cent
Unit Ga20.00 per centup 2.00 per centup 0.40 per cent
Unit Gha58.00 per centdown 3.00 per centdown 1.74 per cent
All four together100.00 per centone vote each gives up 1.50 per centdown 0.58 per cent

Work it through and the two answers are both plainly right. Give every unit one vote and the four changes are up 4.00, up 3.00, up 2.00 and down 3.00, summing to up 6.00 and averaging up 1.50 per cent. Weight each change by the share of output the unit holds and the contributions are up 0.40, up 0.36, up 0.40 and down 1.74, summing to down 0.58 per cent. Three of the four units improved, and the units that improved hold 42.00 per cent of output between them while the single unit that fell holds 58.00 per cent.

So one honest procedure says the sector rose and another honest procedure says it fell, from the same four returns in the same period. There is no error to find. There is a choice to find, and the choice is in the weights. Coverage does the same job in a different way: two indicators disagree when one reaches parts of the thing the other never sees. Collection does it a third way. A question asked of a manager and a tonnage read off a meter can come apart even when both are recorded faithfully.

The disagreement is information about how the two were constructed, and resolving it means reading both methods rather than picking the more congenial one. The reflex to fight is the one that asks which number to trust. The useful move is to ask what the two did differently. Once that difference is known, both numbers become usable and something has been learned that neither of them said alone.

THE SAME FOUR UNITS, WEIGHED TWO WAYS the units do not change between the two answers; only the weights do UNIT SHARE OF SANKHYA OUTPUT CHANGE IN ITS OWN VOLUME Unit Ka 10.00 per cent up 4.00 per cent Unit Kha 12.00 per cent up 3.00 per cent Unit Ga 20.00 per cent up 2.00 per cent Unit Gha 58.00 per cent down 3.00 per cent ONE UNIT, ONE VOTE up 1.50 per cent three of the four rose WEIGHTED BY SHARE OF OUTPUT down 0.58 per cent the one that fell holds 58.00 per cent BOTH ANSWERS ON ONE SCALE -1.00 0.00 1.00 2.00 one vote each by output Both averages are computed correctly from the same four units and the same four changes. The weighting is the whole of the difference between them.
The same four Sankhya units give a rise of 1.50 per cent when every unit gets one vote and a fall of 0.58 per cent when the changes are weighted by share of output.
Try it out

Two indicators of the same thing point in opposite directions in the same period. What does that show?

Play with it

An indicator on one side, a claim on the other, and the question of whether the two even share a base

The left list chooses one of the four Sankhya indicators. The right list chooses the claim to be made with it. The panel then answers the four construction questions for that indicator and works out what share of that claim it actually reaches. The default sets the volume index of industry against the whole of Sankhya output, and the covered share comes out at 22.00 per cent. Moving the claim to industry alone makes the same indicator complete. A pairing whose indicator and claim rest on different bases has no covered share to compute at all.

No level, on any setting: how an indicator is built is a separate matter from where it currently stands, and a level invites quoting before anybody has looked up the coverage share. Every Sankhya coverage share is an illustration with its parts stated in the table above.
Jump straight to a case:
The volume index of industry reaches 22.00 per cent of Sankhya output, and the claim selected is the whole of Sankhya output, so the indicator covers 22.00 per cent of that claim and is silent on the other 78.00 per cent.
What it counts
physical volumes leaving industrial units
Whom it asks
every unit on the industrial register files a return
What share it covers
22.00 per cent of Sankhya output
How it is weighted
by the share of output each industry group holds
Share of the claim it covers
22.00 per cent
What it is silent on
78.00 per cent of the claim
Educational illustration. Industrial coverage of 22.00 per cent of Sankhya output is the figure this sequence works from throughout. The panel of one hundred units holding 55.00 per cent of industrial output, the priced 92.00 per cent of household spending and the 68.00 per cent of the population aged fifteen and over are each printed with their parts, so each can be recomputed.
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What does an indicator not measure?

Whatever falls outside its scope, and for every indicator ever built that is most of the economy. A narrow scope sounds like a criticism and is not one. An indicator has to choose a slice to be collectable at all, and the slice is the source of its precision. The failure is never that the slice is narrow. The failure is quoting the slice as though it were the whole.

Sankhya gives the cleanest possible case. Industry is 22.00 per cent of Sankhya output. An industrial volume index therefore reaches 22.00 per cent of output and says nothing whatever about the remaining 78.00 per cent, where services of every kind, farming and allied work, construction, and government and the rest of it all sit. The two shares add to 100.00 per cent, so nothing has gone missing from the picture: the other 78.00 per cent is simply not in this particular index, and never was, and was never claimed to be.

Industry is 22.00 per cent of Sankhya output, so an industrial volume index is silent on 78.00 per cent of it, and that is a scope rather than a flaw. Read the same sentence about the price index and it holds in a different unit: a basket priced across 92.00 per cent of household spending is silent on the 8.00 per cent it does not price, and that too is a scope. Read it about the firm survey and the silence is larger still, at 12.10 per cent of output covered.

One extra thing an indicator does not measure is worth naming because it catches people out separately: it does not measure its own reliability. A published figure comes with a vintageWhich edition of a figure is in hand. The same period is often published more than once as later returns arrive, and the editions differ. rather than a guarantee, and the number in hand may be the earliest edition of it. Vintage is a separate subject from scope and is treated on its own elsewhere.

WHAT AN INDUSTRIAL VOLUME INDEX CAN SEE the bar is the whole of Sankhya output, 100.00 per cent of it the index sees the green part and nothing to the right of the pine rule INDUSTRY 22.00 per cent NOT IN THE INDEX 78.00 per cent of Sankhya output services of every kind farming and allied work construction government and the rest A number standing for a fifth of something cannot be quoted as standing for the whole of it. Read that as the boundary of the index rather than as a defect in it. 22.00 plus 78.00 is 100.00, so nothing is missing from the picture; it is simply not in the index.
Industry is 22.00 per cent of Sankhya output, so an industrial volume index is silent on the other 78.00 per cent, and that is the boundary of the index rather than a defect in it.
Try it out

Industry is 22.00 per cent of Sankhya output. What is an industrial volume index silent on?

Try it out

Is that silence a flaw in the index?

The error that gets made, and what it costs

A reader picks up an industrial volume index, sees a number, and writes a sentence about the economy. Not about industry: about the economy. The sentence is easy to write. The release is official, the arithmetic behind it is sound, and nothing on the face of the number says how much of the thing it reaches. The index is doing its job perfectly. The sentence is wrong anyway.

The cost is a sentence wrong by a factor of more than four. The index stands for 22.00 per cent of Sankhya output and the sentence claims it stands for 100.00 per cent, so 78.00 per cent of the thing being described was never in the number at all. Worse, the error is invisible to everyone downstream: the figure was quoted accurately, the source was named correctly, and the only defect is a coverage share that was never mentioned because it was never looked up.

The fix is one habit and it takes a minute. An indicator's coverage share gets established before its level is quoted, every time, including for indicators quoted many times before. A number standing for a fifth of something cannot be quoted as standing for the whole of it, and the coverage share is printed in the method note precisely so that nobody has to guess.

Try it out

A reader quotes an industrial volume index as a reading on the economy. What went wrong, and what fixes it?

An indicator chooses a slice to be collectable. See what falls outside it.

What does somebody experienced do first with an indicator they have never seen?

Watch an analyst meet an unfamiliar release and the striking thing is what they do not do. The analyst does not look at the number. Finding the method note comes first, and four lines out of it get read: what is counted, whom it is collected from, what share of the thing it reaches, and how the parts are weighted. Only after those four does the level get looked at, and even then it gets looked at beside something comparable rather than on its own.

The reason is not scrupulousness, it is efficiency. A level with no coverage share attached to it cannot be set beside anything, so time spent looking at it is wasted time. A coverage share, on the other hand, immediately shows which comparisons are available and which are closed off. Once industry is known to be 22.00 per cent of output, it follows at once that this index can be compared with itself over time, can be compared with industrial measures elsewhere, and cannot be spoken of as the economy.

Everyone downstream of the analyst uses the same order without always knowing it. A lender deciding whether a borrowing sector is tightening wants to know whether the release covers the borrower's sector at all before it cares what the release says. An investor comparing two countries wants to know whether the two indices count the same objects. If they do not, the comparison is a comparison of methods and not of countries. A household reading a headline about prices is doing the same thing when it asks whether the basket includes what the household actually buys.

The coverage share is the first thing worth finding and the last thing anybody looks for, and reversing that order is most of what separates a usable reading from a confident wrong one.

THE ORDER SOMEBODY EXPERIENCED READS AN UNFAMILIAR INDICATOR IN STEP ONE Find the method note before looking at any value STEP TWO What does it count volumes, prices, intent or people STEP THREE What share does it cover coverage first, level later STEP FOUR How is it weighted one vote each, or by size STEP FIVE Only now, the level and only beside a like number THE ORDER THAT GOES WRONG the level first, and the method note never opened A level without a coverage share cannot be set beside anything, so the coverage share is the first thing to find and the last thing anybody looks for.
The coverage share comes before the level, and reversing that order is what turns an accurately quoted number into a wrong sentence about the economy.
The Index of Industrial Production, what it captures and what it leaves out, is treated on its own next, and so is the Purchasing Managers' Index and what a survey of intent can and cannot see. The case where those two point opposite ways, and why breadth and volume come apart, is treated separately after them. The order releases arrive in is covered separately, as is why the first edition of a figure is rarely the last.

Where to read an indicator's method rather than its number

Each row points at a description of how something is compiled. Values move with every release and a method moves rarely, so the description of the method is the part worth an hour.

BodyWhat is worth reading thereSite
National Statistical Office, Ministry of Statistics and Programme Implementation The notes issued alongside India's official statistical output describing what is collected, from whom it is collected, and the basis the compilation rests on mospi.gov.in
Reserve Bank of India Series descriptions in the public economic database, which set out a series' coverage before they set out any of its values rbi.org.in
International Monetary Fund Data dissemination standards, which set out what a compiling body is expected to disclose about its own procedure imf.org
Bank for International Settlements Statistical documentation explaining how a compiled series comes to differ from the raw returns underneath it bis.org

The Republic of Sankhya, its statistical office and the four Sankhya indicators described here are invented.
Educational material. Not advice on any investment, tax, budget or market position.

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