Forecast of December average: 0,550 (Reliability: 90%)
Oficial value of day 27/12/12: 0,543 (-0,184%)
Comments: Today decreases one thousandth, and practically the rest of the Euribor types with a slightly changes compared yesterday values, the Euribor at 1 week which decreases 1 thousandth too: 0,089 (-1'1%). The next update will be done tomorrow around 13:50 hours.
(At the end of this info. you will find Euribor from 1 week to 11 months)
__Date___Interest rate_
03/12/2012 0,574 =0,000 -> Reduction compared prev.day:=0,000%
04/12/2012 0,574 =0,000 -> Reduction compared prev.day:=0,000%
05/12/2012 0,573 -0,001 -> Reduction compared prev.day:-0,174%
07/12/2012 0,558 -0,012 -> Reduction compared prev.day:-2,105%
10/12/2012 0,547 -0,011 -> Reduction compared prev.day:-1,971%
11/12/2012 0,540 -0,007 -> Reduction compared prev.day:-1,280%
12/12/2012 0,540 =0,000 -> Reduction compared prev.day:=0,000%
13/12/2012 0,539 -0,001 -> Reduction compared prev.day:-0,185%
14/12/2012 0,537 -0,002 -> Reduction compared prev.day:-0,371%
17/12/2012 0,539 +0,002 -> Increase compared prev. day:+0,372%
18/12/2012 0,540 +0,001 -> Increase compared prev. day:+0,186%
19/12/2012 0,542 +0,002 -> Increase compared prev. day:+0,370%
20/12/2012 0,543 +0,001 -> Increase compared prev. day:+0,185%
21/12/2012 0,543 =0,000 -> Increase compared prev. day:=0,000%
24/12/2012 0,544 +0,001 -> Increase compared prev. day:+0,184%
27/12/2012 0,543 -0,001 -> Reduction compared prev.day:-0,184%
28/12/2012 0,544 Theorical expected value
31/12/2012 0,545 Theorical expected value
03/12/2012 0,574 =0,000 -> Reduction compared prev.day:=0,000%
04/12/2012 0,574 =0,000 -> Reduction compared prev.day:=0,000%
05/12/2012 0,573 -0,001 -> Reduction compared prev.day:-0,174%
07/12/2012 0,558 -0,012 -> Reduction compared prev.day:-2,105%
10/12/2012 0,547 -0,011 -> Reduction compared prev.day:-1,971%
11/12/2012 0,540 -0,007 -> Reduction compared prev.day:-1,280%
12/12/2012 0,540 =0,000 -> Reduction compared prev.day:=0,000%
13/12/2012 0,539 -0,001 -> Reduction compared prev.day:-0,185%
14/12/2012 0,537 -0,002 -> Reduction compared prev.day:-0,371%
17/12/2012 0,539 +0,002 -> Increase compared prev. day:+0,372%
18/12/2012 0,540 +0,001 -> Increase compared prev. day:+0,186%
19/12/2012 0,542 +0,002 -> Increase compared prev. day:+0,370%
20/12/2012 0,543 +0,001 -> Increase compared prev. day:+0,185%
21/12/2012 0,543 =0,000 -> Increase compared prev. day:=0,000%
24/12/2012 0,544 +0,001 -> Increase compared prev. day:+0,184%
27/12/2012 0,543 -0,001 -> Reduction compared prev.day:-0,184%
28/12/2012 0,544 Theorical expected value
31/12/2012 0,545 Theorical expected value
This is an example with the interest rate showed above:
A mortgage of 180.000 €.
Quantity added by the bank to the official interest rate: + 0,5
Mortgage years: 30.
The monthly payment will be: 582,85 €.
Compared one year ago, in December'11 (2,004%): 711,59 €
Expected monthly savings will be: 128,75 €.
Expected yearly savings will be: 1545 € (-18,09%)
A mortgage of 180.000 €.
Quantity added by the bank to the official interest rate: + 0,5
Mortgage years: 30.
The monthly payment will be: 582,85 €.
Compared one year ago, in December'11 (2,004%): 711,59 €
Expected monthly savings will be: 128,75 €.
Expected yearly savings will be: 1545 € (-18,09%)
(The monthly payments are calculated using the french metod type)
Euribor from 1 week to 12 months of 27/12/2012:
1 we. | 2 we. | 3 we. | 1 mo. | 2 mo. | 3 mo. | 4 mo. |
0,089 | 0,092 | 0,099 | 0,111 | 0,148 | 0,185 | 0,228 |
5 mo. | 6 mo. | 7 mo. | 8 mo. | 9 mo. | 10 mo. | 11 mo. |
0,277 | 0,319 | 0,360 | 0,398 | 0,431 | 0,471 | 0,509 |
12 mo. | ||||||
0,543 |
Real average of Euribor of the current month from 1 week to 12 months:
1 w(av) | 2 w(av) | 3 w(av) | 1 m(av) | 2 m(av) | 3 m(av) | 4 m(av) |
0,079 | 0,087 | 0,096 | 0,111 | 0,147 | 0,185 | 0,227 |
5 m(av) | 6 m(av) | 7 m(av) | 8 m(av) | 9 m(av) | 10m(a) | 11m(a) |
0,278 | 0,324 | 0,365 | 0,404 | 0,436 | 0,477 | 0,514 |
12m(a) | ||||||
0,550 |
Note: On right you have a small application where you can calculate your mortgage monthly payment.
Published date: 27/12/2012 at 15:40
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