Description
Investment Overview:
APi Group (APG) has been written up twice before on VIC but both previous pieces corresponded with very different opportunity sets as there has been significant change at the Company (and to the story) since then. While the first write up did discuss the unique strengths of the business, it was focused more on the near-term set up given distinct dynamics associated with APG’s entry to public markets (an illiquid, UK SPAC). The second write-up in mid-2021 was more of a brief overview of the business and management’s ability to grow via M&A. Since then, however, APG has announced a massive acquisition of an international business (Chubb) that had been a neglected asset within Carrier. The combination of the two companies will result in the largest statutorily driven Life Safety player across the globe with a plethora of opportunities to drive revenue synergies across existing business lines, close the margin gap across units, expand into new adjacencies, and continue the M&A growth algorithm, while ultimately creating an unmatched international platform. Given the market’s doubts on these points, APG continues to be a misunderstood company trading at a discount to both public market and private market peers.
Brief Segment Overview:
Safety Services (~70% of FY22 revenues and ~68% of adj. EBITDA): APG provides design, installation, inspection, monitoring, and other services for life safety systems (e.g. fire sprinklers, alarms, extinguishers) in a number of geographies. Following the acquisition of Chubb, APG now has a footprint in North America, Europe, Australia, and APAC and is the largest life safety services firm globally. The Company serves a highly diversified end market with an emphasis on recession resilient (e.g. telecom) as well as secularly growing (e.g. data center) industries. The core focus for Safety Services is on growing statutorily-mandated, non-discretionary inspection, service and monitoring revenue.
Specialty Services (~30% of FY22 revenues and ~32% of adj. EBITDA): Provides infrastructure services including maintenance, repair, design, fabrication, and installation of critical infrastructure such as underground electric, gas, water, sewer, and telecommunications infrastructure. Importantly, like the Safety Services segment, Specialty Services also serves very resilient end markets with nearly 40% of revenues tied to the telecom / utilities sectors. Within its pipeline work, APG emphasizes integrity services which are statutorily required while actively avoiding the new capital component of this end market.
(Note that segment reporting recently changed to consolidate the prior Industrial Services division within Specialty Services.)
The overall goal across the entire business is to emphasize regulatorily / statutorily / mission critical driven services work across healthy end markets. As such, inspection, service, and monitoring revenue now represent ~50% of total revenues with APG targeting a goal of 60% by 2025. This strategic shift to a recurring revenue services model has been in place since ~2009/2010 and our conversations with CEO Russ Becker indicate that this was a result of a complete mentality change following the GFC. APG realized it no longer wanted to be as heavily exposed to more cyclical new construction / installation work and the emphasis on mandated services revenue began.
It is also worth clarifying that although Specialty is a contributor, APG’s primary focus is on growing recurring revenue within its Safety Services segment.
Thesis / Catalysts:
- Differentiated go to market approach emphasizes an underappreciated mix shift to recurring, statutorily driven revenue
- Due to APG’s short life as a public company, historical business mix, and industry categorization, the market has mistakenly viewed and valued the Company as more of an E&C business subject to the cyclicality of new construction. In reality, as noted above, the Company’s strategy emphasizes recurring services work driven by regulation. Accordingly, between 2011 and 2019 APG has grown its organic revenues at a 7% CAGR (15% including M&A) by emphasizing inspection work that management believes then pulls in $3-4 of additional service revenue in the future. It’s likely that organic growth has been even faster within the higher quality Safety Services segment vs TotalCo organic performance. In fact, APG’s entire approach to the life safety market is completely differentiated vs peers. Most competitors lead with their installation work to win service revenue but APG leads with a large inspection sales force that is actively out in the market trying to win new business and displace existing providers. This sales-first GTM allows the Company to focus on winning recurring, statutorily mandated business while most other firms, instead, chase low margin installation work, lured by the larger $ price tag associated with these jobs. APG’s goal is to grow inspection, service, and monitoring revenue by 10% annually, which they have been successful in doing in each quarter since this KPI was publicly highlighted. As noted, this should then lead to $3-4 of additional servicing opportunity down the line. Importantly, this mix shift also comes with greater profitability as inspection + service revenue and monitoring revenue generate ~10% and ~20% higher gross margins, respectively, vs contract revenue.
- The acquisition rationale for Chubb also revolved around this theme of growing statutorily driven services. At the time of acquisition, APG’s total services revenue sat slightly above 40% while Chubb was closer to 60%. Post transaction, the combined Company now counts services as representing over 50% of its total revenue and the synergy potential of the global platform will only grow this mix. Based on company disclosure, we estimate that 40% of Chubb’s total revenue and ~65% of its services revenue is tied to sticky, multi-year service contracts. Below we discuss the upside potential from the merger with Chubb in greater detail, but, fundamentally, a central underpinning of the rationale behind the transaction was implementing a selling culture that leads with inspection. Like APG’s other competitors, Chubb had historically focused on reaping service work from its installed base as opposed to winning new business and lacked the proper infrastructure to approach sales in the same way as APG. As this transition occurs, we expect Chubb’s overall organic growth to pick up meaningfully from its poor historical levels.
- Future M&A will also have a keen focus on fueling a transition towards services work while simultaneously improving the sales organization / selling culture.
- Misconception around cyclicality and business model leads to poor understanding of underlying FCF generation capabilities
- Since becoming a public company, APG has announced an 80% adj. EBITDA to FCF conversion target that it has a mixed history in achieving. However, the market’s lack of comfort and experience with APG’s business model closely ties to a poor understanding of the businesses’ ability to generate cash, particularly in a downturn. For example, despite commercial building closures of every kind during COVID (i.e. there were no active fire / life safety concerns with no people in these buildings), the statutory nature of APG’s business required inspection and service jobs to still be performed. This was ultimately reflected in a modest 10% hit to Safety Services organic revenue growth in 2020 despite a much higher % of commercial buildings required to be completely shut down. Since then, APG’s services mix has only increased further (from ~40% to greater than 50% today), improving the Company’s resiliency to future downturns. Even more importantly though, is that despite the hit to organic growth, APG was still able to benefit from a significant working capital release that resulted in GAAP FCF increasing nearly 100% y/y and adj. FCF increasing ~32% y/y. Growth was enabled by better accounts receivables and contract asset collection relative to the revenue decline, better cash management, and reduced, but already inherently low, capex requirements. Based on our understanding, APG similarly generated positive FCF through the GCF. This ability to generate cash in downturns has helped weather storms of every kind and enabled self-financed growth, particularly through accretive M&A during times of market dislocations. We discuss the Company’s M&A flywheel in greater detail below.
- Conversely, when growth is accelerating the company does need to invest in WC to support this future revenue. Conversion, then, naturally ticks a bit lower. This pattern helps to explain the volatility seen between 2020 adj. FCF conversion of 116% followed by a drop to 55% in 2021 as business sharply rebounded. In FY22, APG’s conversion will similarly be below its 80% target but, notably, above FY21 levels as organic growth has continued to remain meaningfully elevated above the Company’s 5-7% target. In 2022 there were of course additional one-time supply chain headwinds in play that also had to be worked through and further weighed on conversion. As the market better understands these dynamics, investor concern around cash generation will dissipate.
- At the Company’s latest investor day in November, management very helpfully highlighted a range of expected conversion levels based on organic growth:
- Organic revenue down 5%: 90%+ conversion
- Revenue flat: 80-85% conversion
- Revenue up 5-7%: 75-80% conversion
- Revenue up 10%: 65-75% conversion
- Recall that APG’s historic organic growth since 2011 has been right around the 6-7% level and that the business has a nearly 100-year history in managing through multiple cycles. As such, management’s 80% FCF conversion target is derived from an in depth understanding of the business and a long operating history. Furthermore, these favorable cash dynamics need to also be framed in the context of helping fuel growth over the course of the Company’s private history. Healthy cash flow has enabled APG to scale via self-funded acquisitions and Becker, who has been CEO for over 20 years, has personally overseen 90+ deals. Finally, the Company’s continued transition to a services business model should only further improve its WC and capex requirements and underlying ability to generate FCF.
- Synergy potential with Chubb much higher than management guidance and street expectations, resulting in conservative FY25 targets
- I won’t go into a ton of detail on Chubb as a standalone asset but would very much recommend taking a close look at management’s rationale for the acquisition. Said simply, they view Chubb as a “center of the fairway” transaction and a sized up version of the countless deals that they have done over the course of their history. Although Chubb is certainly more complex than anything they have undertaken in the past, there is a ton of operational bloat that can be cut to transform Chubb into a replica of APG.
- In total, management is targeting $100mm in value capture at Chubb by the end of FY25, categorized in the following buckets: 1) Restructuring, 2) Branch & Footprint Optimization, 3) Attrition Improvements, and 4) Country & Branch Optimization. Some of these buckets have been quantified by the Company (e.g. $30-35mm from Restructuring in 2022 as well as another $30-35mm in 2023) while others have not. However, we have attempted to break each of these opportunities down further by comparing Chubb’s operating performance with that of APG and assuming the gap between the two companies starts to close by 2025. We also make other assumptions when necessary to arrive at our estimates. This is shown and explained below:
- Restructuring: The significant majority of the cost takeout associated with restructuring will largely be tied to G&A above the branch level. Management has repeatedly noted that Chubb was a bloated organization with too many layers between corporate and the “men and women in the field”. In our conversations with management, they have noted that Chubb operated with 3 or 4 layers of leadership between country MDs and those in the field, whereas APG operated at about half that level. This is seen in a number of operating metrics including revenue per employee and adj. EBITDA per employee, both of which meaningfully trail APG. Based on FY21 financials (we still need an updated employee count for FY22) APG’s revenue per employee / adj. EBITDA is currently 57% / 64% higher than Chubb’s FY22E levels. Normalizing operating performance between both companies suggests $70-$90mm+ in additional savings compared to the $30-35mm management has targeted for next year. Given a lack of complete information, we are simplifying some variables to arrive at our estimate but would urge focusing on the magnitude of the gap between our estimates and management’s vs the precise figures. By FY25 management is targeting 15% adj. EBITDA margins at both Safety Services and Chubb, implying similar cost structures, greater efficiency at the latter, and meaningful room for revisions to current estimates.
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)
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- Additionally, the Company’s ~$60-70mm takeout opportunity is a projection for only 2022 + 2023 with no benefits outwardly contemplated in the final two years of the guide. We view the takeout opportunity from Restructuring as very meaningful and understated by management.
- Estimate: $100mm. ($60-70mm management estimate)
- Branch & Footprint Optimization: APG is looking to close down or consolidate ~10 locations in FY22 with additional footprint consolidation next year. This category is a little harder to quantify as there is not a lot of information to work with so we assume a conservative $3-5mm range.
- Estimate: $4mm. (No management estimate)
- Attrition Improvements: APG is targeting a MSD-HSD attrition rate between FY23-25 by reducing attrition ~2%. This implies that current attrition is likely around 8-10% and per management’s disclosure Chubb spent $40mm in 2021 for identifying, hiring, onboarding, and retaining employees.
With this information we then attempt to back into the $ savings from attrition improvement. For instance, in % terms, the 200bps reduction in attrition is roughly worth 20-25% of the $40mm total, or $8-10mm.
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- Estimate: $9mm (no management estimate)
- Country & Branch Optimization: The opportunity in this bucket is twofold: 1) exit markets that are unprofitable (low hanging fruit) and 2) raise the performance of $500mm worth of lower/mid quartile businesses to top quartile units. Based on where management expects to exit FY22, we can expect ~$18mm in savings next year just from shutting down unprofitable operations. Category 2 requires us to make some assumptions around the range of adj. EBITDA margins across Chubb (we assume 7-17%) and the uplift from taking $500mm worth of business from the average of the bottom 50% to the top quartile. Using this range, the bottom 50% average margin is 9.5% while the top quartile is 15.75%. On $500mm worth of business this equates to ~$31.5mm in value capture.
- Estimate: $49.5mm ($18mm management estimate, all tied to bucket 1)
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kXLP7V7/iX86QXQ7yCHppCXnFdNIyXXf1t4zQvkrSrklmWJGm+aEW54WmwT1h6ccSrpA3nVbz3Fz+Lvbh6erlVPi96kylJ2yqZZUmS5iswy+eD+6Oly6+DwyfV82j/c8350+p9/tLjC6aDeyPzojeYkrTVklmWJEmSJEmSpIxkliVJkiRJkiQpo8AsP3/+vJKkXZWTSpOkXZGTSpOkXZGTSpOkXdPv/M7vyCxLl0NOKk2SdkVOKk2SdkVOKk2Sdk0yy9KlkZNKk6RdkZNKk6RdkZNKk6Rdk8yydGnkpNIkaVfkpNIkaVfkpNIkadcksyxdGjmpNEnaFTmpNEnaFTmpNEnaNcksS5dGTipNknZFTipNknZFTipNknZNMsvSpZGTSpOkXZGTSpOkXZGTSpOkXZPMsnRp5KTSJGlX5KTSJGlX5KTSJGnXJLMsXRo5qTRJ2hU5qTRJ2hU5qTRJ2jXJLEsr09nZmSk6fnKnunbtmulOdcLHL0BOKu2y6uwO5tZ05yyZ/qIoF3vXPfaeRWlbLCeVdhl1dvd6c57uPKqe7dB5WrWSMXx6t7p+vYnh42fPqmectuVyUmnS5dbjx48tli1e4+fz6TvVzevXLZ5vVceffLpT8bykWT6r7tQXI9ad6s7JSXUSP+mlSGfVCYzOlSvVFZfN3507J9VZMv926+TaS5WFUK1rJ/3xsztXkscvQk4qbT3CObU3B3ROr+F8XthzwZ5/V3zer00whJcs9q6/XL3sMXbcG4qzO1erl19ePL7tclJpa5cZuJM7dnG7SjF967h6tLKYPqvuXvXzt18df1p6ns6qU5hs6hdi+NYd65uZynSZ7dXp9VeqV9pY3b9vJqJ9Lp/dfd2Of2bh+C7ISaVdpM5Ob7RvMMZkhq043i5aH1Wn71i/r16trno87+9Xt/Bc25o+lun05mvVq680sfy5d79WfUIx+/idH6xee/XlNu33g7Rt11JmmY1QUlfsArz0i6q9WMN8Jw34UNr2CquBV1Lz1ckuSCfbtlI4fB560/ZSdYVWOV8Uszx8TnE+0+WW03SzfCljz8zWZ9r+X8HqZJsms7yczu7287eoK9WtR6uY0+lmGSvRV19uLrhpXan2j7dtldrM/anHcDxGm4PXX+ne8F259bD6tO27zPJUYS5f7d54DGuvevvDP9j468JHZpJff6V/w5/q55vvIia26U3gY4vn0yae8TrQxeXj6p03Xqu+rZ3/vbc/qD6x57SXk1mGzBjX79bsHVF3rD5+Z7nVqrM7/cX92kl52pZq8Q2GmZP6Xe7iG4+LNpeTNDbX2G5Rr+6E2y1eFLPMK+s4p/3/rZZ9HiQ1zSxPi70temG22LvaGoaXrh0vGgZst/DYozSZ5eV0ct0MHObP5na/jZPAPF+5tYJV3GlmGQY+NELWt/1E30z7x1tkLs/u1oao7tv+VxaND7ZbXL1qMXwr2G4hszxV9qbkxuvV6/SJw8v8xmpvr9prj1+5sl/demhzmqxnPfronTeqVz0uapkxfnPf4vlq9dnPhm8I33z3a92bqI3r8TvVG6+1b/A+9271tU8onrHV4vXXq6v7B9X9aKuFzLKJVxOfPz+prrXH8WK21OryZTLL3F/T4greWWi6LsRgzdTMuX5xzLIZz2AbQ7javvTzIKkJZnlG7D3aGqMxYpYzklleTmd379aroMHxk+tm3vwi3pjbIH2yJphlM5xXyVjsHz+MYsGMkht85DEz/3BbVuPGzHJGMsvLileat2MludNHZjhf7T9R2H/3wyguHpvxf7Xb0vDS3tvVh9uyz3fILA9IZtkUmmVeaVs0CWcn1+xdnae35a/YxT7Kd2L1L+Zr3xWaOcmlzW2vzouPqev6YXxgIGjVDXW7ybAL+DWqE6taY8Y2MCNZw8lvNEKD2cwHFPe96WeTxv04S44d44jNUjhu64OXscd3Bs6Dz3XTTnisqXfILFu/F7YFwHTGRq5MTiptI7I54XF1czUUYxh/ahvEmZ0HK9Plq7c4lZvlk2u9ycA5Tb/g2nmn1TleXT4x49mc35HYi8zLnPh79Mz6YQbK82dj71HTvzMzcL7Pz481dY6Z5Tb+aMz1/N/qt3JsQk4qbeOCYU2Y5XprBFbz7M0Mzt91N8D7eOxlT8wY2znxucbK3qNH9TaaErMcGGGrN204T6vr9JE2ry6f3r3a9NFi+DjYQgKT7XtFb9V7RP342SnGRc8dyPLF2zwWxv/6Z9vxf6W6ZXF49SqVN3kM33rUmJ+mnfBYU++QWW72beN8+DYkxO8+4jfItxk5qbT1qdwsY6/z669b7NDrwd7efnU/Wn0++wXLh08B9u9XDz/9anWClWw7B03M7VX7bz+sPv30G0HdKZ3eeK16tYtnM5zJN56n1Y3XrP9tf7AHGKvLp++80a6et/3rzjcMtqfdqv5LYK4fV49tjG9gyw+/5u3tVZ+7Hxr1x+/8w+qNdowffnJS3XijnUMzxm/fer1+ToTztFfH7sGHn1SPTm9aG831Ao95NXzYLFvfsSWF3kBgPj/3xQ+DrRyb0hpWlu3i2h2PV9sWFZjD4KPtcvV1TGsP6sZUv5gt5q9Nj11gF4+bBleCuS+hoYzF4+Z5zb8BiUzTQv60eOzBuDmfjenOQD1eR84U583yyLkx09TnLZOTStuEeOx8XsZjLJ6r0MSmNWSWp8QemVTa/9sfDw1pXXdnJsI+oEz/orcoGFjPWxtbHI/jb0BugOuynwmPdXW287Zolpt+Z/s3YQV71XJSaZtWsI+5NqzR8YXXD9+qYQaSTGxaQ2YZK9B+ETVD+TCXLzTV2P/r57E/Hpfnuvs+BOY8ITbijam144nx38LzIFPP/leaOrryOEamOG+WYQKtf23cL8hMTunq9UXJSaWtTyVm2fL8gOdJa/9+b/rOfqHdOmFGev9K+tzuvQ2DN2SYP6recQNa9ys0lazaVLery029z+hYXBZ7hr3ez1Xvfq03y1xPSvxlvMdmxl+rx7hX7XVvBEx7b1dv779SvZKpB3U8vGtlv625JpR/wc/6/YP05iGWmfTfK1y9viitfs+yqTcAWEHK5z+pb5UTr6yRqahvO8ZlrL66DdxxI5+2YErq9PH2FsqYsApRt7Vgaqy9Oyf1ai8fyxuR3BuIRQV9INM4yyxjXk6acdfi1U4y9/G4m/m0F35r/2TiXJeYZT7evyHAuWnbiPKXyEmlrV/RmwE6j4tznYix3Lmp8yLu7Hnmx2rZec+82IZmeyhf01b3wmh99hfa2WY5EX/dxcXG6KuOnVl2tfGH9vApUni8jT0uO9Esc9qVbiXZ4i9zZ411ykmlrV1nfusyE4xBOzdYFcbeWs+38GVAO0/79etHs7IcpGNF+fjYYrhZFe3KDJplXjEeXoEO9jXTCvQss4xxHD+qHnXxS9tQsM3D8jZt9ma3SevHf3x8x+aQx4+0JoZ9f/JUs8zH+y8ENttQUvVsQk4qbX0aN8tnd3+gMb84N/VK8sPqq3ausWLMW458/21nluvjzerzrfvH1Z3rYf5f/XqTn9vq1awYe8yxqY0F49q1hy0Py5jlq80q8sNHbTyf3qi+/dVXmrrNCH/QjrEzy3X/kGbl9q9UV6/dr+4f4zXBnmPdnCEN+6yb28E9QtmJZpmP733xg3aV/XF0Z43fC+pat1ZnllPCha37uJXNw6KpzJqkob2yg/to57UXjInrDPZ8hvUVGbyg/HrMclrpvKEhS6yQD851WD43n/1x6kPcFrUTb+0Zk5NKW7syWzCgbIwl31ANxHEcU7kXktJ8JvStM0TWN3+hnWOW0wrzH7f5A7NMJrqW9X9oz/J0s9z0oW6vXvns62raavrXm+j1ykmlrVvdl/wwV67a7IZzE5rh+It/MKNudLHNgM5FYltHcs6D/crrMctcZy+Yr8W8gVkmE91pZM/yNLPc9gExH7fVtoP+7dFdNTYhJ5W2Po2ZZUvvVpUb4/nsG3069gz356UxpYFZ3r9PWwTOyKha/l/9en7+g/3K6zHLaSH/t1N+G78dD8wymeiu3MCe5brsJLNMq8p7X6w+4D5bOz/UvqnoTXRf3zp1ISvL8SpsbXr4gp0wY1xXYJK4XGzSStMmtMfHQ+NLRiaqL1+Gtf6VZU4/81tvBSuYfd7RMQzNtSlXPnk8OjfdbcHa/g21MyQnlbZW8fhM8Xzm5zpxHgfjOMqfe2He0Moy58nFX8osL6zo2hys1CzX9bV9NrNxHMVfl7ahrRhOKm3dwkpq88MuV6K93c3cuSlms1xvT+B62BAPGukho7r+leW+TqzA9fHR7cfOmGXfWtGXN63SLLd11fuUbT7vH0fx6/O04a0YTiptfRoxyzaXP+Cmtf4C3bPqG5R+drc3qr61gs0yb8+A+O4Ww1sx1r+y3At7l0+r0zpe7lbX7Y1Xn3/RLMeGt9YqzbLV9YM+F2aW371/TPFssf5qm2btbHIrxoV9wS9cWbOLKF/0UyaI8q/cLE9oL29kVmmWY7MbilequW+TzfKZtdkdT6nPOzqGkfnMlU8e57qGlDpvA3JSaWtTNLaF54UpP9cjZtnmI3zhm2OWx2KvfVE2LbtnuYm/vr5FbYFZHpLM8oJgnvlWXPXqu81RsVmmfc6N5pjl2OyG6k0x+jd/z/LzM2uz61tKW2CWhySzbJpgloNV4lanN9ZglmPDG4r3Gi+zZ/n5Y2uTVr4XtQVmeUiX1izH5pBXDBMrvRdqlie0lzcyNJ5ZZpmNzbx808xyWE99D9p25WG7V5Z7LZyzETmptPWIYz71nGiUn+vEeRyM4yh/5sV2MaZyLzj5fNPNMh/Px9/2rSz3mhp/q5KTStu82NyaWvN78SvLbGjbNpLxns83zSzbsW67hcXvvsVJvYK77SvLvc42aJQhJ5W2PuE8zl9ZvjizzF/ws3rMVKbNMpvfxnwi33SzHNaz97m3LW6wgrvtK8u98LoRnLs16+LMMl/k6ws/G4nepLl4NTUwEFzPFLM8s728kVnWLIf5kgYeilfkKa1ojrxMdm4ig9UeHx3D4Fzny6eP5+dyGTmptItXmVGG8nOdOjdWb/sCVx/jF634vMcvaKTS2HNzENfHK86B2bY+XE31j4/D4Hp+jJHM9UbMss3p9cC89XVtg5xU2uYFYznRLGO+7cLblGkMZpfGRnrQLDdt+MUe5y15D+XTxftAe3284hyYbfShNQZdmcDcYozeFpvoDZnlepW97QPmgedzi+Sk0tanEbOMFV7aOxz/iMbYnuXQEE/Ys2wKfpCkNuph27XMrL9m/avzvPRmZ355tdkNdJ0fJrYbD5llPg5z28UMTPTwnuULN8t2Dm5+h80b6or3LG+RVmiW7Z1s943h6Jv9rblis4djfsEO7tCAC257vFFker2N0bR57eWNTN7g5ctECswN6qE+m8K7dCwartDwtGV5xb5WOx5ui81t0Id+7ONjGJ7rXPnccT43i8bS5uLOnSgOxuWk0i5WbHJNfseKWO2nAfm5Tr+RYaNax3HuvA+8ME+PvegLXGRmB2PP+1Ab3PY4m2U+bvmLzDLMVmeArIx/k7tNn26WbU7prheLX+SbF3+rkpNKW59gcHGf1ePqkc13fQxxwnd1MLkxHjbLmG+7sHq5tk7ET7gdZtgsh6bWhDtyPHrUx3DUN96CAYVmuy17wmYdGjHLfHyKWWaDa+W+8rDtd5s+zSw3xt/z889jN8L9l+/ac3FgLtcgJ5W2Po2Z5dAQYyvGh3ZOsbqMO0V0ZpaMdPAFP9Pe2/erh4++Wp3YueL8w3fDMEU/SoI7cbz78GF35xX8EmHYTrMFA2VhSHujbSYX5U5plbxWgVnG8W/3MhPMMgzua63BRbkP2n5bzJ1NNst2Dm5+h42n6ffiF/lw/2WL509H5vOCtbov+OWEC6uXiS/YCS0atciIBPmG0kwz2ssbmRWYZVNo1AfE8+YaGE9/uz4vFxu4K4l7+vZtjI9heK5z5bP1psZifewfD++tTclJpV2s+I3EgNo3Lfm5TpvlcMU3J8u/8IIWalLsxXUFJjdUEHtdORtLt4JsysRfmVlu6or3aHq+OWa5GQ/1D4riD3dt6PuwPjmptPWp4L7I7aoy8o+Z5fCX/3IaMcsm/HjHeD2m9tZ24TmPzDapj03vA68gm5LxO8UsR/W18rxTzbKb9uA5EcTvXrXpn3J2Umnr07hZxlyGJnNRvN0iNsspDW/B6PURDHlrHge192b1Lq88ByvIofb2Xmqfi2SWo20Yzc9+2/PbH9eaYpZR32t9fa2Qd9Z9lm08C/uWrY8vdc/1veqLH2z2576XMsvhloFQ+PWW8Od/W+W+dGYX6Kw5sgtbWAZ7oAvS6vRp7eWNzGrMcq3RL965+NZ7jWB4QpPZ5On7QCZrYW7svFyzvnfnrc9bNIaBuc6VH6x3YB7wa3DdOArlpNIuVhQbQ5prllGm5LyXvJBcUOw1L3JRHwbir3mRLjXLTV3Xr7ZbMWpZ7Fm+ruxUswzZXGD/aV9nL/z6lfdt3XJSaetU/cuISWO6+Ctxo2YZeRbqa+9h3J2ncbNca/SLd66m/qCf+KW8TB+aCz/1wUxU3A72Lj86vmZ5UccUs5yqz96QzTXLdX2YBzNMbeyz9vYsfkvm8gLlpNLWpwKzDNlc3sCbmfYcdNrbr95e+AW/3izvv32/uoZzQOX29n+1WwEu0kdo24xi3PaC9sxg4lOEpm78Gt/Cr929+6GZVb9vNJtlkxnSG2/0n0hA2Lv84fH19l7LU8xyU9/NoD6b33c/qR7N+lES1Hdq9ZGhJ+3tfbG6v+HtGcuZ5aXUfNTAH0WNqs0/Oa3WjPbWoK5P1Pf4I/HYOHE5PpaVt5FKm6MpbRep7V+tVHqZnFTaZZHPUyptqvo5H4m96IVych+8nVTaVE1tu0ht/2ql0tcrJ5W2Ga12fryuVNpU9f3q68NPV4fGY9GET+qDt5FKm6MpbRep7V+tVPpm5KTStlc0l8l0i53UF/zaMqn8U/T48eOu/WetKcbPV4cr2aEJ9jKef1SW/zHaiD95mau2vuL2R2X1PW7PwZn1MWXUN6ANmmVpSOEq3qJZlhblpNKkci3E3pa8WL0oclJpUpnCFeTCFWtppXJSabuspFlO5FulwlXkaMVYWotklrdc9Zcl6cuJUl5OKk2aLsXeZuSk0qRpOjvFT/M2t51KpUsXJyeVtsvahFl2PT59p7px/bi+A4rM8nolsyxdGjmpNEnaFTmpNEnaFTmptF3WJs2ytDnJLEuXRk4qTZJ2RU4qTZJ2RU4qTZJ2TTLL0qWRk0qTpF2Rk0qTpF2Rk0qTpF2TzLJ0aeSk0iRpV+Sk0iRpV+Sk0iRp1ySzLF0aOak0SdoVOak0SdoVOak0Sdo1BWZZCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCF2kZ8z/cqIfsQ0hT3Tl00fmX7ThDZKf+0F+Yb69P0mBvl/tNVQG79k+rrpe+pHYttZZwxN4cdMqAP9S4G2kefXTOg7/uLxVNBHHz+E8Xy3KaY0/lEX4v9760dik/xt0y+brtSPFvEY+ncmj6EfN71sWoaxdmM+b0Ksf8FU0jb6/bMmfq6x/rKJQf6/ZULsfhcOZEDs/r7pz9aPxLbg8XTVVBIf/9CE/D9tegUHRkB8/IwJZVLx9FdNc58TQ30fatP1N01erjSOf9H0u6Y/b/oMDojdASf5A1M1omNTCagPptTL4YX+j9v/f9tUYlRhQrxMSrhoOPgfeVmc7uBYXFZsJ+uOoVJgXtG+1/ETphi0+0cmbsuF59nQCymD/n3LhHJ4cfWx4C+3i3xoD8ddqX55fak0sT4QQ//N5DGB8xFfqIdi6ENTaQwxJe3GwKx7DOJNVolRRd//j8nbifX3TN4u6k/Fbtwv5PumicuKzfIXTY9NHh9/31QST//XhPx/YPpzpjH+uuncxDHEKmk3Bn0/M+X6juvPfzB5ek6npldNGBf6yHGc6pePH2mfxQGxeyA4vi8jmGQERqm5+HkT8sMYoF7Hj5eYbjc6t02pPjmoH+14nf44bhvmCi/2pYZfbJZ1xlApWFnzF0KscqMfKeOJPsJQ44XRwf9ufpA+hpslxCyvxL1pwgu4rw5jbn7LhPnAC7M/xryxoUL8Y1XO84nNgFVaN4eIIZzLlDnEJwgwtnjN9TSsgnkM/VPTlPNY2i6DmMGbNH+jNtUsf8n0l0y55x1i9T+aOHbxGLH7p0yO9+PEVLISKS4exBPOMeLiP5kQT2OmFefxf5k4nqaY5V8w/RVTHE9TngcAK9slfUc8xm253jXhzRvK4XUWxvrfmmCcUQ6PEcd/2uRg/P/DhDhGPnHJwAlGUEP4fwwECoIEgYgXTWZKXW50xoxFKh/+5za8T6VjEJtl3TFUAtqC2cRqN/qHOnNmOcd9kxv9sRd4z5uqn9MwRpigVPz7Vgv0Fwaaj4n14zH0r0y4wMIQl5hWBuceZXDBLS2DdmFQpraLthBbMOzoN+JnilkeM/SpfOgbb7VA7MJAl7YtLh7EE0wv4glvav6xyY3j0Pn+NybE0981IR5xTqeY5X9mWvbNUtx3bBcq6TuDOmB60X9spUAc/6GJ+4d6MUbfaoE4hoFGbGv7xSXFTUGp4UAgIYhgdhAgMTAKqG9slbrU6Hg+rs/NAvoCfAylK+Nis6w7hubgMTXFLHuZMbM8Zm4xbpgd1IMx4gLE/fD497J47OZIbA9zzLKXmWKWY0raRVzByKIdxJGbm4swy9yP2Cx7X7X9YnspMZxueBFPOLcwrIindZvlmDlmGWWwleKfm9Af9O+5ieuIzbKXQR5tv7iEuGmB3HiOMWZ03DCs2ixzPjcL6EtpPWJ7WHcMzcH7MMWAepmx/mD8MAwYf2pvKsYFg4z0H27/5zrxP+YPJsfz4pjMxnaxjFmeug2DGWuX36zB2CAeL9Is51aWS+sRm2XMcCKefFUV5hjxtKtmGX3nVWUYYTfLuZVlxHGcLi4ZfnHHClYpbnRgUhAkMV4nX9xToCzqgPxOABBeTPluAHgiwjRgjyi+wAKhffTZ03KmS2wn646hOXgfSs0yxoSLRUkZ9NvN8JhZ/jMmGBvEP/Y2I/7RDuIfZVP7l8V2MGZaYxBDuAB7DM01kGPtYn89p3u7eE5OMcvx8w7PGcSrg9dkbLFA7OKOBohdtIPVR8Rrav+y2D7GDCd/qc3jaY5ZRjz9V1MunuYw1SwjP8biX+wD/mYAcfzXTIjj/2lCHGPPcmr/srhEuNHMGZYh3EggeFDWN8XjRRr1lRgdPKHwRRQ8KXCLFvxFOQh18Koi2kBbno7/UR5tcP/xF7d1wWqc2G7WHUNT8f6NGV/H849twQAYb6lZRjoe810OMGdYVfb491uEKf63i6lm2fMvswUDDLXrxphjz4+VmmXkf9/Ezzu05887btdj909MHrtoA31EjOOWXoBjd5mxi9UzZDgRCzDG/9nkZtGPlZpl5H/PhDj616avmjieSo1uiilm2U0x4vJ1E+eHoee7a/x3E8aG+vHG8Q0T8iOf4viSASOBk44XTV6Vxf842bHiPEcmlGchsH1lZMzo5HDTgScankQMVgu9H3hxRXveDkwKynn78bjEdrHOGEJbYzEd43WUmGXEIl5g0V5qD3KM5y81y04c/8jjc+RfCuT4T9Ut1scUs8wxxIZ1TuwOtRubVIDnyBSznMPbTdUTxy5vv/AvNXrs4tZ5Wm3eHoYMp5tFNpdTzXIOb9dvQYf48fscs4Ze56aYZV8hR/zlVok5juPtGTD6aAuf/CGeh+oROwJONi6meGGKV9/wQgbDgjRWapUO9XjAohxwkzF3Vc/7hj54nTF4MuKJiHzI78bf24wfi+1lHTE0JaadUrOMWMSLI+ovMdYA/Zljlh1v09MxDjdHIH4sNkOpWY5jiPN6LMSxO1Rnrl3UBWMTr1yj/VWYZTzvsLUC42AzznhbiF0YYhgUGAz/gl/8WGyenOH07ROIp2/DgRac41WYZcQTr/QiftFe/FwYMsKlZtnbwvOmxFhjjNjb7IaYt6LgC37xY7GjIOjwgoYXLARJDN49+cfiEB6XghVe1I025uKrxDkzg3Q8ERGwAMaGH+MvHiOf2D0uIoamxnSJWUacweSM5YvxcojR1Eq0m12MIfWijZU4Luvx74+9/lx5sR5KzHIcQ6l8U2M3164fR1tDQizNNc2+Spwzu0jHeL1+9IkfYz5gpmHA9GWp7SBnOP14KoZYpT9OksJXa73tqc+FUrPsxr90NRj9Qtzy3TAQt/4Ycax7Ll8C3EjgIrtKxkx4CSiH8jmzBCOBvrORxnjwAo8ABfiLxzgudot1xFAJY2YZbeDLdciDHxKZgpdF/1I/SYy2YTjwMXWMG2nuV2ye3YDJLG+WMbPMMfQPTKs6V7l2/4Yp9fO++JltrN4hHv+9CT/yM2cLD8YztLKcWjWOzbPM8vaRM5yl8YQfr5mzrQbxlNtDXEqpWXZT/i9MY3HHq8ZeZ2yeZZYvAW5G2FyuAgQ2DEpsZHH8LRMCrAQ3wymzlDPBvrLm4/F8q34zIC6WdcRQKUNmGXW6yRmLsVzfvf7Y0CJ28aLL5tfxtLiMx39slnF8zgVGrIYhs8wxtOpbp42Z9BjES2obBvp404TYLakH+WA4UnuOvQ2YB64rt7Ks28ltD6WG08E5TG3DmBNPY3uIxyjpu68qo79udnNgbCkTnFtZ1u3kdhi/SI9d5IfAr5zhy1k/ZcJeU7zgIVBQL9IYNy4w6L7KhycNjAzKoCzqQF3+hS/Oy8AkIKARiIy34WPC31wdYjvYVAzlQH2ox1dH/O4ruNuGH8MtgwDiEGlo29NieV70HcYF/eFVZMQwTALqQZ/jOUitKscryI634Qbjn5iwGpNatRYXB2IIF02PAY8h/OSuH/OfNvftCkMxxD+DPsSUdlMgFtGP2Cy7+UXs+kox2sLqMfLjddafd4cmj/PUqnK8gux4Gx67eA4gdnN7nsXF4/Hkq8a4mwnOLccTbgWYM5+Ip5RZdvOLGPGVYrSF1eP/bUIM/B2Tx5PH3pRVZdT3M6ZU37H6m+o7xop++Y+QDBGvIDs+Nl+ZRp18lwyxYyCIEcAIwGWMpBtuFupMfRyNdpAWm1zkxfG4HrzQu9FgvE0YgxQwWF4H6v2CSWwvm4ihIVCvm9ecfJXZzfKQPC/6jos/+h6bXPSRbwkHYTz4SD4G84UX/dRKN/iyCelex0+bxHopjSFcPN0sp/K4pq4Mp+pwDdXl5RGjbGYRu7jgx8dhZhDTcRt43sGIxMAAY6y5fcyp2JXB2ByIB5hdv91fSkMrtV4eccNmmVdw+TjiCXEWt4Hbs+G+xlNiwdseem5x35Ef90xG3I2ZcjfVubH/ogkGH22gvn9k0qqyqPHN9ng3NxeU9c36Q+C+hSX3jx2rR2wX64yhbcX7P/RlFcW/2DZKn3c/ZCq576xi98WG42mKQV4XpXH8F0zb2H8hhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQYpf4TtOXTb9CwuOfMn2/SYSk5ov1Y6aYPdOR6aNW+B/HYr7b9KOthub+502V6diE/ojNg/P+ayY/x4iR0ufP1JhSnAghhBBrxC+oOf22KWXspoAL9dDFfSx9m/hxU2qeXDAmzND8Is1J5eN0x9v/Y9Oy50UsD2L3A1N87vwc4XyNMSWmFCdCCCHEmuGLL4wxVrJ+k45BMAPLrEzhYo2LNuqKzSQYS98mphgbzovxYW6x+sjHMPbvMX29fYxVRAj/e7rj+VC2xISJiwfn288nnj8/a8InB34M5wvnbYjSmFKcCCGEEBuAzTKvUPEFN74YT2XMDI+lbxNubMbmhFcc47zxnHudbqy4rJsdPrbtc/SiwM8RP3cOm+gxw1oaU4oTIYQQYgPkzDLwC37qIv6m6XdNXhbCinS8jeK2Kc7n+zpR51i6U9oe+IIJ5X/JhP2d+OtlUIfvAUX9WA30NKwIwmwMUWps2EjBvHC9KIfynoaxcb6UCfLzFNc1BvKm5g6PcdzBecCcYU7jcWGOcRzpyOeg7p8z+Vgg/I/5j+Fzgvp83hFjPuaSfjo4h3zu0C7qd/2IyZnSTwf145OAoXPM5zE2ph4nqbSY0pjyfBcRJ0IIIYTIkDPLuVUzvkDn5Bdu4IY7JeQbS5/aHvAxwWjF5guCKTmIjrnGTAbaQr4xYzNkpOK5hWnz/1Mrhl7XWJsphuYX8rnLxQFIpY2dl3jMfE58XiCf79J+Aj8HQ5rbT8DnjmM/hvsR1zN0/mO8nrHz6/kuIk6EEEIIkYGNkO9Zhtxk4sKLC7ET58dF+ftMvHrLBgMrdLxPF/Wifnz7H3nG0qe2B7gMhFXRt0y8EglhbFhxxGopHysxLLHQhq9YA84XmyX0FX1GGv6iPX+McXl/4jQ3gFNA25hTrM5i3iD8j/ogN6toB2PHsbi/eIzjPDc8x96v2PTm4gZCn3DeMV4vV9JPNoh8zOcMfcSbDxwDU/sJeC4w9xxbDOfzvjhDaTGlMcVxs+o4EUIIIUSG2MTEcgMDcMF3o8LGyckZEDYOyBOTS5/bHo+J6+N24vpydcXkjI3L2+N83AcQm2U8Rn7vGwRj/8Mm75fXgS0MfueQIQM2BM+rt586Brivbvo4rx9zeI7ZtPE5icvkSPWJ+8P1c7t+/ub0EyCf3+pvaKsG1w/5Gz2YXD8GjY23NKbAOuNECCGEEAabGFx4fWU5XoVFPjYYKQPAdeWMDF/4nVz63Pb4uBsnkDJ+Tq5MDMrAgKBvWP2EUeG7H3h5NkDxmLkfbgId7LGGgPfJ8/BqOoS5Georg36jr+g77qHt55fbT80Bj8PnOD4vbsq87tS5nDK/Q/3kueP6vZ9oG/0Dc/o5FW4jp7H6S2OKuag4EUIIIUQEmxg3Qw4bJVyI8ZHwkMHg/FwXG4pUuVz6WLlcezwmNglstOaa5Rzon5dHXdy3uO/cDzc4MTx21OX1IT/SvL+pNxEMf5kuJW4/Nd8+LhxHOuB8Q+Jxj83vlH7yXKMMb+Ph+ZjTzzmgPWzz8Tea+B+GN57LqfA4MX8peIzLxIkQQgghMrCJiS/IbOpwQYYJ8Atz6uLrF+q4Lr6gp4xDLp2PT2mPx8TGjMcT15crUwqXxxiG+j42LjzGcaT7uLx+nx+vg01kDNcDYbUyt2ILOL+brdR8xf3nFVsWj2tofqf2M145dSEvTLczp5+rgmNzTjyBOKZieN6WiRMhhBBCDMAXZL/gOmw2YvOUuvjiAu11sUHgelIX/Vw66p/THo+Jj3N9bP5Arkwp3BfUNdR31O95U/PhdXEf/Zjn9zmD8H+K3LyyyYr7xvOAL1n6/xwbQ/OYY2h+p/STx43bw+ExVnF9SwIzp58O8mJLxBy433x+YOT9/xL8nEM8/46n89j8mM8jz9eUtoUQQgjRwiYG3673OxFgywV/LO4XX76A43+/SPOdC2IDxqYFf3HRRhtedih9Tns5YzZknobMnIP8v27CHTTcSOEvr3SyKeG+Iw/KwzB5H1IGxo10bkyoE6Acysf5GM/D5QAfj8tzmivVTx5bbOQwTnwKUXJOwJR+8jHEJ9rxFWKYZj6nYGo/AbcxZrLxPOG5QV6OBx8Pj5/HiPxTYspZZZwIIYQQYgC+iOcEU+IXWjYSOcVmCIbAV9pS+YbS57SXM2YYA0wDjs8xy1w+J9TjjPWdTRPg+uM+4DGOoz4Yq99oH8d1MPG84m4NkD+GYhOVOhfxXIHU2LhupCGPMzS/U/qZ6h8L7fIdLKb2E3CZeH5iMP9eVyx+3nA+Pmd8znPimAJcZhVxIoQQQogB/OKaEm6dhQtubJRyX8bCsdh4ODjOZXAx519ZG0qf2t5FmWXA92RmoS98T1wnHpfLV5odNoE5Y8N9hFDvkJEDqfaxJ9hX5lNmMG4nNmtO7rxAWC3lesfmt7SfkOfDX/9SHX/JLzbAU/oJ8DgXJzHxXLni88v54vmcElMXFSdCCCGEuABw4cZHxtCQoWCwt9Q/bk4xlD6nvYvC+1naF86fA9sIUlsJYuaM39u/iHlDnT42tLMMY/10IxgbYsAmMWXIp/Zzyli8XigH2h+afx87NJTvIuNECCGEEELsML6dITbLMIW+4poy0kIIIYQQQlx64i0GMMbx/mZsgRBCCCGEEOKFBPuYY4MMpfb4CiGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIXaT7zN9d/Nvx4+YfsX0ZdP34IAQQgghhFg/b5pgysa0LabtO00/Z/pN00etfs30lglpu8axqWr14zjQ8vOm1HGxWyAm8dzBcwhxO8SeCXk5rn/MVArKH5m8PP7HsRi8MfvRVt+PAxk8BhGju/jcEkIIIZYGF8APTG7KhvTHptSFd518wYR+pPoHIQ3mf5vAHOeMSTz/MCeOzPLug1jkeMW5TplOHIOx9Xysr5tK3qRyvMTKxVUq3UHMfcuE/l/BASGEEOJFBBfpXzL5ShTEF9HfbY9BWMndpFmOL/K4iGO1DqtvfBzaJnOJOXPDhBW6GGy3wNzCLLEp4vHKLO8W8ZsgV84s86cLeM4dmPBJCWL7t01jZhnx4eVTzwscQxyiHphvPMaKNYT/ITbEyPf7JpT9CRwQQgghRANf5P0Cuw2w4YTi1WP0mw1HzpRsgjGznENmeXdx84rzDuPq5z8Vlxwfc+J26DnLMYT/vV++Wo2yv9Uec1PMx6bEqxBCCPFCMHThjYFhxSoY8rqwQhpvNcDWCaxMYwUbeyXx180B/iJ9DDbCuQu4r5p5PjaYt02+Os79w3h9Zf3X28cAf1Pjw+PYqPP4UDdWApEX/fyXprgO5IV8blFffAyMmWX0EXtgfS6h0vkEpWPkuYvjAePFcaQjnzOlb0Pzh3qmnAuA1VKvA0K7Pr8QVvKdqXOIumF+h54XAOmYD9SP/73+lBn22EaesXpTcNzH9cdtY744HxSbZY875PkuHBBCCCFEDy6euEjiYpm7eHOenNjc+cUXBoZNDAt5cpT0yWFTzXXmDAnXzXtDuZ6UUuODeXNjAqHe36DHsbwOL8/HQO44GDsH6P8YpWPkfvCcglTa1L55Han5Q11TzgX+T+Vhze0nG0+OlTFiw4p2He4Dp+FNJecbguuP+8xGGn/xJoD7jzbYLKOuPzKhPu1TFkIIIRLwxRsXTDaWDhskmF/kwa3PsDLox9lMcH4IK5E/ZeIvNA2Zj/iCn8sHuC02Dm644jHxeLlu5PeVS4wN8lU5iI1NPD6Uw35RzAfGyXtHkYaVSb6zCJcvNcuchv8B+uPjTJWJKR3jkBlLzevUvnF+iOfPy5X0E/Jzycewwotj6CPMIo6Bqf3keRiLQ4bLcdwAjm08lzhWIJTDWIdAHz1/fH64fvxFX/wx5tfnBsdgjr/WPvb5EEIIIUQELuRuONgAOWPpKaPBpoQv5lwX54+ZYlJybXm/4j5zH8bqzuXlNpGOfAz3PzYzgMvnTCQf537E7XFbKD+V1Bhz48ZfPOZ+zOnb2PylSPWJ+8P1c7s+j3P6iTx+W7bcNo0UXF/cFvd5SLnnBkCa54vji+v3eUJ+7w8Ek/7DJn+OeB3YEuN3ceE+CyGEEC80bCJwQcWFnhm68AM2Pm40+Fh80U/lj0ld8HNwfWwc3AjEY+LxpupGOowEDANWiX0bCecdGh/gOYvNDMiVzx2Pz4EbGu/jUFsp5o4Rf/0Y0sGcvo3NnzPWTwj/x/V7P9G2n/tVz+EQcVv8nOE+Iw/2T/sWDF/1TZVj+DzE/eX6+XwCtAMBPwfI870m/pQIQt+Gzo0QQgjxwoALMi7MfoF0c+HwhT9lJFIGasgMcZrnj4kNRdwnBn1K1efH4/I8XjYT/EWzlDjv0PjA2JzlyueOc31DSrXFTBljagypOZ3Tt7H5m9JP7xOEMrytgQ3nquawBG5ryCwPpfEYYzBnuf6W1IH+YZ8y8mDfMurD/ZWRH1sz/Pygf/rCnxBCiBeeKWY5vrgDvnDjIguGzBCnef4Y7lOqDmcoX8rYAS7jZiKuBx+951YzwdD4AM9ZynzlyueOx+eAV0VZ8blhpo4xnif0AX+9D97WnL4Nzd/UfsYroi7khel2VjGHpcRtcZ3ot88jjwMMpTFD9Q+lATz2L/j588/Ph8cq6oCZRh+w6iyEEEK80ODi6eYEF1lcKJmxC7ibUsiND5shvyADbovzp+A6Uhd9gPKeJ+5bql+AzYSX4WNsbrm/XD/3LTWGXH1OrnzuOJ+D3FyMMXWMgPuDLyj6/zjuzOnb0PxN6afnhXB7ODzGtg3fasDMnUPkwxcMp8BjiNvicSAP8jq5cjD9nI/HEp8zzCeOQ6nYwzGv31eN/ZjnR1u6Q4YQQgjRMnTxdvxi6hdUv4jzHQr4os1mCMJeTBgO3pMZX+Rj2DhAWCnEMb87QryiyAYOcB+8rP96mR/3PnBbbhgAH8+NL2WWkQ/5vZz32+ctV36oXj4H8VhRL379rXQ+S8YIOM2FxzjOTO3b0Din9JOP4RyjHV8hhmn2+Xam9pPrj01vCo9NjjOUQz25848+4TiU6l+c1+G8fhcRmGqPO7SPdhnMtW+34BVjb8PrRzmtLAshhBAtuMiOmWU2DTnlTF9ObgaGYDM+JBil2CgO9Rm3JcNfN108B57ueVyeF/D4YrMH4vrivLnyQ/WmxsN9zJ07Z+oYQWoceIzjzNS+DY1zSj9z8+xCu3wXi6n95Pzx3MRgHF5PTm5GUQ/qS+WBeI7ZFLNZTo2FxXkBtxn/nDX6DhON+vCFQ79XeFyHEEII8ULChiM2C0zuS1e+asuwGcLFNy6HlbBSxr7s5ULf4/vT4jEbCs/j/WMDhDHE7WC/rBt2zjtk9py4PrTtvySXKz9W79Bc4NcIh8wcmDJGh/sE4XGKKX0bG2dpPyHPh7+4nzXEX/KLY3pKP/G/G8zUmwQG44jri8Vzl+sHxsnt8FzFc5+aJ8hXmh1+jucMMLcDoV6tKgshhBAzwIXXP27OmYeUGcI+UpRZBm+X64m3Y6QMX1xmCO9nbmxTWcW4Y/gcpPbnjrHqMTLL9o0Z66fHWWyIQSoGmSn9XHYcQ3A/ciBPbg6Az9NQHdiWktqaEoM6xvIIIYQQYknGjMqq4RXklFkWlxPfohCbZZi9kk9LhBBCCCE2wrrNsoMvVuFLhFoZezHgOHNjHO9vnrLlRwghhBBiLWzKLIsXD3yqEBtkCHtu8eZJCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQ28NLL/1/cR6VqcfeRqUAAAAASUVORK5CYII=)
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)
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- Total opportunity: $30-35mm in FY22 Restructuring + $70mm in FY23-25 Restructuring + $4mm in Branch & Footprint Optimization + $9mm in Attrition Improvements + $49.5mm in Country & Branch Optimization = ~$162.5-167.5mm in total synergies. Even if you assume that our $70mm in FY23-25 restructuring is too bullish and use management’s $30-35mm guide, the total synergy range would instead be: $122.5-132.5mm. Again, we view Chubb as a quality asset with great brand recognition but one that was heavily neglected within Carrier. We believe management is setting up a beat and raise on synergies as well as its FY25 adj. EBITDA margin target of 13% (discussed further in valuation section).
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)
(The company subtly notes "more opportunities to come" in its 2022 Investor Day presentation when discussing value capture potential)
- Organic improvement at Chubb and platform potential via industry leading scale
- During the latest investor day management disclosed that Chubb’s organic growth for the five years pre-COVID was 0%, underscoring the lack of investment the asset received. Under the APG fold, though, this has already started to quickly change. For example, after just two quarters under APG's ownership, Chubb’s organic growth has now flipped positive. YTD, Chubb has reported organic growth of 3% as a result of pricing improvements and management expects a 5% benefit from price as we head into 2023. If we assume that management started taking price in 2Q22 (first quarter where they cited organic growth at Chubb), the 7% net revenue growth in 3Q suggests Chubb is also seeing an improvement in volumes at a healthy ~4% clip. Through the combination of price, salesforce optimization, pushing into new high growth verticals (e.g. data centers, pharma, critical national infrastructure), connected services, and applying the APG focus on leading with Inspection & Service, management is targeting gross organic growth of 8-9%. In another sign of how poorly Chubb was run, the Company expects a 4-5% impact to this gross organic target as a result of disciplined project and customer selection, netting out to organic growth of 3-5%. Essentially, there are existing customer contracts that are unprofitable, and thus a headwind to EBITDA, and need to see price increases or will have to be churned completely. 3-5% net organic growth seems like a modest and reasonable target given the changes to pricing and the selling culture that are to come. For instance, Chubb had not previously segmented and verticalized its salesforce based on end markets or industries, instead opting for a one size fits all approach to selling. There was also no real infrastructure to support a sales team in the way that APG provides its legacy business. All of that is now changing.
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- In the same vein, Chubb has recently hired a new VP of Global Sales (Rabih Najjar) who has nearly a decade long experience at Vertiv, which fits very well with the overall approach to push into the data center end market. Importantly, Vertiv was previously part of Emerson Electric where it was known as Emerson Network Power before being sold to Platinum Equity in 2016. Chubb’s newly hired CEO (Andrew White), previously worked at Emerson and is likely familiar with Rabih to some degree. We think alignment between the CEO and VP of Sales is the exact kind of culture / atmosphere that will help drive future organic performance and enable an inspection first sales approach.
- Chubb also added add a number of unique growth elements to the APG story that should promote 1) cross-selling and 2) the introduction of new adjacencies. Although management has not quantified what the revenue synergy potential looks like, there was helpful discussion and slides from the investor day that show where these opportunities will come from, particularly on cross-selling. Simply put, there are a number of muti-national clients that are served by either APG or Chubb depending on geography. These are all clients that present opportunity for new business by virtue of consolidating service providers and include large, household names such as: Google, Walmart, Bank of America, AWS, Hermès, Uber, Target, LinkedIn, Disney, and many more. As it relates to new adjacencies, roughly 39% of Chubb’s existing business is related to Electronic Security¸ a subsegment of Life Safety that APG has had minimal prior exposure too. Similarly, Portable Fire Extinguishers represented ~15% of Chubb’s revenue while representing a smaller proportion for legacy APG. On the other hand, APG does a lot more sprinkler related work within fire safety that can now be ported to Chubb. Although I view new adjacency growth as a bit more long-term given the more immediate need to first clean up Chubb, there are early signs that this potential is real. A long time Chubb client based in Europe, for example, has started to open locations in the US and recently began a dialogue with APG regarding potential security opportunities such as intrusion detection, access controls, CCTV, and monitoring. Zooming out from a specific example, it is perhaps even more instructive that the inherent necessity of both fire safety and security makes the combined offerings very complimentary. Most, if not all, of APG and Chubb’s fire alarm and fire suppression customers will also be buyers of security systems. I believe this idea was subtly reinforced by Becker’s comments at the Investor Day where he noted “So if you look at, say, our core business versus Chubb's business, all right, they were built, they're this branch-led model, it works. It's like it doesn't matter. It's agnostic about the services that are being provided.” The services themselves are “fungible” within APG’s branch-based approach and the Company should be able to push new services through the system relatively easily. And since APG places a much larger emphasis on services vs competitors that are drawn to higher price tag installation work, it is in a prime position to slowly win market share and displace incumbents that view inspection business as non-core. Finally, the network density that the combined business has already built and will continue to grow via future M&A, creates economies of scale and distribution advantages to cost-effectively push through new offerings.
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)
(Boxed segments indicate largely new verticals for APG and represent ~50% of Chubb and standalone Safety Services revenue.)
- Misunderstood M&A flywheel
- As a result of the leverage taken on from the Chubb transaction, APG’s acquisition playbook has been on a long pause. Management has noted that they are not interested in acquiring the mid to large sized platforms that are trading for north of 15x EBITDA in the private markets and will instead avoid auctions and use their network to buy subscale players for somewhere between 4-7x LTM EBITDA. Importantly, APG has significant prior experience undertaking this strategy as it was built via M&A (over 90 transactions since 2005) and follows a highly decentralized approach to operations. Most tuck-ins retain their branding and management teams while APG really serves as a central hub / platform that benefits from each additional density increasing node within its footprint. The Company also focuses on targets with an EBITDA in the ~$10mm range which necessitates a high velocity of transactions to move the needle. As such, post Chubb integration and debt paydown, management is positioning the Company to consolidate the large number of mom and pop players in the market by enabling an “overnight” M&A flywheel.
- The attractiveness of this approach is highlighted by the large value creation opportunity that exists given low hanging fruit associated with subscale targets. For example, management’s acquisition playbook calls for the acquisition of businesses at 4-7x LTM EBITDA that are generating ~7% EBITDA margins, significantly lower than APG’s current ~12-13%+ Safety Services margins and LT goal of 15%. Next, management believes it can pull multiple levers over the following 2-years to reach parity on margins with its legacy business:
- 150bps improvement from purchasing power
- 150bps improvement from shared services consolidation
- 200bps improvement from price
- 300bps improvement from mix shift to services
- The first 300bps (purchasing power + shared services consolidation) exemplify APG’s potential as a platform that can quickly ingest a smaller firm and immediately raise its margins from ~7% to ~10%. Although price increases are always more difficult to bake in, given APG’s scale, the lack of sophisticated pricing at the local level, as well as the stickiness of the underlying services (i.e. regulatorily mandated), the Company should have some room for improvement here. Finally, the last 300bps is APG’s bread and butter differentiation: leading with inspection work to win future servicing revenue. In aggregate, we believe that APG has an immediate line of sight to 10% margins following an acquisition before undertaking a 2-year trek to 13-15% margins.
- Executed at scale, this value creation opportunity is massive and management has indicated that by the end of 2023 it aims to begin this flywheel once again. We reiterate that APG’s history was built doing similar M&A, Becker has experience integrating over 90 acquisitions of varying size and geographies since 2005, and that APG’s new CFO (Kevin Krumm) has significant experience in M&A integration having worked on Ecolab’s $8bn acquisition of Nalco. Furthermore, this massive operational value capture uplift says little about the additional arbitrage opportunity that exists by immediately porting a ~7x EBITDA business into one valued at ~10x (potentially higher).
- Aligned owner operator and sponsor
- Although the investor community seems to have mixed feelings about Martin Franklin, his involvement with the Company has and will continue to be a value add. In our view, APG is a successful investment without Franklin’s backing as we view Becker as a great, hands-on operator and leader. However, bringing together a talented operator with an investor that understands how to unlock value in public markets highlights APG’s unique potential. For example, in our conversations with the Company we have come to better understand both Becker and Martin’s roles in consummating the Chubb transaction. Said simply, the Chubb transaction was a deal that does not get done without Martin’s involvement and connections (e.g. Blackstone and Viking preferred equity) but is not a deal he would consider without Becker. Since APG became a public company, the relationship has been quite symbiotic and the performance and cohesion of the team, particularly through COVID and its entry to the public markets, is telling. Franklin (6.2%), Jim Lillie (2.7%), Ian Ashken (2.6%), and Robert Franklin (0.4%), collectively part of the Mariposa structure, own a combined ~12% of the business. Franklin, Lillie, and Ashken are also all (highly aligned) board members. Becker, on the other hand, owns an additional ~1.3% of the Company and is fully aligned with shareholders.
- On a go forward basis, we continue to expect that Becker will have full autonomy over the day to day while Franklin and the team are more strategic in their thinking (finding larger acquisitions for new adjacencies, ensuring the M&A flywheel is spinning, optimizing the balance sheet, enabling better capital allocation, closing the valuation gap with peers, potentially selling the Specialty business, etc.).
- Valuation gap vs public and private peers
- Despite the attractive qualities of APG’s underlying business (recurring, statutorily mandated services), APG’s current valuation of ~9.5-10x NTM EBITDA stands in contrast to a mix of peers that trade in the low-teens or higher. Similarly, there have been a number of private market deals in both the fire and life safety as well as the security space that have transacted at multiple well north of ~15.0x, with Pye-Barker the most notable at ~23x. Although we do not use these aspirational multiples in our base case for valuation, we do believe that as the Company continues to execute its shift towards greater services revenue, particularly within Life Safety, it should start to trade closer to 11-12x+. Public peers that we use and their NTM EBITDA valuation as well as a list of precedent transactions are shown below
- CTAS: ~20.9x
- OTIS: ~16.6x
- PWR: ~13.5x
- J: ~13.4x
- JCI: ~13.3x
- FIX: ~12.4x
- EME: ~10.1x
- DY: ~8.9x
- APG: ~9.8x
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)
(Bold font indicates a Fire and Life Safety transaction)
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- We view CTAS as the most aspirational peer and note that the company also operates a fire safety business, which, notably, they have routinely described as an attractive because of its regulatory necessity. Both DY and EME are largely specialty / industrial contract businesses that are comps for Specialty Services. Again, this segment will naturally become a smaller piece of the business given 1) natural mix shift towards services revenue via APG’s differentiated GTM approach, 2) successful Chubb integration and revenue reacceleration, and 3) the Company restarting its M&A flywheel.
- Finally, we also believe that there is optionality afforded with the potential sale of the Specialty business. Although this is somewhat speculative, on prior earnings calls management has noted that they “continue to look at the business profile and are always evaluating opportunities” to drive shareholder value. We have also discussed this value creation with management and know of other shareholders who have done the same. This potential “pruning” of the Specialty segment would not only immediately create a pureplay life safety business, it would also allow APG to quickly delever from the Chubb acquisition and restart M&A. Understandably, one of the reasons management has not gone down this route is that the smooth integration of Chubb takes precedent over all other strategic decisions. However, we do view the most difficult part of cleaning up that business as largely complete with the focus now on growth (hence taking price). Over the next few years this value unlock opportunity likely shows increasing signs of life. Finally, we would like to point out that management has a history of pruning businesses that no longer fit within their operations. For example, at the end of 2019 and into 2020 management sold 2 industrial services businesses that represented ~$300mm in revenue in order to improve the future margin and growth profile of the Company.
Valuation:
Management is guiding towards $660-675mm in adj. EBITDA for FY22 and in our base case we believe APG can grow this figure closer to $1.05bn by 2025 and around $1.2bn by FY26. Highlights of our assumptions over this 3-year projection period:
- APG’s legacy business grows at an organic revenue CAGR of ~5.5% (slightly below historical). Since the market is growing at 2-3% a year, we are assuming APG is successful in gaining 2-3% market share.
- An additional ~$550mm of acquired revenue attributable to M&A for a total top-line CAGR of ~6.5%.
- Chubb grows at a modest organic CAGR of 3%.
- Adj. EBITDA margins slightly surpass management targets of 13% by 10bps to ~13.1%.
- We assume full conversion of preferred equity associated with the financing of Chubb in our DSO calculation
- An 11.0x adj. EBITDA exit multiple
We are also well ahead of consensus figures on both organic growth as well as our estimate for future M&A, which is not incorporated in these projections. On organic growth, we are assuming a blended growth rate between legacy APG and Chubb of ~4.6% vs the street at just ~1.5%. As noted, APG has a very long history of organic growth in the 5-7% range, and although this will be weighed down by Chubb, the acquisition is already starting to show early signs of topline improvement. The pricing and sales initiatives discussed above will help accelerate growth from very low historical levels and we believe 3% is a reasonable projection. Similarly, consensus only has EBITDA margins at 11.6% in FY25 which we view as excessively conservative when taking into account the following factors:
- Although margins for FY22 will likely come in around 10.2-10.3% (down from 10.9% in 2020 and 10.5% in 2021), we have seen solid quarterly improvement from 1Q of this year (8.7%) as 2Q and 3Q run-rate margins were already at 10.7%. Guidance for the full year implies ~10.9% margins in 4Q.
- Management has repeatedly noted that services margins have actually increased this year. Within Safety Services, it has been contract work that has dragged on the segment’s profitability as well as overall company margins. As discussed, contract work will continue to represent a smaller proportion of business over time.
- Management is targeting 15% EBITDA margins at both Safety Services and Chubb by 2025. In 2Q21, APG had already achieved margins of 14.6% in Safety Services so we do not view 15% as a heroic assumption.
- Price taken in 2022 will be sticky and lead to margin accretion as material cost inflation and supply chain delays normalize. Management has noted that historically they have not had to give back price. Again, this stickiness ties back to APG’s low cost to value proposition of complying with regulations and ensuring the safety of client’s employees vs the cost of negligence, injury, or loss of life.
- Assuming 15% EBITDA margins in both Safety and Chubb are achieved by 2025, hitting total Company level margins of 13% implies that Specialty margins are also ~13.0%. Although this is roughly 200bps above FY22 levels (given a weak 1Q), the segment’s run-rate margins for 3Q22 was 12.5%. Similarly, in 2020 the segment produced margins of 12.5%. 50-100bps of implied margin improvement in Specialty seems quite doable
- If margins were to instead reach 14%, APG Total Co. margins will surpass management’s target to hit 13.3%.
- Conversely, at 14% Specialty margins Chubb and Safety Services would only need to reach 14.5% for the Company’s 13.0% target to be met.
- This assumes Corporate at -1.5% adj. EBITDA margins
All of this is just another way to frame the opportunity set at hand and point out that overall margin targets are achievable. In fact, margins for services work are north of 15% already so success in simply shifting mix over time will improve profitability. Therefore, we also hold the view that sellside’s 11.7% projection is overly pessimistic.
(We do note that there is only one analyst with a 2025 target on BBG and no estimates on CapIQ, but believe this also highlights that the investor community has yet to fully wake up to the APG story.)
Looking at a 12/31/2025 exit we value the Company on $1.2bn of NTM EBITDA at an 11.0x multiple for a total enterprise value of ~$13.3bn, an equity value of $11.8bn, and FDSO of 278mm for a target price of ~$41.85 and an IRR of ~30.5%.
Risks:
- Stumbles with Chubb integration make achieving $100mm in value capture unlikely and organic growth remains flat
- Margin improvement does not materialize as inflationary headwinds persist / costs do not reverse
- Chubb brings European exposure to APG’s business at a time when the continent is seeing macro headwinds.
- However, we do believe that APG is shielded from some volatility given regulatory mandates on building inspections. Again, the Company’s performance in COVID performance is instructive here.
- APG’s salesforce is unsuccessful with its GTM approach and can’t win new business, dampening organic growth.
- M&A flywheel takes longer to kick back up then we assume so an inorganic story is delayed.
- Ex-Chubb M&A integration is more difficult than anticipated so both organic growth and margins suffer from a drag
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
- Mix shift to higher margin, mandated Safety Services will drive a multiple rerate
- Integration of Chubb will result in the removal of a major overhang on the stock
- Integration of Chubb will result in revenue synergies that should drive accelerated top-line growth while enabling deleveraging
- Street mismodeling value capture and cost take out opportunity from Chubb merger
- Deleveraging from the Chubb acquisition will enable sub-scale M&A flywheel and multiple arbitrage story to resume. The market is also discounting the potential impact from such M&A
- Potential sale of Specialty business will create the world's largest pure-play life safety business
- Underappreciated end market stability will help performance during a potential economic downturn, particularly relative to peers