FIIG research has published a detailed analysis of the outlook for 2024 (click here for the document) and then followed it up with a detailed webinar on the same topics (click here for the recording).
For both the outlook for 2024 and for analysis of the RBA, the key to understanding is, in our view, to take a second look at the question to understand the details a little below the surface.
For example, when looking at the economy in 2024, many people see that the single most important feature is that the RBA cash rate has probably peaked, and the economy will likely slow from here. That’s true, but you need to take a second look
to see a little deeper. The economy has peaked but it has peaked in part because both the RBA and the Government took significant steps in 2022 and 2023 to slow the economy when it was running too hot.
The RBA actions are well-known: they raised the cash rate from 0.1% to 4.35%. But the Government contributed too – more via inaction than action. A newly elected Government that was positively itching to spend money and seek to create policy instead
chose to wait and allow a lot of extra tax revenue to fall through to the bottom line. That inaction was surprisingly important. But it’s also coming to an end. The tax cuts in 2024 will be a significant source of stimulus to the consumption
side of the economy.
It’s not only about the total sum of the tax cuts, which at around AUD20bn a year are substantial, it’s about the change in behaviour. Up until now, the Federal Government had been pushing back against the overheating by increasing the tax
take. That contractionary policy now reverses and instead, the Federal Government will be stimulatory.
The state governments, meanwhile, have stopped announcing new spending but have not stopped increasing their spending. State Government capex spending will grow over the current fiscal year and the next.
State Government Capex Spending
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)
Source: FIIG Securities, State Government Budget Papers.
It’s not just the tax cuts pushing back against the cost of living in 2024. In the final quarter of 2023, Australia experienced positive real wage growth. That is to say, wages grew more quickly than inflation, as measured by CPI. With CPI falling and wage growth normally “sticky” it seems very likely that real wages will grow over coming quarters too. There’s also the annual re-assessment of the award wages coming in mid-year.
None of this is to suggest that the cost-of-living problem is solved – far from it – but the pressure does seem to be easing, at least in aggregate. A first glance at the economy suggests that there is a weakening happening. That is true,
but the weakening is coming from a place of multi-decade strength and a second look suggests there are already three clearly identifiable factors that will push back against the weakening in the coming months.
The RBA reaction
Which brings us to the RBA. The easy first glance at the RBA suggests that inflation is falling and therefore the RBA will be cutting rates soon. However, the second look (particularly a second look at the RBA’s press conference) will emphasise
that the RBA has a dual mandate. They are seeking to bring inflation back down into the 2-3% target band, but they are seeking to do so while supporting their second mandate: maintaining full employment.
These two objectives are not in true conflict at present, but there is a nuance. To bring inflation down as quickly as possible the RBA would seek to raise rates incredibly high and incredibly quickly. That would work to bring down inflation, but it would
do so by triggering a recession that would see significant job losses. The RBA did not follow this path. Instead, they raised rates quickly, but as cautiously as they could manage and slowed as soon as there was any sign that inflation was falling.
Previously, the RBA might have kept raising rates as long as inflation was above the band. They clearly haven’t done that. The last rate rise was in November, and that was the sole rate rise in the last eight months. Meanwhile, the annual CPI
rate remains above the target band. The RBA has shown a much gentler touch in this rate rise cycle than they might have (or, indeed, did many other Central Banks around the world display).
Instead, they raised rates quickly, but as cautiously as they could manage and slowed as soon as there was any sign that inflation was falling. Previously, the RBA might have kept raising rates as long as inflation was above the band. They clearly haven’t done that. The last rate rise was in November, and that was the sole rate rise in the last eight months. Meanwhile, the annual CPI rate remains above the target band. The RBA has shown a much gentler touch in this rate rise cycle than they might have (or, indeed, did many other Central Banks around the world display).
Cash Rates Around the World
![](data:image/png;base64,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)
Source: FIIG Securities, Bloomberg.
So how is the Australian Labour market doing? There has been some clear weakening in labour market indicators. But the indicators are weakening from exceptionally strong levels. The number of job advertisements, the unemployment rate, and the vacancy rate
are good examples of the phenomenon (note that the unemployment rate is inverted in the left-hand chart).
Labour Markets in Australia: Unemployment and Vacancies
![](data:image/png;base64,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)
Source: FIIG Securities, Bloomberg, ABS, ANZ.
Is there a clear weakening in the labour market? Absolutely. Might the strength seen in 2023 not be repeated for 30 or even 50 years? Also, yes.
The key problem in the labour market is momentum. As the charts make clear, turning points in the labour market are few and far between. We saw a turning point last year in the labour market, but we only want a marginal weakening, not a full-scale
slowdown.
The RBA is trying to tell a nuanced story that covers the inflation rate but also gives space to the labour market. Looking at only the inflation rate without giving a second look at the employment situation will leave you with only half the story.
When presenting the Macro Outlook, FIIG emphasised that although we believed the peak in the RBA rate had been reached, we noted the interest rate market had been zealous on the chance the RBA would cut rates quite soon. Since we presented that outlook
there has been a market repricing. Rather than mid-year rate cuts, the market is looking for cuts in late 2024, which seems more reasonable. FIIG research continues to look for rate cuts in late 2024 or early 2025.
As part of the Macro Outlook, we suggest a LOCK strategy, which is a set of general principles to guide successful bond market investing in 2024. The four elements of the strategy are:
L: Lock in fixed returns. Although the big drop in rates might not come as soon as priced, the underlying story is clear. The turning point has arrived and the next large move in rates will very likely be down and will cause a sharp increase in bond prices. While we can’t be sure precisely when that movement will come, the high yields at present largely make it a moot point. The high yields mean investors are rewarded with significant interest while waiting for a move that should make them money in the medium term.
O: Obtain Real Yield. With inflation high but dropping, it might seem an unusual time to suggest buying inflation-linked bonds. However, inflation-linked bonds are still bonds – they profit from falling interest rates. They also profit from indexation if inflation proves just a touch stickier than anticipated.
C: Check your portfolio risk. While FIIG does not expect the coming slowdown to be too bad, it’s also clear that there will
be an economic slowdown. To prepare for that it’s best to make sure your portfolio has as much diversity as possible. Check your bond portfolio for concentration risk or excessive exposure to sub-investment grade credits.
K: Keep your cool as the economy cools. Bonds generally perform relatively well in an economic slowdown as interest rates generally fall. By making sure that you are diversified
and invested in bonds with strong links to the ongoing economy (like infrastructure or utilities) your bond portfolio should be able to negotiate the coming slowdown fairly well.