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Portfolio Key Rate Shift Report

Wednesday, August 13, 2008

Key Rate Shift Analysis identifies the interest rate segment that represents more risk compared to other segments. It provides valuable information in relation to hedging decisions. Key rate shifts show how much a portfolio’s value changes when a single interest rate on the yield curve is lifted or dropped by 100 bps, leaving all other rates constant.

1. Total portfolio

PortfolioKeyRateSensitivity1.gif

Rate segmentCurrent value (NPV)Portfolio value after 100 bps downward shift of selected rate segmentPortfolio value after 100 bps upward shift of selected rate segmentKey rate sensitivity
1M -539 206 769-539 562 657-145 960
3M -538 901 858-539 819 324-402 628
6M -539 327 338-539 505 106-88 410
1Y -539 724 697-539 091 260325 437
2Y -540 718 842-538 142 1411 274 556
5Y -539 849 333-539 006 147410 549
7Y -539 436 646-539 397 90018 797
10Y -539 435 473-539 399 38617 310
15Y -539 424 391-539 409 8746 823
30Y -539 416 982-539 416 473224
Total-539 416 697  1 416 698

2. Loan porfolio

PortfolioKeyRateSensitivity2.gif

Rate segmentCurrent value (NPV)Portfolio value after 100 bps downward shift of selected rate segmentPortfolio value after 100 bps upward shift of selected rate segmentKey rate sensitivity
1M -533 775 949-534 507 390-299 957
3M -533 427 378-534 817 421-609 988
6M -534 034 593-534 378 380-170 947
1Y -534 211 084-534 203 5173 916
2Y -534 222 738-534 192 39615 037
5Y -534 236 887-534 179 42728 006
7Y -534 227 059-534 188 88518 548
10Y -534 225 904-534 190 34917 084
15Y -534 214 985-534 200 6826 751
30Y -534 207 686-534 207 184249
Total-534 207 433  -991 302

3. Derivatives portfolio

PortfolioKeyRateSensitivity3.gif

Rate segmentCurrent value (NPV)Portfolio value after 100 bps downward shift of selected rate segmentPortfolio value after 100 bps upward shift of selected rate segmentKey rate sensitivity
1M 4 782 8495 230 37121 107
3M 4 691 4435 389 563180 299
6M 5 048 3055 261 03751 773
1Y 4 640 1925 519 919310 655
2Y 2 803 1336 433 4411 224 177
5Y 4 456 0835 746 171536 907
7Y 5 209 210 5 209 2100
10Y 5 209 2105 209 2100
15Y 5 209 2105 209 2100
30Y 5 209 2105 209 2100
Total5 209 264  2 324 917

Conclusion

It can be concluded that maturities up to five years affect the portfolio’s net present value. The 2-year maturity bracket shows a positive change in portfolio net present value, which originates from a positive change of the derivatives’ value. If the 2-year interest rate, which shows the most significant change, is increased by 100 bps and all other rates remain constant, then the portfolio’s net present value increases by 1.2 million EUR.

InstrumentSum of interest cash flowsSingle instrument 's worst case scenario valueSingle instrument CFaRPortfolio CFaR
loan 13y quarterly 3m Euribor (amortizing)-25 827 045-27 412 639-792 797 
loan 15y semiannually 6m Euribor (amortizing)-49 812 260-51 774 739-490 620 
loan 11y quarterly 3m Euribor (amortizing)-21 066 642-22 466 053-233 235 
loan 9y semi-annually 6m Euribor (amortizing)-14 191 807-15 124 748-116 618 
loan 6y quarterly 3m Euribor (amortizing)-36 725 221-39 428 704-270 348 
loan 13y seminannually 6m Euribor (amortizing)-673 920-755 118-6 766 
total loans
-148 296 896
-156 961 999
-8 665 103
-5 776 735
IRS 6y @3.8% semiannually2 863 7822 033 820-76 157 
IRS 8y @4.5% seminannually2 594 4491 758 880-57 819 
total derivatives
5 458 231
3 792 700
-1 665 531
-1 110 354
total
-142 838 665
-153 169 299
-10 330 634
-6 887 089

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