New issues for the period 24 October – 31 October 2017 including: ANZ, Ausgrid, Bluestone, Deutsche Bahn, Fonterra, Latitude, OCBC Sydney, Pepper, QTC, NRW, NTTC, NWB, Rentenbank, TCV, Westpac
ANZ Banking Group (ANZ)
ANZ issued a new, A$50m seven year domestic bond on 30 October 2017.
Volume: A$50m
Total outstanding in the line: A$50m
Coupon type: fixed
Coupon rate: 3.46%
Issue/re-offer price: par
Issue yield: 3.46%
Margin to swap: 85.5bps/s-q
Maturity date: 4 November 2024
Ausgrid Finance (Ausgrid)
Ausgrid issued a new, A$1.2bn dual tranche seven year domestic bond on 25 October 2017.
Seven year fixed
Volume: A$750m
Total outstanding in this line: A$750m
Coupon rate: 3.75%
Issue/re-offer price: 99.498%
Issue yield: 3.8325%
Margin to swap: 122bps/s-q
Seven year FRN
Volume: A$450m
Total outstanding in this line: A$450m
Coupon rate: 3m BBSW +122bps
Issue/re-offer price: par
Margin to swap: 122bps/3m BBSW
Maturity date: 30 October 2024
Bluestone Group (Bluestone)
Bluestone launched its latest residential mortgage backed securities transaction, the Sapphire XVII 2017-2 RMBS, on 30 October 2017. The transaction is for an indicative A$300m according to its arranger.
The Sapphire XVII 2017-2 RMBS indicative price guidance and structure is as follows:
![](data:image/png;base64,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)
Source: National Bank Australia
Deutsche Bahn Finance (DB)
DB issued a new, A$150m 15 year kangaroo bond on 23 October 2017.
Volume: A$150m
Total outstanding in the line: A$150m
Coupon type: fixed
Coupon rate: 4.05%
Issue/re-offer price: 99.922%
Issue yield: 4.057%
Margin to swap: 98bps/s-q
Margin to ACGB: 98bps/April 2033
Maturity date: 27 October 2032
Fonterra Co-operative Group (Fonterra)
Fonterra issued a new, A$300m ten year kangaroo bond on 27 October 2017.
Volume: A$300m
Total outstanding in the line: A$300m
Coupon type: fixed
Coupon rate: 4%
Issue/re-offer price: 99.065%
Issue yield: 4.115%
Margin to swap: 128bps/s-q
Maturity date: 2 November 2027
Latitude Finance Australia (Latitude)
Latitude is preparing its third asset backed securities deal of 2017 with expected ratings assigned to the forthcoming deal on 30 October 2017.
The Latitude Australia Personal Loans Series 2017-1 Trust indicative structure is as follows:
![](data:image/png;base64,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)
Source: Moody's Investors Service, Fitch Ratings
NRW Bank (NRW)
NRW issued a new, A$100m 10.5 year kangaroo bond on 26 October 2017.
Volume: A$100m
Total outstanding in the line: A$100m
Coupon type: fixed
Coupon rate: 3.5%
Issue/re-offer price: 99.478%
Issue yield: 3.56%
Margin to swap: 70bps/s-q
Margin to ACGB: 75.25bps/May 2028
Maturity date: 8 May 2028
Northern Territory Treasury Corporation (NTTC)
NTTC issued a new, A$500m domestic bond on 24 October 2017.
Volume: A$500m
Total outstanding in the line: A$500m
Coupon type: fixed
Coupon rate: 3.5%
Issue/re-offer price: 99.782% (plus 0.096% accrued)
Issue yield: 3.525%
Margin to EFP: 72bps
Margin to ACGB: 70.75bps/May 2028
Maturity date: 21 April 2028
NWB Bank (NWB)
NWB priced an increase to its 2027 kangaroo bond on 24 October 2017.
Volume: A$25m
Total outstanding in this line: A$450m
Coupon type: fixed
Coupon rate: 3.5%
Issue/re-offer price: 100.756%
Issue yield: 3.4075%
Margin to swap: 62bps/s-q
Margin to ACGB: 68.25bps/April 2027
Maturity date: 20 July 2027
Oversea Chinese Banking Corporation Sydney Branch (OCBC Sydney)
OCBC Sydney priced an increase to its 2020 floating rate note on 30 October 2017.
Volume: A$200m
Total outstanding in this line: A$500m
Coupon type: FRN
Coupon rate: 3m BSW +60bps
Issue/re-offer price: 100.228% (inc. 0.195% accrued)
Margin to swap: 59bps/3m BBSW
Maturity date: 6 October 2020
Pepper Australia (Pepper)
Pepper issued a new, A$600m nonconforming residential mortgage backed security, Pepper Residential Securities Trust No.19 on 26 October 2017.
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)
Queensland Treasury Corporation (QTC)
QTC issued a new, A$150m on two private placements on 30 October 2017.
First tap
Volume: A$135m
Pricing date: 27 October 2017
Settlement date: 3 November 2017
Coupon type: fixed
Coupon rate: 4.2%
Issue/re-offer price: 98.666% (plus 0.856% accrued)
Issue yield: 4.28%
Margin to ACGB: 70bps/March 2047
Second tap
Volume: A$15m
Pricing date: 30 October 2017
Settlement date: 6 November 2017
Coupon type: fixed
Coupon rate: 4.2%
Issue/re-offer price: 100.163% (plus 0.89% accrued)
Issue yield: 4.19%
Margin to ACGB: 70bps/March 2047
Maturity date: 20 February 2047
Rentenbank
Rentenbank priced an increase to its 2028 kangaroo bond on 25 October 2017.
Volume: A$75m
Total outstanding in the line: A$250m
Coupon type: fixed
Coupon rate: 3.25%
Issue/re-offer price: 99.297% (plus 0.179% accrued)
Issue yield: 3.33%
Margin to swap: 49bps/s-q
Margin to ACGB: 52.75bps/May 2028
Maturity date: 12 April 2028
Treasury Corporation of Victoria (TCV)
TCV issued a new, A$100m 30 year syndicated bond on 30 October 2017.
Volume: A$100m
Total outstanding in the line: A$100m
Coupon type: fixed
Coupon rate: 4%
Issue/re-offer price: 99.913%
Issue yield: 4.005%
Margin to ACGB: 51.25bps/March 2047
Maturity date: 6 November 2047
Westpac Banking Corporation (Westpac)
Westpac issued a new, A$2.25bn five year senior bond on 25 October 2027.
Five year fixed
Volume: A$300m
Total outstanding in this line: A$300m
Coupon rate: 3.125%
Issue/re-offer price: 99.714%
Issue yield: 3.1875%
Margin to swap: 81bps/s-q
Five year FRN
Volume: A$1.95bn
Total outstanding in this line: A$1.95bn
Coupon rate: 3m BBSW +81bps
Issue/re-offer price: par
Margin to swap: 81bps/3m BBSW
Maturity date: 2 November 2027
Source: KangaNews