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Home 10e24admin 2019-08-03T23:50:22+00:00
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RAPS is software that can be licensed by Super Funds to help monitor and manage their members' expected retirement outcomes.
Download the flyer to read more about RAPS, and how this software can enable your investment, product development or marketing teams run complex retirement, investment and actuarial modelling in-house.

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Software for Superannuation Funds

Retirement Cashflow Modelling

We Consider the full range of investment and demographic events that can happen to a household and stress tests how differing consumption, investment, and post-retirement product purchase strategies perform.

We believe that Super funds can use this framework to determine how to best meet their members’ needs in retirement.

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Software for Financial Planners

Understand investment and demographic risks faced by your clients

Our tools help manage your clients’ needs in retirement. From calculating the (joint life, last survivor) life expectancy of your clients, to assessing the appropriateness of their investment strategy and their budgeted spending allowance in retirement. Our software helps you deliver outstanding outcomes to your clients.

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Software for SMSFs

How long am I expected to live? How much can I responsibly Spend?

Our software contains powerful actuarial life expectancy calculators and then we model the impact of selecting differing consumption plans to solve the best strategy for you. We consider the impact of the Age Pension, your investment strategy, inflation and longevity risk, to calculate the amount you can sustainably spend in retirement.

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Asset Liability Modelling

Asset Liability Modelling

We start by considering your liabilities, the anticipated extent to which they correlate to economic forces like inflation. Then we stochastically model asset returns using the 10E24 Asset Model.

Finally we explore the impact of selecting different investment strategies to find the strategy that best meets your liabilities as they fall due.

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Passionate about helping retirees make optimal financial decisions.