New issues for the period 5 September – 11 September 2018 including: ADB, AMP, KBN, Liberty, NWB, Paccar, RedZed, Suncorp, TCV
Asian Development Bank (ADB)
ADB priced a, A$325m increase to its September 2023 kangaroo bond on 5 September 2018.
Volume: A$325m
Total outstanding in this line: A$675m
Coupon type: fixed
Coupon rate: 4.5%
Issue/re-offer price: 108.883%
Issue yield: 2.5875%
Margin to swap: 37bps/s-q
Margin to ACGB: 42.25bps/April 2023
Maturity date: 5 September 2023
AMP Bank (AMP)
AMP issued a, A$400m three year domestic floating rate note on 4 September 2018.
Volume: A$400m
Total outstanding in the line: A$400m
Coupon type: floating rate note
Coupon rate: 3m BBSW +108bps
Issue/re-offer price: par
Margin to swap: 108bps/3m BBSW
Maturity date: 4 September 2018
Kommunalbanken Norway (KBN)
KBN printed a, A$50m tap of its April 2021 kangaroo bond on 6 September 2018.
Volume: A$50m
Total outstanding in this line: A$700m
Coupon type: fixed
Coupon rate: 6.5%
Issue/re-offer price: 110.331%
Issue yield: 2.3475%
Margin to swap: 34bps/s-q
Margin to ACGB: 34.65bps/May 2021
Maturity date: 12 April 2021
Liberty Financial (Liberty)
Liberty priced a, A$100m increase to its June 2020 domestic line on 4 September 2018.
Volume: A$100m
Total outstanding in the line: A$300m
Coupon type: fixed
Coupon rate: 5.1%
Issue/re-offer price: 100.517% (plus 1.407% accrued)
Issue yield: 4.78%
Margin to swap: 280bps/s-q
Maturity date: 10 September 2018
NWB Bank (NWB)
NWB priced a, $A15m increase to its July 2028 kangaroo bond on 3 September 2018.
Volume: A$15m
Total outstanding in the line: A$1bn
Coupon type: fixed
Coupon rate: 3.45%
Issue/re-offer price: 102.521%
Issue yield: 3.15%
Margin to swap: 59bps/s-q
Margin to ACGB: 65.25bps/May 2028
Maturity date: 17 July 2028
Paccar Financial (Paccar)
Paccar priced a, A$150m four year domestic deal on 6 September 2018.
Volume: A$150m
Total outstanding in the line: A$150m
Coupon type: fixed
Coupon rate: 3%
Issue/re-offer price: 99.981%
Issue yield: 3.005%
Margin to swap: 85bps/s-q
Maturity date: 6 September 2018
RedZed Lending Solutions (RedZed)
RedZed launched its residential mortgage backed securities transaction, RedZed Trust Series 2018-1, on 11 September 2018. The forthcoming deal has an indicative total volume of A$375m and is expected to price on or before 13 September 2018.
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)
Source: Commonwealth Bank of Australia - 11 September 2018
Note: Commonwealth Bank of Australia is arranger for the transaction, as well as lead manager alongside National Australia Bank.
Suncorp Metway (Suncorp)
Suncorp priced a A$750m dual tranche five year covered bond on 6 September 2018.
Fixed rate tranche
Volume: A$550m
Total outstanding in the line: A$550m
Coupon rate: 3%
Issue/re-offer price: 99.954%
Issue yield: 3.01%
Margin to swap: 77bps/s-q
Maturity date: 13 September 2023
Floating rate note tranche
Volume: A$200m
Total outstanding in the line: A$200m
Coupon rate: 3m BBSW +77bps
Issue/re-offer price: par
Margin to swap: 77bps/3m BBSW
Maturity date: 13 September 2023
Treasury Corporation of Victoria (TCV)
TCV priced a, A$850m syndicated increase to its October 2028 line on 6 September 2018.
Volume: A$850m
Total outstanding in the line: A$4.117bn
Coupon type: fixed
Coupon rate: 3%
Issue/re-offer price: 100.693% (plus 1.197% accrued)
Issue yield: 2.92%
Margin to EFP: 36bps
Margin to ACGB: 36bps/November 2028
Maturity date: 20 October 2028
Source: KangaNews