Accessibility strategy for
aged or young/disabled
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House Strategy
Other websites: Visit my search engine Wallabyup.au or see more of my websites at DanielLyons.net.
Ignore this page... it's just fine tuned to admin's strategy and difficult to explain/tailor for general internet use.

Funding An Accessible Granny Flat Build

Building a disability-friendly granny flat strategy; 1) build a 20-100% deposit using compound interest (see calculator below) and a diversified investment portfolio, and 2) buy a small block of land with a mortgage and build a 2 bed granny flat. Make extra repayments to pay off the mortgage quicker. After at least 10 years of saving, you wait (still saving while waiting) for the next housing downturn and buy. The trick is that you can save and use compound interest and not have large downturns (as you have a diversified portfolio) while the property market has flattened, and downturn periods. Property generally increases 4-7% per year and doubles every 7-10 years but in Sydney in the; - 1980s property dropped 24% (a good time to buy). - early 1990s an economic recession and over-supply caused a drop of 32%. - 2008 Global Financial Crisis dropped 13% + $7K First Home Buyers Grant. - 2020 Covid pandemic property prices didn't drop however their was a federal $25K home builder grant, NSW First Home Buyer Assistance ($0 transfer duty so save $20K?), and First Home Owner Grant ($10K grant for new homes). In summary, every 10-15 years there is a 25-32% drop in what it costs to buy a house.

Compound Interest Calculator

Enter your saving details;
Already saved (e.g. 10000): $ < what you have in the bank, current investments, etc.
Year start (e.g. 2025): < this is the year you had the above "Already saved" figure
Savings per : $ < this is money you save from your wage, dividends, etc. each year
Interest rate/dividend yield (e.g. 8): % < your average interest across your whole portfolio
Number of years of saving: < you want to buy a house in X years
Enter your desired property details;
Value of house you want to buy (e.g. 700000): $
Year when above value was made (e.g. 2025):
Year when property downturn occurs (e.g. 2033):
Percent downturn (e.g. 20): % < property drops about 25% every 10 years or so
Property increase per year (e.g. 7): % < property increases about 7% per year
Shared Equity Scheme (e.g. 40% from Govt. for a new build or 30% from Govt. for an existing build):
Inheritance or help from parents (lump sum received): $
Tip: to save your details just copy or bookmark the page URL.
Savings Over 10 Years
Saved Year Tally Saved Tally Saved With 0% Shared Equity (SE) Tally Saved With SE + Inheritance
$20,000 2025 $31,600 $31,600 $81,600
$40,000 2026 $54,128 $54,128 $104,128
$60,000 2027 $78,458 $78,458 $128,458
$80,000 2028 $104,735 $104,735 $154,735
$100,000 2029 $133,114 $133,114 $183,114
$120,000 2030 $163,763 $163,763 $213,763
$140,000 2031 $196,864 $196,864 $246,864
$160,000 2032 $232,613 $232,613 $282,613
$180,000 2033 $271,222 $271,222 $321,222
$200,000 2034 $312,920 $312,920 $362,920
Savings Compared To Desired Property
(property is set to increase at 7% per year and drop 20% in 2033)
Year Tally Saved Tally Saved With 0% Shared Equity (SE) Tally Saved With SE + Inheritance Desired Property Value Mortage
2025 $31,600 $31,600 $81,600 $600,000 $518,400
2026 $54,128 $54,128 $104,128 $642,000 $537,872
2027 $78,458 $78,458 $128,458 $686,940 $558,482
2028 $104,735 $104,735 $154,735 $735,026 $580,291
2029 $133,114 $133,114 $183,114 $786,478 $603,364
2030 $163,763 $163,763 $213,763 $841,531 $627,768
2031 $196,864 $196,864 $246,864 $900,438 $653,574
2032 $232,613 $232,613 $282,613 $963,469 $680,856
2033 $271,222 $271,222 $321,222 $770,775 (20% drop) $449,553
2034 $312,920 $312,920 $362,920 $824,729 $461,809