An unconventional approach to retirement investing
Authored by Ajit Menon, Chief Executive Officer of PGIM India Asset Management Pvt Ltd.
Population ageing is poised to become one of the most significant social transformations of the twenty-first century. The implications of this will be seen in nearly all sectors of society, including labour and financial markets, the demand for goods and services, such as housing, transportation and social protection, as well as family structures and intergenerational ties.
This is according to a United Nations report which also states that globally, the population aged 65 and over is growing faster than all other age groups. Living longer is an underappreciated retirement risk, leaving everyone grappling to find solutions.
Add to that the fact that we do not have a conventional and comprehensive social security plan in India. The challenge in front of every stakeholder is real. Thus, we all need to start planning and investing for our retirement diligently. Retirement planning involves estimating your expenses during retirement, accumulating a sufficient corpus and investing it in such a way that it covers the expenses.
Once you achieve this corpus, how you deploy and use this corpus also plays a crucial role in sustaining the corpus for a longer period. Even if you are falling short of your desired retirement corpus, you may still have a comfortable retired life. A good advisor can help you in assessing your risk appetite and goals.
One possible approach could be to think of allocating into 3 buckets. One can reduce the anxiety around how one fare in retirement years using two hacks: “The Three Bucket Strategy” and “skill monetisation”.
The Three Bucket Strategy advocates asset allocation of your retirement corpus into different “buckets” based on the time horizons you would withdraw from each of these. The first bucket meant to cover the initial years (say 3-5 years) of retirement would primarily invest in safer instruments such as short-term debt.
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Retirement expense and retirement corpus numbers are rounded. Returns assumed as 8.63 per cent for Conservative hybrid, 11.5 per cent for Aggressive hybrid, and 12.93 per cent for Equity. This is to explain the concept and for illustration purposes only. It should not be construed as an investment advice. Returns are calculated by taking a mean of 10-year rolling returns between 01/06/13 and 30/05/23 for various benchmarks.
Assuming you accumulate a retirement corpus of Rs 2.10 crore at the age of 60 years. In the first scenario, you invest the entire corpus in a conservative Hybrid Fund and start withdrawing Rs 1 lakh each month accounting for 6 per cent inflation, your corpus will last for 23 years, assuming an 8.63 per cent return.
In the second scenario, you split the 2.1 crore corpus equally (33 per cent each) into three different funds: Conservative Hybrid, Aggressive Hybrid and Equity. With a 33 per cent allocation to equity, the corpus lasts for infinity, assuming the same withdrawal of Rs 1 lakh per month at 6% inflation.
In the third scenario, even if you can achieve 70 per cent of your target retirement amount (Rs 1.5 crore) you can still sustain your corpus longer if you supplement it with a gig income. The third example shows that your gig income of 30,000 monthly invested in equities can help you sustain your corpus for 59 years after your retirement.
As you can see, the Three Buckets Strategy can help you sustain for 59 years even if you manage to accumulate only 70 per cent of the corpus. Thus, one should not fret about achieving a certain financial number.
Further, one may look to diversify and monetize their skills. It could be anything from teaching to being a yoga instructor to becoming a content creator, dog breeder, trainer, volunteer and more. Having multiple skills can provide an income stream in retirement and a sense of purpose when one suddenly finds oneself relieved of all duties.
As investors, we may succumb to a range of behavioural biases which can derail our goals. For instance, you may have the urge to withdraw from your retirement corpus to fund any other goal – a holiday, children’s higher education or a luxury car. To overcome this, a goal-based investing approach helps you earmark funds for that specific goal, track its progress and top up investments if you wish to reach the goal early.
To help investors plan for this important goal, PGIM India is launching the PGIM India Retirement Fund, which has a lock-in of 5 years or till retirement age (60 years), whichever is earlier.
The lock-in helps investors instil discipline and benefit from long-term compounding. This fund will invest in a diversified basket of securities across sectors and maintain a 25 per cent allocation each to large, mid and Small-Cap, respectively, offering investors to participate in each segment of the market.
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)
*Investors should consult their financial advisers if they doubt whether the product suits them.
The Product labelling assigned during the NFO is based on an internal assessment of the scheme characteristics or model portfolio and the same may vary post-NFO when actual investments are made.
*Mutual fund investments are subject to market risks, read all scheme-related documents carefully.
Disclaimer: The opinions expressed above are personal and may not reflect the views of DSIJ.