Description
Greencore
Greencore has been written up a number of times on VIC. I recommend reading posts from OMC in 2017 and jared890 in 2012/2011 for further background. We thought it was appropriate to write up again given the fundamental change in the story. Greencore's financial year ends 9/30 and the company just reported financial results for FY18 on 12/4.
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)
Summary: I recommend a long position in Greencore, a UK-based food manufacturer that supplies sandwiches, sushi, salads, and other convenience food primarily to UK grocery and convenience stores. Greencore recently divested their US-assets at a price that we think is attractive; however, shares reacted negatively to the announcement. As a result of the sale and the subsequent share price reaction, we believe the valuation for the remaining UK-based business is compelling at current prices. We think Greencore can more than double unlevered free cash flow through FY21 through a combination of organic growth, declining investment spend, and M&A potential, which you can buy today at less than 10x forward earnings. Our price target is 280p per share based on 15x FY21 unlevered FCF – ~2.50p share price and ~30p dividend for ~55% upside for an IRR of 28% through the end of FY20. We think this return is asymmetric and protected by Greencore’s strong balance sheet, stable end-market demand, consolidating competitive set, and upcoming capital return.
Background
Greencore’s stock has been an extremely controversial and poor performing over the last few years. The company’s expansion in America was the center of these problems, with many questioning management’s credibility and capability as the company struggled to generate an adequate return on capital in the US. Frustration boiled over in March 2018 when the company issued a profit warning, taking down earnings estimates by 7% because of low utilization of plants in the US. Investors took the announcement as an indictment of Greencore’s US strategy and shares fell 30% on the day and nearly 50% for the year to ~125p, which was ~8.5x ntm earnings. Shares bounced back to 180p over the last few months as results stabilized.
On October 15th, Greencore announced that it would sell their US assets to Hearthside, which operates a similar business model to the US business they acquired in 2016, Peacock, and is backed by Charlesbank, the private equity firm that sold Peacock to Greencore in 2016. The sale of the US was a complete ‘180’ from recent commentary from management that defended the acquisition and the company’s presence in the US. The US business was sold for $1,075mn (net proceeds of 802mn gbp), which was a 16.3x FY19 consensus US EBITA. The remaining UK business now trades (FY19 numbers) for 11x levered free cash flow, ~9x earnings, and ~9x EBITA, and will have 1.4x ND/FY19 EBITDA with a leverage target of 1.5-2.0x. We believe this opportunity exists for three reasons: 1) capital return has been an overhang for tax reasons and valuation optics; 2) Brexit-fears causing institutional investors to avoid the UK equity market; and 3) GNC’s valuation being anchored by Bakkavor, despite Bakkavor being illiquid, and controlled as well as having slower growth prospects, lower economic returns, and manufacturing assets that have a greater need for investment.
Investment Thesis
- Divestment of US assets has refocused the company on the UK food market, where current management has a strong track record
- Attractive returns are underpinned by a business model featuring complex distribution, high segment market share, embedded relationship in customers and high sales density
- Greencore’s UK business has proven to be resilient and benefits from a number of long-term trends benefiting convenient and private label food consumption
- Greencore is exiting an investment period and will be generating significant free cash flow that can be attractively redeployed through capex / M&A or returned to shareholders
- Operating margin pressure from inflation will be offset by productivity, pricing, and cost rationalization initiatives
Investment Thesis
Refocused management is investing in UK, where they have a strong track record
- Management was distracted: US business had no synergies (no common customers, production process, suppliers, distribution, or geography) and was a distraction over the last few years
- Group CEO, Patrick Coveney was recently spending 50% of his time in the US, which means that he was spending far less than 50% in the UK given his group-level responsibilities
- Nearly all incremental investment went to the US over the past few years. The US had represented 95%+ of non-current asset growth since 2011, causing UK assets to grow at just ~1.5% per annum over this period
- US expansion was a mistake but not a deal-breaker: While the US expansion strategy clearly didn’t have the desired outcome, we think the sale of their US business debunks any empire-building reputation that may be placed on management
- Management was willing to do the right thing for shareholders even though they would face criticism for ‘back pedaling’ on their strategy in the US and operate a smaller company in the future (i.e.,anti-empire building)
- While the premium to invested capital was not above the company’s WACC, the sale at a premium indicates that management didn’t buy a lemon when it acquired Peacock and should mitigates criticism about capital allocation
- UK track record has been strong: Greencore’s UK results over the last seven years have shown management’s ability to deploy capital, resulting in steady growth, margin expansion, and improvement in returns.
- Since 2011, Greencore has grown revenues and operating profits at a low-double-digit rate while increasing non-current assets by less than 2%, nearly doubling pre-tax RONCA.
- Management accomplished this improvement through large, transformative acquisitions (Uniq), small, tuck-in deals (Sandwich Factory and Tasties), organic investment (Warrington), and divestitures of low-return assets (Cakes/Desserts).
Management has grown operating profit and improved returns in the UK
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)
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2. Attractive, double-digit ROIC in the UK is underpinned by the company’s business model
- OMC does a great job describing the UK business in his write up in 2017, which can be read here: https://valueinvestorsclub.com/idea/Greencore/140270#description
- We believe that Greencore’s mid-teens returns on capital in the UK can be sustained due to the company’s high relative market share in key categories, long-term customer relationships, and an increasing mix of higher-value activities with customers
- High Local Market Share: Greencore has been able to grow market share and establish leading position in key categories in the UK and Ireland. Current management has been deliberate about selecting product categories where Greencore can generate attractive returns while disposing of lower value business lines
- Greencore is #1 or #2 across the categories in which it operates
- In the company’s core sandwich business, Greencore has 60%+ market share in the grocery channel in the UK, which it increased from ~35% market share in 2011
- Greencore also has a cooking sauce business in which the company has sustained ~80% market share
- Increasing Value-add Activities: Greencore is increasing differentiated services within its customer base through direct distribution, new product development, and merchandising/ ordering
- Distribution: Greencore has taken on distribution responsibilities outside of Greencore’s food to go products for some of its customers
- While Greencore receives a lower-margin pick fee for distribution, we believe the real value for Greencore comes from increased switching costs
- Since 2014, volume through its direct to store distribution network has more than doubled from 120mn to 240mn+ units
- New Product Development: Greencore serves as a category captain and leads new product development efforts in the category for customers, increasing switching costs
- Ordering / Demand: In some cases, Greencore has taken over merchandising, assortment, and ordering functions. We believe these additional activities increase switching costs and drive some scale benefits in production and distribution
- Long-term Customer Relationships: Greencore has long-term customer relationships in the UK, most of which have spanned decades
- These relationships are cemented by long-term contracts: ~90% of Greencore’s UK sandwich revenue is under contract for at least the next three years, which has increased from 23% in 2012 and 58% in 2015
3. Greencore operates in attractive categories that benefit from changes to consumer behavior that should sustain market growth in the mid-single-digits
- Greencore operates in growing categories in the UK food to go market. Greencore’s primary end-market, Sandwiches, has been growing at a mid-single-digit rate, and other categories such as Sushi and Salads have been growing low-double digits
- Category and Channel Expansion Opportunity: Greencore has grown sales by an 11% CAGR over the last six years. Food-to-Go sales have grown even faster in recent periods, growing 17% p.a. from H1 2015 to H1 2018. We see scope for continued growth above market through expansion into other day parts, e.g. breakfast and ready meals as well as other channels c-store and coffee shops
- Greencore’s direct to store distribution improves its ability to serve customers that require daily deliveries and have a large number of sites e.g. coffee shops and convenience stores
- Strong Value Proposition for Customers: Fresh and prepared foods and Food to Go are attractive categories for Greencore’s customers, which has expanded Greencore’s shelf space. Both provide customers with better than average margins, and an opportunity to differentiate their brand with a private label offering
- Resilient Demand: Greencore’s core categories have shown resiliency in challenging economic periods. Greencore’s food to go business and the food to go market comped positively throughout the financial crisis
4. Step up in free cash flow generation and under-levered balance sheet creates a substantial capital allocation opportunity for M&A or further shareholder returns
- Pro Forma for the completed deal, Greencore has net leverage of 1.4x which is below target levels of 1.5x to 2.0x, i.e. potential for use of 50-125mn
- Exiting Investment Period Will Drive FCF: Greencore is exiting investment period where capex was 2x normal levels. Strategic capex has already started to step down in H2 in 2018, driving total capex in FY 18 to 61.6mn vs. 97.5mn in FY 17. Total capex will step down to ~40mn in FY19
- As a result, we see EBITDA-capex increasing ~2.75x from FY17 to FY19, resulting in ~90mn+ in LFCF and ~80mn in UFCF in FY19 on a fully-taxed basis assuming 10mn in exceptionals
- If the company were to take leverage to the high end of their target range by the end of FY19, Greencore could repurchase ~15% of shares outstanding in addition to the proposed tender, or complete a deal at 6-8x EBITDA that would increase Greencore’s EBITDA by 20%+
- Greencore’s CFO guided to ~40mn in UK capex starting in FY19 and stated that the group has enough capacity to support MSD growth through 2023
- Large Adjacent Market for M&A: Despite Greencore’s high market share in Sandwiches, Greencore has significant opportunities to expanded into adjacent categories the UK fresh and prepared foods market through M&A and organic investment
- Greencore’s strengths in distribution, sourcing, new product development and existing customer relationships create an attractive platform for acquisitions
- OC&C consultants identified 115 UK companies between 80-500mn in revenue in their 2016 report, which we believe fit the profile that Greencore will target. Aggregate sales for these companies are between 80-500mn in revenue are 22.5bn
- Within the family-owned and PE segment there were 9.8bn of sales across 56 companies for companies above 80mn GBP in revenue
- Smaller or overleveraged companies that are less equipped to endure financial pressure from Brexit may create attractive opportunities for acquisition or organic share gain
- We believe Greencore has a proven track record performing acquisitions of this size in the UK and will prudently deploy investor capital
- Premium Brand Holdings has proven the success of an acquisitive model in the North American market. PBH typically executes deals at 6.5x EBITDA
5. Operating profit pressure from inflation will be offset by productivity, pricing, category management, and cost rationalization initiatives
- Inflation Impact: Greencore faces inflation in both materials and labor, which inflated by 3% and 4% respectively in FY18. If inflation accelerates, Greencore may be unable to recover inflation from customers which would pressure operating profit
- Labor: Labor is 25% of Greencore’s cost of sales or 17% of total revenues. Labor inflation was 4% or ~10mn in FY18 . Management expects labor inflation to be slightly higher than 4% next year
- On Greencore’s most recent earnings call, the company highlighted benefits of productivity initiatives, which drove a 15-20% improvement in units per hour per worker
- Conversations with competitors indicate that the open book model makes it easier to recover labor inflation
- Materials: Raw materials are 75% of COGS or 51% of revenues. The company experienced 3% material inflation or 23mn in FY18
- The company has a variety of pricing and other mechanisms to offset raw material inflation with customers. Conversations with competitors confirm that raw material inflation is typically mechanically passed to consumers
- Greencore has a history of successfully passing through raw material inflation. In FY11, Greencore experienced a 50mn headwind from input cost inflation on a revenue base of ~730mn in the company’s convenience food division, which was successfully mitigated
- Improving Utilization: Greencore has excess capacity at facilities in the UK that support MSD revenue growth through FY23. Absorbing this capacity will benefit margins and profitability
- Category Management: Greencore exited its 125mn cakes and desserts business, which was zero margin, through the sale of a facility in February and the closure of another in June. These facility closures benefitted margins in the back half of the year, but had a limited impact on results due to the timing of the closures. Greencore has announced the closure of its facility in Kiveton to consolidate long-life ready meal production to a single facility, which impacts 15-20mn of low/no margin revenue, but has a limited impact on profitability
- Cost Rationalization: Greencore announced a productivity program focused on removing 15mn of gross costs from their UK business. Greencore believes it can capture 50% of the gross savings. We suspect that there are more opportunities to run leaner through productivity
- Consolidating Competitive Landscape: Within Greencore’s core sandwich category, there is only one core competitor, Samworth Brothers in the grocery channel. Samworth – recently acquired 2 Sister’s facility to grow its share of Tesco’s sandwich business. The consolidated competitive set limits alternatives for customers and should lower competition and pricing pressure within the industry
Financials
- We believe Greencore will grow underlying revenues mid-single digits and grow operating profit high-single digits by maintaining adjusted margins of 7.4% through FY21 as corporate overhead is reduced, productivity initiatives take shape, capacity gets absorbed, and inflation is passed to customers
- Greencore’s FY18 included additional corporate allocation due to the sale of the US division late in the year
- Management has explicitly stated that current capacity is adequate for mid-single digit growth through FY23, so we see scope for limited strategic capex through FY21, which drives our rationale for capex below 50mn through the forecasted period
Over the next 2 years, we expect Greencore to deploy at least 100mn through M&A and take advantage of low multiples in the UK, purchasing a company for ~6.5x EBITDA, which are typical acquisition multiples for Premium Brand Holdings in North America
- In our downside case, we model EBITA margins compressing below 2010-2012 average of ~6% for GNC’s convenience food division due to labor inflation and pricing headwinds
Declining capex will drive significant improvement in cash generation
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)
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Valuation
- Greencore’s UK stub trades implied at 7.0x UK EBITDA, which is a 2.0x+ turn to US private label food, and fresh convenience food manufacturers
- Greencore’s valuation appears to be an outlier on FCF or EBITDA-capex when considering that Greencore is exiting an investment period with growth being supported by capacity absorption
Comparable Companies – Greencore trades at a meaningful discount on cash metrics
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)
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Return Potential
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We believe Greencore will generate a 55% return in our base case when the market values Greencore at 15x FY21 UFCF, which is equivalent to 9.5x EBITDA and 12.1x earnings
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Additionally, we think an investment in Greencore has downside protection through stable demand for food to go, a strong balance sheet, and long term contracts as well as the upcoming tender offer, which will likely be done at a premium
We see potential for a 50%+ return based on 15x fully-taxed UFCF
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)
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Risk
- Brexit – The UK’s decision to exit the EU will impact labor and raw materials availability and inflation, both of which are important inputs for Greencore. If the company is unable to pass these costs onwards, then Greencore could see its margins squeezed.
- We believe that pressure on availability can actually catalyze demand for more outsourcing if customers are facing similar labor shortages.
- Greencore has the scale and balance sheet to invest in better automation, procurement, recruiting, and supply chains, where smaller competitors lack this capability
- Higher labor costs impact both Greencore and Food to Go competitors, including in-sourcing, limiting negotiating power for customers
- 80% of raw materials and packaging cost of sales are procured locally
- Food to Go items don’t have a fixed assortment, which allows Greencore to alter its menu to avoid raw materials with rapidly rising costs
- Brexit has the potential to lower asset prices and potentially impact Greencore’s competitors, which may create attractive M&A opportunities
- Customer Concentration – Greencore’s customer base is primarily large UK grocers. Greencore supplies these customers, predominantly through sole-source agreements. Losing one of these customers would be meaningful to revenues and profits
- Customer relationships have spanned decades and Greencore is deeply embedded in customers operations through new product development, distribution and other activities
- Capacity is tight in the UK and capacity growth for Samworths has been through the acquisition of existing, utilized facilities rather than new builds as well as distribution
- 90% of Greencore UK sandwich sales are in contracts for at least 3+ years with the average sandwich deal length now 4.4 years, increasing from 2 years in H1
- Customer consolidation – The UK grocery consolidated further as Sainsbury acquired ASDA in a recent M&A deal, which could cause pricing pressure
- We believe that grocer consolidation is unlikely to lower pricing for Greencore and other fresh food manufacturers. The category is very attractive for grocers as it drives traffic, creates an opportunity to distinguish the brand, and is higher margin than the rest of the business. The industry already operates on an open book model, so Sainsbury and ASDA know Greencore’s costs
- Additionally both Sainsbury and ASDA saw the rationale of consolidating spend under a sole supplier, so we don’t think they will elect to multi-source in the future.
- Finally, sandwich manufacturing is consolidating as well. Samworth Brothers recently acquired 2 Sister’s sandwich manufacturing facility, leaving Greencore and Samworths as the primary scaled sandwich manufacturers
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
- Brexit vote on 12/11
- Greencore announces pricing of tender offer
- Greencore reports FY19 results above forecast and proves cash generation capability after years of muted cash generation caused by strategic capex investment cycle and cash exceptional
- Management provides more details for investors into UK expansion strategy
- The company begins executing its capital allocation plan – repurchasing shares in addition to the tender offer or performing accretive M&A