Yes, it’s half way through the 2020s decade already! Time flies!
The decade started out with governments everywhere locking citizens in their homes and out of their businesses and schools for months on end, then they cut interest rates to zero and racked up war-time like debts spraying free money around everywhere, fuelling speculative bubbles in everything from housing to meme stocks, crypto’s and ‘NFTs’, then we get a massive inflation spike (Duh!), followed by savage rate hikes – and before you know it the decade is half over!
Meanwhile, Trump started out in the White House, then out, then sort of in, then really out, and now nearly back in again.
Time to take a look at half-time scores for investment markets. First up - the Australian share market.
The picture is not good:
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- Aussie shares are having a below-average decade so far (and below other markets including the US).
- It has remained below average all decade – after a poor start with the 2020 Covid lockdowns.
- But all is not lost – some past decades also started out slow but ended up with good full decade returns.
- There is plenty of time left this decade for the next big speculative boom to lift the share market – history is on our side!
Today’s chart shows nominal total returns from the broad Australian share market per decade since 1900. (‘Nominal’ means not adjusted for inflation. ‘Total returns’ means price gains/losses plus dividends reinvested)
![](/uploads/2024/2024-12-16-Half-time-Aus-sh/Decade-Half-time-Aus-shares.jpg)
To the right of the chart are the average annualised returns per decade sorted from best decade (1980s) to worst (1970s). The average decade return has been 10.4% pa (dotted black line), and the current decade is running below that at 9.2% pa at half-time (solid black line).
Best decades
By far the best decade for the Aussie share market was the 1980s, with returns averaging 17.1% pa or a total gain of 409% for the decade. It started out strongly with the early 1980s property construction and mining booms, but those booms quickly collapsed in the 1981-3 recession after cash rates were hiked to 20% to attack inflation running at 12%.
Our early 1980s recession was milder than the US inflation-busting Volcker recessions because the government and RBA opted not to attack inflation with interest rates, but use the Accord process instead.
In the mid-1980s we had an extraordinary speculative boom driven by Labor’s raft of economic reforms, including floating the dollar, deregulating capital markets, interest rates, and banks. This fuelled a wild speculative lending and take-over boom that collapsed sharply in the October 1987 crash, but even after the overall market dropped by -50% in the crash, it was still much higher than when the boom started. Essentially the market doubled, then halved again in a little over a year in 1986-7.
At the end of the 1980s decade following the 1987 crash, the deregulated banks survived but switched from mad lending on crazy take-over deals in the mid-1980s, to mad lending on crazy property construction deals in the late 1980s. This boom would also collapse of course, but that was in a new decade – the 1990s.
The 1990s was also a very good decade for the local share market, with returns averaging 11.1% pa, or 188% in total. It started out poorly with the 1990-1 recession and 1992-3 bank crisis caused by the orgy of bad lending in the 1980s coming home to roost. However, despite this poor start, the 1990s turned out to be a very good decade, thanks to the late 1990s ‘dot-com’ boom. That boom also collapsed, of course, but the ‘2001-2’ tech wreck was in a new decade.
Worst decades
The worst decade for Australian shares since Federation was the 1970s, with total returns averaging just 6.6% pa, or 89% in total. (Actually the 1890s was even worse, but that's another story for another day!)
The 1970s started out badly with the early 1970s collapse of the wild late-1960s speculative mining boom. Then things went from bad to worse with spiralling inflation and the Whitlam government’s chaos and spending sprees. The share market collapsed in the 1973-4 credit crunch and it recovered only weakly by the end of the ‘stagflation’ decade.
After the 1970s, the next worst decade for Australian share market was the 2010s. Unlike the 1970s, there were no major crashes during the 2010s decade, just a succession of minor crises – ‘Greece 1’ in 2010, ‘Greece 2’ and the US debt downgrade crisis in 2011, the China slowdown and commodities collapse in 2014-5, and the US rate hike/recession scare in 2018. Overall a very poor decade with returns of just 7.9% pa, or 113% in total.
2020s at half time?
At the half-way point in the current decade, the overall Aussie share market has returned and average of 9.2% per year. This is below the overall average return of 10.4% pa since 1900.
If the last decade (the 2010s) was a poor decade, and the current one is poor so far, can we have two poor decades in a row? Sure. The 1930s and 1940s were both poor decades with below-average returns. The 2000s and 2010s were also both poor decades with below average returns. Unfortunately there is no magic rule that says that one poor decade will be followed by above-average returns next decade.
All is not lost
The fact that we have had a poor first half does not necessarily mean that it will end up being a poor decade overall. There were several times in the past when a poor first half decade turned into an above-average full decade. For example:
- The 1900s decade was at a similar below-average level at half-time, thanks to severe drought in the early years, but still ended up returning an above-average 11.7% pa for the full decade. The drought ended and we had a strong revival of wool and wheat in the latter years.
- The 1950s decade had a worse first half than we are now in the 2020s, with the Korean War inflation spike and recession in the early years, but ended up returning a very strong 13.2% pa for the full decade. The inflation spike was resolved, and a consumer finance boom boosted the market in the late 1950s (but collapsed in the early 1960s).
- The 1960s decade also had a worse first half than the 2020s, but ended up returning 11.6% pa for the full decade, thanks to the wild late-1960s speculative mining boom.
- The 1990s decade also had a worse first half than the 2020s, with the first half marred by the 1990-1 recession and 1992-3 bank crisis. But the 1990s decade ended up returning 11.1% pa for the full decade, thanks to the late 1990s ‘dot-com’ boom (which collapsed in early 2000s).
We need another speculative boom!
Do you see a common pattern here? It is a strange phenomenon that speculative booms have tended to occur in the latter part of decades. For example -
Housing, suburbanisation, and motor cars in the late 1920s, gold in the late 1930s, consumer finance in the late 1950s, mining in the late 1960s, construction and mining in the late 1970s, take-overs, housing, and construction in the late 1980s, ‘dot-com’ stocks in the late 1990s, mining in the mid-late 2000s.
Each of these booms collapsed of course – mostly at the end of the decade or early in the new decade.
Where are we now?
So far in the 2020s decade, Australia has largely missed out on the current US-led social media / a.i. boom (hence the relatively poor returns here) – but we have another half a decade to find the next boom!
The good news is that humans have a never-ending ability to come up with new ideas to fuel the next speculative boom. They always eventually collapse of course, but there is still a good chance the next boom will power the local share market to good returns by the end of the current decade.
There is ALWAYS another speculative boom - I just don’t know what it will be yet!
Pricing expensive
Although the first half of this decade has been below average, the local share market is actually at very expensive levels at present. Share prices have risen by below average levels so far this decade, but aggregate profits and dividends have been even weaker. Consequently the current market is very expensive relative to aggregate profits, dividends, book values, and returns on equity.
The current poor share price performance this decade is masking an even weaker performance of the local economy, profits, and dividends.
The problem is that expensive pricing on fundamentals usually means below average returns ahead. Therefore, if the market is going to surge ahead and end up with an average (or better than average) decade from the current halfway point, it will need to be an almighty speculative boom in the next few years to do the job!
Fortunately our market has a history of wild speculative booms that have run well ahead of fundamentals, so there is no reason that this regular pattern will end now. We just need another one soon!
Huge variation in returns in different decades
This chart highlights the huge variations in returns in different decades. Finance textbooks say that 10 years is ‘long-term’, and share funds always warn potential investors that the minimum holding period for shares is 7-10 years.
The implication is that if you should be prepared to hold for a minimum of 7-10 years because the share market is volatile - ie result in very different outcomes over shorter holding periods. The problem is that the outcomes are very different even over 10 year holding periods, like the different decades on the chart.
Timing is everything! ‘Time in the market’ only works if you pick the right decade/s
The chart shows that even 10 years is a not nearly long enough to reduce the variability of returns and provide investors with any degree of confidence that a 10 year holding period will result in returns mor or less around the long term average. Unfortunately, in the real world, the share market can generate returns well below average (or well above average) even for 20 year holding periods or more sometimes.
If you are relying on ‘time in the market’, then much of it comes down to pure luck – when you happen to have been born – which more or less determines when you start working and investing, and when you retire.
For example – if you happened to retire at the start of the 1930s or at the start of the 2000s with a pot of money to fund your lifestyle, you would have immediately faced two decades of very poor returns (lower lifestyles and/or run out of money sooner) in both cases.
But if you happened to retire at the start of the 1950s or at the start of the 1980s, then would have faced 20 years of significantly above average returns (better lifestyles and/or larger legacy) in each case.
That’s the great lottery of birth! But that’s too much reliance on luck for my liking!
Look out for future editions where I look at the decade half-time score for US shares and other asset classes.
‘Till next time, safe investing!
For annual returns on Australian shares since 1900 - see -
![A graph showing the number of returnsDescription automatically generated with medium 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)
For current holdings in my long term ETF portfolio - see:
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)
A note on data sources for Australian shares:
- From 1980 - All Ords Accumulation index
- 1958-1979 - Sydney All Ordinaries
- 1936-1957 - Sydney Ordinaries
- Before 1936 - Sydney Commercial & Industrial Index (excludes miners)
- Before 1979, total return series use the Adjusted Lamberton dividends series