Are we there yet – have we reached the top of the investment cycle? It’s the question on everyone’s lips as all assets look expensive. I think we’re near the point investors should be starting to think about capital preservation rather than yield. Skinny margins between asset classes make it an easier decision to switch out of growth assets and into defensive ones.
Disregard the signals at your own peril. Ten years on from the GFC and some of us may not have the five or ten years it would take to recover from another major asset dislocation.
Let’s look at expectations of future interest rates and the margins or spread above benchmarks to get a feeling for returns on offer given various levels of risk.
![](data:image/png;base64,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)
# Last 12 months gross yield, assume same rate going forward.
Source: Bloomberg, FIIG, RBA
What the table shows is that investors are still getting paid for investing in higher risk asset classes, but there’s also an opportunity at the moment to take risk off the table in preparation for the next downturn without taking a big hit to income.
I’ll often hear investors say they would be happy with a 5 or 6 per cent per annum return. But will Australian rates follow the US rates higher?
Fortunately there are a few securities that ‘provide a window to interest rate expectations’ and also help investors assess relative value between various asset classes.
Two common benchmarks, the Bank Bill Swap Rate (BBSW) and the Commonwealth government bond rates help us understand the market’s future interest rate expectations. BBSW is commonly used in pricing floating rate investments and simply is where banks are indifferent between fixed and floating rate interest rates. As of 26 September, 90 day BBSW was 1.94 per cent increasing to 1.99 per cent over one year, 2.51 per cent for five years and 2.87 per cent over ten years. Putting in BBSW at future time intervals allows us to plot the rates on a graph, creating a yield curve – a map of future interest rate expectations.
Commonwealth government bond rates are fairly benign just like BBSW. The one year rate is close to BBSW at 1.93 per cent but the gap widens at five years by 0.26 per cent then narrows over ten years to 0.17 per cent with the yield a low 2.87 per cent.
Very small increases over time to BBSW and government bonds, tell me not to expect interest rate rises for some time nor expect to get paid for investing for longer. This is why we are suggesting investors add floating rate investments at the moment. Any expectation of higher interest rates will feed through into higher income payments. However, some investors may be of the view that any additional increase in yield is worth taking the risk of investing in fixed rate investments for longer.
While the benchmark rates tell us to expect low interest rates, other higher risk investments should pay a yield over the benchmarks – the greater the spread above the benchmark, the greater the perceived risk.
Term deposits pay a small margin over BBSW. According to Australia Bank Term Deposit Interest Rates sourced from the RBA and our in-house term deposit rates, there’s little additional margin over BBSW over terms out to five years. There are specials that will offer higher term deposit rates than what’s shown, but this is useful to get a feeling for what may be a good rate compared to other asset classes. Few investors would chose to invest in fixed rate term deposits for longer than three years in such a low rate interest environment.
Moving out along the risk spectrum and investing in still low, but higher risk, BBB rated investment grade corporate bonds, sees higher margins and overall yields. They don’t look like much, but compound over time.
While we cannot predict future gross dividend yields, I’ve included the average for the last 12 months as a guide. The yield is higher than BBB rated corporate bonds as you would expect but the differential is small. Where you have relative certainty over capital repayment with the bonds, it is unknown in the shares.
Asset allocation is all about getting the balance between defensive and growth assets right. In the search for yield investors have taken on more risk, perhaps overly exposing them to the next correction.