SEADave
HalfDork
7/28/16 10:12 a.m.
Now is the time you are supposed to tell us guys back in Seattle how you got some huge, beautiful house on park-like property for the price of a run-down 900 square foot condo in Lynnwood. Make it one of those palatial brick jobs that we don't have out here just to rub it in.
In reply to SEADave:
It's a 3500 sq ft house built in 2006. 3 car garage. Small yard in average neighborhood. Less than 30 minute commute to work. Paid less than townhouse in lynnwood.
The real benefit is the kids activities. Cheap everything. Soccer is $50 a session vs $300 in Seattle.
Closing 9/2.. ugh.. another month in a hotel..
Fueled by Caffeine wrote:
Closing 9/2.. ugh.. another month in a hotel..
Can you rent it until the closing goes through. That would let you move in sooner.
Toyman01 wrote:
Fueled by Caffeine wrote:
Closing 9/2.. ugh.. another month in a hotel..
Can you rent it until the closing goes through. That would let you move in sooner.
Good Question. I'll find out.
mndsm
MegaDork
7/29/16 12:44 p.m.
Fueled by Caffeine wrote:
In reply to mndsm:
Ok. I'm not interested in a tiny one. My wife, who grew up in Rochester ny is laughing at your snowfall totals and suggested we just shovel it. I think she's crazy, but 50 inches a year is about less than half the snowfall we are used to.
50 inches will happen in 2-3 good storms. If you're in the west metro, you'll see more of it. Storms almost universally do all the dirty work west of the Mississippi up there. Its bizarre. I mean if she really wants to shovel, go for it. If i owned a house, i would have a blower. Hell, i about bought a truck with a blade on it, and i only lived in an apt.
![](http://img.photobucket.com/albums/v480/mndsm/Mobile Uploads/2011-02/IMAG0111_zpspzvsehvx.jpg)
Ask the swmbo if she wants to shovel that.
In reply to mndsm:
That reminds me of the storms in ct. Nothing for s while them bam 12 inches then a break and bam 30 inches.
PHeller
PowerDork
7/29/16 12:55 p.m.
I've wondered about the idea of buying a cheaper "ok" home in the west, making good money, gaining equity, selling it and then moving to a slower life in the east where property is cheap (but you might not get paid as much). Hopefully the equity of one house is enough to pay for the second.
PHeller wrote:
I've wondered about the idea of buying a cheaper "ok" home in the west, making good money, gaining equity, selling it and then moving to a slower life in the east where property is cheap (but you might not get paid as much). Hopefully the equity of one house is enough to pay for the second.
That will depend on how fast you pay it off. Spend 20 years in a job out there- it's a good possibility that the equity that you built would do that. But remember, the higher $$ income is very offset by the higher $$ cost of just being in the area.
mtn
MegaDork
7/29/16 1:19 p.m.
alfadriver wrote:
PHeller wrote:
I've wondered about the idea of buying a cheaper "ok" home in the west, making good money, gaining equity, selling it and then moving to a slower life in the east where property is cheap (but you might not get paid as much). Hopefully the equity of one house is enough to pay for the second.
That will depend on how fast you pay it off. Spend 20 years in a job out there- it's a good possibility that the equity that you built would do that. But remember, the higher $$ income is very offset by the higher $$ cost of just being in the area.
True, but you need to look at the numbers. It is both a percentage and raw numbers game.
For example, when I lived in central Illinois (very low COL) I was able to save nearly 50% of my income. Now my wife and I in Chicago can only save about 30% of our incomes, but that 30% is more than the 50% in central Illinois.
If you're going to retire in the same place as you've worked, then it won't work. If you're looking to move, you get to the end game faster.
PHeller
PowerDork
7/29/16 1:36 p.m.
We're living someplace with higher cost of living, but making substantially more, and therefore able to save a tremendous amount. We've also both shortened our commutes to under 10 minutes.
Now, if we bought a house, we'd obviously dump all our savings into it, but after the house met our needs, we'd be saving at an even faster rate due to decreased housing costs and no rent increases.
The hard part is leaving a high cost of living area with its elevated salaries and finding the same slaary in a cheaper area. It's tough. Unless you are a consultant or telecommute.
Ask me how I know.
PHeller
PowerDork
8/1/16 10:33 a.m.
What kind of pay cut did you take moving east?
I'd assume you still got some serious equity from the sale of the house in Seattle?
I know exactly what you are talking about on the salary side. Austin isn't a even on the higher side of the COL index but leaving here and going to the Midwest would definitely result in a pay cut for a similar job.
Well we're officially all set for closing Friday the 26th, which means moving day is Saturday the 27th.
Who has the best deals on moving trucks? Anyone offer AAA or SCCA discounts? This would be an in town, very low mileage, one day, pickup and return at the same place type of deal, if that makes any difference.
Frankly, with the number of pickup trucks at our disposal, short distance, and relative lack of junk I don't think a box truck is even remotely necessary, however SWMBO disagrees because reasons. I'd rather just pay for the damn truck than argue with her. Plus, burnouts in a box truck sound like heaps of fun. Maybe I should check the local rally x schedule while I'm at it ![](/media/img/icons/smilies/evil-18.png)
In reply to Furious_E:
Penske has AAA discounts. My daughter and S-I-L just moved some stuff back from WV and U-haul was much cheaper than the alternatives. I don't know about prices if its local.
UHaul is cheaper and OK for short drives. Penske has much better trucks from a reliability standpoint if you are doing a longer move..
Still waiting for closing.. It's now 9/1.. Come on.. 3 car garage.
Congrats on the the house. I am dreaming of a large detached garage and hope to move in the next few months to a larger house with less property tax and a much better cost of living. Hope the closing goes smoothly.
In reply to spear322:
Thanks yes.. I just moved to a place with lower COL and it's WONDERFUL...
Everything is cheaper.. I didn't get a big bump in salary moving out here, but am able to ride the cost of living decrease to make it work out well.
My house payment is $800/month cheaper than my rent in Seattle. So, Just do it!
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)
Go keys today.. This is how I feel. Closing was OK.. Rates are good 3.125 with a 3.4 apr... All costs paid by relo company.. :-)
Congratulations! I'm wondering if I'll find my way to Seattle in the near future to work at the mothership.
Congrats. Pic isn't working btw.
![](https://cdn.meme.am/instances/500x/71492676.jpg)
thats what I wanted to post..