<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.loghound.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3389297859859381750</id><updated>2012-02-04T03:43:45.871-08:00</updated><category term='IPCC'/><category term='TAR'/><category term='Book Review'/><category term='Editorial'/><category term='Skeptics'/><category term='Welcome'/><title type='text'>Climate Discussions</title><subtitle type='html'></subtitle><link rel='http://schemas.loghound.com/g/2005#feed' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.phpfeeds/posts/default'/><link rel='self' type='application/atom+xml' href='http:///www.climatedata.info/Discussions/Discussions/files/climateopinions.php'/><link rel='alternate' type='text/html' href='http://www.climatedata.info/Discussions/Discussions/opinions.php'/><link rel='hub' href='http://www.climatedata.info/Discussions/Discussions/opinions.php'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3389297859859381750/posts/default?start-index=26&amp;max-results=25&amp;orderby=published'/><author><name>Administrator</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.loghound.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_Y3mtO91W75Y/ShdKpkzLTlI/AAAAAAAAACM/oUlEWRLBZoE/S220/image04.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>26</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3389297859859381750.post-5241500366460227767</id><published>2012-02-04T03:43:00.000-08:00</published><updated>2012-02-04T03:43:45.906-08:00</updated><title type='text'>Fun with numbers</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;One theme of this site over the last month or so has been the misleading use of numbers. This is very much related to the ongoing discussion of whether warming has stopped or not. One side, the Anti-AGW, says it has stopped and therefore global warming is not happening and never will, conveniently forgetting that a lot of it has already occurred. The other side, the Pro-AGW, says warming still happening and introduces new metrics to demonstrate this.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;In an age when every ‘scandal’ unearthed by budding ‘Woodward and Bernsteins’ is given a ‘gate’ suffix it is easy to forget that President Nixon was impeached not for the original crime of breaking into offices of the Democratic Party but for the cover up. I wonder if something similar is happening with the Climate Science Community at the moment. I have, in earlier blogs, identified examples of presentations and sites trying to prove that the models’ predictions were accurate which have left off data from the recent years (though internal evidence shows that they could have included it.) Yes, it would be inconvenient to admit that the current climate stasis was not predicted but playing with numbers to try and disguise it opens the Climate Science Community to charges of intellectual dishonesty.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Below I ‘prove’ that there has been no increase in temperatures since 1998. I did this by assuming that temperatures from 1998 onwards have been flat and calculating the temperature perturbation from the flat line. I then regressed this perturbation, after adjusting for residual seasonality, against sunspots, aerosols and a multivariate ENSO index and got the following graph.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" height="419" 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&lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" 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&lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   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line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;div class="MsoNormal"&gt;Wow – there’s no warming! Eat your heart out you pro-AGW crowd. But, how did I prove it? I cheated. Firstly the coefficients I derived suggested that higher solar irradiance is associated with cooling and higher aerosols are associated with warming; only the El Nino index behaved sensibly. Then I adjusted the format of the equation so the coefficient was shown to only two places of decimals. As the data are monthly this means I could have had warming of 0.049 degrees/month (0.6 degrees a year) and still shown ‘zero’ warming. What is more, if I’d played around a bit more with lag times, different indices, and different amounts of smoothing &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;I could have produced an even more convincing, but even more dishonest, proof.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;I’ve been completely upfront about what I have done but as long as the Climate Science Community tries to avoid the reality of climate stasis they will face a barrage of similar ‘proofs’ but with any underlying falsification being undisclosed.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3389297859859381750-5241500366460227767?l=climateopinions.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=5241500366460227767' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3389297859859381750&amp;postID=5241500366460227767' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=5241500366460227767'/><link rel='self' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=5241500366460227767'/><link rel='alternate' type='text/html' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=5241500366460227767' title='Fun with numbers'/><author><name>Administrator</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.loghound.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_Y3mtO91W75Y/ShdKpkzLTlI/AAAAAAAAACM/oUlEWRLBZoE/S220/image04.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3389297859859381750.post-89780397428795943</id><published>2012-02-02T12:16:00.000-08:00</published><updated>2012-02-03T01:56:05.293-08:00</updated><title type='text'>When is a trend not a trend?</title><content type='html'>&lt;div class="MsoNormal" style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;There has recently been discussion on the blogosphere as to whether or not global temperatures are continuing to rise, have levelled off, or are falling.&amp;nbsp; For example the ‘Met Office in the Media’ site had a rebuttal of an article in the (United Kingdom) Daily Mail which, &lt;i&gt;inter alia&lt;/i&gt;, claimed there had been no warming for 15 years. ( &lt;b&gt;&lt;/b&gt;&lt;a href="http://metofficenews.wordpress.com/2012/01/29/met-office-in-the-media-29-january-2012"&gt;http://metofficenews.wordpress.com/2012/01/29/met-office-in-the-media-29-january-2012&lt;/a&gt;&lt;a href="view-source:http://www.climatedata.info/"&gt;&lt;/a&gt;/)&amp;nbsp; &lt;b&gt;&lt;/b&gt;In their rebuttal the Met Office pointed out that most of the highest temperatures on record have occurred in the last 15 years. They also present a chart of temperature in 10 years blocks which showed that the first decade of the 21&lt;sup&gt;st&lt;/sup&gt; century was the warmest on record.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;In the IPCC Technical Assessment Report of 2007 many of the temperature graphs are smoothed using 13 point binomial moving average (for example figure 3.8). Elsewhere they talk of decadal smoothing. One of the contributors to the blog in support of the Met Office’s position refers to the ‘Skeptical Science’ web site (&lt;a href="http://www.skepticalscience.com/global-warming-stopped-in-1998-intermediate.htm"&gt;http://www.skepticalscience.com/global-warming-stopped-in-1998-intermediate.htm&lt;/a&gt;). Here they show temperature using an unweighted 11-year moving average but do not include data after 2007. The data they do show has a positive trend. (This is strange as that page of the web site has been updated to include a 2011 paper by Foster and Rahmstorf, which we have discussed elsewhere (http://www.climatedata.info/Discussions/Discussions/opinions.php?id=3871334005763196947), which purports to compensate for the effect of solar irradiance, volcanoes and El Nino.)&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: inherit; line-height: 115%;"&gt;In the graph below we show the HADCRU3V data set (normalised to 1979 to 2008 for compatibility with satellite temperature data series). We have include three smoothed series: 13 point binomial using the weights in the IPCC report, and 11 point unweighted moving average and a 15 year unweighted moving average.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="" height="419" 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" width="640" /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: inherit; line-height: 115%;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: inherit; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;As can be seen, only the 15 year moving average suggests that temperatures are continuing to rise. At the time of the IPCC report in 2007, the authors were happy with a 13 point smoothing or decadal smoothing. Now that these statistics no longer show a rising trend they are finding new ways of presenting the data to claim that the trend continues. I genuinely believe that rather than moving the goal posts the Met Office would better maintain its credibility by admitting that, at the very least, the rate of temperature rise has slowed. The basic truth of course is that extrapolating from the past climate says little about the future (year on year temperatures are correlated so the temperature in one year does have a bearing on following years).&lt;br /&gt;[The following material was added on 3 February 2012.]&lt;br /&gt;&lt;br /&gt;This post was, in part, prompted by the exchange on the Met Office site mentioned above. As part of the moderator's reply he referenced a Met Office document of 2010:&lt;br /&gt;http://www.metoffice.gov.uk/media/pdf/m/6/evidence.pdf&lt;br /&gt;&lt;br /&gt;This did accept that the rate of temperature rise in the past decade was slower than in the immediately preceding decades and postulated some tentative ideas as to why this might have happened. However it also contained some other metrics which were presented in such a way as to minimise the impact of this fact. Some of them I have commented on in the blog itself. One of them was a plot of decadal temperatures which showed that, despite the slowdown in the rate of temperature increase, the decade from 2000 to 2009 was the warmest on record. Below we give a plot of the decadal rate of change of temperature in C per year both the for observed temperatures&amp;nbsp; (HadCRU3V annual average values) and the average of 7 climate models combining the 203cm and a1b scenarios to cover the period 1870 to 2010.&lt;br /&gt;&lt;br /&gt;&lt;img alt="" height="419" 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width="640" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This shows two things: that while the rate of rise in the 1990s was the highest on record there were other decades in the past with rises of the same order of magnitude, the models (which get the overall rise fairly accurately) do not represent the rate of rise at a decadal time scale at all well. My purpose in this posting is not to 'rubbish' the models; it is to suggest the selecting data to agree with the science is the wrong approach; it should rather be to admit shortcomings in the science and work on improving it.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3389297859859381750-89780397428795943?l=climateopinions.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=89780397428795943' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3389297859859381750&amp;postID=89780397428795943' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=89780397428795943'/><link rel='self' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=89780397428795943'/><link rel='alternate' type='text/html' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=89780397428795943' title='When is a trend not a trend?'/><author><name>Administrator</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.loghound.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_Y3mtO91W75Y/ShdKpkzLTlI/AAAAAAAAACM/oUlEWRLBZoE/S220/image04.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3389297859859381750.post-9123801208501963729</id><published>2012-01-24T14:39:00.000-08:00</published><updated>2012-01-24T14:39:10.069-08:00</updated><title type='text'>Distortion by deletion</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;Recently there has been a thread at Skeptical Science (&lt;a href="http://www.skepticalscience.com/"&gt;www.skepticalscience.com&lt;/a&gt;) in which they claim that Pat Michaels has distorted the science of climate change by deleting parts of figures. I hold no brief for Michaels and am not intending to comment on the accuracy or otherwise of the claims. However, if the pot is calling the kettle black it had better make sure that it is burnished and spotlessly shining.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt; 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  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;div class="MsoNormal"&gt;A few months ago I watched Michael Mann’s presentation to TEDx in November 2011, uploaded on 5 December. In it he shows a plot of the predictions of Hansen in 1988. This is from the same source as the graph from which Michaels removed two of the lines. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;The following slide is from a screen dump of the presentation.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;img alt="" height="359" 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1yIWj+0AslVjmV3R8xYEAp1Dx+5UHppQyNZZ9yDZ7yjVbLnjZvYfP8okYdEdC85WSIZhHCpc7UWbAUhjZwZUNa1hz45OkCZT8KTl83olmLZmUn5mZ4pUWCHlBh3dNZVQHZmVnTpDjR5leuRlWp2R6OkXO0gWjv1RFAXloHpmnlnQ6JGEB03Thqom/7XSgf/VZx3NZoVcZdP2U7XOTp2BXN7xUEzFVGZKWeZWEAVORAgOH0dtke0WZ7t15ah+ZoMyZIwOJyAqGhft1pdWJg5eXxhCIPVGXS8+BBvtz0GoU2Co6ACyqCIRz9omE8ihHZAF2Dt8A7MVFRsOY1xdUxchZRQJ5yQtWrK2R9ZaXLqJ2NOSZSLSaDYWYAe6Gm1BHwpepspSFOv049BiXyUx3wGWaTa1J4K5HBy1kMRFY/0CaDbhRD5KWtlKFOLmGaQiaUheZCgmWeYiWYzOViEVpULmqU01ZIbCaEZtUTalJzqVDsXVaf4s6ZhupMlxDsdOptKyFcyJV9fNKTXIIUHwaIj/4WUmjlBAzijE/dijvd5CgFz6zinPJpn1xZjaOZyJ1mJ9/aHp3kQ1zaQRriSYGdjZaqQoiqZ8Hal+FNCVspOmQmbCSF94oZIIHoQYHqrsLpbSKVNJfmPCCpa9DAPrEBPX9k1gFiAUVWddFpnBWYQA3cPAAaJA8EO8zAPDQSCTxScgvqfVlaoqFVmC9SmVsmov6mbj9qgDympk5pr3vVWjMROSIiGEPZN2bmjuYmdb6qUCBFvDng1j0eIRlqqF7ptnuoQ6Lmqo1pnfBmlBvFwkQU4mVOWyQNo7pA5kbpWqac6Wvag5OppGYWxVjCYwUimAQuwP8g7eQhenwSI+FM8Jv+6r9gpra1arRcaYpr0pArxnWWHsnUmQEEpQkLLUwlBOOSmrotKi2+pk/06OtwjorVklfKKlTIVD0CZYUq7Vlezn2Cpf2PZm2VnZPE2c1jKUqT6k6nqPEq6EA9roE4qsU/poLGaRU+0cl6HXYjjd+MYWgfRnyq3dF4lrBJaoC+LkgAkswXBlGWqtjoaWXT6OjxLkBGWTECbqz9nZvdztKYjU2XlNS8WVYkKtWOHuuuJi8JYTQ3Vp1lLH3dnRYr2UWgWspmKm+tpumalQ49Wk1K0Amvrh0fKEIhHVRMxtx3YSptLtwFacUbHuB0UllragA1LsmdYuFl0PojbqsXqm/7/WHaGmnxipXRZJLyTG5badLkGUWuR1LwHwZy100qga1aie14pOz2mq6jtq7qOKowbN4seFLuy66XcWWENGWFJN6u6a5lNqqppO31D96pM2ray2RDXiqoKOGxYl0/Ma7cUjLfQK28sF77s1GEMZJg0azSEe3OuJsG+2b0tm2eLO1h6h28r/D3jxkYapLMz/HURoV1/B8IIgVM7XKmuWr9Je4XfC8MAy7+pq29I566t+0lshLUErB4UV0e4h5cZ5LEpObXWSa3WqkOueo7aU4rwwAq8FAh1Nbw1q7BFbMb5ihBzG56tOrFVVLF15g70AA90WaI12KCLYw/KykvKNb7Y//iJC9HCB2xDftytvKRZAXbDP9zEMFu0OMyb2uRLa9zG73BHPry+FMFvuEjEHyiMfgzIbTxpA8F+qoO0+VRbJJhXZXu6vLmbWzXFUvuuvgZtP5rFWvxDDdbFZntCs5SjYky22nkQkcavHKeqB4GwFkyeC/HMYeywHOzF7PTBAwqxsDrCweyYcha3qJVJDeHIaGqrCxGjieuyjRmzmwy+ZbqIHcyypDwR+YlteRy0f2q8HiXLziNaB9VrJDmN6+q/VNzMCrhtiizM5LHFArFTVXZVSDWdYxu1eTZtx4RU0YyvDEHNxfsQP0hjb8uk3Kw63lxpd1tV8KnBABWvEUGF6f9MfiZbsnOMz7d8pmRJmfPspsljzkRKuTvLEPbwSwDGd9Pq05ybywYByw8Jy/w80XTkjgj9tFKs0azL0A29whCNHhKdzMacsFLrtbnrr7urEDV8DWr5ctApWiItx3eGzktq0s6Lrf0Mzs/LuHjngiZqvvRMTCbquPjZgDWNvH7JziRKyXo9rDsdzxMaXmbDNsnUrA0qWPTgxtFJmF+bz1rqYmtkYdz5QxY0niM5XtV1VXsED4L8rb1qv7UkQAVoneYJxW3aogutPNvJc0z91ekR1hSNhahr2STGzFKLEHnoSPEmPF0Fu3HtthFBYoRNkNucnivNni3Nx//4U9CUPHv/y0j6FMAgi44Koc42HMYOOabiG8cAy9MA2Y1NFUmWXaa8U3QMOspkvLTyBzV4toqRraG3GGD5K2HjGsuhG9tluo63bNvTiNu9jFK7HZvj7NviAdx0aLbCg9EMjNZIiV69tHGIh1TLLb1R9dwXvLTtUEwLartyW916jdc/rMfhzMUGjsZS25W83bjnTN4JYd7vzaDxZkT7F3Tk7d4ICjTx7bSAXb4rm7OW7NnxK3+XSbH/ilUAPqRCtURKnE8ChIlut+Bejcu7rNWVrJujFAjtEEQ7hcUUDh4WPtCmY0jUa7FnTdRVfj4iOm6C9T8w3tbeS8FsO9IH0Uc7bEV8rsE5/47S1p3XzivCnIjYZJ2uklSWFmvN02bYDOHj8DmfKQlVlVmgRg5JgpOF5FtQB7VFPCmnxrx/BbZzsYm3B6VBBNuuUgt17bTlCM7WRTlSiMrguszkq/uUUTVVEhZmSNnm5fHmqoeNHjVOZp3Rdw525I1r7dRxwgN1+ciqkW7pn1qgh17Xj+XBjN7f2pu9M8zp4At194mNmN7INi1z4Ltb6m2Ak2u6a91FlwjNSf5ytCqaqn5/pimLkDd5G96Hm3rKnWkPHU6cRvvaUC1AjSU8mqnkUQy+mii1B221oXNHF++myF7hxDxWy46G7IpndR5s43ngI5+OxmzBmbzd2l7Nvf+4ntR7YtdL3dK8vONO5fC+XdbO67rZRWz+oTyeMz4e4D1t8E2u0pOuuI35oj8Wb8VcdlaE9NE+udWe3wmRtryj1AE/Oq/1TccIg6FK9OS6xBDfdrQG5k4NxQqvm3SuotI79B+/HQwm8pF1eB2N5vkbxj4c7L9uRAg6NTSPnOnXQybO7RxFeDzDjg9hsXat8z8ciTyfngSme6LTQ/7AY/5Af0WaEJhU9IP77mVIm+vg+Rv/9QvES+2+k43ZgdCF+kAowM6zX6aTT981D1Aciqzfc4e4bYDjtSfuo98l+7wDovWg+4AY+pA+y7SvOpol/KYLuVc9EOfnD7buVq8zNh3/iOh1jx3KTu9NZ0JgKZ5I2UUShq7bdbywt/1l7qSC7qtJlFyM3BB3LO7bDqV7PLO1BBDyVgAgCGAFvWsJr1kpaFBgwxXwFE6caG9gQXkUNV5bJ6/gvUAbr8VreO9hwRX2EsLzWPJeQwAZFbJs+G4iyY8nCd5zN9HdS5gAQl57V1KnwXkzW34EipGdSKVBmxa0qRDnzqM8FRbNeXFnz4T2loJMyM7rPYTX2k0NSlBmQoZUN8YlWDXhVQAmvRpMe23eXnnv6MbsC9XwYcSJFS9m3NjxY8iRJU+mXNnyZcyZNW/m3NnzZ9ChRY8mXfqau73xFPrDqzVhu7ZB3679CBY2/0aF9Ja2df2aLUzVClE3BOuuoTyJUGnGNghWMV4A7TTO220bIivhe+1OvM08uELazOWtOwxv74qnhs1/3M79d0MrCusNjn1Q4d+G30+/x1hYd9uqWOGPoPhWo68t5BDjijmDsBNuwJhUSoiVvWST8Jr1CgqOwo+SuoZDBg1Krp7d9Euoo/wmAjG2AhPy50DgTJNxRhprtPFGHHPUcUcee/TxRyBFC88tCcWCSbqE6KnQpKnukXBBgobCy77XKmRPI+iO8zChQGAaqkuUHIRqON7aQ4w+M4eMjsuSkFRrKhNPhNGtwhKCEqYVnBsTpnuSg0pA+KCKh78VtlQrRKSEg/+pxbuY6+3BoL678zqK1ORNT5HsmXMnN61ytNNrAiFUz3mmKrA7gpzLcoW97kEyQwI1ghUAK8hTSNT6MF2uLSv8DPJXYIMVdlhiizX2WGSTLXZFWuuRsyQ9AzmrHXjeaYpKNZGEMkHwrLzHzGvqGTSoXiudyjqMDBWpnd12esdZxqAbyqe90CUoT/CmAvcae8aFSR5My7LiN4ATYzalw5TMzx+RxP0N34nWGUyeQPCSp6+fUpyIHhi/FclamOyqB+R/A+63qcAGKzQxe96x0iBQy4rH23cYpsjloFYAddbgyMxLTPwK6nVIiP/TUCOjCYrTX4gC9mtgcutUdmqqq7b/+mqss9Z6a64TcieQd+IJxFB42nnn7IDdiceKd/ycJxCw9TQ7nnecq6cdut8RUyF73Ak7Hrr31uhrwMV2x2aKCH+nHcTNPltwqPqu2IrAH4MH7LPbSS9xzBlP6G7MMf068ws3YqViwOsufbq53wnEndUNG911yDfyG+x2pKZonrnphn0jdvCOR/MJ2wFb8NkD0Z0V4emm1rC312a7zrL/Xlz3a/wR3h1bmX+cMd7/dh77lXp3Xd2Jqk/dneU7v1DtsEFl5W/neI97orfj1/3tigPxdSbz5Q4q/jhd4erWNQQmUIELZGADHfhACEZQghOkYAUteEEMZlCDG+RgBz34/0EQhlCEIyRhCU14QhSmUIUrZGELXfhCGMZQhjOkYQ1teEMc5lCHO+RhD334QyAGUYhDJGIRjXhEJCZRiUtkYhOd+EQoRlGKU6RiFa14RSxmUYtb5GIXvfhFMIZRjGMkYxnNeEY0plGNa2RjG934RjjGUY5zpGMd7XhHPOZRj3vkYx/9+EdABlKQgyRkIQ15SEQmUpGLZGQjHflISEZSkpOkZCUteUlMZlKTm+RkJz35SVCGUpSjJGUpTXlKVKZSlatkZStd+UpYxlKWs6RlLW15S1zmUpe75GUvffnLDiIuWIjzRzGNeUxkUgSZy2RmM485wOyZQ5giKaZGnHlNZ/8ypprF8oc0J5LMxmyTmtg05gCnCSxxZmaa5DznasS5jnYCyR/wHFY5v8lOfOZzmYbZJjl1JM50+mieknmmOZl5GHB+DpiepIc73MEKVjhUohOlaEUtelGMZlSjG+VoRz2K0Xa046MjJWlJTXpSlEo0oillaUtd+lKYxlSmM6VpTW16U5zmVKc75SlLIeoOkS6Uk3h7nUNDelSkJlWpS2VqU526VLg9VapTpWpVA1FVrGZVq1fVale9+lWwhpWpXBVrWc16VrSmVa1rZWtb3UpVoL5VrnOla12XKlG6xU6olDQb7OhBD3gEVrCDhcdfDXtYxCYWsYRlbGMF+1fCKlb/sooN7GQte9nJPhawhV2sYzWL2ct6drCb/SxpRetYyZ62tIdtLGRXq1rYqha0pGVtZWN7W9yK1rW1zW1sZ/vbw9oDsMAlbnFnW1njJle5tV1uc41bWeE6V7qgXe10rdtZzl5Xu/SwB3nocTa97lWSzIuneM17XhmRF72VdGh51/te+GqGebaK7yOBao765le/lwHq5varyPv+V8ADXkx/CZzIAB+YiOJAm4KNaGAHFzLBEQZiKVZAAj24l8I4hPCGAzlhD/PQwhimb4h52GET9xHEKcZhKVSAYfyyeIcolnEeV1xjGroYxjjOIY15XMcb/xiGqNmxkGvoYyPHMchJ/2YhOY7HZBoiGcptXPItNTxl/UoZy2qs8pa9LEotf9mMXRZzmTcZZjOLkcwtNEeMc3jlNJsXzXH+4prpvMF1lPjOJJzznrdoZz9bUBylKIU4As1n4h16jICOJZyZWIonPOEdbla0B/tc6SoyuoTroLRCOm0Zei5moNBMjKMVUg4+loIEGEY1BP0BLwjqeTR55uOlMT1FTY9wfvHYW7UOuJiyOU0h8wvY5dYmtlZ/rXaNAer/NOLmZnumHNGeiWDEFlJWfFqII9aDtq/GCsD1OmzLFgk8Hiq71+0udVd1xzxMrZHgsY8eIZV1w4JqGt6J7tiAs0I7wvuZeR/1cI35a//E5uHQ1a20dOZ+3ofaQe6r2frWUcx1CNmBEyv0BSfcSkw7VsAojVgL5PAYWFOsMA92vINik+HYCuZlu3IRxQoQn0w5ZmYFPZEMKC5/TMVofkJVF3lrmnJLcl5EoH9rRFr7ussK4lEYnd8rZov5C8537d+QD4VjcQINyZ1+IaL/y9kKWcfwNsMutrEt6RphhTzk4aCW50VnCZmHFVh1D5xf4+J3D0zZPk4+q0l84k+sOAiN5qqVXARiiOGYQQzDkPFMhCvymBnM1CKPqZMdMRzi+ok8Eg9OC+bnkeHK4kdyLytAzfQiKTFtrODtFLrjCSvodteCJhS6o8RPAaUIQ6z/UF6PyMNQcfl4S+Sxdqh0SWf8k11eekLyzndmPkjPTUuKH5h/F6VPmhlYPNQWCOQnCWe4J8q9XnKxxn98BSYB6kusII975OkniEeg4AffxMJ/sPF18c29HKQ2ytETvwmbgYi8y+s3hYA8N0s/iWiZeEiK72Kfn7K2eagWKwgEVFsH40kLhzI3+KuKeYgHt3sH8qANlzudd/CQ7xLBd0gL5gGqtWmbZwNA7/OaiygYT3GNtSALcxAMyhMTtfnBa9i/b4G9E3KyX+OaXakK46CTCTk2fxu2s5EWWgGP1HMOyPMVhlgBBymKPKkeieKIQLhC/EGbLWQfh7oVeZieITS+/4cSG+E4NrCgB3YTDBl8jferQaSpGMpLjgWxgs0xkovhHFtRNo9TmoP7NTpkBXs4OONph6TQntRTnsFZP3eoh9dZB3ZgHuMJwGkimTW5hs+rBwHhCXbRCtRYgbDBO34ZGH/zCCsIv2Sxv/tbovzzIHOgiwIhmQRBjfjLi0lbB2kxCeMzh3VQufjjudMzwEahFVaAh2zzGopxB7tjlXt5iHuIB2gUCOmQGFVsh4F5h+CxO4H4FlaIi2+hRswbwoEZCJOAh5O5u7x4uonoQXlUxXkDipm7CRF5DWCkxhUoR4D5LlZhFatDx3hAtXf7IHMoh25AIN0AiuDAlSr0C/iLv/9shAdMZBW3Qzp/kBaBWEeJIQx+pBLlMx6PMAmxmZmCrBmLjD+owTwAtAdNeYmXyJNDhBm0cxaPw0h87ElrBIB46C5rKUiKKTGSw0j2o4er0A8SSRS+EYiemA9V9BeKGZjfCxWnA8f1M4nFYUmB2EfJ4wuxaEFqTEYCUZcQdEewGAgk+cC3cbpq6UMKOblAWENnIQmO2xparMUkukUP2sKAfMb3G4iMow68u0vn4xCdAZlY3MGOzJN+iQmkJL4+bJR+c0cRvJfK05nhCIl0WD/vC8d0GMN+gzygMkx4wI8ULErBeIm2MT7V25vhYBuPyJO2A0ZKIwm8S82YACq3wxv/AnGH23Q7gPlItxg9PYrIe8jGeZgHnGHFhTCIVVRFxew3nHjAYXy/5mi84+NHoeSdgeA1f7nAlIxMaiEJlztEzBMVnugSk6jG9KwLDeSL3KSYlDQezhyIPMGP4lNFWCOK5qQbw5w3d+wUFImJSYRGt+SXD6RGmKk7WmEYkjBPdwHHvEg9AtHCmKgH43g79qy8R3mQe3AQ3/PAbKwH82ASHCTHAfWNiKi/RPPLLALMDoK/1LPONfQ9OgxIiVhRkYq/nig7vPuu5uxIV2FKyqSIvhHB88MOkhge+FMNQLGJtfjCBl0IVTxLJJkflSNJkqgK+BMpu6uKQXm64KOHkeTC/7FkU/PgQn/wwjpZkObMi6E4HQwVytLcCQTEkClFpIhcw8JZm/WTB2dZv24kx5lxjQctOe4ECe8sHa6o058pPwCwiafEu5SUUqHkkt70OJ05U5UQriRhFZWYB77wuLfzU5fTvp5QvqTAiY+7w7DwPfL4CXnwB47BO2F6SoMIyBTkELCQyv2QCVGZyN7kzWHNi46ESrjIxg8xCfEEgJ7ImKkrlRK1wYC8SO+TFqdzO+U5R8oLS2eZP+VElr6k0QdrByNEIX+AP7gRCFaBG7xLyu9giKsyiW45uUEJDJXDOSVlxiF0Ny4pwBBMx/cb1hhVEsmEP7Cwu9dxxSF8RMh7iv+ieFhTFAgP+YmMY4iJbJCJgLwEzFZReYutQL3UQxJ7eMRFrQrBCMiMu4ZyGFNEYonEdNS7NIm/ak54AdVq3AqQOEV/TdjpG0RPMYjU69OfWAF4CT6wWcOrctiVwDvmEYgxnDuNYJWpvRiR24qqjIkk0Vl+EUGY1ROasIuALKYzpYin3FL28YcV9RC7ez7pXIuqWAvt1NeECL6zsbuYHVnVKBXh80WFyFKKoJDeGEPAGVARLJi6M06K8QdNmbsdPNdjSVd1rZq++ZvXkUUbsdENMotLPUe3+BqTADexFYugbc6HjQkJlcnrmcxczY2ZsQtrARiGWBxudFB8oZA8iUj/0BRNcEzHKVWb+IPSTmWHMWUXZSyKXoFFOwFZT1kZUXSVcpBTiuDNmOnXkPrTD1Ebw/QL0USkv+jNuJi5gUG/lwCLmaG89TPRbMxZmdzAo9tLhhjR/WDavY0JkXqd1ew+3wAYb60YaMWQdnAWi0CLYjXSQSSRb9HLCYm/jTVevqi+ihRc4cLKABXEAFUSxEvgkPjQ6C2QCjXetwi+/h0eYdJgwY2o9UMIhZm6+VNZkVLReW1fhJjc5qS/QXmHlpFgGcW6zF0gCyzHHY4/IQQS0NUgeniJp+OKXvFC3wyMlHwo/gybouPNNfy4eUg/+tq/tDPM3GQbJ/aLlwjhKKEJ/011iy+9QLcQUeWJi8WBTQjNRqh5wAKEC+dzj5hYG+drvO0LWYIAFSOx46L7V9VrKKB4h1ZzIXIgNMs1loyJRYwjuoho21XMRuKkzvPFG/d7v5P7D+rV42y9mbyQkPvdYm0UF6XBma+NDu1bw+aUjoxpTBEZDiq2U/Us1yghyLWxSV/JTpw5Pvww2sQziA3mT+4UynkjEHBzi7jIZYQ5PbxrXFDp175pDq6QiFIhv0rhP7UISD++GNqg4iO9zV8WCiUdZWOpt8SZ0SFeIHCD3NRbG3ldwyj0kSXOIOD9EEsMZ+Ezh2HsynhIB6Lgz/UTynVAzLvLONmlLw1sF4AhUv+x+UAMWb8QZhXuAZkd/rgxJF6YXD+dCZ7zU7mRJk6MjAlG9L1GwcGEsMcjTkhz6Nc6UU9QmWmYhBp+Tcb1s4nl2EsWkj1JW0hiQUybmL9XNQmV8MWGloie/MVs/Kt2ZJWn29WYu4vjDTmDkJC2S8ZsVAkOSWmKcRnksNm8aI4P2dTbpYc4FekBLRuTYJhS0Rl46Fd5HUr8acebfD6/9Y/g+x+OvslAqAfqgBkysUmx0WC6g7+ADEhMudJ5qMu4RBgg3YjyHYqelDskGRebnDl2OWudLVrAA5J1IAd1UAeDHhN4juf6ez//EYl5czthu5F9xiANpES1QJJ1cKhCpB//aKObqwoEBzE210k2s4uY+UlaXiufwoo27WkHVDMHersGgXYebINGATI2skII7VkchkuOywmbO/QbB4FO3OYbwhmeZFscPQM3Ws2N/gkpvfEa8W4HW4HOfmtXriFqxOA2/U4WfwAqCQmpsLg3v6jv98kcuAELTIwfePEbTJmffC7Dl4uexbmQ/IEb/22oOQRHttkSL31GA/cbwBk4OgSLjwQ/+g5AWVOfJPyagMEbz0mfilmcq0oOCe8u4TmqLn4bs61xSJyOMZ03dysbNwGbsVOLFBQOOxSTAC+cS6Q71HltB3ZJY0kHU0AHdJgHdz6N1WZtrrGHiFq7iBptGqlt/wx6ty5nvWkKtY2gNdDgb/fiNMZw5zZ7jEaeiDx/IP4+jKCrPQwK0FKDs3qIJ0E/kcgYtc7wXIqoN0afDPfCSsA79IjRCErPHsRY2iQHlmhAhz3Y8i7HXDAnFnpghcJQNmFB81HfjD43jD9f8/wizr+9EXaJPk73dHQgB9n58lXPmrZbx7IoyngQ4h5R9V7/lT//b/hSUfShEXqYh0ffEXVAh08whdQWCVE/diDZVeFTkZYFFmP3DN4LknH/lVanEWXPkXKXp4fMDHHQAz0ohQw69xBLh3Og9nNY82zXdn3+OGKnkO/EDPYxDDp0nfghduFgV2JZdx+h84WH9R5xeP9h8Yd2H5Y714xyIId0VyCI5xF6x6RoMIVPQAd10Hde5/epWTqoeL9Nd4yWCQzDANW7bvlwR3mbn6F1mPZPj4bD2Pebz5G7zLyR6HbKCHCdVo48DKl02/WN/3mn56F0mPZPOIdrx/aTf3pikRahf79md4zcVJoxuUDGqHnOYPgeMXsY+vgQQnusXyB71/KS7/kDbntl8TiQm4mAjPZ1cdLou0vvK6zE4G26H3whioZ7J/nNm3vCN5aWs/KZsDtbfwyPi76iNE5tlPumX/wfMYeIMjTNb/hpRwdT4Hm5R/jPV2L4ozy6+WX2ywzUiL4tjFqq3fVWazPbv/3bLwfd333/3u993/994Af+NuuGhgyscrD94E9+5V9+5tf9NisH429+6f993K9+68f93S9+eHDIhpx+6r/+62f+7nd+7S+HeRp/7+998F9/9j/+5/+r409/+Z//7C9/5Jf/hjTG7GEXSQMIcv7WsSto8GDBdQoXMlzo75o/evDsQRxY7+LFhho3cuzo0eE6fw8hSrQ3UCFGlBhXsmzp8iXMlClF1qNHj51IhSJ38uzps+fHoAxXhrxWc+K1pD+X/hT6cWfHh/7s0bPn9CpWjkCLXrMH7ybUekzHLtUp1WHSa9HOoUNnKprShdcUpm33jl7avHr38u3r9y/gwIIHEy5s+DDixIoX/zNu7Pgx5MiK3clbce8yZnnuJF9rtyKeX1aBNl+bJ+/eu7/u2pVLau417NiyZ9Oubfs27G7+zJWDB69cN9zChxPHXY4cuXKvyzFvzny48+jPi0NHDpw69uzGbZYbyFs7ePDWl0t3Tl55+PS8xy9Xn/QdCRJ6yLlmd1sj0JER4bGreNIsWQEKOGBaU1XlH4ADKrggVFytQ1U9SjE4IYMaJbWOTRQ1RqFPEv6UFlU4/dcQhzxdFWBSVNkToX8jLcZTXgO5uI46pnyCzjnpeHjWSHbhxRmQQQo5JJFFGnkkkkkmyco78VhhRTzuuBiZZ6AN5s4Kqfm1mjlKevklmGGKOf8mmWU2VsoK8q1jJpttuvkmnHEqqQ46n7wl2Gr9ybknn336+SegfE2lZ5BVEkbPZ6q102WgjTr6KKSRSlZKfHpMKSmmmWq6KZl02qljYKy0QyinpZp6KqqmGpoXi9cEEs+P17yT6JaLpnorrrlmeqljaMqnK7DBCivpOmyho86ageU5LLPNOtsoO68GQqqQnlmRVyBWkBbPPZrRM+sK7SjK6LPlmnuum6xYIU8g6Lr7LryLRdPWnXiOGi+++epbWLTvSBurkFhamZQVqCVF2T0rnJalhn1xuS/EEUvMlzmsuEPfxBlrnGuxbeU4WDv3bjwyycDOo+067URZ5LekJZX/LStpwfOOPPJYIS5gD5e8M889+/wz0I2lY+zHgoVMbdBJK81mPfG0A08g78zzqM5LW3011llrnWs0prSFLMgibz022ZGt5o478EBaddltu/023HFHRqdbcIWNtNx5w12PqO5M/Rc9vJrJtt6FG3444kt3jCOoRoudOORXwxOPPCvvxY5oULrsJuGRe461P+KEg/HnpUs89NfJOo636a1rbA/NUL7zTsjtvLquwvHEDGfnrvtesjh6WFHK78W7O+8e6Nh9t/HNSzxzZZZhdlnlu8fZu/PZ4+urHuRq//2tdO5hSuOrg38+unzb5eST8QTCCutsYo8+/cNSKp/39ev//2jHn5yjuvn2J0DXzW+ABuTU/bp3wAXyCXXHMszRGChBwxVwghb8UwLzd8ENeoluDyxMBDkowq1VcIQmLBMrhFcKwZ2whZDxxzluVDTChNCFNuxZCW+owyJ1gxWsIN0Og5iYoSVPHSz0Sw2FqMR95XCJTnwiFI/UtSIeJolRvKKzmojFLXLRhetIR/kYQ7d6gfBxXTyj0WyGtqf5SYtofCMcB0gOU5wjGgBMDI08FsYAxrGPaWHHrABwj3i840k425Mb/ajIRf6ObudQx/KG6LVj3ZGPjHxjIGxWsyh5Rh7xG5ytLqnI4xxRlKVb3NfSUUnCeDCSNDSjKbcIJXowqf9d13CS2hAZyli+MXh6IB4vf9e1thDzkXsUTB7dcszAWDGYUZSHltD2Hnn8TU6JdOYNuVdKbBrOg+cwFo5cKRgH/g8xzeTmEqFkD9HgbF0A490u0XnFBG5TnnEbJh3VoQ5wmgJshBnmB6sIS3sG0R24W8EK1nWPa/HpmgQVYQYfirhk1vGLNSJmP8Xpl1Ym5pwSvSHCMJPQaloznh8VYgJbc1K9OdCfagFnOJeZl8XNEIIDXakL7WEXf5FUlxrEqQ1L8YQV6GGVQCXbvOqmFwfSSx0yTUo6TFFEozLzpke9KmEcilU5lqIU1tsq2Si6RxpN0mN23Cg6qJiY1bQKrG7/VZZJ3yrXuWrqopTsy1r46dS+iI98k7EqXQfYjpoRtrCVyyU8fxrYxTJ2T4sjI1/SYVe3QPKOHdtDOdcK2MbSLx4AEGRlPivIy1jhnfKLK2dTq9oxATSzflnHWsraz/JF9WuLYetqDRiIhG4mZZsc7Aps+Sat5jZOIimuKcmaPI1GdrKzTUtSISvQtiIXffGIB6laVhpCNqxNxK2u6fzRDfCe64tUxeskXRsY2MK0opLV42JCRl3yag9KexlNUnyUWPrqjxyleB9/m0WjR9YzLclU3mEka4r06tNYLjVnO+YbYOO5M0ZWSA0rCPnJMH13YgOZ8JC4N14QA2uYFR1M/0vP+9q10OscZX3wdEmcvd1WDm00yxI8rBDc66FWxr+LqI9vdeA6InOflJXXPsvaFua+UsJBNt1uu3WaQX4FlzxW7JNNxz0sZ1lSsZ3kXgFDzqciM6+T9Gt8I9zl4sHDdrZzmU1KyuU1Qw7IdNbU0Bb8zW9CEjCOZLJhomFkHKkYrk6+M+Ro6UPTXnlrx31igXXljieoQA8jRjSmkrpnB8t0zJB5LzrE0RjcYvpz9LBd1K5rOZ+W2nTkCMQvW42pP7M4leiF76fnMQ8y2+vQso4bZRR20CxtmEwdltijf10Y3kRa2W6yqxFfSkwYz8VY0nUMXRrjUWe/rWDQjNrs3v/x1UY7mtvmvlVrG2fXR96xazei9ml9fe6x1ay7gDr2vPPNQX9Ae6ZGzicAxwhoY6tZ33Aj5Np6bPCF75CcrhxwU5Pl6ZLKm+FLy9bm7q3wpDXb4h4XE1lTtxeIxzQdLO5nx71E6o9vDVw2u64hiz0mfLM8Y+Swy7hrDiaAonkvCv5aNASN65LKXOc888xlEKr0uzR040YP2qSz9PQwPVYdf/n5I8Fp9aYXfeojO3XI1hgIADd9zkBL+a+5V2ivc+aiz736PvdMr4GXaVlsH5tE+kTzu8fLznwnUm2VGhjJwhTenNvs30eW7DYfUs6JV9qWH08kb/IaqklWZhsRL/n/iNkjHpZROmkZ7V2nbz5j2iw9kBxeGMLfVe+aR32+wEW90wCAoayGPc/I8Q49ZBz3jOH3tA9To543veK+h5c/bNbmQEztZFq6/Z+S7SfpTx/tZLJ+mKjfJ+07hjeXPj5jeE53n5tiHmuv++vBj67KJWUeGoqa61vjnY0UZzqwKQ/+8U+b4yQHOvn/PwBKB24EB3uERwAe4AEuB3Lcxv8RBwIi4Hmgh3pMIHGMR3DMxgNmYALWBgGSAwU+h4skm4xkBYn4AzvYRH9YBEuQIAt2BFFIRT2ESIOEBFmsQ0q0YFbQhAzmRIlYBA3i4EK0BA3uoA3GhBHWAw2SRT8sIRM2/yFNvMROqIh+HJeJRIWMQARDGAQAOdBshaBKYAQ7qM6DTARX/McRnuENBsVLAJDt2Jv67Uu9lYYtOYnonVZreAQFUmBw8F935KEf0kYHAscF/iEhmkMHGmIhJqICmoN4DaIiqsduLKBuPGIeTuICnoQ50J9wPEe26UUVUsiFSEQKnkQPluJYpEUM3sSOmCIr9oRSoOAqIsZOrGIrkgR/0GIrUohWpMiBFIgnCkhcZGEYpgWoMY4nOsR/PFo9DOMxhkQS5mKFJJtduOEb5ovnWcE8qIu/KAxi8ZhKRd/39UlwNMprNAr3yUkn/kk5Norx/Qz2iUnXsck7JpjABYs7BP8CNVZjvLAD5eDFrFzGwDiePg7k1tRamEla+hGks1QTzcCK65mdQpqLOYTD6EQkihHN+G2K3Vkk5/3J3h3JPMpVSGrkEzwBMOncSBaZ17wdsGwkR75Lm81Oqq2aQL5k31UKRBIke83dsLikTZpLSE3PIOXjaeXkTwaL3/0kbA1a6wXLth2lsBSMFYwG2qBNN5Jb9KUkknxYoHCl1pyjnIClYiSlx2llc7lYnRjjsDwlVALLkyScUZaJWL7JXNKlWULMXUaK2h2lP8QWMallTyZkW54KflEN6Q2mrqjL8Bwl6xXTWTWLTyKmsLxKzmVeXErmqayDOIjDN1okeylZnz3/C1tiJqf4Azzc45TdjO3MTmUe3mWSTF26SWzK5tjMJmnCXXsdZBYJ5m0+So5Jj2gJZWmVXW8WJ6p85l/q5rNEpnGWpl2MHbj5S6r13nAdZnNeZwMxJY4YHrMwJ3Yizkd+p3gWCWytZFNVnj3y5njyyTwEAsC4g9N4pHWu56OEzg8N5M9N22O+i3fSp6PAQ2VsjmdI3UP6J6pAgwpV41L+Jbvly2oQpYH+CT1IZTf6w24RKPRF6KacHvgRHjidmIOqp4YODjfyhbW0I4fN54j2CVluHnKeJ8T054ruyW4J116sy1VW52vOKJy06OPlJ46AqKmsw47uhYzyKJxkUuPp/8WT9JSOIimmJND5Gd1OJid6Ooo5QEM4QENnIsaRQmmbKKlfrIuTuiaYRoq6yMNJyto6kIM4BB2cxqmcBp0qcYTJXdSNhNOUmiM0jAM4jEMyQAMQGcaXnmndsR9f0EMcZqihAoo/WIyoKdsc/SWlVqpbbBqmfhOlsuSB+qknfOqfCiraFWqjigmADhK1mEbtFWip+qc4pNUnxOon7AGt1qqt1mqs7oGsymqdzGo45Qo5JAM4fCqxgsOfVmRhkGqrggmWdItMvsoKAIBmsOqyjqenWGqlziqt5uqtxuq0XSmkTKSxGqufDqse6IEnlEI4cOaViGi1GgkrTBlmCJIVtP+mmb7rdzpc0OnTnAoan8VdpvLZfqaKP/SpJ4QqNGjpsH7quZbCoNYKhOKrqaqMqrlPHd6rxDZnrY3fKo3InkqKOAjrwYbDiJWDwnpCHujBODysw7RDxGZsyYQnzErGZhYpf40RuKJLOYTDuCbDoGapn5YCNGSVy86s0sis0TpG8CwmmxLNx55LOJTrOETqXpjDZnaporxs0mYM0m7tYkReq0WVWmmMOJQrOJAsZDyo1/5M164tYvholyFPQE0MOfDsyLLsX2mt2zKRiu6tkMDtkwGf4G1luPLssE6tZKit345JQTRK2y7uYABukJHT0ypGwSaszV6DN2BtkfTpuIb/Q14qLuR+iUHdjFVa5uhyWEm+Q142VlLNbZGU7TiMw7qG42DU7ZZ6A5KU7edyLmOIbuoeCexE60IVkjws6X4Fr5eUA9pQLaJRVEZ2n+H+Ke3iLV90AzlAg7CGqu9Kxs4O69la720VrfIeSSYRVpTQmN6maOaWr9ehjv/k7GIYrLGC6pZ2b1qYrMgSK+3ir/RK7dACCfC6r5DMUnvaEo4SJwHrI+UeSd2C77h+rvV2g5aW68Eu7DhAg+1GBu+GavtC7AITCTQlhQ9NU45ibAiDnwdtXWDwxmJ878EmQzjs78FWr150g+iMA7F6AqB6aqhusGM88Mj67/iubwofxiwx/0k7DSejHjHqFYsMoafFiC9geC4Pa/DOWvCnZnBa5HCxhmr2WnAGty4Mn63zcsYAO/FjtMNBadIgUasao97QvNvamUNXhQMR88UDG2s4kIvoLGwNU2TU1u8WI+s1eC65BvALWXEGA/FjpHEca5u80qu9FmUkA8mriVupTRHs+oV/XfFhTKQOh69eAK2nguoOH+sZH7Ld/jBk8O6n9jGRQPIl3xb7TKURs29Xti6R8PKQ2CbPAPOt7CWi9VVGQgP44rFhIDIX84XJnnIqr6tflO0FN3NjZHENrzIak28tN0YJ+4fGfXA354XkipJC1KmX9E9N/UUr067u3m4ry3JfhP+O3YJqoPqvFf+pNhvGOgwyKBcJLY9zYTRJPFqyQPcKTtrT0PwrJNGpKhEJQLEwYJTD9n6DBwuGP8QzFV+DKWdwHh+yDyfDPhMG/WawOMNVLh+0XhgUdjnK49acLztKOS9SMVYqHf0rnUpGPQoGIls0OAQqT+vwwSpyYJSDOGx0jCDy2UJD5V6DEJ/tR48aN6t0FUXrZxASa8IxVb/tE8iHI18SqHmrtuIqr15q9K6XI1VeNxjuN7S1sfosYMDy2b6zkAAt+FpzYZQx4h5JQG/1XwyWSCldSzexXxOG7vEeOoWcWyyYkhHTrt4I8S1GigkGOZTrNyRDRStzX3wvuY7/dGRQsNmurGGA9uFCQ0wb6VQXtmCwQ1WyQjauxgmjMH+dNmcIs5CdNBQh5yPJqT4BbGOvc2IA1DH76Tds6Qwnsl+UNFETiV3zMVJ3sdnKM1+ntmoHhm9oCIbcYuLGdlqIythJSc70bcnQNpCQd23vskXWmpCO3Bf5K714NiuZFUaztahN5Ddksx77MNoiCWk7Nzwn83OnLXVXt1/MA/v4SyHdjGSsisNEj8JMy7gQ+FzVWj+dX5UCNz8TTeVVdgy/c8gmc5eKcmcv7yAfKxGL+D8nSV9LeF1ET83cgyANNmMAEu3ZnpFWRpRwS7hEOIuDVa0BpkqKnGJE9GAg88iS/4vBjuyU5PNyI8kzk6sh90WSn+1XB8mK97hoPKvnfUZK5phoBSSTLlRaFAyYr7R4S7h5m9CP11SBkRN3BsZOA8Zab7HzFqxQWzOH8zFde0lzQ7UnT690q7i7SvjsQAbUnEaZp0VlWI/A8HiPt7DtVHIcNSaRIYb44ZGGU7ZQJ0OID7I7X8NajzJci0kWJ/JPlTopk+6gE7jKFDRg7FaiJ8WiXgOAWgF3v/QRxyuGgvW6nbVeKDaGD56DFXky67HhVi8jN/mX1C0A509GeypeK4myPnpS1EPNcLeX0speWLs8xAqAyoO9TjuZrOOfpGP0mWOaP0Y3VPmbkDtkzHTppP97kG9nU0OV1skvkQfGnP+z9xRsz2K2BMvlU5t0Xii1ZpMuPlL7llTsdcmDtGL7YTQ6X6xDzXh7zYR70e6GH2pgAMYGH0Ygx1OiBJYDPXggkZrH/eUfdWzg/k3Hx8sGx8d8yK9H/6W8zD+g/6H8cSjHzff8zJtDAbb8BnI0fMiHqJlgGH6hEHpEFK6IUqAhRnSIoJQiDWKhPdiDiBThEQIhC0oFRIRIEmo9TMiFX1hEQSAhMiZhXjTmbKmOP8Qg1jsjEqJ91V/IZIUZMr7WCieLTjBEWnA4D4vDHno99rK1RW8xl4rXTsw91McE06cFI+4GIl+x/Gkv+Aaq93iEWJj/Ild0BtMpPF9cqNJZxvEuuLbfaLfLjM3U4Wqo1G58BCUOoMY3R+z/4SUSae3jBkfMxiU6Yu4b4HT4fu7vfm3Q/nf8PgPeRiR6oB9CRNFbAca8RikqxdW7PShuJTs4fYuMRYJA41LoRfaLRYHUYOfPhaDghyuu/aC1fYw8iFVUxDNO/N1buHo3jn7Uvb/HcpcQ6aUABLlw48CB8+RpHDRz1xgy9PcQYkSJEylWjOhwnb+G4gh6ApeQHLRwBT9CY5ix4TV/GSGuYwkxZUyZDS82bPeO3kydO3n29PkTaFChQ4kWNXoUaVKlS5k2dfrUJ7xA7961axeoXc6n7VbE22ll/8W8hqzked3prt1CqGvZtqW5zi1bjXHp1rV71+dKqKVWkNAzF29gwYOPulQaTR06xergMk2n7pzic9HypkMcGZ26n91GejTJk1yygh7DqSW8kyNBcMnChRNd0jRhtOxO17Z9G3du3bt5K+VqlmZDK/eAxyPOE23s3suZN3f+HDpTclNZRbd+nWa0aI2NpsNsSl26p49NLeYuc93lc+U/oRP3k9w4j+PK+YSmetx75uJGgvv2n6Rw6rNtNuwMPBDBBBVsih7aYoIHnq1WsCKlduKp7hquVminHg3bQS6tBUUckcQSRezGxBTvima98LrDLDPxoHoMM81iegwyxXRsz/8UGXuCxiBwwgFsJ3NGKkUh5/hTLchwyMGtQBWlnJLKKp8iS5527LnGHnvckccKrZj6LSV57gmkoXdWWPOerrY8K0Qr5ZyTTuseqhNP3LwrDzwfgyJPMsrYYjHQdCyDrDwdFTVlsvN0MtKghIASp5TSoOOPpJJyizLPTj399DpW4lkBAADuAVMeeUiVR8yl6GnHnQrjEYshdm6KJ55AWp0pOVDtutPXYFUEVthin1InUXQYFRQoQNGZzK11kJUsR3Q+2eOTbJ89Rx11tgMqvkgHzIsc5Zq7r0kUodTS2Hbdffcpd0a9p81U7bUi1ud6hZfffv3911/vlE3WFGZ7kjb/UfDoEljRPbDVkdto0nHUvo7CqRKaUoQ09zROAf4YZHjhsSKeXa3bN+SUVV6ZZeukleyc9RTr8+BqM6N4LUIVVbZbiY0yJ5n59JvSHGigeVI3j1temummoUI5OmKjJnJqp6ukeilz3HEHaasNnDYz7XJsz0Wd/NH55rsQ5dbbdLAeiiM9PLHUa6GUrhvvvJubqx4v43nnzeagjhq7dTh2zpzD9367uW7UvS7xp594As21GHfu8hQZhvYaGiE2OCUWI6M5KJyFSk8704sCkjSqVcf7br1ln/00e96xV9V7AAhT3zhp/x34wUohwS/FgyfsZfMaQvhzRxmOccR1OgPn/7PjY4rd+uy1N2rUFehl87jejd+e/PJ7Gr747NcRp2ftJg6sWs6Xh+y7sq9J/lnQE4zvIPrMx958ARTgNcAED3cEYh7rYIUV3gGdwT3HH4+rGnYieKDM9UZqE3QK+v5iPeYtim1tm9gFj7Inns0kPTCimbPkJxQSCoZ1QpKgQ44HwAHeMHv1KAtD4DGXqTjQdzjczQuFSKJSqMAvM5wd8xzWRCfOjFEh9JNSErOYKYYORiHETAsXZKT+DY18NiziGPXmDzBtaR4fukY8rBAh5zyQjHH8HSv0YIVSWA9sO0OHE7PVx/Y864pG0RkXZeIsycyMMSXiSP/GFcZ2OEiOkf+UnXHCBA8wjUoetBJcEKFTwetksJNK7CQFiagbUCqlG+IQRyNnd7YtdguWiFKUHx2WtqQ8L5E1S5aOclmUUtolhhebyS+XJkZJHnNl9rCCPCJkHFPFI3DMgePeRCk7YrbslJi7ZhFTiEhHreNQ3YqZzGYWyNNNi1HmRI/NoFeicoTjiwI0JjLpCTIDMsQe8QCTJjc5vnr+E6BW6ibPXncSQ11mMUlhUXkIyRNX8kydCFqkkFi5vXkGFKPF2lpMovlGTmYUpCElEdrOEdGZbK6gPEkeeFIqE8TYr0TB3GbdLipSm9KJjR092Udv2pSZqiybiwMpYhIF06BU0RRdI4r/zoxaupZihzORqt7/HtlTq/qqHWWB5HWmeVWvzskfrHAHGPFGUpPuBKVFQZv+fFUOdAnJGwOs6VfpuqB26G4FVHkHrvLlUX/WFbAjomMV7qg3xHyuMFUsKVE+eI6nzmlJB5GhXKsaWMumKKv0ahObSia+y342RXzxi9dcYpmFBuqxM0FqL4ESDVMw9KxgXZJB+jdVqm4VtLk1kJdgtTW0BKKv/dTtcBPEwb/CC5xiG+fOJvNThmyOrWiFEWs/NVvaegJJx/3dXInb3dvoFIja9e54T2PckIVTltbC1rVq2ailVNGWPvlgU/MkkI5IdhzhIGsAuUte/9plHrmyBz1Y/4FbafL0vwkub1/0kFpQPU8xTtzDzgrmYOkG6icDLZiviqYa/OrXwrTrr4JJ7JTMZkle+ApviVksGytQLmTR2KN6azmzEPrMKfCl7jqnG+LaOLchRRvIdYWUpDGOuMVJJkpWVSWPd7AiECuQB5Dp0lUlX7kp5djafvsF3yj2zFA+blbM8scTz0kmtrsRx9GQYg5MeQS/0KgoDpGMZTt/pWTzwApDlmky3lj5zoEO3jq2KLH3qa1GpoPwYrEjkFIkRBzXtO9o5iNnSdZZ0Jl2MkPEypDbuVG4mRZ19lyrPMFs7ooDheiBWDefcECjmjJx631dTQ4qb7eyo9b1T3BFD/89V84KVgDvbgC9a2MvTbHRrQs6QeesZYn5NO88iGQLot9YX8OtrwlSfpV66VwfG9wVWuaaJmQm4IQ63OleGqpPwzD7nbnMCLoPnOn9kVcr0RsiobR/Xh3XemJa3SXObJvaFA9Qozvg6faHOFgx53eBTR23PkqyGYK2ZyPonQUZB2tobW9Yb2TI016Nkf8J8IQrWCq4ekdw/XpydQ+2sP4itI6UbReBgUc7KqSvdViX33IImUkeKbJIPFzpbv/72y4/NjvqYWCEK33XotXDtYVVakDaxh85GmeiJpPm5UAKIdVz80CmTe2yI8RJITU51MdrwK3BaqfiZTuLOUj1YDH/GzdoG5h7FQSkaptrtmfvn34lXr61z324XNksvazAzwPLHfEKPmISZa5Yr7tl0d6C9m3KIR9NDdO+Is+vOCBPxsNH/rMassJV5mWFengW9aI2b7+svmPCgI1bl2dOMP2NGtfkl+Q2PX3sA6uq4NIjVX4mNoKJn2R3TK5y/FppzQOzJ9ItqPNBsq3ZykEOh4N0+M2nK8lkMhWnL7/04ieulkvBZWO5e/NPIUfuSRTDcRxdt+FX/1X/JhOrrHj/AtBEkIVseAOc4g83yiFoPMO/9E8Abep2Gmgsdgj2HtACEQS6gGfeEAL/8i/pLpC84qFUuuIdhsNUgu1CHg8EV/A6/2oPAfslNEhi+4jLAVkQoBSvXryH3NokEM6PQJjPBoPwNpCK+lKmH/qBH/ohJaZHQP6rBoUQmbxka+bB194uEIBL+W6j2KDws+zuU2bu6qymH2ZBG7RhFhpCAaUqwZ6QCyWJHbaGFcTqCjGk5drQu8SBKljOWGqvbmYBGxABEc6QIfyOotbwA+3wstoBBdkoVdSoDhFxuDjoBUsEDDdMDPcBH8ggEBmCf8JOwdgQEosoysqC9fgKAEMxtyTxXeDPa/jhEfRBH/BBEFstGb5vuEARFW9IVbLiGpqOHXwQ/XIxFYlHD9JvSpjHEq1mFvAhFveBH66hGzqCekgMF4UxgP/6D0G20GkKj66CKk+kzhilhN0+ZuHYbCb6ARObUQnnrRA/8RCt0aoCobMORBvhMaRK4Qn8YhJHBOL2kWjuA/iwhh/2ARbx4RnBbhqp8R3tUfhSJRDgYR7Qoh3o8OkY0qum48nc5TEwDGCM5L64LSYGEhb3YR0tJhy/qhotMntYgVQAAHzuofEqUCVnsrW2yB9V5J3ko+yERKlm4RVl8RrIoRQqjcVYYSFpMqDeoU0YaK+CLRCGLWmAECmn8hp0DGAE4hsk6xtoa+Q0Ah2Z8RGekQlPEiWPkirpCSwokquk8ixVkmGSEV784a0KgjVEY9oSwh5mIR1Jshw0Juy48ab/Dggq2xKZsJEe26E+/MEcfi5xGtMxF7McIlMyJ5MyKzMyHxMzM3MxHbMc4IEeGBMyLVM0R5M0S5M0E6cz4cH7TJM1W9M1KxM1ycH7UPM1a9M2L5MyF1M2LzM0b9M3XRM16eEzG/M3i7M2yQFCQNM3IdMcugGUms4lolM6p5M616EeWGIduoQdHsIXma46qbMewlM8f5E8f1E8r9M6w1M6xfMlKII7rK65lgc90TM9v5M6AeMI8zMlHsI+1dMluJMe4MEe5vM8C/Q8vXMu/CE/V4I/zeElGMIcJk3jXm3NaK0U3AEb8EFD98Ee3iohHBRC2SFxyLNA09NATxRFS1Q6/83hRCFiwAaUO1NURmd0RhHUJX4RO+vzIV60HmKUPu1TOisCSNdzRqPzOufiJrKQMI9JHlkBMOsCLRJTM6eUSqvUSjXTJRaTHmbzSrvUS7+UOJGTMXkTTMu0TJVzN81UTdUUNENzTR/TOE+zMdOUONuUNu00M1nzSmEzTLn0TRsTQslBHMhBXf6TP9vTIiZCJdjBHhrDH440URPVRNWTPyPVUC/IWYwqOidiSP+zIZCQH7KBH5JwPyMVJq6hH15UI1YCSBWUPVkCVZWQJjJo7LgyIcZl0g6iHRBhQ2cBHqbHyKoTR6tTItrzCM+TVTsVUWHCHxh1Ox3CVKM1IvKTWv/74VANYydYVSOy0x7Y4SUuVVrDVVyLFTCSdEkzKsom5Ar3Kh70sDfq8VzJSChXbg9lhtGgAgmzYR9mgVRtY0F7IiS0LSEcJZWOBEM1dBbsgRX8Mhx6r8QOCBjjNY4CQXdOBXziIWK1kC0lNo6e7wkk8AtNa7VukiEG8g+xYRZk9TQGcl/5VWVjQiC0LRmggXGKxh0QIUOxQRvmQWM+b2letkTQ4vU4tp6kQq+owhRlkmjpiYOetDmSi35mKd7WYhnJgAz0wRlrYyCZsVf7dSOYZPR8gh4yFB+wYWF7tmGZJhu2YRu0IUWMMmOXNt3gVW4FSOpIdjfSg36SpY8iLAz/8XUZ9eFq97U2AvdqYxEf9mFfnzEo/bLa3C8kMbFs3cEvJYVptsEKZIAL3DZozbJucYgV6PUalDQYP7duvNEoZo9KdEbCaiyKGoopthYW9eERZsFpf0J2D1dwrzZx90Eb3OEd9EAPkMQWU2IZNRQRbkJ4/Ucn+KEMGRde+qELGuAAYoALtgF6FyQlTZdluMIl3yEQgs1d/2xjmwZ17fF8iQIf02dKPEdbdIRRwCw63UJ2CzJlCSNwC/IRmHF2YREQr6IdIFcmRDJxsYFy9UBImhcbuoAbuKEL2jYb3kUbuOAAGsCCueEQIlhEtpd7UyYQUKUsjHJC4rY26LaDtQcj/4VJSk4LfiMGx+5CL/s3cbP3LsaQf/HhEfbhEfY3FgsSHwCxwIDChpuRH4SyUuZsgbnBgi04BjQ3ELCBhkFlG5R4iRvAgbFhgz33hLcn2HztCvksk5R2i4toMdvXZuL3W/D3Ffs3awVDdhOXX/lhFuZYchUXG+6YX3E3HYHyfmRTJrLhEJTYAAaZkAe5ATS3bYE2T/hhei/Ygiv4eqN4LUl4jI8nHj6kHvbsGkrw4JbDhFnmdi0wlIeFhZ9F82wjf2eXj/FiiGNRED81G+4YGyRXQ2VRkUNyjVd5gLeBC2KAeqv4kQ9AmCvYgbchG275U49wVLNBVEcEG5Q4BhyYC/+o2IqxN0E4uJL9pYv1TI36TIyzGepoJGFO+TYCdw3WwH7bohwctiFEkgwSV5HhwSq2gVf5951fWSfyV5fbeRsYuAEIuQGul239+QAImZi5gQu6IBAOIRC6wKEf2qG5QKInOhCMWUEOIQYOgBvGoAynV5ituAu0AZk9ipLBmXYUEXdwpStGeSk+2aQFTdVWDTe+Uh/OGZ1teS0o5dWoxnD3GdtKgSraAWXT0WqdEZnRUXCxloazARG6QAaGuQGiOYPbGRsOYZp9uaANepiHuZC7epCrlwueWIOvIxu4gHq5AYuvIRsIGqwtGjuw+aXfxXtL5QTV0pPLl2nSlzdYWqT/9PrBoha1dEMka/oR0FmpoSKqYMN4+beNG0IgwAGB3WEh6neGm3cfrBaeaWKKZcCXfxmDOXeAtaGfn7qgufqrhVmruxqqo7kLEEGSl2MbZMCCuwB6+YGXO5u1xzo64Dqu3cVCgo2BOlkFeztknpT9BBg6Ypr+dqNqCduwfVopNtDe9AOp1TElokqyqkcvb/h+ZaJq7zkltIEbtroBcKALoNgn+KGqrxqYY8C9Gxi+49uXC7mCZeCBseGYm0N6P3obZCKJHzkGQnqSiXvXXJrAreb58kpBDCl/+JoomnuHX/GeR7oo0jBTwKH9xpAgXTkm2HGyGmK7RzKKW7mx+yEQ/zL6gkP6tXcilrdhodkWxmEcZ++4DLGhn7kBq1G7ejX3EER6ObDBCoQZB0A7vANZicE6rYGopA98aebhHRzvMMmSyVmm7hBE765vN4YYh3U4qRt7KeaS0oCLbCvbsZmQleSYGd/ZGYlksPUBn/mBgqM6pCl8LWK5C3o5qz+atRNZN6Q3o2NgDI6al2VbmLlAtzdpyad8ZbjCEa8Zr3HDryHdwZ0i0omr0n9Cda/jedKpOd54XzHxasOyKWLQE76hLiFbD3a1V2OiP3w2JdpcFrNXn/FZvCt4yE+jH0SbgefboGPAvI2Zzuui1jU6yXVCG/zZALiByBFd0X8nqxo9G/8f/TYuvTYcx0A86ZOk/C6wFXK0PSWkjp2ZYmjZAvfSmDm2Vs3nmH9rlym8odWTgVDvoxTaYRvIliRTgiOkimNaGY5l9StDHXr7AaM1mrZvw3kHnXorWM/NGxHymzCmGJKXfSYm+Kz7W8mb/aS7wkECFEI6ftKRwsAxfmWqHDvSgeuK0OAJ8p7lOJe7OynY8RuqhxzEimzvOHAyrto68BooO493XsKxVmXL+qwRYTfU+8ap16APmQumWjDW+p9jYBuC3R8gPgYCIdg1NtFF/mMUj2T0CXdSBSe+Wev1ho7s6EB0DG+dwnBrFwlV3s2vvicyjjRiI9fJNnkD2B/eKSv/PwK5Y3gkU9aGMRufY1vIJR431NuqqTjPA9y1A2OKqXdzgQIRxjugD/2us37s/cV7NYvzK9YK7Jp8vf1X7OzjZUc2Rb8uMhA6vptwkXpw4Z4nCDE/IldDDTgQhtc1RiOBe4LfWxbUD5shpPeXC745mHoMcODIP9qBDZ8thH+24R4bcECYZYDoewfzM59fuEIesOIqrnBdV24w1wX1sf+q+hE6/h34m9vLiyJcSMO7a9mAg1foJKsJ0zsdaVdxJVyXy9oAAOKAjG3XCho8iDChwoUMGybslw1RF24NDhg4EIPLIW0OO3q8po3bgQbcCH7k1yXGyC79Prp8+dFdO3Yw/2vavIkzp86dPHv6/Ak0qNChQdutCEQ06UGZ5pQ6fQo1qtSpVKtavYrVYbpz6NCdS5f15D59ZPDNanltFj6yZnWGAwfO07hyCGftw4dv3z547krB9QR4nDiX/O7qw/cosb7D/A5u43aRS7awL/lt48ItRsWRXLZNJtrvUAwDDbp8/ohN5AHJlBvKpNk6tuzZtGvbbm203e2Y7ZruRujP32/g64YTN37Qn2/kwZEb9FfcecHoQNWZ6qpO+HB+j9jO0s5vbdmzOMWN8wQXGsJ+ag/va1zubVz04bq5ZL9W35o1i/XtQ3sNShXF0EVj0l2DzTYpHcBgAzJ0dppD/GRjoP9H2XDRgAExmOSSNlwwyA02VfXDijsRLvTagSquyGKLLsLkjhW6uciUdM05d6ONKmr3Yo+08ejTVl2ZEg1y4S3WVkGFsfXeTfHFBU44dB20pHto+QONfFLCxE97/R02y0GpjVRSi9lcJkOGZHahDYD9TJiNNttsc0gXXXDRBTYANrSNSqud2JGAGB2y51PaBGKFDIFUiOJMPj4KaaSSZkVPO/O8WOOkmm7Kaac/mSOOO4MZt446Q6pD3W9qkeFfhf2MxWqTNXUDzThxjaNeXfiwatae5IQTDjk2FZYfq4+4uo0MKwF6YDaBZKZZAySNcQidd2KWmbTScoZIoQll08X/gITW9BhnzA7FDyJc+MmFnq456mm88s5LL4291Ytvvvq+yIoVT5SCnJCfEOncqq0a9CpZZLznbUe/QlkfQkvGyuhO+C1GsUHgZlhSxSv2g81EGV6krbYWGYByyigf0HFDY7IsYk3a4FBRiFAdSlHKA3m8FLz7/gx00ELvlOnQQuXIHJDM2aj0cEj3VAoJJOix3G6mYpeqqrsebNCq4zXcUHy2erKlrkyCjROxSP5nUGoVccHRo5ZxkebJKl80Ugx6a2YRy9vwfE1oKpV2roQpabgN2j2duS6DGMnApkMpGk155ZYPXfTlmm/OeUdRT23fb0J6VSRyCX9NJax5Ac6Q/zjJwIXrQ3fxGuZ62hTukV2L7VN74OFKW6CkZy5YcgzccIPnIdUqSBGZfysUkvM4JUuaaaBdpndFDubJukGTdw5++OJLl/n45p+/7+dUD6fOOZ+gg6pzEyeJsGFcf/QwfVOmvjXbVAbCBY20ySbsQQQiZAUSyJCEQ8JTUBeoNSdt3I4fADpT80hyCED1iTSsuUlILsKNuAHFH9o4RM5A2AXP8AY26GuhC1/olPLBcIY0dFEpnjC1qtVmK1whmPxU17uCXOx+CvFHOcSRpXDY6la5So6X6CfEckmLGynE3UIKgw3yFOQx1bPiiyjokX5sg2ZTfJ7GDrchxRmOQQMJSv82DrEubRlPhS75Xg3viEfb0ANRVuijH/8YCHv8RoZ5LKQhY9OvJyDlN1eDX9a0ljGzEbEgR8xSMsaxxPnQR4cBGsvuKvaYkY2kATHAwRgG+JE3zaJC/MCQhg5BOTGScVoVQkTzQqgT0YxkDGp8Cci6IAM/sWwjNbHjIY+JzKf0awXMbOYK5NHMdwhyN4RMpjWvORRzlGhUtxndOUpnOoMh0CBVaks3ypHEJQKmE4ABDOzKpivaIcRDJatIykiSJy8uJCQ1E6HR1BUtAk2GH2PQVvBy8rIO7qSEOWNjZ3qpEGNic6IUrYk/3BGIQLRjo+5wR4na4Q54DKeaFS2pSSP/1T6sSQc/keTfYbBRIr9osp3ogd04wgENbyjkVfkZJ7goQhIu4KB5jtseHV+SLHNdDhvr0gw3TjlGECFiJxfiWMxyYhloaYsbxLyJRE8K1rA6xB70GOm9xIrWtEpndD78Yf+8hR+8IKId79CDXfOgh3aC46bQyFIpWMGQ8KwFivww4RQzKCeRpYxBGTlqRzaGEQZWjqnKCioOBgc3i4XrlRC9ooLqxsY8dbZRLFSracEKnXlotGmzIelpXwvbqVhHpdKZnxZ1JddA2LWmmMQpOXR6jYvGIxD+PMgTkdW8GIzhNPwIWRxPhhE2sTYh5VpNcSunDZHVsySj5VNlFQqT/+wqq0GN7d4KY4veY7LjHdBk5j3eawWRUvOs6a2vfYfCVnAWTDxQ5B8+5lqKUuAUGuLYn0G68Y7j4am4PN2dmDAkrcx+6zJAZWzkHNKPcK3EvEHL7vFKJuGF3vKqLrFg9siUwZ589b4sHh975fHeZ64AAFaYbmxc2+Icg08crBCWbaJxHfjZ2DZDfEQQD8JTfCRIVKFbSCilZTzidi0/9PPQ4LjLkGxgA46DI9B1EZINHEgPfG+scGk4nMrNxgCW9wmZskhGRWyg+bw6rjP42CGP+NIVsPOwwjvMykk7C/py4tBDFQBWm1J15SsqYukkjYuX/7Ii0AahZz39NotZPP9isP7bWBl76Q+mBpRNaONiA8DLuTLXTLI64eIBDtqRQ6VJjp2Zcx19NuhcDw3P8SiIO8p6jUD8eZD01bWxh1aKFYCuNtHgiiMbPQuyPHrKeMEGKnc6hmiRRJSQY9VhkiRGoD5VnwWxMpQvnBABkWYMtg4auJSFap3MLDL6DJkwMUhuGOH62PzGV54FqdqCxMMKwL4NjvuNcE6pj9JTWcc60uHwZg9Jvz/0DtrsUm3/QY8ixutCnVRyERnkY21oQQQZvRxekUX32pW+5Zc5l1hW6yTDbJQ5mBeEESqy/CcrTrjPJcXeeNADHlbQ6DMLbpuD/3zpPVo4UBwO9YenY+r/0ai61dWB9XNo3RRcD7JXwKIir/UXt3jR+HomsvI3HUJZDsiBt/PSD5DFMc7dLbd2vVyoPm0YfW+qu0eS+mrzJhWf7iJKz5mOeBbVY+C+tsIK7tFrYjM88ZRfkdN7so5oYL19W+d6Vz7/+U+Ifg+k34PoRd/WA3ltnAnRhgHLDji3sWyqQgxZDka+n905oqDSwkHiPIh2UrYLyV2o+WutbABcMsTKK4/hvisP/QPZox2CZAWMCQ7o6GufReHwF6J7Qg+ZlH785C9/6d8H+vitSJysWwcrXg8mbwmKQBVrj2LykQMcDLWM+VbIuwcUYtFjXa+FEqNRJleUEk5FYob3/3zb54C3wQrvYAXxIA/yIF+S94AZOBzlUCI+xhP8MA/uIAgZhQ7mR3qghw5cp3XnsHlVB3YrMjvTVhDksFGIEGm31TY04zeFUhibRhY54ADbEl39txD/hxESBniwplb9EAgyoCG8tBBjYjzj4nylpYFXSBn+0A6Ol2fM9A5WWBtKh4Vj2CL80ArYgA0dZQosuIKbpw5WN3VTB3WQcjr+gTbhoFGIgA14gYMB8juEIzt4QRY0cxFdtDjA1CBsQk+RFVvY8F3MAi6DYz1PcXhkaIlKEQj3sALxwAqq9XiRN1+Td4mj6BzrcIbYoBetYA+PRC+n0ysLUQ6l8A6B4A57uP86CGFLY2Y2kTYGFRZiPPF/QYUZDPKLpnUhIMJqYjRrB0iJDUiKzxgUjjcjBQEPFThNBlds0KiNxkEPaBhpvON3kMId3tE6sghSe0hEG6Mhk4hknpQXmUZZ7RKODfF/ezMgvxdbxBMIhcJUNaOESlGJ2yiQNeFnCSGBSHc0GPUO7zBcl3JrojiQEXkV6eAOeiiIa2Bk7TYU9HCNUeE1x8IQ8vFX2IAkjJIsNbOASpIfRlZp2/ByVGVC2pZ8KWlargZennYAOPCSQhGQEumTDDGLBvkO9QCQ7cVM8jCNHiGGP8mUCmEOENkR6xCCNiiI3waOV6EN74CPUOForGcQ5ZD/DOgRUtpAjgXhafT3EF7ilURRZkB1akRIUR4CIv4kRWumkTrRk02plxLYDgXXDvIwbEnxDpvYiR3VkR2xlHqpl+IQD3rgDjoBZBUZafmBJKs0j60mA1bwkvwARj4xMXa4ELWCHtBgD9kwWL1TXTYDHHZBBqgTFVnFWIdwlxM1fxzCfKWxkzzpjIrZlOwgE+wFAAAgDxllBfdAY0PGExTokDaRmLz5k8mWQzixFVxni4nRHdK2Opd5EwUYA/uoEF2ySp25E/NjdgcRDt8gF4PRHnlhlhiyd+shdkf2FJaRJqqZXnrXAGNgEKIxRTQJkLvpnD7ZL+/1XsFZoMFpBYcZ/xQU+JhgqJTZGKAReg3QuT42kQ7WYQrukAh48Qh64YOL0aGziVCNU4wFYRe8s0o9YVuweJ5y0RRV8h7pcmUyRyxlsZZOwYRUJKITxU9nBhIQxlU7ihN5KaHPaA8YlVEbpaQbFQjLORTVKJwDV3SsyBDNWaTbSKE34Q8YagrzsKGIkWl28aHZiT99RQ7kUA5QiRD86Tdp+Y19eBOaVpmhOR/hYBCe1KH7kAMZ4qMJoZZwChXNBZclVYAs4wja0IsVwY5SwQoAeqWPGhTzAGPyMHDv9Q5UGlEQeonIWRucml7n8AQloAeY2hBAloLzYIvvyJkY1x+q6hC0kkl7dVMDRv8OomhppIRuSmI/76idwfWnThkO7sRN9tcd+eAAMPMQ5Cme2+gPukRFieogNhdDgQSpEVoPHeWkSXFR7jBNgykPj8kbdAEdT0mu5Wqu54qu6Wqu5cCu7equ79quT+mu5Aqv8aqu9Fqv+aqv+yqv7Nqv+wqwASuwA/uu5kCwB4uwAIuv+JqwDSuwBjuv/+qvTwl19UAPHBkcEOuwBHuv/dqx6zqx5LoOT2kQ0KAHT6AH0DCHCJEq6yAc6yAOztalrfCmq6oWlIkYvNOZOSI2NNUJ7KRXewUsBFarB/FTxSObQqQ2rfqKBREc9QC1UOsPcRcc/SC1wvEmsPI1VFsQ3WD/HoHhY+xhnfeXA2MQRP3ADl3CXzrbD/7ADuxQD1RbDy4bHMERdXWLt3mrt9Dhsg5RtxU7t8EVdYO7t4VruIeLuHkbXG9bD8LhD1BLuIkruZN7uE5bD3CruFF0ZcezEte2DowbtaAbtaNLuonbtwVBVwhZrT8JDxJYgSsgI1URDyuQlJLTDuI6uLk7sh/Lu72Lrt1gsGeapr5LvMXbuyEbssarvMtrr8vrvM6bvM8rvb5bDmg6vBS7DhY7D/MwTdM7vcAbvebqcB/rcAZRKp9geizYghBXqkHWpfZwF3yItaokp62qswgBKm+hV4ChB3mQB3MAwHi1W+AgYMvxGNqG/5ItwR6e9CVgsrN8S7d167Q3IrbSxrY8gk62Ejtdcxdje5oUFHeqNDvjsbMh7LiU+zTBBSQS3BF/G7gTjMIxLMOZew2XS5QwjLcNEcM4kSOXizQ8cqtbpScAcrdVG7dta7hInLgHkbqrq5fuAE2AyV7MtEhSEQgrAK4PqqatkcK/4amz8cUwVL5XJEFCGhRdnBMS5xUrmIJvyL4LMVtdWg/EcouraT8OjBBPAhfgkAzAokR/QVOBPA4eKBrG82GRhRb128C8GqfdYaMegyW2kgz7AzJkkA+8cp1gyplCpDuf9JP+8GRlZMY5gVGq68QDObvx4JD1cMU1lhSsEA/TWP+NtPuQp1xDs2BtvfobmudsWgd6a8iC0fBIF8oVjEbH+5ANBptuDBx/BmEOtbLHOOUN/nBO5NBXwHJJgEwf9mFppqRdXGAg7bEfirE2Ilq/GZkQYrPBCDIGOCADDuAAOHDJTAuO/rC0TeuTMyNHi0oVRGrLY5hnCTFwCko08SBSmXgP0mR99xBfdeQOW/zPl/MqejjKtlEqK6h1b9g+Xvc+a/iG0XHRWlc6GIeGfYFTOnTPvENJfwwXwcIQylFJ2Zwe4vAspLRcjtA4NrMkOZtpVWkWs/mrCSEO4RBgq8AKrNCE9nQRbedt9CymnFbR2ldVnOGfUSETNxzRAzmBBhn/DwStE8X5Z/7wDjH2ePIAWLWc1ZsDHQuhFnoon1kRxg1BzG34gsSMgkOivll3DsoAdnqhZDKxx7hSNV3ig73yJO7k0h8hNntVCojiVHFTLsqVaWMBpoETv5VZdzzVUgchDqUACPHABVaQLY4jEF1wQH79JYihGI/clOq2IVE9pI6a1mPoeFl8DZKaoEXBiQVRD+0wcPGw2y9hpbMNNA2Gz49i1xktzCzLy10hep+ndcqgDOcADeSQDlqmZNugWzTFx01kopGGDSFYCojNTR9BK5dECvGgGQSCFlVFEmSgGHAnRJfdzPdhGPKNEJUSD1WQPfeEPGOADdmgwEvrbfyx/ztvHZEbxA2DChQY5aDEbYlXPJz2MH3QBIrYCNEQDjTldKMsQg69HMzwMA+mnA6ax3kYrQzJ0Mfh0A7bYIOIsA3tIFOaFCUeSMcJEgjv5IEwIQ6rAAiiHQNWcNYFEQhOlQ/grQ3wwAp0MUSMLBZrwZLz5NjMtDcd51gIg3GUSTuwrX2OKANUiBUOruHa+JfPBGOQ59WyMdxjzilN0+QdXhVxnRAfvmjflL0SsQ3lab4lLt0pjkmX1NjtYINoyApIpETcfVNTcrM4rgelUN05wQqAUAWZwQVDfg3uUJ8jJ1cyHgilwOS7epW5s5IVomUTsTcoY+XaYF5dYj+xAqgRmf9dgcDgDS7bbP6AqrWQsYwcHZXhtl4vS+sfCG4Vcn4Q6wANpYAdI40IrXlA7QcNKZ4M3/AX4NDiNojMPPIrY+NOuEIP2oCGOO7ovT5PTRUD8bAKv+UN5LAK8tAAOMArcxUIiK2rVBbqDdFg+mBkdsE8m5E3VHTlEqJpUM2bJDLrtP7gvo7wzKmpCR80rIrZPuJNIx2/Nwg21qxE0r7HpSCZdfwcWbLHe9wO3/5fIUXs1AUtVgAIAYZJjS0PMZADSAJgMjXIumq//MBacQeem7YfeNHOwVQ8BCJnBIRx9c7wpFzrRe9z9hAIwA3cC+n0wG3bSbfwSJ8vwF7fL0IO12H/Cupwp5HWHyCZHL8i07IaDuJADt5edg2DJa/Dv+8Q8raYmx9hZXrDBXWVV4AhgVxQFtXGCn88mhxc8wMOnh46mfxBBjlQYQawAkGuEQWvSstK9Qp/8JH/c0Snic6E+e9Q8lKx5pQPKeJs4BzfIor2dd9NmWvzlR4ftDdFDqFzs8cNJOiUzbO4DbYo7C+hSxnRUX6x8qUg6KqtD9jQDeetP1OGnSj61KffwD8QhKSkN1UQD4CwCsDl+WF+9NVvbEgNUh3F/dyf5jc29djfKQ2We+5x+wHjbFzfSZPp0/zADp2tzUJLDkAy8a9uEL8SYIKOCGCyUADBpcEBGdu6dYMW/w4atHLm7GHD9+gRGUT+rnULBw7cOGjXPF6bhQ+fPn0iH40kSYbkSn1kyOTLwU0ml3iAbJYi91HnTp49ff4EGlToUKJFjR5FmlTpUqZNk7prx87pVKpVrV7FmlXrVq5dvX4FmxWqubBlzZ5Fm1atV38WP/LbZ/LRGpH4Zrld21QdOnSmol3rF9fkrFmC8WFzF0jPYk8bw5HD6xEuyUezhnYTx8odxJKz+jU9FGMgl2wf1+kMHBFfji6lr4kbB85TOLz9CuNz2dLl7pIS9eUADrzLoXbtSh0v1THvcubNneeFKvX5dOrVrV/HnpYevHmsWEnHPjb7ePLlzU81R9ajbf+5Ek/a/Xx+Z7pzfM+lA7mvpN1r/m4f3kYxjcZ5LLKPQlLpEX6MskebuvZZcKlsuDigAW62+WkWiXDjRoYxPMJoHE/GEUcnfkLSLbeS9tmHsH3yccDCLrbJxhtxwhknR2i6ka9HH3+sKjoghySySCOBbCceVq5Z550VVrjnHnnaGU+8I6/EMkur8IKrvbrgGzIavtBR55ouO/tIG2zWxAYR4xQq56fJVILwqMn0qXOpbbgxoAEutPGpy5FgPIAbQK+BRkRwwjntrbj2i6hFfuLbB4cGGsABG4+8wTHHx7QENdTrhBS1VFNPRbWndqJ05xp3oJRnBQAAeKfKdtRLNVf/XYlk70tf94nPx3X2QuecaHrFJ09x3NmMTWzmwdUnDVtKNliiUks2wqS04SKGCg+xVqeQRNKH0AO6AFHEEUs0kTB3J90JEW4K/dAjHB1jd1d9922KVH7/BTjgteCR555aXZUnnv7ikScQW6MVOGKJwxIUn0QQQSSRB7VNqh9++DEQrGjqI7Oe2/D0zJxES2lnM5Hy/Ik9aj2zc5+TYEZqz0u50bSnySKaCIcDCj00o8bC4RG1cE3sQoZCMUQ0x42gCXliq/X192qtt+b6p3ZWkMctVhL2yB4rrHi4a7XXLgrZiwURJJFEKOMYKX6yyWbpr9QxpS96zsSzH3PuBacU/5c709tRlFo0ShuMga4s8aCy6WKgGA6pez0E9alsn8q/9Qg2T9Y1ChtuvCXttWQ0WjROtl/XMmvYZ6cd1UBWcNijeuLJ/Ror5IEnOytrJ57rihOBW5CMScIn87ZnwUYb57uij6957Pmv+ddKGTAcerJBCcxAH5l5ep76wYYLGXDIB1KMsckG3qF0PuDPQOMio9p+5B2tNIxkW5Q3rhWIGBQwEN3whtQWlZPiNVA+snNgBCVonkBMSSf0sMdHfhe88Nxqgh/cl20Esw/EJE9jaFIKXNZkvq3wrS+taIVhLDM41iHNIyhKFs16Mq386XByh+DGpRyQA5WUq0My4AYXuv/QhTFsY03aiN9OKCeaBnQhceNC4Sw+V5DQxYZ0Q5lQA2LABVZ4I1EDUg4I1egcCK7RjW80y9eo5JMNCs+DcMQjliqGsXnAcB4aE4llUrgPjAkyLMPqmyli+CCLnBEcyWAgSMKHs4/4Bzc9lFyagHgAA1QoB0BoSQ4GYoBOVkiMMkniEg/hRG3sqUI8u99I8qetbcSgT/a7Bo6ORhRXxiAQ4oDG6qZWtTwWUyttNGYylfmUFSisJ+yQhzwaNao7LtOa4zmRYZ5lj3XUoxUQedlS4FJIs4ysb+5YZLauMTgvjgNXgIscT07UEjyxEDDb6EIQK4TEfOTPiDEaWkADSsr/Up4yiH0aw/SmRRJgfSQblhLjITxCDnUlw3VA4Uc+D+DLcCTjG46B2DVFuhRkjtSkIqWHFZqZQZ2M7R7O7GBITzpTtDwEnIEMlqD0gQ17Zgg39TzkXkxhinnI0CNn9IQexpG0Gz4KqDuZk/gCtSdv7cyJNpMlGcbQBS6cbqAEBWspOckNRPiEPSqRaj/oh8uMaCSNP9HG6WJQBUDci0AXpWlehVJSvfbVjS6VxzveEYhAxOMeALACB2MqH2Japy2Mbex1IjuddMzjcS+rG4pKwlOkpAatPkzKZHVSPaK2ApANLYcXd4kaFPVQnvp5qk8op8+NcqFnZ8rh3Vq5jUNw/xUHqKQiJ0lZv0O9lnkQigzlBsLF13gxGTLVSWgKaAVA5Ogbn/JrdnvCV+1214HuiFWUxHsPK8yDPMMrj2ifkx75HKRH0KVOZd2BiAeBVpL7edY0iQI4u/T0J+vQb1BG1pc+1kWQjuQIUw8EW3WKi3zVMis2mnYpGRVXZg1GjW63seGtcgEHBbyQ82S2orqpVQZi7IJFOCUbEgFligUEBCk89VbvGkW9EeRujXU8O3i04x3xAPI73MHStO3YyEhZRzSGqjwDZ26P7qDHUU5G4q8M6xxDTWdDKboRjphVs/xZD24rE7JsHOLDA8EUjXaCw4YKxR8eywY2nJi4LtHJvv/X4NZAYHkNih4NrzvR2VwBcRyFKPjITUmHOtQRDUY32tGPhnSkJT1pSlfa0pemtDrwM5QcH9rTn+Z0NUE9ap0MmMkGDtkeBeGOaAQ4ZpqlsldGdo5z9FEwlvGHXakmp0epkx+XTQkZNszbVY5BIENrgAy6gI2laZaSTmkthncSmltGyGjgoPFH+tEF0cTACqQoRTjEYWhSH4VYfeHLUNW9bna3293vhnffxtSXRMp73vfGd77nHW9022fTQel0uQX+afSOxx+uxo4/yJ0df8DXgYk2RTsEcdNnm0mbgmjHffbrVIbe+SrDKpY60skf2HxjHMnIV09GnMOmEbEkZMD/QYwoPPOAxqAL2tAbglxbFZn1kJhxfSXUEnW0hXOrgN4Od8oHfpRz7EHfT4d61KU+dapX/emf+IQp/g2UgC/d6zUu+NepcuPZQdwUygOkXap2opchph1k2nqGYLsSqWqleucQ+a0F19ZkhMPhFh+JSMjgNAcUUZSknFXiATBcbrSG1y6BMFXuJO2d+IPbokHXNVa8EaV7ZJMwXkUkxU4Uf5CM1qdHfepVv3rWt971r4d97FvPl09ofK9RGX3uPR123fs10VcmKjZOOz0Rtl0QfdF0UEZM94pbRRynh8d/QAYbjYSjHOWABitED1XBlMsBQ1xJPoI4cwoHnYVzClxV/zbXX6AY/WlHrSFP3D9Gd2y/9//dC60Vvf/9K8P//wfAABTAASTAAjTAA0RABKQ1MkE4nui6+4PAZeI9ySI75lC49lo4hrMOK6M30zIwyfkPEnKHRFKHBpQMp1qDNei4CqwkEzQNaKgPU4i+uIgeeGirb8gJaNCDJ+idHTKJ3/gk5sGNMRiDQzDCDeutMWA25duc5uss/aAT+TGrQ3Aam/OI1BoQ0esHKvQWbjgEAYpAocg/vOM//kvAMzxDdUDDNVzDBSzBUAOPMJRDI7EHerBDO2RBtJhAx8rDvOjDtXgsEDInUzgHGBohjzvBuoAh02s1uWOeuei4TAKKxmo4lf8Jh+MgKhY5DHc4jtFJBnshARLQA+jCFt8oIs6ZhUlZmn6QxAP5KSeUMlmqO5/QBogylKMSEQLRCXcQiAJKnTkEijHsP2VQQzY0xmNERjZ0Qxf8iAcExmd8jnlgmGiixncgMuvYQ2gspnWgD0I8B3gYOVismFmwB3W4smL5C5XDIfdgHkRUCnMgh4ToqNhgmWaRs0DQiNUKBycQReiSsDHgHEg8rlYcCp3THqeos9gCim0LIl9Ssdh4JNcRh0BwGguBGm3kifwjRkXzP44kQDMEQDMsQ48sQI5Uw5EsxmH8P5LsyGSsjze8vTjEyJmsDvCKEigRr8Syo7+jyTUqB9P/07QQdEczGRf+gDi+SL7zmYVH9A3Ecb5O+Yao1IiWWRM34Z4s9IhSCMVR7In0wZT2SUG6G8qi4AdZ9C+hKIyZIchrcCULKRqNuC5gKoV48Jb6cY2e9AhhLMaORMn9YzS/jAZFczTBHMyR3EiU/MtFazTFLMPAFEzDPEyUDElleElm9AhnxMvM3Ap/sALyGqxAECwh+8OwyMYJCsTzGM2JOUq4QxZYBIyiFKTqQb64s7jjWiiFtDGeIAfCicpxOA57XBNWCIfhjKRweAJRJLf04aQGcDmWYL+Y2biZcYqVMyShCCMUC51kGIdv6LtSAAQr6LaLzEy9DEnDBEzHPM/A/+RLkUzMcyDGv+zIxYxMxuS/xJTMyNQ/lSRGymRAONTM/8wLebCC1FSL0gTQBjpKvMOPn5lFn9GPBhuwoUpKV6SMVMQfp3SKcuiUHEmGDg0HVliTw0hFnxCHHSyFnVAr2qoicsmNBu0YKKQ8pFioGAUKqiIaXOxN7/SWMSqu8SyWllzJ/auPPdiD2uO/c/gEIg05c0QHInXSYmlSMgnMdFs0Jg25KXXSIl1SElQ0dEhSpyPD9TRHrDMF/VTD+jgHy3QV3DvQNi2LeDiYHjFQNy07K02+CwOzoJg8QUIk+0hHCq0n6jxLoFAZj+LODu07caCHQwQK78ArtbIUUrK5Fv8hH3qKp6lAEBo1ivUb0aKYIgOwQj7bTpObS1uyubWUQ40cQEVrOih4giQoASjYA1rbAygogVuN1b6o1VuFVVlFBzqIVb84BzqQVWNpuiRIgj3Yv119gicogSTQA76o1VltVWR9VjooFjJk1T1AVmodQDRVU8yk03E9isJqFTkVNXItnt87vXTMHtc8wXb8iAT909dcnEmZUXjliciwxFHtUGUIh3P4mxEaVDOhqkuxOddoLdxkiiYs2Ne6V1T1CNM5JUAJkRz5zi4UTx91z1VVB24tgSew1RKgg745zpAtARIgWXSAgnu4VSiAWaeDAgC4B2VlWZL1C1OYWQCAgjL/bboSuAeYLQEAKAGZDdY9cNYksFWixVZt3YudhYKQC8AFTFP/VNertQonARsrALKzaQcC9Yo5xVqt6VN0dMUmG4oR24dSkzeYrE2nnDx9BYobGdWTo8xzEAfsCbw2S9uDtZAxuMs6c1Gl0JDPktg1k8Wx9BluuxSJai7fBAR5QJ271ExVFUBzBNYSiNYn1YNbdTqWfYJotdUn2IOhWsCdfQKTLdpFQ4cnmJUSQIfA7NwniN098NxdjVpbTda9GNok+IQyRIckoFnS9ciOpdpwZdOxVd6l+JqbjJUneQeZpA6xXd6I4cCQa5S4VdwbkiW+lU3bk6TPWg+nYpyluJGo/+ROu1VQ3KpO5QMiNPNCypUk+rqLqoiq7VXH8KlfpKBY4rKXcFgFuiwgcDlQyy3Pj3VWWVVSnY1VTQtMMrTd0HW6Mr1ZoiVSW90DRqvVFWjWDI6G2SWTQBBZoyVSzy2TaLDd1RVSpF0BKFgBOghT4wVXq63eGi4Ke2iHQGgH70iMQDCvnbThtUkykinTf2OzTi3IezUNYjEWVxRfe23Hw+0Pf9hNf/1XYsSPopTbMvMqi5RfwCAhbGjfprhfKY5XhnrYt6gcC3FcbyCHVaCQMeoZADXglWS0VsXVqDWFaVXMaEiHJGvdW32CFZhV0G3heHDVoh0ZmI2HWoWCRUthKP+wAlvt2Zsl0mZlwHRABxN2TNC1gggmk2J0z+Ol4SA2ZaOwwyI7Za0ZMH9zlHaUQqEoS+n8iFaGSSiMraji26LohireTkSlzKRkMxbyh+1wB42qEC7YhumBC7m9Flx2Ztb6qcEdCkQ4MT9xjW7opS5I4wis4/gMzL654Ji1VT3QNIjDuz045CbNWZj95JFd3U0ugRZ22TLVgyiBgniAkkrG4BSOXSaRZ2X9S9sN2pmtWTKktbstFuSV3lV2aI/AC3jQYbDtCup96FPxB3NCvkbk3o6LZT2FUR/63k0L6Zy60GieKKgEZgU9Y2q+BlaIByuQAdGorWXGqI+GtktC6UT/RGOmyKgddVx/6BaLdNNvPkx00IPS3eNbnWSXnVVToAOlvdliJcObjYc9PqwSiAeWjZJbpVnRdWpTiAfPtWrcFdaWXd0pNegnmZWoZdVRnuGYvOiLtgetfRKc1MnFmmuB0egyrVfAgRCJDQxq4VuQM9s7KV/N0d+jqOL0veJFA9RL9Yl2iJWNEiNlbkWKRlyXUJDO+jIkVoq2TJ1sGD9cKuAf9djMldWRLWEAUFpbDVquDtrFcLpd1YP6GNpY7dygLeF7IN3OhV0xcdakpmR0GOtY3dXY3r9PAFpZVSmnRj2Frlq53utV1tooiSZZGVAgrm7JArCtkE101K/PflhL/8ofnFEy5FuHYZZmtSwK7Kvbf8W7P02Nnua6uoyBxutRs0jLnTMK3GoRM2Yaq8qGWtoozClq1L7cplMCXr3WocrcWyWBZP3V3OZVOqjV3f3YWyVWpVXWVoUCDJfqkSFWDLdVGL5ZXEVu/TvWJCATPK4Dc+xY/pxugEve7q7hehDQechh84IHK4hTauJJHE+LdIAHyMiKRLMPY9Gvwe64pHDY0SIZWws8+ypjosA+HOnNZLjbv9ZfSWSFa47ftUA//AXU/gJbnUmiMYjUPWtTo+7IIYXZYmXVTyDWEH/xX53zEC9SJV00U6gDp0tSKR2wzyVSvEPSz41SRdvjO2/ak//cizr43b8cdAGMaxtvaCK/Wh13JlZgKdBUZU13DnKoNdp0iutlcsSFZSh/RR8ybEXqtTFOyF0GioSwLkSlNY7m3vMey1q6FMcjc2gW7Efx76a4TlTqHzo16jJEvZFsdse8245NScac7/Msw/mcz8Vs9mt3T2qX9r28dK4LhEwX9XH1h2iKMlaYo3fIayEvd0JdCCTvCpDzi6tIh1bGuwDzLJQZJPeu5YhzmcDLHLX1L18+uQ7N9SZnMNBe3KG5kOU4K4YFClijdabQmZmLgY2lYwU/YMLEtI+PtMYMTPusz0zrS8kkyXD/CXF995nU5/JiBSD/Gnn4YXdv+Z4QB0L/+7MkJ5kJPXUm1T9Xi9tuBrzztpZ0AHjOiDxVx9CfQIgc4VAuX7QAm+Wm9wnT6SQc2O+0iPJr4VSryKjxuxTTfnNCLMmT70uSR3vzXPu2R/sgZcmpXehSvnlyXQeGCR4nOSwrUNO1sOi99gdoYDFoAMOtSG/1noohtg+fV+woHiTckLZ14PGJM7D7KZ+gaOxD9T9dB1R4pTa7ZI6yhLwx5jV62umg2AaIiiiiD0ONjPv1XMllkH0BlP1lCMC9TEYEjHv9PENSpu66x9ol8Yh3SBjFsnngv8K2Kpwd2QoORNN6VQrFDzlTB3DWvzBKoof5Oi3Sr80oBAqEEKYc8T9x/xD6WLcnfuiWA2+O+/X6L7+KKdqZOU7wbJW9+rf/+8f/+x8T8OU6gGjH7hrBggYPIkyocCHDhg4fQowocSLFihYvYsyocSPHjh4/ggzprp25kCZPokypEiS0ceDAjSsVjtzJdOdu4lSXDuO6aOpMoTOlM2G/WfiO4pvV72LRffj0JT1Ybx42pPv4KeznFOpVhuTCuYQ5Tpm4dQibHt03y6E2Lg0acNG28iG/ffqgrqVr925XkNtkvO2SbS7hwoYJn0On2BRQxYsdQ44seTLlypYvY84c+dxOhyMHHg4tejTp0qZPo37oLl4gf/bcgU6t0J27krJv484dsVy4l+PChf+TWU5hus4Wf+LMiTHaOaBCjR+sazXvxVlboxrs1yqR1aUKZz3iSz1hy2/fxv0W5y+hdK5YG27jZiDGofWniz7F7hD83aTvP2bjVgzb6FaggR2pE1RyCzLYoIMPQhihhBNS2Bw655jlmUAHctihhx+CaGAgKwCwwjvvyCOPOxyOZNuH9r0YokndtPQScMGVAg2M16yTjjrnDPXQjtfYdOFNyiRmSjQZTsScY+pEk5VRdz0yy38VNdWfUtk5lZaVC9Wl5ZUGfTXOecn8Bl1B0lk1JkLadMHNAfR1gxp+ZOizj3cM4aflnh7100UM3GAjo6Eh+hiNoosy2qijj0IaqaT/k1JaqaTqqEOTaoHYc6inn4IaqqgFBZKiPFa8w0o7K1gxJG4jDXeNObPSWqutt+Kaq664ltOrr7SWQw455QDrq7HHIpussssau+uswQ77LLG2Mluttcc6a8600G577a+2dmNON95A0xs4MonDSimljANNOj2S8+NiOr1r6zrACjstkYkFham8QUW5jsA99mpvhj3xe6FOAw/sDz+zYKMPnmrx08/A7NgzrbbKzlrPw3ZNXPE667GZFj8Db1wSWlwp5c96915Do0tnhrPwveb00097UGFj5c3PzlpnP/HF0MAK8rRT5zX+MNy00/VAHXXUA9tjj1lM1yNw1utkzY45/yPrbBQZZPiXc9YE2ZezdRKTQXE/LsMdt9xwE7RO1fWgnd1fcf3ptN9/M5z13IOPbJ8/GLNj+OCLM4611I9D/jjg9cBddeIu+x255ptz3jnkldMDWtN1M4w203HPxfTAaAtsWOmsz11QO+90Oqrtt+Oe+2hWWEHPPIG0Q5AV8sBzIKx1Z5u88tkWfGuv0S4fvfPVJh/s10Dzimyt1EvPPPTdg9tNN2WeW4o48KgaCDjJQANNwpDZrGu+Ll9DDr/nRJOOk5+go07T2tqrID5KGP7e5TSdbWViVrKYwDaGsl3VA4H4UODbroGWoyACGydb2s/8sTK88INuBCHHzM50jv+y9MgcHtyZeyw2qw4SJBuB4EYMYmAAFcTDG6ZT3d/i5je4rQNjV3Ma5lbnQbGRzUoVYweTCCLBseHjKhU0yOBMV5DDMZGKBdFGILYxpsaBMXYOoV9B6mEPyl0xjGpcIxvpdrgz7rCNcpxj7N7IpNbpLiWukh2n8ujHPwIykBJhzTXY0Y7gXeMdViiegVokyEcW6CsvKQUr6EEPVrijFDBBUykU8z7OTKRIFzLLOv4VpIf4CCg3WRKYtoKXP1nkTnm6knWQgoh54E1KT8nTlg5So28kIxlAUtPKjvKlhmQjTjU0wD3ioTTT8OMRUDwme2rJl4qdRGewhCQ3u4kad/T/0ZviHCc5D8Q79AFPePKgh/FIUs53EkYcyThXOOjBj2xgI5NmQk8nk+NJNTnESf0TYIJWCZEBepKVrexPXzQypVkaxCgYvCVADRImvCDEG2ABBzCF6b/odMlkD8EGF2poQxLo4ZmlCVMS3USQj+0yKduEJ01r2s7Y2DSnOt3pRdoxPFPFIx4riMceZeNIniK1IuYIxzfOxQp7WAcb+TTTmZSRP/3x66MQKaUqo1QQ5iRGqwwZIGPw18SzPLRKM63IRfHxH/xgUBDuYKRC2iPTg8gTPeipmZraGkWXnuUQRaOhAVCqw/u4sqEWdaV4kurYxxLmM5CdLGVz6g4SASCz/82ka4GOWtnPjnCev4FHNro01Y6yj6AJjUg0GiNWIiXoQkvi2kwRKtuzIsSuis2IViaon5IhQhDtmAduC9KnvxpEo3pFD5Ca2Fs8RbGXyBQQF6ywAhWk1E6JHVPYdsmytYI2vOJNCDhrN97zotd28zjk7FbUIc+mF6n+2GhM5hFSbLAiHGhCDzQMItBTMqSUqz2IQE0BD3tog5p1+4knAfydmCqYt9fRk9qQgg9sCGIPpqhoQR6qWGgkwzx61QmM4NpYiGBDBnPqwjZGIg7ZeHg8MJVYFNUC3vjiGLLgxGmOe+zjHtPGRT+uKTnQBBNKWhgf2iAHiH3TX4L4qMHFPf+IKEF5kFLyax6twIaNC8LVBnN4sRPk5Y0pMqW/SjAtrTDFHgYKJggXpBtgEfE4mhvRmKpFItuIwQFksI0yi4Y/GH0pY/+KzSEjOqmSTTSjG50Se1hyHvM4cNXQ91QW1cbR5eQNemDijqrkJypLHYcnwBGOWF1DoFZmSGsV81rVouPTIiWIqh1c1+tIFyHlEAeqIRLN/lSMTY/Yx5pdPeVr2LWXX6FzMqwqZirl2iGChUuhcqPbnLGQl5reNk0Xze1vgzsirLDuqXhnbnkcLRA8fpU7w/1I3hj5XLLuD3YkaaNYYdnYAY4t/hTSE1O0QxCg/ms96NGYYeplOgrxR7n/fgONw9IlPCCUKD6qVA9+h7m33/WHunxTZ61e0JhL6Uc2tJGNk1csZ3vqB0kDA2jR6HYW1mRotN1tUya3L+c63znPdy6On+dcHNAAes+LbvSjBx3pPCe6zoVeLk1pyLw2n/rUV6XZFJ07Ra1pp5ARXVQ/roPJYAlLKdzBiqrcZQ1R9E6NYPLkVN/Pqwr5b5ht0o55q9kdT1JoQ9b2yoRw+iUwCcfDE25Ma679GgxGh9wTIjaWZWMk6+qn3GuJlC3xAxFd4ALnOd+Fz3/+ENsYQ0kP0AAC6aZP+ngE64/C0ENTPafh0EOpBW/72+M+97rfPe977/vf994TnigF1Bni/+3YI5/b9IjHPTRrhXaws5BS72y7ky+qdYjjJhv1TTjgoY2trGENg1ZuqZOhKQHrOyHoF8rX60cbVx4FG+34Z/vXhET9kGmjwhf+4MUBcYPQxmBcA8WpRWLRmmsd2+NxhVRlUif1T4ZonHsQRMsdQAWa3ltgYAZW4IBc0W34w0Ppg/jdhQRaX02ZwzjQXu3dnjCw4P4Jw/7BYAzKYAvKYA3GIDjYYA7q4A7m4DgU30IcXwkKIaKxgiJZQTxAX4jA1xAaipOcw34N3nBIVPiJXxQVhL39RqyoWuP51/2EWd3AA6ipXfzRxjx8YXbM3G6RS2+oIA7yX7uQA4x0wzZwgf8MCEZRPMJRDFt44EleVFmYlQxSSNU80IY7RN8A4tl7wAmfWeABGMAjQmIkGsABcMNgmEMgvIN7pQYIjmDFRRgTitNSlZp5kGIpmuIpomIqquIqsmIruqIqvoQnjEOvAeGGgOIt/pghDQ+qcFYjVV+i1V9uBGNC+MOPnIMyBNN5nJoFdQkVkuA1tF27fFVO4FYqpR9DsEn4CSI2HKJD2BX+1c/2+UYygMX+Dd6TecMhlFQDyMAY7MM+5GHFsZ6WLNi8LETYvGOS7YNU9Qw/zJi2IdshAEYDDAo30JBJmV4NVeB8BAJBXBZKdd1K7UV/DNsC4SI5ydlLvOJGcmRHeuT/R5qHJyRDRJKXLV7kScYXPLgDihxNOwwjaSwhShqITRwjMoaYNCJbfrCexLnVFbVdasEWTnAh3C3GULJHM2rjrOnF6xmEPDVVqTlcsDSZObbLKrwDN7yF6XHDGFRc2oUfsH3VkxzbS1meHsbjO8IjnFkQ0awYNmiDNmDDNsjlXMrlIXRBIMjFNZQCCUCkbETg6lmkTHpTRppHMoLkYSJmYrKiSKpULa6bYEImZcGDPGSWPLAC10WmgWBZTYYYMGlKSL0jT44Hb+AgMEFDsKgDkiBcF/6TXuQhvXlJRDyUfphD23Ffr5UDiIUFKQCCFZhUDb3FVo7gV16TAFlIvzVE/z/MAyJkUJIhRSfqCUHQYdHEQBfkZXLuiTs8QV+mhupVCexlpiDNF0d9ZGeyYjCZp2KqZyu+YDL8n2OGZ3w+lk/dwz0gzUuORpA1Ghm9CH4SVE0i4+C9FFJUCX8k0Z+IQ1icIzQog2qqh5fJC5BABFw5J3J5Y2J5B/nUHuE1JkGsYSn0ZhWYlEEWjQPgAJ6IoJ9AaFY5hDmoyt3xo4VBp3e0RdFQW0XsJXemhnRQjH/KJ6j0RmGmp5CiZ5ECB3reSJIiqZISKZGaZ5FCaZQiqZRSqZSiokiSJEIE4Y9y6Tj5wyW1Qzy8QyDMg4foJ6Pxp4ek6UNsZoOG2Pq8GCK6h/90hAwV1UjtQelYGMcA2ZnhYRCXtcl+EGheiIO5QGU4xOlCQEMgcAGJxgAXHII6lmg+hGCKguN/jSU0usS60AYi5CN0vkcy8VkDcMM2+ChBlMITYFeWjsbDfGKX+lGQdpQpVqmSLql+HemSQql+hVgw8Wph5ipqkeOv+mquVumxDmlTjaRqtMP0weqzBhI8BMJPxUOZgsiZeorOgGe4DVCDIqN5hINtTJg/OsU0HURthoV5cNRyvV06qKY6jJEFlZYtIYKsXV4ItdLl9UM3FKrtsU85dKhBdIM7VJdB8k4gsIIsqGMDOEAOVKoI7tYfeoVoxUQpDJfMgWZe8ANb0of/AFIEObyDHpQCbvjjFEHrH8mqYZIiej6l8KFWy46iut6gzKIWDq6PftnsNxypG/IfMD0lRyUjDK4sOYbYDZLnKQrD+rAqADbryTqtH8GDUN3D0TxfL2La0nLIPXHZq2oalnmrkeEkSyXFEe3DNMESvzac7blEmvAIg46Fu8iKtpCD0yVpOLhDBjkFIrQD8NytheWTOyRp+5AWaGaDhpYaogasQWSDpNYQN8QDIJTCKlhDOmKlw4bgCO6W4jmGUaJNk+lVUDCSq8rcUvhDfGBgXGBErzytzRGmz9IqmnjCHCDB7D6BSCaDJzzB7JIAEszBS8ju7M7uHJSa7PYuWMzB/xx0wm+MA/F6AnB8w+8Cb+3i4PGKJDhA7+zmwfoQrfXOrhMErye4bikq7aY46+qar6e0Q/MBgH0eYVCZW9M2UqYdynH5h7uBVYPqV1Mto5xCFLKBzF0BXrmYJ/e1z9gN6682Fc8Knx68Qzvw4zacCAMHAnM+BSJgYgoucBchAhlmkhsO3g8mBJwM5KM2MLv8hjd4w1We6OX+HYFlVVHB25nU2aohBElRJxf82flmZuuiYjB5AhLsbu7yrkts5+7yJRLkwQ8DAAk4QRMLLzg8wRLrQW/k7hz8hieQwBLPATkuL18+QRE/ATjowezqQRczcREjge0CBxYDABJ8MV/mQf/4kuL6vOdshJMO47GhsII81OcK+PEf93E8WO1tYKuM7Ex0AVaitem3mmZBTJh37EzmGkRu5q/gdZSCxuL+dcImc3IneAIDbwNzIsI2YOInNzBz6sMoBwIG64EeaPCFkTIgmCP7kEPiFgRJYeVb4LA3FKpezQQrcMEKQ+x4GKercVih3mQw9embxElw5nAeCyYPn2KIzQFfimwr64EYW7MmzcETzIEebKf0igUUZ1YYQzESTPHsZTEJPEG7jMN2zoFM6MHufnISoPMPs7OpzTMJzAEwrbE1qzM/a68p0jH5QvNBg4iqFOJIsFcgIOypGkYhh4hEdSKacRtYHSPOmlr/rLRVL6meJFORVM6TJSuwDgqexWZQBuFXfpXd3W7whUmeJo1pKGNQIMRDKx9u4fHJdCYkDhdE2sLhNnQB2YSHhV4ZvxllDHeUQYWwMpHqISQyQguhNJci0eLzE+D0ulTzExBew8VEOOdBK5vaOx9xK3/xFL/zF7sxOLRE7j7BusxzGIMzOu+zJ0DDV4SzqZULFqNUKeyzHrCs+LqnQUt1YTeaRGfTR1zUCL4eRIPEmt7OIr8pTiIiBTnRbNacQuim+N4eehRrVw8dOcBlbC5Nx5SlW8LDz53dwOmtJrkdLSKEP2jDIdBQcFqnwAL1XbMCIrSeFSpEbAlF/jQRiBHp/zIbBD2sYw0JhmGfJFWv7JHOdfD6LlaDtjh8xT47Qe6itVs/AR18MXVDMVafNXAUMR10MzoTMVaDczvfdThsNVv3qxe/sROIZP6SYnvWMXndMXPzd44hNkhoa1SbWUx5Vws5Gka7qf5CXbn2L0FMyYFuFYg9KTnmXL4ArKv0llFHFGiGKuHObfuQA9ZeAzw081tU53VeoX7tlf/B5V0gAjGTSWMYCZSQ0kYFk2py7l+Y+G1rBDnMzmX2d445N7CquBjPtXijM6J6dRerdxm3tXoXcRJcMzuDMViAcRGXMe6qNzvDoXvnM6L2Bl9CgV9X8UDft0jmt5bud5CzuXj9N/+ASJU2bGsszQKN7aF3RdfLjRef4u/avh2d1u+agEyDO0Q66OY4kCNsY2OXSHLIKYVWMLqAx7Y7CEoDaOUheOxBfIVohYM3sIPmfR42rJU1QgaQMNl+DStyvsk63uhGaKeJtHl8DbmQxq7I+jVfHi89ownxgrNAswtwnPOU43qvszNfkoDwATE6Q3E+z3UrwzE5ggMQhzHhhQNfT3Gq6np64jdhx3q3V9abdwQ/aIMo9yhGIBCNqYXMud53lYZjcwiCB+j6QB1m/0lRSAyhO0T2oUOdJSpEnBlIPwyB9nZ0UYQ7+OYFlmpUN5nbiYPpVmemU5kxlrqK71U43ERx8UP/ieOAF3FEKawASrm7t7/TrHdUNfNuK5PxGLOzHlQzP/e6N+M0Dmq3SyCBFucuO+dBy4d1FbcLFqexymfzdiIx7uK6P1c7rosxENP3kG67Z6y5yEP9ToE7R9QFIkARxWDEIWssCOb5kPG5MtDX2320mzxenkVElF3IGYIUU95agbN9RCRTAzxiA2y8gKPrS5BjIPCZAaDuQvSIT9zEvu8XP5UdK+AWP9B2cEJ1R+SoHoR81IsTyRctGiOBE1jxOOQBEBt77RK9sa88yye5l/OudLvEHFh+N1s++4BDE+tBHnhvljvB7mp+7RZrtPOl9+5u9iYrmnM75Pt+TU39RjjM/z6gsjHN+UGMD68dBOI11D8i8o/dr5vuFdR1tJv8WguzKcZJhNhmdocxFrtLRD+0g4o9arW16JzFxLSugAGUKpvqD4OCBYgy8IkAz1xGql1i5XwsN+NbM0D4uzaQYEGDBxEmVLiQYUOHDyFGlDiRYkWLFzFmVNgtHLhvH0GGTJYM3BwnJ+eASxZunKc5SJCkTNbSJMyYnnDO8RSu45w8LvWMCwetI06cnTyt/IYTHDhPnVSSnDPnyVSPI8NJdfKkqs5vyUJ+FJbUm0N3gexpVLuWbVu3b+HGlTuXbl2K9AJZiWeFb9++7brZtejOnbm6/PbhU6x43yx+C8mxHCqOnP+5frMWNzZ4ObE+ffga8+snmKA/gaQrplu37hprhunUnTunTBlLldAMD8RM5vOs0QYRewb9GGK0c+jUuX7ID58+Mvh8L+Tc/HPou4G4vNMWMfLMUoCsxDAQ41DEdERLkdJTRUYM9+4bxJd/gD43bG1LkSChJzdq//8BDFBAATnyKCyQRgIrLKwS/IjBkRyM0EGewEoQKwot/IpCBy3skMMOFfxKQQjDGiuZsho6K60BWWzRxRdhjFFGiVixYoUbcVxBHhzfWXHGgQjrby5+MPOsuugQKqeopsYZx515sFlsFoSmM9I6/077cSBz4GFlHnjgUW0h42ajDSyVyCkoMd7/9hHtoODYJO6hdcRhRRzlHGLOOegaIpI66H6jiB1W6Jkosm/G+U488gJ1CD1AqoghPgMordRSSsmTUy1x3tHDHS1BDVXUUSEq8ECRLuRJ1ZVUbdXVVkFc6cJYaaX1VRBFhDXEkExEkSEVSQ1W2GGJLXYudtqJ5513AgmkHcLaaZYVUd1pR8ghMfvzSoOgaYkpcPQIZJso8cFGU4Nm6ezIc411i55qn3XHlHnUiUbMgtaJrUzbwAkny37WHI7K3cjQLKJ10klHoiKfY/cgfxBjzOG6iEoUkEW7yAYiJcMpJZ73uJFUvpHji6GL7dzyppzA2m3Z5ZfXMvVUBEmMleZa/0kUcVedZ27wQJ95nplDoVXydSFgYU5a6aWZBtUfdqi1ljQi1WUMyYEK9KSppt5pB5EoscHGzsoQingx0BzjR7R++lGbbbebZmgeROiGFx10TDHlnHpVWyea2JRRRxmSVBKnoCJ7UyjdPaec6zLq2nSo7VkcE1CcjiGVlAuUG/IHmpnycg+HMbbZ5pDTTTf9kNK1yTLu12GPvaKOhhba9ttxz1333XMv2qx2fJRd+OGJL54depC3Z55no772MHU9ayxQcsZpitVwCAsbH0SiLUWooco5aJZHmlPskUf2SV/99dO/+iLTQuUHG0RAw6baPfb4RP+795ZNNtpYorVw9P8HYOWLXELgBJpGveVxz9nHAkPluXCErgEx2MZDLtck8LgnY8Xz4AdBWBB/0I53JTThCVFou179DmohdOELYTgjfwRCHve4x43uAQB5wCNU1XIeXaokHINdo1tNCUdZuBS2+W2jU0bR2kpwc7jEKMZIVbQiGb42MYmY44cv8hNj9tGKeZjibnf7RBnLOJusMAkaBYlYdbT4RoFJBH7L2YcQtRgXf7CMIt6AhsckRR7XJaQbn7OYe7hxCAjGkJGyqwfTOKK1FE7yVMKwJCUpORZPjCNNKQJeI0EZSlHC5R3yqOE9TLkCAFiheQDyUxU1U45SSNJwulnM/NoxS0/oQQ//TBkHFFFENSo6hwzFNOYxEdE42HEmMeRDXxjr8TfZoLGMgbONUMJHEIYBSiGPi14eNRKc3iwyVOVYxTticIAYcEFjDIlMkwC5Am5ccJT1tCeM/FGKnziRn/305z8BGlCBDpSgBX1KHsBRy1998p4NdehDB1IPU84jEO9gRT1qFIhWAugy5HOOPto0j1LowXfXMFtoylGxpvQTHEKhDDy0EaX0LcaKxFTg6yY3xbMpRpkI+5s69LW3wVlPodcooHCUmZDFPSepbxEnN4lFjnZwoz70XEi34BmeA2zOIXVkizlYUYqiQpSsIAyH1raWVrWula1tdetb4RpXucrVE6Xo/+RCg1dWve7Vg/6QxzuAVKhrVHSjHB2fkUDDikDooRRtHEhn5tgachCFJPxkUincwQpWaINynV3f+T76wIx41UXMpOlnMgNBn/40K9/oFx9Nekc4MiSB7nvIIBeym3FiCbcTYQUX3vMOox1ESTNJVHhWwE6HrKOLF3EHV0rBV+m+DE8ImSw0sJtd7W6Xu9317nfBG17xjle8d8XrdNGbXqaxw5SFUuxA3mEFHoLKhwOazi238azc6ClxD0upStVaCgFnNnhsC+IB3wcjIqXrbPOjW2aaapB1fM61yXCsNv9UOemsCaTk1EgD+1ssb3ThPVb4lEKwajF5uCcQHqZLfv/2A1v1zpjG7apWXmucYx3PKB4rkC88rMAsHc1XS/VlEdXIVy5EcA5xCFbIfynUJCmXIhzZLIg3QQpOYZm2wctz1tekpJAJk+QbVb5yk22LEN06uS0gZvOwthGyFcQgEOYtyDuFoqgYyMCq/4Exf3YcaEHP6MaDNvSh/cOOeMgDau9Q5T3iUdgBITkzollcdVxskMlmhUQtDYedr7FNLXeut6h5HHVQu495uEPAz4qSPr4mWOIGcBxRJEgC36xmyI1ahDJWSMTi9B/SWiQbwJ1zPFZh5dIYUiir6PE6OccQLrrlz81FtAure21SFVrb3fb2WvxB5Lz0SNICqgc9lAj/xn0kGR+P4LVkicJpBXla2aFuDlNLDZF8C8YfDBbOM1ct4AG/um7wuNYIt/ZpdMkWqgy5dMNva0d8OPDdbdk3RPoRCBnM2QpUtrOSpByOVVhhPB1cbrYzUooV7Mfa3ybexV3+Im7HnOY1l0gLy40avwH1HNVyh/Z2ytNBriYd0fhpUMtkJp8lY6y1zbRcJlfxh8kRbfygxzzOUb1+kcNsiNiGOwxeEHG0pKXQcB2Wh0hbhqdZLbiWeoz8EWf3WAEQjVV2EaEYiHQySkCs0IM8omtzwQ8eITMn/OFd7o547GXxfInHiekrNQDly3/wxCy5qoi20fgUqPpCo/72h47//w0uRAonCMAY93a1tC192JjHl+pldNkbXR13KhvDsjyQ2IzjG8LoF2umiMt2iIOPRUmKnQsYbMllC+Jsqa3qYYQNqsaA7t6DBsvMYZtwiEMcFzvAPAdEJ1bUG/Hl/3a1cG5+9Rva0Su4oSoBsMr0E1ry/oHNcc4xk6YMPOiuH+M5yKiMPgF/CJCa9kZwlM61hKI//OGOKM4/6gGmpggRBKECqekCz0FhzmyY3G0g8qVJFLCWmA8bosUdaklJnAIcLuzWHBA63o35ci2cWpDt6gLmloPE3KPuqKyWiui1xAG4GoCrbgvl1q8IjTAhDO8IlTC93oUwNKuUVgCweqj+SP+DTP5H/1oKs9wBERJhMSiwHdrBjPAH9M4ojYDK6FTj/pSOqA5n4kCKBtvCp1btwYRjewRhDMlQAEUvGqTIgJTpnRIum8wGG7YhEHYwpbQuGUBNt5pvIeQowqjETW6rSCKrZeQuBuLBe1wqMpiE+FgBY6BvCUVRCZFmFE1RveAhHtoh5+bCbwBQ9MyEZu6mArmQAgOBAMuQf2Qj9uwFIdQQQozIVxCnESNi2A4CNmLDFNpBEOgGsfAhEQQhby7QjM5IHTTwjXZrILCqKb7hwsxme3KJytZok65vM3TrEeDwTQImHXMqHa8MsmJwWKSvgjIx5NaoX7yhGw5hUcrjFP3/MUBYoR1Kx+tKpyAN8iARMiEVciEZsiEd8iET8hACwR2e7hpK8R8xsqwIawpbri3uD29mA6hKDxoAcBmZkQIDcBdjr2+IsCDIhPQU0BvXriIVwhw08BilqYyWkX6CLhFaoRVmb/Zi425MITleabYGIh34BU1Ob6a2h9W85yOcgpPU0YAqDthyD4EYTPPyBLI0zGW0gQsqiAsEDAQ/QmsMxxvQyQC4YVoy8i01Yt/4IR7o4z3s8i7vkmQqCC/5si9L5j3+Ej4OYC/1sjANszD7Mp3owwqiTSEuEi4hc5SsYIfkghXeQVncciKMjC7WgRxekX/shcK+Ik3SQRxWjTBe/w8eKKNvKEINW8sjzOyxrPItxOEzZ5EZz+Z8kizt8EUdAnBeqibtehA2hSRdgo/VeC/hnAdx0LHi3MxhqKZq3HEgnuorWyYbSKwBrKAdeIL3XKulAuO3GmCr2klAwModQC0yaa7YDGAwD3M+4oM+BtM94/M97fMw5ZM+C1M+9zM/6WM+5vM/45NSZOA+UiQQ5k89FZR4FItZmiUvUEnW3KIdTGlH5KEdWtIxqTAuUuo4QDI5WgPvVtAfEqZvbJAhKE+NzkQoToMS49EiPDON8ubnutB8KMejKrE3iZJcpCRQlFLrCgc4tlJs3CE5W2qsZJNNpvPMZIs3TcrfPEP51P8OqWgyVPphH7/vEMSBwrgxHAYCSxugC060MvWg4xZU8PiBC9yTG7jhPt30TeE0TuXUPtmyMZGwHRL0TPU0btoPR2xoBTQKLigUUOehx+QB8iBiM+MCz8qEDwdCHPRPEelCmgDoTJhON+4oRzMiHTxUJX9Sp0KjoyotIfIle87GfQBRgOrtvvZBG1jhmgZIHfekTaqUOmfy9MympogRODKsVkElztQpELzBG8JBKqlysFZAnfpxQFSO5fY05vihC+KDG3CgWq31WrHVWtl0W7m1W731W8E1XMV1XMmVTXGgTRuAG+y08BD0Wd01bhTrWTSLMPJ0LawA0lzjXqUwIhT/9S1QkEmUwVG1UevCwdfcIkUr1bViFTHo50UnIl/ISG/spR62kiufVFsmph5agUdvqiB6cJOQ1KjGRzG0gR5YoXpMz42k01dFtnwqJ6dQDdV6Q8uGcUlHJSzHsizIgXC89Bq8gQvaU11b5M8M9l0HLVqnNVuVNlvN9Vy3VWmptWmb9lyrlVqXtlurVlundmqXtmvPNT6U60BxzGjJNmnGtCJ2hMjcYQUiTSL61S04UWt+6cJ2lo3s4v7UaI1qzaj2ARFCLCMoDzTX4b4s1lYzDDqZ7xlboVF+VDkRaIoawx6IQhyuBRs19SFc1DGg9DPQB7SQMrd2TWmiNZ2Eloia/6STWIEbDCBMQ5Et/uxsy3a6kDZdvbZ2r9VqbVdqcbdqn1Zbb5dbrxZ4gxd40TVsfwUtYjd5jQUvliW+5GE746K9CIIVnndsj2ZD4ZZfmsTCtrRYBWi44iJfAKc2wEIoyMGboAN2FYJMJNaWThWCnkp6xEennhIelCOD2FDCBkJUh4O5qotIcFR+KYISn8mj/q2zAhgSN/CblmYbZECd6IkjCvZLZWA8lpVZ9QPQlPdopZVredd2QTiERRhbd5dpPXh4vzYIy/N663WDXThGakRHJtP9IM16MUKi5EHW4GGiaAR73SKllrKlXAsnxiFk4wI2YJGymgQa6CGmeIplff/RN/MGRCmxcNGF3XjzG+0wGtXBA7dxAR1RpyAxV6vOIvjrbOowVAHYZV3sKEVLaaRvdcV0IFRmIPyBxNiyzyyHLwLvhXesH6SVdkd4kAm5kKG2hLtWasF2hTX0kfz4kWXkXv8KDJs3M9uCvXKYIHZYHiz5d8jvLToziJ1CgNLzYdQXIfKFf9SB2cbBS8jFYTvnI4vSHr5oXbpp3WbTcFMNGwShjOwFf8vOHGTMHE7j1HIUG+EIim21plJNww4sjx6xdTHCGDFCG0ju++w0LOlDCFnkPI0YkmU3kBFZa9s0BrYWXQWZTUVGUrCWC5wWd9mUdt05ZEbGnHnXauN5Wnv/957X2VurNj5wgJGREHnBuaBZxJRa+C2kdyDm4Xkl1CHAsFCYqxwomoss+qIx2hwouhy4aKMruhss2jTK4XLOZKVI2aI3Oh08mqLpAR7IYaVhOqY3OjcgVvRWOSvgiRWwIXqyoR80WqYzmotWg/MAUG/gwR6mSIgcox5WwzSmTZfbLW0stzFaIQCRQ3BKutZmmqPNgRzIAWqOcjgMDJmrjh/YAaVROqbZgTUgBnEyr+rYxh+mgzdcsB9Ww6IHlx+yQVuW+qdl+q8BG7At2qsrOrC5GqhPQ5u/bxsEopi3QTG5CqQNm6PLgbAn+7Iz+jT8Yag5u7Ob2jRAe7M/2x/s/8Ee2Hqo6yG1Q3u1Wbu1Xfu1YXuz4ccf6qG02QG0PTu3Rzu2ebu3QduO7YEebnuzU7u4jfu4mdq3lTu216EeGpsd7GG4RVu3lxu2m1u3sXuoQTu47aG4zYEdcA5nBdmEG6BS1Glbyzv+MIVND+BS1Gk8v8+d00mQ0ylo3Xk8LyVd23Qw4zm/dZe9DUC9+Xt30RUHtoNtohu8zaG0T6Md3oHIDDrC/UNZUGNH5oEg1rZt+ZWhmCuoPfzDZ3qPuOg0QJocSHprtDqtg7qyX7qjuRrEXVyor4FE1eFuAkelLs8zsME3fLqiPxykidkD2VdvWgGpczNUt2TTJqMcCLcxtv8yehrHOPhncLTOfFecbCAGHjsLSq3GbYT6wzG6sVnvT0DDyd1kNWAWyvthulljctywrjv8xcF8zul8xDW6xet8zotZ7+LD5AYCO+vyEDQGyH96zmc6z0G8HDoct2S7ulfbjsFbsx+9RVznabrbjpU7QKDbkWfc0T390wmiHtjBkWNbLT7dq6D7ttdhuglCvBE5attbPttTBtrUUuLv+8QDANrzPx84wL8PB8r719tUvWWAC6iKUuijUsyZUtJVPJDdvPEZwCtFvfUbnwEaZfoBvM96HUadIBwcwiU83OsiWRCVLmwkUK/B0fY1UX24LiLD+j55Uv3HGiEVHC7PapT/eef8hx7soWK3hY6Jgkl4AhpgikfTJ4ELQg2HyohKeX79kHIYDskzAgYdY80TAu3YDsQ6kGnmcauiTbHtQ9z1dHbh+XYD3Jynjxt6/ftq/fsqGABQPmpzfTxCxr6PXdfXSSzte+Xre8/amy3P9QBwXlvTW79jvdqjdpHNgqBFvunj4h1sSB4Wby+gFy4C4UYCwTJvZBXdtt3roqvJIUPlAmFDM1HagUdt9iCkaRf7XV2a0yD8qHqcaP8Ekifb7RHWQB/QEbcQcCa+wuwkznwO/nDXAjHah2Z7dWBCl2lw9gBkwJKlb5sF2ukzkuR9V1tjXZ3MGbjoQwa6oAuotguo/woANH/Pal7XHV88vq8LHlg+c171ZUCr1Kn13SPWuaALgAtTMF/XuQH3Qwae0VuFWYjyib8trv5PcyQebBgj7MFQbSQKH/p3OjJ2pHxvEqZjvKZHW9M32b5ic5RY5d6kd0kP4kFc/LYOy2Xyx8y4YnP5dOp8zgaWI6Jt4KZPIh464VGaZ2R0HR8gtl0beG0btwMNuvQjyLChw4cQI0okJ26dxIsYM2rcyLGjx48gQ4ocSbKkSYb8ujRowA2HS24tXeLg1uCAgQMHYMZAyK2Lz58HDdzEKYNbjKEHdt7kxuXoip0HZDQVmtTmCpg4Y0CNwcUnN6ExXHIJegCHTy4yX/+2pNmAS7aM7trZO0m3rt27ePPq3cu3r1++9uK6Gxy33Ty9/twFehevHbuPcc39nbxxnTpT585FW0euVLtt+ELv4+fR8jnM81q12hca375ZpBmSCzcOnO1xyWqD86RHz7t2iPQJD41o2+Bw0MhJHggtWbJv46B148iPtfDromctpIzSuutZD6vjI+N6O/e922QkVTiwn8qkh85HFKfHSin5+PPr38//bsqVMc2U1kzcyKBUUlD11AWBBdoUlQxScbGCAVqtYNNSBwGA000xGAXATRNimNVWXY1lAABh4TCWgwoyOCBbbsElV3801mjjjTjmqOM1/lxTDz3wzDMXX4//hRTZjn1Fcxo66qSTDjTttIONaLFVpmRm56jGWnZVDjSbbZ6Ak0xyFEETTjillOIOIsEJh8hiengSJm7ImfnNN2KS0xE/s+Bz3XCwmSdfP30CKuhA1elD3j6HIrmRNge19dY12XCBEzfY1FjKCiToMZ2joIYqaqj/sTSgTGwxdRSHNnHVFFGrdgjTihRCeAAAGhp44oa53lpriDGoR6FSBjCVIYVi0fRhWDTdxBJMa60UI0aKDTnqtdhmq+22JrEjWDuLveOOo0dyS5JlpqBzjjrrpBPXlK51mZGSpmCmZWuPaNfQl7aJKY5D5pRTDj3atFbcO+/EKefC/fYbjjce/yVKxnCjNXqeePrE65DE+IBnLkSVXqrNQNh8JammJHS63Mcst+xyRqUG+OKuBo7o60o0H6WhVsEKm1OGOzvYALEHGuvgqiytmlQDuwZo1K41nWhAAwzCJO2kF1X78tZcd+01X+7Is8IK8og99jvW5lju1/Omu65F9LgD72scpXNZvalt+Z28s9UWZjj/SkToPthgow0r7pQC5sKMexJdjx0ROl7Gr1l8MWsTd+xQofrQ3bV7O8UwckEyUBiIvPqVkrIeK7Pt+us6xnzqS0wLRZVOF0r97IkfUqUUS1M5C9ZaNtXEk0tHJSXUs7nbbiqqtds+NbQwzXQ1XIGkDfv23P93/7I898gTT7gIj4vk2t4zZNo5ykRzzTr0wNux5Q7ZfZop7qzW2mvyihPObrYBXEYIlY3YmIMc0DBTOHLTLzmFQ08fKdR36MedwRmqIX2a2Gi+lp6kCIQfY9iJDASCMpWl74Qo5IvsZmc1oVXPelQxFU025KxUqQgHMQAQgLiAFqPkcGgx8WGqoGW8lchqLbRjGkKOCC3rnYxa2UuhFKdIxf2UrUjXQl8KlaQudWymHvLbIEbsd5q8tWZ+DOmGmXQzjgdCDiP9sNg6ylGmBSYDOa2jzj72qK8aYaxzXZKcBlHnspIhZAzZ0EYXdsKF0dGoFE94wjveWMVKWhIjK3z/0QubmBbqycxFannR7Dr5Qhd9koVqCeInqefEaWUtipeMpSxn+RGEaUuLKFzHOdS1rmjUoxXwQoQjI2IavOmvNbBhiDea0682luMudCTHp0DCJ35QcFCFIo/H2rMPRWnMayFryza2gYOasKdG5BhM4GjJTktm0mmnHKU850lPesZTnpxkYRNhhDWJxEV77QyoQC/Zjni4A6Dkakcet7hLdBhzS2yix0XoZYrUJAJfySRIOWjTzHA8c6Dh6aY2zZOojGXUa4EAkFeGFh+QuvSleskkKWeqyXveE1U2jacn6wnKUnoyWk/M2oxgStSiui4QY5OHFeLB1MYkdKG5VMcu/+slN2ywpjismGb97maKY4bmpNfYqG7A4UyjIgpziBDjNUqKRg7mMCYrGaFZ50pXjcgUp6QsZSjz+tO+yuymO/XrX/2aSlbyU0YIratiF5sjpALgHmOL7DvqcT6FWnId0ZAqOgSBCKviAxFRggZE0IW3RGzJcwTxBm3mNKaPznUW3ukj59rqNW005VnSGiZjd2vWdwr2t8ANbvWES1zhVm2f16PWUHnL3ObmhxWMecdimtqOp8YSs6YQhNxYgw1wlQKCDLFfaffXJXOsEYAPhCpR+eSnjMVmtn0EZxdoYrWEXNO5+L0kPywFoPqu5L8ADrCAB0zgAhv4wAhOcIBzov9biMQFi/mNsIT7so7BWDeW6YjGPDjL3W2kSbTqk6oxH+Enz/kDgRyVk5igQcm5Sg5QA+Fc5djWj0PQlyYxIOGEd3zJSsVQwBeiofSGTOQiG/nISE6ykpOcOxlkSrkQ5rGUpwwSeARifC2+ES4raY95zA0RivsuQ8Rxv7xtSRv0EMd5GQcOPO4WY/N7MSBfh41ywqjB/BHHYlhB5T7nJSVa8SvPOjToQhv60IhOtKIXzehGD7qRMoqynydN6fcFAnyQDcSFQ+WPLP8ZtsQJs0e9xFUvcxcbiVMcAHfjOMBptT/+UC+o5DwatqoVP53WS6X+G4Mu9PMj/rBIXTZlwkr/G1skrBinspfN7GY7+9nQjra0p03tamPjvtd48LG3zWPoWmEF9wDACgwqaS1blp2gxkd3FReddmkWf/DCBmhL0ThwfOOOyXEufGfxCIph21ylgs+/KaO6YnP74BPWNsIXzlh2sCIQ3wb3Pe5R3VBt2Z1bQrWq64Qmh3qZOO1IWJjIim/leHqxbH3EPvpt0oFvyx+HUAo3dGyjgrOO4ThvrsJzznOY0iMeY7OCO4AUDyvw2eLnpmU/Vq5uVqQJN84ZR5qqCvJAPD05r+btG5fuJ3w84usX3M/JT2JIA0AaRzaXdc/XDtKds/3ttHRHuO8RD4K4Ix4SRbraqbh0EmNj/x6Js/ed8KSmYCLCHXUix9j13fWvs1xzsLMtTrhASP644wmdyjrcN89Ot3P+81OEx7fl8Q6J/twKh9F7OyUXGm3Ag6N3kjpw4q0Nc5hj8fkVT2jWsAbh3JptITtAIFw+GXIk7D6gT/4sPa/85nOvwkUvG7hXYD5QXbyS/kj3LOzhv7EWHpl9piShSPynOYsd9yQBXY5Lkmu7BMz58K8i8+NPf6/Ro6DfxpU82gEP6yedlunGKNfQfW3ECmFUeVKWfdbRe5SDgJPRfnoRCB3yZCMBgfV3gXQ1fxi4gS7DCt82cfuHfvpxfZWke/gQGwkkDt6QDXMTX5T2R/7GPelxdv8cWIN9poE2mIPaYmXfZgV5pyMkWEUmuE3t0SdUwm2cE3awA13uUG46SBLV8RqzMIVUWIVWeIVYmIVauIVc2IVe+IVgGIZiOIZkWIZmeIZZSDjZgG04+IRuKCr20A7VB4T/N0twJoAEkW75Ii8WKGVcdx35IoIt43A/mCPrIGzcxg/yNjHlNxxn1IiQGImSOImUWImQ2F6WmImaqImhsYmbiImeGIqiOIqQSAZkgA0OaHeO8YasGGFByHcyZh6wRWJe54LGloT54j3lsHf6QQ4hN4e3CIqkOIzEWIzGeIzImIzKuIyNqE2R1orQqHN1KEty9gixYYK0tW2wdR2/Z2z/l7cCeoCIwXgdDMiM5niO6JiO6riOw3iCzxiN8LhYr0hF8LUQ29iAD+EPmrdjd5iKVJZ2SMhyvDeQBFmQBnmQCJmQCrmQDNmQDvmQEBmREjmRFFmRFqmQw+GP2baK8diRczWPUzRbFVOPC/di38RtNudatyiQF9mSLvmSMBmTMjmTNCmRMAZlHpmTRQWSUlRSgHSP8UJ8O9YniJCNx5aSASkcNbmUTNmUTvmUUBmRNylUTqiTVrl80yhL7CUc+UKSDFcdnWWLxgZJBreSShmVaJmWLfkIatmWNDmV/sSRVzmXnZeVsVSNX9de3cht/sCC2qCRUyYOpaAHwFhp/HaW/wnpeIq5mIzZmI75mGz5dQUJmY0JkZTpeAR5mZJpkJqpmAjZmZg5kKBJmaK5mZy5mKJ5mqTJkBn5jnT5mrHEkymEl2cEVgvHD9qwhgx3QPvoZ4epDwo5msLpmYzJe6SpmWuAmcAZmpdpnI7HlaGZnKjpnM45nNJZnZApndGJml5HnMg5ndqpnY9ZmsUpnmx5nQcJlxHRhrDZnt4jmynEOcnZdRXDc/xQQDYiiO65F7+ZmIqSDzmQD+QBdvlQoAKqD443HjkQoAj6CGQAoAvKoPoAoQZKHhM6MXlpiv+5oBU6oRx6oPjgnBOaDw36oA2qKKYIoRFKogTKov2mogE6Mf9kwKBf96CMCKMC+qAfeqDUKRwUeh0wSqMvKqBgBwQRGqMpiqEkpqNESqAN6qBAsJwEGqAFqqSO96Au6qFHmqUF2qDpaVKuuZ9imj7wiUI+iR22yXBxlJ/Yop/O15+cuQYz6gA4cQAIkAMZkwMIYKcIgAAOQKL6kAN0ihN/OqN7WqcOEKCDeqiJmg8O8Kc1+gCJqqc40aeNOqiIiqfGSQaPmg8O6gAI4KmBOqmYaqczQAb9lgM4kQN+4qh1eg8HkKgzEKud8wiCiqf5cKiEGqCzaqeVmgNkkJy8lw+SmqmC+qqxyqK5Gquo6qp1Gqs5IAOd6ie9uqd3Ghp66gCdow//koqnjuesiDqg/UanDmCh4AqrieonqnqnwGmQaBqmYxqvsFOmJ3SmvmdN8pqv/QGnk8mtB3APfnorB0CiMhBuj3or5aqqsIoAsMqr4WanDiADACqwjxpuoYoAAOAA2AqtM2Cxfvqn+XArAPuvABCqkbmsMzChCIsPuYoAtqIhlsqqjxCyuFKuikKnuKIhM+CoGdsx+DCrCTtxfCqxjjpxjxoAGsKiwpEDE7en6Hqs4aYh5RoaM4ArA6ugJPtYEusADTujTYuzA8upuJIDDvqv5ep4qgqzIluuK0ezAICnLIuzVgupZICxGTsx7qqeDiaX+tq3XEOv6QODLee3hHse//yamWSAsORBs6fasQdAHjKQtAV7ADmACAAqoJMroKIRsgfQBXuUAxpCBh1brpwaFfnguAeKoDQrAxMTufegqePKrExbsjPKsbDaBaa4KDN7KyXrqaxBs2yLDw5Qsj7LteXquMA6oKUrA64Buq+LoDerIV4woxLrdbmatK6xD2L7WDL7qdz7uQ27unk6cYqKKwhgigz7AKj6dfkQbqwqtgPLb7N7tyu3u73bnW5LuQhakO+Kk4X7vx8DuPLRh34hZ/jYNW4Ka9eSwPzBwBhRDup0cIfrnO17D/kwGvswqzLgBaoatuoxA3EbFT5BHvjQwTnQBQKqvTjhuRl8Dw6gvf9+KqA4QR5MS7lV2m97mg+wgQ8Ii6Btu8IK+6d0mg+I0ME7W6D5UsIQS7m19ghcmwOwsQ8Few8y0AXqAQCs28FESwb7gAh0yrz7UMO+S2Im3AUB2jH88AgazD+zkKvqERVo3MY4gQ/9wA8hG6qcSwb8UB1cK7FX3Ll1+7x7NLOwSgaEwrk6LLxRgRMXrB1OfAAzYI385qh9GhX7S5D9S5UAvMnbIsDnQcB9YcCQhxEOnB/6uMC8WCOnPCq2ZxeX9wSadhfi6FITLJ3t+7hS6MZe0AVmO6g6vA/58MaU6xohC6tE4SfDC8lv3AWwJQMuq6ovHMYPS6gZM8QYbLw+/Kn/D+KytuIAaZW2iNo5nHqn0NwxfcK1kQxbs+uruCIDlvuvxsyqiDC5tkLFPrxHgaqrrDuFiiwDXfkI6mHGzIrBHazHcowAKNyn+jCFYQzJVtynCDADsyrIsHXLBq0PoMrFddu56kG2o6HIIMwnZCCtM8DLj3ueA5nJcVmVnNzSamOXsvSbJ3lspVxpAKmNLJmZhPy4sGHHImzSXlDELsvF43G6j3qqJnygMKyz6nEPM/AaxfyvMjCFyKvUiuwF4LEP2PycXAuwJX3FGtvQNkykDQ2wGMvTs6APDOsA+SLFE7ezaevOvBzRBeoawgurM9DUZzvI/zmxUZEvGO3C5qwP/7fizLgSyWlcwwbdwQU6x3E0C6q6sxDy1QLLqq+x0/iwVviwp1zMtC58K+f70cZ7gmXtstzrdZjMlUS4nnzr0q5Nh6kshN30Ha8tRTZX08zFb35ymsUMwmndx6drpx3jBf86AydMxIjQq3kdutkLzIoLv2QwC4lrtRfcwo8bGiqXuK9LzP/avSRWtRrSBV4QuVi8R45L1HaNscZcsx0z3RrLb8OrsdVRsAkbq13Q3IFsszIQAAOrcqkKrJ911uLcw/I7zVYb3cKbtFNYwwF6KzmwR9qtqNfaBTkrA53TthPnubYKq9N7K/yNtACQztONAAuN0VbLu5Dae7wHiKu9t/8sXdswjh+e3D26t5cx/jo2J8E5jbjJvLPJjLuTW76QPKgycKx3GrlRIdHAqrAeXcEXXLcHzhodS8VK/qAC+7L9rZ00ewBBTd4yYN4TV+TGPbEZG60Cq9Eru3Lx3TEAzaxT7gBj/qBrnS8V7K1yyrWUm7baqsIZO+C5Iqjfm+ADu3JiDL/GfdYFSqcPPt13+60WOwNcW7IcrLVmXrJ+Hto0i9Czyr1s2a4MOMorfeOibnntoJKOYnu4HRLigQ1iOVrY0sqjEmuj0g2xTSPrUOsbcdN1keonlH07LpoTiqlGmzET7aumq6fGbKdLLrJ1uqCMnC+JO+glzN5kLLDNrqf/J961kVmjW83YXwfOiEquqBqoz166Hv0ID0CrrAHNtftYlWrcig7tq7q/+lABz7qqXle62rq7+uuge8qqP8vIhG6n+cCyDIsTsPoANxuqKzfl3sq+zG62BfrBGUPuoa3vCOrtLLuq7jpS16Q1ox7y8hEXz9Rph3jyKJ/yKr/yLI/y3fDyMA/ztjfzNN8jsUZHt9dpMb/zPL/zLZ/ytL4OnVbHhYMNa9gPwXbrNL/0uzgQLa+PL99pUj/1VF/1Vn/1Vg/0nSYwtyfzS//1M//zYp/yYL/0MS/1XC/1Y7/2h1j2bv/2Ne8PXO/1thfzdW/35tDzeh/zbP/0c1QOFoH1/ybv9zN/DeYwmE9QCqZeEuxgD7z+gLNcQbUsmnP6qA9PrI/qAA8A4AoKqomaMXP6sSC7oOsbqMC6cmQgqZ7Kvg9gqZ1a+XAuoaU5oQ/guzOKp20rqZmv+RyqcuvuraO6+jP7+ezLoKGf+QHa+92UA7UvrL2H+X4KrGDH/DJLBhVg2ZNcAauf+g9v/d2v+8Rv+qiqvZK6vjUqqEct/SN6z6YPvcy/+hDa1iyr/R2PxtaE9ARBSeCSWCIPENcEDiRY0OBBhAkVLmTY0OFDiBElTqRY0SJCd+3KCfTX0eNHkCFFjiRZ0p+5bh3NlSNHztw1kilNfkxIUyC/bNqy9YPZcf/dOpHX1sGD93KmyG5JlS5V+hPo0aPmWhqFWtXqVZZUzTl1+pHrV7BPr8ZMCnPq0rFpx/70J5Re0Z5q/a3bahZaOHEvLxq0R6/eXsAP2dn7G3hiv1n49Olb09ix40eP9OFTHNnyYsuZHymerFkxZdCYI69ZvObRPsmMLZNeDDqya82PH7GOjFp05MWTKevWfDv3Zd/6MnPGB9w07tuzWec+nlo48syQkR8n3dz589HWS0dvrdk79OmXrVdX7rj1LH79eCZs986eYfjx5c+nX9/+ffz59e/nbzij3v4o8qecctoK8Br1DHSIJQUPlGglBytaqcEIHTLHHAorbIhADSX/WoedDiXKMMBZUnvsxOP2Qc07FVVkscXMWnTRO+q+00xG1FqcZcXyTrTxxll25PHH0Vb7EUcYv5OuuRlXayw26qwjMsYhp5TutCajKzI2Go3s0bxHZllPIXcCeS9ENNNUc00223TzTYn+g3NOOuu0804889TzohJLQ/FPyACN8koUnQT0y0MNFXTRRBl11Mfslnx0UkoFRRTRSjGt9FHhZmkoIxD3FHVUUks19dSC5ER1VVZbdfVVWPvrk7FNa7X1Vlxz1XVXXnv19dbJZhkx1XYKi/VYZJNV9lVVl3X2omGfxS9aaautMzF9yKCVteVy8/ZbcP1kzNvHyG2MuW7H/0WXW3DPFTfcdb9N11x4mav33XvrZRdfeN3Vd9589Q144HABzhYfMRkC1VqGG3b44fmahXhiiivGzxxW3BHHYg0Rw4cMbQkWeWSSRwa5ZJRThvdklVtOGeSQTQY35JgJhhnhMRNamGOee/ZZWYl/FnrooVnR44lSiN6vH3724Wyy3HYDV2qXq7b6aqyz1nprrifbJ+GFdlZ6bLLLVjNos9NW+9hSViBBDwDXho9pIXEMsm4d8UZyb7779vtvwAMXfHDCCzf8cMQTVzxvsMNuJ1S5I5d8corQpvxyzN9s++24M69IPdD7GVG9gjoyyJ/QU1dddMBCGihBh+SS3SYEYf8XKEHaFZqd2oJChyl03iEaaSDUgx9IbM+TV15ty5d3/vn7SiGBc+irt94+5K/Xfntnm+f+e/AP2hzu8Ms3/6Dsz1d//Tm9Z/995Vmx4olA4Lf/+vTv13///Nzn/3+zsaIUGwNgASWXPwMmUIEP8d8CHfhACEbwQAiUYAUN2EALZlCDG+Qg+h7XQRDqD4MhJGEJTWg/Cp5Qhc8b4Qpd+EIYZi6FMaSh3FpYQxwGSBys2EgOfbimGf5QiD674RCNCB9x6MEKSTtiE/sTRCdG0VpFlGIVH1KKJ7zNeFbkIkSg2EUwusod7lhHGM1IkVKUQItnZGNEMmKsNsaRVRmTYx3/E8KKLOrBjns0CCvaUUY+BlJPdBTkHvH4tkLycR5/TGQj29cOelzjQpOkZCUteUlMZlKTF+LKJj35SVCGkpIE2mRYviJKVJbyJ1uhSyozacpWuvJC5ZBlLWsZS1fC0pa7rOVAsLgCPfRwLrsTSD3Y0ZbdJbMkxKtHPZCpTKvEznRCYQdQOBIXaKqFeCFxZja9OZJ1dHOa34QmV8iZTYK0IxCQc2Q71dSOeLyjHeoMRD3tec9AvOMd+ORnP/mpT4AGVKD5rKdADXpQhCZUoQtlaEMH6s+COlSiCY3oPvM5UYxmVKMb5ahEK9pRkIY0o/fUZyDGGI8nPMEKgZinSF36/1KOXhSmM6VpTW16041+FKcilelOJ8rSQFghHpF0Z1HRBI95jnGeS2VqU536VKhGVapOxedUrXpVrF71nvNkaVa9+tWpdhWsYyVrWc06VntCtZ5nZetX08rWrrojY0zNyFrbele8ZlWseeUrU/vZV8DuFbCDtetg87pVw/L1He7YolEd+1jIRlayk6VsZS17WcxmVrOb5WxnPftZ0IZWtKMlbWlNe1rUpla1qx3aNFn7WoY0FrazTSA8WEEQP+qzHWe6BitKettrsAOe+nTHz+gByXSyNB7taMtx3xEP6NbvGvPIZzwCAY+fwcMdRJ1ue1iK3eC6Q7fgvYZ4dfszdv+4g7z+aE+ZiisQP4q3HQNBaiCWy86K1VeevHVHdOcxEFYQFLj+KBNxfRbgfM4XvsoNRIPGSBCkwjMQ3LWYc+UJXnuI17rkDbCB4VtS5tJWxF4UKnhZYV11LlYgES7T44SrW6FSuGL0iIc8FFzeeGqYsesosBXk4R57QLc98ZQxxdxhBSu8lx66HW5bMtJS6ZoXnlYALsfY8Y4fD0TCvn0HduFRzwIXtx4Jfu4HKyxk+77DySUl8otb6p5rtGee0P0vx0683Ocy1h55focVbtwOeViBqOsos30nzLEgW9e+Q72GodP8Hu9O+b/iZWmf3ztiTCdkzyuQB3jtC94y2QP/qQOGR4ZVjONLV4y98rCxQPa8ToG0h8LzfE9/32trnvkjEKy+dZIFIl5WLBLU73iLPFdsXd5WzB3yWME7jq1gAifVHWfybTsCXGdcWyzbQZ0HPJa7YnnCU8kmFTd8v22xF2OXvSzNCHjheVt6WGEFVqD2uft7Y4rJL8pJhoexexuP7fq733K1rkBobKZMJ/wg8rMCeJ87kHm8I2OBYMVb/FLeQBTGHixNNsX27GdwX7q/FFbvrxF+jT3jO7/x8HWc43GmJatXvf5I74R9S151klfVfZau/OpcXt1WecnLvTSNVQ6xDBfG1if+eZmgS94CE3sg9Szyw7oNYDlX2du9/2Y0xsHrj31yrB7bNfhyqUtUXU+bFbxtx0lF/o6fK1zuQA8VPM90b3hae4zzoMeDsV51iA1cIOww6dQbfjyRp5qlPos4cPtr4uW+xbyLtcciIRyIuFeM8AqOOUckPMZQnXilOl+8z/yRMXoEmLf0sC+++33uX0vcuKxAqtQ5IvtYw7q8VY6zdBkvV1bwfh6sAKTB1Utd8rI+1XNP+BvNPd8g2xjL0v2ynAmC/J51/tcAP72P37t1z1+a0L7n2JfB623m1gPLXV4kdClvefpSvGfsvXR7WHF66KrXpOzot4+7TBB/y7W2E4hFghxvAzn6Yjl86y/esxh7GEDf4q51kP+/WPsz3lOnnxmjvgg2CHMHyPEj4jsu8hI85pM71UM8eGA9gOuzKhsyfPMjwHuYfqsyAlMv0QOudhA0V5snACQ/i/myn8uYFPw89WIH/gu2jLg+3OOYCby0sdsu34qH/9Iuopiy/5u6o5uY9Lq0eUi1JVspCOM5ggC2nqFCV9M9mDi13iuMAdSyLISYGjQQDoS4KvMj8Dou7vqy5SvBERMv8qoHwqgH1CsT7vIj6yKqjXMHOKqYiEs1dqAHSGwPEAG7eFAQWTO4ALQzNfQHeiCMRXqyMawr7sq5nkk5guiLvsgIRCSM+mrDa9C+H2QpyFkk7sqI54K69rC9daA1nhH/L/Fzh5+bB4CbOtsrE/DaPJ45LuQiwN3SMsejwFeERmPkQ4V7POOLJOGaryVTsH5LsRArt54RxhvTrkiqNnMjvyNTMHDkmRN7r118xi68wi/LmP3CMTSssH0ykC4sR4oLJ9pDuYwINhUjvHhoQIgRxi4zwHNrx3Q0N7fbvj2EmP66Qpggw6Ejr1skwIJzuYh0GG+TQoVUMFsjSLJztX16D2EMhOKjxhELMAxru7nCNnlapC7rO3bTp47Lr8JbsXlCMFC7LoIgvMWSs5ykGBJkL70bQKQMvnkCEQTTMIOkm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Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;This shows Hansen’s 1988 prediction up to 2019 and observed temperatures up to 2005. Since the presentation was given in November 2011 it would have been possible to include 2010 and, to a high degree of accuracy, the likely value for 2011. In his 2006 paper Hansen also shows his projection with both “station data” and “land-ocean data”. The plot below shows observed data updated to 2011 for both observed records (the 2011 value is provisional) and Hansen's projection digitised from his 2006 paper.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" height="419" 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" 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&lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;   &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;   &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;   &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;   &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;   &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;   &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;   &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;   &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;   &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;   &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;   &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;   &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;   &lt;w:LsdException Locked="false" Priority="63" 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line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;div class="MsoNormal"&gt;When both data series are included and the data are not truncated to 2005 they tell a slightly different story.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3389297859859381750-9123801208501963729?l=climateopinions.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=9123801208501963729' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3389297859859381750&amp;postID=9123801208501963729' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=9123801208501963729'/><link rel='self' type='application/atom+xml' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=9123801208501963729'/><link rel='alternate' type='text/html' href='http://www.climatedata.info/Discussions/Discussions/opinions.php?id=9123801208501963729' title='Distortion by deletion'/><author><name>Administrator</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.loghound.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_Y3mtO91W75Y/ShdKpkzLTlI/AAAAAAAAACM/oUlEWRLBZoE/S220/image04.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3389297859859381750.post-3871334005763196947</id><published>2012-01-17T15:31:00.000-08:00</published><updated>2012-01-18T01:23:00.445-08:00</updated><title type='text'>Short term variations in temperature</title><content type='html'>&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;In a recent paper Foster and Rahmstorf (F and R, Global temperature evolution 1979–2010) examine the influence of three factors which introduce variability to the temperature record: ElNino/Nina, Volcanoes and Total Solar Irradiance(TSI). They chose to represent the El Nino/Nina effect by the &lt;span style="font-family: NimbusRomNo9L-ReguItal;"&gt;Multivariate El Nino Index&lt;/span&gt;&lt;span style="font-family: NimbusRomNo9L-Regu;"&gt; (MEI), volcanoes by Aerosol Optical Thickness Data and TSI by sunspot number. They describe their regression as "the multiple regression includes a linear time trend, MEI, AOD, TSI and a second-order Fourier series with period 1 yr." Effectively they assumed the temperature perturbation as the difference from a linear trend plus and allowance for seasonal effects. They chose the period 1979 to 2010 as this included two satellite temperature records in addition to three records based on measurements. They concluded that adjusting the temperature records showed that the underlying temperature trend was upwards for the whole period.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: NimbusRomNo9L-Regu;"&gt;However data for all three variables are available from 1950 and, for some variables, much earlier. We therefore examined the effect of the three factors on temperature from 1950 to 2011. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: NimbusRomNo9L-Regu;"&gt;As we could not assume a linear temperature trend for the whole of the period 1950 to 2011 we calculated the adjustment (or perturbation) as the difference between the three month mean and the 60 month mean. The three month mean represented the short term effect and the 60 month mean the underlying temperature trend. We worked only with HadCRU3V global temperature series. The need to use the 60 month mean means that our series is truncated relative to the F and R series.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: NimbusRomNo9L-Regu;"&gt;The first chart shows the adjustment calculated by this method. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: NimbusRomNo9L-Regu; font-size: 10pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;img alt="" height="417" 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
