tag:blogger.com,1999:blog-49595573076048912682024-03-05T04:24:39.487-08:00Special Situations and Distressed investing IndiaAnandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.comBlogger34125tag:blogger.com,1999:blog-4959557307604891268.post-47485464856776469312017-01-31T03:54:00.002-08:002017-01-31T03:54:42.564-08:00Is Bharti Infratel a buying opportunity after recent 20% correction due to Vodafone-Idea merger<div class="MsoNormal">
I was reading Damodaran’s excellent book ‘Narratives and
Numbers’ in which he advises poets(those who love stories and narratives) and
quants(those who love numbers), to unite the approaches during a valuation
exercise. Perchance, I got a chance today when the largest listed telecom tower
operator of India (Bharti Infratel) corrected corrected 20% in 2 sessions, as the market
tried to absorb the risk of tenancies loss due to the proposed merger between 2
leading telecom players Idea and Vodafone India. This poses an interesting
valuation exercise because<o:p></o:p></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->85% of Bharti Infratel’s tenancies are from the
Big 3 operators-Bharti Airtel, Idea and Vodafone, and therefore any
consolidation would give those customers pricing power<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->However, Bharti Infratel <i>also </i>owns 42% in an affiliate towerCo Indus, which is jointly owned
by it along with Idea & Vodafone. <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Indus &
Bharti Infratel have geographically delineated areas of operations, and
non compete agreements in place which deter entry<o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->~50% of Bharti Infratel’s valuation is from its
minority holding in Indus <o:p></o:p></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Average lease period of Infratel sites are
~5.5years implying that operators cannot exit the sites without considerable
penalty.<o:p></o:p></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->A new player Reliance Jio has been doing a ‘test
launch’ for a long time-it is speculated that the proposed merger talks were
sparked off by this impending commercial launch of Reliance Jio. <b><o:p></o:p></b></div>
<div class="MsoNormal">
<b>Two possible
scenarios appear evident to me which the market is pricing in, for a valuation
range of 246-296, ASSUMING THAT THE MERGER TALKS FRUCTIFY, AND THAT THE MERGER
IS APPROVED, both of which are very optimistic assumptions presently. But let
us try and put some numbers to it. </b><o:p></o:p></div>
<div class="MsoNormal">
In the first scenario, going by published estimates of
consolidation impact, Infratel will lose 4000 colocations and Indus will lose
14000(which is around 5% of present operations). I have further layered on a 5%
price drop assumption, for an overall 10% revenue decline. While EBITDA remains
constant on the lowered price, the valuation multiple of EV/EBITDA compresses
to 10x, giving a value/share of 246. Here, EV approximates market cap as cash
and net debt are margina. <o:p></o:p></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<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:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="_x0000_i1027" type="#_x0000_t75" style='width:494.25pt;
height:349.5pt' o:ole="">
<v:imagedata src="file:///C:\Users\asundar\AppData\Local\Temp\msohtmlclip1\01\clip_image001.emz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="466" src="file:///C:\Users\asundar\AppData\Local\Temp\msohtmlclip1\01\clip_image002.png" v:shapes="_x0000_i1027" width="659" /><!--[endif]--><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Excel.Sheet.12" ShapeID="_x0000_i1027"
DrawAspect="Content" ObjectID="_1547388546">
</o:OLEObject>
</xml><![endif]--><o:p></o:p></div>
<div class="MsoNormal">
In the 2<sup>nd</sup> scenario, we consider that the towerCos
honour the existing contracts for 5 years with the 2.5% escalation, after which
10% of sites are exited(hence the dip after 2022). The lack of pricing power
therefore ensures merely a 6% revenue growth, versus a cost of capital of
13.1%, to arrive at an overall value/share of 263. This scenario is what I
would consider optimistic. <o:p></o:p></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shape
id="_x0000_i1026" type="#_x0000_t75" style='width:510.75pt;height:160.5pt'
o:ole="">
<v:imagedata src="file:///C:\Users\asundar\AppData\Local\Temp\msohtmlclip1\01\clip_image003.emz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="214" src="file:///C:\Users\asundar\AppData\Local\Temp\msohtmlclip1\01\clip_image004.png" v:shapes="_x0000_i1026" width="681" /><!--[endif]--><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Excel.Sheet.12" ShapeID="_x0000_i1026"
DrawAspect="Content" ObjectID="_1547388547">
</o:OLEObject>
</xml><![endif]--><o:p></o:p></div>
<div class="MsoNormal">
Scenario 3 would be where the
proposed merger is approved, with safeguards to remove undue market concentration.
If this accrues to the benefit of Infratel(eg a scenario where shareholding in
IndusTowers is reduced below 50% etc), then the share price should move back to
present levels of 350. This might also happen if due to Reliance Jio entry by
the time of transaction closure, Vodafone-Idea do not have bargaining power vis-à-vis
Infratel. <o:p></o:p></div>
<div class="MsoNormal">
Scenario 4 is if the <i>rumoured
</i>merger talks fail due to Idea valuation avoiding swap ratio etc. In this
case, the bull case for Infratel will return. This scenario is possible given
that negotiations are still underway and that swap ratio is not yet concluded. In
that case, the share price could touch 400-500<o:p></o:p></div>
<div class="MsoNormal">
At an overall level therefore, considering all 4 scenarios,
a rational valuation could be<o:p></o:p></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shape id="_x0000_i1025" type="#_x0000_t75"
style='width:449.25pt;height:117pt' o:ole="">
<v:imagedata src="file:///C:\Users\asundar\AppData\Local\Temp\msohtmlclip1\01\clip_image005.emz"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img height="156" src="file:///C:\Users\asundar\AppData\Local\Temp\msohtmlclip1\01\clip_image006.png" v:shapes="_x0000_i1025" width="599" /><!--[endif]--><!--[if gte mso 9]><xml>
<o:OLEObject Type="Embed" ProgID="Excel.Sheet.12" ShapeID="_x0000_i1025"
DrawAspect="Content" ObjectID="_1547388548">
</o:OLEObject>
</xml><![endif]--><o:p></o:p></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<o:p>With the CMP at 294, there does not seem much upside at present levels. While such an exercise is difficult, it is often in the zone of darkness that rewards are maximum</o:p></div>
Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-30595589260787679102016-08-22T23:13:00.000-07:002016-08-22T23:13:02.537-07:00Beware of companies in low tax sectors-these may bite youWhile reading about failure patterns of listed Indian companies, some themes caught my eye. One of them is that certain sectors had a high share of corporate mishaps. Whether it is the plantation investments Ponzi schemes of the 1990s, real estate boom of the early 2000s, some things never change. The below post tries to analyze and explain why<br />
<br />
<ol>
<li><b>Agriculture-</b>Tax free income hence cannot correlate tax payments to reported income. Also, there is usually indirect tax exemption as well, so possibility to raise 'accommodation bills without any other offsetting check/VAT chain'. Forensic audits ordered/pending for Kaveri Seeds and Camson Biotech, and the near insolvency of India's largest rose grower Karuturi networks, illustrate the point, that accounting issues in these sectors do exist. Other examples like Transgene Biotech also exist. </li>
<li><b>Education-</b>Like how Chinese shell companies were incorporated abroad (with local operating partnerships) to circumvent Chinese FDI restrictions, Indian companies resorted to agreements with trusts etc to make money from the traditionally non profit education sector. This did not end well for Educomp and Everonn, both of whom are facing distress..</li>
<li><b>Scrap Sales-</b>This sector again operates on cash, hence for companies whose raw material/finished product uses scrap/recyling, there is a risk of siphoning out. While companies like Ganesha Ecosphere have thankfully not reported frauds so far, this risk exists.</li>
<li><b>Real Estate-</b>Nearly all the players experience high leverage and low profits despite ever mounting prices. It seems promoters become rich(eg DLF) with outside interests(eg land) disguised via land ownerships/shell companies, while shareholders face negative returns</li>
<li><b>Jewellery-</b>This industry is notorious for trust based/cash transactions. There were pan India strikes when PAN was introduced for high value transactions, and when excise was proposed-even at a much higher exemption threshold. Examples of frauds in this sector include Winsome Diamonds, while financial distressed firms include Gitanjali Gems</li>
</ol>
<div>
<br /></div>
<div>
<b>Bottomline-</b>Triangulation of data is always useful and being subject to direct/indirect taxes(and the resultant audits/returns/investigation) helps outside investors to detect red flags, or exit somewhat in time. Of course, as I outlined in an earlier post, this exit may be premature <a href="http://specialsituationsindia.blogspot.in/2016/04/should-you-buy-on-dips-after-news-of.html">http://specialsituationsindia.blogspot.in/2016/04/should-you-buy-on-dips-after-news-of.html</a> but one is informed atleast</div>
Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com1tag:blogger.com,1999:blog-4959557307604891268.post-33524328705403363472016-08-21T20:46:00.001-07:002016-08-21T20:46:13.869-07:00Beyond 'sin stocks'-companies whose business models depend on general bad healthWhile we all know about the classic 'sin stocks'(gambling, alcohol, tobacco, arms), not many would have thought of other stocks as benefiting from human vices/distress. However, if we look at what drives certain business models, we remove the blinkers and realize that certain stocks thrive on tragedy and on general economic distress.<br />
<br />
<ol>
<li><b>Healthcare/Hospitals-</b>Correcting lifestyle diseases caused due to pollution. This especially applies to speciality clinics</li>
<li><b>Pharma-</b>Lifestyle diseases</li>
<li><b>Snacks-</b>Ready to eat/unhealthy-yet this appeals to obese people and 'salt sugar fat' unholy trinity helps to ensure this. </li>
<li><b>DG Set/Inverters-</b>These are energy inefficient but as per Economic Survey estimate, quite prevalent due to poor grid power</li>
<li><b>Real Estate in city centres: </b>These survive due to long commutes and poor public transit-hence people prefer to stay in cities rather than in suburbs like what happens abroad</li>
<li><b>Security Systems: </b>Depend on penetration of crime. Zicom and Quickheal are examples of this</li>
<li><b>Mobile broadband: </b>Depend to a large extent on underpenetration of wired broadband. Otherwise, the natural choice for homes and offices is wifi/fixed line</li>
<li><b>DTH: </b>Depends on the cable operator not being present or not competing efficiently. However, this suffers from the tax arbitrage enjoyed by the (till now) unorganized LCO(Cable operator)</li>
<li><b>Gyms/Fitness: </b>Lifestyle diseases and obesity lead people to these options rather than the (simpler) morning walk.</li>
<li><b>Skin cleansing: </b>Companies like Kaya Clinics cite the increasing pollution and social pressure as reasons for people to take their treatments</li>
</ol>
<br />
I am not passing any judgement on these companies/sectors but am pointing out the scope of immense disruption here, if things change for the better.Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-57234807696307623922016-04-10T00:58:00.004-07:002016-04-10T00:58:46.367-07:00Should you buy on dips after news of search and seizure/ income tax raid?As a chartered accountant (one of my dual hats, the other being MBA), I look for places to apply the learnings in practical life especially investing. One of these includes the impact of regulatory/tax/accounting matters on the pricing of stocks.<br />
<br />
Recently, I read an article(<a href="http://www.business-standard.com/article/pti-stories/ashoka-buildcon-shares-recovers-4-pc-116040700846_1.html">http://www.business-standard.com/article/pti-stories/ashoka-buildcon-shares-recovers-4-pc-116040700846_1.html</a>) on the stock price crash and recovery of a Mumbai based infrastructure company Ashoka Buildcon(<a href="https://www.screener.in/company/ASHOKA/consolidated/">https://www.screener.in/company/ASHOKA/consolidated/</a>) . The company is linked to a jailed politician and there was a 'search and seizure' operation by the Indian Income tax authorities. Due to the seriousness of this(more on this below), Clause 36 of the listing agreement mandated the company to disclose this price sensitive information to avoid a false market in the shares, and therefore it revealed it to the exchange through a press release.<br />
<br />
Under the Indian income tax law(<a href="http://legalsutra.com/1388/search-and-seizure-under-the-income-tax-act/">http://legalsutra.com/1388/search-and-seizure-under-the-income-tax-act/</a>), the provision to inspect the company's premises and take copies of documents is subject to administrative safeguards which need to stand the subsequent quasi judicial/judicial scrutiny. The relavant extract from the legalsutra article is below<br />
<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 11px;"><b>The existence of reasonable belief</b> is a condition precedent for a valid search and the section does not permit indiscriminate search and seizure. The belief must be honest and based on cogent material and not on anonymous calls and letters.[17]Materials which may be only remotely or distantly relevant, may not be sufficient to satisfy the test of relevance.<b> ‘Reason to believe’ means that the officer has faith or accepts a fact to exist</b>. It was laid down in the case of </span><em style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 11px;">ITO </em><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 11px;">v. </span><em style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 11px;">Seth Lakshman Mewal Das</em><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 11px;">[18]</span><em style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 11px;"> </em><span style="font-family: lucida grande, tahoma, verdana, arial, sans-serif;"><span style="font-size: 11px; line-height: 11px;">that belief must be genuine and not a mere pretense and has to be held in good faith and not a reason to suspect.</span></span><br />
<br />
Presuming that the search is not to harass someone with political inclinations contrary to the ruling dispensation (unfortunately, the Indian tax authorities are not totally independent of the central government hence this is possible), the very fact of a search indicates something is fishy. However, the long judicial process of the courts means there could be 3-4 years before trial, and hence an investing chance in the interim.<br />
<br />
My first impulse was to buy on dips reasoning that the charges of bribery, corruption and tax evasion are on par for the murky infra sector, and that the share price would revert to the mean once the market realizes the transitory nature of this news. This reasoning was generalized and not fundamental based, so I thought let me crunch some numbers to validate this hypothesis.<br />
<br />
<b>Hypothesis:</b> Stocks recover to their earlier price within a reasonable time of the news(say 1yr), after an initial correction<br />
<b>Test</b>: Compare the undisturbed price(Day-1) to Day 0(day of news), Day+7 and CMP as at Apr 8,2016.<br />
<b>Limitations:</b> Does not factor in earnings impact or comparison versus sector and general nifty<br />
Results:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6ht1yncr0NSkLjdXjAim5M1rmfq8dxiTZN9gd9OoPo_HSHeNsYBvZjzVTfEa8ZaRFraX8I4-VixdtQMccdmTp1-vIBFKzlY5_SvKagVBZPDKhzXMprlUEK-4ketA9fQI1dl3ztOZQW1W7/s1600/Search+and+seizure+stocks.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6ht1yncr0NSkLjdXjAim5M1rmfq8dxiTZN9gd9OoPo_HSHeNsYBvZjzVTfEa8ZaRFraX8I4-VixdtQMccdmTp1-vIBFKzlY5_SvKagVBZPDKhzXMprlUEK-4ketA9fQI1dl3ztOZQW1W7/s640/Search+and+seizure+stocks.png" style="cursor: move;" width="640" /></a></div>
<br />
Irrespective of the limitations, it is clear that buying on dips is NOT an open and shut case. In fact, income tax raids may be the unveiling of accounting fraud, or pave the way for out of court settlement and/or strained relationships with the tax authorities and delays in assessment closure.<br />
<br />
In my view, only the possible situations would make it 'safe' to enter on dips, and as they can be assessed only with a detailed study of company and tax laws, this is not for the lay person.<br />
<br />
<ul>
<li>Notes to financial statements have clearly disclosed all pending tax litigation and the company's stand seems plausible/defensible including reference to reputed external counsel</li>
<li>The situation seems politically driven (eg-Ashoka Buildcon)</li>
<li>The company has sufficient liquidity to make interim pre-appeal deposits to appeal tax orders</li>
<li>Past record of such search and seizure incidents without consequential impact</li>
</ul>
Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-87295124535784806272013-07-02T13:55:00.002-07:002013-07-02T14:00:32.206-07:00Aanjaneya Lifecare FCCB conversion price reset-backdoor M&A?With USA, UK, Japan, Chinese and other equity markets in a turmoil, it is unsurprising to see Indian markets in even more turmoil, with external volatility magnifying its inherent volatility. To avoid missing some interesting snippets among all the financial news 'noise', I read corporate announcements on a weekly basis. During one such read, I found that Aanjaneya Lifecare has proposed to reset the conversion price of its <b>5.44% USD40Mn bonds due 2018, from Rs 260 per share to Rs 55 per share</b>(!). This works out to<b> hardly a 10% premium over the existing share price of Rs 49.5. </b>With a present market cap of Rs 68.81 Crores, the company's present capital structure is 13.9Mn shares. If the conversion option is fully exercised at Rs 55 per share and fixed exchange rate of 54.29, there would be an additional issue of <b>40Mn shares, or nearly 3x the existing share capital! The postal ballot notice can be read below</b><br />
<a href="http://www.bseindia.com/xml-data/corpfiling/AttachHis/Aanjaneya_Lifecare_Ltd_280613.pdf">http://www.bseindia.com/xml-data/corpfiling/AttachHis/Aanjaneya_Lifecare_Ltd_280613.pdf</a><br />
<br />
While trying to figure out the reason, I read the <a href="http://www.aanlife.com/pdf/draft_offering_circular.pdf" target="_blank">Offering Circular FCCB</a> which envisages the only adjustment contemplated to the conversion price was as per Clause 5.3 of the FCCB which stated that <i>The Conversion Price of the Bonds will be reset downwards only if, on the Reset Dates, the average of the Volume Weighted Average Price (VWAP) of 21 consecutive Trading Days on BSE prior to and including any of the Reset Dates is lower than the Conversion Price prevailing on that Reset Date.</i> Maybe this was to safeguard against price manipulation on that date. However, even this came with the caveat that <i>The Conversion Price will not be reset below 90% of the Conversion Price prevailing on the relevant Reset Date. However, such Conversion Price will not be reset below the floor price</i> which is in turn defined as <i>The minimum conversion price of a convertible bond as calculated under the provisions of Press Note dated 21 November 2008 issued by Ministry of Finance, Govt. of India</i><br />
<br />
The promoter holding has steadily dipped from 60% to 40%,<b> so maybe this was a way to use friendly FCCB bondholders to acquire control at bargain basement prices.</b> After all, the company trades at P/BV of hardly 0.2 and with net debt of hardly 300 odd crores{Gross debt Liabilities around Rs 735 Crores less Cash Rs 212 Crores minus 50%*443 Crores of inventory+receivables=>approx 300Crs <a href="http://www.bseindia.com/xml-data/corpfiling/AttachHis/Aanjaneya_Lifecare_Ltd1_300513_Rst.pdf">http://www.bseindia.com/xml-data/corpfiling/AttachHis/Aanjaneya_Lifecare_Ltd1_300513_Rst.pdf</a>}, control could be got at Rs 600crs or so, for which you get a 500MTPA quinine plant at Mahad, a plant at AP and brand. Plus the management has won quality awards including one for its annual report. The name change to 'Dr Datson's Labs' seems reflective of management's R&D focus. The auditors and merchant bankers are lesser known brands, nothing against that but does nothing to enhance investor confidence in price discovery of FCCB/fairness of FCCB allotment process.<br />
<br />
The questions I have are<br />
<ol>
<li>Even if share price dropped to hardly 20% of earlier highs, is that a reason to say that price discovery done hardly 3 months ago, was improper? <b>Does management not expect the stock price to recover to its old highs, even in 5years from now i.e 2018? Or did a bull cartel drive down the share price to force the company to reset conversion price, and hence acquire control?</b> After all, unlike direct share purchase, FCCB holders identity is not disclosed.The auditors and merchant bankers are lesser known brands, nothing
against that but does nothing to enhance investor confidence in price
discovery of FCCB/fairness of FCCB allotment process.</li>
<li>Institutional shareholders hold a majority voting stake with Religare Finvest 13.43%, Apex Drugs 9.44% and some brokerage firms 10.7%. Their collective vote of 33% odd percent will be crucial, given the management's vote at just 41%. <a href="http://www.moneycontrol.com/bse/shareholding/shp_public_shares.php?sc_dispid=AL02&qtrid=77.00" target="_blank">Shareholding Mar13</a> <b>Will institutional shareholders abstain/back management as always, or go ahead considering this is allotment at the existing market price only(almost)? This is an interesting question since if they decide to be activist, there can be plenty of trouble. </b></li>
<li>In such cases where potential equity shares are 3x of existing capital, should repricing be<br />
allowed in the first place, without <b>an open offer to the remaining shareholders? </b>Will the SEBI ruling in case of IFCI apply where open offer is exempted <a href="http://www.moneycontrol.com/news/market-news/sebis-exemptionifcis-open-offer-what-is-it-about_763393.html">http://www.moneycontrol.com/news/market-news/sebis-exemptionifcis-open-offer-what-is-it-about_763393.html</a><br />
<br />
Even if the share looks cheap, management does not think so, nor does the street otherwise an equity white knight should have come by now. Anyways, <b>this is worthy of a case study in itself, and if successful/unchallenged, may write a new takeover strategy.</b><br />
<br />
<br />
</li>
</ol>
Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com2tag:blogger.com,1999:blog-4959557307604891268.post-72510351046866638562013-02-02T22:41:00.002-08:002013-02-02T22:41:33.670-08:00Investing strategies for high promoter pledged highly leveraged companiesThe case of Arshiya International excellently covered by Punit Jain of Value Notes (<a href="http://www.valuenotes.com/Investment-Analysis/Arshiya-International-A-Collapsing-Star/180224/15530028.00/C">http://www.valuenotes.com/Investment-Analysis/Arshiya-International-A-Collapsing-Star/180224/15530028.00/C</a>) showcases the perils of investing in innovative companies with great businesses, but which somehow are cash deficient and therefore highly leveraged. Arshiya was a pioneer in logistics parks, was even picked by Kotak as a possible multibagger for 2013, yet was hit by the vicious cycle of panic selling of pledged promoter holding. Other companies like Tulip Telecom, GTL Infrastructure/GTL Limited, Suzlon had faced the same cycle as below<br />
<ol>
<li>Company has very good growth/business, becomes the darling of Dalal Street with <b>high valuations</b></li>
<li>In quest to expand, burns cash flow and results in <b>persistently negative free cash flow</b>. However, analyst myopia on just profits ensures that EV/EBITDA type multiples inflate the valuation, without any downward risk adjustment for leverage.</li>
<li><b>Funding gap</b>(negative FCF means that funding gap should be met through fresh financing) usually through <b>debt</b>, since 'pecking order' theory(tax arbitrage, control issues) and reluctance of promoters to give up stake in growing companies, rules out safer path of equity</li>
<li>Lenders may request <b>promoters to pledge their shares in the company</b>/and or give guarantee. At the high prevailing share prices, a lesser % of pledge may be required.</li>
<li>The <b>bubble bursts</b> through poor market sentiment/poor economic performance. <b>Flight to safety </b>happens with investors going to 'safe' stocks like FMCG/Pharma that actually generate free cash flow. Market Valuations of the leveraged companies dip</li>
<li><b>The Mark to Market(MTM) valuations of pledged collaterals </b>begin to touch levels exceeding the haircut/margin of safety. Lenders ask for 'top-up' in collateral</li>
<li><b>Company tries to refinance the loans-approach suppliers/vendors/NBFCs etc </b>in most cases it is just deferring the problem. Sometimes it works(like <b>RCOM</b> got loans from Chinese banks), or else rights issue opted for(like how <b>Dish TV</b> did in 2009) </li>
<li><b>Promoters try negotiating </b>lower top-up, till then market gets rumours/bear cartel attacks the shares and stock starts hitting lower circuits. Lenders decide to cut their losses and sell the shares at a loss</li>
<li><b>Promoters sue the lenders for breach of trust/selling the family silver </b>and matter goes to courts. Company lands up in CDR(Corporate Debt restructuring)</li>
<li><b>CDR </b>compensates the promoters/lenders by issuing shares almost at par! Everyone is happy <b>except the minority shareholders </b>who do not get chance to rights issue(since preferential allotment done)</li>
</ol>
Business Today suggests(<a href="http://businesstoday.intoday.in/story/invest-companies-fccbs-due-redemption-caution-returns/1/21869.html">http://businesstoday.intoday.in/story/invest-companies-fccbs-due-redemption-caution-returns/1/21869.html</a>) looking at the re-financing ability of the company-reputed companies and/or asset rich companies may still get secured financing and exit CDR/pledge status. Also, robustness of business model matters in case companies exit. Some pointers before investing for speculative gains in these shares<br />
<ol>
<li>Evaluate refinancing options-this may stop the cycle at Step 7 instead of going the whole way</li>
<li>Compare with industry parameters, if EV/EBITDA or P/B multiples are dramatically lower, a white knight/takeover offer may arise as happened with Everonn.</li>
<li>Be willing to remain for a long time, but then you may get a Wockhardt! </li>
</ol>
Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-5136632492015074182013-01-23T11:48:00.000-08:002013-01-23T11:54:43.646-08:00Short Selling tips from Bronte Capital investor lettersBronte Capital first came to my attention through an RSS feed, when it was reported that they had correctly drawn attention to accounting redflags in Autonomy Plc financials, much before its acquirer HP wrote off nearly 2/3rd of the acquisition price as impairment charges. Intrigued, I thought it worth a deeper look. And then I stumbled upon this goldmine of interesting comments/info(<a href="http://brontecapital.com/Letters.html">http://brontecapital.com/Letters.html</a>). I urge you to read them in their entirety-monthly letters going back nearly 3years-but for those starved of time-not of interest else you won't be reading this(!), I post verbatim the bits I found interesting with <i>my comments in italics</i><br />
<ol>
<li>For most of the last 8 years there has been a large liquid bid for most small-cap stocks from private equity. Private equity has several advantages over us – in particular they can borrow money non-recourse at 6 percent and they can do extensive due diligence. The latter amounts to legalized insider trading. <i>This may explain why in developed markets, penny stocks are more traded by retail investors than these midcaps</i></li>
<li>we expect almost every stock we are short to go to zero or thereabouts –that is the end-game for scams and stock promotes. However we are completely unaware of and unable to predict the path to zero. Some of our shorts will go up 400 percent on their way to zero – and we will necessarily lose money on them even if we are eventually right. We will lose money because we are forced to buy them to avoid potentially threatening losses if they go up further. <i>Essentially, markets can remain irrational longer than you can remin solvent, hence the need to be able to hold your bets yet cut your losses. </i></li>
<li>There is a reason we keep possible fraud shorts small. Fraudulent companies are not reporting results that are linked to reality. They are making them up. If a fraudulent oil company tells you they have 10 million barrels (when they have nothing much) there is nothing that stops them telling you they have 1 billion barrels. The stock could go up massively. <i>When companies take the path of offence, then it is quite difficult to prove otherwise except in case of ghost assets etc. </i></li>
<li>The fraud-shorting business is complicated. We think that (by far) the hardest part of it is risk management. It is easy to identify frauds but it is very hard to work out what breaks them. We have often been short a fraud and had it double, even triple on its way to zero.We have lots of tricks to limiting losses (put options, shorting the debt rather than the equity , small position size) but these tricks often limit our gains too and we need to get better at working out when to press on a fraud (increasing our position as the stock goes down) and when to keep out of the way. <i>Market Timing is always an issue, more so here if you have put options that expire within time limit</i></li>
<li>Alas we think the amount of fraud out there is so high, and the standards required of regulators so demanding, that the job of head of a regulatory agency is nigh impossible. And that suits us – and so we celebrate our relatively good returns as we celebrate (unavoidable) regulatory failure. <i>It is not always a regulatory breakdown, as standard of proof may differ</i></li>
<li>Some people might wonder w<b>hy they are paying us hedge-fund fees (as opposed to index fund fees) to invest in large cap stocks on which we can add little value. </b> We offer a modest defense:<br />(a) We do have some selective small-cap stocks which are likely to give us enough returns to pay the<br />fees and then some. For a variety of reasons these are not attractive to PE funds. (b) We still short small caps. The extraordinary crowding into some of these names gives us good opportunities to short. (c) You will be here for the swing. When we no longer find nonsense frauds and promotes amongst $300-500 million companies with ease, we will turn around and go long small caps. At the moment it is so easy to sell nonsense that you know the small caps are nuts. One day we will be a small cap –fund. That day however is not today. <i>This should console the fund managers of PIPE(Private Investment in Public Equities) who get a good sum! </i></li>
<li>We are not averse to takeover arbitrage - but it has to be in an industry and with businesses we understand. Both are utilities and are within our field of expertise. We are also -and very unusually - doing two reverse arbitrages. (The jargon is that we are going “Chinese the spread”). What this is, is betting that the a takeover deal does not close - an unusual position. If we are wrong on these we will lose say 1.8 percent. If we are right we might make 4-8 percent. <i>In India, since the hostile takeover/debt financing/bidding battles are less common, this strategy would be difficult here. </i></li>
<li>We will have to be doubly-clever to detect fraud on which we can earn “lottery-ticket” type returns.<br />As explained last month we are very fond of positions where our losses are capped at (say) 2 percent<br />of the portfolio but which have the possibility of delivering 10-20 percent months. Winning lottery<br />tickets however are very hard to find but have been responsible for a fair part of our returns.<i>This is similar to purchasing out of the money calls/puts in anticipation of a regulatory/legal event. </i></li>
<li>With small and medium capitalisation stocks we see nonsense everywhere. We see companies with venal management and limited prospects but enormous amounts of stock promotion. We see bulge bracket Wall Street brokers getting involved in the IPO of companies we consider to be criminal enterprises. By contrast, with large caps we see real businesses with considerable cash flow (free cash flow measured in the billions and sometimes tens of billions) but with some business challenges. And they are invariably being priced on a “glass half empty” basis. <i>This is true even of many Indian companies which attract less retail investor interest under the faulty assumption that they are anyways fair valued/over valued. But in reality, they may be cheaper than their smaller peers, where an excessive premium for growth is paid. </i> </li>
<li>Our clients know things we do not. If you are an insurance broker and you see a company reluctant <br />to pay claims then please tell us. If you see a supplier discounting insanely or alternatively raising prices please tell us. We are in the new ideas game – and one of the advantages in being a long way <br />from Wall Street is that we have quite different ideas from the New York/Connecticut consensus. <br />Crowded trades are dangerous trades and very few of our positions are crowded. One of the disadvantages is we get less idea flow across our desk <i>A pretty interesting processs on how they get short selling ideas-from seeing a business model that is broken rather than looking at pure financial metrics. </i></li>
<li>The midsized banks however are a mess. They have neither the personal skills of the better microbanks or the management depth of the larger banks. Fundamentally they have no competitive <br />advantage and hence have no long-term reason to exist. This does not mean that equity holders are <br />doomed – but even if the banks survive, the best exit will be to sell to a large bank that will use the <br />cheap deposits to make better-selected loans.<i>This is an interesting take on why size or personal connect matters in banking. When yyou have neither of these, you are in trouble</i> </li>
<li>To make money in technology you need to do two things. Firstly you need to change the world <br />(which First Solar clearly did) and secondly you need to keep the competition out. Alas very few <br />businesses manage the second trick. <a href="http://www.brontecapital.com/peformance/2010/Client%20Letter%20201003.pdf">http://www.brontecapital.com/peformance/2010/Client%20Letter%20201003.pdf</a> <i>Excellent explanation of why they shorted FirstSolar, along with the underlying philosophy. Interestingly, the jury is still out on this one, as the furious debates on Seeking Alpha would show</i>. Is it fair that Palm is facing bankruptcy? Or that Garmin is being displaced? We don't think so –but then capitalism is not necessarily moral or fair – but it does produce goods and services quite well. We don't invest on the basis of fair – we invest to make you good returns. </li>
</ol>
Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com3tag:blogger.com,1999:blog-4959557307604891268.post-66935556019611887102013-01-21T11:51:00.002-08:002013-01-21T11:51:51.020-08:00Rio Tinto's $3bn Mozambique coal impairment-implications for India<div style="background-color: white; color: #4a4e47; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin: 0px 0px 10px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Last week, RioTinto(the global miner) announceda $2<span style="font-size: small;">.8bn w<span style="font-size: small;">riteoff of its <span style="font-size: small;">Mozambique <span style="font-size: small;">coal mines<span style="font-size: small;">. Since companies like Jindal Steel, Tata Steel and Mercator Lines have coal <span style="font-size: small;">min<span style="font-size: small;">ing operations in Mozambique, I thought of <span style="font-size: small;">analyzing this situation <span style="font-size: small;">if it ho<span style="font-size: small;">lds any insight for investors. For some background, note that b</span></span></span></span></span></span></span></span></span></span><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">y acquiring Riversdale’s operations in Mozambique, Anglo-Australian RioTinto took control of 22 exploration licenses in Tete, including <b>65% of the Benga mining project</b> (Tata Steel from India holds the other 35%) and the <b>100% of Zambezia project</b>.<span style="font-size: small;"> Benga mine <span style="font-size: small;">was under pre<span style="font-size: small;">l<span style="font-size: small;">imnary production while <span style="font-size: small;">Zambezia was under explo<span style="font-size: small;">ration. Under Rio<span style="font-size: small;">Tinto's original plan </span></span></span></span></span></span></span></span>Coal would have to be moved from its mines then loaded on to a train so it could travel 600km to the Zambezi River where it would be taken to the coastline </span></span><br /><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><a href="http://www.riotinto.com/documents/110605_Andrew_Woodley_Riversdale_Mozambique_Coal_Conference_slides.pdf">http://www.riotinto.com/documents/110605_Andrew_Woodley_Riversdale_Mozambique_Coal_Conference_slides.pdf</a></span></span></div>
<div style="background-color: white; color: #4a4e47; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin: 0px 0px 10px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">But Rio could not win the approvals to ship the coal down the Zambezi. To compound its challenges, coal prices have stayed weak and Rio appeared to overestimate the amount of coal it could access in Mozambique. As per the Reuters article below, 65% of the Mozambique coal holding company is now valued by RioTinto at $600MM, thereby giving a total enterprise value of $1bn. Even giving a 50%<span style="font-size: small;">(ver<span style="font-size: small;">y conservative considering it was the higher potential mine) valuation to Beng<span style="font-size: small;">a, that gives it an EV of $500MM. </span></span></span> </span></span></div>
<div style="background-color: white; color: #4a4e47; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; margin: 0px 0px 10px; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><a href="http://www.reuters.com/article/2013/01/20/australia-rio-mozambique-idUSL4N0AP0I820130120">http://www.reuters.com/article/2013/01/20/australia-rio-mozambique-idUSL4N0AP0I820130120</a></span></span></div>
<br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Given that
<b>Tata Steel</b> paid a bargain basement price of $88MM for its 35% stake, it
need not fear any impairment even using the same assumptions </span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space">Even for <b>Mercator Lines</b> <span style="font-size: small;">which I wrote about earlier below, <span style="font-size: small;">the Kota<span style="font-size: small;">k Report in below PDF<span style="font-size: small;"> <span style="font-size: small;">of 23Aug2012, assigns a value of a<span style="font-size: small;">round <span style="font-size: small;">Rs 12 to the coal mining operations<span style="font-size: small;">+coal trading<span style="font-size: small;"> operat<span style="font-size: small;">ions<span style="font-size: small;">. By coincidence, the market values the com<span style="font-size: small;">pany at the<span style="font-size: small;"> estimated NAV of the ships only, without giving value to the volatile coal business, or the troubled mining busi<span style="font-size: small;">ness. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><a href="http://financeandcapitalmarkets.blogspot.in/2011/09/why-mercator-lines-is-buy-thanks-to.html"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space">http://financeandcapitalmarkets.blogspot.in/2011/09/why-mercator-lines-is-buy-thanks-to.html</span></span></a></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><a href="http://www.business-standard.com/content/research_pdf/mercator_230812.pdf"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space">http://www.business-standard.com/content/research_pdf/mercator_230812.pdf</span></span></a></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"><u><b>Lesson:- </b></u><span style="font-size: small;">Companies like RioTinto have global experience of navigating these issues. The fact that the<span style="font-size: small;">y failed to do so in Mozambique, should be a cautionary note to the <span style="font-size: small;">other Indian companies who rushed to do business in Africa<span style="font-size: small;">-for example Karut<span style="font-size: small;">uri which faced flash floods wiping out its first year crop in Oct-12 <a href="http://financeandcapitalmarkets.blogspot.in/2011/12/karuturi-global-africa-agriculture.html">http://financeandcapitalmarkets.blogspot.in/2011/12/karuturi-global-africa-agriculture.html </a>And before according premiums to the <span style="font-size: small;">relaxed<span style="font-size: small;"> regulatory regime in those countries(like f<span style="font-size: small;">or African farmland/min<span style="font-size: small;">ing concessions), do accord the regulatory risk and enhanced NGO scrutiny. </span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span><br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="background-color: white; color: black; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"><br /></span></span></span></span>Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com2tag:blogger.com,1999:blog-4959557307604891268.post-72810546046369137782012-10-29T03:55:00.002-07:002012-10-29T03:55:27.868-07:00From Rs 120 to Rs 4.5 in 3years-the riches to rags tale of Raj Oil<br />
<div class="MsoNormal">
<span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-size: 12pt; line-height: 115%;">In
Sep-09, one of the IPOs which slipped through the cracks was Raj Oil
Mills(better known for its brands like Cocoraj). The IPO was oversubscribed and
hence issued shares at the higher end of the band Rs 100-120. Since then,
things have only gone downhill for the company(but not its promoters, that is
how India Inc works-companies go under but their promoters don’t). </span><span style="background-color: white; font-size: 12pt; line-height: 115%;">The stock
caught my eye during a routine stock screen thanks to it having<b> low price to
book, and being in the edible oil space which has seen acquisitions by foreign
players</b>(like Bunge acquiring Amrit Banaspati). Interestingly, when I analyzed
it today, the share hit the upper circuit AND the lower circuit on the same
day! It opened at Rs 5(previous day close), jumped to Rs 5.2, and then fell
within minutes to Rs 4.5. The delay in executing my order saved me in this
case. After some due diligence, I realized that there are some corporate
governance and operational issues with the companies, but that its promoters
and some mysterious GDR subscribers think it worth double the current share
price(or even 1.5x the price it was when they took the decision). <b>That, coupled
with the absence of any financial jugglery redflags, low promoter holding
making it vulnerable to a takeover etc, makes this a BUY</b>. Further analysis and
statistics are below.</span></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><span style="font-size: 7pt; line-height: normal;"><br /></span></span></div>
<div class="MsoNormal">
</div>
<ul>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><span style="font-size: 7pt; line-height: normal;"> </span></span><span style="background-color: white; font-size: 12pt; line-height: 115%; text-indent: -0.25in;">The annual report
of FY12 was uploaded on the website somewhat late and does not inform the
reader much, however gives a reassurance about the financial issues </span><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><a href="http://www.rajoilmillsltd.com/pdf/ROMLAnnualReport201112.pdf">http://www.rajoilmillsltd.com/pdf/ROMLAnnualReport201112.pdf</a></span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">As per the annual report, the company <b>had
defaulted on its debt</b> and some statutory dues, and was in talks with Edelweiss
Assets Reconstruction Co. Ltd.(EARC) <i>for
restructuring of its debts from Banks and Financial Institutions to correct its
working capital position and to reschedule its debts in line with projected
potential earning</i></span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><span style="font-size: 7pt; line-height: normal;"> </span></span><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><b>However, recapitalization is on track</b>, with
the fact that in Jul-12, the company allotted <span style="background-color: white; background-position: initial initial; background-repeat: initial initial;">700,000 Global Depository Shares representing 35,000,000
Equity Shares of the Company of the face value of Rs.10 each at a price of
US$11.084 per GDS aggregating US$7,758,800. Also, in Sep-12, the AGM approved
preferential allotment of 2crores warrants, at issue price Rs 12. Promoters
must pay 25% of that upfront i.e Rs 3, and must decide on exercise within the
next 18months. So upfront, the company has raised Rs 48crores(42 crores from
GDR and Rs 6 crores upfront from warrants). This should take care of atleast
the immediate debt maturity, albeit diluting shareholders a lot</span></span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><span style="background-color: white; background-position: initial initial; background-repeat: initial initial;"> </span></span><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><b>A red flag is the resignation of the statutory
auditors</b> M/s. Agarwal, Desai & Shah, Chartered Accountants, Mumbai, who
have cited <i>pre - occupation in other
matters </i>and hence not offered themselves for reappointment. Another equally
obscure firm has been appointed, which does not bide well for shareholders. </span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"> <b>Something to ponder </b>is the identity of the GDR holders who decided to purchase stake at premium in such company. Let us hope it is not a case of roundtripping as investigated by SEBI earlier. </span></li>
<li style="text-indent: -24px;"><br /></li>
</ul>
<div style="text-indent: -24px;">
<span style="line-height: 18px;"> In the past 2-3years, the promoter holding was diluted due to banks invoking pledges, sales of stake in between etc. But with the preferential allotment of 2 crore shares @ Rs 12, they are back on track, to asset some control and hold premium in case of merger(is this the reason for the hasty allotment)? </span><span style="font-size: 12pt; line-height: 115%;"><img height="124" src="file:///C:\Users\B0070944\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif" v:shapes="Picture_x0020_2" width="320" /></span><span style="font-size: 12pt; line-height: 115%;"> </span><img height="142" src="file:///C:\Users\B0070944\AppData\Local\Temp\msohtmlclip1\01\clip_image004.gif" style="font-size: 12pt; line-height: 115%;" v:shapes="Picture_x0020_3" width="320" /></div>
<div style="text-indent: -24px;">
<span style="line-height: 18px;"><br /></span></div>
<div style="text-indent: -24px;">
<span style="line-height: 18px;"><br /></span></div>
<br />Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com2tag:blogger.com,1999:blog-4959557307604891268.post-85300554999492382452012-10-21T07:46:00.006-07:002012-10-21T10:18:21.887-07:00Skumars-capex spending amidst declining cash flows reason for low valuations?A friend pointed out the low valuation multiples of Skumar(low in
terms of price to book, P/E etc). A cursory scan convinced me of the
apparent veracity of this case, and hence I decided to probe more in
depth, starting with the latest annual report FY2011-12 <a href="http://www.sknl.co.in/pdf/SKNL_AR-12_Web.pdf">http://www.sknl.co.in/pdf/SKNL_AR-12_Web.pdf</a><br />
<br />
I
noted from the financials that though the company has quite a bit of
debt, it turned around the operating cash flow situation in FY12 with
efficient working capital utilization. However, as the savings went into
capex, the net cash position and leverage did not improve.<br />
<img alt="" height="196" src="data:image/png;base64,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" width="320" /> <img alt="" height="194" src="data:image/png;base64,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" width="320" /><img alt="" height="172" src="data:image/png;base64,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" width="320" /><img alt="" height="190" src="data:image/png;base64,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" width="320" /><br />
<br />
The
company trades at P/BV of 0.19 and dividend yield of 5.5%, but this
despite being profitable. As the profits do not reflect in FCF/OCF,
maybe that is why investors are shying away from this stock. <b>Otherwise,
a textile company with 45+ global brands and global presence(as evident
from the above map) should not be undervalued. There are some negative
qualitative factors though, which are material, which I reproduce from
the annual report. </b><br />
<ul>
<li><b>Aggressive accounting by the company. </b>As mentioned in the auditor's report, they capitalized Rs 85 crores brand spending, which is debatable under accounting norms</li>
</ul>
<img alt="" height="113" src="data:image/png;base64,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" width="640" /><br />
<br />
<ul>
<li> <b>Financial Management could be better-</b>this is a company which defaulted for some time on bank dues, which still spending on capex! </li>
</ul>
<img alt="" height="45" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+cAAABHCAIAAADqaKGYAAAgAElEQVR4nOxd2U8U2/P//SH1VA888MADCQmJISEmxBhCCCEQQiAaCUQJGIUgYNxwQQQE9eICyKAioiOL4oCyDCAXLggCgsOAMGzDvu/DMsv5PfT0TPdMd88Mixfvtz/h4V57+pw6VXWqPn1O9en/IyJEiBAhQoQIESJEiDja+L9/WwARIkSIECFChAgRIkTYgMjaRYgQIUKECBEiRIg46hBZuwgRIkSIECFChAgRRx0iaxchQoQIESJEiBAh4qjDirVvDsqeyga3bd232nQTMKZmjhAy1/RY8m1BdyjisbE02CwA5ZzWoJloe3vVGx//0B5AdzuzPz5mxQd7urj6x2Z96pnfJYbhpua5A2j534ZBM9FWdNUHDkZPvNCtDdU9PuuGEqU9v9YvfHsS7X0MAdEv49uC3tHedhYUstRQl4S6RcclpaFbG6p7HOHOJ/Fq000EyutFHAjsM7pjjvS7sbvYW5Ea4uxbPHIw7Rk0E/9Ioj0w8/vWwTRohn7ka9PUQTcqgN3FXllaiJOfg6rZWVDI0kJcEvczlQ8eBs1E29srPgeUXRzBv+X/B5tPyW8cCIOf7BE7CwpZWqizwz5IDdEdDnWIq01JiBf3l4j+PRX9Gdi/fg4NLNaun62K9ctVbNpx31LDVcDIymlCCCHbqqLT/nm9msMQkAFdTzaCe1DMrdT0+/cvBSEgBsbfv5+edvtSsBtiQt3kcKvsWSQCZv3Y3V9X2smKGCdA17PZ9cqJ+YXpofaSJG9EwCNKHByDZqRV9uwcIuxbT4JY7pO/uxeIYJfONlrv4dWvy4TsDBaFADqcKPTT3VV5sYAYUztv/leDweCgxG9TA/mtvNRwFSHy87RDkv334aCWzbDT6A450n7h8GBmuyufxzsjerwZPBABtoeb3maGA+L99oOOqNsdDxGzew5jhYVTbbPdlc8vuSB4OqQaaiojYGzNvO1f/zZoRlplzyIB959dGLDL2xzy/z1PRus2NAeWT434fROZxU/2AP10d1VeDCLE1jrmg8t98nepAYiHy9qXGq4gnttfIvrXVHSEwZw8+9XPIYLB2re6slwvVs/urZ215tt44cvM/gOGADZbnxb8otN6f4EboFN+n/F/DVMV9z5NEELGyoL2G2UMUxWRCHi+cpq99LfZft/lP8HaCSFkrDTosFk7IYQoJfbF6Nnq8+j26hf1Pyu9FTUD9jw7WmCj5S6LtRtUb6UOm0sp+Y88m/0uGIbevtubuhwxur2OtE8Yhoocdxli6H1+cKydEELUZUGHwNqXv14DRMhoP/A1fH4fMPQ+d5S1E0LIRkvKUWPthBAyVhZ4kKzdgQBlp//vfTLySHUA+ZSN3zSRDwAbLSl7o6RKyWGz9qOCPavoSGJvwf9fgIm173Y/ccIn3XvfCZuqPAuX5AsHIhU3NL29o6b/sWDthMz19i4QQiZlYfuMMjNV0ZZLtjR2Oh/91bmz96aPECY/hR0h1m7ofQ4YVDq2v8622jMYhjPMVl3YQ3oQWbtDMMxWXdyjuhwy+m9J9obZqot7SrdKycGy9knZmYNn7eqykJDgEAS80rB0oA0L+oBSshfWvtWecRRZ+6TszMGxdocClF3+v4/JyCfV/vOpBf4c1r7VniGydmHsWUVHEHsO/r8fNGtfrEsEzPlJLy5vjzaV0Gga3Sbz3eUlJSUlJfUq42qYbm3468uS7g1GU9OVZw9r+5UDVqzdiElZOBVlNOqmwodpjz8olpgr5ob1wc8Po3yP+8Y8bRjnXHLqzUMEvN28xtntYGenaT1QO99dmn4+ODAy+XXLJKMt7VJ/1bMPyh2yM9NWlHr1Zk69eosQQjSjX1/cvXIrt0Ft+vHOfE/5+7YFsjPTVpR2/U72l4FVxnbFhupzZuQJJ2eviPSKwXXTP+8u9dVI5KOEbE20SB9nPC37uaQnhCz3VZeXfywv/1heLuuh5tFqv7z8Y3n5x8Yhq0XMSVk4xdo16qY3D9Mel7H0tKH6nHnuhLOT11lWz9qpxvshLk4nLzz7XFVYq+LUECFEu9hbkXPnyvXM4q6aJ6wYbVhXVT6M9jnud9Gs/sW+utrPz6IBMTavtqa2vn/JKEJlZqSXs/Pxs+kySoTF/ob6+vr6+mbVCiGELA001tfX19e3jdJeuPU9k2btmiFpJCJgXF5tbU3DwDLdPY/1tYu9FTnJV65lFnfVPuFn7bq14a8vTF5vaYcPP5d46rJ3FxQf00v6dJuq8rvx9xumdLQyPj+M9vX0Y0qzM9/zSUp7xLU72Z+tPMLCLst9NR+NdjeZ/Ze8vPxjeXnj0CbljGVGZ0y7YnbGsa8vUi6znJHPQGR3qa9aIh+xHqhm6F0U0oZr+LXMNXbtfHdpenRw0LnkQsYs4TG65b0cjmTTC3gUSzmvK568+Oxz9WsO59UMSaMAEeLyamprTS6jne8uST8fFBR5p5A1ydmgWbtmrEGSfDUlv2GUOeG4ZxOvVgmbtS/2yWtra2rNWrI1EG7oep7Bo87ltnRADCpTW13XTjXeD3Z1OnHxWWV1YQ13q1wDseUDNGvXjDZI7lzjUg1HiCNb3zNZrN06GhBChHVICCFb6rqsSC8nZ/9r0t4V8zyynQV4FDIpC0M0Rc1U6+zC5XiEa1pxByhLEfgCqd2GsGukZlhLte98yjuQPU9ke9IQm5/wZEwTttR1WVHHnVz8WG6y9T3TSEntEJVoF3tlOcmXr2e+76p9wmbtnEGVDaGwv7ug+JBe2qfbHCxPuURlD93a8NeXxSb6ZSsTbanrsqK80MX/KmN8FhROkIrw8AGGirjAdxd1KSM+Jvp0+J0S5YpF1twY+pyREBN1Jvx2KfPa7oLiY3ppn25TVZ7CSqI8uuXtgivmcAR/C/3YCDUbQ5UZCRejz4TdKbUa0IHDyNpnq84jMJmqdk1VchEQAR//2CVEN1sVjyczm2a3DYToJpszz7qhVam+UoIIZuZ/uBBk7Q9l8jve/tExpz0B0Vc6bHQ/7fC7YNdLxYpxdWf+WQTEe61WbHak2BftWQxYkCeg23WZanFlqi0nFBGiK6cNhGyPVN8MAkRIqWzI8jkeFnvGCwHxSl1/baKTe2BEkCcC4s2mVUIWFW9v+CCCa7a0KAgQjX9XjQthK38nAUa86V/VzLdm+dDrVZuqL3dDARFyqutvnPS/kBh+AgED348YiG5F8TIMEOFy9fQOZQT9zmhZBMaWq7esSpcmZeEIDytq7/j4Rcee8kRAv3dGPa38nYQQUUT17G1eRFysS8T4iomt3bUB6XleFWl+5vjghWLV6taqqjQOGcrUDkuDXOPfK8bVnS8iEAFTWzcJIfM9FeUlmRGAGJ1V/rG8UrFAyMrfNxDDjSL4AHoWDhKi310f+XjRFBD120s/X4UiHiukF/LMrF2jbqvNi0PAmJwvVVX1v5aFrK/5meMDF4sHV7dWVaWxTjxvL+gmmzPPuaLxbdRNVVVyKAJiTnX99ZMB5xMjvBAhsHjEStEb/aUJvgiImYWFoZSJJUpCtEPSYJf4YsW4uvPFWUCE1NbNRUXRDV9AdMmWvglCk0tcMXsEh110K4oXYQiIiQyzj5SdhdhyVV91UhAC4t3KhiwfrzOxYccRAa/W9csTnI4FRAR7IALealo1isploM3BqrshiIA5VfU3TgRcSIg4AYgBxSMGQjTqtpq8OEC8mPPlS1V9vzX1WJDHo/s12dDiylRbzilAjKqcNhAeo9vnSPrd9ZGPMSYb6beXfr46Bejx2ugFXIolhCzWJWCCbGJrd21Qep5rJUyjbqvNi0WEmJzPtMssyBPA/TotPgJGG8W3hFKC6JGacdvVZDXnW80r/FYT0iohbNZuGP9wBj2ulCkXtnT2DIQbm9/SPAsGDETX8wwRrFZXFusSIaGCajWa+6mV2/1s+oBSguCZmnHH1eTPTrfNquEIcYQQC9bOGQ1s6lA//iEcfR80ji8v9hZGgOntPXuyAJ9CJmVhiA8r5Ld9/KNiT3sggp90iM4u3I7HPa24ApQFeAOp3Yawb6TMLq2l2m8+5R/IHiey7TTE5icCGdPoJh/D0I9yk9cRTFZjpqS2RCWanzneePG9anVrVVUS5wRonpg8WY8BobC/0Vea6IMImPm68BT1788bmjPPuZn82VYm0o9/DAfj+ArDjfnLgsIJUxE+PkAEWbvAXbNVFxCSvi4biKYn+yTdHaWw2aoLgPQ1b1qSp7KSRF9AhMzC16eof5QohXTL2wV3zLEM/gts/dgKNbNV5xFv0ELTCsw/tHV7irVvtWdw7OloFbnugJhYv6RpS4c7rNXnpfrLVqx9tuo8gvMLKyJ9KBBk7d4ZbUsGQgjZbE1FCCylCmtGSvyPvR4w/k774zEiBFstOiklgAjnbLyEsPz1GuBTUz2Rpi0NEMMrqOMZ1GXBCN6ZbdSzmP5nDiJ4JTfO6QghxPDr1TFTaYpBkYuAx27UzeoIIduqojMISLWr68lGOPluiBBCyFRFBOCNRirXkYECd4SQ7G7qqXmj5S5iYBlVZzDzJZqVkre+Z/IYZFIWjsDQ0z3EAKpYQdeTjXiC7lkWgUD1vP7PHYynS6B2Oh9x8gVNWxrCww76DKL1f5JNyWa02N+jgKF+5pqftvspYIjJGLqebMCTb+nBhyNeNw7eYvNRKeFm7YQQMiz1YcZ0Putr2tIAWRILvI1af5lxhsxAgRtisNkOKbz1HoOFxxAhsW6R6Bb72gZWDGS0xM+DJQ1gcJma8giEY0kmjziNCGaP4LILIWSmKgoRWGZ3MU4NdVkQ4kmGMwLicbMzFribd/x5DfSrwB2Q4XApCEFGhyPDUm9edS1/vYbAmiUIGCGjDzGxMDobAo5kVcWklJgzKI9i1/9JBpvOS4alPgzvWv56FdmTHBEiKrjOYFFKEOH0S+WGgRCyPSyNQAR81qMTspqQVk2s3bD09y23MOmwqSzPvoFYYa7mIn3kxEixPyCyi9vX/0nGS8KtCrifkA9QFRGnX/TRqjmLgGbV8IQ4FmvnjwZCOhyW+pqn6lrzLUT4q3PHzizAp5BJWRjiSUZ2AQwsofrjm9H808oiQLHB7/92G8K+kVrCQqr95tODnsj2pSELfiKQMYelvubDWNaabwMiXQTLpqQComra0pCVQu6Yk5RQ1jNDIOwTMlDoAYgJxuwxuGIgZKk+kXmGjEAmGpb6IGMa3Eagx8dWET8VEfA3AdbOf5eu5xlDkzudjxAwV2GgrzHy+07nI0DTtcHXHgiYyFADr275uxCIOezgb0Vx+UONrucZw6V3Oh8hAi304YBi7aoiT0R30xwxQduXfxwBEVyyfrAPg9S0pVuxdko7+6mNdwA2K2QoMKrohqU+6Orl5+tH/Xm5IgI+77XQrl2sffJTGDMSGV9Ho71hvjYO4V4rvbWy1HAFwbygudp0C+Ha12WTeK6v+ulmdD3ZgIj5fYSQDWVpXvOMgZCd2e+5EQh4sdqobXVZsCVzNf3vblcWIN7427iY1XjDTJKs9MSsa2c2wuo5HBGo8LDd8QAR0P9+08wuIdq5OY6ihgV5HPskELP+h6Xe6Hbcj9a/lxsgAq1+SwK3oSxhDB4QLxhdbc+snc/6C/JLCGyJ+Vm7pi2dwdrVZUGWcZznxrHSAHMyoGVz86KF8TvuhoCULyoliC4sj0Daz3nsQgghu11ZCJhkMvt1E7mcl8cipjCc8bJxq4cQQh1lSZ3iImQgdVkwsAbKCFICjG1SdoaZzIyF7KZQLsjaBRzJWtWMDMqn2O2OB4AIgs5rEbgnZWFgKT6a6SMLlnXtw1JfQPeCASJgNSGtUqy9ZajiIsZWzTCXxe0biAUMA4Ve5nXQBfklRGAVt293PEBA9BNqld/9bLJ2T5ZqfBDdrFXDCnHstXbeaCCgQ6UE8XiRqXrCsDbWM7SkszcL8CnEVCFD92fyQ94ZzT+thFi7kP/baQg7R2oJLta+j3x60BPZrjRkyU/4M6ZSAujFdJNRyk0IsZ+1L8gvgeUQ6fYFsx4DAmGfjJYGArLfp9O0pTNZO38mUkoQvDimgZWKBKiIQN4RWGvnvWu2+gJT58p8J3Pmmq0+z5y2ffloJjNjJYHGB28j+HUr0AV/zLFk7Rb64Q81s1UXmEruy3dCoAd0OPg/owiAeFI6bH1dN/D6hGWIJ8QYVS0Ps+zNQ8A7PBXhBwzHWbtSwlw548PAa3ebFTJ6RS4i5CoYtUDLX6+Z7lqsS2Cy9uXG60zWvtZ8x1wGYzFVyE7nXwxWut7/JtIFXSOfV7yMYbjX+IdQXtZOyET5aQSPgl8GQiZlZ8wEzQICrJ3qOcoZ3c49r3wRY5pvutGSU/TuT8CznnXrRtnPuPQAqX9QSoBf/RwEbr2/MMoF3CKfV768eACsncf67Id7QoRZ+9b3TAZrH/8YYidrV5cFIWZ1mV/pUkqYi9BMWIRvstP5F6NZTrsQQgiZKD+FeKxgwEDIpCwsyWT2xbp4JmtfbrzGZO1rzbdNFTj8Bhr/GLoH1q5X5AKixSy5ytw75mftQo5EhDIor2J1oyWn6P1Wbucl7MCtV+QiWIp/jcfEVm+j9ubZtJqQVidlZxBPnznDeAJ3aCBsUFHF8o+1LqobLQmlL/nztsrjfg6xdurFIRshzqqunTsa8OtQ15ON6F9iPr2A8RM7sgCfQvhZO6/j8U8rAdZuw//tMoS9IxWWap/59OAnsh1piFjyE96MqevJBgzgcBNjG/awdvZSK7t94azHgFDYV5cFAyt7GDOdOfzzZiJdTzYCz/gsKJwgFeHLO8J17dx3UXnBlJJ68xAwr5fQ15DBnXrzAE3X1GXBCOwkyqdboS54Y44la7fQD3+4pjIFQ2hEMPd2GKBY+2DhMUQnjlIK3eAbX8/jxwHR4ngYLtau/5mDlu51aLCXteezoozlY65Go7G4n1o15924JwaDwfgb1rnd1NrMvlm7ecIbJsrDAeOrZnXEWABqJ2unnhHxXuuGMt+JuVRopSce1m6YKA9HiK+me2axQ+1cS2YAFTGdcxWWbx5vdzwEZO22sFm75VKMSf0WBM4wUR6GeIkW4cYBsXYO6293PEQEtsS/ibVzK8MyfJubFbSLcR8AU1s3lBKm2R1j7dwy7Y21Uyvr5yxniV2sXciRiK1kz+9lcy2Z/lS+53Bewg7c1Mo667xeap3bLtaulAC6vuwXsppN1n6/9deHcASM+Dhu8a6QzYGwsNp0M0w2ybq/+wmwSqpMrQZQfMjJulUB93OMtZs8XCDEsVg7fzTg1yFVcsBeoDQsL6/amQX4FGLJ2vNZrJ3T8finlQBrF/J/ew3hyEgZsMHaHcynhzORbaQhYjdrNyhyAZHDTYxt2MPatzseWpQYWLB2/mEQ1i3cYX9frJ2qe+Eenw3WbhqFUN7hZ+1Cd638nYSAEZI2Vb883Qed77WaH71W/k4CxPD8NlW/PN0XnVJN1zhZO59u+boQiDl7Zu3GoAQRRqHBObXVnsWUvYNi7Zq2dI66drLVngEpLRuGsdJQ1vYl4Wbty43Xba1SHxz6X7k6yNpnPkchYHTFlCkFatrSOKSdqjwLiJD2jePNmnn57bdDRl6OzF2QmS/RpiThIGt3Yry1sNZ8iyoqoB4MzF6RBHi+yniWvg3WTshQ0UkEf38/9kqhlZ64WTtFthg9I1A9a9q/0mRwtTXNncthqInEnFpm5575EokI0ZWc6td2P2EQOIowsaZEtHHwHKzdtcB44rcga+ezvlKC7EfN38LaZ75EAWIUhzKUErpEisJa822gPYLbLiYMvT2B6Ofvz9oFsp+18xtob6yd6pq1VzhTFcXIkWyjsyHgSIQzgxrPfedTLNt5j/FYihW4F+sSLJa6Z6qiLVOgWToWa1+QX6Lq2gWsZpu1t2soe4HHk266Ct2+gTAxUX76ltWO27DUF8F8tiSr1dRjHGFcyP0cYu0L8jikVcMb4pisXSAaCOhwrDQIAc8x3kJYrMsoG7M3C/AohJ+1885o/mklVCHD7/92G8LefGcBu1m7fe0f9ES2Kw3ZzdqpA/jhXKWlmxjbEGbtRlGVEgRkpxBT+4JZj6UmnrBP9sXaqeP28Sx7fFTJOwdr56IignmHl7UL3qX5keV5raStsbJc1vBzhn2ojuZHlsf1krbGyo8VFtesWLuQbnm6EIo5+2Dtmh9ZntdL2horyy2FPhwYz5CZ+RxlVYuz/PUqZnVRKWri0xlEiKycoh9s1lvuAkZ9nmHeoJQgu0T4MEFNFWv/V38IYVajMpW71HAVEAGPnc+tamqq/CvcmWsLlRDDzJcLCIg+D9uZh/vsTsouBr0b0hJitCg6m6r95+Wx5jNYZr5EMw/kWaq/bC5kN5J4+nUapQQBzc8HC/J48H49oKPXikLfDe2S3Wn5TU8E9CjoHmj4NkvIiNSXeVYPx+mwa813ANGbq+TJpKeyEGZpvuXyQ4ix51seiED1PNJ6L0g6bFzXGC32x7PWxf8GdVkoArrf+rqgI4RopysvUQvAWq1uqeEqAiIcu0CpP8w5oJhW/+a3NDB/cIdaIQh9axTBExCPGQc/XxuHEPRmcJeQ3dmmp2HHESGra0en0xNCNlpTEKOqjE45KQsHPCebMqy1N/zQ8FnfoC4LBUS322aJqZ0KrdZ6CWe95S5C1BdjByPvfRCZduClUKMlfkzqTIwftwNE9wu5VU1NFX+FOwWUjJgMwfIIPEl7BLddzMx9rfkOAvqwzD5TFYV4i+GMiaZCdmIk8fQ2Gq+Bht/7AmugLH4Zhni2gtYyC1vfMxHQhTFL4hhnblgYnQ0hRzIW6weavcALEI1ewKPYzdbUQLPzlvgh55srk7JwhHP0YLa+ZyLzlZ752jjGARosKCXMHZttpcQb4+sWiaDVhLSqLguiHWZbkXscEWKrZ+n3AbkGMl0ZiRAnt06fmrZ04NpxU5cFA+KZ8nG6VfPcHinxt36xR8j9hHyAGhdLNZBAq4Y3xJGN1nuA0V9miGA0ENLhgjweEAFDHtR0KToqUwOR6ta+LMCjEPWHYGRlF/OU553RvNPKIkCx1c3r/7vd9hqCd6Sz1ecRwTw+Fiyk2m8+PeiJTDbtSEOW/EQgYy7I4xEQIeRBdZeiozItABPrFqmfbbTeQ4im0wm/qAZ1WQgiuJtTSBwiGIcolPUY4A37hHI/cwGGcXjJiJF0IhLKRNRLLIjBD2q6FB0VaYFAj8+CwvFREcG8w1YR0+wCdyklgN6J+Z9qG1u+tXf29A1NrbIeeE5ezi+XW18bLfZnLoYSgZnF24VQzGEHfyv9CIQapQTB+7Lkk1FoJXNAhwL6vPYF+SWmTPqxD2ecEE4m1k0RQshy95MQakM2MKlhQr/YJ3twBgExIKW4Z46+Z6k+EX9LfcxSv7wkzSjP6ftl9abDbrUzXe9u+iEgnsooV8yvDDUWXj2BgK4X81rGNYSQja6sE2Cq7LxYNcv3ao5+4Z/Uk8afuRz38fV0RoSoslHzMpt2tDQCEME39n5azEl0uVK/YCCE6Ge73iT5IAKGpBR3zmxNtRfd8kME9E960zapmeqQJgcgAvrflCoW6WcP8L3xpvZrVX6ch2tC9TQ1VXe6spyMAoS+UjQ/BUTAa1/npn+UpPgjAkZkVfbOrww3Flz2QIRj8fktanPk1ytyMY734wfama53t3wRAU9nlCvmV4YbC695IYJrTF7LuGanK8vJqKKQV4rmpwiIcO3r8mbrPUTAwKRX0uxLXuCZ3cNVfaOfk182nX937GZSIgLiyctve5cp9aNJ/xeM6l/5VZ190QMBEU6lva/omNSSna4sNP4s9KWi+Ski0FxzpfEG3UJMxVS3BBHQ/4ZMtbk8UPUoDBAh4O77jskdQgwjxVQVgXd+3w7ht75+Tn7FdCzdsaSbiYAI3peLei1OY1tUyh6cRgQMvFvcMzX5oyQlABDBbAdPQHSPf8G0AyFkW92UE3ccEME9Oqth1PQgvtGV5WUSBk3SUGv/6HOjqOZrtSTO0yWhhuERXHZhKl+Ry6Ru+tmuwiRfQISQe+87Z7am2t/c8gdE8L9Z2Dapmep4lxwIiOB/651ikdaQhYF2p3+U3A1AQAzPquydXxlqLEj0RMBjl6iBGkbeU1vVPvlK60Vo7VhJBAKiT+z9tBhvcLlKzRJOozvgSGSl8QZ9KaZyqlsCiOCfJFNt8il2szUVECHw5ktpdpwXenA7r2GkmKqI8KFcRjtWGo4I6BtzP+2iNzqbxLfEcudfQYDoFHjlcW7aOQ/3+MpxYxzktpq8n1+rv5T1RocJvfeuY1o/X5fggoAIQXfetE+tcg6EykaWz4ybg7Ikf0TAkGRp5yxjAWKhR3rbeMacU2hqlWpjszUVATHg5qt32ZeOI9fcFnA/QR9Y7vwrEBGcAy8/zk2L9HBLYKmGI8Qtk+WBqkdhCIj+d4s7Jnd4osGcDc8kqy13XUzObDpu0r4swKEQ7UzX21t+gAh01Hx97QQgusSYswvXjOaLe8QqQLHA6/+z9huCZ6TU+jdyb8UypFKMH0Q+PdiJTOxIQyx+MjVpI2OutiS7mHoxHdi6PFD16AwiYEByccfkjrCo+jn5FRdaVPebNxMQAb0TqSHyWJ8NvrC/rW7KiT2OgOhmyh6LfbIHZwARAlPe98xtT9vIRKstd51NanQ2TgNrCsdLRXgnvrWKGBAIF5OyMLNZ6T/j0tGkLNzqEl6ST6mbcuI8EQHdoyySKKduebvgjTkWwZ+tn23hUDMpC7eSGeMO8Yujpm+j7nQ+Mh7ItUes/J0EYZ8mDkSqw4R2Va343qGc2rR9rrxuY6rve1N93d/fB+atTzwnhOwsDSu6uvunNvaqNqqYrG9naaRP0Te6uM3qRL8xMzQ8S8mpXZma3bD/JPyJ8lNWx8I6AM6eDdvbO4atedWP1pYO1ZLQjopBMz+kVA7NawxEMzM2z4qq9qpfYPDbC/hT+0AAACAASURBVEO9feOrWkLI2uTYsoAkhu2VhTXWYyRP9yyJR+f5XgY4aHBIYyxw3FkaVSr6Rhz0iIny07aOZN6LTDZgrWU2dpZG9jhLhBxpe2GoV0l7waiFF1gNwm7ntR6M3eJrVycHe3sHJtcsmt/HPOaSj3sgmsmfiuk9780aWx0UVo/AQGz4wH5Vs2cV7i6qOr91qpYsRbPl5fYpxBq87XJfsKE2Pv93xBBcHW+MdSqUVdf4Poloa0LbMTA7B0KIoxPZgTTkACg3GbJyEwsIiSo0RNtKEgz7+8fu4qCt8QlRkb1NP5679BOfIhLl0+sLU2Oqvt6ervbmmuJ7IXimfIIQ/UT5Wfpaf29PV3tzbXFKKJ4W4pUcuhXqYh9RjG+cE5/OJsin1xemRmmh398LhTOHR4b/z/yfm9/S4AK7UtZ+6AYKToYWj/6mD6P+Z2D1CsiBQNv9BH9XpZKIg4XVa0n2QzS7CBEi7IF+rGRf6zoiDhb7CPsHJ8EhUBEr6H+98rSuI936nnmvdUPfX+DJ8Xbl90xWcem+unBcYNu9FXj8vt4o/B/zf3RTFed9cxU2XzO3wmpr2sm7LYd5QuV/FL151vvae8ZG6z16gyacfWaEiD8GrHPx7MJGawq9Kxcmml2ECBHCGK284H+2aIjjrWoR/xIcD/uHIMHvOErEmK38kor/UY5Nz81NDffIH53GU2VqPU1gfG8W/9M3Nj03NzXSU/voNJwuUzu0OynUxWEM6B4ggt/N9yah5Y9OoaNCO4T/s/yHtd7irMohR0oEFjoL8qpHD//F2f8YtFOdHzJOIwK6X8iu4vgavMPY/JaGgAjH77fzHNIu4ihDO9VZlnEGEMH9ogMesfktFREQPUWzixAhwib0+sMjFCIcxR7D/sFKcMBURAgbfS9OsUrA/R+0Lerpa/mnWdXhfuZrB9TFwWOj78VpVlH7ofZGCAdrFyFChAgRIkSIECFCxBGDyNpFiBAhQoQIESJEiDjq+F9i7Svf8y5fucL1d79h6oBf2hYhQoSI/12sfM/jDrZitBUhQoSIPeN/h7XvKiUn0PpYTUDW16P4oFvul31W2HwpWLuo+PQsJflJ+c9Fq7M8tIsK2bO7d5985LuWcpfzvoNvhJCdBYUsLdTZ9EGJfx8GzURb0VUf3q90rTYlMb8Gx9vG2ys+Dh2kstp0k/G5U8ehX/j2JNrHHRHQP+Pbwr9XMKpbG6p7fNb9332liROUZG42XnXaryFE7A2rTTetvnK9f+wq809wB1uMrLAj2vZV2Iy2u3OdxfcvRZ1Pyv7ya0Vvde39/UuRF5Kyq6yumaBdGmgoenDnXm6r9Vdi2Fhoy3/QwDjHbV3VWFlRyf5rG+d9u3NnQSFLC3E5YtH27VVvvkhpT7C1GbG5G96Xsx2ZYLsv7E0J9kXR34BDD9T/DSsfJv5A1m4w7HelRr/WV3AWAREecHw10AK6pd7y5CBA2566+TPHB8+/619YVJXFYlDBwDbrmi9GS/sXFlWlcRhodQ3OS/sXFlVlcRBU8ItPpgNphBCin+6uyotB7m8R/zvQjLTKnp1DBPPHs9lYariCeO4zx2fw2G1EAvOT47ax1HAVIVKwXQFstKZQ32jYUb0JQfgXD15c7pO/Sw34tw8i4MJyn/zdvUCbBxQ4Zoj9BwE78ds6+p1gDmqp4SpgJNf3JQ8I+rW+grOACGhftP2UHIhoi9Zstme4Mh8GfPP7thnXXJjPCX75Sst+dXONyccRT2d/m+b8EAcThtmqGLb3jpUFWj+N8E59/XR3VV4sAsbWHJloO9wqexaJwBcp7Qi2tiM2d8P7cLajE2z3hz0pwc4o+huwv4xpE/8VKx8m/jjWbhgqku7Nb7e6stx4ln+iP/Ovtui2tnbJaEmgLdauaUtDvN5oPP5y+es1cM7q2jZfgxvma1eRdQ2Qce0aOpmuWXWw70ZM2GhJOUqsnRBCxkqDHMsBXG2UBTrG2veF2eoL4FZgPON2pVdWM/ivnoDM/FL30QLz+88HgL0HgaPa0e/EbxnUVleWK3ewxagvtqOtMGs3KPOdot4ObhgIIZqR4ihEwJNvh4zXJM5RRfS199EIiCfeDTHu3lEVhQKGFg7ac1KaflIWCcj0XoMiF72TpI0dPYpeCpUprjbIxUZLylFi7YQQMlYWxMva7W7jACK23ThiwfZfwAFH0SMJ0cp24A9j7YbZqot75CW7o42Frwte038vk08hAkbce/26qGXC1tehNltTbbD2uZoYwHjzV2zna2MQr1Lfm5+ruYh4iXGtJtb0Lfq5mhgE1n2x9Cd2LTs4gEbM2GrPOGqsffJT2L5zwKTszO9j7Ybe5whBZWO/pTM78D/C2vcRBI5oR78Tv2dQu6ONheZg+/rlndMIiOGprwvsi7bCrH20pKCTUY+iaUsHxDv/rHNfQ4Rk6hoh1De8EW83r9kzDJ267Mz1xrZ3JxneO1YvH2Pt2s9URdlaEdxqzzhqrH1SFrZv1n4QEdteHLVg+y/gf4C1i1a2B38Sa9cMSaMAEeLyamprGwZoTqqd7y5Njw4OOpdc2DJp57HxhsW6K4AIT7vt237Zas8QZu2rTbcsZpRSggjpbRpCVptuAVpeAzReu2nBtJQSQOqaZQf7b4Q5ou+ZLNa+ofqcGXnCydkrIr1icJ39U3VdVpQXuvhflfaumPaTtVON90NcnE5eePa5qrBWxdPNSl9NGYVKxSJZVlaV0eiYNhCim2wvKysrK6tSLhMyKQuncoBG3fTmYdrjMsWSOTvq1oa/vizuZtS6bqnrsqKOO7n4XWOINSkLo1i7Rt305mHq4w/MNrigWxv++qLE3K52qvF+iCuevPjsc/Vr3mERsthXV/vlWTQCxuXV1tbU9y8Z7+fxxt0Fxcf0kj7dpqr8bvz9hile5iJgCE5oF3tlOcmXr2e+76p9wnKDDdXnzHMnnJ28zppaWu6r+Vhe/rG8/GO5rIey/eoveXn5x/LyxiH+RY0NVWVmpJez8/Gz6TKzTLtLfTUS+SghWxMt0scZT8t+snWtXeytyLlz5XpmcVfNE5v5hm0Iy7Y/0G1zBwHDuqryYbTPcb+LTxvGaa3vLig+pJf26TYHy1MumVRuWB/8/DDK97hvDOOnHHbniTac2rHSM31lqDIj4WL0mbA7pUrL8uoN1eeM+Jjo0+F3SljXdhcUH9NL+3SbqvKUeIbUHAMU7oLLkTgGpVsb/vrSPAF2l/qqJfIRa8XbHhEvDIt1lxEBHYi2jhX+jrz3Qb7WR6S+jDi/3fHQ/spA7fC7kDvNa2SIxdotMVt13mZt99b3TBZr555Q1E+5whrRTjXeD3Z1OnHxWWV1YQ1PWHIk2JJJWTjQkbLwYRorUloHW7KlrsuK9HJy9mdHW4GIzQULZ7MzifAGWyrang8OjEx+bR1trSYRBwQMYYWd+Z7y920LZGemrSjt+p3sLwOrzOoq7sDCIYmlEoggh3EoinJmmb1Fb96ZbmegNjXzOSMhJupM+G2bAYPTytx5k8/u2qX+qmcflDtkZ6atKPXqzZx69RYhhGhGv764e+VWboPaNkHkzeDCIzWsqz4/jPb19IuxiNCHgD+ItWvUbbV5sYgQk/O5qqr+1zIhhCzI49H9mmxocWWqLecUIEZVTvMUKhpWp4ZGRof6OuT58ScAERz4DOzW90xh1q6UIIKPdNj8L4OvPZDa61FKEJB1baDQA9Dt1S8jvfZm3Vd4DNG14Jd1B/tvxHJEdPZa+TsJMOJN/6pmvjXLB8HzzaDxZ/rxj+Hg96BxfHmxtzDcXNy/WJeI8RUTW7trA9LzAqFEt9b/5hwC4oM2jZ7ot+cbU90RMFE2tqElhBDteksmBOV2r+qMOeBhRe0dH7/o2FOeCOj3bthACNFNNmeecwPGC1L68Y9haBTrdQSjCnZSFob4sEJ+28c/Kva0ByL4SYf4Kld1k82Z51yZbyws1iVggmxia3dtUHpecN16vkdWXpIZgYDns8rLP1YqFgivN270lyb4IiBmFhaGUnUCPC3zG4Ibmp853njxvWp1a1VVEufEaHnl7ySEiCKqJW9EjzeDhBDdiuJFGAJiYvX0DhVz9DsjZWchtlzNV+C78vcNxHBjSz6AnoWDhGyqvtwNBUTIqa6/cdL/QmL4CQQMfD9iMEvmgxeKVatbq6rSOETBfMM2xKaqKjkUATGnuv76yYDziRFeiBBYPGLgDgLaYWmQa/x7xbi680UEImBq6+ZGX2miDyJg5uvCU1RhhkRJiHb4XbDrpWLFuLoz/ywC4j3qq+7WdueMNtwW49AzIYTMVp1HvPF12UA0PdnedH1IvpK6dgEhyXjtJF06IvneX5LoC4iQWfj6FJoKM7gGaKMLbkeyHNTCZHPmWTfT9NkcrLobggiYU1V/40TAhYSIE4AYUEwbVWhEljCsTg2Njg71d9Tmx3shAjoWbR1i7fqfOYApLZxvr+p/5iDepa9RC+3XpHLJeQ9ABPcL0kE+qXZ/FYRktG8SIszaZ6su2K69ZbF2zglFCcsT1hbrEiGhgnLPaOQVxZFgS7H2hzL5HW//6JjTnoDoKx02cAVboh//EI6+xiQQwbjEG7E5pWM7G7E/iXAHW7IgT0C36zLV4spUW04oIkQboy3nJOIAvyGssKh4e8MHEVyzpUVB5nKvqw30Yg1XYOGQ5HmDpRIEOYwjUZQ7y+wtevPNdPsDtbGZC4B0mPOmlcYdMDisrObOmzx23x6pvhkEiJBS2ZDlczws9owXAuKVuv7aRCf3wIggTwTEm02CnyLksYWtkWqHpMEu8cWKcXXni7OACHSEPhz8QaydEEKGpT5MxrP89RpzvVzTloaAEbIpznt3Oh/RfuNxNqtGterAy8n2sXZWweaI1Nc4x5QSBIxils4Pv/c10gilBBAjWfe99+FidQfSiOWIjKxd15ONcNJY+zlVEWEukR+W+pjjy1rzbQT8q3OHkPV/7pjLgXY6HwkuAAy+8UC8TMe3lcYbgE6mGyY+ncn5SVliUhaO4J3RtmQghJDN1nuIAaX0XtlSfaI5WwxLfc1JZa35NiAllpG1nzS3kQoYWCK037ZUf9ls2fV/ksHuYRGi7X6KEPJBbfxfQW8cLDyGCIl1i0S32Nc2sMKZ2/gNwQlNWxriQ9Mrfuv/3DEZXdeTbS7nnZJFMN6ImKmKQoTsHnr9aet7pkt+H28nup5sc9HwVEW4+eWNgQJ3hJDsbmosGy13EQONe5uatjQEpmTJtt9GZRqCDBS4IQab204BDKJ9wSIIjBb7exQMGP9H++MxIAaVqYnxsRYTjCofXDGQkRL/Y68ZP0WE4DI1r90tOuLRDreedT3PGEPe6XyECLkKg/GmZ4x9Myou0deop31MZEjNN0CBLgQcyXJQS/WXmRziV4E7IMOoKaYNa6ERWWOn8xGd7D0ismoGHYy2jrD2re+Z6C8d5uxg63smBJiubXc8REA8fu2Dcn5jdazmznEE9CtScSzFbvc+D8nuodbMhFj7XI0dpJ3F2vknFF9YW/8n2VwbaSMs2RtsKdbOiLapCIGlo9Q1VrAlw1JfYCSBW4hgirYCEZsLLGdzKIlYBluy/PUac/dG05YGiOEVxmhrNYk4wG8IThgUuQh47EbdrI4Qsq0qOoNA7/DwBRZOSdgzTiBrOB5FrbLMnqK38Ey3O1Drep4xSAgVEPgDhlF3Fla2HpGg3dVlwQjemW3UKrj+Zw4ieCU3zukIIcTw69Ux4YIuwQwuMNLREj8PlvkBjeY/HPzRrH1SdobJWggx9D63evfIjMW6y4AIGFcz5+i5EPax9ugqBnEeLPRksvZoJqkefOPJJNxRrPveePCy9v02Yjkieq19Q1ma1zxjIGRn9ntuBAJerJ6jO/UqMm1cGtbGeoaWdISQ7Y4HiID+95tmdgnRzs0tcfdCYVIWbn6k2fqeCWbWOPjaI6+X+TPzpGJXaWva0k2JRCkBZIk1ahSLUSFDtwH8S1Omdk2W3e54AIhg57AsQoywN46VBpgeLfjBZwhOLMgvsV+xZ2qM1VI4IpiXzna7shAw6W8qeq80Xo+o4H7OpWUqYcgEiBeMLanLgpk+xuh9QR6HlpLZYu0sQxB1WRDTcCw7soPAsNQb3Y77+flSf15ugAjPew2EjJYGAkvlw1IfdPWif+nn5YoI+LzXwGd3O1g7r55nqy4w505fvhMCrfLZ6gtMB1bmO5nNQcZKAk2sSHiAQl3wO5LloDRt6UyKrC4LBpbiTYYT6o4Di3WJiIAYu6doaz9r1/a/9AopHuGsgdD2vzgR8t58TVXkxfJDQ/9LN+Q6SUzzI+vUyz7aBgKsfb421p6jD1lr7XwTijesbXc8QED0syss2RlszRUyFFgzlBlsiVKCeJwrCdiI2FxgOZtjScSCz01+CmMyWqoi2vSkajWJOMEb2bihlCC4vuqn/1fXkw2ImN8nEFg4JWEpQSBr7CGKWmeZPURvGzPd7kA9W32e6Tl9+Yh4gz9gEEI4WLvliITtPl8bh3Cvld51W2q4gnDLtLq+2nTL9CogF4QzOP9Ih6U+4OZFW9/vuBsCGs1/OPiTWbtekQuIuQrGIsvy16tCgWN3sCgYEME7r9ee8wPMsMna+1+4IPiXjJj/RSlBhDDZJCF9L10A/YtHWdcAwz5NEtL/0hnRr4R1DRDPyCYtOjiQRixHxKjvXO9/E+mCrpHPK17G0Dle15ONEMBs1wTdaMkpei0t4FmPjYrApfrLgH7vRwghM5+j0tPTETDz+xYxKHL9zc0L5oCt75l0ItH1ZANyi+U4a2dbVjdacorekLE9LFaIseGN6rIgxKwu2y9ucRmCE+wVEUKssuZ6/5soZ3Q797zyRQyTtRMyUX4K8VjBgIGQSVlYkvCmISFkvb8wygXcIp9XvrxojvvjH0K54z57Ldl4zRZrZxti/GOInaxdKeErmFaXBQNL5UoJX/Uzt93tYe2ER896RS4CmhJIbx4i0JSJcpUUxjVAE51SlwUjsKXmGaBQF4TXkSwHZUGRxz+G8rB2G91ZY1dVFIQIuJdoay9r32y/72IqU+C4doV1rf+FC4JTvuWUcX7B3mrS9z539oq++4BGQjACBic8ePC0yeLxdr42zq6j6Szr2rkmlEBY042WhNJVGf62wpJ9wVaQtTOCLbWb5M8XbR1k7WzLOpRE2HxOr8hFBItoe800BKtJxAfuyMYNC9ZOdjr/Mo6XP7BwScJUgkDW2EsU5cwyDkZvWzPd7kBN2YjRDCAKBgzCwdotRmTD7ot1CUzWvtx4ncna15rvMIqarGAjg/OPVCmx/w3JA8GfzNqpJyHWsbLU47uQY6803kBAhEu18w48C9lk7TudfzFTL7WgadxX2un8i+2v1GInfY2d/Ha7sjg3kg6kEcsRGVm7YaI8HDC+alZHjKWfVI6n9gTZCwWG5WV6EmjnWjIDqJjrnKsQPBhiozUFEfP7dD3ZvsUj1AS+8fdC9xMmK7WXtRsUuWC5bk2LZcna8x1j7fSw/KlcYmNYrBBjwxvtYu18huAEtd3/pJtzrd0wUR6OEF9Nt8Rm7dR6Caa2biglTg+FT9E2TJSHIV6iW7phR9zf7ngIaCnZYbJ2y4UNjUZDeFg7cP6UEC6728HaBfS88vcNRIjIb1P1y9N9wTm11UxLVv5OQsAISZuqX57ug873zNc4WTv3APm7EHCkPbN24RFxY6XxBiACXqpxMNraxdq1I+/PnCvnPpJGO1J85qzlNeszA1YabyB4S9mbs9ruJ/QjHPvP8k2heXksy82FR2Rk7XwTSiisEWO0pcRwEg5LdgVbK9aez8PaDYpctFwtNkfbfbF207DsSSJsPketsEZaRluHWDt/ZOOGJWs3j1cgsNhg7QJZYy9R1CrL7CF6EyI80+0P1MbXSMKNzaCT7YBhi7XbsPu+WLuNDC7M2nki9OHgT2btZLEuHtm7tDNVUTbrELRjpeEIiD6MD3PYgs0zZKipGGQu6ut/6Yz4jNqZ3PqeaS4aI8YlH8Y15lFHfS9dgL7PsoP9N8JuzsjaqZlgTs1JgOerZgkxnumLZyvNK0yLdRmlY4Ro2r/SXG+1Nc3dVrCmn2qSbiTdaV4jhIwW+yMEBPiz3g2xl7Ubv3Jyji0WNfr9sXb2sI7Zulfb/YQRYoS90R7Wzm8ITiglCKw2zRqjAhCjJQSLlobenkD08/dnr1twy2TB26KNLfHHfaUEkJWrDpG1z3yJRIToyinTMDRtaRIl4WDtM5+jEDC6wuqnPHa3zdqF9Kz5keV5vaStsbK8ouHnDPtUAc2PLM9rJW2NleUyy2tWaZ5/gLxdCDnSPli70Ij4oB0rCwdE8LX+1BEv7DpDRjf5KTqoYMAc6vVTo+od+posOvA169qIeodQ573g6XLzZ05nq84jmGq9ecBXIbMgjwe7SDuTtfNPKN6wxnLP1GM2p5I9wdZu1k4dyo7nKjij7X5Yu2NJhB1sKX6GrGj7Jdr0dGEPaxeIbNxQStgbNWvNt4wFFbyBxSZrF8oae4iilllmT9GbCM90B1i75keWx/WStsbKj/YGDAsrW49I2O77Yu02Mjj/SGe+RAFiFFeEPhz8Yax9UhaOcK5iyrDW3vBDQzkQumT9ME7+eXmc0JkhJmy0Z7gjIPN8dWGst9xFOMf+nNls9XlECJIOG89mm/wUYXwNnxCtMt8DEkxfsDZMyiJMgmmV+ceQdS3c9Oq9VinxwHj62vTnSMA4uoplj43wqaD1Hl2IT62mhL4b2iW70/KbngjoUdA90PBtlizILyECYvCDmi5FR0VaIFCf5d5svWcaOBkt9seztj71RlUBml6CnK+NBcSMduZMVpeFMEvW2HFkvSXZ/MbtgjweARFCHlR3KToq0wKQ/lq4+kMwszTNdoXMestdcxnoZmtqoHlYJX54TnBYm9/S0PxJCGFvHC3xYxRFcEPAEJw/V5eFIIL77a8LOkKIdroyDhFSWze0Wq0iFxBDjC3d8kAEy5bWmu+gxalEfDIBhr41tuQJiMeMLY1IfZmMh7nSry4LRUD3WybJLlFL+1ot75MkyxDU69TMthl2tAgCSw1XERDh2IXcqqamyr/CnAOoQrKREn/GPi8hxq8SIuCx89RPw52prX8eu1t0xK0dPj0rJQjelyWf5I0t39o7e5RDU6uM9AvonZj/qZa61se8Nlrsz0w8hPAPkLcLIUeyHNR6y13ma+7D732BpXhz1hcakRA22jPcARESHIi2YDn1ZqsuICAddLTqsnN47OKDl69evXz16uXL/Ce3zrifeKuirn04Bx4XH1CXXr2UPLl1+tiJImo5fbvjAaLT026j4AvyS6avVE5/PocYK+c4E5KHtS/WJdi30k7IRus9+q0kgQnFF9Y2W1PN0XakxN8yE1nBjmBL1B9CgBUpGfSOFWzJgjweEAFDHtR0KToqUwNNiUcwYnOB5WyOJRGLYGss2XdmRNtY8wk21pPIGgKG4IZSgoBp3+jDQRbk8eD9ekBHCH9g4ZSEPeP4s8YeoqhlltlT9LYx0+0P1EoJ4snL+eVyjjDHA0srW+dNQbvPfIlGMH+LYan+MrOQfbnxOuuzNlYQzOACI11quIIIiO4Xcquamir+CncKYBZLHzj+MNZuGCmmdgl98ql3hbRjJREIiD6x99NivMHlav2CXVux+unKaERAP+mIrZ8u9VUV3QlEBPS7XiBTmKI69SjMKIQyLDUne7qdzXyTf8MfQl/0Mc/+MSw13/V0PZdZmH/DD0Pzra55uJ3LfJN/3R9DzPdRU4758tQeGuHE8kDVozOIgAHJxR2TOztdWU7GXeDQV4rmp4Bo+kjTastdZ9MesfPtZuo5dLP1HiJgYNIrafYlL/DM7rG9kNabx3ybdv2fO8yUp53penfLFxHwdEa5Yn5luLHwmhciuMbktYxrFvtkD84AIgSmvO+Z0xNCVluSXUw71863mleoNt7e8gNEoNt4fe0EILrE5LWMc5KuRaXswWlEwMC7xT1zeurMGYTAmy+l2XFe6CEwrJWBquyYY4iAGJpWLOuY1BJeb9xWN+XEHQdEcI/OahjlX3MQMgQX9HPyK6aPt7vfvJmACOid+LZ3eacry8n47yGvFM1PEdDyRRy9IhfiuEiKlUxo7CL0paL5KSIgXpX3/yhJ8UcEjMiq7J1fGW4suOyBCMfi81vUGkL0c/LLrrSBjt1MSkRAPHn5bS/3WFiGmJr8UZISAIhgbtsTEN3jX7SoNRxBYKMr64S5jOFC1ayBbKubcmKPIyC6sVS+0ZV1wlzzcLFq1nzWkLXdrTrithi3nidl4dYlFnFUypiUhVkXYFySL2yrm3LiPBEB3aMspbYYINUMXxcCjsQa1GKf7MEZBMSAlOKeue3pHyV3AxAQw7Mqe+dXhhoLEj0R8NilFy1qjeCIhKGfrjyPgOj7fsTWT5f6qotuByEg+t5gR1uqx1yFnkxVnLXSHl17PVV51voS8+Uc3UT5OUS/W0WVZZmnnXyyuowpnnoA4ySd3KzdbtK+PFD1KAwB0f+uMdpyTCg62lqHNeMBL4gBN1+9y750HO2JtoLBlmhnut7d9ENAPJVRrphfGWosvHoCAV0v5rWMT1oFW7LactfFpEyn23S0FYjYXDKxnU3vQBLhDLZEO1oaAYjgG3s/LeYkulxhRFuOSWQFIUNwgdrbBN8bb2q/VuXHebgmVE+b6DNXYOGSxFIJRIjDOBRFObPM3qI3/0x3KFBPysKt5+kl3oBhZeUN7rzJY3f9bNebJB9EwJCU4s6Zran2olt+iID+SW/aJjVTHdLkAERA/5tSBe+KJo8tdqeFR0o2urK8zGOk88ph4Q9j7YQQw/bKwhr7kW1naUTR1d0/tWHro3sHi42xToWy6lo2qxJlZ2l8aGR2k3PLdWdpXCVwzfo+zeRPxfSW1Q8da8Qu6DdmhoaNd2pXpmY3NIYyvAAAGUhJREFUmG3sLg52fuscWmKUy21v7xi25lU/Wls6VEt2voexMjfH4D67M9OL+3Pt3UWVhVj7xZ6GZYn9eaOgIbhg0MwPKZVD8xoD0cyMzZsTn62WJspP37PvVFmHZbIh2f5hHQS0q2rF9w7llB3Ob/1TfrtzRBtLcGtHP/HpbIJ8en1halTV39vT1d5c+/5eKJz5NEGIfuJTRKJ8en1hakzV19vT1d5cU3wvBM8wKjfskVqoC0Gj2TEornEKdnfooKLt1WzBuj87YdhaGOnvH5nXsJyFK9oKYHmwqWdmbzHCRrS1DGtG9xx0JCwddLA1iqU6etF2+HdFW6quvW9naaRP0Te6uG2lUAdikBV4s8a+o6jj0fuAZrp+ovwsHeaMzRSnhOLpAwkY+7O7rbb3lMH3Y37H8Oex9qME/VjJqcM9T1+EiEOBtvuJXadfiNgL9L8KPKxXZ7e+Z95r3dD/euXJd+2AunBc4KPWHacIo6Wn7HzOFCHiwGH1Nup/Ewc00/X9BZ7WO1db3zNtlImKsA2Rte8Zo5UX/M8WDdk4E1aEiCOEjdYUeiMvTOhgUBH7wkbrPUAEv5vv/+kbm56bmxrpkT86hafL1HraBH5Jxf8ox6bn5qaGe+SPTuOpMrVDazRCXfzmEf0OjFZe9I94K0ZbEf8aevPQ1nvA/wUc0EzfaL2HgOh7s9jUTO2j0/DbAsZ/GSJr3zP0etH9RPxh2PyWigiInvfbbR3SLmI/2Oh7cZpV0On/oG1Rb7p2ilXrybh2QF0cAn5zdxYQo62Ifw/aqc4PGacRAd0vZFf185a+/zdwQDN9oy//NKuo3e93Boz/MkTWLkKECBEiRIgQIULEUYfI2kWIECFChAgRIkSIOOoQWbsIESJEiBAhQoQIEUcdImsXIeK3YuV73pXLV7j+7jdMHeoxryJEiBAhQoSIPxj/y6zdoJloe3vF579+AN5/cpj6hW9Por2PISD6ZXxb2OM7LgbNRFvRVR/gU81qU5L5y94CbTig3l1lvhfrTUTz37lKm6Rdt9xfUakQOjlrXdVYUVnJ/msbp4/e2J3rfH//UuSFpOyqXyt8StMuDTQUPbhzL7d1hucXJiy05T9oMB+/u65qrLTs3dy5FXYWFLK0EJdEG5/x3T+O6hRYbbpp/rb5YWN3sbciLdjZz/aXjv5UrDbdZHxrnQnd2lDd4wj3/4ETQESIEPEfxx/I2g2G/S1I0vdrRlplzyIBMevHwX054ujgKA9zvybcaL1HfcRuZ7AoBHCvbEwz0ip7dg4R+FSz1HAF8dxnoc+H70O9+rW+gghEQHzQYfPjGbql3k93ghBsPEWMlQZZPw8Y1bPZnuHC/He/fKVlt7q5xuTjiKezv01v2TSRYbY6Bpjf7h0rC7R+GuG1jX66uyovFgFja2x+oHV/OIpTgBBi/BB6pI3P0x8QZrsrn8e7AHoWDv6O7v4NLDVcRYjkmK7LffK3qYEsXxUhQoSIPxJ/HGs3DBVJ9xN6Daq3jPvHygKPXi4/CBzlYbJl2wNmq8+j26tf1P+s9FbUDOz90ytjpUH8rN3eNhxR71ZXlhv3WjswvkFuBd3W1i4ZLQkQZO0GRS74JL1r7OhR9FKouOdq5M0GpcQ5qmhww0AI0Yy8j0ZAPPFuiHH3jqooFDC0cNCu7+/pJ2XnEBlMyKDIRe8kKaPzyhRXGw9UGy0pv4G1E3LUpsC/A0Pv8/80axeEUiKydhEiRPz5+MNYu2G26qL1B7ccuv8CM3RPys78F3P5UR6mpWx7aKH3OWBQ6diBiDP5KWzfrN0R9e6ONr5+/bqA/nuRfBoQISK14HVRy4StLyhvtt4TZO1j9fJRVt3LzJdomjePlhR0MmpVNG3piJD8zzr9Dyt/JwHi7eY1e0ZBdOqysOuNbe9OmJnQWL18jN15VZStXZCt9ozfxNqP0hT416CUiKxdhAgRIv5k/EmsXTMkjQJEiMurqa1tGKA/daCd7y5Njw4OOpdc2DK5JXx/JCJgXF5tbQ11/6QsjMrlGnXTm4epjz8olkzEY3dB8TG9tE+3qSpPib/fMKUjhBDDuurzw2hfT7+Ypw3jzM4M66rKh9E+x/0uWlywgnapv+rZB+UO2ZlpK0q7mpRTr94ihBDN2Nf8lCs3cxvU7Nu1890l6eeDgiLvsMa3u9RXI5GPErI10SJ9nPG07KdRdAeHSbRTjfdDXPHkxWefq1/XqoREtxrKfHdp+vngwMjk1ybRFvsb6uvr6+ubVSuEELI00FhfX19f3za6wS2bYNtWZl3sq6v9/CwaEGPzamtq6/uXOG5d6aspo1CpWCTLyqoyGh3TBkJ0k+1lZWVlZVXKZUImZeEUa9eom948THtcxlSNbm3468vibkYd+Za6LivquJOL3zVp7wpdQyKoXiEYFuuuICA+7bavwmerPcNmnT0Ts1XRvLx5ROqLYOp4u+MhIsTW2seftUPSkNvNa2SIydqtOz/PXx5jxNb3TDZr31B9zjx3wtnJ62x6xeA666dcmifaqcb7wa5OJy4+q6wurBFwXmEbbagqMyO9nJ2Pn02XGbvdGKh99/Yd9des1hJCyPyPsrfv3r191zRKkX/D+uDnh1G+x30tg4E1uOXUrQ1/fVlC+xfvjBbUgCNi0KxdM9YgSb52N79hlLVJ5WBws5T3w09ht99dUHxML+nTbarK75oCKk+nO/M95e/bFqgYef1O9peBVfOI+ZxEtzb89UUJc7pqF3srcpKvXMss7qp9IrJ2ESJE/Pn4g1i7Rt1WmxeLCDE5n6uq6n8tE0LIgjwe3a/JhhZXptpyTgFiVOU0T0GuRt1WmxeHgDE5X+j7J2VhiA8r5Ld9/KNiT3sggp90yEDIRn9Joi8gQmbh61NUAYNESbRD0mCX+GLFuLrzxVlAhNRWKutph6VBrvHvFePqzhcRiID0BUtsD9fcDEQETKloyPL2CosJ8wJEuFrXJ0/EY4HhwZ6ACLeaTN+tXJAngPt1enwIGF05bSCbqi93QwERcqrrb5z0v5AYfgIBA9+PGBwbJiFksS4BE2QTW7trg9Lz6Mg+xoI8Ad2uy1SLK1NtOaGIEF05bSBEv7s+8vEi0k3pt5d+vgpFPFY4yC0bT9s8Zp3vqSgvyYwAxOis8o/llYoFjrt1a/1vziEgPmjT6Il+e74x1R0BE2VjG1pCCNGut2RCUG73qs7I2h9W1N7x8YuOPeWJgH7vhg2EEN1kc+Y5N2YduX78Yxj6PWgcX17sfR2B5vcIBdRrDcPq1NDoyFB/hzz/0gkERJ9chcZOlW99z3SEtc9WX+DlzfqfOYh3W4wMh1povyaVS857ACK4X5AO8gq1O1AQnNG+SYgga5+tumD7fQM2a1/5Owkhoqh/VTPfmuWN6PHGuCzMp/nFukRIqKCcN1qYkwnYaOXvG4jhxm596NVog2by81UnBHTP/qGhCKZ+Z+pLAt6Qz+8SQrTD74JdLxUrxtWd+WcREO/xzHkeOXWTzZln3eixCM1oIQ04JAbF2u9l3DG/3uB8u3mFuuZYcNtUVSWHIiDmVNdfPxlwPjHCCxECi0d43H6jvzTBFwExs7AwlOpaouTpdFHx9oYPIrhmS4uCzPVjVxuWBJxEN9mcec4VmW+jan7m+MDF4sHVrVVVaawTiqxdhAgRfz7+INZOCCHDUh8ms1z+eo2xXkg0bWkIGCGbErof2KUjYYgnM9qWDIQQstmaChhYYiy9GHztgYCJdYtEt9jXNrhiGC3x83g9YLxT++MxAgaXqQkho8X+HgWMC4AYVKbmk0FdFgzondlGLUzpf+YgoNedxjlqLb+/4BiYdvKXv15lLsRq2tIQIaJiihBCBgrcEUKyu6lVt42Wu4iBZWOODnP9n2SIlxup707nI7vT2vLXa8AWDRDDKdGIUoJMMyklRtbOJRt320Jm1XY/BQzhVzAhhJDBNx6IlxuMS/ErjTcAnUy9Tnw6k/OTWheclIUjeJtVcw8xwFR8s1SfaGbJw1JfM2Nea74NiH9RNSdCXmSFnc5HNBE5djarWrXqwPk3jrH2ueqLvLx563smBEiHjX1vdzxEQDx+7YNyfmN1rObOcQT0K1JxVexs9z4Pze6hFkUFWPtcjR2knc3adT3Z5lL7KVkEwo3GFUL4Nb/+TzJestN5+W2k68kGPPnW2G1FOOL1xhVaLw8AMaOdXgLeas+gD7wZKfE/xgoGCMF8Lskr51L9ZcYZMgIzmtf3HBHDWCVy6mXfhoEQsj0sPQuI8KxHRwjZQ3AbKHBDDDbLm2Kjbm2w8Bgi0AF1YMXA36lBkYuAx27UzeoIIduqojP0lhSvk1DqNLN2TVsa4EPTa97r/ySLrF2ECBF/Pv5o1j4pO4OMwGyseLZ4x87yfms6a652ZdU+jpUEIvxlrgUelvqAm5evnx/1d9wNAfF5r4EMS73R7Tj9775eboAIz3v5Flvn5XGA91rpfdylhiuA5tX11aZbgNe+LhulA8vxIc0w1GXBlszY9L/2D5PiJeB/v2lmlxDt3BxXxQkHJj+FIViKhnCSUv3+WLsts9rF2ik6HmV8v3PreyYgQnaPjhBCBl975PUyf8ZUDVNyTVu6iSUrJYBeRaYaDMPaaM/Qks7YBr8XWWOx7jICIsTVzDl6ko5DrH2+NoaPN2v7X5wIeT9iIuWqIi9kGsXQ/9INETiOttH8yDr1op+eE/ysfb421mZ5DLFca99QluY1zxgI2Zn9nhuOCNRQeTW/3fEAAdHPHucVsNGGssTcbQQgXjBp2KDIRTQ91i41XKEZ/LDUB1296Cnv5+WKCMg353nl1LSlM1g7/4zm1YBDYljXtQ9LfRHcC37tLbipy4KY1rdZOD5WGmB60KWVyN0pIUoJguurfvqXup5sQMT8Pl4nMarTxNoX5JfY5xeJde0iRIj4L+BPZu16RS4g5ioYi5XLX6+iUJmHI6xdXRaMkNVlen9NKWEuADOglIDdlcmEkMW6BCZrX268zmTta813AKnNYL0iF8FyfNdoCcc/hB4Aaye60ZJT9B50wLMeVikxP/SKXESwFM3E/PbF2m2a1T7WTi1kUqdTz3yOSk9PR8DM71vEoMj1LxmlfyXI2hksWdeTDRhgvo8Jx1g7IbuqN8EIiCfzeu06rsUER1j7vDyOhzdvtt93udLAZLj9L1wQnPIZIisliOD8oo99p773udOJ6OQHNBKDATEo8cGDp03s/a352ji7juO0qmtf738T5Yxu555XvogxEjIBzetGS0LpjQt/YecVttF6f2GUC7hFPq98eZHJ2gkZ/xgKePyNihCiLgumd2iIUmL/2wj8cm59z2Swdt4Zza8Bx8Swfhu1N884Z/cS3MY/hjjE2tVlQYiMgMrfqRVrJzudf5knJoeTEEKo6WFk7bqeZxaJQGTtIkSI+C/gT2bt1BIs6zjt7Y4H+2Lt+TZYu+U6lkajMeYDrgvcsJu1UyvrrOOcqaXxfbP2fHYC0861ZPob61xzFbYOMiGEXlmPtFT9gbB2m2a1k7WTjdYURMzv0/1/e+f309SWxfF/ZD19H3zgwQcTExJCYkyMuSGGEAIxNxqJBiMGDGD4cY06CKOiRC8zMjpcRx3REUVQQ7DXMpbrDxzwevk5BbwoFNGWH22hIFSgtHseTttz2p5zbLnemeKszyOHc/baa6+9+z37rL13f21qo0UMXCGg7Lmj72JBq6zKolXtPvNlCp0pFMI3OzsnPUPXvWq4nv0BIKDosT2GCfcYVLv9cREuqigij6Vx74HmsN1q5torENoormdloJSGsI9Wnr6L6ntWbr7xWvl/dtNh1cLVKiSrdt+H5mxQSevUqvCnLxf8c1rf80IK3gzJjA06wavdRr4PzfuA4kCxZaGqXTppi/7a7xn4W2Iwm0OKk+j7vIadUap2bQ/EaEaEag+K47UMbl9EtWs8O1y1B72hESRCiBDVLq2uVsYgq3aGYb4G1rNqF862EoBOPHcFr08ac8N/3sLvX7Nqn3yUS0CuwRacBHb/XHV1UIjJRwcByou8oE7Uql36T5SF1C+P/PX7Mqrd/eppIA1irrMqKeofNmdbKQghrn+UF0woUlHtm278qm6b2rP1m9XTdzEq1S6Wuy+AcKLsxMkX80KIscZ0UEZGerm82Dd61e4/QijHIE8qO9vOS2nHa1DtQnje3d8HEFKvDUU94R79HjIOU7GKbl61tuRl3hyWu4fXZhlfFtJ+L8hqlk85nTIeAgVnlrXQyJBxmEooKtEeotqlt7XA01zPT4AOGaeEjudDgvdsEvTiSrONpHdjudgyIM84pbhzpbcGhOPHjucr/jz5Yy4IeQ+j6vOadkap2rU9EJMZkardYSr257WvZXD7zapds1BJtSs//sy/qAD+1LWkGSRChKh2yXsImXRh1c4wzPpnnal2a0s2KOehzTf/6kmvWxqmsbGm1/+baDcV6W3fIYS1JZuQ0xK4X4w/+FaZQh0yso81poNkde0/KZOAxPzLxvb2hxeyN2Q0WaQLx0AAJeVfNra3Gy7sS8hoVE2lEEL4lbe8L/bMT0eCiezCL+IDibSffvkeIEX9HhchtWHUJ4R/5z5ZV4XIzeirudh5NrNh1D9DOdaUhhzDhHSMEWhn8IIKUqZ4gsL1hwO7r0h20s5bb1aEWJlqv7RvK0A1Pcurq95I29Sfrdesiy+rSD5lSQ8pHTaQzi7sjw+HLC4UQojx+7uUCfqhqv1jxyngoD833mEqAQG0q7q1x9xlqMpAYGWiXhTpsfDq/GaAUGpS2wlHhY8dp4ADIWdpThnzQQhvKmdbaYRu9ow/yKHkguq6uut1ddfrrl+9WJGVtL1emk5f6qoGNlzq84sch6lY/sgzYTgIKjKpbAqprtqdbaXRzbQLsdB5huA/XEqaUd51Z2RFrEyYKpIBSr7RN/zk5ZSW5xc7z8oVtzSlU472MaOabSQtfNx921/sFgKSpGKD9w5cIYAqOxRbCkrHmoKQdEjq89kJ6erpU3p2fuw4Tcj90X+2lk6P1oy9WMzw1zrYNEuDV79BqT+G1zC4We7uAJT2fibsx5rSgErFgKpdqDQNX/UysB2Ow1RCKTeHV3WCRHJncCmLb/z+bgI2//GpY1UI4ZkwFBNwpnPB41nVC2mGYZi4Zp2pdp+lUfrKvOPa0LIQQnjeNe0HATsOn6sqTKGNx35y6GUc+CyNUipIyrUh92TP7Yo0AijrfLPZ7hp9dvP4dgI2Fl7pGBlu/6FoC0BIzK15MhaQeQs9NdvkxIAC45RPvrBdThjIly+E4Z3quVWWCgK+PdPYPfnJ9qq+PB0EpJXf+tnqtnU1nMwEAWkVDWanVL972QAhtfBcVUEKEqT6rUz0NlWmA4T9NYYBu2v02Y0jyQAllVzrGHdHX8337sXOswRQZvn1htqibUiu7V8S/h/g8OTycDxj9/YTQKmHz1UVfoONRxWudz0rC3ij8KGt7ypASC9rebsYapvmNxHNZnX92lpbkAwCaE/V3Ydd1s+Iw4ErUJw4+vFfJ5V60jPZc6ciFSAEXPOP49sA2lR4peO92znUUr2XAMqsvNs/7RVCzHWc2hhs5YSKFy7pGTru1TdOCO+E4RABlHZ39HP/OjPUWn9yJwGUVlbXYg4IDmlOMWyNgbPtu3DdbDMcUMlsUSRLr35ozgHSKuoN97/P2rCjpifwWimtyFTVY6qqPWrRPjts/PM+EJB+urHLuiyWe2o2+A3bVWd+cQkEkPQ+q+Z5IRY7z4KAjPK6O7XFW7FFCt5I9NtouacG/ifvvm5+cQkg4NhT5a6kE4aDkVVa6KnZLnuyQLPPa9npHGqp3gsCMiob+21W/R6t4YGYzBBitvvCThASMo7+5XLVwaTEUsN7eeY7psFtZaK3qTKDAJLt3UJAYsnfJXvDWBpv/6FoKwGUmKcYUDULHbwKAii17Nbjp8ZrRcmbSlsnVoUQ2kHiHGypzgIImacb+6e9QninTUc3BZ6cdKL8OwIo5Uj9wKxeSDMMw8Q160y1CyF8Sy7HfOgRh8szFnNP32vbQlQp2ZH3x4Rnbtz8S9egbTFc0Gpe+M3EVD8/UVbTt7S07Ptkf9vb2dH1diaoSxbedZsHjccDk9R6po1qmLbkGBkYej/nEULMW9/NKiVPlLatpdoRuKanFe8GK5MTzlg3bgllxfm2+2X3yEzcHLIpNdWxkKaafdPePxn1GkUZ3yeH5fVri90dGsJu67/NE/qnCClYa+FCCOFdmBwZnZJ6kMdlm1pQGBLpeX/wvgkL3i9brBBCiE9Wq+r+NNH1+S9lp2bsxTT0eOaswwMDw9Z5FUP+B4Ob+rOlvPah5RnLkHlozLmk7LSfbS0Zn9s+Mjg4Ynf7hHtyzC6/1MUW0gzDMPHC+lPtzH8F77umPVpnRTFxhXfs3h69s3UYZr0RsRqVYRiGEazaGTXGDPnpB+pHNBNYmLhhzFCQvv82NxXzVRHckpJhGIZRwKqdicTr/R0+hDO/B9xUzNeFx9b94HwWQEjMrzW+nv38HQzDMP83sGpnGIZhGIZhmHiHVTvDMAzDMAzDxDus2hmGYRiGYRgm3mHVzjAMwzAMwzDxDqt2hmEYhmEYhol3WLUzDMMwDMMwTLzDqp1hGIZhGIZh4h1W7QzDMAzDMAwT7/wHAZ42dnXSOSoAAAAASUVORK5CYII=" width="640" /> <br />
<ul>
<li><b>Suddenly started commission to non -executive directors in FY12-Rs 90 lakhs! </b></li>
</ul>
<b>However, promoters exercised warrants at Rs 64.33 when the
prevailing market price was hardly 50% of that. </b>This shows some
confidence, as they would have forfeited only<b> </b>25% of the exercise price, and yet been in a profit. Maybe they expected it to appreciate, but still that was a good reason. <br />
<img alt="" height="109" src="data:image/png;base64,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" width="640" /> <br />
<u><b>CONCLUSION:- </b></u>It
is not very clear as to WHY the company is spending on capex again. The
investor relations PPTs/concall transcripts on website are outdated. So
without clarity on whether the capex is being well spent, entering this
company is risky given the qualitative factors. Upside trigger could be the Reid & Taylor IPO finally happening as planned. <br />
<br />Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-26233996135069571622012-10-20T22:38:00.001-07:002012-10-20T22:49:41.913-07:00Mercator-little understood but debt default risk impacting valuationsEarlier, I blogged about Mercator(<a href="http://financeandcapitalmarkets.blogspot.in/2011/09/why-mercator-lines-is-buy-thanks-to.html">http://financeandcapitalmarkets.blogspot.in/2011/09/why-mercator-lines-is-buy-thanks-to.html</a>) when it was Rs 25. Now the share price has slid to Rs 21 and the latest annual report FY12 has been released hence I felt its time to come up with an update<a href="http://www.blogger.com/(http://www.mercator.in/investors/AnnualReport/Annual%20Report%202011-12.pdf">(http://www.mercator.in/investors/AnnualReport/Annual%20Report%202011-12.pdf</a>). The company has a jazzy annual report which has won several awards, so I reproduce graphics from it when helpful. For example, as the FY12 revenue mix shows, the company's main revenue comes from coal trading/mining from its Indonesian operations. Hence, should the market value it as a shipping company or a coal mining company? There is sufficient information in the annual report for sure, but not being a shipping investor, I do not try that. <br />
<br />
<img alt="" height="400" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZEAAAIcCAIAAAC4hQSbAAAgAElEQVR4nOy9eXAc53Uvmir/eaven6xUPVb5Fm9VblXy4rrX9fKuXxTf+CrX8ZPtPMeVm1jXL7HLrhc/J5Fjy46USI6taLEsizYhUlwgigAlcRUXLSREEgABYiEIcBvMTO/r7JiewWA2zIru6X5/fMCHRm/Ts8+A369OsYaDnpmenu5fn3O+c37ntzQEBASEwcFv9XoHEBAQEBoA4iwEhEFH1jeD5xt8jbrK8tnt/254T4XPYbKmqasP4scu5NKqpubWfcGapmk5Khesbm63+TibO/WbuD/Xpv1vDIizEBD6Djn/2V8dvS3VtDUap7Cp22IBPtBSNL2m1RI0l4Wbsaf++lJA0zQtRXk9dyfwdAE7+eyov6ClKL///rXFaFXTitzY8LuLkrK5zb3poceePObbZB2ViP3dqeTxb8YIIrbnn6XbZ4U9b0tH91JPT1ZkX3TPXnFyVdM0DT7GTwinxmJPjjZKlG0B4iwEhH4De+rHlxc++MHbeI0c/drQjWu/+eLo1a0HJDk6SmrlB0OjJNyM2uIscvR3nr/4kJ858PSF2XN/f/Chd3Tfzy7eOPRnJ7wPDn5zdH7s3/aNkmAbAb/81L/dkCrbH6rm394buzXGj5CapuVPvJ4pkrGnJyuaphGjm5ylf6wSsT2IsxAQEDRNk33H9u77yhNfOeSpkqOjpKYSJ0avbj3Y5Kz7B0b9cDNim7NGSU1jTn32M489/thnnp68PfqrpYJGju7/8NSfjZJa1XNo8/WaVr5/YJTUfebCK9S/zm6kpsQRUtPk3NHD2Q09Z0m5Y3upEXKLs/Lpl/cGZjI9OTyIsxAQ+gzpW89/9oknPrfv9aWiJWfte+xLX/rdfaOLcDPfTs5SiRP79u3dt+9Nj29032N//Tdf+8sPRP/wvscef3zf05PJTc6qYcf3/WRqdesTA3v2Unv2Rv2C9PW91Gc+Sz09WdFs/azq9HPUnr3UnrdySg8OD+IsBIS+Q628XpRt/6pUKnKdzdRyoaRoGjk6ilfL1ZrlxhuFQtXqtbKyXlab3PFuAHEWAsKuRXDyZqjX+9B2IM5CQEAYJPwW9dufRoYMGbImbOWHP+kBZ3X/IxEQEBCaBuIsBASEQQLiLAQEhEEC4iwEBIRBAuIsBASEQQLiLAQEhIFBsVhCnIWAgNDXSKczLMffu/9wfGLqytVriLMQEBD6C5VKJR6XKIq5c+fulavXDIY4CwEBob8QDkfMVIU4CwEBoU+BOAsBAWGQgDgLAQFhkIA4CwEBYZCAOAsBAWGQgDgLAQFhkIA4CwEBYZCAOAsBAWGQgDgLAQFhkIA4CwEBoT+hWg74QZyFgIDQl1DDU4eHD1+lCzufRpyFgIDQt6iw14YPHR4+dHj4VmTzKcRZCAgIfQk1PHV4+H1vprbzacRZCAgIfYlaOBixeBpxFgICQl+iFrx5eDMwRLEhAgJC36MWQn4WAgLCwANxFgICQl9CDU+j2BABAWFggHLwCAgIgwSUg0dAQBgkKPjC+L3FpU3j05tPI85CQEDoS6hJ3/XxsWtjZ04gPwsBAWEAUKTHjh86PDw6F63qnkWchYCA0JeohaZQPgsBAWFwEAlHNE3L5XKapkXC4c1nEWchICD0JyLhiKbVgoGIpmmRYHCzVxpxFgICQn8icksXG04hzkJAQOh3yGv45OV3z0/iKRk+hzgLAQGhPxG5dfidD5donrr34QjKwSMgIPQ5auFgGP4H5OM1DXEWAgJCn6IWRrUOCAgIgwOk64CAgLALgDgLAQFhkIA4CwEBoT+B6uAREBAGCagOHgEBYZCA6uAREBAGCEhbGQEBYZCAtJUREBAGCdvzDdVSdMGDOAsBAaG/IafJ8RPAzzo5ya9vPos4CwEBoS8BeneOf7h4mw6q208jzkJAQOhbKNWMOPne8KHDw1OBzacQZyEgIPQnNmsdrt1eeBfl4BEQEPodm7UOkVsXfRkUGyIgIPQ7VKRFg4CAMFBQM/4LR4cPHT5+QedpIc5CaBtSqTWcIEPhsKIovd4XhMGHHJg8/P4Ml1xLcNNnh2+i3h2E9kKSEj4/BoyiGVVV678GAcEBBfIOUdh8nCcW6RJ4iDgLoSVUKpVgMMRyHCQsYPl8vte7hjDoqHLXYT5rkt/YfBZx1jZUVU2l1iQpIUmJRCK5XijAPymKsl4olErlHu5ef4JmWANbAVtLp3u9awiDDunOyPChw8NXtjwsAMRZ2ygWi+Zrj+MF/X+LxWKvd7O/kM/n/RiuP0QESUlSQpbltXQ6k8miIBGhScgBMaJpWsbj3SHv8KhwVrVaBReS/smVlTi4zFiOU1VVURRLlwGaJCV6tf/9jGKxSJAUSGNB9woeW4pmUEoeoRkowUm9flZg8+lHgrMqlQpOkCBgURRlZSUOojyKZiAfJVdXNU0LBkOWbEWQVDaX6/X36GtUKhXwIJFIxiVJ73zFJam3+4YwmHiE6+ATiSQM9EC2GCfIbC4HiAyykqqqqqpKUkLPZTTDJldXUYDjEpbxdSQSrVarYINEIolWFRFc4VGug5dl2TnoA5ZIJPWvWi8UDLEkghvk8/mVlbghNy+IIviT/iYRCofrvhvCo4tHvA5eH6pEItFoLGZJW2IgiLLs7UI2lwuFw4IohsLh9UJBVVVzSQQ62ggOeKTr4EPhsD6Pns3lHBwuimZWVuIwnEFoC9YLBfOhRgcZwRaoDl4Pc66doplMJhuJRPVPBoMhFB62C6qqRiJRmCukGRbVcCE4AdXB62EoKfJjOLzh6xPwPj8WjcV6u6sICI8qUB38FlRVNeSz9IVXoNQIWiq11sNd3cVYS6fFQBB5Wwi2UCPTh+fCmqZpZfqTE/NbzsOjyFkAsADC58f0RY+geluW5Uqlkkgk0ap8JwArToGFwmF0nBGMyPofBLYuTFn0P+KxoaZpqqrCMLDX+/LIwRCA+/zYykpcv0G1WgVLjb3aQ4Q+QIW5BmPDcXazZvkR5ixN09YLBYKkaIbt9Y60H6VSGfCCH8MjkWhfXfyVSsW8gOjHcCAFUSqV9dlGnCAjkSjq/kGAeKQ5a1cCqFMYLvu+KilIrq6a/SzfVuOnvjlBX1LX671G6BcgzhpsqKqaSCSBfo4kJQRRhGwFPJTuKytkMtlsLpdcXQ0GQ6qqyrKcXF2VpEQqtQbaPEulskEtw41FY7FuagEpihIKh8VAEEoSgWfQmkzPgThrgKGqqhgImi/vYDDUQxEYQRT1e2LnUjVnoJW9C4hLEvzQTCar6eqQDak3TdP6KvTe9UCcNZCw1J8AUjDdLIKtVqsrK3FBFKGZu3Paa10LEg0rm4bUm/4gl0plQRTX0ul8Pg+8XTEQRDKtnQPirEFCsVhcLxT0LgC0uCR1825fKpUNgjPdsa4Vc5VKZcvMGjTQ9Q1gaJ/w+TExEOzOfj6CQJw1MNAPidAbQVJ6GeguQF/a1k3jeKGbvAyk7vV3hWwuByJfoFCk37hUKktSIhKJAn8Tqa11DoizBgaWeeuVlXhDdQAFWS3IrV72duzZURMDwZ5UPKiqul4oIP2J/gHirIGBIZlN0UwT62hMTsEzbbjyq9Vqp1NX0ARR7LIjidDPQJw1AABxhz55JIhic05HW/wsgC54W8FgCM06QjAAcdYAwKD21XRaBw5Dayjbsl4ohMJhfUKaoplQOGw3Jawtpk/SZTLZYDCkX50028pKPJVasyudTaXW4JagxgpVJwwuEGf1OxRF0Vc8iYFg09ebueaoLmRZ7v7iIMtxwItcS6cbLe8yC0VYjlPq/sIFQruQTmfu3LmLOKt/oScsX2uL/frrnyAp+DwY3mH5Ektx0U4bcJpaKUbVTy2z06QFU0uaO5KVSiUaiyE9yN4inc4IQuDhw+WbU7cQZ/URDFda0/kdc2cyfCuOF+zGSaiq2n0/q11G0UxckhzWCppbDYS5RbA4gFYV+wGVSiUaW8EJEnFWj1EqlfXXmB/Dm34r/cwbYFDp0PzOlUoFhk75fF4QRYMU4qBbKBxuzkuy89r0Q5tA6e96odBXremPCBBn9Rhr6bTBcWj6rZKrq4bLDFZyA08EXsOyLAOG0su3VqvVwXW4zGYXYlcqFedMn6qqlosPfgyPS5K5p6prDZIIAIizeoz1QkHPFH4MbzoFY76ccIIEfwIMZU4A+TE8kUjCAdGp1FrPuaaNhhNkKBw2NAauFwo4QQIfU1XV5OpqIpFcLxT0lSWNtgGsrMT7J/OVz+eDwVCXO726CcRZvYcsy/qMTBMCfuuFgp32C0hpAVr0YzigLUVRDPlvmmFBmNO1OtJuGkFSkUgUtDfDA0UzrCEc9mN4003gfgxvtGOhE9CX1JnVKXYHEGdto1KpAD8/n89D16M7989MJmu4xhpaPTSsPOoNfiNIUmIgWK1WzW3YoCisV52Gu8NwgpSkBLzlKIqSSq2JgSCoL1tLpzua/zIswsQlqXOf1UM86pylT22A2AoMRgbPAzlQgqQ6Xautqqo5Be7+5WbVAWhwudBSK8Jg0VjMbv42soaMohm9OqPhF+lQ1FatVoPBkCQl8vm8IdrdTXh0OatSqayl0zTDlkplcGEblvD01gU3u1KpQDFSSUpAFTpJStS9OTvsOaxR6knbMzJLa65sOJPJSlKiywJqfYhHl7MSiSS4DYKgieMFhxLHSCTa/VVtmBHHCbLuaepASaC2CHFWX5lB2lCW5fVCAYho2y1rWp6ffgwXA8G1dHq3ZtzNeCQ4a71QkKQETFFBmIsDgAmC6PNjJEWb07FdzhFUq9W1dFqSEqVSGWaaBFGMxmLm+61dGh6skSHO6jeD2jtmN5kgqWgsBhRiIYU5F9DRDPuISKc+EpwFLte1dBpMNobPW7at6K/87XyED/6Vbz23JUmJJrjPknT0IxjsCqxAERYYm+bzY9lcLpPJdrT/GZlLo2hGv5RpaQ2tZlI0A/qidnHh/m7mrJWVeDAY0jStWq2GwmGwEgdd6FRqzXzj8mO4/rInKeCN+w2btdKJBqvVzX6fJdYLBbiGaBe9wvmAljXc+sZDw/Hp+UWLrHNG0cyuFFPdtZwFygWhD7JeKBjSBARJ4QTJsDvcDRAV+rY8LJphoYdlMJwgE4lkE0kEMJFU3wgCIMuymQer1SqQiAF/ctAvh+uDlsMv4Lmr1+Qc6E5DZC5t91U87FrOMqBarcqyrCgKmMQH2utohmE5HidIluNYjtPzVzwu+fwYSdHOJwROkHFJskvPy7IMFJ2isZgDu5VKZVCsAOJWUG1AkJS+B3Atna7rFoF0hmVNA8z4wlYhkExxKOxCtmsM+OmgQXIXFEA8EpxVLBZBCokgKUBPLMfRzGacxfGCrbuBuT0tLKNFRVEg6VjKKqyl04ZcRivxGigls/wTzbDgE/WVXCzHgSlYPb+okHXNujbWqHPY5ZylKIp+pqnd9dnE0GOzWUZ8+sS5/nlVVS2DuA4ZYExVVQ3RpSCKqqo6lKQi22UGFm1c5lL7E7uZs1RVhSSFE6RD+ZXtKrJrPwuaIX2gb6eAjpiiKG1hSZfG8QKIXi1rOyia6ebOIOsTG9w8127mLBhnuVnXtwwPvY2fCmZlEuhPgZqDfD7fHaUqgqRWVuJwFcKyPQjZI2tgVraiKGA4diq11u3rs1nsWs6CfXMul8bc6/wSJBUKhy3/ZDlbWF9/0E3VBEPmwq6AFtkjYhwvGE6/RCKpz5/SDJvN5dYLhVRqrZ/TXruTs+AvQVI0L7gKfBpik0wmC6QRoAcHRH7h4iAQSAALeaqq9uQcZTkuk8mC1aKVlTgqa3iUDfj4lsM+7KyXF7AjdidnwUwzy/Fufh5Qq+X+5wSlqgDAwdZ/uj6rzfGCnVYvMmRdM+g3ubw368/wfsMu5CzYvSUI1mIgBotLUqFQBC6xxS9qlYa3qyyvVquoJwZZHxrkIOdiGpwgBVGMRKL9LB2xCzkLyCEYunDszJAyNwt4+vzWb2JZR2oQd0eGrH8MRAOVSiUUDgPVVvMdWj8foG+x2zgrn8+DKK9uCTswc6GKQTLUa2o2BAYVtVKpNZwgCZICKy8o1Y2s3ywYDFk29suybLhD2w2U6yvsNs6Cy/m84Kq8G74QNN+BEnk3L/RjOOjagyVgcMhNz89RZMiA+THcTZt0pVKBp300FuvQtdkWKLncruKsYrEIfy2XdZIwxNO/1qXRDKuqarFYBLTFcly1WkV+FrK+MpeiWqB139eXnFXl+Oz5i9Kzzwt/9Dj125/eJZylb5EhSIphWZKinfNZfgyH0bu+Yr4hAyK5SCABWT8bmIZd9yICy1AdvlJdQa1UiguLq/uHIv/zW+x//H3qtz+tt13CWfqOOTceFk6Q0MPK5nKtNK+Avuuen5fIkDnbQOTXAbLnLxp4aldxVqlUzuZy+lSiMwHRDAu1Pc05SDtrookHGbJ+M3MPf39iN3OWYQgzMME++26obGioNAHRFrJdYJ2eetcW7ELOymSyDv6R3Yqheax8Y2MdbARLkSHrZ2M5LpFIJldXQQ3QQKgt7zbOqlQqzrXmdtklluMMb9XIzGSUYkfWG/NjeNPNFZFIVD/U2iw60p/YVZwFR/45mJ3iill0wXLujsVJ0+uzFtmuNzEQhA3tiUQShhF+DAdlz+7XecA0zPVCYSDCQEvsKs6yE4ExGNRN1pu5xtes24kMWfcNzvqGgLNL4EnrPo8Ba5sHF7uKs1xWUVkuHRIkZRbwdyZBlHdH1gWzLOPM5/M0w0JfCerBORtOkIPrXkHsKs5y+cv5MdzSgQIloPo3NI/wRYasy1a3VN1y2q4fwyOR6Fo6nclk4U26D6vYm8CAcVYoHHa4UYA5MW6Kzu2qtMyVddlcTk9wOEGCcyibRbpXyLphzvO7SqWyeZWc4wV9ez9s5BiULLszBoyz/Bhet8+gbiEozbB221iKmSmKkkqtSVJCkhKQMQ0CD8iQdcIomnE41TOZrOEObdeII8syy3EDPVAHYsA4q1QqOw9nlmXZ+SSw9LD8GJ5KrdkNT4VQVTWVWhMDQUlKZLOIs5C1zYD09nqhYMhvcLxgdzYWi0UDYQ1EdVXrGDDOqou67o9D7w5FMw5+eKlURiqjyJo2MPobjA2XpEQoHIYFCjhB6k88fSmD3bQIVVUNZyOUbNv1GBjOSq6uuhnMrSiKwzRTu+w7NLuWq0KhIAgi0M8CrIfKspC5MZphwUwTuzPWHDpkczlJSmQyWYcTPi5Jhg9yo82wO9DvnFUqlRv9MfR9gn4Mh2SnKIrzwmI0FrM8SzY2NmRZ1vvhgijiBInK35E5G0FSnZBOz+fz5s9yzpnsJvQjZ6VSa5lMVtvqnvFjeEMvB7+oIIqSlDDc3wzUoze7ZeB8Pi/Lcq1Wq1QqVvVfiLaQ2Ro4jdsLWZYtY4V+nivRLMg8oWnaajUFH2taH3IWGLKWXF2tVCqAXyiaqVarTXcbgPeBRQx6LS29WXpzQJ4RLiaaHXJkyOzMbvxSi7BLfRAk5VJ0dHBA5glNU/w5QtM0Mu+vgWf7jrNUVQ0GQ+Vy2XwzabrtAIwUBM6zXZmoJWfBMFOSEmvpNEFSJEULgsjxPOhbxAkSJ0ivH8NwoucXCbK+sg4VQzmUH7qpBBookLE9e6kti/YtZ0EY5KtYjmv6JABzT+ESjJkNaYa1dK0N+8DrRiL6MZwXRI7nfX6MYbc6VH2YH0fRIjKLJsF2wflz9RK7Aw+ViO0ZyWuaphXSr35uhd18un85yzAUvokbiCzLoBAUrApHIlHw/Fo6ra8pZTnOboGmUCiCtUKW481Dp/0YzjAW/fRoSRFZJzJZAHU/eoBUkusgOZH0bnkSVU9qYR087F/OMkvBBIOhhgp5DbVaegV+/QKiXQmM5jhW14/hLockInvUrHPaCdVq1fmjdw9haZqmCrFvwtjwr1e2Dmr/cpZl3E4zbP1XbkEf2Rl8dbACCKcQWkJVVTuxLZ8fA1EhMmQGA0tGLZ36jnD+dIcb8OBBDab27w+/9iL/+F5qz95Y364bQlQqFfM6nWU/oB2q1SqMAeOSpP9TsVgUA0Hn2UcgC2ZnaJoOMrOxHNfpmgPndtrdVQ2fS//id6k9e9mTpD5301+cBW5Qa+k0KGsw646yHNdoYksMBH0mznIDhnXq1MEJcjv1jgyZH/N1xc1xFokzy+0OMBR/VLdu2Kd+Fs2wgWDQt7Vqu14oSFJiZSWuX+lrVAMom81yPB8KRxy2qVQqkpSIxmIgX1YsFgMhpwYglMlCZmkcL7jpMGsFdu4/uJ3vAkk/Hfq4plRRlEqlIssyKIACvwFc5tM0TT8ynuW4hvrXYS7fMhKsVqt2RXp+v59leZjSYliWF0SW4+wm9yBD5tsS24OLReuFQtuLHkDoYLBdIJpsQr/WlCqKsqOVTxBZjguFwoYlQkMXofv3h6uHoFB4vVBYWYlTNIMTZCy2UvcUxHACw0lzocPuMz+Gsxzn3EPOsBzHC60M1n5EDCRewb3Wj+H61ATHCw7lNW5guXpoHmgw+OjXmtJisVj3B1gvFAxLeG7uXSDic0iWuy9ep6zGXliav/MdiH4M53gBDpelaEYQREEQWZZjOc6lKL7Z9G/IC6IgiODqAu/J8byeznafs3mfYGfZKLAFxsKRacgomsnmcvqTFmbHwbyJFvtszGf1rmvc0TSNXnnLW9OKmV/tpfZ8O7kVd/Wes2RZNvcAQk9KHxXqzSETv5ZOu1FYbqjbxjkfbzY/hlM03Ym0F/D7wGNeEO3WAfwYzguC5YQh++/YwJKC/mrECZIXRGB1RWL70Dx+4hBdfMpT0tvT3tIRtniPaqdHCXIaoPO/xc4ewyXjIA04wJBurOJq7eFBcWpNq2Fr85sZod5zlmYzSRD8yXlkoeGHL5XKlUrF5YCvhgiloWhoh1OGtfPq0hOWz49RNFOXTHlBcHlAGq3eELZ8Mf2TgyiLeJ1LGggL2s+xUhtpCzAL0B2haKaVPJehXnp3pd4h2Pjn9lLfv1bWNHnhF320bmipDwNlsA0dPMbLZmfeUZ+brFvz6cdwN9Mu4P4I7qKhhlybRo2km3HcGJZ1/qYMy7cxRdWuyrWuJc4cOOspT+lVouQh2uYvK4qiqir4ORoqNjQDHpzdmH0H6Nd1QyA+A09T0CEIytNVVXVW6TOkvWAqh6IZhxJ23dXVzsw6hhMsy3dujGsrLozdXnVCjoIX2kM0wBGmGZbjGwtyGzWPn3geKzvQ1ktEuV3eFjix4c1VvzjeKGDJ9O6Vge/XdUNN03x+jCAps64xUPXP5/Pm+20kElUUxVBzzPECSdEcz7t0oBq6uiiasX3btgaAduaGhe2M5XgYyhmSfSTV/Ntamh/DW9lV/T4bnml6eaGuXebTDpwFgsT7RBvCXpCHhVlammFbKUOVZXk3pt4h+nXd0BnValUMBC3JAiSzJCkRCATBdACwGcvW955wgmQYVhACDVxdPt2/TVhrvNZe942iGZhxpztQzc+wrDnV1ahZLk12KFp8iyk4c9ZTntIIZ5F1bdQAZ8G18l3NOG2BXKsCqqrUtmqf+pqzFEUxB0Q4QWYyWZB0BKkBIGUFN3CO+BiWNfAUy3KNLgv2xNrivOiNFwSW4zrX7O3H8Fbamyy9qk7k+Ee4+oT1lKf0jK/VoeL6Rn1wE2oxpbXbselnhU+d4vq2d8cAUKFOkBSI2PP5fCKRhPEgUB/dPsXd0ZbdVUSQFC+IDuTVPk+nyQKuQazkBCUXzeUNXZaA0QzL8bybhBfQmOUF0fBTvkQ4JbP01mJWS59+LZU2lXiRq2WLGpYnNE0jYz+6UaltP92/nAV8qLgk6SuG4ZpusVgEdS76y4OkGJ8fY1mn9hqm3vVDkBRJ0z4f5vNhBEFiOO7z4yRNdy657t4YlhtQPQk3AbveaIZptGwVdFZZfDTH+cDPulXd4vETE/R2C8TPMVeE9ZSndIAuefzNr1oYhkIDx5nluK5eVwOEGh7r/x5pZ4BpFMViEYyWsDvXKZqhaYblbO+9VD0CMpduua+K6LT1A3U2Yw3mAZumZgPTAeeU43l9setNMvSUp3SdS/r82D1KeNrrlrOe8pRep0pX+dQsG22uAAJKa+nnfe3ehb8WIUhf2kvt2Rtc2OGKDhJnqara0BXrUIHFsBxY5idIShBESFLdKon0d+VT+tcIkgJLmUBT3+xSESTV3H0CxPig98ju15xlo+5Jys6e9pam2Pr9qgaDVdBA+BtQ864SF20jNrw5QtM0afU6qX96MDgrn8+LgWCjfSEOVaAERZMkzXI8KHcACZfuZeJbWEMcXNEuDMdBl49lBwKgMP09qXP5uyl2pXXOArT1EZdu6KPNBT0NyYU/WpB9A6CfZYYhadWQOThN3M7KLAwnWI6naGZrYgUHmpC3l9W6UoHl4hsxgxob+rHbTMSH11n6BGlyQRB5QehcPN4WP8uuBmKeCTt8tIOWN4JL9DtnOfcbOpulX0aQlGUpqUMChSBIimEomu65jzOI3XzAFinxKU9pmLYY2t59u0+w+rT6q0SrtPUOu36By4xwBVBPf46zluUz5OARGkE/9e7UhSzLiUSy0cCQ43ngMREkRTEMx/FArs/OT+E420iE0y01Av8LjGUlSRqciI+CulYrtkiJsAbq59hm8ru39hGX1gvOnOZybfS8nsesK7k6NKX10cBAcRaAoiju15LMK4bM1lo7TpBmP8tB48E5GYxv1XnC5AvLcZKUcMjFBIOhoL1ws4OBnYQHgSCpgXC7LOngHXa95zumN73n1bodYS0k4To3pXXXQqXif/Y1dtMeXxk4ztJs1AEtDZZQQ68KJ0jgdoFneF3PHYYTgpVYLbC6PYnAyfJjOCBKUPJqrh2rVqtAZrdYLDaXk1pZiYOVckVRUqm1YrHoLHphMHiTt5Mk64R5/IRlJUHrNeXtsgUmeJlPuy/RqmsH6JLlBzUxRQVhC6pMnUpuLbdlfucAACAASURBVB4OEmdpmubes+BFsNrNsJxFyzROED4/RjMM7LajaAaGhxwnMCzLCSLhglx0HhZPkBTYz/VCAX4oRTOwD3YtnW4utWy5HF53QqfeoEqipVpZh+weJdhd28656i7YAhM8QLeNqqC9xVgcXj+GW84QS6XWGp3J8ihhozz3OgvWDb82lN3qJR8wztKPLHQ23nGlPBqLraXTBi8MPKa2aJF1l3GHFRJA8thh5/WS9g2Z3RxGg/CbnREkJQaCsJrR5avaxQt21/YFLtO13TCYx0+ca2sCS2+vUxZ+lt3YQUlKoMS8LWpYdM9e6nPPSKcX8gPRu2MJoKVd13CCdEhRwWHUpVLZ58f0ZUHerQQWTpC8a8050ITB8bzDREzDqA73ZqlVUiqVgUpP3ZfzghCP74hKqtVq29utdzACQZ/jciNc4SYbd6CGl4hyK30wrexeJ9wraD/HjJxl52RpW4O/Gh3Z+UhBTXuiTw5UfZYBLp0s52y9nlngOEU9PennNQBBLuePC4ZCa+l0JBp1SLIqihIKG6OhupPHLENCl8EdTmyOCzK/SSsVJHXNja4LdEkucJmbbLzpVhiXdp9gQXuzx090jrBeIsqnuZy50MHhTibLss+PiYFgp6ciDiaYlc8OYE2pAe613h1cCb0ASHJ1FWgPGLYxrDyyHIfhBM2wlu5bNBZzuSQkyzLQqAT1q1ufxYIJNwZHDCdIy7d1k0TXtwSbOauhwhHQZ+PbmlXBcpy+tgNMGNPnGd3LJBjsVaJ0gct0gryAevIIV+iohzXLGkexgKPnzEfwMIbC4VRqDYbwCFoNzxOaVrybATqlA8pZDZ2pgHfEQDCbyxl8HL0qSDaXM0trGnwrmmFJarPowRAw4gTZ0AQBVVXD4Ygl+TIsq3/ekrNcrkLoacWc5Q3YjKG1eSvOt1WYBp8ErYJ6ZscJkiQpnx97zt/Slf88Vm57er5dzToO9rTXerkwk8k6nAzAzzIYChU30ee6DqqqSlICyI0Koghy5IYrtqFlMp8fi0uSJCVgP5fhaodEA/L6BkVmkNLSc5+OWTgfHAIoik10Y1SrVbvo1TBI0VyF6DKjpzecIAVRDAZD8IaPE6T7FVhIfw75uAU/fcPHT+DiKbqOSLFLh6u9nNXeZh1Ls6zeqNv8bDnuALVMb0OaEPftpfb8jjixnZPtI84yXxIsx4XCYZwgxUBwLZ1eWYnbnZRiIAgJDlzVZlkiw8tZjtNzYrFYDASC0Icy+EEOkWZzZ5iiKHFJsiQOcuuzSIrmBONCJFg3cDavzfMUzURjMVC8JggiRTOCWEcCAdadOdjHXrHtFHCDa5iaHewjrg1MWtfeYgp3w2sg7vZjeN2qd8u8JE6QSJpmE7I3uud7sXuBkng39t29Ud/mHbdfOMvNeAJQwg6HG+v/ZPiZq9WqeaXGvMZvKPNTVRVMAwTMhRMUZC6HBUS7QgSXKBaLZrImCKru+1uy/KY11dFtI5hXvy2pE4VOT3vbRlv3KMF5rE677HJ0A/w0pVLZTVrKfMDrJr8eLWRmpZnM5uO1aWlLRatfOCsuSY2eixy/2fqP4UQi4XRPy+ZywWBIVdWgKY9jqCSoVCpiIAAS2CAGBOt6duwgiKJz9r1ardZNzxscQJKiCXLby3Po+QB9QnFJapfYg+X78IIAomCHT/H4iWd8HeGFA7TRznG5C1zmKp+yUzqeZaPwT1PsShtr3O3sk5WNtWrDfTmZTDYSiQJt5Xw+TzMsakjciVJmP8xn/Yu0vPlsv3CWpmlND1OgaMYhCw6Xk8F/U6k1AwEBRwamvWq1WlySQA3ElsqlraK53QwCMOUMEDFBUs5ZVVCks/VdWJwgDUpedqXS8HmHqLkhc56t7exzdXRJzs5eIso32e3vfp9g4W48j5Vfp7qxD1ci5dXVVOu9hOuFAlo0tEf/rRuCIYZAsrKhlXiW4+q60xwv6LXW8vm8pcugP2NABRNJUaC5x4/hDMuCEYeCKApiAMMJhmVB318ikVwvFNYLheTqKkjAGd4ZSELb7V6xWATfmtoaE21ex3TOcayl02A8V6PqFwZzTsw7T9LuCWcBO0CXLnCZQ3SxOx/3Al5eyRRmkxtHuMpscoNluXAkWqvVHH4gB2RzOee1xUcXfd4jrV8Oczll3uc6/jffA6vVaiKRNISK+qw8oAxQT48TJLXTARHFAHjgbVCgXd9DA1AsFrfzGro8lKHW1I/h5oL49UIBFG3AlmxDigRK6LncPcstWY4TdpY1WFoXQrA+sVGxAsgduOF+DM9kss35WbDUDmkBOqBWysn5Ejy+/cJZeiEElwPZ/RjuZs5SsViMxmJ20ZnhPWFBQDaXoxnWzEcESZVKZVVV45IUCofjktSia2MkCF2AbPZ6DOkzRVGCwVBckqBThhMky24O74A75sdw9wpfNMNCd4+iGYO7R5CUJUfPM+GeU0l77ShfLSnq6dCG+U8341V9eiG/vt50YAjLBpGrZYHS/fCe0bxWyb4B5kj32boh1JlxSVjJ1VWXJwo4LewmjJdKZcOaIMtxwBWyTBLpKxuq1apDyVLztLUl9WUpi2oIEu3WW2mWE7ecQV8jrus2W1HG8g6SokmKxnDCMETHfbPOoNjzWLmkqJqmLaVk/fPP+MpT0gasyMUJMhqNtbLSB/0sVJNlgeiV0LW4pqlyfl2LXlm5VwJP9wVnqaoqbilYuRmuCRPqbgCiTjvO0jStVCoDbyIYDFUqlUgkCt7fUIUQDIZKpTJM1VcqlQ51GlM0w7KbBa4gQiQpGjhNZm/RTbmWnnRcOlz6ZDxF07wgcrwAPSywb7NsdJaNdk4goYe2lNoslNFz1lG+mttQNU2r1Wo4QfoxfGNjo+k0FgC8VSNFQCvo1w0PZbdyKr3nLFVV9VmYuquHdl14dgBRp3MOG4jnmWei6PX5DHVSlhXMbTHAU4Bc4DxRMNPB8os35Ou50Xr1YzhOWNDxfYK9zKcf4pTPj11jkz1nlk7YcbGqr1rwZZSnPKWXyQqR23amFEUBvnmxVGqRaPQpEY4XUHGWG/Seswzqo26mBzfkSMuynEqtOZ9boB7CcqIvzNNTNCNJCfg+kYhFQ2xbDKo5MyyH4SSQ8WI53q54p6GZWm42tgwkPX4CZNlfxEuLGHOJTfWcXzphhmO7UdPY9R2eVK1Wgz1kIKNqpzPjBoZkKKqAd4Pec5aiKKJO2ti5RAieK+3dB9BFYZcHzeZyMG1EMyw4RyuVSoc4y2flbOIEablvWoNSgjhBOkffdsHjDS7Rc0LpgoE0lgNqtVo0GoO+bTQay2SzDTXJ6wE5i6IZ1BrtEr3nLAC4RuaGs9olRytJiXw+D2qs7FpkKpUKjKfikrReKMD7qmivIt+iWWbf7QoOYdsaKErQJ57saAtSsPmDMHzztYZCOSDnsuvtKF/d2PKr1qrqUb56kKt+HJM3dM5WrVYrFosUzcQlSZZlluUommnO24JH2CHfimBAv3AWvIrqlg60cRYAjO+c3xM6MoborF3V55Zm5m5BFC3zHSCwNZeh0gzrkHEnSIqkNmvQdIRFbL2W8e0svFikxA515/SbvUxW5ldlIqe8gG9/X19mx5FXVVVWlNXVFLzXcrzgMre1XiiA31HfI60XR0JwRr9wVnJ1FVw8IBCzyys3+tOqqppcXbUrjFBVNZ/PB4OhSCTq/CbZXG4tnYaUUalUisUi0GZoI0/RDAO5G1Y8GIjGHEHIsszzAklZcz0v2B5M8IZb4xoFnx+jaBo8Bi/xY7j+tfcJ9iq/O9NYdQ2uJOoPu+HAuukWtOtst1tgQTCjXzjLAOhtAQ1P+LuaU06qqq6l02IgaDgVOF4QRBGW0hAk1Rb3G06HFUQRhAPg06ErtF4oOGtUAIVSYIIgshwHnBqY+QYPHGZWw/XNarXqJqdOM6yZuXhegJPT4CEyvxaoXFA0DVywJYL7oSf/Q0++5yTSNTvIVSekDcs8l6Ho102a1UEXu+mk2KOGPuUs4G0lEknLm4/7sdL6S7pF0RgHAMUI/W02lVqTpASwVGptvVCIRKMwVWQwluPMM34MbdJmKhFEsaECMTD1Gh6WRsv3vT7v8uyFpZunPWMHPGMHjs8u9JxNOm0v4GXDoqEBKytxQ+rQLucoyzIICR04CxU6uESfcpYlSqUyCOXcXqUUrecsh1ECXYADR1jWTPkxXBDEuhNh3Rv0sxoVrgGK7/47HwO2gnb21o0fP8j2nFk6Z/qaLDsYFm0t1/7WC4W6xxzls9yjHzlrZSVuXhlsoh7K3GbczW9RKpWBnxUKh1VVdThraXuXyn2fYF0DpIkTpCAE3L9KrzGNLU3cv35YT1tXJi/+9F7shbuRkdm5s7duHJ5/0HOiaaOZc1hmGKSuDa3OiqKYz1tzRBmNtdQA9Kih7zhLVVV9x28+n1dVdX19vYnOPiDJAP8Lhzx3ByDPJUkJcB47uId2xGSYYNaikRTtHG/avUr/3+WFawZvy2DPPNg9SfrXqErdX1lf72Lov1FV1excgy530PoTl6RMJttQIxqC1oecZbgvQdJxUx9vMIZlYSZbDAR7W7NXLpcF0drBsWtgbiNh+fwY29S77VgKeHBn+foRB8K6NHWl50TTXgsU6rQTwhYuluNgLypEcnUV6ruGwmHw2LAN0vlrFP3FWc4l3W7KTaEZOM6Nak1Hkc3mVlMp835SNGP3vdrbg90E6ft2lmh5791yIKzxiTM9p5i223GxPqEUi0UzW4GFF/AY5N2Tq6vVatVO2BbBPfqFs8Cv7jAIy82QC4dLFGg2dO3rGAAaPqTEjm8HRpw6xLxNrO45GNd4agyEMNvP3JvTk9Sda8cWrh0Dj5euHe45v3TIIqWGlRtAsbEgivCZHp57uw99wVluBiOTFO1+JJ8lx+EE2WiDBVimbH2yQK1WSyST+uufYY1To+2sXRJdTcSGhqDV+3DJc+MoICn/rXcffnLw3rXDtyZPz11/+/7YodcWmZ7zSyfsGV/ZPW0BMUg4WgWcQj7UmtNWrE/PBP77E73kLPfFVg1FN5aKmizLrazEgd+u7xy0hF5wwrlQ3hmqqsbiOwp5eEF0nw4H4+ZbL3poNDY0VJxu0pbP652/unz9Teb2uZ2B4emPpj7sOb/0A23hBAnmNvn8mKZp+XzeLKiN0DrUSqW4sLi6fyjyP79Ff/p3uspZ7sOfRhf+wbwJA5EZtrEjIzBcWr9lMBgKhcORSLTRXL6iKOFwhKRoMP0UVmMJYgMjJ1r3thrK6DvVEz24szx9mpw9peesXyyyPWeWjtpBzi3prKXT1WoVNHW1IlOD0BDKOJF+9/TKD3/Scc5SFKXu9UOQFMtxzaWQYTgJxDYtucDyxHJYDdDnKeqiVqutplLhcMTACMzWOB+XROxGvtXZGip0cNir5ZvvAJ6CrpZ/4tjh+fs9p5U+4SwAUNqC3Kvuo+OcBeXTHKw5ttqmGEF0s+BoWIQGs8IsLRyOQCokSAqW14Nlb4KkQuEwqCbN5/OVSoVlOQNnmRXoWY5zXmRoVNDd8h0EQaxLkSzHsxxn5wB6fV6Y0vKMHWAWzhPTI56xA4vXh3drPguYm1otPbK5XCv5BISm0XHOciNnznJ8S5GRz+2WoAQUVEXoRW8NZp6yAXRTLZcIcIIUxEAwZBxKZvnOzq5QW/p4HOonSIqm7RuzNzlr+jQkLGJ6lJg5yS5dhM9cu7VrU1pPuZADROgHdJyz9COU7QxMQm39cm3owm60Kc9BZz0QCBq8G7uNCZJyGDEP/c0W67Ys359m6h9k79KkZ+wAMXuKWThP3z7rGz9MTI9Qs+9iU8chbT28fvgNz0q7aOKHnnz/FNYbJLQQ+hMd5yyHgix4oTZKHwbzd5LdbD90pwKfPtRyEJkBZg4DBVEE6l1gHaChWTumN7euxWfqxYze+7e34sFz+PSIIaXFLrwPHnjnr+IUg3PCXT72T97mBzu/M3trZHZucvzdj6Y+7JNO7NOhjU5fDgito7OcpSiK88JZ3cu7bzlLEEVQmAOM2EqouflGBr7DCcJnGtvRdK0pvAEwLAdlvLh6Uad3+YFn4m3oTGE33wIPqPntUBGfeXf5xjHv8oPtL8IFAG0dIRuYJ/bTe7ELtza7GqduvDN28/3jswsvLgV6zlnP+JC+1QCgg5yVz+cdakT9GN4WwvL5dwyU75qBgWawd1IIBKAWqBvTb4mTpM/U4N20FD1Yjqg7kG0HYT1cWv7koKFTB7CV78YR77VD8En/9Enfgzs7jgPN3uSlu3zMLS88SN26cRK82/zkqbnJ07emznvGDozMzrWXgJ7Hyux6jV2vXYvLT3vdvkoqtzTNEKEL6BRnOSifgXWrdrba9YKzfFuTrqEqaaMvZzke+EQsz1M0zbK8vpbaTeeAnTEMWz915fMuT5/1PbizvDS1PP6WubuQuHUSm3qbWTgHfS5ovplzXp93B3Oxwk99O+LEHz/IGlQDf/wg+9oic2VyM6NP3j4LHDri1ju+myNXvNSPlpuPNM32c7ysaVpsJT4xdasnlk5nOnRxPeLoFGcFgkEYmMBLmqRogqTaPpy5J7Ghb0uZRJblarVaN21nZ4ayLP38O0VRms70Ob/Q6/Pq1wedjZp51/ykb/It78x53/J9+J4YQc7zcZjhOjJ//9rkefD4be/KT73rzzxIvT89NnXj5OzNs/T8Gc/YAXr+NDZ9cnlxHLzDe95IewO9jZp2OboBfK662z/tLV2OWissI/QV2sxZYiAI/A7DRQIGwLgvSmjM2u1n+f1uFzH1yqgOrmUDH43h+ir8VGotFA6bN6u70spyvFN7tnfZo4v4nI1ZOM8uXaTmTln+dfn6m8vXDy/PfQDeGScpnBP8XHDx4YJn7MDZ++RLyxnvg9uee/O3lr3XF6bhC+n508ufvOFdmoR79dCHv+WNn/eGRtj1ttDWdEL+OLbhcuNfM6jJeTDQZs6yK5tsW+qqK9aQ46YXrmxxARTSlkFXx3wPKJXKbopIHAq+vA+XXDlZs+/5Jo55xg4sXzMmvLaTXJNvecYOLE8Me2fOe+ev+u7NeR8uLd+5sTz+lufaIc+NY8vXDy9PnFj+5I3lydHl8WHP2AHi1ihxa3T5+pve+7fN+7bABNvocLknuNbP/+L7T1B79rLvfxJ9B2QnRemUD3lu7UU7OUsvQGqw7fKlDuSe/KYS0G5yFkUzUDa3iayW9Q6YaKtYLCYSSVB8DxwxVVWd3wRE4rYbLN/3TgzX8bBun4WPubuXnahtzhRp3jzpXX7g895fXrzpuXHEM3Zg+ZM3tjysM+ziBezmW76pk3a7d4DuKmHNr7albVCUfvBBSStWE3cjn3+S+8LXpQAZO3g/e+y7wV//gDvHr7/zRe6vvhR5gBy6ltA2zpJlWS9ACloIgbVxTIMda/SQs3x+DIrnOtTWN2ocLyiKUqs5LWM5UFIkGq17WOq6WsStk9zSRc/YAXruNAgPqdn3/BPDnrEDcDERmxymTYSFTQyTCxeWp896Hy55lx/om4HI+TPea4ewm8c9YweWb75nt2/vtCk8dGltugjole9dKWmlqrQUGSE1YjRGkLE37mWOjuY1MjaCr5/6CvPFL/BjK236uEcU7eEs87XqcMG0V1DY51ih3pw1kdSHia2mk/EGI0gqGo3ZTfEMhcNgOJUlbYGyCUPwSNGMOXRdvnXRd/MEu3iB2Coi9YwdYO+8T82d8o0f8YwdAOTC3rnALV3ajAQnhslbJ303jjAL533jR4hbJ7cT8+NHwPb0/BnfzZPLC2PmfVu+c4PYUoyw3MDnxzwE7SZr3n+cpeVH9lKf+Sz19odRC86aTX7vSeEfv8J9FGnXxz2aaA9nmeuwHDLENMtiONG6jAG0hmqR3FhzC5Fwyc+h+7rRN7Qc1gIUKcDwWlVVgVIYnLeuqirUzIxEooIoBoMhMPkRqGsuz3/gnb/qXZpcnv8Arh76xg+zixc2Q8I75z1jB5g779O3z3rHD3vGDhDTowY5rW12m3mXnjvN3rnALrxPzr6LTR3Hbh73jR/xTr/nvXfL8I289297J096xg4sjw8v3zytL0+FtkiJrxJdDQyP8pvaDO0YjaPWqvbF9HJJrqDsVqtoD2eZCyDtKInjBeAWtbGmtOexITCCpOBJ38TcM4vdwPBk0iigWq1WgW9lqJt3g/VcxnfrjG0qfeIYSLRT86fJWycBW9mGjdOjzO1zzO2z9PwZ/ZKib/wIcWuUnH3XM3Zg+ZODPu8y/DrLi+OesQPL02c8YweWp8/afesjbDurtJztcnRjflXeqGnalqYQmujV/2gDZxWLRbOfZScvYxA2cC9A7GwsxwOxvfas3DX7Qpg4VxSlLWVoNMOIgSDwm1RVzeZykKBxgmxilvp6Or58/U3PVpmCibaGmS1vy9mwqeOQqvwTx7bT9nfOw8fLnxz0PlyC38V7//byzXeA5LxDJusmGz/CFn+OdYOzNnTZQlmW/Ri+trZmF48j9AnawFmWc/3sOMus7tQuotl8t941MFI0ox9k0EohOzS7sBdWkAmiKIgiCP1cYqNSELy3oiLmtSrRonVrhU6cdfO4/r/MwjZV6dcQl2cv7Nhz78NwOLR8/cjy0pTzF79HCR1lq2d85cvRHUEc6B4NBEPI1epztMpZlUrFkAJnOQ6oDFuei5bPO0zTatRIiiYomuVact+a4yzDcHNw327x6xjn4oDdMz3TkLCqxN3jFi/qGcd77RDgL3LmHc/YAeb2OXbxAjZp0dADnSk93zEL58lbJ303DlOz77GLF6i5U/T8pgvmnTql389gMKSqqn/+A//96brf/RBtHSQ+7S0doEsH6FIraS/zBOlsNoc4ayDQKmcZqrTd6AhbLvPhBNl6Vp6kaLgDYDBEcwFac5xlJo5Gp5/ZHC4eCvVhBGHpSOIEGY3FXI6r2qgU8OkTeg6K0fPgAbd4iVk4Xy1tRrhRcoZZ2KYnWOWgd7L8E8O+GxZjXOn5M2FiKkTOw85E2E1JM6ybW9QIVzBzzXEqu+Tf/k3vE+wFLtOEk2XuhVYUhWbYdseG2bkX9u3bu2/fCYIYPUlqSZ/PIguZu30bSOiSo6PGga4IJrTKWYZMlhvOsnPBWhkET5CU3WuB3HBDflxznCWKAUOM1pbw0GwUbf1dEomky1+tvL4GShmAraci3muHfOOHyVsnPWMHqqWcXC3FmcWk+NB34wg+9fZOr2p7AZGYHmHvWOS/Ap5PSrlkrSZvVAqw+ANKp7tMBRjI6G06f5exlgb7kE440NP58MaLb769lJI/Wdn4ZGXjQVqxaypUFEWWW3KylFxO3vErbLLQiih6R0dJTbxyhc/O/du+vfvextXQB//y/G+eHV5cvf+bJ9/G1zVNI0e/9P1nv3fsXiny0Xf/4LO/O0pq5Oi+fXu/ezUKuO9tHKXaWucsw5qdm1IpZ+HzJrThSYp2oCSwhzTDuH9nwFlgoqrd2FSKZnhBhOWy0KWKxmLw4LjRwm/CDPJb0Bqa0lheXwt4PonR8+X1NU3TqLlT1My7vvHDnrED2TifEB86BIaQsPw2lfSF9I6yyUwmq1/lBBNr6toiJb7FFGAy/h4lODRRHMBzz2PlCWlDLzvzcWxzTfDokSMtnucuEfzKn3Of+d91T5AnT1KaphWyWf/oKKmRo6MkOfoHX/zaF/9glCRHR0ltdeomGfrgQ52flRgfJ4OXv/u1v/n6SZ9Mju7bt3ffCEGOfvaLX3/8D5AbpnXAz6rPWXW5A4q0uDGcIOs6dzCT7bL6FMdJhmVdxpUcLxiKNvTcYblA0bpZfpGmRxnXajJ397KutP2tKDFTl7M8ump4g5VydTy+uCS5nL87QW8qc00wcZ8fI0jrm9OCnz4tljVN+zgmA/dKL5Q8OjLS3JFpFOl3T6/uH9J/0Wvf3/c7+35n31Efc+5HFwT/6ChJju77wue/cMQrk6OjpJaemSEzs6/uv5fXNI0c/dLTLz3z3XMsdvyLf/WXnz/irfjf2rdv775X7zwY3fuFL3z+iBdNJmuds4LBEBj3wguCy/yRmxJQ0PrjvA0viC4rvOBmJEW7GU7T0Dhrqy8owOPTlky81TfasYc0w+pbtRtFJs4ZSOfhTglA5s552LUDFxbBhAvjeuLkW7lkwM2Hukz20Qxz308s+jbvYdD5NR/VyFpO07SllGwesNo1zrJCrVoxVJmqG9UNuyBP3thQNU1TN8oVwLlyqSTXe9GjhTbHhm7M/Ut4QbQjQT+GN8QFho3twit4nbTIKfo8rsMgxebM8N31tazNoZBeMVDP1OT1B5+8CbPp8Hlu6SK78D42MezRK8RfO+QZO4BPv20ICZ1RKpXrngl+DKcYxnIz/Z2PZlhYGVdSVEN+PZlMnjl9upXjg9BbVCqVeFyiKObOnbtXrl7rAWc1yjXmWJJm2EZpxbyfoCbDcuO6A7XqmiFMA00z7TLDakMwGGrxR5y8fvXwS/8wf/GXN979t03Oujl+/5PDgI/0HYXU3CnYmQi4jF28gE0OMwvn0zG60c81j/Le+StvCrFZJhOgLyyIomGlT1GUjY1t14YkiInx8RYPEUKXkU5nBCHw8OHyzalbV65e01u3OauJOiyDLEQdiRUbs4s0OV4wRIK8YJ10b+g7GtLhqqq2pe7Bt1kUsmOHW58MeuH8uf/3ya+Mjfx8+Bf/oOcsbHKYmj+jHxTmGTuATQ5jE8Psnfd940fo+TOg3SdKzDT30ZVKxfIepudlhmXN+U1IZHplV03TFEWJx6VwJAolMZYWF5cWF1s8RAjdRDgcMfBULzmriR5DcPq2OGvauYpC0El6tl7dKggiTpCyvCNfWq1Wm0tskRRNMwxBURTNULRFoq11zrp08eL/99dfvzrys5d/8q0tzprwz57Bbh7HJobNiXZ67gw5+y5gK++1QwnxYSuf7qY3k6Rowy8ISU6g3wAAIABJREFU72SGRB5QixUEEcbLV69c4Xm+lT1E6DI6y1mNNgM3UYHlx3CW42iry9W91dXwggsIdMsd14D19LLLANFYzM3LKZrhOMGnIzg/bk12NMOGwmG9FnNzWFpc/PoT/33+4i9/9o/f9I0fIaZHpm5OeMaPe3TzDS3NN34kE+da/HT3+T7DyglwXfWDP2q1WjgS9fmxUDgM/axjR482vaKK0BN0lrMaFUFv0V3qHGf5tgpTOa4leS993GoIW/TzEO2MpGhzHGQZ2LIc164uE57n/9tjn7v74f6ffO+bxPSoPp/lwFnY5FvKRhu4wPIUsvRJwcEB4TzYgGE5mmHhcajVatFojGU5WL9aqVSOHT3a0P7oxXwQeoL+4iznglIna23+hXuNrTbOnQeDeeCxAoPFnF9uWYRBkJRhobB130qPXC73n37v9zxjB17+5+8bcvBwcdBg5Mw7K8ydtny65SlU1x8HJxIgL44X4HGu1Wp6Ks/lcvtf+1WjRyMel9ry1RCaQ39xVq/8LENBU0dNz3r6yEXTtFKpDNgHBLyGwYgOBRx6zgVqf+3Ff/rffv/BjRP/9pPv6jkLyGCZ2arpjLsl9KdQNBYD8qoESTknFuFfAXmJgaBln2Aymbx65UpD+xNbWRGEBnrOEdqOjnOWc62Twdquz+fG2iUa4dL0vMxyxnRPPp83EzdwrxwKOMRAUBDFuCQZSLBd+OoTX57++ORT3/4LPWexd4xOFjV3qu0fDTuc4MIFaB6oW1QMNwBOGVDQN7x5E4uGLMsZJDoQuozOchaoPGrIi+F4wU0rtcFa0dhqaIgG1vIUHwNFGiboaJpmeUx8foyxqb9nOa7TQnTf+da3r3/8/nN//427H+6HnGUeThHydaTQab1QkKQElDAErlbd25ue+sFjc47v4NAQSRDu9ySdTvv8WCLpttscoRPoIGfpV3wclBXM1mjFQ9NZsLqzS63ooyV1eVgJCc3cumx2S0mKdtjPDvlWerzy4ksjJ068/vN/nD77CuQsfWshMP7uB53eE22Ls+qeTn4MZ00/FpyBBHBwaMh9Ql1RFFD1IiUa1q1GaCM6xVlmoRU/hgMXw4/hGE6wHG/XgVj3dATLQ6A3UBDE5oI7imYa7Rx0mr3s+kMNz7Acl0gk9TrILgNkmmHBBIouLGOdOP7WKy++dHb08AfDz+lz8PT8GebO+3Agq/Dgo07vibblvDddhQsd20qlcnBoyPmzzFhdTaXWGtB9RWg7OsJZ2VzOMt1As5wfw5urpQKa7jwvtKgyunXBW4zGcra2DDEjSMpyncGP4bDKtC5nUTQDV+u7g4nx8e//7ffGxz44NfRjPWdtFpHeOUfPnWYWznJLl7qwM4Ct7JxrnCCdfWFYGYc6DfsekXBE07RcLqdpWgRmETsYG1oKrTTtE0Gegv5aK8ayDYd47VpbtCNcqCFl5qyIGMjkctlcTpISa+m1jYKTSINS2jmPT67qJreqSrli3GAbxcpK1pAYq1WrmqaRBPHVJ76MY/7X/vUffDeOQM4iZk7S82egzh85807DZ0njAMfH7hYCbpYMy4HiW3Bn0ofkMDwkCWJ2pqUlzmq12uWbxyOGSDiiabVgIKJpWiQY3DyPO8hZiqKQJLVTic3vazxfbm5X9mN4i+IKHC80pk3aoFCEs1l+NEUzIJVu4CxJSuQvXsynhUIwp2mqHFiW5kgtz+WCJa2QLnJBWdXkIFkqaWrCs0bn8/cfyEkyF9sKNomLEgE223xt/v4DRU7mfTHDKlp+5DPs158ILRZkzlcqaWqSzMXK+YcPwZnyu7/zH5PJ5JH9L7BLFyBnUfM70vAxer6VE8YlkqurdieAVcM8A9gNLp5QNAPeZ3RkJBJpfgBqpVIBbxgKh9Ewns4gcuvw8KEtm+oCZ+XzeT9O+PyY1+/3+bfLPgmScsk4DmozhtvsgwcPj/5m/8vPPfvyc8/eu7t07eMPTw4fPTl89MzJkWWv1+fHPjh/7uTw0Y8vvu/zY2MffnDt44/cLxcKgtiiZpYbzvJtuVp6EX3wTP7ixdTIc5FDJzNr91eG3hBHHmZ+/WPxB6N5YjRw6M2VWzOhPXupEU/m9b3Uq4uZubnMib3UntEc/jb15Icl4qI0ORo49ObK7PzK0BviCJmfm98gRqg9e2OEpqVvBfbspYb9qqbmMULTNK14N/z0j4URIn9iL7VnNLHFWV994sskQQz9+nVs8q2pmxPkncv07R0N0sufHKzVuiQ6B7Kl5h/F+bwCtAU5q9GuHVVVc7lcqVwGDFUsFuE7u9etRmgCcqVULFXhLbaDnBWNxryOZ4+zGcq7DbbZdrf13w/OnwOE9fJzzw69+jJ8/PJzzx761atjH1z+5c+eB/8dfuPAy889e+bkiPvCMUEU2zivzOF7gan0qqoC2oKZl/zFi6nbCzJxa03yRL7wOD3izQ7tpfaM5omFdJ5cuzEd2buPfR9L/3IvtWc0Mfex9HeP0Z8b3Uw1ExelyYV0nlwbn4l84XF6hMzPzReu/z39ucdiO1f58yN7qT17Q7O3I3v2UiNzq3/3GP250cToL9J5TdO0Hz71g6tXrrzy4kuZODd1c5xcuGxu1mnlbGkIwMeBIrSCKCqKsr6+7pxzBD8i4KwmEvCqqiaTqzhBrq+vg3bFfD4fjcUEUTS0YSG0B1X+2uG5sLbBT3TLz9Ln2nGComia5ThBEFmWp2imrqvlpiZeEESKpsc/+URPUm5s/4svuPwIYG1JwIMp2Q4uG3QBNE0zCD9AqLIMlCqVqrodksgbNVXTlLIChKGUjZpxcIzutZqmaUptw7xFrbahaJqmbVRrpjc5dvTo/td+dezo0VpNnro58eD6MZ9plHSDJ0hLALwPfhfYq+Sg6gMLaGiG1ZqqgNc0TVGUdDqTTqfRxLBuIOUZ86Q1TS2Vylrq4Ty3mTrsbGyYTKUwnHTIHAEWM2/gsnIKpNLfOjTUKGe9/Nyzvkb0BXGCdKkW77S39WplxWDQ5R1bURSKZrpZkL20uPjNbzw5OjKSTCZv3Zo218F308/SNA38HOAGoE8nwUE+htNp+yAHgpqmzc7MNFRNqmmaIWmlb11cLxSAclnLXwtBjyp3Heazzo4HNp/tbB285q7l0Dwax03CC46Y/ujC+UYJa/iNAz7XQytcMk5dq5tBA16DGAg6rEatFwpr6TTc8050F1qiUqn859//zAeXLy97PLNzc/c/OYxPj0DxrO5Uk+qxshIHbjIIqCHMnGU5Q+TSxYu5RgK6Wq1m4KxisRgKhwFtybIsSYlWRPcRrCCnyfETgLNOTvLrm892nLM0dxPrdgRf9dwfmtkhTTn2weX33h6evTk5e3Pyzdd/WZewhl59efH2bV8j5Qt8Ux1FjXIWdAdYjo9LkoG5KpWKZVzZtUvlm9948v3z5yfGx+duLzy8Pqyfvdq6TlajyOfz0E3WO6fFYjG5uqooSjaXA7XH+mMFm6UblaBRFMWQsK9ubKTTmVqtpq8HRmgnauGpw8OHjn+4eJsO6u4X3eAsN3rneu/dILgO4jIg7+mzKjs4c3Jk9uYk+KxyuWTIwZttfuaW3U3Y0mCKpOkWbjAoqO7iI8fxLMfpZ0H7MVwQRWB2+9a1hfaDQ0O/+fWvz5w+Pb+wSNy+gE+dAH3RYAZi1xYNAVRVhXzEc9aD/VbiO068YDAEjlUul2to1o6iKJFo1C6H5cdwpKjVOdTWxcn3hg8dHr61VZfSDc4Cc8OdL1eaYVmOAyGhH8M5jofhod7BoRmGICmc2LHsOPTqy1M3rmmaduHUu/tffOH4oTfqZt+h1fV99Mt8TTcbNtQRieGke3I0t1h3DiCldXBoaH5hMZdZ5e9e9owdSEXwru2AAYqiiIEg5n8ok3+qFb3mDfRTb/XCsEuLi+6rSWVZpmjGYeo9dIdrlgsfCM0jNjcdkLUKe2340OFz91Obz3aDs7StGSqgcwXoSRouY3M76zZrmDL0PL/92sXbt19+7tmjB/bLsrz/xRfqBobvvf2Wniid2cFuTHRHOcsHqjBcfK4fw7tZzQhSWm8eOjR3+06pXK6Wcg7TVZkLHz749Zu1jQ27DdoFJfIL7f6ntNiL5j+JgSA4UKnUjg7BM6dPu6wmVVU1Lkl289ZgGl5RlHw+HwqHUVl8O5HxecLqhnDzEp7XamGc2syBdImzNKtkvD4FjhOkXXbJcMHrxWqWvb6jv9n/+ksvvPzcs2++/ks3yayxDy7rOcuZEQwFXE33DDWhPGEpo2ywhsbZtwXf/MaTr7/22tSt2VK5ThJn+h+fvf7t7xPvnG3jp5MEsbS4aMydS29o9z+lUX9o3h4E1LApCsK9NimQkM/mcuZ7g6IoHC8A2lpNpcAvQtEM8rbah5Xbx4cPnfOmNa1EX5vuQr+hAWbtYFgeBcYUOlyi+myOXg3i+tiV11964erYNfcrhvfuLtVlE4Kk7DLujRZqUTTDclxz+XvgBhIkZZl0a31wYRM4ODT0ws9/PnFz2oGzSqVyhBduD4/e/Kd/vf7t7+dCzffHRCKR0ZGR73zr2//h0//+P3z633/1iS9/8xtP/uff/8xXn/jydhJ99R3t/qe0+58yh4fFYtEsM53L5dwn4Gu1WqlUsnSy1guFlZW4oihSYsdKpSyj0q12oaexIYR+Eg8kKc7xkmY5Tk92eu+sUc764Pw5K2pg9I8FQXRYT8QJ0n3vkR0nNmEcz+tXHvQ6EN3Essfz9f/7a9duTDhwFtRN83qWb/7TvwpjN5r4oInx8e9869t//NgfvfLiS+bcE0kQ+1/71V/8+ddzuZyWvbHJWd7/VZPe0DaMA40MaCiZZQdFUcRAQFGUWq1mWGKq64EiuEXPY0MAINjm82M4TkACIginHhrDKqGev2amp9xz1sWzp5e9PvP7gygMeEMuq0ydvcJWNnYwfSTbQ3nfP37sj66MXXO4MjOZrM+Pzbz6m+vf/v7k08/53363ofefGB//6hNf/v7ffq8us8zOzHzzG09q+ZlNzgL28N8509alixdbaY0GUFVVURQQMMqyrPe+0Rpi+9Dr2BAC5DVByyFBUizrlil8W56OH8MBc927u+SGs375s+dvTU7YvSFFN6ylBcy9nmpD8s2WX9mQeutaKakZB4eGPvjoikMqTVVVHCcmfvDMjb/9wY1/fdk9Z5EE8Rd//vXv/+33LCvUeZ4H8u36fNbszEwlfW8HZ93/lBb+scOnuE9mKYqy4c6Z3djYAKdQMBRCsWH70HX9LAcYcluNqiawHAecF0lK3F28Mzk1TRP4e2+/ZUdYt+fmHP2XJlcGG2pXbEXKxvxBPQkMAXiev3Dpg4mJCYdtZFm+O3TkxrM/nzj7fmB8qu575nK5V1586atPfHnZ4zH/9djRo8eOHr165crszMzS4uKxo0dHR0a23ZmNuJGz7n9KS1srpiaTSZeVWbKihCNRjhfKleqGrFQ3nJhIVdX8+jrLtm2mJIKmaT3Qz3JGpVLRD5R3yG2b1RdCofDaVp9qqVyeX1jUNG09n7esJp2ZnnKkv+ar2wmScp+uatqbM3OWvpW6J/jo47FnfvwT520KK3HsyrU7M3N13212ZuZPH/8TSyoBShLmUO7+vXuXL13api0zZz38d9r6kvkNJ8bH3bQZyooSW1nZPklYLhQO59YLSs22skRRFORhtRtd18+qC/2QCwfu0IdgoXBYkhL6uxnkLE3Tpm9cNxDWtY8/dKaDFnPkfgxvILHFN/lZhr7ISCTa0d+lLqZn5v6vL32pbuImnc488Cw7bFCpVF558aXvfOvbSdMkm2WP5+DQEBzkVavVZFkplcvVahX8+kuLi5cuXtzcGvs9C9qyqn44ODTkps2wXKmaf4VwJOrsbSG0GaB3Z8u6WgfvALjmAqsoCZKKxmKSlFgvFICtplIrK3FBFKOxmPkd9Jx15dIFlzksaM4qXZYGSvaBPr3QyFSL5nw6A6v6MbznDW7zC4t/8//89eiJE86bOXMW0Gs2u1egsWZ0ZERPLopSgwkE2F/J8/zE+LimaVrguxacdf9TmpIxvPkrL75U99spSi2dyZrPk3yhKCtIj7TLqBWCt88e6yfO0nZWPwQCoUYLu/WclUmnQePO0KsvL92545YUTK18YGC6PiKjGRaO+TE4VizHcbzA8YIgig6pMZwg/djmO7vRGgTxsjnNb66Q7D7mFxbn5uf/8P/4L86bOXDW1StX/uLPv87zvOF5kiAODg1ZruvJshyORAF9bGyV15MEMToykluZsuasnRVbPM9vu2ZWUGrqxoYcja0Y7kOhmCSjRFUPoBYjdz88e/70uYvnr3mkLbe+95ylaZokJUDdk7kCsC70nAWhKMpaOh2JRN0Eboama4ZlYdsjcP3cKBRCMyfm/BhuKPgy1LjzgigIIqBI52x9n0wwnl9YLJXL3/gf/8O5ONOSsyqVys+e/+kPn/qBObQ8dvSoM6fUarVKpQLqbLPZXK1Wq9Vqyx7P/td+pYV/bMFZ+R3VEnZsCFDekNPZnPmEicZWKigk7An6MzZsHZacpUc+n6/buwfHoxMUTbPGkRmNGi8IW+XvHNCoIC3GGvJm/hIE0WFXoY5KzwE46/y5c3/8R583+0oQZs5KJpPf/MaT5gldyx7PsaNHzVktS8iyDOJlnCClRAIsoe7/5S8is//VmbOcqxxkWbG8WyBVrH7D7ucsbee4AUtjWJZmWHjKNjrI2mAUbT1Wx/lVzsOE+oewtC3O0jTtX/7pmW9+40m7rLaBsybGx//08T8xVDNUKpWrV640qsAny3IwtDmJLhAIbshyJBI5+JuXIxN7AVtNjP6Xg7/4y4NDr7DsprCXnf4MDPrEYNjyyDdd166qav/8ZLsJjwRnmYdaGwwnt3UUmsjKG8zSTaubgHeo9uorwtJ0nHXm9Olb09NffeLLXq+FFAzkrGQy+cOnfvD9v/2egZiWPZ5XXnzJsiarLhRFicZim8eW5UCG6+BrT/FX/hft/qdOv/Glp37wo5df+tmvf/PGxoasadqlixctP0iWZeffJS5JTRz8Wq22uppC5VqtoT/6DdsON5wFOYgXRKBsw9uXg7Wu+27Z8l23udpuA6hUt3O6qqaVy7VKyWohC4xWrSoVVTOPaDXA8J47D201kbe8WCFnJZPJY0ePPrj/4KtPfNlcRpBOZy5f/uCVF1/608f/xDwwApSJOu1bPehpi6KZ9UJBUZRLZw9NnP6Ly28/+fw//91GHt/YkAFnWU7ZqcpKPFHnfubzY1Ii4Vx7FUgvxXJ+/TO1Wk1KJJDGQ0vok37DtsMNZ4Flcr37w3K8HTe1PqTaZzWDo66Os2VguKMUi7goBQobAlfKqVoukL0wnyceZNeN01W3Rqs+XLvgLeXV/P0HyuboVrlC+o1lEsRFyZfM+6jqziGvmqblR74k/P1fiVNiBfOtpwslMgI/BXKWpmnHjh7leT6Xyx0cGgItzQeHhg4ODb3y4kuf/z//8PEv/DdD1YKmaUuLiweHhlxmr5yhqqr+3iAI4vr6+sULFw6/+eaLL70C11jB8iJ4DJQYpEQin8+vraWdfxRoUFsxW14hE+PM6rS0Tim1DU3TShvZs97vXcJ+BPdKUZT1QoFlOcRZraFv+g3bCzecFQyFfVb19JY80iJnWRYouIk3zZ9rLGsgLkoBMvYvb0ZOzq2980bkn0fzxHx6yTBd1ZcDo1U1Mvb8seipe9m5+Q0wunXxYWzPXmqE1LT02r/spfa8lVPA9MNR4dnL8dd0Q16XitrmiFYyNnI19nf/LJ3+xeanaJq2k7Mqlcqxo0cBK4GcEeCs0ZERHCfMOfj9r/2q0eyVA2q1mn6ErW+zfq1EEsSvXv3ljevXwWan33sPlr+XyuVGf1MxEIDVFZewHz2Innvf9w+nPN/R24f4M3CvlFoNECiKDVuCGp4+fPqu6db2SHBWKBzheMHAUHYzWVsRJsVw69IKN52Jes4iSMpCNJm4KAXI9O18fnpy7dDj9BdG88R88pJxuurmaNXFh+mFfH5mJjM3vwFGt166KHzuMXqENL7n5PTaWmXHkNfp9Ob7fOazgZmltek15cEb1N4/k4TNF+k5S9O02ZkZy8jLkIM/c/q0c7VBc0gmjcFdIBhSFCW2Ej92bPjY0aMHh4bm57ZbiPSCy24sEAxBd0mpbZzyfCddCpU2smRiXFqnlmOXpvgDfGpev0tAqQaI1bT3yz5aUNPc0r3FLePTm08/EpxlNwDCkrNayWfhNpzlpkxMp3/votW2Jtc2NzFPV90arWqCurFhm0xWN2pGGeRaTZfE0askGzhL07TZmRlzrRbkrKtXrhw7enSzZr3dUBRjjQJwcGIrcXznGDGAWq1WrVbdL7Nks9suYboUOuX5Dpmo/0VkWdnY2OirlZPBg5r0XR8fuzZ25sQjVp+VyWTtKANOSNRbK36WJWe5DDYhV/b/IHUzZ2maNjszs/+1X/E8D4tFQ6HwiZHR1197rcVcuzPMqntAvt2Os8BL3P/Keon3O6GRU57v3AltpsZgSqs5ABEulPOyR5EeO37o8PDoXFQvs7/LOSuVWnM+Iw3dfO4nHloaadOU46ZZB+xJTxSTG4UlZ2malkwmL128+MqLL4GI7GfP//Tc+fe7oIEny7LhCMclKRpbseMsRVFWV1NufpRoLAZ9XuBknfJ85xL2I2mdus68csrznXDmYdO7raqqIIihcHg1lULMZYFaSF8H//7Wkd7lnKVpmvMd1ZBpAkqEzRnDsizHMSxH0rRvSwmepDYvDFAA4cR3FM2wbA+FsdzDjrMMqKvr0C6oqloslfQHMxyJQs5aLxSy2Zw53K5UKs4/aDwu6V8VSC/54h/54h/NB4YBeb3v+4fSxqb4YrFYlKSE9P+3d66/TZz7vj9/BdovLK2jOVKOhHQqHXQiISEkFlKEOGzERt3kcFDXhsVSK9pdOEDVtdqq9N7utpTNLUBI8ATKJTQX0iYQGkJCSAMBkpj49vh+iS+J7SSOL4ljey7PefHYk4lvsR1fZuzno0eQjMf2eOL5zvP8ri43ymCfm5t3udyZ/5o+X6xmr8/nZ1k2uLiI4l0KklIaCATEb00rXx/porKmZiUXFOTSZRRKFf/R9QiWnBc1msFWok8fYa8GGrF0mhKaZkEIGYbhRw4rlCqD0awCGpqmKYpSqUHyuaUoOvMflG/Jsnhf/CL/d+7XMcedX+T/7gquzONQfENwcRHZsMLhcPbJswzDLC0t8b82aqBJbiSePTRNT0/PcKG2YqWMfaSLypqaFQotc0YrlRog65LBaNTqdAnm9nVWQOZCHNZoyaE3pBS10jf+yhsBahZMqsv+4tX4H8+eG4wmJFvJUx6WZW28miLJg8s0jNBLaGIFIXT6FXcm33mk/0E3O7jmIdHxsl+ZpzxLS0vpTK5mizU/+yZF0Xq9weMRzZcqHeXpI11UsvEbRiIRTp7SWazWH/6uNxj1RqNObwCaNey7KjVICJS32x0i8jEJU7PgasMW0ix5xlbbDMPMuFzoFrK8HIa8OpT86KpgZBZplsX7QuZsRz8PmS9mPhiWZRmGoRkmuLi4mCrRGk3N7Bl1Ew2LdQpVlENLziznXz6f3+Uuf+Wi/Knaug4I1MFcnr76+3qKLCePbOy7nHrqDYYSnKgCIljNghCG43EMnGbxl3jJMAyD7hbICk7TNFq/85/FzbNuyv76UPfNH5ZGZIC3eFOUb04J16SHI6dGmQk31CxnXjRNi8XakB5B1vxbJ1lqFoQwFFpGJfeKp1kGg9FgMGZZvFSr06GF6ozLVeyzVFiErFksyy4uLvI1y+tNrFaaGRTAleDIsy1M3Nd8jpyGEMJxR+vtifc6FSc5G3yuzHu9VuuUy+XOZoKfUOItc6FadOQimranR8A1/9ZD9poFIVxaWuKM7tx3xWgyFyTHUK5QqnPvUmE0mUXhK+QjZM2CEDIMMzc/z2nWlM1WkEgCV1DD5eg81H3z28i1jtFv5NOpG/zkxLzXu2bUMV/atDq92+1Jp0oURVdI2lCVrw05FheXjCYTWiGicISCqBU38pA/0X29BK5ZEEKaplVqgDSrUC28QlHfTdlfu8EnEELbwkT/y46O0W+4+NJ1QlGU2WLN8CVJbrYy7/XyX4Gm6XA4HFpeNpnM8/PznKLRND03Py/aRSJNoZR9uOICrTrNomk6G2NTKYfovk/C1ywIoc3uGJO9npuf5wSLYZh1xp17Q1O+5Wn0s1wlfzQpTShBs04yhEAn2zRUasBfJEajUVQN3OdfFYyGlrqiuy9CCLleYb0jz25U8zxrYWGBm4ergcZoMqMmFMZcOuhkGLl2eBWdMQuKRLO43B2WZSmK8nhmp2w2k8nscDhDy8tIv9YjYSqgcU7PFPSQIYRwxuVK+T1JuXhUKFVcR3HkTOBcCpUAY7PaIYT2J+3yhaqKz0rA7fakm2dl3xc6w8i1YWIebTvKjrg0KzmJWh7vp2symaenZzjlQiqW5esXSbP4TT+TbocpwnRUarD2i4oUFtuz4iSk1KaTm5QZ1GuOPPyPZe9XmCui06zM1gA10DgcTpfb7Zyezn7aVSTNcrs96Y4z5T1Vq9MX/BiEAmsbxJqFsFqnspGbDIERGYYOa1YcgWgW5Dn+kUsR1SlNDoJXAw1FUVlOtQquWTRNz83NZ7hNLvh8wcXFQCDAr61kMpsLeAxChQ05nsmqWbO4IuLJI0GkdHoDcixmX+8BTdZy8h6WoPJBYRGdZqWEYRj+zFqj1aHVYvItBBXDSthYcM3KsCqUry74wbIs/4taud3MqjVHOiXpploqNTCZVzqk8u9ma0qPQqkymWMZOTlN0BKc1sKnMjQLWaxDy8s0w8C4VxHZ5dEOqLMvhDASiSzGzY4URbncbo9nVqFSO5zTBTxgiqJQZQiUa51gjE9Q0lBopUK0Gmh8fn9JOSibAAAgAElEQVTlmN45qjZHOiUulzt7TZFnZ55PMocZUxpNk4cQ2tnnRGVoVn6gXtah5WWlGhTDnsVnbm7eZDZbrVMpk3USAiMUSpW4slbXhl0wvhp/OfLodnPjhYbGrrizoUo1K4OlM2/NSmnozVzjAWtW8Si4ZqGEZ04U0NqQn6tYepJvvdNFltGSws68/KW99eeWqz+3t/7S/ir+yapUszLbDvLQrHSeKYVSpdGsEcIqOjNqdWoWy8JoNMpZ6DnN8vtTFBQsGT6/32538DPSynUkxWLZoFvd9qRKNYtvDiiIZmXIAQIabXKL1oQhrsjS6tSsBIoU65ASh9O5pnM5EolUmjEex2fxYVk2p0zD5JaFiWvA9EZ3FNBoeD2kVb1OflQD1NYX7Y6nDcU4OUUiS81iGGZ2br4Ex5MSoWnW9PSMyWyecblyDW1ZWPBV5gRqTVj7YMOwDUIIl7UPrv3hjG2uUs2CuU+1UEK13mDQ6fXJgaMGY1q7FZph6cFrE/kvKvVK+Wbri3brox8tbUdMjX+euv1/C35mikeWmlVehKZZwcVF7jY5ZbNlmWTKsiy37hNdHN968SnGLfFFN2VWaEPox+rVLAhhTpoVG3KeDBkMeoMRTaPUQJNu9YemYGbVS1Pjn61PGw0ahUGjMAGZWfrPpsY/o5GTZiGvfH4fuSBgzYJ5rQ1Tds0wmc0mszldMVWuimk1zrNgWNfLrQ379NVZP4tPcHExD82ajP9gNJlROrRWp+NVHE2cbSmUKnR3tT6/xSlU8shJs1AMdxm7S2HNgrloFteSJ0MZ5XQxelzXKHFZPItKlWpWIBDISap0ej2aLvEXd9zgm8YSIuC5NaP10Y98kbK3vx1yvg45X/sUHebmHdlrFsMwNrujvH3Vs7VnvW7QbJBovhyJlTQ0t03LKQhhQEqmnlSoSae6YAcpEM3K5pum1enTxVVx/mjROZeLR5VqVjaNA/iLO73BoAYao8mUMgWaH+iQsELkHtJpVPzF4HT3idjxO1/PPWswN+/I8sgZhtHq9GqgiUSj5Zpq5aBZWy/4FtlAc41uf2tAQdonInBFszTT2/cb6s4tjDUavzpj2te6qCbtLS3Gm3r/9TpD/Q77+LpSmgSiWWvGFdvtjiyfLro6a0WiGjWLoqicSmVlU93BZDLrDYbMKT7IpMVfDLp+P2Vq/LP15zdNjX/O8uC5Rp4KpYoWtmZBCKkXP2o3SN3NZABCqCbtE2HIaRatm965Q7f1bffAFacaBqRkQE1qNnzjDdDBm7t0dduM99eVGVNizaJpespmQ38Xfn2hNb85mYsR8b9RDqczw57VQzVqFvpulWAAtcqsGuVvmRo4x8mWT9Ex/6KJ+5UKrHHTRrMqCy9TslxGpSw1i355WvPGJs3G655EzXrHdueOZ6jNWH/ctPMt16OYZvnVUufTYcv7d2be2W86tsvwq32td8hEiTULRSSgwdnLKYrK/A1Z07Ke8F2dK1/siHCoOs3K1ZIlz67xV/IwgNdIjCxtR6b+aEmeavGHoWnnwow185FHo9GEtxC4ZkEImcXFDFNBNrTEpDTjUCEqvN68uVJqFsuyCVNsz+xsIBBIl4qf/dQp2YiRX4vWSqK6NItlWc4Rk/1YM6CUP1QqlU7+3DQ5iAKv0DD/vC828wIgpWZN3jmhUqewP3NhDTRNJ5TQKVRrhjzAfkPI06ylpaU86qxxQ6PVZQi8StYslRpUVCJ07lSXZvEn8NmP7CPmFUoV0Gjtv32QIEnWF+3oUcvYryk1S/PocsoLjGEYVPA7obYq8jQJ3AZfXkqjWRlqsWU/FEpVylgHlmVTzvGrfKpVXZqVa2o0GlneRbkoLTD50v7g46nWf1tRJTAmVygtiuGUguXs+neHw558gVEUpdXpFUqVc3o6wWlQ3gZ2WLMoilIBjclsWb9gcUMNNAkVPjyzsyn3rKjiDblTjZqVawtCjVa3pp9Rpzck76N/PWhu3mFq/LO164Rl/IH5533JgmX9+c2gYSD5AmMYxuNJ/ZWVK5SiiM8qL0XVLLvdIZMrCtJ7PGFwNbDSTbLkVRoTv0J1aVYwuIi+B0CjRdEJ3DAYTSaT2WA0pZSnzFOtDI8mrxO5ETQMcAeWfIEFgsEMGopzd9ak2Jr1x7PRsXFZwTVLrlBqdXqH05nBIqFQqor0uUSB2+15PPCkWjQrm7Vhuu4myY0LUda0wWjK4Fi0P/g4Wa0cHW8v2V7yDyz5AnO501ZSLXtn87w1yzf8BSEhCMk1dbIRGbS0gNU/rMIjl3PrJv/ICFi1IRVF1awpm+2PZ89fvBovhmZlM4r0uUREOBx2OKdVavDHyPNq1yxuAI1WbzDo9caUkqTLom6yQv7a0rI7WbNCzsSqUjlplsFoEoVmseHw3IXLUdtKmBUgSQAhnDabw96hTzdurGlSMvbfDtXW1pAg9lhsJ+/QqY01G5uUnoGPtm6tPdI7be7uNgKSICSHe4xjZ+qbVaruboN/5CuCkFxVKElCQhzuXhVQXjzNCoWWFUpVGTWryudZKZmbm9cbjK/GJipNs/iVPbIcGm0a45dy7ecaJh6lXBXSS4mRgckXGBfvnuqQdGVMkIZZa9bSs1HNP/1p7sJlbgtoadFACBd9PgrIZBEISBJYOw/tObinRa5YpVnxh3tksggE169rAEkCQBKEhJCqp7ruAQhIEoAXLxbRUwgJQUhXBYsUSbO4ymtl1Cx1Mf2hYqfSNAtCGA6Hs0/cyWytXzOnB0wmRpB6nvzgV/+WfFTJFxhN0ylbUmu0uqWlJVFoFoQwNC5jeZ3QZnrfJYiaGsllOQVISV3d9hP9LmXT9vr6LZcmdXeP/2KmIITGu8d/MStIom573YlHI2Rtff2Ojdc1gCRViqsEISG+e+54+u3pV69IEgBSQhCSq5OTVwkJQXz7PMh762JoFsuyZosV/SHKuzYUXX+5klGBmgXT95HOVbOSLVzJg2/PWpDdTndIKS+w5MB3jVZHUeVcFSLWY4NnIuFYp0A2EolCCCEbXQ6n+Ezo4aDD6pnpv/MkFr1EhULU6t0iy2Em5QOF1SzUN4wfkFxezVKpwYzLhbOmk6lMzco+RzrzbnqDYc2oenvvZ7FQ+OYdLJ32G5Z8gbEsu5hU4avs1ndECf2GtKXr2PFuax6fuSCaFVxc9MzOpkzBKa9mcUN0TZuKTWVqFsxlqpU52TBDbwu1YoITLBQ4muF4Uq4N9Uk5Q1qdnusYWkaKoFn+kZEUzsJsHkzHejQLpQpmvmMJRLMKbo9nGCYSiYSWl8trf8ibitWsNRPuubGmSStdJXjTeC/fkuV+/HWG40m4wBiGSXmECqVKCLlmeWuWf+RrQkJcVczFnYZTXf/45MyHjaOzY2fqm1XqzmMnTl0f08Q8if6RryUEcVURHDuzv1kVXPvlV5G3ZmVZW00gmiUvdNwDy7LhcFgNNGqgoShq7ScIjIrVLAjhmjn3nCqtuU9Kw5Z28jlfs1x9pzIcTMIFRlFUyvld2T2GiLw1i/PzxZ2GgCQBnB0YAJwrEELIeRJje8Oprq5SzbOyzx8UjmZlrsCVHxRFmS2WGZdLCPfInKhkzcqm706WmYYarc5gMPLVTSF/bR/4ia9Z5uYd4bm0KRf8CywajaYLyEjX6aDE5K9ZJEFIiKsKZcxp6InFYg2BhbgrEEIm7klUkISEIK4q6IWn351+lesnz16zwuFwcHExuLiYvcVAUJqlUKqmbLaCNzekaZplWaxZhWc9fXcyxGpxvSeyH6iHGFIuy7MUHSu8Y9fTHQn/AssQmSWQppvrsWfF/Hxxp2FKVjyJsb3zIUvNyrVorQA1Cw010IhOX4pBhWvWjMuV7huQe+ipDq0QgUar1elsTxqSNSvLWAdUZCalR9LnE0QRkkrKN8yv/ZIANUtenEWi6KhwzcqQypNN7BVf4BLMXub+88maFdA+THckyTZ4W5IleHZuTgjGLIg1S6ia5XZ7SnBiBU71ahZIl7KzeiiUKpPJnGynnxq8mKxZKSPgEQkXWMog+Gg0/WqqtFSSZmXvQRa+ZmXoOVY9VK9mKVQp+him/Jak3G4furSeeRbLsgk6KJAoB0QlaRbk9RAUu2bJFUqrdarYJ1bgVLhm5VdqmRsarS6dYzFBsxwdb88On81wJMkXGPfKer1hymajaVogC0NYcZrldnsqRrPkCqVndrbY51bIVLhmRSKRDH/7zNGkaqDJ4G/iNMvz5Afv2PUMWTuIZHsWwzCzc3N2h0NQaoWoJM2iKIpl2TxkS7CapVLnHsxWQVS4ZkEIM4SMms1W/q+oiTQq+q5Sg8yREPZH3yPNii5kNVdPeYFxTXeERiVplsvlNhhNlaRZ8uquCFj5mpWh87PRZOZmUio1yCmKRzceq5y1ZqdVRLGbxBSWStKs/BaGQtasKq+uVfmalaEwg8FoRD5B5BzM9atjvnUAa1YZqcJYh9gXz7JGc9/Kpqo1a51dVfTDd7BmlZEsTynLspURB8+NKu8kVvmaBSEMBAIp//a5thTjj0mFQqWYcL5MG/ieANasgpP9Kc2ykINYNCtle9fqoSo0C6bJ5s/v9ssf2XudsWYVnOxPaSQSyeNvLVjNCoWE/qcpKtWiWYFgUG8w8GvscU2h8xtanT6nOh7i0izhCxbM8ZTm0cJesJolnNjjslAtmsWyLPp76/WoRasx+3xDxcrPCm5jroW6xaVZoiCnU+pype3MJi7N0mh1RT2rwqdaNAtCmN9XRJFqYx5BfVizCk51ahZufVhFmpVl2dJVI7HFYWyepTekre2XDqxZBSenU5qhKpG4NEtefQGlDMPMzc1rdfoXL8ce/t5fRZoF8/AfyVNvz6MViqg0y+T6ZmD10hc4pWCp7aZfSNXDczqlc3PzWLNExNJSyOGcVihUT5+O8Bvfd/f0Ys3KZigmeb/a7Y613ykJUWmWfuaTvvkrh60/HTW06vyXtxrfP6iRgoD0gk9xXVe/X3d2QggJR7meUs/sLNYsUWCz2RN0qno1a97rzaZjRbqhUKryTqkXnWbNXSYDEDilA+6G4SgETikISM8vKG/q63Zo/3ZfCG7FXE9pNv0BstcsNdCs2fuyGCO/W6a4wJq1irxly2A0raexkmg1S+67uMf81TGtFASk52d/PWI4dlx/4NdQuQ8R5n5KMxf5yFKzPLOzwcVFVLbf509b179Iw2yxVkOgA9asVSQX28tyrDOQT1SalQDNUtx1QtFL4XIeC4+cTmkkEsnVdfjHs+fjstcmsxkNu93h86eu1r+0tLSe+XuWw2qdqgbBglizEsjHe1iI4pBi1iyBktMpzbXHkkarm1QonVln9iVnYpvM5gIuHqthSciBNWsVedwPHU7n+qtcYc0qONmf0gwlttMJFk3TKqDJXrMghAnNEwOBQJbdM9ccecTWiBqsWatI+fVVKFVo/s8VDlcDjc/vL2BBPqxZBSf7U5qhhlrKgVpy5apZXK6FPL6OW39CKxpzc/N5niNxgjUrkYTwQoVSxU/EcTid09MzBS8fijWr4GR/SkOh5YT5tRpoTGYzNw/iblozLlc4HDPY5apZMJ5rgSzlbrdnymZbv2BVYStWrFkpmJubR/dAhVKVzrBaWLBmFZycTmk4HOav1LLxqOShWVbrFIqG8fn9CqUqHA6vU7BK9v3kU/YGBViz0hJcXFxP+EJOiFuzZgdO35uCEIbGzpBrplr6R0ZK0mMhj1M67/WiyVQ2O+ehWRwsyyJZzKOeBDc0Wl1Zys7Mzc9rtLoyyhbWLEEgIs1iw2Hrrn/x3W1f2eTuOyZpUjLTvUeIFuAb/pwgJM0q1tp59OSplqFHXxGE5KrC+tvhTbUbSRAaO7O/WeUYOrWxZmOTkrF2HDv56fWxQOGPs9indD2axSc/S7xCqSrZDTWB0PKySg3KuCDFmiUIxKVZxtots6d57RrdfX2Dg21ffU22tbUBQG6q27u9lgSAJAGE4MWLRQghtHYe3n1wLymnprq6AAQyWQQCMr5TMRCLZuVn1TKZzet/6/ygacZmd5SxIxTWLEEgIs1KgbuvD1Dynkduc1sbAKRk27atlyapmGaREoKQXJ2cbKrbV7/10iS18PS706/GSKJue92JR54q1yyWZfPrYu12ewryKfJjeXk5Go2Wy7CFNUsQiFuzEmCjkSh/4RBZDjMQstHlMO/WzEYi0aIehSg0K28zfHkLKNM0bTKZp2w2rFn5gDULkxJRaBbMvdygGmgCgSLY/3KBZVnn9LQaaLBm5QPWrPIDWloyLfBA92/2NV+j4O5EsWgWhDDLmHitTj83Ny+EaCyaZrQ6vVyh9HhmfT6/y+0u5VFhzRIEItcs8uCXjV9IRxd9w19ICKJZxdpjXkLf8PmTX7x/pMPqHfrh8HsHPn7kAV1dNjj94D6w/3q4dtNGEkBrx7GTnzbf+HZ/syroG/6CkBDNKkvn0ZOnWsbGSIKQHO7JK5dORJqFCIWWXS430oIEF6HD6eRiWcsOy7KBYDDhIEt5AFizBIHYNYsEcG5gAACydvveuk0kiHsJFZOTFASdHVYwORmF4G6rCZAkgJqWFmDtPLznL3tb5DFb/dS9LgAhIGvr9tTVkj3INA9IgpAQUnU+ByU6zeKIRCLzXq/L5UYxqOWKaUjH8vJyQtZRicO1sGYJggrQrIWnTwEgia3btl2ajChjXkIFuf+zHz840mEF5O4TH729r9VkaTtw6MR7O0iVsqmuft+Kf3Hh6XenXwUASWzbuu3SpIIkAYS04ipBSIjvngfzOCjxapaQYRgmoRyFSg38gQBeG+YA1ixBEfcZcl5ChqLQHZiJRhV3W00QstEoBWGSIzHhBWJQoVCeswysWcWAr1kKpWp2dq70EQ9YswRBxWhWRuYdjtJ56LFmFQOaps0WC5pehUKhsjgEsGYJgurQrJKCNatQsCzLaRPDMDa7Q65QLpVJsCDWLIGANavgiFqzGIbhkmMYhiljQjLDMA6H0+fzsyxL0zSKzMI50usCaxYmJeLVLIZhHM5pvd4wM+Nyud02u2NmxlWu/D40sbLZ7BaLFW0Jh8Mmk7lEmkXNq/o7b9ztV82tmDWxZgkCrFkFR7yaRdO0Xr+qPr3N7ijLvIZhmEgkggoiWqemkG6yLFuqqZ/9ScP1rhdao+ZVl7TxSTwwGWuWIMCaVXDEq1kJ8QQqNYhGi5ubmZJINGqLdykuSNODnGFsVhv3i92GNUtQYM0qOBWjWYuLi6W3dlMUxRWc4GZYpYaxDTQ0XogPPM8SFlizCo54NYumaQuvZ13p9YKiKIvFys3yylgqC0KainXPXJlrYs0SBOLWrODz72p376t745qa9cjl7pWU6aUX53bvfqcrPsH3j3xFECghMdXLcLW0AJki5zrXSlvi1SwIIU3ToeVl1DyllJJB0zRF0SbTSiMii7VMkywIIbQ/aWi80NDYO/LsBp5nCQ0RaRYbDjv++ra/q3tlE7h1Sw8hBDdv6s3d3cYVdaEVjQTxw4ul+H7oAc/U1HI8iRrwsqABuePI39+58ioESBJA79CnGzfWNCkXRr6WEMRVhZIkFeBGi5IC2SVOi1qzSg/DMIFAAMWLojFls4WWl8uZ7cjYrHYIof1Ju3yBd5fDmiUIxKVZibWVQVubGUKuVjJvvnS8t09ac+nSs7FlCCEEt28ZnA/ee4PgJVHzsqABSQLo7utDLxAvv9wTK84MSIKQSNVZJ05jzcoShmGWlpYSsgj9fn95m+tACCG7yp71y0RsM9YsQSAizUrB7MCHWw6+U7+pUUEDkgTGu8d/MVMQQktn/d5jf//LFuLjJ14IIXT3Ha3Zvm0r0fA6HEuilr3mZUEDcseJrz483Go0tR5vMylISV3d9hP9IyQRm2dJ1bbfPu2yZJk4jTUrG2iadrkTiw4GAoHyCxaEEFJe0HcNaVZLvzH+B8eaJQjErVlwJfE5ES5FmtsvQsV+iGVIr8qCpqK8BGmu/DIqzrxCVonTWLOyYWlpKUGwyhvjvgrkN2zqGh3RWvHaUGiIXrOEB9asbIhGo4LqjpEMEzT3/4xjHYSHuDXLI5e7V23wj3xNSFCXQ26bc2QkbYXlYvRpxZqVDQlxFRqtTlAlBtkFRdvlxgsNTW08KzzWLEEgbs0yd3cbprr+8cmZDxtHgxCuchDGaik/AIAkE+opX7/fin5FfVrzKeyXAaxZWcKFj6rUIByJlPtweFCW/oZfhgyeebdh8E7jY2tsxSp6zWIYxmydKvdRrBdxaxbnLJwdGAAQQghu3TY4e9/bWBPbDlpaACDJxHrK3K+osHJhwZqVPZFIxOOZpShKCA0yVlgEz9WLsZ8D6lFtCP0oes2qDCpEs7xDQwBCCN19x2q2bd8qaXgdtbTvP3Ty3R0kAGRiPWWG+xUVVi7sQWHNEj8Rw0Mu1qHfWDFx8JWBuDUrFZyDMO5SVEtJkNSYNWV55cKANUv8TA83VmK+IVSTmm+eU55HMyMK1015mqmtOf1DgqDyNCuBsPze73m1/MobrFmih7VZbRCGDXo7rKi6DlBNmo5dmZU9nB5+6Tw/6j0j0WyQ6NsM/ssSzQaJfWLSSewwtPY4z8v81+sM9Tvs40LpE8en4jWr9GDNEj1shdZ1gGrS+XzU/tHHzuGXznMdDimAalLb2ufcsNN48qDhdq9TCiAEznNjgZu7dHXbjPeny33EKcCaVXCKfUqNZovXu1C818ekoyI0Sx31XZRYh186zz3zfr9ZWyvRtWp8F2t027dOjY7HNavP/c5+07Fdhl/X7sNeerBmFRx8SsUPWg/6/X4Iod0WLw8ifs1aBe2//r2n7XPr8yCEDBNZHR1HhaiwQI1a+AIrOPiUih+7zQ4hY7XYIYR2a8XEZyXAzrxydckjApWmtOALrOAU+ZSaXN8MJMRfBqTkmvEaS203/QKKMxc4sfpZaAxUqmaJFKxZBafIp1Q/80n/srzR+NUZ077WoPyK9m9HDW+QfnmjZsdO7cGu2SuHrT8dNbTqYr6g37uMtZu1VxQB6QVfRDO9fb+h7pxPiN4gIcEuGF+Nv4oPU9x4iDVLEGDNKjgl0KyQ/IpTDQNScvZeg9cHA1Jy9pd3XRYYkDa7LpMBCJzSnpgv6GaPY4NEc17ml573Lemmd+7QbX3bI0RvkJBgZ17+0t76c8vVn9tbf2l/FXfSYs0SBOLWrALVVrZ1HXxjU23t7jaT6/cv3v3sk2P7vxny+oa/ICQEIbmmznG9X0rN8ska9H//2rSV9E2c175/1LCzdTamWfKYL2jwydTeN/Vbbs9Kz/usvcb646adb7mF6A0SHssG3eoThTVLEIhIs4pXW9nS1tCtVqsdAei8fx9ASE1e4oqeTpvNOa6kSnxK2Xg5BDa0xKyS15gviF0K0vGyVEn7YFJRsfFZSQSff7d5174dG+N3fZJ319+1+wjvrv+1hCAk6e76K7f9Fw+/eO/UJ8frvxl6gWYQ1s4O9JKu3z9/77OPj+//esi7+rkpC69kqLgiIs2i3B79f/8fnm+/X9lUoNrKlrZPf7x5686rGei8/9kHp3/4rl0dgqClRQMhXPT5cjRdi+iUYlITqwefiOg1i/b755uktN/PbQE343d9XdJdX0L8mPKuH6uRAkgJQRyKtUewtN0aCwaDy5SzJ37X70FPMba2opd03u+JPdLfcezkp9cHe09trNnYpGQASQLf8BcSgmhW+Ua+JiTEVUUwQ8UVcV9gBaqtbGl7M7Y2RPMsCCGEM73vEkRNjeSyHGtWtcFYH1fkPMt3t13zT3/iL1Uy3PUf9kk38u76t/XO3nffqFmpkaIgJbFGCRBCS9vf3nr/6LFfTc6ezz788Yf/aFOHYq9luH0rrlmnPjz9/X+0xx+J912IvXHt9r11m7gmDDBDxRXRX2AFqq2cEiYSzqONsuhPKYaZqth5VuBhHxtesXbMPv5w61/e2f9G7K5vaj3eZqIghNaO+jeP/v3gZuKT+F3/GLF9+5bYXb9+39ZLstdXJQQhibVHsLS1x5SpJ37Xj8gu1h398oM3Px2cR4/c74k9EtMskqjbXnfikQdpFrF127ZLk2j5c1VBZ6i4gi+wgoNPaaUies1KSTHv+lSUymA+jfVdUEtJACEbjaCWDIlNGJKozAsslVWvGGWUU795RZ5STKVqVpkJy+89zK3wirgvMEPrnr1v7T37csnSeezEqesDvadqNq5Y9T4nCEmzyodaq469KEIZ5ZSU/JSiT0oQqaIyUnbGTlFIH5MFWLMEgbg1C5AkgDO9vSClVW9T3d7ttZxVrxhllFNS7FM63yRd5TyFK1EZrqGYK4arfx83qtq7P//qymcnj//U8PV/DnigubvbOHXvo0/O/L1xNIgi0ZpVbJaNsqsWrFmCQOyaVXvw6Ns7ftZyVr3tdXXH+2NWPcm2bVsvTSpirVXnilBGOSXFPqXWXf9ieON/8TasRGUo4qKdUP8+pmtzAwMAsmo14BfSfwwAWVu3p642FrO2dqPsqgVrliAQu2ZJ5fxmqvla9QpKyU/pTO8RooaoIS7LFTFXjIsreB93BAGSBHDh6VMAIQBgdSF9QBLbtm67NBnOslF21YI1SxCIW7MCdrs/eWtY3lnicsqrKMcp5aIy4i2wcyt4z6l7Vo2yqxasWYJA3JolSPAprVSwZgkCfIEVHHxKKxWsWYIAX2AFB5/SSgVrliDAF1jBwae0UsGaJQjwBVZwSn5K0xb5WC9rpQ6A37qrqhIX1ixBgDWr4BT7lEZt9ojByH/DdEU+/LHCHsquLhucfvAAWDuPnjzVMtiHMgTY1YGm8XIg7FTXRx+f+Xvj6OxKPRD7b4dqa2tIEH8o6Bs+f+LL99/ptBbvcwoPrFmCAGtWwSl6f8PaLdo/1fDfMG2Rj1gKACBJAEFLSzxdIJYhAFYHmsbLgcSCTR8PgKmueOqAtfPQnoN7WuSK+ENgcrf59foAABs/SURBVJKCoANrFtaskiNuzfL0n/7o7E9fvHMxVnQnAdD928raJecUu1zLJ3LPK/IpDTzs891t579h+iIfqLCHsX3/oZPv7iA5zUIZAtTqQNN4ORCKCzbl6oEwyqbt9fVbLk0qVuJQ9586/QGeZ2HNKj0i0qwUtZVnHj4EEMKZ3l5gRcui32Opc77h8ye/eP9Ih3Vu4OOtWzYfeTBt7u42ckubuYGPt2zd/E7vNIQQGlt3v/nWnrMvl2JLp95PN26saVKqeInWLKooH8u0Hs+YlyeAUxqPLOVSABLqjXAxpAlPS70ZPZQYo5pYqqQKwJolCARwgWVLitrKMc2afdzPTSHiqXOTkxQEnR1WtFC63qJZSbF7PADQ1pbrGgjTZlr38BKtuWXWVFcXgJnz8kR0SjE5gTVLEIj7Apt5+O1HZ3/6/O1vBue5ZdG2rWh9s/+zHz840mEF5Ob6fTs38jQLLW0276vfWRPXrE2Hjv5t50qmtaSubvuJ/hFeojUFSAlBSFCm9YvRjHl54j6lmPRgzRIEFXeBceub2Nol6JjyzPTfebI6DABtvY22psm0Tki0XpVpnSkvr+Sn1NPfn87Gxjfi+UdGAC6ctR6wZgmCitOsRGhL17Fj3VY6aevR4/GtKTOt80+0Ln1dh4e9SLO8Q8gSx8wNfLR1a+2R3mnUS4UgJId7jGNn6ptVqu5uQ8w2p1CShIQ43I3LZWUL1ixBUPGaVXrKp1krQQ7IiHc9tiBG1reprnsgIQSCkBC4XFb2YM0SBFizCk4ZNOubj8+dO9c48jRmifMAsra+fsfG6xpAkqp4VSzH029Pv3pFxhrTSa5OTl4lJATxLS6XlS1YswQB1qyCU85TGgtyCDqsfCNesvUtZpvD5bJyAmuWIMCaVXAEcEppS9ex40lGPMw6cbs99x/8jjWrzFAUFQjgxUEhEYBmYYqIz++3WKdeTyoGnwxjzcJUAlizqodoNOp2e7Q6/fPnL7FmYcQK1qzqBGsWRqxgzapOsGaVivCEfUNTgIGhzje1tw1ZPUV1zamGEMKltpt+7HZKAmtWdYI1q1SEJ5y7djvV3vm7n1vJXx3ETt22Qx4zcL2zR3Okd/56naF+h31M5tx2wLBNottXr/1pjFJd09Ru1m645r52wbescm56y7Bb4nw9YZcCqCad965oNkg0F19XW9I/B9as6gRrVqkITzhv355paXH19k7/+J/GDgtUk041G7y5xTEZDt7cpavbZuwecEgBK290qhfmr3SHVNecahh53Ow8d95n7rH+Zodq0ikbt0kBVJPWryW6wx8Y6u+krGhVDWDNqk6wZpWK8ISzXb3w05YZPZhu7rRvO2o6sMsl/8O6Yafx2/bpd/abju0ydD5K0CzN9r36N666m8/7lhSObe+bD29yqlTOLYdNb9U6Ohs02+u037+o2lUj1qzqBGtWmaBCVIRd9Ws4VRU4apnmNImKMArSqYaQplgWQgjZSCRN5biqAGtWdYI1S1QsmJcWyn0MggFrVnWCNQsjVrBmVSdYszBiBWtWdYI1CyNWZlxunT67SDdMBYE1q3yg3pwS4po62ZIOWshUZXzTV+wFZEsVFvRlmKqNTqtesGaVjojBSPt5xYVRJwc4bTaHvUOoI/FUrI1w/DEIV7cgNnd3G6a6/vHJmQ8bR4Ncfy3uxczd3cZ4T+P52KPWeNsu/8jXEoK4qpgfjrX5Ksc5wGDWC9asEsGGw9o/1TiPvL+yCbS0AAjhos9HxYv1Po61EaY4zUpsQRzvwzUwsNJfi9tvdUFf9GgP17aLeyDW5qvUpwCDKQRYs0qH59vvg4NDK7/P9L4rqakhiMtyKtaR+PfhWBthynT3WJuZgjEt4rUgXtWHK9ZfC0IITa3H20wKrir5VYUy9iivIzEhIYirCmW8zVeZTkPhiE7aN0g0G77yytum5eL/OJjswJpVVphIONaHOFasN7mNcCbS9CPmehonPpr2AXESnbRv2GafWIRq0v5qwnHoa9v79TPqMdsGiWbDLlf/dV39ft3Zl94GiXZTrUaq9F+p0e3Ybuy2B5prdPtvuRokmg0Suyxa7o+ByQ2sWRgxE3hp2yRxdpP2V2MOlDreTTrVMCDdPtN/U1+3Q/u3rtmLZAAC50d3nEc6liBwStWBZjIAgXPDTuPJg4Y72PMoMrBmYURL6JVtwybNxjem7/M0a/zFVO1m7YY6x7UjhmPH9Qc6Zi9K9Hv2aponfee2m95/S99mCjSTARj1XazRbd869WKp3B8DkxtYszBiJrJIRVZvoRXT/9Ht+uw7b5Cil8IQRn0XSX8oxEIIIUUv8fdmmAi2gokPrFmYCoNaftnhnpyP/8ouqzXYZFVJYM3CYDBiAmsWBoMRE1izMJh1YJHJfIV6rSm5PFCo16pgsGZhKojZgdP3piCEobEza8f5+0dGUu7j6e+PbV87fxOQUjUK1pVI1evN96TkEzg0dm2wZmFETMRgZMPhld/dfcckTUpmuvcI0QK4fExr59GTp1qGHn1FEJKrCutvhzfVbiRBaOzM/maVI5bpyVg7jp389PpYAMKZhw9jmmXu7jZO3fvokzN/bxwN+uJ5moAkCMnhHgeEKE0BkLu+6TUH2YT95wY+3rpl85EH0/ZfD9du2kgCaLyz580De8++dA59unFjTZOSQQc22BfPGwWvX2N3QUq83gWTyTIx8frxwBOsWRixErXZNf/0p+n/98HKJndf3+Bg21dfk21tbSv5mCh5M55vae08vPvgXlJOTXV1ARjP9ARchidPs3jpnY8Bl6eJsqOk6vgekPG8OFMvIUiwen+ZLALB9RaNtfPwnr/sjSeRzvT29qx+z5W8UaxZHPzG0fcf/M41vu/u6cWahREx7s++DI3LeL/39QFK3vPIbW5rW8nHjEuDhCAkVycnm+r21W+9NEktPP3u9KsxlOn5yMPXrG8/OnfuXOPIdEJ6J8rTDCuuEoSE+O55EEIISFKlaiYkBLFKs9D+m+v37dzYolY21dXvQ8dRe+j9t3feeEBK6uq2n+j3cAcWyxtVT1ZAFmgBsNnsfJFKGFizMJVLYmIlyrdMyOmMZXrm8nJUKBTTFkY59IcPspHQclKWaNAx5Znpv/PEy70hIKXyaJRNfs/YC5sGBpy5fcAKBWsWBlMGaEvXsWPdVp6WBex2f/r9MRxYszAYjJjAmoWpdsBv3XYIIZwdON2VbShEukgIGHz+7ebdb+5445qaDY01nZtwjzWdm4jPn2J1HDHrAmsWpmqwx+IYuIAD6Bs+f+LL99/ptEIIobvvKNGkZKYfvEuQgItdQFEOQ49QTWorKm8tGzuzv1kV9A6dqtm4sUlp5iIhILh1Uw8hBDdvqmUXDpGTIxcOtYBxUkIQh3ocgDz4ZeMX0tHFhCc6hr+QELigdZZgzcJUDfE4BkU84ACCyUkKgo64ZvUNDrZ9HQ+F4GIXVodCoPLWpq4uALlQiB7OqwhBW5sZoigHT38/QCGoyCkpVXOlsBOeCMja7XvrNuGC1lmBNQtTLTDKWBwDV1AaAnL/qdMfcPOsPkDJ78dDIWI1puMRBwQhIa5OTsbKW88+/e70qwAgie11dcf7R1Y0a3bgg60H396/qVFBc5pFK65KCELy3fOxeCnshCcCkti6rSIKWpcCrFmY6iFFbWqGotI0FMs7FIKNRpPEZyX+IfUTK6WgdSnAmoXBYMQE1ixM1bCG2w50/2Zf8zXSOgwxpQJrFqZq4Nx2vrifLu5J9A2fP/nF+0c6rN6hHw6/d+DjRx7Q1WWD0w/uAy6H2dpx7OSnzTe+3d+s4jKiLZ1HT55qGRvj5UVjig3WLEzVsOK2i/vpOE/i5CQFQWeHFUxORiG422oCJAmgpqUFrM5hhlP3usBK51rO77eSF40pNlizMFUD4Lnttm7bdmkysuJJ3P/Zjx8c6bACcveJj97e12qytB04dOK9HaSKl8NMAggX4g7DbVu3xTyQkObnRWOKDdYsTDUS99NxbkDOf8hEo4q7raYV91/qRrgJjr4kvyCmaGDNwmASmHc4lst9DJi0YM3CYDBiAmsWBoMRE1izMBiMMHEOD1ooGNb3Nl5oaB2bi23FmoXBYATJglxmY6Omxx2qAGRsKs0S2ow1C4PBCJPpkabGC62TXghD2t5BW2wr1iwMBiNM7DY7hNDv90MI7TasWRgMRtjYbXYIGavFDiG0W62xAhxYszAYjCBhJ+40NF6IjwGsWRgMRtgEtA9akGA1tMtm44kGWLMwGIxwYfza+9LGCw2NT+KFgrBmYTAYQcLYBhoaLzS0Dq9OpcKahcFgxATWLAwGI0hY2yDPBo/XhhgMRtgwNmuqYtdYszAYjCBhrI/xPAuDwYgGRi8fs1mtNqvV7l5cKbuINQuDwQiS1fasfktMtrBmYTAYwbOoGQWL6EesWRgMRpDE4rPQ6FHHJAtrFgaDESasfbBh2AYhhMvaB9f+cMY2Y83CYDCCxKcYj9uwIGVWaEPoR6xZGExx8Xg8f/23gwf+z/4qH2d++inHMxfW9XJrwz59OLYVaxYGU1xejI7+887//WJ0tJrH5YaGA/9nf45nLq+af0vPRkPjMu5fNCi3p7B/VAymgnkxOpr75Vpp5HUSClfzL2IwIvFCQrasUkdtqWLsMRgM1iwIYb6a9aR4Nf/YcHjp2WjEYAyNy4KDQ0vPRmm/P8fjw2AqkxSXK2vvPkRsk6qjifs65XIv94tHo/HyHpuemHBnfifD69dLqzYkvAKcnphwJ+1UEvLRLNY20HDtgT5Ez03cKXbuDpIwf1e37267v6t76dkoGw6v/TQMphJJvlwZVfM/enVPvm2Y9I2f3fRmq5Geuref2HPXxACSBNxugCSfjt++duGxlYkorr+1t5YE0ckGybE+N5yJbafBzZ2fPp6dH/yY2HdvyqrXR939n+3+8rGHewWAdrUwEcWNt/ZsJgHa6fPdXwyU0sST52QzYuxtaLzQcOMPZ2lzdyi3J/CwL/Cwz3e33Xe3PTQuK8jLYjCiIPlyjcgukgCyNO17/l2zTHaJVAOybstmggSAJIHh9vdPFyCEEJBkT0en1f3okVo9Nh5SXyPV6uejQbWUBCC+Xbplz57NZA9JELvbLWBwcN7wy/4De4/df3Z7W+zlQGenxf2oL/4SAAwOzhvuHjiw5/h956rjBGr1+bNnCzU62tszn4S1YW0DDb8q/CykXM9uljVHOmIwovlX4GHf0rPRYrwFBiMcUlyugCQkBCG5NCG7QkgIghx++C5BSAgSAHJP25PW08OcZv3xhy8ikwFA7qqvf4MEgNz0xiaCBIDbvnn37obnoxdraoi/3R8aHLSOfP/mgb1728yx9+Hvurt+3yYSgMFB68h/7Duw583YTnEe9fUVULOuXL4c5q2u8rfBC7BX2NKz0eDgUHBwaFmlLsHbYTAlJvXlSlEUCyGEDPqfoSg66Zl8opEoCyGE0XCY4W+nIxEaQmY5FGbRBia8nGQmW/0SGXcqEmX2GxaJqM3u7+pGVjDsiMRUDNhvCAXoNyw4wcGh+SbpfJMUG78wYgdrFizoSRCoZnFwxi9/Vzd2PmLECNYsmOdJYNlUW4WuWRxsOIycj8HBIbxyxIgIrFkwf79hY0OPdnH1ZtFoFp9lldp745bvbjvOIsIIH6xZMP+TENb3VlY9eGSw991tx8tGjGBJcbl6tdpMd1v3o+PEX9rMVOpHswtuN7bukBAXZRGLRhuBMEWMfGnJe571y+QCs3qzuDULQfv9vrvt3hu3goND5T4WDCaRlPFZJID6tr3bN5MTr87W7m01mvq/fP/w+fEAhJBVNX/+2DL8/WdPx9r2bttCyl6d27j7lp7iP3kmIT7eqtc7+z/f9SUX2w5u3tLD4PNhhbLtH+ebn9oYq15vH7917UK/lXGv2rM0VFR8VgGJ2uzeG7fmm6QRg7Hcx4LBxEinWYC8LFucG/62WSa7RPaQVyYnrzWrGAijkw0kgLauj+71k5dli/MjP2zesrVmJT4ekLw4+JXg9rFfDuzfe7zHaUAR8OpYtCPovDfl6e8HYHBwtLPD6u57BPSxPROOk5RK6//1X//bn/5rQcaRt99e4ySsjeDjswpIaFzmvXEr8LAPrxkxZSe9ZpEAUvIrBCEhyB6SBLqbpJKBK1HykwqSBJBWNBIS4sPHs8ZYfPzq4PZYfPzg/d7v9+3fy8W2A5J4Y+MbxFWFcmTEH5HJABgcHEVPejWyas+ynYS1WRWf1W+qaM1CsOFwcHAoNC7DfkZMGVnrco1Fwq+CXrWNoSgmcY84K8HtibHt0XAkzbNKHgWftz2r6ekUBSFckN3N2gaPEmtQYiAa801S7mfvjVvoB4FPZyi3B6UHlftAMNUI9hvCvE+CT/FLQ+OFBumQvaB1HaI2O5I23912TsgCD/tQFRrhFNKi/X4cIYEpPViz4Dr8htzasESxDqiQFtIyf1c3N2Vb58uu85C8N27Nnj6L7fSY0vBaJvuf/+ONsreQKO/4553/+6//drAg57MM9izK7eFLWOBhX1kqOvi7umdPn8XFJDAl4LVMVvYuEmUfHk9h1jeCsMFHbXY0/yp9UZrg4NDchcu4jBcGIxYEoVkJoIkYGqXJLkTJQIGHfcV+IwwGs06EqFkJRG12NP9CgQsZ9uSLXcLIxnoVtdnnm6TYvYjBCBnBaRbXiGxZpV5WqdEPEEK0MXD/4XwzOdfQOHv2or+tM51CZT84dycvmIOcu3Z9obML/SocvycGg4Fl0Sza7+f0IqHba5YTIgR//lXwADE0ZVsGGhS3gUI3OL8nttxjMOWiuJq1rFIjYUIDRWwVo/RocHAINcUorJpQbs+ySp081UKKxrWkRVKLDfkYTAkomGah2RNSJTQxWXo2WvroTf7kq1DLuqjNno0UomA0rjBhWT4+BlPx5K9ZtN+PpIG7RIWWwYMOLPCwj56fX/+rhcZluYahoq7a3EwTSxgGs35y0Cw0k8rShScc6Ll5bu6zzpdCzWXzlp6IwcgZ73DmNgaTH2toFjdTEJFIpYP2+wsiXqFxWUGq3EQMRm6iivULg8mSNTSrIj39aFXr7+pejwojy12hDmlZpUZiGhwcwktIDCYDgovPKiVorZe3tZ5ye7w3bhU81xo5WwvrRsBgKoaq1iwOtNzLT32Qr7Dgh4Tgr82F5uLAYMoC1qwVUJxEHis+NhwOjcuKOidC7R2xeGEwa9cprbb8FVSROQ+7EuX2lKYmFxc/UVV/FwwGkdU8C4V6ZzMqKakFhbbnZKdnw+GUcfNFggs9weKFqR5mZlyFXBtyuYQJQ7xxErTfj7K1s3/Kskpd4iKo6KaCfY6Y6mFubl5vML4am+h7NFAUexbKa0kYIrrA0PFnr7zINFbUQ0oJEq/QuAzbvDDVw9JSyOGcVihUT5+OFNcGzy05uewWgV9pSLmyF6O8fZHrB8Xc41BVTLVRar9hQmUrwZpp0BEyWRweiqIowSGlhCuCKPCbAUaALD0b1fzTn9YzfHfbS3/YZY514EcnCc26zwQXUWTWmnJAuT3zTdLy6i/Kc8SthjDZgzVrvaC+qtwsLFkCuAKnS89GUTcwtH9wcGj29FluJEzl+A+hwW86m/AQV9F0vknK/TzX0Lhw886ayuW9cavsjgiuNy2edmEqFQFpFoyrEvrX197pffj7/N32uYbGYP9AeS36oXHZwr173iYpp5L8GodckCpKKizXQfJBidl42oWpPMqjWQnVlrlaoOlmB2j/0LisvOtHFKqefAwxkUVNtlt+9ly56mvvFIKNCTk3sXJhKolSaFZoXMYXnfWEd/PLEJZr2oXM3pkddoGHfWGjCQkZKuhaRmMTSjwq+7oVI3osHfoNEk182F6FynIUhdcsfoV4JFVFmm6ExmX+rm7f3fayXI0Rg9Hf1Z1BfJN1DWlHxGCM2uxZVnMuILkGoGEwiYQ8izpdUKcL6tTuTyUOBV2WoyiAZlFuDzeTKleFeK4+fYnf2nvjVgbXyZpzKxR/z/VMK8IBJpJrABoGkwJW7dxwwRcpz5vnqVn8/EThhDVysfilnMJQbs/s6bPp3jEnGxyn+8U2n3M1JIr3FphKRk1qvn9BlenNs9UsVAuBc5kJNhYUwZm9SmZC8nd1zzdJU66C85tDRW12tJQrXg0cTrnK7ivAiIvF1jrL0EK53n0NzUJXTslWLgUHOc78Xd0lEC/a7/d8+33KyQuy8eX9ylGbPWIwUm5PMdbdbDjs7+r2d3Vj5cJkh2v23XdnZ8r29qk1i7OgiyjJOTMRgxEZvIp9ZQYHhzzffp983qI2u/fGrfW/Pu33I/Eq7J8GKRe20GPWxveHdVfbUvnef0WzuMy1yjZzlCDHhQ2H5y5cTrbN037/fJO0UO/CldApoNAgz6ZwDJQYAUKP/adGCsp4AP8FTUAEmO5XVEqQWrysUntv3EowRSHZKvibcvElBZl8oQW1wE2WmDJB+S9LnGWViv8y19DIJaDwx3yTNDlTb+7CZf4+XLTk0rPRhIfE8o0vdo4LCo7nb0GzsCKdH24JvP7XF04eEkZAsGrnhuYAW85DKEocPD9FGV206EJC/wpwQsdFeBXjxVG/soS5le9ue1Eta+jkBx72rUe8kGMRG7kwgqIM+YbIF4n0C03x0L9lvza48K5iqEnyxe/v6i74u6R833XKccRg9N64VTHeGIzYEVBdB6Rl/KoJ5VpgFundkyMeShZBgsLrAg/78ravBx72laVYEgaTgIA0Kxl+6mLpc4xRAdLCzi9ovz9hvVZiLy1Kk8ymkGEyyIFQ9ukwpsoRtGYlwE3E0FysNHax9TSgTgc/4QmFFxTwxbMBGap8d9vz+FwoNR0HoGLKhZg0KwEuQQfNxYp6FS2r1IUtIMGv64B6JhbqlXMC+Rnz+FyCyjPFVBVi1SzOXo5iIBeHhr1N0rmGxvlmcq6hcXFoODl6Izl0I2UAR4bh7+r2/HAm+MdIQfQRTXbQOpH2+8tYmS8/5wOa9hbvqDCYlAhUs9D1gP7ll83jzFuZr3Bu/lWMZVfUZp89exGV7uLKk6IjzMP4FRwcQhMWyu0pexQI+iDZOx9Qxg92KWJKSZk1i2+iQlk1mYss5wq3fix4YS8UcpnwmvwSPVzz1DV1k6tXEzEYhVAHGTVDyn7pJ4Q4FUz1UFLNQslx6CuOdKSUlyjyQqYs6J43yEKfWWG52SKaMKYMOEAV5SFv2lV20CFleTARg7HYUbIYDKKImhUxGBO61AjkO037/dxRFeQFcy2RiuZo/AkmOirkj/PdbRdO5hNasWYzRWXDYSF0S8NUPP8fXmoEZHlNY8YAAAAASUVORK5CYII=" width="297" /><img alt="" height="300" src="data:image/png;base64,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" width="320" /><br />
<br />
<br />
Instead, what I focus on is the Rs 3400 crores odd debt. The company has had negligible operating cash for the past 3years, and has cash reserves of just Rs 280crores or so. No wonder then, that it was planning an IPO of its coal assets to raise funds. But given the precarious cash position, one wonders whether debt default risk(which seems the only valuation impacting factor) will catch up with the company before then.As the valuations on P/BV are at a record 5yr low, it may make sense to still enter pending debt recap issue. <br />
<img alt="" height="192" src="data:image/png;base64,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" width="320" /> <img alt="" height="192" src="data:image/png;base64,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" width="320" /><br />
<br />
<br />
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeMAAAEjCAIAAACO/f7bAAAgAElEQVR4nO2d+18TV/7/+bNs+qlf/dJ2tVZdu7Zdv2u1tTZ2vRStrlrXa3VjxQppK15Qi4hx8QZVJBUQLzxYREH5oBbUFHERLSqC1dg2II/5/nDCyZmZMzMnk0lmMvN6PubxECeTmZPJOc+ceZ9bjgQAAMDZ5EiStG/fvgAAAADnsW/fvripA4GAzb8XAAAAeBA/w9QAAOBcYGoAAHA6MDUAADgdmBoAAJwOTA0AAE4HpgYAAKcDUwMAgNOBqQEAwOnA1AAA4HRgagAAcDowNQAAOB2YGgAAnA5MDQAATgemBgAApwNTAwCA04GpQapEgr6cnJycnBxfMGJ3WizAlo/jsntoLfTm+MN2J8U+YGomI+gXlbBf5Ch3Qj8773MnbowrSpIt0nTZPbQWmFqCqSVJoWCtEirXubMyDf0AaUuUrqldVh9M88fhf1lOuofpz05JAlNLMLUksRry+bRKSzyz+Px+B2Yam03tMmwxtZNwXAphagmmliQ2ZwaDGqqOH+ILhp2YaWBqK4GpnZZCmFqCqSVJljMjfFVTUUc0M40ihCI/wei7/GEtD8jfLntNGXeRXVsZuVEnTvV2xWczTpuUdPSDOaf8+lz56d46g5vDO0r+1ahSp3s/dT8O/75a8mVp3vokvj6jWy1wGwVSKJqHtYuAYZaQvc5eD6aGqXUzRULUuq8rSeRB+gPg86lfVRfuxPn5rzHv1je1RsJkxUM3bapPmJyp2XPyzy1867ifj58MHaEa3k/dj2Ng6lS+LK78zH59eh9KdWX+96ydQn4+MVUEOOnU+dDcBHsHmFpRGVOXSlk9W/tlXrYdPYhXTuKHJ16Sv58xNZuR9Uu0PCdz9JooBrp+scrU7E5O7waBWzf6f97N0UwH87riEiL3MzVTm/yy9G6F8NenfauTuY1GKVTnk2SLgEiW4P68wdQwdSIjKIulPCCiKrT6pVhxDnVuSzooyrset2hpnFk3GKBZEsyaWtdbIrdOrRiRe6P+djTfL/LTm0T0w+jkwqZO+uvTvdVJ3UZjU2vkYaEiIJYluEfB1DA1mxH4z8vK6oNhgIH7Lu3Kqk4mNIxFc0+idWblfqHfirSYWuTWKWpyBkVVWab5n83gfqZmanNfls7NMfP1GcXm9W9jsv0IzRcBwU+NOLUEU0sSJ3swNZDRP7Wq0JqxSePipPuC8nXNU3M/gN6ZHWNqsVtn3KbGv1/+sMSpSorcT+vj1CZMndrXx9spfhuTNHUKRUDwU8PUEkwtSbycSUu4T5lFhB7qVAjkcm4m5AhS+IHa8XXqJAM/spqbZpGV3VCVqIXup1lTp/JlpbtOndRtNGvq5IuA9o836tRKYGpuzlQ80HFaqFTRD718KvDkqKtAXl3ZZJxadUEHRD9EY/RC8dbEzfBr1qh176fYx1E1faX0ZQnHqcW+PqPvVP82mo5+JF0ExLIE4tSSBFNLEj9nalU9dAq2PKNGgj6hhi1Oc74UCfoU/U45UXHDSAcvYWIdMHRukZWmFrh1sruYbFq599X4fnIuorpt7DU064OmvizdmyP69XHrqsK3UTSF6peSLQLqnapPKIutwNQwtSoj8IuZfs1JhVAXBH6DDDlSp7GGmyqdXK71ZlP2k53ItKmNU6jxumCLmPpjidzP5NLJtYxugrlflpmbI36rk7yNwinUfIf6GsJZgncXR6OQMDVMrc4IyTVD67fXGNpQZ3iX/MyJYZRa8Uvdt3OSIGRqzZKYoqkFUqjxK6SH1r0Qu59GzVrKj23Jl2Xy5ojf6iRvo3gKBZOaTJbQvNUwtbdNDQAAzgamBgAApwNTAwCA04GpAQDA6cDUAADgdGBqAABwOjA1AAA4HZgaAACcDkwNAABOB6YGAACnA1MDAIDTgakBAMDpwNQAAOB0YGoAAHA6MDUAADgdmBoAAJwOTA0AAE4HpgYAAKcDUwMAgNMRNXXYr7kwmmw3b6ltALyGurxQUHCACURMHfbn5PjDYb8iZzHrHuv+CYCn4JYX5lUUHJA84tEPrZyXeCES9DGrB2seD4AHMM7/KDhAnNRNndgfCfqYI/QyXCgUCjDk5+cHAHA2bC4NhUJGJctQuGYKDvAsgRRNze41neGMLg2A/SSZSw3yvyUFB3iHlEwtf2pTP8QxrwkkAgAnY6GprSo4wDuYNzVpN5EdYrZhBKYGzscqU1tYcIB3EDF1oltRohORfB/NW8zuJOoFMDVwPsK5lFdeqJ8tLTjAO4jXqdOeCACcDHIpsBGYGgAhkEuBjcDUAAiBXApsBKYGQAjkUmAjbjD1/Sc3Trasu9l7zqLkAMABpgY24gZTn2xZt6tm+q6a6c9+e2RVkgBQAFMDG3GDqWva8ompr96psCpJACiAqYGNuMHUkV8aiakrL62yKkkAKICpgY24wdQvR4b21M1AAASkFZga2IgbTC1J0pn2QgRAQFqBqYGNuMTUCICAdANTAxtxiakRAAHpBqYGNuISU0sIgIA0A1MDG3GPqWkA5FjTstTPBoACmBrYiHtMzQZABqO9qZ8QABaYGtiIe0wtSdK5G0XE1C0/H7bkhABQYGpgI64ydc/jNmLq8sY8S04IAAWmBjbiKlO/HBkqqZ+NAAhIBzA1sBFXmVpCAASkDZga2IjbTI0ACEgTMDWwEbeZGgEQkCZgamAjbjO1hAAISA8wNbARF5qaBkBCDfMtPC3wODA1sBEXmvrlyNCB83OJrPsGb1l4ZuBlYGpgIy40tSRJDR3FxNSXboesPTPILrp+eVb8462VJa11V++neCqYGtiIqKnD/pycHF8wotyVkyPfz90plggLuf/kBgIgXqZv8LcjDd3+b5veWltHtxTPmVQu5ZQX+WuWFBzgHURMHfbn5PjDYT+bhyJB3+h/E39ydwonwloQAPEgA89j1ZfvfV58mRU02daUXU3x5MK5lFdeKJYWHOAdxKMfspwXCfpy/GHFS9yd4omwFgRAvENseOT8tV82/rtdLeg/f1lfUPlTU8fD1K+SZC7l539rCw7wDuZNLX9yi2c49U4uoVAowLB58+aA1eR/+wUx9Y6qv1l+cuAQlm7c8eGGf7+9tkbt6A82HF2ycdemwFdWXYvNpaGQ4c+/pqlTKTjAswRsMTU3EZaDAIhb6frl2faqzr/lX1AL+vPiy9WX7w08j1l+0SRzKUwNrMS8qeXPa/6wxk7xRFgODYA03SxJx/lBhrn3OHrwbNdHBY1qQfu/bTrS0N03+Fv6rm6VqS0sOMA7mDS181sUJaYHyIHzc9NxfpAZSDvhwh3NakH/Lf9C8Y+3un55loFkWGJqtCgCc4iYOhL05SQYzUbM3kQVgLtTMBHpINQwn8j6/pMbaboESBPR34frrt5fU3ZVLeh3A+cKKn+61j2QyfQI51JueSEdQhQvp1pwgHcQr1OnPRHp4NLtEDF1Q0dxmi4BLKep4+GWo9f//GW92tFbjl4/f+2X2PBI5lNlYwEBwOWm7hu8lckASGXTf1eWtG78d/vBs13Xugeivw9n4KKu4Vr3wPaqzncD59SCJoMM7b2fMDWwEZebWspgAOTg2S61Yj4qaIS49bn3OFpSF9FqJ6xs+m9a2wnFgamBjbjf1JkJgHA1DXHr0Df4W2XTfxUDvuldKqmL3HsctTuNMmBqYCPuN3UGAiCspteUXa27ep/MCgRxqyHthNyb827g3Paqzgy3E4oDUwMbcb+ppTQHQBSaVjR2df3yDOKWRgd8bzl6nTvge8vR65YM+E4rMDWwEU+YmgZAzt0osvbM+ppW40FxX+seKKj8idtOSJ4/suWjwdTARjxh6v5n3cTUJfWzX44MWXXaZDWtxgXi7rz39Fr3wLXugdbb/QfPdpFte1XnypLWlSWt3AHfC3c0p2nAd1qBqYGNeMLUkiSVN+YRWfc8brPkhKlrWo1DxK0vXy3/iiT44Nkup7UTigNTAxvxiqlbfj5sYQAkHZpWY6G40yRfke1v+Re2V3VmZsB3WoGpgY14xdSD0V6rAiCZ0bSaZMWdPvnSzf9tE3V9SV2E/AAcaegmvwrXugeytwatBqYGNuIVU0sWBUDs0rSapMQN+aYOTA1sxEOmTj0A4hxNq9ERN+RrCTA1sBEPmTrFAIiTNQ0yAEwNbMRDppaYAEj3w0tJvRGaBjA1sBFvmZoGQM60F4q/C5oGEkwNbMVbpn722yNi6j11MwQDINA0IMDUwEa8ZWpJkiovrSKyjvzSaHgwNA0oMDWwEc+Z+uqdCsEACDQNWGBqYCOeM7VgAASaBgpgamAjnjO1JBAAgaaBGpga2IgXTa0fAIGmAReYGtiIF02tEwCBpoEWMDWwES+aWmICIDd7z9Gd0DTQAaYGNuJRU1+7e4qYuvrKJrIHmgb6wNTARsybOhL05cTxBSOje8N+zk6xRGSSF38M0gBIbDgKTQNDksiluqXAwoIDvINZU0eCvhx/WPFnJOgbzWfMn6KJyDAnW9bFJ2yqOwJNA0NEc6l+KbC04ADvYKWpmX2SJIX9wjnOFlP/1FNDTP3l4SXQNDBEMJcalAJLCw7wDinEqenz2mgmiwR98sc5R5uaBkCKfnx/6penoGmgj7ipDUqBdQUHeAfzpg77c3J8wUjYT7OceIYLhUIBhs2bNwcyzqdflv7r6GdE1p8Xbd0U+CrzaQBZBJtLQ6GQVrkwLAWpFBzgWQImTR32J57XRh/eVA9xif+IJCKTkCbE+Tu+Iaauat2Y4QSArEMwlxqUAksLDvAOJk0ta/cI+3MS8TYbWhT7W1vaVi7vrT4leDzt6TFt4wnaA+TFH4OppAG4HtFcqlsKrC04wDuYrVOzfY1y5LUE5T7RRJjm8qIFZydNODtpwuC1dsODFR3yfri8lsj6p56aVNIAXI94LuWVApmVrSo4wDuYNrX1iTBNZ+E2YurLixboH6nuN32z9xwx9cmWdamkAbgeGwsIAG4wdWxg4Py0KUTWPT9Uah3GHd4SG47uqZtBZI0ACNABpgY24gZTS5J098hhYuqG96bHBgbUB+iMQqy+sgkBEGAITA1sxCWmHonFmud9QmR9q+g7xav6g8URAAEiwNTARlxiakmSHjU1EVOfnTTheVcX3W84pwcCIEAEmBrYiHtMLUnS9U1fElO3Ll1M9ghOvYQACDAEpgY24ipT/97XR5sWH9TVis+QhwAIMASmBjbiKlNLktS1/3ti6rr33puy+kfBqZfYAMiz3x5ZlRjgJmBqYCNuM/VILNY4cwaR9dcf/VN8hryatnxi6qt3KqxKDHATMDWwEbeZWpKkYzuOEFPXTn57y7fVgjPkRX5pJKauvLTKwsQA1wBTJ0mKE5ikPv9JJOgTP0PYrx7EL586y7qEmcFtpiax6QN/jffYa1vzT8E3vhwZQgAE6OA9U8sGvic/GQnfaKqpArXEl7IQEyfgj+A3vB5f1DB16tAmxA+XHaI99h41NQm+/Ux7IQIgQAtPmnrUVPLp/sTQMJpC1ZreS1WIzPuZD0LnXzG+oNb0szB1aih6etzctYuYunHmjJFYTOQMCIAAHbxuatkUgKr6KWcnNZrCjqwB2YlfFe9n385bcyFxRa0qOXsV9m3k78QlVaulya+vPDLsz/EHR3dxau1M+v1++Y4UJuFyianVHfKGo1HatHgnVCZyEgRAgA7ONHXr7f6PChpp5k9x+6igse7q/dFz86If7KyssuXF1LVvojpOJTYhUU5VnVpV19QK9/KjLOxMhUydWnF6/luY/3Dq2ozsldVuNv3Mi8YJNsANpq6+fI/bb7q3+hQx9flpU7iTgahBAARo4UxTW6hpsv35y/rRcytrsP6wwjKjouXujNcheQGE0ROzomYq5Ymqq6ap2aO5F5H9BvCWgyf7NMMd8osqHx80wir89KteNhX1d4OpaWZVd8ijU1df3/SlyKloAORY07JUkgTchzNNfaSh21pTb6/qHD23rEWN/EdeCY7/j7szrip+XJgcw6vqKt4uSZqmNqiWcuvUqkows0aa7C3q8yeO1EiPZvo1TpgkbjA1CX1s/He7ukPe864u2rTY39pieCo2ADIY7U0lVcBlONPU6YQ1NRtQVrXOcXeOyonbGBkJ+nJ8Pk5AIBL0cerU8eP04w5yNOLUqtQkXku8xG8/HT1S95eDk/7EB05lLR83mFqSpIHnmm2G7DoDIk2L524UEVO3/Hw4xVQBN+FJU/Oe1xMP8vJ1epU7ZfbihHNl76fX8vv9StMlXgszvZ5V4QYFGg2RcYVzFtlh08tLmeIXSH6kXvpVt8hMm6JLTK2D4DoDlJ7HbcTU5Y156UsVyDq8Z+osJ8mAg4aonYL7TS1JUs8PleJNiy9HhkrqZyMAAhTA1NlGUqp2uKi9YeqRWIw2LXYWbjM8PtsDIN0PL51sWYfuK9YCUwMb8YSpJUnqb22hTYu/dnbqH5zVAZD7T27QRtHqK5tiw1G7U+QSYGpgI14xtcSsM2C4hHn2BkCe/faIppz+2GTXR3AsMDWwEQ+Zmm1a7K0+pX9wNgZAYsPR8sY8kmxard5VM72kfvb9JzfsTl3WA1MDG/GQqSVJuhMqo5OBDEf1wgI0ABJqmJ+ZtKUOXWNsT92MvsFbkV8aWV9fu2vw4wT0gamBjaRiak6XRH5fS7FEZICRWKxpzmwi60jxbp0jX44MHTg/lziub/BWZpKXCk03S6iUI780kp19g7fop9hVM72ho/jlyJC96cxeksilBqXAsoIDvIN5U3PmBGR6uCc1JCeTtRWtJczVNHQUE8Fduh3KWPLM8VNPDdWxIrUv/hisvLSKvlp5aRXWXzeHaC41KgUWFhzgHcyamjfeUr5Pa3ZXzURkjPa1q+PrDKxcrnPY/Sc3siIAwnb2qGnLVx/wcmSIzjxFPk7/s+6MJzPrEcylBqXA0oIDvINZU8unhuJ1GXeuqZ93ddGmxb4L53WOdH4AhO3scaxpmU5w49rdU1TWe+pm0AgJEETc1HqlwNKCA7xDCqZWTYgonuFCoVCAYfPmzYHMcuiTucTUNdOmfLVpk9Zh34T+TtQWLF2YyeQJ8lX+xqITM0kKd1bP+Orr9frHf71j+c7q96mvC/cvykw63QGbS0MhzYCYsalTKDjAswTMRz9kc56oJ81KYihncpe2AnYJ867932sd5vAAiKKzB93/qKmpfe1q7voJg9HeUMN8Kuuatny0MQoimEsNSoGlBQd4B7OmVkzIqpqK0LEtipQHdbV0MpAX93q0DnNsAITb2UNiPtfZSRNaly5Wf7TYcPRkyzr63mNNy7DAjQiiudSgFFhZcIB3MG1q/rJgvP5HoonIPK1LFxuuM0B7gDTdLMlg0gzQ6uzBappsDe9Nf1BXqz4D/VxkaIzTfocciHgu1eqFp7OenrmCA7xDCqa2OhGZh11nQGsJcxoAOXB+boaTp4VWZw+2A2LTnNm01ZT8FKlH+vzUU0PPs6duxk89NZn9HFmGjQUEAE+bWpKkW0XfEZc1z/tEa50BGth1wphsrc4e/a0tVM2XFy0YjkZf3OuhMwiSYZmD19oVZ7v/5AY7T4ijnhucBkydGpGgL/nHBf4UpBaG8pmlCZyN100dGxigTYt3j/Cn+Lh0O0TH+GU4eQrYmT0OnJ9L48usppvmzKbV55FYrGv/92wwpGv/94ofpGe/PTrWtIzK+mTLOky/x8WbplaNnSRxGoXe2EVhZSvF8BpKNQ7goTFXtJWNrtnSgOt1U0sC6wz0Dd5ySACE29lDoenf+/oU7xq81k5/jbjNjC9Hhmra8tmhMZh+T40HTS1brjZe+4wEfT6/Xy7QsD+xKJVyve5EcF5jQW8dT2p1WLTUrlmiaphakpglzH/aspl7gBMCINzOHoaaJgxHo3TSV/KbpJ5NsOXnw2wbY/fDS+n9PNmG7bmUS39rC53KJvWtac7sRPuzzrqvYXW/Qu6aKVS1GuvPJvYnKtr61XC6RGEwsbii4hDZr4PfL9+hrsrzP6bjgKklSZIGr7XTzKoO5koOCIBwO3sIapryoK6WbWZsX7ta0cyI6fd0sD2XcrFQ0/RXPH5qfo027lmZRWU7uFVmtuIqP0CxtjdDYp/yVf01ytkFw5kXFT8Q2daBHaaO89OWzTrrDNgbAOF29mDHxItomvDiXg/tm0iaGftbW9gD+p91s0NjzrQXYmgMwQm5VM3dI4etNfWtou/ip9Y1NX2V+Vcdpx59v6zeyhzA1rOVQWt5vESjsq38XZDVmeUKlo/jl6+1ngWtijB1HMMlzO0KgHA7ezzv6mp4b3qymqboNzNi+j0uTsilGUUn+pEIaFAb6q8Yy61TqyrEYX8OL7CtepVnavmIIr6p+VVn1KmTTITt0OpJw3vT1U2LNABy7kZRxpLE7ezBarrhvek6Ayx1+LWzk21mbJ73CXuelyNDdNUbcmlMv+eQXJpBIkEfv0WR7QWiMquWqXlxatWPwehr+r8SGqZm6vQcU2uN/kScOtlE2M5ILNY87xPlM+Ao/c+6aWtbxgIC6s4eCk3rT7Gtz3A0SmM+JECpeJjA9HssDsmlmUUdqVB4Vh36NewCrZz6xBeMKIdoys+hGsDJPRk9inZDUVWWVfERiXeUM4GpZeivM0Crtz2P2zKQGHVnDws1TXlQV0vPSZoZ2eeJnsdt7NAY5y+qkD6ck0uzkmSEqNGNOi1kiahhahW0N1vr0sWKl2g/tgwEQNSdPdKhacLvfX06zYyD0V76E0WaNL05NMZRuTQLEVciRM0Bplbye18fbVpUzG00GO3NTABE3dnj974+2h/LWk1T6HLANP5Dmxljw1Eah9lVM728Mc+D0+85KpcCrwFTc6BdIxpnzlCMvc5AAETd2SMDmib82tnJ9s9tnvcJey02GlNSP9sJs6BkEqflUuApYGoO7DoDiiXM0x0AUXf2YDV9ftoURfdnyxmORjsLt7HNjOx0KDd7z7FDYzw1/Z7TcinwFDA1n74L56mq2HplugMgis4eGdY0pe/Cea1mxr7BW3R1BTJo0yNDYxyYS4F3gKk1aVu5nHqK3U/rvJbPjKHo7GGXpgmxgQG2mbHhvel0Cm9vTr/nzFwKPAJMrYnWOgM0AHKmvdDCyyk6e8QGBmzUNEUxWLmzcBsJ3L8cGTrTXshOv+f6oTHOzKXAI8DUekSKd6ubFp/99ogGKKx68Fd09hiORun0fjZqmvBrZycdEESaGX/t7CQveWr6PcfmUuAFYGo9hqNR2rTILvVNp8WwZNieorPHH88G2bVa7NU0YSQW02pm7H54iW1jvHqnwt6kpg/H5lLgBWBqA3qrT1E90Va1q3cqrAqAKDp7DPbfZTXNXazWLh41NbHNjK1LF5Mb4pHp95ycS4HrgamNoeqkS5hbGABhO3vcf/C/jtU0ITYwQBtaSTNj34XzkiTFhqMnW9ZRWR9rWua+oTEOz6XA3cDUxrBNizQWYUkAhO3scfNuvcM1Tbl75DC7IkFn4bbhaPTlyFBDRzE7/R5dP8wdODyXAncDUwtBo7SXFy0gTYupB0DYzh7NnQfYLnFO1jTheVcXt5mR/VB76mbc7D1nd0otw/m5FLgYmFoI9ToDKQZA2M4ep6981b52dRZpmjASi90q+o7tw0caXe8/ucFOv9d0s8QdYWvn51LgYlI0tWpRHdWi8+KJcDjqJcxpACTZmqOss8d/lrat/yeVHXe5GSfT39qiaGb8va/v2W+P2On3yhvzXDBJSBK51LgUWFNwgC5ZM0+eCCmZOhL0+YJB+XJnzLTewlkuK0w9EovROHJn4TaJmWi/+som8fPIOnuc+/jyv1Yo6qRZR2xggH0maHhv+oO62thwtKYtn8qazJSS1UMZRXOpQCmwquCkGXZFRA3nmUyu4DorsgQkfxmYmhC/2/Kl3mWrUore26wwtSRJ/a0t1Ee/dna++GOQBkDEHcR29mjMX5rtmqb0/FCpbma82XuOjYQcOD83M4swpAPBXGpcCqwrOGmGu8q4VWcWNLXmOl4CwNSSJCVug2o5+cTrbjO1xKwzQJYwp13TBAMgbGeP+u8+c42mCS/u9bDNjI0zZ5DfM0XluvrKpmxcQlfc1PqlwMKCI0lSz+M2tjN7iluoYT6Tk9l00VSF/Tl+v5+z/rdqDS02pMMak60pj56DX3OXm5pNi/p4zk52Nd6sd7ZZUye+IDMZLhQKBRg2b94cyBK2rl9/ZvJbxER7Fy3cVryEZPHvjs4xfC89eFfN9NLCxGqzB/4+LwMpzwxfbdp06JO5bDPjoU/mbl2/fuv2lTurE0MZd1a/v233MrsTmxxsLg2FNFcpMygFqRUcTlGyTtP0UY/zURKuC/tlgYjRT6Gu8yrcqlzYlhW8VsWZF/3gHs8/CbmqGzQtmTY1u3QkvY2qhzjR+5PUpW2Hro3SOHPGrwP3BQMgbGePY8f8LqtNK+hvbWEXPj8/bUqkePeLXx+x652TyvVgtNfuxIoimEv1S4G1BUdieotatTV0FLMfRRUlViRP/YSg8VFlvz7MJ5a9UaFqZUXaH9Y4nn8SkgKHhJJSxaSpGcIeaVGkjMRidJa7SPFukQAI29nj4InZ9VMnntVYAd01DEejbDMjaWm8Eyrrud/KdgvZUzcjW6YKEc2loqXAgoKTZrjrGfJNzQkj6/3iJA6Xv1HH1PH/cI/XOEnYn+MPu6RKba2pubEq4URkEewS5levhvR7gLCdPb6vnlEz4y22A4m7edTUxA68JL7++VDpxZ/2s/W4ykurnF+5Fs+lvFKgFoYFBSfNJGFqfvRD5GeKPUx5k9gEjF6Aezz/JNq/IllI6qa2LBHZBa0wXl67lFYPuQ1ltLNH8Y/vVn/sIU1TuL7+3+M7jv1nKevrS7dDTh4jk425NDWSMbVBi6LqByj+kqJFUXE5jV563OM5O2nanPSgYhaY2iTPu7pop7RjdfEqs3pdQbazxw9L3vagpimPmprYniEk0H/u1IZbmsAAABMRSURBVCZ20tTyxjzHzhaSjbkUuAaY2jx0nYGqte8T0ZxsWccewE6CceRfU72sacqDulp2+fOzkybUL/jr4dOfKhq1HDhGJktzKXAHMLV56BLmZ96ZUHz6PWIZGgBhO3uEdk6DplnUvj654f19p/8flbUDx8hkaS4F7gCmTokHdbVENGV732EDIGxnj/0H3yGdPdrXrqZLfAFJkh7U1bKd+WrfnRgqfZ+tXJ+7UeScMTLZm0uBC4CpU4XMVlq5bDINgLCdPfZW/oV09oCmuYzEYj0/VLK+rlw2ed+Jd6msS+pnO2Tq1KzOpSDbgalThawzcOadCbur/0JlTf7YXf0X0tkDmtZH4esz70z4d/DPijEytleuszqXgmwHprYAMk1zWbFMLrSzBzQtyEgsdvfIYTqHatX8t/dW/oWtXNs7RibbcynIamBqC4gNDDTOnEEDIGxnD2g6WYaj0TuhMuLrM+9MOLxlqkPGyGR7LgVZDUxtDT0/VLIBENLZo23lcmjaHKyvqz9+6/vyd9gB6C0/H878GBkX5FKQvcDUlnF50YLKFZN31UwvLX2nfurEy4sWDEcd1yk4uxiORrv2f39+2pT6qROP/EtWuc78GBl35FKQpcDUljF4rZ12YICmLSQ2MBAp3n1+2pTTM98qLX2H9XUmB6C7I5eCLAWmthIyIWr72tXQtOVQXx9bN5lGmXbVTC+t/ygzY2Rck0tBNgJTg2wiNjDQWbjt9My3FD1tai9+le4B6MilwEZgapB9/N7X11m4rXLZ5D0nE7L+/tRf29uOpO+iyKXARmBqkK383tfX/t1Xisr1keNzB+7dTsflkEuBjcDUILt5ca+n4bt/sGNk9pycXr//H7/39Vl7IeRSBxIbGr7S0bOnopFua4qqFm89Sv6uvdhxpaPneuS+4Xlu3314paPnQutt8sbFW4/Sk5Ct/HSLyHnSB0wN3MBA5EbFIT9buS4tfefKjk2xgQGrLoFcahV3Hzy50tFzpaPnYvsd1obUrXcfPNF5e//TaEV928bi8KzV+8d8kC+4vb9875aS2tqLHbGhYUmSnr/441TD9Y3F4WlLdoufZMwH+XM3HAwePFt7sePB46eZumGSBFMDN3Hr+o+lJ/5GZb27+i/Hv/xzpHi3Jb5GLjVN/9PoqYbra4qqknLr2DkF8wPlK4KVFfVtRIvXI/fXFFUlJVb19n/nFs4PlKd4EmrtUw3XM3MPYWrgKl6ODF34TyFbud5/8J0f5019UFeb4pmRS5Pl+Ys/KurbkrKzzjZp4Xbu/tfmbh+/sCQ3r4xsby49MnHliTeWHMrNK8tdVDrWv3Osf2f84JmaJ391zrdj/TvHzd+bm1f2+uLQxJUnJiw/Ts+Zm1c2bv7eV+d8y33vtCW7L7bfSffNhKmBC+kbvBWql60jU7licorn9E4uJcHf8tMtW0pq5wfK5wfK35j3jb5G5wfK1xRV7alovNB6+0pHT2xouLSqWetdr370DRFo7qJS1oa5eWXjF5aM9e987ZMd+pd77ZMduXllE1eemLq+buqGepFt4soT/zOXun4rOckbSw699cUJwTNM3VA/ZV3txBWVuXllY+ftUiSp/HRLWr8UmBq4lqt3Kopr/0pM/Y+iv++paKyoNz9Gxt25NDY0fKH1dvDg2feX77WkCvzKqBDHfJA/ZtbXY+ftInVVcS1O3VD/1hcnXl8copXiV2blj/t099trwkmdhG6T1572fVg4ZtbX4xbse/ufVeZOwp4tN6/MN3sb/cgkDn6loycdXxBMDdzMYLS38tKqj/+1lBanHYcvmDsVm0uvR+7b2xPAQq5H7m8sDltiZ60t97MDKWpx6vq6sfN2j1/4fYrnmbii8u3V1akmRu5r7hMAaXi0MCoCUwP3M3ZOAXnoHvNB/tg5BeZOQnLpxfY7tLdAZgKU6eN65P7cDQe14rbj5u8ltWDj+MD6uokrT/xp2dHcvLJxnxarzfWnZUctlKPTtinral+JPz1sVd/JaUt276lofP7ijxS/LJgauB9iat+HhSmauv9plJyKbmPnFOh3KROB1GpJRLj8dEvqpdqQ5y/+UNejX53z7fiFJROWH5+yrjZ1f01aVZWbV/ba3O1jPsi35IRO3iavCcd/qObv5Vax35j3zZ6KRtJB0BzmTR0J+nIIvmCE7g37czh7hRIBQJoorWqmZaa0qtncSQKBQPnpFnIS3+xtNEDJCafolgJFwWHTFo8VLNyd1r66Dx4/VXQiHjd/b7IR5KSqnLabNNPb+rqJKypzF5WSygEbEul/anJ2GtOmDvvjmTAS9OXo/imaCADSBxl+dqHV/EDzQCBA66Gk0wL5e2NxWHacQSmQF5wNjdzgw/ur96dS/9Kh/2mU1fTYebsmrz1tv9rcu/1p2VG2e9+s1fvNfXEWRD/C/nhujAR9Of6wardoIgBwMoFA4ELrbbVVFd2zxEtB2J/zyvySuDH9O0mod8ysr8meVH5UdKCPBWNmfT1h+XHbReaR7fXFIa0MI0jqpk7kxUjQx+RKmBq4ikAgEBsaVsQNpi3ZrXieFS4FYX+O79WP4lFvWrHN/ewA2bOnojEdn2LSwiIvtPI5cHvz8/jAyMVbj5r44lI1NZsTxU0dCoUCDJs3bw4A4GxILl29IfDuwq9enb117JyCjcVhdUBZsBSQF+jYENpHePzCkjSZ+sHjp7UXO+Jx9g8LbTeX17ZJq6ror7uJry+QiqnlD3rq5z5/mPs2jUQA4GQEc6lIKaDH0AkoXpu7feKKSvYZOfX+f2Qmoy0ltbyueFvFR/dl11bQKUmdN2xPhnJbXzfu73vIzZ8fKDfxbZo3ddifo8yEaFEE7kU0lxqVArbgXOno4bYoztxwMJUWxVMN17U6So+Jjx7Mz1iQesqG5mOPpebjmbnWjWZJaj6e0Ysabm99ccL3UfAVe+LUia5Gss5IzG7RCnXSlwbADsRzKa8UjPpZVXB217cpTPr28r2me+ldaL2tNY0nmYTotbnfvfrxt8lNdrGru5e9xuPuPMea+vhDkjxHmHp93ZtLj3C7V5sIbaUU/bAKmBo4n/Tl0tt3H+44fIHO8Gm6Nh08eFZhhHGfFpO55VLS367uXil6bJfZt2dQmgWdUm9Dc4YvqrXRwHT8UWbW1jGztpqWNUwNgBAOz6WnGq5TC/g+LHxjySGrhpxwTc2Gg4kWexuap2xoPvY4euw4qYM/LFCZmvw9SvyAvIZo4lTHHzJvjIcy5NKPHtt1Y3TwkixVUzbcaB7dM3pR/pEZ2+jcUuM+LZ689vTktacTU7B+kJ/U3NYwNQBCODyX0mmgx87bZe2wQEX0I+5cVqmjKh8VcXw/63EaO6ZSLuiMB1Km7OruTVj7YS/VOrOfPZVM8UwohoY+1EfSa2XY1BNXVOZ+dkA2+d/6OjpjalKjYGBqAIRweC6l4Wlr54pTbHkNUSku5USFl1aKuTGHhKnl5mX8zjYDPiw4/pBEMNi6tuJUijNMZer1hkfavk1ee5qObxJvkICpARDC4bmUzis9fsG+9FlGLWh1cEPT1Ew1fKo8WEHiy1M23GjuvDFlV3fv4+483VOpz6Bwsc6RyX3edbV/WnbU8gH3dNIY8TYJmBoAIRyeSxPDxD/If23u9jQNQWRNHa8jMzVlc3XqqTRwcfxhIti960azPPTB8S9zBkUF3Ko69YTlx2nPmfELSyy5q3Sw4qSFReLfL0wNgBDOz6WKiUxf/eib8QtLJq6oTGoVK/VW0JlQXl5DVNFUKEnKpkVNU2+40SwlAhRs7JjUeZs7o+S9BZ1Sc+dD9QAWreiz+rpWxanp4H72rr6x5JDp+8lO7ZJUx2qYGgAhsiKXllY1K2bQZjuEkNUL6Sb4UC9rUZT7Lq8hKklskMEgZEFkzT1VQaeU+A04/lCSOH3s4qdqoOlhmzTVbY+0F4okqarn4mJle2skbubsbW8sOZTUqd5eEx6/YB89w/vL9ybVHROmBkCIbMmlDx4/VXes5m6mFyRMCFEeek73ptVLWt32aPk2ceWJ3M8OKOabHr+wROS9k1ZVjV9YQqvSRNPJDm6CqQEQIoty6eKtRxNCmbX1fz7+Lk2mzvAkG4Z19rRv6+veXHqELPNGO0rryT2vjJ2ceszoXHomlvWBqQEQIltyKTuJ9vgF+2iI4+3V1RNXnmC3FCdpUo9MscXUNmzr68bNT6zgTmZQmbSqKr6Y5KJS7ghy0oHa9MRbMDUAQmRLLl0RrEzq2RybuY3OT/sKT8rsRibITXFyRJgaACGyJZfS0EeyTV7Yktomrapi5/Hg1qC3lNTWXuywZKE1mBoAIbIll1bQyflmff364pBb56G2fWMnEx/zQf7cDQfnB8rXFFXtqWi82H7H8gXmYWoAhMiWXBobGmYnp371o29eXxzCsrbWbm8uPULvcEV9Wwa+VpgaACGyKJc+f/EHXU2GVfa4T4tz88rIWBi2RXHKulqy5/XFoUmrqmz3oJO3t1dX0ymWSFU6TavIK4CpARAiu3JpbGi4/HQLXd/WYJuZ+Ds3r8x2G1q+vbn0SCoDC6duqJ+89vSbS4+wjjbXLdo0MDUAQmRjLo0NDZ9quK6uX+ts/0e7g3C2butqyIxIr8z6+s3Py8XnGpy0qurNpUe0et3tOHwhM7VpAkwNgBDZnktv331Ye7GDLC5DNrl6Et0YXp3zbW5emeWzp76x5NDri0MZ1vSUdbWkIvzKLHnPOWZUfW5eWe5nB+h/2cGE3C53W0pqM1aVpsDUAAjh4lza/zQaPHhWPWHIa3O3j19Y8ubSI6lb+60vThADvja3yNqFDnS2iSsq1UMETW8rgpWnGq5b3qlDEJgaACFcn0uJr9+Y9w1fVbO+HuvfOW7+3ty8MrI2I9nUQ9LpYMjXF4dy88rGL9j32ic7mDr7Ft/sbbl5ZWntjjJxReW4T4vZ9AcPnt1T0bh461G6OI7hRla2LK1qvtLRk8lABxeYGgAhvJNLay92rCmq0pqTz/T2ygdbFcP5xvp3JhU4NtjW101cUZm7qFQxj9Ib876pvdih/phXOnrU290HTzJ/w0WAqQEQwmu5NDY0fKWjp7SqeUWwUrQPie72/vK9K4KVdG0advN9WEhq6xOWH3/rC+GV1NfXTVx54s3Py3M/O6A11cbG4nD/06jd99ICYGoAhEAuvdLRc7H9zp6KxuDBs7RZkg0mzFq9n+5fvPXonorGPRWN5adbFNGDi+136OQkhpt6Wu2x/p3sbHbcbdLCouDBs46tIJsApgZACORSa3n+4o+K+rbFW49qRsZNVduDB89eaL1t94ezHpgaACGQS9PH3QdPTjVcJy1+7FB4w41OtVF7sSPzPecyiaWmDvtz4viCkaQTAYCTSSKX6hcE7qtmy44X6H8aZRv9rkfu250iG7DO1JGgbzSTMX8mkQgAnIxoLtUvCNxXUyg7wCNYZupI0JfjD4/+L+xPJrvB1MD5COZS/YLAfTWVsgM8gpWmlj/L6eW2UCgUYNi8eXMAAGfD5tJQKGSuIHBfTarsAG8SsMXU3ETYDpLB4pBkSI5JiWAyYGqQDqw0tfwJLvEfwUTYDpLB4pBkSI5JibipdQoC99VUyg7wCJaZ2gUtikgGi0OSITkmJaLJQIsiSAPWmZpksjjJVQqKiopSvLQlIBksDkmG5JiUiCeDVxDC/tH/cIuJ6bIDPIKVpgYAAJAOYGoAAHA6MDUAADgdmBoAAJwOTA0AAE4HpgYAAKcDUwMAgNOBqQEAwOm40dTywbkAAJDtOMrUZKAWZ/htkgO3wn56Dt4E7cx4MO64XauSkUiOXhr0hg5bnZJ4WuQnNJ7DPiPJ0NiZ4WSIfS8AZBqnmdrn9/tkZSTsz/H7k5yzZtTUmnMsxM+mUfm2Khn0Gqo0JIYWs39y32xdSuKXkk/VJjTjRPqTwd9pRzIw/QZwJI4zdTCsnlhsdHYxpjLMiM7v9/OnS+BP0C5maquSYTxzvJ6dLL4h6uuJzWGf9mQYJSDDyTBOCgAZxnmmjjDTPqp2KI4kNSOdh3b+tL/0eZ9ffK1MBj8NrAb0ouoW3xDlfRCdVTztyTBKQIaTYZgSADKNE02tElqiKCZiqnHN6k3mq6WhePEN+zVcnWoyaN3OF4xopIGt/um4xMqUqO+Dzi3KcDKMEpDhZMDTwHE40tTxkkKL2egfiQJEK6IGpuZM0M6+g1+ftTIZxpPEC/3WWHNDRq+nE/3gvjftydDdmelkoOsQcCDONPVo9YeJNsrKXSToE6hTc5vLZE1FYW5znqXJMGiy46cgXTck/l4zLYrpTYbezowmQ//7AMAuHGpqlVCZIpiTk5No7zcoirwJ2mWRB73oh0XJ4KRBdN54a1PCD7kIpCUDyRAJB6U/GfJ9iIAA5+AoUwMAAOAAUwMAgNOBqQEAwOnA1AAA4HRgagAAcDowNQAAOB2YGgAAnA5MDQAATgemBgAApwNTAwCA04GpAQDA6cDUAADgdBKmLigoCAAAAHAeBQUFcVMDAABwMv8fNlB0J412bx8AAAAASUVORK5CYII=" />Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-23259886126386800422012-07-28T04:20:00.001-07:002012-07-28T04:20:37.018-07:00Time to buy Videocon now at present valuations.<br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Videocon is perceived largely as a consumer goods
company. But often, it has been in the news for its GDR issues, new new
petroleum/natural gas findings of its JVs etc. Given the company’s low price to
book of 0.6, possible natural resources upside, and very good technology and
its grabbing market share in the digital TV market; I just had to analyze this
as a potential multibagger given the possible upsides. But finding data was so
difficult that I had to often remind myself of the old warning ‘If you gaze
into the abyss long enough, the abyss becomes part of you’ i.e the
psychological danger of getting attached/anchored to something where
analysis/research has taken a lot of time. That said, lets plunge into the
company itself. <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">The latest annual report for year ended Dec-11 can be
downloaded from the BSE website (<a href="http://www.bseindia.com/bseplus/AnnualReport/511389/5113891211.PDF">http://www.bseindia.com/bseplus/AnnualReport/511389/5113891211.PDF</a>)
while the Luxemburg May-12 GDR prospectus can be obtained from this link after
free registration-tellingly neither this nor the annual report are uploaded on
the company website but that is an indictment of the IR team actually ( <a href="https://www.bourse.lu/application?&_flowId=SignEmetDocumentsFlow&numEmet=228665#SignEmetDocsInstr_showMoreDetails">https://www.bourse.lu/application?&_flowId=SignEmetDocumentsFlow&numEmet=228665#SignEmetDocsInstr_showMoreDetails</a>).
The data I use is sourced from these hard to find documents, and summarized below<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<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:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Picture_x0020_2" o:spid="_x0000_i1025" type="#_x0000_t75"
style='width:467.25pt;height:107.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\B0070944\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><img border="0" height="145" src="file:///C:\Users\B0070944\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg" v:shapes="Picture_x0020_2" width="640" /><!--[endif]--></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Hence, even stripping out the capital
invested in other businesses(telecom, energy, power), the question is given the
strong underlying performance of the consumer appliances division, is the
market penalizing Videocon too much by assigning an equity valuation of just Rs
5355odd crores? <b>But then, remember the huge debt of around Rs 27000 crores(consolidated
FY11 figure). </b>Lets go business by business <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Consumer Electronics</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">:- This is the
mainstay of the company. Unfortunately we do not have segment profit figures to
value the company. Still, even taking a profit of standalone figures to value
the company of Rs 3600crores, that needs
just a P/E ratio of 9x to achieve the combined valuation, which does not seem
such a challenge. Even the standalone EBITDA is around Rs 2200crores, which
would entail EV/EBITDA multiple of 15x(seems much steeper challenge here). <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Crude Oil</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">:-
On the energy assets of the company(details available in the annual
report and press release), I’m not an energy buff, so really do not know how to
value them. <b>I welcome comments from energy investors on this front on what
multiples to assign proven reserves! </b>Presently, the Ravva Oil & Gas
Field is currently the only source of revenue in our Oil & Gas Business, so
valuing this is a challenge. <b>Still, </b>given
the May-12 board announcement of a possible spinoff to unlock value, we can get
clarity about what the management has done with the funds and how the assets
are working! This segment contributed
around 500crores to the company’s bottomline, as evident from standalone
P&L(before interest expense). Still, given the capital commitments in the
next year, spinoff would improve cash flows<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">T<b>elecom</b>-Post the license cancellation,
the temptation would be to assign zero value to this business, given that the
mobility business is not very strong. However, a silver lining exists in
telecom. As per Dish TV’s investor relations presentation(<a href="http://www.dishtv.in/Library/Images/DishTV-Investor-Presentation-Apr'12.pdf">http://www.dishtv.in/Library/Images/DishTV-Investor-Presentation-Apr'12.pdf</a>),
Videocon had 12% of the market share for digital TV. While we do not know the
active base/ARPU for this business, anecdotal evidence praises both the quality
and the distribution efficacy of the business. With 29% market share, Dish TV
had a enterprise value of around Rs 9400 crores(equity 7200crores, debt
1200crores). Given that metric, and assuming the superior technology/subscriber
adds of Videocon DTH allows the same multiples(<b>a very big assumption but then we do not have comparable metrics for
DTH), </b>the DTH business itself should be valued around Rs 4000 crores, much
more than the negative book value assigned to it as a part of telecom. Of
course, as I blogged earlier, DTH is a loss leader but investors assign it a
valuation for some weird reason. Even Edelweiss praises the DTH operations in
this research report (</span><a href="http://www.edelweiss.in/IEReport/common/content/reports/current/sector_&_company/media/2011/11/15/15112011142151/Videocon_d2h_-_visit_note-Nov-11-EDEL.pdf">http://www.edelweiss.in/IEReport/common/content/reports/current/sector_&_company/media/2011/11/15/15112011142151/Videocon_d2h_-_visit_note-Nov-11-EDEL.pdf</a>)
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Power</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">-With land
acquisitions, coal linkages and PPAs pending for the project, it is a Herculean
task to value the two power projects which Videocon has entered into. Still,
book value is fair.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">What works against the company is the
qualitative factors like<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0.0001pt 38.05pt; text-indent: -0.25in;">
<!--[if !supportLists]--><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal;"> </span></span></i><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">this nugget on pg6 of
GDR prospectus <i>In the past, we have made
loans and advances to, and given guarantees for, and have received loans and
advances from and benefited from guarantees given by certain Promoter Group
entities. <b>Some of these loans and
advances are undocumented </b>and may therefore be more difficult to enforce
than if they were documented<o:p></o:p></i></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0.0001pt 38.05pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> </span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Also, we do not know much about the contract manufacturing
operations revenue(presumably sale of components which makes up 11% of
revenue). As described in the risk factor, <i>We
rely on the income generated by manufacturing and sales under licensed
international brand names for a significant proportion of our income. If the
marketability of the licensed brand names diminishes, this could have an adverse
effect on our sales and results of operations. We also manufacture finished
goods on an OEM basis and components for third parties. We also produce
products under the brands “Electrolux”, “Philips” and “Kenstar”, which are
marketed by the members of the Promoter Group. </i>One would need more clarity
on this, before giving the generous 9x P/E multiple! <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0.0001pt 38.05pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Promoter
owns the brand, and perpetual license terminates if control changes. Also, the promoter
holding is 60%+, which does not permit easy change of control(not that India
business families sell out that often)<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Upside triggers for the stock seems<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Sale
of DTH business-if rumours like this one come true(<a href="http://www.dealcurry.com/2012076-Videocon-To-Exit-DTH-Biz.htm">http://www.dealcurry.com/2012076-Videocon-To-Exit-DTH-Biz.htm</a>)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Spinoff
of oil and gas assets-no more expensive capex. Also, it may reduce the <b>complexity discount/conglomerate discount attached to the stock. </b><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 0.0001pt; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: Arial;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Resolution
of telecom 2G auction issues and possible compensation<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">With all 3 looking possible, this is
certainly a good speculative bet. INVEST<o:p></o:p></span></div>Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com1tag:blogger.com,1999:blog-4959557307604891268.post-48926765724520751942012-05-31T03:39:00.000-07:002012-05-31T03:39:04.234-07:00SKS Microfinance-time to buy at book value?The riches-rags story of SKS Microfinance has been fascinating-be it the borrower 'suicides' induced microfinance bill in Andra Pradesh that reduced the share to less than 7% of its IPO price, the management tussle between the founder and the professional CEO which eventually led to both of them being ousted, and so on. Mutiple case studies could be written on this subject, but I restrict my case here to whether SKS Microfinance is a good asset play. Market perception is that since the bulk of its loan portfolio is in andhra pradesh and therefore irrecoverable, one should wait till the legal clarity is there.<br />
<br />
Earlier, I did get egg on my face by purchasing it at Rs 142(<a href="http://specialsituationsindia.blogspot.in/2011/11/why-i-purchased-sks-microfinance-at-rs.html">http://specialsituationsindia.blogspot.in/2011/11/why-i-purchased-sks-microfinance-at-rs.html</a>), seeing it dip to less than Rs 100, and then frantically selling it when it touched Rs 147. Given the governance paralysis here, many of the upside triggers I'd noticed then now seem a distant dream. However, when I read the most recent earnings release and investor presentation(<a href="http://www.sksindia.com/downloads/SKS%20Results%20March%2012.pdf">http://www.sksindia.com/downloads/SKS%20Results%20March%2012.pdf</a> and <a href="http://www.sksindia.com/downloads/Q4-FY12%20Earnings%20Update.pdf">http://www.sksindia.com/downloads/Q4-FY12%20Earnings%20Update.pdf</a>), there finally seems an end to the nightmarish exposure of SKS to Andhra Pradesh. As explained in the earnings update, SKS has written off nearly 1100+crores of its exposure to Andhra Pradesh(thus the bloodbath losses and negative EPS/erosion in book value which has now touched merely Rs 60). However, at market capitalization of Rs 467crores and debt of Rs 1021 crores(adjusting for cash of Rs 690crs), one can get the company at an <b>enterprise value of just Rs 788crores</b>(i.e 7880 million INR). For this, one gets the following assets<br />
<ol>
<li>Non Andhra Pradesh Loan portfolio of Rs 529crores(deducting Rs 236crores residual Andhra Pradesh exposure from the Rs 765crores advances on books)</li>
<li>Deferred tax assets of Rs 460crores(even say 50% of that is in form of carried forward losses which can be written off for tax purposes, that still gives Rs 230 crores).</li>
<li><b>and the biggest prize of them all-</b>The Rs 1129 crores of loans to AP borrowers written off in the books, which could become recoverable if the Central Microfinance Bill 2012 becomes law. Of course, this needs recapitalization, political willpower to enact the law, executive support to restore order in the districts, and above all, the borrower's willingness to repay. <i>I feel that loans being overdue for nearly 1.5yrs now, nothing short of a Ponzi scheme(borrowers being extended new loans to induce them to repay existing loans) </i>will obtain repayment, whatever the law may saw. The lack of a rural credit bureau aggravates things further.</li>
</ol>
Hence, aggregating the assets in (1) and (2), there is very little margin of safety remaining for the investing, and this is certainly <i>not the deep value cigar puffs which Grahan or Buffet would have purchased. </i>Hence, despite the rule of law, I am not optimistic about the microfinance bill giving a Rs 1129 crore windfall gain to SKS and other microfinance companies.<br />
<br />
<b>Recomendation- </b>Still, the market is irrational, and does overreact to such announcements. So what I would suggest is to accumulate at book value, and then sell ASAP when the share price zooms on the passage of the MFI Bill 2012, thus exiting the counterAnandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-22761314320236929802012-05-29T23:36:00.001-07:002012-05-31T03:49:29.857-07:00The bar is too high to invest in Bartronics-avoid nowWith a price to book of just 0.13, you would think that Bartronics would warrant a 'eyes wide shut' investing approach. It can make 80MM smart cards per annum(but it just made 20MM of them in FY11 leading in a capacity utilization of just 20%), and given the financial inclusion/debitc card/UID boom, you would think that a company making Rs 100Cr+ profits is a screaming buy on a market cap of just 85 crores! Yet, reading the past 3 annual reports and the latest earnings release on the company website, threw up the following factors that would warrant a relook. Earlier, I'd commented in my other blog on the governance issues in the FY10 report(<a href="http://financeandcapitalmarkets.blogspot.in/2011/01/bartronics-next-satyam.html">http://financeandcapitalmarkets.blogspot.in/2011/01/bartronics-next-satyam.html</a>) <br />
<ol>
<li><b>Suspect audit quality:-</b>Till FY09, the audit partner of Deloitte, Haskins & Sells(Hyderabad) did not have any issues with the audit. But when the audit partner changed for FY11(and maybe the Satyam scam resulted in more rigorous audits), he qualified the audit reporting casting aspersions on the competency of the(then) sole individual auditors, fixed asset verification etc. Bartronics then had to engage another professional internal audit firm, improve their controls etc and it worked as they got a clean chit for that in FY11. But what is worrying is their retaining the same internal auditor albeit jointly(loyalty should only go too far) and that it took the Big4 auditor a change of partner to clamp down on this. </li>
<li><b>Aggressive accounting for sales(and therefore debtors):- </b>This is best described in the company's terms <i>Sundry Debtors include trade receivables aggregating to Rs. 84,193.09 lakhs as at March 31, 2012.</i> <i>On account of the economic slowdown and consequent recessionary conditions in the global market there have been delays in recovery of such amounts.<br />Given the fact that the amounts are recoverable from customers with whom the Company has a long standing relationship, the Management is confident of realising the amounts due and no provisions are required on these accounts at this stage,<b>notwithstanding the "disclaimer" by the Auditors in their report</b> for the period ended March 31, 2012. Consequently,Management believes that the <b>recognition of revenue and the corresponding foreign exchange translation gain(loss) to the extent of Rs. 29,891.93Iakhs and Rs. 9,757.33 lakhs respectively for the twelve months ended March 31, 2012</b>, including Rs.9,797.27 lakhs and Rs. (3,125.80)lakhs respectively for the quarter ended March 31, 2012, is appropriate, as there is no uncertainty regarding recovery of the corresponding outstanding amount. </i>This issue had cropped up in the FY2010-11 audit report as well, albeit confined to debtors only. This year, it has gone to include revenue as well. And to put figures in perspectives, the translation gain on those doubtful debtors is nearly equal to the net profit of FY12! So without this gain, the company's profits would have been wiped out, to say nothing about the profit on the over due sales! One would ordinarily trust management to know its customers best, except that this management has had tussles with its auditors before on tax provisioning under MAT, revenue recognition on software transactions etc. So on this, it is better to adjust the accounts as per audit qualifications in which case they look much less impressive. </li>
<li><b>Tussle with Municipal Corporation of Delhi:-</b>As described in the Mar12 press release, Bartronics has spent Rs 218 crores(capital advances, security deposits, capital work in progress) on the 2000 sites contract awarded by MCD, which has not allocated further sites despite just 15% of the contract being fulfiled. While Bartronics and MCD are locked in arbitration, any upside from this will only help the valuation. But given the lack of disclosure from the company on this issue, I'm not very optimistic on the outcome. This may adversely impact the chances of getting contracts from other governments/PSUs till the issue is resolved. </li>
<li><b>Extending the accounting year to Sep30:-</b>This has resulted in a 18month accounting year for no possible reason! what I suspect is that to avoid the 'going concern' qualification in audit report(most recently suffered by SpiceJet and Kingfisher), Bartronics has delayed its accounting year in the hope of manna falling from heaven to save the accounts! </li>
<li><b>Low ownership stake that too mostly pledged:-</b>With a 23%odd ownership of which 58% is pledged, Bartronics management does not have skin in the game except the portion of debt for which it has personally guaranteed. </li>
</ol>
<br />
<b>Is their 80MM smart card plant worth Rs 722 crores?:-</b>The present
enterprise value of the firm is Rs 85crores(equity)+Rs 637crores
debt(i.e Rs 587crores as reported for FY11+Rs 50crores MTM change on
the $50MM FCCB due for redemption in FY13). Thankfully, the current
liabilities & provisions are more than met by the non doubtful
sundry debtors/other current assets(nearly net zero assets otherwise).
As I'm not an expert in this field, I invite readers to give their
views on this one, considering the possibility of capacity utilization
etc. Assuming that this is not the case, the only other upside sources are the MCD arbitration case going in their favour OR the Rs 400odd crore sundry debtors suddenly paying up their share despite the worsening global economic recession.Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-89209356176327998842012-05-29T20:39:00.000-07:002012-05-29T20:39:28.399-07:00HCL Infosystems stock analysis-AVOID despite low price to bookBy conventional ratio analysis metrics, HCL Infosystems(belonging to Ajai Choudhary, not related to HCL Technologies owned by Shiv Nadar) seems cheap with price to book of just 0.52, low price to earning(based on FY11 consolidated EPS) and so on. Also, the company does have a good cash pile with near zero not debt. However, things are cheap for a reason, and in case of HCL Infosystems, the lesson is to dig deeper however attractive the stock may seem. My reasons for passing on this stock are<br />
<ol>
<li><b>Declining performance over the past 5yrs</b>:-Though the stock does give dividends(very high div yield of 16% and payout ratio c.f 50%), its revenue has stagnated for the past 5yrs & profits falling.<img alt="" height="200" src="file:///C:/Users/tsunder/AppData/Local/Temp/moz-screenshot-7.jpg" width="200" /><img alt="" height="200" src="file:///C:/Users/tsunder/AppData/Local/Temp/moz-screenshot-8.jpg" width="200" /></li>
<li>Only a well timed<b> QIP+preferential allotment</b> to promoters of 51million shares @ Rs 152, helped the company raise Rs 780crores(of which 50% remains unspent). THAT is the secret of the cash surplus(not operating cash flows which have been negative for the past 3 years at -42,-42,-64 crores respectively for FY11, FY10, FY09 and just slightly positive at Rs 64crores for FY08. Agreed that they may be in a capital intensive business but still this does not make sense. I do not suspect the company of financial jugglerly despite the alarming sign of persistently negative operating cash flows, but it does not inspire confidence in their financial management. </li>
<li><b>EPS of Just Rs 2</b> for 9month period July11-Mar12=>even if they have an excellent quarter to close FY12 at EPS of Rs 3, that gives P/E ratio of around 14x, which is quite high for a negative/zero growth company. The 'ASPIRE' transformational strategy has neither fixed the topline nor the bottom line.though they have received IDC awards for being the top ranked systems vendor, that does not reflect in their market share/profits. </li>
<li><b>Business profile is also quite unusual for listed IT companies </b>as it is into IT manufacturing(laptops, desktops and tablets) and systems integration for the domestic market(it has negligible export earnings). The domestic focus should have given it first mover advantage but some how that has not happened. And since it imports components for manufacturing, that exposes it to FX risk, and the depreciating rupee exposed it to sizeable losses in FY12. <i>Hence, do not make the mistake of comparing it to domestic BPOs/other foreign BFSI focusses ITES Cos. </i></li>
</ol>
While they have have well qualified staff(CEO is gold medalist from IIT Delhi), as Buffet puts it, when a good management confronts a bad business, it is the reputation of the business that stays intact.Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-54140108607760959482012-02-27T23:37:00.002-08:002012-02-27T23:37:49.697-08:00Company auditors doubts its ability to stay in business? Read this before sellingRecently, there were going concern qualifications expressed by auditors, for airlines like Kingfisher/SpiceJet, and investors pressed the panic button. Going concern just means 'business as usual' and when the auditor feels that this is not tenable(without restructuring/bankruptcy), then they are dutybound to caution others of the same. But before investors panic, they should atleast understand the rationale behind this, as well as the conditions/limitations of this. It is contained in SA-570(Going Concern)[<a href="http://220.227.161.86/15401Link36_SA570-final_standard.pdf">http://220.227.161.86/15401Link36_SA570-final_standard.pdf</a>] which auditors need to follow. Some highlights of this standard relevant to investors are<br />
<ol>
<li>Financial Statements are prepared on <b>cost basis</b> , unless management either intends to liquidate<br />the entity or to cease operations, <i>or has no realistic alternative but to do so</i>. Under the Companies Act 1956, directors are dutybound to certify in their '<b>Directors Responsibility Statement</b>' that they have prepared the accounts on going concern basis! Hence, to accept any other basis is tantamount to violating the law unless they file for liquidation. However, auditors go by the <b>economic substance and not the legal form</b>, and while they cannot second guess management intent, they can certainly <b>opine on the compulsions which will leave management with no realistic alternative</b>, but to cease operations/liquidate etc. </li>
<li>For helping the auditor arrive at the conclusion that going concern cost basis is justified, the management is expected to(as per para16, ibid) make its own assessment, and then the auditor is expected to <b>evaluate the feasibility</b> of those plans, reasonableness of assumptions, reliability of underlying data used in forecasts, consider additional facts in his knowledge. Also, auditor would look into whether company can realistically fill its unfilled orders, get committed funding/support. </li>
<li>If there is a <b>material uncertainty</b>(like CDR negotiations on/major lawsuit pending), then the auditor is expected to highlight that uncertainty in adequate detail for investors to decide for themselves. But that itself does not mean an adverse comment. </li>
<li><b>Some interesting red flags</b> suggested for the auditor and which I feel investors are advised to consider are(I do not consider routine redflags like financial ratios etc)</li>
<ol>
<li><i>delay in approval of financial statements could be related to events or conditions relating<br />to the going concern assessment</i>. For example, GTL Ltd/GTL Infra delayed their financials.</li>
<li><i>Fixed-term borrowings approaching maturity without realistic prospects of renewal or repayment</i>. Since Indian companies do not usually reveal/tabulate their debt maturity schedule, getting this information will need some digging in. </li>
<li><i>Substantial operating losses or significant deterioration in the value of assets<br />used to generate cash flows:-</i>Since segment reporting is not adequate to get this data, investors must rely on the MD&A for this or else track the company metrics over time</li>
<li><i>Inability to comply with the terms of loan agreements:-</i>This would not be public data usually, but annually, the CARO 2003 order mandates auditors to mention such defaults..</li>
<li><i>C</i><i>hange from credit to cash-on-delivery transactions with suppliers:-</i>This would show in the reduction of the creditors days, which is an alarming signal as creditors would usually have a better sense of the business than even investors</li>
<li><i>Inability to obtain financing for essential new product development or other<br />essential investments</i>:-Often, companies hit the equity market with FPO/rights issue for quite small amounts, which does indicate that other financiers are shunning them..</li>
<li><i>Pending legal or regulatory proceedings against the entity that may, if successful, result in claims that the entity is unlikely to be able to satisfy:- </i>While tax disputes usually do not become that big, cases like the sugar mills SAP price dispute fall under this category</li>
<li><i>Changes in law or regulation or government policy expected to adversely affect the entity</i>:-The Andhra Pradesh ordinance(later on made into an Act) on microfinance which changed the fortunes of SKS Microfinance, is a classic example. </li>
</ol>
<li>Do note however, that <b>auditor would have access to the risk mitigation strategies</b> of the company which are not usually in the public domain. So the auditor's not considering any major risk factor may mean that the company MIGHT have a robust mitigation plan in place </li>
<li>Also, remember the auditor <b>is not passing his business judgement here. </b>His role is just to check whether there is a significant dark cloud, and if so whether the financials explain it in sufficient depth. Remember, the <b>risk-return tradeoff </b>is not examined. Just ask those persons who purchased Satyam below Rs 10, and made 10x returns once it jumped back to normal. </li>
</ol>
So in short, before selling your shares/shorting the stock, do <b>read the audit opinion/para in its entirety, </b>and even for <b>2-3yrs before, </b>and try evaluating against the above criteria and the audit standard, with what you already know<b>. </b>After all, barring black swans, no major problem rises overnight, so it would be interesting to know what prompted a sudden change in auditor assessment, or(<i>like in case of airlines), </i>the media just hyped something which was anyway there.Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-21948695625639114342012-02-27T04:29:00.000-08:002012-02-27T04:29:22.338-08:00Corporate Debt Restructuring(CDR)-a primer on how it affects share pricesKingfisher Airlines, GTL Limited, GTL Infrastructure, Vishal Retail(now renamed V2), Suzlon, India Cements, Jindal Steel-what is common to these disparate stocks? In the recent past, their share prices all shot up after there were rumours of their onerous debt being restructured under the CDR mechanism. Ordinarily, those unable to repay their debt when due are adjudged commercially bankrupt and can be forced into insolvency. But for companies with operating profits and significant intangible assets/reputation capital, such liquidation can destroy a large chunk of the company. Also, India's legal system is not too fast, and although SARFAESI and other acts do exist, they also take their own time.<br />
<br />
Hence, lenders may prefer taking control of the company and sacrificing some interest/debt to ensure that they atleast get back something. Although common stock holders are last in line and would realistically earn zero in liquidation, CDR buys them time for the company to turnaround and for the common stock to carry some value. 'Time is money'-this adage is true for equity owners when CDR is enforced on the company. But<b> investors should not impulsively react on the rumours of a CDR</b>, but should note the following points and get extra information before they respond. This presentation by CA Rajesh Chaturvedi given at WIRC in Feb12 is very useful(<a href="http://www.wirc-icai.org/material/Final-CDR-presentation-03022012.pdf">http://www.wirc-icai.org/material/Final-CDR-presentation-03022012.pdf</a>) and I suggest people read this carefully as well.<br />
<ol><li><b>Does it involve writeoff/deferment of interest or debt?</b> These are equivalent in NPV terms, but often come with added riders like lookback options if company recovers etc. </li>
<li><b>Is debt converted into equity-if so at what price?</b> Usually, SEBI ICDR norms mandate pricing of such conversion as if it was a preferential allotment(so last 6months/last 2 week pricing etc). Hence, it usually being at a premium to the market price by force, market should not interpret as lender's faith in the company, but rather that they had no choice to fix the equity price.. </li>
<li><b>Does the promoter infuse more funds besides sharing sacrifice? </b>Especially in case of promoters with large personal wealth like say Vijay Mallaya, investors may want to see whether they walk the talk by infusing equity as well into the company, or whether they just want others to take a loss without themselves contributing. This is a powerful signal/information source for the market. </li>
<li><b>History of the firm with earlier CDR/restructuring:-</b>While this data should have been seen earlier, investors who invest purely based on past 2-3yrs annual reports may have missed out on earlier near-death experiences. Hence, looking back into history with Google News would add that layer of judgement on whether past performance can back the future recovery. Firms like Suzlon/Kingfisher Airlines/Essar group companies with repeated distress may fail this test</li>
<li><b>Are lenders holding=>75% willing to go for CDR? </b>The balance sheet would usually indicate lender wise breakdown. If some lenders(especially foreign banks) have other exposure to CDS/equity/FCCBs, they may have conflicting interests which may delay CDR. </li>
<li><b>RBI Guidelines affect the potential upside of the shareholders due to following norms</b></li>
<ol><li>Unit should be viable within 7yrs/10yrs(in case of infra) <i>quite obvious else not worth it..</i></li>
<li>Promoter’s sacrifice and additional funds brought by them should be minimum of 15% of the banks’ sacrifice(<i>but what if the debt equity ratio is more..)</i></li>
<li>Personal Guarantee is offered by the promoter except when the unit is affected by the external factors pertaining to the economy and industry(<i>isn't this always the case!!) </i></li>
</ol></ol>The above points will hopefully help investors evaluate the realism of the CDR proposals, and the chances of their upside. Usually, a CDR with only bank sacrifice/ without any added infusion by promoter, is not aligning the incentives of both parties. Also, do not go by rumours till the formal proposal is put up to the board. But ceteris paribus, CDR would cause the share prices to shoot up, but investors should still do their own fundamental analysis and downside analysis before investingAnandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com1tag:blogger.com,1999:blog-4959557307604891268.post-58863517349790796012012-02-27T01:04:00.000-08:002012-02-27T01:04:26.088-08:00Identified that no-brainer investing strategy? Read this before you investSometimes, a particular investing strategy seems just so obvious that we wonder why nobody around us gets it. It is easy to get seduced by the logic that we have XYZ credentials(read <i>CFA/CA/MBA etc</i>), have worked in ABC place(<i>best equity/PE/hedge fund</i>) and have spent so much time on the analysis(<i>think of academics who spend months/years on a research, and the endowment bias makes them reluctant to abandon it without atleast publishing something!</i>), and so we should know better than those multitudes of noise traders out there who have made the market inefficient. But remember that the<i> market can remain irrational longer than you can remain solvent</i>, also that your analysis itself may be flawed/misplaced. Below are some examples of seemingly no-brainer strategies, which need a deeper critical thinking before being acted on<br />
<ol><li><b>Growth Sector story</b>: Every bubble-be it IT stocks, realty, telecom, education, consumer goods or microfinance-starts with the promise of an penetrated Mecca, which is accessible to the lucky investor who parks his money NOW. But, think whether the low hanging fruit has been already plucked by those PEs/VCs/angel investors who invested in the first movers. Are you investing in the lemons who are approaching you after being rejected earlier, and who will need to spend more to grab market share from incumbents, and run more risks. See this from the micro level, not assuming that those glossy consulting reports/graphs 'halo effect' will help your company as well.</li>
<li><b>Fundamentally cheap(low price to earnings)</b>:- This is especially the case in cyclical stocks, or those stocks at the fag end of their growth cycle. So try placing the stock/industry within their respective business cycle and growth stage, before comparing the multiples with other stocks. PEG ration helps here for such an analysis. </li>
<li><b>Intermediary/Distribution model:</b>- Here, the company does not run credit risk but usually runs a platform to facilitate transactions. Think makemytrip.com/Redbus/Ebay. But even there, you need to think critically-when will that information asymmetry go away? Already, price comparison websites(whcih are ad-supported) are threatening to disrupt the business models of travel and book retail sites. So do not assume that agency model is riskless and can grow for ever. </li>
<li><b>Low price to book</b>:- Even for very low price to book multiples of say 0.1, it needs the most detailed balance sheet analysis to look for cash losses(which depress the ROE/balances), contingent liabilities, low asset quality, corporate governance risks like tunneling/related party transactions etc. </li>
<li><b>High dividend yield</b>:-Besides the obvious risk(can this be sustained), you should also see the future plans/track record of the company. Stocks that yield more than bonds, do not stay that way for long-either someone takes them over or promoter looks for better business opportunities. </li>
<li><b>52 week lows</b>:- While such stocks may get hyped up, look for the 3yr H/L and also all time lows. Also, remember to look for stock splits/bonus/rights issues which the price reporting service may have forgotten to adjust for. Else, you will end up being the sucker waiting for them to go up. And lows usually have a reason, so do not skip that analysis in the feeding frenzy to catch it at the lows. </li>
</ol>These are just a few examples, of the need to always keep that critical thinking filter open. Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-74058316160694926492012-02-26T22:43:00.003-08:002012-02-26T22:43:49.286-08:00GTL debt restructuring analysis-investors still at riskWhen the GTL debt restructuring was announced, the GTL stocks had rose around 20%-40% in anticipation of a sweetheart deal and some opportunity for equity holders to salvage something. But the debt restructuring details contained in the postal ballots(<a href="http://www.moneycontrol.com/livefeed_pdf/Feb2012/GTL_Ltd_160212.pdf">http://www.moneycontrol.com/livefeed_pdf/Feb2012/GTL_Ltd_160212.pdf</a> and <a href="http://www.moneycontrol.com/livefeed_pdf/Feb2012/GTL_Infrastructure_Ltd_160212.pdf">http://www.moneycontrol.com/livefeed_pdf/Feb2012/GTL_Infrastructure_Ltd_160212.pdf</a>) do not inspire much confidence for equity investors to accumulate their position. My reasons for stating this are given below. <br />
<ol>
<li>GTL Infra has <b>outstanding FCCBs of $228MM, redeemable @40% premium</b> in Nov,2012. Though the company is in talks with the holders to restructure those FCCBs, the outcome would merely mean significant dilution given that the conversion price is far above the existing market price. Of course, since the banks have agreed to convert 25% of their debt into equity, the FCCB holders may follow suit but I would not bet on it. </li>
<li>The banks have a <b>conversion option on their debt</b> in case GTL Infra/GTL Limited default on the repayment as per CDR LoA. This increases dilution risk, and it is not very clear whether SEBI will allow favourable pricing to the banks in future. This would lower the potential upside for the stockholders, as banks would prefer conversion later on. We need more clarity on this. </li>
<li><b>Dilution is significant under the CDR</b>. I applied the pricing as per the SEBI ICDR Regulations 2009, and my estimate came to Rs 11.8 for GTL Infra, and Rs 53 for GTL Ltd taking the stated record date. I assumed that the conversion price would be same for the next two tranches BUT since that is taken on trailing six months basis as per SEBI norms, it may be higher(thus reducing dilution later). But banks seem to have wanted maximum conversion upfront under the existing lower prices. Interestingly, even the market seems to have converged to that price, but the shares increase alone will be around 70%-100% for both companies, diluting existing shareholders. </li>
<li><img alt="" height="137" src="data:image/png;base64,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" width="400" /> </li>
<li>GTL/GTL Infra have, in anticipation of the CDR, reversed certain interest expense and charges, thus making <b>credit analysis tougher and complicated</b>. </li>
<li>As if the <b>holding structure</b> was not tough already, the GTL promoter got back his shares from ICICI in return for some debt returning to CNIL's books. This really <b>complicates further analysis till a balance sheet is available</b>, which would take till June at the bare minimum. If only proforma balance sheets were mandated by SEBI! </li>
</ol>
Hence, due to the complexity of the whole deal and the limited upside(read my earlier posts on GTL group companies where I felt it was fairly valued), investors can seek better opportunities.Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com1tag:blogger.com,1999:blog-4959557307604891268.post-61704022766934994592012-02-26T22:06:00.000-08:002012-02-26T22:06:44.458-08:00Amrit Corp/Amrit Banaspati-still not deep value post Bunge edible oil buyoutAs a former investor in Amrit Banaspati, I still track the edible oil sector occasionally, and remembered the Amrit Group with fondness due to the wealth they have created post the family demerger into three companies(Amrit Corp/Amrit Banaspati & ABC Paper-the last one is owned by a different branch of the family). The promoters of Amrit Corp and Amrit Banaspati did seem focused on their edible oil and dairy businesses respectively. Imagine my surprise then, when I read the announcement of Bunge(the same Bunge of the global agribusiness giant ABCD but I digress). In that, Bunge purchased the edible oil business as follows in two connected transactions, which closed in Feb12<br />
<ol><li>Edible Oil plant/brands from Amrit Corp for Rs 220 crores cash, and assuming the debt of Rs 40 crores and letting them keep Rs 25crores cash=>Rs 285 crores deal value in all. Structured as a slump sale under tax laws, leading to a profit of Rs 231 crores for tax purposes over book value</li>
<li>Purchasing a brand from Amrit Banaspati for Rs 104 crores. Structured as a straight assignment</li>
</ol>The share price did shoot up, but way below the implied deal values. I decided to understand why, and delved into the transaction details and post deal balance sheets, resulting in the table below for which I<br />
<ol><li>factored a tax rate of 20% for both transactions</li>
<li>Did not assign a value to residual fixed assets/business assuming them to be loss leaders. That assumption seems fair since Bunge would have purchased the core of the business anyway. </li>
<li>Did not do simultaneous equation for Amrit Corp's 23% stake in Amrit Banaspati, instead just took the value at mcap without holding company discount. </li>
</ol><img alt="" height="68" src="data:image/png;base64,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" width="640" /><br />
<br />
The above upside would come only<br />
<ol><li>IF the promoters can return the cash(unlikely since they own 70% and would prefer to take it out in other means rather than incur 19% dividend distribution tax) OR</li>
<li>If they can grow the money at an ROE exceeding the opportunity cost of shareholders(WACC)</li>
</ol>Both options seem unlikely, and for such a slim margin, buying into these companies does not seem worth it. Another classic example of a cash trap/value trap and holding company discount. Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-79879227348505747962012-01-29T09:45:00.000-08:002012-02-03T05:44:50.251-08:0027% yield Essar Energy 4.25% 2016 Convertible Bonds-only for the braveFor some context, let me state that when Essar Oil was held ineligible for a sales tax deferment benefit by the Supreme Court, the shares of Essar Oil and its listed UK parent Essar Energy Plc fell by nearly 30%-40%, and the bond yield mentioned above rose by almost 700bps. This was although the promoter entities were seemingly liable for the payment, but investors did not factor it in. This post explains why.<br />
<br />
In an earlier post(<a href="http://specialsituationsindia.blogspot.com/2012/01/avoid-essar-energy-plcessar-oil-despite.html">http://specialsituationsindia.blogspot.com/2012/01/avoid-essar-energy-plcessar-oil-despite.html</a>), I lambasted Essar Oil and its UK listed holding company Essar Energy Inc for withholding legible details of the sales tax dispute. It transpires that perhaps thanks to the UK Regulator FSA Plain English doctrine, they made a much more legible description of the dispute in the $550MM issue size bond prospectus of their 4.25 per cent. Guaranteed Convertible Bonds due 2016. On page 9 of the prospectus(read it here <a href="http://www.essarenergy.com/upload/articlepg_attachment/Stamped_prospectus_final_form.pdf">http://www.essarenergy.com/upload/articlepg_attachment/Stamped_prospectus_final_form.pdf</a>), they described their sales tax dispute. I reproduce below the salient features of the dispute<br />
<ol>
<li>Under the Gujarat State investment subsidy scheme titled <b>"Capital Investment Incentive to Premier/Prestigious Unit Scheme, 1995-2000"</b> , if Essar's Vadinar refinery could <b>commence <br />commercial production by 15 August 2003</b>, then it would be allowed to <b>retain interest free </b>the proceeds of the <b>sales-tax collected during the exemption period</b> ,on sales of refined petroleum products from the Vadinar refinery. </li>
<li>The exemption limit's sunset clause is earlier of 13 years from fiscal 2008-09(viz till fiscal 2021-22) , or till cumulative sales tax worth 91 billion (presently US$1.8 billion) was collected. which the company had expected in <b>2013-14.</b></li>
<li>After the sunset clause was triggered, the tax collected was repayable in six equal annual instalments. Till Dec10, Essar had utilized Rs.42.60 billion (US$950.68 million) detailed below. <b>The amount rose to Rs 63bn by Dec11($1.235bn)</b>, and Essar must have booked 80% of that cumulative figure as revenue going by previous years trend </li>
<li>Since Essar could retain the revenue and repay it in interest free installments, it recognized nearly 80% of the tax collections as its revenues(viz total collections net of the NPV of tax dues). For example, the revenue recognition impact of that was as below(figures in Rs bn)<br /><table border="0" cellpadding="0" cellspacing="0" style="width: 514px;"><colgroup><col style="mso-width-alt: 4582; mso-width-source: userset; width: 107pt;" width="143"></col>
<col style="mso-width-alt: 3020; mso-width-source: userset; width: 71pt;" width="94"></col>
<col style="mso-width-alt: 3686; mso-width-source: userset; width: 86pt;" width="115"></col>
<col style="mso-width-alt: 5196; mso-width-source: userset; width: 122pt;" width="162"></col>
</colgroup><tbody>
<tr height="21" style="height: 15.6pt;">
<td class="xl63" height="21" style="height: 15.6pt; width: 107pt;" width="143"><b>Fiscal(all
figs Rs bn)</b></td>
<td class="xl64" style="border-left: none; width: 71pt;" width="94"><b>Tax Collected</b></td>
<td class="xl64" style="border-left: none; width: 86pt;" width="115"><b> NPVof tax dues</b></td>
<td class="xl64" style="border-left: none; width: 122pt;" width="162"><b>Net Revenue
recognized</b></td>
</tr>
<tr height="21" style="height: 15.6pt;">
<td class="xl64" height="21" style="border-top: none; height: 15.6pt;">Mar08-Mar09</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">15.16</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">3.01</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">12.15</td>
</tr>
<tr height="21" style="height: 15.6pt;">
<td class="xl64" height="21" style="border-top: none; height: 15.6pt;">Mar09-Mar10</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">14.74</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">2.95</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">11.79</td>
</tr>
<tr height="21" style="height: 15.6pt;">
<td class="xl64" height="21" style="border-top: none; height: 15.6pt;">Mar10-Dec10</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">12.69</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">2.78</td>
<td align="right" class="xl64" style="border-left: none; border-top: none;">9.91</td>
</tr>
</tbody></table>
</li>
<li>Essar did not commission the project on time, yet availed the exemption. Driven by opposition clamour, the Gujarat Government reluctantly demanded the tax from Essar, which appealed the matter at the State High Court, where it won in Apr08. The State appealed the matter in the Supreme Court, where it was listed for hearing in Jul11, and order passed in Jan-12, where Essar was held ineligible to claim the benefit.</li>
<li>Meanwhile, Essar Energy Plc(Essar Oil's holding company) had launched an IPO in the UK, in Mar-10. Perhaps to reassure investors of the tax liability, Essar Oil decided to<b> "assign" that liability to its group company Essar House Limited, under a "factoring agreement"</b>. It should be noted that under law, Essar Oil remained ultimately liable for the payment of the sales tax liability to the state of Gujarat in the event that Essar House defaulted. </li>
<li>Interestingly, while Essar Oil recognized only 20% of the dues as NPV, it paid Essar House around <b>28% of the tax dues</b> as consideration for assignment. Even allowing for the passage for time, it implies Essar Oil understated its NPV for inflating revenues, albeit to small extent. This 28% remained constant, as evident by the fact that assigned tax dues were Rs 180bn($353MM) </li>
<li>As if Essar House's factoring was not enough, Essar Oil entered into a tripartite agreement with Essar Investment Ltd (“EIL”), another(!) Essar Affiliated Company, whereby EIL would guarantee the payment of the sales tax liability to the state of Gujarat in the event of Essar House being unable to fulfil its commitments under the factoring arrangement. </li>
<li><b>In essence therefore, investors should not have had to worry about those tax dues payable by Essar Oil, even if it lost the Supreme Court ruling. This is because TWO Essar group companies have guaranteed the payments. However, the guarantee is contractual not statutory, with the onus of immediate payments resting on Essar Oil. </b></li>
</ol>
Perhaps, investors are discounting this(both stock price and bond price) as they fear the promoter entities would find a way to wriggle out of paying the entire amount. After all, the promoter entities would be suckers to pay 100% for having purchased at 28%. I'm sure high priced lawyers are working overnight on the agreement trying to discover loopholes for the unlisted promoter companies to escape, maybe by invoking a force majure clause etc. And the investor apprehensions seem justified. Compare the contrasting description of the factoring arrangements<br />
<ol>
<li>In May11 bond prospectus:- <i>While, pursuant to a factoring arrangement, the Company has <b>assigned its sales tax liability under the sales incentive scheme of Rs.42.60 billion (US$950.68 million)</b> to Essar House Limited (“Essar House”), an Essar Affiliated Company, <b>at the present value agreed pursuant to the factoring arrangement</b> of Rs.11.83 billion (US$264.0 million) <b>and paid Rs.11.26 billion (US$251.28 million)</b> to Essar House as of 31 December 2010</i>. A plain reading of this arrangement and the meaning of factoring would imply that Essar House took the present upfront, agreeing to pay the tax dues whenever they materialized. Also, it would seem that Rs 42.6bn was assigned. </li>
<li>In Jan12 announcement(<a href="http://www.essarenergy.com/upload/articlepg_attachment/120118_Essar_Energy_Gujarat_Supreme_Court.pdf">http://www.essarenergy.com/upload/articlepg_attachment/120118_Essar_Energy_Gujarat_Supreme_Court.pdf</a>), they said that <i>As per previous disclosure, the sales tax deferment liability has been assigned to a third party. As of December 31 2011, <b>the amount assigned is Rs1800 crore (US$353 million). This amount is repayable to Essar Oil to meet any payments of the deferred tax benefit</b> in accordance with the terms of the agreement. </i>This implies that (i)The assigned amount was only the present value and (ii)Essar House will only repay the present value and NOT the total gross liability. This goes against all legal conventions and meaning of factoring, and is also contrary to the risk factor in the prospectus, which stated explicitly that the gross value was assigned. </li>
</ol>
I'm sure that if this matter is litigated, Essar promoters will be sued in UK Courts for misleading disclosures or press releases, IF they do not make full payment of the tax dues. Still, it would take a long time, and UK investors may have apprehensions of timeframe etc. But for a Carl Icahn or an activist investor, this would be a great opportunity. <b>While the bonds may still seem too risky in relation to the overall debt, I think it is a classic case of market panicking too much, especially if the promoters can be made to cough up their sale proceeds from Hutch Essar stake sale, into honouring their 'factoring'. </b>Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com8tag:blogger.com,1999:blog-4959557307604891268.post-22671815555757887652012-01-26T02:10:00.000-08:002012-01-26T02:14:19.234-08:00Renewable energy India stocks collapse- ‘bubble’ bursting or opportunity?<br />
<div class="MsoNormal">
Quick quiz. What is common to Suzlon, Moser Baer, Indo Solar, Websol Energy systems and Orient Green Power? All these stocks had successful runs on the stock market and hyped as the next game changers in wind energy, semi conductors, solar power and hydel/geo thermal power. Valuations were more on growth stories than through an hard nosed DCF spreadsheet. But now, they trade at record lows(like other stocks but what is different is the pressing fundamental concerns in each case). Is this a bubble finally bursting, or are investors panicking? </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Suzlon</b> cherishes an ambitious vision of being the technology leader in the wind sector, and among the top three wind companies in all the key markets of the world. It expects that by 2015, total worldwide installation of wind energy would cross 442 GW which is almost 2.3 times of the current installation. This will cover about 7.5% of the global electricity supply by then, as opposed to just 4% now. But the solar bubble collapse in Spain, France and Germany(where subsidies were almost withdrawn) has put concerns on the very business model of solar(preferential feed in tariffs at peak hours(morning/noon)), as mentioned by First Solar in its 10K filing. So with gradual withdrawal of subsidies to wind energy generators, will Suzlon be able to regain pricing power for its equipment? Even in India, the most recent round of wind energy purchase tenders, saw bidders discount the CERC approved tariffs of Rs 17.91 by nearly 30%-35%, indicating that new players are willing to slash prices to gain market share. This would impact supplier pricing as well. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Moser Baer, Indo Solar and Websol Energy systems, wanted</b> to capitalize on the boom in demand for solar photovoltaic cells. Indo Solar wanted to take benefit of the 25% capital subsidy scheme for project capex over Rs 1,000 crores( as per the Special Incentive Package scheme announced by the Ministry of Communications and Information Technology, Government of India). But the global over supply(especially from China) backed by costs increases in key raw materials, led to EBITDA margin compressions, and short of domestic protectionism, I do not see a bright future for these stocks. While they are all trying vertical integration, entering into adjacent industries etc, the core business model is facing challenges due to global supply scenario, and price driven market. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Orient Green Power </b>is a slightly different proposition though. In 1H’12(Sep11 half year) alone, it added 80MW of wind energy, and had 300MW generation capacity(250MW wind+50MW biomass) in operation. However, with 250MW capacity wholly in Tamil Nadu and that State Electricity Board being in financial distress, investors seem to have discounted the stock which trades at P/BV of 0.5, despite its aggressive growth plans to reach 550MW capacity by Jun’12! At market cap of Rs 610 crores(with debt of Rs 190crores), the company had an EV of Rs 800 crores(assuming the Rs 170 crores of cash offset the current liabilities of Rs 195 crores, as the loans and advances of <b style="mso-bidi-font-weight: normal;">Rs 808 crores</b> would presumably not be liquid), which would imply an EV of Rs 2.67 crores/MW, nearly half the estimated Rs 5.3cr/MW replacement cost of that capacity. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
So have the factors affecting thermal power stocks(bankruptcy like status of SEBs, increased fuel costs, project execution delays) rubbed off disproportionately on these stocks as investors blindly herd together to sell power stocks? Or is it that the favourable economics may change? For export oriented equipment manufacturers like Suzon, the subsidy withdrawal story may play out, but for domestic generators, the national solar mission and other such plans would seem to give a secure price floor and assured market to sell the generated power. <b>These stocks are worth tracking though, as a hedge against the general power sector decline. </b>For a wider perspective on these stocks, read this post by Mr Abhishek Shah, a buy side energy analyst(<a href="http://www.greenworldinvestor.com/2011/03/10/indian-biomass-energy-reaches-1-gw-in-2010-list-of-biomass-energy-companies-ricesugargreen-utilities-growing-with-10-times-growth-in-next-10-years/">http://www.greenworldinvestor.com/2011/03/10/indian-biomass-energy-reaches-1-gw-in-2010-list-of-biomass-energy-companies-ricesugargreen-utilities-growing-with-10-times-growth-in-next-10-years/</a>) <br />
<br />
<b>Though not directly a renewable energy stock, ICSA India </b>makes smart grid solutions and thereby helps to save energy. Even that is a distressed stock which I'd mentioned earlier on my blog(<a href="http://specialsituationsindia.blogspot.com/2011/12/time-to-buy-icsa-at-price-to-book.html">http://specialsituationsindia.blogspot.com/2011/12/time-to-buy-icsa-at-price-to-book.html</a>) <b> </b></div>Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-18630321215335976302012-01-21T22:04:00.000-08:002012-01-21T22:11:11.302-08:00HDIL-time to invest at rockbottom values? SOTP Valuation included!In my earlier post detailing why realty companies are trading at record low valuations<a href="http://www.blogger.com/%28http://specialsituationsindia.blogspot.com/2011/12/why-do-indian-real-estate-companies.html">(http://specialsituationsindia.blogspot.com/2011/12/why-do-indian-real-estate-companies.html</a>) I'd given a laundry list of factors and promised to give a SOTP valuation of HDIL. I chose the company due to its apparently low valuation, and seemingly good corporate governance record/information availability. The company trades at a P/BV to 0.37. And even after going through the notes to accounts, I realized that the company does seem having a <b>good margin of safety</b>, even after accounting for doubtful assets like promoter receivables, disputed loans etc.<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbMAAADVCAIAAABSVYkjAAAgAElEQVR4nO2dPW/cRteG+R/8D1S4S+lWTVIZLoy3SmP12z9IUglwlNpIJ6xdPlEnQ6XSyIYFOICBxH6QGIgBGTCgQkGAwIC32m7eYuKDs+djOJzlLrnD+6okLjkczvLcOx/kuZsAAABglWboCgAAwOj4VxkbAACYPIYyDiDLAOwgCJZagTICUA6CpVagjACUg2CpFSgjAOUgWGoFyghAOQiWWkkp4/HhAV+pOTg81lsuTufmss7l63exELHDl19/+/S/j0QhORVdLD7e29ujYsugynQtZ7lcfvv1l7dufXF1fbNOBUBlmMro3av89kvfiu9eX8ZPb936Yn//9uA3XvH9f3N99cWtW/Fa9vbufVwsPvz5+04EUUufkb4h+v70Frr4+elF+HxbRBFcLpd6B74lX6HieTNl1IPqBmUEvWAqo3ev8tsvcSvG6OAdkcFvvLL7P9Y/CmL4fPmDX0smPSgjfcda+OKW9ZUxfjG8lcsoVkYATLQyJu7VTGXspRMwOLFTLBphuVz+MJtNVxnFzbG+Mt5cXx0dHXXtZmqgjKBftDIm7tVMZYyastPKSFenr2JCo2mtjOFzRzr2nNdXxpfnZ1fXN7FMGqQHNnHz5OREnILqqfvzTdOcPXsW/6ACeeF8bjR+tWJWSO8ApolWRu9eDXnKyO9bPo8fd+Of0t1LE/c///Ir75HQzvFu5903KpY2pm9pc4ZUB52+Ci/AzbpRj4o3XaeraL2QfJpMZdSklZE35ZrKuFh8nM+fUmX4PAU15Zdff/vrLz9TG8Uqxb/jPRrbSN+avLTn5+fL5TLWLX4xN9dXs9kPy+WSH2juUNr+YLcRypi4V0NRn1HfeFz19D5xO4+C+O+zZ2dCBON5jw8Pvvz62/fv/0jf0vwUXtDpS0gEuK7bX//8/e3XX/Kax/rkX4UXvOt/s332GWO9e+kzvnt9GXdLDNvFPcEP9+6zsDqho8/Cf/DNe1r0CMAEEcqYuFfD2soYt8e7zlRAEQUUHboOQl9oCOXd0qYyJoKutc+o6xYPiRXgp8i/in5jc1PKyJel1lRG8agQv+z0l8Q756Yy8hW32GEUV0R7igP1DmCaCGVM3KuhozKKHpPZZ9T7mMrIT8EfoyHmpxfpW7qrMtJZvPGsrhu/aq6Gna4i9BebG1HGsrVpGolwFouPL178JupDg5TEl3R8eBB3S/QZqcDb+/u///lBnJqfy7yPzRETmBQ8WNL3alhbGcOqIpDodFLG9KMz3i3dVRmDemSH+O3FC7NurX3G/KtIXEg+PSijED4+DZH/PGM8Skzl6jV+Ubj3JdGva5y8SCij6JbHusXpCd6jFD/deoey1ge7DgVL670a1lZG75EXHgX8WRnvFGJ16OJ0/uTkJH1LFyijObA9PjwQPTuhAIl5xtar6Dc2U8pY/A4Mr1DrOzAc/bMQt+t+sigqvipAO9Oet259cXLyhAqnyogFbq7I/KkLOjU/8P37P/QOYJrEYMm5V/kzD/zWFTNi3to0rZOYgUa73b9/n6pBRelJNx7I89ML857nmDUXQWe2jwh/3cEyZxv49vyrCE7wrvPN/vu33jQFduUBKzBCthwseh4TD41tiOkqY5yIfPX2jZ7cBCCTbQbLu9eXot90cTqHMm6I6Sqj+fYSAJ3YZrDwZy3WHy2CNNNVRgDWB8FSK7YyAgDAxDGUcZvaDMDugmCpFSgjAOUgWGoFyghAOQiWWoEyAlAOgqVWoIwAlINgqZUsZRzE5oaneDPfguSJ23p8JjFRrJetsuyxMrrAfp9KK3YB4/DcdiKf6KfFp5MnJ11TPPFCzAybzWqikF3MiQ9qol0Zh7K50S+x65MmXmgX3Fxf6Ww6HjnvyYscy2XqFtu2X2Vc39Hh4nQushmJ5CDFye+8m0dvjycaf4Y3KONQ0IuSZsJs7zc48fK1eJuoRRkHtLnJiXCesS5RVGyU/DBLFKtzIpl57TMZoTIKSSIfO9pBv6PWtW45yhhPNP48RlDGQTg+PODZs8wsHo2V5UjcupQMnJcZSSnjsDY3PSpjFKBNKKPONNWJsSkjzwQVt9BECm1cLpcFo2let0xljBtH/l4wlHH73Fxf3b3zgG7Rd68v/809+OEDD9h3ry9FZF2cznmcisyH4ic/pYytKcuDmoSiXGlxi/bQMf1rzEJ0nnc9hp199x2XMNMVi6cn0X5AXAW8Ys3r5VZZ3sSZ/hrEdlJG/in/Ovl2bmvDU96LCzHbTXgnie+CNuoeomhA/QPAC6FsmHt792azr/TN00kZA0s/7N1+gwNl3D4khfFfb+Llp0cPxZ1jKiNXLR56KWVsncv3kk3ynhT30DH9a3IyVuq/4/46T6d2xfLyqgtvHa9Y85IbhvZX8BpEb+d9xsXi44M7d9N5SeO/5+fPw2rO3bQLWGMlGTUbwXM6FsmvEi1JOQRND7ICZUzcfmMAyrh9xDSLqYyLxcejb37Uv+Lip526Anr/lDJmWiOmE5SbVj68fl4hXoRz9wJv2Mv3EcrieevkFKtLE6Np71q87aSMi8XH2Vczb06AH27OY3iODmlXOa8RzNE9fz6B5zkXhcRRgufQVKaMY84oA2XcPrxvEZz5aD2UDpYyBn+5NaWMrTY3OaY24sTav8YrpEwZeZ/OVEbPW6dMGcPq74d3Ld72GPmUhzndN9dOXub15ihjuhFEhnO+ps8v1ixETEQIaYMygl4Q954OVT2UDpYyLpfLH785+nDzQViehNa16bTNTdc+Ix3O/WvK+ozcXjbtimX2GXUQJorleGPzJtk3TPcZDw6PW80U41m+f/yYezC1uoCl+4zeU1D8h1Cb9goHS1EIb7q++owYTQMPsYoSMYfSwVJG8qUJq+vUoVUZ0zY3rfOMuqui/Wu6zjNqb8m0KxZV5udffo0zdJ63jlmsaFzPy41rQdd5RjK8bny3My3WOS5g/IsQk6eJRhDKyM+7XJ20Nr2WEvOMsTR9jd52rMCANN4A2RxniJ3j/cnN8viMVosyUol8xOT5WOm1aeGh4/nXpAvRdkI0pru9v09r354rVrBER3vrBDZU5MWKFm8suJSY12Ju561K/ceEOIrnrTJdwEzvpEQjHB8eCP09O3/JK59YuY5fcVRSsTatV67Ej6jYHtR00jhpoIwDwXsb4iNzKB1Ur1D8zHd4agdMkDVfPsl8wjQHPOkNTLRLM8ccSvOf9pxn7AKUEWj424Fd6UsZYzljXnuJIFhqBcoIDPTCSw78F3gdcVwiowQYGlsZAQBg4hjKuE1tBmB3QbDUCpQRgHIQLLUCZQSgHARLrUAZASgHwVIrUEYAykGw1AqUEYByECy1AmUEoBwES624yqhNFRr/ld5WxMvbCcTbxO9eX4451co2yW/DfHbFiGq0QBmHQrz1LPDcinRSatNpK+Q4ZNEJeIKcgmto2tJJ6VfEx5+Eamus7wioyXGzAGmgjIPgOV7xT8VHItFyxHTainRQxrDG26w5fRPzdV0vodDmWHY0GtxECSY5bdj11L33GTd07aMFyjggZgqyEMLT+fzx4+91piuRJspz2or/dlNGrayZtEbgeIzi1h+0bmLYG/JUrOupe1fGDV37aIEyDoiXnDHm4hMpZfWL/GmnrW7KqLt12gswxgaZ1XH/ALJS4vtTLRPDOj7uE2NA04wwnu7s2TNhetVaTz67KhJT85kIc2MkXYL5E6dra5YvvjnvilorH3zHK34iahn+jeuT8srzMik1p+k8Uw1QxgHRyrhYfJzPn4qP4r33/ePH8RblVqMJp612ZeS3u7izb66v9m/vx6LjaV69fUPpVKOTQfyDn9WzaBAhyq0eyA+AZ9KOOahFBcg+oVk1C82sp2ggnvSFtpsb+bWIEigbuzlnrGvrlS/+1heeU/mg3MdFs1N9qEz6vdUnpYy5wpeVXzsV7uUT3WmgjAOilfHpfE5+bTwlbdM0s9kPiaz7QQlluzKKPqPuJYXPAaZFkGKJ9yzMjmGsvSg5XobudWo94hUwd8ispzhWJ/Gen16YG/lZRAmt3rhio1e+eWziws1y+JVm1ifd2umdaYnQs+bYdaCMA6JXQcjNTSijtpU3/fLK5xn18jH19czuIe/cUQ1MZeRW1LQxRxl1BYIVzJn1DEpczImMdAp+UT3eXOZEracmiWJzLtwsR9QnRxl5ndPNqI+lbmOtT19BGTeNniOij/RkYqOI956OQXE3aqetbsoYVk2L+ClzlDHOjCZ8ToRutiqjWYFgaU1mPUOyx6dLM9EdN6EyrX1Gs3yvYgllNCvf6mJuKqPX2q0dzIvT+Z27D76bfVfZDGMEyjgg3tp0sOYZ+S3Kh01eUSWjaVro4DJHf6eVMTjrRMF6ZI8ro9lzMSsQrO5VZj3F39pDh9y0xUZ+IboEblevv0uzn6XLF13R1gs3yxErIQllpG+Z5iVbm9EscDxPHWwCKOOACMcrjhYu7prJ70bPactVRvMdmMb3yYsW7LTbrVtfnD8/F07t3BxZ943pGvghZm+Z7N6jhbaoAF8nvWQe06315C6vzeqiqrj2hJdeYCvXOWvTvCjRTePlc6fAq+sb84oumY1qZuUJvfZFXoPit9dsxkZ5BPIv9+X5WX1rL5EGyjgEnuMVYQ52RSCknbaadJ8RTJB+H3Ksde0lgmCpFSgjkPSrjBen8yrXXiIIllqxlREAACaOoYzb1GYAdhcES61AGQEoB8FSK1BGAMpBsNQKlBGAchAstQJlBKAcBEutQBkBKAfBUiuuMvI3N4ideMfLrHk6B0RX1snP6j0tOLWcr3UAZRwnXloWvd1MFxta+4w8AUFMjtCvxGwOnaCtx5oXqxi9kCSO3YTNC9gCUMYRYvrAmNtFrlIujh2UMawm2tk0azqK5KQ7HwSvzwgbv10EyjhCtA+MuV1kHhPdyW7KqDNvb441R5fa9RDKCHoHyjg2TB8Yc7tIRnVxOu+Qn9FTRm1dElYn+EQO8T/evye7FdqN+q76wBxLE7MOBG8CMxV5q8GLWb24J1dtkTpIWMh6xinaZUUro1nDdKYisGWgjKPC9IFJbKeEezrvSQdlpLTbv/7ysw5O0/Dk/fs/eIKvON8nrFc8p5S0pcnR0VFaILgk6X61Z/BC43dePbEnZTnzcmFSDgXTrSUWYrqsiCyNuoY311ez2Q/xWn578QLKODhQxlFh+sAktofPixAd8jPyw7TE6A6OZ3jS6vGUc6BnaZIYflITiPz+5nU1nw1eTG+DnFPT9O1yuTx5ciIKSRinUPczxw1G5JQFgwNlHA+eD4y3PYSwXC5//OYopnkVKtGhzygqoZPam4Ynramzcw40NStTGXlicH5dpkdKpuuL+cNAfeF8/xnver3zBra6DX0cA1DGodATbp4PjLc9hHB8eEDzVCJDeG/K6BmetCpjzoGmpUmmMnq1zTR4yTx11N//+89D3mHMNE7h9oqtbjBma4OhgDKOE88iJuEPs1h8nH01y/UOzFdGz/CkVRlzDjQtTVqV0fQ45LU1PVJ4MvSz85f5p9Zq1Wqc4lmAJS6ZxgX85w4MBZRxnOQoow6xrD6jeJPEs3/x1lL1EvOTkxNyDqG/hfVKw6Yy05YmXh10zYU/CUlVq0eK6X/CTy1+M+KcBe/leW4tfHWIL3aLMnUNuTktRtNjAMo4TnKUMTiP00Ra+owAgAQIllqBMgJQDoKlVqCMAJSDYKkVWxkBAGDiGMq4TW0GYHdBsNQKlBGAchAstQJlBKAcBEutQBkBKAfBUitQRgDKQbDUCpQRgHIQLLXSroyUqUK8t6tJvMjcNWE17d+LbxTMpwg0Rb9AGceGeBua8JywCh2yeGaetNWB5/3EP80MSEpNCGXsF/hw9Q6UcVTQHa4NAk0nrEKHLC0oxX3GrmzfFGVNQ65dAW4z/QJlHCFm2gjthFXukNXVWGqnlXEi/UooY79AGUeIqYzaCWtdhyyaZNQbKe9sw2yztPdTUHlq9bFxN5F91xxNZ5pYcXSKynt7e1RPkdOskyFXa2XyncISradttvQlBCdvm/hhS/tw8fsp86R8zwmadkEZR4hOQeY5YZU7ZIXVnIA8E7XOQZv2fqLDvVy2YszfNI32oso0seKRLybXRCZEM9V2piGXV5kCp7CTkyexfLP1hM3Wq7dvzEsIak7gp0cPRdZhMz+uaU+WedKJm3ZBGUeIZ1ti/ngXOmSJ40UHylRG7Vvg7S+O5fZ7Xpn5JlZ8B20woI26Cgy5vMqUOYUlKhnxbLZE01Gt9M+gLtarbf5JJ27aBWUcIVoZPSesQoes5XJ5fv6cl07TjvnKmFBS/rcwJ/DKzDex4qSV0bQqzHHFMitT7BSWaL20zZbZDYw76/lE3Z5mbTuddMqmXVDGodAzYPSRDkzPCavQIUun76cuRk5s875Mjk+WOS+Z4xuVNpMKRcqY44rlVaYpcgrzetytNlumZN+5++C72Xe6TXR7mrUtOOk0TbugjCNEKKPnhFXukCXWprmdk9m58LyfwmogmceK5YK0XuSYWPGW6qqMma5YicoUOIWJYSn9grXabLVWLNEUXm3zT3ozbdMuKOMIEb0/zwmr0CErfB5Nm05Sga0jR++nGF3a+ykiAtI8lp9I4PlGeSZWvJnEkgv/9/z5OS2M0KpxJ0MuszJlTmGxMvfv309cGtlsUbPwS+CLLS/Pz7Tjo+nDZa5N55+U/tYtPwWgjKOC37etN3lie9jae9NilQBoenzS0Fx7AZsAylgr21PGu3ceTO2Rjk70qIwXp/OpzfcNBZSxVjaujPpxbqAxHxotIM5mTHBUOxRQxlqxlREAACaOoYzb1GYAdhcES61AGQEoB8FSK1BGAMpBsNQKlBGAchAstQJlBKAcBEutQBkBKAfBUivtygiHLAA8oIw7gfd2b/AdtVqUEQ5ZACSAMo4fnkTHTLvXqJemAxyyemRDHlsTse7aUaCM42fx6RPPSPbgzl2RwMFMtJpSxkk5ZK3Phnqm6PCOGSjjbnFzffXw0U9iY2dlDJNxyBIeT1QaT9coCheHiAzDz56dpf2wzGJzrLumbEc1QqCMOwT3LOKUKGOYkkMWz5NG6WrMwk1bKNEOje+HZdaZLjZh3WWeFwwIlHFXSHQpCpUxUr1DVgjh+PCA7ElPnpxQpl9duGkL1XqN/HStJlw3lnPWxO2oRgiUcbeI+ij0oWSecToOWYF1Qrm3lFe4toXKVEaaVUibcCXcdSZrRzVCoIxjI+GcFVZthIkSZZyOQxa12v/95yF1GFsL57ZQXZUxbcLltYA+LxgQKOPOcXx4IAJn3bXpuh2y4kdacTy3LG0L1UkZW024zBaYuB3VCIEy7hbmIoxw1Iq0j6Yn4pAVy9fdZLNwviplrjUTnh8Wr0mzugydsO568/bVlO2oRgiUcfzwOX2hgJ6jVoBDFgDrAGWsle0pIxyyQH1AGWvFVkYAAJg4hjJuU5sB2F0QLLUCZQSgHARLrUAZASgHwVIrUEYAykGw1AqUEYByECy1AmUEoBwES61AGQEoB8FSK64y8nfdzMwF9CJgIs+Nl5rbTCXL36oeofGLyHlhMp5U5OKNqE+LTzFNRk7LIIt4PlDGncBzyEo4Z7X0GWOAae0TWa9NEp5ZWgqb1cyyI1TG+K53IomDTlE+FMeHBzpx0d7evQ83H0QmYBMoYz5QxvHjOWTxJAna/q9dGY+OjnQsvXt9+dVs1ho/mX2oXrpaG3WSio07m33VKRHkIJgWj3RzjKGGNQFlHD+eQ9aHP3+n3oPIDRZylDHakghF+OnRw1dv34xKGTfa07k4nc9PL1oH1IPrTmwEU76jO8LgNawMKONuYTpkRSilf6RdGc20srPZD3//8xdXIj4vSZHpeWYJFdPZG0XCRCJWnec64/ki4xYaNqbrpu2ovNYkzxaeWVK0Ka/k/fv3qSbab8urvK5JgRdYbMnEkF8ro1cf/hW0un1NFijjDuE5ZAVrxJmljCJfbHSP4vHDc4jznKymZ5ae7aJwFXOOIYSbDx/iRABPJ04Jzbhke4WYdYuy3ig7KrNB372+pGsn2y/6VBt7aVsb8tvSlY9db12TAi+w8PmHJF8ZE/XhCXSbpNuXd64pAGXcFdKmm1o0s5Qxlkv5VuOMFVdGkbu/1TMrP8m2OJBvjDKklVH8nVO3dPpInh5dJP32jL2C47dlVt6z0CrwAuuqjK31STQscm4GKOOuYTpkhRB+evRQ3Mm5ykjdRvIS4Gol/K1o1Ol5ZnVVRjEFQIsMZp9R/J1Tt8TsG0/fLUaduvBWvy2z8p5lWIEXmOjde5eTX59Ew2LKMkAZx0eZQ5a+jXOVMXzuNt6/f1/PFYqeVKJvqJ1CQ1u8iU4f/zdHGXPqlgjyuPbCt/ABtWfsFTL8ttLKWOYFFtQjO/xC9DfSWp9Ew0IZA5RxBxEOWdw2ivssdVDGm1WzYz3PSDFG/R3PMytfGcU4+n//+x+N6wMb4ycKyambF+RmKnK+yuEZe1HrNasP0JiVN2tS5gUWnEdNTRuvnPokGhbKGKCMu4aYTxTTU7zb4SqjuZ5LcssXNOOn5v5iT64mjWVZJZYjxOHNqpNU89lgK6qANqjivleibmmfLGpEvZ0PrkVRHBJl4bdlVp5qK2rS1QuMI9qNT4k06iEBrz6iDgm3r+I7dddpoIyjx3PIEjEiAqpJ9xkBAAkQLLUCZQSgHARLrdjKCAAAE8dQxm1qMwC7C4KlVqCMAJSDYKkVKCMA5SBYagXKCEA5CJZagTICUA6CpVZylTGd/ZCeB+Z5t7b2DLA4O/9Ip2CIJHIuJKBHQxOHiwe/+bs3cUvixWfaZ50XS/hT/uIRd/I86FQgL4R/p+Z2ng1oCkAZayVXGaPEJF66iDv0pYz8BcYc+NnFRyIpGWllmTi2eh4EJhmiPovFx6NvfmzNB7GOMvK3/cSrhPHtnXRCigSxbvo71dsn9dYglHFriFdWPHnhb6lxvfK2izAhspTRC3VdodZ8BzkU+BYkzq7fI47qVqYROcoY2NfAr0JnOhKsqYzm+878JmhN1dNatxxlDHluYnUAZdwO+h1c707mAuplaBZpGczSspTx5vrq6OjIs7uiffpSRsr/mn9IvjLSvxtVRp31erH4OJ8/TR+1jjKKxBmBqTO3BCoYTfO6ZSpjazK0aoAybgfKYB0xc6kEP8rS0Wdm/MtSxpfnZ1fXN2ZXiwanMR9BDELK/s9zusQtlNNfT8BFHeHOATzOzZS85tlF5U2zgUSyCXGU2E7KmHYdoBPxHF8i95G+TK6MiRYzW0P3EMOqDYP44kQJfFgwm32lf3I7KWPwk6FVBpRxELzhl+ffmfb1LFRGklue6Z4+ohxcXAh034dv4XOCfPIrLh18WnzSSbS4Hx65C3hnF5etc/DwPhT1s7i3lLc9rPYZuQ+Zhrpsceen87nInst/RYSbjfBsELOoZmt4E8HCo4b/PIgS+AyA1rsCZfRuxJqAMm4fb75eRLppnWTGSKEyirTevIsUA4ynXOyqjHqcr6cFRQ5Eimrv7F576dH0r7/83KgsalRDvT0wZeQmth7Uy/77n79evPjN3IdfRY4yplvD7L3yuWdK9aZL4G1IV00Flilj2TLXDgFl3D7eUJowU5Qmthcqo+h0cBVbXxnD6twqT7MoVhJEHeanF2XKGFjXOpr8CQWkkvV2ag1yB0z3iaiXfXZ2pruW/KcsXxnTrcHvGLG+T1fN0yzyEkQbCmmDMppAGbdP60pmRFikJLaXKONi8ZF3dsSAmitIsTKKksm9UxyrY887u2gIrYw0xXZ0dKQVMKfPeHB4bK4+CxIrXzQNV9Zn1K2hR9PaDi2e6+zZM7OETfQZMZoG/dL66BvBLT/T2zsro35qVyzs8lgyx8gUGFxf+JwgRS89AknK+PMvv56fP4+Hi8Ufbmmiz66b0rQJ3du799c/f5fNM8aW1ROvGrPrRDWPFTCV0WuxdGvoB7jEpGo8KlEC12X9lKKnp1iBAduhdSjN9zR/mPX2bsrIB7nCpSDCJ/6bprm9v08LDubTJ9RTo6FoHMHR80B0IlNx+KCemsY8u2iFxkK42fArSmwXj0RRlRISYFqPcteBk5MnVKB4T8ZssURrCC/saB3juSPoEkhJxdq0XsLS/haiocTPScU0UMbtkjmU1gOmxHZuGU80me/AdMKb6QQbZc2XT3p8IhVPeoNNoIfS/KbVHk18H709rHaAxB3bvzLGqNjfvz2R2BgV/O3ArvSljNxbsXqgjGPgw5+/9y41/SsjKfQUXoEYId44Ig0fGq8jjnpuum6gjMOyubetNjKaBmAiIFhqxVZGAACYOIYyblObAdhdECy1AmUEoBwES61AGQEoB8FSK1BGAMpBsNQKlBGAchAstZJSRv4ynH7GTbwsmP9kb47PVAH8SfdY2zWf/xQPBoqcQ+s/Ec0fITRzYseP6BW9ST0nuCtAGWulpc+YyFydY4bnUZaiKmGbFQsUmc3WeQnHfJmEBKvHJ0t1VfX7yDwXBl64HBVQxkHQXYf09sB6Nlx2Evu3K+PZ2Zk2TvG2Z1KgjEvfNstM6L1OJ8vTIJ27d320MlI2Ef020XTeR94VoIzbhyeNvjid82xSP35zpPPeB5aTMYYbpcgxy4m0K+P5+XPtg3xzffXqzdttKqOX7y/RjysbTfMUZN65NqqMHDN9LF67HA9Qxu2z+PSJ58QixxEe7zGKKa313TsPuHnUvwkGnXIiWcqoOy9P53PKLUjKaLo+0caYMJWbn3g+U9r+ybPNCm3eN2KfJsMQyrSaouYTymheMtWfsmcnlLRVGXU2NnQbxwOUcVhurq8ePvrJ/Ij6iSSFdIgeEepyspQxrE7kRc8skcW21fVpb+/es2dnQhmDUmvTvCmR1kz3ZwVexbxErZ7VVFDK6JWsrWYSyzUJZTR7iBPJlb0rQBkHJJE8hU++iTkorYxmOcWHJQUAAATUSURBVLnKSJ2j+elF7LUKZeSF8gz+Om9+8H2mPPunhDLm9BnNinnJ/RNWU4nRtHnJnrWDLtNURvFbJ5qu9WLBFoAyDoVps0xwsRN5lIVQeuXkKiPXwbOzM96P82yatUxQsZ7PlGf/lFDGzKRnumKeIZRWRhJoUxnTl8yV0UzE7SmjmQw8QBlHBpRxWLx+jEj9LYRFi6kuJ1cZg3oOUSuj6fqUUEbtM+XJRDpJuHhkh/jtxQtSPV0xr88oRtP81FoZWy+5rM8oFtbpQgJG0yMDyjgsMdb0A4VegJj7m9s7KKOIYc8tK+H6RMUmfKZM8yY6F7fNIkyLvuPDA2FvIirmzTPqFRha0RduUF7JnZTRdJgST5WL68IKzHiAMg7O8eEB1xZuoaWfgDbNsMxyUsooDKECW+7hH0W+f/zYdH2iecB8n6mEGVZCFESVtKGrqJhnCBWU1RQvnFeg1egquj6ICyE8hylt8C38vKbgPLUrQBmHRSyeCEc8HsWJp/F0OWHK700nbE9G+7YJnvQeGxMJllHB5Y/3EnR3TYwOE8aiW/IO3AnShlDrWE1tiEk5T+0KEwmWCTJRZcwxhCqzmtoQyCgxTqYQLNPEVkYAAJg4hjJuU5sB2F0QLLUCZQSgHARLrUAZASgHwVIrUEYAykGw1AqUEYByECy1AmUEoBwES62klHFDDlke8RnDvp6vpgfctQsCPcn45dffflp8Only0vrQolcamDhQxlpp6TNuyCHLpEdlpKwQIv9CPAVVOO7WWn+vNG9nz8YL1AeUcVh4ejGdh1A4RMV/dQjzJBREuzJuwiFr03h5uXUenXevL1vrn8jyLUjYeIEqgTIOi856ExE5sANLeCrS7USHAl1yuzJuwiFr0/BsiRz6heF+Y62jaa80DZInTg0o44B4ombahFAuQZGW5el8bs6PZSlj7w5ZIllQLOTpfx+R/maaTIlJQ10NLWc8x5fQ9HT9RWlpGy9xaZRbbIS/ImAdoIwD4jmd6CyCwVHGd68vvX5MljKGXh2y3rx9RUlu+ECV57jNMZniCddE4sJ0L09IGE8nrutvlpZj46WTdT8/P4csVgaUcShEelORw5TSxZJu6NG01+WM5Cpjjw5Z8dN4FE95bSpjIi123G6qUuv4l0/c6hlZcbj4N9/Gi+t+4tcJ7C5QxsERcReDbjb7gVxMvBWYOI72DOtzlbFHhyyeGJGrW1dl5Aor9Jd/xA8RC8e6N67rr0vLt/Hiq+3oMFYJlHEkeO7SMcZNN2buU7CWD0yPDlnmWnvvfUZTGUXKRTEu1vXXpXWy8YqVvL2/j0d5qgTKOBLevb40lTFGq1DGm+urs/OXYdUYi7Q10kEZ+3LI8pKwdlXG1nlGUxl5Hm/+eKNXf7O0fBsv/fQAqAko40ig2SohhdqdmD+OUqiMG3LI0qNR3lNrVtep0yZT/D2cnLXp+FvBj9I9Vq/+orR8G6+L0zksCmoFyjgGxFiQlqGD0rsQwsvzM+HTeXB4HMO/w2h6QyTs8eojLlgNXQuwEaCMQ8E7WHp0SAojhEW/7kJDvW4rMJtAv3ZycTqvTxnjrOWrt28STwaAXQfKWCsDKKN4EMkcJleAeGcTVAmUsVZsZQQAgIkjlREAAAABZQQAAAmUEQAAJP8PT97WQW1WhoUAAAAASUVORK5CYII=" /><br />
<br />
But as the past 1yr data shows(broken into 6 month intervals), the equity has gone up, but the quality of assets has fallen,. Cash/non current investments have risen much slower than the project investments. <br />
<br />
<br />
<br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
My SOTP valuation estimates the project value around Rs 12,000 crores.I estimated the percentage completion from the data in the investor presentations, and the market rate from websites like magicbricks, for project bookings presently. The riskier assumptions are in percentage completion, but I've tried to be conservative. As the breakup would show, <b>bulk of value comes from</b> <b>SRA projects, </b>whcih are inherently riskier given the dependence on TDR, and the expected release of land in Mumbai which would lower the prevalent rates. Unfortunately, the company does not reveal much data on their SRA projects, so I'd to be much more conservative. Those of you wishing to use different assumptions and see the rates, please modify the spreadsheet and check. Note-all area below only reflects the share of HDIL in the project, not the total project area. <br />
<a href="http://www.scribd.com/anandh_sundar/d/78989968-HDIL-SOTP-Valuation-Jan12" style="display: block; font-family: Helvetica,Arial,Sans-serif; font-size-adjust: none; font-size: 14px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin: 12px auto 6px; text-decoration: underline;" title="View HDIL SOTP Valuation Jan12 on Scribd">HDIL SOTP Valuation Jan12</a><iframe class="scribd_iframe_embed" data-aspect-ratio="0.916167664670659" data-auto-height="true" frameborder="0" height="600" id="doc_29758" scrolling="no" src="http://www.scribd.com/embeds/78989968/content?start_page=1&view_mode=list&access_key=key-ez6b3k06xsaiyukzut1" width="100%"></iframe><script type="text/javascript">
(function() { var scribd = document.createElement("script"); scribd.type = "text/javascript"; scribd.async = true; scribd.src = "http://www.scribd.com/javascripts/embed_code/inject.js"; var s = document.getElementsByTagName("script")[0]; s.parentNode.insertBefore(scribd, s); })();
</script><br />
On the governance front, there are apprehensions about the tax demands. After the widely reported Sep09 raid on them by the Income Tax authorities, they offered Rs 350crore of previously undisclosed income to tax(potential tax impact of 30%-100% of that amount after factoring in penalty & interest). While that sum is accounted for in the books, the previous year assessments will be reopened, and thus the tax risk is a hanging sword.<br />
<u><b>Conclusion</b></u> After reducing the debt worth Rs 4400 crore, it leaves around Rs 7600
crores equity on the table, is a good upside of 150% from the present
market cap. Of course, with other stocks out there, it is an open
question as to why would someone ditch a Piramal Holdings/Reliance
Industries(both cash rich companies with similar risk/return ratios for
such risky companies). But if someone wants to invest in the realty sector, then this seems one of the better stocks given management reputation for execution, good governance(despite tax issues) etc. <br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 272px;"><colgroup><col width="272"></col></colgroup><tbody>
<tr height="21">
<td height="21" style="height: 15.6pt; width: 204pt;" width="272"><br /></td>
</tr>
</tbody></table>
<br />
<br />Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-52244678633153562202012-01-20T14:26:00.000-08:002012-01-20T14:31:26.300-08:00AVOID Essar Energy Plc/Essar Oil despite 33% decline post Supreme Court sales tax caseAs seasoned Indian investors know, Essar Energy is no stranger to debt default, legal hassles, crony capitalism accusations, arrests etc. But foreign investors are a bit more gullible, which had lead Essar Energy Plc to list itself on the London bourses, despite having majority assets in India. Now, while foreign investors do accord higher valuations to metals/energy(atleast on London/Toronto exchanges), they do expect better governance. So when investors were hit by 2 shocks in quick succession(resignation of Chairman Ravi Ruia due to being charge-sheeted in 2G spectrum cases) and the Supreme Court ruling in Essar Oil deferment case, they reacted to the Supreme Court ruling by eroding 1/3rd of the market cap of Essar Energy Plc, taking the shareprice down from 180 pence to around 120 pence. Interestingly, Essar Oil witnessed a similar decline as well, but since Essar Energy Plc is a more liquid stock, I analyze that here. The same arguments hold for Essar Oil as well. <b>I try to analyze whether the sudden crash makes it a value buy due to market 'overeaction'. </b><br />
<br />
While Essar was quick to clarify(<a href="http://www.essarenergy.com/upload/articlepg_attachment/120118_Essar_Energy_Gujarat_Supreme_Court.pdf">http://www.essarenergy.com/upload/articlepg_attachment/120118_Essar_Energy_Gujarat_Supreme_Court.pdf</a>) that the order merely mandated prepaying the sales tax loan(and not cancelling an exemption), investors were not quick to believe that. I've read both the original Indian Supreme Court order(<a href="http://www.judis.nic.in/supremecourt/helddis3.aspx">http://www.judis.nic.in/supremecourt/helddis3.aspx</a>) and the Essar press release <b>is a fair summary of the same. I reproduce the same below</b><br />
<i>Essar Oil would like to clarify that the sales tax deferment benefit to Essar Oil was a <b>loan repayable </b>in the earlier of the year 2021/22 or on exhaustion of the full eligible amount, which the company had expected to occur<b> in the year 2013-14, and was repayable in six equal annual instalments </b> <br />
The company’s estimate is that the total amount of the sales tax deferment benefit was Rs <br />
<b>9100 crore (US$1.784 billion)</b>. To date <b>Essar Oil has utilised approximately Rs 6300 crore (US$1.235 billion) of this benefit</b> under the sales tax deferment scheme. Following the Supreme Court order, any repayment schedule is expected to be discussed and finalised with the State Government of Gujarat and/or be subject to court agreement. </i><br />
<br />
But should investors in Essar Oil have seen this coming? The auditor<i>'s </i>report drew attention to this note below, which detailed the transaction in accountant speak(<b>Note 16 Schedule 16</b>)<br />
<i> With respect to the Hon’ble High Court of Gujarat order dated April 22, 2008 directing the State Government to consider the Company’s application for granting benefits of deferment of sales tax/value added tax under the Capital Investment Incentive Premier/Prestigious Units Scheme 1995-2000, <b>the Special Leave Petition filed by the State Government in the Hon’ble Supreme Court, challenging the order of the Hon’ble High Court, is yet to be decided</b>. During the year, the Company has deferred payment of sales tax/VAT liability `1,811.41 crore (Previous year `1,474.05 crore) <b>and has defeased the same to a related party at its present value amounting to `591.48 crore</b> (Previous year `441.21 crore). Sales tax/VAT amounting to `917.12 crore (Previous year `813.87 crore) shown as deduction from “Turnover (net)” in the statement of profit and loss includes the defeased value of sales tax/VAT liability of `591.48 rore (Previous year `441.21 crore) as per the defeasance agreement pursuant to which the assignee has undertaken to discharge the sales tax/VAT liability on the due dates.</i><br />
<br />
The above disclosure informed investors of the matter being subjudice, but implied that a related party was willing to take the risk of the payment on its own books. No questions were raised about WHY would anyone do that, nor were any details supplied about the same. But HOW did Essar account for the 'deferment'? Where was the dual effect taking the amount as a liability as per AS-11? <br />
<br />
I read the Essar Oil Mar11 annual report(<a href="http://www.bseindia.com/bseplus/AnnualReport/500134/5001340311.pdf">http://www.bseindia.com/bseplus/AnnualReport/500134/5001340311.pdf</a>) and found that(pg 52, FY11 annual report) the deferred sales tax liability seemed accounted for as a <b>off balance sheet contingent liability. </b><br />
<img alt="" height="155" src="data:image/png;base64,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" width="400" /><br />
<br />
And despite Essar claiming to have accounted for the sales tax deferment as a loan, one cannot identify it as an unsecured loan. And while that amount might have been lurking in the <b>Rs 7300 crores Other Current Liability figure for FY11, </b>it is a fig leaf of a disclosure to say the least. <br />
<br />
<img alt="" height="109" src="data:image/png;base64,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" width="320" /><img alt="" height="124" src="data:image/png;base64,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" width="320" /><br />
<br />
<u><b>Conclusion:-</b></u>Till Essar Oil can clarify the rather murky details of its accounting, and the related party transaction honouring for repaying the 'loan', investors can be forgiven for avoiding this stock. After all, why go through all this complexity where there are umpteen stocks out there with easier financials and better governance records. By the most charitable interpretation, the company has fudged its disclosures, and by more conservative standards, it may well have avoided recording the deferment and securitization. Either way, investors could have seen this coming, but they did not. Since I do not touch Essar Group stocks with a bargepole, I did not face this issue till now..Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0tag:blogger.com,1999:blog-4959557307604891268.post-85980364282850849892011-12-21T09:09:00.000-08:002012-02-26T22:44:07.266-08:00SP Tulsian's buy on GTL Infrastructure-justified but for the wrong reasonsWhatever the grand old king of Indian stock markets(SP Tulsian) says makes news, so his comments on GTL Infrastructure was no different. You can read them below but the basic rationale was that the asset value of the towers would be more than enough to cover the debt and leave 60% odd upside for shareholders. <br />
<a href="http://www.moneycontrol.com/news/market-outlook/sp-tulsianpowerinfra-stocksgtlaptech_637010.html">http://www.moneycontrol.com/news/market-outlook/sp-tulsianpowerinfra-stocksgtlaptech_637010.html</a><br />
<br />
This company triggered quite a few red flags from my side namely<br />
<ol>
<li>Since the promoter(Manoj Tirodkar) was caught up in the K<b>etan Parekh stocks(K10)</b> earlier and the other stocks involved like Satyam/Cybermedia etc have gone nowhere/crashed. So call it poetic justice or whatever, maybe this was come back time</li>
<li>the company has been in <b>CDR</b> since Aug-11. The results are yet to be announced formally. </li>
<li><b>Income Tax authorities raided the company</b>(search) in Oct10 but the company claiming it subjudice did not make any provision in its accounts, which were finalized In Nov11. But on Dec20(2011), the Minister of State of Finance gave a written reply on the floor of the Lower House, that GTL Infra had admitted concealing taxable income of <b>Rs 500.65 crores.</b> Now, they have deferred tax of Rs 67 crores(standalone basis) or Rs 167crores(on consolidated basis). But India not having group taxation, even setting of Rs 67 crore deferred tax asset against that loss, it would still amount to a tax liability of atleast 20% of Rs 400 odd crores=>Rs 80 crores, to say nothing of a penalty which can extend to 3x taxable income. This episode raises issues of WHY did the company not provide for this in accounts despite offering that income for tax. <b>Either GTL or the company is lying</b> If the latter is true, it <b>does not reflect well on the governance. </b></li>
<li><b>Hard to access investor relations site: </b>When I clicked on the links to download latest annual report/IR ppts, there was an error in both chrome and mozilla. Plus they have this weird norm of having the user enter his details for <u>every </u>download! Not good</li>
<li><b>Delayed annual report/finalization of accounts:-</b>The annual report was finalized only in November last week, and can be downloaded here(h<a href="ttp://www.bseindia.com/bseplus/AnnualReport/532775/5327750311.pdf">ttp://www.bseindia.com/bseplus/AnnualReport/532775/5327750311.pdf</a>). Makes interesting reading especially the consolidated accounts, which remove the complicated group structure that lead to off balance sheet debt</li>
<li>As the table below shows, even at these low valuations, GTL Infrastructure commands an <b>EV/EBITDA multiple</b>
comparable to the best in the industry-mature USA operators. It is
doubtful whether the industry economics justify an higher multiple for
GTL. So even on a deal related valuation, one should check chance of
upside</li>
</ol>
<br />
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAABpCAIAAAA83Cn0AAAgAElEQVR4nO1dv2scSbft/0H/gQJnDp0qsSLjQDhaeFh5wwvNWpF42nHs3UyMFa6VSUy240QyFtiLwSubzwYLJBgQ7BiDMVjRZPWCa53v6t6q6h/T3VU9U4cO5HZN96lbt+pWVXffk5mEhISEhISERpGFJpCQkJCQkLBo+BlcP3z+Nx3pSEc60pGOdMxzWIJrgMie0BBia77EpxCxUYqNz5JgGcy+DHUEUnBdNMTWfIlPIWKjFBufJcEymH0Z6gik4LpoiK35Ep9CxEYpNj5LgmUw+zLUEUjBddEQW/NxPtPL8/98noTjYoyyT2yUEp+lxTKYPbbRqVUUBNfZbPb4l7tZlt395fGn92/PL6ddE6yO3e3NLMtWVm6fX06PDoZZlq2u3v9+dSXK6JOLgdjcF3yoXbIs29zexT9PTs9C8RGUQvExDhPFxseUbrLD4RA96+z0hH7rAXVSfuXp5fntlRU6SR2ZLkV/X119v7+6SoPSbDYzxugzfYTL7OamSXuN2EanVuELruTi5PHTy/N7dx4GaeCqt57NZk/ynDrk1dX3fD3Xv51enuf5k0r9MKAFKiE29yU+NMjSfPzoYHhyesa9q3s+mtLe/n4QPsZhotj4lGyyq6vvw+Eh/r6/uuoPrmenJ8ODI2PM7vYmhUaKtXTSXIfe4cERgqu5nvTzUKrP9A4us3OTzmaz8fhlSJbzIbbRqVU4gys5KzrSbDbb39vvzHG5P9X4LQLq6/HIutpGl26VSRDE5r7Eh4bIfGsLm13Bg6ugFIqPcZgoNj4lKZ2dnlABmuOurd0qXLkaFobpDx01V1Zuv/30fvDrH3R+gYOrNjtMSv9bxp7RIrbRqVU4g6trbYeNYtpWPTs9oe0L8omT0zM6MxgMsix7+uchFcbkNMuyjY2Nu788Pvzz6crK7Y8XFwjh+F++HUT9ma5DdwQx114QCkwvz0fj13SS33o2m+1ub9KUEDNreC0v+e7NC2Iyfjm+vbKCeMyNcHw8wsyaTIH/DdINYnNfPlfjW/TUstTc5A9Zlt259/DhvTt84dISH01J8MESqjNKkfMx5ZoMG5ivxyPq3djiXl29/+zZb7pfoCPzTsQL0M9fvHmHRdsCB1dtdpiUjMPHWzIaDPjg0Q5GHuwE6F9RsSDPxWIbnVqFM7haH5ZQK1IsPDoYDg+OyBUGg8Hw4Gh3e3MwGFC7vnjzjuab55fTs9MTak6EWHKIfD3f2srPL6d0Ef6/z5/uYMVJgZBv9n748AHL0+nl+c7T55wkMcdSW18cv/3n1as8X8d/EWde0hgDJkRDG4ECP1Vc3LrpxiqF2NyX86G+zadNw4MjPn+i/8K40DYfTgnzJxDDmqlLStHyKdNkX799ocUl7QwRYUxesyzL8yeuAZ0iKE3KrcGVr5gXOLgSYHa+Xr+4+EiLAeyQYy+BBiXMToYHRxefP2MFgi19DMvjl+MgD7liG51aRbXgSgGV/sbi73//5392nj7nGzv5ev7+01ssfI8OhhsbG3Q17DZPL883NjZo6wP3ov8dHR/z/Z8/fh2QE+DBDz2NoOmY7k5EEkFRXJyuQNwQsOl56vHxSJS8uvpOTAQNboTR8TGWvwjAfNHcMWJzX/EO5Ku//yZziXGBRmrsK3QWXEHp1tqaGKf4eN0ZpWj5lGmyi4uP5PZ4JQerK1P0FiFdk540W7eF+fOdhQ+u3A0wkmCMPToYkiXhG+b6ofWrv//GH4YtdgnUZAE3lmMbnVqFM7jy9Zm5fniJ9dzRwRB7Dtgfxhms4YwxVCDP17H3S+WPDoY7T59TT0BMov9FkDM3d6cpqr0cj7Gva26GOgItoMFcXJxu/duzZ69e/UMX/3H1g7rlzqMHoiRqwWkII7x784IqTrOKL9++0rI11At+sbkvniRhYkQGxEjN59RdRg5BKd/a4nxos6RLSpHzKdNkfx0+1yEQ4wAFTt5beY2wn+R6oYkzXODgKszOZxUIrnrlSj9cWbn94s07PKEz1zv54nlWCq7doPhtYT73xBk4MWIbQo6YtPLHRXzbBzHPsHfx6X/5Hbmj0CyM/+3qddx7rLfmD4xXVm5vbeWcMy9Jt9D+yqtGHOhq63ke9quA2NxXPEmCZaaX52/ff8IjIjQTHrq39ExRP3MlShcXHzkfwzynG0qR8ynTZKur97nPozNSP6LgKroGLsIXtThprSYfl/jzaX2dfkGb/c69h7//vicmEHxoytgW+vTyfO3WGkVc+oPOc2NSS4ltgO7ruCRoJYmE6wOYhA4Qm/vG9ml8SiJRiBj4hH0rMAhiMHvbiG10ahX24JqOdKQjHelIRzrmOSzBtcvwntAsYmu+xKcQsVGKjU9V9JR/T2lXwjLUEUjBddEQW/MlPoWIjVJsfKqip/x7SrsSlqGOQAqui4bYmi/xKURslGLjUxU95d9T2pWwDHUEUnBdNMTWfIlPIWKjFBufqugp/57SroRlqCNQEFzF1zg8y2VCnKDmEx9Ehf2yjX9dwD/t0IU7kIL5cJ3dE45d9eMEfOTdICUrH243/jVO2195leEDIMWp+EQEZ8q0/u72ZoMuWtuegnzHtY7B7PR1fnujhwiu88cXq3GCBCl8t0n/nF6e+4KryPPJv/VMiBbUfIfD4ZdvX+krw7DaA3AnkezUGiGsqeFnjSqBgA//vt4l8GAFBdcfVz+aYsXjveBDYwe+3ewms2YhH2o75E5CDmHjdjxP61NuhAY/vqxnT2IbsNbBzY4ftjd68HjTYHzhOVWCyInSt8X7+3t0a8r95wyuWp7C3NRnSIgTaNHg2VgEH9EBrB3JGlybVQLRwZVyflW9ToOsxKgq+IgEJh18/ujho0f51dX7GIh5GZ0f2NX608kE6hdt8zdue9LgFrDWwc3Oh/eWRg/0vmbji6hm9wl8KBHh+09vKX0H5dZ2BlerPAWBCzJwmQVqOWpC7FRwWQ+RVUSofBBWV+9PppNCGcgEF/zBtaSYBskBiZZCMb5nVZ4Pd3qe046rdmgpGP6/zdpHpxsDT7rd4XAIFRdM/EkKhu+YQfKltt+KnWqt8nR7ZYUu+8+rVx1MyT18xC4cH+7Lj/K89WlbwjrUtsHfuO1JO6IBax3c7Dxjq3/0+O3Zs3o6PK5tUX0LnqEPP6fZgP4h38fm4Zkz4eJLIkmfPyTx7u8akfjKdTKd5Ov58fGocnAVaS0hs0B7FNl1fKUwzjU09vb3KaqjYtjfoJNUJbrjhw8fTEIteIJrSTGNr9++cCUNZLWFVAtdpORWqj+4CtUOpJ/F/B1KII3bx7pEgIkoNzpfHIC/mCNyO9fzW/9Ki69UuhHKLlxCIV0wzbH4/qSpOMrzp25N7QzXsCckOgLWOqzZYQHX1cToQYIlVXV4/MFVD1Bi5KH4ove3+JIA1xRM+LbE5PN/qMqugU6HJOg+iZ9wDtn1gpNq7Qyu9GMx6ZvNZs+f7nBBBsgs8I0LHly1rEd2nf9T/AQir+OX44VM/dUNPMG1pJiGUNIQ2mHGu6vh4WPdoRL3QrZ6MOSau83aR+Q0B0moO5QMruY6Z3ptv9UP2wRoWNzb3++mX3j4CE8gYkJrpdL+JI3IpqJT1ebPaXN7QsYqYK3Dml0IeZUZPWro8IjeJ+KLvoWeVfBxSVeT19EzjtHExVUAl9LBFVt6mgPqledPKAb7XmiiJuQTgYd37u3v7+mVqz+48pUrzbZcwZU49VraIjgqrVyNTUxDd29+Kah2uEYuFx90AN6vxHXEHFMI2jcCa3C9uvr+6tU/hnVvEVyFr4rgOueuph5VwYdT7axfePhwT8BcGYMA/dw/yvO68GryRUN7/AnantiGCVjrsGYfDAYuRSOCHj1q6PDweKPjC16wEkvJzWtpMteYg2rSRbicgygPztYLuoIrzl9cfPSPeyR1SuULPsXhsR2vYPHBRStj4A9ahdDfiPmQoMHz2uymygeN3S7qCYUQcyM9xROBwSqmwZU0qBdl19tHr8ejtbVbWZVnruKJUebQRcmybG9/X0jB4LdtvD3EKZHX4cEMHB51p1oL8MVEbb/V32BkNm3wljRwyvPR7ZhdD/HcGsLxXK2P80JNa/45RFV7zq7fGQ5b67Bmz7KMP84vM3rU0OERn+Lo+GJ9Lwc/F+OSqCZ/JoqHO6K8hyoGuoyFJAK6Pw9bmXolk7/keHZ60mISCeubnx6QaF03r2wsMGL7TLunfLCELSw5v9/21ETRoqf8e0q7EpahjoA9uKYjHelIRzrSkY55Dktw7TK8JzSL2Jov8SnEh8//Zv+X0RGaizFRmqgSesq/p7QrYRnqCKTgumiIrfkSn0JQcA3N4r+I0ESV0FP+PaVdCctQRyAF10VDbM2X+BQiBddm0VP+PaVdCctQRyAF10VDbM2X+BQiNkqx8amKnvLvKe1KWIY6Aim4Lhpia77EpxCxUYqNT1X0lH9A2pSxqIMb9bRp6qE4uNKXBrVvQKknarcc/6gI6OyDvz5ifvfd3d7k34Pz71nFmcICjfApA3zupnO+CJ9piQ99nyc+yLN+CqyptkFJ8DHMFPrjPFEywhGQp+7TEAkoAvIXPK1fixqHe4SijU9LhWN4xgFCjfEhQtfyQ/Qa0aBUQf7NHk8KWxBcr66+7/3+e54/CZUyiRJeGGOODoaoD0/TlSAwp/vSJ9iUGilfzykVmfUPyk/tKUAO1013sk69O+MDNQ9So7u4+EguenZ6onNfaKqNUxJ8KD3CztPnhtmESqI3capxjoCkNKLP6zw7YfmDp9X9jMPmJhBt4kA+icHWeMcBKlBjfAhVx9oQvUbXiOYfiE0iEVhBcJ18/s/Hi4sned7NpoEHqECCH/O4L2k3ksfwnm89MxgM/AVofO+gO2EtKKbe2DXhSclb5fOzE15eIpur1qbVVNujhFGAdx+eTOrqxw9NNc4R0Bpcrbmr4gmu2v2Mw+YmEG3Khfvp/Vs+wvvHAfq7xvhgQjdNVYheMzo+Fg0qgiuXFTKFwZUSHPN7UGOQ8BbSH/Kcq8jxOPj1j51HD26trd278xC3hD4Xl/tBKsg8f7Lz6EHmkCKyJuJaz3NK60qUKD0V3xsEq6/fvhClxc5dPI/7knMIjzHXw7E4s7Gx4S/QZXD98eOGGgFAPsb3bdoOrqQsre/rodpqcAUfnsBdy3J1ZqLasAbX6eX5vTsP83ydDxqRBFfjdgPr+VC0dSo9/ziAv6uODyZ001SF7jWi4fi2sBaj9QVXLHIp7Im8lFy44Eme7+/vYSeKlBAyJj9HVGB9/hyXfs4V68T+A4G3HKZIxGcwGPCJgxZANu4HTouH2u4LW/UuuAJiiWBoC2404tuGrfIRSRDFPM9FtT1K4MNTsFqfBHOqcY6A1uB6dnqynueTyX/lw0xo/pyndj8O4R5hX2haW7sF8Rn/OIC/Fz646l7jalCaxXLtAeMPrjyrMn6AQWE2m/3x64DEbZ7kOaXjJ5AyrShmbLtk/Im39ScAbzkemymW//HrYDKdvByPR+PXUFMyN9+HWs9zMfIuJOq5r07zvbGxgaUAPYzh2z7Pn+7s7+/5CwR5u4SrYHKPwqON9vjo0d/qyZpqS5RcSz3rKxScapwjoCu4xjaC821h7X4cwj2Cvy0MIVL/OEB/685eOD6Y0E1TGxCSczUoreuo6WEHX3Dl4xR/ZusKrjxwWiMlFw0wbOJGpi8fXM9OT7hED02a8vwJCYTxHnjj8ZJa1iwkmnpbmL+eQHYTZ75+++Iv0P0ySIy/tGcIF221e6NH8Y0TvBDhp9rSO1aaD1TDdHlONc4R0Bpc4XLdzJ/KADyt7sch3CPUC00np2f0bs3jX+4K9W/rOED/W2N8CFXHOcG19qwNirV+qeAqZIn4xwP0TBTKO5vbu5DbxXNQ0tHlD2WFfFimtHtWV+/TgxN+ZeKjRYUMe+YqXtPS4iRcU8n6NHfB0OCnOFy8if5LnCks0AifQmCLRWgPc82pVh/ICU9+9uw34a7go6m2QUnwwfsNmg9KRrI/6YJoR/6BH0wawwtZgqeVNjb5xCOD4J/iaC1Y6ziAYFNjfIjQtTwQvcaoBjU3Z0jidcWURGLREFvzJT6FiI1SbHyqoqf8g28Lly/Pt0MqoadNUw/24JqOdKQjHelIRzrmOSzBtcvwntAsYmu+xKcQH64l50IT+YkITVQJPeXfU9qVsAx1BFJwXTTE1nyJTyE+JFWcRtFT/j2lXQnLUEcgBddFQ2zNl/gUIjZKsfGpip7y7yntSliGOgIpuC4aYmu+xKcQsVGKjU9V9JR/QNpJFacNOIMrJZu4+8vjvw6f00eo91dX+TctWkIh5f6NAQ26r05rZRWFiEEVx6VC040EjQs6a0pwShqdCQd54NJdAYQl+T9j4A9wVRwxZnL+1oRxoWgXquJYJaestbOKF8WfttoD4V3NqOJQ0obp5fnarTUqzXM74HNa+klw8ZwEoCn31Toq0ariuGRGTCcSNC5AV0ScD0hJI6CQkZ8Dh7Ak/2cM/DXbnyPvZIK68JTuLoWiILQLVXGMY13rqp3I9SHarl/BtXDEq6mKgx8gFHuCazziOQlNua/OHSpUPt69eRGJKo5LZqRjCZoblJiuCD8fkJIV3QsHabh0V8CQW1L/Mzh/AZ1JCvIJBFe23iC0C1VxXJJTojD+yauve0Hvgiv3rq/fvjSjikOrfr4O4JmShJ6DFs9JCIWm3Neqo8JFIQozd3eZ6NUqM9KxBA0H1xXh5wNSciG4Ko4r2BCEJbVhg/MX0MFV6KW4FIpC0far4ngkpwi6diimG6tfwdUo72pMFccYwzVt+MqVJynV4jltVzjBg6bc16qjwkUhogquuKlVhabjZY3QFbGWiWel1bFwkIYnuApLWg0bnL+ADq5iQeNSKAr7QpNLFQdlXLnZRe1Qfet1ehdchXc1o4qD3WC4Pg+u5B98NaN9JSEIGndfzJmEykeEqjgeFZq2JWg4B6Er4trO6YySBx0LB1lhdRtjs6QACV8G5y8ggqvYNeUQq5HgbwtbVXF4XbiUC0HXjqrv6gX9Cq7Cu95+et+MKg5iqjW48hedrOI5CaHQrPvyLQohCvH20/vYVHFcKjRtS9C44Fm5hqIk0KVwkAsu3RUO19vCMfAX0G/0WH1AKxSFeqHJr4rDS1ol/0TtdLH+rlyFd41fjhtQxTHGvB6PSL2BtoX1pzh8eqLFc9LmcCg0+MxVN6UQhYhEFUdLu9CbCPv7e5xtZ3wA/d5NN6o4ldCNcJAfwm246A2hzKc4AfkDmgzfNeVuqQfJ4J/iWFVxtMfyaYHYE9bVN30OrqZI5sgkVZylQmzNl/gUIjZKsfGpip7yD74tXL58UsUpA3twTUc60pGOdKQjHfMcluDaZXhPaBaxNV/iU4gPSRWnUfSUf09pV8Iy1BFIwXXREFvzJT6F+JBUcRpFT/n3lHYlLEMdgRRcFw2xNV/iU4gUXJtFT/n3lHYlLEMdgRRcFw2xNV/iU4jYKMXGpyp6yj8g7aSK0wZ8wZV/WnNx8bHe62F+1LuFK8F3gpnPfemlfPH5nciGw9VL4lHFMde+JMhr+ZGW+Ag9EKslOc+sZVUcrU9iVWIBYvtewqqvYtyGjYS/oO35OlG7ayjaWhVH0Ha1hbHVAmfefnqvZXNicK1KEL1GWKamKg5dhQvruD6Hr40at/jn1StKVimyyCYAtd0Xn0LzJIIeBZJ4VHHMtf+I/m+VH2mPj078Zk3H2JkqDv+c36XEgpIdzD+qwpOkVxg2Kv6ctmtFaHXXILStqjiatjWDhK4FP2OVzYnEtUpC9xphmZqqODy7tGGqXg2i6i2QIsqT5S5hfvflMZKLWgj1ksFgEIkqDp+lcXSc69gqhyIiWZeqOJyPJ39vtNIl1gGdwA0bG3/QdunJuNw1CG2timOlrdtC18JVL54iMRLXKgnRa5AbEpapqYpzdDAUCTvMda7FnUcPKCjy1B4QVz/88yntIWB2Se238+iByNxhvQUSgtDalKZC63k+mUyRxuXjxQWCK3FIOaGARoIrdQYhaiFcbWNjI5LE/ZSlLM/XhYNZ5Uc6Dq4i82qXqjicj0uJxUQsXeIPrjBsbPx5cLXqybjcNRRtsWtopa3bQtfC0w0jaZqqEL3mxZt3wjI1VXF2tzdF5BMzGixTkMQfDUDuTlk8+K/ERF7fgt+LkjfSGE28Ly8nYuXKt4lSTmPC/O5Le+9a1CLa4Hp2ekLTL/J7/eiIP6XrMriSJa2FO0i/zPm4lFhili7xBFcYNkL+1jkWz5nsctewLzRBFQfgtK1b9KIWrnrx9VwkrlUSrl6jk2BXU8URe7b6orvbm2LTiWLeZDp5OR6Pxq8vPn9GoleICfDtXOstzM2XYvgDc70tjKfNOjHm0mJO9/WIWgj1knhUccT+p35yz+VHOguunthAaFsVx/WcDKaIXLrEZUC97xoVfyttrm7ictfgbwvrvgPa1uAqamGtl9i8icS1qkKrqQqBoGqqONZtATGXwVtFfHGT50++fPvKN99dwdV6C2wm0+iMVdTm9q41uDb+mlXfMY/7wi147lCefZ6rl3z99iUSVRzcV0tBGSU/0k1wtVrSVbiz4KqVWIB4Vn6AS4bFath4+PvjkHG7a6gXmlyqOMKfXe8ToBbWeonN0khcqxJ0r3EJH5UNruY6+PF1IT3g5C+t8AmjYa9L8Q0xKkaBUywx9S34YnR19f7hX89vr6zQrjJWsSTXwym53hRfQtR2X2F53nzoHkK9JBJVHNyXv9jskh9p9VMcckttye5Vcaz6RUI1yPXBVQwjIOcPti4XNdHw57R1W2s3iCHwCFUcTVv7EnVwXQt9xvOOT/wQvcbaeZMqzhIhtuZLfAoRG6XY+FRFT/kH3xYuXz6p4pSBPbimIx3pSEc60pGOeQ5LcO0yvCc0i9iaL/EpRGyUYuNTFT3l31PalbAMdQRScF00xNZ8iU8hYqMUG5+q6Cn/ntKuhGWoI5CC66IhtuZLfAoRG6XY+FRFT/n3lHYlLEMdgRRcFw2xNV/iU4jYKMXGpyp6yj8q2i3p5ERVx7bhC674TmZzexdvVPO34QX0J6fiJW+NlLywcczjvtS4+JDGqkAi0noI0Y9QqjgusRRRo874aDt4qIY1Ef43hk9ZXPDYU2u2BOSvyVjFmggiD2U8Ztc6OUaxNTbNH0QHskAoV28QQhVHVLCmKg5PYcXzRSDzDnLdTS/PsyxzTXM8iQkLU9gIeJLJNVJ+MVDbfSGcQB9BWxVIhA6GmN6GUsVxiaWIGtHJDvhY7eChGtBE+N8sGlUZDY89CWIkCctfiBFp9RsUi+Q7VwGrTo5ma4q6//HxKIirNwihiqN1wGqq4lg7IQeuaE2Lo4tZ/6t8fqWqSjhLq5xT232vfvywJnbniVd44i2tnhFKFUdT9dSom0im7eChGtBEJj5VGY1Ce8YZXF0qMcZmcxOaNqB1cqxsdfdHigyRejeUq88PkSx9dHwsKlhTFYenDvbfuGRwFdo4WF+v5zmUdt69ecHTr1glcd5+ek/lb62t3V5ZQSaUk9Mz2oWARgH2q3kZq7DPIu1Lz+O+ZCWR+wbZQYXqhVbPCJW4X1P11KgDPh59NyvVsCaKTVVGo9CecQZXl0qMsdnchKbNIXRyrGxd4jmeAcTEVMcy0FpSooINqOLwoIXSlYKrVRvHqpBnvJI4lLUY5bFs5yItNC2AhA4vI263kKI687uv2LTgCiRW1QvM44IHV9eDgI43psoEV041oIkiVJXR6GlwdfUXq81NaNoC0MlxsQX4OnV6eT4ajcROeChXnx9aFcdaQVNVFYePR9bwWXXlqtP3Uz8RewiFkjiiLRE4dYTWwVXcbiFFdeZ3X76j7kreLcY40ogIpYqj6QnwGnW8LQw7iAJBgoG4b5yqMhrR2tMKHlx1f3HZ3ISmLQCdHPHWqrWLUffnIzxP3B9P09QGbbt+/fZFV5BQRxUHiq3lg6tYHVcKrmUkcTzBlQdIa3BdXb0/mU747RZPVGd+94XFhAKJS80D/SeUKo6m6qpRN3ysdvBQjcFEMa9c/fY0kY3guju4lh9xrlxdOjmulavYBuf1DeXqzQJCBbqCKDCXKg7fJ+STrzv3Hj68d4dPbYSgCtaFQhtHoLwkztraLZTnDLHlS3dB+bef3qMMnst6hH36jtruC+NTW1sVSLjqhVUjIogqjkuFhtSThPd2Fsm4Hfy6Lt2baDKdRK6KI+Cyp1GaLSaCT3EypTDDxZpg9jiDq3F8Qgm2FGxIckqU8WtDmZjqWAZCFcfYnC2p4iwRYmu+xKcQsVGKjU9V9JR/VLT9SSSSKk4Z2INrOtKRjnSkIx3pmOewBNcuw3tCQkJCwjJgqYJLCq4JCQkJCV1gqYJLCq4JCQkJCV1gqYJLCq4JCQlLgZaUXhLKY6mCiy+48vfIRdbEDsDzL/LslK7k3cb9JVZtiFfnG4fru71CzFPTkhkf6TOnu788/uvweUkLaEkQfaYbVNWEiBP06TrP0eryRlGysDxHGX/QqQ/KZwwV0igul9AKKkIJx+9dhd+sC6UXcTWep6IkCiWhtJKPR9tnSZCC67+GfRFsjNnd3hS5D9vG1dX3vd9/x3jBCbjIWHUbCHHK41Dn9A9SVubz1LR81KHsH9PL87Vba+XHAn39ZuNcmaasMVA2desGUcY9qpbUKN86/MN5TLwK72hV47E6iShmVcLxe5dnxulSekG2ByTMKQ+/JoxWUCnU9lkGpOD6r/GO4B2A8oOgM/P0dR65G+vsNWZ5HP/KtY2alk9KhdRaXKGwEK0G1zIVbGnkCuJF5Tc2am+BlPcHkZVG5Mstw9ATI3UxqxKO37s8baSVXsRvq07ICiWhBoOB4F9GK2nhkYLrv+bmRhB8QkjFIukgl6B58Gjn8S93aXEptmJ4Th+PHpO5TlbJMyx6giunyjMHcXkcnlKEL3wxaeVGqUYAAAVDSURBVMVkgkvxoKsLSR8qo/fHqNjhn095jhKh9kP5F0mWB8kqsTVHt6Br6mxH89TU3EwvwpOwCKUgYRneLnwLkdvEvygRZ1CLvf19yqoomoDXi5uLzEgG4Uw4/3dvXoi0MlTsx9UPuinaRcgo+asm2sLV0GhKIc0ElSdtMawC6WqUwkzUC83E5w38RqIkWhDluVcX+oO5jtbcJXQOPzy4ERvLVp0PLo3iD65UzJqsv9C7PHMFofRiVHBdz/P7q6u6pWhAyxjKSEJBRwSsPPID1qbk7mTtp8JjdftGiBRcf54SmgD7+3tIsUhuSgWoN+5ub1IqxJWV2+OX43t3Hh4fj1ZWblOCSvIMmurSzylboUvskCRn8STJH1yPDobgAJfFWAB5HHEePxeZ/bkUD21Bcyke6ABThkV+KZhreHCEXsfLiNBo2IIDie+5So9gPn9NUUdMojUlAb4Jz+n99uwZJZWEYoZOVk7QZzDKoBaiCbT70UlUkDN5+uchX0PwIUyrHpHWE71AwE9ubGz4q8Zt62nora2cSzPxhkAaTmExbiIihvQ36DLkdXm+jrbg5EGDS06JtuNeXegPfq0q7huUSZUbWRBDYb6p7gmuKFY7uHq2SaD0on97dnpCtjo6GCKaCnta4ZKEKh9cucWEM3v6qTa7tX1jQwqusv40RdrY2MDcCgOKDq58mctnr3x1m918MUHMmnlJIYljbMEVYzRcVkjroLz1hQIxss+8Ujx0BuFWPHbS4gQYknBr0qPlq5bs5ksWfHbcbE3xQz7wUTjRm4rYDUbnF/T4SzRWJRC0uziDh16e4Go114xJPnAmQvuBV40Xgw31BKWwaqItXA29tnZLjG68IawWQ70m08nL8Xg0fn3x+TPcQ3gdOGhBe8HHqP0eeHWhP1C0Fi7h2hYWpisjZu4Krq59Wv2U1HWpwuAKIUvX7egPIfBC+cy1LxGsklD7+3uCv0vbx9WU5uYERfRTPVZY2zc2pOD685kr3196eOeeZ+VKf4jgSjESzkG/4i8Ac5VdDnJW+htysGVWrkcHw5WV21tbOZfW4SMyP4+fC9mc0WjkkeKhM8fHI7+0oRhzOSURXAe//vH12xdkdbeq5jVVU8NWKvwFsdHxsQ6uPKZaX8jkoaLkUzEC307UwXV19f6zZ79ZzcUr6BqPuN9qe5LKB9nn8M+nrpK6aiWD69ZWLvKY84awWgwl8/wJTdp4H3EFV3iCi4/wHy4wVegPWgjSuF9oEqYTxHiLYEVuDa4uCSbRuPW2ha1KL9bgKuYWug/qK1slob5++yL4u7R9XE1p2HraqH4qaupq39iQguvP4DoYDDA5wl6WmLvRBApiNdnNZ4SiPJ9tjY6PdXDlG27m5maIuIhwR+jeCNUdbOpSKOLnxWNXVPPdmxeQ4sG9PJI+egmOYuJptJ78ivJ45prdFPYRy4XaNeXfVnE5IKEURHg9HtF1rDJH9CIxHjyL9tUP6fnF+Q+xPc6bQBuZb47xZ66av/XBZJZltOHGH69yQSdcxFU10RauhubP53QDvf/0VlyW+zA9CuHbp1av0/uEIM/5iJ7CvRo3dfkDbg2SoicK/vy3gpiwAN91wErR5bHiOXehd/GpsP4GyTUWIaKTfawdU0esMpJQ+p0JfcbVlFbZLs9/Wds3QqTgukT1r4fpZILFwXj8MjSdMLB+W1kJLb0zeXZ6Uu+7FGD+qnV52b6jtsSKQKE7pSQSwbFUwcUeXNORjnSkIx3pSMc8hwyuCQkJCQkJCU0hBdeEhISEhISGkYJrQkJCQkJCw/h/6cDYl7CDFj4AAAAASUVORK5CYII=" /><br />
The above points would show that on an asset play basis, the company would face tax, and paying the old tax arrears. Plus lured by the sale proceeds, the taxman may increase the penalty to the maximum permitted by discretion. <br />
<br />
However, the positives for the stock are, on a <i><b>going concern basis</b></i><br />
<ol>
<li>Some towers(<i>company does NOT disclose how many) </i>are <b>under construction</b>, and will add to the EBITDA when operational. The figure of 32,650 towers includes work in progress too.</li>
<li>When they had purchased towers from Aircel at EV of Rs 43 lakh/tower, Aircel had promised GTL 20,000 tenancies @ Rs 3.5lakh(approx) per tower for 3 years viz=>Rs 700 crores/year for 3yrs=>Rs 2100 crores tenancy. Of that, Aircel has <b>fulfilled only 10% of that commitment. </b>As the gross margins are very high in the industry, the more Aircel fulfills that commitment, it will be pure gravy to the bottomline. For example, even 200 Cr/yr from Aircel EBITDA would give a huge valuation boost to the company! But this depends on how effectively GTL can enforce the deal. Expect Aircel to try wriggling out. Some legal battles would be interesting here. </li>
<li><b>Banks own nearly 20% of the company</b> after invoking promoter's pledge. Hence, the CDR will hopefully not squeeze the shareholders too much</li>
</ol>
<u><b>Bottomline:-</b></u>The stock appears interesting but unless the governance cloud is settled, very risky. At the Dec27th AGM, I intend asking some directed questions to decide what to do next.Anandh Sundarhttp://www.blogger.com/profile/14874226278638311812noreply@blogger.com0