Retirement village Entry
A typical entrant is aged at least 55 and looking to fund entry into a retirement village, the lump sum requirement being assumed to be $300,000 in this instance. The bank has refused to fund this amount and your question is how to fund the full or some lesser amount.
What you do know/can determine
- Value of existing residence to be sold (net of sale costs)
- Value of superannuation and non superannuation holdings.
- Details of income – e.g superannuation , annuity income, dividends etc.
- The extent to which current investments can fund the above entry amount.
- Current living costs.
What you may not necessarily know
- Center link impact of paying an entry fee Click for more
- Options available to fund the shortfall between available assets and contribution amount indicated.-
- Level of interest payable on any unpaid contribution /entry amount.
- The legal impact of the contract you are about to sign.
- What is the balance of funds available to meet living costs?
- Will these reduced funds be enough in retirement to last until normal life expectancy?
- If not, how can this time frame be lengthened.
- How the balance of funds on hand should be invested to meet the anticipated living costs going forward. Refer to Superannuation , Investment – Non superannuation funds, Retirement and Estate Planning tabs to make sure all issues are addressed and resolved together.
- How strategic asset re- arrangement now can beneficially impact on Age Pension entitlements later in life.
- Are car and health insurances appropriate to you current needs.
Action Required
The above issues cannot cover all situations. The above are essentially prompts for you to initiate preliminary enquiries. You should:- Enter your postcode above for an initial contact with an appropriately qualified and experienced advisor
- Ensure that all issues about which you are uncertain are canvassed and resolved.
- Review overall financial position at the same time.
Remember – history suggests that the longer you have a beneficial strategy in place the greater the likelihood of a more advantageous result.

