Description
Summary
Ameresco is a well-managed, owner-operated business that is likely to grow significantly over the next five years. Ameresco is what is commonly referred to as an “ESCO” (energy service company), founded in 2000 by the current CEO George Sakellaris. Sakellaris is a key piece of the thesis - he is a pioneer in the industry, owns 50.4% of the company, never sells shares and has added to his stake in the business numerous times.
At a high level, Ameresco can be broken down into two main segments: services and owned assets. Please note that in this report, we use adjusted numbers to estimate the financials of each segment, though the company reports in a different manner – we are happy to go into that detail in the Q&A. A concerted effort to expand the company’s ownership of small-scale, renewable energy assets during the last five years has resulted in this business becoming a material proportion of the total value of the company.
We expect the company to triple EBITDA from company-owned assets during the next five years. Combined with a modestly growing services business, an equity owner ought to be able to achieve returns approaching 20% compounded during the period. Given the substantial visibility in the services business from the company’s growing, higher-margin backlog and the long-term contracted nature of the owned assets, the return offered by Ameresco is particularly attractive on a risk-adjusted basis, and we believe it can continue to compound at attractive returns beyond the next five years.
Summary Return Potential
Ameresco’s backlog of existing projects, owned asset pipeline, continued growth of the owned asset pipeline, and modest earnings growth in the company’s services business combine to provide attractive returns over a multi-year period.
By 2023 we estimate that nearly 2/3 of the company’s value will reside in its owned asset portfolio. As previously mentioned, base case returns approaching 20% appear attractive in relation to the predictability of the business:
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Why Does Opportunity Exist?
- While Ameresco is by no means a micro-cap, the high insider ownership limits the float to approximately $280 million. There is limited analyst coverage and conference calls are usually brief.
- Ameresco doesn’t screen as immediately cheap. On a P/E, P/B or EV/EBITDA basis, the company doesn’t immediately stand out. The shares have also tripled from the 2016 lows. It takes a deeper appreciation of the ongoing business transition (from pure energy efficiency contractor toward owning significant producing assets) and of the meaningful growth in pipeline assets yet to be delivered.
- It is easy to take a cursory glance at the business and assume that the company is highly levered to federal energy policy that, in the current climate, may be a poor place to be exposed. And while Ameresco does have exposure to tax and regulatory policies at the national level, its exposures are more nuanced. In particular, the company is highly exposed to state policies that, while a risk, appear quite supportive.
- The accounting at Ameresco, admittedly, is complex. The cash flow statement looks awful on the surface, and it is easy to take a quick pass on that basis alone. On top of the accounting peculiarities, given the nature of the services business, earnings from quarter to quarter can be quite lumpy. There are valid reasons for this complexity and the company has not raised equity capital since its 2010 IPO.
Management and Incentives
- Ameresco is led by founder and majority shareholder, George Sakellaris. Sakellaris is 71 years old and founded the company in 2000. He immigrated to the United States from Greece to attend college and ultimately built a distinguished career in the energy efficiency management space. Sakellaris owns 50.4% of the equity, and, by virtue of super-voting B shares, controls 80.4% of the vote.
- Sakellaris began his career at New England Electric Corporation (“NEEC”) and in 1979 convinced the utility to launch an energy efficiency consulting business named NEES Energy. He later pioneered the use of the energy savings performance contract (“ESPC”) model and bought NEES from NEEC in 1990. Sakellaris renamed the company Noresco and built the company for several years before selling to Equitable Resources in 1997 for $77 million. Noresco was later bought by United Technologies and remains a competitor today. In 2000, he founded Ameresco. The company made a number of acquisitions over the years, including several efficiency subsidiaries of major utilities at, reportedly, attractive prices. Sakellaris has been instrumental in the development of two of the top energy efficiency firms in the industry.
- Sakellaris was compensated with a $733,000 base salary and earned total compensation of approximately $1.17 million in 2018. His equity stake of approximately $336 million at recent prices is 458 times his most recent base salary and 287 times his most recent total compensation. Sakellaris is well-incentivized to focus on the long-term, per share equity value of the company.
- We believe Sakellaris would be open to a sale of the business at the right price and, in the absence of a transaction, will continue to take steps to maximize shareholder value. A few years ago, the company investigated the creation of a yield-co for the company-owned assets when favorable market conditions existed, and he previously sold a business in this very industry. In an interview shortly after the company’s IPO, Sakellaris told a Forbes reporter that he kept voting control of the company to be able to negotiate the best possible price in case the company is sold.
- Sakellaris and the remainder of the team are incentivized on a variety of well-defined metrics versus targets. Metrics include revenue, EBITDA, new contracts and new awards by business line, SG&A expenses, and growth. The team is also incentivized on achieving total EBITDA above certain thresholds to an unlimited degree. The thoroughness and specificity of the targets is laudable, though one might take issue with the significance of EBITDA in a business that is rapidly becoming more dependent on the efficient deployment of capital into owned assets. Management, nonetheless, appears focused on making rational decisions in the asset business despite the reliance on EBITDA.
- We utilized Tegus to speak with a former VP at Ameresco, who said the following about Sakellaris: “I guess the first thing I'll say is the CEO was, not only founded the companies, kind of almost founded of the industry. Just conceptually, I believe he was one of the first people to identify this potential with ESPC. And that is a business that he loves and wants to do as much of that as possible. I don't know what his current age is, 72 or 73. And I expect him to, my expectation is he is going to stay in that position for quite a while. He's very healthy, he's very mentally quick. Great with numbers, good financial mind.”
Business Overview
From a high level, Ameresco owns two different business, a services business and an owned assets business.
In the services business, a client, like a university or DoD defense base, will solicit proposals seeking to reduce energy consumption and build redundancy into their energy network. Ameresco will conduct audits, propose a series of improvements and guarantee certain performance outcomes. If successful in its bid, Ameresco will implement the solution and, in some cases, provide long-term oversight, repairs and maintenance via the company’s operating and maintenance (“O&M”) business. The investment in the efficiency project is financed either by the client with the assistance of Ameresco (in the case of non-federal clients) or by Ameresco selling its rights to payments from a federal entity to third parites (in the case of federal clients).
In the owned assets business, Ameresco seeks small-scale energy projects in solar and “green gas” (low carbon natural gas) to develop for its own balance sheet. It must finance a project, design a solution and find a third party offtake customer for the energy production, while assuring itself an appropriate return on its equity.
Services Business Details
- The services business has two components: an energy efficiency business and an operating and maintenance (“O&M”) business.
- Ameresco’s energy efficiency business helps clients overhaul major building systems, including heating, ventilation, cooling and lighting. Lighting, heating, and cooling represent approximately 50% of the addressable market. Measures taken include water reclamation, installing LED lighting, smart metering, micro-grid and storage implementations, combined heat and power development, and installation of renewable energy production.
- Ameresco also operates a business that provides operation and management services (“O&M”) to client projects under multi-year contracts. These services are often associated with projects the company has completed in its energy efficiency business. While Ameresco now discloses an O&M backlog, it does not segment these results. In this report, the O&M business is included within the services business.
- Competition in the company’s energy efficiency business is material. The top five or six players represent approximately 50% of the industry, and there is a long-tail of perhaps 100 smaller players. There are some modest barriers to entry to large ESPC contracts given the qualifications contractors must achieve and the financial investment required to continually bid and quote projects with varying odds of success on a per project basis. Depending on the year, Ameresco is either the number one or two player in the industry and distinguishes itself from the other large players given its independence from any equipment manufacturer. On the other hand, those manufacturers have large installed bases that, in certain circumstances, provide an advantage. At approximately an 8.5% EBITDA margin (and modest D&A), margins are reflective of the competition. Much to the company’s benefit, Ameresco is seeing the emergence of contracts requiring more integrated solutions that require deeper engineering expertise. This may lead to further industry concentration and higher margins.
Source: Internal and Ameresco Investor Presentation
- The market for energy efficiency is more than $7 billion annually and has been growing for several years. The potential for a long runway seems to exist. The charts below illustrate some of the historical progression of the industry. More recently, growth has slowed and industry revenues are likely flat during the last few years, but energy efficiency projects remain one of the cheapest forms of energy production, and Navigant Research sees the market compounding at about 7% through 2024. In a landmark report in 2009, McKinsey estimated an incremental $50 billion of spending per year for ten years (25% of which would be in Ameresco’s commercial end market) would be required to close the gap on an estimated $1.2 trillion in savings that could be had in the United States from energy efficiency alone.
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)
Source: The Edison Foundation
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)
- Backlog progress in the services business during the last three and a half years has been promising. Below is a chart of “fully-contracted backlog” (where the progress is more pronounced) and “awarded backlog” (where the progress is more muted). Fully contracted backlog has grown at an average of 22% annually since the start of 2016. Disclosures on backlog duration (12 month versus post 12 month) suggest some extension of the duration of the fully contracted backlog over this period. Also below is the recently disclosed backlog progress in the company’s O&M business. While it has shown modest growth year-over-year, the backlog has declined marginally each of the last few quarters. The company is confident that this is the underlying lumpiness and timing associated with adding to the backlog, as opposed to a worrying trend.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlYAAAFxCAYAAACx5OYMAAAgAElEQVR4AexdCViU1fr/sQ4M+yabAirigkqKgoppJd4stUWtrqb5t8y0bmlltlxvVl6tq1GKlbsWbpWWu+K95Y47KSq4gDIiMLIzyGxs83/ebxgYYAZmhhkY4Jzn4Zn5zneW9/y++V7ec8573p+FQqFQgCWGAEOAIcAQYAgwBBgCDIFmI2DZ7BZYAwwBhgBDgCHAEGAIMAQYAhwCzLBiPwSGAEOAIcAQYAgwBBgCRkKAGVZGApI1wxBgCDAEGAIMAYYAQ4AZVuw3wBBgCDAEGAIMAYYAQ8BICDDDykhAsmYYAgwBhgBDgCHAEGAIWGuD4Pbt29pusXyGAEOAIdCiCISEhIDppBaFnHXGEGAINIIA6SRtSathRRUaq6itQZbPEGAIMASMiYC6QcV0kjGRZW0xBBgChiCgrpM01WdbgZpQYXkMAYYAQ4AhwBBgCDAEDECAGVYGgMaqMAQYAgwBhgBDgCHAENCEADOsNKHC8hgCDAGGAEOAIcAQYAgYgAAzrAwAjVVhCDAEGAIMAYYAQ4AhoAkBZlhpQoXlMQQYAgwBhgBDgCHAEDAAAWZYGQAaq8IQYAgwBBgCDAGGAENAEwLMsNKECstjCDAEGAIMAYYAQ4AhYAACzLAyADRWhSHAEGAIMAQYAgwBhoAmBJhhpQmVFssrQ5HgJpKTk6v/7qGoQkvnVQLEL/8O8QI5qgTxWL48HoIqLWXrZVeKHyCN6+MOhGJtHdSrZBaXcgjiv8PyeAHUh1pRdK8Gs1v3CiHXU1aN+Knhq2dzrDhDgCGgEQGlfrslFGu8a6xMje+ztsY1vufqevgW7hXpq1GgUSfrJZc2eVl+m0Sg0cjrbXJEbUroAiT+FINdpX7wdbQELIMxbm4XhDtrsHcVYuSkpALiSiiQg5QUQKxoarAKyAXx+PY/uyH06YEAm3yk3gnAjG/nIFJTH9qaE1/HznW30WfWcwh10CCbtnr18/VupxLinFSkQIzaoVaiKHEHlu4qQA9fPsTC+6gcNg9fvNIfjvX703KtEGvATw1fLdVYNkOAIaAPAtIb+G3JMhx1noSly59HUDNUR2PdanyftVXQ+J6r6WEHCYRpVhj20cd4pa+LtlYa5GuSQVNeg4oso10iwAyrVn+srhj6fx9ieihfKYmiELdO3YNDxCPozFNALLiCZPRARJeGgirEAly4CYRGBMEBQEVeCi7keiEi1Avcg63KwP/W7oVk7CeIGRcEa1RBkpUBEc8CqBRBcCUJaUWV4Pv2QXioN3h4CMGFu0BnHrJvCAGfPgjvw4fw3AmcvngXwiAXiAdEYLBXAS7eqoQvT4jbsiBE9eXhXtIN3C8B3ILD8EiQC6xQBXneLSRezUa5UyD6D/SGqF47EUE8FKUl4aqgFNademJAfz9wKMhzkJyYggdwgVW5ArBpOHbbof+Hf00PRWXSRsxacRn3Xu6PUCsp8m5dRwonSHcMeCQIzlYAqtsTljsiqH8Yuqo1V5GXjDMZLoh8RC0TFSgRXMXltEJU8P3RP7wnvHiWapiVAbCArW9/DFNhrV6dfWcIdHgEqlCach4X/EIRmn0OZ1KfRFBPe8gzr+C8qLPyvSH9lazSX6R7UoHQ/vCV3EVSyn2UwA3BA/ojyNkSYkESbsENvIx7kHUbjPDOFshLvoKrDwAfKxkAOyXiFYVI++s6BA+t0alPGPr7kmZU6SIqDJRDk0pR6eFKJG34BCsSM/FyXxdYyfNwq0ndFgxnteet0inh1SJVC8Z0ihpG7f2rieYQ7R02Y46vCpLifOTl5SG/RA5UCXFu0xHcLKHNLxkEJ37C6hMZqNTUZXkWTn//I47dp3/0JUjeuxG/3S5FzUPNuYHz9zpjWHhnpaEFS/D9g+BrW4DEDV9hxf/uQSrNxMl1/8aKE0IoKjNwYvU3+GLZLiTdv4aDMcuw5UomcjJou02GogfZEIrKUCk4gdWxXyHm9ytIv3ET5w5sxYEbBSiX3saexStw+H4ZFHknseKj9Tj5IB+Zp7dg06m0eu2IUZC4BYt/OItCRQlu7IzBN/H3UKEQ4sSKf2PdydvITNqPX47laxo5FJJi5OVlICXlPmx6BaKTJVCV9l+sO5CCwvKHSN3zNb48fA9VNe1loCjzNNZvOofC6hYrcs9iw5dbkVJhDbK/lKkChYk/4bMVfyBTKsaDk+vx0YqTyFOU4uYvXyM2IQ+Khyk4sPl3nLhdoPc2pKoX9skQaN8IiJCccAvdnngRzw6vwpnEDM6gqSq4jC2bTiOzqgql1w/iu5XbcEpYDoiu4rfvj+GeJA2H1h3EjUIZpKl7sfjLeNyvUurB2C9i8XtyKm7cy8ODE2vw0boTSM/8C7t+SVC+h4p8JG5cjh/O5UEhScHOf3+P+PuyWl2Uno6kXb/hmMadvmo9fP82Uu5ZoVeQOywhQ9ohHXRbQm7No1TXKbWrFkyn1ADUQb7UPvsOMmDzG2YhTn3/EU6RYB7P44uYPjqLaOEaipFDdmL7pSw87VmCixfcMfrzzjWGVWVhDjJtfeHrUfcxV907he0JnTH5h5cR6Qg83qkEb/56DveGEVu3M4bNmIuZYVZItvgEsTcsMGPcUMT/7xKiJk1BtJcVKpMBKB7B5HlzEOlEZlw0HpUUo1CcBdm573D9bg76Fv4PKYNexpqXw2GPcsjLrMDrW1DbjmcWDnx8ES5DpyPEzwllA2/g2+PXIAwFDif3wpQfXkekoxiP2HyCFRoQKU/agzW5yq1Afkg5xGUKeAU/i3/Ok6CosAS5sis4dl2Awr6F2JfSF6+seQXh9go8K6+EZVo6UHkNv666jS4vzcXMSB9YVxYoe6m6hxPbLyNo8mK8HOkGPO6Dgjf34fS9IDilyhA26SmM7pWO7H0ZsOkTyK0UahCPZTEEOjYChVdxLNEPQ6cGoafPQCD2Im5P6InQ7qHol3cY17NHoMu126hQSHDldj6i7K7ganAYXvHqBa9/BkNSVAxxbhnOHbuJu8Uj4QkFFANewrw5kXBSZODAx3cRNuULzIx0Q9kjdpi1AlBknsPOUw4YOrcn/PgSDOzyE44n3UcojiM57CX8MDMSjmXhsJm1ScOzKUHSno3Ipa3AdEuElMtQBjsEP/8u5umg25CKBjrFgvQkpar7TKdUQ9FRPur+x+0oozarcXriyX9+XrsVWJmMBJ3lc0GfYf1REvcXUjoX4LxPOMb61O6bWbp4wLvsCoQFFQjzrX3UCnEJCq0c4WivXNuyd3SEVWEJxJyHuCVsrFXrNwqUlWtcKwMsHeHIp/oSCA6vxvJ9D+DlY4uibDncy+UQl5TCkm8HW24sNuApv9SOrOohCnLkKM1IxiUJyeyL6KFdYCe6gpwa2axgbaOUsbai8ptqK9CqIhU7F3yD3y4NwD/8L+Lb5QdR4OUJ26IMKNzLUU5jtbSDna2FcvuOZ6lc/asqQUGBO7rZ8apX86p7qJKgpNAKLo48ZYa9I1ysSlEitkM3/3Js374BCu88XOz2OD4IqrPWX19Eds0Q6KAIVKLw2iVcr0hFQewSHC8vhLgIOHvrWYSGhSBy0HYcTPoL4qu+mPgCDweSknCFL0Dg4GfhKb+Lw9/GYl+BC3xsi5Gt8EV5pdLD0tLZUekqwOkOy5p31MraGvR2V4oKkAMRMpITIaEM32EY2oUH0ZUiWLk4wp6ehpU1bOheg6TaCuSjIm0nFny2F5cGvwb/M+t00m2clqynU2o0J9MpDdBu7xma/2u191Gb9fisYGObh6xcKVBRBKFQ2oi0FrDvMwyPy4/gu42X0X3UAPiqKQ0Lv34YHpiBY8dSUMK95VII//oLd2090aVSiPs5tCYuR3Z6Bir7BqNzre1Vt08rG5BblsZUmYEze+4j4h+f47OFszDaj4wkW7h7d0LlfSEKSCdKsnE7sxRQb8fKHf7dHOAS9jRemT4d06dPxUtj+sLL2x/dKh9wxmDT4yfHsgpUwAo21nIIzvyJWxFz8NVnH2PO6EBOXCt3b3RRtYdSZN3OUjr92wzB9Df7Ifm7LTiRS1up1cnKFd5dKpBxvwB0frIiW4C0yq4I9i1A8kUrhIYGwSf0abw5+wkEaQVF1Rj7ZAh0QAQUOfjrlAA9npuO/3thEiZNmYGXH7XG2TOpKIULeoV3xb39v+FPfl9EjBiInom/Y9tFNwwL80aV4Bz23BqAf3z1ORbO+Rv8NMHH6Y5K3BcWQ4Ey5AvzuMmSVSd/dLP0RNjTL2M66ZSpL2BMXz94+/vW6KKK/AcQ1lg8mhqvQkVlFWBpA2vc11m3caafVp3iwnSKJqjbcZ62f6XteMhmPjSrAAwb74XFqz7DbTtr2Lo2sSpiE4iIkZ44sNcDQ/t51h2cZSDGvPcacr5eidkHyECzgF33CVjwUTRemZCEL79YiHMeZcgo7YFXPwiHC+7Ura+6cg3GoD6/Ytd//onzj8/BgiDVDZoBeiM0goeV65Yg3U6GnOIq+MAGvsPGIvrYany64BicSqXwe3kBegxTb2cW3pn8N5z9cjEWnPaBgzgfpcPexbLnw/HMyCNY/ulHOGZnAThY0WJWgyQ/sgTTjlC2PbqMmoX54T7g2fWDy8p1+DSdD3lOPix8AAvfSEyMPoWVn36M005S5Pm9hIWjqZ4VnPs+j7efjsHSdUfRbX5nZR8Wfnj0lSdx8cul+PicO8oyZAh6dR4i3fmw7luBk5cTUepYgcPbfkeftz7ErHBPbrbcQECWwRDooAgoHlzFydtBGPVmBELdlavfIdY3sGfJOSRPG4DI3gPQu/QSskb1hL+7PR4JLMdVcW/08raBlUMvRLisxbpP78BOXohii+r3sg6WnRDxzGAcWP4FFhyjs8DW4MMLFl6RmDzhAr6kd51ODD+wwLAPP8bzEX/DyAPf4dMFf8AOVnDgW2lQKfk4smQmOJXC64pRb72NcBce7HTUbW+7kYB1dUrguGqhmU6p8/Q6xIVCS7p165aWOyzbeAhUKmSiYoW4on6LMoUoU6C4VyhTVMlKFEXicoVCUa4QFxYpy1aIFYWFYoWyWpki+/C/Fa/EnFYU129GdV0hVhTcFygEQpFCpsqj9nIFipupWQqRrLI6V60PhUJRIS5SFHJ9KxQKWbEi8362smyd/qmqTFEouKMQFEoV5eLi2vaoTtpdRaaottc67XB9FCjup95WpNeRTdWe+vhrBFcoZCJFXm6uIjc3V5Gn3raiUiErzFCkCgoUsnKxoqjmHuF5V5GWWawcv7r89D2PcKk/9lxF+s20WtkLjiu+fOU7xbmHhFW5IvvwYsXLXzeCuZq47GvzEFDpItVn81pjtU2OgPr7VdOZTCHKV+kfetcKavQE6Zk677GsQCFIzVAUyuQKcVEJ987W0UVcm2rvepVMISpS6cNyhbggU5F6M10hrHn/SUWp2qzQoHNJD+dz+iQ3N79GLqXoKl3UhG5TH7NKp5Sr62nSp0yn1Pwc2viXpnSRBY1PkwV5+/ZthISQMzNLZo1AVTp2f7ASD6Z8hjnhrmYtapsWriIDf8R8je3ZTgh0LMW9wgC88OEcPBVUHSajTQ/OvIVX6SLVp3lLy6RjCOiIANMpOgJlfsWa0kXMsDK/Z6anRBWQFEth5eqEandrPeuz4rojUKE8rVRhDQd3V/BVPv66N8BKGoCASompPg1oglVhCJgpAkynmOmDaVSspnQR87FqFL62cNMafFentiBoO5DRGnw3T+XJpHYwGjYEhgBDoLURYDqltZ+AKfpnpwJNgSprkyHAEGAIMAQYAgyBDokAM6w65GNng2YIMAQYAgwBhgBDwBQIMMPKFKiyNhkCDAGGAEOAIcAQ6JAIMMOqQz52NmiGAEOAIcAQYAgwBEyBADOsTIEqa5MhwBBgCDAEGAIMgQ6JgP6GVVUmEg4no6RDwsUGzRBgCJgjAlWZZ3E4udgcRWMyMQQYAh0MAf0MK0k6jm9aj417D+FkmgjitHh8M/c1zF32XwjK5cg7vwHzpr6Hb+JTIa54gPNr5mPq3FjEpz3sYLCy4TIEGAIcAuXpiP/2W+y+JUFF3lmsmfca5n4Tj7S8G9gT8xmWxv2FIkUxkjZ9j4P31TgbdYavChLBcWxa+xP27k9AmqQCcmEidsb+iIT8eqRw2mQRS+vqLp37ZgUZAgyBtoFAOfISt+Bfr76ODzeeR16Fur1yC3mp+xHz8VeIu1IARellbPrqEO5XGT4yvQyryvQExLtMxdqVszCkkwhntyWhz0cr8W6Pi/jt8AHE7fTAvLgP0P/iTuz+dSt2er+FuIV9cDEuAULDZWQ1GQIMgTaJgBz3j+zE3ltZKKnIx/m4o/CeF4uF/ZOxYcV23Agbj4jsa7h64SBO+o/Hk11sDRilDOknLsJlegxWzh6KTralSEu5i/yMPEjrcEpolyVu9y78VKO7duOUkOi3WWIIMATaDwJWcAgYgw/Wf4HRmaeRlH5OzV75ESt+vIuwqY8gOykJF35JhP/UUeiil3VUFym9AoRaBUVg+P51WLj2UUyZPAj2jqVIPHca0vulKHUpAq/fUHSxdIE4QIyEVEv0m+QNS3cJAnIvobAS8NUQqZoimLLEEGAItF0EtFFfVeWcwrbrPfB8pBRClEFa3hUhXRzgLvZEsbcfwpP24zzsIDvsiP5DBLia6Y6BnYlUV59kh6CoPtj/3VKsfexFTB4XhtBRwyE8nVGnkcZkyU24C+t+k6p1lxSXCssAX82qkemrOrCyC4aA2SGgWR9Zwk50HHM/OIRS3uOYzy/HpX4h1e+8DbztPZG09SLgXonDvN4YcucGMt37ozPfMOtKs/bQBpVDCMZ99CVGJO/E4h9SsOCjd+CTloX0B5Zw5PNQmiJEIfxQKrKCg4MMAqEICCyFyI4PnoXmRjWDoLksy2UIMATaCgIS3Ig/BIE8ADYpQjwQJUAizgcKyxFYKoGd7zBMnDgSR5ftQFagFEIbMfLjzqHLJ9Hw0muIlnAIHouPYqKQ/MsK/HC8ExZF12+gCVkc+CgX1OouPk+7MmX6qj627Joh0DYQsAx+Aas2PoHz65Yh/owF5AJU2yu28I2aiIkjT2PZZgECRUWwqbyEuDPe+CTa16DB6WFYVUGUsB4xidYIkGTANWoA8o8dwoUcETJEkZg8tT/SUn5E3OYUSB5GYspkS2zdvAObU6R4GD0Zgdp1lUGCs0oMAYaAOSPAR68XPsVicQlu71qLqwNH46miHdgYtwkpEhmip3VC3tFfkfLoZMxwPIYfLghQYt8f+m8GFiBh1RokOntCctsFUSMskXxgDxKEAmBXPHxHW2PXNivM+qARWaaMh/XWn6t11wBMC7QzZ2CZbAwBhoDeCKjpibseeOTpIUDKttp33r8ARzfew6OvPQvH/dtw4U4Z7Pvor41UYulJwvwQSRs2ID36DTwXxEelpBiFYtQS0lZKUFRYBl41QS13X24Ldzc+NOwCqmRgnwwBhkB7RkAugcSaD74VEc6KIOe5wI1fhaKsYvD8O4EPyi8FnDUTW6sIT1WfDaAqS8KGpfcQ/fE4BPEAeUkRSuRVgIU1ZFd+xl6nF/CPSE9lNY2yWAP1dFeDPlgGQ4Ah0LYR4N5xCeDgCjd+vXdeUYysfBv4+zgodUEJ4NyI3aJVF1UjpKdh1bZxZdIzBBgCbQ8BlRJTfeozgkqJBBV8Pnj6VGJlGQIMAYZAIwg0pYv02ApspBd2iyHAEGAImCECVny2Wm6Gj4WJxBBo1wgwz6d2/XjZ4BgCDAGGAEOAIcAQaEkEmGHVkmizvnRGQFEmhWjDu5DfOKdzHVaQIcAQYAgwBBgCrY0A2wps7SfA+teIQNmdJFRmnIAk/zZsu++Cha29xnIskyHAEGAIMAQYAuaEgP4rVowr0JyeX7uVpexyPDc2hUQIMrJYYggwBBgCDAGGQFtAQD/Dqg5XYAkkaYcRM/dVzPnqINLq820xrsC28PzNUsaqh0Uov7kPll79OPmkf6w2SzmZUI0jUJV3AZv/9QZmfPgjzudJkJ+wGu/MeBlTpq5AQraxuAIbl4HdZQgwBBgCAHEF7sDiOe9g8faLyKvIQULs+5gxZQqmxpxCdprZcAUqkJ6QCM9Zy/F+92s4fuGoGvcO4wpkP2XDEShLu8xVths+HTa9nkFV3jVUZKUZ3iCr2SoIWDp0x1MfrMSy0QWITyqEQgqEz1+P7VvnYUjRZdw0CldgqwyNdcoQMAoC5EMqPrzeKG2xRhpDgLgCozF31QIMvrEPxwUSSCXhmL9lO7a+H46ihExz4Qp8En2GdMfqL+fjuM1Q/OMTG/yvXxDjCmzs2bJ7OiHgemobyPkvy8IZVv6D4HxzH/L/uxklUdN1qs8KtSwCWmle7Apxau58HCr1wGPznWBRDCR+PQfngp7G7NfC0Ct+pxG4ApVjrco8iyOi3ngq1LVlB896YwgYiACtzIt3vMnVtnTzgf2Q8Qa2pF+126n3dKrg6eEKd3cXncqafyFL8L28gNJE3JN2xxAfO5TyE/H1K2cQNHYGXhvWGfGbzIIrcBsG8ISI+uBzDEjZgp0nLVElsGRcgeb/CzNrCUnZFOdfhlXASHR/ZBAna/HVnbBNP4zgSfNh6eRm1vKbu3BSqRz3Mx80KaZRlKplD7ywaj3GnN+AufHX8dz7cxAb9TqE8TFYd3MEFr07C47N5gqsgkRwEts3/oxLDuPRo+uT6CJKwr6d1+A3ZRqiPJWcD1V5F7F9zRYkYChmzp6AMPyFDUs24EbAC3j7jZFwub4NS1alIGDqHLwxpgccmkSIFWAINA8ByR+baxqQHloE2+BwWHn61eSZ6kvPv32mU9O/fTsNE557Qqey+hZa8M/vsXz7pSarfTBlEJYteavJcjoVqMjCH+tPwnv2TIQ5OgHvxCAKWYj/1w7cHP0u3p1nbw5cgRPQS7APhy6dRdUDK/iNDoe/YC/jCtTpCbNC2hCQJR7hbtlFvVRThLYEJbvnQ558usVmdTWdt7MvZFTpolibr1TrcosGPDIYVzeswC0be+RneGLMbCfkHN1hBK5AGdJPXITL9Bis9JRDbluKtJS7yM/Ig5ui9uFZOnRD9Nz/YNSZb7D0+CW8kHEc3vNiMTFtDVbtzoPzFQ/Mi/sAaUu24FTYexjjyw5M16LHvhkbAXJtKLu8lfMjtY+ew61cle5ZDpeZ3xq7K9Yeh4AYN3+NRVx2JzyRsA8HhC54cCYLNh4lyPCJwmyXBzi6znhcgXpoD0u4RE3BxBsbkP7Mh5gZxAfQC8H5JSizdYanMw8I64lINa7AhR8PRSHjCmQ/bD0QKLt2mCtt2z2sphYvdCikR3whO76GGVY1qJj7F9IXr+GjPsUQg6/kC5X3QO+Sctg6u8GZV4Gi3s9iJscV+BLeDqjmCtR7WHYIiuqD/d8txdrHXsTkcWEIHTUcwtMZdVvie8AHxUi8p0DYEHeU3emKkC4OcBd7IjfhLqz7Tap2Y5DiUmEZoMWwIioLlhgChiAgk5fhwYNCrmqv61vhCCDV+wkUZZahl9sgOGacwNUtsXjg8whcXR3h6kIlWi9lCx/AVL/3oqISnQZG5fSVQbNrggN6PPcxYkaXA7AEz9kFvDARSsps4OzpDF5FMXpP+jv8vRyA6bMQUM0VqJOQGgrpYVhRbSeEzXwXav/y4OzpVdusFR9uXmRwKZMV3xVql6ps9skQ0IhAZX4256huO2BqnbhVFMPKNuw5yM+u5gKG8noP0VifZZobAtbgu3miRiPwnFGrLmzh5t+pWmAqZ6hvlCUcgsfio5goJP+yAj8c74RF0ZpwKEPOH9sQ7/0C5oU54+weIYSF5QgslcDOgY9ygbDGjYHP035YWrPS1tQfy2MI1EWAfJuenBWDZf1FGBQmwJ0iZ0R8eBzAcYz1KMe6v1nD88ZWfLLyAl5d+CoiBg+s20ALX/n5+sBUv3c3N2edRkPljCVDA3uE54Ea68XaFf4+1SKRHdNMjxPtGkSnYbNCDAHjISC/fpJrzKbXsAaN2g0ey+XJEn5pcI9ldGQECpCwaglit/6C/ckuiOplieQD+5AgFCBhVzyS047g88//QNbN3/DvOAHsis9h14Fs+EQCJ+I2YdN/ZYh+fjyicBpxm7fgvw8HYHCgXUcGlI3dxAhM7Cnketia4l3T08ECG+xN9YWddQUWDc2syWdf2iYCeq5Ytc1BMqnbBgKatgFVkpNTJ4VeoPhW5J9g7R+susU+OzQCHoh6YxxuLL2HZz4dhyAeIHeehDcjJwAW1pBd+RkeY16Afw8+voiJRgUAC1o5cw5Dt0gR5DwXuPGtgYUL6rgxdGhI2eBNhkDc0Dy42slxIdsLsXdr1nK5/t685I4RXQrR3a0EFvkUFNk0juMmGxxruAYBtmJVAwX70poIlN29xm0D8obOqbMNqC6T7YAx3KX86jH1bPa9oyNgG4aZnz2DIG4Lj/wnPODl5QUvTzf4DZuO1yM9Ac5NwYvL5/xBQduPHkqjivDj7ruCrzxE2NERZeM3AQIW5XKMCsrlWv7uSs0mVJ2ell3owl0HZu0D8aWy1DYR0N+wYpQ2bfNJm7nU5beUZMs2PbX7T5FvFUVjJ18rCsvAEkOgKQSs+HzwmirE7jMEWgABfsr/uK2+g2l+oK0/TSkuiwe6b1UpgvggY5zQhFFbyNNvK5Aobbb/iLhLjpjQgw+3vV/i+8RSWDgHYvi0NzHJ+khtLJhoJ1zf8DVW3QjA1LdnYEywU1vAg8nYSgiUJe2BBd8Xtt2UNDbaxOANngTpoWttPvQCObK2TNgDbUiaPp8obX6K3YiTZUMxe/5khKvHjpoWiOtxvyDF6xnMmdYNGZu3IXP06xjbxdb0grEeGAItjABNBO2vboSswhorkzwa7f2Vs17IDrUELm9FWdjoJnVio42xm9UIEKXNLqzZcBZ4dBpmv9gfSNxSba+8gWndbyNuUzK8Xnod04IzsPk7IeWD29cAACAASURBVEYveBpd9F964vrTq1plegLiXaZi7cpZGNKpM6LeX4ft21fhzR48uFimMEob9iM2CAHaBiSyZTr511SyG6g88iW/uKupoux+KyNQl9LmFs7HHeViRy3sn4wNK7bjBqO0aeUnxLpvKQTE+1dyXW1L7oxESdP/dm8FKeP4iX/9iG0JGuUh1aO0uXxSzV75ESt+vGtUSpumn7DaoKyCIjD8zjosXHsCWXJl9L2q+2dxsGAQHu1mhfJ+IVwsGN8AMe6kVqBfiDcs3X0RkJuDwkq1hthXhoAaAmVJ/+OueP0fV8vV/JVCL5AfFvEHEs8WS2aMAFHa/HMOFmwTIsjXHtLy6thRvp4o9u6D4KT9OA8h/jhcBB+FAFczS814MEw0hoBhCNBhGzp0U+XcAwuu6kYRU+jgC7snFnATTumZvYZ1zGqpIaCktHGW5XCUNiGeCjV7xQbeYZ5I2noRyD2Jw2InKO7cQKakSq2+fl/12wp0CMG4j77EiOSdWPzDSfgtGobCU5fgMfZtdLG8DLlaLBgHBxkEQhEQWAqRHR88C82C6Rv8S3MrLLetIkAOnR6Xt6LKuTvuiqsAHQIwWnv2BkU9Kj75M0RW7m1y6IJ7TdPK0MCMHaTPFP1qjTNTh9LmIp6UCwFV7CjfYZg4cSSONpvSpk0+fiZ0B0JAfPh7brQPo94Cvq+lsWkKAvthz4JOSsuOLoNtj0HsJHRTgDV1vw6lzXnsqbFXbOEbNRETR542B0qb4fAQXUbcyW4YE+sBWIcgEpv0prTRqpSbAondbxcIcOzuAPiDJsIzJETHMYXgYeozwM196O6+oEX4tXQUTPdiFrq5VBs9SF+L9Vuf0mYGhmAfNsRtQopEhuhpnZB39FcjUNroDjkryRBoaQRIv1VmnFCGivEM1Kt7Wp3nj52P0h+no/T3xXB5Y43WE9N6NdwhC9ejtBkQikjsqbZXBmCafwGObjQbSptOmLV8EJw4f9MAjKkXC4ZR2nTIX7Begy6/eYYrz+s7Qq96FHqBltdlFw/C4anX9arLCrcEAhoobTAXH9fEjqpCkY0xKG1aYiysD4aA/ghQuATpH8qTffy/zQKKiE5Fv0SHeYiJgngFZX/9wSi99INPrXR9Shs3OC8MqY1dpyiGjREpbfTysVJR2jzH8QSSzDw4OanNvOvFguFCyLvxwULDqD1f9rUGAVI8KiJSfVndKfQCnSKk0Ass3ksNpGb2RUlp41WjA9RjRykpbZQhEpWUNs2JIVWVeRaHk4vNbPxMnI6MABlC5AtKPqH66jd13BzGzuF0nfTQIhDtF0uGIcDZIxTfzssDzhTzTt1e4ShtHJQNU36NzjKsLz0NK8M6YbUYApoQkCef5bIphIIhye6x2Vw1UmAsdVQEqiARHMemtT9h7/4EpEkqIBcmYmfsj0jIVzsxU/EA59fMx9S5sYhPK0FF3lmsmfca5n4TjzSxFHnnN2De1PfwTXwqxB0VSjZuoyFAkz0ijafJH3/U1Ga1y20JPvsvro3SPcub1Rar3DIIMMOqZXBmvWhAQJ64n8vlhQ7XcLfpLFU9FnqhaazabwkZ0k9chMv0GKycPRSdbEuRlnIX+Rl5kCoPLgOoguj8Tuz0fgtxC/vgYtwu/PpTbeiHuN278NNOD8yL+wD9L+7GKSER37DEEDAcAcmfW7kTfTT5I8OouYlW6InSi/y1pOeUerO5bbL6pkOAGVamw5a13AgCFDCPlIRVwEhYOhlGJU71WOiFRkDuELfsEBTVB3e+W4q1x+9DDleEjhqOHk7qqk2BMqm1WviXO0iV1IZ+yL1zF5KaUDFS5BSWdQjk2CBNgwBt15GLArFEqOLuGaMnh/FzuRUwWgljzBPGQNR0begXbsF0crCWOxgCZWmXuRHzwsc3a+QU+4qUWNnleNCsrq2md7pJ8GFkOsdwT2SsLOmKgCUcgsfio5goJP+yAj8c74RFyhiy9RqQqIV/cYRDuRBCVegHBz7Ka45eW4HPcQ7Wq159ycLDaMaF5dYi4HLsBxBhTUnv8cgV3K+5oWuoE6qgLcyKff+/w+Hct8jb/jlEj79Z07YpvmiTwRh9FRWV6NQMldP3nTOHSAP6G1bEFXhEhH5PhcJZJ2hYIYZAQwRkp3/iMm2DBzS8qUeOtX8wt+rFBeB7ONfg1S89ujR60XB+FeaGZ3A8Yi/1vo9zQgcQZxhLuiBQgIRVa5Do7AnJbRdEjbBE8oE9SBAKgF3x8B1tjV3brPDGq32AdTuwOUWKh9ETMNn6EDarQj9MGQ/rrT/XHr0OtNPasTkoba3CsRutjgAFAy3JOsnppIDoer6jOoY6oUFoDbMSEoKHxXe4UDMB4mdgN+AJk41ZqwxG6NHNTTfrgcq1xXdOP8OqDldgAMb55uP4lnXYcNoOf//yPURm/8K4Ao3wo2vvTdBSOZ2WoWPEhm4DqmNkF/USxOR7cHpXmwy98MmgPLjaySEsdYCvoxiLhqUj+WCITtQX6jiY2/eqvIvYvmYLEjAUM2c/i8DbP+GLDaeRXz4Yby17Enk7jMEV6IGoN8bhxtJ7eObTcQjiAXLnSXgzcgJgYQ3ZlZ/hMeYF+HTxRN3wLz3UQj9YA/VCxZgblkyetoEAxZui5PDUWyYTmEI3iG7ug/RIDGhiagwdajJhzalheTYS9+3FRb8JmB0FJMQuw4ZzQpSHz8GyZ4uxY6PxuAL1MqxquQI7QSRXIO3Qdlwb8AG2znZBZeE5rKh2AE1bshm7C21xhZxFJ97BklUJCPtiDHzNCWQmS6shIL9+kuvbptcwo8hAW4ASvi+IyJlO4BjDWdQogunQyCv+cjwW+IAjZ51+pBu+GZGJvl5FIGNr4klvHVow3yKWDt0QPfc/GHXmGyw9noF/ugHh89djeigflcnbsZy4Ai9dw9ULN3DVfzzmGErAbBuGmZ+F1QDBc/aAV/VV5bDpeJ2vDOrAHbdWfgWgDP1Qc8kdva65qmmLfWk+AkQ4fj35jk4NPTYiHO7uutG+6NRgdaHMrBzE/qAbv+g7b05CZ3/93z0KBkoTRnIyp5V0UyUK3WD/9Oeg8AuSPzbD8fn3TNVVO2q3CiVpt3A3Pxs5bkqqGqkkHPO3TEGolQTJP/3EcQVeupSEC4l34T91msEEzASaXoYVxxW4n7gCH8WUyWHIS7mLvw69i5d/7Iu/v9wV5f16c1yB4gAxElIt0W8ScQVKEJB7ieMK9GUBrdrRD9XwoRBNAyXb7rX/DA1vTVmTN2QaR/1AIRxMuTzeXDnr118QofTBWH05kFuheu9kZ+x79iFnbL3Tzal+8bZ1zfeAD4qReE+BsCFesC4FEr+eg3NBT2P2a2HoFb8T52EH2WFH9B9CXIHuGNjZ0ahjtOK3Xhw9+mcukch0Gk9ID/2icuvUqJkUIqNq4rtbdJLm1n+7m8SwouewfPslnWSY+X/jdCqnXojCK0j2Vq9WjZ+rfssk3+2HjEfZ9aNcHMCysNGgQKIsNYaAJZxDR+Ax4V9I4YpZwp6fiK9fOYOgsTPw2rDOiN90EXCvxGFebwwhrkD3/ujMVz8E01j7de/pZVihHldghGMfvLT0HTyRuw2fnrgP2yJXFMIPpSIrMK7AukCzKyUC1qJcuOZdQ1nXp5Cq5tjZXHysXINBZwtL/1yNDIfOzW3O5PXJkTVuaB639Xc9zw3/vqk0KIj5noysdwff4fyu/sy+r7fzZmPC6+pAq4/jqnYfiDLk/LEN8d4vYF6YBxwwB7FRr0MYH4N1N0dg0buz4NiOuQJphUTXf+aKdN055Bp7vuxe6yBAsfQUEiFHnNxSW3O03Viy9gTEv34Em/d2tamV+tZ5Suq9eiPqnRhEIQvx/9qBm6Pfxbvz7M2BK/AVDMduLFm3Fum8KkQ+Pxr2P+9iXIHqz459b4CA+PAJyAG4DRkPH525ARs0ozGjNF1J/RBkLTf7GZx1STEGBWdzW4DLLtbdJCcja0AnH27V6nF5IoJDpmscr0GZOjrQGsNxtezmb/h3nABBT5zDrgNZ8HxwFUIbe+RneGLMbCfkHN3BuAINeoiskjkhQKEPVMFAiTi5pRJtN9o9sYBbqae4WYzaqzHkq1CSHI9dCQIIsQ8HeP54cCYLNh4lyPCJwmyXBzi6zmy4AudhWXgxJFZO8HTmAQu71XLvWKGes2hjg2b3OgoC5AdF0YhNERrBLuIZbmlcfu43szesHBJ/4R753lRfHCygw9l109JLXnjEuwjuRadRdvea2Y+nrvTKK9sez+KLmGhQuE0LnjM8eINQUFIOW2c3OPMqUNSbcQVqwo3ltS0E6NAMrVaR31NL+3eSIUeuFRRyhkLPmNK3q209lfrSWsI5+FG88GYEJsESPGcX8MJEKCmzgbOnM3gVxehtRK5A/bYC4YSwme+i1jNGyQVW4/JZzwG0rrNo/YGy646GABkIpIAoqKcpEikVCsqnT+gFXZ1anx0XhaihjxhFbNnlo7DJOoY7Rc7QFrOKtgRXJgZgUVRq213qr6cPiFvUU+VVDiVXoBJQJVegUcBljTAEWhABCq+gCgZKfk8tnciQc5zwL5SsfRF0ItHljTUtbty19JgN7o/nrKZ/iOq49pALOK7A6pY5rkCDe+Eq6mlYNa8zVrtjI1B+6xwHgE1P0wXytI+eA/GONyFLPAL+Y39vEnBdnVqHDO7dZFu6FKBtAzomTenzs437gsXe5eP1CePhl7Mf4oOr2ekfXQBmZRgCLYiA9MRWrjfSO62VaEJJoWuI0F56Zq9Oeq+1ZO0o/Rrm8t5R0GHjNBoCdGpGtQ1oyhMsdNKQthrl57aA+jS3JN6/klu1k4S/rXELsL68t/1HcsEGSWnScW6WGAIMAfNAgFbgaXWcwiuYwrVBn1E6jJ2jpLs5ugwUJ5Cl1kWArVi1Lv4dpveyO0km3QZUAUlL46rQC9Rnays8lVz0qVLExI8o6UMRk5XxvNTLaPru+NwHEMWe4I5z23TeygICagKJ5WlEIOHsFew9kKDxXv3MZUtMF9Syfl8Uv61AZqnT5KJ+XXO5lhz8mhPFfuTUVheJ9J7Di1+h9MfpKN2zHC4zv211mTqyAMyw6shPvwXHXn7zDNeb3eCxJu/VLvxJ7qSM9I/VZmNY0eoZHYumRIZSTlG5zjioBwSkFS+nKZ/pXLdjF5QjM+EMRP1GItS5Yy7O5+QU6hzyYdmSlvm1kFH17RM3uROx25I7Y8FV4wcENfVIyE9SxR5hLg7jtBNAq2e0iiY9tx+t4fNlatzbSvv6axviCjycDN0oFNsKDExOUyLAbQNe3so5lpORoC1ZdJ2Bpv5+33NUW/WafIojQwqGFB85l5pDIh8pVZybxjDQJispSVrpIqVJSp2lphAoheD4Nqzd+Dv2n7wDiSQVh2Pew9Q5X+NAWgkq8s5izbzXMPebeKSJpcg7vwHzpr6Hb+JTIW6qaXa/WQioguLaWVfgtTABF8+tWQ22cGXSZyo/SX70jBbuvfHuHMbP5bYEKSo7+XOy1DoI6GdYEVfgpvXYuPcQTqYVIz9hNd6Z8TKmTF2BBFE95VTxAOfXzMfUubGIT3vYOqNjvZoFArQlR8m231MtJg9vyESuL9mFfS3Wp7aOyLgjHyk6sdicODdOL32qVJpHYtqEHwVxBW5d/A7mLN6BxDx5XWMm7wb2xHyGpXF/oUhRjKRN3+Pg/TJtEOqfX3kPJ+KdMH3tcswe4gOr9LM45PkqNrwfiGPHz+FE3FF4z4vFwv7JiNu9Cz9V03H1v7gbp4QUIIIlUyCgHhT384Qe3KrV2OBsHB7VdvyCVMFAKbxCSwUD1fVZkDz2T77PFafVbZbUECCuwJ2rsSYhhxwz1CZTt5CXuh8xH3+FuCsFUJRexqavDuG+kvlGrQHdv+q1FViXK9AWCkEt9xdECYhhXIG6I9+BSpZdjudGy+s7osVGTcviZMiQQVMVPaPVFCDNblXErHQsujlxblRKU7J7fpvwo6jLFXgJL2Qc54yZiWlrELMiAS6PP2ccrkBNvyqrAEQNj8d3C9fjsSkvYVyfCAxd/R/MOe6MiH+8AcX/8hHSxQHuYk/kJtyFdb9J1XRcUlwqLAN8NavG27dva+pNY15Rke7r+vq0q7EzLZkUQV/XZGoZaAuQjChZhTWIuolCihTLg0ErWBF+ebj+vASZd1IBBYUQNm7SlXGAehUI7mmVwUpSArdDi6DgeSDTKQgKPX4P+sigD/NBA6QcOsPFfwRwcx/uH+oOaXBkgyK6ZDRLhiY60PXdoHL6/i41M0HU4woUXURcjb0SixWnfPD41EdgBlyB0fC3V+P++rsLyvuFMK7AJn5QHe02LUfT9hVtYxmyBdYcvOyGTwcZIbqGXmhOX9rq0vFn2pKkCMnG8MUgHsTyG23Ej6IOV6A7yu50rTFmir39EJ6034RcgU4IHvc+YkZcwy+L12P7AFvcipqHpQPS8N3OM+BXiYDCcgSWSmDnwEe5QFhDx8XnaV/I16y0NT99NzdnzTc05OrTrobqWrOup2RqvVf/hillCOdXYdGwdK5LFS8mXcRl8ZB8pBt+evIuR+/kfX093AZ9a3xdoSPjAMkUFBQIbdyNpbu/Aa2rOjz9MTxC9eTn00OG5jIfVLovgCj2JByv/gz/R8cZNLFsrgz1f1/q17q+G1TOOL/LelyBZVI1e8UG3vaeSNpqFlyBZ7BgkRr31zkPQGBdo5wYV6D6z6jjfrdPOw8HACV+A5Gjx+xOG2L6zKIsbL3gzvOANGEjsrxCobDhNWhW11mkPv2qOrHJz4DL0WXc7JbrX238zenXqs84uKYncOz2Qis3VLh0UnXZ5Gdz+tXWuHbFp84V6Iyze4QQqowZ32GYOHEkjpqKK1B0BqtiLsE5QIbbrgMxpVcubh26hNNVItj6DUG4/1n8ErcJKRIZoqeMh/XWn6vpuAZgWqCdtqGyfAMR+GRQHlzt5FDnxVQ1RStXfXcHc9uBEUhFyYbX4TRtpVEmIqo+jPGpvqVv7kTv6gdeJH9sZjHwNPwA5DWTKVv4Rk3ExJGnzYErMAQ3N6zAXhX31+sjUbR2K+MK1PAAO3KW6ORqVAIGz5rqY6fvLEqc8SIXGTnAUgxeiIYZpo6zSH37JbmLjywBbdM7Tf4GHvXZ55vZr5y3mAuE6pH0m35Hq5vZb/3n0dh1Xa7AvgiPRK0xM60T8o7+ajquQJdheGNiKpamj8WnM7uDhyp8GlzEUVg8QxQWiEC3SBHkPBe48a2BhQvq0HE1Ni52Tz8E3MVC9A98ULMFqK32U3/6IeOHGXA4u4yLJO4w+QezOdVLMquCgfLHztc2BLPKpwMvZdePcu4QZWGj2yQtlvEArccV2CkSkdhTO5nyL8DRjebCFSjvgd413F+WDZTTwo+HolBuC3c3PqyMhxBrqY0gQNuAlRknuG3A1nLytB8+iTOsZAm/tKiSpuPOquPYpgiISvG5yqujLUuO/2yW0ZbrcwV6OoepGTNVKLIxLVegbdh0fFbDv0X8YGoUFiAaHQ9oo+NqI6+Y2YtJPoY9BUpeTPUtQG2CS4OHolPQD1zMNmJQqBg6xyzIhSk4ryoYqCneZ214NDdfFQOPQr3YvLerWT6ezZWldevX5wp0g/PCkNrJlKIYNkbkCtTuTKARBSVX4HNB1eqI497xgLPKJ4HjBnMFv9qK4rgCmVGlEcmOkClPPs0Nkxfe8hxaKnzJoKPQC2TgtVToBYp8TMedKQI8RUQ2VVKPttxSY9NrLJw+8IKXl5eSpL3amOFWiKq5ApWaRMkVqNIbevXBCps1AuRjyJNnatwC1CY4TRqcZ67n3h/i4Xu4/bNWZ1GgmHiUzCEYqDbcNOXTliD5d1KoFwr50qETZ6+QPqq2WdTtFY4rkJxWAHBcgc1bDNLTsOrQj4UNXk8E5Bd3cTV4oUP1rGnc4qrQC/Krx4zbsJbWKPIxJTr23JxTgFqar8lWRVumDDp5SKsDLDEEzAUBMvZlRLFi5cKdAtRHLjIIXN/bVRO7rSTuk1aLy6RafSbyeGMcQNEHB2OUpRAvqhPSZjkBM8YgzawNZliZ2QNpL+LQqo1qK8yUxoUueKlCL9Ds19RB8yh4J62O0SpZSzi40thI4RPWtDrAEkPAHBBQDzNyq+s0LrSCvnKR3nB+ZSn3+6Z3SvT91BaP30bjkB1fw62ekVtBW0yEI4V6oUQTMDqhyZJpEWCGlWnx7bCty68refBseg0zCwx4g5VKUbU9aQqhyGijiMzcFuD4uaboQmOb/FFTuRkprQ4QHyFLDIHWRkAVZsR2wFTkOgcZLA63KvvU6zXbWaLYcS1KRi75c6uSMeGx2QaFLDB44EauSCttqgkYndBkybQIMMPKtPh22NbLrh3mxm7bvcZ7uFWxsBsYzfVPs09TJYp0TL4MtAXYks766jNSclJlW4KmesKsXV0QUG0BGtPHkP/Y30GnBCmRUzttz5k60USJVrlpHCr9Yeo+Tdk+TcBoLI8FPsA73SSm7KrDt62/YcW4Ajv8j6YpAGjVhLamaIZE//TNIZEcJA8ZPnTCx9iJtgBVgVBbYguwvvw0I2VOqvVRYdctjYD6FqDDi18Z9f0np3aXdw5wxgEdDhEfXm/SSYSKEob/bPMYE1r6GWjrj1v9e/Er7vassLZDIaRtPOacr59hVYcrUMn/Vy44gm8X78atSnXunVSIGVegOT93k8pWfktpuNj0HGLSfvRt3G7wWK4KhV4wZqJ/JipSVjre3FpJ3UnVPLYEpRAm/o7YNQnIR2VdbtFsE3MFttZD6OD9qm8BmiIsATm104lBYnKg1SRyajfFCi2tutFEiZy+yaBrL4meCQVp9XUUtzny6+Y9g5bVP3oZVrVcgbMwpJMdUCHAke2HcEtQggo17p3+F3di969bsdP7LcQt7IOLcQkQNg8VVrsNIVCWtIebVZpCsTYHBlLKqtAL5FxvrETHmLktwKc/Nz4Vhx5C0ozUafKXXA3aEjS1o36TopUIkHJXiIwcKRQAFFIlt+j2rfMwpOgyboaNR0T2NVy9cBAn/cfjyS62TTapXwE5MhOOIbmEOevqh5thpU2xBahJEs64emVpzbssWjvb6E7t4sPfc12rnL41ydFW85Zd9K0hvyb+xo6SWlL/6GVYWQVFYPiddVi49gSy5HLkHN+H6wOfRKQNAHkt945vgBh3UivQL8Qblu6+CMjNQSGF32ap3SNAKyVkZNiGPWeWY7UdMIaTS3bxoFHko/ES0TPNbCnScWsn+qdj//Tn3DNQbWW0mkzOvTHqsZ5wqhbAoppbdM7nv+C6Sxh6cVyBQvxxuAg+CgGuZpYaUdRSCI5vw9qNv2P/yTuQ4CEEx9fjw6kz8MkBAcryzmLNvNcw95t4pImlakz3qRAbUYqO0pQptwA1YchNIqZ8VuOQTTQ4xlqltbt3peZkb1sMr6AJL/W8gwU22Jvqy2X9Y4DxJpjqfZjj95bUP5op3LWh4hCCcR99iRHJO7F4RQwcs3OBQXKkSHMhOimBWADGFagNuw6S73RxP4iRL4/viyw1bjxjDd8Qzr46fVu5w925O7eNkB0wBILsojq3tV1o6teiXA73Pe/BAkBR+DTk6jFeU3D21cju3hOungM0stubol/tXIE1ElHUPXhGqXGL3hyBRe/OgqOpuAIr7+FEvBOmr10OT1E5rNPiEXutPz7fOhP8yjycW3EU3vNiMTFtDVbtzoPzFQ/Mi/sAaUu24FTYexjjq59qVB9pR/xu6i1AbZg6PPU6rHy6c2TrpT9OB//5r5sV5oRCEfCvbOe64/9tlrZu23z+m5fcMchHhO5uJfhhUCHoun2nltU/emiPKogS1iMm0RoBkgy4Pv5/mBvuBKn8FnYlXcPAMX9D0c04xhVoxF/n73uONtla39DuWpnYm6yspYBF1xla7tRm//btNEx47onaDNrqKZOiaOsubvUmaOS4OveMdWEIZ1/9vqXDX+Eio3d+KIAiqH/92xqvNfVLVDIyeQHnNO4+THnqUGNlTZkm5uyrdF8MOpregN3exP3WGWpJMg7sSoBQCOw6YImAB1chVHGLznZCztEdpuMKtApA1PB4fLdwPR6bMhGReXeQ89chvP3yVvT6+3PoWd4VIV0c4C72RG7CXVj3m4Quli4QB0hxqbAM0GJY3dbDeC4qKqkDR2MX+rTbWDv179GEQNdkqAwqsvEq5+4QhoyGoh5G+sggENwDFHpuTzl0hu2oL+B0eiVnYBWlTMLD6vAqqrHrOqGYG1YAy5JsyHtOwp3CUqDwtqqJZn/qKgN1pGki12wB6jXw+dnOiHs6Bc/2EOJguhNoJUs9mVIGXd8NKqfv71LzRK8AZzZsQUoL6R89DCtLuERNwcQbG5D+zIeYWU1r4wh3vLpiIKz59rCqR2TKuALVf6b6f5/47pYmK5GBE9IjsMlyLVGg7E4S141tv6daojuD++CFDof0EMBFhh+jm2FVvzOVPwm3BTjs2fq3W/2atgRp9i7ZPR+0Jeg05bOWl8k5GCNeeBORkwALnjM8eINQUMMtWoGi3qbkCnRC8Lj3ETPiGn5Z/BNORtgh+KV/4/Mn8rHh0//hvq0FnArLEVgqgZ0DH+U1TPdW4KsoujQgpllpaygIwM3NWfMNDbn6tKuhutas6ymZWu/Vv2GIDDSZElWTjbtO/hKe/sH1m4U+MgQFBRqmz0JCUBk6EA93fAzerV1wtCiD46QPa08l6jChGOtRjlFBuVDwPOHzwrvwNfaJZh1kUIGnaSKnumesTzKkDqb5YWxwNhYNzcTBA13rNG1KGXR9N6icIb/LOgPhLjwwbNqrCGkh/aOHYUXSKbkC60YmsgSPX32knuPeqaE1BccVWHvZcKwsp10hUH7zDDceXt8RZj0uijFFoRfoVBH5U+ib1P1JiOme/D3MMVHYh/Ibz3Cnm6TnwlvBB4wHZ08vNWh4smaIhgAAIABJREFUqL20hZt/p+p7Sq5AtYLN/yo6g1Uxl+AcIMNt13C8MdwSaUs2YHW6AySRf8NY+/9hW9wmpEhkiJ4yHtZbf65lug+0a37/HaQF1RYghfpobX8kmky4vLGGOylIJ/pK4kSgU7qUr0v6xyN5sLOugKTvZLN9p3UZhz5lXjnrhevVW4IF05K4E4PJ+Y7cCpY+7bSJshxXoEpS0+ofPQ0rlVCt86nLFtUHUwZh2ZK3jCpga23JGXUQJm6MjA2VE7euiszEIjXaPK//45xhxbujjBDfaOF6N2V//VFD12NuJx/riQqH8XMhyrjIbX3aBofXv91+r12G4Y2JqViaPhafzuzO+f19tGwQCiWWcPZ0Bg998HGkCHKeCzhS6Hqr7e0XGOONzBxXbWmSQzQ4FDGdC8ew4TYXnqGpUdPpuAi/PBTLeKjsEdVU8XZ1/8OTgSCjMsS9BH29iri/l3oD8uQVEPPugMLm2HQO7jDGpjEebpsyrIwxYEPaaGtbcoaMsbl15MlnuSZU1DHNbc/U9Wl2TbFwkHEMr/j3QlwWudw3nShMAwUnNGZU6aZ7NbwErc5RJHjaEuTIoUfOM7yxNlbTNmw6PlNbXq+7gk6rZB6oWVCvt9rexoba4uKqr9pSSAJzWrUlWcip3dLNh3tXydfQbsSiRjFSnY777ZYvnrXRTRc02mAbusltCf5Jq3p+IANziK8YoZ6l6OuVyRmnZKBSolA11t3CQRO0tjB5bs1HwAyr1kS/HfUtT1RSTJD/UltJdlEvQZxxApN7FSAuS7ftAs44AWDsqNKmxIy2BCsEU7kVRX6KYT5lppSPtd32EDCnLUBt6FH4E0sXL44Cx/Hk5/hthA8mnvRuUJzoXeh0nLDUAQuuusD8PCYbiGyyDJpgKieZ7vjt239iXH8vVGQkozztPOdSQFusUkAZpzDsOVgH9YNN554tSuFlssEbsWFmWBkRzI7aFAWiJPZ5WgFqSY685uJNEZVLeZ7o36kI4XwfJEoaD+tG/GQ0Tpq5mfsWYH1sHMbOQfmtP8FPXIV3uvVA7N2atZr6Rdk1Q6BRBMxxC1CbwPSOW79zAMVr/4/jyDs8qhILz9Z91+eGZ3DV1yXpNrnS1ld7zCc9x+m6x/7OBRwuz7wF8qUlXUIrWXLlRgWn+22CI2HbY1Cr+9qZw3No/D+JJgkZV6AmVDp0XlnaZW78vPDWD5Cp74OQ9p3MOay+1qe40ar2ZaW1W4Dj5zZa1hxvctsj1Txh9I+E4vWwxBDQFwFz3gLUNhbatioe9zW3IkV+VD89ebfm97+svwiudnLcKXJmkw1tAFbnc4d+eg+B4/Pvwe2jgxxvIwUjpgk1TThlR5ehZO2LKPx0IEp3fwPiT2119ocmxmSq2/oZVnW4AguRl7gF/3r1dXy48TzyKuR1oxczrkBTPTOza1e1DWgbPMDsZGtKIHmQ0qH7ya65jRbtnbGPu0/+Sm1pVU59UDTzLOs2nvtH8smgPPVbJvquzhUIVKhHO89jXIEmAt2kzZJTOBGsm8MpQH0GWsl3wfQj3TgDinjy9j17A7QF+HKoMhwFxXRiST8EyGCl7VaXmd/CbWECHP/vJ+60NYWgoYNM5NdZvHwUildN5wizOVaOMtpIbJ3UkvpHr63AWq7AThDJeeC7jMEH66Nx4d/bkZQuQ9JOVfTizdhdaIsrxBU48Q6WrEpA2BdjoAyi3zqgsl5NgwA5c6u2x9qiwUEK90K2F3ciaGGvUvz7pmMDoCgysXPJfW4LkPyV2nJ6GPEyHG4f5rZF3unmZNpZeg1XoDMUKMD5uNpo5zErEuDy+HOIuERcgTdw1X885hidK7AtPynzk53+MdL2j7nGbmsKMdrqjzjQFYdHZXPv+6KoVK7K8Xs+DYJjNtUWu18XAVoRr9k2xOscd2P5/ZuoEFzhjCx5nvK3Q7XIlSLasgA5/nKdDw3V7c2Qq5bVP3oZVhxX4H7iCnwUUyaPQT/Rccz94BBKeY9jPr8cl/qFVEcvFiMh1RL9JhFXoAQBuZc4rkBfq4aA6BtVtWELdXMMidRatwXDrkwZpbYxiVq7X4ekQ6AoTkWd+kJYL+JyY3Ibes/Y46VoyIfTXTlF+0xwXgPDioIGUmRiSnk9oo02Rl2jMBt9vFkPcPB8V9A/FdoSTHgQotG3TJ9+tQbw47gCs3A6hdArg1Qt2nmxtx/COa5AO8gOO6L/EOIKdMfAzg0NW0N/K6ye8RCgLUAi9qZkbqcA9R3lU3/6YVl/B7wWJuDIiJdeUo+1pm9rrLwmBGg1izs5SBPR59/jeBzVneAHWQCDngC+rLDG1Vw3XMtzwIksvgkN3JbVP3oZVlDnCvzhJBYsegGrNj6B8+uWIf6MBeQGcAVqVcqanpYOecaL1KpDZ2pFTBmlVq2bBl9bu9/i6qjLXUaMbZEj10YfrwWPW7WZG87jTgaRIaVO7bBgsJDzwcrwfxGPDDbiiUcdozCbarwjO/twq1bfjMjEyPiAlvldyYUQqqKd+w7DxIkjcdRUXIENRsQymoOA+OBqjti7rW0Bahsznf67XtALBTJLjRMLbfVYvmEI1KxmVTvB//af/8C74CKC3R5yk1ryfXs51Bqz/htSR/8a1puWWi2of/TwsSKuwLX4NPYn/Lr/Jlyj3HBz1RLEbt2FY3c9EBoxBJE4jbjNW/Dfh5F4fkIkcGIHNm/6Aw+jwxGoR09aYGHZZoYAbQOSv4XtgKktYlSZcvgUv4YSBcpTJdoapIB5dAz7rneEKrtdfNIsnYIh0vhonCZJNVyBCdh1IBs+pBLiNmHTf2WIHtwJeUcPclyBEwb6QXpXgAJ7e9gaVRA5MhOOIbmEOeo3B1baAlQF/7U3Q/omQ8dGYQXUJ1GGtsPq6YcAuYxcVHThJnT+O0Lx7tFeHLUOrVw9kGrY1tKveS2l3dGzBfWPHitWGrgCH++NvoUS4AVXjdGLGVeglmfcTrJlFw9yI7HpNazNj+iXNCduxqQKvUADmjPgHjcuOoY90rxZevTGn/xNViYGcFuCNM7DGb2NP3OvxxXo6RyGbjXRzqtQZGNKrsBSCI7/io1xl+EwoTO6jusBfnk64r/bA+nTb2C8exI2LNmAGwEv4O03RsLl+jYsWZWCgKlz8MaYHnDQG9H2WaE9bQG2zyfU9keljJ1l6u1YHrqMmavGtmBa/aOHYUUPsB5XYP1oxfWu60Y6bvs/ADaCugiUJe3hAsVRrJi2nsjQOJflyW2PUeiFri4ybguQHFsp5tPItj5ADfLTuAZ5K0lYo3xkSDR6bKv6XIGoE+3cpFyBlfdwIt4J09cuh6eoHLaQ4/6Rndh7KxdD/pZfx5F+1e48OF9RHbzZglNh72GMr56qUQO+7SGrvW0BtodnwsZgKAJ12RZMqX/YBp2hz6iD1+tUIuB8LmzDnms3SGxKdufGQs7qKt6w9u7YSiSstBSf8KCdEQ9bBSBqeAa+W7gex7OkqMo5hW3Xe+D5SKe6jvS+nsi9cxeS6oM3vgFS5BSWtZvfdHMG0l63AJuDCavLENAFATYt0wUlVqYBAp7Ft7g8IuhsL4n8La7nuXF+RzQm2iprKhp7exi7ksKiPYxEfQxOCB73PmJGXMMvi1fgS0cRhOgBmxQhHogSIBHnAypHegc+ygVCFMIPpSIr8Hna55v6nGKmE8q6Jn3a1bVNKkenO3VN6jJYlMvhvuc9WNCJ3/BpyBXc17WZBuX0kUEguAco5A3aaG6GrqdwqR9zkEGfU7nNxUZbfVPKoOu7Ycgpf2MfiNOGT2P5zLBqDB12TysCHkUXlHxR3fppLdMWb/x225MzrFRbgG1xDExmAKIzWBVzCc4BMtx2fQyvz42Ag7QEt3etxdWBo/FU0Q5sjNuEFIkM0VPGw3rrz4jbnALJwwGYFqh99U4fpU0nlHVN+rSra5tU7nqKMgCmLnXUZaDI2WXyAi4QqPuwaF2qay2jjwxBQYEI6RGotS2Db+h4CpfaNwcZjH4a2ADgTCmDru9Ga53yNwCuOlWYYVUHDvO9oJNbFGdJWmEF+uffmlxvRANhVSmCbdgU8wXMQMkI1zuiPuy0kIH4mU01l2F4Y2IqlqaPxaczu4NHgjm6wuvVf2KANR98K3VHVmtg4QJEFpaB5+4KvqkOJpkNOI0LwrYAG8eH3WUINIWA/oYVcQUeEaHfU6HQfT7WlBjsvjYEiNONYg3RsXhVou8Ud0kVIkCV31KfkX4iriu7wWNbqssW7YcdwW5RuE3WmW3YdHwWVq95Hh9K+um6jqyod/CmXq0Oc8lOAXaYR80GakIE9DOsiCtw+4+Iu+SICT18ESk6gjUbzgKPTsPsF/sDiVtqjyxHO+H6hq+x6kYApr49A2OCyWmUJX0QICoVcqS2s67gYg6Rzw+lqX1yuGCWFDlYnrwCUh8x7AZGt0gsKTL0yLCT8zorI+vqMyBWtmMhkH8asV9swrl8a4S/9TGezduDjSk+eGnORARn/IrvMh/FgrGB0O7R1LHgMofRslOA5vAUmAymQ6AS+Qnr8MWG08gvH4y3lj2JvB2/IMXrGcyZ1g0Zm7chc/TrGNtMei29DKuGXIHRmLvqUZz5fC2OXy5GBuMKNMrvgRjBxftX4qXeSofRg2l+oNNbqhR7tysoQjgFs4zwy4T00CLIjq8BndCzHz7JpCTBLwU/5MQocB3AuB9VD4R9akZAIYMk/H1smR4Kq8pk/LS8N6ZGpOPS1QQkXvXG1DnMqNIMXOvksi3A1sGd9dqyCCikQPj89Zgeykdl8nYsDxtvdM5SvQyr+lyBYV5eQGki7km7Y4inAncYV2CzfyH8G8fBT1zDtXOnyBnfXfbTSFRJ21UH//TDug+m4Cl/Oeyv7+QIUokktazrU5D2fBzlng2pSpor4GMBhVwT16u8YdsC3ID15TX2SRVdTwuxfus/idprdafn2lwAFnbgJ8bglXPdMXb2yxjW6wY2nS+Du+w0eP0H4c7V+3Af2KV6a65OTXbRwgjQSnR74QJsYehYd20CgSrIS4pQUmaJMnsg8es5OBf0NGa/FoZe8TtxHsblLNXLsKrPFej3z95IWn8S3rNnIszxPPaoHVl2cJBBIBQBgaUQ2fHBo3O7GpJWpayhrC5ZrXWKoLknKCqy0iA+/D0qM05wp+3sn3wfERO2NDlkD78u6PzsE1A8NQ1ld5Ig/WM1bNMPc39WASNhF/USjBXAk1bJuruVcNuStl16wdjPrsnBAmguzg360PG0EOu3AXJNZ3gOxzuxwwFhPP61Lg2jF/0D8xxXY3OWG0RCBSrz9+FMl9mI9urg3uJNI2nyEuTHqZAUwf7pz2HtH2zy/lgHDIGWRaAIN48exhWRBwY9/wZiN78OYXwM1t0cgUXvzoKjkTlL9TCsiCtwPWISrREgyYBr1CPI+zUWcdmd8ETCPhwYEIpI7Kk+shyJKZMtsXXzDmxOkeJh9GTGFajlV0TOotIzeyE7uowrQbx7/OgZ1dt5TRtWqmYtbO05A4qMKFrSl5/7DeU390GccQJSr37gDZ7UbD+ssV2V24BH0jvBu+2z2KigY58mQaAKojNbsCZFAY/8bPiMeRUuOaexLmUAXpvhiP0/nMOdEiv0sdUy4zKJTKxRTQioODFpImY/ZLymIiyPIdDGEfBA2HNTEYYCnNkQiw029sjP8MSY2U7IObqD4yyd4XgMP1wQoMS+f7M5S/UwrBpyBVZKPkbM6HIAluA5u8F5YUidI8uMK7Dx3yIZQJKDX3NExhZ8Xzi8+BWIBby5ScUkXpk/C8TnR9uD0kPXmu2HNaKLchvwYLoTXm2ukKx+O0fAEi7D/o45ISUos3WGpzMPFUUKTJrpDS++Jaa/3RUlcIQbn7mut+YPgbYAVZyYjs990JqisL4ZAi2AgAeGTXsVISXlsCWbhVeBot7G5yzVw7CiMdflCmzIBciHm5fyMDOVbni/BXBrA11wR5oPruYY40lcuycWgFjjadXJmMnK0w8OT73OObTLk09zhhUZWfRHK2N2Ec/ovOxP24C+jmIISx24GE/MsDLmk2qvbdXlCrR284VP9VBJN7i112G3oXHRFiCdOqYDMtM8/dqQ5ExUhoCBCPCc4VlzFswWpuAM1NOwMnAgrFoNArLLRyE9EsPx7Fl69YPjhH/pbNzUNKLnF0snN26Jn0IyqPywyi5v5Qw7Xf2wXgop5no9eV/Jp6enCKw4Q6AVEJAjM+EMRP1GItSZrYzVfwCqLUCaLNGp42n1C7BrhgBDwCAEmGFlEGz6V1KFUCC/J0rkJNrS/gy6+mFpGl1U5wIue2OKq6bbLI8hYGYIlEJw/FdsjLsMhwmd8f/t3QtcVHX+//GX3AYGGC6CCiVaIJqmeEvzklnZ7Vd7+a31r1zL3279drPfbpmu/bZfbmu12e6abqtuZWoWZmVWrl0Uu4kXNBMzU1ABY7yBXARBGBiu/8cgKBgoAyPMwHseDx/MmXPO9/v5PL9nvn44M5zTa+Qp/v3qChIYxUMP/4IYvmXp80vZH3E3v//t9QTsW3nuGny39cHXybJxdDj1PwL8+zc9Hd282pNApxZQYdUGw1/y9cc115qydeXZ76cYb/lNu19c80Lfw1p/UwWLvgs9e1uXBy6zEuhtrblBcWe4KXEbHBLq4lILVB5mU5w/UxbPJaSgHG9jMBMe+xs3bZvPnPhE7j4ST/dpC5iY9ioL1+Rg+q4r02Jnkvb8CrbETOe2sI49Ndb/CLBj3oT7Uh9gal8CTQt07Nmj6bzbZE1jl1DwHnJjm/Td3E4a+x7WiPAcYsNzagop230Jr7/8zF8D7sgIaG6z2k4C7SvgHsGYsXEsmrWE8ZPu4c6YbvTgFLsOVxNzbTBlh64guqcvwcUhZCf8gMfAu+jpFkBxRAmJeWXQgQur8z8CbN+BUu8S6HgC9hdWulfgRY+CC19C4aK7t8sG9b+H9eLdv2Ri38yaW9fUv0fhqjTdlqhdBkedtkDAn6g7ZzBv3F5WPfcm8eH/w8A9K4nrfjfTYkxs/3cmmXnl9Cqy4O1rpLzeNfiMhqa/j5Vix0Vx8/MLmx23Pe02u1HAdmHb8x91fwV4/keAbRnD+THVLZvNh6HaWrfosJ/NvRCwrUNniMHRFyRuCeSljKG57w3bdvYel+1xfcXzfe0rrBrcKzCCO3ueZtdHa9kZ/gseHhNEzo7Yc99T6KT3CrRdQsF2BeNqS2bNhT4ddQmF8wfuUi3bvof1xPcBNf9sv9n+NCqn5qKg+3KC0MeAl0q9g7ZbcYIdZ+8XeheR+1bxelvdK7BgGwvnJWKKKCUlcDDX5qzlL7Fmet/4Ne9/cjXDRsKq2NdJtpQyYdJP8Hjr3dpr8A3h/l7eTQ6IPZO27WLFzX3Y025z27Rtty/52I82T8v3x3b2+fyPANsyhh8FVftC7969iO7Tq6nVLX+9mRcCtnXgDDE4/ILELZC7lDE0971xSS74bc1oom75LfdHphD7ehKh9/w390cdYfmiTG5+4j/o2fTvWo3K2lVYNbxXoCeFaQf5ITeDrKAqKNhJbCe+V6BPWRFFa+Zf8ksoNDqKl+jFvxzww/bP9kVXPSRgn0AVBTtWs7r7/xA78RDPz/sXWwKua7t7BQaM5rcTU5mTfgdPPxSJodLCs/MmUGG7047tz61NMVw5sgCrIYAgowfMeqLBNfjsy9W1tr4+zvG3unItAUXbeQWqLlC3LOClLT24YfJgEhP38M2uH7hs8v12F1U2W7sKqx/dK3DAOMZnfkuyraWyEso76b0CXx6ex9DkFymrKqIiZAjFw+8j13afPvOZmyhfyoP4Up6urYu7sTNVbdFvXf/1fzq63+Z+RKB+649Cw+eNn+mopqzEg4HR3XELthBxKgSfYft5qw3vFegVM4XZMbWxuje8xp7tVWNQ13P3KWxkfcMstSQBCbiuQN29Aj0xNVm3eNLdJ4Q9b+2E4ErWG67i2kP7ORY8iMvtvJCxXYXVj+4V+OcbGjhb631PoTPcK9D213K/G5JR81EZVe1zCYVLebq2weCet9Bh+m3mRwQOz7dT9Gupd7/Qyxkz8edc/5XuFXjeW0mLEpDAJReof6/Am+hWr79zdYsXYWMmMvH6rfx9uZleBfl4ViYSu607/zchrN4eF39qR2F1/r0CR+GVFMfbCWYy+YhPuo3sVPcKjB2Vwx1RGTXCh/JN5F43ndt1n62LH3HaopMIuNO1b3947dz9Qi/L2coy3Suwk4y/0pSAMwnU3SuwisKk9axstG4Zwv2XneSrZYe57sGf4ffxSr45VIZPfy+7E7GjsPrxvQKxBnP3IyO4q5PdK3DTbUdq/mKutMKDtalhPJIYzAc3+dmNrx0k0JEF3HreTv37hVbn++hegR15wJWbBJxewA1T1HVN1y3Vp/C8614uC/WFKb8hohBMQedu09fc9OworGxNNrxXIA3uuWNb3/B7DB31XoGWcg++yQhl1vYe+ku55h5p2q5TCjSYA3SvwE55DChpCTiVwAXrlkAuO3dDU4JaeENTOwsrp+Jpt2Bu/1I3K203fHUsAQlIQAIScGIBO6/O4MSZKDQJSEACEpCABCTQzgIqrNp5ANS9BCQgAQlIQAIdR0CFVccZS2UiAQlIQAISkEA7Czi4sLJyLGEjSYW6Unc7j6u6l4AELiJQdWw765NOXWQrrZaABCRgn4ADC6sizPErWbzsQz7efAiL7T5hr/6ByY8tIC7ttH1RaWsJSKADCWSRsGAGv5o0icnztpCR9jHznvwrsd+dpLpoN6//dR1H2/R3sSos5nheX/wmaz9OIM1SSs6OpUybPJ35cakUdyB5pSIBCZwnYLtX4OpXeDUhC7g0c5PjCqvKw2yK82fK4rk8fG03SuruEzarPztjE8g8LzctSkACnUWgihLLMP6w4m3emjGM/IRjxEweTMaePXyzaheXTb6pRffjarleKembdhIwZR7/fHgU3Up2nb3P6aCda9iSabujoB4SkEDHE6h3r8AS229zl2Zu6lJdXV3dGF5KSgqN3wOssa1tr50m7ZPXWLTFi/GTJjIyZy2fhU1hSr903vyfRIb/awoD3H+8r60fPSQgAdcVaHKesBaSW1iOl6mMvYtfZOkOK73v+BUPXpPBqte/ozy4klLb/bhi+nL1NU3fj6tuLqr72XqpKorT1rNw0TaM4/8f943MYdlnYcyccgUH3pxL4vCZTBnQ+EUBNV+1Xl8tSOBSCjQ+H9W7V2CIL4VfvMTLTOLPE9xIWPB3u+emi81FDryOlT9Rd85g3ri9rHpuOZ9d7Y6ZAuhVRIG3EUOXxikbR2h8W70qAQm4ikAl+Qc28+l3BXQdfgd3PjqPMRwn7k/vcODmx3l8mk+r78fVcgk3fKPu4I/zxpC06iVe/uxyMEMe4RQVuGM0NH0iX/NVy9W1pwTaT6CpewV2Z8wlmJscV1gVbGPhvERMEaWkBF7Db8ZX8sbSc/cJ69X0XNV+1upZAhK4RALuBMXcyZQYoGA7S//2PZ5dCznSYwwPB5zgq9dafz+ulgd+koSFr7LLFIIlJYAxv7meijdWErs8GcvpIdzfy7vlTWtPCUjACQWauFeg4TJObDvu8LnJgR8FQtmeN5mTPpYnfx6JAai0nCLP6kVwkJFGPgV0QnyFJAEJOF6g/ml4E4aKUxzP9eSyHr62SYL82vtxNTVH1J12r/vpkPjK9rB0zmEmPHknvW1nqGxx5JVhCA7E2FQgDulYjUhAAu0qUPMVBSvVNfc4DsBgLaCwzBNTSPPnpovNRQ4trNoVS51LQAIdUqBuEqv72SGTVFISkIDLCFxsLtIHdC4zlApUAhKQgAQkIAFnF1Bh5ewjpPgkIAEJSEACEnAZAffZs2fPbizakydP0rVr18ZWtelrVTk7WTn/b7yy+RRh/fsSbshhx2uz+eOKAxj79CfS9yTfrnmLj05FMPzyYnat/CfPvbKFwrC+XBXuR0srx4b9RtPNspPXnprNimQDfQb1xvfkbtYs/4xTkQOJ8M5h1xtzmbXgC3LDBjDo8jbq1+gG5enELXiDvcExXBXi2eKxsStfyzYW/HE2/1zxKeYeoxkd0fifpjcnGLv6NRZjjo/lhVmL2Og1mBuiA2nij00v2nXz++1PwO6FPPTHBbz/4edszw5i6DURtDTj5vc7kAgOsX7B8zyzYi9e/QYSHWz75uIFHlVZDY//bkXsbOq9ElFNWtxinpn9DntN/RhxZSDuVYf45G8bKBncD8Pet/nHy2+yfOkqvvr6S957YxPlYVV8Ofd5FsQdxOobzpW9gvC6QDiOWlU3F9X9dFS7l6ode8b48uJE3vjrsyzYcJKwwf253NcxX/CyJ4YIB84jDUztOh6LSVjwZ/78zzd539yDm0ZH4JA/IbArBiPFtgvHvvAsL2304Joboglo6QTTAKKcnF3vMf+5JWwuDKH/VSFYdr7BU398i2TjlQyKNHLy249Z/lEekcN92T1vGn9c9A4ffp5IdtBAronwa9BayxbsieFySItjwTMvsGKPB/2GRBHsZQeEXeb2zkOf80P2Ht55eQlxByz4Xt6bXoEXmRdbBnbBvS42Fzl9YdWlizfdRvwH11etY2FKOKMKP+bVLpN5ebIH7y75gR7hhRzY/z1m03DGR5rw7HYNv7i+kvcXptL7tgEE23E81Jds2K8Xps0bcfv1M0z2XM8ScwDheans35WBacworvRzxzPsWu651YtP3slm4Pgr8a3fmB3P7erXt5yj619n6fYThF5zA4O7tbywsqtf0thYfAsvPvcgY1pRVNlY7Om3d+bHPJcQzZ//9gi3Rgbg7tbCwbWr3zH07zeaX0z8Tyb0SOeL0oH8dGBIi/8Yw558ex1fx8JT/8Gie8pZFu/GDUN7XLjfLm71jv/9BJgSec+tifeK/24Wvh/EYwvuoOSVTzg18hoifHyoPrKGD0/6UBY/Ufw4AAAgAElEQVT3A31mPMVj90WTvQbuWvoHxhvTa8Z97uNjqdy6lHcK+jG2tyMm/Qu/QeomsbqfF966/dfaM8aRvkbCRv2UW7038U5WFOOv9HdIAvbEcKUD55EGwdtzPF5ZTcpGK7e+OJuHxzioqLIFY08MvbNY+9w39Pvzszx6axR+7m4t/sW8gQNd6OIZxohfXEvV+2+TEgCb3/Pg1y/fg+e7qzD3CCbvQBK7zAGMGX81/Ub/hIkTx9Pj4C5KB9/IwFb8wnwuDntiCOP4xx9y6if/xz2V64nvMpihPewoXuwxb8E8NLpwH8W3Psnj42HrS/+mYPBwevu29BTKOSF7nl1sLmrbaOyJvG5bY1d6mKxkHK4mJjqEihIPBkZ3xy04jIjsXCr6jWN8n8DarY2E9vCjNOM4JTFR9GhNdg36Daas/Aqie/oSHBZCdpYb/W4aSx//ug7cKNjyAg8+sZKM3j0IqIu9JT/t6Lcqawsr9/XhP0c6YDK2o1+6eGPcNY8Hpj7P23tOtiTLc/s0u98KTpoPkfXtq/z+l48yd10alnOt2P+s2f3WNl11lC2fnuaW666k5eUrYEe/7tEjGLVzHlOf30rUkF7NODvU8PgPKbvAe8XLB7/iFL7+6luOlpdQUma7TrCRvj/9OaGrF7NhwC2MDm787EkXQygxw3tjNp+k0n75jr+HHWOMdx5bnprKEysz6R3mgPdxna4dMTh0Hqnrv+anHccjbvgYd/HiA7/jmbd3k9+gndYs2BHDycMkZ+3g1d//iqlz15NucdR9ltwwhoZiKs3icEkk0SHVlA+MpqdbAGERJWRVRHHT+L7UH/2qo9v59ORwruvT0nPj55vZE4OR6Gsj2Tn3Dzz/WTBDIu09TWCHeYvnITcMwVcxvH8B5uyy85Nt9+W6yqDdA2k6gDKyvlhJXPe7uS/GVkBZMGcWQEnjFx6tyIpnSVwoD98XQ+t+lz6vX2smmXnllBRZ8DZ6nfcRlDdRd7/AsgVTGbzpC3YWtOYN2dx+i9kftw6z9TB7kzPZ9/lOjrWmW5rbLxAylkcXvM7Kp4ex/9+7yWl68Jqxprn9dsHLx5+oe/7CG8sfIiQhiey2yhcoT93GZ13Hc13P1n741dx8K8jdFkfSmGnM+d9xHFuX2Cznhsf/Bd4rAaP43ZM/IbqHCc8qb3zqTvX7XcV1YyO5JibiAgVkJQW5eRh+9D5oxnB3ik2aO8aAWx/uXriEBQ9HsSluj+2Syg56NDcGR88jDcNv9vHImQs1Ll/5JCP3f8muHMeV7M2OwfaffNS9zHljEQ+H7GdvdnnDZFqzVHGcL5ZspvvDE4nxc8NqziQPaxMXpLWQuiWRrneMcuytnpodQxbb1vzAmJnP8L+35LDua9s99ex7NNu8VfPQaXIzqy94QV/7onbc1k7/UWDZgfeYtWg/IWFlmI950X+AFzs+3Eh6Sgonh93EdRU7WL0hkbSj+WCy8u2Ct0gNCcJqzsbzyki6NXXJ94sYNuzXh+gIM59+kUTKgRKG3T6Eiq0fs+HbFI7mQWiPLFbNW8vBYykc7DKAW2+JxtTCT6ma368X0XdO4mcjo/DJTKZsxM8Y39PY4lPXze+3Evfsrby7+XsObE/B5+bbGHe533mF5kVw661ufr9uhA8MIW3FRyQdO0pRv7GM7x9ygf/863XSyNPm9wuhfQM59O7HeN92FyO7ta6wan6/1QSEVJK6J4OykizyfK5i7NCwmuvDNZLOmZfK9vPurCW1x38uftHBHPh0U+PvlaAqjmz4htRDKeQO/gk/Hxxaa1lOzp5tZISPOfPRcnUOe9ZlEH7HYLqV/ED8mgTMR7bw7+S+TH3gWrrWFWRNBtX6FXWn3et+tr7FS9tC88e4EvesL1gWl8SxVDNdBt3ELVEBLX4v1c+q+TE4dh6pHwP2HI/uJ9j87kb2Hkhkv88Y7hzXC98WzqEtjiG8D5enfci/k46QXnQlN4y/imBPRwRRzIF3/86iVCNh1uMc8+tNxIHP+CI9lQMn+3P7dVVsXb2Bb9OOkkcofbubeXcZ3PbQKLo1ftK4QYrNW7AnBn9CqszsySqh5GgBPjGjGNrDjm+82TPuds9Dg/A1b2FNQipHNm8gud9kHhjdoxln85un1NytLjYXOf91rGou3FeM7baoXQwmQkyGhhcebXCxL388LIUUV1TbNj5zwa/mSp2/3Y/6dceSX4DVEECQ0Q1rYT6F1qqz/XjYLoZaDL6tvcCgnf3WfPJttWDxMLbuwob29NvVgPVkIWVeZ8bjfDq7lu3pN8REjbPFrXVjawvQrn794LQF/P0uXNg0J3F7+7UdZ3UXr7to+xVY8k81OP5rvOou0tvYewXjjy7gW2k5jdXgX3s8VWApLMNgsl3k10phbiFWWvneumgeDTeou2ZM3c+Ga51wya4xNlJpG7NGxqFVmdkVg+nMce2IeaRB0PYcj+ddqLFBO61ZsCeGIEwepeTnleBuCsJ0gVsb2RtRzcWyi21nwNww2Nqu6afugrS176ua/7ZscyqcPg3+/nZ8r6kZAdkbg+293rI53h7z2v+zGzn+m5yHaucxauuBZqTu8E0uNhc5f2HlcBI1KAEJuJJA3SRW99OVYlesEpBAxxO42FzkAt+x6niDoowkIAEJSEACEuiYAiqsOua4KisJSEACEpCABNpBQIVVO6CrSwlIQAISkIAEOqaACquOOa7KSgISkIAEJCCBdhBQYdUO6OpSAhKQgAQkIIGOKaDCqmOOq7KSgAQkIAEJSKAdBFRYtQO6upSABCQgAQlIoGMKqLDqmOOqrCQgAQlIQAISaAcBFVbtgO5yXVZaKLTYrn1ve9iuxG1xvpvvNoixNlT9kIAEOqyA7crclrpbCjrp+79BjB12JJTY+QIqrM4X6TTLWSQsmMGvfjmdeR98R84FbmhceWA1T6w+eKaYqjzI6idWc6BuQmtHr4qcnbz93O958KnXWP/h4nMxtmNM6loCEmiFQO5WFjz6a3752Hw+2JND09OShQOr57P6gKWmswZzVCu6b/2uZeTseofnpk7lqVfW8OHSuWdjbH3basFVBDxcJVDFeU6gyxW/OrfQwmfV6XMosQzjD29ez9Fn3mHPuN5EpW5mmxl6j76B0b3BvPkLtuf14JowWxVVSXHaZrYX13ZYfRrzto1sM7sTNe56hhoOseHzZMqCLyN62CgGhHq2MLJm7laVyprnN9P1ib+x2C+Xg5s/pOpQIp+8k87lE25hmDGDbZ9vx0xvRt/Um5PbkykqzyO/xzjuHBZE/p4v+TyplOCwaIYN9yX1yx0cDx7Bf4y7At9mhqDNJCCBcwKtnZeq05dDdSmWYTN485ajPPPaHsZFRZFa9z6+eSS9Oczmdd+Qd9kAwmxdVxeS9uUOir3P/KZXXWw+8773iGLcjVdjSI0/9z6/fgChl/hUQlXaWp7/vCtPvPRP/DL3s/mjrzmU+CnvpEYy4c4YjMe+4fOaSXYUN0Xls31vPuXZFnrY5qygU+zZsJGkMhNh0UMY7pvOl9tPEDxqAuN6+5+D1jOnF1Bh5fRDdAkDtH7O8w98Ap5jeMxgxep9GZGGeN5405setx3i5fRhPDbGSKG5gsqUNSw8MYR7pvbmBFUU7niL5WnDmT46i2VzF7LZVE3kL2+nYsX3VNw47oJB5z099ILrm7My+Pd/JzkohkfCjXgQQb8rgqjeF8JV/YtZ9vJmLn8kAu+ePTHEf8Cb3hPo/cEeus6cQPmyWOINA0l4r5R7JlWwYvsJjHvXszHgOvofWsoywx94dGRQc0LQNhKQwCUQsG54ngc2gOeoxzBYys69j/1M3Jb8IeljJjPGLR9zVQkpHyzjRMxdTO1+BMhlx7IPSRtzP6Mz32Xuy/GY8qP4Zc37vIIbb2g6WIfMSc/u5KT5CEHDJxFu8ILefbgiwJ19XfvSv2QtL8eH8EhPH3pGehH/xiq8J3blg8QwZt5uYdnLX2EYs4/3ym5mUsXnbM9zZ+8/dxDwn9EcmvcWhhd+y0i/S1wVNs2jNXYKaKTsBOtQmxtu5qkVy3j2zhzivtxH8mcb2JFdRDVVWE5b8L+sJz2jrqZfmIGqkzkUhvSkh9H9zNmrmvWXE37lFURYu+AVeITVzy4isVc04Rco1x0xgdWMgZcPfpkZZJfZlqqoqKjGPaw3keHBGKmipOAAn61LJLuo9sME9x5cERlOkNENjP4EHV3Nsy/uptfAIErzq8CSjyV0KDHdL/GZtg51ACkZCThewHDrU6yIfYY707/iy4N7672PSzmdb+SyiAiihvQjzK2CkycshFzRHWMXWxwltet7cuUVYVjdDQSefZ/34ALTkkOSyHt6BF4+nmQeP0nNtFRZQQUGwq7oTXiQESilIHkj63Ycp6j6TJfn5iw3jP4+HF39d15MDGZgUDn5blVYsksJHXc13fU/tUPGqK0audTHWlvloX5aIlCRRNyK05Tv92HYvZUc/NKDrgGnKcKDkL4D8HxjNW8ku+Eb1gXPUfcyqcsGliQMIRBPuvXrD8ve4Q1zBT9ccxUxxw4CZeQc/oGMghGEBtkKsB8/gp/99scvtuiV0/zs1q95c+ESojyzybRYIeya2paqKc8yc8zHl4CcM9/BaNCF5TT5tu/iV+Ry+KCVkSN6gtmAsewkpyv0lmhgpQUJtLFAxb44VrxRzn7TVdxbfoQvz76Pu9J3pDtvvPM6yVYjYV39GfVft9Dlg3dIGGebb0LpNxKWxS7HXJ7FNTGRHNtZ9z4/TsHI7jR1Ltph85LlILdueZeFS3fgeewEFvcywobXAZaS9UM2Pl3DyamrrOpW1fwye5oKqqnIOczBshhG9PTA7ONN2fFCKrxVWZ2lcoEnXaqrq2tr54bRpqSkEB0d3fBFLTmFQGu/y2BLojp9GdbCfAqtYDAFYTK4UWk5RX6FJ0YPT4xGjzPrK30INkGx1QuToYxCqxseFVUYTEawnCLP4oYpKIuPZn6Cz3/diP/Ozzk+5hEm9bP9hnapHxVY8k9RjPFcjMZKTp8Gf393LPmFVBi88XD3AGsFBpM3FactVGWt56m1PvzXrb7sXJXNmNkTiSisbSfISOMl4aXORe03JVA3F9X9bGo7vd6+Aq2dl2q+Y4WVwtxCrBgwhZgw2P4K+ez72BujoZzC3NNUGgMxUYLV4IfBWoTV3Z2KSi9qpqX8U1jc/QnK/oiZDd7n99CvLd7clRby8yzgWxejP8aKIk5jxN+jlPz8CgxGD9y9wFpmi9k2Z5WSFbeQtT63c6v/HlYdH83seyIorG0nyKhf+Nr36G7Y+8XmIhVWDb201CKBKiyZyexOzsOz19UMjQq+5KfdWxTm2Z2Kyfx+D8n5nvQaFENUkNfZNXrifAJ1k1jdT+eLUBE5p4CLvc8tGXy/+yD5nj0ZNDSKINVSznlYARebizR0Tjt0rhSYG8awqxlT82c6rhC3L2GDRp/5qyJXCFcxSkACLRBwsfe5MZxBY8JbkKd2cTYBfXDrbCOieCQgAQlIQAIScFkBFVYuO3QKXAISkIAEJCABZxNQYeVsI6J4JCABCUhAAhJwWQEVVi47dApcAhKQgAQkIAFnE1Bh5WwjongkIAEJSEACEnBZARVWLjt0ClwCEpCABCQgAWcTuODlFmzXatBDAhKQgLMIaE5ylpFQHBKQQFMCTV4gtKkd9LoEJCABCUhAAhKQQOMC+iiwcRe9KgEJSEACEpCABOwWUGFlN5l2kIAEJCABCUhAAo0LqLBq3EWvSkACEpCABCQgAbsFVFjZTaYdJCABCUhAAhKQQOMCKqwad9GrEpCABCQgAQlIwG4BFVZ2k2kHCUhAAhKQgAQk0LjABa9j1fguelUCLRPQNYha5qa9JCABxwtER0c7vlG1KAFAhZUOgzYV0GTWptzqTAISaERAv+Q1gqKXHCagjwIdRqmGJCABCUhAAhLo7AIqrDr7EaD8JSABCUhAAhJwmIAKK4dRqiEJSEACEpCABDq7gAqrzn4EKH8JSEACEpCABBwmoMLKYZRqSAISkIAEJCCBzi6gwqqzHwHKXwISkIAEJCABhwmosHIYpRqSgAQkIAEJSKCzC6iw6uxHgPKXQAsFKotPkPb9NyTs+J60zCIq67djOcquuNXEvvkO/95mprjBukwOJh0mv6L+i0BFPuakA5jzyxqsqMg/TFJSUs2/g4fzsDZY24yFKjNxcxcRZ663Z2OvNaMpbSIBCUjgYgK6QOjFhLReAhI4T6CK4rT1LJy3lhO9YrjamMt7i08SPukPzJgQgQen2PXmiyy1jGZijBt7VvyDTMMzTB0WCFSSs+1Nnnn9ABF3/4m//Gdk7VWKK8iOf41Zrx+gz6/n8OcJYbV9VpK/6x3mvH+SPmFGijOPUjl6Gs8+MAi/86JqcrG6mKzkVCiuV/o19lqTDWiFBCQggeYLqLBqvpW2lIAEbAJVR9m47BPKf/YnXrytJx5UUZz0Dk+9sJqEodO4PriE/OxKeo0fz03Ds8n4ZHvDM1a2Wz6EBlD0xTYO3n4lA7y7QEU6m9YdpWuooVFjr1H/xZ+mDKByzzJ+89JuDv9yEAPcS8g5uI/ko4UQFMmQwb0xuQPWLJJ2JZNZ7kfvQTFEmeo1WZFD0rZjBAzzrPciVBaa+W73IfIrjIQNGsyAUB/bKTQKzd+zOy2PctvWXmHEjB5AqGbNBnZakIAEGgroo8CGHlqSgAQuJpC1nx1HIhk3Irz2bJMbvv2GMcI3neT0IiCUoRP6cujDV3jh2VgyJjzCAzFeFFrOffbnPvgGbjJ9x+akAqCakqQtfO53PbcN8W+092rLKXJyjpCcfBTPfr3o5gZVaZ/x2ifJ5JWfJvXfL/LC+sNUVWey6aW/8NrmI+Qf28qS178mr67Fikx2LJ3PsuRSDPWKo+q8b1g6exGfHyui5MQWXvvjq2zKKaf0wGqeWbCVvOoCkj9ZyfubUsmzVtW1pp8SkIAEGhWoN700ul4vSkACEmggUJmXxTGvUEICbKeHah/uAXQLryA13wIVJaTuPY679STJPnfwl9sisSb8g0e3X8OCP449s4Nbb0bedJAnP9/DPUMHsP/LfVx50+/paf6Gb+rarPezfM+/eTX7zEeBxuhyisuqCY36GU9Ns5CfV0h26Xds3Gcm7+o8Pkq+mgdefYBhPtX8zFqJFylAEQffW8L3PX/Gkw+NIrRLUm3rVg5vWktC77t5+Zcj8SOfbif/xHtbzfTzP0xezE/46c1XcCBjC0me/Yjy1e+i9YZFTyUggUYEVFg1gqKXJCCBpgXcg7tzuTWRo9kVDAirnULKsjGn+9HnXn8KdixlYfq1/OWlkWS9sYAFS4381CeHoMhwbN+yOlnTtCfdrhlLzIp4diQWsH1/P372m1C6mBvvt+6jQPeKVFY/MZ8PEofwu8t28o+5n3IyNASv/CNUB5dTXlxInps33l5dgC54GdxsX+uq+Vgv7+QpvK80nDlbdfbrVpUUFxbhHuCH7cM/MOAX4E5eoRXfK7vh8fbb/Ku6O1k7e/CTmRHUKyUbD1SvSkACnV5Av351+kNAABKwU6D7VYzsdYyErWm1350qIWPLRrb7xhDTy5vKigqqbU16hDHyoUe4JWcVr33mwbghl1F/wukSMJCbrstmxT/e4+TY0Qzwq7+2iZgqKqjAHU8PK+ZtX3JwxFT+OvtJpt7cq2YHW9HXs/IEmSdtHzsWcTzlOMU1wQQyasoDDE16k6WbMjj3oaQnwd27UXnkGFm2FyuySU+r4uqoAI4nHcQ4oD9X9riaOx75FTf3NjYRlF6WgAQkcE5AZ6zOWeiZBCTQHAG3ntzw4M9JWfgCv/kylN6GPMxl/blvxs8Z4O0Bw3/C3Zv/wTMzdtLLK48jbkP5z59a2Trnb/C/0xl/tg9/+o4aTtDGQ9x+YzTe9cqds5vUPrFueJ77N9gWfOh502/4w7AeGLwHEvDP13g63Yg1K5cuPaBL2EgmTtjCP59+kq3+JeSE38Ps3wefacU0iHt+n8Nf5qzgi1431rbsSdh1d/GLnQt49skEupZlUdT7XmaODMffozeWzd+RWJRK+fpVvNf/QZ7+zQiCbSfD9JCABCTQhECX6urqmt/nmlivlyXgMIGUlBSio6Md1p4aameBymJyjh4njwDCwkIx2T52q3tUWsjLzCK/Zl0wRvcqrLm5lAR2I7DyNKcqfQg02n6vs1J4qhLfQGPNx2yVlgKK3f0btmUtJLfQWnMWrIvBRIip7i8Hq7DmH+dooS89L/OmxOJOYM06K4XHM8ghmMsvC8BABZb8IjAFYnS3PS+kwuiHh8VS+5rtKhC2XDIo8OxGz5p9stn017+y54Y/8ejIIMiM408zD3Dbvx5lTEC9POvy1U+XEtBc5FLD5XLBqrByuSFz3YA1mbnu2HW+yEs5+sUrzHnbTHAvP4oOnybs7mk8fvuV1JV1nc+k42SsuajjjKUzZqKPAp1xVBSTBCTQzgLe9JzwOItGnyKvuAIP30CCas6wtXNY6l4CEnB6ARVWTj9EClACEmgvAXdjIKH6znp78atfCbikgL4s4JLDpqAlIAEJSEACEnBGARVWzjgqikkCEpCABCQgAZcUUGHlksOmoCUgAQlIQAIScEYBFVbOOCqKSQISkIAEJCABlxRQYeWSw6agJSABCUhAAhJwRgEVVs44Kp0uJivHEjaSVFjV6TJXwhKQgAQk0LEEVFh1rPF0wWyKMMevZPGyD/l48yGKi1OJmz+dyY+9xBfm0+QmvMKjv/olkya/REJBCTk7ljJt8nTmx6XW3qfOBVNWyBKQgAQk0GEFVFh12KF1kcQqD7Mpzp8pi+fy8LWhFG5fS0L/GcQ+3ou4D74lvwSG/WEJb781jTF8S+zqrkyLncmgnWvYknnuVroukq3ClIAEJCCBDi6gwqqDD7DTp+cewZixR1g0awnxx0vw8jFQnPI1X+0+SnlRCWU+sOvFqUx9ZhV7TpymfGA0Pd0CCIsoISuvzOnTU4ASkIAEJNC5BHTl9c413k6YrT9Rd85g3ri9rHruLXY/MZUnexwlKz2bKj9/Lh8zlQVj/pvMuHm89nVXMHuQRzhFBe4Y69/097zMbPcC00MCEuicArrZe+ccd2fJWoWVs4xEZ42jYBsL5yViiiglJXAwo3O38v43GZQfKeXG+8JJWvoSyZ4+5B4J4bb/vp78xW8RuzwZy+kh3N/Lu0k1TaxN0miFBCQgAQlcQoEu1dXV1ZewfTUtgbMCTd1RvmzPm8xJH8uTP4/EUGkhP88CdTe9tRaSW1iOlykIk+0MVc36MgzBgRjdzzatJxKQgASaLdDUXNTsBrShBC4goMLqAjha5VgBTWaO9VRrEpBAywQ0F7XMTXs1T0BfXm+ek7aSgAQkIAEJSEACFxVQYXVRIm0gAQlIQAISkIAEmiegwqp5TtpKAhKQgAQkIAEJXFRAhdVFibSBBCQgAQlIQAISaJ6ACqvmOWkrCUhAAhKQgAQkcFEBFVYXJdIGEpCABCQgAQlIoHkCKqya56StJCABCUhAAhKQwEUFVFhdlEgbSEACEpCABCQggeYJqLBqnpO2uqQCVo4lbCSpsOqS9qLGJSABCUhAApdaQIXVpRZW+xcRKMIcv5LFyz7k482HKC5OJW7+dCY/9hJfmEtq9i03b+Afz63hYGUZOTuWMm3ydObHpVJ8kZa1WgISkIAEJNDWAiqs2lpc/TUUqDzMpjh/piyey8PXhlK4fS0J/WcQ+3gv4j74loIKMxveXsdBcyEVBTuJXd2VabEzGbRzDVsyKxq2pSUJSEACEpBAOwt4tHP/6r6zC7hHMGZsHItmLWH8pLu4zsdA8a6v+arkOOVFXhyJ38W+obcy8kgOWEsoHxhNT7cAiiNKSMwrg7DGD2HbvcD0kIAEOqdAdHR050xcWTuFQOP/KzlFaAqicwj4E3XnDOaN28uq595i9xNTebLHUbLSs6kyHCBu5Q9Yh1tJLsmmYLOFYjPkEU5RgTtGQ9MnXDWxdo6jR1lKQAIScDYBFVbONiKdLZ6CbSycl4gpopSUwMGMzt3K+99kUH6klBvve5Bbu1ZQbD3I+3v2MvS2W8g/EEvs8mQsp4dwfy/vzqalfCUgAQlIwMkFulRXV1c7eYwKr4MI2D6ea+xMUtmeN5mTPpYnfx6JodJCfp4FfAMJMtbV/VVYLVY8jD6416wvwxAciNG9g8AoDQlIoE0FmpqL2jQIddZhBVRYddihdb7ENJk535goIgl0RgHNRZ1x1Nsu57pTAm3Xo3qSgATaXCBh+3es/SShxf1efVVvHph8R4v3144SkIAEOouACqvOMtLKs1MLZGXlMfftxBYbzJzU4l21owQkIIFOJdD0n1V1KgYlKwEJSEACEpCABFovoMKq9YZqQQISkIAEJCABCdQIqLDSgSABCUhAAhKQgAQcJKDvWDkIUs1IQAJtI5CSepi+t8xuVWfV6ctbtb92loAEJNCUgM5YNSWj1yUgAQlIQAISkICdAiqs7ATT5pdCwMqxhI0kFVZdisbVpgQkIAEJSKDNBFRYtRm1OmpcoAhz/EoWL/uQjzcforg4lbj505n82Et8YS4kZ9cK/vTr/+Z/l+0gp8JKzo6lTJs8nflxqRQ33qBelYAEJCABCbSbgAqrdqNXxzUClYfZFOfPlMVzefjaUAq3ryWh/wxiH+9F3AffUR5xGzOXPMvNx7ayJ/1rYld3ZVrsTAbtXMOWzAohSkACEpCABJxKQIWVUw1HJwzGPYIxY4+waNYS4o+X4OVjoDjla77afZTyojLcCuJ56sH/Y2VGKGHGcsoHRtPTLYCwiBKy8so6IZhSloAEJCABZxbQXwU68+h0itj8ibpzBvPG7WXVc2+x+4mpPNnjKFnp2VT5+eATNYGFy25kx2t/J25bF6xmyCOcogJ3jIamfy+w3QtMj3MCGZknzlI35EEAABnpSURBVC204Fl+fiHOYmo+3LpcbOk7Sy4tGArt0gyBxm723ozdtIkEHCKgwsohjGqkxQIF21g4LxFTRCkpgYMZnbuV97/JoPxIKTfeF86+hc+zyxSC5YeuDP6PayF5JbHLk7GcHsL9vbyb7FYTa0OafcnHGr5g51JQkAmnMe1isDP6H2/uNLn8ODS9IgEJuLiACisXH0CXDz9gNL+dmMqc9Dt4+qFIDJUW7g2xgG8gQUYPeORx+udZ4O7a5VlPMDKvDENwIEZ3l89eCUhAAhKQQAcTUGHVwQbUFdPxipnC7JjayN2NBIUaz6VxseVzW+qZBCQgAQlIoN0Fmv6SSruHpgAkIAEJSEACEpCAawmosHKt8VK0EpCABCQgAQk4sYAKKyceHIUmAQlIQAISkIBrCaiwcq3xUrQSkIAEJCABCTixgAorJx4chSYBCUhAAhKQgGsJqLByrfFStBKQgAQkIAEJOLGACisnHhyFJgEJSEACEpCAawmosHKt8VK0EpCABCQgAQk4sYAKKycenM4TmpVjCRtJKqzqPCkrUwlIQAIS6JACKqw65LC6UlJFmONXsnjZh3y8+RDFxanEzZ/O5Mde4gtzITm73uG5qY/y3Ns7yamwkrNjKdMmT2d+XCrFrpSmYpWABCQggU4hoMKqUwyzEydZeZhNcf5MWTyXh68NpXD7WhL6zyD28V7EffAd5RETeGzhE1yz/yPid28mdnVXpsXOZNDONWzJrHDixBSaBCQgAQl0RgEVVp1x1J0pZ/cIxow9wqJZS4g/XoKXj4HilK/5avdRyovK8AwNxVSaxeGSSKJDqikfGE1PtwDCIkrIyitzpkwUiwQkIAEJSADdhFkHQTsL+BN15wzmjdvLqufeYvcTU3myx1Gy0rOp8vPBq+I4XyzZTPeHHyLGbwf/NmeSRzhFBe4YDU3/XpCSktLOeTlX9xmZJ1oVUH5+Ic5iaj7culxsEM6SS6sGRTs3KRAdHd3kOq2QwKUWUGF1qYXV/oUFCraxcF4ipohSUgIHMzp3K+9/k0H5kVJuvC+SzPf+QWxGN25M+IhPhgxgJP8mdnkyltNDuL+Xd5Nta2JtSLMv+VjDF+xcCgoy4TSmXQx2Rv/jzZ0mlx+HplckIAEXF1Bh5eID6PLhB4zmtxNTmZN+B08/FImh0sK9IRbwDSTI6EFl+JPMu7kccMNgCsI0K5qReWUYggMxurt89kpAAhKQgAQ6mIAKqw42oK6YjlfMFGbH1EbubiQo1Hg2DXdjIPUWgYbrz26oJxJwQYGU1MP0vWV2qyKvTl/eqv21swQk4FiBpr+k4th+1JoEJCABCUhAAhLo8AIqrDr8ECtBCUhAAhKQgATaSkCFVVtJqx8JSEACEpCABDq8gAqrDj/ESlACEpCABCQggbYSUGHVVtLqRwISkIAEJCCBDi+gwqrDD7ESlIAEJCABCUigrQRUWLWVtPqRgAQkIAEJSKDDC6iw6vBDrAQlIAEJSEACEmgrARVWbSWtfi4gYOVYwkaSCqsusI1WSUACEpCABJxfQIWV849RB4+wCHP8ShYv+5CPNx+iuDiVuPnTmfzYS3xhLgFrBrtWv8KrCVlAGTk7ljJt8nTmx6VS3MFllJ4EJCABCbiegAor1xuzjhVx5WE2xfkzZfFcHr42lMLta0noP4PYx3sR98FOjqYd5IfcDLJKqqBgJ7GruzItdiaDdq5hS2ZFx7JQNhKQgAQk4PICulegyw+hiyfgHsGYsXEsmrWE8ZPu4jofA8W7vuarkuOUF/njPeAGxmd+S7ItzbISygdG09MtgOKIEhLzyiCs8UM4JSXFxWEcG35G5olWNZifX4izmJoPty4XG4RyadXh4PQ7R0dHO32MCrDjCjT+v1LHzVeZOZ2AP1F3zmDeuL2seu4tdj8xlSd7HCUrPZsqPx+8aj4APBe01ZxJHuEUFbhjNDR9wlUT6zkz27N9yccavmDnUlCQCacx7WKwM/ofb65cfmyiVyQgAccIqLByjKNaaalAwTYWzkvEFFFKSuBgRudu5f1vMig/UsqN911Nl6Q43k8wk8lHfNJtJCP5N7HLk7GcHsL9vbxb2qv2k4AEJCABCVwSARVWl4RVjTZbIGA0v52Yypz0O3j6oUgMlRbuDbGAbyBBRg+wXsfdj4zgLtwwmIIwzYpmZF4ZhuBAjO7N7kUbSkACEpCABNpEQIVVmzCrkwsJeMVMYXZM7RbuRoJCjec2N5gICT23COetr79KzyUgAQlIQALtLND0l1TaOTB1LwEJSEACEpCABFxNQIWVq42Y4pWABCQgAQlIwGkF9FGg0w6NApOABCTgOgIpqYfpe8vsVgVcnb68VftrZwk4g4DOWDnDKCgGCUhAAhKQgAQ6hIAKqw4xjEpCAhKQgAQkIAFnEFBh5QyjoBgkIAEJSEACEugQAiqsOsQwKgkJSEACEpCABJxBQIWVM4yCYpCABCQgAQlIoEMIqLDqEMPo6klYOZawkaTCKldPRPFLQAISkEAnF1Bh1ckPgPZPvwhz/EoWL/uQjzcforg4lbj505n82Et8YbZQkbOdV6c9yGPz40grLiFnx1KmTZ7O/LhUits/eEUgAQlIQAISaCCg61g14NBCmwtUHmZTnD9TFs8lpKCUwu1LSeg/g9hffMMTH6zHwgG6T1vAxLRXWbgmB9N3XZkWO5O051ewJWY6t4XpEG7zMVOHEpCABCTQpID+V2qSRivaRMA9gjFj41g0awnjJ93FdT4Gind9zVclxykvMpJvuILhPX0JLg4hO+EHPAbeRU+3AIojSkjMK4MmCquUlJQ2Cd9VOsnIPNGqUPPzC3EWU/Ph1uVig1AurTocGt3ZmcYlOjq60Rj1ogTaQkCFVVsoq48LCPgTdecM5o3by6rn3mL3E1N5ssdRstKzqfIz4l2USWZeOb2KLHj7Gik3Z5JHOEUF7hgNTX+SrYm1Ifm+5GMNX7BzKSjIhNOYdjHYGf2PN1cuPzZp9SsdaVxajaEGOrOACqvOPPrOkHvBNhbOS8QUUUpK4GBG527l/W8yKD9Syo33/T+Gp73Ba7Gvk2wpZcKkn+Dx1rvELk/GcnoI9/fydoYMFIMEJCABCUjgrIAKq7MUetIuAgGj+e3EVOak38HTD0ViqLRwb4gFfAMJMnpA1GM8ObIAqyHgzPKsJxiZV4YhOBCje7tErE4lIAEJSEACTQqosGqSRivaSsArZgqzY2p7czcSFGqs17UHxqCunH3lR+vrbaqnEpCABCQggXYWaPpLKu0cmLqXgAQkIAEJSEACriagwsrVRkzxSkACEpCABCTgtAIqrJx2aBSYBCQgAQlIQAKuJqDCytVGTPFKQAISkIAEJOC0AvryutMOjQJrb4G8vAJyT55qcRhGozeXX9a9xftrRwlIQAIScD0BFVauN2aKuI0E4jfvYuLjK1rc28xJw/n78//T4v21owQkIAEJuJ6APgp0vTFTxBKQgAQkIAEJOKmACisnHZjOFZaVYwkbSSqs6lxpK1sJSEACEuhwAiqsOtyQulpCRZjjV7J42Yd8vPkQFksq6+dNZ/LUF/kkrYDitDjmP/Ygj/39M8zlVnJ2LGXa5OnMj0ul2NVSVbwSkIAEJNDhBfQdqw4/xE6eYOVhNsX5M2XxXEIKynFPX8O6kF+z9Gf7eSp+CxxPov8f/8kvvv4nH6w/DZu7Mi12JmnPr2BLzHRuC9Mh7OQjrPAkIAEJdCoBnbHqVMPthMm6RzBm7BEWzVpC/PES3KNHMGrnPKY+v5WoIX0J8isi5eut7D5aRFF+PuUDo+npFkBYRAlZeWVOmJBCkoAEJCCBziygX/c78+g7Re7+RN05g3nj9rLquSW8PcSLg2OmMWdIGotWH+auJx6lR9px0k+44Wc0UJScSR7hFBW4YzQ0/XtBSkpKq7PLyDzRqjby8wtxRBytCqJ2546Ui/lw68bFRuIs46JcGh7djhqX6Ojohg1rSQJtKKDCqg2x1VUjAgXbWDgvEVNEKSmBQ5nUL5uD6xLZWlWAV/g1pG9cx/6sAo4UjOS+yYNIS36D2OXJWE4P4f5e3o00eOYlR0ys+5KPNdl+c1YEBZlwRBzN6eti23SkXOhiuFi6F13vLOOiXBoOldOMS8OwtCQBuwRUWNnFpY0dLhAwmt9OTGVO+h08/VAkBqp4OiqfwjJPfhpiwsMykCuKwTc4EKM7RM16gpF5ZRhqlx0ejxqUgAQkIAEJtEJAhVUr8LSrYwS8YqYwO6auLTcMpq6E1i0aAwk11i0A7kaCGrxQb52eSkACEpCABNpZoOkvqbRzYOpeAhKQgAQkIAEJuJqACitXGzHFKwEJSEACEpCA0wqosHLaoVFgEpCABCQgAQm4moAKK1cbMcUrAQlIQAISkIDTCqiwctqhUWASkIAEJCABCbiagAorVxsxxSsBCUhAAhKQgNMKqLBy2qFRYBKQgAQkIAEJuJqACitXGzHFKwEJSEACEpCA0wqosHLaoelMgVk5lrCRpMKqzpS0cpWABCQggQ4ooMKqAw6qa6VUhDl+JYuXfcjHmw9hsaSyft50Jk99kU/SCihOW8+8x37N1L9+SlpxCTk7ljJt8nTmx6VS7FqJKloJSEACEugEAiqsOsEgO3WKlYfZFOfPlMVzefjaHrinb2ddyK9ZOqMXG+P3cTBhFyG/mcuMyL3Ef/MVsau7Mi12JoN2rmFLZoVTp6bgJCABCUig8wnoXoGdb8ydK2P3CMaMjWPRrCWMn3QPd/YfwahX/sbUeBMjfvcMA/2O8PoLfyDecxS/+z9PPh/Ym55uARRHlJCYVwZhjR/CKSkprc4zI/NEq9rIzy/EEXG0KojanTtSLubDrRsXG4mzjItyaXh0O2pcoqOjGzasJQm0oUDj/yu1YQDqqrML+BN15wzmjdvLqueW8PYQLw6OmcacIWksWv0hqz0zGTPzGYYkr2D1ZjeqzG7kEU5RgTtGQ9MnXB0xse5LPtaqwQkKMuGIOFoVRO3OHSkXuhhaTeIs46JcGg6l04xLw7C0JAG7BFRY2cWljR0uULCNhfMSMUWUkhI4lEn9sjm4LpGtVQV4hV9NePVxtiZup+qEO+E3D+My81pilydjOT2E+3t5OzwcNSgBCUhAAhJojYAKq9boad/WCwSM5rcTU5mTfgdPPxSJgSqejsqnsMyTn4aYMHA9Q3MLKfMyEWIyQExfRuaVYQgOxOje+u7VggQkIAEJSMCRAiqsHKmptlok4BUzhdkxdbu6YTB1JbRuEQOmkHNLuBsJCjWeXasnEpCABCQgAWcSaPpLKs4UpWKRgAQkIAEJSEACLiCgwsoFBkkhSkACEpCABCTgGgIqrFxjnBSlBCQgAQlIQAIuIKDCygUGSSFKQAISkIAEJOAaAiqsXGOcFKUEJCABCUhAAi4goMLKBQZJIUpAAhKQgAQk4BoCKqxcY5wUpQQkIAEJSEACLiCgwsoFBkkhSkACEpCABCTgGgIqrFxjnDp4lFaOJWwkqbCqg+ep9CQgAQlIoKML6MrrHX2EnT6/Iszx77Esdje+v7icK26ETa+8wsq0cO6dMZGgtS/wr11FdDH1Yuz9j3CXxwaeX5hMxOSp/Pa2Pvg6fX4KUAISkIAEOpOAzlh1ptF2xlwrD7Mpzp8pi+fy8LU9cE/fzrqQX7N0Ri82xhdyzYzXePvthTzSx0CAWzKxq7syLXYmg3auYUtmhTNmpJgkIAEJSKATC3Sprq6u7sT5K/U2FEhJSSE6Ovq8Hk+T9slrLNrixfhJ93Bn/zzee/xvfF5sYsTvnmHqsECqjn7CrFdg6mPerIwLY+aUKzjw5lwSh89kyoDG7xto60sPCUigcwr8eJ5p6ND4XNRwGy1JoKUC+iiwpXLaz0EC/kTdOYN54/ay6rklvD3Ei4NjpjFnSBqLVieSM2w0eVsS6XrH7+npthurOZM8wikqcMdoaPqE68UmVgcFr2YkIAEJSEACDQRUWDXg0EKbCxRsY+G8REwRpaQEDmVSv2wOrktka1UBXuHjMRTs5pPNV3Lbgq7gEc1IXid2eTKW00O4v5d3m4erDiUgAQlIQAIXEtBHgRfS0TqHCjR1+r1sz5vMSR/Lkz+PxEAV1sJ8Css8MYWYMGDl9Gnw9zeciaXSQn5eGYbgQIzuDg1PjUlAAp1EoKm5qJOkrzQvsYAKq0sMrObPCWgyO2ehZxKQQPsJaC5qP/vO0HPTX1LpDNkrRwlIQAISkIAEJOBAARVWDsRUUxKQgAQkIAEJdG4B99mzZ8/u3ATKvq0ETp48SdeuXduqO/v7sRwh4e1/MHvu+3xvDaX/VaFYdr/H/OeWsLkwhP5XXYavG1Tl7GTl/L/xyuZThPWPpptlJ689NZsVyQb6DOqN78ndrFn+GaciBxLBIdYveJ5nVuzFq99AooNrvytmf3R27lHE0YR3eXH2fFZ/X0pY/yvwPLCKv85axIbc7gwedLn9uRiLSVv/Cs88s5I9XlEMie6Kl51RtWzz83PpS7ivO5SnE7fgDfYGx3BViCdUZbFr5T957pUtFIb15apuRex8bTZ/XHEAY5/+RPqe5Ns1b/HRqQiGR1Q7US5lZO76mOUf5RE5PIKaC4jYm0vcYp6Z/Q57Tf0YcWUgbfP1wyosR7fx9ot/Ye7q77GG9aWv537eOfveqB0nJ8zF6eeilr1RtJeTCOiMlZMMhMJob4FS0j5dzpbL/pvXVv6N+zw38Gp8NsaICTy28Amu2f8R8ebSmiDdfK9kwmN/4+lrfuCN+ES2xX5F92kLmDUoidgt+0lL/oHcIzmUVENlgwue/kBZG6VZlbaeeVsu43evLeel+7xY/WoCxRG3MXPJs9x8bCt78ivtzoXKIySsC+Y3Sx8lcmMCaW2UzI9z2UwOVo5uWM3ag8cprLtOrJs/ERN+z8Knh7H/ja/YvW01q7v/D7Gz+rMzdjMpaQf5ITeDrJIqnCqXQjPJP2RyJKuEsxcVtCeXnB2sTIjmj7GP0SfuY74paKNbQ1Ud4tN5O7jsd4tY+dLdeK5ewebinvXeG4epicQVcmmj96W66RwCKqw6xzgry4sK5GNO9mN4TA888OWK/j05frwA79BQTKVZHC6JJLpH7fkZY1d6mKxkHK4mJjqYsvIriO7pS3BYCNlZbvS7aSx9/M+8tdyjRzBq5zymPr+VqCG92ugMTyUnzUcIGt6f7h5uGK7ox1XHT1CYF89TD/4fKzNCCQuoPadhRy64X8G1o5KYO3UOn0UNIrJNTlc1lstxTmRsYeW+PvznSP96I2sktIcfpRnHKYmJIqTMg4HR3XELDiMiO5eKfuMY3yfwzPZOlEu271XcNL4v9TMBO3Lx8sGvOIWvv/qWo+UllJSdLc/q2VyCpycPkxw0iJjuXmC4nP5XFXO82FTvvdGNM+8CF8jlEvCoyc4roMKq8469Mm8g4IWP32my86xAJQW5eRiMXnSpOM4XSzbT/eGJxPjVvV3KyPpiJXHd7+a+mECwZpKZV05JkQVv2z5n260gd1scSbYLnv7vOI6tSyTn7LpL+aQLXj6enMwuoNzWTUEumQYjxj53s3DZizw8OIm4nSdrA2huLkDuN6xJGsrMOdO55Vg8X+ecOet1KTOBxnIp50DcOszWw+xNzmTf5zs5VnuSpiIrniVxoTx8Xwx+WDBnFkBJEQXeRgznBsaJcjkvrnqYzc4lYBS/e/InRPcw4VnljY9X/UTrNejop7aC7mQOeTUH2WlyM6sxGirqvTcCzvbo9LmcjVRPJNB6AX3HqvWGaqGZAs79vQZvQrqd5rMVGzhwdBfr1qbS8/qx+G37Fy+nGgmzHueYZwTR3bwpO/AesxbtJySsDPMxH6IjzHz6RRIpB0oYdvsQKrZ+zIZvUziaV01ASCWpezIoK8kiz+cqxg4N49J/y6oL3iGBlH62irgDh0hct57ve/YhZNsaPkszk3rQjUG3Xk+Uyd2OXCA0Moi8xG/JKiviaJ4fMWMH0aNBtdLMA8GuzRrLZQIPT7qLG4ZG4pOZTNmInzG+pxG3sv28O2sJqSFBWM25+EUHc+DTTaSnpHBy2E1cV7GD1RsSSTuaDwEBVKUmO0Eu45jYt4Av3tvAt2lHySOUvtHdMNiTS1AVRzZ8Q+qhFHIH/4SfDw7F0y7jFm7sHUS30nhWxCVxNHEDa7/vxrVXpfPaspTa94YnVzppLs49F7VwPLSb0wjoOlZOMxQdPxBXuHZMpeUUecXVGNxz+Xbtd3jdeiN9PG2nQ9wwmIIw2W6jU3OR0mJsX+3pYjARYnLHkl+A1RBAkNHtzAVOrVW2lZhC/KDBBU/bcJxr4rRgq+ROfvs5O73GcFsfI/gGEmSsvemCXbmYMFgLyS0sx6vOoq3SOT8X4y3cN6IrWC1YPIy1F4utwJJ/iuKK6lp7Ex628bR6ERxkxL0mdivVdWNJkXPk4nM9d0R6Yq0J23Y82Upve3Lxx8NSSDHGM3m21ZjU9FMbJ564n/yWtdtg/O1X43f2veGcubjCXNSmw6jOHCqgwsqhnGrsQgKazC6ko3USkEBbCWguaivpztlP3ZdGOmf2yloCEpCABCQgAQk4UECFlQMx1ZQEJCABCUhAAp1bQIVV5x5/ZS8BCUhAAhKQgAMFVFg5EFNNSUACEpCABCTQuQVUWHXu8Vf2EpCABCQgAQk4UKD2b64d2KKaksAFBGx/jaOHBCQgAQlIoKMK6HILHXVklZcEJCABCUhAAm0uoI8C25xcHUpAAhKQgAQk0FEFVFh11JFVXhKQgAQkIAEJtLmACqs2J1eHEpCABCQgAQl0VAEVVh11ZJWXBCQgAQlIQAJtLqDCqs3J1aEEJCABCUhAAh1V4P8DIrAsUiSu7NIAAAAASUVORK5CYII=)
Source: Internal and Ameresco
- Ameresco is optimistic about margin growth as a result of the improving quality of the services backlog. It appears the market is moving toward, and Ameresco is capturing, more technical, engineering intensive solutions at higher margins. Here is a selection of recent quotes:
“Importantly, we are seeing an increase in gross margins embedded in our backlog as lower-margin contracts progress and are replaced with higher-margin contracts. We believe the increasing complexity of both government and institutional projects will continue to lead to not only larger but higher-margin awards.”
- 2019 Q2 Conference Call
“Importantly, our anticipated gross margin on the backlog is about 1 percentage point higher than a year ago driven by large and more complex projects.”
- 2019 Q1 Conference Call
- A 1% increase in margin would raise EBITDA (and EBIT) at the unit level by approximately 12%.
Owned Assets Business Details
- In the owned asset business, Ameresco is primarily a developer of new projects and it participates in two distinct markets: solar and green gas (mostly landfill natural gas). A diagram of the relevant competition in each field is below (solar left, green gas right). In the solar development business there are many small developers beyond these top players. Competition for projects is generally intense, and the barriers to entry at the local level are minimal. On the other hand, the company's green gas projects face much less competition, and industry dynamics provide some barriers to entry. In landfill gas, for example, the company typically works with a landfill which faces significant liability issues from poor project development (puncturing landfill caps for instance). Given the small incremental economics for the landfill operator and the higher degree of custom engineering on a project (relative to solar), landfills work with a small number of proven firms. Ameresco is one of those developers and its reputation in the niche is quite strong. Returns to equity in this business are, as a result, more attractive.
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)
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jjuQOAAjki6e0IyndHI7SnBr5Kzc0CWu0LXPMoNbNEgApEETa1MkAmk+H+rnd2BAQ0AwYMOHHiBMhPKpXq3YNMJoNA6s6dOxMmTDCkWbUuIgQlf/nll6ampuC/xMREOp0O9tKaUG+ECFXTJSF0gwhPbyj84YcfwkEjIyOFQqHek1dNtPDy8lqxYoWBOkQRIo2h+BNyRRFb7JhQsvJR2ieHQrSjwIr/QnTYyTJ4wb0U19RSCAUx31CETa0YwJ39+vXrnTt31r1TgxUmTpxo+P0awkSwxaefflp975rRIoSTnDx5MkRg1Z+GESKUy+UpKSk9evTQPSiEnhANnzp1CnxvSCbAZg4ODoMGDWrTpg2KEGnkxV8kJcLyOHNuJbVRPSZJNxA0C2hjEfi/4xGHvXKLuRIMBJEmKEIIg9LT0//8809ddUFsBzoBPYAkDN8hi8U6c+bMZ599Vu8i7NSp0/bt23Nzc2ssikaIkMlkLl++XK8F//jjj+fPnxNELWrB8C2ePXs2duzY6vsaUYTIf2vBEp7kYUzxlBuJbS0C9fQFVliw/b6gybaJz5LpXDGuFIM0URFC+GJjY9OuXTvd2/ScOXNU0+BqW7o4HM7JkyerGjxinAhhb7NmzcrIyDDkfIwQYWRkZO/evXWPO2TIEE9Pz6rahKtBJBK5uroOHTq0mnxAEb5TcLlcHx+f2/pwc3PTe43RaLQ7d+7obm9vb08mk41eYlehfGSEco781qeZX/4T1txc34iYiufIf3M8Yq1DekgeR0q8HhoKv0gkEpEG/+Fau3AHi46Ovn//vnoFKyh3DAYDrzcUYS0QCAR//fWX7j0arBAUFGT0bsGFU6ZMqcoBRoiwY8eOIGytNUXrS4QQ8h46dEg3euvatevx48fZbLbR+XDkyBG9bc4owneQnJwcqFx20ceYMWOg0qn7ERcXl27duulu/91333l5edWqqea1OeSK6ALuPs/coeeim+sdFFqR3t8XtORhyuP4kkKWWGuaPGjv2bNnZ15x+vTpJ0+egHv+ExHCPeHw4cOff/65KmcguyZMmBAXF4fXG4qwFsAVo3un7tSpE1zfqmXSjCYgIOCbb76pLxFCZBYaGmpgya+tCIuKimD/uo3DcNvKzMysS/FOS0ubOHFiVT2mKMJ3iqysrD///LOqBSgcHBx0PwIlparVfSGINEKEIilxOaxogk1cxwPBVSlQtXCoiUN6TqlI77MjoJAuX778Iw2WLFmSkZHxX4lw//796jFuzZs3hxtITEwMXm8oQsOaRxQKsVhsamqqW8zgSkpOTq7js40gKFy7dq3ewZNGiNDc3Bz0ZmBJq60IHz16BBVJ3Zj4/v37Bg6QqQqCIK5cuVLVYuUoQhShuup58uRJ3YsNBFMvIlQ+O0UuZ/Clj2KL+5+ObGkeUFWPYCuLwE+sQrY6ZeQxq6wH83i8GTNmaJ7PtGnToM6HIkQRvn1IpdLY2NgBAwbozpfYvn274dapxgE+Pj5Q1a27CNu3b//gwQPDh6vUSoTge/i+bdu21ZqkMXfuXLhz1T2fs7OzO3bsiCJEqhEhXH5btmzhcrlaJeh///tf3UUIZa2YK7kRTplzJ6nXkbBqLNhxf9Aq+zSvtFKmoLq1s1GEKMKmA1xAx44dgxKl20oDZUz1XL06RpwUCkVvya+tCD///HMvLy/Dz6dWIoRS/ccff2hFrlCudu7cWS9d7nA7W7NmDYoQqUaE77333rx587QeE5aZmdmhQ4faihCuNyaTSa1ANQBHJJPfjaZ+Zh3awjyAVNViMZB2+i++k5xVIiDkNQx7QRGiCJsOcDWvWrWqa9euWmVs1KhRycnJ9XIIFosF9dy6i/Dbb7/18/Mz/LiGixBOA8LiIUOG6NYGzp07JxaL6yUf4BAoQkRXhFDDU63lBLfv8ePHk8lkzSvz4sWL6kb1VhXoFaFyURi5HOQXGhpqbW09fPhw9ac+++yz9Rs2Wv3r2GP3M9KuF9r+m31MIx03+fdFIYObnp5ua2u7aNGi7yuYNGnS8ePHQXISiQSOAm728PBwdHSEo2h+kWHDhl26dMnZ2RkMpHocKWwMisrLy4ON169fP3bs2H79+vXv3x9uL1AvvH37NrylNda0qKgIvpTLK+BAcFz1YFrYbVRUlIsG/v7+NBoN7hjViFA1T1rrg66urj4+PgUFBQpcKBxFyOFwfv31V92FYObOnZufn19flTUozHUXIRTIWj26z3ARQklwcnL66quv9HYQ1lc5gXzo0qULihBFqCXCyZMn9+rVS/X7d999p3mRwzU8YcIE1TAruHTBfJq9DJoiBENER0eDXXRbd171drQhffMTae4J0nbPSiJsUWmY9O7du+3t7UePHq21ziJoFex1/fp1CoVy7Nix6p9Ls2LFCtVKT3FxcTt37gRfanU6aO4TBAZnru4ZffTokeYaFB988MG+ffvUywiLRCK4NWnu5IcffnB3d69GhHCTgVvZqVOnNAs4bAD/NTc3B8uiCFGEynDtiy++0J3hYGpqWlxcXC+HgNocXNyNWYRwK7l27donn3yitfGgQYOgvllfWQ350LdvXxQhilBLhFOnTv3555/V42WsrKxUt2YoHZ6enlA81eEghFNff/21rghh+4SEhN9++62a6aqqVQJJnT8l/bWHtMPrdVxYWYRgYjhiVSOcu3bteuvWLYg4qxfhqlWrQIRwb5k/f35Np6QskrAZhIZ6Rdi5c+cDBw6oJy/BbhcsWGC4CCEPIUpeuHCh1uPbIOtUE7FwiRwU4UsRQp1L9+rcunUrnU6vl0NAXfXJkyeNXIRXr17VFeHIkSPrsZsB6rxQaFGEKEItEYIFZ8+erelFuHRVNacTJ06oldOuXTuIDjUHzqhFCEUV3KPz9K+OpI4fkdrpTGD95FvSvFOkXb56RagetgPO07vCBhzo6NGjIN1hw4ZpzbmC/w4YMGDEiBGHDx+WSCRwbpqPWwEVgWKHDh0K9Uutx7BA0fby8moIEcJpODk5gd21FopatGhRfbV4oQibiAh15wwAmzZtotFo9SUAe3v7t1GEw4cPj4iIqEcR6h3+hyJ8x0U4ZMiQbdu2aV7n3t7eUDTgAl62bJk6lPnwww8tLS01Z+WqRAgVTQcHB+1S3LU3acxK0uS9pAlbSL0qd363fI80fD5p0zPSnoAPrUKat9QW4VdffbVx48aTJ0/u27cPvKX17sCBA11dXSMjI/38/NSBrIqxY8fa2dlB+YLvCFf7ypUr1ZEluG3KlCl3796FIuzv73/+/HnNE/7444/hrXoXIRwL3oLjahoddrh8+fKoqCjjFiJAmqYI4QqDgqe7nMqSJUs0O+3rgkgkunTpUiPvI7xz507Pnj21Nu7bt++zZ8/qq/EE8gHuZShCFKGWCOEyg3qYuhcNQkAQHhQBkA0ET+onn4wePRqEp9nRpRIhBD3Tpk2rPNOoM2ncRtIWV9IeP2VacpnU7YtKG/Qa0nz17UFnoi4GFWpNbwWXWFtbl5SUgMlgzzdu3NC6XKGYBAUFQZGpZtSoapgM2M7iFVDYw8PDVaPQ4WdRUZFmpbB9+/Zwi1AVtHoRIWQX7B90DmGrZqNox44dIciuy7p0SNMUIZfLhctXd4rbuHHj4JquL9dqVngboQjhNHx8fL799lvd4ek2NjZ1nE2vJj4+Xm9/CYrwHRfhJ598AkGSeoX6li1bzps3DzYDkahrTvDi8ePHIRT78ssvtUQIQtIehNXze9LSK0oFqho/d3iThs0haXT7tfzoq0l/27ml0EVSQqvzbNSoUREREeqCCZGTrgihGFYvQlWZElQGHMbhcNLT0x88eGBiYqI5JwRkfObMGZWc6kWEqtZd3dWyIMLWemopgiJ8qZytW7fqRiq9e/f28/Or1cMWqoJKpU6cOLExixDIy8uDGrfug++hdGk9+N5oZs2ahdMnEF0RwmWWnZ2t2X8MFz9cFcuXL1fXnMANMTExekVIoVC0Hh1N+m4CyfTR6+Ewu/1Iky1IrV6P2+zZ+ysnzxdiqXKGg5YIFy9erNl5BmdrnAjVQGgIJRFcBV8HihjEuJ9//rnWMHUQ4enTp+tXhHrZtGkTXoEoQj1IJBKooGmWLnV/soWFBVx/dWwYhGLg5eXVvXv3Ri5CyIf58+drNRFD+VyyZEm9dKpnZmbqHZSEIkQRdurUicFgbN68Wf0KlMdz585pVh+HDh1Kp9P1ihAkWnlkaAvSkJmkTU9fT5DY40+afZT03mv3fPHFFyqZwfloiRBUobmCBJlMNlqEUqkUgsvt27eDq+AOUNUSg29ShL169YIqL44URRHqERWNRtMNhlRd3+np6XW8aDgcjmafeaMVIZzJ8ePHdZuI+/Tp4+joWMceBfj4+fPnca1RpCoRMpnMyMhIredfarbV79u3TygU6hVhTk5O5YCwJWnwdNKmJxqrpvmT5hwjte5giAi3bt0KJ6M+28LCQqObRu/fvw/FR7c7AF7cu3fv4MGD37wIVTOk62tiGIqwqWFvb6/rKriCnZ2djXgIn6Zd4uPj1ROhGrMIAXhd75OEoeAZ8URGTVJSUkaNGoWPYUKqESF4TnP8CJQadYcFbAAlUSaT6YoQXolKz9eeLPjdeJKJZtPoC9KkvaSWr+3y9ddfBwcHN6gI4euoVwlQjV6Br7Nq1arnz59D6YZtNAf4VCNCrQn1AoFg+vTphouwefPmrVq10ry5wX9tbGxwsAyKUA9wnekOFVFf9EbvlkqlTpkypb4ezNvQIoTKJhRs3QdlQFGEYBGyyLjgWCKRQP1Xd+0eFCGKUFOEUOOE0Ed9y4YLVX0pQgiVmZmpK8KPP+lx/vbj4aeCNZs9lfToT1p88fVgme1epMEzlYLUkEdEREQdRQiqmzdvnuZbUNhTU1PVgz+1pmQ8ePBAXauWy+W///67ISKEgrNlyxb1VC4o1FqPdatKhJCT8F8IrOHjWl0/ffv2TUxMxOkTKEJt4AKFAqD3Nj1nzhwKhWLEE+rZbPbhw4eraaNobCIEoN6ttydv8ODB3t7ekEu1cqFq4JyTk1NVTw9AEaII1SKEIubr66u76i8wfvx4kUikK8LWH3TvteZcs92+pH6/a3qO1OZ90qilym7CPf5KHc4+Qvqg0tQg0AMYq44ihIrj4sWLtR7cFhISAoKBK3/58uVa/SyqwagAQRChoaGa03Y1RWhvb68pQqgNTJgwAcosHA5uCw8fPtRara0qEXbv3n379u3JyclQh4AM1woKZ8+eXVRUhFcjirAScO3Cxa07ZEbVXbFp06bc3FzD20hhb8XFxVpzZt8KERYUFPz66696M2HmzJlQemu1JhOXy3V0dNS7mgyKEEWoJUK4ruAtrSnqKnbs2FFesSCDlghJ739ImndCabt5p0htKq951qEbaexq0kxr0lRLrUmEcDHv3r27pKREdSUbLUJg48aNWg9K27ZtG+icTCZrORIiQtU6pVQq1d/ff9iwYVoPfTt16pRKhGA1TRGq8mfRokUXL148cuSI5gpzBq41Cru9cOFCjx49ND8F2QhlE4NCFKF27ALa2Lt3r961ceFCXLt2raenpyFPq4drKy4ubt++fb17965qxcJGK0KJRHL79u2qutyhHn3z5k0ej1fjoaHs5eXlnT17dtSoUVo3GhQhirAqEdJoNL3P4D137lwNItziQuqnM0OpRWtShw+VC61VBiSkat5QnY/RIoR3raystLoSwIUDBgy4du3a5cuXtVQ3YsSIzZs3w/51V/SGnRw/fly1Twgcddd4Uu1B7/O9axSh+lag6VfYcsuWLVpPvELedRGWV6wIGh4ePm7cOL32AkHChXXmzJnU1FTQoeZjU1QehVfAIvn5+ffu3Zs2bVrXrl2rt2DjFCGcD3huw4YNeoscfBZuQ1CbhtAQNtOtTqqafeA+4uXlBYf++OOPa1xxGEWIIlSLkMPhQGVUd5kn1RVSnQjN/EnLrynHyLRqW82VBpaCAv7w4UMul6suenURoW5DpQozM7Ps7OyRI0dqliP4HTZu164dWBCKhtagBChW8PXhrBgMxvr166uqPkL1GnZbWxECAQEBw4cPV9+U4JdvvvkGglScX48i1AYM5+TkNGjQIL0agBfh8v3999+tra3hyouOjk5JSUlLS0tOTo6KivLw8Dh58iQo8IsvvtAqySADvUuLNUIRqsjNzZ06dWpVsx3gbgIlCqqTDg4OUHVISkqCygFkRWxsrL+/v62t7bx58+BUdUfH6F3KDkX4rgGGmDJlClxdbV8BpUPlHoFAAIFUt27d1G+BD7p06UKhUF6K0M3tyz59SS3ee5k69SDNO6kUoWrW/OpbpGFzSV0+U86g0BpI2qzZRx99tGrVqqCgIKFQqHk+H3zwgfpwcH1u27ZNS4Tw2bYa9OrVSy3CoqKiRYsWaa2grRKhWCyG4vDbb7/pFkB40c7O7sqVK5q7hXjR09MT4lTYc05OzqFDh/r27at5I4KsgFjz1q1bO3bsUOceBHmDBw9WixDq3/CKSrdjx46FIql5c7t//z7UOdRH7NChw9ChQx8/flyXgfEowqYJVMrgUuvfv381z0yBkgnXKFy4P//88y+//PLTTz+BGOAVKMBaLR5qAeh9OHujFaGqxxS+YPWVa1D+kCFD4OtDJkBWQEUV8q1Hjx56MwFeh7qC7ppPKMJ3DYjGvLy8oMJ0+xX37t1TdToQBJGRkQH3a/VbN2/eBGdIJBJ4VyojHENTPl12TLmUtipNtyKtd3wpQrMA0p4XpI1OpPmnSD+t/XToxE8/6w1igFI5ceLEPXv2wH7AwbrrBd65c0d9uBs3boSGhmo+iRpK4tWrV29r8ODBA/XoOSgpsE/YM5hv/vz5s2bNWrhw4fbt21WLUsGxoKzBW+PHj4dIDm4RUL88ePBgREQEuKe4uFhzt/CtoUKpPj0Wi+Xm5ga7mj179owZM+AGcvbsWbA4j8eDj6tzD25WUHfPz89XTd6/e/cuvKJ6y8XFRXNlAFXOwwa3KwMVehQhilBP2yBcghcvXtQ7cEYrQGzxCr0RpHo+LFyaFy5ceItECGcFZSMkJAQMV33bJlSWNTOhqtZgqJ8eOHAAKhl6Rw+hCN8pVKtOSyqjnoQOatF6SzVWGcRTwBJvfpLeYrev8glKqgS/K9tFAzQXkWm2+0WfQ37/+qZm5earKCkpAQeogi3d89E6nGpdbM2zBS9qbaPuGVGNAoU9w/6huIF44Cdc56pzVvUUwFtwAmQyGcJHOp0ORVv18HpVZ4omqtc1cwl2xagAbkoQyKrGo8JmWvlT1eta3xe2keig9X0RFOHrywUuLAcHBwiJDOniqgaIHa2treEivnLlylskQnUmJCYmQg3XkOUqqqF169abN2+GWwCUOhQhYgSgnRdZzLFX4lrsgbAvoNLz5TWTWUBL84AJNnFeaQy+hMD7O4IirCtQUcrIyPjpp5/at29vhA5btmz52WefOTs7QzVNJBK9dSJUt5EymcwTJ0706tVLb/dejUHzRx99BN8dqgJQOYUqKooQMYLMEv7AExHVKbDCgs3MAkZejg3N56ACERRhfQIas7e3nzZtWvfu3SEwqlEGoJkOHTr07t17/vz5oaGhqnGVIMJr16611eH48ePViPDnn3/W2n7o0KHBwcG1EqGpqanWTuD0avusXagTgIDXrVv3zTffdOrUqU2bNjUOiIVtQIETJky4d++eekkaEGHPnj1188Hf3x8LFVJVy4RAKjd3zSLt8q/egpB6Hw23jaRICZwbh6AIGwAGg3H79m0zM7O5c+eOGDEC7ua6IypBMP369Zs0adLOnTsdHBw0H10EAvDz81urg5ubW1UiBHceOXJEa3srK6vMzEzDTxtseuvWrXWVMTExycnJMSIT4JS8vb2tra1XrFgBkv766691x4W2bt26T58+Y8eOXbNmzeXLl9PS0jSnWECtYtu2bbr5UF/PfUSaYNHjSa5FUD+zDq3OgsquwYDuB4P3uGYXskWYaQiKsKGqpaqlBZlMJty1QYobN25ctGgRhH2zZ8+Gn0uXLt2/fz/YjkKhCAQCzU7v8ld91Fwd1GMEdIHDgca0tld1sxt+2qpz1j2u0Q9ZVC0rxeFwyGQyWBxqBkuWLIGvP2fOnHnz5i1cuHDLli3Ozs7wrnq8gFY2cvVRLw99RJoeQqncJriwl3VYpeEw+sLBthaBO52zuCJCocBGUQRF+KZQjfgC57HZbJBNfT3D/a3LBLCdyrU8Hg8ciUvaI/V3dZW5pzKGn41qYR5Qgwj3+M++k5zLxFjwTYQEXJEsjyEs4Unk73ydA0WIIEjDQmWLl9xPaa3q/6u2XbTX4ZD4Il4jvy8ryspYQmkylRdXyGWLKs1YAOULJASEv6r/yuSKAqaIzNLvdXg3nymMIXOySwRSWaXeULlCwRLJFBV7ht+ZAqlIYwM4Chw3vpCbWMRlCfVX3CEPi9hiscanpIScDfV8+csKLnx8r2vWyee5R33y/DKZkne7OxZFiCBIA4YdPLHsamhR7yM1N4p2PhhyPbSo0baIqr5LcA77dlSxfRzNOankUiB5k1NGSjEfjFXAErkl0bc/y1zrkBaYDaKUR+RxjnjnTrmRMN4m7npooUSmtqM8nSawi6bdiyp2SaE7xdOs3HPOBpA5IhlfQoCfjj3PW3Av5dSLfKGUSKLwDvvkLbyb7JJEByOW8qUPomlWHrnXw4o8kkvuRBRtdcrY9jTr+IuCky8KHOJKaDwJ1CQcEug7nLP/uhb/LJFOvDKfT1rpmocpz9NLwYjJxbyDLlkHPHJ2u2RZuGQf9sjxzShVOxJFiCAIUm/AvdUnvXT0xRhlo2i1sWCnfUEHPXNBBo32u3DEshOgqJtJD2OKC9liplCWROUPPBH5ILoYHKk0Xz7nl4sxw89Fe6WVPoqmbrJLuxdJ/cM2obmZ/+K7ybyKr0bIy9xSS+fcSrJ0y0kt5jMEMgZfahtJGXUpNrtUCNKCoG37k8z3zQNPPM8Pz2Vvc0w3eZL52eGwu9HFAonsXhR14Jmow955mXQBBIVUjviCf0GXfUGTrifscc2+H01l8KTweiFbYumZ09IsYItTOkSoqvMPy2VPuBxzKYgskMpvR1LjyNyrIUUr7qWc9MmzCSLDV6PzJCjCJo5YQqQWsN2jKEFJJRxB7VYhUq43QSigGqVcRZctDkwqCU6iFzGEhFEVKKjWFTEEvnE0z+jinGKerGK3tfm48mTkUGD4kugMBk8oNfxbcIXSuGymZzQ1OKmExVOO7uGLZVA+RZKXjTDVnzbkABxXd9QM3OzglAidtxCkiC1e/zi9lVmNXYMBs2wT8xjCRtszDVe3azLji8NhVt55HOHLsWPh+ZzP/gn3zX45qjyazO19OHS6beLdCMpuxwy/jFKw2rL7qc3NA5bdTxFLlSLMLhXNu5sy80ZigrIFWPlloexsd0qfaZtIrfCQSCpfeC+l2S5/pyT6xMuxwTks8OW6x+nZDEEylTf9RuKUf+Phl5fLwinKIPr8wCzQzE05yJYvhiL6MgN90xnNdwfMupmobjuFcBaCS/c0ZUQIMTpDILUJLlp6L8nCI/dRVLG1Rw5oFUXYZBGICd942m8Hgtoscmmx8FmL+c+6L3e/6JpVzBYrDLtxF7NE/Tc//2mXn0NYYc91ni3mO0PqstR1+82ELCrfQB0ql02SKzIpvF13Et9f6tpigXOLhc4t5zuvuhydmMeREQbtRCyVH3qQ+uky943X4gbufPHNZu/UQq6BCnQKL/rtYPB7ykxQnn/XZa6nnqTOOx3WcYHL1uvxXGENNXH3SGr/9T4DNnlHZTI1147KovBmWYd1muds/SiVJ5SVI4j6qhMTF4LIXfYHaa+dVjk1Mw/85nh4YA5brmi8dSkIVVc9TP3jalwOXQAS4kmImCLeuKvxq+1SmRUVa/DZnShqSzD6raT9rtnOiSVimTyXIRxxNqrlLv8TfvnK+rRc4RBfMu5S3IOYYolM+XWpbPGtCMpnh0NvRRer7iTxRbwx52O+tg494JrtFFesWt2topJZ5hBLA9FeDi2SvKo9E4qyG2FFnS2CrLxyBWKZamPVCadSuc22+427HKOO88CIj2NpWXQBHNg7tfT48zybwMKrAYWnvPPMnLPuRFLf5W7Cpr7WKF96xjnzy00+7Ze5Dt3zYtO/sdOOhnZZ7vbBandT2wQGV2JIwQNl9tvl13GVW9dV7gN2+O68mbD2SmzvDV5tl7quvhpbUFEwatwJbJNexJ18LLzdcrdeG7znnAhbcT6i3zaf1ktcvt/h6xNXbIiVQYQHHdKbg8kWObdd4jJk54tMCrem45bROeLd95K7rfVot9R17IGAjddi/7IO+XCVe/sVrt3Wurdb4bb9ThK/piaptELulBPhzRY6X/TMFr1qbIHqZ2h66Tfbno/dHxiWzlBgRIioG0UJuUcK4+tj4TUuItPnWLhLMr0xd1BBIbobRe17LNw3g0nnS/0ymZscMhbeTr4YUpjHFFVIqozMEo26GNtxX+Bf1+LdUxmSiqqtYwKt/d7ALlYhtAobpdEE824n7XdXxl4FLPEZf/KM6/GbHNN9MpgQzFVkmuKMf0F3y+DBpyJsggullfPkYUxxH+uwB7E01WAi1UF/uRjT+0gY+FVe+S5UwpWQtvn1OR6exRCUVwzwCc5muSbTIUiFD0LcCb8f88k1dUg/4J7tlcoo5b/Tq3U3ZRHCbToghT76QFAPEy/rx2k0lggKJ1TEwtJLfzoY1HG5265bSWwDmklVIiQtch5p7gcyg4ob7MQlmvr9Lr9Oy10dw4oMWf9CKCHM7yW1X+42+XiYfypDpFwgV55TzDO9GttumcvgXX4gVANFSFrg3HWtx9En6RCqymtyMGSCcySl53qv3pt9zrpnl3KVNVGpTB6RXjrhUHCLJS7tVhokQqFYdt4t65P1XksvxdA4YlXdE6Lt8+7ZH6x0/9spAy2IVAoHRcRh79w2+wKrt2CrvQGL7qdk0YWNuV0divycm4m9rUMvB5Ln30z83SbuWkgRTTnr4GUIC//GFXI/OhDc0ixgxcPUYs7LIMzaO/c9s4Bj3rkqFbmmMvoeCVv5IGXX04yfL8QsepCcWszXrAGApXY5Z7XfF/TtyciYQo5WmYou4E60iT/hV8AQSCEAhSBVZc0p1xMLdCaccEUy0k7/Tw+FJlL5cHqQw5buOd5pDOLVHUPZqUHIIWwF++KUzaYsQpCclX1qh+Wum23jaezXzd/gLdeY4v9tfz76YHBYJtNAEbZa5OIbR319nQmkplfjms19+s/jNJ4BPfzxuexm854NNfcHN2u+zuJJph8Na7XI+YJrloEibLXYZfe9JDrXoJ5t+MiKKzGdVrkdtE/TEnZ0FvPT9V4GRoRASFrpMIuA/+18EZpRqlBSlpDH/nbL8+92vnCLKca7P6IZQqXS+H9eT6iua7BiWe1hZ6Oc4mliaaNulBPK5L0Ohw44HemeTE8o5LJfdcwrV+d41XQJQW2XA8Hfnox4FEtT9XTAi+D4jw+F5DCUD00UyeTnggq7WgbtcckKy2EVssWqtlBVnVLlvEKWeKVdWjfL4IMeuSyB9qMkBBLiZjhlkk3c6Rf5kfkcxzjaX1fiNjqkR+axdc9ZKpe33Rf48cEQ/0wmlS057U++GFzIFuJDmt49EeaXCJacj2q+0Hn7rUS3KKpXTLEqecYU3/bNG2sZ2Ge7r2MEpcbakEqEPdZ6aPbkwYV7yCGt7RLXrbcSWAa0Ktx4ng8C++PvkMchhd7xNM0Etm6x2HnJ2ZpXDVWJsPMq9yveuQKxQWu4QAjYaYlL/x0v4nK1S4tIQvx0ILDdckNFSOeIF5yJarfU9YhjOsSUUJO97JXTeonrggvR+XQhliVEDU9MmDhldNgfVKUIzQKamwUMOh11P6aY3ei7lgVSopNF4KiLMUTlewVXLFN1uUFZuBBU+Mmh0D2u2TTeyw6XQpYI3LnaIR2it7RiAYRo/zzPhwDudlSxVqVBPdcwgcL/60bCH1fjows4hE5jD7zin8U84JFz1r/AL5P5IoMZWcBhVH3zGXE2quuBEAhenRPpdjHFVI4Er8x3UYSZFN6sE+EtFjn33fp8lEWAZhpu7v/VlucDzfztQwtrHO2iEmGfjV5arx97mtlxhfv6GwlMA0R44llW88UuEIGN2hcw9kCQZoIw8SNTrwWnDRXhh2s8r/vmqzvqqqeALiTNfDLcLKCELdZtv5p+PNxwEUKBfxJW1GeLzx/WIUIJwRFIZ5+O6LnR+6ZfvoGDfZB3AbiuniXTSbtr6BrsbhVy0q/grbhy4Bbx04WY7odCnyaWsIQyqVw52x0kZBtapJp+J5bJtzzN7H8iMrqAq86Ea6HKJeXuxhRDHPk0oURKyB/G0j46GGz6OD29RAAfkRDK5zLCPi8FkNNLlA2YPpnMkedjzvqTBfpKN5Ur2f4s61QAOYsuhNOosVtk7cOU9y2CNjxOvxdFZfAxFnxXRVjIEC6/GE2a93T2mciTbtlnPXK10vUXBamF3Bqvp3oR4e0X+c0WOn+709fKMV33TCA9Dac0hAiZPPHHK9367XgRoxMRcgXSkXsDDG8aLa/o6Vx0IbqHiWcqmeObWPLpes/Be/wS9LXMIO8sbKF08o2E6kXY3Dzwx4sxEQVvx1OWQFH/hlE+PBj8w8mI3S7ZJ/3JBz1yDrhl3wqn0PnKqRR0vmSabcLcO8lqgUlk8nl3k7sfDNnmlHE9tLCkYrBMMpU/7Ubi54dDF9xNPupXcPxFwY6nmUd98/wzmUSFTa+HUSZcjvXNYOrNlowSwcybSd+diFhwJ2mPc9a/YUVxhVCIq2xVPuCa1WK3/0+XYsILOHhZvrsi5AplR5+kd1rpuuJSTAaFxxXJeCICEksgDU4rtXyQcs0rp4gpqrEo1osIwRydlrh+s/X500iK+kwgUZhCy/vJe28nJeWxGkKEUCA33ojvusbDyj4Nftec+RCQTO++1sPAwTJqLnvmdFntPvd42K7bie2Wuqy+EmNgIy3yjoSDfuml/Y+F9zwUWk3637Gwnc8y2SLZ2/KlIKI6F1AwwzZx7u2krU8yQIEgIe6rVdDoPOmJ53k+6aXq8kUoFJeCyUvvpzrG0eiv7g8imdwvi7XRMWP6jYSl91OsvHK900vJbLFqFCi865JCvxZSqDWfr6IPUlHMldjHFG9yTJ9um/jThWjIwN5/hw0/Fz39ZtK14CKmvuZlmyBy37/DbCMoAimW0HdYhFCPC80oHXcouKepl7VDWgqZw+ZLGBxxYAp91qnILzZ6w4scoaGjRusoQqjunXiS0WWV+7ST4X7JDCpTxOJLM4p4Fg+Su6/z/OVgUIkBD50xQoRyucIrjva/bc+/3vb8jHt2Lo0PdUgaSxSQzPj1YFDzxS61FWFcDnuomV+bpa69N3j13eqTVsjFefSI5l2bKZAlUvgJ1aaUYj6VI3mLRhpXrK9GFLDEeUwRhSOByE/z5CGeYwqkksrrhYLmizgSceUXpYSihCfNKxXBfkCQmquqwg55EoIDPqzcEwn/D83jzL2TdMA1O7WYD+eQSRfGFHEd4mmmDulf/RM29GyUv86gP7ZAtvZh6tMEulCKz3R8t0VYrpxNL3vgn993k3fX1R7DLQL+sg6deDj42x2+nVd7rL4Wl18iUBg8j7COIgQr59H4M09GgEL6bH0+7mDQn9ahwyz8O61y77na40UCjTBgMqIRIoTjguxv+OR+vMr94/Veow8ETrYO+80quM9W326rPQZuf95uudvO2ohQLCXM7iW1XOrScqnr8iuxOPAaQRq2ZUtMWHnm/ngmKjCLpdBo0ZFV2PdRLO2Lf8KdEuhanzofUADxpQSfbIwiLH81NNkvhf7nPyEfrHBrvcS13VLXz029Tj5Jo7MNXc+JxhaPtAgYuN1H6/XTLpk913pstTVIhKozgV0dfJjcy9SzzRJXOBkIEBeei0yt6CkpM2xC/VGnjK83et/xM1SEqj1LZIRXfPGvVkEfrHSDQ7db4vrNJp9/vXLHWga2X+FmcT8ZagyGZ6lbNLXNclfYz5OwQixCCNKgMIWydXZpP5+PgXBQc/EdlQsjyNx+pyL9s5TdihBMQvwHMWgMmfuPd66BdxWk/B1aa1Qqj89i2AcVBCbShJLatZgrlCJRQNJ6vWJmvXKZzVouFqooYgg9oylukUUQI9Z2wVJCrjwZwxf2VA7Opgu9E0ois1mlXHFKPhsOHZbOgBAws4jbZ5NP1zUeVz1zDD8N2OEVz9z3lrlO/DuEWoqzJhCkge9dMvnTRNq4SzF/2cSd8s1/nl4aQ+ZEF3CexNMs3bJ3Pcl4EEUVSAjw5V637MlX47Y9ybgcTKZxxZh1KEJE7d0yz7jiQbv9Bu8NsHmeW1Sq7JukcyQZFN7OO4nvLXWFoDCXyjPc5VSmSDkpZanLJfdsbBdFkIamokVHnlEiuBVOWfsobdr1BEgzbBN3P8lwTaKrR9YIJLLLQeT1dmkvMplCKYGxIIoQqVSKyKXCLTcTPlzj8fkG7wVno8zvJZlci/vRIqDlAuc+W58/Di2q1Q6dIyifmXp2WOKSQsYx2Qjypuu1QqmcKyYk+p5aI1co5PgQGBQhoheI2zKKuDOPhpHmPSMtdCYtcFb+XOQMMjvrml3bGc1HH6d3XOg8cLM3IcdJ9AiCoAiRtwShhPCKpVnap1s6Zlg6VSTH9GNPMgtLRbXdlW8i3do+/e6LfMxVBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBEERIgiCIAiKEEEQBEFQhAiCIAiCIkQQBEEQFCGCIAiCoAgRBEEQBEWIIAiCIChCBEEQBHnHRFhWr/y3RzfuNMreEhrD37ceTwxBEKSxiJAp4KRQcuLImbHkDONTQXo+gyJXKGp7dAaPlVSUXadDa6Q4ckYGrUAgEdVWFUKJKI2Sa/Rx48kZedQUMTNOxo5tgBRH8LIVMqFxylHIpYQgX8ZqgHNjxco4aQoZH8sqgiBvtwgfR/r8cGB+m42/kkzHGJ/W/jjv/DahRFzbo1/0ftB9x58kk9F1Ovqr1MxkzI9HVgVnxtbKGYoyRWxe6le7ppDWjTLmuCZj2puONDn8VfaDlgwHUr0nun1z5vNfJSVhZbWvZwAyThYrcDbspAFOjMRw/kpS5FlWpsDiiiDIWyxCv9TIP89sfn/L+DraaOjBeQwuq7ah2Ob7J9ps+KVeLFjhpNF99s56FOZJEIThpwGBrHdSSIvVQ43MAZMx3TYNP3qqR7Fds4YRIYnxrLcw+66CkBjRLirKd2A866XcSUOc28NmgtRzCkKExfWt42W7tlxRRhAKmYzgCwkOT5l4fIVYAq8oZEQZIS+Ty6EGhg3gSBMXYVJh1tpbf3fZ9nsdRdhv/+ys4oJaHbqEw5x0bitp3ch6FGGnzb9ZOl7miQSGnwYhl9sGPCGtGmL0Qb/cOsTucteGMI1KhHSHtrz4/XIJu9btolIuP9aM/ojUUOf2kMQJWUMIKFhc3zpAdaIcMssjkHHfpdjmUeHRfwsPX4FUdNKWcvIW9cI92r/29PsuTOcXvKhEgstHFyJNWYQcAe+M++1Pd02qowg/2z0lNCO+VnHY43DPr82nG9kgWYWTmq0bOfG4aVxequFnIpFJdz48SVr7o9EHHbnzh7S7bRpINkrf2JE4QbMIXmYtq/wKKSOa9fxX+HjDSbrUbWBFs60cS+zbZEGJlBMck7f5SNqkdcljFyUOnZ3ww7T4/lOTxy1Pn7kl4ftpCQNnJA6fk/zT4tQ/Vmcu3sV+HgqhIeYb0mRFqFAo3GMD+u2fW0chddn6u1tcoOHHZfO5ux+ear/x5/rqIHwdFG74ycb3kcLgHjWRVDLt7Gaj20XbmI4ysfqaYU9qQBHak5jew6T00NqJUC4TFTiVOjdUu+jL5NhVmPOgrPbNtsh/1SIql8m4wbEZs7clDpmdOGiGMg2eCSmh/9S8XSfIf19JGDBN9YoyVWyQsWQXweNh7iFNVoRARlHur0dWktaOqIuBWm/4+W6om+EHTS7MnHpua4v6taAqrR66+ba14R2WQql4qOUiY7075sONIx5d+KTUoSFlA+lpTwnFvZZtX0Jh5rXSJ90a9MToDq14cfsUUg6W2LdFhOICas76QwkDZry2nUqEg2eVPvVlegTFfzdFbUeVC+P7Tys8dZ0QijEDkSYrQqFEtPTK7hYgwrpoad2P1i7XFYYNIJQRxJOo599ZzKrPdtHXQ1hHDjm4MCAtysCgkMFlt1s/1vjhOVsH595vxWhgEdLtWgrSLymIWtyJFBIWP/Eww7F9A58YiRO8UC6kYh/S2yFCuZzp7JswaGbCwOmVRDhgevqszTI2T0ympM3cmPDDtEqOHDA9cfhcup0bZiDSZEUItzDncJ8vd04mmdRBS+tGTj61SUbIDGoXFfJ22p9VDpNpiIjQZHTXLb9d8LrPN2zIjG9CqNEjZZqZjP7L/HtWQ4eDFb5hvZhCcLMN/5sSwkJuxPKGbRetODHm819l3GwU4VuBQiYrPHQpYcC0hEGVIsL4bydTbzkqLxueoOikbXw/7aAQxJm91AJMiXmINE0RApRS2nCr+XUyk8noDzeNExo2mT2NkjP17GbSmhH1b8GK1MJk5LpbVkXMYkPuzvsfnTO6WbiF6ahlB78ubXgRKtOTHmKqr4HDUsrKFDJ2Cuv5uIYWIaRSj/4yViLOJnw7RCiWZC7Zo90oOnB6/PfTxGSqcgOprNTVL3HsIuV4Gc1tBs1IGrOIF5OKeYg0WRHKFYqZF3c1NxlTpxBt+Q+RWYk1F0WF4mm0b/ctExqkXfTVBP+x1svj8tNqbB2VyqSjDi00+lu3MBm1/Z9PGW9EhHSH9wUp5xVSgwayKxSEuNCd7vjhGxAh49ln0tJIFOFbgayUnTRmgbYIB0zP2XUUHKmsQikUgqSMzAW7lM2h2r6cwXDyxjxEmqwIgWvP7Ttv/q1OIlwzbN01yxoPxBMJ/nH+l7R6WENZUBmejmpnOuZxpHeNTbXJ5MzeO/4w+kDvmYyyvdDtDYnQnsTynyrj5RsiQrmExQkzabiJE5VPrJW40AVnUDR+4Mopue+qHAtT2XCJI+ayAyLVEyQIDp9y7k7C99MSKzefJgyZSba6jNmINGURBqZFfWk2tU4iNBnV3XSkSFrDgA4Kk7bS9mADhoMvrTz872fXeOIaugkdwjzaGv99x3Te8KPHtY5vTISMJ5+KSsJrjL3gfidjJdIfv5FwsKKbkBf/d5lcioW2kUNweekztmrpDf6bOslEkJxVpnhZwYKgkP0iPPmXZdoDagbPzDY9iNmINGURZhcX/HJkTbO66aftqkGp5BoGdGQW5088taFhLagcvDNqkY05vdpJFHKF4rjzNQhkjRbhoO1D4m63fTMiVCrnUTNe+r9lihoWkIMNhJm36A/e1FnZkUo9RiikuPp2Yw8HuRHxSaMW6nYQZi4zE+UWqlsa4BdBckbGsj3KCYWqiYavUubiXZiTSFMWIU/IX3ZtXwujJxKomgrXjbjx4nE1PXPwVkhG3DcWsxtchKZjBlkuKCilVvOVIXhdeGlPXdaUmbOvX0HDrLVd5RBNn99rXGsNNmAHzn8z7aKv1lprJWPiMIpGjVwqI1tf1hosqhJh1gpzpnsANzSWGxbHDY1j+0VSbR6mztiQOGx24vA56i2TRs7P33sGcxJpyiIERVk/u9Zqw891G645eu31/XyxsKqjCMTCM173Omz69Q2IsK3paP+USHnVfVfFbPrn2383vpF23ejLp3qW2L9B39iDC9uJCmqYziWhhTOe9n5jZ1URqpJ4cVZYaBszYio95bcVuq2diQOnJ49ZlD59Q/rszco0a1PatPXJvy3P2fx36RMflqsf85mvKrHcA4RpuZiTSFMWIXA78Ol7G+v0LIhmpmN+P7aWzKBU1ThTzKIvsTFvtu7HNyBC0poRBx9fkciq7Lt6kRjedp3xywg0XzM65tb7b9I3KheyA2ZX002ofLxi5r90u5Zv+KxKPUeXyWVYbhst9KdeyoGgWuNffpiWPG5p8q9LEyomSKhnSiQMnJG95oCy41BGVEoKHBuMNHUResYHtt74cx3109d8RkRWfFX36OTCrEEH5tfnEyeq7SYcY72MyauyIdHa4Uoro89k3ZhP148osW/2hkWonLfnNkAu4VYtQgUvdt+bbBd9NYmij4yTh+W2cSJlczMW7dIOBwfNiO83hWx9Jd/yQuLI+QmVZ9CnTjZhegYpavNEMwRpCiLMoxW2Xzu0bgNHR3+4dcLTSB+9+yfkxKNQt2arhjTIgjL60sdbJrxICtM730BKyL7bM9n4dtE1o48f7cN84xasUM7n0tKkKkWokLFe/EG3J73xULW1MPsBri/TCKmYNfEsadQCLdUlfD81bcYGXlQiyzMwecLKBK2+wxFzCo9fkzKYZfUB/hWQt0aEUoL4cP2oOk1sMBn9wZbxl33s9O6fLxaMOLDQ+MEpxizAPczC/oxc3xNkChnFvbdPNPqhEy3Xjkq715rxn4jQsZOoyKOqP6JCLqY7f/HmzwpiUG7kNgU+hqLxIZdKC8zPJQ6fq7VSTML30wr2n5eWMPlRSWlTTLUH0Xw/LWflfmFqTpkc6lZcCZUuLWa8TDRIpdKSyonOlDE5kAhVYnEINlf9u5wnUEik2LKKvAUiBFbaHCCtHl4XEXbY/NuBp1f07jwxP520/Ic3Z8GKJWZGHVwilenpu4rOTjT+KYzKiRODqXbN/xMR0u1bCDNtqqply3j5dLsW/8VZkUo9xyiqbrNF/rN2UTozb/uxxGFztJaJSf55ccm9Z3KxREymZEzfnDhIezRp8rjl7BfhCkJOv/k0a8HurIV7XqZFZtlLzLOXW7xOKyyyV+3LWXswZ93BXBMrZVp/KHfDoZe/bziUb3aKdvuJKCsf/xzIWyBC34TQlquH1aXpss2mXzbcO6LnBk3ILO0uGLOgjMnoFqbGrv0Gn1oxID4/Xfd8nsX4dt9ptAhHrz/0Nc2uzh2ETh0Yju2MUA4nfJ1CJtLXLkpw46yN6yBUDkl1aMl40sX4Ea0O7Ql+ARbdBm/qVCjkQhFEWhCZSQppEnKxhExVpsJiCNfgLa12UVFmPlgqcegsLRFmzN3GCY5VyOVykTh7laX2g5kGzYj/32TKyVsyNpflH54weBaoET71Og0yOA2YpkwDZ+SYWvFjU2UMFkSZ+HdEGq8IBWLht3um1WUwS3PTMVPPb5frtIHkUAv6mc8w5gEXa0aMtl7V0nSs0UvMTD61Xrd19JLPow+2/W7kwxdNR507+xHVro4hVHOW35+lnoONWWLmaW8pK11fOEimO31qXAeh8lMu/ViBs+vSTSgudMWi2+CFNCWLfteZctK2YN+5/B3H87Ydzdt6RJl2HCvYe5Z+z0UhlWlakxMQmTptvfYMwiGzcjZbi7JeVlxYPqHxA2ZojymFoPDXZZyQWIIvzFqzP77/VO2pF7VJKimmTjahXn4ooZbg3xFpvCIEYay9bgnyqMtCayP+XlrCLtWqljqEubc3ci3v7z3igz7d8ZfRrbXt1w5nVl5iRqFQ7HW40H7zb8bts+vGH+9c7Eazr6MI3xOkXeGELDKqQ64VP+mC7p9PmGkDuzX+yYIRm/kpp4wecUp3aMVPOY5Ft0ERk6nZy/cm/bQ4YeishB+mJXw/TflzwHRl+kH5e/JPSwRpr1d3UhBE8TW7pDELtUU4bE6B5QUpnfmy4IslaTM3aT2GsOLxTJMoF+4QfAE3PC7+qz/rIsJXEzOmJ/+yrNTRRyHHxWmRxipCMNYl7/st6zK9wWRUH/PpXnHBmrsl5MShJ5eNee7SulH/2zOFxeeO+Wel0Q22bUxHaT0WgycSrLa1am3spMmeW4Y62nxQZxF2lDISePF7jQjg6HbNmJ5jtVY1U8gEnNCldAcjOwjpj98XZd+XFD6nPzT6S7XgRKzHottAQO1NlF2Qu+VIQv+pqugqUWeZmIowbiYv/vUqPxIaI3fT4Zfbaz5TacQ86tk7hOj1ysDU63ZKlWoFhQOmZ6/aJymiyUXi1N/X6JmPX3sXxvebmrf7pIRKx78p0khFCIRlxCnXW6nDeJl2G37acf8ooVHjE0nEC2zMjRiP2sJktLndOaFEvP7236Q1Rg43fW/Dz7YBTprfMbEw66fj65ob29zaf8dA/+vt67KmjHKxNO8/QV2i7FtGiEfpTseu4ryHml9Kykws9RhCN3p6ont/gpst5xfS7d4zfryM10iFHAeONgiSEmb+jhMJg2dVb5rUySYET6AOB0vuu0CMqCUwEF7a5PXckBjNYZzCrPzUP9fpPn0pbZIpPyYFdkW5eC+hbhZUuzBlwipuQLR6mW8EaXQiLOWxR1jOqcsTeklrR0w5aVLCZqr3yRXyhx1aZsQ+e+740y02QEYQZz1uGb06dosNP219dFo9zBJq1l4JQd9YzDSmw7JiyOiPu76Pv/NeXebq0R+RBBn34ZSktOcgxdruSrn947acyI0K4nWNXpB1h+Fk5BMn4Hy4EVsVhAjcXOo2zOjhNqXPesu4ODKwQZpqaHeeKFs4B86oTjODZuTvOqm+1CU0eu62IxCBVRq6MlDZiJq37YjqAYSajagF5mfiK4JCzZT0yxKWd4hCLufFJqeMX1Hj0JhEQ4bPDJxBs3XUGteDII1IhGKpZO11K1JdVkFb++Oow0tjc1LU+yxm0bttnWDEroZZLUqn5oK6fBNDP9oywcjxO+vHzr60i8nnvOwOUchv+Tt9uuNPI0W4bsziA30z77Wq2yrVJIKnFAb8ZPkbt0B2S9aLvwjO67UfOWFr6Q6tjRThA5K4yLtMIS8jxOyQNeBFI4fbOHUT5Tpi6a13CIEwc9FuZUfgoOpEmPD9VIb96zmmwtTs/N2nM+fuyJyvkeZtz1ppwXT31z0KyyckffaW9JmbK6W521jewWVyuYzDy9txPH3GpvTpGyGlTduQNnW9KqVOWpf611pIyeNXJA6ekTR2UcrEVa/SyuTfliePW5b861J1Shy9MM/spKSIhnPt/5NKlUAkzqMyknMpafnFFDpbIiMa7R/iPxOhXC6/G/CMtHpoXVpHvzSbZh/urspc+Oka8aK1ESHm2h9XXz9YWrFGGqWUNmT/LKNnO3y/f35M7ksxS2WyffYX3t/4qzF7M1GuKXPixGeFj5rXae3sJ1+UVTQhlsllwsxrIB5jgkK3/4mpvqrWLblUwPQabaQFQcNP+sr5SjGXKWTC1NPGiVCZHrflxuzGu1u9w0/OBPG8DAcHaaTKYzLjv/pTlEtWr+cil0gJDk/G5sqY7EqJzVFI9azBC9tLSxhaSUJjgIZVO5Qy2ZJiuoRaokxFxeokLiiCJEjLKjxxPXH4nILDlwQpmaKsfGXKzBOm5wjTslVJkJrFT0wnW1/OWLiTH5dW45CZsPSCOcceLTxpr5WWnnbYddXlqnNIan4xIYeq8uslbDLIJbtsPXQ/opUm//Mgp7gUbnfhGeRJ/zzQu80uG1d735hcKkP+6gDKUEEimXnMTr3NzKMPz7qEiV+N1JUR8ilHHqrfnX3s0VmXUKFYmdvZ1NKVF58uOGGndZTFJ+03X3p6wTHALzaTxRMqNNbi4fBFx58GwyHUGyfmF1djuCsekfNPvNxy5YUnLpHpUhmhfhf2zBWIb3lGTD5wq7/J2a9Wnfpm9amB68/PP/LQNSwFsrERLgNE+g/rC8lFOW1M67TQWrdtE4+5XOeLlH0VfJFw9MH5RoRfLdeOeBzlI5Mr/5BSQmZmd560eohx59N587grPg9UX5DOKZ10ZoORC9ysG/O+yY/OVzvWqV3UnsSN2KB6pDvktqQkrNR9uDEifNZDmHVT9XhCCS241O1bY0XYjJ98SiETVJyPXEx2YzzpYfTAUZb/TBmfguqq3yLJsPdM+XNN0i9LU35bkTJuufLnbyuVafzKlAnwc0XS6IUQL0L0JqHSIdISFxaLyZCorxJFXPAqFVIJvrB+T4/gCfixKXk7j6ui0swle8DcWrdUkJWMw2f7RWSvPqCclThyHt3BUy6uoUd5978upBkHSbMP6UmzrEjTD5KmHPjfujOWd30K6WzVA+CcQ1O/Mj2n/yPqNNOqywJrrkgiEEtOOfiTJu/Xv3849HTLFjOsJljeDkrOVUklk0xrN+v1Np3m/33M/nV4XURnt59upX637ezDVvd8VW/d8YrstuiIcrf6zoc0w4o01fKTJcdvuUeIJFJVxiblUH/fZ6vOgS6Lj8ZnV/loOa5ANP3Q/Zf7n2XVZ90Zp8BEVZ6AyGks3iWXsG5LjikzTbXNnMPKpPqmUw/0NTkXlponb2Sr/5D+w2MXlhYPs1pUFxG2Mf1pre2hIiYN9uYdF/Tx5nFGhF//M58Vk/ty/JuiTBGZldB+jVGT/U1GtzAZNeX0RtWTKHwTQn/YP8/IuZJrxyw50C/1bpu6jRdtJsg4rw6XCT6ZE76Wbl/7tlanTvxES9Wj4QUZVxhPPzJ2zbYPJBQvUKDqfKTsNKbnUOPHy7j/IKEFYlBYn+2iQhH5n2tpszZRrz7kRCUKkjMEEFpl5kISZudDCAj/pd93Sf19dc7Gv7M3HEqfsyVtxsbUaaapk9e9TJPWpv61BhLYNH3Bdm5EXD2enpTBKjpzO3HobFDgy1VMB86gXX+sGe3B9SBjcqiXHyYMnRVfMUkjvv9U8t82ELBW98Xl8m9Nz768Zb9Uy6ukvo9XvNV92fGzT0OkFUuE3/CK6rH6tMZdXl+afnDqAVspIS9h8xccs1NKSGNv2oeoENWkQ3dSCpQ3NPfw1Dbz/n751kyrQZsvBsa/nq8SkVbQdp71y3dnHfpqzWkH//iKO1jZohP2rWZrGUjP12k9+cDz6AxV1cE1Iu3bjRfVOQCCzyyscrRtfnHp9xvOv9x4ltX4/TcTsotUFozLpMz/5wFI/XVmgvzAvhpGbD770LyjDxkcPorwJTQOY+q5rXUbL/Pj5LMb0yjZMkK259Hp9ka0Q5qM/uvMpszi1yMvaGzG1FMbSWuNenDSupHf7Z35//bOAqyqJer72HWvt7s79NoJ2H1NuqUbFExUJKWRlBBEBZXuBkVCFAQVOIfujtPdh/ebfTYcAbFAfH3vN79nHh7YMXv2bM7+nzWz1ppHTVggqJ5pYR+abZ7IBKEREEIpV89vu6Mnl1wtfgGr/Wk6ViGXRq/1wie9tp8LLn4OtcxIyGcPDgqp5Za4+HkTlK6MP7i4++jSTogwM3tJ+fsmHpWf8h2r+eagEEaJvTF7i9XS0WJqDySkbr8JPjZTwGQNikbqRtlbfH7HhcCqVQqV/4jSuKCRheOVOtmjnAHC5FuFwOdzccS+4BjMOuWRsRyVi/Z3OQXzqbShI8FhBFJvUBSwZcWHASFs1DvHfWFLevCk9+QdxO/uD9Rclpj6LTX3X2TsC36fhmwcUpSPD7s5ReWz2FxwNdf4wo813cVi88VhV/SsUcXY1+nmbSC0rX1EqROhI7X2ay13ICd/Gfq8r+YyHd0o+jlP0TGyoAqI05XMstnKTkPHy9jtOHu1vf+pY2Daw7q5qs5i+VxlEfSgpu1/kJAttvSJEER7hq3A91SdQUuWmPn/rHdxnvIFsRDOkrW/lHRPNInDv5776Fvdi+J7WWoROPJaYyhv7H4P1IM2WNZexT2mj4CkPGzrJyo6Rc2QtRff44dqLmssgkDLF5n4zX0q2/bfaLrnPW6EQjgEmUk7HuM9qezYhuuX2CjlYu63DXQe8DafOYGF7w3WWkRdxI0IhGdx2GH5ie+ZbpyQhkl9YLb5XIxPL3FAL9R6gjOgRtJfHlkbG/TRZDOrJX/O6Xm6QAfQDHZPNjFr2QRGR0l3t/MozXxGFzl/94QnCIl5m3gkjHiNQyDMtAr7iUUTItOf8e/THluNmwEOMhHJEQgpBWWiCUJRyDwwtq4nMqrqxwxv8hnM1uOuL/EpFSWUaT/lOflWCXl8dlsXKftep1Mwsq7FmOsuk2k1c2Q1tg8KB4G9SM4p7nIOEcnwwZERijV79TldfS+4SnIxZq6MHfqanqF4YY99xO2y2sKKxpyHtWeu5fwAzL5hIfzksJtbbCGHy2OyuceuZC5QdUHPmqnoYBKQfPdRPThrZCl40tDcNQBMJWDA/W3sK1aaBcpOp0IzcstqM+5j7aLz/zG/hJhr6N4DtsFpJTwe3/7mnVmobsk7zJZ30PVOYLCfTrheyymfozIkhDPkHfbb32jpRaTrSWPXEhM/iWE1mqXgeMA+ArTk7uOGa1kPJU+FgBtEd32m4ny7HMkbRaaznKLvfqTuKm7elrNXceTnWmyRdyskDg7ZfODS5sFpTNEQa1DGw4803FAJBGbf70a+p69ll9d39hOpOeX1O2yuzwIGrhwi2wsUL9hcz4ZCOASHx424lyqhu3ISQig532SDX25kctmd38/Ivr45KLnQdOPN4jTeiOXQwHexJ621ax0PT2RUEzTAcN0GZ+2bRalb3QwmqPFG0tvO/HPv6oJJLnJESP+FSxg1NiVg9VMeqL+u76jI6eZLRn0QuyOJkPHnRG246ZQHmnx6h9jCGAQ2ZkfyhB1HcbHTSHf3oD6xkDchOTx8XHa1eHF5YFFJqjRpn+2/kjjSnKLcf1S9VfPFPqWiIgdqm3yrmHWtHef9av81qFqOpC19NrS/Zrt2l9Nl3I1U8LN2r2HVkmfWBAZCuEv3BUIIVMrQP2nG8MDdAjWX42FZYteP+s4BqZMh04YV4gd9r5iCSvCK6BwgqXnEzh4eupyr4uQWV9jYOdDYiROXjn4ijy8QDb0KIwsrF6IGnKienw2800truaK9HB7/sGfckBDKO8xXcLiZVyEQCFU9Y6crDh3/qYbbxfhC/ojX1IWou7OG7UVg8x0NSiNQkdn3y1llX2l7iO3Lj9VcwnPK0VOq2/r3OtyYqTg01mobnktjIGFRnTiyrt/THgAtkb9wi8l+7krjOhdjJYa/N3yg7gpuHHEQZXNknaNmKA7Zgh+rulxOL8FR6MLhIM6QrIfLj1z6zcDrN32vvwy8jgYkQyEc/hcUCG5jSz422zLxJZmA8OitOhfnezba98Mj215bCA3Xr7BTK65/MnL8B/zege9TD7WZYKuMJH+xOqQdfPqPc7ITG/WdbSypY/8rZnIRhKLQ9SV8WufogSYhvcr+dcc2EdWJnka5p0Z7fB6X9PkEhTB+IR3rIuCQnwrh4CCX8Bif+sfEownT/mK3w6Sjb0wIcTdTqzcfFltdqINozRatXr+bSAJr8N8jELRb+wJr76VCWPXPIUZD66TawxcwG1o7rC5i1imNSVgzMpwRu0GteqNGtbQqZo3CuMdU/nOgQfM0tx//vAvRWZxNp0KnKQwpx0IN11PhOX1EGp7K7BggOUXlfaHljs51AanYaXO9G0cBXVHW0LXh7NWhs4BhpOCwxMx/59mrI8v5a9lEKhOdg/ROvi8haydWmpVHAx/UtAG5BaWHSF1pESAeaVxzLLCktp3N5W4+d1UswN/rXYwtqBQ7mIAv7ibBaTOULojtVNfoAhYwLHj8M9dz3ldzEQvhe8pO+t5x7jF3T4Zl/msX8elhdwkFh2nyDsuPBfWThuZN6zoHDjjcHDIiRc3T9kp4njML+BLwk74XMucnOvgbPa8wkdAWVzX/PTxxCOrfcSaMTBs1lgDk9m5FU+6jhtzyBvDzSVMXFMKnfVrRVrfe4fCklpLXX6sccGqTk/Z0UMlrCs9MIym1YKvmvvYxEyF4Kul0/KW5ppsn6MtqsXOtnfLnljsndkcfm6274PF9e+SMSS5XRMzdJGCTxn7Fbr6BT/t+AgObhNRfCZkrJxZBKEq0/Su7M1Uo4I0eZ+sjlZhMfBWL2Ln0inOoOyvkDQhhbFb1Vq0xw49IAuvdBn2BkYzqRnZXX6Pa6Zer4NJDtbv0BSPSqk3kWzKLjU/IGSnMz2bWrpZWazvh1qhxsuo52oxsXKvUGxApToLzLI1dA8tM/cW22kylC7+Z+u2yi9jtcGPD6StfarpPE5k4Pxh4K7hEF1S1CAcHgUhkljcsPjJiPFPskCkuh2x1fBLwFIZItwTWEbfFVhQ46ydDn7Phuf6pJe7xRTKuUXOGKwFWI9gODClgTa6yDBIL4WLzS+DS4tcUkcZQdIsWD3J+o3fxeu5jYFfgyTR9n4R5yk7iVoHGv6/sBOzCeUqOQxOHCo5AHR2j8sQ5uR7Utq+0CBQL4Qw5B9fY/Od1V+cA8T2FC2Kh/d3UL/F+NU8gAKq/UMUJ3T5T3sE9tuD/1v///6YQgufaRejTu2o/YzJLyRtKfmq56z3ziZiVn1vu8Mm+Tmczxggh2HLpTvQnE1s1AlnOacMCsy0TmbAUlZ8sV4Zf+nRgkilGoyVoT+yezUPGJVQQb0tNYJoQFzsDFzdrwo2hFGvwaWO/cABdZDRdnYgjq3iR3hItAZsIZeyNfCul5D+s3286Nk0akJwVsthNGg3yR5sNbas3D4+Lgp9LD41bKn/7F3czfZIOvUiKmXJMvbLls8nYEH/RpYfqDpkTEnNZbd39VxMQvRw/IapMt/sVTlf/C+IIU0tqED8ReceR4jFdASmI3TMchKDpFV/fhUOHOoHhFZr58Fsdz1FCONK/FJRDtu7xhcDcRAc/tXwSRlqEMxUdP9Bw+0TT/SMNt1mKQ54yMxQcd9mGP6zvBJKWU97wo4H38ATkhb3IFODTAeqa9r7Vx4PFMrnk6KXyOmTSoaq1d7vN9RkjHVMP2EjssUbKv9ZIPMOQ/eq46EgAhzP0rTSxuHqBqFXo3nky9sXY51rzt3LL5sg9tR3XnLj8sK4DR6bJ2t+YNiy081Scsp80QiF8DSGkMeneGeEfmm+dTBDF2F9eWUF/P6+QUjmOCz6Pz4svy/n2xL8TbI/RpJb5XXFiWcblDya7gG2kBKs97VlrCcgGuWD/BIwwkRZO1HSLnsWouSh2kxk5VMvuvYuMjk60ZnLRfh6lAcrYG/kwsjp6Wo44Va2SH6s6Ii1EdAWU1fI1u/Vq9xrXHzCpPzhcZMzq5Y80KFqgpUn7LKulc/Lt4RLInQ4BVaNXZUJtwUaVE4y6FqEoUwmtogbx8Vku8+xhLQbnmbXNg8Lnhm/zBUK/5PuIn8gYd3/Z0U7/8g4LFBzcY4asHBaHey4id77SBbH4zVJw+M3M/3fzgKfFCDGV0LlGNpe/0y5iVDzDM+F9M+Uclpr637zziMvjAYszKKvso8Nu6CmzlZ20fBKpzKcW9t2qFmAFischN56+gqfQwT3mV7WssAwWS9oMeQfTSymPG7pKatqS7lUpuEXOUx0y2qbJ2Cbfw6DWamhWmdj5BbFKZez7yeNHm4CO1PGKHzGbaL/93LW2PiIou85dF9uUH2q43K9tH9PPXThKUy+hWVTA73y+AArhSMnhx5VmfXt812QW6Z1g0Vst72vRPtA97ocwv6Z0sbX8xCcvJ1E2nlmcH7ZgkuOiuOhpPDLm2c//oIBHe2SBi583yQnI1/MXzVrN6S0at595xCrS3R0Tbgzp7hYu4QmUsTc0OsrvC4yq3qD+3MFPsH21XIdDALu7T8jjDfIFT8sUxEeDOnERKZgR6b8RefvnYJ2cJe3J08SKfDqjWf0MZpmM2FRFHF+XyzSoHqcWP37x2rx0FvtMWNaC4TE9UL7S8tD0jD1+Od3QJ/EXIx+JES/9v418maLxXgKVoe2b9HRSTd7hH0NfMoPNFQhHFsFw8AmLw1t38vJTi1POfsYh25mH7GYdtAVljoztxlMhrjEFdaLwQdTi9Iwt/GB4qm+uqrPp5Qz+iB4OyXj48fDeGYoXZJ0jwbUEAmFGad0is6cDtnOVnUKzy8UvgZqOgU1nrw7tlbF3CkeS5NGYLOfou0+HbWXs1hwLpD/HU4bG5EgdC5km/tIga7/f4RaJzmrtJew8e03cIR+ouxTXtI/8mFc2d0mfCvlM3eVzDdcv1F10PeMoDBYUwtGSU//oLxvFSU0TTshum224/kyMl+A5gWhAIA8HnZ02sWjCSTVMete5P0uvzZnkuCghd6eA0Tvey0XAao4ipP74doQQkeSY6ZQHWgLmwLhPn09rpTxQm3BjiLmrOH0FMKz+TcHA1DepncSsVapCJ9jG08KqJYeAxnCAFrI5g1OcH4SUW1yzR2/IWWaVfLWkaqPScWZju4DDFS8LDJ5+37U4pM3LhlKkYlcrNalZ0Z5UD/JfMn9MoDC0vOLmDNt2QFR2Wl+r7+gHUsTmcIMzHyIh88OR4z9peQyQkIC52vb+f20jngqhrP3KE5fBm53KYI8qTDbqcsJkc3/RHw69l7Vbbu4Xml6SX9FUhGkpqWlt7sYTqcyRFhK4ult0gVgI56g46fglE2hMUA+Qol4ibatt+LRha/J9NReXqLuobRdVWPmLka9YvD9Tc0l/UE1hsEEhUJnpD+uWWgSiQjhNxj4m7zE4a4BIMwtKfXovh+yOBybjyPQx98Lm8kA/A8FbDoR2WNGBHaztlwh24cg0Oceb04YN6NkKjtfvPCLTWeC7AZ3F6Rggm19KeV/FGW3wXKULARkPhTCzzBgGKATT6xeAffZ29UZS0lnncUv181rF5/ND78Z9cmTL2zYKDaUP2/46WU+Z6OmMOn8hb/wEV1xSHfHOjgkvKPj6ke/fMBqCBp+zapKA2Ud7bIGPn2gOnbQfWa1RQiEPatibMsLoVfVdrqG1e41fECxYteRA7W79gYhkVkvnS8VmMjDrWpp0rSv/OYBZrdB42IqYXQQux6ciGdSoRY/EMsyjUpu0rTGrFLAb1BpUTwzcTAVm4qvU39xLWHfisngIdI6yk5ZnHG14EDLhfs2PYl2Rs19xJJDFQULp44swP+p6ij0ngYqstgiwDMkcU85dz8aJ8qf0Eiizh/1LgdKYXErBkV6S6SY08+Gnmu5Dw5gKjt/rXTT0T3aNLbC6lr3KMgipbcjL1O5vU39MSy86ExmYUfq17kWxEL6v4qR5Md4iJMM0MFXRNepnI59pCkPyCQxfNLdLUw9hj/2IYVsZu3124Ucvp4+4kYxTVzJzHtUDuza1pOZ7cOPDFuFnGm4+CfeAAIMGB6QUgzrFu77R9jTwT3aJLrCJuL3d5vp7qi5it9jVx4MbOt+5RSL/94UQdKJf9o35E5jkm0SZYSytccWGwXmRYxu2s3GXhxGSYuYtmoNzjSRPOv8wMLkUo/iETzm9t9FkZuONgDGp5UB75r8dISTmrOD05T07QTgkhBwCHWODT3x/gpdI/ISOdRVwKFDD3iACFptcUNagdKzqn4OY5wyTIrbXaoXWI07Uwkdi4+yNwyVS2s94Y9eptFtdpIlWKwQqOHAjpW6fSec5P/C7+EhKaWWn/aW+sDgGplHA4b5i/Y8aup4Gs8s7LFB1tg7PFYe+Xct9/M2wRThdzl7XK05krglc44pmyNqN8o6RtX+2/G7g3dqHeHLlltUhk3CoV6q8g1vCPf7LkoA/buz8W+zLOpxcBkldNjKBJ5AiVWeP+CKBqMHAMnNPuPc02Y1IvMeZ7wTKKmev5ZOAOv5Ut/evPhY8ys1nzI3I2H2h4RqQ+oDGYHsnFX84Yj71B32vhHtY1LYjUhn7L9ycMSJFDnLuUIOfbllk5BtXiBEIBFAIxyEPU7LcRu3t2V5GUu8d2WYV68vlv+gDTGXSLG+5zTGWensKbST9x9HVUZc+n+ScHCFrLQf/+HnaA77SMltiJpBrbULZsaeT7m7jEiufOy/FpTJqPfBJn0y0/tnUUv2RcfqQN2UaUu4/aVCwxEqqYFaNE5wgXnGwUfE4tbSST2MOTsHbDUgaIelO/5U4dPF6ZmN7t0cYkvh7mUyTzjlGXfPT5T/By5XJfl1Jzilv+MPEbzriJop4nXyu7ppY9PR/1T/5/pfanmAXKLPlHJwj89AJQovgtOkHbUWepY4vKJusrnTjka9o569kTJe1ny5Ks/mdrmdUQeVLG8bmcA38khZquM1Eh21HJelGrjtf1flrbU+78BwChTHswsOzu5W3UJSwbUyZoegI6pmj7Py+uuvnh913Wl8txLahS2mUN3R9r3vxRTci7/CXiV/CPQyZzjx7LXuhqgvaXTMUHJYeDbiHbRU/AmCPAqMTfJmY8YxDELj6hxqukidD0kpq+YJ3MS3iOyGEXfheleBz096e3kh9fnzPpTtRL34kPD4v/F7qD1YHJ7ig4Our4Awjqb1nF1dHzJ+cETadXKzGo7W9QBv4jF5S7iZczLQpNwrjZ1Puq/Dpz/UhFPI5zKar+JRvJhEuuZGDK4dCOAW+MzxaObb30i0gOc8LV0c2rlNq0rXuC4oGcihgsN7sgwB6zKfR+UwWu6cfH5vdYnqhatF+dC6wZpcePjFXyJvUwGxxTbvZ5XTli3HKF+OVPOMM/JNaup+O2qU8qNH1Twa7QFHzjIsRCdgAmXYp5b6KR6yKV/yLi3t8EZmOuIQ43LitcjEObAEXOn0tG9Pa+yptq2jqPnPjjqZf4r+Ot9acuLzI3H+xmf+aE8G77CJAPceuZF7PfTQyaJ3D5d+8W6HhnfBsS9S947V8E42D0s7duB2YWlLR2IVOXoKHVdMxcNj7hTdyMc4qPKeqpZfGZIdklGqC+kX3ouoVbx+V1zVAFjegE0cOzS4/cTVbySNW2uoKkElgba8/FfKv401N30T76HzQ21z+Oxr1+04IIYPNPBXrP9ds81ubIPzp9P7Ux3kvnrAF/yVPWmu3e5rMeFvm4EKT9aedf+6PnVSubVz8AlqlvYBNfMEraVAoYNQF42JnT7kQJsyjlh8R8BgvaAmrI46Q/uPEnXESPmR1xD/P/IVMXISQlQaFPDKVUljWqHG6atEBzDKZcQPbMSvlsBvUm/Ss6WXYSSrT+O8HbEP7CY+aHbpVy2XRoVrRdWU7bS6B5k2mZgqT3dZPau4logX8zhvhtEKkMVv7nu5FU7FwefxeIhXZ0veS0kei8UU+qy3ijb3ELjyF9WpmK9AqHIXR2k/EtvUDwyv3cWPu44YibGtla29TDwE0ZswAo1B0/LgtAQ1o7yeBS+OpDI7I7UX8iBls7kvvBWkzB3SMsI9IaxlRJ+iHkd2FROBweKBhjd34krr2OxVNt580Fle3Ydv6WvuIJDrrXVt66Z0TQhaX45J+7SOLXW9HCKcbS0td0KporX3pt1cijWx4/cI8881vRwi/Nl8b7PPNJEPp8UlfMJvDhfyXeCfz6e1AQqbcUybpQ0a18wtUCgkXwz0k5m6YeH6ZaAl6jaeQx4DSNUVyKGBzgGnYdswNs075ednOgJVWs1OXnPtgKuYL8Um5NZs1K4edQoecV/850KB8nF5R+9//OgI+P0IkGANZGFj4Lq5q+2yb/281+F0RQi6PG5wf/82p/W9jNs5Iaq7pRr1QGxLt5d8lwVN0z7j+ybHdb2fAdsnxFdmhH002xWjGr+ye7Jf6tQu5NHzW8qkWQkLGYh6h6iWSzByg3NeYmBCisSLEvN08SuP/QKbu1cYXsDt7+67E1ezQRpZ3GG/KsO6QGdBLoJqknCLao+o3GFnBbG6vP2A2xnMHGSBdpdB/LWkqbFDI/2+8E0LIF/CTH93565zc25iNM5L64ui2zEf5rxjIkv4k/xdr+bcghLOMJeXO/d10c84k5Yd4ZxOX8PilX8GEPBb5gfrURhDGLqCUnRG+bMlA8CBoledxsXMm7ByEi5rB6cqEo6NTbhpyOJw+fKOe9dDSuKOFsPW4K7url9tPwEqpYiRV+sOT3tSlhQJBb2h01RrFUQIsSrTWaefPwxPg04H8F4QQfMbyakqW2au8FSGU/PXELhL9VacWKtvqltiqTrlHq5H0PNP1Ro6/9MdMVoHIhQf4lLqX97mQj6xEETOl46JfcnpfKfcuuyuPkLF04kZhjAQd6ynkwtHRtwGPROlyujwq4n65TOVf+/uCYwRMVn9EErKc4XIZrJTaQGQaj0R9rWGxwWHGGoV1zTVbtMbkQQWlxcyR1dTxDvYS+HpXhGlRdb75oaqzhIztaovAsJxHZFE6lc5+ovON2zoeMToX44aKZ6zFpaS8R/VN3XjnyDzwp3iXnnecfURuTXtfex/R9dZtj6i8jv6h6X+BQBCUUmzsHZdYWFlc1XwsIDkkrRRHooG9FDor4vbj/efDFqo4vafqrOwSebeyGZ2bfFTfccQvceQlQEuswzKxLT1cHv9xc4/t9ZzlZv7T5ex/0PE8FpTW2I2HQvj2qOlq3uNlNmPqzcHphuuMwxxevWFkOnWTk5bE6y9t8bpC+LHZ2jC/ryYvP5QH6nx6+6u8cZjNYbjYmVMWOCFBzF7DZ3S/0pAAtZ2Utxux7Sa66i+5SFHA6h+znNbz3qqQSSJgsXt8wquWylWJEpsBfareqkm+W8pnshrkjqJjp4gWrldut/Ji1LcOCgQvfQpDa9HTmfRyLI9AGvPg+FRas4l91TNzkw0qx+hPat+1RywQCvMrm9cfD/pC1eVnbc+ftTznyTu+r+J87lYeXyBMvof5Q99rrpz9J6oun6m5IkXVZZXppdzyOnDWaovg6YfsPlZ2+kLF9XMVl7lyDvMUHI8Ep1U1dytduLn5VOiTpm60c5o6+j9RcvpK3TW7tNYjtuBTVRf9gBSRYwvXJ/X+QmWnDxUvfH/Y42t1tzlyDotN/ZIfVIOrn7+e/Z6C43x5x6FLg6LiLGMbgWnuKcS0rD8VMl/e4XtNj5+0L34IalB1dhalrYFC+Jags5jHbrm+Z7Z5ivVG8nPzzdWdrzefZB3rt8BkwxQ3TOqno6vqb86brPwgi05YCbm0V5IfWgc+bfEURRPi4mbTK2wH+ZxXsgMEPGr5UVzcxDOgErNXc8n16OgoksKUz8NTid2Evm5iP4VJFwrhqOmbtnh4vG7P63X7jKs3aVQul2k/58PpHaCWVmBXKz9NSYOMXsq0GDswaptfOpPHpzFYDa09/jcqv9/d7R7Gbu3iUWjiiUZwub6g6KrV8s8szKtDzCoCe9+pzunBU/S844FERedXsHk8Dpev55/0g56XpntsD55sf/POAgXH3bbXb+WWp96rAiWlqDKvvB5PYaSU1C4yu/STvndQ6oM75fU5D2t1fBPnKDjus4+oaOw8FpK+5kjA/Zo20XIFbEX78LkKjv863OzEUYwDUhYoXjh9Lbu1jxBfjPlB12upiX9AUlE3jlxS077L5vqnqq6nQjPbegk77SKmy9qruEWBi6JXB+VhbRuFznSIyf9Ew03+QmR7P5HB5vonFf1u6HPsahYUwrfK1fz4r4/vmdrRUcP18r4nGOzXy/da2Vb7y8l/p9iRR0r69BJS/OQzXM9G1nkQvmrIKuWB6cTWiH8F59VPOd2vukY5Es7REIZP+XrCQkhI/4MzcB9NpsPmcopqy24VJt0qTLlWkBR5L6Wtv1MgFED1erPTGQI2h4Ft6PGNaDxsRcoqErBYXc4h2NEzecjva5R6/W6OzALzzNMXAhEduJFar2BRueggZrksZo1is865vuAYVnOHWAuBxYndpDHWYXWVfJfLZS6e+E4ZhcXYtlUWQX8a+dzMq6xo7ukjUmvaehPvYYsxrQ0d/YpOtyT2n9f1S8qraimt7wKlqrWPxeayubyrtx9/q+1p4JvYS0Dmbnh8QcqDamAd6vkmDJCoHvFF/xj73KloBDd7+3HjXFmHbWfCsK192NbeDadD58o7usYWXLv96CcD7yVHAiqahgZjWBxeEbbVK/F+aklt3pPGlUcDgRAeD8sqqe8ElwY/azuR5aW4fIFRQOoHqs7u8UX3sK04Mp1EY+Q+qi+r74RC+FbBtjcstZab2uzbhpKu6ddeN8EPgUbe72k2fSqFcLqxlI79n4Q3kNjzZ3Zb4qvfGqenABc5NUKYsUjAwr+yEArZ3ZmE9F8nbp6mfMvuzgKCKhwUYjsaTMIcg3Ii3VPDQu7E+qaFOkW7d+F7oBZOhRxyBwjU4idAybg4YtsxV8xqhTErAlZv1sRFpgPVfJ5lSa+q77D1E610ODTvKBpulcFKqXZY+7GaOgdFLviMmqaa3frPZD092KhxilHXMvguGf2VzT3bz1ydp+D4o7731rNhppdSogoqyTQk20AhpgVJaSZj952+18pjwatPXAZFzT12gEhlsrm+qQ8+Vnfda3/TJa7oYuJ956h86VOhXx12iy2oFAqFEXlPlpv6ppfWcrg86/CceYfsku5huDx+PqblM3XX77Q9/VOKdXwS5ipekHeJIg3H2ouDGfgCYUxhJZDJafIOPxv6oJcGbbAIzWRyuEAIj1/JWqDs9MVht1WWQeYBKZeSHmBaenh8PhTCtwqTw/rXXX/6VM7GzTPbEvMw+3UbBv5JHBIC50zl5OVMY0l79x8mP0FIytv+0nCFUa8hDomQ+vdUuMyQCg6+VifzCBXEXCnchJMJJH7EaoseFPJ5fF7c/bTI4oy4+1knbni4JF0uwJYeCzvvnBTcQxyA0jWFn9+mzia985iVcmO8SesVLSj3Ho+7NC54QzOqG1vNnZAl5peNswAvdr1Kh+0lWjmWSyBzBgj1h8zG5D4FZwG9JOXef6dGR+ksTlR+xUHHm/+YB/xo4P25utvPel5Azch0ZmxhFdiyQNX5bxN/YJyttAgCRdM9VrSyBNs+6u5HGq5f6nh+r+cFTMP5cvbTDtnttwnvF616kVlWt+bIpZjCKqBP28+GHXaLAWdx+fzoIozEfpud58Ii7zzaYXN9lrzj0eB09vC6u+BLBF+A5MXm8Ph+Kfe/0PZYqOq83DwAvTRog9W1HPD9EShlTnmDglv0CovA3419PlVzWSBrr+QSCSxaKIRvG9/M8A+ncprwmxN7y1uwrz0dIhQW1pZ9a7lj6oRwtpFkYtBnkw1XiJtDKTMTsF/Dm3xQyKPXeE2FENKxLq/VyQIWgfxAAx8/e6JTkjMZtZ6DAvBe4F3Ji8VTiKmldzyTLt8sTGzubU8szV10+sAEHj1knCfFZpPzSqillWMkjVpSVS9jNnaB3JVyLaaOrPrxE/4NCgSUgrK6A6bAsMM8J04fK60KbL4OG39SXkmnS3DlX/vGLgv1z8EWMwcunvhOTJ0ODnbhyEWVTfexzaW1HbmPG2PuYQPSS3/S91p9NKCiqSs44+FX2p6brMJiCqruYVqLsW2gVDX3AKMXnKjjnbDJ6opfesmtwqqI/EpNr/hpB22ljl8eECW1Ka3v3HQyxDux+GhgKrAUazuQL3Y0FscxKn+2jJ1FcFpmWf2qEyGz5BzOR+Ryhydlu/AU9+j8hHvV/WS6TWTeR+ouis6Rd580oZcGpb4Lx2BzsS3dJdjW8saugqqW5JLaS+mlf5v6faPtGX63Egrh2wbT0fD9sR1TF6vw1xmZfvJEvIGBtbrWVmHqFHq+0XrMjfcnOy6a+CWj1l/4av4pw8MmQi7+MSH19zfrMoOLluD03nu9QTahgPbEEp8wb+Lusvd1BvksIITX7kT2EnFZ5QUReQnxDzJbB7pu5CftdTGo7oBB929gLJSQeKd2h17tLkPS3RJxHhlg8OGi0qq3Hh4ba79GocPWnztAGDsS3tXHamoX8gU8ImXgRkrtDt2qJYcQL5vxFppHUritVWxQPk6+W1Lx3Y5njEKZyj/2v9kQ/gnD5wsich4tM/JTcLyJaenl8QRsLq+XSF1k6id5MqS1j+gUV/iphqtFcGo3jgy0SlzAuWV1HeuPBZkHZ4DjwVksLu9ifKHEAZufND1IVCQ0qK4Lt9cBWJmXvtRwPXY5nS3qfDyVoe4R/42We1jWwweghtOh0+UctL3jqQwkpRmFzvJPvr/I0Odyekk3nmJ+OeM9ecer2Q+ZbI740qDNTd04A694ZZcoIK7AdgQbwcF/Gnj/qOeV/KAGCuHbBkchbnDSkTCUmiKX0a0XNHj8CQ6huCdfkdBfM0WxE0ssV7ZNcg3CWAlC+p/M9qTXWgQAcVhndJOLZN+wEEZKCNjk1x5QqvXFJ30wcYM45Tchj8YX8FMf3bG76VqELXvchM2uuhdfmq196Vhy6W0qgw6VbJKwWjtRA65y6aGaHbq9gVHcAbzIoGd1nPMBijVGCLGrFLpdr/CZrJFWIB1T33T4TKPKCWL2PQGLLWCyyEVlzfo2VavGT+09vO68TIPGyaoVcs+mPK34Y29P4M2pWw3qNcxlgeBKxsOPlJzmKl44GpKRdL/6Vn7VkcCUrw+7eycU4cj0czduv6/qvO3sFauwTJvwXLSEZJWBTyIw2n7R8fRLuc8cXiBe3zNW4qDtL/re6ERdWz9J2TNuprzjd1oe6aVDyzj0Emnbz4QtPRJwt6Kpc4Ck6hY9W9HxJ0Mft8TioJwyE/+UH3Q8FVyiGrpwQF+1fBPnKjiou8dYX89BL21/43ZaSU0XjqR84danKs7ml9Pi72HjizCHPWLmytlvs7oCToRC+LZhc9ieqVclHTTXTUFZc145sihtwt5lPcSBdbYqU9GwdfaHLwTLDWStJ2avm3AhZK8jP9DhECpf63sx4vvHpTFqfQnZkpO5+qiStY5cYjiBfmZ33ybl7Z54D2St55EbhUIhiUa6VRAfmH3z6t3EwNwon/RrRbVlLA4bBhROnk7HAIxoPm9oGaaV8u3HPTgDBFZnd5OG1dj1C5fLYDeqD0QkjwxfIWYXVW/XQQMQq6XVen1v8hnMQYGQ2dDaoHTiuUKIWodLDlX+tmec3N/LDjUqn+DT/ve/6KDLuMs6RQJLbpa840fqLguUnebI2plfSiJSmUCKzIPS5sjZTz9oO+uQHVrmyNhruEUD8fOKK/xL+2LifazYP2WJqb/E/vObToei/7pdA2Rt74RZB+203GN6CRS0V9sHyEA+N54Jq+nE8QSCvCeNf+p6TTtgO1sJWSl+5gHb37W98qta+EIhOHK/w83pMnYzDj29+ifKzo437nD5gqg7j3/VvThT3uEDNZcPVJ1nHLD5Tdcrv6KJyxNAIYRAIJAhOH04oDeYMdERqxWaDe17wxLqZI9WinLKPNWtfw42aZ1ldyOJDhDvUGxDs5FN5R/7RtaA3aDWaR/AqG4UsNmcAXyff2TNARNg9o2JwUDC86XVetzDQCW1+42qlh4co4W1uw0YdS3vSEcx2bwHte2B6Q884oqCMx4+rG7jiqxVNpdX29ZX8KRxTGnqwnF4/PqO/rK6diKVIf7G9qC6Jf9xw72qZj4fjQvi1bf3F1Y0DiAqODh8LW7hk8bqlh6xdwyJzkx9UO0ZX+idfD+9rF7sPgqOrGjoAhWOvHQxprljAJleBbJa2dIbklnmHlvom1T8sK6DK/j/KPoWCiEEAnkl6I9q6uWPjmOoLT1ULa1Rs1FzpIAhXqDrlftCYgaFQh6RTEi+3aBoWbXimcUrlstULtpfu0u//2o8OAyJKezpbzvuhoRSgBpEEggK0DncjTQBi81nsjpt/KuWjRVCIKjkvFL4jCBQCCEQyFQBzBTSnQe1+wzH2morZOpkTPGxWZT88mZDW+xaRXSmEMhY3b+GtNIqVlt314VgYM9VLRt/2YohqdtjSH1QMShAQgZZLV2tR52AuCIHrFJo1D5LLa0SsDmiJGwCfPIdzDqlsfWslMPHZcPRbwgUQggEMlUIeTzcrbTqrZpjhBC7Ub03KJJPpQsFQmppZYeNX5OmFbDPgOw1qZ8iJOd1OgZWS6uPEyaI1rBCFtTZpH2m2/0qu7NvUDTiJ1qlkth76VbNdr1GrTO0R1jh8AKwSI7chvbafw2fiaw/1HPp5qAA5tKDQCGEQCBTA5C6bo8wrKTKGCGsO2RGyX8odtHikan0irreoCjsJo3aPfr1h0zBKc/1f1l6qGa7To9fBKOyjk+hj8gsyqdX1nXa+tfuMWgxtmdUN410AeMRyK0Wzs+mmOl0vgyFEAKFEAKBTBXcAUKblSdmlfwoIVwm06h2koEZFaA5KBCwWjpr9uijU4DPdQFdeqh60+Een3BuP36kzgHjj/qwqlHlFOqeil2v2ukYxGrqAOqIjnzy6cwe34jKJQfHaGrv5ZhBmF0dAoUQAoFMlRD241qPu1aNjhQEdliT9jlO/1CSCiRSvrOPlF3UdsJ9TNLRUWWZDEZSpdnIHheZzukbFaYG/iRl3WvWs678ez8qokDhsOtVWkwdien5fAbiACnk8ojpBZWLD44abl2vTMwogHOEECiEEAhkquDTGT1e1zGSqqMCJFbJd7oEo5HsAg4Xdysd6GLtXsOq0YbjmDFMzDJZfFwWsBqBbTdSujgD+Cbl08jpo5dbQoIOV8nV7tZvMbvA6ccBuWXWtzSoHEfCFsXhE9v1QIXwMUH+C0IIPhV0FpWnQrEAABVbSURBVANPIeIoBAKNxBfwhUIhncUEW/BUpJBoFHRRShqTjhxDJYG94nBdOpuBHgYKkUbmcLljP8wCfh8J39jbXt3dXNvT0obrJtIoPD5P5IzGx5EJ4tPHFL5AQGMxxt1Fe2a5O4Fw9MEUIplORY8Bu6hM2ohdhDGB3lweDzQJ3Qvujs3liPeCGhhsJtgoPp1Mo/JFS56CWwDbQYeQ6JSRqXPA6eKDwQGgVYLRTUXP7ScTGnraQJ/U9bR2EfpEhw2tpAp+AY0f98Y5XA6Hxx0Y0WngkXGHrw72gvaMvDqDwwK3IL67MYXKpHN5XAKVOPIs0FdobaCT0S0MNgt0wvMeEzgMfqSn6rMJnl1mYe0e/ZEBErV7DKiPsEiYIJdLKSqvV7REk26Pq4KIcC4+ULfLkJRTNOQCOtqAY9Q0Vv6xv2q800XuqbKY5bJ1OwxIdx9wcESgymj8PuKMuvRQT3CUkMOBjwnyXxBC8NqNfZCxz91ol5uBup9lN3gpM+lXbkftczfY7W4IinmYNY1FB+9ur5Qru1x0FH0s4orTwOsePd3yhjN6GChqAaduYx6MrLyX0H8y1neLs87vpw5+abnzu+P/LrVWPOBpHFmcCl793YT+/c4a4tNHFkUvkx5i37U78bvd9MfuddUPzIkEp4+8EFCjkDsxBy+aDR3jZnA0zAHIIdgFZMYq8uJuVz101y4X3ezKe+LlgZDs3jUlsheN0L17PU0yKov4w3vpbGZMcbqcuFp3Q6Mr57sIveBt0oHvUfaz2OWqd+y6c33X07Di0IIE8cH/ehg5JV3uJY8aiXrUhDG67rjVWefnk/u+tNz1w4m96+zVVfwsg3MimRxkGIpAI5+KcAe3OebG97gb3W94XNvRuMNRVbxx70XTqs4GtOa8qgc7XXTEu+S9jsSXZDE5LN0wu2d7eI+rnk/6tYauVg1wF24Gw/2mbx19ETQA1OaWEoJ0vot24oOc6OLMf8d7TLtddCLyEuFHeupgtXbVy1gMrbsrinlo0jsvYLF5JHJ/WCIQxarnSKBYzNpPeTKb2tFllcYxOtnsZgPbyj/2PndMVbTSb/V2bVxMJiE1D7tVE0gguGiP91U+mQrHRSH/HYswpiR74ZFtEobrv7LcWVRbXtVRv+eiiYThOmTBXiPJ387KVHc10jnMJWcVJQzW/n5GNvFhLpInTCgMuxv3yZEt4MSZRlLg5xyTDaY3XHiCoWRFpY1VK6xlQA3TDNb/cUb2RKzXfl+LOUaSM42lPjHfkvGksKm3/SvdRQuNJeeDCyFLQSE/5xqtX2gi+dsRydb+duf4ICTXqOH6+SYblp5TlHI4jBR7dZ/0cCprlCEyQCGcjPGdjyyjITnNEKlnpsHarKoiYHRmVxV/c2wn2CjaLimhv/paYRJf1Eiggs39HcoBJ6YZrJ0GbgE0wGC9pLMOkU5BqwU2k0f6tQ/Nt6BdAcpcI6nkx/ngxIa+tq+O7QQdsvGCVlljlbgZOy+aSoguJLrcOtClEfdSUNuUw+OdSw5632QjaN4H5lt2uhvqhlivd9Kab74ZdOBcY+kNrrpA0fvJ+N0uhqDmGUaS35/Yu9ZWDb1xaYfDRXXlZU1VEhp/gPqni4qE3mrQQmCxgSdiHuGMdiN6Lx8f2eqTdQN8Y1hsr4Zu/+TItjVPa9NwSwnFttX/dGLPUOeL+v/To9s8M69xeBzVUGvkf0BnRUh2tE9m+Ecmku+DZweOFHXvLCPJ940lF+qv9EgIgR/pKTYKC6rXqVetlEfcWNYq9QbcYnf2dtoHoFsw41ly6PK5mJXyzTo27LaeF8uVgMFsOmyFJlF7nllZufQQdotWu8OlegULzDrlbu/rXAIZqiDkvyOEgILah1+d3CdhJPWxxY7AO1Fxpdk/n9qPvMqR96nUZ8f25GKKG3rbJLQWg7fzdle91r5O8BmoaKvb5KI7w0jqk6PbFf1PSOiuAqf8cVY2sTQXtbdC8yI/ttgGaphuuF7G+0he9cO0xwX6oec1gk5qXz6d8eguncUg0ykEKin8biJ44SKLFxpLeqZfARvxFGSQ1iUhGFwRVLvorGxpfQV43YNCZzF5fP6YD+EAlXgq1m+B+dZpxtJfH98zC4iN/hoFX0syg2od5w/U6wvL3d8d3zvTeAOo8FpRMiqEDDbrUk4k0Ln55lv+sVP93HInIgk6K/SvOKDjjUAIPTPCPzyC3MW3J/cvMNkAtOEHy53tuJ6Gvvavju8Cx2900ilrxKDNKG6o+PL4v+BGPjDf+usZGWTpDIN1asHn2nDI0tVAX9GNc802m9xwBm0DAlnb3Wwd66UecAwUs2s2TQOdQAj3uBqDmj86ss0+IbCH0D9848jwKSKEh/8Cgv3XGblF5xRA/X9YHajvbQVVrbHXAJV/dHTbz1ayoNM+ProdFcJ/HNSByE033qDobzlAxo/sRlD5Tyf3okt8fGqxA/kCYbJRKcS6eaBL9YoNIo26q0JzYhgsJngomI6GA37HEIHXX6vofRzb3gA20keb5pCpgFHb3OUYjJVSqd6k0ekS0mxsh3l+smw0NVqL+QVC8h0unvQqXp08MrUvKLpml554nd5xhkmBUq5VbtS0wsdmgePhQ4H814Swsr3+R6tD4FX4/tHtp6MvOqVdmW0k9Z7Zlq8sd8822TjXdNOtkozreQkSOsunG6xTDTjG5LB5fJ5nxjX01Snrf7yuq+U7oCIG62abSGuHnu/EI4OHd6tLfgPvff214H06w1Dy55P793uZOSQExZZmt/R38YdXbAAv9/jSbFQI5xtLBt6+KW7YkBAaSX5pucsy3NUz7Roo7skhlW11fAF/XCEE73RpF933EOmS/NhEqraz+YC3OTCtVtqrr7dXn23yVAhBC0E7N17QBM3+5Zx80J04ed+jM0W20XS9lfk15aOE0GC9UYTLWlul6UbrJXRXHAt3wXQ2jhFCYCJbRXvPMpIGYrzNzeB0jDe6dMYf1nJ5NQ/B5Zr6OhaYbgQtXHhkq0d6GFAjbHttcllOUlkuWjIr8ok0slgI55lu/tfTzDEhaOjGk4KpTNqQEOqvkfOzMAizn2+66QMT6ZTyuxQGbYGx5DyTjQq+x1WDz4LTxwjhNCPpZecVnRKD0do8kkMx7XXdw0I4w2SjnO/R90XNk3I1uNdQoRxiLRZCtJOBnMteOokKoUbAmS58L/wwv70pDBa7NyASu0ENs1rh2bSfI4YxD2HXKHXY+rFau149sAGZsGeySTn3mg1sMGuVQCXPqmD1Vs1ujzBmQ+trrbUCgfyfEcJ+MmHxOTnwyp5rtmWft7kcMO/01y6311DyP/nZMfCuX3cy1vuAp5mE/mpgM/ln30LSvQ907fA0BhIy3UjqZJRXfU/ryZseqIr8fk72RnEak8MCeumYfnXfRZPVTlqLbVV+sDq00HzrDP01c43WKQWdKa5/glpdryCEUnNMNv52+uASa3lQ/jm9N6Ekm8vjji+Ehuu1wuy+RGw7yTmG67wzIn46uX+28Ybdnsa73A1HCqFAIIgryZqmswy0efUFrcSyO+6pV76w3CUy49bv87McELmTDAvhOvvUUL/MG79YHQQ1f2exLeRu3OeWO8RCyOFxC+vKv7XcDvbONJI8E3/pan7CAqCaRlLgT4eUywQqGej3fBNpsOWDI1u9s67hqQSHWM8fzCUXGq6erbsclB9O7ChvwYqFcLqxNGgPsIbRG192eg+OQhAL4eHLZ0Lz4v6yVphlJGl50+N6QZKE/qo/z8rGPshSv3zuWSFErmu+ZbG4Nqt9qY9yxEI4y2yTTbyPUsCpWUZSXx7f45oettvnKBTCd0sL2Zzui9drd+qj8fJVz6wjCDSydptu51lfVlPb64b3Id43fD6rub3rQlDtDj2slCp2nRJSJFWwGzXqDpj2hSUiYYUwahDyXxVCHp+/z8sEffN+cnTHJxaIbacUfOZ6YfI/5+XB9h9PH5wrmtla6aDRgesRCoVABr4+sUc04CYt5aStGHhyh4cR0BuwZZax9A53w/JmDKa9Jvp+mm/m9RM3nG8UpYQXpxldd/r0KCIeoKgFncJRCa8khIaSP5zc658dmVFRBEr6k3zQBrG3y7NCeCE97OBFM2QKzVh68XklUMNnFjsswl1UAk6PFEIKg7rL3QCZ8TKS/Obkvr3e5of8LD4BNq5oQPjDI1sjH2SOFEKH1NAuQt/xSE9gJc8wll5mozLPdBMqhA8bqp60VoO7nik6d4bh+gO+FrsumiAniur/65xc6uP8lv7Oj0U26wLzLWfifIDx97Cpwi/nxjI7FaRPjKW/tjpQ1lojFkJglGuGnI8tyR668cd3WRy2WAi1Qs49aq5WDDwFrPA/zsmBOwWGr9E1h9quFpXAM+NYhMbSm1y04x/eRmvLeJLfSegVD43ONtvsnxORWVG4+Jw8uNlF55W+P30QWbgRCuE7A+JvTKaSMgu73UKbtKyQjDN/769atL9q8YGqv/ZVb9PqsPYhJN7m9uMncxVwOiH5To93eKdjYKdDQI/7lf7QOPLtB3wGCz4CyH9ZCAGB2bckdFeiGoAUvdUnojyB3mx31ZkmMiaQqT5j6X2+lgKhEJgRGpetwWsXeVFqL5XQXCRx+G8Jzb+R3w3WgSPnGUn659y6lHV1ibXcj6f2/XZ63+WcKGCCpT8p+PnkfpEQSh7wNusTuVO+ihD+cmp/xN2kkrrHaKnvauaOXux3pBB65NxILrsz12AN0mbEvFu7xl417n6m5mXrkUKY9aRoIeJcI4UMYGotRm4BFK1/UBt0hrEUkO0xQkhh0oAMf3Z891DNIhchIIT5mFK31NDPUGtSbxVSibg2/dWIUWi4Xi/UBpjRK+xURZVvkHLWya28T6RRqtrqN7vqjyuE75tvMQxzyH1SJL5xHIUoFkLt0HN9JJxNYuAHR7fPMJKeZiQFlC+hNLcN1/M8Idzuqnen4j5aVXF1eW1HU2tfp1gIL+dFkRlU24QAIH7T0RuEQvjuaSGw27h4Er2yjpCY23PxautJ97bTnr1e4aTMIk5Pv5DLm6QPiygwg8cn07gDBCCKPAJZwGRDQxDy/4UQNna3Smj8KWGA2GrIVJ/B2ouZ1wQCgU2M73uIeKxDnEJNN+pfc+TyeAmlWX+dkQGCsdB0o3taaMS9pBv3kkHxyAj721pBVMNa7RDrG4VJS88rTtNbDU7/9fRB9ZDzOz2N5yFuLGs/MNsIbEoWlz0khCXZElpLEO9Qo7WBt2+MEkLEB2fdPBPpv8/IrLRRQsp5Jauoi2LHziEhRLxGvecDE01/jUd2eCe+b7m1HDI9Ce7FaL1OmG1dV7Nm8NnZQLz1Vl0rTALWmHog4iw612TDfp+j4UWJ6C34595cbqc6zQjphOW2ym39XR5pVz803Syhu9oh5TKVRW/ubf/9zH7EnRIt+ms2XtC8VZiyz8tspuG66YbrdK7YoFWBcjkvWing5ALQKoN1n5ltzHhSaJ9wCflTfzW47jIbpT2eRhudND9GhHYtqOrrk3vKWqsRIXQxAH/OMJT82nLXUmt59MZX2SjfxRaXNVZKqP0GvrVoh5wBdxFelPzNqX1oY4DdCSy8DnyvyqXT4PSPzbf4ZEYAIVwELE4DpCs+Mtu8zFoBrW3FOXnbGL/Kltqfju0STe5uCLmDDHo/bMasd9REug6pc72E9vLQnOinQuh/fBrYpbtK1e9UJw4K4f+aHKLw6QwgfpzeAQGT9WyMIAQChfB1R0d5Eqo/IkYhMGh0V3x9ZFtkcRrYnvWo4AtTaXT7PGPJY7fcyHSqU1LgRybSEjrL1p5XahvoBnoJxAyUpr52YOchNeit2uys/bi12vzqhZmaf6IhEOC1PgO8WMHv2kuknTQxXU3i+PH4kiwkJEBv1XyDlYG3I0YJodZSUYUrQauGis5y5cATOCpxjBACExYJw9BZ7pF1nUCnaAdZSWgvAy3/3HxzQE4ksG41A0/NBvaZ9tJrBYl13S2/HN8DzNDPj2z2zQrn8rnoLRDpZEU/i+ngMN2VXx7ZnPQgxz019AOgi1pLHZIDgBAy2cwVVjvRe0SKzrKNDmpeqVdX2ChK6C4HDbh1Pw2tCo3xD8y58eXRLciRmouPXnOqbK1dZKOMfOcQfT9Aij4igYhBfPjvr49IDwmhsx6oecyNT9NdmVyWWdZYIaH8HfjeoB18ikSnZD3J+8VqP9qYNY4a4FEgQuh/AvTDxybSPpnXQRv+sFESPcGVo2rTXqZ3+fyjJuxPFlvA3tmG60Juh/8PEsVIsrjlDk4fusHDf48SQj/LaaCp2kuVvI+1D3TDDzMEAvnvCKHoNdfVhu9BSxexn8FBpgTYXE4noRfd2E7oBXaYQCgkM6gdoo19ZDx/hAsZX8AfoBLRg3vJOC6fR6JTh6oFx6MF2dvdTyGIww2BHIJroYe143tGBghSGDRwsLhV4oKjEcfMESIaxqC0i+qnsOigkeCFjh7cSeyjsxmgbfihtnWDP0HbOgl96F4gFSNTyeCGbwHcI53FpDBpopvtJjORaAdwZA+pb2RjwJ2CY3pIA2gXof0mvjVQObgEel08FYkJ6SHjn+kTUbfgukFXc3iIJAMtfPauQWFymOCANlwnUhvSCUJgVXeR+odbgkefAnoLoNlUUQqeLhJu3NrwNBKorQttHqGXJup5cDyJQX16GK5bnLtgxPPtxiGpf/jwwwyBQP5TQgiBQCAQCBRCCAQCgUCgEEIgEAgEAoUQAoFAIBAohBAIBAKBQCGEQCAQCAQKIQQCgUAgUAghEAgEAoFCCIFAIBAIFEIIBAKBQKAQQiAQCAQChRACgUAgECiEEAgEAoFAIYRAIBAIBAohBAKBQCBQCCEQCAQCgUIIgUAgEAgUQggEAoFAoBBCIBAIBAKFEAKBQCAQKIQQCAQCgUAhhEAgEAgUQggEAoFAoBBCIBAIBAKFEAKBQCAQKIQQCAQCgUAhhEAgEAgECiEEAoFAIFAIIRAIBAKBQgiBQCAQCBRCCAQCgUCgEEIgEAgEAoUQAoFAIBAohBAIBAKBQCGEQCAQCAQKIQQCgUAgUAghEAgEAoFCCIFAIBAIFEIIBAKBQKAQQiAQCAQChRACgUAgECiEEAgEAoFAIYRAIBAIBAohBAKBQCBQCCEQCAQCgUIIgUAgEAgUQggEAoFAoBBCIBAIBAKFEAKBQCAQKIQQCAQCgUAhhEAgEAgECiEEAoFAIFAIIRAIBAKBQgiBQCAQCBRCCAQCgUCgEEIgEAgEAoUQAoFAIBAohBAIBAKBQCGEQCAQCAQKIQQCgUAgk+b/Afl8vgdBb5MGAAAAAElFTkSuQmCC)
Source: Internal
- The market in which Ameresco participates through appears set to grow for an extended period of time. The US Energy Administration sees generation capacity growing meaningfully, particularly for solar over the next several years.
Source: US Energy Administration
- Owned assets, both operating and in the pipeline, have grown meaningfully, as the charts below suggest. Pipeline, as used in this report, reflects assets that are either under construction or in development with at least a 90% probability of completion. Operating assets have risen from 164 MW at the end of 2016 to 250 MW at the end of Q2 2019. The pipeline during that period has risen almost 3x from 99 MW to 258 MW. Most of the growth has been from adding solar assets, though several potential additions to the pipeline in the green gas market are being discussed by the company and were again highlighted on the Q2 2019 conference call. As a percentage of pre-corporate EBITDA, owned asset EBITDA exceeded 50% in 2018. In 2019 this has continued and may approach 60% for the full year.
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)
“We have a good pipeline of green gas projects, both in our reported assets in development metric as well as the 5 to 6 earlier-stage projects we have spoken about in previous calls.”
- Q2 2019 Conference Call
- To an extent, the owned asset business may benefit from the association with Ameresco’s services business. The strong relationships the company maintains with local municipalities and federal agencies serves them well when contemplating asset development opportunities. However, there appears to be less overlap between the segments offers than might first be assumed.
- When Ameresco is developing an asset, the company typically signs a power purchase agreement (“PPA”) with an offtake party. These deals are typically 20 years with high credit worthy counterparties like local utilities, providing substantial visibility into future revenues
- The economics of Ameresco’s owned assets have improved as the business has scaled in recent years.The following table, based on various company disclosures, highlights an estimated 2018 ROE in the owned assets business of 10.6%. This is inclusive of a considerable pipeline of projects under construction, but non-producing at that point in time.
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- In addition to the overall estimates above, we analyzed the unit economics of individual projects and find them to be attractive as well. Work suggests that at current investment levels of approximately $200,000 per MW in solar and $1 million per MW in green gas that the company is earning adequate unit-level economics. On a levered basis, in solar, returns to equity appear to be around 13% and in green gas returns to equity appear to be in excess of 20% (though as noted elsewhere in this report are subject to incremental price risk). The returns to Ameresco’s equity in the solar business appear to be superior to other developers in the industry. Research suggests that Ameresco’s deep relationships with local municipalities and building owners, along with a willingness to invest in incrementally more technical projects, account for the attractive returns.
- Ameresco’s debt is, primarily, associated with the company’s owned assets and, in the case of owned assets, is non-recourse (in all but a few immaterial cases). Leverage, including all operating and development debt, was 3.1x TTM EBITDA in that portion of the business as of Q2 2019. 71% of all Ameresco debt is associated with these projects. Ameresco also has approximately $83 million of corporate debt as of Q2 2019, which is slightly elevated on account of funding a recent working capital build. While there is considerable noise quarter to quarter based on working capital, net debt is typically about 1x EBITDA inside the services business.
Taxes and Incentives
- There are three tax and funding regimes that must be considered when evaluating Ameresco: Renewable Identification Numbers (“RINs”) granted to qualifying renewable energy production, Tax Equity Financing (“TEF”), and §179D of the tax code. A full discussion of each can be found in the Appendix. The most consequential of these considerations is RINs, which are granted to qualifying producers of various energy sources to incentivize supply. In particular, the specific credits Ameresco is eligible to receive drive a substantial portion of the economics of the company’s green gas owned assets. TEF is one of a number of funding mechanisms available to developers of green energy projects that is being sunsetted over the next several years and §179D is a federal tax incentive that was historically available to Ameresco but has not been renewed.
Accounting
- Variable interest entities (“VIEs”) are a consideration when studying Ameresco. At the end of 2018, approximately $123 million of the company’s $460 million owned energy assets were held in VIEs. These VIEs consist of four investment funds whose structure allows Ameresco to raise third party equity from investors who are seeking particular tax benefits. These VIEs are consolidated on Ameresco’s financials as it is the primary beneficiary of the VIE.
- The accounting for federal ESPC contracts is distracting when examining Ameresco’s cash flow statement. Ameresco financial statements include “Federal ESPC Receivables” and “Federal ESPC Liabilities.” Details can be found in the company’s 10-K, but, in effect, expenditures on these contracts flow through operating cash flows while proceeds flow through financing cash flows. This is because the receivables under these contracts are effectively sold to third-party investors and don’t qualify for sales accounting.
Projections, Valuation and Potential Return
- Meaningful upside for Ameresco is dependent on the company growing and delivering on its current pipeline of owned assets during the next five years. Below is a chart showing the potential growth in EBITDA during the next few years given the pipeline size, mix, and anticipated economics as of year-end 2018 without any further pipeline additions. On that build-out alone, owned asset EBITDA has the potential to double during the next few years.
![](data:image/png;base64,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)
- One must, of course, also consider the potential additions to the pipeline over the next few years. In H1 2019, for instance, Ameresco added 101 net MW to its portfolio (operating and developing). At the end of 2018 the portfolio contained 407 MW. While it will be lumpy, we expect Ameresco will meaningfully add to its portfolio over the next five years:
![](data:image/png;base64,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)
- Combining projections of the current backlog plus new additions to the pipeline results in meaningful EBITDA growthIt is quite possible that Ameresco more than triples 2018 EBITDA from owned assets by 2023 with meaningful upside beyond that year from the portfolio pipeline that would exist at that time as shown in the “Potential Bar.”
![](data:image/png;base64,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)
- In the services business, assuming modest revenue growth and expansion of pre-corporate margin by 1% during the period, we project the following:
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- Combining both sets of projections with modest multiples results in annualized returns approaching 20% compounded from today's share price levels:
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Risks
While an investment in Ameresco appears attractive, the businesses owned by the company are unlikely to afford one a “lollapalooza-type outcome.” The company is essentially investing cash flows from a low capital intensity business into long-lived, stable, income-producing power generation assets. Meaningful surprises to the upside are unlikely. Additional risks include:
- The departure of Mr. Sakellaris would be a meaningfully negative development. While 71 years old, he remains heavily involved in the business.
- Under an ESPC contract, the engineering firm is responsible for guaranteeing a level of energy savings performance. This historically hasn’t resulted in meaningful losses and projects are designed with a significant margin of safety.
- Additions to backlog in the services business are lumpy and subject to timing issues. New contracts and awards in the first half of 2019, for example, were down on average 31%. The company has reiterated that the second half should compensate for that performance simply because of timing.
- RIN D3 pricing is a primary risk. The chart below shows recent D3 pricing (top blue line) which has declined meaningfully in 2019. This appears due to the 2019 Renewable Volume Obligations that are in the process of being decided. For a variety of technical reasons, the volume obligations instituted this year will last for three years. Some experts we have spoken to believe current pricing is not reflective of underlying supply and demand and that future D3 pricing should improve. It is difficult to tell how much owned asset EBITDA is associated with RIN D3 pricing, as just a portion of the gas portfolio is levered to this particular credit. Approximately 10%, or 25 MW, is levered to the D3 pricing, but Ameresco does engage in some amount of hedging or forward sales in the business for periods that extend beyond a year. A reasonable estimate of the owned asset EBITDA contribution from these projects, based on the higher profitability of the projects, might be 35%.
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Source: Environmental Protection Agency
- The owned asset business is subject to underwriting risk as the company continues to deploy capital into new projects.
- The sun-setting of Tax Equity Financing incentives appears to be bringing forward demand. There is a risk that as these incentives decline, the could face a demand cliff. Most experts in the industry suggest this isn’t as dire as would be perceived. In the solar market for instance, panel pricing is on a continual decline which should continue for the next several years. Further, historically, the burdens and excesses of the industry have been shared throughout the value chain and have not fallen on just one function within the chain (like the developer in Ameresco’s case).
![](data:image/png;base64,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)
Source: UBS
- Federal renewable energy policy is a risk. Many would describe the current administration’s policies as potentially hostile toward the interest of a renewable energy developer. Ameresco is levered to tax and incentive policies to varying degrees across its businesses. It is also subject to energy efficiency priorities at the federal level in its services business. While in certain respects we take comfort knowing Ameresco is aligned with certain politically sensitive constituents in, for example, the green gas business, these policies can be unpredictable. We also take comfort in the fact that state renewable energy policies are a bigger driver of outcomes in many circumstances.
- State renewable energy policies also present a level of risk. States mandate renewable portfolio standards (“RPS”) and, currently, 29 states and DC have such standards. These standards target levels of renewable power generation and push demand for renewable projects, including the small-scale projects in Ameresco’s portfolio. These standards are reviewed every several years and the renewal patters, at times, change demand.
Appendix
Quotes from Tegus Calls – Services Businesses
“I guess the first thing I'll say is the CEO was, not only founded the companies, kind of almost founded of the industry. Just conceptually, I believe he was one of the first people to identify this potential with ESPC. And that is a business that he loves and wants to do as much of that as possible. I don't know what his current age is, 72 or 73. And I expect him to, my expectation is he is going to stay in that position for quite a while. He's very healthy, he's very mentally quick. Great with numbers, good financial mind.”
- Former VP Ameresco
“… a Johnson Controls is my competitor I'm going to say, "Listen, all those employees over there are driven to make sure that they put in York International equipment, owned by Johnson Controls. Of course, Johnson Controls is known for Johnson Controls control system. So they're surely not going to want to put in a Siemens or a Honeywell, and what we're going to do as Ameresco is we're going to give you the best fit and function of your building whether that be a Siemens system or a Honeywell system or a Train system or a JCI system, and we're going to put in the most energy efficient component for you that we can… So could that be an advantage for a particular client? Yes, it could. Would I find that to be a complete knock out across the space? No, absolutely not. Because most of the time the customer if they've got a 25 year old carrier unit and it's not working and they need air, their guideline is, get the air conditioning The opposite side if you work at Train or if you work at Johnson Controls is, listen, we have the most energy efficient equipment in the industry, our advantage is we engineer it, we manufacture it, we build it, and we have local branch businesses that can support it after the ESPC work is done. When I put in my train control systems again we engineer the control system, we manufacture it, we have people locally that know how to install it, it's our own Train people that do the installation. And by the way we're here for the next 18 years to maintain that control system for you, can Ameresco do that?”
- Former VP and GM Johnson Controls
“So if Johnson Controls already has the existing relationship at the university or at the local government level and it has their products and services in there, the batting average if the customer pursues the project is usually above a 75% close ratio”
- Former VP and GM Johnson Controls
“I would say sitting at Train and then also sitting at Johnson Controls they were viewed as a good competitor. If you saw Ameresco being one of the bidders you respected the fact that they were going to look at the project very professionally and that they would put their best foot forward and be a formidable competitor. So it was not like who are these guys? And quite honestly a lot of the people that work at an Ameresco were ex Honeywell or ex Johnson Controls people.”
- Former VP and GM Johnson Controls
“I think it's a 7 to 9% EBITDA space guys, I don't think it's any more than that.”
- Former VP and GM Johnson Controls
Quotes from Tegus Calls - Owned Assets
“Our work is primarily driven by state incentives… each market's unique… And so because we're driven by incentive markets that develop finite capacities for development, we're constantly dealing with a rollercoaster of tracking policy, helping craft policy, to be able to implement the type of projects we want, and typically that's a commercial-scale project on a piece of land, like a farm field, forest, or a very large roof.”
- Former Senior Manager Solar Development at Ameresco
“Ameresco has impressive in-house talent. And I've seen that pretty clearly in the other developers I've worked with… Ameresco, they're almost unique in the industry in that they do want to own and operate assets that they develop. While they don't have a large risk appetite to spend cash at risk, they have incredible in-house resources… The difference at Ameresco was that they had such strong depth in engineering, construction management, and legal counsel that they were able to design projects that molded better or fit better to the program, like I've talked a bit about landfills and carports in Massachusetts.”
- Former Senior manager Solar Development at Ameresco
“I would be concerned, footnote is the reset rules, right? If EPA comes out very aggressive on the D3 requirement, then I don't think I would be very concerned at all. If the reset rules come out, again this is going to dictate what happens through 2022 and those D3 requirements are set too low, then that's the ultimate risk right there.”
- VP Alternative Fuels Council
“The biggest risk on their renewable side is in the landfill gas, because you can get a lot of variability in about how much gas you're getting just depending on, there's an art and a science to predicting the gas yield out of landfill. But it is a little bit of an art to it. There's also contaminants that you have in landfill gas in some places. There can be a fair amount of variability to that from landfill to landfill.”
- Former Executive VP Ameresco
Taxes and Incenives
- Renewable Identification Numbers (“RIN”s) are EPA granted serial numbers attached to qualifying biofuel production units in the United States. These RINs are freely tradeable and used to incentivize the production of biofuels. There are several RIN classifications, but for Ameresco the most material RIN is the cellulosic biofuel D3 RIN that attaches to the green gas the company produces in its high BTU landfill natural gas portfolio. Given the carbon reduction efficiency of high BTU landfill gas, these RINs are the most valuable RIN available, with prices typically several multiples of other RINs like the D6 ethanol credit. Given the cost of high BTU landfill gas projects, the incentives derived from the pricing of these RINs account for a substantial portion of the economics of such a project. Each year, the EPA sets Renewable Volume Obligations (“RVOs”) that, when combined with supply dynamics in each of the individual markets that produce RINs, help determine RIN prices.
- Tax Equity Financing is a funding mechanism that renewable energy companies utilize to develop projects. The federal tax incentives granted to qualifying projects can be separated from the underlying project and sold to investors. Such investors are typically tax-paying corporations and other investors. There are multiple structures that can be utilized, with the most common being the flip structure and the sale leaseback structure. Ameresco utilizes both vehicles depending on the particular circumstances. As depicted in the exhibits below, in the flip structure, a third party tax equity investor is entitled to not only project cash flows, but more importantly the vast majority of all tax benefits. The US is slowly sun-setting these tax credits toward a 10% credit in 2022. In the past, these credits have been extended prior to sun-setting, but that appears unlikely at this juncture. There are various project construction hurdles in each step-down year that must be met to qualify for the then-existing incentives. It would appear that these timelines and construction hurdles may be bringing forward demand.
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)
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)
- §179D of the tax code provides for federal tax deductions on qualify energy efficiency improvements under government contracts. Under the pertinent codes, Ameresco qualified for these deductions as a contractor on these federal and state projects. In commercial end-markets, the tax deductions are available to the firm making the investment as an incentive. For several years, these incentives have been scheduled to expire, but have been extended or retroactively implemented. It would appear unlikely that these deductions will be available to Ameresco in 2019 or the near future.
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
- The continued conversion of Ameresco’s owned asset pipeline to producing assets that generate durable EBITDA growth.
- Modest margin growth applied to Ameresco’s growing funded services backlog drives earnings growth in that business.
- Lapping the anniversary of the major investments in talent and people across the business in 2019. Ameresco made a well noted investment in people and talent as it moved into 2019. These investments, combined with a higher tax rate in 2019 as the §179D tax incentives expire are pressuring reported earnings growth this year. As Ameresco enters 2020, these headwinds will abate.
- A potential sale of the business is possible. Mr. Sakellaris is 71 years old and has built and sold a business earlier in his career. While the return to Ameresco shareholders is not dependent on a takeout, such a development would not be a surprise and would not be unwelcomed.