Rates and 2014
Rates will probably close 2013 at their 2nd highest levels, not too much happening this week to affect rates but the economic numbers that did come in all were positive for the economy:
-Personal spending up 0.5%, in line with estimates.
-Consumer Sentiment at 82.5, high number, good for economy.
-Durable goods up 3.5% vs est. of 2.0, very good for economy.
-New home sales 464K vs est. of 445K.
-Jobless claims 338K vs 345K
So this week we saw all economic news good for the economy, but rates were pretty much flat. To be expected for the last week of the year, not many traders working.
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)
Next week is also pretty light, so it is a good time to lock.
Now the BIG question, my all-important predictions for 2014:
-Home prices will stabilize, with only modest increases in the valley, I would say somewhere between 5-8%
-Rates, oh boy, this is a tough one, but I suspect we will see 5% in the next 2-3 months. And if the Fed keeps drawing down their QE3 all year, I suspect Mid 5’s by late spring and early summer, and high 5’s by the end of the year.
As I have stated before, 6% is not a bad rate. If the Fed continues with their set amount, they will be out of the business in 9 months, which is September. Once they are out of the market, rates will flow naturally, and that is when we will be in the 6% range.
But I suspect that the Fed will hold back 1 or 2 months, which will put us into 2015.
6% is not a bad rate.
-New home construction, we will continue to see weakness here, as home prices continue to rise and more and more people are able to sell. We will see the builders in the “move up” category do pretty well, while the 1st Time Home Buyer Builder will see a dramatic slowdown due to higher rates, had tougher lending guidelines.
-Existing home sales, here is where I see the spike and more and more owners “surface” from their underwater prices. These people are sick of their home, which they have been “Stuck” in for the last 5 years. Here is where we will see the biggest jump. Thus builders of “move up” homes will take advantage.
-Lending guidelines, it is definitely going to be significantly tougher to get loans for 1st time home buyers or people with challenges. But when a need is created, it is filled. I foresee the rise of Sub-Prime mortgages, and I also see lenders releasing HELOC’s and 2nd mortgage more and more.
G-Fee update
Well the government has decided to delay the G-Fee increase, until Rep. Watt gets into office and takes over the HFA.
This fee would of increased rates anywhere from .125 to .25 in March. So good for him. This fee was specifically to increase profit for Fannie and Freddie, which by my last account made BILLIONS in profit last quarter. Sometimes capitalism really sucks.
HUD Condo Approval
This come up about each and every quarter. In order for a Condo to get any type of Government Financing, i.e. FHA, VA or RD. The Condo association needs to be HUD approved. Without HUD approval, the loan is a NO GO.
You can look up to see if the Condo is HUD approved by going to the link below, easy to use, and will save you quite a bit of head ach down the road:
https://entp.hud.gov/idapp/html/condlook.cfm
If the Condo is not approved, it takes about 3 months and lots of paperwork.
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