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L\_2017020EN.01000201.xml


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| 25.1.2017 | EN | Official Journal of the European Union | L 20/2 |

---

Corrigendum to Regulation (EU) No 575/2013 of the European Parliament and of the Council of 26 June 2013 on prudential requirements for credit institutions and investment firms and amending Regulation (EU) No 648/2012

(
[Official Journal of the European Union L 176 of 27 June 2013](http://publications.europa.eu/resource/oj/JOL_2013_176_R_TOC)
)

(Corrected version in
[Official Journal of the European Union L 321 of 30 November 2013](http://publications.europa.eu/resource/oj/JOL_2013_321_R_TOC)
)

The following references are to the corrected version.

On page 38, Article 19(2), point (c):

for:

| | |
| --- | --- |
| ‘(c) | ... as far as the objectives of the supervision of credit institutions are concerned.’, |

read:

| | |
| --- | --- |
| ‘(c) | ... as far as the objectives of the supervision of institutions are concerned.’; |

on page 47, Article 36(1), point (j):

for:

| | |
| --- | --- |
| ‘(j) | the amount of items required to be deducted from Additional Tier 1 items pursuant to Article 56 that exceeds the Additional Tier 1 capital of the institution;’, |

read:

| | |
| --- | --- |
| ‘(j) | the amount of items required to be deducted from Additional Tier 1 items pursuant to Article 56 that exceeds the Additional Tier 1 items of the institution;’; |

on page 56, Article 56, point (e):

for:

| | |
| --- | --- |
| ‘(e) | the amount of items required to be deducted from Tier 2 items pursuant to Article 66 that exceed the Tier 2 capital of the institution;’, |

read:

| | |
| --- | --- |
| ‘(e) | the amount of items required to be deducted from Tier 2 items pursuant to Article 66 that exceeds the Tier 2 items of the institution;’; |

on page 132, Article 199(3), first subparagraph, point (a):

for:

| | |
| --- | --- |
| ‘(a) | losses stemming from loans collateralised by residential property up to 80 % of the market value or 80 % of the mortgage-lending-value, unless ...’, |

read:

| | |
| --- | --- |
| ‘(a) | losses stemming from loans collateralised by residential property up to 80 % of the market value or 80 % of the mortgage lending value, unless ...’; |

on page 132, Article 199(4), first subparagraph, point (a):

for:

| | |
| --- | --- |
| ‘(a) | losses stemming from loans collateralised by commercial immovable property up to 50 % of the market value or 60 % of the mortgage-lending-value do not exceed ...’, |

read:

| | |
| --- | --- |
| ‘(a) | losses stemming from loans collateralised by commercial immovable property up to 50 % of the market value or 60 % of the mortgage lending value do not exceed ...’; |

on page 181, Article 284(6), third sentence, the formula:

for:

‘
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)
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read:

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)
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