tag:blogger.com,1999:blog-68318623297175435602024-03-13T20:38:04.062-07:00BMExpressnilnevikhttp://www.blogger.com/profile/14107124163858564102noreply@blogger.comBlogger4125tag:blogger.com,1999:blog-6831862329717543560.post-11977104264591359272012-02-07T17:45:00.000-08:002012-02-07T17:49:21.576-08:00ROUSE PROPERTIES (NYSE:RSE)<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">Everyday is another opportunity to be clueless about something.</span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><br />
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<span style="color: black;">Today I ran across a nice little discussion at </span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"><a href="http://www.cornerofberkshireandfairfax.ca/forum/index.php?PHPSESSID=3d3f27e68e2810e6516ed1618112b70a&topic=5958.0"><span style="color: #000099; mso-fareast-font-family: "Times New Roman";"></span></a><a href="http://www.cornerofberkshireandfairfax.ca/forum/index.php?PHPSESSID=3d3f27e68e2810e6516ed1618112b70a&topic=5958.0 regarding">http://www.cornerofberkshireandfairfax.ca/forum/index.php?PHPSESSID=3d3f27e68e2810e6516ed1618112b70a&topic=5958.0</a></span><a href="http://www.cornerofberkshireandfairfax.ca/forum/index.php?PHPSESSID=3d3f27e68e2810e6516ed1618112b70a&topic=5958.0 regarding"></a><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><span style="color: black;"> regarding a little spin-off from General Growth Properties (GGP). Rouse properties is a B-mall operator with 30 locations across the United States, an 87% occupancy rate, and ~$271 sales/sq.ft average (below industry average, though I'm completely oblivious to what that could possibly be. Like how I'm oblivious to technical analysis and witchcraft)</span><br />
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<span style="color: black;">I don't really want to talk about intrinsic valuation (i know 80% of you will now automatically alt+back and curse my blog), only because I'm not capable of throwing out a worthwhile opinion. However, based on the discussions from Corner and Stockspinoffs, along with Brook's $15 dollar/share backstop and the fact that the market has punished RSE down to ~$10 and change, I think Rouse just might be a worthwhile mall to consider (if you don’t shop at TJMaxx, you ought to).</span><o:p></o:p></span><br />
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<div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><b style="mso-bidi-font-weight: normal;"><span style="color: black;">Note! I realize the stock has traded up substantially. I wrote this little puppy up in early January but then sat on it. I don’t think I personally would put more money into this stock at this time, but please continue reading or I will be sad…and furious.<o:p></o:p></span></b></span></div><br />
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</div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">The most interesting part of this whole exploration really is the numbers: Operating income, core operating income, and Funds from Operations. What in Odin’s beard do they represent? From the tattered pages of the S filing, we are told: </span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><br />
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<span style="background: white; color: black;">“We define NOI as operating revenues (rental income, including lease termination fees, tenant recoveries and other income) less property and related expenses (real estate taxes, operating costs, repairs and maintenance, marketing and other property expenses). We define Core NOI as NOI excluding straight-line rent, amortization of above and below-market tenant leases and amortization of above and below market ground rent expense....we believe that NOI and Core NOI provide performance measures that, when compared year over year, reflect the revenues and expenses directly associated with owning and operating regional shopping malls and the impact on operations from trends in occupancy rates, rental rates and operating costs. “</span><br />
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<span style="color: black;">“<span style="background: white;">NAREIT defines FFO as net income (loss) (computed in accordance with current GAAP), excluding gains or losses from cumulative effects of accounting changes, extraordinary items and sales of depreciable properties, plus real estate related depreciation and amortization”</span></span><br />
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<span style="color: black;">Here’s a nice little write up on amortization of above/below market tenant leases:</span><br />
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</span><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"><a href="http://www.markspaneth.com/Publication/700/0289be4d124c8faecd61ef70bc72091e9ea9a199/Real_Estate_Financial_Reporting:_Understand_the_Differences_Between_US_GAAP_Versus_Income_Tax_Basis_Accounting;_Then_Choose_the_Option_That's_Best_for_Your_Company"><span style="color: #000099; mso-fareast-font-family: "Times New Roman";">http://www.markspaneth.com/Publication/700/0289be4d124c8faecd61ef70bc72091e9ea9a199/Real_Estate_Financial_Reporting:_Understand_the_Differences_Between_US_GAAP_Versus_Income_Tax_Basis_Accounting;_Then_Choose_the_Option_That's_Best_for_Your_Company</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><br />
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<span style="color: black;">Inherently, I don’t think it’s wildly different from the amortization of premium / discounts on a bond purchase. When Rouse “acquired” the 30 properties, they essentially evaluated the leases they had according to market value, and quite a handful of leases were “above market” (and some below, look at the pretty chart!) and thus included in the “price” of the property. Thus, over the life of the term, the extra value of the lease has to be amortized (imagine buying a 10% bond at 105, the yield is really something below that, and it’s captured by the amortization of the bond from 105 to 100 on the balance sheet- the market value for those bonds in this case may be 9% or something). The same can be said here - the value of the above market leases is reflected on the balance sheet under prepaid expenses, and must be amortized over the next ~5 years or so. Likewise, below market leases must be “accreted” (not sure if this is the correct term, but let’s coin it) like a discount bond to its face value. While I do understand the concept management presented of operating income, I’m not sure I quite understand core operating income. By adding back the amortized values, aren’t we essentially giving credit back for the “upfront” payment? That’s like adding back the amortization of a bond purchased at a premium. That doesn’t seem quite honest. </span><br />
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<span style="color: black;">Needless to say, I thought it was necessary to clean up some of the numbers in the filing, as it was quite a cluster of mismatched “pro forma” tables with non pro-forma-ed results. (for example, the run rate $50mm FFO doesn’t include the updated interest expense and additional annual property management costs). Here are the numbers for your mental lust:</span><br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"><a href="http://4.bp.blogspot.com/-OGR9fsCMVCA/TzHRt4HbrwI/AAAAAAAAABo/8RvwD3TwzHQ/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://4.bp.blogspot.com/-OGR9fsCMVCA/TzHRt4HbrwI/AAAAAAAAABo/8RvwD3TwzHQ/s640/a1.png" width="439" /></a><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><span style="font-family: Calibri;"> <v:stroke joinstyle="miter"> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"> <v:f eqn="sum @0 1 0"> <v:f eqn="sum 0 0 @1"> <v:f eqn="prod @2 1 2"> <v:f eqn="prod @3 21600 pixelWidth"> <v:f eqn="prod @3 21600 pixelHeight"> <v:f eqn="sum @0 0 1"> <v:f eqn="prod @6 1 2"> <v:f eqn="prod @7 21600 pixelWidth"> <v:f eqn="sum @8 21600 0"> <v:f eqn="prod @7 21600 pixelHeight"> <v:f eqn="sum @10 21600 0"> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"> <o:lock aspectratio="t" v:ext="edit"> </o:lock></v:path></v:stroke></span></v:shapetype><v:shape id="Picture_x0020_4" o:spid="_x0000_s1026" style="height: 557.35pt; margin-left: 0px; margin-top: 0px; mso-position-horizontal-relative: text; mso-position-horizontal: left; mso-position-vertical-relative: text; mso-position-vertical: top; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; visibility: visible; width: 383.05pt; z-index: 251658240;" type="#_x0000_t75"><span style="font-family: Calibri;"> <v:imagedata o:title="" src="file:///C:\Users\kevin\AppData\Local\Temp\msohtmlclip1\01\clip_image001.emz"> <w:wrap type="square"> </w:wrap></v:imagedata></span></v:shape><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><br clear="all" /> <br />
<span style="color: black;">As you can see, the FFO is hardly ebullient, at nearly three quarters of the annualized $50 million FFO from the report (and from a cap ratio, it suggests 6-7%, which doesn’t seem to be a bargain among the fellow bloggers I’ve the opportunity to read). However, since this seems absurd given the amount of adjustments in non-cash expenses, I felt compelled to tweak the numbers favorably, like a good analyst at a good investment bank.<o:p></o:p></span></span></div><br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">First off, the debt rate adjustment is a funky number added to interest expense that doesn’t really belie the amount of interest truly due (which we calculated above!), so that should probably be excused from the “adjusted FFO,” bringing Adj. FFO to $51 million. While I am a bit conflicted over the amortization of leases (taking out the amortization would “normalize” earnings per-se), the inclusion of this cash flow would add another ~$17 million to adjusted FFO. The number now seems to be more akin to CFO with exclusion of working capital changes, which might be a better proxy for the mall’s operational purposes. I’m not trying to inflate how sexy Rouse is (she’s a feisty B-class), but unlike NOI, I do believe funds should serve to address the cash flow condition of the mall.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-7aBfGOb3_50/TzHSNppnJ8I/AAAAAAAAABw/7YSC0RSAzxQ/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="164" src="http://3.bp.blogspot.com/-7aBfGOb3_50/TzHSNppnJ8I/AAAAAAAAABw/7YSC0RSAzxQ/s640/a1.png" width="640" /></a></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"><br />
</div><span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";">I know I stated earlier I didn’t really want to talk about valuation, but that’s just silly. Here are some comps I grabbed from Wells Fargo’s report on malls from a week ago– do be warned that these comps are wildly different, with exception of Penn REIT and CBL Associates<o:p></o:p></span><br />
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<div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-h09oxkGoTsU/TzHSWd0jX1I/AAAAAAAAAB4/HOaPQ4vuQDc/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="144" src="http://2.bp.blogspot.com/-h09oxkGoTsU/TzHSWd0jX1I/AAAAAAAAAB4/HOaPQ4vuQDc/s640/a1.png" width="640" /></a></div><div class="MsoNormal" style="margin: 0in 0in 10pt;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;"><o:p></o:p></span></div><br />
<div class="MsoNormal" style="margin: 0in 0in 10pt;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Tussling my hair, I happened to notice that the AFFO multiples might be mislabeled. The main problem is our inherent lack of intelligence regarding what these FFO/AFFO numbers consist of, and whether they are quite uniform across the board. Grabbing some numbers from the latest 10Q’s (and these are sloppy! Imagine a 2 year-old’s handwriting on a toilet stool) and making some half-hearted adjustments (FFO taken and annualized, CFO takes out NWC changes to match our RSE CFO and then annualized), it’s actually hard to conclude that Rouse (especially after the run-up from $11) is cheap from a comparative perspective. In fact, it’s more expensive when looking at cash flow yield, and not so much better when including capex. <o:p></o:p></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-ZxO7VhW49Io/TzHTu44KtbI/AAAAAAAAACo/CzGIrcQaPbs/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="72" src="http://2.bp.blogspot.com/-ZxO7VhW49Io/TzHTu44KtbI/AAAAAAAAACo/CzGIrcQaPbs/s640/a1.png" width="640" /></a></div><br />
<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">So now you’re twiddling your thumbs and a bit disconcerted over this write up. I know I know – I feel a bit awful for posting this <i style="mso-bidi-font-style: normal;">after the fact</i>, but it’s also a nice exercise to refresh the thesis after such a rapid run. Granted I’m not releasing my bowels in excitement about RSE any longer, I think the stock is still a bit below fair value, and would be mindful of a pullback opportunity. Penn REIT might look <i style="mso-bidi-font-style: normal;">omg so much cheaper</i> on a cash flow basis, but with a net debt/EBITDA ratio (from capIQ) that is 3.5 turns higher, and with only $50 million of cash on hand, the leeway for error is a bit cramped. I think CBL is definitely worth a look if mall REITS look inexpensive to you (<a href="http://www.google.com/url?sa=t&rct=j&q=&esrc=s&frm=1&source=web&cd=6&ved=0CGEQtwIwBQ&url=http%3A%2F%2Fwww.reit.com%2FVideos%2FClass-B-Mall-Operators-Make-Good-Real-Estate-Investments.aspx&ei=IssxT-m2NYqRiQLq3_SKCg&usg=AFQjCNG42YUj8HqGQPXsSzSUaUmCEccAdw&sig2=g0MmhUmfle9oxuzjW9ExgA"><span style="color: blue;">http://www.google.com/url?sa=t&rct=j&q=&esrc=s&frm=1&source=web&cd=6&ved=0CGEQtwIwBQ&url=http%3A%2F%2Fwww.reit.com%2FVideos%2FClass-B-Mall-Operators-Make-Good-Real-Estate-Investments.aspx&ei=IssxT-m2NYqRiQLq3_SKCg&usg=AFQjCNG42YUj8HqGQPXsSzSUaUmCEccAdw&sig2=g0MmhUmfle9oxuzjW9ExgA</span></a>), but Rouse offers a nice ~10% cash flow yield, and will have substantially far less net debt then either of the two due to its secondary rights offering (which will provide enough cash to fund the totality of its capital expenditures in the next few years), and currently doesn’t have to pay a dividend due to high operating losses. <o:p></o:p></span><br />
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<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">To further our valuation, we also use a cap rate eval.<span style="mso-spacerun: yes;"> </span>From the NOI, we get a RSE current implied cap rate of 9.66%, and a potential IRR of 15-25% over the next 4 years if management is indeed able to raise NOI back to $200 million <span style="mso-spacerun: yes;"> </span>by the end of 2015 (9.27% is Penn’s current cap rate):<o:p></o:p></span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-r1j4KdZ8jTE/TzHS1A4k6rI/AAAAAAAAACA/SaZXzssAt5I/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="152" src="http://2.bp.blogspot.com/-r1j4KdZ8jTE/TzHS1A4k6rI/AAAAAAAAACA/SaZXzssAt5I/s640/a1.png" width="640" /></a></div><br />
<div class="MsoNormal" style="margin: 0in 0in 10pt;"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-HD87i3w5A28/TzHS965TDII/AAAAAAAAACI/Of9_50ocomE/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="202" src="http://3.bp.blogspot.com/-HD87i3w5A28/TzHS965TDII/AAAAAAAAACI/Of9_50ocomE/s640/a1.png" width="640" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">I think it will be quite difficult to try to value the company from a comparables perspective, simply because the assets of all these REITs are so diverse that an apples to apples is quite improbable. Most mall REITS trade at cap rates around ~5.0-6.0%, but they also include estates that are brightly lit and incredibly beautiful and where you can probably never find a good sale, versus the more mundane properties that Rouse operates (though you never know what you might find at TJ Maxx…). Offsetting this is the fact that tenant occupancy rates at Rouse are significantly lower and hence have further room for improvement (like idle capacity at a DRAM producing fab), and quite a few of these properties are actually the only shopping center within a large traveling radius (refer to the Rouse presentation for some individual facts/pictures). So what rate <i style="mso-bidi-font-style: normal;">should</i> Rouse be trading at? The current implied rate of ~9-10% is a huge premium to GGP and its comparables. And if management does indeed achieve a $200 million CNOI in the next 4 years, the cap rate will be ~12-13% at the current stock price and capital structure. Current FFO (excluding amortization) of ~$68 million implies cash flow of ~$1.39 per share on a share price of $13.80. For comparative purposes, here are Penn and CBL:<o:p></o:p></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-VYJBh4AbiU0/TzHTGV_evsI/AAAAAAAAACQ/52Q6OkoUOx8/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="152" src="http://2.bp.blogspot.com/-VYJBh4AbiU0/TzHTGV_evsI/AAAAAAAAACQ/52Q6OkoUOx8/s640/a1.png" width="640" /></a></div><br />
<div class="MsoNormal" style="margin: 0in 0in 10pt;"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-y3eCtHviAVk/TzHTMvWZqVI/AAAAAAAAACY/hD04ZzJaAi8/s1600/a1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="152" src="http://4.bp.blogspot.com/-y3eCtHviAVk/TzHTMvWZqVI/AAAAAAAAACY/hD04ZzJaAi8/s640/a1.png" width="640" /></a></div><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Granted our Rouse numbers are conjectures – the matter of significant above market lease amortization points to a number of leases at the date of spinoff which may fall upon renewal or request – we should pull ourselves out of the current poopoo state and venture to wonder: will lease rates begin to strengthen this year? And the next? and the year after? Are squirrels indigenous to North America? Did you know water only makes up .07% of earth’s mass? <o:p></o:p></span></div><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">If you conjecture that lease rates may strengthen this year or perhaps stay flat and then increase in 2013, you are cute. I personally don’t want to venture a guess about Europe’s ECB, about Greek’s little debt shuffle, about Japan’s growing social security sending (at 52%!!), about housing prices and the ~10 million shadow inventory, about what flavors DQ might introduce into their blizzard lineup (hopefully something with yogurt pretzels), or about whether I can run a 6 minute mile. These are secrets for retrospection, and the time you spend speculating is probably more useful spent elsewhere.<o:p></o:p></span><br />
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<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Here are the facts (and quite a few are subjective from Rouse’s management, so take it with a salt block)</span><br />
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 10pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">60% of RSE’s properties are located in one-mall markets </span></div><div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 10pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Occupancy has historically been 93%, and is currently at 87.6%</span></div><div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 10pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Leasing activity for 2011 roughly in line with expirations in terms of GLA (flat)</span></div><div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 10pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">11.5% of leases expire in 2012 at relatively strong rates, followed by 14.9% in 2013 at relatively weak rates. Potentially CNOI may decline this year before strengthening</span></div><div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 10pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Core NOI was over $200 million in 2007, and has fallen 25% to $150 million</span></div><div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 10pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="font-family: Symbol; font-size: 10pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">CBL, often known as the largest B-mall operator, trades at a cap rate of 8.0%. Penn trades slightly better than RSE, and still has a significantly worse balance sheet</span></div><div class="MsoNormal" style="margin: 0in 0in 10pt;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Looking at some other REITS, it seems that the quick deceleration of leases isn’t completely idiosyncratic to Rouse (and this <i style="mso-bidi-font-style: normal;">would</i> make sense, as we probably assume that larger tenants and anchors sign contracts that are far longer in duration, and hence they become more predominant in lease makeup as we extend outwards in time). If one were to observe Equity One’s tenant expiration schedule (page 45 of the 10K), one would see an absolute trend of average minimum rent per square foot for small tenants rise linearly from 2011-2019 and even thereafter, while all tenants actually declines after 2012/2013 (with exception of a weird 2016), impacted by timing differences / cost of anchor tenants. The same goes for a majority of the REITS that you’re quite welcome to look into.<o:p></o:p></span></div><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Last, to conclude the piece, I was curious about the districts where these malls are located and so pulled up some facts from the U.S. census (all 2010 data, except sales/capita, which is from 2007), along with the trade area population if Rouse mentioned it in the IR.<o:p></o:p></span><br />
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<div class="MsoNormal" style="margin: 0in 0in 10pt;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Sadly, I can’t seem to extrapolate anything of much consistency regarding occupancy rate on the independent variables (for example, Lansing and St. Vicent have above national average lease rates, but flunk in terms of population growth, bachelors, and median income), but suffice to say that half of these malls are in general districts where the median income is below average, half where population growth is below average, and roughly <b style="mso-bidi-font-weight: normal;">2/3 where education is below average</b>. The argument here, of course, is that class B malls exaggerate the business cycle – any downturn will hurt occupancy and sales far more severely than the more inelastic demand at class A malls (I read recently that non-college educated unemployment rate is ~3x that of college educated), as the unemployment rate around these areas are probably much higher than the national rate. Thus, during the recession, it wasn’t too much a question of “spending less” rather than “having nothing to spend.” If you do believe that we’re finally coming out of a recession, and nice old Mr. Bernanke can shield us from the dangers of Europe like he promises to, then it’s also quite likely that class B malls will rebound much faster in terms of sales per square feet and close the capitalization gap to its class A peers (Well’s Fargo’s primer states that historical capitalization ratios for class B malls has been ~8%, exactly what we target in our bullish recovery scenario). <o:p></o:p></span></div><br />
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</div>nilnevikhttp://www.blogger.com/profile/14107124163858564102noreply@blogger.com0tag:blogger.com,1999:blog-6831862329717543560.post-68102020199694042692012-01-12T15:53:00.000-08:002012-01-12T15:53:15.471-08:00Ideas Ideas Ideas!As most investors will probably tell you, one of the best ways to generate ideas is to troll other people's portfolios / newsletters. Here's one from T2 I just trolled:<div><br />
</div><div><a href="http://www.gurufocus.com/news/157932/t2-partners-annual-letter--discussion-of-each-of-his-15-long-positions">http://www.gurufocus.com/news/157932/t2-partners-annual-letter--discussion-of-each-of-his-15-long-positions</a> </div><div><br />
</div><div>It's a good read, though a bit simplistic at times given the number of ideas being presented (for example, i own Sandisk and am perplexed at the curt thoughts presented on valuation). Anyways, the polio marked year that was 2011 is over and T2 seems to be off to a strong start for 2012. </div><div><br />
</div><div>Of particular interest to me is their position on Dell (which largely mirrors my own conclusion below, though now I'm more inclined to think about what potholes i might've missed. I'm a bit less optimistic and don't think Dell should be trading at 10x core. It's just a regular cone from DQ, not a blizzard for peet's sake), Iridium (their conviction in this stock is worthy of exploration, though I wish the presentation would address Iridum's shortfall in FCF to fund the NEXT generation of satellites. It's not like their satellites will poop the extra cash. I'm just not sure whether this capex will lead to increased income for the company, or will simply be passed on to consumers (ie, is there a <i>need</i> for this new generation of satellites that will draw customers away from competitors? Will premium pricing be warranted, or will old technology be 'good nuff'?) Also, future debt/equity needs might be an axe to the face), and GS (like all financials, so many things seem so cheap but speculative. I think GS historically traded at 2-2.5x P/B)</div><div><br />
</div><div>Anyways, maybe maybe maybe</div>nilnevikhttp://www.blogger.com/profile/14107124163858564102noreply@blogger.com0tag:blogger.com,1999:blog-6831862329717543560.post-87540729786195764202012-01-10T10:48:00.000-08:002012-01-10T10:48:11.526-08:00DELL (NYSE: DELL)<div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">There’s a lot of static in the global ecosphere (economic, not ecological) these days with the whole ECB dysfunctionality, the unfathomably large $2.6 trillion euro debt amount rolling over next year, an extremely bearish view on Japanese sovereign debt by select fundies, and a potential soft (or hard?) landing of the Chinese economy among some tidbits of news you might hear from Kiss 106.1, Bloomberg radio, or that anchor that said something last night before you turned off the TV.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Yet, as bearish as I am (am I even bearish? i really don’t spend time dictating the economy on what i believe it should do next year - I shall say 15% GDP growth just to be a shining outlier), I do believe there are quite a number of equities out there that are “cheap” on the hypothesis of a stagnant and miserly 2012. Of course, some bear with a huge frown may come up to you and tell you that Europe is insolvent and that Japanese borrowing costs will increase by 1.5% and bankrupt the system and trundle off in a hurry to earn 2% on his 10 year treasuries (and slash your face if he were a real animal bear)- and he may ultimately be right. But assuming a tepid 2012 and a pretty agnostic eco-view, and taking into account that equity correlations are at all time highs, i reiterate the man i wish were my grandpa or best friend’s grandpa or my girlfriend’s grandpa: “It’s far better to buy a wonderful company at a fair price than a fair company at a wonderful price.”</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">There are some wonderful companies out there that are on sale - companies that have economic moats in the form of high switching costs, extended and unassailable networks, or simply advantages in manufacturing or scale. Numbers that are reflected in persistently high returns on equity and invested capital. Numbers reflected in high operating cash flows with minimal need for capital expenditures. Numbers that take a dip now and then, but have held up in the Great Recession and throughout the better part of the last 10 years. I know you’re probably thinking of a few off the top of your head and your fingers are twitching to jot them down but the fear of the unknown acts like frostbite on your frail pathetic appendages. I too share this fear, but return can only be earned through risk - and our job is to minimize that risk, and steal as much return from other benighted investors at the opposite side of our trades.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">There are quite a number of opportunities right now - I generally don’t have a strong interest in commodity related plays, and my health care enthusiasm is curbed by a vomit of undecipherable healthcare reforms taking place as we speak (including adjustments to the medicare/medicaid basket, reimbursement cuts of 75% on medicare advantage with quality promotion, an exchange to be established by 2014 with substantial leeway up to the states, 85% medical loss - the brain damage is too intense and my brain too neolithic), though if you do harbor some interest in the defensive healthcare play (i believe they’re historically 2nd in performance during recessions), I have a penchant for Wellpoint (WLP). </span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I believe tons of blue-chip technology stocks deserve a hard look (DELL, ORCL, WDC), as quite a few of them are at valuations that reflect not only the dying of an industry - an exaggeration of the death of the PC or the death of hard drives to the surge of NAND usage - but also a pretty rapid death at that. All of them are pretty good businesses with strong historical returns on equity, sticky services, and decent economies of scale.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Let’s pretend to have a quick discussion on Dell (since you can’t really respond, I will ignore all your pertinent counterarguments). Before we dive into the sexy financials and ultimately agree on Dell being a wonderful business at a fair price, I think it’s important to break down the company and to sweep aside some flaws in thinking about Dell.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I believe the common perception on Dell is that it makes PCs. Dell makes PCs for you and me and we are cheap, fickle consumers who have no loyalty to anyone and any brand and any nation and even worse, we hate computers and are infatuated with tablets and mobile devices. Dell’s fate is tied to the PC, and the PC is dead on a tree, hanging listlessly and moaning to be stripped from it’s perch and buried under a pile of tablets. While I don’t doubt tablets have eroded some portion of the PC space, I believe their uses remain distinct, and many people still require the use of a PC for non-Angry Birds. IDC forecasts that 376 million PCs will be shipped in 2012, down from a projection of 399 million previously due to a shortage of HDDs (a good story for STX and WDC but for another day), which is still a 6.8% increase from 2011. Gartner, on the other hand, projects 387.8 milion PCs in 2011, increasing 13.6% to 440.6 million PCs in 2012 largely on account of mobile PCs - this is a bit dated though and prior to Thailand impacts. While they express that enthusiasm for media tablets will slow home mobile PC sales, they believe growth will still “average less than 10% for the next 5 years.” While I lack the powerhouse research of good old Merrill Lynch or Gartner (quite unwilling to shell out $1,295 dollars for a report), I think you could do some quick Google on projections via IDC or Gartner and come to the same conclusion (</span><a href="http://www.guardian.co.uk/technology/2011/sep/22/tablet-forecast-gartner-ipad"><span style="color: #000099; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">http://www.guardian.co.uk/technology/2011/sep/22/tablet-forecast-gartner-ipad</span></a><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">) - PC sales are not declining, they are actually still growing and in good health. It’s the absurd projected growth of tablets that are making PCs look like they’re irrelevant. But who cares if tablet sales are 60% of PCs sold in 2015? Don’t IDC, eTF, and IHS all project PCS to grow over the next few years? Where is the death of the PC coming from? Are people in developing nations going to skip PCs and just buy tablets and do everything a modernizing nation needs to do, like excel modeling and playing Starcraft2, on a tablet? Is this a series of rhetorical questions?</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">How does this effect Dell? ~50% of Dell’s revenue comes from Desktop PCs and Mobility (all in all, including software and peripherals, roughly ⅔ of revenue pertains to the PC segment). As this is conglomerated in their quarterly report into the respective Enterprise, Small & Medium business, and consumer segments, it’s hard to break out where these sells went to, and how margins performed in the computers sold to enterprise vs those sold to consumers. However, assuming that consumers only buy desktop PCs and mobility devices (no storage, services, pickles, and other stuff), the consumer portion of “Dell PCs sold” is roughly ~30-34% of the 52%, meaning in aggregate ~16-18% of Dell’s sales are to fickle consumers (in conjunction with ~15% of S&P - see page 26 of the investors presentation), while the rest are to more reliable enterprises where PCs are generally more likely to be bundled with services and thus sold at a higher margin. By comparison, HPQ, which regretably refuses to break out what PC sales are to consumers versus commercial, released some numbers in their 4Q11 slides stating $10.1 billion of PSG sales, of which 92% was notebooks and desktops. They also give us a -9% growth rate for consumer and +5% growth rate for commercial. So, as revenue was $10.6 billion in Q410, a 9% decline in consumer and 5% growth in commercial results in a $10.1 billion revenue. </span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Plugging this into some simple algebra: (.91)x + (10.6-x)(1.05) = 10.1, we come up to a value of ~$6.7 billion of PSG dedicated to consumers as of 4Q11, which is ~2/3 of HP’s PSG revenue. If this simplification is no mockery of reality, HP’s consumer exposure as % of PSG is significantly higher then Dell’s (piques in exclamation). Further assuming ~33 billion in quarterly revenues, ~20% of total HP revenues comes from the fickle-minded PC consumer (and doesn’t this remind you of a company we’ve been exploring...)</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Dell’s consumer margins have averaged 3.3% operating this year, climbing up from break-even last year as Dell continues to simplify the product offerings, streamline operational costs, and resorting to “alternative methods” of cost reduction (sea shipping has drastically replaced air freight, etc.). There will undoubtedly be pressure costs on PCs (for those of you with short-sight and lack of glasses, I provide a bit of reprieve, though I disapprove of your whole life philosophy. Acer has stated that they will increase PC costs 2-3%, and it is likely that Asus/Dell will follow suit due to the transient rise in hard drive costs. Q4 margins will be pressured, but the industry response appears to be rational. Like how emperor penguins traverse to the same patch of land every year to lay an egg and then stay there with the egg underneath their bottoms). </span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">What about the longer term? PCs and mobile products have been largely commoditized. Choosing between a Dell and an Asus is like choosing whether to fill up at Shell or the Chevron across the street that’s a penny cheaper per gallon but will require to loop down to i90 and drive by that Korean restaurant before taking a left. I don’t pretend to know where operating margins for Dell will shake out - they’ve trended slightly above 0% (.2 or .3 generally) for most of 2009 and 2010 prior to breaking out to 2.1% in Q42011, 4.5% in Q12012, and roughly 2.6% for the last 2 quarters. (Please open up Q3’s investor presentation for a pretty picture). In a cute conversation with Credit Suisse, Steve Felice reiterates Dell’s strategy of shunning crappy computers and focusing on a <i>value proposition</i> centered around just 3 brands (Inspiron, XPS, and Alien I believe). While you ho-hum about this rather soporific strategy, I’d venture to say that there are quite a few dimes to be saved in R&D, in marketing, in manufacturing and sourcing, and in switching to GEICO. </span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">During the same time, HPQ’s margins have been ~5.0 - 6.0% (though inclusive of commercial PCs, which accounts for a larger portion of Dell’s revenue), Acer’s margins (which are 87% PCs as of 2010) have trembled around 2.5% - 3.0% and have plummeted to -1.1% for the last 2 quarters on account of a 70% inventory correction, Lenovo’s margins have crooned around ~1.5% - 2.0% (mature markets are around 2-3%, brought down by negative margins in emerging markets and offset by high margins in China), Asus’ margins dance around ~5% but their revenues are slightly more diversified (with less then ⅔ from PCs) towards motherboards, graphics cards, and the eeePad (quite safe to conclude that PC margins will be lower then overall total margins though, if we take a quick peak at NVDA’s margins)</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">The consumer industry, however competitive, seems to have players sustaining a ~2.5%-3.0% operating margins over the long run. Without an expert network to verify operational efficiencies, it’s really quite impossible to guage the cost advantages of these monstrous OEMs (though it is absolutely every child’s dream to calculate the sourcing costs of components for their laptops). However, reading through the annual reports and conference calls of these Taiwanese companies- which are terrible by the way - it appears to me Dell has revealed one of the most credible plans to boost operating margins, and has actually been successful in putting those blueprints to action, even as pricing comes under pressure from rapid liquidation of cheap and crappy inventories (</span><a href="http://allthingsd.com/20111207/acer-ceo-were-going-to-stop-selling-cheap-unprofitable-crap/"><span style="color: #000099; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">http://allthingsd.com/20111207/acer-ceo-were-going-to-stop-selling-cheap-unprofitable-crap/</span></a><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">)</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Not dwelling too long on these competitors (as we’re only trying to figure out potential long term sustainable margins in the “end consumer market” - plus doing so would kill me), here’s a brief encapsulation of their respective business blueprints.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Acer’s “restructuring” consists of leaning out inventories, and it’s strategy is to continue designing products that “our customers want” through “collaboration with first-class suppliers and distributors.” I’m not sure what that really means, but it sounds like Acer’s pretty resolte on building products for the fickle minded. I don’t know what steps the company is implementing to drive margin expansion (besides clearing inventory? is that a strategy?), am not convinced its products are in any way differentiated, and the institution’s lack of IP makes servicing revenue pretty much impossible.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Lenovo is a realistic competitor pursuing rapid growth in emerging markets through acquisitions and aggressive volume sales. As stipulated in their annual report, Lenovo’s main target is the SMB and Home segments in both mature and emerging markets. Their cash cycle is roughly -20 days (slightly behind Dell’s -30+ CCC), overall margins are similar to Dell’s end consumer, and global market share of PC shipments recently just exceeded Dell by a bit more then 1.0% (as per IDC - Lenovo held ~14% of WW commercial PCs, and ~7% of consumer PCs as of year end 2010 vs Dell at ~12%-27% of WW commercial PCs and ~9% of consumer PCs at year end. I’m not quite sure why Lenovo is trading at such a loftier valuation, given that 1) it’s entire business is 95% dependent on PCs vs 50% for Dell 2) its total operating margin is roughly equivalent to Dell’s end-consumer operating margin (which is significantly lower then the other ~80% of revenue that comes from enterprise and public), and 3) it’s chasing growth in emerging markets where margins are currently negative. Granted Lenovo has the china halo effect, I’m concerned that the company’s high revenue growth may not translate easily down to margin expansion.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I have gotten lazy and would like to be excused from Asus and other misc. PC makers (like...Visio?) I might venture to add some news for HP in an appendix if I still have no friends by tonight.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I think it’s important for you yourself (instead of you your friend) to read up on Dell’s core structural changes in the last couple years to make up your own mind on whether these processes are repeatable, and whether Dell’s 5% operating income profitability is deliverable (in my view, it’s aggressive and probably not likely achievable in the consumer segment alone). Nevertheless, if we let the numbers speak for themselves, they would hark up to your ear and whisper “the metrics show that Dell is turning down unprofitable businesses, relying on fewer configurations, reducing manufacturing costs, and optimizing their logistics chain” and then jump back into page 42 of the investors day conference presentation as if nothing ever happened. I think ~3.0% is quite plausible (pricing pressures got a bit more aggressive last quarter as HP fooled around with shareholder wealth)</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Even if Dell were to resort back to the good old days of 0.00% operating margin (and I’m not quite sure how other competitors might fare if Dell were to operate at this level), Dell’s Q3 op.income would drop all of $76 million from $1,288 million to $1,212 million. LTM FCF would fall by ~$350 million to $4.55 billion. Considering the decompression of margin to absolute zero (yes, -273 Kelvin) only causes a 6-7% attrition on the bottom line, I’m inclined to say that the reports of Dell’s death might be merely exaggerated. (plus, Dell’s exposure to consumers is quite mild even when compared to HPQ)</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Having finished the first chapter of this 87 part series, you are probably amused that we’ve only covered roughly ~20% of Dell’s total revenue (since the other 30% of PC sales are embedded into enterprise, the markets and the margins are wonderfully different, and the margins on S&P are quite different.). So What about the remainder of Dell’s businesses? Are they in as much a secular decline as the consumer PC? </span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I don’t really know - and the pessimist in me who rages out at any valuation exercise, probably thinks so. Nonetheless, let’s hold hands and briefly walk through the rest of Dell’s revenue segments:</span><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Servers & Networking (~13-14% of revenue)</span></b><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Dell’s server segment is pretty inconsequential. FALSE. Next time someone says Dell only makes PCs, slap them in the face and tell them “dude, unless something has changed since July of 2011, Dell owns 22.2% of global x86 server share and is number 2 in the United States. Disgraceful. ”</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Given the numbers in the presentation, it appears that ~$7.1 billion of revenue comes from servers and ~$500 million from networking. The segment generates operating margins above 10%, so any expansion in revenue will boost company margins by way of simple algebra. To make sure these numbers aren’t heroic, we sniff out HP’s ESSN segment (enterprise storage, servers, and networking) margins of ~12-14% and conclude there is no hocus pocus accounting. As HP is the 800 million pound banana in the rain forest of servers, Dell’s margins are understandably lower at ~10% for their combined storage/server/networking segments (at half HP’s revenue and market share). Will these margins stick? I venture a sheepish yes (a bold claim from a person who had to wiki “blade server”) primarily because margins for Dell have entered the target (10-12%) presented at Dell’s 2010 analyst meeting despite a wonderfully rewarding year in the markets. In a year dominated by tepid IT spending, Dell grew server revenue 12% Y/Y in the last quarter while HPQ slipped 4% and networking 43% (excluding Force10) while HP farted out 5%. LTM revenue has grown to ~$8.1 billion versus $7.6 billion reported in July. All while the next generation of Romley servers sits on its perch, waiting to be embraced in the coming quarters.</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">And please note! I’m not making any assumptions on growth - I’m perfectly happy if I’ve convinced you of a 0% revenue and margin growth. My aspirations are low.</span><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Storage (~3% of revenue, with Dell Owned IP representing ~85%)</span></b><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Per RBC: “Growth: Approximately 2 billion videos are watched and 293 million emails are sent each day. This enormous amount of data leads to a projected storage compound annual growth rate of 60% over the next five years (800% growth). More important than the sheer amount of data that will be created, 80% of this data will be unstructured (emails, video, social media, and others).” You probably stopped sometime during this novel to check facebook, so you know what I’m talking about. Cisco projects data will grow at ~98% for the next 5 years, and everyone seems to be frantically buying up storage related crap at high costs (HP <3 Autonomy, Oracle <3 Pillar Data, IBM <3 god knows how many small companies). I think this segment is one of the easier ones to gloss over because 1) it’s only 3% of Dell’s revenue 2) Dell has been growing Compellent at 3 digits Y/Y, Equalogic at double digits 3) it would really take some kahunas to mess up when the revenue pie is expanding so fast so quickly 4) Storage is storage and everyone who is anyone already has the basic deduplication, snapshot, and caching technologies businesses demand 5) Dell can easily cross sell especially since they maintain tons of SMB relationships and have price points significantly less then NetApp and EMC 6) Netapp is encountering some difficulties 7) I didn’t read up on 3Par but HP’s revenue was only up 4% Y/Y vs 23% for Dell 8) margins for Dell IP are substantially higher then EMC 9) 600 Storage specialists have yet to celebrate an anniversary with the company 10) Dell has a distribution network totalling over 100,000 partners. EMC and NetApp do not 11) 10-12% of revenue is being spent on R&D here 12) Only HP can match Dell’s truly integrated system and 14) i skipped 13</span><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Services (~14% of revenue)</span></b><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Probably one of the most enticing aspects of Dell’s growth segments - services backlog increased to ~$15.5 billion in 3Q12, up 11% Y/Y. Trailing twelve months new contract signings are increasing substantially, and growth is apparent in transactional, outsourcing, and projects revenue. Analyst presentation indicate operating margins in excess of 20%, by far the most profitable segment of the company (80% from large enterprises and public). Dell targets a 2015 goal of $10-$11 billion in service revenue, up from ~$7.7 billion in FY11. This would mean an incremental ~$600 million in operating income. Before you disregard this as tomfoolery, do know that HP’s services backlog tripled in the past 5 years. Furthermore, the company has <i>actively</i> been staging itself as a complete solutions provider, indicated by its expanding sales force of 400 solutions engineers, 1000 security specialists, and 22 solutions centers. How could you NOT grow revenue when you’re evolving your entire company around this segment right? lol am i right?</span><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">S&P (~16% of revenue)</span></b><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Not sure what to say here, but S&P has substantially better margins then PC sales, and are highly correlated to the total number of PCs sold. So if you’re moderately happy with the discussion we just had regarding Dell’s nefarious PC exposure, then you should be even more moderately happy here. Dell has acknowledged that margins should be 5-7% if PC margins are around 5%, so can’t see them really losing money in software. As you can tell I’m very tired from typing and would like to end this charade.</span><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">PCs (50% of revenue) – blah see above</span></b><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Focusing on the bottom line?</span></b><br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">“A good proof point for this is our displays business, where we revenue increase 5 percent, but gross margin dollars increased 46 percent.”</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">“Our high-end consumer notebook line, XPS, grew revenue 207 percent overall, and is now approaching 20 percent of our total consumer notebook revenue, and 30 percent of our consumer notebook margins.”</span><br />
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<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Valuation?</span></b><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I’m not going to stifle you with pleads and tears and whimpers about how Dell has a competitive advantage. Truthfully, the moat that was its supply chain management has been emulated by competitors (Lenovo) - and while Dell still outdoes everyone in its cash conversion cycle, the infringement causes us all to fret in concern. Yet - if you simply google “dell morningstar” and click on the historical ratios, you’d see a decade’s worth of ROEs in the mid to high 30’s, unimpacted all these years by competitors that have known of Dell’s unique model. And while this moat may be drying up slowly, Dell has begun capitalizing on its many relationships to create new offerings through the bundling and offering of services, software, and storage. To escape the doldrums of the mindless PC-making drones, Dell has set out distinct plans to become a HPQ/IBM for SMB businesses - a model that is oft criticized by the street who slap a “neutral” on the stock and a mindless $15 price target while praising the likes of Lenovo, which continues to expand by purchasing PC makers around the world and becoming increasingly more reliant on the life of the PC (though I will not argue that Dell generates only 30% of revenue from EM vs >50% for Lenovo)</span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Dell has a market cap of ~$28 billion and an enterprise value of ~$20.5 billion ($7.8 billion of net cash including LT investments), EV/FCF yield is an incredible 4.2x, yielding ~24% fcf yield to enterprise. P/E net of cash is somewhere in ~5x. While I hesitate to tell you what the fair price should be, the company just seems far too embroiled in pessimism. Take a gander at the FCF generation:</span></div><div align="center" class="MsoNormal" style="text-align: center;"><img alt="" src="data:image/png;base64,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" /><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;"></span></div><div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">I know no one will say Dell deserves to trade as richly as HPQ. But the companies really don’t seem to be all that different in terms of revenue composition and industry exposure (besides HP’s IPG segment). For fun, let’s do assume that Dell trades at the same EV/FCF multiple as HP:</span><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">HP currently has an EV of ~67 billion, LTM FCF of ~$8 billion (let’s say it can go up to ~$10 billion) for a EV/FCF of 6.7x - 8.4x. That means, at the lower end of 6.7 - if Dell matched this capital structure, it would raise 2.5x FCF and pay it out a dividend (so >$12 billion dollars, or ~$6.67 a share)</span><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Now, I think lonelyvalue characterized the same selling points last year here: </span><a href="http://www.lonelyvalue.com/2010/09/dell-value-trap.html"><span style="color: #000099; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">http://www.lonelyvalue.com/2010/09/dell-value-trap.html</span></a><br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">(this guy is a really worthwhile read by the way) - and while his points are still valid and no one’s quite sure whether Dell will go out and make an Autonomy-like acquisition, I think they’ve realized that their shares are quite cheap (>$7 billion repurchase program): </span><a href="http://www.foxbusiness.com/markets/2011/09/13/dell-plans-additional-5-billion-buyback/"><span style="color: #000099; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">http://www.foxbusiness.com/markets/2011/09/13/dell-plans-additional-5-billion-buyback/</span></a><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">Here’s the output of a simple model flatlining growth and margins:</span></div><div class="MsoNormal"><br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnAAAAJPCAIAAABzXX6MAAAgAElEQVR4nOy9bVBc15UufIxbTH7kn0qj6FYqr4fSEN3RSP6ocmXsSUxSVuLEYWSUSqYUR2CMXbnTkonndSXBIIVABBg7byGMPpp2hzhXFyTL4cOauSMguNUyRWk0CsJ4ZBk3H5IxqCVhvtQ2NJ12a78/Vvdi9d6nG9Rnn9ZB2k912Ydzdp/99D6t8/TaZ+1naUxBQUFBQUHBMDTGmPblHeqlXuqlXuqlXuqV9CsQCClBVa9b/PppV+9PbzUH9VKvlfh6tv3sT+/JS7vVNNQLXkpQ1cvk1wu9bOT4w1/eoX25pHaEDY34hupLYho8fnyIxRXUh+uF9noN0kh3YZx86Tr00y4GRx+u99FpmZi33N6vF86Gh45//Ss7tC+X1AyFyeDUp73QGw6zodf2pH1lx8OHznpH2Imfq1tzKl7/cGg8FLkSvrqtCcb8wL+Fzv5LAr18vG0g1BuvwbPtIW/9HttXdmhf3qH969kgXnx3/c6uMBwiTBhjbOi1aHv1SuqlBFW9TH7FE9THjw9RiRvpPTECG8cfXtS/3loQ1EhjX+3jO+C9XsYYYyde0BPUSHfYsvenXzl0IsyGRnys69AdJxiLghodkHDvv3wl767IId/QyPGvf6Wkdqj3RBc78YIS1FS8/uHQeKir3vaVPNh4pB5Urfdf7tlT6w2HGWMj//7IPXlpIKhbj3tD4UXpfbxtIPLnnlr6C2lRmw/8Wyiyf1Eg//VscOj4Iyi9ESWu/7+h8NCIj3XVp9+Td8uH5TZ4KUFVL5NfL/TGhIZRQX243se6Dj38OIhlb229j3Ud0r68A2LKh+t9qKxD9SWwU3uhF9uceGGxZZwINaK+P+2KRKs0SD3xwq0eltSNf2JB7T0x4qvNPnRi6HitEtRUvXQEdej4I/fkPRzd/2zn5976PbavHPq30J9PuNmJnz/19frxUFe97Z68SNz5wtlQZ70t+/hAqPeEm534eT42iJz8npIab9j7mhihRnT32fZQKMyYG+WcMcY6fpGvIlQjLyWo6mXya6kIdaird4j1ngDJRKGN6uvD9b6h+kO1I7ESGI1Q9QWVRqhf3qF9+dCJcO9PvxI58x0nGEsI6vF/qfed6OplXYf+pSusBDU1L27K9+u8jqLiHvq30PjQCM7i/Psj9+yp8YZP/Dwqe4+3DfAN8n4anenlp3xphPrlHTifDCquIlQpLyWo6mXyK46gkkjUpx+hLgoqiVBHjj/85RLQ17gRqhLUmPFfQlC//vPecJid+HneT5WgpuqFESr35z/cVIQ6dPyRm4pQlaCa/1KCql4mv5aKUE+8cOiE7jNUIqik8Q4tOosLz0RvTlARd46yvnAWn7MNOfekiYKafdwb9tVm5/20Uwlqil7xBFX7cklN3Geo0eSjyDNU1vHzfNtXFh+XLjaIPEP1DY3Ef4YaaRYVVHwS61bKauilBFW91Eu91MuSr4RJvOplwZcSVPVSL/VSL+u9/vVsKIyh6q0mo17Le0UEVUFBQUFBQcEglKAqKCgoKChIgBLU2wGjI/7Nq8Oaxrr7vLD9xS9OD4/56Pb7Zz7VNAZtGGPT03NPP/zxjN8vi4NvbHjz6tWapnX3eWF79erNw2M+uu3t69Y0LSMjG/r1+2fsW+wp4MAY8/Z1Q7/cfjM43LdmjaZpp3oHYHv16s2Do+PAYf36J6ZmZ7ltv39m53d2wnbSeP/Mp2lp4S99aWRq1j89Pff01z8+3Ttx35rwF784PTjqGx3x4zYcnZr1w7v+x/8YmZr1QwNNY6d6vZ1H59PSwvBtebWpP0z9A6SOA23jbnampaVpmqZpmuPNruQ6XT6Hof6e9euf+GR6mu4/2fKaXA6+seH7167VNO3k2QvhcBj+XL1684eXPqYcGGN+/0z+QzmDo+OeVpdcDlfGRygH+BM4hMNhOg7Q7NCxDnezc9XddwOHg2+0G78UVy9fRA50EODTDfb3fDVz27XJSb9/5ocbNqxZvfnDSx97Wl3pNhtyCIWMkrh6+eID69Zpmvb2mfd8Y8MPrFu3evXmD0Y+CofD3v6eDZnbrk1OMcZcv3k2fZVN07SflNR1vumEbU3TDh5pD32+NAclqLcDHKU39h/t7zw6/6OiXtzef7Rfd/tHRb2Msc6j87/61RUQV0kc8pzNbnezM6/UgdvOZjdu1zS2FG1/tLvPC/sZY+5mZ2VlZQo4ePu67cXF2Q/mzvj9dL8pHMryE3OYmp2l21I4zM0FSn58A7Rw/9H+0RH/00979/7iBl53+k2Ao/OB4PtnPn36/x3/1sZLU7N+R9ni1wP+a/A2mmAcnispgc9O28B/pehoEhzoN0ciB0ogHL6Bf1IOIKieVteaNfeBkOSVOiQOQ315gbP5bXez86lSRygUxj85DkP9PfllDtAtd6vr6V87jGtYDIc3O93NzoIyx8HSfNh2NrvDYTbY34McoJmjbLGxdA5dzS7k0NXscjV3DfR2P1dSsvWh3GuTk9AyGFzYk/u9U2fPu1tdBWWO4F9Cy+9FCertA0fpjaqGD4q23+ju83YenX/suQHc/lFR79xcoGj7jX944vxCMDg3F3j5Z1e8o1N1dR/I5pBHhfMHv9iL23DThJ97eaWOYHChtqjiku+S09liKoe8UgdjzDc2nP1g7pXJCbrfRA5l+RwHCFC2fi0iorgdDC7UvVhlnEPXsQUIK39U1AfCGQ6H3z/z6Y+Kej/9dFFuQS/hKGNsdMT/7U0fQbTKGENZxQj1VK+hnxo4DhCDiuPAiOpgZHaqd0CuqiXmAFoSDodpdCiRA3zAQGB+z5OPEQ43gMMn09N+/0zhU09lZWaBoCIHiCmlcAAdpRxAX6+Mj+Q8lP/J9LSn1QVR6cmzF2iEKpdDbeMfS378HSCAenn18sWch/LHrvpKnnzsnd4PwuEbjDHPWw0YoZ48ex52SuGw7/+8WfTj75w6e/5kq6ugzPGX0OdAAAXV298DOuppa8AI9e0z7y1nGJSg3iZ4/8ynX/rSyNi16XiC6ihd3B4d8RdXvQeyKnG2E6ZVqWhxgorN8kodvrHh8ppGkDRTOSQQVFM5XJ64WvLjby8pqMAhEJive7Fq+vp1g12DgjpKb3T3RcySu45FvgkoqPQoFVSc/u06JiFCZdGpXRiHeGKG07/RyExmhMqi06qJOTDGoHczomScUw0GF+IJqqfV1ebx5H5tK0z5yo1Q43HgBBVaQmza1ezML5UZHQKHzMxtY1d9u6MEdAXVlpamadrJs++fbHlNboTKGIOp3VHfeMmTjyUQVNdvnu3uvRAOM09bg4pQ70SMjvj/4f+ZgoeCy5ny7Tw6D/GHprH9R/ulcPCNDWdlZkU56Ez54jbu0aKA2VfzOLCooHJTviZx+OaGb8KDOjrFx4iI0m3u2WHS/UJwCbMU5QWfDo766CwuXn08Cu9CQR0d8T/0N9OwX4qgxhsHKma0jRmCuhwOpk47UwLxOIxd9ZX8+NvwHfjWP//yj4f/P7mCemV85Ft/9y18YEmnfMPhGyiojrJ8Z3OXu9mZXypfUK9evogccPoXpnxZVFBhyre79wOQ0s43JU/5Xr18ccvfbxm4OIocYMo39HmYCqrfP/PMP24DqkpQ71A4Sm+AOkL0mSAp6YtfnD43MF5e8CmozuiI/6mnBhaCQRkc8nA6N15SEmxDBFlltwMH39iw3V5lKgdGBBX3nx8eNoVDWT7lQBNhREG9PHG1audOymE+EEiuX8gq+tKXRgYuTUHOEU1Ewu13zvkwI4kRQXWU3UhLu4Ezxjjl+6OivuRu7o6yfBCJHXsOjo8O6o4DbUN/WOzYc1CKqi2HQ7ykJCkcHGX5d0cIHICQlCYlYYTK4iQl7diz3/gw1JcX2CIc9kNISnOCUFApN5z+xXdJ5DA+yicloaCSHK73T7a8hlO+0jl8fGmQJiVRQaXbdMr3yRdrl6OsSlAVFBQUFBQkQAmq1aEpKCQE/MzHsIbuT81OBQUFTdMCgYASVAWFFQMQM+mZOyuOg4KCNaEEVUFhxcAKYmYFDgoK1kREUL193Y9uL4KkDG9fN11j7m520j/9/pnsjAyN+N0gvH3dslIlFRQURFhBzKzAQUHBmlgU1JycHJBDb1+3q6kJMiHPXng3OyODaifqK8gnLjzo7vPCHtFqDjMtFRQUjMAKYmYFDgoK1sSioHaePgerCLx93bjIobymkYtQudUI+HYwsnI2uxtryvG9sB0MLly//mmqP5mCwm0HK4iZFTgoKFgTi4IKfuJ2e9W5052YtgSLnUWXUZBVjEc1TUNBFdcCQvya8o+moKCgoKCQOsQIKmPM3ezMycmhASgnqI7SPPgTYtAWp3PG7xcjVGgM237/jHSvVAUFBQUFBUuBF9RgcKFo+6PwDBXjTvoMlUtKgmeomVlZ5TWN9BkqvFdFqAoKEmGF6VYrcFBQsCbUshkFhRUDK4iZFTgoKFgTSlAVFFYMrCBmVuCgoGBNKEFVUFgxsIKYWYGDgoI1oQRVQWHFwApiZgUOCgrWRCJBTVAtUnctTTws00HppjyYgEBy3kywsGeZ9k8ilCGUgoKCgoKIJQSVqs7p9rasrExN09o8HrRP4nyRcnJyNE3LLcxF7yTYA9nC6Jqk6w7BeTBxZ3Y2u0+3t8F7XU1NQMDjaeNaIknoXfRp8vtnKopqh4fPl9c0xuuaxfpXePu6YRuymisrK53NbtRgWL+raw7FmTgqKCgoKNzGWFaECvJAg0JUIOqLhIdA5HAPXZ8Krkn0Xdgdp7LimVFQ29pPUzK0pbhf9GlyNzu5SFQUeK73vS5XRVHt9U+v1xZVgIpDR9QQSplDKZgNK0y3WoGDgoI1cXMRKqdnLDp9Cr5IVPYgEDx3uhMFla5Jpe/iOoVmNY0ttUUVM34/mEIkEFSuJW2juwoW3lJlt3d4OtraT4tdQ4Qqfq4Wp/OS7xKSAUcLeKMyh1JIDawgZlbgoKBgTRgVVOqLRIPXeBEqyB59F4LzYNKNfbkQWYxQKUldnybcmftgNnLguo73uWCylxKA3w21FUXKHEohBbCCmFmBg4KCNbHcpKS8UgfVKrRPEr184SkmffYpRqj0XdgdlxkkPkOFx5OZWVlIQPcZauIIFXdusdsrimqhYp2YlCR+Lt/YcFZmFpIRn6GK5lDqGaqCXFhBzKzAQUHBmpC/bAYkTfppFRQUrCBmVuCgoGBNKEFVUFBQUFCQAGXsoKCgoKCgIAFKUBUUVgysMN1qBQ4KCtbETQvqTZkKLROidRFjzNvX/ej2Ikga4rJ7lu/TRBe33FEOR5DAlaCIHk2k0k2wMp5OtSSHYHABljyJy6jwkKkcuD00N9s3NnzfmjWrV28eHB03zgFEyPFmF5xW07RTvQNw1O+feWL9etgDLaFTXQJJi5kuB8ebXXAq2hflI7KVy4F+OvGzQ0u6/2Z75DDU34MEwuGwOA6MsWBwoe7FqqnZWd/Y8P1r12ZkZH8yPU23jXOw2WzQ6fjo4P1r13IEUsvhT8jh0LEOekmDwYUDu6tTwOHgG+3I4eAb7aFQzDjs310N/T6wbl1GxvevTU7SbYMcvP09X0hPj3IYfmDdOk3TDh5tD30eey12V0/FcJii29w5b1pQE/sZoS8Si8okuiXgUc69SNe6CNvDqbx93VCidfXqzWcvvAs2SVcmJ5pcTWC2ANvDw+d1yLQ4QZhpEjLcQ0FIVq/eXFxsv83ScRtryjs8HecHPmLCzxEAXMdgcKHJ1dTSWINLgM6d7pQ1FJSD7kIprtQu/Z3EHTKJAx0ZuL2iokNjb1+3uFTaCIcj+yo4Drj+qrLo1UtjY8iKEsC7bdJidmRfBXLwtLrg0h9tODofCCAr6Av5VL1YV1tRJMqYFA5H9lUMjo57+7rzyyKfbmJigjE21N/T3efFL+fRhqMjo6O432BYTAngOCwsBHAcoKP165/4ZHoaGPrGhiv2HWmsKcdtWRzC4TAQCATmKYEUcGgkHE7G55CZuS0BB6p8SeBIXVX7yfYIh7bfvXPuQ5GDt7/nq5nbrk1OHqmrohyGIttNxjmccJ9478LFcDjseauhu3cgEFg49vqxz+bmKIcNmduuTU4dqasa+mjMNzZc+WrT4ZoK3OY43LSgLulnBPfl659e37x6NS5IZVEB1jUSEq2LoH3n6XNVdjv8U0fPQrRDgt7PXni3tqji7IV3cXkrJdNYU56bWwhnjreYFWqq32aCCpcJxACWP3EWjIwxR2ke7MQ4vsXpdLn26jY2wiEYXKiy23ExFRwFLXfV1kLXNDrkDpnHgRsZcfWwlIVPKNWBwHzVzp3AAYWKDv6M3+/t616//omp2VldAkmLGXKA9zrK8sWYD/pqcTqh9yP7KnJycji2EjmInw6EBHp3lOWvWXMf9Ev3GwEQ2LHnIBKgvTDGQMJdtbVTs7MmiRkEeTv2HAiHbwCBtWvu+/DSx9ggBRyujI/cv3btjj37QQzqywuAAw3Tl+RgUMyuXr64JIdjrx9z1dZ+Mj1tkqBevXzxgXXrduzZ/5fQ54wx595n1v71fR+MfBSPgymCCkBTIdFRiDEGpkJ0DSuLjWjptFs86yL4x+YbG7bbq86d7qRno1Gyq6mpra2tra2tqfWEaK7kKM1DqRbtlvBedlNe/ysFvrFhV20tBlicWoCXBcysVlZW0nu62Ngghx/8Yi/8MKKnxdu3eAm4Q+ZxAOAe7pBEd44EHDhBZVF3kXA4DM3o3dPI80v8PuClh3lFOOr3z7hcbeFwuM3looIKk8BwSAqHhro60FTutNigYt8RR2neqd4BylCKkHAEHGX5p3oHAoF57AXiYPhJAVPNmVlZZb89PNB7CrclcjhYyhMQOdhsNuSA28Y5XBkf4TjsL3mJ4wDfBJibFTkYFDPG2NXLFxvq6vJLHQdL87t7PwgE5g/srsbJZG8sh3Sb7W8feQQ4/NWqVbAtm8OFQCAAE7w8h+npof6eL6Snr//GN8p+e3igtxu3jQqqrp9RpPuooIKpkKZpNMoR/ZJgv651ESO/Xt3NzpycHC6wQA7F9uIOT0exvXh4zCdGqC1Op92+BeeNdf0L6Ye6bQDTjO+cOYNGTrqOURC3wYw3dX2SoiWJOaBtCEg+lU/ukHkcuG8jPeT3z9i32KUo+pLjgFO+9KjfP7PzOzuNh2UAmGlEDoOj48HgQtXOnRCc0b5gHpJO+eoqn0EOVycuc58OIiHoCyIhYKgr6gYJVL1YNx8IQI90HDytLvi5gFHsUH+Ps9ktbkvhIF6IWA77oSvpHBr1OLxSWDg4Og5ndre6Vt19N3AAwYj2y7jt5Mehrqr9ZDvlsLAQeKmwEINUz1sN6TYb5eDt73G1esRtIxxOuE8ghw8vfRwIzL/8s58NIoe2hvRVNk3TflJSF/xLKNqvOxQOc9sIo0lJoqMQYwxMhTo8HdQOKV6EqmtdxIigwpQsPEPFjqB3uOtd8l2Ce59ortTidL574azdXkWfoaKg4mfJycm5zQRV9KXiCuAkTkqSOOWbgAOL6ijM8eKlp4dM5cB9WKpzCeymk+CAqT00GQc4iElAcJQSkBIVcRww5Qe8te+66y5N03J/dWh2dkqXj0ECHAdHWT5K10DvKbgW2BdlKJEDJcAlJcE4wDhDVATCBgk4dNs4B0jAOXn2Am5DUhJ9TmwqB5jy5TgcOtZBB4FySLfZkANuG+QAU76app08+z5yOPhGO3wZYD6cMdbW0DA1O+uO9Pv9a5OTdNs4B0hEevvMe5BnBElJA70wDmyRw/S0u9WVnm67557Hr01O0W3unGrZDGNxUmZWOnxjw5h/kXin4rBSOBicbr1tOCSNeH2lnoM4gPH2m4Er4yNiX1cvX0wZgXjdrXQOSlAVFFYMrLAG1AocFBSsCSWoCgorBlYQMytwUFCwJpSgKiisGFhBzKzAQUHBmjCalHRbLji5zSDmGXF7xMwdTXaBdN1cJ2qHBJZGuNo4NRy4D05dgSQmJXEcxBQbTIaCoxkZ2eBQI9EpKTEHmhjFyBIaTB3K/dUhKctmEoM6BHHjANvSe+SSh7EvSLrhHItWr95MF4yaQYBFs5ZSxgESlOC0SMPvn9mWmcllLeG2lKQkCkhQ4jiw6OCEQmHMHgJbpQfWrVu9ejNdMCqFg3hasFLCnX7/TENDWygU5vbT8xhyStrrcoFp0bsXztJbFTVFEj2J0PPo9ssDsiZE0x9uD027NSk/S9d4iNohgVEOMDGpjmy8cRC3EdJ/L1JPImr7B3/CUbogTZZTUmIOdKnM8PB5zn4BjuLbzRNUNHAwydCAg+jzQPuFtFvqWER9nWQRAHMDesrlcDC+/hLRqHdad6uru887OztV9WLdn3vaMfWXGixI5ACn9fZ1P004oOtCKBT2vNUAVkrHXj8Ga2y8fd0FUsfhSF3VcPS0sEKGMTY5ORkOh2E1KqQB7yjeH/xLiO7nvg5GnZLgjkMXgLJY11zRk4h6HhkcBYXlQ1QputIXosPzw8OinZBJHEQ7JNTXeNZOcjlQ7yT6wWncJsvYIR4HriMqqHALM69GPT0zmjnABg2bZC1CXRIpcAgSwX062i844QEfOCrF/jAxgVvCQTwt/T64XHvBS/nDSx9TbhLFDDAY4XAD92CEyqJWShgR6oqZcYinRetB4AMRKtnPR+pGnZLczc7O0+eoRRETlpzCelA0xOEclBRSgAT2QHRPba0rnp2QdA66dkj0Z5bZHEBQ4cPqfnCTHmckuBbozmOGU5LYo+4NlBNULjyVyIEDNT6kLkV022xBBfd8dAWiRowm/bAQT8s5E90SDtz3AdvIdUoSOXDnxJ315QXdvRcCgXnwyvf7Z1yuVumKTvWS4urlixX7GkOhMNfg6uWLVXX8DwujTkkJIlT0JsUIlRH/2OQ+s0ISEE1/uD3UMEi0sjKJA2eHdEs4JO5Ulvchx0H0PxJ/aoDbhthSipiJZ6ZTvvOBAL3D4i1VLgcRKXApEqErUdCXu9mJfGZnpyS6Vi1JQI/D/tnZqee++5zch5dAQDwtnfKNdcu6wSQ5JS3JgRFBhTnhQGD+pcLCM+fPmTQOhd8rnJiKMWqAeWDUUdwAX19dATaalATTdOIzVPg2aJoGP7epJxH1PDI4CgrLAee3DM44VMzoNL5Ep6TEHGA/NbBNPQeuU5qqo2veJIFDWb44DiiocAOFBBzaUu4zVDxz7q8OiW5NjNzlaUUahKlZvpxDELctvTv8pFjlhnMjAj7U18m8Kd8lOdii4ioxOKsvL8DTRl2KwmJSEkz5SnRKisfhg4hL0Q0WJynJUVZgxjg49z5juztN07SflNRdiDolcZlKqKC6GUyAVC+buS09iVYQUuwQpDjI5SBdzKzAwQqwzvfhFg5sil2KbksOKRJUrPOsnpsqKCQNK4iZFTgoKFgTythBQWHFwApiZgUOCgrWhBJUBQUFBQUFCTCalJSgJV2NqnALIRoP0XptXAPqWGQqB64jmh/E0UsNB84piZmzbkfsJV5xN7OdkrRo1TAW65Qklk6jbOVyEB2jOIemHXsOjo8O0pprRjrV5UDHAZbNICvkY5JDEFe+DXbCshl0RDKbA5ZyO3SsA0eXcggvloK/AZZGJjklQc4R5hl5+3tW2Ww0IYgmKEkp38ZxwPJtoc+XcEoiHAyXb6NOSbjYFGtMgkES6KijNC+v1BGv1qZJN24FEaI5ABa1hgK0NFOMOhaZyoHriBoDcfRSw4E7igZGsnqPxwHMHOg2DIJ5TkmwSIZm8NJlMy2NNXgUlkxwb5fl1sR5D8GAU49DYAXGDkb6igc4/8JCAMcBvg9DUWec+9euhbRezr1ILgFwb8BUaj0O+8Nh3kFJFoeTy+aAy1ekGzucbPsdGCGJHGJciqIchiIcmiRy8LzV0N07EAgsHHv92Gdzc7AznlMSLJvxjQ1XvspzMOqURFeg4vq5iqLa659eL9r+KK5ApW5qdDsYXLh+/VMpI6IQD6LxEC5WaXE6r0xOcO5I1BHQPA66HXFuD3JXgibmgEdNdUqCRRF0cU7Vzp2cQxMVXU6AZT2/dJTl0x65hfxw9L3BQZGbRA5MzzGKc2gKBOZ1OciCoyx/zZr76JnR6o/yMUnMgMDaNfdx9rwp5gAmRJyP7lB/T2bmtlgON0wS1HgcvP09X83cBpEoXZNqhqAyxpx7n1n71/dxK2F0nZJkCioAnZK4tX0Qm7Y4nZd8l7IzMqhHEotdCGiSAbpCPOhaFqCgcp4GJhlDihKla41kkqDeFAfdltI5gKDSwRcJSHdKcpTlQwwKrussVlDt9i2negeAWE5ODlnUL9kcX/Q0EB2agIbIQQocZfmnegcCgXkcBwCKFl2laoZbUzwC8TigS5FEDvXlBcBhf8lLHIerly+CcKKgUg5y18J2934QCMwf2F3NTSZzHNCY/m8feUQuB+feZ7p7LwQCgbrd1VM6HGKckoDD+m98Q+Rg1CmJzhaioLqbnZWVlTk5ORihQthaW1HEeZGbd89SQIhDrTvla6pLkXhabg+1MTJpyjcxB/GoGV9OmNSlZ6Z7qIeReU5J0CNqFYud8oVpXrMFNZ5jlOjQBJGZGYIKZ6bjwPUlGhPKdWsSCaSeQ2OUwyuFhYOj43DmplcrqTsStUliJjglQeC7sBB4qbAQg1TYiTrKeRN6+3tcrR7p5viBwPzLP/vZIOGg65REOLhDBo0duKQkatiLguobG87KzGpqcsEMMPcMFRqrCDVl4B5dY/EfLinJVJcikQPXEZ29MDUpKR4H3aJmJiUlQS/IAffQQaDbcsWMJuOITkliUpIZU7407QgMelgchyZdDlIgjgPXF/JBtyZTk5LoM0sxKckkDjQpCQYhHA5z9dRQUN3mOCXRpKSoW9MN0aUIBNXzVkO6zWZqUtLAUk5JntaG9FW2e+55XEJSksKKhnUcYRQHxUFxEDkop6QVzUEJqoLCirPEfGsAACAASURBVIEVTBWswEFBwZpQgqqgsGJgBTGzAgcFBWtCCaqCwoqBFcTMChwUFKyJRIKawBQJze6NpI1A2oXoOQBnTpAXI3ownW5vW2YSzR3o3wSpN/Qiclk/4p9mJONwHLg98ZLXjHdNE4m5XCeaGceVMIO61tJzYSDthStGBitYpq9fp0d1WxoRM1yEw31SJnxY6s6TMqck0TGKjgNnJ5Q0uKWuUKQMPZg4pyrIlAE+NFFIFgdaJQ0/Gu0LOXBl1MzmQJOS4nGQdS0ge/aHGzakadrJs+9jLjFNCAJTBU3TTp49D9u6pdOS44AZvD/csMGWlvb2mffwrLoc3j7zXgIOiQQ1ninS2Qvvwo0JZK+oovb6p9driyquTE5ACUkURTCgAfskTiNhUcTw8HluvSN2CstyRCemjIxsj6fN2ew+3d5WXGyHXui2rnkT5QMJyXeOTxNX/p0J61Lon8PD5zevXi3dIUjkwO2hHNCsx3hFUvgywMcRV+PQRV/cUZMco2DJCnxq/Kfo7etev/6JqdlZ0fmEa5m0mKHxE+SL0nLiLNYxirbU/fgmOSVhiikehbWYcF10K7PeLOCjYU1TcRwoK+rQJLI1wuH+tWt37DkQDt8QCSyTg8HlIpDZC8ZDJ0kt8bn5eWgAy2agr8M15bicBpaySOEAmh3h0Pa7d859ODs7Vb37ALoUYV8FZY7DNRWUw1B0v3EOYMD0l9Dn4JQ0OztVvbvus7notairGiYchj4aW+Tw0RjsD4ZC9JyJBDWxKRLUwgVvsLMX3q0tqjh74V0a2aB0OZvd4v2UMeZudoqxLyeoohMTntnd7ASZL69phG2xLxqPinzuEJ8mcfA55wTuTzMi1CUFlePgKM2T9XMnnl9EMLhALaJENwkwUZJb11oUVPjd4KqtnfH7zRNURiLUNpcLPiCu9WRE1JmwVCM1Tkm0L84VSPQzShq6S13pODDGhvp7Ok+fQ4cmjAhhWYvEKDkeAatx+OY3N9CoVC6HUCjc1tAQ4RDdQHhjOWBE6I1wMEhhMUJta2gAPwfcSI7D0s9QQVZrGltqiyrwbksF1dvX7WpqagO0n2ZkJg0FjC6qi7Ds665pbKmy2zs8HfAuADflq+vEBBswzQshxYnWJrj7tLWfFt8i8rmjVsFCOJ6ZlXULBVXkwO2hHOz2LRCUwFfOYNeJBRVNFXTtmaQ7RsHkKnxqGplBp/So2NIgEgsqi35Y0UzADFOFeKeFnfjZy3572FGaB85Nop2QwU51tYRaHiYwWJDCIZ6YWYoDGD7EM3kwziGBoEKDubl5MHyINXloleLqsKSgQoO5ufmXn39+8NLH8UweEIkEVdcUSYxQfWPDxfbiDk9Hsb0YQgq8O3ARIT05GtPkPphND2GESpvBthihokswiCsIqviWeHzuKJ8mGqwnmPJdCAbNGxbxATZ11+IctVDwDHaKHyfelC80SOAeZZCACO5aQMyHBg7itIrcCFV3qhM+LHfj5vYb50DJcE5JoiMSOPLAtCdnJ2SkX87dkI4DZUX5zM5Oib5OxjnoTvn6/TM7H9s5OTMjcnjuu8/JclRADrpTvn7/DPZFHYvM4BBvyjc+h2m5HCJeDXpTvn7/zPOPPw8OEjDNC+2np6dwP4ebSEoSjWZgTuyS75J9ix3+i9ZxGHyIMSKcHPdssdupwxwnqLpOTBih4nwdFVTxLQn43AkRKnx8uIi6TkkpSEoSOdA9HIcUJCWJTklcqo5JBj0gnzCTTCc84TcfPUq38e3Sk5ISOwSl0imJ9kU/e2qSkmAcuLJxmIBD90vkwCUEwVSqoyzfFulrP8cB9xsPznQ54GPs+vKClHHgkpKiHG5QDh9fGrz/S1+C6Va6XwoHMSkpyoG5fvNs+iqbpmk/Kan7+NIgJiLVlxekp9s0TXvyxdqbeIZqcSw/s1cBYR1HGMUhCQ7Sl6ysUA7SYR0OyilpRXNQgqqgsGJghTWgVuCgoGBNrGBBVVC402AFMbMCBwUFa0IJqoLCioEVxMwKHBQUrIklBBUXseASlMROQ1xKkYKCgoKCwh2CJYwdqLcOFAznXJMgwzYrK1PTtDaPJzsjA5yMlKwqKEiHFaJDK3BQULAmlmU9CIjnfIT2Drg21HzaCgp3IqwgZlbgoKBgTSQpqNSNiK4BVYKqoGAerCBmVuCgoGBNLDHla7dXgeUCN+VL3YiUoCoopAZWEDMrcFBQsCaSTEqiXjZUUME7ST1DVVAwA1YQMytwUFCwJtSyGQWFFQMriJkVOCgoWBNKUBUUFBQUFCRACaqCwoqBFaJDK3BQULAmlKAqKKwYWEHMrMBBQcGauGlBhbQjKLkVDC4UbX+U5h9Rw3qaxKRWqaYeWLYsXq06rOBNU8y4Um6yOIgV5kUC4BPCorXH8U9ZHBLUEISSdrR8G6UnlwMUI8NeuD202BzHh0kq3wY90sJwtC9Had5dd92laVrurw7Rbbn1UBljXM1wrnQajgkUG5dVR4+WbxMLw+HIfDI97Rsbvn/tWjg6OzuFhd4klm+jXeBpYWcCDlDrTRaHK+Mj0MWhYx141quXL4ocDr7RbgaHUCgM3UEXWJHt6uWLD6xbl5Hx/WuTk76x4QfWrYtymPnhhg1333WX+7/+2/iPOizfBt1pmnbwaHvoc5HD1CKHI+0zM9PborXeOA7JCGpOTg4WHi/MzXU1NVHXpOJiO5acpIK61+XKzshYvXpzUUXtQjDo6ejAGqgK0gFSAepF625S4G8j+KETDC40uZpaGmu4KtxSOADElc1AAFZhefu6ofHExEQC2klzoB+TFhin3OgHB3rGy0rDbRrqh0PJbnqU7qEtkQ+tPp20mIkcwJUlXqlt2APvpdtGOHDw9nWvX/8EN7zQFxbmZNEvA9QKNdgpDALWNIW+FhYCRxuOYqH1wdFx39hwxb4jMP6BwPzRhqP4j4Jei6Q53L927Y49B8LhG0AAusDTpoADiCjUEz2px6Hp1cp4HE71DkA1cqwEnhxARCMc2n73zrkP+XGoqyIcXjvVOxAIzB97/RhyqN59ACuBJ83hgXXrduzZ/5fQ51BgPBBYOPb6MfxoR+qqhiMcGruaXdiAcKjjOCQjqHtdLvgRfbq9ranJBVKKrkmwqAZLeYsRat8771zyXZJewlqBA8Y6sPaJC/hAV1y1tRCBOUrzoAFUumbRkteyODChbjlHgMUqKJ0IkcgBPyYQqLLbsUY998FFesY5BIMLVTt3Qo8Qb4l7kC3yaXO5kIOUCFUU1DaXC4QNNrgq3LhtnAMiGFw42nDUVVtLBRX78rS6aFQ61N8jSm9y4D6Ooyx/zZr7MPalYhYOh+Hoh5c+5sZHIgdHWf7aNfd9eOljPCpyWGsyh/ryAugCh4UKaigUxgbYdas8DhCSihyooCKHD0Y+anO5pmEcGhqmZXCACJUx5tz7zNq/vu+DkY8oBxTUUCjs+s2z0KDV5ZqangYOsIFIRlCdze4Wp/PK5ERHhwdvfPDPFaZ84Wf+udOduoL60cD5Dk/HLS/ne9uDEzDuT1AvuGs7SvMgdKstqqisrDRJUMXwFAmI9FislbQUDvRjgmRW2e3wdXU6WzhB5ehJ4QDyiT2yqKDSPSkQVJhEzczKiieo9Epx4alBDggcXnpfhr7wzNz0LAiMkU6ZIGYQ9+DM81B/D4xM2W8PO0rz8GhlZaUZYiYSAA42my1lHOrLC6CL/SUvxeEQIXlgdzVykCuo9eUF3b0fQBefRPXJ29+zymb720ceKfvt4YOl+dBg/+7qysrKT6JiJlFQnXuf6e69EAgE6nZXTxEOX0hPX/+Nb0Q5XAgEFupiOcgRVG9ft6up6fzAR96+bi5C7e7zJo5Q/f6Z2iJ+4ktBOvDWDBObnGJRyw5oAAJTXGyXNeXLYmWSEydKwO+fsW+x41FdwsY50I8JXz/aETflS+lJ5ADRIf1o3B46ryBrio9yQE2Cf5K6U770li3l9i0CYlB4YoqUsC+I0uCG21hTjttyBRV6gd809AHtUH8PmMHh0eJi+6neAVnXAjnEI5CAw/Xr03I5NEY5vFJYODg6TkeY4/BKYSFwkDLly4igQjC6sBB4qbCQBqmMMW9/j6vV839qygdHxwOB+ZcIB+NTvowIKgSjgcD8yz/72aAOB/fhmoqhj8YCgfmXn3++uNju+fMH0qZ8IXUF7oCgrFzlGdgWBRXC2SuTE/gQS8E8cMk4eFFowAEil4KkJPrkknLAEJmqF5ejJIsD/ZjAgXakmwQkN0Jl0cd4MJmJHHAPbWleUhKIGTweBg60L5iMhVs23ZbCgQMoKHCgfdEx4cbHIOIlJQEHd7MTRuaWJCXBc+IlOZiXlISPrt2trlV3331LkpIGek9193nD4RuetxrSbbZbkpQ00AvjwDxtDemrbH/zN2YmJRlHMLjQ0eFJfb8KjDHf2PAtn2xXHJLmIH3JygrlIB3W4XAL1yNdvXzx1hK4DTjcAkGFR1mp71dBYaXDCmtArcBBQcGaUMYOCgorBlYQMytwUFCwJpSgKiisGFhBzKzAQUHBmkgmKUmLIkECJM3mUAZJtwRcMg63rJOzDVrSVkk6B9oRl5RkklOS6NZEOxI9jMxzSqIpNpxvEfgHTV+/7ijLR7ZSXIpoli/nUkSTkjhnIpPWoYr+R3QPvRair5MR0I8Di2TEa4FZQmL2kNykJFidsnr1ZroOlctUEjnITUqiHPC0mCUE9knRxjdwv9ykpMH+nlV6HDARKRQK0wwm2C83KQlWyKxevZmuQ+Xsk8QMJjlOSXirdZTm0RRfentqcTo9nrZHtxdNTF7JzsiAOylNqqSeSkZHRUEAdQiCxSHcsk5qGzQ8fH5JWyXpHMSO8IeXSU5JXC9cR9Q1CRma5JQEnlC4eIPaLHD+QeIyUOMcmOBSRJfNjIyOsuiYcO+SCPESU0ckWKoB+zmjAyOdck5JogcT9U4aGvpvbAwcjHRNOaBTkq4JFLVPGhx8D+yEwmEmkQN1StLl4NbjgOtbpHwZqFMScBiMcLgBDTxvNYB90rHXj3EchuRxQKekTz75JBwOeyMcIg08bYv2SYOD7z2wbt2O4v3Bv4SO1FUNfTSmy8GQoPrGhjVNw9sBrvO7fv3Txpry3NxC+HWPtzB6V6WeSkmPiEICcOsvxaGmtkGJbZXM4MB1JPpOmOGUJK5txaVc6JqEHkbSnZJop/iPiApqIDBPO+VWjjJJEaroUsQZO1C5NSlCZXrWg+CIdHniKnWPkiioTPg40OMnZG0+9U6CxoHAPPKhoaQUDiIBFmufdKs4UOsi5PBKYeE3v7mBCyUNcgCXosH+nq9mbrs2OSlygJARGs/Nzb8U5UBDSSMc0CnJ29+zIXPbtckp2gDdkYBDQ0Pb3Nz8y88/H4+DBEHFiSluEg9viBgMwQSa6Kmk1qSaAbyJw8wBOOPgUc42KLGtkkkcWKyQc6GYdKck3V6go6KKWuqaxAQjJ4kcRHFF3yKuU7kuRdQpiXMpEm3tMGI2T1CZnv+Rb2z4xaq6KrsdzRxwfMp+e1i6oHIcOOsiKmYmmUswYRBuCYcr4yMV+458/nkkOuTsk6igEg4GKcQIKmPs6uWL4DKIHLp7L4A70ifT01RQP7z0sd8/43K1YmMjHFBQoxwa8U/Xb56l9klUUAcvfcy9F2B0ypeGMtR3psXptNu3wPO5eBEqeiolOxoKiSDeuLHKChNsgxLbKpnBgeuISpd5HDiBpB1xnZrklOT3z+z8zk5xGhmtxECuYJaVmg4CJBo7aKSGDJ3yra0oojdukwSVeiFR36J47kjg2mOGU1IC7yTO0ki6mOmeNsUcGvVOC16+aJ+Ez1Bhyle6oNLToj7BTnBHiipoG075ShdUcEriNJKzT6KNhz4akyaoulEpzN9ihNridL574azdXrUQDOL0HfcMFT2VDA6Kgi44bYBLgL+HEiclSZ/yFTnQjqiPknkcRLcm2pGuI4/0CJWmGnHuPKiy1J2fm7yRlZTEYl2KaFKS6NxkhqAmdoyi2+L4GIHolCRyiJcQJH26lTstPMhMnJQknQM8T4XTolNS4qQk6VO+9LRRDjcSJyVJn/Klp41yWCIpSc6UryzQyqkKKYN1HGEUhxXqUmQFDtJhHQ7KKWlFc1CCanVoCgoKCgqWRyAQUMYOCgoKCgoKEqAE9baCdWauFAfFwQoELMXh1s5kXhkfueUcVvqM7pKICCpNNVKJQisUnO8P5hyJDkGMMb9/JvfBbLjQNJvMYEIQ5eD3z2RnZOCpxKWldA+XH5R6DlwyjkFXB13fH8ebXaIfE7SEvsTEHM1A+TbKAdKO6Keja0AdZfmY9zs+OiiLg64dEvTLpf9QDjv2HHSU5uH2QO8p2E7OpYjaIfn9M9syMykfbgkmNMa+8Ch8ECMc0I0IOWAiErcGFBprUTciyoHul8WBdsE1puXboDEt5ZaEHokc1sSe9uTZ99HYgSb+0PJtA72n/mrVKi1ZpyTqiOT3z/xww4Y1sV1w5ke4OHWov+cL6enQwNvX/YX0dCjrxp1/UVAf3V4EKYWO0jx7cTHNwCza/igugMnMyqI3O29fN+5panLBLRvWOHK3Rbmedgoi4MIV5uZCvU8qn3AR6ci7m514aRylebBmI6/Ugdt0jU1yHOBU8F9vX7e9uDj7wVwUM24PbUz/mzIO9IPj/qQF1VGWz10LlA0cavBYKPnxtyHXF3ly20lbD1IOuuNAPx0wOdU7IF6CpDlQArD+9bmSEujX29edX8YbMCEHHJlTvQPciC1z/JccBBAS5IONsa+B3lN4VBYHx5td3IWALjhnCZHDJ9PTdH8Sy0XqywsIh6eczW/Df0UOweDC7icfO9U7EPkelhXU//FPjl8/Xf/HP8FVS3qxSgyHsgLnm530v+5mZwE5eX15ZKez2T3QewoPwf63m18rSIpJfXnBruIX43HoanYVlDmCfwlBY29/z3MlJVsfyr02OQn9djW7fvTLvb/cvuXU2fPuVperuSukm+VLI9SMjGy7fQv8I0c7uke3F13/9HrR9kdBEXUPVVZWUkGF/2JL2ACXKQUzAEtTQDVxGSX8yemr3z9TmJublZlFQ0BHaV5NYwvoLl61pDmIEu4bG6ZiJu6hJDnCZnO4MjnBfXDYn7SgAgcI7PBaYJwHN0dsCRL1g1/spRyoACcnqLDeFGqGgzjRT731azGfjqo+3TbCAQmI/eJaWHp0qL8HVRa3gfyj24u4OufLhDgInKsDHQeuLzwqhcPJsxcCgfk9Tz5GOUAXVFCDwYU9Tz726Paiz+bmaAPYv2X7L2H/zeJkq+vuOByujI/kPJRPOUCBcU3TwO0PrkUoFHa3utINRMnwduBQEsuBRZUSNDIYXCh58rFTf37/ZMtrBWWOzjed0X7Pw3u3bP/lZ3NJXYu3GtJttrfPvBcIBPbkfu/U2fP0czj3PuN8szP0+eKuq5cv5jyUf21yMhhc2JP7vS3bf+n/dM7zVkN6uk3TtCdfrA2GQvT8MREq+O7CP2y4BUDYCtODTU2u1as3Z2Vl0kN443OU5lFB7Tx9jjsJt/BRwQxw1rUoD1wNWnezs83jwSlfRhz4DAoqcqDfIlz5mlhQKWFu22wO0gWVCfa5KJOi5R5jzNvXLQqq2PJml6wABzoOIGCioDrK8uk3xNPqksKBGwSuX+wFOeBNFrdhI+nokBsEbuaW48P1hUelcLh/7dqcF36NHECTREGN7WtRUOn+5GJEWHKa88Kvf7l9i41wEAUVgDrKGHO3ugr0tm8WsOQ0lsP74fANznqQE1Toy/NWQ0GZ42BpfnfvBY8xDg+sW5fzr4scYJpX13oQBRWcm+Czg4h6+3twG8FP+Xr7ukE1ubsqPIeDKUEuQqWCitGqGKHS6aMkRkFhSeBUJ525zSt10MelLDr9y/3WwWhV1pSv+FVJLKi6087JfVWS48B9cIOCirN83MfxjQ1/c8M3qXcExH/cFCvYpHAtWbJTvtw4UKmAln7/TO7XtkJfdGpxfHTQCAdKgBMwcRKVcojHx8h0KwwCp4uioNK+ErBNmsOh0qd09ZI2Jn3FCKqUKd+8UsfB0og2P1XqCIV0BLW+vMDZ3OUozXc2d8GUL8zHHizNdwhzs0lz6O4dgFONjw5/6+++xZlF0ClfOid8sDRfypRvfulB0OaTra6CMsfHlwa3/P0W0aiBCirOCQMHYBV3yhfurXC3hceiNH0DhBYTRvAQFVSsPAN6zLVUz1DNRrzcIqoiKBhUZWnWksGEIJGDGB1yoiU9KSk5DlxSkkFB9QkFyODMdKhROLE8WbyWRiIzykGMUJED6koMB5KslAQHMacJO+K8kEQOuC0WWZMyCJygelpd8FCT9oVHcX9yLkUk6eaCL7YKGxVU5EBrumEDbv/NAsJTXQ4oqEAAHILuX7s2XlJS0k5JtPobTURylD1ti+Sg7e980+lsdn/++Q0xKQltjP5q1aqknZJo5TWaiOQoK7DdnaZp2k9K6jrfdLqau2DiFwV1iGQzwRszMuInJSncHlhyhUAKatMqDiuIg6zycEkTsBQH85ZzLGfZjNkcllw24zaZAFvGkpWTbb9759yHmOt7SzhA1bbkhkEJqoLCioF0278VykFBwZpQgqqgsGJgBTGzAgcFBWtCCaqCwoqBFcTMChwUFKyJRIKK6aDwhINberF8YBVrJq8elsKKA6x15jLdcI+sL1tiAjk5OZpQ4hQyJ2GtIWbQIAGD31gsAYs5olDBjUs18vtnKotenbk+E8MhupQFC6NaQcyS44ALT6lbU1pa2o49B/FU0GbHnoOBwDyOA66cCYfDWP88ia6hI9hGeyYmLN2BBt/651/CtYA1rJTDzfaeGGAetGPPfnpi3AlrRmENazgchrrf5nGgSbOwFHXHnv1zc/MlTz5mM5nDYH/PKoEDrBmN5XA+HI7UHpf+jwBMlH5SUofGDowxT1tD+irbT0rq5ubm9+R+z5aWBmtsoPa4yCGRoPrGhtvaT0NxOFpXnEW19tHtRa7a2iuTE67a2tzsB3HtKeSqQZ1F+xa7y7UX7iB+/0yxvTg3+0G1cuaWAzz5uGXBujvN645qVYIvmxT4xobtxcUVRbULwSDUEkdWOTk5kA+sS8AIGd/YcHlNI9j+QS/B4EJHh4cJOu0oy4cU68QczBNULImKYiPuASTBwTc2XLHvCK3uCcXM5wMBqJsN3cGeNpfr3QtnuXFAt4ebzZrhTlux70ggMF/3YtXU7Cy43+Xk5KBCIL0zncc7PB26HCRCHARuZ+o54DhUvVg3Nz/f5nKdO38mBRyqdx/4bG4Oioojh+rdBz6bm29raNDjIJcCdFf32VwAiooTDnWfzQWWzyGRoMLtJiMj+90LZ8trGukhSFD0jQ3b7VUTk1dgAQakv0Nh5OHh823tpz8aOF9b63r3wtmMjGxc73h+eFisnKyQYuC9HgpfAz69fh2WTkm/QNgdSBojEgu/rhJ82aSgxen0eNpAllBQAfAn6IdIAEQu6U5RNbFTWLxBHYLAC7Ct/TRyOHf+THlNI/XTSZrDMgEXaHZ2Cutv45fhaMPR5ByCEBhZ4gb+RKBawhiD7q5OXE4wDknc0OG05053gh7QSJcjACuFHG92zc5ObcvMBA7wa8DAAOgDfx9QDnTnmfPncBzM5tD0aiWKGQCvBYzDn987XbHvSNK+gwkwGOFwgwoqcjj2+rGrE5d/8NWvrs/4vnkcvBEOjAoqx+GHGzasz/j+n99NxGHpZ6hwE2xprKFzZXCngNsx/muHnSioTa0nmlxNno6OlsYadIGAsBXvqgq3CnAt4DZKd+LaRzO6E6WaPg5gcb5sxgFfVCjBy/W4JIGkxYz+WIFeqJFCZdGr6G9nt1fBvZ4ebWmsSUtLQ4cBswWVfh/QgNDIIlQEhn1UDs90HodrAcEitkQ/BxaNk2AcYMI2OUHF08L0++zsFMRkjDGOwFB/j7PZjSGsLoekx0GE7iCIO2M57JcrJ2c6jw+OjgeDCwd2V9PpdL9/Jv+hHFxvihzuNoHD6c7jg6PjCwuBA7urqb+EyKF694GWxpr0VfzksHGc6fr3wdHxQGC+bnf1VCyHZ/5xWyyHupbGmvR0Gzc5DFhaUFucziuTE02uponJK3iDgJ/b8AXFH5uwE2ORwtzctvbTp9vb8MEY3NFScHdQWBJwLfAJHwB+EnE7pQDOSfUbCHC/rnS/bMYBXzn8yJytMe1IJJD0lC/9nmMv+E8AdQu9fLG4DccB/P/MnvKF+zhcJjg/hHF0DyAJ+0NQQeiC6w7Ne/3+mZ3f2Unv6W0u1+WJqxAkgSQnN+WLp4XH5PQZKoo9NIaVoDgLqsth+V0vidhBiLvTbA7wU4O63vv9M8999zmqba08B5nrRE9HOTydkENbQwPlYIagevu6qTm+3z/z/OPPoyEicPAtcmgROSwhqJCawSWMMBLKdPd56VwWWiPB01O4O+OPfbxfK7OkWw64FjB1D3d5FrVxz8zKQvmR1R0to4aiwtkhxfuyGQfc0+n3Ez8dlT0kgBkxXPyaRKfcNnUIQg40cIdEJI4DBivmCSrIJ/0+gNJnZmW1/EcP/TIkJ6iBwDydOqb+UPhDB84MagdJQPHGYfnAimyON7ugi2/98y8pDSr28FSVS4aCDCnMTrqp3pccGTQkYlEp5XYihz0kM0giB3BQgu5AXOGHC5SKO3SsA5KAIuNgDoeoMdP3r01OIgdvf88qm03TtINvtIdCYUhEQg7J1W5LzAHNj04TDlCy7eDR9tDnYUhECgQWaHYSh2SWzeC/f+5ZlIKCNcGFocuHkR9/SXeagMNKzPLlosCkkUR4qqCQYiS5DhVCGZWsq7BS4OnouNnH9twD5tR0qssBVWQlCipj7J0//clgWhPmCRs5iYKC2VDGDgoKKwYrVFAVFO4QKEFVUFBQUFCQACWoCgoKCgoKLU+ueQAAIABJREFUEqAEVUFhxcAK061W4KCgYE0oQVVQWDGwgphZgYOCgjWhBFVBYcXACmJmBQ4KCtaEElQFhRUDK4iZFTgoKFgTSlAVFFYMrCBmVuCgoGBNKEFVUFBQUFCQACWoCgoKCgoKEqAEVUFhxcAK061W4KCgYE0oQVVQWDGwgphZgYOCgjWxKKjgd4+W99yf4h4oyAV1HJOrb6VgEqAoFZYec5TmcZeSFjJj5FJCVRN8o5EKbhwHrkcALY4GDYADreyWNAdasg1Oy31MgFgGXKw9bpADIwXGoYIYlG/DNvetWQMlw1i05PX09evIDaQLOCQhZpQDlD/DHmlZ0CfWr0cOtCQ4csNBSJoDLTtDy9hBGzoylI+jLB963LHnoPEvJC0eTs9MWUEtMyijtnr15g8vfUzHhFZ1NcjBUZZvixDYj8NJy7eZweHK+MjxzjPIAbrASm0ALGMHldqi/d4gHG78Z7TGWRIcrl6+CBygojhygEpt2Az6CoXCfv/MDzdsuPuuu06ePe8oK8BB6/6PVsMcFqCiuG9s+IF167BSG7Z5YN261as3fzDykd8/s23DBqjaBo25Wm/wloig0sIa7mZnTk4O3nyhSCQtywxFE+G/LFo7OomPpGAGsLiet6+bChheLxZbCh4PYa1vfCOt02mQA9cjgDKkpQCxfH1eqSM5DpQAfmruY7KoiuMXG/hgxU380yAHeqqJiQkWW5HtyL4KenP09nWvX/8Eyl5eaaT+NpztZsUsGFzAKqR4ZhgHeogW1h4ePo/9Up7YPjkO9LTwqbGuNeyBkYEabXilsNA3MKScbwr4RhgEWrYazkxZQWWbxppyZDg+Onj/2rWgu8Y5DPX3UA6UwDI47A+FZHKA3rlqte5WV3efd3Z2qurFusHB97BfKFwqkUNm5rZrk5PuVtc75z7kOICYQV+etxreOffh7OxU9e4Dn80FGGOetxqgROux1499NjeXBAd442B/z4bMbdcmp9ytru7egUBggZ7wSF3VcLTqeOebzu7egdnZqerddbUVRR9e+tg3Nlz5atPc3Pyx19+Yi74lIqj0bsti725wExR/G4oFohWsAAwNm1xNrtpajEFpbU5O3qDYOGxcmZygb0wuJhA5iIJKjwaDC1V2e1ZWJv064d08CQ4YlsG0CpyWfkz8nYEjw40Y96cRDtypUNjgUNXOnfDBB0fHda8a3mpPt7clV9ybRe9irtpaDM5odAjVxXEDIyFPq4vG0xAYJceBBDqLb+TKzcJdfmp2Nh4f5LDMrjkOcMvGQWBCrVYqZrATi7CaxEEcE1M5YHhKOdSXF6xdc9+Hlz5GGnHGPyZCZYwlF6RieAocJmdmdDkwEqG2NTRE+DQ0TEf4tEIse9oQh4Vjrx9z1dbCjxvn3mfW/vV9H4x8xJ3N29/T3edtc7mmpqeBQ0nJcyiooVD4TNe/I4ebE9RgcKFo+6OapmFICrKqIlTrAG5S8F9UDu76evu6NU3LzMoSBdXjaaNvTK7CtsiB6xHbwFEQ1OExH8ob/QWQBAfuLXC2xILKjZjun8lx4E7FSJVTEFT84FxLTlBlcXCU5UO0h5OfCQSMkZu+kS8DE8RDt/A4CEmL00n50BguuTLj8C4cBBRULjoc6u9JS0vLzMoq++1hTsDotkQOHAFoZrPZUsABxtZRlg+h3v6Sl3BYlimosjjUlxd0936AM8DYMp6gultdp3oHoFtvhMNNUYi8a5HD9HR9eUF374VAIAAzwJRDQ0OUQ1RQPZ62L3whff03vlH228OhUJhyWJzytdurYHpqySlf+KkF+5mMOswKEgHfEu6BN72b05bwS4jOhbY01tA3GrmHio/h6dMB7ij8hgMJ8ftn7FvsSNiIkNDTilO+jAhq4hwCIxzoqSgfaAZTvsgQ4j+YGpUoqBBrUg6g5RB60inf+UAAb9zITbqg+v0zO7+zE+/gLBqZQRtuyhfv78zYTRyHFx+a0jPTxs5m9+zsFGUoS8wIhwPhsD6BGA6P7YQYTi6Hu6OPIQ/XlMPUyCuFhRhm0Snfz+bmzBBUd7Mz3WaLcqgYHB1fWAi8VFhIg1QUVG7KF2QV2hgRVHerK33VIofh0fFAYP7ln/1sMMrB7595/vHnr01OMsY8rQ045QvTzt7+HlerOxTWE1R2M0lJ8NxLJSVZEzjLx6I6yj3MQ6mLl5TEiAAbmfKlp6I90vsydkSfIHBZVEamW+lp6cekd3k6Gc798jAyDnQQ8FQ0GQc4iOk58SJUI1O+gDaXCzlAUhJwSJyUZMaUL00IGug9xY0D5cM9qzMy3cqJKD0zVTtICOJSlmRN+VIO3EfT5UCzlmRN+VIONCkJvgzwYZdMSmLGpnzhTRB60qQk+DLQvrikJO65qZEpX5g0htCTJiUN9MI4MNdvngXF/UlJ3fT0FCYluVtd6em2e+55/NrkFGNMZ8pX4bZB4gwa39jw+YGPpJzKyhyWfNcK5WAkKckgB4NJSXI5LLPrlchhOQNrEoerly8uk4B1OBhMSpLEQUhKUridwMUlScP4KoVbyEEWAUtxMLJsxiAwJEqag/Glq8aXrCgONEg1AuPLZoyvZE4uPKUc6Cqd5EDDU6YEVUFhBcEKpgpW4KCgYE3cekHVzZdRMI6bmlG8Dfq1GgcKWXySeH4pfRyMCOotuS5W+DIsfzrXPFwZH7nlHG5qNnUlcoiblJQE8AwJFqeiY47LtdfZ7PaNDWc/mKsEVTpgmQpcCNjmcsfQQgjSbtFjATJ3kl5eTPulp+W2WTQTCltyiUhcYykcxJXTdGQwVcfZ7Ba9pYyAegDBNrWPoG5EkIyDSUB0xarBfunZxDQoTMDJ/dUhyOaFltx+ieMgcmCM+f0zuV/bOjg6ziUE4frUJDqFlTDYETVVEDlAY7gWeKXEBKUkONhsNjQ8Qg6cERJtDAlB3r5um80mJiglMVFJOeCQchzo8iHsFzOGTp69oNvYCAcwdtA9rbe/Z5XNlpHxfWgQyRh6ox2WqWzI3AbJtzcLb3/PF9LTwfwoHMZTTUEXuJ82/pu/+f61yamh/p4vpKdrmvb2mffCYRZ94zR3/oigevu6H91etBAMwkpTmgh6ZXIC1p4+ur1oePg85w9HU0PdzU7MEM4rdYhneDA7Nzf7QThVS2NNTWMLnjmJzBeFBHCU5tmLiwtzc2GQ4YLS5cJ0HZS3r9teXAy/bByleaAoya0txn6dzW56WrqNLbmO8LsnNpbCAfrCcaBfdWhJ5TMYXCj58beTWCWiw6csP8G1cJTlA6u8UgcdE2SetKBiv9zZoEfoBe8d8HlBSGi/uF/iOGDvHAdPq2vNmvtA3iif50pKkh4HbhDoqcRxwGvxg1/sLdr+6KneAbhSsGIY+CQhJMgB0qqBA2ikOAjI4Ye/rBQ57HnyseQ41JcXxOfwtqP0KWdzF5w1GFzY/eRj2K+jrKD+j39yNzsLyhwHS/Mdb3Y6fv10/R//lMTvK8rhw3PvIIf68gLnm52OsgLnm53wWyEYXCh58rFTf37/ZMtrzmb3QO+pgjIHHPL298AbJ6ambpoBY/XlBbuKXwQOA73dz5WUbH0o99rkZAyHzyMc9uR+79TZ8+5Wl6u5Cw51NbsKyhwXersL9+yBN3LnjwiqeAN1NztB51Am4Wd7XqkDTMJgP2zjWzhBFc+Adze4WipCNQnwa0ZcB8k1wDZwIeCnjxEVof3iaXFhDG6jmNH3cmudk/5i6HLAj4bfRhY7MrgN4sHpqxHAmeG03EpTbOMoy0e5xZ2+seGtX4sRkpuaboW1p6iF9Gzw6TjTItyTuGXSU74cH+o7yBjz+2cKn3oqKzMLQ0k8Ko5DEp3qnor2wqIq/uj2ovlAAFfuYpRMWybBAZagIAeIkqOnXWwMqvno9qLP5uYIh/3hcKRxcnk0J1tddxMOV8ZHch7Kpxzoad2trlV3302j4fryAhBRIxzcra50mw05XL18ETkM9vc8HXtaz1sNuFC1883IotWTZ8+Hw5E3JieocFqIMpED6KK3v6egzBH8S2ixcVsDLpuZm5vfk/u9Ldt/6f90Dt647R+fWUJQqRESVUFc/p+ZlYXzhNycIROmfOOdQQlqaiAa1YoKgdeIqg4VWoP9JhZUriO0CmHGBFWXg66gAjifavzSSglPkQ91suVUCqZYL09cLfnxt6moGxRUrl/ubJ5WF+UA9kn4LmxJ9yfHIcE4UA6eVlebxwNTvtBvPBVMrlPQRfFUlAN0Ct8B9E8AHaV8kuNw/9q1O/YcCIdvUEElBCItYzkwwoHVlxcY4XBlfASdeKmgMsZOtrqe/jUvk6idMDeLjd2troJkNZW6AVNBZYydbPudeFovEVrPWw3QwIigMuIS/JfQ51RQsQuqqSwqtAdL87t7L8BnD4ZCSwgqfWQFUseFmywaoXLTU9zvfS4GEs+gItTUAKc9uYlE2oBePrwQICSi6iTRL4svqCyqWNiR3z+T+2A2Nbw0PuUrfjQ65ctip53pgMDDPFkm1Tjjp3stfGPD39zwTVQRHBPdu/9NiRntl56NTjKjIwwqGSMCxu1PgkPicUAOEBrCj4lHtxddnbisy+dme0wwCCx2sp2b8uWu1OzslDgOyXJYFNRYAouNcefB0nzKIf+hnKQ54HRrXqmDCipM+bqbnfmli2JWX17gbO5ylOY7m7vGRwe/9XffgqebEKfC9G8SgspxQEGF6VbutHQOFv6LDYwIKk755pcepIIK3cGMLgqq6zfPchwiDZYUVCYYIeGdDoOJ5T9D5f7kzkAFFTJT1DNU6fAJ1dDwssKtnMvQQdURL2vS/bI4goq/peK1FP+UwoF+ZMqBJiVhyoyRh5ciH0w78kULhEHVFy4Byhdbys2goMY7G/2kOA60I9pSVLKkBVUcB8oBHHlAt+LxudkeuU45QaUc4FkdlzZFy6gZDJExrwc5iElJnlYXcMDMHZEDtbq9KUB4ihxQUCkHIABzqtivo/xpTIaCijdJJyXBaZEDCqrI4fPPb0AcSZOSMGPIiKDCaTG3CAWVdgEPTUOfhwmHSFIS5bCEoCrcZtBdLcC55Kes3zuQw5J8kuAgfdkMuPiaymFJPklwMN6pLgfzlnMsZ9mM2RyWXDbjNpkAW8aSlZNtv3vn3IdgPXirOHjaGrqj5vs3CyWoCgoKCgoKEqAEVUFBQUFBQQKUoCoorBhYwfbPChwUFKyJRIKKyUTwhMP4QgJat1whBcC8MF2zJNyJq2VkXWhdDpD1Ji53zit1SP+m6XLA8m3ULAlZYaIppPCYxGF2dgoKk1GDHjTlwZUzEQ5Sl6zAokbIaIVt6n+EewKBebM5wAoWug1Hwahox56DlIPxJSvxCIh/Ige8FriG1QQOB8Jh3N5PT4xGRWNXfcABsngMLpuhgGWpsHyFbuty2PPkYzYTOMCy1AiHtt/hNjZAs6SPr1wuiXA4D8uHunsvSPlF53mrIX2VDZbQwPZPSuroshk0Sxr1je/+yXehfBtUdtPlkEhQoTYCFMnjagv7xoYrKyuzMrOKi+14e8IbFtyeXLW16Ivkqq29MjlRW1RxyXcJ20gYD4U4gGuRk5MD1S7FMac7E1xoWRx8Y8PlNY3B4EJtUQUtwopHzSDA9YJ7sAAqZfXuhbPmcXhi/fp4HFhsUdjEHJIWM1qs+5LvEle4mx5dchzM5nBkX0WHp4PjIOUOzlUs1y1gjtvitZDOYWR8RCRgNQ5QlcUMDtW7D3w2N9f6u98BB9iO4dDQEJ+DcQrAoQ4qlo+Mj2D18imSSo1/LpNDIkGFm1FGRva7F86W1zTSQ2BVeO50J+R5w7+6T69fB/PCJlfTxOSV3Aezi4vtcLu026smJq84nS1wC+NuKAomAaYEcMwrimpxeRLdOTF5Jd6FlsUBvyRcLQQ4muCbJpEDbFMClNUl36Un1q9PPQcspo3xa0ZG9rnzZ8prGsU7l8HpVlqKUixLCXsmJq/cEg54sz6yr+LshXcTczAC7oPTP7Gw9o49B2dnp7ZlZgKHin1HzOPA8SEc9luBw/R0hMOf3ztdse+I8Xpny+cARcWBww83bFif8X2TOGBtVK5Oqt8/84MNG2xpaVhgfH3G9//8biIOSz9DhXtuS2MN9a6D6ozwX8z+hylEXFHX1n4abhwgn/TXFtzN5YyHQhxgOAhjztW7FnfqXmiJHGDZMRV1GrCaRIDrxRdbHFRkZSoHGnaIDeperJq+fh04VBa92tJYgzO02MyImFGXBtGxgdsDQQxw4JzxTeIANT5hHGjMChySc6VPTED8E5ACDmjRQLeXxyEZZ/x4HGA5Kd3mOBzYXc1xECeHzeawf3c1rL6FoLalsQYmaWVxeOYftyEH3OY41O2unlrkUNfSWJOezk8OA5YW1Ban88rkBASdGFaCUsJ/8ac3/Ak3KbhfY3SCe0CDYY/x4VBIAJwGgNHmfsSIO3UvtCwO1NVSPGoeAa4XrlS4yCr1HOBPEFH4ec5xkHUT3/mdnXhzxG3xKKDN5UoxBxBUavDb5nJdnrh6tOHo1YnLLlebcQ5cp/E44Iyo2Rz8/pmdj+2cnJmhDVLD4bnvPocqhduUw+DoOHCAcK2V52B0neiSHE5HOVTvPvDZ3DxjrK2hgXIwLqh+/0zh9wrBIIJuI6B4OM4MAwffIocWkcMSggqpGVzOCIQ11z+9Dv/Fn/+Q35GZldXWfhqlFP1a4cYBopviZfV3JjASooXS8G4uVk8TL7REDvBNAEss5EBjNZMI0F5oOI4/7DRS7Ag50Kwcszn4YouIQRKQdA6Q96RpGhQbwW0cB9wDCTip50A9pFjU0pZyMC4kWJ0NPib9M961ONU7ABlS1GHfIAeozgaDgNvhcBiklLNPQg40M0gehz8hh0PHOk63tw2OjoMNEHVEgkSkQGC+xAQOB99oH+g9tSq6TTlQdyRIREIO7v/6b+O/8bzRimwH32gf6O2ObB+NywESkQKBhT2538PsJA4mLpvBe4dK7lVQkAIrLFmxAgcFBWvC3HWoELNKfBaloHAnwwpiZgUOCgrWhDJ2UFBYMbCCmFmBg4KCNaEEVUFhxcAKYmYFDgoK1oQSVAWFFQMriJkVOCgoWBNKUBUUFBQUFCRACaqCgoKCgoIEKEFVUFgxsMJ0qxU4KChYE0pQFRRWDKwgZlbgoKBgTShBVVBYMbCCmFmBg4KCNaEEVUFhxcAKYmYFDgoK1oQSVAWFFQMriJkVOCgoWBNKUBUUFBQUFCQgIqhQe0TTtIyMbFo6hjrxOkrzaBkQ39hwVmaWcr23OHxjw5WVlZtXr+ZKuPjGhjevXo2XG4uGwn6oaMYVGjPCQYsCv07YUXefF6q+YOkbkzhAaMWZS2NhNSz0DcVVaOERKRyg4AyclivhgsVQ6VGupRkcoMgJi/2w9CjUhJE4CBwHrOvCYsefcqBVaP6z4y3pHOg4QP0ZHIf7167NyMj+ZHoatoGbxHF46aWXOAIsWoYFKr3ocjh59oIsDlfGR5DDoWMddNKBK4aKJdtw+z87j0NJFoMcrl6+iBwOvtFOC6JhMVTf2DBWfakvL7ClpUHx8+7/aJXF4eWXX45wONoe+jyGAxZDxW3go2na22few9I00D4iqLRIONQuxZsOHILCy8PD57F8prvZWVlZqcqaWhlQ8Ofc6U6xGhqUAMJ6qN6+bhBXuNy0Qh/WAzfCAU5Cy/ZBfVzYnpiYoHtSxgGUG77q9HuOJZLgHwJXm90IgaaaveKt0NvXvX79E1Ozs7QuEx0fPIOR6dZgcOFow9H5QOBky2swvPAnY+zIvgr8sDj4RxuOXhobY6QWPbSXwuHIvorB0XFa/dTT6oLxh0LW2GNtRRHIW8W+I4HAPHJOGsgBelxYCOA54Xs41N/T3edtqtmL/Q70nuru8wJPOm4GOcDH5D4U5QCjZDYHKM3GnXCovyczcxsKORT0hrJusJ0CDt7+nq9mbrs2OXmkrgq+LQVlDlBcz1sN8JZjrx+Diq1GOBx7/ViUwwJ3Qm9/z4bMbdcmp8j2NFwd+BcQDC4ce/2NuehbIoIKdxYMEXR/AbmbnVxAc8l3Ce4+Rj6PgnmAX+Iw2YAXF0AFFW7WrtpauLiO0rzE34QkODChnDjHChUdjqaGA90DlXrpBiOqZpADEAgGF6p27szKyqSRGQ7+lckJetTd7MRoCVqebm8zImYx1WfL8umZuQ9Lj6LYs2jta+Mc8L30R0ObywW9wIajLH/NmvsGR8epqGDR0CS61uWAveDRof6e9euf+GR6mvaL1wJqlErk4CjLX7vmPjhtijlcGR853nkGSo0CB7wuoHOu2toEESpjzHiQevXyxeOdZ8Jhpsvh2OvHXLW1WHjcG5Uxv3/G5WoFZT0tiUMoFHbufWbtX98HpU9FDnTb3epKT7dhnVSoQw7vinmGCrKK82xY7Rli1prGliq7vcPT0dZ+GiuHy60FrSAX9IbFaQlcwcysrPKaRmgGQoJFtmEGmIuTjHDQrSpPWWG4nEoOCQSVcjPIAYO8qp07h8d84plbnE4QVO4obMO/VSzKndztg+olkKl7sQrumGzxRhkWj8J1CYfDcAYpHGiP8CcVVLt9C1QXr3uxyuNpS0tLy8zKKvvtYagKjoFacsAzYO1uOg7weSv2Hfnw3Du0X0pYFod4BJDDQO8pm82WGg77S15CDnAIr0g8QZXH4enu3g8CgfkDu6s5+eQ40PAUuvWSYDE5eCMcoIB5ACd4YzhMTw+RbTjq9880NLSFQmHKISKocAtj0X88dMoXfkxBQOP3z+Q+mD085sP2tKWC1QD3L7x2XHDGojP89Hk5NA4GF6rsdpgGlCVmNPJj0RAZWHEMU8aBEdXkpnz9/hn7FrsYqhokAJOr9FpA5EEHXxwTuYIKHEDdITjz+2d2fmcn3Lno0ZycnMHRcbyJSxRU2iOATvnCNC9lONTf42x2yxVUiP9oL7CHKj3021hTTvfL4iASuIUcXiksxDDL3epadffd8JwyFAqbLajAYWEh8FJhIQapnrca0m024DA9PfXcd59DrW1raJiOfnNkCWrjvorh0fFAYP7ln/1sEDm0NaSvsmma9pOSus43nenpNk3Tnnyx9nBNxdBHY4kENUFSEuzBPJEtdnt2Rsaj24tgppe77yhYCph8gfP5NFajl5tFxYYmBDF50630MSRwoKy4Jw4p48DiJyVBCh5mMEmZ8mWx6T9UpHHwueQgM6Z8ubSj7j6vozTvrrvu0jQt91eHxkcHuYQg5CBxytdRlp8WSS05CE8H4yUlwQ8OSEpiUqdbxXGgn/dky2vQLz5HlD7li3lGkJQE6kL78rS6zOMAU77jo4PA4dCxDhgEcc7A7Clf5HDwjfboo+IbEQ4NDVOzszQRaW4u5rmprCnf8dFByDM6eLR9oLebinRbQ8MU0fKp2CSpRFO+CrcZxGwa39jw+YGPkn674iCLwC3hIGaRLJ+DxCQUxSEBh+Vog0kcrl6+uEwC1uEgKymJnuTmOQhJSQq3K2gqys1C7kqJO5yDEQJW4GA8JKIckgspFAe5HDAvKYn3Slw2A3lJScB4eEo50BU7ywcNT5kSVAWFFQQruBRZgYOCgjWhBFVBYcXACmJmBQ4KCtZERFDpMhhIVKG+SPSoyuld6cAMHViUwmJdk8xwKdLlwPk3UQ7UOCllHDhnIvpnajhgMg4mAdG1K8DBDDGjHlK6SUmQEISDYBIHsMuBzy4mKMl1a0rMAT47ZMpQxyLYvr05cFlCh451UA7evm50cTojabo1AYdIltAb7bANSUDoUuT+r//mXIpM5HC0fXw0xq0JM367/0PPKYkmHHr7uts8HuqLRI/ighmFlQjMbaFGCtTkQbpLUTwOtRVF8YwmqHGSlKSk5XCgLkUs9jufMg7UsQiWqaCpgnGnpHgcMCsEFq5QpyR0KSqvaUQjG5M4QF/gnYRLmHAJDeyX4pSUgANYF4F3Eu0XlqykkgP0Ep9DwAwOnIeUyOHq1assutbFpHFADu5WF3ohIYeCMscFkoIrJSlJlwOc1vNWQ3fUPunVyiL4SVFQ5giGQowxTyseFZKSxAiV+iLRm4vB3AqFWwu6gAStkTgbQrkuRbocmlpPVNnt4AoE549nhZgaDueHh3EbokM0coI/U8ABl8fQXxKu2trp69dhv8FlM/E4QGoMXfiITkn0oqBLkXkcWPRm3eJ0UtckRpY8ysrHiceB806iSy1TyYHaJ6WMQzQ/KMwYb12E/aIlIZOXl6THgSEHtC6C5Z6eVle6bdGlSFZeksgBcpRcv3mW2idRtyZYhMpi85L4CBUCUNEXSQnq7QG4lNQaicW6Jkl3KdLl0Hn6HJg24DJQygGaUXE1m0NtrYvjA6D0UjMOXI+6PohyOcA5IShhsT5K6FJEnZLkEmCxa4JB1DkbQs7lwKCZgC50rYtov3cCBzxnfXkBtU+ia08ZY1cvX6zYdyQUkmAuIWIwcs4b9eVgXTQP/vjUKYmxRfdB48YOIvCcrt88S+2TqIhCeCq6NfGCCkYNxcV26oukpnxvG8ClFEsJsahrknSXongcdP2bKAezxYzjoOvWlGIO1D+IOiihU5J5gooaJvoowUUxW1DpZ6euSVcnLlNPJVPFDAzx4bOfOX8O++V8nUzlQO2TgMPkzAxwoG5Bpgpq06uVaJ8EHKBfMKmP6qspHFBQoa9AYP6lwsIz58/hZz9SVzUU4WC6oB6pq0L7pP/8797nvvfctclJaEPdHhIJKmPM3ezMzMpCX6SKotpzpztVUtLtATrBgNEPdU2S7lIUjwPnjiRyMHvamePAJQRxf5rKATui9kxwn2pzuTBCNW/Klz5JXdKlyCQOjtI89E6anZ3CpCTqqWT2dCv97JQP3U4BB7RPcpTmoUPQwdJ83A6FzJ3yhaoykJTk+PXT2C9NUAqHw6ZO+V69fBGTkhxli05JH18apC5Fpk75LnKZE4iiAAAgAElEQVQ42u4oW0xE4tyalFPSnYubyq8xNRlHcUiCg6lJSctsaQUOsrpWHJI+rUU4mJqUtOzGyinpDsbyn4KbulxEcUiCg0lLVpZj2YMhkRU4mAHFgcXmJSWGGeFpLIelW5oRnlIOy/FO0nFK8igoKKwEgJi53e47nIOCggURDoclC2p1dna1xNMpGEHjrl23/GIoDlI5GBIzS3AoLKy+pVJ8ywlYisOtJXHbcYgR1OrsaN5R0prYuGujlr1r18aNuxqX2XyZLRVuGpHLuXFXI1yX6DaC7Iy59LqNTeLgqc5e3EO2U8mhOjvyja/OToMhcMvnkAanOuz2NO7aBN1UuWMapGVXuT3V2VHLouwqN2kp4d979da0NE3TNtoPu6N/b9x12B17WDjauGtT7NtkcXBH/oz9cLineivI9uNVcVomTyBtkUBk16ZdMX+mpUGD6q22CIcu4GBLy4ZNgxxsMRxe2WrbtOt/08/2ylZbWpq20f6HWA5uOJINm4bwSpTDH95e5PCHLj0OXe7qrTZbmqZpj1fg9uMVUjjY0jTtf9oj/b7yxCqeQ066LQ0aVOekQ7+dXe5XyLZRDnCq//m/fh/hkJO+adfvF08bOa5p2uMVnYd33ZtuS4PG1fociKAu3s0ad23Usqthz8aNcIuJvblE/lrcDzek6B94k468Hd4FN7aNGzcu3qIigsq1jOkres7okSijXbs2Jr5T3+moztY2Zmdnb9y4cVcjXFuqXZ7oBSe/aSLXXdhvIofGXRtjv1SR7dRxqM7emJ29Mfo7IrvajZ1WZ6fJ45BGOKRt3HW4cdfGtKhwe6qzNwGHyN+NuzalZVe7oeVh+EOGlEQ5HHZDH2mLKgn6CT3GHK3eKqV37GUTcqjeCp+6imjZpuzsjWnZVW43qNzhXZvSsqvcMD4yBLV6a9qm7McjBNwej8fTWBj5pPg7YtOuw1XZi/8FDl3IwfA9vHqrLcLBftjt9jQWbrKlbbQTQQWBrcq+G/97eNemu7Oruqq2btoa4WCQxCuEw9tuT2PhZlvaRjsRMxDYquzF/x7etcmWbbdvTMuu6jq8695Nuw4bHAnC4Q9dbk9j4b08h5z0aO8V9k227KrOw7vuvXdXFdn+g1EOOembsh///qa///soh3Tbxv/1e+6sjYX3pv9TVWfV1vTNO3//h1333rur0r7J9k+VEQ5/Iq0XBZXeZWLurFElxFtOpEH0EGkYG6FG9kbeFH0vvjXSXGwZ+as6O6LXkeAhcoeNnmvxfcABWyoA4GfG4pDAMMUejxm3SANhv4kcqrMXf1/R7VRy8MR8NaNhupvo66LSJc9hU5oWcxqULtIierw6O4005QLJpKdbIdSMilL11k0bN2p44sZY1V48Gg1QY6Lk5DkUUg7wd6xMLu6JVTqxZVIAAo/HaPgm+KR63ehxMCyoUQ6RkAgI2P9AO7URzYwVXO5g8hw229KiUa/nla2bgUPXIod7YzlExa6x8F5b2l2aJiFGbSy815aW9nhFV5fb4/G88sS9mzamiRwiASA0hn7/sGuT7e7ItsEYtbHw3nRbWvQ0r+Tcu2lT2kY7J6iv5KRvrersaiy8N31rZefhXfem/1Pl73dujoSusRyWElQu8KQxIdyVYgJIQVCjWkhFl+tIaBlzF8XGsDfSnobQu6oX2akYlUOsmMTqEy9a9GrL/IESn0Pjro3Z1Ys/pnA7lRx0/o7omUxBhV42pUXneaMTvLFHI93E6Kkw1WnwGSoI2mEY7bQYQU0jM82xR3m9NfgMdVFU4wsqBMaRCFW3ZdIgotpYuGlrNQSiJF6FGb4qd3V2WnZ1VyRCRQ7Gp3wJhz/sihL43zGCGuXQVbXVtrWqKxKhRuJZGVO+nkVRXeQQK2YCB6Kxr2y1bZXBIiqqEQ42gQOnWRFtc/PbBjmk29Ier3gdOcQKarSfGEGNxyF2ypeIZESv8P9ihEqimbgRKrlTLxGhitKLahkboQqCqiJUfeBUpxZVKkE46LTq4jU0Y7pVjwP5nbYxOzv2V1GqOCCRmK+TeVO+INGbYqNT4BAVVKJkei2TFjOc8tWyd9k3Rp/URid9QcAad21Kiz1q15t2NsJhU4TD0oK6OOUrT1Bxyjctu8rtXpRP+lQXhTxmyleeoOKUb1q2nQ41xqivEBEFsZUuqK/E49DFcbjXll31/7P3fkFtXXm+r0JkTt4pmvLj4fjQnprbPk6qUvdtyC33dHq6mQnumrrl6bYJTaVqSoxpn4fThYndDDiAnXQVJjhuWaNhPJUCEjL8cWoqTdyJjK3DELcHKzi+tC0hG4NAJhgQKAFJ0dle9+GHfizWlgSGvdfekn6fB9f21tbeXyTQV7+1f+u7msueTwz5rm8L1qeNBhDxZ5yG8vy/abkKGprKxCFobTQkhnzzfmr7+//Luv4l4s/+/l+Eged/+cw1NPROef7/WB/y/dfmv84/UP0v8O8fXNfwhGmbkpLcQ+U+CxM+t35fdP0RrgNks02iL5dtUaHyd2iHktxDVRnq0GZtxDr8y8jdZt5wCP7es1A5alXvb6lBQlPStl4H/ndNh6Ykrr2Ibzt6/x/+/M//odM1xBnq5lJ1o0Fp99VhogrdGPXNWx/U/QE3tis8mnjWpp6kXWio2XSVhE121vxgvUhE4xS6h7SqUBMCNo365v1A/Tr8pAUbgjZr0KIkSlwiMeKaaEpafx3er/nB84kDUMO/JjRoUqFCeSpo+NfP3q9J3BxN1KjrGqx56367PuarRVNSogT9SdMf1kd996xrWL85unHA1c/Wt3/SBLWi1ZqnSVMSlKcbRfC6fW7SkP/X60Xo+sF/9vf/AvVqEg1pp82o7zbtRrk4tEjoT7JpEp3/8OdSX3/SkE7DD551OFnzaTOg4ZlOp/m0mc6aH/yNtGkkKaasmEiDHBHJpot01vyPvzmnyYDybjV8bgINO7BreYbKFcDkpwRBEES2sW6oBEEQBEHsEjJUgsgY9MjRzUQNBGFO0hlqLBatPXLIYrHwa4/v5mKw9ONuzkDsDFi+GxZHgz2wUhgsxqf5G71NDfweozTAsnEV9fZYLPrm3/2lxWK5PnpPPwFAOBxqrn2XX1LD1euoqLdHImubNDRUCho0MbNwOASLo+HidIwxr8cNK7XNzs8ZpWFibFitQVEUWHNbcwsPh0OHS0rSa8jLy9NPAy/g/uQ07p8YG7ZarcXFZYG5IGi4dmsc1/3WVQOenNdw+uevWnXW8Lf79+epNHjHhvdYrcXFP51+PPvmuoa7isJg7XFtfx1AgzUvDxeGQw0v5Of/1//606ngzKlf/Nial/f5zTtKYu1xtYZ0hgpLH8BSqcLawsGAv7m5ubSktK7OhutWhsOhsuJii8Xi6HXFYlFnW9uxspctFsuhI7XOtrbHC/NttU2TwUk8RsvXg0gLLn0KxGLRTz8dwv1p3mj9NPC/LSztL5uuGppq26KxWJ/D8eX4LQkCAHtDJa54CtZSXl7u9ni3fBE0rA4Ty0SvnwoXGDenBv0KYl4Duov9o89mpnxyNAgvgqk0/K7n05kp38dXb0rTgAu8gMM9/9xzFz8cTKZBDwksHA51dGzS8LP9+615eRc/GJyZ8m9HQzpDhY+84uKyL8dvNbZ28g95Pe5DR2pvj1x19Lrwr+6blZVoLAYLN84vPD72clldnQ0+Jmy2lvmFxw5HXzDgb2ztDIdDDkefZi8DkRa0Ln5xeFhbG964NG+0fhrwNwEszRANAP7GvrZvn64CAK/HbaurE1Zt6z7f5A8EwVyLi8tu373Z2Nqp/uTS0MzQvRhXLx77ze9gcW8DNeAC42k0aAivIRjwN53vXl5ebDnZPjc/e7ikBDQ0ne/WTwMvwCQa5mYfqjX8552RpvPd21nRbIcaOjrUGpaWFs+dei84F/jZ97+/r/inMjQsLW3W0Lm0tHjuVHtwLvC3+/fvK/7pf36ZTsPW91DhI6+vs5X/JILVGeFfV68DPpdhPA0Og++YUBCAffLfOuHDVItXgNgusVi0rbYpaX3G/1d4o/XTAL8JwiLbkjXAFY+9XIZ3IvQWAF8ub49c5Su/WCzafrJlaWUFNTTXvtvX2ZqXl4eFLKCVmSVddxNkwIdaOBxqOdkOGo795neGazh6+qIediJomBgbdnu80WgE17jWW4P6RQANkchaCg0XNLeTxzMPhDVQ02h4Xh8N6jVQvQkNPZd7VtfWQMO5U+/1dbbm77Hqp4E/bULDxnrj4XDo3Kn2vs7W/HzrL95sj30XF06ytaH2ORyPF+bhKzyWleCU8C/eGYX/ej1uLFvhIX4PeDDs0eyVINICrzlvn7BH+FqT9I3WTwP8DhirIRwO2X5o479k6CqAMebqdYAhFReX8cUZfy1Bgx5GIiyZDgtWw4cmfIAOOJ16axBWyU6qYXZ+7oOOD+bmZ/kBSf00TIwNO3pdM1M+LAf11qBeKtwQDcIy3bwGMJh+UcNTbTWolwr3jg07+4d4DQMdHbwGzQ1VWCo8ocE1M+VvOt+JGoIbGvrUGrYwVGjNEBpGoKpY+WYF/sXv+9DfUVJaOjA4glYKNStaKZguFrWEBGB0F251o5XiHjgm6RutqwYYgDVWA/5+wtc7FMB35WgOFuXoalCmwKPQBKSrhlgsipUHfKAHA/6DhYXYm2MSDddH7/EaNDcStQa4dyhogE4x7E7SSYBaA7QpoQa+M0gnDeisvAZsRIpE1t7UX8MIp+Fv9+8vTLQIQSMSanD98Sttfx1isY0yFJ0V7qGiBmhEikSip4/9FXYnCeg4bQY/OKi5lyA0wQxTVsyggSDMib7zUHFOgq5XIYgcwQxmZgYNBGFOKNiBIDIGM5iZGTQQhDkhQyWIjMEMZmYGDQRhTshQCSJjMIOZmUEDQZgTMlSCIAiC0AAyVIIgCILQADJUgsgYzDDcagYNBGFOyFAJImMwg5mZQQNBmBMyVILIGMxgZmbQQBDmhAyVIDIGM5iZGTQQhDkhQyWIjMEMZmYGDQRhTshQCYIgCEIDtjBUWBzmWU+6s2cRBEEQROaybqiuXod6gdJgwF/28rFntcadPYsgiC0xw3CrGTQQhDnZZKhej7uktBTWjLzr98OylACuWwkLyBQXl305fgtXl4SVJi0Wy9WR2/CsQ0dqYQ1ngiC0wgxmZgYNBGFOREM9dKR25ZuV2iOH3B4v1Jo22w/dHq+r1wGrsLl6HWCWsBoz7Id/5+fnGVWoBKEbZjAzM2ggCHMiGiq4JphlMOAvLSktLS2BIhV8FLwzFoti/XroSK3ffxcqVEeviwyVIHTCDGZmBg0EYU62MNSkFSp/DPzXXl/h6HXBNhkqQeiEGczMDBoIwpykM9RwOFRWXAxlaHFxGXgkGircN4X9eA8Vn0X3UAmCIIicguahEgRBEIQGkKESRMZghuFWM2ggCHNChkoQGYMZzMwMGgjCnJChEkTGYAYzM4MGgjAn6QwVWo0gugEblNweL2MsHA45HH3CMfhEmM8KTUlejxueArh6Hfx/01+95tgxPlMCT4477fUV0DMF3cXYGAXHQPPUyOAAPB03CCJDMYOZydQQDPhrXn8d/t59UzPS/oSDAf/A4Mjy8qLTOQA/aSwWbT/Zsri8fPPqx7mjYW724cdXbyY0PAUN7506Bxp8UzN6/xqAAEVh4XDI6RyIxxOvw6lzT5aWZGqIx5VwONTRsUnD4tLSyGYN6Qy1s7XRHwhC6y8YYTgcaqptg1mnYFf8MfhEr8ddXl4OWYZej9vZ1QWme2v8y7LiYiFliTdIPEMsFu1ydk0GAkxlyRAfwe8Ebfwe+MPrczgmg5M3bnj4c1LvMZG55JShxmLRDzo+eDA1xRibGBt2e7ywZy0SkXDdiYmvDhYWHj19EX7SibHhfftee7K0JFODz3fnxaKio6cvwIttrAYwkomx4ZKSw3I0xGLRnss9q2trj2cevLR3L2rwjg3vLzn89cICHPDt6qreGr5dXZ2bffjS3r1H6y7EvotzGpZisWjP5Q9XExq2HvIFo8K8e9jACpU/hv/v1ZHbLTYb+CXGEza2doL5gQ3DHtiOxaIrK9/gGeDbGZwKZ+zw58edqAQyEXmTrqi3e27c4J9LRSpBZArwIaAoChjJ4vIyY0xCcYbXhapIURQwD2dbW05pSFSHqOGpoOELnQtELE8Z26hQweGcbW1PlpYYYyNSNICRY4UqaLj52b+jhi0MFe0qjaEK5soS/hoM+G22ltsjV8H84DAw1FRDtcIZYBt8VxCGO4UxZEHYjRseuBYcIxg/QRCmBapS+JwKBvxN57vBXHGn3tdFM4M9fQ4HGEmuangKewacTjkavOvnZ4wzVG9Cw9LysnCMBA1gqKhhcWlJOCadoYbDIdsPbZjngEO+0VgMfYs/ZkNEwrdcvY7y8vJUFSocDNtJS96kDwk70enVB3tu3JgMTjocfXy9S4ZKZC45NeQLn9edrY2+qRnBVySb2VC/E35qGAE2WsOFeNwQDU9d/c58q1WahqSGOnSlg9dgiKEO9Xfk77FaLJafn2yLxePbNVS+jkzVlMQfsyEi4VsQ+Yv3UGEwFu+hYvavukIFC+Q7nvCc/E7+tqjQHoUmyleoNORLZDQ5Zaj4IXCwsBCakphBw62wHyuzHNGgHvKF/f0JDYYM+cJDAx0dUKEaMuSLGhafdcjXKPRoIKKmJCLTySlDVbe9yGzGSXUV0iBNAzYlpT9ATlNS2gOepSnJKLDE1AoqT4lMJ6cMlXGFGvxX8pSVpD9jTmnAIlX9kN7l6WYByR/VuzzlNWBhKsCXp8zMhkoQhECuGSpBZBZkqARBEAShAbtNShJiGWBNcmE4QqvgpIHBkVgs2lbbxDcVp+qcorAkgsh0ggE/FMTQYSszKens2bPQDHV/cjoY8L9YVGSxWOwffZZTGuZmHybVcPHDwZHBAWnDrTNTvpf27i0oOPCnB4+CAf9Le/eaRUP34H9s1rDbpCQht8jV62huboaMJGTL4CRcUTVVdhL2EyXNeWAJY+ZF/r6/i8KSiCzDDMOthjQlDfU7JScltTXV+qZmvB53ZcP6p18ksvZBxwehlVDOavjDv12SqQGbkrrbW0BDVYP96keO66P3IpG1nss9oEFOU1J3e8vEowBqcI/ei0SiPZd7FkOLPZd7tExKQpOD8nEyOAlzVfkzpA9OYgnzTpWdhOVpl7PL2dYmGGrS9ImhoQEKSyKyjJwy1KRTR2ROWWHcXEx7Q2Vh4cH7k9MGarjUWFUkUQPfkaTWoCiKzGkzjJsSChr+9OCRoigyp83wGpxn3ij63roGjZOSWCK3CCpLQB17lCY4iW0euVXPTIUzCNaO4EkEkYzCkojsIqcMFT/EoTwVPtklXBeN3N5QCVURZNPDZ0juaXh6qbEKNLx36txCKGRIsMOlxir36Hgksgb5+BNGBDs4z7zhHh2PRNbz8Sc0TEri84ns9RVoWklzHlIFJ+F54Hh15hGcAdJ6hRAJxtmnIJJRWBKRXeSmoWKaAZNoqOFwqPpH1XDd7vNNvqmZWCzaUl0NY4/yNLxavRAK8RreqamRqWF5efH4j49DaC0MvUrTgGYWDod4DRNTM5HI2tmamvuT0wkNOknYpOHET058vbCwruFRIBJZe/vECd9mDbtNSsJ7n58OfWqztYCNCXmEWwYn4T3UVNlJ/JxUtE84LX9bVBBJYUlElpFThgp/v3DHDu/VSRtutddXYNzgzJQPG4IURZGnoaHSmogblK8BRjuTarj44aCiyEtKutRYhRqmJ33YlBSPyxvydZ55A+MGNzR0D8afacjXJGjVTERNSQSRKVBSUo5roKQkHdEkOInKU4LIICgpiZKSKCmJIAhdyKkhX4LIOMhQCSJjMIOZmUEDQZgTLZOSsAuXz2RgmiYlqRczZ4xhfBIlJRHZjRnMTHI4Pib1+KZmDPn7DQb8VqsV05qGP+kzWsOF4U/6JqZnJWuYm33Ia/jfn/RJGG5Va8jPz0cN7k/6JWtINGpV5eevNyi5P9EtKQndUXBNrZKS+OvyYKswJSUR2U1OGao6qUfo+JWAOq2JNLiM04D9QUNXOjAvSdempFQCGGND/R2JvKRnaUraflISVqjqYAdNkpIYVxnzPyTGJ1FSEpHd5JShJk0LktaPI2iQnNZkNg1JFxuX05ek0gAhD/3QJSSnL4kXoF5sXK+kJHRH+C8+qlVSEktmqLzfU1ISQWQN6rQgJiXYIakGyWlNptXgMk4DZixAeQqX9eqclJRUAEuUp2oNWiYl8YbKT3HRKimJJTNUPj6JkpIIImtQJxYx44xEclqTaTX0G6cBfWugo2MpocEoQx3o6FhcWlLv1ywpiW9KEhaE0TApKanLMq5upqQkIovJwSFfPrHIqCFf+WlNZtMAo52CBkOGfGGNF7yRaciQr3AzlZKSqCmJyEhyylCNSkoiDabVILQgSUhKSi+AUVISladE5pJThsqMS0oiDWqE1CTJ5elmDev/lVme8gL41CRKSiKITCXXDJUgMgsyVILIGMxgZmbQQBDmZLdJSYwLKoKnlJaUCsMRWiUlNTc3C81KKBJ28oL5/ZSaRBCZSDDgB/+GpiRpf7N8QtP9yelgwI9Lp+WUhrnZh0k1XPxwcGRwQFow/cyU76W9ewsKDvzpwaNgwI/LtxmvoXvwPwY1TUpiXLADY8zV62huboZQJESrpKTbI1fV7quebwOCeeeG3z9KTSKIDEKdECRz2TI+oQk+/aDHNbQSylkNf/i3SzI14PJtsLC51+OuarBf/ciBGUmgQc7ybbCoOGpIZCT1LIYWey73aJaUxAcVQak6GZzEaaB4Bk2SkmBajmC0LTZbaWkJvxNzEPFgrFApNYnIaMww3Co/KUlyQlDShCZ7Q2Vh4cH7k9MGarjUWFUkUQPfhaTWoCiKtAXGAZzuCRr+9OCRoshbYFzQ4DzzRtH31jVomZTE2y34VtLoQa2SkphqtBl8GncKyQ/8fyk1ich0cspQjUoIUic02RsqoSpqP9myuLwMnxu5p+HppcYq0PDeqXMLoZDe7wUfmAAa4nHlUmOVe3Q8EllrP3XuydLShM7BDoIGiBt0nnnDPToeiUTbT51b3Kxht0lJfFCRvb4CjYqPsNcqKUm9XziYF6w+mFKTiEwnNw1VckKQOqGp+3yTb2omFou2VFfD2KM8Da9WL4RCvIZ3ampkalheXjz+4+NPlpYYYzD0Kk0Dmlk4HOI1TEzNRCJrZ2tq7k9OJzToJGGThhM/OfH1wsK6hkeBSGTt7RMnfJs17DYpCehzOL4cv2WztcBIL29sTLukJP4+K+MKX9ypLnPxYEpNIrKAnDJUoxKC1AlNM1M+bAiSk9a0rqGh0rqu4YJ8DYmlypJouPjhoKLoPhUVh3wvNVahhulJHzYlxePyhnydZ97I37O+ZNuGhu7B+DMN+ZoEPRqIqCmJyDhyylCNSudJfxXSIE0DNiWlP0BOU1LaA3I1KYmHylMi48gpQ2XGJQQJ1+XJKQ1COhKPnKQkoS9JQE5SkjodiYeSkgiCIAhCe8hQCSJjyLUKlSAyCy2TkrDjl58VyrRLSqo5dsxisWBGRFLghF6PO80xNNhLZChmMDP5Q744V+SLT6/IHG5dXl6EKSuYEHR99J7MpKSkGq7dGpeZlPTx1ZsJDU/nZh/yGmQO+eK0mbnZh9AQ5PrjVzI1xOMKTptBDZ/fvDOiX1ISuqPgmpokJbU11cIBXV1O7AQW1mEdGBqCEw4NDTh6XSODA6WlJfAlAL4QFBQcqKuzXR25Te1IRCaSU4aKbS9ej3vfvtcWl5dlNuNMTHx1sLAQFmHl5+rI1ODz3XmxqOjo6QuKwgzXEI/Lfh2wKenxzIOX9u4FDfzEUJlNSWCiR+suxL6LqzQ8S1PS9pOS0NjUwQ6aJCWBEqg++ePxKo5eF1+hqrdh3o7b46UilchEcspQ+WkzzrY2mBIqM6UIQxWG+p15eXmQZ5s7GrAjCYMdXP3OfKsVNEhOSsIKdehKB2iQn5SEFepQf0f+ng0NeiUloTvyPse0S0rCf1s7+2CQGU7Cz2HlTRRcE341UT8eQJEORMaRU4YK9RB+woChGpKUBPvxv7mq4elmDbq/F0mTkjgN/ULBKkEDGCpqgP96dUpK4g2Vn+KiVVJSqgoVgw/TGCrv3GSoRIaSg4bq6nVgwIJRZgYpRcYaqgk0PIWkJGMNFZKSjDVUSEp6ZkN9pqQkfsgXF59Z16RRUhJvqOp7qCWlpY2tnXBCvIeKhor6y8vLaciXIMwPPxET0wcNGW6FhiBjh3zla1AP+UJTkrFDvnAv09ghX0FDTicldbY23vX7qSmJyERyqkKlpKQc10BJSTqyy6QkXAmnot5O5SmRoeSUoTJKSjJaAyUlMUpKIohsJdcMlSAyCzJUgsgYzGBmZtBAEOZEy6QktrnpF8+jVVJSc3MzvyIbwq8ujiJhjBdk4BgvDfYSGY0ZzEzykO/Zs2cPFhYWFBzwTc0Y8veLGmDptJzVMDf7EDVc/HBQTkqR2TTA8O/M1Mbybf+hX1ISP/3U1evA8D9NkpK6nF1tTbWoB0XCE2EPL/L3/V3+QLDP4ZgMTt644eHPQ+1IRIaSU4YKbS9tTbWwlnVlg11YG1UCoKGvs9Xt8cLVQyuhXNZwffSegRp6Lveghp7LPaBB16YktYBvV1eHrnS4R+9FItGeyz2LocWeyz16JSUlLTe1Skri9fDnT5o+MTQ0ABWq58YNfg4PFakEkRHwXTk45VFaP46gwd5QWVh4UNqUlaQaLjVWFRmkAbuTUIOEaTMpNDDQIGfajFoAdCc5z7xR9L2DkpKSBLRKSmKq+a/pRcJDN2544ORJc4YJIoPIqQo1aVqQhEADtQZ7QyVURZDRD58huazhvVPnFkIhye+Fd11DlXt0PBJZaz917snS0oTOwQ5qAYrCnGfecI+ORxGc4tUAACAASURBVCLR9lPnFjdr0DIpCSwTBlSFIV9NkpJ4PYJOFMOLZIx5btyYDE5CPCHUuGSoROaSg4YaDoeqf1QNqQ7MIEOFlKJYLNpSXQ3jzwZqeKemJjc1eBMaJqZmIpG1szU19yenExrkCVAUBklJkcja2ydO+DZr0DIpiaVuStIkKYnXw5KVrYJINFG+QqUhXyJzySlDxb96PnrQkOFWXDrN/tFnuakBm3FAw8UPBxVF0lRUtYb1hqAPB+NxY4Z8cfm2i92D8VxOSqKmJCKjySlDNSopiTSYVoMQWiQhKSm9AJazSUkAladERpNThsqMS0oiDWqE1CTJ5elmDev/lVme8gL41CRKSiKITCXXDJUgMgsyVIIgCILQgN0mJakbiJjO0Uh87ANFIxE5hRmqQ/lDvjhX5ItPr8gMpl9eXuSXTrNYLNdH70n7SEml4dqtcWkaYIQzoWF9+TbUIDMcX1i+zWKxuP74lUwN8bgiLN9msVg+v3lnRNukpKSzULaMRvpy/FaaXCSWNhppfn4er0vRSEROkVOGim0vXo97377XFpeXZS5bNjHx1cHCQmgthukigioJGny+Oy8WFR09fUFRmOEaYGFtNA+Zy7c9nnnw0t69qGGC0yBt+TYw0aN1F2LfxWHaDKfhWZqS0iclwTwZdRGZPhopfS4S2yoaCSfbUDQSkVPklKFiefpBxwfOtjajFhiPRNZaqqtLS0sMXGDcEA3CAuORyNo7NTWvvLLfwAXGV1fXziY0GLXA+Orq2tsnTvAatExKEg4DtoxGSp+LxLaKRmKMgRlTNBKRU+SUoUKYAH6hB0OVEOwgJDSBmfmmZjCwKWc1QJ5DQoPu74WXSyDiDfX+5HQ4HHI6++NxxatzUpKgAQ3VNzmNI8BeDZOS1KlGbBvRSOlzkVjaaCT+eIpGInKKHDRUV6+DD3aQbyQ45GugmZlDw1MY8jXQUHHI10BDXdfwKPDMhrqdpCS+cWlDxFbRSHAPNVUuEksWjYTnTNMqRdFIRHaTU4bKT74ccDqNGvLFhiADh3wN0SAM+WJTkoFDvtgQZOCQr1pDBiQlUTQSQeQ4RqXzpL8KaZCmAZuS0h8gpykp7QGZkJRE0UgEIZBTFSozLiFIuC5PTmkQ0pF45CQlCdFIAnKSktTpSDyUlEQQmUquGSpBZBZkqASRMZjBzMyggSDMiamTkmqOHVNPcmUp1mujpCQi6zGDmUke8q15/XX4EPBNzRibUgTNODmlIWlSEmi4KXfIN2lTkkwN6qSkpBp2m5TET4BBtEpKmgwEmMqSwcLh6pSUROQUOWWo0PbyYGqKJaZwGJuU5PW4KxvsEDRhVFJSQkPEwKQk0LC6qvvrkCYpyetxVzXYV1fXDExKAg3ffruqWVJSLBZtsdkgv0OnpCQMReIlJY2boKQkIuvJKUPFrpyJsWGIHmQGTVmB/TjtMkc0qKfNCBoMmTYDD+HUT0OmzQgaNEtKAkNNFcugSVISS4QibUcVo6QkgsgW+NyAYMDfdL7bqFAFlvhAh+1c1fCU0/BUgoakwQ6J7X7YNiTYQdjOmKSkpA8xzlApKYnIKXKqQoXP687WRqMTgpRwOFT9o2ookZlBhhoOh47/+PiTpSXjNDyVrCGpoQoaDDHUcDh04icnvl5YUB9j6qQk/uS8LyZtSmKUlERkOzllqPghcLCwEJqSmEFDvvaGSj7+0CgN1nUNF+JxY4Z8LzVW8RoMGfIVNBgy5Os880b+HqvFYvn5ybZYPE5JSQSRkeSUoVJSUo5roKQkLaGkJIIQyClDZZSUZLQGSkpilJREENlKrhkqQWQWZKgEkTGYwczMoIEgzIlmSUkQ4wBolZTU3NyctF8Jd/LblJREEFlGMOAH/4aGIJkpRWfPnoVmqPuT05BSZLFY7B99llMa5mYfJtVw8cPBkcEBacOtM1M+TCYKBvwv7d1rFg3dg/+xWcNuk5Jgv9D7o1VS0u2Rq2r35afc8G4Nv2SUlERkMWaoDg1pShrqd0pOSmprqsVUIPiUg4yk0EooZzX84d8uydSATUmY0FTVYL/6keP66L1IZK3ncg9okNOUxKcjXf3I4R69F4lEey73LIYWey73aJOUBAfY6yt0Skpy9ToErxWymfgDsEKlpCQiW8kpQ02aFiRzygrjplraGyoLCw/KX2Cc13CpsapIoga+I0mtQXJSEuOme4IG+QuM8xqcZ94o+t7BZ15gPH1SEmPMXl8B3xzbapvQxrRNSuLNO2k2k7BNSUlEtpJThoof4lCeGphSZG+ohKqo/WTL4vIyfKTknoanlxqrQMN7p84thEKGBDtcaqxyj45HImvtp849WVqaMCLYwXnmDffoeCQSbT91bnGzBm2SktDn1kXomZTE71QfQElJRBaTm4Y64HTKTyni05EgmD4Wi7ZUV8PYozwNr1YvhEK8hndqamRqWF5exGQiGHqVpgHNjE9HgnD8SGTtbE3N/cnphAadJGzSgOlIMPwbiay9feKEb7MGbZKS1E1J+iUl8TuFnCZKSiKym5wyVPhzFlZ3kTbcaq+vwHSkmSkfNgTJTEri05Hka4DRzqQaLn44qCi6T0XFIV8+HWl60odNSTKTkvh0pA0N3YPxZxryNQpKSiIINTllqJSUlOMaKClJSygpiSByHEpKoqQkSkoiCEIXcqpCJYiMgwyVIDIGM5iZGTQQhDnRJikJJsbgE+UkJTl6Xamm31BqEpGVmMHMJIfjQ1JPcXHZ4vLyF59ekTbcWvP663l5eUJC0PXRezKTkpJquHZrXGZS0v9MrUHacKvX4863WoWUItcfv5Ks4YX8fEHD5zfvjGiblMRHNOATdU1KUmczwR5KTSKynpwyVD6pJxjwN53vFjp+db3ug6kplpg6ws8PkdkQZBINuK67ZA3YlDQ/P88SM1j4OSoym5Lm5+cVRUmh4VmaktInJaUyVJ2SkgA+mwmVUGoSkfXklKHCh0BnayMaquTFvSfGhvfte+3J0tJQvxOrNCY3KclADdiRNDE2XFJyGDRApSg/Kck7Nvz9ksNfLyy4EhrkJyV5x4b3lxz+emHJ1e/Mz9/QoGVSElhXSWmpYKg6JSUxVTaTMIZMqUlEFpNThopVUV5eXklpacNv38dSSU5CEGMMjZwlwnpyU8Pc7MOm893gKwkNuodseDenIKk09MfjildiUhJoaGnf0ADBSV4Nk5LWr+pxJw120C8pCbOZ0OkpNYkgsgn+83pibNjR65JpJF2tb/mmZsA8oEqWb2aQjmRWDfIMFRKaUMPE+rZUQ4V0JDDRztZG3H4GQ91OUhIMtKqbkvROSoLn8rdFKTWJILIJvO+Tl5cHTUlM4nArNODwzTjyh3yN1YDLliXVIHPId272obB0mvwh3zQacigpSe9zEoRMcmrIl5KSclwDJSVpiSZJSTxUnhKZTk4ZKqOkJKM1UFISo6QkgshWcs1QCSKzIEMliIzBDGZmBg0EYU52kpQktP8IXbhMu6SkgcERYelyxjUlCUooKYnIesxgZoYkJclPKRoYHFleXoSWWkwIsn/0WU5pgNHOhIanc7MPcfk2mSlFsBwpLDAOzUHyNcTjCrb1bmjoHvyP3ScltTXV4n6wMbAuRKukpGgsBl3BvKGqp9yAEkpKIohsAtpeIC5NfkLQxMRXBwsLj56+qCjKUL/T7fFCTlNoJSRNg89358WioqOnLygKM1xDPK645GrApqTHMw9e2rsXNAxd6bg+ei8SWeu53AMa5DQlgYkerbsQ+y4+NNDhHr0XiUR7LvcshhZ7LvfsNimJcaVn0gpVk6QksEBnWxsaKkw/LS0t4Q0YlFBSEkFkE/y0mYKCA76pGSY3pQgnfTLG7A2VhYUH5Scl8RouNVYVSdSAHUkJDU95DZKTkrBCRQ3yk5KwQmWMOc+8UfS9g9onJbEUhqpJUpLg5SxhqHyAg3B1SkoispicGvLlcwMMSQjCi9obKqEqaj/Zsri8zEfa5pKGp5caq0DDe6fOLYRCMpOS0FAvNVa5R8cjkbX2U+eeLC1NSExKQkN1nnnDPToeiUTbT51b3KxhJ0lJ8wuPcT9Lbahs10lJUHTi3VD18bxCSkoisp4cNFSjEoJ4M4O0oFgs2lJd7ZuaMcRQUcM7NTUGaXgKiUXSNCQ11O72lompmUhk7WxNzf3JaT6nXoIGMFRITYpE1t4+ccK3WcNOkpL4/Sytoe4yKQm2oUIVkpLgbOpKl5KSiCwmpwwV04IOFhYaO+TLNwRJDug3UIN6yJdvSlIU3aeiJh3y5ZuS4nFjhnz5pqQ4JSVpeE6CkElOGSolJeW4BkpK0hJKSiIIgZwyVEZJSUZroKQkRklJBEEQBCEfMlSCIAiC0ICdJCXxUQz8Ymr4RK2Skpqbm5P2K+FOtSpKRyKymBwc8oXLWSyWo6cvykwpgoQmftky+WlNSTVcuzUuMykpjQZpw60zUz5h6TSLxeL641eGa/j85p2R3SclTQYCjJvZ4vZ4hX4frZKSIJJJUMU7NK/q9/1dlI5EZDc5Zah82wvkBMlsxmlrqoWZIZUNdpi6o1aVaxreb21E85DZlATTdbwed1WD/f3WpglOg7SmJJgqs6HhUYDT8CxNSUmTkvhEQHt9hWCHmiQldfX/Xh2KxBJLmsNOXtXQ0AClIxHZTU4ZatK0IJlTVhhjE2PDV0dut1RXwweR/KQkAzXwHUmo4ZVX9stfYBzwbtYgPykplQYNkpIYY2CH9voK+ObIR9hrkpSElqye54rC1KooHYnIYnLKUDFYAMpT/GSXHGgQiaxBnoOB4RIm0QB5DgkNur8X6mCH1dX1PIdwOOR09sfjild6UtLq6nqeA05L9e4yKQlGYsHSsL4E81sXoVFSUtKH+J28KhjXpXQkIovJTUMdcDoXl5eFnXpfNxwOVf+oGq4LKUXyzSwcDlW/Wr0QChmoYXl58fiPjz9ZWmKMwdCrfEMNh0O8hol1DVINNRwOnfjJia8XFtY1PAo8s6GmSkpKumia0JSkSVISf6GkSUm8KkbpSASRRcCfM6xtgvfqpA232usr4KvD0dMXZ6Z8LxYVyR/ytTdUWtc1XJCvAUY7U2mQOeR7qbEKNUxPbjQHyRzydZ55I3+P1WKx/Pxkm6Ahh5KSqCmJIDIUSkrKcQ2UlKQlmiQlUXlKZBM5NeTLKCnJaA2UlMQoKYkgspVcM1SCyCzIUAkiYzCDmZlBA0GYk50kJTHGcJ6MsB/QNSkp1dUpKYnIesxgZvKHfHFV7S8+vSJzuHV5eVFYOk1yUlJSDZKTkj6+ejOhYWP5NslJSdBkKyzfJjkpKR5X1Mu3aZOUFI3FMNhBPXGFaZeUdHvkalL3TXp1Skoisp6cMlRse/F63Pv2vba4vCyzGWdi4quDhYVHT1/Exb0FVRI0+Hx3XiwqOnr6gqIwwzXAwtqGJCU9nnnw0t69qMGQpCQw0aN1F2LfxWHajGZJSY8X5rucXc62tlA4rI5WYBolJQ0MjvChSPxPmPTqlJREENkEP23G2dYGU0LlL+4NoQpGJSUZqEFYYByCHYxKSuKDHYxKSuKDHbRMShoaGkCLTWWou09Kwv8mzXxIdXVKSiKI7AByA/DvHQw1Z1OKzKCBkpJ0SUrq62xFO0w15KtfUhKUramuTklJRBaTU0O+8Hnt6nVgwIIhRoJDvgaamTk0PDUqKYmxjXuoRiUlsYShrmvQMCkJHoWiMFVTkn5JSWmuTklJRHaTU4bKT8TE9EH5w63YEGTgkK8hGoQhX2xKMnDIFxuCDBzyVWugpCSCyEhyylApKSnHNVBSkpZQUhJBCOSUoTJKSjJaAyUlMUpKIohsJdcMlSAyCzJUgiAIgtCALbp8oeUH5r2kOszrcfNrtyU9wJIAkoyQbQ7Jbj9fiSCIrCEY8ENBDF2+MlOKzp49e7CwEBpw7A2V2Gk8/EmfURpwCbPhT/ompmclaJibfZhKw//+pE/acOvM1MZyafxSbu5P+o3SkJ+/vpSb+5NtJyWhjYFl8j23I4MDpaUlmPknPApJSWjDfIOuvb6Cb/odGRyoq7Opl1nlzw++Xlxc1tXlhOk3A4MjcAn4S0uTuEQQ2YQZhlsNaUoa6ne6PV6ZzThtTbW+qRmvx13ZYIcfFjQI67NK1MAM1wD3EV2yNGBTEkzX8XrcVQkNQ1c6ro/ei0TWpDUlwVQZ0BCLxxljQ/0d7tF7kci2m5J4h2OJCaP8dFKwUviXf1SoWXlDDQb8FouFPw+YMUYmqc/PEtYO30/RUIWLJk1cIohsIqcMVT11hMmdssKSzQfNHQ18R5J6TirTvy9J6EjC6Z44CZXp35ckdCTxGmAKDdvcl7T1PVSwVUevi5+WKnhba2cfptU7HH1bGqpwHkhmeOvXP0t6fpbaULdMXCKIbCKnDBU/xKEsEz7ZJVyXNzDSACbqkqghabADS5SnsN+QYAeWKE/VGrYIdsDABCwB4aH0xWIaQ7XXV/CjsuCU6c+Ph6Uqi+EpSWOVCCKbyE1DxVQHJtFIwuFQ9Y+q8bqGaXi1eiEUMlDD8vLi8R8ff7K0BDv7JWrgy0Few0BHx1JCgzRDDYdDJ35y4uuFBdSwmNDzDNGDfFMSloCOXpfaUIV7qIKh8lWpcB5IfIazJT0/SywvA/H3JaWlwkXTJC4RRDaRU4bKh+PjvTppw632+gpsRDJMA9cEJF8DjHbyGlZXN2mQNuTLNyKtrm66byptyNd55o38PeuNSIKGDEhKIggix6GkpBzXQElJBEEQmkFJSZSURElJBEHoQk4N+RJExkGGShAZgxnMzAwaCMKcbGGo/OKjbPP0FSnyCILYwAxmprcGPiHINzXDElMmFEWROdwKGiwWi/2jz2amfLhsmfy0JgM1YFKSxWK5+OEgr+GmxOFWSClCDZhYZIyG7sGZKX8qDekM1etxY1Kgvb5iYGgIE4uSxhsJAUkEQWhL1huqOp1nZsp3sLDw2G9+pyiKzGacvs5WzAPi9chMKUqtISJTA2QSCRqEjl+dBEBTkqvfiblIqKGqwS502+qn4dvV1aErmIvU825z7f3JadDw7ber221K4md58gFGEG+05fRTgiC0JesN1QwJQajB3lBZWHgQFvTm9UjWUGSQBuxIutRYBRqE90VmUhJogAW9GTf1U2ZSkvPMG0XfS6Jhu9NmUhkqP0mUzyoiQyUIYjckNVF+W1qggb2hEqqi9pMti8vLpOG9U+c4DU8laEDHutRY5R4dj0TWLpw692RpiY8elBbs4Dzzhnt0PBKJtp86t7i0xKcmbTfYQRjyxawi3lB50yVDJQhiNyRNKTLESLpa3/JNzcRi0Zbq6pt3b/N6pGnoPt8kaMC0IPka3qmpkawBjQrC8SORtbM1NTfv3uZTk6QZKoTjRyJrb5848cVXo8f/6jimJm3XUJmqKQkSi/hVX/isIjJUgtCVHBny5VOKjBryDQb8LxYVQUOQoMcoDZgWFI/LG/KFRiRoCLL/4y95DdKGfOdmH2JTkr2hitcgbch3Q0P3oL1hY/m2WDxOSUkEkZFkvaEans5DGsyjgZKSCO2xEARBEKYnEomQoRJExpD1FSpBZDQ6Gmqfw7GDCak7exZB5AJmMDMzaCAIc7JhqEL/UVL4vl/+iepepGDAX/bysWe1RuFZKMlisVC7E0HkApgQVFxcBo21cpKSggF/zeuv5+XlQUITNgRdH73n9bhhv94pRbyG+5PTqOHarXGvx221WvXWAD04/LVSadAvpQg15FutkEYUDPihIejarbtej/u/7Nmjd1ISanghP1/Q8PnNO/z+5ElJ0L4bCodjsWjtkUPOri5+bVFs5W1ubi4pLT1QUMDHIaGhej1ueBRd8NCRWr//LkYpgUEWF5d9OX4Ld/Lnx2dFYzE4M+/f9voKR69LfTn1CfEhYaVV+Ln4Fc4JgjAPfFJSMOBvOt8tJykJzvxgaoptnjYDj87Pz+N+/ZKS1Bpgyoo0Dfjy8tcCDWAY8jV4VRqePHny9OlTb0KDHk1J2Ig0Pz+vKApcq/N808SjAGhYWFjA/ZFIsqYkocqEWadgYCxhbPPz816P+9CR2pVvVmqPHMJ1vHmHw0edXV1Qa+IE1op6u6vXAWbJ7+TPn6ZCxZhD9HK4HJwNDsATCjrx/MJ1CSKzMMNwq4RpM52tjWiocqbNYDLRxNjwvn2vzc7PtVRXl5aWQDXGGIP9MP1RjobAXFCyBn6xtomx4ZKSw6DhlVf2gwbQVlJyGDToMW2GT0fyjg1/v+Tw9OPZd2pqQAOkFHnHhveXHIZpoHpMm+HTkeBaU8GZs8k1LLGkC4wLhsrPLuX/W15eDlYEziQ8FweE7fUVYKiPF+ZrjxzCurOvs7Wi3g5FMF+M4vltdXWCoQrOZ6+vwD14Od534YS8EnRivh0Li2CCyCCy3lCh+oEh1pLS0obfvi8Yqk5hAvxpgwH/yZb2FpvNNzXDXxoNPls1COecm32o0vAU9jed747HddHgWz/nU0HD/clp0AA+Nzf7sOl8Vzyu6BHsIJxzbvbhqXPvtdhsvslpPiBpbvZhS3u3oEEc8mWMYcGHFSqOteId1m0aqrpC5Z/O/xfOX1JamsZQ+SB+XnPSCpW/EK+fKlQic8kRQ0XvdPS6ZBoqDPPC5aBKVm/rbagwvGmIBjxn17vN29Cgy3uBhgrpSEk1TKxv9+ttqN3tLf6pGTDRztbGiUcB9XZyQ2Wbm5LAorAe5e+hbtNQYWkavIcKzodOJgze4vnxWXgPFWtKUAXfXtE1hXuo/Ghw0goV7qHSejhEhpL1hgrDnq5eR15enropiek83BoM+HHZOGjG4RtzcOhVbw1JrytBAw75zs0+3FKDTuH4QjoS3xCk3lYUXZKShHSkLTVkSVJS0pZjgshist5QjUrn2f6Zs1jDM53WJBp0bUra9sFZkZREhkoQ2Qe/gpuA3tNmUl03dzTwfUnp0S/Il+9LSo9+Qb58X1J6+PKUZbShEgRBEIR5IEMliIwh64d8CSKjIUMliIzBDGZmBg0EYU7IUAkiYzCDmZlBA0GYEzJUgsgYzGBmZtBAEOaEDJUgMgYzmJkZNBCEOSFDJQiCIAgNIEMlCIIgCA0gQyWIjMEMw61m0EAQ5oQMlSAyBjOYmRk0EIQ5IUMliIzBDGZmBg0EYU7IUAkiYzCDmZlBA0GYky0MNRjwl5aUPlMQs6vXAYus8SuWJz2GMZb+MDVejxuXPYdtXNxt+ychiAzFDGZmBg0EYU62MFRXr6O5uRkMbGRwoK7OVlBwoKvLia7GL/rt9bhLS0ssFktxcdnQ0ICj1wXrqoLh4eKmsOgpLErq9bhtdXV4hpHBATgDLrbKX+LW+JdlxcX8AuNJD/MHgoIqi8WCzyIIgiAIPUhnqLFYtK22aTI42VTbFo3FYCFxWDQtHA45HH2Msc7WRjCwxtZOKDeFCjUWi7bYbGhm/DEsUWXiGZJWt8Il0ESxQgWz5A9Tb8di0ZWVb3R6EQmCIAginaHyY6puj3dkcAAKPkevCwwVHDcUDsN/kxqqvb4CLBCqRihteUMtKDiAZ4BLwKKAoEF9Cd5Q+QqVr4b5bbwufzBBZCJmGG41gwaCMCfpDBW9EKpStaGyrSpUKGrhbH0OB4zxpqlQ1YaqvkQqQ4XDUm2jYILIXMxgZmbQQBDmJKWhBgN+m60lGosxxsLhkO2Htq4up9pQhbuVMCYM91BbO/tqjxyCSvHQkdq+zlaLxVJSWgq+mOoeqtpQhUukMlS+Ak66TRUqkemYwczMoIEgzAlNmyGIjMEMZmYGDQRhTshQzY6FIAiCMD2RSIQMlSAIgiA0YFuGCv1EOzj7zp6448sRBEEQhFFYGGOxWBS7hyyq1KFgwF/28jHB4fj2XfV/0zxxS4RnYRyEJRElQRA5i973L8PhkNM5AOcPBvwHCwstFsv10Xv2+ornnnvOYrEcPX1Rbw3BgP/s2bMHCwuLi8sWl5d5VTevfqxfPEsw4K95/fW8vLyCggO+qZlgwP9iURH8+F6PG/bfn5yGxkkJGu5PTqOGa7fGvR631WrVW8Pc7MOPr97kr5VKw82rH/umZvT4NUAN+VZrQcGBPz14FAz4X9q712KxXLt11+tx/5c9e2C/BA0v5OcLGj6/eYffL2jYqFDRydBfDx2pXflmhfdaS6JXNqmhej3uktJS6Mi96/fzT8SgIjDI4uKyL8dvYe8u43p0gUNHaqHB2NXrQIO311fwU3HwctAwLDQDoxIMTgLx/GGavw0EoSu6mhk4aEW9Hc7ffb5J+BsZ6ne6PV5dNcRi0Q86PmhrqgVLazrfPTPlO1hYeOw3v1MUBR5di0R0uu6DqSnG2MTYsNvj7Wp9yzc1A4/Oz8/j/khkTZqG7vNNMjXgy8tfCzTA2y1fg1el4cmTJ0+fPvUmNPRc7vl2dVVzDXDa+fl5RVHgWp3nmyYeBUDDwsIC7o9Eoj2XP1xNaEhiqOhhYGCw32b7odvjhT0staGiB4N14RPxnK5eB5glTHLl91fU2+fn59NUqM6uLrRPxhhcDk4FMYd4QkEJnpwlJtfyPk0QmYK0CjUWi7ZUV5eWlkC5xj+kt6kPDI50tjaioSqKwtfNOhWpcF1FUSbGhvfte212fg5//PuT04wx2P9kaUmahsBcULIGKMvgdZ4YGy4pOQwaXnllP2gAbSUlh0HDFzoUiAkNjDHmHRv+fsnh6cez79TUgIY/PXgETra/5PDXCwuMsRHdNMTjCmjYX3J4KjhzNrmGJcbYzc/+HTUkMVTeNSFpqOzlY1BQ4rhrKkNFJwZDLS0phWxeLDrhnPwgM+zHItJWVycYKu989voK/C9eztXr+Nmv3+JPeHvkqqAETi5MjYUimCAyBT3MLBaLvvl3fwl/EXPzsw5HHxqqb2oGzQzKU500IFD9wBBrSWlpw2/fFwwVDtD86vxpgwH/yZb2FpuN//FhPxh8fbMtPAAAIABJREFUtmoQzjk3+1Cl4SnsbzrfHY/rosG3fs6ngob7k9OgAXxubvZh0/mueHy9TNT2rRDOOTf78NS591psNt/kdDgc6ujY0NDS3i1o2FaFCr64nQpVsLGkFSp/jHAtV6+jpLQ0laEKo7WYDpG0QuWvgieHVEKqUIkMReY9VBjyxT0DTifc0ZRgqOidjl6XTEOFYV64HFTJ6m29DRWGNw3RgOfserd5Gxp0eS/QULvbW1JpmFjf7tfbULvbW/xTM2Cina2NE48C6u2tDZW/hxqNxcLhUFlxMVR15eXl6ItbGir/RBynRScDd8T9WETCWjT8PVThDi5eJek9VAxgSlqh4jZelyAIRN2UBEO++t28FIBhT1evIy8vT92UxHQebuV/ZGjG4RtzcOhVbw1JrytBAw75zs0+3FKDoii6DvnOzT58ae9eviFIva0oiq5DvtvUkHzIN+NA1yQIIjtI79x6NyVt58xZrOGZTmsSDbo2JW374GRNSRkHGSqRa5gh9k/CtBnozVE/JJRl1jNWS4PF0mCJK3Fdr5tGg7YYroHvS0qPHuXpZg1bH6lHecprgHul6eHLU5bRhkoQuUYuGOo20dZNCUITyFAJImMwg5mZQQMjQyVMybqhCkuhMcZwydLtwz9FfUKCIHaJUWYWDode27cPYoPkaMBGJHtDJVzx6OmLMn9w/rozU74Xi4qKi8tg/qU0hEakWCzafrIFGrWkoW5QslgsFz8clPk76B0b3rM5NQkbgmRqSJqaJEjYZKgjgwMwbRRabYU8I6/HXV5eLiQfwQrhBQUHbo1/CU/B1AX+hHzTrxBXNDI4UFdnKyg40NXlxHmulGdEEGqMMlSYhBoOh1pOtkvQAN22kI7ECzDqB4epLDgHVNrV4bpej7uywQ7TVDDYQZ6G9hbU8Id/u6RrVlQqhNSkiakZr8dd1WDfzj1OreDTkfjUJIFNhgolJqwTDtudrY0Q3Qergjt6Xfwexhj8NxaLrqx8o65Q1SeEJ/In4afc4LrlwlUIgjAQnISKG3rDT5Xht2WC1zXKUAE+6s/Z1ia5QuU1KIpyqbGqqPAgTJuRKQBSkyAdiamyF6RpSJqaxB8jVqhgYzAVDCIRoCSFtATIT8A9jJs/ivaZ6oS4hkwsFm2rbQqFw2CfcAycHA1VuApBEAZirKEaW55CigKf3CRTg5Dk0OdwyDdUjEm61Fh1ffReJLL23qlzC6GQZBmY0ISpDpIFsNSpScgWhgqVIh6DFSo+H/4LRpjeUOHRcDjUVNvW1lSLBWhSQxWuQhAEy5khX7bZUKW5uIBwXUxukiYgHA5Vv1oN1jXU70zc070g00vC4dDxHx+HcWYY/o3Fou/U1Og0XyUpfGrS8vIS6pFJd3tLqqQk/rCUhgrBfnyEL3gelqT8zU7MMFLfQ8UTprmHqjZU4SoEQbCcbEqSFtIkwF8XzEx+U5K9odKaMFF4veV/t7jUWIUaoDlLflMSn1jE65H5xSJValLyIV+CIMyPGaasmEEDQZgTMlSCyBjMYGZm0EAQ5oQMlSAyBjOYmRk0EIQ5IUMlCIIgCA0gQyUIgiAIDSBDJYiMwQzDrWbQQBDmhAyVIDIGM5iZGTQQhDkhQyWIjMEMZmYGDQRhTshQCSJjMIOZmUEDQZgTMlSCyBjMYGZm0EAQ5oQMlSAIgiA0gAyVIAiCIDSADJUgMgYzDLeaQQNBmJN1Q3X1OmD9UVgBJtXRsVi09sghS4L0i5XCgjMa6yWIHMYMZqaVBvWy4biHX9zG3lCZWLbsouY/eCwWbT/Zguu3wLqnBQUHYDnxF4uKYIUZ/TQIAkCD1WotKDhwf3KaPwD04H5pGuC6Fovl2q1xflvz1+G9U+f4xXy8Y8N7rFZ+dReLxXLt1l3cvvjhoLarzcRi0fZT5xY3a3ghP1/QcLF7cGZqq9VmcClTWKPU63GXl5ensthYLNrl7IrGYmjDsPLtZHASFl9bV5NYwa20tASOSbWCG2NsZHCgrs5WUHCgq8sJq7YJBxAEkTWGGgz4DxYWVtTb8Tyw59hvfqcoCr/8Ki6gpsca4xNjw/v2vYaf4/Pz87DT7fF2tb4Fttp0vlu/dc4FAYIGWFccDug+3+SbmvF63JUNdm2NJL0G+BiHnxpVaXh1wDc2/P2Sw18vLAgavGPDbo8Xfvb1d+FKByxy3nO559vVVQ01eMeG95cc/nphEfcsLCwoigIaXP1O9+i9SCTac7nn3eba+5PTXo+7qsEei8f5k6Q0VFxLHPbwz0FDXdeRWCe1zlbHmx+8E3BmOAa24YTCyV29DlhytaLeDquipro6QeQsWWOoLG2Fiqt+wob6SE2AFU+dbW1CccYbGBqqHhqSCuA1qA/Q3NLSaCgpOfxkaWmo35mfqFb5bT00wFLqiHds+Pslh6cfz75TU/PKK/uxIrzUWFVUeFBdHe5SQ8/lHmdbm7DkLe+yzjNvFH1v47re9fdi03mSD/mC/9nrK2Dnz379Foz0HjpSG43F0FD5ZcAFl2XJ1hjvczhg+fFYLNpW2xQKh3FFcfUy43j19APLBJE75Kah6leewtCa4CVgovdv38jLyyspLW347ftYNGteniYVgBrujV7nD9DD1EFD0nXL52YfNp3vhmo4cemn3LZmGnxpNZxsaW+x2e5PTsN17fWV7tHxSGStffMQ8S7xogbVOedmHzad77y4ft31YeFwONTRMaAeKhAr1PWzcxWq+tronWCQcLDX425ubhZOIhgqXCUcDjXVtrU11fIFqNpQU12dIIgsII2hCkO+ST9qd89Qv1O4MwpVKS9sYmzY0eviPV4fARfwZeA1uHodeMDy8uLxHx/X0EKAa/3O5xOXQHvoercZNXS2Nibd1tBQrw38c77VKmjobm9JpWFiaiYSWTtbU6NhoTx0pSN/j9VisfzizfbYd3HU4J+aAe/sbG2ceBSIRNbePnHii69Gj//VcX6AGklnqHwByj9HuIdaUlpa29TW5exa+WZFGAoWDDX9PVTBUFNdnSCILAB9C7sXkzYlwXgg3EnVA3BK0AD3caEp6VrfP+Xl5UFTkq4a0KqhWFQ3H8EB9oZKq8r5tNWA48lzsw9RA6+H39Z8wGCgo4PT8HRu9iE2/kBDkNgcpHVT0rqGpaWEBqbWAE1J9oaq/HyrxWL5+cm25PdQCYIwP9k05IsEA/679x5pdbZM12Dgmzs3+9BYAVmggQyVIDKGrDRUgsgayFAJImMwg5mZQQNBmBMyVILIGMxgZmbQQBDmZN1QtU01eqZApS3B+TNCyAPf1sS3O8Gj/B6vx40yoPtpN3oIwijMYGZ6aAgG/GfPnsWGIL45iHHNSjevfqzfHy9qsFgs9o8+s9dXYA/wzJQPU5NkaoDrCilF9o8+0+9DbG724cdXb+J1f9fzqf0ff8k3Q+H8mS+ufoxhCzppwOYje0MVrwEijeC9kKThg02NSNOT6/s/v3lnZHCA17DJULeTarT9SKMtA5X4J4LnqU9ir6+w1dUdKCgoKS09UFBQXFwGM1kZYzCvBrIg+Ak50GbM7/l9f5c/EIRL37jh0fzVJwhix0APbVtTLSYBwTQJ2J6Z8mGCkn7dtnDmvs5Wt8cbjUbwKjCBhw95iETWJGiAq8BrAo+CEtgfWgnpoQFfXv5acBVXvxM7kNHVdNXg6ndiItLq2hpjbOhKx43b9xUFwxYWII1B27wklgh5+HZ1dehKB6YjwVWG+jvco/c6zzdNPAqAicZi0Z7LH64mNGwy1O2kGm0/0mjLQCX+ibAdi0VXVr7BM3g97p/9+i2IgMDZrsIsGlCOkRFJN4aGBqBC9dy4gX5MEIQZgDl16nA73OYnhupUIKIGe0NlYeFBoTIWUpMkaCgqPPjl/fst1dWlpSU4hQYSgmBbDw1QlsHrjNfiXn8+1eEpY0yPIjWhgaEGSCaC64KR85FGI7ppgDk5fDoSTEhdXV17+8QJPrnp5mf/jhrECnXLVKPtRxptGajEPxGP4UeeRwYHPh36FHwaFAqGikFL6Q0VNsLh0I0bHrgopfYTmUhWDvmq56Gm2dYpThZOa2+ohKoIwuIxHQlC8zE1SY6Glurq8vJyDDSw11fw2viIXW0FQLYfXOvCm2eFpCreUPV4HXyJeaiXGqsgEenCqXNPlpagYIXyFCKNlpaXWYr8v12C53SeecM9Oh6JRCAdCeN83z5xwjc5jWFJvIaUhpoq1Wj7kUZbBirxT4RtNEiAN9TO1sa7fn+LzYZPCYdDth/awCzTD/nCHs+NGzDaDD+glu8AQUghiw01HA5V/6gaM/Zwm0k0VAjEj8WiLdXVvqkZIR0JU5N01QDVMGjgDRWGwWOx6Ds1NTAerp+hQlISXot/HaQZKiQlYSISahi60sHHKulqqJCUFImsvf2rX/kmp/sTwYTd7S0TjwLPZqhp7qFuM9Joy0Al/olJK1QhUlh4lC9whRYk4R4wSwyn4LOoQiUykaw0VPjb5JuA+G2ZQ77QDAWNP/wdRMgIhKYkCRqw+Qiag4Rl1OwffabTsDMO+UJSEjQlCfeMpQ35QkoRNCXBXUy4kwoMdHRAharrkO+Ghg8GV1c31rfhE5SSD/maEzBFwUQpiZDIWbLSULff3qJ3U1KOa3im05pEg65NSds+WNWUZFqEGThUWRK5TFYaKtvcl5QGvaeskAa+Lyk9ek+b2c6J9ShPeQ3byQrmy1NmfkMlLATBoSgKWJp5NCSVpCiK1WoVdsbj8e3vZIwJ+2nnjnfGYjHGWH5+ftbsjEQijLEXXnhhZzthv7Y7I5EIGSpBEARBaMB2DRUnnxAEYRTZOuRLENnBRpcvNPHCPUvhVmUw4C97+RhOUKG2IIIwBDOYmU4a+A7bpNvXR+9pPkskLy8PAw55DXAt7C4WOmw1FGC1WvmlT4FYLAqTTfk1UO+NXk96sIYa+B8tFou+d+rc4vIy/uwXPxxUlI39GmrwjQ3vSaEBJqHCWqTFxT+FNb0xelBDDd6x4Rfy87FxF3Zil+/nN+8sLy8e3r/fmpf3+c07uDbq5zfvCL8OG4ZqsVgq6u1gqM6uLpwng21Bh47UwhwYMFSvxw1xgAUFBz4d+pRPH+Sf0tfZWl5ebrFYfvbrt2qPHIJjUqUVEgSRhiw2VEgP4OP3+EhCba8FzM/PsxTZTIyxRMzeRUVR1FF8OgkAJsaG9+17DQ0Drp7qYP00lJQcfrK0JPzsuF8rAagBZ6Difu/Y8PdLDn+9sABzUiGpCuZ9QvSghhoWFhYURZzVyv8XQgeXlxfPnWpva6pNtcT6hqEeOlLb1lR71+8HL4QkQgg/SlqhwlNWvlmB4zGPEI6BDZj0CUFIpSWl/kAQ5r3Y6yv48xMEsR2y2FAZY3zsH2zf8fkwfk8PW1VbF1+z8vNfQY+21aFaAEvMG3G2tWHGBR9qIRwsRwPGEAr7NcSX8E5eA0YM8oYK80ExelBDEj69iHuGBjry91ihbOVTHQ4fPgy/k3w5C2wyVL//bm1TGz9NBarSVIbKu2bS2aIQ6QC5DXAGe31Fa2cfXgLOr+3rQhDZShYbKkTuwWinzfZD2BbSgvT4wTGhF/fgtXBDiCTUVQAUi30Ox3owEBf7l1StJjyeedB0vvv//J+nvAYIJ7I3/hJ+9vdOnXO5+nC/tgIYY3OzD6EAhf96OQ0TY8P5Vut//4u/aPjt+/dGr/PRgzpo6BRmy0AiUp/DwRvqfS56kD94k6FGYzGMH9pOhcobKlSoOCwsPMQbKlWoBEEIqCP39DZUuCJ/ZmGPEI6PkYT6CWCJKhnumyoKQ/dKevDu6Ux2Wle/c8/zz4OG97nIw7o6Wx63jJpWGqAAxfh72ClEDDLGvGPDzv6hz3v/SdivlQb/1IzgkfxOV+8/CUO+2zJUuLsJ91BxrTRILFLfQ0XXhOOxThXuoaoNFa7Cr8VGEEQuk74pSY8hX/7MkFeaah1WnZqS4LTYZ8TfyAQf5WODhIO14vHMAzytkA8MGoSmJMZYv9YVKiQdbtawXisPdHQsLi+7+p35Vis2JTEuelBDDZgmmNCwaWc4HBKaktIN+RIEYX6yeMjXWIIB/917j8ygwcAXdm72obECskADGSpBZAxmMDMzaCAIc0KGShAZgxnMzAwaCMKckKESRMZgBjMzgwaCMCdkqASRMZjBzMyggSDMCRkqQRAEQWgAGSpBEARBaAAZKkFkDGYYbjWDBoIwJ2SoBJExmMHMzKCBIMwJGSpBZAxmMDMzaCAIc0KGShAZgxnMzAwaCMKckKESRMZgBjMzgwaCMCdkqARBEAShAWSoBEEQBKEBFsattgbwa5S6eh38yuGMMa/HDcu38ceonygAz0p/NjwPLKG64x8pGPAPDI6kuiIRDPibm5thuT14nfnV9GAbVuIbGRzwB4JyNHg9bovFUlBwAK4YDoccjj7GmK4aBgZHYrFoW20TLCPIb4fDodf27bNYLNdH7+mqoeb11+EH903N4LJl10fv4crEFfV2RVFAgx7DrcGA/+zZs/BewHWfe+45i8Vy7De/W15eVL8I+mnAn51/HWC7uLhscXn5i0+v6PRGJNUAy5bhdnFx2ZOlpZtXP5aj4dqtcdSA23prmJt9+PHVmzNTPryuvaHSyq2BmljS7ukXVz/2Tc3oMfKPGl7au9disVy7ddfe8EvUMD3pw6XTbsrS8PnNO/aGqvx8q8Vi+fnJtvFR9wv5+Uk1bFSosVi0y9mFS6IWFBy4Nf5lWXFxcXGZ0/kWrjouGGow4G9s7YRt3hHh47iuzobPesvpTH82tfn1ORyTwUn8YMWzoUJ/IDgyOFBaWsLvLyktBUPFK3Z1Of2BIBpteXl5cXHZl+O38CTCp3kWA+9yX2er2+PFd7yztRFen8bWTtjmD47GYhI0zM/PM8ZwWcoDBQXw/UxXDdFYzOtx47q8sA1rPcJvYzgcaqptW/lmRT8Nk4EAS/zg/IsPDPU7cY3hLmeX5mYGK262NdUKq43CdfFFaDnZHloJwdqcEjTAYtr8djDgbzrfHYms4fqg2kIaUMBaJALX4t9iV78T/jBfLCoCZ+XXatVFQ3uLoGHoSseN2/e7zzdNTM14Pe6qBvvq6lrP5Z5vV1c11wCnhQXGN2no73CP3pubm1MUxTs27PZ4I5Foz+UPVxMakhgq//HKmxyYn2CoSUtArA5hLfHG1k51vag+G/oxGlsw4K+z1cE2fza1QjgP7OfPDI/Cl2u+cmWMqV0kFouurHyj6VtjOuBFYIzZ6yvwdcaXoraprcVmKy0twYf0KM6SamAJP8MCEb5I6aoBfuedbW2hcJjfZoz1ORz8hq6vg9fj3rfvtdn5uZbqanjxcYFrh6MP/55HBgc0N7NgwN/V/3t804WFtQcSS0nDhk5VsqDhjs/Hvw68kSiKolNxlkbD/clpaRo+uPIpXvfL+/cla4CyLBJZe6em5pVX9sN1FWWjKmUbvxtPGWN6FKkJDZGzCQ2wiDdcNx5fv5Z3fTF2NqKjhujbv/qVoKGjY12Dd2x4f8nhrxeWGGM3P/t31CAa6so3KzDqBX/MYEg4DLilofJHwp8ffMe/PXIV7S3V2dTezFcn/Nne+vXPcDQMzbKr//egXD3km9RQ+SE1fpxTwzfGhEAlZK+vgOoQXjEo0EtKS8FQ4XUGP4PjJWiAh3DAgzdU/TTAv2CZ/DZTGap+GmAbv83wLz6Wp3i85mbm9bivjtxusdl8UzPoo3hdwVBBsF4aqqtBQ3t7B68HfuqS0tKG376vKMrE+iepxqN8E2PD5tdgtVp11TCxXnKtvVNTw/0+PIXyFK7FG6oeGnwJDWdrau5PTqOPQnkKlwqHQ05nPxobOKuGYOn59q9+5ZucRh+F8hSvNTf7sKW9Ox5XeA3bqlDxM0VtqMGA32ZrAc9z9ToKCg7gkWifQoWa6mxJ77A2NzfDTv5s/MgYb5apKlS+ihUqVDgJbPMf4tkKP7QYi0XhExwfwipfgqEKGoTryjFU/va/0ArAD/nCyLCurwP8vMKLMOB04lcNppuh8hqEwhScFYZ81yIR/QwVNOCHOL8NF5oYG3b0unQ1M7fH29X6luEaoBI1RAOes+vdZt5Q+xO/D0yWoSrKUxjyRUMd6OgADeFw6PiPjz9ZWoLj9TNURWEw5IuGOtDRsbi0xBjrbm+ZeBTA/VsYKn+HEkbh4K5nSWkpWiN/efWnEhwJdzfxPGBmac7G34KtqLdjxQyq+LOp62AwVOEeKl5xaGgArshXqPxJcqdC5V8obAiCV55vSpIw5CtoEK4rZ8gXtrEY5bf5piRdNUDTDd+UBNvqm8dyNPD3xoQXQb+hzjSvg6vXkZeXh/e2ZWp4sagIhj2H+p2gAT7H9daA15WsAYY6FUWZm32I1xXulcoZ8lUUNjf7EJuPIpG1nss9q2trjLFLjVV8k5R+Q77xuKLWAPdr+f2KoiQf8tUcbf/+9eu0zCmeqcdH74Yg0mAGDdtsLdGpCYU0mEfDM53WJBp0bUra9sHJmpI0hwzVnPDFWXr0nrJCGp5VAwy3CsBXY/VDiqJsc2ffJ8PP+nTNp80MDI5seU69p6yQBixStzxS72kz2zmxHuUprwF7oNLAl6eMgh0IgiAIQhPIUAmCIAhCA9IZKiYoQasOzHPY8ozqyemEsWDDsxBlBbNliovLHi/MJ32j+W4dnTRgckKq3zRtNZSXl1u4SK9wOFRWXGyxWAoKDtz1+0EDNODo9yJAsy7kHzGu8QemP27S0FCJ01e01QBzY1ADAHsikbU3/+4vk2rAVk+tNGD/MArIy8s7evoir0FRFHtDJWxoqAHbZdO/Dnl5eXprgD8KYdgSNZz++at5eXnXbo0rinKpsUo/DZX1dmGE09Xv/OU/2ldX1978+atWlYY+7TT4xoad/UOuXkdVg6hh6EoHBDgkNNxVFHapsco9Oq4obKCjY0mr38mxYWe/67NeZ1WDPfZdfJOGgXUNp4/9lTUv7/ObdxSFOc+8gRoWEy3HLL2h4sRNnLGHD6HXHjpSO7/wGD6VHL0umFbIf0DzR2reUkFsSTDgt9XVlRUXl5eX8+8gegk0OSd9o7WaK5JKA2PMXl8B84BT/aZpqwHmwAjf+aCjWMKL0NjaGQ6HmmvfXYtEulrfMkoDBAqWl5eDZbKEqcMeCRogmoAxZm+o5L9YgLkOOJ1fjt8SNOCkEU3maYCG5eXFwyUl8FOjBtyjfh0013D8zTf/+r/9N16AZA2PZx4cf/NNfOtTafj46k39NMzNPvzV6dOg4dqtcegfBg1/u38/7EymgTHt5sysaygpSWhgqOFnz6ghnaHCZy6k9GG+IP8Q/IF9s7ISjcWgC3F+4THGQeAePJKQDxZYgovg53tTbRu8R+o3evstMzvT4PW4bXV1A4MjaX7TNNQwNDQAv4eCDJAHpqL3i4C21H2+KY2G23dvNrZ24qeVVhr4SlcQgHvSa9j9ByhWV16P+/ibbwrnhCbPuflZORrY5ng/fg+YCmjAbwB6aFALkK+hU5U1yBjD2aig4T/vjDSd78YKMtE69HS3GhITTNVZg7gTzHVf8U9TaNilBMZPMPUn0wCzUQ+Dhi+TaMD/bn0PFT5z+zpbLZvj76H0hCEsnDwK7zSGEEFVikfu9ucmnhGczSkEErFEwcFPxlC/0Zp8jqfSAJEgt0eu4petpL9pGmqARlm1DP78er8IqKH9ZMvSykoqDc217/Z1tuLIsIYa4MMCBPBDdsIeqBdBw7Hf/A417PJDHDMKggF/dXXLfw4PCqMmx/7vv0F34TUcPX1Rcw3sGV8HPTSoBWyl4UI8LknDe6fOqTU8n9CgiaFibgNc7gk3dgoaLnA7w+HQuVPv9XW25u+xbtawGwkM8xlisWj7qXOLKg38znA4dO5Ue19na36+9Rdvtse+iz+zofY5HI8X5rH6hJ18pIuQfMTnt7FcCiEyIfhBrH794f3i1zZQv9GajPKl0oA5Hpjfm/Q3TUMNYGZej5v/XihMidH7ReA18CG9aTQoiqKtBqZKCWabbYYxNuB06qcB7lzC9BtMbAiHQ9U/quY/1gecztn5OShYQZsmw4y8Gwk/tXqP3hrUAqRpeDzzAGbIbEdDv6jhqSYa0BGFqF5eA+4c6OjgNQgRRbvUAAvpYFQvr4HfOdDREdzQ0KfWsIWhYuAq3zPCuJghzG+DHCL8vIDPypwKITIh+BkqfKCzxKA9JhOp32h1Uau5Br4+Tvqbpq2GILdKHVaKfFoCasCOGD1eBFyMLLmGhkq1BnUBsRsNjPtAxxmNvM3orQGrQ5jCDxowWNH+0WfYBKS3hi1fh+uj9/jupEhkTVsN/OXSazid6AzSSgMaKm7wK5HxE1KhESkS2ehOikTW3jt1biEU2qUGPhcJNkaSaGCgwT06jhpcf/wqEllrVxW1O9aA9W48vin5iC9AoREpEolid1IkIha1NG0mm9nNwIBWTSgZrcFwAZpr2FlJoaEGdTG0TbTqgiENZtOwnfwENVp1JCUtTHesgQw1yxn69NMdNFfzQ8E5q8FwAahBqywYM2i48Yc/7CCvju8NJg3Gapibfch35RinoUszDZ9/vjMNsNoMv5MMlSAIgiA0gAyVIAiCIDSADJUgCIIgNIAMlSAIgiA0gAyVIAiCIDSADJUgCIIgNIAMlSAIgiA0gAyVIAiCIDSADJUgCIIgNIAMlSAIgiA0gAyVIAiCIDSADJUgCIIgNGALQ8VFK/klJNXAoqdJH+KXH2eM8Uul7gBYdMxiseC6Y4h6pa3tr70Fi2mk+SkIIpsQVp6BReVw6TRchwSWVCsoOICLfmurgV/txN5QCcu3HT19cWbKh3oEbdI0LC8vHi4pgZXjggH/i0VFsK2tBvWSL3ita7fGYbug4MD9yWl7Q6V1XdsFrULhU2mYm30oaFDr0eN1EH4uXGA8GPC/tHevxWK5+OEgLFzqdPZr+yLfDexkAAAWSElEQVSwFMvO8AuM4wHeseEX8vMLCg786cEj4XVIZ6ixWLTFZsMlG+cXHoOZOXpduG7loSO1K9+sgG/Z6yv49aLZZkvrbG28Nf5lna3uWNnLFfV2tEY4m7Ot7VjZy2C9/LqYh47U4voYsBOWkQoG/DZbC6x+DPL6OlstFktrZx8+EfY4el38tYTr1h45VFxc1tXlvOv3t9U2TQYnhUcPHal1trXtfkVMgjAJYFH8CudD/U74o/ug4wO//y4+Oj8/z7Rbuy29Bl6Jq9eBevo6W3F7B0uCbKnh6OmLaTSEw6GWk+1tTbV6fKUAfzp6+gJ//e7zTXgt2PZ63JUNdjgGtGloZo9nHoAG3kj41dn47e72FtSjoZ+Bf6u/KHjHhr9fcvjrhQVXvxMWZO253OPz3Ul68O41vLR379HTF2LfxQUN+0sOf72wCKZ+tO5C7Lv4wsKCoiRf3jydoQrl4DcrK9FYjDdX+DODb7tej9vR61KfxOtxo8UGA/7SktK7fn+Xs2t+fp4/27GXy+rqbPCXI5wf4VdIZoz1ORxfjt8aGBwBAfAoaEbTheN55X7/3cbWTngK/s3YfmibDE7CSYRHwbl3sOgVQZgW9dqo9oZKrET5ksXrce/b99rul7NOqkEojPg99obKwsKDoIfflqZhwOmEn7r7fFN5eXlpaQlUZroKiMWiLdXVwrXQ0nazgun2NTDGXP3OPc8/DxqG+p35VitflWq1GKpaA++RsVi053KPs60NlhC/1FhVVHgQKkJpFaqggT8gYbTi8ubpDBW9BC2TH7yFAs7R6wLfSjNeCibn6HXBV91wONRU23Z75CqeDc4ABS5WpXh+PA//TRnc8fbIVfC8gcERfBSfiHt45bATjBPGn0GP338XTyI8uuOloQnCnAiGam+ohO+y7SdbFpeXhU9YbddD5TUIn+NYftkbKq+P3gM9NtsPcVtzX0+jQTBU39SMHn6W1FD5a/EHaF6eJtWg2v+U3+Z3aq6BNzOo/+BduNRY5R4dj0TWYARYmqFuaFAZKtvBeqhejxu8kzcYqETBPtFo8QaksCYzWhqY1u/7u+CYgcER/mxwGH97lT8/no0vFl29Dkeva2RwwB8IQikJ2/wTYQ9L3LiFa8FO2Mb9aLT8o3CqVJU3QWQugqF2n2+COzvCpznsl1YY8R7mm5oBPWBmqE2aBnAvfshXgqGyxM8O+5eXF6tfrV4IhQRt2qLW0PVuM2robG3k9Rz/8XEo1/TQwJvT0JWOfKsV7hm/39rkm5qJRNbO1tTcn5yWZqhDAx35e6wWi+UXb7bHvovjAd3tLROPAknvuaYzVCwZYcgXGpRKSksHBkeCAf+BggK43wkmBHv4G6hMNWiMBga3KPBsaF1wOah68fy8JKFKhpMcO1bjDwTt9RVQ7OITYQ8eBtcCDeDB/BXhp0j6qOY3kAjCWNBQcUgmaVMS7Ne7KQk08HdJeT1ympJgGDMajaCGcDgkNCXpPeQLGlI1IkUia5rfRRY04Fgu3NQEDTIbo+JxxbeuYb0CHujoWFxeltyUJNwcHejoECpUuOH6zE1JuQwMKUdjMWr9JbKYYMB/994j0mAeDZp/adg+c7MPjRWQBRrIUFMCdW36+UIEQRAEAZChEgRBEIQGkKESBEEQhAZsYahCXxLcUBRuK6YJJBKmhFNqEkGYgTRJSXwjkrFJScXFZdCQYkhSktCcZUhSktfjtibmgFJSUnHxT79eWEgcLDspCTRAI5LX495VUhJcrM5WV2ere7wwD4lCqSKKMOcIEojQlnacmsQSU0v54CRKTSKInZE+KQmmiMBcsrm5OWZEUhJM1QgG/E3nu/nUJJlJSYkYo4swfciQpCRIquKDFOQnJUE6krFJSXBd+H2YmZqASCPJSUkwVcbrcVc12IPBuR0mJdl+aEP/gFkoQiwRbuPvPfgZJhDx9rOz1CRIlhCCkyg1iSB2TPqkJMaZqCFJSWAq8AEKOQ/yk5JwOxJZU6cX6SRAnZQ0MTa8b99rmNQjOSnpy/v3W6qrX3llv7FJSbyhyszyFZKSWCLqQVF2l5TEVLlIOH0Nt/mcIyjjIMxBsJ+dpSbxAtZ/MEpNIoidYvKkpImx4by8vJLS0obfvm+vrzAkKYltNlSjkpIYY/jFQn5SUnt7R4vNxukxJilpYmw432r973/xFw2/fV+moeqVlMQYc/U6mpubIe4Awxz4iCL+hiifQMSfbWepSSxZcBKlJhHEjkmTlPTH/89T/aNqTCwyJCkJmBgbhj89Q5KSmKpilp+UxKcU8WmI2mL+pCSMz3X2D8k0VD4paWlp8cRPTsBN3B0mJeHabXyWEPqWEFHEpw7x27zcnaUmMcaSBidRahJB7Iw0SUn2+ornnnvOYrEc+83voDlIflLSUL8zLy9PZlOSOimJf9SopCR+W4+7yIIG0yYlufqd+VartKakpElJlxqr8vOtFovl5yfbpid9lJS0cyg1ichWzJMQRBooKSkLNJChbgtKTSIIgiDSQ4ZKEARBEBpAhkoQBEEQGkCGShAEQRAaQIZKEARBEBpAhkoQBEEQGkCGShAEQRAaQIZKEARBEBpAhkoQBEEQGkCGShAEQRAaQIZKEARBEBpAhkoQBEEQGkCGShAEQRAasIWh4gpu6XPh0yzDgkuFWyyW1s6+2iOHYLu4uAyWb9vO+QmCyBpgdbajpy/Cgh5ej5v/LxAOh1pOtq9FInCw5mu38RoEPQAsco47h/qdFfV2fTRcUJRN27wGq9XKH/D//L//69vVVQ01XOt3Pp+XB8uxufqde55/Xr00m6vfWdVghwPyrdaLHw5quxjMtYF/zrda4br8Nh5wqbHKmhDpHRt+IT9f8/Xjhq505O+xHj19IfZdHJZB/cWb7bHv4vwx4XDo3Kn2b1cjQ1c68vOTHMDSG2osFm2x2WDl4S5n1/zCY1jQ1NHrisWiYI2HjtSufLPSVtsUCofBO8EphTOgoKbaNlgV3OtxXx25DU9kaS2ZIIisAVa+9N+/395yElauBuOEhbXxMHtDZUW9fWbK13S+OxJZaz/ZouHa2qDB96c/tbecvHn3NggQlhZHVTfv3n5t377y8vLro/c0NNRn1QDr1968+rGGn5NqDatra4KGwyUl8LMHA/6m892RSOS9U+d0fS++XV3t/+d/xkvEYtE//OGGoigDHR0PZh60nGz/djXS3d4yMTWj1dsBK6Fu1hCBZVD5w5xn3qisv7i0tAi2qj6ApTdUYUnwb1ZWorEYb66w2jYsVuz1uPnlxIUzgNF+OX7LZmsBQ8WFxHkDJggiu4nFom/+3V9itQerizPGeEOdGBs+/uabA4Mj8KiiKPynvOYaYA+/fDcutY2qBL/XRMPpn79aUX8RTeH/b+/8Ypu67jh+5JmMdwsh3lqrZXmKViRUdX1AVdZ/I+oMD1XaEZbRvRDBnraFhCgKW5KhPZA04LmWZ+1hcQDJsYkYmBScpMb1rDQYIxqS61wIwY4TaBybC7F9MZe7hx8+Olyb/MEnJWG/z0NkXx2f8/W15W9+v3vu77e4BmjuzTdSBw21zWYa7RVtY97T1R6ZitHPwsX9syimgQ3EZ6dvbduyZWD4el6DytdQZTnbVPNxbbP5Ue4xPXL6X6dZDULY/4empt5zftBZOABYzFDjURH8j1omm56FINXq9MajotsTKBpi0hmeasrPwOZ4wXQLzRhBkFcS1s8g5JLlLI1B41Gxrq79O7/HFxLg3/RUKgGx2ippkKRkzdufsH6pUcXK46uBeqokJWvfMT1Pw8CAy+r0co/U1Wc9FTSMT95hjUqWsxCSToT99LPgm3ZmPbWoBvVpuvXEf5z/jkzFMpl01+GjPxREhyVqAE+VH+UkKfnFu7tYDbPTtw4e/Bt8J+HD+uLdXWO3pgodfTFDFUI+sL14VDxyrLvXaoWrnlanF+yTGq0vJMARGMnOwDql12lln9J/TtlUMIIgrzDB/r7h0avj46LD5khnMmAbQshX22KhVyt1Oh3ktKbvzTZ+9j4hhG9kxmqYvTdd90GdxqU0qiAtyfcCKtVw0n4SNMwlk8/T4HVafSGBJoFXScOBjw4UulT+vT8B29PrdHyvoQaW0hDo74tMxSDh7D/XC7EyXNPlpSF48axGw925OXYAXFUlhLz22q+E20LhAMpihkr3E0HKFzYobd2xw+0JxKNihcFACPGFhIDHDVZaYTBo8rfsjqTK6vq//mk3OCigSSmXdk4QBFkHxKPizzdtIoQMjYzRp0ZjVSKV+u+FM/A7QBOPsF+psrqeb3jKaoAlqGeDjVFV8OMOSTi+hhqPim9t3kwIGRgeFUI+vV4PGuDnlA4ADXAtEwZzlDETu1mo4R+nLwQ87kg+oTo7fauvP6goCuyQeu/TPz5c4PlZzE7fymv4Xgj5Nuj1hBDzKQ/VAPleg6Hixs3b8ai4bcsWo3Hn8/zshTVs27KFEHIpeE0I+TaWlRFCzCc97HmgOV7YFUUIMfd4co9XEqEiCIJwJ3z58kvfNrFGNHBPI6OGFyPESQMaKoIgCIJwAA0VQRAEQTiAhoogCIIgHFjCUDX7kmArr+YOGVnO0voMGug+Xs1sWDUJQf5vWXeVkjRVk3hrWLpSUiqVgE1JBkPF+OQdjhpeoFIS931JS1ZKGjxjpwfhsfmU5yVWSlJVddBl39dikXMvVCkJ5mrY39Cwv2Fm7l5nfetkfNJq7YUiD73dx1iD9IUEuEXVaKxyOGzUerFqEoIg67FSUlGFP6YGWJf73TsrqpSUSiXg/plgf1+Ea5WixSslwR2oDxfSbrv9yvVga0fPwgLn+1BXWilpV3m5yWQaGB4tPAdLVEra/8v9NPS0NO/d22yBe09hHzn7GO6UohYLd02xL8eqSQiCrLtKSQ6HTVM1iZeGFVVKUlWV70lQV1gpSVEUqKnL9z7U5VRKUvN3rYx8ewFKK7jt9nmu34eVVkrq6WqfuB1dWWEHts6Rpi4SfNHZxzSdW1ldb+vsTEqSplwDVk1CEERdb5WSHA5bZCq2GsWSll8pKZFKrca9sOrKKyVlMmm+tXzVZVRKogeFkM/mGkylIGbl/H1YfqUkWc52HT5aWMhXXWalJFVVvU5rW1sbfMVpMQeISuEx1FGCwbSmEns1FKsmIQiy7iolfXvepVHIV8NyKiUpisq3LH5RDYtXSvK6bL6QwL304JKVkiQpSQ+y1ZpeVqWku3MJSBEXFbCYodLebdBhBoyTWikhpKbmoBiNQyqYRpxWp5d9TGfDqkkIgqy7SklsxSK+GpZfKaloJrZ0VlQpaZWqNS1ZKUkI++nBsZGhn27YsBrVmpZfKUnNn5MVGyqCIAh31kiVorWg4aVXCEINAFZKQhAEQZA1BBoqgiAIgnAADRVBEARBOICGiiAIgiAcQENFEARBEA6goSIIgiAIB9BQEQRBEIQDaKgIgiAIwgE0VARBEAThABoqgiAIgnAADRVBEARBOICGiiAIgiAcQENFEARBEA4sYahs11L2sSxnO+tb2XYN0IEcurOxfdk0sG1TZTnrsDkKW45DF1V2JIIgrwzQ8XRPkxkaY1laatmndADtgSpJSe4NxlkNE2G/TqfTNGiDgzBAI5i3huOK8vTxe5/+mW01SgekUglonWYwVIxP3ilx3QGX7Sc63Z6m49CAbMBl+22zJZdTJsJ+vV5Pj6uqSlu2wbqWllo988JS8LpsZcxaA+5/7mux5HLKV0f2FV1CkqCpeFrzwlIYPGMv26Df03T8Ue4xPN3XYpEf5YSwf2NZ2euv77w7l6CDbX/5fdkG/W8au543AFjCUC3Ne43GKjA22tDUFxKgH6qm3SntEA6dTWEANdrK6vp7czMN+xtqqraDZdKm4uqzDt197Mjw6FV2JJ0TJrR1dtZUbV/SvBEEWWtAw2pxfLyr/VBkKibL2a+//kZRFLfNBv2z4lGxtaMnk0l3HWqHI5aW2r3NPJt7g4bIjRtd7YeC16/8+o03ND3MqYX3dLQGr1+Bx1ThamiwWntpN1aNBrpuvtd3SedBs+6uN980mUxDI2PQOXwhne7paKVNQNmXZDJp+KRcJZ8HrYatW00m08DwKF3CbbdrlvjqyL7aZvP8fOLo4RMPFzJuu32+ZA12O6PhZ081pFKJ3eXlep3OfNKTe/z0JMC3NJdT3HZ7Yn4e/haddjFDBZMbHHRbnV5JSlYYDOBnDptDFK+7PQE6Mh4Vjxzrpk8f3L+flWUYeW9upspoBNuLR8UdW3dcF0WHzXH/wX02PFVVVQj5qHmzI7OyrJmwZntVQ8N+X0jQxLgIgqxxZDnb+Nn7rEFCN++hkTE4MhH2+0ICtVgh5DvQ2Oj2BDgaKqsB/BvshAbBVAO4i8r0POeooenzD/c2m+FtQfDHmjodRtfl4uiwbm2zmUZ43R2tkakYhDeKoji+bNMYKnVQaAZeeoNxWc42Pquhp6sdFs0v8b2iPKHjhbD/QGNj7zk/LMv2+i5FQ1PNx7XNZghPQYM4FYtHxdaO7vn5xNHDXWwbc2hCfil4LZVK7Cov1+t0nx/qlB/lNNMuZqiSlGyt77z/4H5nfevV0WGSp7K6/kqgnw0N41GR9VdN8haCVKvTC58ZTKuZga5YZTRqRmZlmZ0Q1qLhcmV1PRoqgqwjCj2VTepOhP1WpxccLhK5VlfX/p3fA7/1q6FhbGTIFxKy2QzrlxApynIWomRJSta8/Qk4K18N4KljI0NWp5cNygFJSta+Y4J14XePy0lgPZW+x2B/HyQMThw+ymqYnb7V1x/UfFIlmpn6rKfCojTfTrO7VMDBg3/PfwdUSUr+7hem8ck7pZ8K1lNlOdt1+Ghifh7+l8pkini2JCWpy9LxmjkXM1Qh5KO52ba2NkIIvagZ8LhpakLNWy8YG5hfUpKEkM/q9HYfOyJG45KUtFp74VXxqOhwnS8MT2nGuLW+87zLASPBp+F6KkwII/EKK4KsR4L9fcOjV8fHRYfNkc5kwLogTISfSLA6yMF6nVadTkcIMRqrOKZbWQ1XAv1Wpzc2FaEC1LyhCiFfbYsllUrUfVDHcXWNhpP2k73dxyB+YKNkSUrWfVg3l0yykvium85kaBoZDBXeMnt5Eo7TAfBJlXj9MlBMQy6nBIotMXjGXqbXE0KMxp0TdyYOfHTgh+ekW1dE8OJZquHhwgJkgHM5RQj7bS5vbEps7eimGoIXz4Kwti8d/nO9kakYa64sixkq3YUEIabJZKJXRi3Ne8FrKWwQCVdYt+7Y4fYE4lGxwmCAi53UF9va2tjrrypzldRgqBCjcToSXJadEByaLqeZB0GQtQwkeAkhQyNj9KnBUBGZisE/3ELIp9PpKqvrwVq451o1GmDfDQhQ874FA2CbEujRXGTlouGtzZsJIQPDo3Tvz8DwKI1VYIsQrJvJpHmdhJnYTbquoigzsZsQgEKuFd4yNVH25MMA2J1U4nmAqfIanuSD4GeWoBrUfI53IZ2eCPs3lpURQsynPCWaOqRwCSGXgtdg6b7+YC6nSFJyd3n5JkPFjZu3qQYYbDBU3Lh5Ox4V6ePC84C3zSAI8qMSvnz5paeX1ogG7oHvWl53rWkIrYIGNFQEQRAE4QAaKoIgCIJw4H/T7cVu7YtkSgAAAABJRU5ErkJggg==" /><br />
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</div><div class="MsoNormal"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11.5pt; line-height: 115%;">More importantly, we show free cash flow of roughly ~$4.5 billion (down ~$500 million from LTM), and using 25% of cash flow to purchase back shares throughout each year (Michael guides from 10-30%, so this is towards the higher end), and assuming a 6.5x multiple on core earnings (completely arbitrary), we project a price of >$19 dollars at the end of the year (21% growth), and then ~15% appreciation over the next few fiscal years. While this doesn’t seem great, I believe the assumptions are quite pessimistic at 0% growth across all segments and absolutely no margin improvement (7.6% is already 80 basis points below last quarter, not to mention the assumption of refinancing at past rates). </span></div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /></div><div class="MsoNormal">I started this blog entry excited for Dell and now I’m concluding it with a smidge of hatred at having spent so long on this ridiculous piece.</div>nilnevikhttp://www.blogger.com/profile/14107124163858564102noreply@blogger.com1tag:blogger.com,1999:blog-6831862329717543560.post-40252866738300841332011-12-09T10:41:00.000-08:002012-02-05T21:28:35.350-08:00Gramercy Capital (GKK)<style>
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<div class="MsoNormal">Gramercy Capital (NYSE: GKK) has been mentioned relatively frequently among some insightful contributors splattered over the web. I’d highly suggest reading up on VarientPerception’s 4 part series listed below (and rest more comfortably knowing some being out there has spent 6 months following this stock and has yet to change his/her conviction about its intrinsic value). In backwards order:</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><a href="http://variantperceptions.wordpress.com/2011/10/17/gramercy-capital-back-in-business/">http://variantperceptions.wordpress.com/2011/10/17/gramercy-capital-back-in-business/</a></div><div class="MsoNormal"><a href="http://variantperceptions.wordpress.com/2011/09/06/gramercy-capital-it%E2%80%99s-alive/">http://variantperceptions.wordpress.com/2011/09/06/gramercy-capital-it%E2%80%99s-alive/</a></div><div class="MsoNormal"><a href="http://variantperceptions.wordpress.com/2011/06/23/gramercy-capital-loose-ends/">http://variantperceptions.wordpress.com/2011/06/23/gramercy-capital-loose-ends/</a></div><div class="MsoNormal"><a href="http://variantperceptions.wordpress.com/2011/06/22/gramercy-capital-management-team/">http://variantperceptions.wordpress.com/2011/06/22/gramercy-capital-management-team/</a></div><div class="MsoNormal"><a href="http://variantperceptions.wordpress.com/2011/06/02/gramercy-capital-the-mystery/">http://variantperceptions.wordpress.com/2011/06/02/gramercy-capital-the-mystery/</a></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="mso-spacerun: yes;"> </span>The trustee reports for the 2005/2006 CDOs dating from Q1 of this year are also available with a simple search, and are fundamental for those of you who want to do the math around the tranche waterfall yourselves. </div><div class="MsoNormal">The accompanied Indaba (hedge fund) letter:</div><div class="MsoNormal"><a href="http://www.sec.gov/Archives/edgar/data/1287701/000091957411005481/d1231156_13d-a.htm">http://www.sec.gov/Archives/edgar/data/1287701/000091957411005481/d1231156_13d-a.htm</a></div><div class="MsoNormal">More recently, a post on gurufucus by Whopper Investments:</div><div class="MsoNormal"><a href="http://www.gurufocus.com/news/155279/gramercy-capital--this-aint-your-daddys-netnet">http://www.gurufocus.com/news/155279/gramercy-capital--this-aint-your-daddys-netnet</a></div><div class="MsoNormal">In summary, the thesis here is that GKK is undervalued, as are its preferred, and that if you’re able to stomach exposure to a volatile sub 200 million cap company, then you should spend some time dissecting the company as it may present itself to be of value (disclosure: long GKK).</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Gramercy Capital is a CRE business operating (previously) under Gramercy Finance and Gramercy Realty. The 10Q and 10K will provide more color over the business, but the past financial statements are hard to decipher due to a muddying of recent events that no longer pertain to the modus operandi of the existing company. Thus, I would hesitate to spend much time on those and would spend more time deciphering the CDO waterfall under Gramercy Finance, valuing the cash flow stream from Realty, and applying a simplified sum of the parts valuation to approximate the value of the equity (good non-recourse assets on the balance sheet).</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">First off, a quick discussion of Gramercy Realty (and not to spend too much of our precious time here, as the segment is no longer part of the business): Realty was subject to a series of losses which has resulted in the collateral transfer of a majority of its properties to its creditors, in exchange for a mutual release of claims (~$550 million of mezzanine debt). Subsequently, Gramercy Capital will continue to manage the collateral for a fixed fee of $10 million annually, plus an incentive fee that will be floored at $3.5 million (this is subject to termination, with exception for the $3.5 million unless for cause. The incentive fee itself is a poopoo to understand, so I’m just assuming the floor for the sake of conservatism). This comes out to $13.5 million of annual revenue, barring any reason for management termination. <b style="mso-bidi-font-weight: normal;">-- </b>Long story short, management bought into certain estates prior to the Great Recession, and ended up losing their shirts (but just their shirts) as they were unable to pay the interest on the mezzanine debt on which the assets were collateralized. Now the segment has become a small revenue stream – that’s it!</div><div class="MsoNormal">See: <a href="http://ir.gramercycapitalcorp.com/releasedetail.cfm?ReleaseID=602980">http://ir.gramercycapitalcorp.com/releasedetail.cfm?ReleaseID=602980</a></div><div class="MsoNormal"><br />
</div><div class="MsoNormal">As for the holding company assets, GKK did release pro forma adjusted financial statements on December 7 (<a href="http://ir.gramercycapitalcorp.com/secfiling.cfm?filingID=1144204-11-68840">http://ir.gramercycapitalcorp.com/secfiling.cfm?filingID=1144204-11-68840</a>). Looking at the core holding company, real estate investments total $80 million, cash and equivalents total $155 million, and restricted cash of $8.7 million. Total assets are $260 million and total liabilities are $40.5 million (including $21 million of dividends in arrears for the preferred shares). This means cash and restricted cash, less dividends in arrears is <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">$142.7 million, is in excess of the $134 million</i> <em>market cap at a share price of $2.65 (this though does not take into account the $85 million preferred shares we'd have to take into account if we were liquidating for value.).</em></b><em> </em>The value of the preferred dividends more or less offsets the value of the real estate investments held at the holding level. <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">And remember, </i></b><i style="mso-bidi-font-style: normal;">the<b style="mso-bidi-font-weight: normal;"> holding company is non-recourse to Realty and Finance.</b></i> <span style="mso-spacerun: yes;"> </span>Since Realty already “went bust”, it is now simply a revenue stream of $13.5 million. The only complex item to pursue then is the valuation of Gramercy Finance.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Gramercy Finance is the (you guessed it) “financing” arm of the company, and dabbles in the loan originations, CDOs, and whatnot of a general REIT. The CDOs represent the Variable Interest Entities on the balance sheet, and seem pretty grotesque with $2.0 billion of assets matched to $2.7 billion of liabilities – primarily the outstanding CDOs . But before you nag at me for wasting your time, please let me waste a bit more of it before you decide to close your Chrome or Mozilla or whatever window in contempt. Gramercy Finance owns the J, K, and preferred tranches of three CDOs, each named after the year which they were constructed (2005, 2006, and 2007). As long as a CDO meets certain overcollateralization measures, the cash from the interest collection flows down the waterfall, and the residual is paid all to the preferred tranche. If you refer to the latest Q press release, you will encounter the following chart (I apologize for not remaking this in nicely formatted excel – you may choose to do so if you find it to be a good use of your time):</div><div class="MsoNormal"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"></div><div align="center" class="MsoNormal" style="text-align: center;"></div><div align="center" class="MsoNormal" style="text-align: center;"></div><div align="center" class="MsoNormal" style="text-align: center;"><img alt="" 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" /></div><div class="MsoNormal"><br />
</div><div class="MsoNormal">As you can see, CDO 2007 is completely bust, with compliance margin so far below its limit that it’s safe to assume it’s incurable at this point. CDO 2006 on the other hand, has always been in compliance, despite a slight narrowing in the margin due to the reinvestment period closing earlier this year. CDO 2005 failed compliance marginally after having passed compliance in the last quarter, meaning that all excess interest is going down to retire the senior tranche principals. Slightly below this chart is the summation of collateral manager fees and CDO distributions.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal"><img alt="" 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" /></div><div class="MsoNormal">In essence, collateral manager fees comes out to roughly ~$7 million a year for the 3 CDOs, 2006 distributions come out to ~$30 million a year, and 2005 CDO distributions come out to ~$22 billion a year <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">if the OC tests are met</i></b>. This comes out to a relatively predictable cash flow of $37 million from Gramercy Finance, with potential up to ~$60 million if OC is met for 2005. Prior to the release of the 8K, I did some quick excel work as well, given what we had of the outdated trustee reports (the quarterly funds for distribution at the end of last year was higher at $6.4 million FCF to Gramercy vs $5.5 million in 3Q 2011):</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnAAAADqCAIAAACtE+/4AAAgAElEQVR4nO29a3RT17kuvOq4Hvl1/jDSnu7zp2F0Z3SffEm79xhJ08vJZeTahC8b9teRAWlgOyRtYzcm6WlOCZcSaMCQGyTmojiKk9JgcikYWkJswEKOtw8hBBwTQ0C2AIONQ6iNjGJLVowyvx+v9PrVO9dalqWly5qZz1ijRdNzzjUfLUWP3nl5H6MreEJf+tKXvvSlL31lcwkhDPg/DY28QZmP3PGu7kIPwRmoQSTQHXSwWvFDEykqAAstqBr5hjIfOTV0SKhCRAuqS6EGES2oGoWBMh85NXRIqEJEC6pLoQYRLagahYEyHzk1dEioQkQLqkuhBhEtqBqFgTIfOTV0SKhCRAuqS6EGES2oGoWBMh85NXRIqEJEC6pLoQYRc0ENtLcaBLfOnH/xi4vzZ95qpKK1PUBb+bbUsgq1W3zyLWOxUdYV9tPfG7x2yhS5uWm53M+tM+ePxmJWVKH+lCnXBnv7028uvxVQx4Ys7XnOEo/pWwT92IyBjdaUAsCzZI78OLBnWhm4rN60VX6UE757jkMLarFBDSJaUF0KNYiYCCpKyK0z558f+Gza1KlTp077bOC86bcwqghKBUgIfsvLmsrU0TCMqVOnhcLhcDg0bepUEAaoA2JgVS6rEVMvhgkFVW5u+laEwmF7srRnqE8HcNVNN107ZQoVVBgS6zNNQcU3h43fVNSBTu0WHw44/XfPcWhBLTaoQUQLqkuhBhEuqPgFzYRQ/iqHb2dZ87AJKIR93AOdgOrAv/FrHb70a7f4rMphSOnHVaaCyhSLwuqtmJAs9Dx16rSKitsMKf5+2uudNnWqLKhYAd6NNAUV3hzo00q8sT4KKiVCW+UTWlCLDWoQ0YLqUqhBhAsq/U6n9eSvcoyBMHBkreD72kaxRFKHaNjHQt45SzxW5bkWVKu3YkKyKKgfHz1w7ZQp9KfAlCnXHjj6sYOCCn0Ge/vhdwaKN47B630alV4Lai6ghg4JVYhoQXUp1CDCBRW+c2WVslm9wyCStZpQUFkIyIQTA1OrcnnO1nTJ1orChM2t3ooJyaKYwTw5ndDGqWNTQYX30/RPphSwTxRLFG8cw6n+UxhPa0HNBdTQIaEKES2oLoUaRAopqFQ/xOQFVe6KLUYaZvt08imoNOxGMaMqKI8B5S0dQaUCyd5teQy3zpx/aN8uLaiOQw0dEqoQ0YLqUqhBxFxQJzvla9rKasoUABJI/4pzufRl7RafVbk8PBjMpATVRu+t3ooJyVIxg/Lrps2ePe06ut5sE4ZaveFyoeneIroxio7HMIwVK1ZoQXUcauiQUIWIFlSXQg0i2W5KkjfoYhMmhBR06XR8KKmRHy4KWpXLw5PLbSjkYlMS3aDLxAwpOCWodH8vBdsYBe8wPfyjBdVZqKFDQhUiWlBdCjWImBybkU9YTplybWcwaHpsBkVFbmWkHoIcv2XqyU7sBxVizhIPjV+tyiH4m7PEgx3aa8NkBdXqrWCzyjJZJmZYmc7NpimotH9cNqZjoL9XrKadWW9aUJ2FGjokVCGiBdWlUINIWokdTHcAyV/ETGasvqlNBRW+5ekRVSozpuXsPOuEwpCBoJq+FROSZWLGpr4dEVT8fcMicnamiI4KiWATLaiOQA0dEqoQ0YLqUqhBRKce1CgMlPnIqaFDQhUiWlBdCjWIaEHVKAyU+cipoUNCFSJaUF0KNYhoQdUoDJT5yKmhQ0IVIlpQXQo1iGhB1SgMlPnIqaFDQhUiWlBdCjWIjAuqvvSlL33pS1/6yuYSOkLVyD+U+cipEdgJVYh83SJUjaKCnvLVKAyU+cipoUNCFSJaUDUKCC2oDqO/N7hs9aY83CjQ3mpvBlDkUOYjp4YOCVWIaEHVKCDMMyWl74k2iTu1tzreLc3tYJN00ErkaPa+2i0+R7TQt6UWsj4tn/+i4+8hxYS3wDdHzv2L7xUtoW8mk2r2PtP3DZ8prUPzN0G5rP1aUIsNahDRgmqFcDg046qr4L/QBxavHRuLy3W6O9pun7VweCSS/+GpAS6osdjoi/OXV1TcZqNP+UE4HKq4rcImiU84HJp93TT7PEcAG0GlmpS9oMK7B+kSTdVuQlL2YM03rV6WDn3fllpI0Ag6h52wko+PHrB6l9j7TNnB76TzA5/RgXmWzIHPD9Q8tG+XFtTihxpEtKBaIRwOVT9ZE4lGTf/06F2P/uPChQz6zKyhqjBxm6Ffvv29wenTp0PkAbEIKwkGO+ElS08ItmtYCAHQstWbaBxTsWAB/BvuhbnxWOrgXfsOyXlocaj0Jc1NiDeas8RjFTxZCSojgvLgWTIHrVshoqXjhx4qKqohAz70TG/9H//naey2tT3A8uviG0ur0buw5jiMCZ8xVIPQGdhVV1RANmBa0uRvMhVU9j6z9w3a1td72bNgL7WgFj/UIKIF1QpMUD/rO/Gv3/62YRjT//dTf5h5W2lJiWEYtW+8sWz1pkuXvsK/GobxyPz5P7ziCohrjx1sKS0tha/Zj48fXzjrdmi498DRaDSy8P474eX6txqHhgbLfzz9+Kkz8bhJKKwquKCCeGAQgwqB38KspMnfBC9F6vfmptXLOoNB+KrFPL0gqPCtjV/KctAGAkADKUwrT/XPSk5QP/Cv9Kb0XlZTvowIqEU4HKqaPRvIQmgoD4DGfCio9Nan+k/hABivYLATOmflWzetpuns6fhlqZOB8SX+LMBHyUoOHP2Yvhvs/WR90gfhWTJn+vTptA6L9bWgugJqENGCagU65bv3wFH47zoe/0qQQLO/N7h8zWYQVPgHyPDwyAgLRn0N3totvqGhQSzs7mir3eKLx0U4HFq1aN3wyEgh2RYIKYLKHMEwrISq8P3LSrz19fgSIx6sHGhvpTniTQWVTpPSL3QUD5qGnq7CQgSMTFhzQYzeaOgJ98ImphEqI7LN74cZ0fqG90B4sBXzkrMRVLg1FVTGKxjsxLszvngXG0GV/WVFMtTGcNY+QsVJXXYX9j4LHaGmQg0dEqoQ0YJqBXnK9+Vlc0tLSvYeOIq6aCOosdjoukWrTvSdQFWGMBQF1dfgLSsthT/dct8TwyMmc8vKI0VQ6fcg/DudCBUFFb834U+dweCL85f7/dtw9theUPH73SpCZejvDU67bjb93pcnQjH4m5SgMiLB3v5Nq5ctWFAB7uUrVqyg46GdmE75Wgkq42UaH7O7sKXKCTf6YgwqUsXedA0Vu0UWpu8zowxrqMFgJ61D72s1Ti2oxQY1iGhBtYLpGioUnjt/Nk1B9Xqfbjl4LB6P20SoX2ekCCr9HsSNKrhiKq+qguKioLJFQbr0SNdQrQSV7TLF3ugaKguVqLeat76eNqcupJONUGX3UAy1+3uDN111EwRzzOhUEGWyEtTPBs6j7RpbqbVawaV3YT7qTLf4oyVvztSp0/DW2JzeCH4rwL9lOznaldUuXxpYM8tVHANVZS2oxQY1iGhBtQKd8r3lvif++pfnS0pKDMPwvLM7Go0svv/O0pISuoZqKqiHOvfj2ur6txqj0Sism7I11AcWr71wQa+hSpA3vubtnKVLkebO2+zBfhy4DlpQiw1qENGCqlFAaEF1GDqxQ5rQglpsUIOIFlSNAkJnStIoDJT5yKmhQ0IVIlpQNQoILagahYEyHzk1dEioQmSyglqa3JiqoZElotGotm/Tl770pS996cuZS+gI1V1Q42GpwUKoEtgJVYh83aZ8NZEiQfzyy4VhBI8cFVpQ3QU1HpYaLIQqOiRUIaIF1aVQgEj88su1oLoPajwsNVgIVXRIqEJEC6pLoQYRvSnJfVDjYanBQqiiQ0IVIlpQXQo1iGhBdR/UeFhqsBBp61B/bxAsOwzDmLPE43j6GDgAnU239kT8Dd5bZ843Nf/KAJDiLtDeevushWn2GQ6HKu+oHBwasq9WEEG1cUbLNZwiQvMobXi7Kf/ZjRwksmrROsgkDAn9fXu23jFrYfgLnqz/3NmTy9dsMvWFzRhaUN0HNR6WGixEeoLKxMCztHxSfsPpaElOBTUWG615srqi4raWg8cy7p8CBHVSo9WCagoHdaj6yZqRSKRQFqe5E1QrLlpQNYRQRYrUYCHSE1TwIUD9QOcJkECUikB7K6RXnTLl2q7Tff29wRkzZmCGasMwWg4ei8VGF866HV563tmDda666SboDdUa7jI0NDj7R/d2ne7Lhgi1SY7H4zTafmDxermk73QX6KUNteVrNmM1f4MX/nrrzPmhiyFKcGho8N+/9z14OXXqtMGhoXA4ZMOo4IIai40uvv/OkkRK23Xx+FeepeWQUN6ztLx2iw/4wj+yv3XuBLW7ow2tT4+fOtPfG4Qsvg8sXjsykmJ96kg4mztB/ejwvuVrNo+Nxc+dPflv3/kOfJZuue+J48cP48sHFq/9cuxS9nfXguo+qPGw1GAh0hNU5ilLjSKo6rD6YPsTiUZpBUg5Ca2qn6wBG91INIq9oexNNg62IQJd4TAwvrQqOdS534oaaAkTVAHOTpWVXaf7GMFD+3bhS1dEqEnTlbgQYvOa5cCofKlnaGiw6j//Ex4WlDty61xM+T6weC2N28BYJumfKkSq9enKhWsdsT51kMgvvv/9y77xjeSPsHtQUP3b67xb9sA/3j94rL83CBFqOByq+nnV+cHB7O+uBdV9UONhqcFCOBqhhsMhjMYg+pRlCYM5iOe6ug5DHVb5RN+JdOQnHSJ0VBAlo3zCVDAVVCj5+OiBCakxQUUdZQS3blrtLkH1N3hb2wNACmJT/JEBhsr7Ow85OD/seIQqiHk4tT6Nx8f9U31bah23Ps1nhHrllfd8PjCAghqLjdYsWjXoxCy3FlT3QY2HpQYLkZ6g9vcG7/3RbLaGKusl8/Q1FVQUHuyZCaoQwt/gBdfeSU0qWhGhvwbg3yiE6QsqyIywiFApQRrhwcvypR4XCSqOH2NuIcTmNcsXLKhoOXgMDZWd2pWWO0GFTyNan8J4odpHbY2OW5/mQVAhMMVh4xqqFtSvNdR4WGqwEGnv8qV+sbCOiKuhU6ZcO3t2FcgSrkTSCBVrsjVUGuZSQe3vDd78/Zvhq9x+xTEdInTqmM3oWgnq2fPnJqSWzhrqA4vXR6MR1lVxrqFiMPf8X/66cNbtSavRPfBEujvavve9fwcHb3w0jiAXU7633PfE8EgEF00hQsWodP1bjcz61JF9PXleQ13/VmPf6W4tqBqKSJEaLERGxzdBFHNxeAbQ3xusrKye7KSiPofqRmgi6WNzTXXwdF88Hj939mRV1SpHZqoZtKC6D2o8LDVYiKLUocw2kRYhkQygBdWlyAORQEfb5WVlMNvx6YmeXPyc1W4z+tKXvvSlL305cwkdoWrkH8p85NQI7IQqRHSE6lKoQURP+WoUBsp85NTQIaEKES2oLoUaRLSgahQGynzk1NAhoQoRLaguhRpEciWosdjo/Jm3TipRSxFCDRbFCS2oxQY1iGhBdSnUIDIuqOFwaNrUqQZB+kICZ+DwZSw2Wl1REeztT38c4XCo4raKUDg8qdHLCLS33jpzfjDYScdjNU72kmFSLOi7d+vM+aOxGIxkNBbLcsw2TdLpvGihBZWeKGVJ5+HUJmYr9Cwtp9VsGtKaLOsvPc9Kj0hOlgieKIXTtEIIzNMr29HAn2CQaTaUq7EzrHjW9odXXCGzcFxQz/Sc+tntj3zr+gem3lT16ckz+PJb1z+wYZsvHv8Ka3pWb/jvN8z+1vUP7D34SSJT0up1tIS9HG/4otQwtUSuMFkifWdO/687xlkkh4fdHkkZT2q5XC29hl95Vm/4DnkJFUhJJk+EEjkS7DnTc+rGuxKPY93WPWOpg/mnG2Z/6/oHmg98Ak/plRc9tOSVFz3/dMMDiZfkFt4azz/d8Etank4JZTEeodqriJXsMWXKQB2dElTT8ViV2wvqpIYUDoeWz38RFM5G7Wz6tB/MZMdT/NCCigl+MWcvlIfDoRXzX4IctoIkKqIJleBUDDtvymr6/dvwJeTxoRXk7HeTJeJv8ELyfasERlYeNRM2pNWAJrOmYWl+aavcRah7dux86Pn6npMnltVulw9cfNrR8avn34zHxdBQ6Le/Wj04FGYlTT4fq0Abjl2KDw2F5j2y5h8XhlgJNKQVsiGya8e7Dz1fPxaPJ+4S592y8sTd49LwzBvWT9SwXm6YGZE9O3b+5vk3TwZPLKttGJOex5H2dnqvgcEQ3D02NjY0FHq88qUmn/9Xz7+ZePnbl/4xcIE2hPJ5v33pHwMXjpKGViWMhbmgwoQn5mShL1esWIE5X4K9/VQMsNqUKdc2+ZugHMWgvzeI7hlzlnhoYDd16jRaYc4ST2KI7a30Xp4lc6iZBvsrTTsut+3vDU6fPh36p0EhpQbfYpRFZzBI3wchBPaDg6SCCu8hckdG//F/nsZ+vPX12AOOmY5tNBZDFuFwaPZ102666SqcOYA/sQdE74Vv7+zrpk1qqiBv0IKKiQZNk+pBikGRzA0rSPp4q4asZpO/6f+9fjYTYMiAiCXZEIEMSiwVIgWMB/LZsoYtB4/ZNKTVTAUVwJIUAnIqqC//zW8lqHt27Gzt+DQej0ej0erFLx3vOcNKnqx+qaX9CK0ADXeRaqueWssarnpqLW0IFSjlyRLxrN4Ave3a8S7eZSXpdtffd4wPO/Xu1dLwqp9ae7ynN9Hwbzve//hoonxJasMla4+d6t2zY2dL+5F4/KtEyclsibS2HznTc8pUUPfs2Pl++5F4XESj0eo/rj1+8swuKPkqUZIYnhDRaHTVU+uPJwezZ8fO1tTyXWmUjKfpthFU/E9aCLFp9bJgb78cJNGko1hI5VMWVFri92+DW2AF5stBAX8CHRVCoLLKI5GjPWrfMRqLMc1DplQXcUjy+4D9UMrYEMbmra+Hzikj+j5gDzhmOjb6MwVaneo/hW8+/Ml0YOwNN30niwFaUHHC00gak7G/wsPFzH/Uj8W0oVwT5kXlCVVTq/D0iXiWlpeUlEAnLJc9jbMhCKaCmk5DVk2kZuenc7z5FNShodDc+5ce7zkzNBSaNeN38pQvChXqJSu545ePmwqq58UNTC9pw1VPraUNsxFUmI+989EXh4cjbMBUUFOG/dTaO375OMwzo6CyCiiontUb3icKesfs3403XLL22KlekMDsBRXmcu989MXw8PDQUGjW//eEPOWbvNe4oHpqPK1EUO+Y/bu9B01E0QvVSLnHpGRDJoKKP4RFUr3wa5pGlpkJaiw2+uL85V7v00xQ4V50BZfdi6mL6Ujofa3GyTTPSAJna6nGs/dBFmybCJUykt8HkWrmZXoXK0G1GRi8vVpQ84Ds9/LAHK+8+mgVodKGdOaW1ayv94ImYWAaaG+9fdZCWpINEegtmSc9zoaHDmVyhGrfENHd0QajpXxpRJ43QY1Go4t/9zSoCBaymVu3RKifdnTc/diLw8OR3eQuboxQj3z88T3/e114eBgfx7xH1gwmp5GLOkLFQlljMo5Q4RsflnmEFFFRfWL3EkJ4lswBxwb5r0yc5L/aR6gUcoQqx460MltDZZuMoML5gc9sBDXjCFVuogU1b8heUJm5GxZaraFaNWQ1vd6nreaKTTVsskRgBffQvl1wU0yUD3+lG6BwexFt+FFbo2lDVo0KKivJm6BiTEYLz/ScqljsjURG4aVb1lD7zpyuWOwdHo64fQ2178zpqiWvDkcipi+LfQ2VrSx66+txrc5GUOlK5OzZVbKgfjZwnlXAYBEVjq4L4iaOm666CQbJ/soEVf4rrlPi4qWQVoutWNAByILKdvlSUce29A2UBZWOTaSu486eXYXvlekaKhsYvL2n+k/pNdRcI/spX4gjTa1Dp06dhs4tRnJPr1VDtvuXbo7F3T2sJAMidMLZdC8xE36MUNNs6PNtpdWoFw0KM3uLUn5kOC2on3Z0wM7Vb13/wA/uXriu7s/wErbLimSo2nvu88W/W0734kaj0aeeWIElIyMj9GU8Hk82PC83/GNqwz+mNsyAyKcdHf/04wQL2JqbepcjFy4Mgsix8tS7T9Tw96kNf0cbfhWNRv/4uxVZ7vI9kkpkz46d8BI2/caTCnq6/9wfn1hB9/RGo9GnnliJJSMjI/RlXAhQ1jOsoeANTUsYC53YQSPfUOYj59TxTdNpkvQbZp/p21kiGYzHESL5P4f6aUfHy3/z0/Mzk2yY1d2dIpIYzKRJJBtmPQCniBxpb39lx/vyNqXcNaTQgqpRGCjzkXNEh2Kx0XpvfQYHizNuKMMpIm/WvTlZ57hsGjLkWVCj0ehf3ng3kpxpzENDBkeIRKPRv7zxd5y+zkNDGc4RKfzj0G4z+tKXvvSlL31lewkdoboLajwsNVgIVTL2CVWI6NSDLoUaRPSUr/ugxsNSg4VQRYeEKkS0oLoUahDRguo+qPGw1GAhVNEhoQoRLaguhRpEtNtMusgg43+OoIYUqcFCqKJDQhUiWlBdCjWIuMBthmU7Sr9PR5ojaLJA0wyFNgNwNgugGlKkBguRXS5f0wyC7DipXM3UfUVIPi2m1WycYTJ2mzE1fjG1xIGcglhi5RhDq9Hjs7L/DEsZIfLoNoPnUMeH7Sq3mV073qXna2maBTe6zeA5VDoY7TZjLqigXunotNwPy7KbMWiePy2o2UMNFsKJwA7+88HvAisXGqzG6ssAn5a+012smmkW/oyJoGmMqfGLv8HLLHEC7a3lS8cTOZ3oO2HasLujjVajo0X/GZuSXLvN4K3YS7dkSkK3GSzpO3N6We32sUvxlPEUfaYkcJtBIuxlsWdKKqDbjCyobGCmdi6m4iek9E/spXx3bEUz+ZkKKuuKUfv46AEkfuvM+Re/uJjOfU2hhhSpwUI4IaiY1B5gZSaD1dIRVMwaliI2tpkTMnObseoZEwsjC9OkxFYNTXP8okjTMUAUO84xx24zmMBBfumKXL67drzLskmwxIpuyeWL6e/p46D6Wry5fEVB3WaoMoHesIEtWFAh27mYNgezGmosg66T8HLrptWm08IyQTo9Dj8FbHquuK0CbQDg65JVtrqvKdSQIjVYiKwFlYWhwsKFhqaxtXJfAYTDodk/urfrdJ9czcbgZVJEmBuMMNNFmQXmILQXVNRIJqjIy2oMifvm2G3G9KVwg9sMDPtXs5d9SgQAU/uaEyl6t5lxXv/5NOWl3Wbs3GbYnK08MNnOhQ6GNmfGMls3raYvR2Mxdnd6F9M+6U8B1jOlhhEqqK/sb2N6X1OoIUVqsBBZC6qNXyF1oZGDM2E2hQsrl8zdBauhejmSHB+9a4Rt7IuWONlEqMiL3UJ2pMmD24yp+UzxR6iQg5cNWw5Y3RKhottMgtfBTyiLoo5QC+s2IwuqPDCshnYudDC0OcuYauUzQ5vYi7SpbapIWn8IEqFSsUznvlZQQ4rUYCGyE1T7RU0bnxmA7MfCZo9ZNezQ1OAlM7eZCQUVl07ZGircXW5ouoYqT+1avQN5cJsxNZ8p/jVUedimHbplDRXtZdjcL6DY11AL6DYjywwbmKmdSzprqGxheM4Sj3x3YSZ+E66h0p6BGl1DZWu3Vve1ghpSpAYLkZ2gMvN5jCPZRlwWnjL3FbkhTIR4vU8zkxbZ4CUDIsw0RjZ+gfHs3dvAWLB9v1YNmbtOPB7v7mhjs8dsDDldQ2VuM00+H9sc6zq3GdzTS8NTFDl3uc0caW+nvD4fvKDdZoodsH7sVCf0+E1mUONhqcFCaLcZ58aj3WYygHabYdBuM0WNWGy0qcmffT+B9lb4QQ37orPpSo2HpQYLod1mpPFot5mcNmTQbjPSeAr/OLTbjL70pS996Utf2V5CR6jughoPSw0WQpWMfUIVIjr1oEuhBhE95es+qPGw1GAhVNEhoQoRLaguhRpEtKC6D2o8LDVYCFV0SKhCRAuqS6EGES2o7oMaD0sNFkIVHRKqENGC6lKoQSRFUJ3KIz8haKIlyBMkhAi0t+K/7UacrMYOv6bTxIGhFwGylyKnHHiygSOCWgxE1NAhoQoRLaguhRpE0hLULP1S7DMN2aid/X0nFFTHbV6KBI4Ian5+OdnAKUG1dyLKw2dADR0SqhDRgupSqEHEXFCpJwyzcJHtWaZPn37tlCm0GrVPmdABBr8KQSCtGuKNrrrpJtBRLIEwNxjspGkOMQeTYRje+npMz2RqU2OkZ/NSJHBcUNkZWRr2yU88HA7Nvm5a9pkunBVUmgASuXQGgzjyXfsO5YKFUEWHhCpEtKC6FGoQsRRUKk6n+k/hz3xmkxIMdkLeHxv7lAkT1kPqebgpS8aGDTHBEI4NS0CSZas4OYEws6mRm+T67XYEuZvyhTffKt2xs3Gts1O+croM4CJnWnY8OldDh4QqRLSguhRqEJlAUCHjLhVUZpOCcaGNfYq9oLIIVRC3GSaoqKPsH9AEw1AbQWU2NTRypXanRQ7HI1Smr/RdEmZPNsu7A5yNUKkVAeVi5QWkBVWGGkS0oLoUahCZtKCy8MU0+EOk4wBjuslIbmgqqBlHqKzJ11xQmXdQOoY82SNHU76Mi5UXkINQQ4eEKkS0oLoUahBJS1BxPZKtqMEypOny5IQOMPIuX5zyNW1oKqi4hiq7u1D7F9M1VGqS8zUXVLqWTN92mEdlT7Y411AFcRI05ULXUB1kIVTRIaEKES2oLoUaRPQ5VPdBjYelBguhig4JVYhoQXUp1CCiBdV9UONhqcFCqKJDQhUiWlBdCjWIaLcZfelLX/rSl76cuYSOUN0FNR6WGiyEKoGdUIWIjlBdCjWI6Clf90GNh6UGC6GKDglViGhBdSnUIKIF1X1Q42GpwUKookNCFSJaUF0KNYhoQXUf1HhYarAQquiQUIWIFlSXQg0iEwuqb0utaWYZOPBXKIuPrzNsHlbn4cD15TX7PjkihOjp6Zv+G8/15TU3/vrl7jNnhBCvvv7e9eU1WAEQiUSXP/sOLWcN5Qpyw/eln6kAACAASURBVD83tUIhu4VVW3sWaQIyatHzzQBM5wufW3b4GBri5xZTLGUMx3WoefeH8I5dX15z97xXDnR8OuO3tfA4Aj09UKduYxNUaOv4BBtGItHq57Yky48IIToPB254cO315TXlK+tHRqI9PX0zfvtysqszjhDp6emb8VuP3GckEq1+7m0cTDweZzXTafjazlbaEEqsGgJyLaj9vcF//fa34ZT28VPjd4/FRhfOur2kpMQwjL0HjsbjcVbTpuHi+++Ehp539tCGUNJ3usu0YZZEPus7QbuNx+M4nkX331maJMKGHY/Hz509adVwYbLh+rcacdjwMh4XVg2zIXLu7Ml/+853oM9PT/TQwSye/XMYTPP+w3B3WrO/Nzhhw/VvNo5dimNDwzDWb27sO23ekLKwFFTIeFBRcRv7zoID9Yf27dKCmn9YPaxIJLrulZ0LVr/DpGt30wd/qNveeTjwh7rtQohQaGjB02+FLl7Ev4Ic9vT0zX9pazQaZQ2tKtAOn3t5RzQalW9h03mWgkpzDdI8XHKeS1oTsky3tgcgoZIjeX1zF9j19PQ9v7kR/4tt3v3hH+q2x+NxeJ/j8XgoNLRgxduDoRBW+HNTQoHmv7Str/8c/SsFduUgkWSf4y/pYEZGojY16cujnd3zX/9bXIhQaOgF7w74HfDCW7tSBwsN9/+hbjsrzluE6m/wzlniwffQ3+Ct3eIDOaysrI6Qj3qy5lemL7s72sqXeuJxEQ6Hqp+siUSj/b3B5Ws2xyXC0HBszAEdotjb4P1P0q0vQUScO3uysrJ6eGQEy+cuTbk7KwEiY2PxcDi0atG6rq7Dy9dsZqO16ip7Iv7tdbRP//a6V7bsGRuLnzt7sqrq2WHy8ZNrzl3q+XLsUmIYHW1zl3piX46Fw6FVi2qGR6Lnzp5cvmaTTMTfUDd3qSc2NiazsBRU+DKy+hWfu3RuGjaweli7mz7Y98mRV19/jwkqlMBfhRCRSPT5l7ZDzIqthCS0ckNWoaen7+EFG6lqyrew6TxLQcUUg8y4Tf5M9vcGp103G7IS1m7x7WvcFuztD7S37tp3yJH0WLkT1LqNTfRR4svm3R/i+7x63d8xbMVyENrm1kMgaRP27AgRVFCzwbw5GLpoVbNu4862jk/wZU9P38OLNg6GLlJJthLUPze1ojIB8imooKD4srU9EI/Hw+FQ5R2Vg0NDVjU9S8tbDh7Dl/29wXt/NPsfFy5QSbYSVNqPU0T2JrpNvI0+QuTRux79x4ULWA5Ci3h52VxK5NzZk9N/XI5E+k532Qgq6yp7Iv7tda9saaYy2XLwGPxMoSzgT94te7Bm7dMPtR48ioMBFp8PDPgavN4teyBCtRJU75Y9Y5OKUMEHxsqMRQtqQWD6sDBMpIIKE7DlK+tpORNUmCXGCUbQPNrQtAIAJoehmkgKML2FTdssBRU+mUISVNMk+LA8AS9hQnjKlGsXLKhobQ94lswptilfAMT0IyMjIjnBW76yHl+aCipO8MK7/erbzfjmw5RvaldRdsdsiIRCQ79btIlOwB7t7L7hwZdwMCiotGbdxp03PLhWHgxM6pavrB+JRqHJI7+vo5PApncE5EdQw+HQ7B/d23W6D0u6O9pg2tYwjKlTp+E3eDgcKv/xdKjpWVp+WUnJLff9AcM+AEyr3jpzPpSHw6EZV12FU77Al/bjLJHyH0+nE7DdHW2lpaWMCKv28rK5pSUlt9z3xHDqg4NJXSgHFiVkytfqjtkTCYdDD/4kpc9AR9vlZWVJFvd8PjCANR/66Qyo+fKyuaWXldxy3xPhL1IeB8zxYnk4HPqP738/MQm8uXHsUhz7OXby9CSmfGnGXVipglWrqVOnmSbK18gPTB/Wps3NuFDKgo/Ow4HylfV/3d5qKqgIlGTWEEtYBfwrDVWtbiF3nusIFcup+wKEqiKZETrQ3traHoD/zXgkORJUFsYJIToPBx5ctXlkZGTPrv2mgooIhYZe8O788MNO6EGu1nk48OAzm5mMZUwEVj3bOj756quv5L+GQkMveN+Fe2FNyutoZzcdTOIlfK4WbaShLQa7pv0A8iCosFxKgzMKnLkVyfVRVrO7o+32WQtRU/Elhqq0q8o7KwdCIdN+HCFi1S0SGYlEYHFUrpYceZS97O8NQqiK/WCMaNVVNkQSfR7oNCMhYP4ZBgnro6xmoKPtrvsXoqbiSwxVaVeP3f3Y5wMDpv1QFuaCSmd6TWd9taAWBKYPi27/wV1IAIh1Pvyw03QNFYEroKyhvGgKkOXTapnWtPMcraFiORoeyNLL/pTlxzgXgsoWRwHJxcgRqzVUBFTAapFIdMOrjbQaduUIkbqNO+UJZERiTTSeqCmrIFtkbd69f98nR5K/AxpoDIo1TfsB5EFQ2ZwtQ3JN9CurmmyRFeeKY7HR6spKGoNiTZs7ZkOEzdmaEhkbi1tVkxdZkciqqqqu033QJFktAnd832kiLy+bS+dsebcdbbhialrz3NmTVVWr8GeBf3td68Fj8biIxUafmTevi0S9586erKpaGf5ixOaOdoKKs2rCbOsHBq8YsGrkB/ZShBEqnW7d98kRecMtyF5z6yGcFQTtZA3xJVaAhgc/OQ6bga8vrwGxlG8ht02TxYSge3fhUwoBKDoj4Z5e6j8DWosfbPiTbE4+KeRCUGl4SidyYU9v6m7eT1BW2Z7eSCRa/dw7yZnSFtjNRLpyZg1VntqFOLK59RAdjFxzd8tHNzxYQ7cBQ8MDHZ/int7fv9IQF6J5937oCrb1dh4OpNwx9adhrgVVntqFRVOfbyuU44wumzvFCrgNGBoe6tz/w299C8ofWLw2Hhf+Bi/UhN2wgfZWeQ7WESK02+4z3ZV3VP7jwgUsv+W+J4ZHIvIMMC3Ze+Do0NAgBKB0c/IDi9fueqe2rLSU7ulN7eoeR4jIU7sQEPv2bC37ZoIFRJ+05pVX3rNr11/LyhKDgW3A4XCo6udVHx3e96/f+e9Q/suFNbEvx/zb6qAr2NYbaG/Ffr773bs/HxiUWehzqG6CUw+r83AAj7vkpyGFMh+5gh/fhMdhFWekD6eIHO3szmw8GTekyP851O6ONnmvUE4bUjhFJDmY/DVkcIpIoKPN2+A33QyVRkMfLJFmfnctqK6DIw8rEonWN/hZ1JjThgzKfOQKK6iRSHTz9vfZ5G1mcIRIxuNxikieBTUWG32z7s3I5P9zyLghgyNECs5COEfk7dffHp78pyjjhgzabUZf+tKXvvSlL2cuoSNUd0GNh6UGC1HoCNVBqEFEpx50KdQgoqd83Qc1HpYaLIQqOiRUIaIF1aVQg4gWVPdBjYelBguhig4JVYhoQXUp1CCiBdV9UONhqcFCqKJDQhUiWlBdCjWIZOg2g2f7sjzDp5EB0pQiNI0BN5jdTR9YZQGUXWhYialNTToNbdpmL6gZuM1AzSJ3m2Fgp05ZCRwwlWu+trPF1FuGnVXNHRHZE4b5z6R6yIyzMDWTqXt9JwwbTqyK5KlWfIkolKDKZjLURobattCEgqYNhRCepeWlxLhGJI+N4svcEWGeMMx8hrrNsJyCspkMZCikLPJGRHahYf4z6DYDLPC0jKl9jfdPD8NRVDixKpKnWvElYzFptxmEb0ttlt9HGpNF+oL6/ObGCcvl9EaspLn1kGn+owkbmpZMloUV0nebgZz4Qoj+3mBFRbWL3GYAkm1LSqakF7w78aiJVTl6y1hlVsopETSTYUSOHguaprwnDRNmMtR/BlMPbnh154LV78j5kgoeoaKZDPOfAfcVm1OnyYYp/jOYerDmyeqKitvkjEW5I+Jr8D74lGfPllpmPgO5+20OeoKZzLGD76P5DE09uG7RqnwSQW8ZzIkPqZGOH//YnoV/Wx3YzlD/GUw9WLNoVWXlnXul7INZuc0I8m2lkTdkKags2a+NRQyUPL1hu71NjVVD05LJsrBC+m4zWBO0tr7e6xa3GQDzkBkMhXp6+h5etGkwFAKfn1Sflk2DoYusHJXMPgVEjohgmkAgQjMiPb+50UZQ617HhjwZIXyu6jY2FaGgYppA5j9zqHO/vaDKDTEZIZSYJiDMHRHIOAj/+VDzmQkFFfILYkOaidCXJNKaLyKYJtC/ve594j/z0eF99iy8f3o40XAbSUb42GNdp874GrytB495lpokIMzKbSYcDs2+bpqe8s0z0pSiUGjoN4+/xgzAZV9S2SKGlcyc/5qpKE7Y0LRksiyskL7bDM4AQ+40v3+b4Qa3GQTzkBkMDYnEvGgt+s8gYJqXTucmXVl6hBDNuz/ErnI95SuEqNu480cPWqYe7D7VRzxkWujXK0zwotsMKisI6r6Ooy94d1pl9C2goHqWlpcQMxmWtC/YG5zxz/8sT/mK5AQvNkThBEHd33kIsu3nTVCJmYxJ6kFqhkOnfFMbRjFtLwpqMk/9iGlGX8eJ4GBMUw8GegK/QA8ZMuUrhKh9+qGyb5ZiQ1RWENQPPjlY/WQNEJycoNq7zcDSVDY2HRqZYbJSRKdb0bsUoWqEyspF0mAcDd2K3G1GBk7kou0MhqpQIVkexVAV0vnCyqsgSQpNbWpyRISZyYhU/xlhZpia0jAaxdAWBPXhZUn3t9eLS1ABzExGpPrPwEtmmMoasgh1+vRx97d8RqjJ8UQoC8aLWY3Shm/95fmWVEHdvGY5xKn5EdREt6lmMiLhP7MWs+FDCt/zg4NWDVPS5T/22IwZCfc3FFqZRSZuMzR1vkY+MVkpwqjU1GdGsTVU2W1GblL8bjOmwCXSCQ3GsZwZidv4z+SOCDOTEan+M6YVWHnn4QBdQ+3tP4+bm+jGJUDBBZWZyYhU/xnTCqycraGePX9u4azbabr8/BBhZjJoPmNVgZV/1NbI1lDBZ62UEKGamiMi586erKp6lvq2Uv8ZIbnNpDZc+cVwhK2h9p7rX/TLu5AFblyiLCbtNsOm0bTbTD6RphThtl50c2PhKYjc2XPnmUUMM42xsqmZsKFpyWRZWCF9txm26Ve4wW2GInVf7ohIzveiz8/g4AVcW6Xl0lzxRdl/JndE6AQv7MXFEpgExvlnFEXQy90tH7GGbHswDruoIlTqQgNbWIltyx8g7mSiyGxqsCHbHowE8xOhMjMZ9LpBO3Ffg5fayKBesobRaGRh6vZgvEUeIlQ6wQt7cbEE5nL3bnsVWYAoQqjq27OVudCw7cE46klHqBrFCacelnabcQQFP75ZbG4zGcOlbjMZo6jcZjJGsbnNZD4A7Tbz9YQjD0u7zTgF7TbjCFzqNpMxisptJmMUm9tMxtBuM/rSl770pS99FdcldITqLqjxsNRgIQod2DkINYi4JUJ1CppIUUFP+boPajwsNVgIVXRIqEJEC6pLoQYRLajugxoPSw0WQhUdEqoQ0YLqUqhBRAuq+6DGw1KDhVBFh4QqRLSguhRqEEk3U5JO2Fs8sJIisJehB1qo0wuaz+CxVNqKZSh0r9sMTT0IJ6TRGQk/xsXvNgMnSjGrEXObwfOmN/76ZZbtSCTPrbZ1dJq6zdRtbMIDnTklQtMcwilYVnKg45jsKiOEaN69nzWU/WegRD5KKwonqHjMFFP0sZJDnft/eMUVcnIGuaHsPwMlLGFhjoj4GrzfvOwyHE9t7VP2w8Mh4flUwzCmTr3no8P75GrgSLPh7Sb5mI2zRPzb6+hgPh8YoMO78sqU4dHkDP7tdWAsYxjGd7979+cDg+hLgzXBkWb95kb5jM0Eggqp2qxy+WoUBKYPKxQaeu7lHR9+2ImiaJWlaHfTB1AOkHPouzpTEgKSC9J/ACA7UjG7zUCKQXiUkBeJuc1gTbSRwRJIgQQ2LHI1akcj287kLlMSc5VhJWhHM2FD8J8ZHBx6wbsD3x/WquARKuSOpwNjJWhHM2FDqDk0NFj9ZM1HbY2mh1Zzmilp+ZrNly59RV/STEngKiPnl2c1sRrk8k0S4bfLXaak5Ws2sQRPtATsaL4cuzRhQ/CfuXBhcNUieBzNYxaPQwuqm2AjRTTlglUeXZYvSRZUV+fyRdB0SFRQ9zVuc4XbDKZrkN1msA7LLCiS2QeZoRBWs8pZmFMicgp7VmKa416YJUJq3r0fRdQqC0TBBVXOZ8RKTBMemZajAZywzgKRa7cZvCN7aVqC5TQRki/BIvHX7o62V7buzZugyinsWUnt0w/JCY+EWSIk/7Y675Y9IKKJLBCTFVSc8tWmp8WDNAXV1OklFBqat2gTFTbZlMbVbjMAsD6F0JOtXEAmwuJ3m0FBNXWbgZlb5jaD2fNRQUm1qCDKmjdBlfP00pK6jUlXGetEvpTd7xZtwsnh4hRUOU8vLfEsLb+MuMrYNwyHQ+U/TqTFF3kXVJanl72krjIWDcdT6pf/eDqdGc6noMqJfGnm3peXzS29bNyORmq48ovhCJaEw6GHfjrj2MnT8WwEFSfEtO9p8SDjCBUy67KYBoGzsgpEqKYfVzrRUvxuM3JCQWYbLsbtZRIlm97cC++wnBMf/F7yH6HifLVNiWxHI1KDURhw9XNv04C1OAWVxpRWJbIdjVwN0vnS+C/PgsrCSvYSh3T7rIVMU2lNyIbPoth8Cqp/e90rW/akTNsmbcbH7yvZ0QgMRi+RxzH75y3ETlwLqjpIU1Dl9Us2E8iApjRuX0O1WVWFsNUVbjOyoOIKKJawVVW6fYnu9MFqeV5DlX3ZTJ3aTINRVk2e/i1CQZV92Uyd2kyD0co7KwfI45Cnf/MpqMyXzcqmTXabYTVNk+DnTVDlYZsSkd1mwFXm84EBLJGnf7Od8kWnDo2Cw2pTEs7c3j3vldDFi8zppfNwAP6NFUDkXn27mZnSuNptBmSSCiTu+0VXmSJ3mwmFhh75/ev4pJpbDzG3GToJ3NbxidXaamq1xONAt5lc7/IVE4Wnsh0N6ihraONMfve8VwZT7QgLKKj24SkzYwF7k8o7KgdCIdaQeXp3n+lGQ2/YZ5trIvbhKSMyNDSIKkVrprK4B53JS0hJTonYh6eyHQ0ao/oavDQ8pTW/+927qTM5bAOWWehzqG6CUw9Lu804goIf39RuMxQF35SUPrTbDEXBiWi3ma8pHHlY2m3GKahh0iJUIeIWQdVuMwwFJ6LdZvSlL33pS1/6KqJL6AjVXVDjYanBQhQ6sHMQahBxS4TqFDSRooKe8nUf1HhYarAQquiQUIWIFlSXQg0iWlDdBzUelhoshCo6JFQhogXVpVCDiBZU90GNh6UGC6GKDglViGhBdSnUIDKBoFKnjmyyyWg4iElJERw/3ffJkd1NH7BzqFhnQouY4nSbgQ+nnJNBdqFhNd3lNiO/lP1nENRMZnfTB2a2Ldx/JqdE4AgpHDOV/Wc6DwfggCnNPih7y0CaJHpilfVM71hYQYXDl3DMVLaRCbS3wtFMmn1Q9paBNEnQFrpiPeeTiG9LLTWfgcOjeMaUZh8EJxkkAmmSSlNZ5JkIHCGFY6bUf+bKK+/5fGCgO3nAlGYfBCcZ6i0DaZKACHTFepZZWCZ2mH3dtGzOvGvkAulLUSQSXffKzgWrU9INsmz4E6Y3Ks5MSZDG69C+XUxQ5QxKrKbr3GbYS0HSI7BMSVaJkOCJswQLLOlSLohEItENr+4E6xuW4OmFt3YNDl6QsyZRgLdMnKQhxJxKVj2LggpqLDZa82R1RcVtLMkR2MgMDQ3KWZMoki404+kgMKeSVc+5I7Ju0Sp2O/SQsUqchAB7mV3v1ML5VJrd17TnHBGJxUZrFq2qqLh9L0kZmCSy6cKFwUfvevT84KBVc/CWiX05hmkIIcFv+IsR6Lmy8k7Ws7AX1Ox/vGvkAulLEaTSZRkH2csJE/AWZy5fgJw10CrHL9Z0nduM/NLKf8YqVa9sSiOX5IIIjKduY5Op28yE+ShQR5t379/3CU+lZNqzKHSmpNb2gJXbDHwCbfiijkI/iVRKdyZSKZn2nCMiPrPbobfMhJkcIF8S/JcILGgqJei5NfdE/NvrWg4e8yw1d5sJtLd6G/bapHFAHfVvq2s9eAxSKUFKQl+Dt9WsZ2EvqDp/b3EiTSkCh9RoNEoVFBP2YrUJLWKK020GIAuqlQsN1nSd24z80tR/RliYybAolvnP5I5IMpV/lLmzYZRJZ4Dl8VBvGTn1oGnPgEIJajgcqn6yJhKNMh3CKJPOAMuGM9RbRk49aNpzTomMRCLUnY2m7aVO3bLhDNrL4Pw2TT24atG64ZER0xy/zhJJ3ivKzNowc+/eba9SFiw5PnjLgEmOnHrQtGfKwlJQdYRahEhTijZtbgYBo4LKzFDF1y9CBbjObcY0nmP+M6YRqpxQVxD/mdwR2fRmMwyAyR6OBxMNRiLR1esaqPWN7C1D+O5Y//p7iZ6ljPmicIK6ec1ykEMmexh3YqLBWGy0urISfdmEmbcMALTtxeXzTXvOEZH6l1Z0ne6Lx+NUUFmSXvh3LDb6bFUVVEYisr0M6ujmmmrsOdeCurmmujt5Lyp7mM430NEGEWosNrqyqipADOZkbxlCpObF5fNBaOWM+cJeUDHbuIM8NbJHmlJEE9ND4nt5IVO4dg0VIAuqlQsNrelGtxlTQWX+M/IaqqmrjJDC1lwQoTuJcHsRtZE52tk9//W/xeOJpVZ7bxkANBkeNukZUShBjcVGF866HWJQ3F5E3Wa6O9rKl3ri8a9gQZQuplpZjkOTaDSCe5Sw55wSWZTcTAS3Y4umMKqxsTgsiFKTHFPLcVp/YWrPtKazROhOItxeRIkEOtrmLvV8OXYJFkQHyZKwleU4NBkZicg9MxaWu3xhfkzv8i0qTFaKMEJl4WmapjHF6TZDrZCmTp0WCofh999nA+eZC41c011uM92nztCXg6EhnPIF/xlUzdTdv0eEFJ7K/jM5JQKgESodD1Xc13a24BLp7paP6AQv3wxMViuKKkJFUHWkNjJ0767nnT3oNuPzbU1nM7DIV4SKQHVkbjNUF9e/1YhuM8xexufbKu8Exp5zHaHSe6E6UrcZqrjr32ocuxQHtxnfnq1lZaU4wfv5wKDpZmBh5ukmJhRUjSKEUw9Lu804goIf39RuMxQFF9T0od1mKApORLvNfE3hyMPSbjNOQQ2TFqEKEbcIqnabYSg4Ee02oy996Utf+tJXEV1CR6jughoPSw0WotCBnYNQg4hbIlSnoIkUFfSUr/ugxsNSg4VQRYeEKkS0oLoUahDRguo+qPGw1GAhVNEhoQoRLaguhRpEtKC6D2o8LDVYCFV0SKhCRAuqS6EGkQmS4+MBvltnzs8yh7iGU0hfinp6+qb/xgNHXODfmOSB1YFjf3gYxtVuM6wcHZPwvGnxu81QgNVMMonBeDohOFRK3WboOdTXdrYMD49UP/cOPeiZ2rAz10TANwZvzWxkTD1kaLXry2te25nIiU8bShVSblpAQQXfGDhjKiQbGVMPGVoNz6eyhnKFXBMB3xjPO7sgtT0dDGR6MrWRwZpwsrPvdBdryCpk9uAmxeLfvvOd9W81wsFTZiMTjUZkDxlazTCM9W82Qk582rC/NzheYXMjO2YzgaCiF0egvVVrapEgTSmCXL7gUkLLdzd9ANmLAMx8RkgpkIozU5KV24xVuUim0ix+txkrUIuYSCS64dVG5iNEMyWBQQ19CSdSsCHzfXOciGySw4hAmhHqIQN/BS8a03ON4D9z8uQZqwqi0Ll8P2prlI+Wgo0MpEanHjLwV/CiMT2NCg37TndZVcg9kfFy8JAZGxvP80AT/ApiR8M6xIZWFXJBBPIdAgt2R//2OjDDIR4yq6gJ3fI1m0wHCf4zZ051rXip3p7FxILKMqNqFBCTkiI5CQPLlyQLqqtz+dqUwzeaW9xmZFCLGEjby4yDenr6Hl60aTB0ER4xe0mdaljD3BExzdUAuZPgs0E9ZJCFlV5CaiSbCqLQU76muRogwxF1X6E+bjaCCg1tKoicExkvoYmTZBsZYS2omBcpn4Ka6LOjzdvgZ3eE3El7G7zvJz1kqn5ehT5uNoIKqZH6e4MOCKogPh4ahUU2ghoKDc1btIkKWyg09JvHX6NTvq52m7EqR3Nft7jNUBCLmBFBcuLLLmxgIY7mLeylTcMcEWGCWrdx5w0ProXxYEJBTDEIdUKhoUd+X0enfIUQda8nG0ajUoWUOxaVoHqWll9WUgIZBJmHDOpQOByacdVVbEbXs7S8NNnQtEK+iAghxMvL5paWlGAGQXsiJWRGlzWUK+SaCBNUHE/4i5HuVA+ZzwcGkcUvvv/9RErCNxMzut4/PVz2zVJoGA6HZmCFjKd8dYRaPMhYUCGzrvxNCsBZWfUi1FhsdP7MW+nPweJ3m5HReTjw4KrNIyMjm97cC+8k08VkhSjEps2th0C6MFS1apg7IqYR6tHObup1EwoNveB9V7aTY5HreMNo1KqCKDJBxcLbZy3EqVE0emNt0f3UpmHlnZXM2TtvEWpyMOPDDodDKxeulbMLycn05YayRXneItRAR9td9y/ErLzgITMsffzQ/dSmIasg9BqqG5GxoJpO9CHQKtUVa6iANAWVTa64wm1GBlrE0M1HdKcSs2+jv4TAzS0SieI2JdmnJW+CyhZN0XbGgm/UqiTxMpLyVViEgsoWTdF2hrVl1eQSeMkELG+CylZMBbGRYW2TNSOmL0XClPRZpmF5E1S2aIq2MzKLqqqVXwyzYa9EQWUvKQu9y9dNSH9TEs7l3j3vlebWQ/BveBm6eBFE7tW3m6nFm3C528yp/lOsnDomucJthiHVIiZlJxEEmug2g/uBry+vgc07M377Mr6k3/J5iFDpxCwzjYFtvSkeMskZ6QUr3nz17Wbgi5JPDcbbOo7sbvqAVaAo4KYknJhlpjGwG1b2kIHFVK/3aWbNRudU9x446ttSa+XdlgciaBqDe3pxeDCXi+GmP2k8DuNk9GHxlVbItcH4L77//cu+8Q2wvvl8YIDO8TbvPxxob2UeMrCYrpuOxgAAIABJREFUWut5Ctxm0JotkNrQ1+BlFWQW+hyqm+DUw9JuM46g4Mc3tdsMhYvOoWq3GYqCE9FuM19TOPKwtNuMU1DDpEWoQsQtgqrdZhgKTkS7zehLX/rSl770VUSX0BGqu6DGw1KDhSh0YOcg1CDilgjVKWgiRQU95es+qPGw1GAhVNEhoQoRLaguhRpEtKC6D2o8LDVYCFV0SKhCRAuqS6EGES2o7oMaD0sNFkIVHRKqENGC6lKoQSTdc6hZpmfTcBDpSxF1mxFCdB4OwGG+8pX1dJvuhBYxLnKbkb1l3O42A6DeMsxVBs9dNO/+EE+skqOfa+lZT7kkd0SY2wyzl0k1jWlJOSb7+k4YJLrQ4FHU8pX1R48FqfkMu2nxuM0wexkb0xhINEjNW8hZzz90dR2mti15IELdZmKx0UWp3jI2pjGQ28/qxCpz0cl1DkXmNhOLjVJ7mRTTmLdSMgjWPv1Q2TdLqQsNHkW95b4njh8/TM1nJnEO1REvDg3HkaYUMbcZOVcRYML0RsWZKcnGVQYA3jJyiRvdZpi3DHOVkY+agOHB4OAFSPiA5ZgCwvQuuXabad79IbWXOXosaJrjPpE4iWQWNE0xKJLmM6yD4nGb8SdcWRL2Ml1dh01z3CcTJ42nHpRzEALAfIYn0sux24zsLQPJ+uUESZg4CVI9dJ/plvMLAtB/JndEZLcZ//Y675Y9YHpTVbXq+PGPTVlA4qTYl2OYWdA0xaAQwt9QN3epJzY2JrPQguomTEqKMAmDVTaGCRPwujGXr0h6y8glbnSbYRYxydy8IWojQwGJkOSED/YpIHKdehBYoL3MgY5Pn9/MM6QLIZp374dqkUh09bqGQM8Zq2GD+UxmgU4eUg/6iStL5R2Vhzr3mwoqVovFRqsrK7tO98GnWq4J5jN5To4ve8tYCaqPEFlVVfXGG7VWCR/QfybXRGjqQf/2OrSXefSuRz86vM+UhX97XevBYxCaPzNvXtepM4H2VtOED2A+Y5rif+IpX+0zUzzITFB3N32AqQfplO+EFjFudJtBbxm5xHVuM6YWMZBlEP1nKDDlL50BhgleuSTXRKig0gyCd897pftUHzGNGZ/yRZlEQcVcg4lhR6PjrjVSSoHiEVTmyhLsDc7453+Wp3xRJlFQ/Q1emCjGPIXUfCa/REy8ZWhuQjrli/5uIKgLFlQQFgnDGeY/k2siVFBpBsErr7wn0BMYd5UhU761Tz8EMomC6mvwwgww5il8edncsrJSzFkos9ARqpuQZYQ62UDTdRGq7C3jarcZ2SIGbWcwVKX1cWYVAztMji+X5JqIaTZBZi/DZnRtIlQswc6p+QygeAQVwexlmB+qTYSKJdg5NZ/JCxHOgt6dmcZYRajwsut0H74tsv9MjoiYJscPh0OrFq3FuzM/VJsINRYbfeaxx7qSq7/MfIay0ILqJmQsqLCcGYlE172yM/2l0OJcQwWYCqps3OtqtxnZW4b+TGG6SFdJcakVlmAHQyG5JNdErOzbqL2MufkMEdrOwwEoiUSiG17dSa3IXeE2w+xlLMxnxtdQA+2tUBKLjdY8WU2tyAvoNiN7yzD/GbaG6vNthZex2Oi6RavoYmph3WZglRQLTc1n6Bpqd7IkFhutWbRqkBiqa7cZFZD+piTqNkPNYeg2pQlNY9zlNuP3b2PeMm53m0FghMpcZejmIwxPRUKJ36FzqnJJ7ojYuM2w+WfcrAsK2tt/nm4GTg77bXQUZ641RbKGauM2A1O1OJGLm3UhVD17/tzCWbeXkM2xdHuw5509sm1LPomg2wzO0zLTGIxTY7HRhWQ/cDQawZcwM8xcdArlNgNTtXu3vYosYLMuhKq95/px2LDLl24PXr+58djBVmo+M4k1VI3ihFMPS7vNOIKCH9/UbjMULjqHqt1mKApORLvNfE3hyMPSbjNOQQ2TFqEKEbcIqnabYSg4Ee02oy99FcWFuxk1Co5PjwcK/nnQ19f5EjpCdRfUeFhqsBBClJSUZD/dWkDES0qEYQjDKDEMdxMpLRWGUWoYY6ln7U1R8AjVKWgiRQU95es+qPGw1GAh3C+oIqmpbhdUIUS8tFQLqkuhBhEtqO6DGg9LDRZCCUEVQsRLShQQVCFEaWmpFlQ3Qg0iWlDdBzUelhoshCqCKlQhogXVpVCDSLrnULM5+a7hLNKXonTcZqAOHAekaQXTcZth/dNTpxNa3GQvqKZuM5AUiX5oc+02k2sdOvjOBn9JSYthtBjG/qnTwskk3YH2Vn9JydkPOmnl/t7grv/237rrGxPJXNpboe3hmfOjw8NCCN+CmdAVa+g4ERhJi2H83ynXnu8+JYSIxUZ3zfgZ3j0ej8vDA3R3tMnlUAgNofMT9Y1CGnChBJVZqQjJbSbVfSUliaBpORRCQ+Zjk1MiaCYDRGS3mdQBpyQRlMspC+x8w9tN8gfNWSJgNWOQY6bMbSYeT/GQofkZTMuhEBomfGw2N8pnbHSmJPchTSlK020GsbvpA8hqlGamJNY/a/jcyzui0ajNTbMUVCu3GRRI+dObI7eZvAV2/b3Bo8/8Ga3BPnh8SeuDPz374VGsEA6H2h9/7th/7Tzx5i44qP7+/5obJi4ZgfbWY0s8wuxPuSNy8J0NcNOD72w48eYuEY/39wYP/WrZ4Lkz8hiAhVwei43uA74fdIbDoYNJmsUjqAjwhInHv2JuM+fOn6UZBxGm3jKQI6mi4raWg8dkH5v8EPE1eB98yrNnSy1zm2EZBykRVg45koAFfCDRASbXgorwb6+DvEjMbab/XN+jdz2KGQcpi6qfV30uffxqFq2qrLxj74HOoaHBVYvgcTSPWTwOLahuwqSkaEK3GQQmsk8zly/rX4ALyoKNoYsXwQXF/qaOTPnKWQMhXxKkFcyP20zeBNW/YCbK58F3Npz98KjvyfuooAIC7a0gqPgP/BO0EkLEYqPvz517rvsUbZg7QQXlg7uj0nc2vWmqiN0dbXI5tPUvmNn7QScGSUUrqKB8zG3G59tqqoim6R2gLbWXscoCkVNBrd3ig5+e1G3GKpODXO5LsqDeMt0dba9s3ZtPQX1lyx4QVOo249uztXaLSRoH0/QO/m11rQePeZbORXuZRLXJCqqe8i1CZCaoVm4zIjmji4Vpus2w/gEwCYxd2dw0R4IqknO8LFlm7txm8iOo/b3Bj3+1DOY/IRIdGR6mEotAHaVzxTB3ivXzJqjhcKj52jtgyhcneGHu+qO1i9jwoIk8bAhJo8PDzUUvqOFwqPzH0yGdPfNpqa19innIQBPZWwaT6RdQUIHI8VNnaOJDSKnoT6YeZFO+vtTy/nO9kEyfmbXlU1DD4dBDP50BZubMbcbjeaqsLMVDBpr4t9cxb5lwOLRqUc3wSPTlZVkLqo5QixBZRqimuggVQPMyjlCxBwxVbW6aI0ENtLeClGKoKnLsNpMfQYU4D270wbN/PH/itEiNWRFyhIryeeCtdfkUVFg0RQlEsDlbNhhUSig/333qg2f/CH8tckGNxUYXzrpdtixlc7ayhwwr37xmOfy1UIIK66aMCLrNYCQai40+S2xkaPmqqqrp06eDkhVKUGHRtOVAJ7sXuM0kvMcvxWOx0ZVVVQHiITPuLTNvXtepM5vWLA+e7ovH49QAVQuqOshYUE3dZhA9PX3zX9oajUbTXENl/QszQzebm+ZIUGGGSggRi41WV1TgLqTcuc3kQVBhjvRicl2H7u7BLT8IKqiweAkLrkMDA3leQ21eMBPmeFl5oL3106WewMGWT5cmhrfv8SU4mO6ONlZuyrcIBdXUAFwkbViOHWwBzxnmIYNuM1hOdzPhFqd8Cio6m8osxsbi+A9YIsXVX1Z+9vy5xcndTMACdTc/gkoDypQbdbTNXeo5erB17lLPl2OXmIdMQPKWobuZcIuTFlR1kP6mpHTcZppbD+Gs7KTcZk6c7qP9hy5exA3D4IIiLPb9ToqFFazcZj4+egD29BqGAXO5uXabyYOg0vCUAiJUlNtwOPTe//gfOKc62N/bnNShE/WNEAPRfbY5JcImeMMDA2xPLx0M7NcFIoP9vawc+4QIldFkPwsKJajdHW04c2vqNsM8ZHBtlbrNsH28oNCyj02uidA5XtlthrrKrH+rcWhoUHabYcbj7yc3Jc246qqSRM/35JQIneA1dZtJ8ZB5q3HskonbzPo3U/bxQoQ6NDQ4I+lM/t3v3v35QMq2Jn0O1X1w6mFptxlHUPDjm/Lmo8xQJETkoHNSKPimpPSh3WYoCk5Eu818TeHIw9JuM06hsDoUi41+sv7PI+QQZ8YoOJEOJ4i4RVC12wxDwYlotxl96avwV0lJyfGu7oIPQxOBq7S0VBvO6KuAl9ARqrugxsNSg4UodGCXPbTbjKuhiRQV9JSv+6DGw1KDhXC/oArtNuNmaCJFBS2o7oMaD0sNFkIJQRXabca10ESKClpQ3Qc1HpYaLIQqgipUIaIF1aVQg8gEgiqf9svv8DRMkL4UUTcYqyOhcjnNF3j3vFcOfnIcT5ey0zLMScbUuKaAbjNw2NS3pVY+h+oitxn58Khs5ILwS2Yy1JQGG+LJ1NwRkQfJbHNOtbdasWBmMvKJ1eYFM6Grs1IapuJxm6E5BadOnXaoc/8Pr7iCVmBt8RCqfGLVs7Sc+b3kjghzm/E3eL952WX0FCxjSscDbT3v7II8FfKx1JeXzc0PEdltxr+9DjMjXnnlPR8d3ocsoAJri4dQU06sbm4cuxT3/ulhSE8I5jMyC8vEDpD+1EGeGtkjTSlibjCyFQxUsyoXQvT09D2/uRH+17R/KycZNK7Jv9sM5sTv7w1WVFTTtCSQbtB1bjOY1YGm88U/QeYjeCknQkJTmt6koB595s9WBz1z7TaDJf29waPPbcQSVkE2k8HcSfgnm3xPBY9Q0W0GS/p7g8vXbMb3llWQzWQwdxL+CV9W3lmZ68QOCHCbGRtLDPvc2ZPL12zGl1ABjFyQyMqFa9FMBhMngckM5CzEEtmvJtduM1hy7uzJ5Ws2YQlU+HLsErJImskkzqRi7iT809ylntjYWDgceuzux5gvjZ2gZv/jXSMXmJQUYRIG2QoGYFUuklnyrQTVJr0DptfPv9sMph4Mh0MVt1XQORVIkOQ6txm0iGEJCIWUy1c2k4HkvWhKUxBBpQl4TUvQjoa2opkF+3uD//XDWeGBAagJpOIk2S9tWHBBlRMQshK0o6GtaJKH/t7gvT+aDWnoqd8LSwKcayIsAaGcj9CXIJLSCvM8nDt7cvqPy5FFPJ4wnwEiK6uqAj29tLccEZETELKShK1baj4HmuQBiHw+MOBr8Hq37Nmzxdt68BiE4M889lhXaoxuJ6j4Y9+zZI5B/Jk1CovMBFVIVjAI03JM7UtTGFJ1NHWSYcY1+XebkRMNQjkGrK5zm5Fz+Ink1C7z5WZmMmc+PnDwsWeoKQ1N2pfrKV8hBEzMskGCGSqWUDsaCpaqFyaBoSvU42ITVM/S8pKSEmYeDmaomPqA2tFQsKxJMK1668z5wyMjqMd5E1SYmL3lvieGRyJQgmaoWAftaCx+GSRa/eu3v405CzEHYX4EFVlQ83AwQ0WHHGpHQ9uyrEkwCQxdoR5nIqj4XUNTjWsUFpkJqmwFgxVMy+WAlc3f2jjJYJ/5d5tBsOlcZo/qOrcZQVzbsCTQ3sqMz6ig/t+f/xzExieZ0uTTYDzQ3toxayEdJCqllR2NSBXU7o426AFC1Y/WLirmCLW7o+32WQupOxsqJSyOWiXQp1O+0AOEqrW1T+VZUFOJRIQUjML6qC0RbB7t7w1iqJr/CDXQ0XbX/QupOxvYjAtrOxqRKqjYw7mzJ2f89KFaDzyOyQsqXUPVglo8yExQZSsYqGBabrr2iTEr9mzlJCMb1+TNbYb+CX8Osulf17nNAHCJFEvYqipbQ6XJ8dnGH3k5NndEaEjKhFyeDUZQQUVnclDQjtdqinkNlYakkP4ejWWs7GhEqqBS4amurKyvhzXXfK+hYlQqL3ma2tGkEkmZ4F1VVdV1ui/Q3pr/NdRzZ09WVT0LISm7r5UdjUgVVHAXRwV9443aDNdQRXIjpd7lW1RIf1MSdYOhm3XpjiG5XKSGpzhti3t3oaFsX4Mbek2Na/LjNuP3b4NCajDOwlN3uc0wkxaROgl89oNOXFu1MpPBCBX32cobax0nwgYZT0ojyqQ8lQ1EPu85zsxk6Obko4vXx6IRSrNIdvlStxncwkrDU+bi8o8LF0BuT/SdYGYyuI3WMIwHFq+NRiO46TcPu3zpOOF2LDxlRLrPdINKMTMZ3EYLLMDWDff95poIdZvBvbg0PKUVwDQG3Ga6z3T/ItVMpr83CBuGDcO4/8kXR0YiuOl3crt8NYoTTj0s7TbjCAp+fFO7zVAUPEJNH9pthqLgRLTbzNcUjjws7TbjFApu0qLdZijcIqjabYah4ES024y+9FX4Sw2TFmWIaLcZfRX2EjpCdRfUeFhqsBCFDuyyh3abcTU0kaKCnvJ1H9R4WGqwEO4XVKHdZtwMTaSooAXVfVDjYanBQighqEK7zbgWmkhRQQuq+6DGw1KDhVBFUIUqRLSguhRqEJkgsQPmmpEzo2oUCmlKEfN+sTkSKhvC0JILoSFsCKdLWf/Yoew2I9eZLAsr4AlpdopULpdLit9tJmG38uYueGlzFJUl9qPl4QsD8rFU6LlbyjuYCyITDtuUBTOlgbwN3R1tWPPMsUPUM4cdsymgoOJRVMw+iEc2oYS9hFbMlAbSDtCaXV2H8UAnOtLkmkjy7k8Mj0RSX0alCoktvr4Gb9n4+dR7/nHhAqtGz9ei/0zuiOBJU8w+yEq6pQpCCP/2OnCSwXOorOHx44fxWCqYz8gstKC6CZOVIvB+sXKVkZMisRJM8sAyJVklzRfEbcamjlMRKk2QaV8OJcXvNgMpBhN2K2Y58eUSWo6Zg2SbGtpzrgVVTmPESkzzHFGgKQ2rycxqGAolqCwpklwiV2BAUxrIiDQQCrFy01a5IELTCclZjUzzHFGAL83Q0AVWTfaroXCWyITDhpfnBwetekBTGpYR6dzZk9U1E7DQguomZCCof25qtXKVkbM0sBLMTciE1kYs0W0mP4JqmjgQ0yGxEre4zSSyHJjlbbDK5MDKmU0NCpJVc8czJbEsDaxkwjQOmJhQTpRfhIIqZ2lgJROmccDEhHKi/HwKKkvUIOdtmDCTAyTBh4yetFo+BTXQ0eZt8NN7BTravA17sSTx0jqNg/dPD0NiQjlRfuaCitndDJ16sGgwKSkKhYbmLdpEJ2CZ64tsCMNKPvywk/qNo6CautAwtxkrp5rJsrCCqWUvmCPR1IO0xC1uMyiodAoUpkYPvLWOlUATVvPYf+2U505FvgRVHjYrOfDaSlMWAJoBmDUcPHeGeuYUyZQvnbmFGV1W8te/PM8qML6YAZg1PHf+LOYmzMOUr484it9y3xOpw35ieCTqJ1O7dMoXkMwAHPFJ1WhuwlxP+VI7cZjR3bvtVVry1l9Wl5WlVGAsqqpWfjEcEUL4t41PAt9y3xNnP+vD3IR6ylcFpC9FsG6K1qRWbjPMEMbKIkZ2IMdyNmmM97Kpk72gxmKj82feamUUE2hvpZrKSorfbUaOUGOx0f+aO/dc9ym5hDbBJPJYzmxq8hyh4mBYScdrNawCbU6z/mKEyuxliio5PoaV6AmTDNHGc9yzCrQ5y/prWjM/yfExAI3FRp+tqkoOO/GS8BovoR8bTPxL+1mVWi0PyfExQk0425w6E2hvhQgVSt54oxYsxLECZeHfNm6SihEqs5eZdHJ8LajFifSlCKdehbXbjGwIY2URg+UMbG01zZLsBVWe1KVAA1S5xBVuM1RQwVwlFhv94PElQwMDcgk2sS+nPedBUHEw+x5fEh4YCLS3frp0vOTo7rdZBWzLlLK7o402pIuphyTPnAIKavlSD6hgzZPVg0NDYK4Sj38FJX7/NvqSr7aSRdNkV4LVhCiWhbY5IgLCs27RKp9vK305ODTEKuCwRapSsmpsMRUdYHJEJNDRNjd595pFqwYuXOhOLfH5ts5d6vly7BK8HExdbaVKCV3FvhxjNSGKZaGtFlT3IU0pot4vNm4zsmkM2w8s7wGGhq++3cxcaGS3GdmpZrIsrCAbiTO3GcMwQG5pTSgpcrcZagO+f+o06sIGu3Opq0x3faOp28yJ+kZ5Dy3rOad+qGwwInXYJ+obqWkMVEAdpeGp3BXOeJt65hRKUGOx0YWzbofZUZiYBfdTLKGmMVABtikNhEI0PBVJ21Ss6dtSC/+eMuXa46fOsPvmgsiipCfMhrebotEIvoR5Wmoas/6txqGhQRRR6kvDqsXj49uAgUhO567B6xTvDjpKS6hpzPq3GscuxcFt5vzgoK/Bi+Ep72pz454tXpgrnjLl2k9P9Jiy0OdQ3QSnHpZ2m3EEBT++qd1mKFx0DlW7zVAUnIh2m/mawpGHpd1mnELBTVq02wyFWwRVu80wFJyIdpvRl74Kf+EeSI0iQZpuM+iSraHhFD45clToCNVdUONhqcFCCHG8q7vQQ3AGahBJM9ApLS0d22uIFn3py8nr8jIjGo1qQXUT1HhYarAQquiQUIWIFlR9FfDSguo+qPGw1GAhVNEhoQoRLaj6KuClBdV9UONhqcFCqKJDQhUiWlD1VcDLTlBp6kE4+Y7GHYZhbPP72V+FlK3QSJ78MwWtrPMapg8rKYLMgnighR4n3ffJEdkKxrQalsOhUixhL02r0ZyFNEmhaduMBRU+hPiRS9N2xrSaI7Yz2ehQoL0V9jTdOnM+2yoJf2o5eAy4/PCKKzDtHLyE/3BMctFZN2TGJixRe5pE8O5TplzbdbrPZjAyO1bChodA2xZsyErg0Kf5TR0X1HrjxhLDuNtI1IeXACxsMbrnGaVkd9rqN4z4M8mSq41jew3RYtRcY0DBDZVGyt2f4zWb7jVKS5LV6o0bSxMN6R0nd5FOHl5pjO01aq41GQxj8fxGI95iiOeMRJK+q41jzUbND4zSb5izSFT7n8bR5kThOJE3UljEMmVxM7JYkXhzbibdRpP3PTEvOZgkkbFnjMuh5F+Mo81GvMVY94ME2RseSR3Pc+M1jzQb8RajabpRVpKsVm/cXGZyx7QElXpxsLypNk4dsdhodUWF/WF50yysGunA9GFBXsAPP+xEQbVyiUErGJtqkCNpwep3MLkSfYmwKqc58a3qZCao8Kk7tG+XnNsoTdsZfOmU7UzGgmpjPwIpcioqboOxVT9ZA5RRUJet3mR6xAUbthw8JjdEmPYwWSL+Bu+cJZ6+012mqdvTcV8xHd6EDQVJSwSd0N8iDgtqvXFjifGTqw1jWoqgvttsxC2agCb9/Q3jZyXGr1eSas8YpSXG35uTFbCHeuPGUuPXK434XnLTUuMnVxs/IYJqc8e0rueMmnoj3mJUlholVxvHVloMhrFoNuIwvOok/eeMslJLFr9akSqxQOR/Gj9JCqp8o8myWFtvXGoxKsuMEtDFeuPmUuPvuy27BWXdvtG4sTSpwUQ1t+82AlBh9ziRm8tSa9YbN5cZP/kX4yeV44JqdcdJCCr7CZ+moELCVZBz2lwOCPp7g9OnT792ypQ5SzyY3YaFF4ZhVCxYAP+es8RjVc7uW7vFh53fVlGBYTHkRsd8OlkmSc8bbKSIplywcomh+QitqkEh1mQvWVu5XE55KNfJZsrXNFmgVSZCZkeD1ZyynclYUG1SHoLMU0aYGFbYCqq/wWvTEOFZWi6/VxkIKvyXZSqo8n1NRyIXTmjbIoTo7w3e+6PZg0NDLMeQyM2Ub9O9RmnagvpIqfGTSiPwqFF6TSLcHO8EAtB648YSY/UbiR665/GaNdcYP6s0Vl9j/MxBQcXOf2CUXG2snmaUXG0ca050vnoj77yyNCHnieE1p7KQGnbPM8quMT5t5vcaJ+KIoCavdT8wSq9OS1Ary4yfPWIce9QouyYRmCaITDfK/p9kD2XG6j8bYyjA1yQCU7wXsshWUOmkLvtikieEEVRQ6bfGptXLMCTF3sAJZMqUa5v8TSz5KlaDbxBBVBxSIX589IBpeSgcxvvCn4LBTuicfYuhjtonhi0qpCmoLPVg6OJFZgVjVQ2T4IMKspfY0KqcRrpWdexZTAj2EGV7GQSdCGHVnLKdyVhQMaWckTrlGw6HVsx/KRKNUtmjwhMOh/79e9+TJzwxXLNqCKDGJhkTCYdDs390b9fpPqvB0OllYCeXmA4vzYYwXWwyVZ4XQTUsJmAhblv9hhGoSpk7/Xuz8R52Um/cSIJXNsv695UJfa1JFdRsp3zhes4oKzEeXmm8e69ROi0hDxAf025hSDDfy4b38N1GCWmIIWn3PKMslW/8uYSGgaw6M+WbZHF56QRTvgLVsdR4fmMiDEVs3228N90om2ZEm3lIyuaKt68wyq41jiRZODnly6bO0oxQ4bc2lFPRor1B/SZ/E6ijkNRaFlTIby4LKs17jm/KrTPnB4OdUJOORyRzFJ/qP+WiTMVpCiqCucTIVjCs2qbNzbDICirIXmJ9q3Lqt2pVx57FhDCN7WR7GVM7GlYte9uZ7CNUMBXB35qb1yxP/AKw1UUhzYWm2VCO6iZLBJYwYZnWajDMa0V2XwETFZsI1aZhoL319lkLYRUWQtXxdzXXgpqqOjtSQ66aa4ySaSSwI/HoexNGqFQ4k6Cxo9X07KTUFBY+rQLNBIsfJOW2hUSoyYlo09B2PEJNlr94jdlybFJ6s2JRatxQwSU5yGZuWwwBgew0I9psBOclI9R64+ZSY/VG4917J4pQqXAii9cT1aDm5dIdJyGokHwcVSdNQU351iALqzR0kAUVZc8qQp1QUNl3LvYgfxf7ttSuWLEiG7+RPGOygspcYmTjF1aNblO68dcvH+4K0pe4oYlVg3I2vWxaZ0IWE8JUUGV7GdNZB1rqpcgEAAACvUlEQVTNEduZbAR1zpJxf5ILyTeN7riBjT/CQlBZrJlOQ5uF2/SJmM4Ys8EwdsR9ZbzElJe1bct4Ccxsm1qh5U1QYbvNjmbjEZyPfSYRnuK//96c2JqEMStdfUw0fDZZ81mjtMS44eqUL3EqdXDHDKUI5LByPKCU11ArYTzPGWUlxgt43+eS+vecUVZqPHy3UWLacIVRWjpe7fmNxnv3mgtqlixuLk2uZbJnNN0oKzG27zYeKTPe3Z3YS3V5qfH8RmOsZXzFNJ4sxKVT/EeiYWrNG/7FoJnQqKDiHTMUVJFq3LHN75/sGir7tqIroFOnTkN1ZH/KTFDZ2i32gOW427O/N3jTVTe5aHuU1aYktPKGmVvmEiNbwYD4NbceYmYyCBZW4kubRVkantp0ZcViQsg7w5mZDP7sY3Y0sguNcMh2JmNBZVtVZakD3aJzqrA1l9qPwKRrmg2FdXiaPhHcqQvder1P08GIpGafPX+ObcRlfIeGBtnw0mwYj8fp1uIHFq/P4RoqneA1jB3NKVOgD6804iTcrLnGKLl6fDVU3tP7SCkpeSO1YWpN0TI+5cvvmNFkKd+EvNH4dWnqTWlkefX4oqlo4dt6K20alnAWIrmSeuzR8Tnhh1dkOHHNJpbZXO7DK4yxZAA6RtdZMVpN3dNbWWZA0xseMWJvjMepprt/1yWnfCEwBcxdwaVdn0M1iWyKHE49LO024wicOr6ZsS2rafCaAZwlksF4HCGS53Oo8paiXDfM0cU2H01O5KTtSIW6Tszjm49y3ZBdWlD5LtDihyMPS7vNOAVHdCgWG6331mfwqy7jhjKcIpKZ/Uie3VecEtSaa4z39mbyLZxxwxxdNT8w3vNlROQHxnsO7d3N/lr3gwy3Q2fckF3jgqovfelLX1+TS1vNaOQI0WjUyPJXoYaGhoaGhoYQ4v8HbxlFeud9NAYAAAAASUVORK5CYII=" 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" /></div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Now, I did the liberty of summing up the FCF from the two CDOs (which were not far off from the true cash flows, provided that 2005 is compliant. Otherwise, we would likely reduce to a low estimate of FCF or subtract out 2005 in all entirety for a more conservative assumption. However, please do note that given the 115.3% compliance ratio on 2005, it would only require a ~ $15 million purchase of the F/G/O tranche, given the trustee Q1 collateral balance of $845 million, to bring the CDO up to compliance and the ~$22 million FCF coming), along the Gramercy Realty management, participation, and incentive fees, along with an annualized SG&A cost to come to FCF.</div><div class="MsoNormal">These numbers are more conservative, but not too far from the values provided by Variant Perceptions ($.80-$1.10), and from those assumed by hedge fund Indaba of $.83-$1.11). While I hesitate to put a “value” on the equity from these FCF numbers, Indaba gives a range of $4.05 to $7.11 using asset value + a 2-4x cash flow multiple. Variant uses NCT’s FCF multiple (another cheap trading REIT) of 4.3x to come to a valuation of $6.60-$7.70. Needless to say, I believe the stock is undervalued where it stands today, and leave it up to the reader to come up with his own perception of fair value.<span style="mso-spacerun: yes;"> </span>Essentially the balance sheet itself is worth noticeably more than the market cap of the company, and the cash flow from CDO 2006 itself along with CDO management fee is practically breakeven to SG&A.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Thus, it is up to the company to continue to build shareholder wealth through smart deployment of capital. There is no surefire way to upside, and GKK may end up mismanaging its nonrecourse cash or deciding to issue equity and thus diluting current shareholders – the risks are real for any CRE company here, but I believe the rewards are asymmetrical. The company has recently begun repurchasing the senior tranches of its 2005/2006 CDO at a 70% haircut to face value, as they seen. I did a quick calculation to see principle return assuming 70% purchase price, and a $25 million principle quarterly pay down (again, please see the trustee reports for the best estimated numbers). Thus, it does seem that GKK has the potential to buy back its own senior tranches at a nice bargain to receive the principle back at a decent return, or to retire the tranches in order to receive distributions if such a strategy exceeds the prior return. I can’t speak for what management plans to do, but I hope to emphasize that Gramercy Finance is very much of value to the composition of the company.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><img alt="" 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1n0mV1DrtJAdZ54nCweVgguHBJcDNFAtZIE1K8GL3zznntcLte8f/uPl+fPmVFS4nK5at97b+X6+lu3buO3Lpfrl5WVD959N/i1PaeOzpgxA2IMfP7FF0ufeRwaHjnZHYtFlz77BHx864MD4fBQxSPzvrjYn0iYuMJcpYHqPPE4WTysEFw4JLgYooFqJTrle+RkN4ToSSRuC+JohgaCq99oAKDCH4DhmyMjkjPa2uStbWwNh4ew8Hxne21jayIhIhFj7bJNN0dGptPaaZIGqvPE42TxsEJw4ZDgYogGqpXUKd/NK5+fUVJy5GQ3ctEGqPH46KZlay8MXkAqgxuKQG1t8s6cMQO+euzpl26OmMwts5cGqvPE42TxsEJw4ZDgYogGqpVM11Ch8PKVS2kC1etddfRUTyKRsPFQ72RpoDpPPE4WDysEFw4JLoZooFqJTvk+9vRLe3a8XlJS4nK5PLtbYrHo8mefmFFSQtdQTYF62n8C11bf+uBALBaDdVNpDXXB8o3Dw3oNVcsJ4nGyeFghuHBIcDFEA1VrGqWB6jzxOFk8rBBcOCS4GKKBqjWN0kB1nnicLB5WCC4cElwM0UDVmkZpoDpPPE4WDysEFw4JLoZkCtQZyQdTtbSmqFgsptO3OXKb7l9ODjTtx1BvetOb3nK+Ce2hOksul2u6h5AD8bBCcHHsBBdDJvVQEzNmCJfr3BeBwown32Izd+10QxJ33SVcruDZbqGB6izxQBEPKwQXDgkuhqRzXU7MmKGBWmxiYEjirrs0UJ0nHijiYYXgwiHBxZA77aEkbUhRST+U5DzxQBEPKwQXDgkuhmigOlQ8DDEBamtj7ez5laPxeG520OHLYW9aorhR5KlaCM8c+TomptRaG2vxWaSysrlGJCKK24qMxINDgosh0wJUm8xo+VauDKFxlN7e1Vz46EY5NGTtsk0QSRgC+rce+vB7zyyN3JCD9V++9OXqN+pN88JmLRmo8fjom5Wr3e459IKoVVQqWhQFOnwLqzxCiEjEcM9xAzipQgPBlevr4e+itSJT8eCQ4GKIBmp2AhNGotHpSnGaP6Ba2VIIoMI1Ea+MoYHgrNJSl8u1sMoj/Q1XRrx04rcul8u9ZIlak1agvblcrtnzK69c+6r8obnBgVAObeOqokVRa2Mt3IfF46Nr3G71bHqqFuKNWtFakal4cEhwMWTagRqPjy5/9omS8ZC2mxKJ254VFRBQ3rOioraxNZFItDV54Y+p7zp/QD3f2Y6pT7+42B8aCEIU3wXLN46MpKQ+zYk7mz+gftZ1bPUbDWNjicuXvvzWvfcCdB57+qUvvujCjwuWb/zL2K2p710GKlzyEJOQMw++on+bAhVLVle+ORqPw1efd59EoNImXu8q6A2vwlppqmhRhLw0BWpoIOh2r8HJ/6K1IlPx4JDgYsi0AzWZdCUhhGh4Y/W5vsFAh69ihSccHlr8z//sdq+JxmJQnpNd52PKd8HyjdRvg8QyyfypQqSmPn1l6cacpD7NoSE/feCBr/3VXyXXmH6AQG3bV+dtPAR/fHKqJzQQBA81EjEWf3/xlaGhqe89BaiRiDG3rAyXu+DiCKti0t/pABVmj1WgYjl4qLioppWmihZF9h4qvSETRWxFpuLBIcHFkGkHaluT19cRAKCCbxqJGIu+t+i0/8TOpo/XuN0n/KdzOD+ccw9VkOThNPVpIjGRP7W1sTbnqU8L6aF+4xs/+O9r1xCo8fhozbK1Q7mY5U4BKs70Sn8jI/HvYNA/RaB6vau0Y5qdihZFNmuoaknRWpGpeHBIcDFk2oGKHmo8Prpm0SLwRBveWL1kifvoqZ7Wxtrq6upczfeKfAIV7o8x9SmMF6p91n4g56lPCwBUcExx2LiGmi+g0iUunJiF2xA4vvh3PD5aOX82TK+Xly+eiocKHUYihl5DTVNFiyL8VeCURmggOPehcmntAFS0VmQqHhwSXAyZLqCiM/f6jj1Ln3k8mWr0EIDzfGf7fff9CDJ4f/eB7+ZqvlfkZ8r3sadfujkSxUVT8FDRK33rgwNS6tOcPNdT4DXUtz44MNh3Pr9ALaTq168EfEpLa1qTigeKeFghuHBIcDFEv4fqUBXAkIaaNcG+wUQicfnSl4sXr83JTLWkaQNqoMMHdwqlpbO0Y5qReKCIhxWCC4cEF0M0UB2qAhgS6Gy/a+ZMgM5/XejN1ax7yi50thnHbS4umvYjqTe96U1vud2EDj3oLPE4WTysEFwcO8HFEO2hOlQ8DNGxfJ0nHieLhxWCC4cEF0M0UB0qHoZooDpPPE4WDysEFw4JLoZooDpUPAzRQHWeeJwsHlYILhwSXAzRQHWoeBiigeo88ThZPKwQXDgkuBiigepQ8TBEA9V54nGyeFghuHBIcDFEA9Wh4mGIBqrzxONk8bBCcOGQ4GKIBqpDxcMQDVTnicfJ4mGF4MIhwcUQDVSHiochGqjOE4+TxcMKwYVDgoshGqgOFQ9DNFCdJx4ni4cVgguHBBdDNFAdKh6GaKA6TzxOFg8rBBcOCS6GaKA6VDwM0UB1nnicLB5WCC4cElwM0UB1qHgYooHqPPE4WTysEFw4JLgYooHqUPEwRGeb0Zve9KY3vektN5vQHqqzxONk8bBCcHHs2Eh7qA4VD0P0lK/zxONk8bBCaKAWmTRQHSoehmigOk88ThYPK4QGapFJA9Wh4mFIWkCNx0fXuN3BgVA6PWZUWSsL8UARDyuEGVDj8dGlzzzu6whMy3jucGmgOlQ8DJGBGhoIziotrW1spZVCA0G3e00w6J9VWupyuUpLZwEvbSqPxuPSt6aVIxFjblmZy+VyuVzSV9hq5fr63NnLQTYo8ncFHq6oOXbmrFrS2zs47xeehytq/uFfNp/v76ettmz7+OGKGmyo1pQqgNRq0Whs9X/utu8qHSucJQBqJGKsrnxzNB6Px0fXLFqEN5SRiPGj++5bWOVJJBJQEhoIPnj33aa/9iIRjBn+VXp2H8KRO0L5AGpf36WnXvBs3e9LJMb/hh85lKC2bNv/nec2PlxR0955Fg6aVKJWANVtPwDlvs4zUC6VqBUyNaS/P/STFzbDv8Se3l6ylxq127rtB77z3IbUvW9Qhoclt80b3pY/yhVSR5jRGfF3BR55bpOv80xv7+BPX/DC6djy8dFb5lb4oXTbjhYoOdpxJqF8RG3bcVAq37ajedISasU4UOGicPrYQelfe2tjLb3dbm2sXVjlsa8sfWtVGS9DkYjhnuM2IhHpwGmgqrJCUTQa2/TO/iXrdyP21BIhREvz8Zfr9uFHf1cAPhpGeMmqD4zr16WaNhWkDluaj29v9gkhensHKzd8GIvFrHZqY4XjJAE1EjEWfW/RUDgM30YixhL3kiXuJfjbbm2snTdvXvEAVRowlKz5TU00FlO/Kn7lHKiGEV7n/cPx413bm8eBuu6Dg+otRrf/fOW2jxLj/0zevxYOQ8lYIgElLUc/q9w68fFa8qjSastX77pqGFJJy9HP6Mchw8jOEBD8SxxLJLr957DbZaTbbn8Ay5em7n3p6l1DqcNbShr6/YHKbXtJw9NmDfeqDTM1JBqNve39eMn63X/qPNPbO7iu4YB6z+fvClRu3Xvr1i3Y19WhoW5/oHLr3rGxMcMIL6veMz68sTHDCP/2lcarQ8MTDev2jo3dCoev//aVPVeHjLN+WrKLlCSw5Pbt29SKlCnfQIeP/muPx0ffrFxNUeepWoh8ta8sfSt9FGZADXT44NYY/GAAqloIvrLL5VpY5RGpnu7BY6cr589GrzcSMcofmstpCtoKRS3Nx4+dObtl28eIT7VECCF9hDpCiGg09vqGfdSPhJo2FbAH4CjWNGUz1JnUCseJAvX6jetLn3kcfqjn+gax/MP69XhnWV25AT4GOnwlJSVYGTxX/FUnEgmbCrPnVxrXDdgX+JH0W/eSJfAPZGGVJxaLWlWTvj16qgcskoB62n9i5fr6RCKBfPWsqIArQKDDt7DKM9h3DvpcsPytcHio/Ns/BNunRXma8u32n7cH6qGW48fOnE0kEtFo7LWapkBv/+GWT2nJqrf3gWOKFQAD8K8Gytdt+khquG7TR7QhVKD8yNSQuu0HoDd1v6bjkfZ+vr//cMuJP3f5aQk0PHQwpTzZUCT77z3ccry980zi9kRJdoYcbvm0vfPMlnf3H+s8awVUqJMQE/tqgb0LEY3G1m/6/aq397WfOQsf33j7jziYwy2f/rnTnyz/PTSUSw4eP5ZaggOYHKjUR/RULYR/zKPx+KSV1W9NgYogBDSiWhtraxtbpQ6lQoph7Bn/RlqncY6cJFMUGUb4tc1/iMViyEu1BGZuK17ZSX1H/JbyktY0rUD3++KyeiiE6WXYnnzxHQQqrWNvhRM1qYe6uvLNYNDvdq+JxmLw44SfMfZAf9WUW1ihrcmLrRKJxJEP3/F1BKArqL/mNzXBoB+bUxy2te21qgZ7MfVQccq3/LdvD/adk5oARxOJBJAVB1aoQ26nfAPVMMKLfr1VnfLdsm1/e+cZysu6d1NK5lduNQVq3fYD7Z1+Cra6d/fTEtpwKkCFCd7y6ndvjIwIQlapW6l8fuXWP6Xic8u2/RJiseGfO88mErehfMHSbb5UfG7Ztv9Y59kpAtUwwq9794+MjNRtP3Cs8+zQ0PALL29Tp3zhWwrUuu0HjnWdRaCOD08B6rYdB49NgPb3UsOJktQ6GQCV+qNYAZlqXzl9D1UkLyvSqipcZUwLBXGI6aR0a2OtKynKfjYyRVF9w2FkIfBPLQH5uwKUqTYOKNTcs89nVQEWTWnnIGS5TZ07Cqij8Xj9+pX+YPDNytVD4TD+1OlSJQI1Hh+t+c2a4evX1QrgCJaVzYVOwH+F3/m5c10SUKEfr3eVaTX41gqo0IMQoq3J616yxJTBFwYvYEPPioqSkhL0cadR+QYqyjDCS6rfHwqP3zU6xUPt9geee/W9GyMjDvVQ698/AntEZOLpWLp617Xh8ZnbIvVQTZc28bGjSStnAVREI71tNy0UBKimHipXmaKIPhAETwCpJVBTWuC0WSKFmp9+6reqIKEahX3a1LnTgBro8N3/6KNAJpufOgUqVkAPVb1bpc86mQIVPVSp2lSACuXV1dW0Z9pqGlUwoPb1XarcsGckaa9T1lD7+0OVG/bcGBmhe3HQGmo0Gqt+bQ88ovUP/7K5+8txmPX3h5bVNN28eXN8MMWwhkodwbKyuSqo0PODx45sKkvfXgxdlCqr1cCbpOujeJUxLRQEqPH4KKyblpbO8geDuIYKD0/dIWuoIBVgUELnY+lK56XLV6RHc6Wa6rO70PCw77Q0wYsN0QO2mgSe1AoHKU2ggrspERSXM009VLUC/Qgv5+Dv3Aqol65cptVw/haBiv3QNVT0jOlibWnprPLyxWBaaCD43Qe+C2ulbU1ecII9uw/xW0Olc7xPvviOt6EFr+Y9vb0i6aoOhK6seW0XVEOXDi/97Z1nb94coR8TSbIOhK787tVd9CFe2tDXeYY2zPop325/4JHnNsHwTPcyNDQMWJ1072rDpek0vC2kClN5ylckJ3UPt3z6yPObKFyBoAOhy2Rf497kK+v2wFPNRzvO3LwZfWXdHvqkLpA12XCiPNnQrkSywvI91Pr1K9NHUUaVtbJWrlDk7wpIDwrluyEVM6AWQA1vrMbX1RYtWjO9vmAxjMFUhX8PVXVeM2s4tb3nypBufyC7wfj9gXcP/mlsyivouTLE3xXY0dJ+K/PxQMMpPgpgB9R4fLS5uS3NjjKqrDUV5QRF0WhsZ1NbLPMLYtYNJWmgZirpod/C7NRKMAtdJA8iURUYqNForGFf28hINv+OsmsoKSeGRKOxhqa2kWyvBtFodOpjyJUh7+/7ZGRkpGANJelsM3rTm970pje95WYTOpavs8TjZPGwQjCK5cvDEB160KHiYYgOju888ThZPKwQXDgkuBiigepQ8TBEA9V54nGyeFghuHBIcDFEA9Wh4mGIBqrzxONk8Sj3CqQAACAASURBVLBCcOGQ4GKIBqpDxcMQ82wzprEAcyL7YPeTJp+xaWgaWz8j2cRBpKKBoqZFaaJIyvSCHx+uqJFeelGTyUglptlm0mlo05YZUKV3N+F9EvipFOG7JabSQC28MP8MfcG0pfk4vOMIb75eNQzTaqBiMMQ0+Qy+IYpWyDVTOykGQ9Q8MwIMeY4YMmTcvn073WwzFEtq0EF7pUO1SYE6kQMrk6SquQKqVezfqfSfk7FRZYoiyC/R2zv4esMB9Vs1UpJUcth32jRS0qQNTUuytqJoJQV2EPnkaF7Tv2igFlhqjCSpQn9/aN0HB7s+78lhpKScSwqQNGRuxYFEIuE/Y1dz+g0Zj5EEsZP2XB1SDRl88/3msbGxZM3JIiVBzGtsDx9NI9HDnTjmfpk3bx76tRBHCUMXYWwjqAPR1wShNd2pClRpX1IrKR7TV9eu0BhJdC+eqoXg8rY21mIuDskTlYCKzvqP/30VduvrCKjBm2hyD0FCSklhm6Q0OFmf+CyAur3ZZwVUNZavVLLq7X2msXwnbWhakrUVRSsVqJgSFX8qEOEIfrHoyB491WMT7QjASaMj0d/h0VM9kYiR25hEGqgFllU0XRTEzbevNu2GSCF8MbQvajzobiIZX3fK2WbyJDWKr2TIth3NEBP/cMunacXylZJg4OVAAipWwAhqENqXVpBSvkC2DYgsCL0hR6kfPGnyGakV3Yt7jhvClkJ9CNuE3F1cXg4DqF+/srmt2dQiunfMoYFfYU31sFildMUY6FJKnCmmwckIRZjpxTDCv/h/W9UpXzWZjFQyv3KrKRQnbWhakp0VxSwVqEIISMOCkaitAk3Tjw1vrIZfpgRUWkLj0efJEKfLQUClCWpUUmLQ3S3b9kvpaIqKQ1KSGQmoEGJ3JJnfZurZZvInNc9MqiGDy2qabtwYEYSskwA1TQ/VKvcLJYqU8gWSRgky5QuVL4YuSkiTSCPtS2qFlyoo93pXIZuBuFD+effJnU0fr3G7T3Z/DnSXQgFb7R3S1WE/9kDF3kzHDKOlx6QAQDXN9CLNvmoPdYqa1EMVQnhWVIBbKQW4px89Kyq8O3daARVC714MXdRAtZeDgGrvesLEUmKyatNuiL2Herjl0+3NvrFkIhfneqhgCGakSctDDQ0E5z5ULq2hqry0yv1i6qGCsA5dQ21trIWEFVhNRZq0L6kV3gFIHipdgq1fv3LJEjd4nNBQja1vtXcsvHLtq/SBKo3ZNGnrVJQ+ikwzvUyabUavoWYkmzVU+muHCqePHTT1UIHBNh6qBmqachBQbdZQaYlUreiWHq3XUOV0NF1OXUPFzDOwVpruGqpI9Sxh2ZImcikvX2xEIja5X6CmtIZK3Vx6iQkNBB+9/1H65JGKNGlfUitpbHQNlU6yQX4bbGgDVJr65sP69dgVNW1SoEpjxrZ0DXUqT1CniSIp08uWXYelVG5W2Wak9DJW2WYmbWhakqkVxS+bp3xxypf+GDBzy7m+QbqGShPIYF4XCaiYOkavoVrJQUCVsq/09g7+fNm7AFF0T9VqxfaUrzK82/39oV8s3zFkGGDFWHLAuc02k3NJOWR6ewd/sXwHYJW6p2rNdLPNAAny8fIMiOZVzXcrTsoVinS2mZyIB4cEF0McBNScSBtSVJrOwA7SM1B5bcVJOTlZOttMrsSDQ4KLIRqoDhUPQ3S2Gb3pTW9605vecrMJHXrQWeJxsnhYIbg4doKLIdpDdah4GKJj+TpPPE4WDysEFw4JLoZooDpUPAzRQHWeeJwsHlYILhwSXAzRQHWoeBiigeo88ThZPKwQXDgkuBiigepQ8TDEDqj4PiW8kGpVblVNK09KE0X0HVCI5UuTz2A1tVzNS6OzzdgIOUTj7h491TO9o8pCGqhW6uu79NQLnq37ffAiIuZ+ae88i+8mQh34qW/dP/4KqVTTtKEYz8GS8pqpVKJWyNSQ/v7QT17YDP/Me5KRfaAQR5s6ng2pe9+gDE9OLyOX35Y/yhVSd5qFId1f9iYSif7+0E9f2FL3x0/GUkMe/uQFL5yOLR8fhWFv29FCXx6VPqLUnDNqbpm0ss1YqbWx1vRtVKncqppWbpUmimiUotc2/wFfdIHkM2p9LJfC6FtFO9KRkkAY2CH9MAt5TRqTtTRQTWUY4XXePxw/3rW92ZdIjMctSsBPuvr9ofD4T7qv79K6Dw7SayuNcLRk1fstRz+r3Drx8Vry7KvxkqSSlqOf5TBSEvwzh97WbU7alTLsAO5uaereIbwRHV5KIKTUkEktR0+bNcxZpKTDLZ9Wbvvo6tDw6979x4/7aQQJASluGg7Qmw8aCGlZ9Z7x4Y3HRWq8OjScWu0WRkc666clu0jJZJGSgIgQz4FGHLXK4yaVZ5ruTSs7pYmi3t7Bny9517h+HeKVYLlpPEKRDM4iFKBaxePVsXxBwCGIgkn/AauZZMB/zXfSmKylgWqjbv95AOqhlonIuq/VNAV6x3/SKlBpDN7XappWvb0PHFNsCL8WNVTv4ZZPaQltOPVYvjQGkxCi2x+QgCqNR9r7+f7+wy3mwXuloL7JhhORew+3HM9hLN/xUPtCCCH8XYEdLe32QB2PJCxENBpbv+n3q97e1z4R4P6POBg1om9Ly3G55ODxtGL5QgjcnTu9GDkBosOrkdylcqtqWvlQ+iiCyduKV3aCewqzr/iRCpPSwN80L41VxhidbQYEHFLjjdDQzRBQmiYv0h5qnpRvoNIUMRSohhFe9OutdMpXqjm/cqspUCFHG+Vl3bsp6WVowykC1TDC/7a8vocAQAVq3fYDdHfzK7f+KRWfW7btlxCLhtC0MwuWbvOl4nPLtv05yTYD88bl1e9GbtyAEhWohhF+4eVtdMp3647mY11nEajjw1OAquacqdt+ABtOlKSTbUaQyLfUAAj2rcJSKreqppVbpT/lC+xEV1Uqx5qmSWlEcp52y67D2kO1EQJV8lClTDK+jgDcd4JXqoGaJ02Xh4rCGd3DLcXloUIoXWn51rkeqr8r8LNXG4CpKlBRML18dWjo0MET0+Chvlm5uq1tr7QUahU+VyrXUXYLozRRZAUzKduMsJ4EhpqffurXa6g2Ag6FBoI//HY5ZaSUSQae14tEjOrKDVeufaWBmiflG6hWa6goyGN6MxottjVUdD1T7ZKB6pQ1VJpp1QaoUO3GjRv+MwVfQ8VFUEzfjZlnIMsKJHeTyqWPGR0UrSyU/hoqPqz7ct0+mnyGJo057DtNk9LAmivNS6OzzdgLORTo8JWUlODiKF1DrW1sxZwzNKuMXkPNufLxUBLO5T754jt9octrXtsFH4FPQNYtuw7Dg7j4GC1NrtLeefbmzRH6MZEk60Doyu9e3UUf4pWystCGWT/l2+0PPPLcJrTiqmEYRviXxK7Axf4l1e8PGcake5cqDA0NAx0naXg7N9lm/F0ThsDecWr3yRffuTpkAK29DeNP8OLDwMkUMTXwaO7Nm1EpYwyQdSB0ufq1lHI1t0yW2Wa0ilO5Olk620xOxINDgoshhX8PFZ3XLBtObe+5MkR1VdOU3x949+CfTL3DjJQrQ8BbvZX5eKBhYmqGaKA6Tzk5WTrbTK7Eg0OCiyEFBmo0GmvY1zYyks2/o+waSsqJIdForKGpbSTbq0E0Gp36GHJlyPv7PoF54MI0lKSzzThyczlf034M9aY3vekt55vQHqqz5HK5pnsIORAPKwQXx05wMUSHHnSoeBiip3ydJx4o4mGF4MIhwcUQDVSHiochGqjOEw8U8bBCcOGQ4GKIBqpDxcMQDVTniQeKeFghuHBIcDFEA9Wh4mGIDFRMHePK50ulkYgxt6wM9iIFbIMxrFxfn6ddM5ApitScP/RU1ja2Qohm9czi+5EulwuCZNGacHYgxI/UUN2jugubTEQaqMUmHoZooDpUPAxJAWokYpQ/NDfnKdgiEcM9x03DGUYixurKN0fjcfUroYE6mexRhDl/pMOIwWZt4l5BfYjzLpKn6fSxg/hRPVl0jza7UDMRaaAWm3gYooHqUPEwJAWoeCVF4UUWLqafd5+cN2/erNJSyJ4Bf9PsGbWNrdQxwtw1kn8jAbWtbS9UwASreGWXymnP1M31dQQkvypPNwfFIHsUYbgrFahQbsVF2hBCYgEgsSHkTlAPKXLUZhdq7HgN1GITD0M0UB0qHobI6dukq54KVPQ80AvBmKWAyWDQT5sYkYiph4oslDKqApIlD1UqRwzT0UrDYBxS2ApFUs4faV6dRohU8x+oYZlnlZZCVwhaU6DSGxerXZje3GigFpt4GKKB6lDxMMQkHyr9WgUqog6/ootws+dXIlAh1L4VUJF5rY21q7xeeumnOzUth5693lVWa4G8k97Yo0jN+SMdf9MbDnovhT2Aq4rHWQWqmjpX3YVVHQ3UYhMPQzRQHSoehqQAFef68Ot0gErzPtLy9IGKs8GSJ4pTiFI5ZsUx9VDZyx5F6vqlVKJO7EsnSJrj3bnTa7WGapVSnu7Cqo4GarGJhyEaqA4VD0NM8qGin0cXJktLZ5WXLzYFKl28hLVVCahYga6housJTi19HhV7kJ5TlXr+6toVHFtwICQN405bQ1Vz/qDLDscHK9A5YQCkNNU/6Sq4tPKNE7zqLmzmmTVQi008DNFAdah4GKLfQ3WecoWirH36nEwGaKAWm3gYooHqUPEwRAPVecoJiuLx0Z3enVmsNGfdUJIGarGJhyEaqA4VD0N0thnnbS4umvYjqTe96U1vud2E9lCdJR4ni4cVgotjJ7gYoj1Uh4qHIXrK13nicbJ4WCG4cEhwMUQD1aHiYYgGqvPE42TxsEJw4ZDgYogGqkPFwxANVOeJx8niYYXgwiHBxRANVIeKhyEaqM4Tj5PFwwrBhUOCiyEaqA4VD0M0UJ0nHieLhxWCC4cEF0M0UB0qHoZooDpPPE4WDysEFw4JLoZooDpUPAzRQHWeeJwsHlYILhwSXAzRQHWoeBiigeo88ThZPKwQXDgkuBiigepQ8TBEA9V54nGyeFghuHBIcDFEA9Wh4mGIBqrzxONk8bBCcOGQ4GKIBqpDxcMQDVTnicfJ4mGF4MIhwcUQDVSHiochGqjOE4+TxcMKwYVDgoshGqgOFQ9DdLYZveltqltJScl0Z+7Jgb44d56HIVpa06UzZ7uF9lCdJR4ni4cVQoiSkpJEIjHdo9Aal/ZQHSoehtx1112xWEwD1UnicbJ4WCE0UItMGqgOFQ9DNFCdJx4ni4cVQgO1yKSB6lDxMEQD1XnicbJ4WCE0UItMGqgOFQ9DUoDqqVro6wgIISIRwz3HbUQiafYSGgiuXF9v9W0kYswtK4M129rG1jT7zHQMd46sUBQaCM4qLaVH2FO1EA47nFbpo1W1HDa0acsMqJGI8aP77jP9kQc6fLPnV0ZjMft+rKrBPy4rZtP9enYfyivaIxFj0fcWDYXDWe/as6Li6KketascqjBA7faf/85zG9o7z1Kr+/ouPfWCZ+t+XyK12sMVNRWv7LxmhH/36q7vPLfx4Yoa2rC/P/STFzY/XFHzD/+yuae3F8qhELuSPubEkGg0Vv3aHhgP7VkaT2/voDQ8qeFY6nn3+wOPPLfJ13lGbWhqaRaG9PeHfvrClro/fjKWSMDf0Gf3l72pR9X7cEXNwxU1Wz4+CuXbdrTA6TjaceZwy6ePPLcJKjz54jtXh4wJE7oCf//zjQ9X1JRX19+4MdLfH/rxC7V0F/39g1IJtk0Bamgg6HavGY3HWxtr0yefSAOoqyvfHI3H4/HRNW53cCCUTp8aqFYyRREc5NPHDuKJC3T4FlZ5RPJItrXtpR/xwErVjEgkVw1NS+ytcKIQqBM/8kWL0vyRp6NJgbrmNzXRWAz2e65vUPo2h9xSgWqza1OFBoKLFq2JxmJtTd7axtZ84L8AQI1GY2+/s3/J+t2Ui4YRXuf9w/HjXdubx+FkGOElq96/ljxcLc3H4av+/lDlhj03o1Gp25bm4y/X7RtLJAwjvK52oivpY64M6fYHKrd9NL67zX+4OTJiNR78WLn1o7FEotsfqNy2Fxqu9+4fIQ2j0djb3o+XrN/dfuZs4vZ44eGWT2FHWE0tSd8Qwwi/7t1//Lh/e7NP7fPWrVvwsb8/tK7hAP2B+bsClXV7x8bGDCO8rHrPteHhZM3BN94/QM/jb19ppHyVhz2mGDJmAVQhhKdq4cFjp9+sXG1EIvH4aOX82XjTHejwwd+lpbOCA6HQQHDevHmzSksXVnng3zw6uHgZBUlA3bnTS/uRWlF3tqxsrjSMhVUerO+pWgjwAPyDf4bVIhGj/KG5ObyuFY9sUBTo8CFQWxtr4UDBYV+yxE0/4pGRqgUHQrlqaFqSjhXOkhVQQwPBp556alZp6f2PPgq3m6GB4IN3340/0XB4CD28o6d64B8RtnK5XOCwQnksFl36zOOqO4hUA9pdunIZq72+Yw/+w8H+YaiLvrfotP8E7GhhlWew7xwOrPy3b0v7op5oWdlcG6DG46O0IdqysMqDA/asqIArzFA4LNUPdPjgvZ3S0lnn+gax+YLlb6WP3gIA9VDL8WNnzta929zeeUYaWLf/PGKP/i2EaGk+fuzM2UQiIYFWkAq0vtRc+jh1Q/r7Q79YvuOqYRxqOW7ac932A/SOAT9CwyHDaDl4XKLaoYMn/tzlr3t3/7HOs1h8uOVTFX5SSaaG+LsCO1ra1T5vEQ9VAurhlk/bO88khIhGY+s3/T6QdJG37Th47MzZRGrPpr+3bTuaaU3TEhmodNoQr854sYA6CDBwZ0XyJho5iswDUUZS0EI/Uiu6U/RyEBL161fu3OkFXi4uL4cB1K9fCdcvuGyxd23TBCqeBYDZo4/eb8o2qRq9xZliQ9OSdKxwltQpX+AH/ANBIgriawLS2tr20nkgBCq0omCGf1zg0iHGoBXuFyAkVbt85RL6lCpQYUdWA8NOYNoDvzWd8gXmSXs/d64L/FF6uOCuAu4JrIwC/xXd2YxOR76BCp7oSCy2Zdt+e6C2NB+HCUaY8j1+vAs/PvniO1cNQ+r218vrA7392GG+gSqSs7sVr+y8keqe1m0/8J3nNpRXvwvl0kerhuiw1m0/gEA1jPC/La8PkAletSQLQySgGkb43/7jA2kvL7y8jU75bt3RfKzrrATU/v7BZTVNN27cxJ7pVDBM+Qohtu1o/s5zG/CjaQlIBiq98LU21rqSmj2/8sq1r+hSKJ3mhb+BZBdDFyWeSTyWllSlVjjbjFxEL0cI4alauLetzT3H/Xn3yZ1NH69xu092fw6d43ji8VHwsNM/Pc6S9lCLSpKHiuUSRwXhVjw+WvObNV7vKnrfiUDFCV7PigpfRwBKWhtrMeoCXWpFFMGNqVTNHqi4I3VgtJMP69dbAZVSUAjR1uSlDc+d61Inq+n8sFT/8pVLdFE2NBBc/UZDptPC+QZqfcPhQG+fEGJSoOLf0WjstZomhCUiGVvBqqS0IptvoHb7A8+9+t6NkZHe3kFwVa0qSB+7/efhj76+S+Cqjh+Z94+c6+1PJBIIVLDrWNfE9O9EydQMoUCNRmOvrGsC71OVYYSXrt51dWjo0METqocKfq00MwweajQae+Pt31NI+7sCP3u1gRJULbEDKr06C3IBRQ9VAip8VV1dLa2/qg4u7UdqZboOB1/h2OrXr4SrPG2ogSpST5leQy2MsgZqdh6qtHdpyhedS/w2C6BKncBJTAeo0iBNiUiBKtVva/L6OgKJRAI91CIEajQaq35tF3gw8HAN/VYCKqwUwprrkHFdpJZjq7rtB9o7/TZsVj9O3RCcgo5GY+s2fUSdYxCs9VKvFD62NB//c5cfG57vH29IH1aCI7NlW8rcL1h6rHOCr1kbQoE63qdFzf7+0LKaphs3bvjPyGuoyeXSYannyrq9Y2O3YD14iNxnJN3ZEZsSO6BKi5d0kdIKqKGB4KP3PyqtXErXGqkfqRXutLR0Vnn5YnUpVwgR6PDB8iptKAH1YujiHbWGar/27OsISB9FEnJfXbsileeqoWmJvRVOVNZA/eraFVhBxCVDaQ0Vp46lNVS6JEmp1tbkXV//If03i62OnurBBUv4l2UDVLoQS5dUoaENUOma6ILlbw32nbMHqlofl3KL1kNFoYdqGOEl1e+fvzj4y1/X0Rld6WlYf1cAn/gFSsFiasvRz6SpYMMI//LXW7EkcLF/0UtbreaKp7KGCs/cPlxR8+t39g4Z4WWrdw0ZRrf/PM55+jrP+LsC9CN9WBcaXh0aXrp6FwUPEI42hGHTnp988Z3/HhrKwhA6l/vki+80H/lMelgXXFJvw/gDvfggbjQae2Xdnu88VwNP+SaSy67S40gDocvVr+2BtjBXjA/9YkO1BJXj91Dpwmq+W92xytXJkmYgCtCQihlQc9Wb/TO9WpOq8O+hjvuOmZ8xK6czI+XKkG5/ILvB+P2Bdw/+aWzKv9hcGQLO663Mx2PzOFL6yjFQM33fZiqt7ljl5GTF46M7vTuzuInJuqEkDVRTaaBOUQUGajQaa9jXNjKS2ZNTU2koKSeGRKOxhqa2kQyf/4KGO5vaosorQFkoV4a8v++TEeUVoPw1lDQBVL3pTW9ZbCUlJV+cOz/tw9Cb3vQ27ZsOPeg88ThZPKwQjEIP6nyoTpQ2pKikgeo88ThZPKwQGqhFJg1Uh4qHIRqozhOPk8XDCqGBWmTSQHWoeBiigeo88ThZPKwQxQFUeP9EejEpU2mgOlHakKJSClCzSwsjchTtj+599vzKrJ8jhawdjF/CSRNF+L4vxExWy+Esq6+K0ghZZWVz6fumNK4hNlF3pPap1mEGVJtsM/mWGpueBg2G7C7pSAM15woNBL95zz3ws//iYn88Prr82ScgONSRk900ogVGjCorm3t1eBjbYtxmz4oKDIJxvrO9YoUHYrIXwJDLl76kVsD7ykuffWKGYkhrk3fmjBlJQ35wdXg4acVBvOfcvPL52uTHwhvyrXvvBUP+60JvLBZdXv59sOLwiS56V9y2t27mX48b8rd/++R/XxsKDQS/de+9bzUcGLs1Xs/7u5/X7j44lkgIIQKd7c+v8MTHxmSgZpEWRuQOqPhqfBZQZB/CF5Upiloba2kIZSk1EL6zpL4NLIVoxhNkFf8Id2TTJ9bhB9R8ZJtJJ12MGsCo/Ns/TCf3i9RWAzV/amvyQmBIgKJVmGKMZQFBMz5rPwD1IYYUxJiT4mkU0pDWJu/zKzxjY4nW8WRB4vKlLxctWqNmqrl86cvVbzSEw8Nrl21KWjHeAxoSDg+tXbYJ2xbSkLZ9dc+v8BzcXettPDR2K3H50peLF6+9afYK0+VLX65+o354eGjtMjgdh4GgbU11vlM9rU1e36mecHho7bIaaD4JUKUMM/aZYagrI0XJp5lh3EuW0LQwOHQKVByAFPL+8+6TmOKGjs0fDOKuvTt3Ysgkq0hPdL+OU6YoknIVqEC1SoILDUMDwbkPldMwy1YRetUKap9Yhz1QaRggiCwGIZDmuN34r4YGMMLwQOhc/vjfV9F0MbA7Wp/GQoJwS4JECsQRSk0wIJHUvwZq/gSJYOHfhRrEUaqG5+58ZzsA9cTBj+BqfPDY6ZrfrKENC2nI5pXPw/Bak0EiIxHjV//4q6vDw2rNT5KGJK0QQohjBz+CFA5gCG1YYEN8p7qPNHl9p3oSCRGJGIu/v/hKauQmkPd3P/ed6obBBzrbvU2tANQTh/5ADRlKGmI55SshJ53MMDQ2KWSAQe7SzDDNbc2maWGk4G14NZeAqsZUgrFhb9hESlNjtV/HKX0UwcSs5OtLE/t4X+JKxiyEalI2oVmlpdiPaQ4Zmi/Pqk9ahx9QpWwzUrKmYNAPQXqlOFO0WnXlhmDQTyPuXhi8IF15afzbhjdWBwdC0tVZTTUqNVmyxI0ftYeab3lWVHytpOSxp1++OTJyvrN9xsSM6FyJQ6rbikCFhqWlsyorf3n0VI9nRUVF1VsFmykVQmxe+fyMkpLHnn4J/DB7Q5JuazTVCoENi8GQyI2R853td82cSed1pcqXL325ePErN26OG0KBGuhsv2vmzNLSWS+99MsjJ7s9K56vqHrLcsoXe8woMwzNngHXXKQgzQwDlwyhRLFP00NF78p0bBSoUpoa6rk6Onp+piiymj+3v6HBk4vNqasqARUmA9SHYqRzSuvwA6r0b0dK1oQ/e/qzhI804woCFcLqXgxdlIAKs3/wN6SjUYEqeahqE7jTOnqqRwO1MDrf2f74M0txelMNgyzM7oQQqPARJoR7Th0FZwZ8xEIakrRiYtiRiPHK0o3SlC9OCGMr+lEkJ4RTDbldSEMCne3/+OzSyI2J04FztlRte+tgThhbIVBBly99uaamoeeUDw2ZOdMWqBllhkEPlTouamYYq7QwpmuoNkCVxmbjocJ40EO904BqFSpZKqdp4SlrVXyqa6jSrDKK9inVYQ9UyRM1nTixqmYDVHQ38VkkCaihgeAPv11u30Qkr+k0v5sGav4keZ/wME6CZF2JRIxFTyy6lhr4ngIVfg9D4TDcHuE5LaQh6oopfaoIDZEmgSWgxuOjm5atvTo8fIQYcutWQYEqLZrCI0V/GbtF60Qixr8++a//fe0alkhAjcdHa5atHRoehpXUQIfP29Q6Y+ZMO6BmlBnG9HFQNTOMDVDVp3ylXVCgWj2tarqGagNyxylNFNF5V2kpFAphXRyrUS+WRldW156lh3jVCV61T7UOe6BKK5f050dXPU2rqRlpTNdQ4RFQdUEu0OFDr1ddpkWf2LP7EE1Ho4Gac9Gp0SMnuwMdPvgIM8AiefdzdXhYck8jEeOp+++nc6q4vArPzcIDt4UxRLICp6BdLhdMAocGgvMeqQCIUvcUrCgZt+IHUAGXV+HhYXxyuACGBMgc7+ETXYEOH3yEGWAhxOVLX857pAIgSt3TSMT48QMPdOkweQAACMhJREFUwPPAODmMy6vw8DA8Ofz1r389s/dQdWaYaRcPFPGwQhTHe6g5kQaqE6UNKSplHNhBZ4aZdvFAEQ8rhAZqkUkD1aHiYYjONqM3vU1p09lm9KY3vcGmQw86TzxOFg8rhPZQi0zaQ3WoeBiigeo88ThZPKwQGqhFJg1Uh4qHIRqozhOPk8XDCqGBWmTSQHWoeBiigeo88ThZPKwQGqhFJg1Uh4qHIRqozhOPk8XDCiFESUlJODyEcQfx7c80m+OLp/CRhjD07D6Ut1GbSAN16pJSxIDgrc0jJ7ul5DNYgWahwbbkXc+Xb46MFDjbDLwkSrPEoBX4CqmL5J9BQzALzVsfHEgkhPTGqihsthl4Q/StDw7Q0BPwNurhE12QQMaVTD5DrcAsNG+9P55eBt9hhZdWwYqx1FQzQgPVieJxsnhYIYiHap9nxioeugrU6soN0VjMqrd08s9kJw3UKUpKEQOFEKDD7Z5Do94nw0OOR0pKBk6aCEkoBU4qcLaZVEPGrdi0bK1khSD5Z6ghY2OJSMRYu2zT5SuXpKhJhcw2A2MAK3CEEN7I7X78yEk/2gHJZzBS0jgg/zKGIQmlqElWqWaEBqoTxeNk8bBCWADVKieMy+Wqrq7GSFXn+gatgIrgpF29vmPPRPCv996jYfSHwmFMaHP/o4/S4FZQZ9KcbhqoOZEUgBdYKKWRkeIiqfGSpE6mJdsMDRnYamaFUML2QqQhNCQZH3Giz8Jnmwl0tnub2hCobfvqPjnV41nxPOaQgUIasxfjJbU2eaF8POhgsoJVqhmhgepE8ThZPKwQFkCVMh2pOWFEMkaK1ZQvTccG11Yp+i42pECFgLHqV+kYooGaE1EWojdJURSJGBWPzJNubmA2ePb8SvDYaMrxx55++bP2A4VP0oJABStujoxg+jaoAIbQKV+RnCuGCV6abxxKCp9thgI1EjHWLtt4cyQG6dswPuLP/v4p1Ypv3XsvhiSk+cYfe/ql474Dd33dJNWM0EB1onicLB5WCAugpmQ6Ss0JI62SWnmomNb0yIfv0HQ09kCFEikgsAZq1tWyEAVqwxurAZwIVFgulfw8zEWDrqppPoMCZ5tBoO7cUH2ubzCRSFCgwnKphSHj0X1bWz+EHuLx0bWLF0MnorDZZihQG2rWBJOGAFBhufQomf4VJBcNuqrnkx5qPD766r/+67mL/bCQLKWaSSQ0UB0oHieLhxViMg8VCxF7UpakSad8aTZTQdZQNVBNVVRApU8bwfM76qypSE4LU3wGOnywqopnsPDZZhCo9FEjfApJ8lZBrcSQtYsXv/de7cIqz9hYAjPMiIJnm6FApU8bwYNI1FVFte2rg8Tj8fjoqy++eO5if6DDB6uqmGHGNNXMWCKhgeo88ThZPKwQaayhIlmhpPa993CB08ZDFUniWi3HHmj/jCZisgeqXkPNrlpGUlPE4FfAUcw2gxXAJT3tP/Hg3/wNlC9YvnHcc0p97reQ2WasDEGISgnGP+s6Bo41PsYMhoyMRKWHfkUBs81EIsZPH3jga3/1Vy6X6xvf+AFNxAYcxWwzmEMGHOvPuo5963/cC+X/tLQGODrx3G/DgbFbCdNUMwkNVCeKx8niYYXQ76EWmabdQy2wtCFFJQ1U54nHyeJhhdBALTJpoDpUPAzR2Wb0prcpbTrbjN70pjfYtIfqPPE4WTysENpDLTJpD9Wh4mGIBqrzxONk8bBCaKAWmTRQHSoehmigOk88ThYPK4QGapFJA9Wh4mGIBqrzxONk8bBCaKAWmTRQHSoehmigOk88ThYPK0QqUFsba2fPr8TA5VMUvE4a6PCl3+dUQudroOZDUv4Zz4qKr5WUuFwuSNtCa9J0LmpemgJnm5GkJp/ZvPL5GZMZIlkB1QqZbcbUEJp/pnbVz2Z8rcTlch0+0aXeFdvnpfH+7udqwhkNVOeJx8niYYVIDezwZuVqt3sOBh2coqSYD+lIA7WogCrln0lmlbmtnibTpDQimZcGomsVLNuMrRVCpGaVkfLJmOalwaQ0hcw2Y2rI2mUbMf8MUPAvY7ciEWPx9xdfGRqilSEW0qJF30vJS9NUB+Bs22uecEYD1XnicbJ4WCEIUCH6LsbgDQ0EH7z7bpryRSpRYwcGOnwYpg4T0WA1DOo7e36lcd3A8Eme3YdofOCysrkXBi9MGhdJlQZqnoTBCNUQg1jHNCmNSOalOXZgb+GzzVhYIURqiMH/JEF6BclL80kqUKFt4bPNqAp0tnubjoyNJWiIwVcWLw6kxscHZMp5aZrqvI2HxhIJq4QzGqjOE4+TxcMKQYAqBcEHEArr6Lufd5+0yglDw/xSP5XGeqUpaE4fO4gftYeaw2o5EQKVhsinQDVNSiNIXhqIWVjgbDMWVghBYhBKQI1EjFeWboS8NJ+kZteBKd/CZ5tRhUClIfIloGImVDUvTc+XfYlEAmaD1YQzGqjOE4+TxcMKkQQq9RFdLtfRUz0IVJgKNiIRKcSuClTTRDQUqMhRKQXNh/XrNVBBxQxUKw9VTUojkoH1KV8LnG3GwgohrD3Uhpo1mJfmkyRx1aQ0hcw2oyodDxXz0mDMXtO8NGrCmZkzNVCdJh4ni4cVIglUnOkVybnfLIBqmojGNLmplIIG966BWsxAtVpDVZPSiFS4CjGRdqZg2WYsrBj/23QNVc1LI839ioJnm1GFQLVZQ00nL41pwpkZM2dqoDpMPE4WDytEEqgw3wsldEZXWAP1q2tXYB2UpovBRVbVQ7VaQ6UpaKArvYaaq2pTlJS2ZeByaOkzj5eQh2MxASrUR4hK6VyuDg8XMtuMvRVXh4cpOOFp3nmPVNAFUfBQU7Pr/AAqFCzbjKkhP33gARj2N77xg77QIFoBT/liAlRsAh6qmpcGv5ISznz961/XQHWYeJwsHlYI/R5qkamogFoAaUOKSnoN1XnicbJ4WCE0UItMGqgOFQ9DdLYZveltShs+HKSlpaUVi8Vc0811LS0tLS0tDvr/oiAvR+QM1lEAAAAASUVORK5CYII=" 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" /></div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Last but not least, before I end this far too long discussion, GKK has also put itself up to sale for potential PE candidates. While no value should really be ascribed to speculative action, the teeny potential of a near term catalyst still resides in the air, EVER SO MAGICALLY.</div><div class="MsoNormal">Happy Investing,</div>nilnevikhttp://www.blogger.com/profile/14107124163858564102noreply@blogger.com0