Friday, August 31, 2012

This Week's Property News Round Up

rent

10 things that can derail your mortgage application from yourmortgage.com.au

Cheaper to buy than rent from couriermail.com.au

Dwelling approvals record a 17.3% drop in July: ABS from propertyobserver.com.au

Qld lags in mortgage performance from yourinvestmentpropertymag.com.au

Home building at 10-year lows from theaustralian.com.au

Queensland and NSW dominate the RP Data suburb locations where it is cheaper to buy than rent from propertyobserver.com.au

Mining boom not done yet: NAB from yourinvestmentpropertymag.com.au

For Sale :: It’s Gotta Go And At This Price It Won’t Take Long

44 Gatton Street, Mount Gravatt East offers a family friendly layout that allows everyone their own space including a fabulous pool and outdoor entertaining area.

The L shaped living area easily accommodates a large lounge space and dining suite. The adjacent balcony and large windows provide plenty of natural light throughout the lounge, dining and kitchen areas.

Expect friends to come knocking on the door unexpectedly. A quick hello and they will be heading straight outside to the pool and alfresco entertaining area.
All three bedrooms feature oversized wardrobes.

The downstairs rumpus room will keep the kids very happy. There’s plenty of room for all the toys and it may just work even better as a home office, easily accessible from the entrance to the home and well away from the main living areas. The second bathroom adjoins.

Have a hobby? Dad needs some serious workshop space? The double garage is massive and with an adjoining carport + additional off street parking there is room for everyone.

It’s all in very good condition with fresh paint and new, modern window blinds throughout and newly polished floor boards in the living areas.

The sellers have committed elsewhere, have packed their bags and ready to go. They have priced accordingly, you won’t find better value in the neighbourhood.

First inspection this Saturday, 1 September @ 11:10.

Thursday, August 30, 2012

Our next FREE Property Workshop Is Just Weeks Away

We had a great response to our last workshop and are really excited about our next evening on 20 September 2012.

The workshop setting will enable participants to interact with presenters with Q&A sessions and opportunities to engage in conversations in the breakout area.

Negative Gearing – What Can I Claim And Still Keep The Tax Man Happy?
Presented by Ed Glasson from Marsh Tincknell Chartered Accountants

 


How To Present Your Property And Sell Quickly, For More Money, In Any Market
Presented by Hayley Harris from Guest Hire


 


Lending Criteria – Has it Changed Post GFC?
Presented by Robyn Doulman from Bendigo Bank

 

 

Date: 20 September 2012
Venue: Nice Event Space. 433 Logan Road, Stones Corner
Time: 6:00pm for a 6:30pm start
NB: Catering will be provided at this event

More information & bookings here

Wednesday, August 29, 2012

24 Sword St, Woolloongabba Goes To Auction This Saturday

The excitement is building.Everyone who has walked through the door of this near new home have been blown away. 24 Sword Street, Woolloongabba offers the complete inner city lifestyle. A contemporary design, A1 finishes and a sought after location.

The owners have a new business venture waiting out of Brisbane and motivated to sell this Saturday to make it happen. It all adds up to an amazing opportunity.

Any questions about auction day? Need to know more? call Matt Jones on 0424 149 026

inspect from 2:30 on Saturday, 1 September right before the auction @ 3.

More photos and info at jjre.co/24s

For Sale :: Who Needs A Big Block Of Land?

771 Cavendish Road, Holland Park is a 3 bedroom house sits on a 921m2 block with plenty of back yard, front yard and space around the house!

The property has been recently renovated including kitchen, fresh paint and air conditioning.

Look what you get!

:: Spacious living spaces including formal living spaces and casual sunroom
:: Polished timer floors
:: Air conditioning
:: Enormous double lock up garage
:: Space for at least 5 cars off street
:: Located in Cavendish Road State High School catchment
:: Bus stop just metres from your door

First inspections are this Saturday, 1 September @11:50am.

Wednesday, August 8, 2012

Greenslopes Inspires Olympians?

Not sure if Greenslopes solid performance in Your Investment Property magazine’s Top 100 Suburbs inspired Sally Pearson last night but there is a rumour going around that bulk copies of the August issue were delivered to the Olympic Village so who knows?

Greenslopes was just out of the medals at #28 in the 2012 Annual Suburb Guide. Download the article here.

YIP Top 100 Suburbs_001

 

P.S. A big congratulations to our actual Greenslopes Olympian Damon Kelly, finishing 16th in the super heavyweight weightlifting today with a huge final lift. Well done!
Damon Kellywww.heraldsun.com.au/sport/london-olympics/australian-damon-kelly-16th-in-super-heavyweight-weightlifting/story-fn9dheyx-1226445602515 
http://london2012.olympics.com.au/news/strong-support-gets-kelly-across-line

Our Next Property Workshop Is In September

We had some great feedback from our last Investment Property Workshop in May and thanks again to everyone who attended.

Good news, we are ready to do it again and have assembled some excellent speakers ready to share their property insight and expertise.

Jeff Jones Real Estate Presents IPS 2012
Date: 20 September 2012
Venue: Niche Event Spaces, 433 Logan Road, Stones Corner
Time: 6pm for a 6:30pm start
NB: Catering will be provided at this event

The workshop setting will enable participants to interact with presenters with Q&A sessions and opportunities to engage in conversations in the breakout area.

Topics covered on the night include:

Negative Gearing – What Can I Claim And Still Keep The Tax Man Happy?
Presented by Ed Glasson from Marsh Tincknell Chartered Accountants

How To Present Your Property And Sell Quickly, For More Money, In Any Market
Presented by Hayley Harris from Guest Hire

Lending Criteria – Has it Changed Post GFC?
Presented by Robyn Doulman from Bendigo Bank

You can find out more and book at www.trybooking.com/30438. Look forward to seeing you there.

Tuesday, August 7, 2012

Upcoming Auction :: The Ultimate In Inner City Chic!

24 Sword Street, Woolloongabba is a near new home offering a complete inner city lifestyle. A contemporary design, A1 finishes and a sought after location.

The home has been cleverly planned to perfectly fit on this inner city block, maximising natural light and breezes whilst maintaining privacy throughout the home.

The living area is spacious and comfortable allowing for the largest of dining and lounge settings. Large bi-fold doors open up from the living and dining area to the magnificent pool and outdoor living space. The pavilion area is very private, offering wonderful entertaining possibilities.

The owners have a new business venture waiting out of Brisbane and this home must be sold to move on. It all adds up to an amazing opportunity.

Need to know more? call Matt Jones on 0424 149 026

First inspections this Saturday, 11 August @ 11am.
More photos and info at jjre.co/24s

Monday, August 6, 2012

New To The Market This Week :: Cleverly Transformed :: A Stylish Inner City Pad

This top floor 2 bedroom unit has undergone extensive renovations. The kitchen is done. Tick. The bathroom is done. Tick. New paint and floor coverings. Tick. If you’re not the “reno” type this may just be the home for you.

Just look at what you get.

:: A recently renovated, well planned kitchen. Laid out with plenty of cupboard, shelf, pantry and bench space. A dishwasher and quality appliances is included
:: A spacious living area flanked by balconies on each side, providing a bright and airy living space. And there is plenty of room here for all your furniture
:: The bathroom has been renovated with a modern design and colour scheme. Laundry fittings have been installed or you can use the laundry facilities in the garage
:: The top floor aspect provides a delightful suburban outlook (and privacy and security)
:: A big air conditioner in the living area that will cool (and heat) the entire unit
:: The garage is massive. There is heaps of room for the car + plenty of storage

Access to the city couldn’t be better and of course the public transport here is excellent. There is a city bus stop 100 metres up the road or Langlands Park Busway Station is just 5 minutes walk away.

The block is well maintained, always very clean and tidy with the garden areas well cared for.

4/361 Cornwall Street, Greenslopes
$329,000
First inspection Saturday 11 August @ 10am

Thursday, August 2, 2012

Greenslopes Suburb Scorecard

Over the next few weeks I’ll be looking at property data for our local area and sharing my observations. Let’s start by looking at some long term historical data for Greenslopes.

untitled

This graph shows the annual medium sale price and number of sales. You can see that pretty much from 1990 there has been upward movement in median prices consistently through to 2010. From there as we are all aware things have been a little up and down, no doubt affected by the volume of sales, steadily declining over the last 2 years (but I suspect we will see upward movement again for 2012 based on the last 6 months).

 

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

The green area shows % change in median price over 5 years. This shows that the downturn in 2010-2011 is indeed cyclical (and no different from what happened through 1995-1998 and 1986-1987)

 

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

Interesting data for sellers. This shows the average discount from list price to sale price for Greenslopes. Clearly when demand drops sharply discounting increases. This shows sellers have had to discount by more than 10% throughout the last 12 months. (Incidentally our average discount for 2012 is 4.8%, the right agent will preserve your sale price)

Do you like looking at all the numbers and data? Drop me an email and I’ll send out a comprehensive report for Greenslopes.