New issues for the period 5 December – 12 December 2017 including: AMP Bank, ANZ, ETSA Utilities, L-Bank, Macquarie, NIB, Pepper, Province of Alberta, Qudos Mutual, Rentenbank, SAFA, Think Tank and Vodafone
AMP Bank (AMP)
AMP issued a new, A$1.1bn residential mortgage backed securities transaction, Progress 2017-2, on 7 December 2017.
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)
ANZ Banking Group (ANZ)
ANZ priced an increase to its 2021 floating rate note on 12 December 2017.
Volume: A$250m
Total outstanding in the line: A$2.65bn
Coupon type: FRN
Coupon rate: 3m BBSW +118bps
Issue/re-offer price: 101.738% (plus 0.551% accrued)
Margin to swap: 63bps/3m BBSW
Maturity date: 7 April 2021
ETSA Utilities Finance (ETSA)
ETSA issued a new, A$100m six year floating rate note on 6 December 2017.
Volume: A$100m
Total outstanding in the line: A$100m
Coupon type: FRN
Coupon rate: 3m BBSW +104bps
Issue/re-offer price: par
Margin to swap: 104bps/3m BBSW
Maturity date: 13 December 2023
L-Bank
L-Bank issued a new, A$100m kangaroo bond on 8 December 2017.
Volume: A$100m
Total outstanding in the line: A$100m
Coupon type: fixed
Coupon rate: 2.7%
Issue/re-offer price: 99.658%
Issue yield: 2.7675%
Margin to swap: 51bps/s-q
Margin to ACGB: 56.25bps/April 2023
Maturity date: 19 June 2023
Macquarie Group (Macquarie)
Macquarie issued a new, A$1bn multi tranche domestic bond on 8 December 2017.
Five year non call four year fixed
Volume: A$425m
Total outstanding in this line: A$425m
Maturity date: 15 December 2022
Call date: 15 December 2021
Coupon rate: 3.25%
Issue/re-offer price: 99.948%
Issue yield: 3.264%
Margin to swap: 115/s-q
Five year non call four year FRN
Volume: A$325m
Total outstanding in this line: A$325m
Maturity date: 15 December 2022
Call date: 15 December 2021
Coupon rate: 3m BBSW +115bps
Issue/re-offer price: par
Margin to swap: 115bps/3m BBSW
10 year fixed
Volume: A$250m
Total outstanding in this line: A$250m
Maturity date: 15 December 2027
Coupon rate: 4.15%
Issue/re-offer price: 99.595%
Issue yield: 4.20%
Margin to swap: 162bps/3m BBSW
Maturity date: 15 December 2021
Nordic Investment Bank (NIB)
Nordic Investment Bank priced an increase to its 2027 kangaroo bond on 6 December 2017.
Volume: A$40m
Total outstanding in the line: A$150m
Coupon type: fixed
Coupon rate: 3.3%
Issue/re-offer price: 102.585% (plus 1.067% accrued)
Issue yield: 2.99%
Margin to swap: 44bps/s-q
Margin to ACGB: 51.75bps/Apr 2027
Maturity date: 16 August 2027
Pepper Australia (Pepper)
Pepper issued a new, A$400m residential mortgage backed securities transaction, Pepper I-Prime 2017-3 Trust, on 7 December 2017.
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)
Province of Alberta (Alberta)
Alberta priced an increase to its 2028 kangaroo bond on 7 December 2017.
Volume: A$60m
Total outstanding in the line: A$310m
Coupon type: fixed
Coupon rate: 3.6%
Issue/re-offer price: 103.713%
Issue yield: 3.175%
Margin to swap: 60bps/s-q
Margin to ACGB: 62.5bps/May 2027
Maturity date: 11 April 2028
Qudos Mutual
Qudos Mutual issued a new, $25m one year floating rate note on 11 December 2017.
Volume: A$25m
Total outstanding in the line: A$25m
Coupon type: FRN
Coupon rate: 3m BBSW +85bps
Issue/re-offer price: par
Margin to swap: 85bps/3m BBSW
Maturity date: 14 December 2018
Rentenbank
Rentenbank priced an increase to its 2028 kangaroo bond on 6 December 2017.
Volume: A$50m
Total outstanding in the line: A$475m
Coupon type: fixed
Coupon rate: 3.25%
Issue/re-offer price: 101.491% (plus 0.554% accrued)
Issue yield: 3.08%
Margin to swap: 48bps/s-q
Margin to ACGB: 52.5bps/May 2028
Maturity date: 12 April 2028
South Australian Government Financing Authority (SAFA)
SAFA priced an increase to its 2026 syndicated select line on 12 December 2017.
Volume: A$750m
Total outstanding in the line: A$1.75bn
Coupon type: fixed
Coupon rate: 3%
Issue/re-offer price: 100.243% (plus 1.207% accrued)
Issue yield: 2.9675%
Margin to EFP: 40bps
Maturity date: 20 July 2026
Think Tank Commercial Property Finance (Think Tank)
Think Tank issued a new, A$300m commercial mortgage backed securities transaction, Think Tank Series 2017-1 Trust, on 7 December 2017.
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)
Vodafone Group (Vodafone)
Vodafone issued a new, A$1.15bn triple tranche kangaroo bond on 8 December 2017.
Five-year fixed
Volume: A$500m
Total outstanding in the line: A$500m
Coupon rate: 3.25%
Maturity date: 13 December 2022
Issue/re-offer price: 99.966%
Issue yield: 3.2575%
Margin to swap: 105bps/s-q
Five-year FRN
Volume: A$200m
Total outstanding in the line: A$200m
Coupon rate: 3m BBSW +105bps
Maturity date: 13 December 2022
Issue/re-offer price: par
Margin to swap: 105bps/3m BBSW
10-year fixed
Volume: A$450m
Total outstanding in the line: A$450m
Coupon rate: 4.2%
Maturity date: 13 December 2027
Issue/re-offer price: 99.717%
Issue yield: 4.235%
Margin to swap: 165bps/s-q
Maturity date: 13 December 2022
Source: KangaNews