New issues for the period 13 June 2017 – 20 June 2017 including: Aurizon, Bank of Communications Sydney Branch, Columbus Capital, Inter-American Development Bank and Volkswagen Australia
Aurizon Network (Aurizon)
Aurizon issued a new, seven year domestic bond on 14 June 2017.
Volume: A$425m
Outstanding volume in this line: A$425m
Coupon type: fixed
Coupon rate: 4.00%
Issue/re offer price: 99.307%
Issue yield: 4.115%
Margin to swap: 177bps
Maturity date: 21 June 2024
Bank of Communications Sydney Branch (BoCom Sydney)
BoCom Sydney issued A$375m in a new floating rate note on 14 June 2017.
Volume: A$375m
Outstanding volume in this line: A$375m
Coupon type: floating rate note
Coupon rate: 3m BBSW +105bps
Issue/re offer price: par
Margin to swap: 105bps/3m BBSW
Maturity date: 21 September 2020
Columbus Capital (Columbus)
Columbus launched its latest Australian dollar denominated residential mortgage backed securities deal, Triton 2017-1, on 19 June. Indicative volume is set at A$350m.
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)
Inter-American Development Bank (IADB)
IADB issued a new 15 year kangaroo bond on 14 June 2017.
Volume: A$55m
Outstanding volume in this line: A$55m
Coupon type: fixed
Coupon rate: 3.29%
Issue/re offer price: 99.918%
Issue yield: 3.297%
Margin to ACGB: 52.2bps/April 2033
Maturity date: 28 June 2032
Volkswagen Financial Services Australia (Volkswagen Australia)
Volkswagen Australia issued A$500m in its domestic market return on 14 June 2017.
Volume: A$500m
Outstanding volume in this line: A$500m
Coupon type: fixed
Coupon rate: 2.95%
Issue/re offer price: 99.822%
Issue yield: 3.0125%
Margin to swap: 110bps
Maturity date: 22 June 2020
Source: KangaNews/FIIG Securities