Narrative
Full Description
Project narrative
On August 10, 2003, a syndicate of 22 banks — including the Bank of China (BOC) — signed a €2 billion EUR syndicated facility with Degussa AG — a German specialty chemicals company — for unspecified purposes. This loan was divided into two tranches: a €1 billion EUR tranche with a maturity period of one years and a €1 billion EUR tranche with a maturity period of five years. BOC contributed €75 million EUR as a co-arranger. In addition to BOC, the following lenders contributed the respective amounts to the loan syndicate in the respective amounts: BNP Paribas S.A. (€150 million EUR as mandated lead arranger), Commerzbank AG (€150 million EUR as mandated lead arranger and bookrunner), Dresdner Kleinwort Wasserstein (€150 million EUR as mandated lead arranger), JPMorgan Chase Bank, N.A. (€150 million EUR as mandated lead arranger), ABN Amro Bank N.V. (€150 million EUR as an arranger), Barclays Capital (€150 million EUR as an arranger), Bayerische Landesbank (BayernLB) (€150 million EUR as an arranger), Citigroup (€150 million EUR as an arranger), Deutsche Bank (€150 million EUR as an arranger), Landesbank Hessen-Thüringen (Helaba) (€150 million EUR as an arranger), Landesbank Baden-Württemberg (LBBW) (€150 million EUR as an arranger), Morgan Stanley (€150 million EUR as an arranger), WestLB AG (€150 million EUR as an arranger), Bank One Corporation (€75 million EUR as an co-arranger), Crédit Industriel et Commercial (CIC) (€75 million EUR as an co-arranger), Fortis Bank (€75 million EUR as an co-arranger), HSBC Bank Plc (€75 million EUR as an co-arranger), HypoVereinsbank (HVB) (€75 million EUR as an co-arranger), ING Group N.V. (€75 million EUR as an co-arranger), Mizuho Bank (€75 million EUR as an co-arranger), and Standard Chartered Bank PLC (€75 million EUR as an co-arranger). The loan was oversubscribed in syndication but not increased.
Staff comments
1. It is unclear whether BOC contributed to each tranche. For the time being, AidData has coded the maturity period of this record by taking the average of the two maturities [(1 + 5) / 2 = 3].