Description
Aviclara wrote a negative post on AVP common stock on 1/6/16. I recommend readers look to that note for further background. I generally agree with his/her note, but I do believe AVP’s 2018 bonds look attractive and don’t think the two recommendations are mutually exclusive.
Recommendation: Buy AVP March 2018 Notes (054303AU6) and a smaller position in July 2018’s (054303AR3)
What’s Happened:
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12/17/2015 Avon announced that they signed a definitive agreement with Cerberus for a capital infusion.
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AVP NA will be separated into a privately owned entity, Cerberus will own 80.1%, AVP will own 19.9%. $230 million of long-term liabilities (mainly pensions) will be passed onto AVP NA, along with $100 million in cash from AVP. For this business, Cerberus will pay $170 million to AVP NA (not AVP).
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In addition to the North American business transaction, AVP will receive $435 million from the issuance of convertible perpetual preferred securities to Cerberus. They have a 5% coupon, and can be converted at $5.00 per share (forced conversion at $10). The coupon is deferrable through the first seven years (or subject to penalty interest thereafter). The company can elect to pay the coupon in cash, non-convertible/non-voting Series D preferred stock, or common stock.
Use of Proceeds:
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In the press release announcing the agreement, Avon stated the following: of the proceeds, “$250 million may be used to opportunistically reduce debt”.
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During the conference call associated with this transaction, James Scully, CFO stated the following: “The way I was thinking about it, that you look at the 2018 maturities, we have $500 million of maturities there. To be able to take care of one tranche with this infusion of capital would be important.”
Post Deal Liquidity:
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)
2018 Bonds:
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054303AU6- $250 million outstanding, 5.75% coupon, currently trading around $85.
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054303AR3- $250 million outstanding, 4.20% coupon, currently trading around $75.
Thesis:
Why even pay down debt? The company has a fair amount of cash and liquidity (though major reinvestment is required). The company recently (June 2015) obtained a secured revolver, which has looser covenants than their previous unsecured revolver. The company may potentially breach the covenants at some point in 2016. The major friction point is the Leverage Ratio. The financial ratio schedules are as follows:
![](data:image/png;base64,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)
I think $460 million in EBITDA in 2016 is a moderately bullish estimate. Using this EBITDA and the current debt outstanding ($2.3 billion as of Q3 2015), by YE 2016 the leverage ratio would be greater than 5.0x.
Since it is a gross leverage ratio they are under pressure to pay down some debt.
I believe that AVP is going to likely tender, and/or, possibly redeem one of these securities. If they are going to redeem, the March bonds would be preferred, since they carry a higher coupon and mature 4.5 months earlier (though slightly more expensive to buy using make-whole premium). If they were to tender for the some of the bonds, my conviction declines on which 2018 maturity they choose. The July bonds trade at a higher yield-to-maturity and it would be advantageous for AVP to buy this maturity if they are time agnostic…but AVP doesn’t have this luxury. There is a non-zero probability that AVP buys the July bonds, in my opinion.
AVP could buy the bonds in the open market, but, this is difficult given the liquidity of the issues and the timeline.
The Risk/Reward-
March 2018’s-
The most likely scenario is a 5pt tender (estimate), in my opinion:
![](data:image/png;base64,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)
Assuming the bond is redeemed @ the make whole price on 4/1, this would be the expected return:
![](data:image/png;base64,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)
I use the 2019’s for downside expectations which currently yield around 18%. A lower yield is likely appropriate for the shortest maturity, so I will use 17%. This is the downside return scenario for the March 2018’s, if on 4/1 the deal falls through or they buy the July 2018’s instead:
![](data:image/png;base64,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)
July 2018’s-
![](data:image/png;base64,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)
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)
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)
Obviously my downside scenarios are based on the March 2019’s as of today…..while the yield on those has been anything but consistent:
![](data:image/png;base64,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)
Nonetheless, I think the risk/reward is favorable. I have a position with 75% March bonds and 25% July bonds.
I do not hold a position with the issuer such as employment, directorship, or consultancy.
I and/or others I advise hold a material investment in the issuer's securities.
Catalyst
- Debt paydown post Cerberus deal (expected before May)