New issues for the period 15 November – 21 November 2017 including: CCB, Challenger, CBA, KBN, Latitude, Lloyds, ME Bank, Mercedes, NWB, QMS, Toyota, Westpac
China Construction Bank Sydney Branch (CCB)
CCB issued a new, $400m domestic bond on 15 November 2017.
Volume: A$400m
Total outstanding in the line: A$400m
Coupon type: FRN
Coupon rate: 3m BBSW + 95bps
Issue/re-offer price: par
Margin to swap: 95bps/3m BBSW
Maturity date: 24 November 2020
Challenger Life Company (Challenger)
Challenger issued a new, $400m domestic Tier 2 bond on 16 November 2017.
Volume: A$400m
Total outstanding in this line: A$400m
Coupon type: FRN
Coupon rate: 3m BBSW +210bps
Issue/re-offer price: par
Margin to swap: 210bps/3m BBSW
Maturity date: 24 November 2042
Commonwealth Bank of Australia (CBA)
CBA issued a new, A$2.65bn residential mortgage backed securities transaction on 17 November 2017.
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)
Kommunalbanken Norway (KBN)
KBN priced an increase to its 2032 kangaroo bond on 15 November 2017.
Volume: A$70m
Total outstanding in the line: A$120m
Coupon type: fixed
Coupon rate: 3.74%
Issue/re-offer price: 102.545%
Issue yield: 3.51%
Margin to swap: 63.5bps/s-q
Margin to ACGB: 83.25bps/April 2029
Maturity date: 19 January 2032
Latitude Finance Australia (Latitude)
Latitude issued a new, $651m debut public personal loan asset backed security on 17 November 2017.
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)
Lloyds Banking Group (Lloyds)
Lloyds issued a new, $450m ten year kangaroo bond on 15 November 2017.
Volume: A$450m
Total outstanding in the line: A$450m
Coupon type: fixed
Coupon rate: 4.25%
Issue/re-offer price: 99.116%
Issue yield: 4.36%
Margin to swap: 167bps/s-q
Maturity date: 22 November 2027
ME Bank
ME Bank issued a new, $200m perpetual AT1 bond on 16 November 2017.
Volume: A$200m
Total outstanding in this line: A$200m
Coupon type: FRN
Coupon rate: 3m BBSW +525bps
Issue/re-offer price: par
Margin to swap: 525bps/3m BBSW
Call date: 28 November 2022
Mercedes-Benz Australia (Mercedes)
Mercedes issued a new, A$100m euro medium term note on 15 November 2017.
Volume: A$100m
Total outstanding in the line: A$100m
Coupon type: fixed
Coupon rate: 2.625%
Issue/re-offer price: 99.813%
Issue yield: 2.691%
Margin to swap: 60bps/s-q
Maturity date: 24 November 2020
NWB Bank (NWB)
NWB priced an increase to its 2027 kangaroo bond on 13 November 2017.
Volume: A$30m
Total outstanding in this line: A$505m
Coupon type: fixed
Coupon rate: 3.5%
Issue/re-offer price: 101.64%
Issue yield: 3.3%
Margin to swap: 63bps/s-q
Margin to ACGB: 73bps/April 2027
Maturity date: 20 July 2027
QMS Media (QMS)
QMS issued a new, $70m five year domestic bond on 15 November 2017.
Volume: A$70m
Total outstanding in the line: A$70m
Coupon type: fixed
Coupon rate: 7%
Issue/re-offer price: par
Issue yield: 7%
Margin to swap: ND
Maturity date: 21 November 2022
Toyota Finance Australia (Toyota)
Toyota issued a new, A$150m five year euro medium term note on 14 November 2017.
Volume: A$150m
Total outstanding in the line: A$150m
Coupon type: fixed
Coupon rate: 2.875%
Issue/re-offer price: 99.523%
Issue yield: 2.979%
Margin to swap: 70bps/s-q
Maturity date: 21 November 2022
Westpac Banking Corporation (Westpac)
Westpac priced an increase to its floating rate note on 17 November 2017.
Volume: A$150m
Total outstanding in the line: A$3.05bn
Coupon type: FRN
Coupon rate: 3m BBSW + 108bps
Issue/re-offer price: 101.495% (plus 0.175% accrued)
Margin to swap: 55bps/3m BBSW
Maturity date: 28 October 2020
Source: KangaNews