Svanur ehf. issued an extraordinary bond five years ago. This bond was for $8$ years. The bond was $10$ million. ISK at nominal value and it bears $6\%$ interest. The first $4$ years are only interest payments from the bond. After that, annual installments of the letter are paid ie$.$ ISK $2\mathrm{.}5$ million per year, for four years, plus annual interest payments. Now $5$ years have passed. There are three payments left on the bond. What are the bonds worth now if the required yield is $4\mathrm{.}0\%?$