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    <title>U.S. Senate Committee on Energy and Natural Resources</title>
    <link>https://www.energy.senate.gov</link>
    <description/>
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    <language>en</language>
    <pubDate>Thu, 23 Apr 2026 20:23:12 +0000</pubDate>
    <lastBuildDate>Thu, 23 Apr 2026 20:23:12 +0000</lastBuildDate>
    <item>
      <title><![CDATA[ Full Committee Hearing to Examine the President’s Budget Request for the Department of the Interior for Fiscal Year 2027]]></title>
      <link>https://www.energy.senate.gov/hearings/2026/4/full-committee-hearing-to-examine-the-president-s-budget-request-for-the-department-of-the-interior-for-fiscal-year-2027</link>
      <description><![CDATA[<p>The hearing will be held on Wednsday<span>, April 29, 2026, at 9:30 a.m.&nbsp;</span>in Room 366 of the Dirksen Senate Office Building in Washington, D.C.</p>
<p>&nbsp;</p>
<p>The purpose of this hearing is to examine the President&rsquo;s budget request for the Department of the Interior for Fiscal Year 2027</p>
<p>&nbsp;</p>
<p><b>Witnesses</b></p>
<table class="x_MsoNormalTable" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>The Honorable Doug Burgum</strong></p>
<p>Secretary</p>
<p>Department of the Interior</p>
<div></div>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><span><span>&nbsp;<br />The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.<br /><br /></span></span></p>
<p><br /><br /></p>]]></description>
      <content:encoded><![CDATA[<p>The hearing will be held on Wednsday<span>, April 29, 2026, at 9:30 a.m.&nbsp;</span>in Room 366 of the Dirksen Senate Office Building in Washington, D.C.</p>
<p>&nbsp;</p>
<p>The purpose of this hearing is to examine the President&rsquo;s budget request for the Department of the Interior for Fiscal Year 2027</p>
<p>&nbsp;</p>
<p><b>Witnesses</b></p>
<table class="x_MsoNormalTable" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>The Honorable Doug Burgum</strong></p>
<p>Secretary</p>
<p>Department of the Interior</p>
<div></div>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><span><span>&nbsp;<br />The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.<br /><br /></span></span></p>
<p><br /><br /></p>]]></content:encoded>
      <category>Hearings</category>
      <guid>https://www.energy.senate.gov/hearings/2026/4/full-committee-hearing-to-examine-the-president-s-budget-request-for-the-department-of-the-interior-for-fiscal-year-2027</guid>
      <pubDate>Wed, 29 Apr 2026 13:30:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Heinrich Presses Secretary Wright on Out-of-Control Gas Prices and disagreement with President Trump, Questions DOE’s Actions that Prop Up Aging Coal Plants ]]></title>
      <link>https://www.energy.senate.gov/2026/4/heinrich-presses-secretary-wright-on-out-of-control-gas-prices-and-disagreement-with-president-trump-questions-doe-s-actions-that-prop-up-aging-coal-plants</link>
      <description><![CDATA[<p><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW94768803 BCX0"><strong>WASHINGTON</strong> &ndash;&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW94768803 BCX0"><span class="NormalTextRun SCXW94768803 BCX0">During a U.S. Senate Energy and Natural Resources Committee&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">hearing to examine the Trump administration&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">budget request for the Department of Energy&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">(DOE)&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">Fiscal Year 2027 (FY&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">2</span><span class="NormalTextRun SCXW94768803 BCX0">7)</span><span class="NormalTextRun SCXW94768803 BCX0">, U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the Committee, questioned&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">DOE</span><span class="NormalTextRun SCXW94768803 BCX0">&nbsp;Secretary Chris Wright on&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">skyrocketing gas prices</span><span class="NormalTextRun SCXW94768803 BCX0">&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">consumers are facing at the pump</span><span class="NormalTextRun SCXW94768803 BCX0">&nbsp;as a direct consequence of the administration&rsquo;s war in Iran</span><span class="NormalTextRun SCXW94768803 BCX0">, using emergency authority to prop up coal plants, and&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">repurposing&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">congressionally allocated funds meant to fund c</span><span class="NormalTextRun SCXW94768803 BCX0">arbon capture&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">projects&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">to&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">sub</span><span class="NormalTextRun SCXW94768803 BCX0">sidize&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">coal plants</span><span class="NormalTextRun SCXW94768803 BCX0">.</span></span><span class="EOP SCXW94768803 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
<p style="text-align: center;"><em><span class="EOP SCXW94768803 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}"><a href="https://www.youtube.com/live/Uf_7xouwkgg?si=12u1G2luf8vmPCb2&amp;t=1405" target="_blank" class="Hyperlink SCXW156041001 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW156041001 BCX0"><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">VIDEO: Ranking Member Martin Heinrich (D-N.M.)&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">question</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">s&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">Energy Secretary Wright on&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">the&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">skyrocketing costs at the pump and propping up coal plants</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">before the&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">U.S.&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">Senate Energy and Natural Resources Committee, April 21, 2026.</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW156041001 BCX0">&nbsp;&nbsp;</span><span class="EOP CommentStart SCXW156041001 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></span></em></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">On&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Out-of-Control&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Gas Prices</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Since On</span><span class="NormalTextRun SCXW141853044 BCX0">set of Iran War&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="422838985" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{144}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich began</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Secretary Wright, on television earlier this week, you said that gas prices may not fall below $3 a gallon until 2027</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Do you stand by that today?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="2386236" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{160}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Secretary Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">I&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">don't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;know the future of energy prices.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">Often</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;I will&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">speculate</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;or look at those things</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">I would say gasoline prices looks like they peaked about a week or so ago,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">one dollar&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">a gallon cheaper than they peaked during the Biden administration. Yet&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">we're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">in the midst of</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;ending a 47</span><span class="NormalTextRun SCXW141853044 BCX0">-</span><span class="NormalTextRun SCXW141853044 BCX0">year conflict in the Middle East, a major energy</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">producing region</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1103395278" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{204}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich pushed back</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;I</span><span class="NormalTextRun SCXW141853044 BCX0">t is over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">four dollars</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;a gallon. Is that reasonable</span><span class="NormalTextRun SCXW141853044 BCX0">?</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;Do you think&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">that's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">a good price</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;for people to pay at the pump</span><span class="NormalTextRun SCXW141853044 BCX0">?&rdquo;&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="221193803" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{228}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Well, in contrast to the last administration, our goal is as low&nbsp;</span><span class="NormalTextRun CommentStart CommentHighlightPipeRest CommentHighlightRest SCXW141853044 BCX0">as&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW141853044 BCX0">possible energy</span><span class="NormalTextRun CommentHighlightRest SCXW141853044 BCX0">&nbsp;prices.</span><span class="NormalTextRun CommentHighlightPipeRest SCXW141853044 BCX0">&nbsp;And yes, we were proud to have gasoline prices below&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">two dollars&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">a gallon earlier this year, and we look forward to getting them back there.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="228896823" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{248}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich followed</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">What are they right now?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1558958249" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{5}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Just over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">four dollars</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="496931307" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{17}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich asked</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;A</span><span class="NormalTextRun SCXW141853044 BCX0">nd what is Diesel</span><span class="NormalTextRun SCXW141853044 BCX0">?&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="306665240" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{29}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Diesel is over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">five dollars</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1056744321" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{43}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0"><strong>,</strong> &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">I</span><span class="NormalTextRun SCXW141853044 BCX0">t's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;closer to six in my state</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1749353696" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{59}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright followed</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;I</span><span class="NormalTextRun SCXW141853044 BCX0">t's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">eight</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">i</span><span class="NormalTextRun SCXW141853044 BCX0">n California</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP CommentStart SCXW141853044 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1172763500" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{85}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">On DOE Using Emergency Authority to Keep Dying Coal Plants Open</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="594894995" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{91}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0"><strong>Heinrich asked</strong>,</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;&ldquo;Y</span><span class="NormalTextRun SCXW141853044 BCX0">ou've</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;used emergency authority to keep thermal coal plants online. And in cases like Washington, Indiana, Colorado, those thermal coal plants are sitting idle. However, those utilities have already purchased replacement generation, so when they're ordered to stay online, effectively, customers are charged for the cost of maintaining those thermal coal facilities, plus they're charged for the price of replacement generation, because those utilities had to come up with replacement generation before they decided to retire those facilities. Is it&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">appropriate to</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;pass those costs</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;on to consumers?&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Shouldn't the Department of Energy&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">be responsible for</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;those costs</span><span class="NormalTextRun SCXW141853044 BCX0">?&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">$42 million in the case of the Michigan plant</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="2080949663" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{121}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">It&rsquo;</span><span class="NormalTextRun SCXW141853044 BCX0">s</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;hard to overstate the cost to health and businesses and consumers of blackouts. You mentioned the Michigan plant, the</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;first one we issue...&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1539276929" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{137}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich interjected</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">The state of Michigan and the utility in that case, completely disagree with your conclusion that they were at risk.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="759631534" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{147}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;Days later, days later, after we kept the Campbell coal power plant running, it was running at maximum capacity, and they were at the edge of a blackout. Northern [Midcontinent Independent System Operator] MISO is one of the most at risk regions there is</span><span class="NormalTextRun SCXW141853044 BCX0">.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">T</span><span class="NormalTextRun SCXW141853044 BCX0">hat plant has run over that entire summer above average for all assets on the grid.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="95365470" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{165}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich followed</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;What about the Colorado plant?&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">How often has the Colorado plant run?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1497331754" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{177}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">The Colorado plant is in western Colorado, and&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">it's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;in a region that suffers with transmission bottlenecks. If that plant is not there, if a peak demand event comes to that region,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">they're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;at&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">high risk</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;of blackout. We want the lights to stay on</span><span class="NormalTextRun SCXW141853044 BCX0">...&rdquo;&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="118810244" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{201}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">Heinrich&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">follow</span><span class="NormalTextRun SCXW141853044 BCX0">ed</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;I want the lights [on]</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;&mdash; reliability is not negotiable.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">However,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">I've</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;had&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">co</span><span class="NormalTextRun SCXW141853044 BCX0">-</span><span class="NormalTextRun SCXW141853044 BCX0">ops</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;co</span><span class="NormalTextRun SCXW141853044 BCX0">me a</span><span class="NormalTextRun SCXW141853044 BCX0">nd co</span><span class="NormalTextRun SCXW141853044 BCX0">mplain</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;about those costs being passed on to them when the replacement generation has already been&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">purchased</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">So</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;my c</span><span class="NormalTextRun SCXW141853044 BCX0">oncern is</span><span class="NormalTextRun SCXW141853044 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">if</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;going to de</span><span class="NormalTextRun SCXW141853044 BCX0">clare&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">an emergency, should you be able to pass those costs on to the customer?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="798390020" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{8}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;T</span><span class="NormalTextRun SCXW141853044 BCX0">he benefits go on</span><span class="NormalTextRun SCXW141853044 BCX0">to the customers as well. Let me explain. Senator Heinrich, one other point. We've used 202</span><span class="NormalTextRun SCXW141853044 BCX0">(c)</span><span class="NormalTextRun SCXW141853044 BCX0">s for a certain number of gigawatts of coal, a much larger increment of coal slated coal closures were not closed because the utilities and everyone got the message,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&lsquo;</span><span class="NormalTextRun SCXW141853044 BCX0">oh, you're going to have our back</span><span class="NormalTextRun SCXW141853044 BCX0">&rsquo;</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;because state and other politicians were forcing us to close assets.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;We&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">don't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;want to&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">close</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">,</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;going to cover us.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">We're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;not going to close them then</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="110014490" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{56}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">On DOE Repurposing Congres</span><span class="NormalTextRun SCXW141853044 BCX0">sionally&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Alloca</span><span class="NormalTextRun SCXW141853044 BCX0">ted&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Funds&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Meant</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">for&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Carbon Capture Projects&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">to Subsidize Coal Plants</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1037631801" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{80}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Well, I&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">don't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;think it was politicians that decided to close the plant in Colorado.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">I think it</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;was the utility</span><span class="NormalTextRun SCXW141853044 BCX0">. T</span><span class="NormalTextRun SCXW141853044 BCX0">he Department of Energy</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">appears to have</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;also repurposed funds that Congress appropriated specifically for carbon capture</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">to subsidize coal</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;[fueled]</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;power plants. What statutory authority allows you to move those dollars? I&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">couldn't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;find anything in the statute that allowed those to be reallocated.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">W</span><span class="NormalTextRun SCXW141853044 BCX0">hat's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;the authority&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;using to reallocate those funds?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1307718764" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{130}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0"><strong>,</strong>&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">So</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;we have continued to look at proposals for carbon capture on coal plants</span><span class="NormalTextRun SCXW141853044 BCX0">.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">W</span><span class="NormalTextRun SCXW141853044 BCX0">hen we find one or ones that make economic sense, we will deploy those funds, but we&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">c</span><span class="NormalTextRun SCXW141853044 BCX0">an't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">deploy carbon capture fund on coal plants that are closed and gone. So yes, these were funds targeted</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;for&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">enhancing coal plants.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">W</span><span class="NormalTextRun SCXW141853044 BCX0">e're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">enhancing them to keep them open.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1864778446" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{174}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich pushed back</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">,</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">But if you want to spend those funds on keeping those plants open, you need fu</span><span class="NormalTextRun SCXW141853044 BCX0">nds that&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">are auth</span><span class="NormalTextRun SCXW141853044 BCX0">orized to</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;keep those plants open, which does no</span><span class="NormalTextRun SCXW141853044 BCX0">t&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">e</span><span class="NormalTextRun SCXW141853044 BCX0">xist.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">So</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;changing the authority without any statutory basis.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1206869246" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{212}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&ldquo;T</span><span class="NormalTextRun SCXW141853044 BCX0">hey're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">funds, they&rsquo;re&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">dedicated to enhancing the operations of coal plants, and&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">we're deploying them to enhance the operation of coal plants.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="58016637" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{234}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich countered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">I think&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;on very thin legal ice.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1142834966" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{250}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0"></span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1739997918" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{254}" style="text-align: center;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">###</span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></strong></p>
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      <content:encoded><![CDATA[<p><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW94768803 BCX0"><strong>WASHINGTON</strong> &ndash;&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW94768803 BCX0"><span class="NormalTextRun SCXW94768803 BCX0">During a U.S. Senate Energy and Natural Resources Committee&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">hearing to examine the Trump administration&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">budget request for the Department of Energy&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">(DOE)&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">Fiscal Year 2027 (FY&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">2</span><span class="NormalTextRun SCXW94768803 BCX0">7)</span><span class="NormalTextRun SCXW94768803 BCX0">, U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the Committee, questioned&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">DOE</span><span class="NormalTextRun SCXW94768803 BCX0">&nbsp;Secretary Chris Wright on&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">skyrocketing gas prices</span><span class="NormalTextRun SCXW94768803 BCX0">&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">consumers are facing at the pump</span><span class="NormalTextRun SCXW94768803 BCX0">&nbsp;as a direct consequence of the administration&rsquo;s war in Iran</span><span class="NormalTextRun SCXW94768803 BCX0">, using emergency authority to prop up coal plants, and&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">repurposing&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">congressionally allocated funds meant to fund c</span><span class="NormalTextRun SCXW94768803 BCX0">arbon capture&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">projects&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">to&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">sub</span><span class="NormalTextRun SCXW94768803 BCX0">sidize&nbsp;</span><span class="NormalTextRun SCXW94768803 BCX0">coal plants</span><span class="NormalTextRun SCXW94768803 BCX0">.</span></span><span class="EOP SCXW94768803 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
<p style="text-align: center;"><em><span class="EOP SCXW94768803 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}"><a href="https://www.youtube.com/live/Uf_7xouwkgg?si=12u1G2luf8vmPCb2&amp;t=1405" target="_blank" class="Hyperlink SCXW156041001 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW156041001 BCX0"><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">VIDEO: Ranking Member Martin Heinrich (D-N.M.)&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">question</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">s&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">Energy Secretary Wright on&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">the&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">skyrocketing costs at the pump and propping up coal plants</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">before the&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">U.S.&nbsp;</span><span class="NormalTextRun SCXW156041001 BCX0" data-ccp-charstyle="Hyperlink">Senate Energy and Natural Resources Committee, April 21, 2026.</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW156041001 BCX0">&nbsp;&nbsp;</span><span class="EOP CommentStart SCXW156041001 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></span></em></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">On&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Out-of-Control&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Gas Prices</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Since On</span><span class="NormalTextRun SCXW141853044 BCX0">set of Iran War&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="422838985" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{144}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich began</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Secretary Wright, on television earlier this week, you said that gas prices may not fall below $3 a gallon until 2027</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Do you stand by that today?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="2386236" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{160}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Secretary Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">I&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">don't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;know the future of energy prices.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">Often</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;I will&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">speculate</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;or look at those things</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">I would say gasoline prices looks like they peaked about a week or so ago,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">one dollar&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">a gallon cheaper than they peaked during the Biden administration. Yet&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">we're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">in the midst of</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;ending a 47</span><span class="NormalTextRun SCXW141853044 BCX0">-</span><span class="NormalTextRun SCXW141853044 BCX0">year conflict in the Middle East, a major energy</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">producing region</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1103395278" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{204}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich pushed back</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;I</span><span class="NormalTextRun SCXW141853044 BCX0">t is over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">four dollars</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;a gallon. Is that reasonable</span><span class="NormalTextRun SCXW141853044 BCX0">?</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;Do you think&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">that's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">a good price</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;for people to pay at the pump</span><span class="NormalTextRun SCXW141853044 BCX0">?&rdquo;&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="221193803" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{228}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Well, in contrast to the last administration, our goal is as low&nbsp;</span><span class="NormalTextRun CommentStart CommentHighlightPipeRest CommentHighlightRest SCXW141853044 BCX0">as&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW141853044 BCX0">possible energy</span><span class="NormalTextRun CommentHighlightRest SCXW141853044 BCX0">&nbsp;prices.</span><span class="NormalTextRun CommentHighlightPipeRest SCXW141853044 BCX0">&nbsp;And yes, we were proud to have gasoline prices below&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">two dollars&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">a gallon earlier this year, and we look forward to getting them back there.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="228896823" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{248}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich followed</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">What are they right now?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1558958249" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{5}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Just over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">four dollars</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="496931307" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{17}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich asked</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;A</span><span class="NormalTextRun SCXW141853044 BCX0">nd what is Diesel</span><span class="NormalTextRun SCXW141853044 BCX0">?&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="306665240" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{29}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Diesel is over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">five dollars</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1056744321" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{43}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0"><strong>,</strong> &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">I</span><span class="NormalTextRun SCXW141853044 BCX0">t's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;closer to six in my state</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1749353696" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{59}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright followed</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;I</span><span class="NormalTextRun SCXW141853044 BCX0">t's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">over&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">eight</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">i</span><span class="NormalTextRun SCXW141853044 BCX0">n California</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP CommentStart SCXW141853044 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1172763500" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{85}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">On DOE Using Emergency Authority to Keep Dying Coal Plants Open</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="594894995" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{91}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0"><strong>Heinrich asked</strong>,</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;&ldquo;Y</span><span class="NormalTextRun SCXW141853044 BCX0">ou've</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;used emergency authority to keep thermal coal plants online. And in cases like Washington, Indiana, Colorado, those thermal coal plants are sitting idle. However, those utilities have already purchased replacement generation, so when they're ordered to stay online, effectively, customers are charged for the cost of maintaining those thermal coal facilities, plus they're charged for the price of replacement generation, because those utilities had to come up with replacement generation before they decided to retire those facilities. Is it&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">appropriate to</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;pass those costs</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;on to consumers?&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Shouldn't the Department of Energy&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">be responsible for</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;those costs</span><span class="NormalTextRun SCXW141853044 BCX0">?&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">$42 million in the case of the Michigan plant</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="2080949663" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{121}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">It&rsquo;</span><span class="NormalTextRun SCXW141853044 BCX0">s</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;hard to overstate the cost to health and businesses and consumers of blackouts. You mentioned the Michigan plant, the</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;first one we issue...&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1539276929" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{137}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich interjected</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">The state of Michigan and the utility in that case, completely disagree with your conclusion that they were at risk.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="759631534" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{147}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright responded</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;Days later, days later, after we kept the Campbell coal power plant running, it was running at maximum capacity, and they were at the edge of a blackout. Northern [Midcontinent Independent System Operator] MISO is one of the most at risk regions there is</span><span class="NormalTextRun SCXW141853044 BCX0">.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">T</span><span class="NormalTextRun SCXW141853044 BCX0">hat plant has run over that entire summer above average for all assets on the grid.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="95365470" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{165}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich followed</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;What about the Colorado plant?&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">How often has the Colorado plant run?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1497331754" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{177}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">The Colorado plant is in western Colorado, and&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">it's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;in a region that suffers with transmission bottlenecks. If that plant is not there, if a peak demand event comes to that region,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">they're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;at&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">high risk</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;of blackout. We want the lights to stay on</span><span class="NormalTextRun SCXW141853044 BCX0">...&rdquo;&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="118810244" paraeid="{02c7f74f-7777-4a88-a15d-b869f66bba0a}{201}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">Heinrich&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">follow</span><span class="NormalTextRun SCXW141853044 BCX0">ed</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;I want the lights [on]</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;&mdash; reliability is not negotiable.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">However,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">I've</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;had&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">co</span><span class="NormalTextRun SCXW141853044 BCX0">-</span><span class="NormalTextRun SCXW141853044 BCX0">ops</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;co</span><span class="NormalTextRun SCXW141853044 BCX0">me a</span><span class="NormalTextRun SCXW141853044 BCX0">nd co</span><span class="NormalTextRun SCXW141853044 BCX0">mplain</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;about those costs being passed on to them when the replacement generation has already been&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">purchased</span><span class="NormalTextRun SCXW141853044 BCX0">.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">So</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;my c</span><span class="NormalTextRun SCXW141853044 BCX0">oncern is</span><span class="NormalTextRun SCXW141853044 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">if</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;going to de</span><span class="NormalTextRun SCXW141853044 BCX0">clare&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">an emergency, should you be able to pass those costs on to the customer?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="798390020" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{8}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;T</span><span class="NormalTextRun SCXW141853044 BCX0">he benefits go on</span><span class="NormalTextRun SCXW141853044 BCX0">to the customers as well. Let me explain. Senator Heinrich, one other point. We've used 202</span><span class="NormalTextRun SCXW141853044 BCX0">(c)</span><span class="NormalTextRun SCXW141853044 BCX0">s for a certain number of gigawatts of coal, a much larger increment of coal slated coal closures were not closed because the utilities and everyone got the message,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&lsquo;</span><span class="NormalTextRun SCXW141853044 BCX0">oh, you're going to have our back</span><span class="NormalTextRun SCXW141853044 BCX0">&rsquo;</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;because state and other politicians were forcing us to close assets.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;We&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">don't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;want to&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">close</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">,</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;going to cover us.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">We're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;not going to close them then</span><span class="NormalTextRun SCXW141853044 BCX0">.&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="110014490" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{56}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">On DOE Repurposing Congres</span><span class="NormalTextRun SCXW141853044 BCX0">sionally&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Alloca</span><span class="NormalTextRun SCXW141853044 BCX0">ted&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Funds&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Meant</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">for&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">Carbon Capture Projects&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">to Subsidize Coal Plants</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1037631801" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{80}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">Well, I&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">don't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;think it was politicians that decided to close the plant in Colorado.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">I think it</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;was the utility</span><span class="NormalTextRun SCXW141853044 BCX0">. T</span><span class="NormalTextRun SCXW141853044 BCX0">he Department of Energy</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">appears to have</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;also repurposed funds that Congress appropriated specifically for carbon capture</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">to subsidize coal</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;[fueled]</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;power plants. What statutory authority allows you to move those dollars? I&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">couldn't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;find anything in the statute that allowed those to be reallocated.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">W</span><span class="NormalTextRun SCXW141853044 BCX0">hat's</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;the authority&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;using to reallocate those funds?</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1307718764" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{130}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0"><strong>,</strong>&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">So</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;we have continued to look at proposals for carbon capture on coal plants</span><span class="NormalTextRun SCXW141853044 BCX0">.</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">W</span><span class="NormalTextRun SCXW141853044 BCX0">hen we find one or ones that make economic sense, we will deploy those funds, but we&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">c</span><span class="NormalTextRun SCXW141853044 BCX0">an't</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">deploy carbon capture fund on coal plants that are closed and gone. So yes, these were funds targeted</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;for&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">enhancing coal plants.&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">W</span><span class="NormalTextRun SCXW141853044 BCX0">e're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">enhancing them to keep them open.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1864778446" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{174}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich pushed back</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">,</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">But if you want to spend those funds on keeping those plants open, you need fu</span><span class="NormalTextRun SCXW141853044 BCX0">nds that&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">are auth</span><span class="NormalTextRun SCXW141853044 BCX0">orized to</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;keep those plants open, which does no</span><span class="NormalTextRun SCXW141853044 BCX0">t&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">e</span><span class="NormalTextRun SCXW141853044 BCX0">xist.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW141853044 BCX0">So</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;changing the authority without any statutory basis.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="1206869246" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{212}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Wright answered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">&ldquo;T</span><span class="NormalTextRun SCXW141853044 BCX0">hey're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">funds, they&rsquo;re&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">dedicated to enhancing the operations of coal plants, and&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">we're deploying them to enhance the operation of coal plants.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;&nbsp;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW141853044 BCX0" paraid="58016637" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{234}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW141853044 BCX0">Heinrich countered</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW141853044 BCX0"><span class="NormalTextRun SCXW141853044 BCX0">, &ldquo;</span><span class="NormalTextRun SCXW141853044 BCX0">I think&nbsp;</span><span class="NormalTextRun SCXW141853044 BCX0">you're</span><span class="NormalTextRun SCXW141853044 BCX0">&nbsp;on very thin legal ice.</span><span class="NormalTextRun SCXW141853044 BCX0">&rdquo;</span></span><span class="EOP SCXW141853044 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/heinrich-presses-secretary-wright-on-out-of-control-gas-prices-and-disagreement-with-president-trump-questions-doe-s-actions-that-prop-up-aging-coal-plants</guid>
      <pubDate>Wed, 22 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Lee, Scott, Cornyn, Cassidy Urge Trump Administration to Close Chinese Visa Loophole in U.S. Territories ]]></title>
      <link>https://www.energy.senate.gov/2026/4/lee-scott-cornyn-cassidy-urge-trump-administration-to-close-chinese-visa-loophole-in-u-s-territories</link>
      <description><![CDATA[<p><b>WASHINGTON &mdash;&nbsp;</b>Today, Senators Mike Lee (R-UT), Rick Scott (R-FL), John Cornyn (R-TX), and Bill Cassidy (R-LA) sent a letter to Department of Homeland Security Secretary Markwayne Mullin and Interior Secretary Doug Burgum urging the termination of a Biden-era visa policy that allows citizens of the People&rsquo;s Republic of China to enter the Commonwealth of the Northern Mariana Islands without a visa.</p>
<p>&nbsp;&nbsp;</p>
<p>The policy, known as the CNMI Economic Vitality and Security Travel Authorization Program (EVS-TAP), was created in 2024 as a sub-program of the Guam-CNMI Visa Waiver Program. It permits PRC nationals to travel to the CNMI for up to 14 days without a visa or formal admission process.</p>
<p>&nbsp;&nbsp;</p>
<p>The senators warn that &ldquo;<i>continuing the Biden-era policy of allowing PRC citizens unchecked access to CNMI threatens America&rsquo;s national security and encourages illegal drug trafficking and birth tourism</i>.&rdquo;</p>
<p>&nbsp;&nbsp;</p>
<p>In the&nbsp;<a href="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1" title="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1">letter</a>, the senators outline several concerns tied to the program:</p>
<p>&nbsp;&nbsp;</p>
<ul type="disc">
<li>Chinese nationals have already been convicted of trafficking methamphetamines into the CNMI.</li>
<li>The policy has enabled ongoing birth tourism.</li>
<li>Individuals entering the CNMI are within close proximity to Guam, a key U.S. military hub.</li>
<li>Reports indicate illegal transport of Chinese nationals from CNMI to Guam.</li>
<li>PRC-linked actors have targeted Guam&rsquo;s critical infrastructure, including its power grid.</li>
</ul>
<p>&nbsp;&nbsp;</p>
<p>&ldquo;<i>We strongly urge the U.S. Department of Homeland Security to end the CNMI Economic Vitality and Security Travel Authorization Program &ndash; a benefit that should not be afforded to a recalcitrant country like Communist China. We further encourage, in alignment with previous Congressional requests, the termination of Hong Kong&rsquo;s participation in the broader G-CNMI visa waiver program</i>.&rdquo;</p>
<p>&nbsp;</p>
<p style="text-align: center;"><span>To read the full letter, click</span><span class="apple-converted-space">&nbsp;</span><a href="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1" title="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1"><span>HERE</span></a><span>.</span></p>]]></description>
      <content:encoded><![CDATA[<p><b>WASHINGTON &mdash;&nbsp;</b>Today, Senators Mike Lee (R-UT), Rick Scott (R-FL), John Cornyn (R-TX), and Bill Cassidy (R-LA) sent a letter to Department of Homeland Security Secretary Markwayne Mullin and Interior Secretary Doug Burgum urging the termination of a Biden-era visa policy that allows citizens of the People&rsquo;s Republic of China to enter the Commonwealth of the Northern Mariana Islands without a visa.</p>
<p>&nbsp;&nbsp;</p>
<p>The policy, known as the CNMI Economic Vitality and Security Travel Authorization Program (EVS-TAP), was created in 2024 as a sub-program of the Guam-CNMI Visa Waiver Program. It permits PRC nationals to travel to the CNMI for up to 14 days without a visa or formal admission process.</p>
<p>&nbsp;&nbsp;</p>
<p>The senators warn that &ldquo;<i>continuing the Biden-era policy of allowing PRC citizens unchecked access to CNMI threatens America&rsquo;s national security and encourages illegal drug trafficking and birth tourism</i>.&rdquo;</p>
<p>&nbsp;&nbsp;</p>
<p>In the&nbsp;<a href="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1" title="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1">letter</a>, the senators outline several concerns tied to the program:</p>
<p>&nbsp;&nbsp;</p>
<ul type="disc">
<li>Chinese nationals have already been convicted of trafficking methamphetamines into the CNMI.</li>
<li>The policy has enabled ongoing birth tourism.</li>
<li>Individuals entering the CNMI are within close proximity to Guam, a key U.S. military hub.</li>
<li>Reports indicate illegal transport of Chinese nationals from CNMI to Guam.</li>
<li>PRC-linked actors have targeted Guam&rsquo;s critical infrastructure, including its power grid.</li>
</ul>
<p>&nbsp;&nbsp;</p>
<p>&ldquo;<i>We strongly urge the U.S. Department of Homeland Security to end the CNMI Economic Vitality and Security Travel Authorization Program &ndash; a benefit that should not be afforded to a recalcitrant country like Communist China. We further encourage, in alignment with previous Congressional requests, the termination of Hong Kong&rsquo;s participation in the broader G-CNMI visa waiver program</i>.&rdquo;</p>
<p>&nbsp;</p>
<p style="text-align: center;"><span>To read the full letter, click</span><span class="apple-converted-space">&nbsp;</span><a href="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1" title="https://www.energy.senate.gov/services/files/415E3F18-B2A2-4434-9E3C-2BF5B033DFE1"><span>HERE</span></a><span>.</span></p>]]></content:encoded>
      <category>Republican News</category>
      <guid>https://www.energy.senate.gov/2026/4/lee-scott-cornyn-cassidy-urge-trump-administration-to-close-chinese-visa-loophole-in-u-s-territories</guid>
      <pubDate>Wed, 22 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Heinrich to Secretary Wright: “If you Want to Change the Law, Run for Congress. Until Then, you Have No Right to Ignore the Direction of Congress”]]></title>
      <link>https://www.energy.senate.gov/2026/4/heinrich-to-secretary-wright-if-you-want-to-change-the-law-run-for-congress-until-then-you-have-no-right-to-ignore-the-direction-of-congress</link>
      <description><![CDATA[<div class="OutlineElement Ltr SCXW133511040 BCX0">
<p class="Paragraph SCXW133511040 BCX0" paraid="1400061882" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{18}" style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW133511040 BCX0"><span class="NormalTextRun SCXW133511040 BCX0">Heinrich</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;grills Wright on partisan leadership at the Department of Energy,&nbsp;</span><span class="NormalTextRun SCXW133511040 BCX0">details how Wright&rsquo;s leadership</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;has led to higher costs for working families</span></span><span class="EOP SCXW133511040 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW133511040 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{e7cfdad8-59b8-4240-8381-75dc61040ed5}{250}" style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW133511040 BCX0"><span class="NormalTextRun SCXW133511040 BCX0">Heinrich</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;on Department&rsquo;s decisions to cancel energy projects</span><span class="NormalTextRun SCXW133511040 BCX0">: &ldquo;</span><span class="NormalTextRun SCXW133511040 BCX0">Satisfying a President&rsquo;s desire for political revenge or intimidation is not a lawful basis for terminating projects that were on track to help reduce soaring electricity prices</span><span class="NormalTextRun SCXW133511040 BCX0">&rdquo;</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;</span></span><span class="EOP SCXW133511040 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
<p class="Paragraph SCXW133511040 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{e7cfdad8-59b8-4240-8381-75dc61040ed5}{250}" style="text-align: left;"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW195547244 BCX0"><strong>WASHINGTON</strong> &mdash;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195547244 BCX0"><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;During a U.S. Senate Energy and Natural Resources Committee hearing to&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">examine the&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Trump administration&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">budget request for the&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Department of Energy&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">(DOE)&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Fiscal Year 2027 (FY27)</span><span class="NormalTextRun SCXW195547244 BCX0">, U.S. Senator Martin Heinrich (D-N.M.), the Committee&rsquo;s Ranking Member, delivered opening remarks</span><span class="NormalTextRun SCXW195547244 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">grilling&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">D</span><span class="NormalTextRun SCXW195547244 BCX0">OE</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Secretary</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;Chris</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;Wright&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">on the Department&rsquo;s&nbsp;</span></span><a href="https://www.energy.senate.gov/2025/10/ranking-member-heinrich-condemns-trump-administration-unlawfully-taking-135-2-million-away-from-new-mexico-7-56-billion-from-across-the-country" target="_blank" class="Hyperlink SCXW195547244 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW195547244 BCX0"><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">c</span><span class="NormalTextRun CommentStart SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">ancel</span><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">ation of</span><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;billions in funding for clean energy projects</span><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">,</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195547244 BCX0"><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;circumventing&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">of&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Congress to prop uneconomic coal plants,&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">and proposing a budget that continues to skyrocket energy costs for</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;working</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;Americans.&nbsp;</span></span><span class="EOP SCXW195547244 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW133511040 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{e7cfdad8-59b8-4240-8381-75dc61040ed5}{250}" style="text-align: center;"><em><span class="EOP SCXW195547244 BCX0" data-ccp-props="{}"><a href="https://www.youtube.com/live/Uf_7xouwkgg?si=iM2VhomasoHAqBKO&amp;t=298" target="_blank" class="Hyperlink SCXW40949634 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW40949634 BCX0"><span class="NormalTextRun CommentStart SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">VIDEO:&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Ranking Membe</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">r</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Martin&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Heinrich&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">(</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">D-N.M.)</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">delivers opening remarks&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">on the Department of Energy&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">FY27</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;budget request</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;before the&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">U.S.&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Senate Energy and Natural Resources Committee</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">,&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">April&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">2</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">1</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">, 202</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">6.</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW40949634 BCX0">&nbsp;</span><span class="EOP SCXW40949634 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></span></em></p>
<div class="OutlineElement Ltr SCXW91747998 BCX0">
<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
<div class="OutlineElement Ltr SCXW218622172 BCX0">
<p class="Paragraph SCXW218622172 BCX0" paraid="1223844145" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{113}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;When you came before this Committee&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">almost a</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;year ago, I asked you if it was the case that political appointees were on review boards for the cancellation of $3.7 billion in awards.&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">You responded, &lsquo;Well, it's absolutely the case.&rsquo; Those are your words,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0">Heinrich began</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">. &ldquo;Since then, it has become abundantly clear that politics are indeed&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">calling the shots</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;in your Department of Energy.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
</div>
<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
<div class="OutlineElement Ltr SCXW218622172 BCX0">
<p class="Paragraph SCXW218622172 BCX0" paraid="1995608780" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{133}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;</span><span class="NormalTextRun CommentStart SCXW218622172 BCX0">Satisfying a President&rsquo;s desire for political revenge or intimidation is not a lawful basis for&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">terminating</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;projects that were on track to help reduce soaring electricity prices</span><span class="NormalTextRun SCXW218622172 BCX0">,&rdquo;<strong>&nbsp;</strong></span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0"><strong>Heinrich continued</strong>.</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;&ldquo;These cancellations, on a political basis, are a blatant betrayal of the communities, the workers, and businesses who were counting on those investments to lower their energy costs. And now, it is those communities, workers, and businesses who will pay the price, regardless of their&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">particular politics</span><span class="NormalTextRun SCXW218622172 BCX0">. Unfortunately, this budget reflects the same lack of concern for the&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">real costs</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;facing hard-working families trying to keep the lights on and their vehicles on the road.&rdquo;&nbsp;</span></span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
</div>
<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW218622172 BCX0" paraid="651113625" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{157}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;</span><span class="NormalTextRun SCXW218622172 BCX0">My concerns come at a moment when DOE&rsquo;s mission is more critical than ever &mdash; not just here at home, but abroad.&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">From global energy markets affected by the war in Iran, to instability in Venezuela, the Department&rsquo;s decisions have real consequences for energy prices and national security... Instead of lowering costs, strengthening our workforce, and investing in energy infrastructure, too many of these decisions favor garnering cheap political points</span><span class="NormalTextRun SCXW218622172 BCX0">,</span><span class="NormalTextRun SCXW218622172 BCX0">&rdquo;</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0">Heinrich continued</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><strong>.</strong>&nbsp;</span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
</div>
<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
<div class="OutlineElement Ltr SCXW218622172 BCX0">
<p class="Paragraph SCXW218622172 BCX0" paraid="1633014005" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{177}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;</span><span class="NormalTextRun SCXW218622172 BCX0">Americans deserve a Department of Energy that follows the law and executes the will of Congress.&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">This budget &mdash; and the actions&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">we&rsquo;ve</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;seen DOE take over the past year &mdash; fall far short of that standard,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0">Heinrich concluded.</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0">&nbsp;</span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
</div>
<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
<div class="OutlineElement Ltr SCXW263416013 BCX0">
<p class="Paragraph SCXW263416013 BCX0" paraid="868400357" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{195}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW263416013 BCX0">A video of Heinrich&rsquo;s opening remarks is&nbsp;</span><a href="https://www.youtube.com/live/Uf_7xouwkgg?si=iM2VhomasoHAqBKO&amp;t=298" target="_blank" class="Hyperlink SCXW263416013 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW263416013 BCX0"><span class="NormalTextRun CommentStart SCXW263416013 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW263416013 BCX0">.&nbsp;</span><span class="EOP SCXW263416013 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></p>
</div>
<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW263416013 BCX0" paraid="1557771810" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{209}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW263416013 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below:</span><span class="EOP SCXW263416013 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></p>
<div class="OutlineElement Ltr SCXW265140873 BCX0">
<p class="Paragraph SCXW265140873 BCX0" paraid="868468201" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{215}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Thank you,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">Chairman</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;Lee. And welcome Secretary Wright.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2134524023" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{225}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Over the past year, I have grown increasingly concerned with the Department of Energy&rsquo;s actions under your leadership.&nbsp;</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1159740547" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{231}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">When you came before this Committee&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">almost a</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;year ago,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">I asked you if it was the case that political appointees were on review boards for the cancellation of $3.7 billion in awards.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="508688698" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{243}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">You responded, &ldquo;Well, it's absolutely the case.&rdquo; Those are your words.</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1418572993" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{251}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Since then, it has become abundantly clear that politics are indeed&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">calling the shots</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;in your Department of Energy.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1952566705" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{6}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Last October, DOE unlawfully cancelled $8 billion in federal investments in 223 energy projects &ndash;&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">almost entirely</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;in states with&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">D</span><span class="NormalTextRun SCXW265140873 BCX0">emocratic leadership. DOE then confirmed in court that the cancellations were based on whether a project was in a blue state.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="831221996" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{20}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Satisfying a President&rsquo;s desire for political revenge or intimidation is not a lawful basis for&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">terminating</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;projects that were on track to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">help&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">reduce soaring electricity prices.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="514064308" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{34}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">And a federal judge has already said as much, ruling that these cancellations were unlawful and that they violated the Fifth Amendment.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1302319924" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{40}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">These cancellations, on a political basis, are a blatant betrayal of the communities,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">workers, and businesses who were counting on those investments to lower their energy costs. And now, it is those communities, workers, and businesses who will pay the price, regardless of their&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">particular&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">politics</span><span class="NormalTextRun SCXW265140873 BCX0">.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1813674841" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{54}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Unfortunately, this budget reflects the same lack of concern&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">for the&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">real costs</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">f</span><span class="NormalTextRun SCXW265140873 BCX0">acing hard</span><span class="NormalTextRun SCXW265140873 BCX0">-</span><span class="NormalTextRun SCXW265140873 BCX0">working families trying to keep the lights on and their vehicles on the road.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1722806365" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{74}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">For example, this budget&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">eliminates</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;the Weatherization Assistance Program, which saves households an average of $372 dollars every year.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="918295254" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{84}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">It also rescinds $15.2 billion dollars of&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">Infrastructure bill&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">funding</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;&mdash; congressionally</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">directed funds that are ready to go out the door to support grid reliability and help reduce electricity prices</span><span class="NormalTextRun SCXW265140873 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="81996212" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{102}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">It cuts the Office of Science by 15</span><span class="NormalTextRun SCXW265140873 BCX0">%</span><span class="NormalTextRun SCXW265140873 BCX0">, and cuts ARPA-E by 43</span><span class="NormalTextRun SCXW265140873 BCX0">%&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">undermining the very innovation pipeline that&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">makes the United States of America so&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">competitive.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1267616635" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{124}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">And it&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">eliminates</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;the wind and solar offices entirely, while cutting the Critical Minerals and Energy Innovation office by 64</span><span class="NormalTextRun SCXW265140873 BCX0">%</span><span class="NormalTextRun SCXW265140873 BCX0">.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2007809548" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{138}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">As electricity demand grows, we will not be able to meet the energy needs of new data&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">centers</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">and</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;keep household bills low if&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">you restrict the growth of the sources of energy that are the cheapest and the fastest to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">build.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="377029730" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{156}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">This administration is also hurting families by holding back billions of congressionally</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">appropriated funds that would help people save on their electricity bills.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2019116380" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{166}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Congress appropriated $8.8 billion for&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">h</span><span class="NormalTextRun SCXW265140873 BCX0">ome&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">e</span><span class="NormalTextRun SCXW265140873 BCX0">nergy&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">r</span><span class="NormalTextRun SCXW265140873 BCX0">ebates to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">help families lower their utility bills through more efficient appliances and home upgrades.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="601111750" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{186}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">While twelve states have launched programs and delivering real savings to their residents, the Department of Energy has stalled implementation for the remaining states</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">including those with approved applications</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">for over a year and a half.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1889351942" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{208}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Th</span><span class="NormalTextRun SCXW265140873 BCX0">at&rsquo;s</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">obstruction.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1541206045" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{218}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">And while these cost-saving programs are being obstructed, the Department is taking actions that actively raise prices.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="629929106" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{224}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Under your leadership, DOE has abused emergency authority under Section 202(c) of the Federal Power Act to keep uneconomic fossil fuel plants online past their retirement dates. Half of these are not even generating electricity, and according to a recent report, keeping these plants open has cost Americans $275 million and counting.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1492060726" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{230}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">That is not reliability.&nbsp;</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="458370616" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{236}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">That is waste.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="945231680" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{242}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">And your&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW265140873 BCX0">Department&rsquo;s</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;insistence on propping up coal plants&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">doesn&rsquo;t</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;end there.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2105848217" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{1}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">You also&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">are&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">willfully defying&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">congressional direction&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">by redirecting funds for carbon capture toward subsidizing coal plants &mdash; raising serious concerns that the Department may be violating the law.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="145023849" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{15}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Secretary Wright,&nbsp;</span><span class="NormalTextRun CommentStart SCXW265140873 BCX0">if you want to change the law, run for Congress. Until then, you have no right to ignore the direction of Congress</span><span class="NormalTextRun SCXW265140873 BCX0">.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1586630184" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{21}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">It is your responsibility to execute the law</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;a</span><span class="NormalTextRun SCXW265140873 BCX0">nd right now, you are not faithfully executing the law.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2087009729" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{31}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">My concerns come at a moment when DOE&rsquo;s mission is more critical than ever</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">not just here at home, but abroad.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1457339018" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{45}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">From global energy markets affected by&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">the war&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">in Iran, to instability in Venezuela, the Department&rsquo;s decisions have real consequences for energy prices and national security.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1714760530" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{55}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Which makes the pattern&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">we&rsquo;ve</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;seen over the past year&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">all the more</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;troubling.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="255255930" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{69}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Because instead of lowering costs, strengthening our workforce, and investing in energy infrastructure, too many of these decisions favor garnering cheap political points.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="674951178" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{75}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">You and I may disagree on the path forward</span><span class="NormalTextRun SCXW265140873 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">I&rsquo;m</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;sure we will.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="677079888" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{83}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">But we&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">ought</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">agree on this: Americans deserve affordable energy.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="257882882" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{97}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Americans deserve a Department of Energy that follows the law and executes the will of Congress.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="273885293" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{103}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">This budget</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">and the actions&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">we&rsquo;ve</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;seen DOE take over the past year</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">fall far short of that standard.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="1739997918" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{254}" style="text-align: center;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW91747998 BCX0">###</span><span class="EOP SCXW91747998 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></strong></p>
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      <content:encoded><![CDATA[<div class="OutlineElement Ltr SCXW133511040 BCX0">
<p class="Paragraph SCXW133511040 BCX0" paraid="1400061882" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{18}" style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW133511040 BCX0"><span class="NormalTextRun SCXW133511040 BCX0">Heinrich</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;grills Wright on partisan leadership at the Department of Energy,&nbsp;</span><span class="NormalTextRun SCXW133511040 BCX0">details how Wright&rsquo;s leadership</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;has led to higher costs for working families</span></span><span class="EOP SCXW133511040 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW133511040 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{e7cfdad8-59b8-4240-8381-75dc61040ed5}{250}" style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW133511040 BCX0"><span class="NormalTextRun SCXW133511040 BCX0">Heinrich</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;on Department&rsquo;s decisions to cancel energy projects</span><span class="NormalTextRun SCXW133511040 BCX0">: &ldquo;</span><span class="NormalTextRun SCXW133511040 BCX0">Satisfying a President&rsquo;s desire for political revenge or intimidation is not a lawful basis for terminating projects that were on track to help reduce soaring electricity prices</span><span class="NormalTextRun SCXW133511040 BCX0">&rdquo;</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;</span><span class="NormalTextRun SCXW133511040 BCX0">&nbsp;</span></span><span class="EOP SCXW133511040 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
<p class="Paragraph SCXW133511040 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{e7cfdad8-59b8-4240-8381-75dc61040ed5}{250}" style="text-align: left;"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW195547244 BCX0"><strong>WASHINGTON</strong> &mdash;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195547244 BCX0"><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;During a U.S. Senate Energy and Natural Resources Committee hearing to&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">examine the&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Trump administration&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">budget request for the&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Department of Energy&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">(DOE)&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Fiscal Year 2027 (FY27)</span><span class="NormalTextRun SCXW195547244 BCX0">, U.S. Senator Martin Heinrich (D-N.M.), the Committee&rsquo;s Ranking Member, delivered opening remarks</span><span class="NormalTextRun SCXW195547244 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">grilling&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">D</span><span class="NormalTextRun SCXW195547244 BCX0">OE</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Secretary</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;Chris</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;Wright&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">on the Department&rsquo;s&nbsp;</span></span><a href="https://www.energy.senate.gov/2025/10/ranking-member-heinrich-condemns-trump-administration-unlawfully-taking-135-2-million-away-from-new-mexico-7-56-billion-from-across-the-country" target="_blank" class="Hyperlink SCXW195547244 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW195547244 BCX0"><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">c</span><span class="NormalTextRun CommentStart SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">ancel</span><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">ation of</span><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;billions in funding for clean energy projects</span><span class="NormalTextRun SCXW195547244 BCX0" data-ccp-charstyle="Hyperlink">,</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195547244 BCX0"><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;circumventing&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">of&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">Congress to prop uneconomic coal plants,&nbsp;</span><span class="NormalTextRun SCXW195547244 BCX0">and proposing a budget that continues to skyrocket energy costs for</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;working</span><span class="NormalTextRun SCXW195547244 BCX0">&nbsp;Americans.&nbsp;</span></span><span class="EOP SCXW195547244 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW133511040 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{e7cfdad8-59b8-4240-8381-75dc61040ed5}{250}" style="text-align: center;"><em><span class="EOP SCXW195547244 BCX0" data-ccp-props="{}"><a href="https://www.youtube.com/live/Uf_7xouwkgg?si=iM2VhomasoHAqBKO&amp;t=298" target="_blank" class="Hyperlink SCXW40949634 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW40949634 BCX0"><span class="NormalTextRun CommentStart SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">VIDEO:&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Ranking Membe</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">r</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Martin&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Heinrich&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">(</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">D-N.M.)</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">delivers opening remarks&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">on the Department of Energy&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">FY27</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;budget request</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;before the&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">U.S.&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">Senate Energy and Natural Resources Committee</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">,&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">April&nbsp;</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">2</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">1</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">, 202</span><span class="NormalTextRun SCXW40949634 BCX0" data-ccp-charstyle="Hyperlink">6.</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW40949634 BCX0">&nbsp;</span><span class="EOP SCXW40949634 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></span></em></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW218622172 BCX0" paraid="1223844145" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{113}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;When you came before this Committee&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">almost a</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;year ago, I asked you if it was the case that political appointees were on review boards for the cancellation of $3.7 billion in awards.&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">You responded, &lsquo;Well, it's absolutely the case.&rsquo; Those are your words,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0">Heinrich began</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">. &ldquo;Since then, it has become abundantly clear that politics are indeed&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">calling the shots</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;in your Department of Energy.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW218622172 BCX0" paraid="1995608780" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{133}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;</span><span class="NormalTextRun CommentStart SCXW218622172 BCX0">Satisfying a President&rsquo;s desire for political revenge or intimidation is not a lawful basis for&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">terminating</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;projects that were on track to help reduce soaring electricity prices</span><span class="NormalTextRun SCXW218622172 BCX0">,&rdquo;<strong>&nbsp;</strong></span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0"><strong>Heinrich continued</strong>.</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;&ldquo;These cancellations, on a political basis, are a blatant betrayal of the communities, the workers, and businesses who were counting on those investments to lower their energy costs. And now, it is those communities, workers, and businesses who will pay the price, regardless of their&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">particular politics</span><span class="NormalTextRun SCXW218622172 BCX0">. Unfortunately, this budget reflects the same lack of concern for the&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">real costs</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;facing hard-working families trying to keep the lights on and their vehicles on the road.&rdquo;&nbsp;</span></span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW218622172 BCX0" paraid="651113625" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{157}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;</span><span class="NormalTextRun SCXW218622172 BCX0">My concerns come at a moment when DOE&rsquo;s mission is more critical than ever &mdash; not just here at home, but abroad.&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">From global energy markets affected by the war in Iran, to instability in Venezuela, the Department&rsquo;s decisions have real consequences for energy prices and national security... Instead of lowering costs, strengthening our workforce, and investing in energy infrastructure, too many of these decisions favor garnering cheap political points</span><span class="NormalTextRun SCXW218622172 BCX0">,</span><span class="NormalTextRun SCXW218622172 BCX0">&rdquo;</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0">Heinrich continued</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><strong>.</strong>&nbsp;</span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW218622172 BCX0" paraid="1633014005" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{177}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0"><span class="NormalTextRun SCXW218622172 BCX0">&ldquo;</span><span class="NormalTextRun SCXW218622172 BCX0">Americans deserve a Department of Energy that follows the law and executes the will of Congress.&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">This budget &mdash; and the actions&nbsp;</span><span class="NormalTextRun SCXW218622172 BCX0">we&rsquo;ve</span><span class="NormalTextRun SCXW218622172 BCX0">&nbsp;seen DOE take over the past year &mdash; fall far short of that standard,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW218622172 BCX0">Heinrich concluded.</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW218622172 BCX0">&nbsp;</span><span class="EOP SCXW218622172 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW263416013 BCX0" paraid="868400357" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{195}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW263416013 BCX0">A video of Heinrich&rsquo;s opening remarks is&nbsp;</span><a href="https://www.youtube.com/live/Uf_7xouwkgg?si=iM2VhomasoHAqBKO&amp;t=298" target="_blank" class="Hyperlink SCXW263416013 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW263416013 BCX0"><span class="NormalTextRun CommentStart SCXW263416013 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW263416013 BCX0">.&nbsp;</span><span class="EOP SCXW263416013 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><span style="text-decoration: underline;"></span></p>
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<p class="Paragraph SCXW263416013 BCX0" paraid="1557771810" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{209}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW263416013 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below:</span><span class="EOP SCXW263416013 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="868468201" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{215}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Thank you,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">Chairman</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;Lee. And welcome Secretary Wright.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2134524023" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{225}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Over the past year, I have grown increasingly concerned with the Department of Energy&rsquo;s actions under your leadership.&nbsp;</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1159740547" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{231}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">When you came before this Committee&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">almost a</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;year ago,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">I asked you if it was the case that political appointees were on review boards for the cancellation of $3.7 billion in awards.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="508688698" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{243}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">You responded, &ldquo;Well, it's absolutely the case.&rdquo; Those are your words.</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1418572993" paraeid="{20f1aa4c-f185-47c7-aef6-99eeda9ab79c}{251}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Since then, it has become abundantly clear that politics are indeed&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">calling the shots</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;in your Department of Energy.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1952566705" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{6}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Last October, DOE unlawfully cancelled $8 billion in federal investments in 223 energy projects &ndash;&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">almost entirely</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;in states with&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">D</span><span class="NormalTextRun SCXW265140873 BCX0">emocratic leadership. DOE then confirmed in court that the cancellations were based on whether a project was in a blue state.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="831221996" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{20}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Satisfying a President&rsquo;s desire for political revenge or intimidation is not a lawful basis for&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">terminating</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;projects that were on track to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">help&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">reduce soaring electricity prices.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="514064308" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{34}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">And a federal judge has already said as much, ruling that these cancellations were unlawful and that they violated the Fifth Amendment.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1302319924" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{40}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">These cancellations, on a political basis, are a blatant betrayal of the communities,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">workers, and businesses who were counting on those investments to lower their energy costs. And now, it is those communities, workers, and businesses who will pay the price, regardless of their&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">particular&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">politics</span><span class="NormalTextRun SCXW265140873 BCX0">.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1813674841" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{54}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Unfortunately, this budget reflects the same lack of concern&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">for the&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">real costs</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">f</span><span class="NormalTextRun SCXW265140873 BCX0">acing hard</span><span class="NormalTextRun SCXW265140873 BCX0">-</span><span class="NormalTextRun SCXW265140873 BCX0">working families trying to keep the lights on and their vehicles on the road.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1722806365" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{74}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">For example, this budget&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">eliminates</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;the Weatherization Assistance Program, which saves households an average of $372 dollars every year.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="918295254" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{84}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">It also rescinds $15.2 billion dollars of&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">Infrastructure bill&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">funding</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;&mdash; congressionally</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">directed funds that are ready to go out the door to support grid reliability and help reduce electricity prices</span><span class="NormalTextRun SCXW265140873 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="81996212" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{102}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">It cuts the Office of Science by 15</span><span class="NormalTextRun SCXW265140873 BCX0">%</span><span class="NormalTextRun SCXW265140873 BCX0">, and cuts ARPA-E by 43</span><span class="NormalTextRun SCXW265140873 BCX0">%&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">undermining the very innovation pipeline that&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">makes the United States of America so&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">competitive.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1267616635" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{124}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">And it&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">eliminates</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;the wind and solar offices entirely, while cutting the Critical Minerals and Energy Innovation office by 64</span><span class="NormalTextRun SCXW265140873 BCX0">%</span><span class="NormalTextRun SCXW265140873 BCX0">.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2007809548" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{138}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">As electricity demand grows, we will not be able to meet the energy needs of new data&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">centers</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">and</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;keep household bills low if&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">you restrict the growth of the sources of energy that are the cheapest and the fastest to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">build.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="377029730" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{156}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">This administration is also hurting families by holding back billions of congressionally</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">appropriated funds that would help people save on their electricity bills.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2019116380" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{166}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Congress appropriated $8.8 billion for&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">h</span><span class="NormalTextRun SCXW265140873 BCX0">ome&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">e</span><span class="NormalTextRun SCXW265140873 BCX0">nergy&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">r</span><span class="NormalTextRun SCXW265140873 BCX0">ebates to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">help families lower their utility bills through more efficient appliances and home upgrades.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="601111750" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{186}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">While twelve states have launched programs and delivering real savings to their residents, the Department of Energy has stalled implementation for the remaining states</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">including those with approved applications</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">for over a year and a half.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1889351942" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{208}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Th</span><span class="NormalTextRun SCXW265140873 BCX0">at&rsquo;s</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">obstruction.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1541206045" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{218}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">And while these cost-saving programs are being obstructed, the Department is taking actions that actively raise prices.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="629929106" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{224}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Under your leadership, DOE has abused emergency authority under Section 202(c) of the Federal Power Act to keep uneconomic fossil fuel plants online past their retirement dates. Half of these are not even generating electricity, and according to a recent report, keeping these plants open has cost Americans $275 million and counting.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1492060726" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{230}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">That is not reliability.&nbsp;</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="458370616" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{236}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">That is waste.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="945231680" paraeid="{5a7f5ee9-df0e-45c3-82ac-2cdbfcba89b7}{242}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">And your&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW265140873 BCX0">Department&rsquo;s</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;insistence on propping up coal plants&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">doesn&rsquo;t</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;end there.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2105848217" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{1}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">You also&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">are&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">willfully defying&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">congressional direction&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">by redirecting funds for carbon capture toward subsidizing coal plants &mdash; raising serious concerns that the Department may be violating the law.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="145023849" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{15}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Secretary Wright,&nbsp;</span><span class="NormalTextRun CommentStart SCXW265140873 BCX0">if you want to change the law, run for Congress. Until then, you have no right to ignore the direction of Congress</span><span class="NormalTextRun SCXW265140873 BCX0">.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1586630184" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{21}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">It is your responsibility to execute the law</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;a</span><span class="NormalTextRun SCXW265140873 BCX0">nd right now, you are not faithfully executing the law.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="2087009729" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{31}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">My concerns come at a moment when DOE&rsquo;s mission is more critical than ever</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">not just here at home, but abroad.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1457339018" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{45}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">From global energy markets affected by&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">the war&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">in Iran, to instability in Venezuela, the Department&rsquo;s decisions have real consequences for energy prices and national security.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="1714760530" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{55}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">Which makes the pattern&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">we&rsquo;ve</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;seen over the past year&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">all the more</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;troubling.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="255255930" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{69}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Because instead of lowering costs, strengthening our workforce, and investing in energy infrastructure, too many of these decisions favor garnering cheap political points.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="674951178" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{75}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">You and I may disagree on the path forward</span><span class="NormalTextRun SCXW265140873 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">I&rsquo;m</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;sure we will.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="677079888" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{83}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">But we&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">ought</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">to&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">agree on this: Americans deserve affordable energy.&nbsp;</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="257882882" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{97}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0">Americans deserve a Department of Energy that follows the law and executes the will of Congress.</span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW265140873 BCX0" paraid="273885293" paraeid="{5f79a1d6-f152-44a5-b9de-35eba95a9a3a}{103}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW265140873 BCX0"><span class="NormalTextRun SCXW265140873 BCX0">This budget</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">and the actions&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">we&rsquo;ve</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;seen DOE take over the past year</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">&mdash;</span><span class="NormalTextRun SCXW265140873 BCX0">&nbsp;</span><span class="NormalTextRun SCXW265140873 BCX0">fall far short of that standard.</span></span><span class="EOP SCXW265140873 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="333760646" paraeid="{b3bb7dda-04a0-40c3-b827-ad5204f7e902}{126}"><em><span style="text-decoration: underline;">&nbsp;</span></em></p>
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<p class="Paragraph SCXW91747998 BCX0" paraid="1739997918" paraeid="{8eb078b0-8277-41b0-a1b4-48ce5c60be63}{254}" style="text-align: center;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW91747998 BCX0">###</span><span class="EOP SCXW91747998 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></strong></p>
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</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/heinrich-to-secretary-wright-if-you-want-to-change-the-law-run-for-congress-until-then-you-have-no-right-to-ignore-the-direction-of-congress</guid>
      <pubDate>Wed, 22 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Full Committee Hearing to Examine the President’s Budget Request for the Department of Energy for Fiscal Year 2027]]></title>
      <link>https://www.energy.senate.gov/hearings/2026/4/full-committee-hearing-to-examine-the-president-s-budget-request-for-the-department-of-energy-for-fiscal-year-2027</link>
      <description><![CDATA[<div>
<p><span>The purpose of the hearing is to examine the President&rsquo;s Budget Request for the Department of Energy for Fiscal Year 2027.<o:p></o:p></span></p>
<p><span>&nbsp;</span></p>
</div>
<p><span>The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.</span></p>
<p>&nbsp;</p>
<p><b>WITNESSES</b></p>
<p><b>&nbsp;</b></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>The Honorable Christopher Wright</strong></p>
<p>Secretary</p>
<p>Department of Energy</p>
</td>
</tr>
</tbody>
</table>]]></description>
      <content:encoded><![CDATA[<div>
<p><span>The purpose of the hearing is to examine the President&rsquo;s Budget Request for the Department of Energy for Fiscal Year 2027.<o:p></o:p></span></p>
<p><span>&nbsp;</span></p>
</div>
<p><span>The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.</span></p>
<p>&nbsp;</p>
<p><b>WITNESSES</b></p>
<p><b>&nbsp;</b></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>The Honorable Christopher Wright</strong></p>
<p>Secretary</p>
<p>Department of Energy</p>
</td>
</tr>
</tbody>
</table>]]></content:encoded>
      <category>Hearings</category>
      <guid>https://www.energy.senate.gov/hearings/2026/4/full-committee-hearing-to-examine-the-president-s-budget-request-for-the-department-of-energy-for-fiscal-year-2027</guid>
      <pubDate>Tue, 21 Apr 2026 13:30:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[MEDIA ADVISORY: Chairman Lee and Ranking Member Heinrich Announce Upcoming Committee Schedul]]></title>
      <link>https://www.energy.senate.gov/2026/4/media-advisory-chairman-lee-and-ranking-member-heinrich-announce-upcoming-committee-schedul</link>
      <description><![CDATA[<p class="xmsonormal"><b>WASHINGTON&nbsp;</b>&ndash; Today, the U.S. Senate Committee on Energy and Natural Resources announced its schedule for the week.</p>
<p class="xmsonormal">&nbsp;</p>
<p>A hearing will be held on&nbsp;<b>Tuesday, April 21, 2026, at 9:30 a.m.</b>&nbsp;in room 366 of the Dirksen Senate Office Building in Washington, DC.</p>
<p class="xmsonormal">The purpose of the hearing is to examine the President&rsquo;s Budget Request for the Department of Energy for Fiscal Year 2027.</p>
<p class="xmsonormal">&nbsp;</p>
<p class="xmsonormal"><b>WITNESSES</b></p>
<p class="xmsonormal">The Honorable Christopher Wright<br />Secretary<br />Department of Energy</p>
<p class="xmsonormal">&nbsp;</p>
<p class="xmsonormal">The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.</p>
<p class="xmsonormal">Members of the press interested in attending should mail&nbsp;<a href="mailto:Jordan_roberts@energy.senate.gov" title="mailto:Jordan_roberts@energy.senate.gov">Jordan_roberts@energy.senate.gov</a>&nbsp;&nbsp;to RSVP.</p>]]></description>
      <content:encoded><![CDATA[<p class="xmsonormal"><b>WASHINGTON&nbsp;</b>&ndash; Today, the U.S. Senate Committee on Energy and Natural Resources announced its schedule for the week.</p>
<p class="xmsonormal">&nbsp;</p>
<p>A hearing will be held on&nbsp;<b>Tuesday, April 21, 2026, at 9:30 a.m.</b>&nbsp;in room 366 of the Dirksen Senate Office Building in Washington, DC.</p>
<p class="xmsonormal">The purpose of the hearing is to examine the President&rsquo;s Budget Request for the Department of Energy for Fiscal Year 2027.</p>
<p class="xmsonormal">&nbsp;</p>
<p class="xmsonormal"><b>WITNESSES</b></p>
<p class="xmsonormal">The Honorable Christopher Wright<br />Secretary<br />Department of Energy</p>
<p class="xmsonormal">&nbsp;</p>
<p class="xmsonormal">The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.</p>
<p class="xmsonormal">Members of the press interested in attending should mail&nbsp;<a href="mailto:Jordan_roberts@energy.senate.gov" title="mailto:Jordan_roberts@energy.senate.gov">Jordan_roberts@energy.senate.gov</a>&nbsp;&nbsp;to RSVP.</p>]]></content:encoded>
      <category>Republican News</category>
      <guid>https://www.energy.senate.gov/2026/4/media-advisory-chairman-lee-and-ranking-member-heinrich-announce-upcoming-committee-schedul</guid>
      <pubDate>Mon, 20 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Heinrich, Luján, Leger Fernández Call on Forest Service Opposing Carson National Forest Uranium Drilling Proposal and Demanding Full Environmental Review to Protect Chama Watershed ]]></title>
      <link>https://www.energy.senate.gov/2026/4/heinrich-luj-n-leger-fern-ndez-call-on-forest-service-opposing-carson-national-forest-uranium-drilling-proposal-and-demanding-full-environmental-review-to-protect-chama-watershed</link>
      <description><![CDATA[<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="342337846" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{8}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">WASHINGTON&nbsp;</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0">&ndash; Earlier this month, U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the Senate Committee on Energy and Natural Resources, U.S. Senator Ben Ray&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW228559800 BCX0">Luj&aacute;n</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;(D-N.M.), a member of the U.S. Senate Committee on Agriculture, Nutrition, and Forestry, and U.S. Representative Teresa Leger Fern&aacute;ndez (D-N.M.), a member of the House Committee on Natural Resources,&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">sent a&nbsp;</span></span><a href="https://www.energy.senate.gov/services/files/A3E25F95-6B26-43C4-BD3A-C575785C97FF" target="_blank" class="Hyperlink SCXW228559800 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0" data-ccp-charstyle="Hyperlink">letter</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;to Carson National Forest Supervisor James Duran&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">opposing</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;a proposal to conduct uranium drilling within the Carson National Forest.&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">Additionally, t</span><span class="NormalTextRun SCXW228559800 BCX0">he lawmakers urged the Forest Service to require a full&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">e</span><span class="NormalTextRun SCXW228559800 BCX0">nvironmental&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">i</span><span class="NormalTextRun SCXW228559800 BCX0">mpact&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">s</span><span class="NormalTextRun SCXW228559800 BCX0">tatement&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">(EIS)</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">and&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">requested</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;that the Forest Service suspend its review pending congressional action to protect the Chama watershed from mineral development.</span></span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="1933483590" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{12}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">&ldquo;We strongly oppose approval of this action and urge the Forest Service to require a full Environmental Impact Statement (EIS) before taking any further action on this proposal,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">wrote the lawmakers</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="1043820274" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{16}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">&ldquo;We plan to introduce legislation to withdraw the Chama watershed from all forms of mineral entry. We urge the Forest Service to take that legislative effort into account as it evaluates this proposal,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">continued the lawmakers</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="608022655" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{20}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">&ldquo;The communities of the Chama Valley &mdash; acequia farmers, tribal members, ranchers, and rural families &mdash; have tended this watershed for generations. The Forest Service has both the authority and the responsibility to ensure that decisions affecting their water, their land, and their future are made with the care, science, and respect those communities deserve,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">concluded the lawmakers</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="1286987219" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{24}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">Also copied on the letter were leaders of the United States Department of Agriculture (USDA), including the Secretary of Agriculture, the Under Secretary for Natural Resources and Environment, the Chief of the U.S. Forest Service, the Associate Chief of the U.S. Forest Service, and the Regional Forester for the Southwestern Region of the USDA Forest Service.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="1541738145" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{28}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">The full letter can be found&nbsp;</span><a href="https://www.energy.senate.gov/services/files/A3E25F95-6B26-43C4-BD3A-C575785C97FF" target="_blank" class="Hyperlink SCXW228559800 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">&nbsp;or below:</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1678231657" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{32}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><em>Attention Carson National Forest Supervisor Duran:</em></span><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1795238752" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{36}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">We write on behalf of the communities of northern New Mexico to express serious concerns&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">regarding</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;efforts filed by Gamma Resources Ltd. earlier this year seeking authorization to conduct exploratory uranium drilling within the Carson National Forest near&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW102207388 BCX0">Canjilon</span><span class="NormalTextRun SCXW102207388 BCX0">, New Mexico. We strongly oppose approval of this action and urge the Forest Service to require a full Environmental Impact Statement (EIS) before taking any further action on this proposal. We also&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">request</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;that the Forest Service suspend its review pending congressional action to protect the Chama watershed from mineral development.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="327651311" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{40}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">It has come to our attention that Gamma Resources Ltd. &mdash; a Vancouver-based company traded on the TSX Venture Exchange &mdash; has proposed drilling up to twelve exploratory boreholes up to 500 feet deep within the Carson National Forest as part of what the company calls its "Mesa Arc Project." The company has&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">identified</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;a four-mile stretch of the Chama Basin as a target for uranium&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW102207388 BCX0">extraction, and</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;has&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">stated</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;publicly its intent to&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">ultimately extract</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;uranium from this area, not merely explore it. The exploratory phase, if approved, would involve construction of temporary drill pads, approximately 800 feet of new road cuts, and heavy equipment staging &mdash; all within one of the most water-sensitive landscapes in New Mexico.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="SCXW102207388 BCX0">
<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="630510677" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{44}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">We plan to introduce legislation to withdraw the Chama watershed from all forms of mineral entry. We urge the Forest Service to take that legislative effort into account as it evaluates this proposal.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1826132070" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{49}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">The Carson National Forest rises above the villages of the Chama Valley and serves as the headwaters for the water systems that feed acequia ditches, community wells, and agricultural operations throughout the region. The Chama River is a principal tributary of the Rio Grande and a critical source of water for communities across northern New Mexico. What occurs on Carson National Forest lands directly&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">determines</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;the quality and quantity of water available downstream to acequia&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW102207388 BCX0">parciantes</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;(water rights holders), ranchers, tribal communities, and families who depend on shallow wells with no alternative water source.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1850416109" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">This watershed is not simply an environmental amenity. It is critical water infrastructure &mdash; as essential to the communities of northern New Mexico as any road, pipe, or reservoir. Acequia irrigation systems in the Chama Valley have continuously sustained agricultural production and community identity for more than 400 years. Tribal nations have exercised cultural, ceremonial, and subsistence ties to this landscape since time immemorial. The integrity of this watershed is inseparable from the economic survival and cultural continuity of the people who live here.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="842635161" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{55}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"></span></em><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Uranium is not an ordinary hard-rock mineral. Once uranium or associated contaminants enter an aquifer or stream system, remediation is technically complex, extraordinarily expensive, and may require decades of work &mdash; or may not be achievable at all. New Mexico bears a disproportionate and well-documented legacy of harm from uranium mining. Hundreds of abandoned uranium mines on and near tribal lands, particularly within the Navajo Nation, have contaminated water sources and resulted in elevated rates of kidney disease and cancer among affected communities. The federal government has spent hundreds of millions of dollars&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">attempting</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;to remediate legacy uranium contamination sites in New Mexico, and significant contamination&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">remains</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;unaddressed decades after mining operations ceased.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="796891155" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{61}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Even at the exploratory stage, this proposal carries real risk. New road cuts and drill pad construction increase erosion and sedimentation in a watershed that feeds gravity-fed acequia systems where even&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">small changes</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;in sediment load can mean a lost agricultural season. Monsoon rains &mdash; increasingly intense under drought conditions &mdash; can mobilize surface disturbance rapidly. For families on shallow wells, a single contamination event can permanently alter daily life.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1632852906" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{65}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">We understand you are currently&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">determining</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;whether Gamma's proposal would cause "significant surface disturbance" requiring a full NEPA review. We urge the Forest Service to make that determination affirmatively and promptly. The factors present here &mdash; uranium exploration in a sensitive watershed, proximity to acequia-dependent agricultural communities, adjacency to tribal cultural resources, and a company whose stated&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">ultimate goal</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;is extraction, not merely exploration &mdash; collectively demand the most rigorous level of environmental review available under federal law.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="52793512" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{69}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Specifically, we&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">request</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;that any NEPA review address the following questions before approving any plans:</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="1">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="2000740590" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{73}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">What is the baseline water quality in the affected watershed, including groundwater, prior to any surface disturbance, and who will&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">be responsible for</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;ongoing monitoring?</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="2">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1989577167" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{75}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">What are the specific pathways by which uranium or associated contaminants could reach acequia headgates, surface streams, and shallow aquifers relied upon by nearby communities?</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="3">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="723458280" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{77}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">What financial assurance mechanisms will ensure that Gamma Resources Ltd. &mdash; a junior mining company with no current production revenue &mdash; can cover full remediation costs&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">in the event of</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;contamination?</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="4">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1915319499" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{79}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">How will the Forest Service ensure meaningful government-to-government consultation with affected tribal nations, including consultation that occurs before, not after, any surface disturbance is authorized?</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="5">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="782449619" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{81}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">What is the cumulative impact of this proposal considered alongside other uranium exploration and development activity currently proposed or underway in New Mexico?</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1407651420" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{85}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Gamma Resources Ltd. is a Canadian company, incorporated in Vancouver and traded on the Toronto Stock Exchange Venture Exchange. Its investors and executives are not accountable to New Mexico communities, and its&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">financial interests</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;are not aligned with the long-term health of the Chama watershed. The company's own investor materials describe New Mexico's "historical deposits" as "low-hanging fruit" &mdash; language that reflects an extractive calculus, not a commitment to stewardship. Notably, the company has cycled through two name changes in just over a year &mdash; operating as Medallion Resources until February 2024, then as Gabo Mining until June 2025 &mdash; and its auditors have repeatedly flagged a "going concern" warning, citing an accumulated deficit of nearly $29 million and no revenue from operations, raising serious questions about whether this company has the financial foundation to responsibly develop, and ultimately reclaim, a uranium mine in the headwaters of the Rio Chama.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="717977141" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{90}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">The administration has framed domestic uranium production as an energy security priority. But energy security built on the contamination of tribal water systems and century-old acequia infrastructure is not security &mdash; it is the transfer of risk from a foreign company's shareholders to New Mexico's rural communities. The Chama watershed's clean water is itself a critical resource, one that cannot be replaced if lost.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1667553579" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{94}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">We urge the Forest Service to require a full Environmental Impact Statement for Gamma Resources Ltd.'s proposed Mesa Arc Project, including a draft EIS with a public comment period; to conduct robust, meaningful government-to-government consultation with all affected tribal nations before any permit decision; to require comprehensive baseline water quality testing throughout the affected watershed before any surface disturbance is authorized; and to suspend further permitting action pending the outcome of congressional consideration of legislation to withdraw the Chama watershed from mineral entry.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="519804351" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">The communities of the Chama Valley &mdash; acequia farmers, tribal members, ranchers, and rural families &mdash; have tended this watershed for generations. The Forest Service has both the authority and the responsibility to ensure that decisions affecting their water, their land, and their future are made with the care, science, and respect those communities deserve.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="219039025" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{102}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">We welcome the opportunity to discuss these concerns further and request a briefing from Forest Service staff on the&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">current status</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;of the agency's review.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="455450097" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{106}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">Sincerely,</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
<p class="Paragraph SCXW102207388 BCX0" paraid="455450097" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{106}"><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}"></span></em></p>
<p class="Paragraph SCXW102207388 BCX0" paraid="455450097" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{106}" style="text-align: center;"><strong><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">###</span></strong></p>
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      <content:encoded><![CDATA[<div class="OutlineElement Ltr SCXW228559800 BCX0">
<p class="Paragraph SCXW228559800 BCX0" paraid="342337846" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{8}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">WASHINGTON&nbsp;</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0">&ndash; Earlier this month, U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the Senate Committee on Energy and Natural Resources, U.S. Senator Ben Ray&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW228559800 BCX0">Luj&aacute;n</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;(D-N.M.), a member of the U.S. Senate Committee on Agriculture, Nutrition, and Forestry, and U.S. Representative Teresa Leger Fern&aacute;ndez (D-N.M.), a member of the House Committee on Natural Resources,&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">sent a&nbsp;</span></span><a href="https://www.energy.senate.gov/services/files/A3E25F95-6B26-43C4-BD3A-C575785C97FF" target="_blank" class="Hyperlink SCXW228559800 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0" data-ccp-charstyle="Hyperlink">letter</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;to Carson National Forest Supervisor James Duran&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">opposing</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;a proposal to conduct uranium drilling within the Carson National Forest.&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">Additionally, t</span><span class="NormalTextRun SCXW228559800 BCX0">he lawmakers urged the Forest Service to require a full&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">e</span><span class="NormalTextRun SCXW228559800 BCX0">nvironmental&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">i</span><span class="NormalTextRun SCXW228559800 BCX0">mpact&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">s</span><span class="NormalTextRun SCXW228559800 BCX0">tatement&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">(EIS)</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">and&nbsp;</span><span class="NormalTextRun SCXW228559800 BCX0">requested</span><span class="NormalTextRun SCXW228559800 BCX0">&nbsp;that the Forest Service suspend its review pending congressional action to protect the Chama watershed from mineral development.</span></span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW228559800 BCX0" paraid="1933483590" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{12}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">&ldquo;We strongly oppose approval of this action and urge the Forest Service to require a full Environmental Impact Statement (EIS) before taking any further action on this proposal,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">wrote the lawmakers</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW228559800 BCX0" paraid="1043820274" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{16}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">&ldquo;We plan to introduce legislation to withdraw the Chama watershed from all forms of mineral entry. We urge the Forest Service to take that legislative effort into account as it evaluates this proposal,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">continued the lawmakers</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW228559800 BCX0" paraid="608022655" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{20}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">&ldquo;The communities of the Chama Valley &mdash; acequia farmers, tribal members, ranchers, and rural families &mdash; have tended this watershed for generations. The Forest Service has both the authority and the responsibility to ensure that decisions affecting their water, their land, and their future are made with the care, science, and respect those communities deserve,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">concluded the lawmakers</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW228559800 BCX0" paraid="1286987219" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{24}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW228559800 BCX0">Also copied on the letter were leaders of the United States Department of Agriculture (USDA), including the Secretary of Agriculture, the Under Secretary for Natural Resources and Environment, the Chief of the U.S. Forest Service, the Associate Chief of the U.S. Forest Service, and the Regional Forester for the Southwestern Region of the USDA Forest Service.</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW228559800 BCX0" paraid="1541738145" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{28}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">The full letter can be found&nbsp;</span><a href="https://www.energy.senate.gov/services/files/A3E25F95-6B26-43C4-BD3A-C575785C97FF" target="_blank" class="Hyperlink SCXW228559800 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW228559800 BCX0"><span class="NormalTextRun SCXW228559800 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW228559800 BCX0">&nbsp;or below:</span><span class="EOP SCXW228559800 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1678231657" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{32}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><em>Attention Carson National Forest Supervisor Duran:</em></span><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1795238752" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{36}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">We write on behalf of the communities of northern New Mexico to express serious concerns&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">regarding</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;efforts filed by Gamma Resources Ltd. earlier this year seeking authorization to conduct exploratory uranium drilling within the Carson National Forest near&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW102207388 BCX0">Canjilon</span><span class="NormalTextRun SCXW102207388 BCX0">, New Mexico. We strongly oppose approval of this action and urge the Forest Service to require a full Environmental Impact Statement (EIS) before taking any further action on this proposal. We also&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">request</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;that the Forest Service suspend its review pending congressional action to protect the Chama watershed from mineral development.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="327651311" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{40}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">It has come to our attention that Gamma Resources Ltd. &mdash; a Vancouver-based company traded on the TSX Venture Exchange &mdash; has proposed drilling up to twelve exploratory boreholes up to 500 feet deep within the Carson National Forest as part of what the company calls its "Mesa Arc Project." The company has&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">identified</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;a four-mile stretch of the Chama Basin as a target for uranium&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW102207388 BCX0">extraction, and</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;has&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">stated</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;publicly its intent to&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">ultimately extract</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;uranium from this area, not merely explore it. The exploratory phase, if approved, would involve construction of temporary drill pads, approximately 800 feet of new road cuts, and heavy equipment staging &mdash; all within one of the most water-sensitive landscapes in New Mexico.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<div class="SCXW102207388 BCX0">
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<p class="Paragraph SCXW102207388 BCX0" paraid="630510677" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{44}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">We plan to introduce legislation to withdraw the Chama watershed from all forms of mineral entry. We urge the Forest Service to take that legislative effort into account as it evaluates this proposal.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1826132070" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{49}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">The Carson National Forest rises above the villages of the Chama Valley and serves as the headwaters for the water systems that feed acequia ditches, community wells, and agricultural operations throughout the region. The Chama River is a principal tributary of the Rio Grande and a critical source of water for communities across northern New Mexico. What occurs on Carson National Forest lands directly&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">determines</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;the quality and quantity of water available downstream to acequia&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW102207388 BCX0">parciantes</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;(water rights holders), ranchers, tribal communities, and families who depend on shallow wells with no alternative water source.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1850416109" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">This watershed is not simply an environmental amenity. It is critical water infrastructure &mdash; as essential to the communities of northern New Mexico as any road, pipe, or reservoir. Acequia irrigation systems in the Chama Valley have continuously sustained agricultural production and community identity for more than 400 years. Tribal nations have exercised cultural, ceremonial, and subsistence ties to this landscape since time immemorial. The integrity of this watershed is inseparable from the economic survival and cultural continuity of the people who live here.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="842635161" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{55}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"></span></em><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Uranium is not an ordinary hard-rock mineral. Once uranium or associated contaminants enter an aquifer or stream system, remediation is technically complex, extraordinarily expensive, and may require decades of work &mdash; or may not be achievable at all. New Mexico bears a disproportionate and well-documented legacy of harm from uranium mining. Hundreds of abandoned uranium mines on and near tribal lands, particularly within the Navajo Nation, have contaminated water sources and resulted in elevated rates of kidney disease and cancer among affected communities. The federal government has spent hundreds of millions of dollars&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">attempting</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;to remediate legacy uranium contamination sites in New Mexico, and significant contamination&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">remains</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;unaddressed decades after mining operations ceased.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="796891155" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{61}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Even at the exploratory stage, this proposal carries real risk. New road cuts and drill pad construction increase erosion and sedimentation in a watershed that feeds gravity-fed acequia systems where even&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">small changes</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;in sediment load can mean a lost agricultural season. Monsoon rains &mdash; increasingly intense under drought conditions &mdash; can mobilize surface disturbance rapidly. For families on shallow wells, a single contamination event can permanently alter daily life.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1632852906" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{65}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">We understand you are currently&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">determining</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;whether Gamma's proposal would cause "significant surface disturbance" requiring a full NEPA review. We urge the Forest Service to make that determination affirmatively and promptly. The factors present here &mdash; uranium exploration in a sensitive watershed, proximity to acequia-dependent agricultural communities, adjacency to tribal cultural resources, and a company whose stated&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">ultimate goal</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;is extraction, not merely exploration &mdash; collectively demand the most rigorous level of environmental review available under federal law.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="52793512" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{69}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Specifically, we&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">request</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;that any NEPA review address the following questions before approving any plans:</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="1">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="1" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="2000740590" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{73}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">What is the baseline water quality in the affected watershed, including groundwater, prior to any surface disturbance, and who will&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">be responsible for</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;ongoing monitoring?</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="2">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="2" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1989577167" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{75}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">What are the specific pathways by which uranium or associated contaminants could reach acequia headgates, surface streams, and shallow aquifers relied upon by nearby communities?</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="3">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="3" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="723458280" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{77}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">What financial assurance mechanisms will ensure that Gamma Resources Ltd. &mdash; a junior mining company with no current production revenue &mdash; can cover full remediation costs&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">in the event of</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;contamination?</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="4">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="4" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1915319499" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{79}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">How will the Forest Service ensure meaningful government-to-government consultation with affected tribal nations, including consultation that occurs before, not after, any surface disturbance is authorized?</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</li>
</ol></div>
<div class="ListContainerWrapper SCXW102207388 BCX0"><ol class="NumberListStyle1 SCXW102207388 BCX0" role="list" start="5">
<li aria-setsize="-1" data-leveltext="%1." data-font="Georgia" data-listid="1" data-list-defn-props="{&quot;335552541&quot;:0,&quot;335559685&quot;:720,&quot;335559991&quot;:360,&quot;469769242&quot;:[65533,0],&quot;469777803&quot;:&quot;left&quot;,&quot;469777804&quot;:&quot;%1.&quot;,&quot;469777815&quot;:&quot;hybridMultilevel&quot;}" data-aria-posinset="5" data-aria-level="1" role="listitem" class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="782449619" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{81}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">What is the cumulative impact of this proposal considered alongside other uranium exploration and development activity currently proposed or underway in New Mexico?</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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</ol></div>
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<p class="Paragraph SCXW102207388 BCX0" paraid="1407651420" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{85}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">Gamma Resources Ltd. is a Canadian company, incorporated in Vancouver and traded on the Toronto Stock Exchange Venture Exchange. Its investors and executives are not accountable to New Mexico communities, and its&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">financial interests</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;are not aligned with the long-term health of the Chama watershed. The company's own investor materials describe New Mexico's "historical deposits" as "low-hanging fruit" &mdash; language that reflects an extractive calculus, not a commitment to stewardship. Notably, the company has cycled through two name changes in just over a year &mdash; operating as Medallion Resources until February 2024, then as Gabo Mining until June 2025 &mdash; and its auditors have repeatedly flagged a "going concern" warning, citing an accumulated deficit of nearly $29 million and no revenue from operations, raising serious questions about whether this company has the financial foundation to responsibly develop, and ultimately reclaim, a uranium mine in the headwaters of the Rio Chama.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="717977141" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{90}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">The administration has framed domestic uranium production as an energy security priority. But energy security built on the contamination of tribal water systems and century-old acequia infrastructure is not security &mdash; it is the transfer of risk from a foreign company's shareholders to New Mexico's rural communities. The Chama watershed's clean water is itself a critical resource, one that cannot be replaced if lost.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<div class="OutlineElement Ltr SCXW102207388 BCX0">
<p class="Paragraph SCXW102207388 BCX0" paraid="1667553579" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{94}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">We urge the Forest Service to require a full Environmental Impact Statement for Gamma Resources Ltd.'s proposed Mesa Arc Project, including a draft EIS with a public comment period; to conduct robust, meaningful government-to-government consultation with all affected tribal nations before any permit decision; to require comprehensive baseline water quality testing throughout the affected watershed before any surface disturbance is authorized; and to suspend further permitting action pending the outcome of congressional consideration of legislation to withdraw the Chama watershed from mineral entry.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="519804351" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">The communities of the Chama Valley &mdash; acequia farmers, tribal members, ranchers, and rural families &mdash; have tended this watershed for generations. The Forest Service has both the authority and the responsibility to ensure that decisions affecting their water, their land, and their future are made with the care, science, and respect those communities deserve.</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="219039025" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{102}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0"><span class="NormalTextRun SCXW102207388 BCX0">We welcome the opportunity to discuss these concerns further and request a briefing from Forest Service staff on the&nbsp;</span><span class="NormalTextRun SCXW102207388 BCX0">current status</span><span class="NormalTextRun SCXW102207388 BCX0">&nbsp;of the agency's review.</span></span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW102207388 BCX0" paraid="455450097" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{106}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW102207388 BCX0">Sincerely,</span><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
<p class="Paragraph SCXW102207388 BCX0" paraid="455450097" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{106}"><em><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}"></span></em></p>
<p class="Paragraph SCXW102207388 BCX0" paraid="455450097" paraeid="{959694d4-67f1-4cb1-9e3e-c5422c29898a}{106}" style="text-align: center;"><strong><span class="EOP SCXW102207388 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">###</span></strong></p>
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</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/heinrich-luj-n-leger-fern-ndez-call-on-forest-service-opposing-carson-national-forest-uranium-drilling-proposal-and-demanding-full-environmental-review-to-protect-chama-watershed</guid>
      <pubDate>Mon, 20 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[VIDEO — Heinrich: “This is a Dark Day for This Body. This is a Stain on What the Senate Used to Be”]]></title>
      <link>https://www.energy.senate.gov/2026/4/video-heinrich-this-is-a-dark-day-for-this-body-this-is-a-stain-on-what-the-senate-used-to-be</link>
      <description><![CDATA[<p align="center"><i>Senate Republicans pass measure that will allow Chilean mining company to pollute Boundary Waters Canoe Area Wilderness, ignoring the will of the American people&nbsp;</i></p>
<div>
<p><b>WASHINGTON</b>&nbsp;&mdash; U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee, reacted to Senate Republicans&rsquo; passage of H. J. Res 140, a measure that will allow copper-nickel sulfide mining in the watershed of the Boundary Waters Canoe Area Wilderness (BWCAW), opening up millions of acres of pristine wilderness to permanent pollution.&nbsp;</p>
<p>&ldquo;These are the places on which we have forged our collective identity as a country. They're the places we are still free. They are not places to sell off to some foreign company for a few years of profit &mdash; a few years versus a century of identity for the people of Minnesota and this country,&rdquo;<b>&nbsp;said Heinrich.&nbsp;</b>&ldquo;This is a dark day for this body. This is a stain on what the Senate used to be, but certainly is not today.&rdquo;</p>
<p><b>Heinrich continued</b>, &ldquo;Public lands are the one thing when I go home that unites my constituents from left to right, whether you're a bow hunter or a bunny hugger &mdash; it doesn't matter. [People] love our public lands. They care about our public lands. There are many places that we can mine and do it right. This isn&rsquo;t one of them.&rdquo;&nbsp;</p>
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" alt="" /></p>
<p align="center"><a href="https://www.youtube.com/live/r1yHIDVw878?si=9Nv4MUhxvVORcH1O&amp;t=342"><i>VIDEO: U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee, delivers impassioned plea on the Senate floor, urging his colleagues to vote no on H. J. Res 140 &mdash; a measure that will permanently allow foreign mining in the Boundary Waters Canoe Wilderness Area, April 16, 2026.</i></a><i></i></p>
<p>A video of Heinrich&rsquo;s floor speech can be found <a href="https://www.youtube.com/live/r1yHIDVw878?si=9Nv4MUhxvVORcH1O&amp;t=342">here</a>.&nbsp;<a name="_msoanchor_1" href="#_msocom_1" id="_anchor_1"></a></p>
<p><b><u>A transcript of Heinrich&rsquo;s remarks as delivered is below</u></b>:</p>
<p><i>Mr. President, why are we here today?</i></p>
<p><i>We're here today because some people want to abuse the Congressional Review Act and use it in a way it's never been used before.</i></p>
<p><i>The Boundary Waters is protected from copper sulfide mining because there was a secretarial order that was put in place, a narrow order authorized by statute under FLPMA, the Federal Land Policy and Management Act, which specifically spells out the Secretary of the Interior's authority to do this.</i></p>
<p><i>It's not a regulation. The Congressional Review Act was written to prevent regulatory overreach.</i></p>
<p><i>Regulations are broad. They apply to large swaths of the country. They are not things that are authorized specifically in statute.</i></p>
<p><i>This has never been done before.</i></p>
<p><i>And if we do this here, if we do it to the delegation from Minnesota, who has spoken up again and again and again about why this is wrong, what about when it's aimed at Montana? What about when it's aimed at Alaska? What about when it's aimed at South Dakota?</i></p>
<p><i>This is wrong, and why are we doing it to pad the pockets of the President's buddy from Chile?</i></p>
<p><i>So that he can take our minerals &mdash; the American people's minerals.</i></p>
<p><i>Send them to China, process them in China, and then maybe &mdash; maybe &mdash; sell them back to the American people with a tariff.</i></p>
<p><i>This is nuts. Is that America first? That's America last.</i></p>
<p><i>And what's at stake?</i></p>
<p><i>What's at stake is a million acres of the most pristine public lands in the United States.</i></p>
<p><i>Places where my kids have canoed and fished and forged their identities.</i></p>
<p><i>We're going to do that to Minnesota?</i></p>
<p><i>We're going to do that to the delegation from Minnesota? We're going to do that to the American people who cherish this place?</i></p>
<p><i>20% of the National Forest Service systems, fresh water, is in these Boundary Waters.&nbsp; And we're going to pollute that with sulfuric acid?</i></p>
<p><i>This company plans to dump millions of tons of waste rock on this site that will never be removed.</i></p>
<p><i>It will be sitting there waiting for the air and the water to turn that waste rock full of sulfides into sulfuric acid.</i></p>
<p><i>I can tell you, as somebody who has been a natural resources trustee, who has had to negotiate with copper companies in my own state, that this type of copper mining has never been done without polluting the water. Never, not once.</i></p>
<p><i>So we're guaranteeing that we're going to pollute the Boundary Waters.</i></p>
<p><i>I know it's fashionable today to talk about selling off the public lands, these places, this place that people like Teddy Roosevelt and Sigurd Olson and so many others fought to preserve, they're the anvil on which we have forged our collective identity as a country.</i></p>
<p><i>They're the places we are still free.</i></p>
<p><i>They are not places to sell off to some foreign company for a few years of profit, a few years versus a century of identity for the people of Minnesota and this country.</i></p>
<p><i>This is a dark day for this body.</i></p>
<p><i>This is a stain on what the Senate used to be, but is certainly not today.</i></p>
<p><i>The public lands are the one thing when I go home that unites my constituents from left to right, whether you're a bow hunter or a bunny hugger, it doesn't matter.</i></p>
<p><i>They love our public lands. They care about our public lands. There are many places that we can mine and do it right. My dad worked for Anaconda Copper. My grandfather was a gold miner.</i></p>
<p><i>This is a boondoggle.</i></p>
<p><i>This is wrong.</i></p>
<p></p>
<p align="center"><b>###</b><b></b></p>
<p>&nbsp;</p>
<div></div>
<i>&nbsp;</i></div>]]></description>
      <content:encoded><![CDATA[<p align="center"><i>Senate Republicans pass measure that will allow Chilean mining company to pollute Boundary Waters Canoe Area Wilderness, ignoring the will of the American people&nbsp;</i></p>
<div>
<p><b>WASHINGTON</b>&nbsp;&mdash; U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee, reacted to Senate Republicans&rsquo; passage of H. J. Res 140, a measure that will allow copper-nickel sulfide mining in the watershed of the Boundary Waters Canoe Area Wilderness (BWCAW), opening up millions of acres of pristine wilderness to permanent pollution.&nbsp;</p>
<p>&ldquo;These are the places on which we have forged our collective identity as a country. They're the places we are still free. They are not places to sell off to some foreign company for a few years of profit &mdash; a few years versus a century of identity for the people of Minnesota and this country,&rdquo;<b>&nbsp;said Heinrich.&nbsp;</b>&ldquo;This is a dark day for this body. This is a stain on what the Senate used to be, but certainly is not today.&rdquo;</p>
<p><b>Heinrich continued</b>, &ldquo;Public lands are the one thing when I go home that unites my constituents from left to right, whether you're a bow hunter or a bunny hugger &mdash; it doesn't matter. [People] love our public lands. They care about our public lands. There are many places that we can mine and do it right. This isn&rsquo;t one of them.&rdquo;&nbsp;</p>
<p style="text-align: center;"><img 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" alt="" /></p>
<p align="center"><a href="https://www.youtube.com/live/r1yHIDVw878?si=9Nv4MUhxvVORcH1O&amp;t=342"><i>VIDEO: U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee, delivers impassioned plea on the Senate floor, urging his colleagues to vote no on H. J. Res 140 &mdash; a measure that will permanently allow foreign mining in the Boundary Waters Canoe Wilderness Area, April 16, 2026.</i></a><i></i></p>
<p>A video of Heinrich&rsquo;s floor speech can be found <a href="https://www.youtube.com/live/r1yHIDVw878?si=9Nv4MUhxvVORcH1O&amp;t=342">here</a>.&nbsp;<a name="_msoanchor_1" href="#_msocom_1" id="_anchor_1"></a></p>
<p><b><u>A transcript of Heinrich&rsquo;s remarks as delivered is below</u></b>:</p>
<p><i>Mr. President, why are we here today?</i></p>
<p><i>We're here today because some people want to abuse the Congressional Review Act and use it in a way it's never been used before.</i></p>
<p><i>The Boundary Waters is protected from copper sulfide mining because there was a secretarial order that was put in place, a narrow order authorized by statute under FLPMA, the Federal Land Policy and Management Act, which specifically spells out the Secretary of the Interior's authority to do this.</i></p>
<p><i>It's not a regulation. The Congressional Review Act was written to prevent regulatory overreach.</i></p>
<p><i>Regulations are broad. They apply to large swaths of the country. They are not things that are authorized specifically in statute.</i></p>
<p><i>This has never been done before.</i></p>
<p><i>And if we do this here, if we do it to the delegation from Minnesota, who has spoken up again and again and again about why this is wrong, what about when it's aimed at Montana? What about when it's aimed at Alaska? What about when it's aimed at South Dakota?</i></p>
<p><i>This is wrong, and why are we doing it to pad the pockets of the President's buddy from Chile?</i></p>
<p><i>So that he can take our minerals &mdash; the American people's minerals.</i></p>
<p><i>Send them to China, process them in China, and then maybe &mdash; maybe &mdash; sell them back to the American people with a tariff.</i></p>
<p><i>This is nuts. Is that America first? That's America last.</i></p>
<p><i>And what's at stake?</i></p>
<p><i>What's at stake is a million acres of the most pristine public lands in the United States.</i></p>
<p><i>Places where my kids have canoed and fished and forged their identities.</i></p>
<p><i>We're going to do that to Minnesota?</i></p>
<p><i>We're going to do that to the delegation from Minnesota? We're going to do that to the American people who cherish this place?</i></p>
<p><i>20% of the National Forest Service systems, fresh water, is in these Boundary Waters.&nbsp; And we're going to pollute that with sulfuric acid?</i></p>
<p><i>This company plans to dump millions of tons of waste rock on this site that will never be removed.</i></p>
<p><i>It will be sitting there waiting for the air and the water to turn that waste rock full of sulfides into sulfuric acid.</i></p>
<p><i>I can tell you, as somebody who has been a natural resources trustee, who has had to negotiate with copper companies in my own state, that this type of copper mining has never been done without polluting the water. Never, not once.</i></p>
<p><i>So we're guaranteeing that we're going to pollute the Boundary Waters.</i></p>
<p><i>I know it's fashionable today to talk about selling off the public lands, these places, this place that people like Teddy Roosevelt and Sigurd Olson and so many others fought to preserve, they're the anvil on which we have forged our collective identity as a country.</i></p>
<p><i>They're the places we are still free.</i></p>
<p><i>They are not places to sell off to some foreign company for a few years of profit, a few years versus a century of identity for the people of Minnesota and this country.</i></p>
<p><i>This is a dark day for this body.</i></p>
<p><i>This is a stain on what the Senate used to be, but is certainly not today.</i></p>
<p><i>The public lands are the one thing when I go home that unites my constituents from left to right, whether you're a bow hunter or a bunny hugger, it doesn't matter.</i></p>
<p><i>They love our public lands. They care about our public lands. There are many places that we can mine and do it right. My dad worked for Anaconda Copper. My grandfather was a gold miner.</i></p>
<p><i>This is a boondoggle.</i></p>
<p><i>This is wrong.</i></p>
<p></p>
<p align="center"><b>###</b><b></b></p>
<p>&nbsp;</p>
<div></div>
<i>&nbsp;</i></div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/video-heinrich-this-is-a-dark-day-for-this-body-this-is-a-stain-on-what-the-senate-used-to-be</guid>
      <pubDate>Thu, 16 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[ ICYMI: Heinrich Delivers Remarks on the Senate Floor Urging Senate Colleagues to Protect Boundary Waters Canoe Area Wilderness from Mining ]]></title>
      <link>https://www.energy.senate.gov/2026/4/icymi-heinrich-delivers-remarks-on-the-senate-floor-urging-senate-colleagues-to-protect-boundary-waters-canoe-area-wilderness-from-mining</link>
      <description><![CDATA[<div style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW159353007 BCX0">Heinrich</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW159353007 BCX0">:</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW159353007 BCX0">&nbsp;&ldquo;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW159353007 BCX0"><span class="NormalTextRun SCXW159353007 BCX0">This is an issue of our heritage.&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;an issue of our inheritance. And&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;an issue for Minnesota, but&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;not just an issue for Minnesota. It is an issue for our nation.&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">It's</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;about something bigger</span><span class="NormalTextRun SCXW159353007 BCX0">.</span><span class="NormalTextRun SCXW159353007 BCX0">&rdquo;</span></span><span class="EOP SCXW159353007 BCX0" data-ccp-props="{&quot;201341983&quot;:0,&quot;335551550&quot;:2,&quot;335551620&quot;:2,&quot;335559740&quot;:259}">&nbsp;</span></em></div>
<div style="text-align: left;">
<div class="OutlineElement Ltr SCXW116667166 BCX0">
<p class="Paragraph SCXW116667166 BCX0" paraid="1143540246" paraeid="{71e3728b-a9c6-46c6-8737-88aa29518454}{58}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW116667166 BCX0">WASHINGTON</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW116667166 BCX0"><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;&mdash;&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">Last night,</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee,&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">delivered remarks on the Senate floor</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">urging his colleagues to&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">oppos</span><span class="NormalTextRun SCXW116667166 BCX0">e</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;a measure that would allow copper-nickel sulfide mining in the watershed of the Boundary Waters Canoe Area Wilderness (BWCAW), which would be devastating to this&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">wilderness area.&nbsp;</span></span><span class="EOP SCXW116667166 BCX0" data-ccp-props="{}">&nbsp;</span></p>
</div>
<div class="OutlineElement Ltr SCXW116667166 BCX0">
<p class="Paragraph SCXW116667166 BCX0" paraid="1011321623" paraeid="{23f2f2cf-ed8c-4d9f-8545-2baf5c91b3a5}{147}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW116667166 BCX0"><span class="NormalTextRun SCXW116667166 BCX0">Using the Congressional Review Act to overturn a mineral withdrawal has never been done before. The propo</span><span class="NormalTextRun SCXW116667166 BCX0">sed m</span><span class="NormalTextRun SCXW116667166 BCX0">ine is owned by a Chilean mining conglomerate, Antofagasta,&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">which</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">has smelting contracts with Chinese companies</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;to process the copper and zinc</span><span class="NormalTextRun SCXW116667166 BCX0">.</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0"></span><span class="NormalTextRun SCXW116667166 BCX0">After smelting, the&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">metals&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">will be sold</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">to the highest bidder</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;on international market</span><span class="NormalTextRun SCXW116667166 BCX0">s,</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;or&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">the Chinese government will&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">use them to build out their own military and electrical&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">infrastructure</span><span class="NormalTextRun SCXW116667166 BCX0">.</span></span><span class="EOP SCXW116667166 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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YHXUzNuB/Pz1gz6ZhV1uaxTmUWYqNvB2yeEqqrafMxvD0fY9zHguI2w04XFJbv66mvtuutusJXlfdD0sbPGUgplfhxhX+MJfcQcbKG2iB2H2FhV9yxUPdJATRlwKRs8J+Z2ubi4bHv27LcGux6PWytj9vS6jYYtvI1xaOing9TKWmx5MprYaHtso62RTUZjM9oRUECMkRaIuWdsm8yBPkeMkR0u5c1U7P2b0YH3g0SLAbfhRB6FrYqV1UwITVNbhb4mzL8+B21ubTC+t8rcOaYfE3rzvAnz2pA1YYu5aZMx63P66slVO3N6jfLOqyntdPw28m5ubDGnbdoma8Um89o6sDHchu/QNlhDNsCvT8HjG8zTm+CdfqPUsVHKFpk21uG1Udq6Qdzb7LBB2zeYDzfAOWwSOpT45jprwxTWz9j6DKDx/Bl09BuFf6mLedjXsS1fU4iX9iKny7XJ/FXqW3e+lPH6AdeH028it9Nve1niPscn1tlN6A1DHaO/Ibobo4ugUPrU+1XY0pyvN9iNpv2T6Os81b/HRYrQZgAAEABJREFUBb0y/Q4M+j5e5i3GPvbRonfGILY2wa5abGc8HJtDi51ubW2z/m2X9Xcb/2oCLpmsYY6+8bZb7cprn2UD5s9QVxYBDIOwNszdTtPuE+htbnnZbrvzLtt76JBt+DyfW1vZt89uuvkW8+exRx/DXifmttnmZAkYsuZ727ewA9fbiHHmunH9JdbRuhdtZc8SNlijGbOUWjvDWnf06OOsYcdte7hl29S/SR+4z7HtuvN2MQ7GzPWFH3r08dxgwx66rWfsNaPDnGWSjI+Vp0T5kJBU0JKHnx3MPjuNdC7N51JGOpeH9Mc8bWbSJcpoT01nn42Pzcp3ddK9Jp2LI2lgTOK7Ax09SN7d+J24Qm6DRqNWIVSKsRILmVg0FIxhWnARapMFU4xBIUaZRUmmNrH0JaZWwEwXfTDQXXmhxC2LketxBz0jDyxlyIloMuQxBRk/8sf4OBA8+fWSU+w0al4uG0gQ5eUj2gqIvBLLiTkLSC16m6idTJSYhTL4tnU8wGhkIVFCRwl9Od7B4zm3qBpXyFnD08z8q4ByDIjRFGNUVVWq63oHmqYp8apynMcbOW4GTut5FeUcnMe5EBRiVAiEUzDCGKgLG6gKX3g3QF2pAiK8mCQVkSOSX1G+Alc3NXX3dqA3lS2SF6EJ9IeZafdjZuo1fe3dd0CXHTqspeU9apqezIKGw4lwiBVi1NzcgkQfnDx5Sg89+JBOnTiplcVl7d9/UKFudGp9Q08cO6ljjz+h4doZDZB9cX5eSytLWlhZ1P7DB7Vn3149/MhD+sQnPq7t4bbYIJWQjZjGw5Emk5Y+S/SDFEJUjRw431pa2qO9K/uob0kD8KePn9DmmTNqxxO1LTAZa0I8TRLlQtHRpB1pY+OMhNvYtkN4b8MvaDCo1dSBNgYt71nUkcsv0779eyW1WlicJ75fbIh0/LGjeuSTn9Jjn/60jj76CHo4pdF4W5tbG4RDdLOtyWgknDXsaaKEnU3yRMPJSNvjMeFYE2UNlhc0v7ys/ty86rmBcgzCGYfelGTI1Wp7c0vDrS3h3IiNg7a2h+CTYqg1Grca0Q+TYsNZbEhJD/We3/pNPfbowzpwYL8OHrlMda8R3avgn0xzeM2iDB6exNypLyNRB4lUYjx4ngPk5PlXJeyoum9ibCTa56HMqR062tnXMYlEOwPoWpMmpL29E9Kujwn1ttTgkAgdWvKSmXYDU6EuDKYMrZcv4G1gPBNQ0+x1abq4x1yujCwqYARGJmBBgpeFIAehu2zwFzogOyOXl3cAg12iDyriJQ6RujSBJ2Bl2vlB9yFUCtirlx2Ph9re3i79qhxV130NegPssKea8Rmo25kExk0DnkMADRhzvQF20++rYtybBXQEyMQeCaB+k2JTa25hTvML86qaRv60zH04zpqgm4TALfPi2McJ4yWTjjFSb81YoP66p7W1tTKuJ9jbNVdfo9tuu1133Hmn7rrnbt14y806eNkhVb1GW6NtrTMGhs4LPi2NH7VjbWxtis21Tp4+rTPrm9oejuVrkoUob0+vP69YYaPMV5gyuHktLu1V3czJ9ZGzodMZSKZQfthsyOfnlrlh4uOAeaJl3KXRWFQg0bmJNlJcZiZT9xgxg4PQWSZMTuBAXKVvasVYK1hV6sVRFE4q/dOWeQknnHG4rW3GMxsHrW9skN6iyiSFIO8Xb1fV9NQfMK4ZI67XumlUxSCZAUFu0y0GNAGSHGcyA+ARHOiHEnocsN3gdAAF5A+9PR1+MON1nNC/g03DLGoxz0wK4CLlA7ZlRp0mWOUpOJ0D6QBMyzivDhLE4OEnxn6mfQnIzHEeJuwpl3RSCakrz4B6svwx5uexNtbXNcavGaHL0XjkGcxjY42ZJ31MlD5GSUPWBDN0lymdsibY1QR7TRhMcpxgDFgI2G5TADIl5DMvJ4PnCN4j1XWtQLtr1qYQIuOHNLqeQDthbThw2ZwWmZc3kSc3lcKgUT0/0B7m0wNHjmiwvCjHT2LQ/J4V9RYXFHq19jEObrzlFl173bVaxdY/8pGPapu5e4ANUL0m+B0+9iJ1tsgtCwqhlqfrpiEZkHGsQRnTpmPHjunUqVPoaQJ+SJg0GMxB73aZKRtLGfFkZPdx7PwT+jDrdDVhbNAJMmiMNptH6AuSvAnwUZqcpACI/0e93twZPKlhZJjxeVLGHx+E2SXKdz4d3f9MtCIEq2WAD2pNDccNzMGNOGNsHXhuKwtBkcFEIUcgQwaI0g4zK+iCkHXBk74zvIczOJfI5yPmJUVYP3U7IZjK7Byo3gPNQhX2RuAgJlBT98xCkQfsYlOi/hFtcihxPv4CoMprXUm+HgMsyHVj00EYzHGmYAGIAGHR3SyM6LECaoUQgSDfbCCkCjD55jLJMoAZ/LkA0+xOf3jcB7YL5fFzoZNe5THrZDG7QCiDxvgCu/JFXDKpgOQLSlloqN95Uxua50vaJ6UJk9+ESX7CpD3BAWlJu01l8iGUmUlw6cCISzEE9Xp9zTHpNTgirCs4uCPYmw7sP6Sl5RWNWOw32GAcfeKoJjgWA+gbJlNOh7SdxjjbIw1xroabG2pi0OEDB4ojX/V7kgX5ImAmFvEzODqrWl9fky884jHqdxl9YXL5DfqIY9AyeW/jmPfrRnPI5bboCxWrjQxvOheYKLGYOLSToUZsEDIbifUzq8izwUTeCL9NBi5iyHU0ReRzXoF6OOXV/gOHdOTyK3X54Su0ubquj3/wQzr6mYf0xIOf0cmjj9LeddVROBVi8p4ArRBAvX6tqomqa5P5Jgc9JBZnKwNHSsg3ZgGtB30t792jAZsxekrD8ZZGoy14ZMrXCjDn4E8KSdzOAMIxrYse4SJDWC83Gg5ZRINOHH8cR+kMm5UhMjRaZGFsWBjd1hFE2WqsFkvJlAYyfZ8KJGSCEyu2p8mSP54/A4n8aYbjZvkeel4Xnv2aGVWaxJsKGJo2TSyoJc9xZQMCXzSnMZK5AzBmHHnoS2NCX7sdfa/+wpDFKET/mXYQQ7+u484OsjLtopk650Gm4nMiiyFTCIH+j6pw+COOcIhRFoNkptnjdc/iHnq6yEmCWmhBJ0eiTQXvZZ3HlFeLECMcAvwpGbhY17IqQi1li4qxITQ2Bq0S1Va9vgYLC+rPDVTTjxX2EB2wrYicBiggp0Up0LdsXmi6fNw0vUYV4zCb4Ri3hafX7/3bTnU8ZhyNmAsmhKIxIQT5HGLkI5k4d9UWY/th7P0Tn/iETp48WTYylx05zNjYz/hfwsHuy+Vyu59g4+M00thDYMi429je0Bqb/TObZ+ROpiHvgA23t6vB/ifo5PipVY1R2G2336UlNh7DrbFyRpKMVpljhTyYgqIFNfSNQ58NSwUv7+eE/BkQ/RzRa900itCJ8i3tcxrBQ6QNEHV5ez1NEaUUpAx469GDzzUTDi3G9FWxndK/wnkdl43G5sY6hw2b4jZCIxzlMXPpxBkpKDCp7D14QItLSzp+4gkZc0tgDshUGmOQyxVjrYB8Hg8xSuAd/AAiRxMNVQqmBD4TmpnMTHx2wMxIdoCqwEshBAXrwKSdfDNPeZpmEvVx5ZANS2UOkdFooMxPhALvcQdYqpt7sny+cRCq8nYptDClrwJgI2XDbruRqCweC8hQAQYQL8yMvp7IbSQ0pl6vUaCNQo4xG9gQJB+DVV3TPa2yz+HMnyQ0YnPJ8sW8LvpMygySECpF9JmII6ACdpFRyKRFfzlI6DflpJH3J4XhqAk2EapKQ9au1EnKt9Kjj57Wxz72ETbMW2ojZV22QU+L+5a199A+HWCDsWfPXupO2MJEPTYKz7ruet1+++1aXlnRxz/+CX3i4x9js4AuaNMIu/C5stfrqYqVZFJNuwKRjAwtNjuZtPCbAEnHj5/WB//gQWxrA50E5Jxog83t2topeV/0XJ5AaYNRznLeBITogjZ6hBxPKEryrhR2GYBoQZR0NRc8XSyHIIHLMkJneyngNOpKSE871B/Og5BGmx18TJjs3Ho96XAu9o80ZXZWoBLblb6oYIVwd67pbDFTSTAeNH3yNCzBLOFGBKIky0cKTd1T3TSMnwoeJuyuhG5kjBb54+WcPsvIDzKIQiBuJjOTeMXjUZEw8ix4TNPHCRziNO0hBNOUNIt7aB02EzgQYOkqVqxLfQzxKeyCU8RlEXIV8MlCmqV2wlKH+FKMwsS6l+FHsnw7RPm6jEEhRFmBgP5CSQcmKofIRDCDEKMC6Q5fK8ZaIThEmdkUCmPqchmyEoPZxZ+BFCCwHTAzygXAdnDSLK7pc356ir6EoJScfsyIALyia+WhGTgMJLNwI63HXHDkz/IcC4FaPEZw3mtQBKskJvMxE/b21kjbm0MNN7dl9M/Kyl7Nzy9xw7ClJx49pvEoaYH0OrcaD/ltwNEnWKA3ykno5nBTFMJJH+r4I49q68y6In3gk+6QE6+AszU3WFBFH5QFnUV94psEJtKWhYLC8snaFyNDZG/PmBMp33gMN7YUZCxETN44ABWppmas0Odd30tZE01wgIY49YkFbHtzTas4BMuLc5qf61O6lU/qyXdVdGbLgnDi+HEde+IJbZzZ0Oqp01pfPSOfvFefOKZNTqL2cBI2x6KphOtMmRBdCimGaRjdboIkk5kpkl81tWo2Wz1OwTI4d1YC+MH8PM5bT00VgKimx4LLipDLAt5iZ2NVTdTevSvas7yg+fk+Gwoc0SYoVpLnVXXQ8tKCeiymfvLrC9X6+hnantRyrDqif1rslVdJ6Iv63Qoy+pKnpWltmXyPAzYDcMiDJErWwhPiS3ozVED3UlZKAaDu1oG6E9wSVO6Itx5SZ3Yg7g6p4zw/s4IWAA87SumCUPjRH5lch+TxXUDx8lKFm2QBRyCOzPvOTAGIQEAv+EJ8VUAXelyYaV0EnVDQUSXjDGlSktt5i51MALcxWEt8Wjpjgn27vdX9hs1FD8d8rC1OeMfgGXqKxWb6CiFqgl0OgW2cmW0csCH2nmX0f4Nd9bGbviJrRWDuqivSfmugiHPFRqDQUm0MMsB5e09OlPjJahG46BqZolVqQk89eMw381qaW1ZUrYc+/bB+53+8T7/1m+/Rb//Wb+OgfUzbo6Eu4yT4+ptu1NXXXqeDhw5qHjusmkqJjceY8WZsrHyDUWP3FY5axAmzqkZdpjVOvR9nnD0BZGRYPb0qnwNCRFaU786teTjdeMdoimT2m57mufUZ9OZUMZfUda0em7OG8YWyNEZPvslxPfnGYEK7koIEJHSWzUr92eMZNCn/ykPkcJSFUOadQJjoR/HEGJToxzH6TMxPZiYzQ4dJE2571jjU8HKHDx9mUzLUOoctXleCZkK/tTiaycHlgWd28DrhDSNe5+dygqCMy5FMZdww7ZbQx5DAOV95pEAX02d5aFpn89RLQ4SRqgsT0SRvUwe5xN1GzodEHQ4+Zp1fRpauCSazDoioA8E3q6W+Mp7RmfP3cmMOwfpsPHv9QZ29rQkAABAASURBVNGdH54EdE0JimZ5X/u87OMjoTvvA9fxhHKZyhOQqTxYBW0D1Eopcqg00fqZLWUUl9Dz9tZQThexQ7exIPowpzIuY6wwlwp7SRqxFm1sttpgjRtykDNh3ax6Pc0tLcrtNtRBiwsDLWJng6rSQl1pL7fhfWQ+/thjeuiTH9cmG4SmqmSGTXgdtNtixI68HlOkvtZv4MEl8mSSr3ve7oRdJex2eXGpHOrV8N9gfIxZu/Yw9/fZdGxvrmvCmMvIlmk/06KoSjGEjo9ME9ZGFKEaOUJADq8nZxm6MEJd4DFDEAfyzExmXxiA/R/da0+u2sxKW5+c8/Qw9vTIn5La7Cy3EtuVvmjBQE4hJvTXywBmIAG3e9H/Hjok4glbcPB09gFMmoHCm52DwoQJbcRCE0IsgyRYELlkmgzDIsJrBcysKDIEhpdDhNZKFp+Lv8GiHC5O4TnOyMOngk5ooyHGdCzcGYS9QIGOrvtOsz3BRDJNlWLn1FjyyU2AxwnKuzteEF7Kih74ljCgCzNTQF8hSDGgnwgQmoE34iU06AVkwCvSOY85HWUCECNlCEMIikwkocSjQnAIhA5G+GQw83ocJKK66JOLGp6cbaAA3lK+hAU1je3o0TT7IVsk5PWZuWwOBg7Q2cdTRvmWk5itzU2t4Xif4ur3KJPr6VOrGm+PNGIyb8etfPIXtHVstMAp5skTx/WhP/g9PfipT2h7a10HDu7T/kMH5E52y0S5d98BrSzvUxP76jcL6jUDeCQlJscMtEyyDsJpMUuYudcxZpFogQm0ABuEGIPm2Tg0bAAiDnu/6Wu+P89k28gsysyE6tQyQU9wfibODwfGT+56TQP7SbmtW5pfUIVNUFHhPR6OuNEZyjc1m2w6TnHC+/sfeL/+86/+Rz34yU+wsKwp4xgOWBT2rqywEM1pwOZl4A4Vi4qwgWQBWRnKCJAz2sRjCIRBpkheDEEVi4IRmllpe6JNLeDtalhgqqaSbyjqflSoErKxwbKx5uaRPQ1lNlHgtDFzT1DVWYP5SnVM2sP1//69ezW3sCAIcGQnqnHK+k2jqm5ksUYv1IlsiRgBo9S/OvsYUQeC2dtR0CbKpDJpXcgunWpWsJXoPxXuHZ51WEIXGVCOcEIOcyeAUB4GcI4nBJ/NvFuUKM5LHsUNGS4CmlUtUSYXyJTC/+ALkq+nHbztDh4vOVSQsT+HRD84ZASe5TvNjD2knjwLOcsARyCxV060K5nBOy93nhy8TrNChTRSoG8CTnigX0SbR6NJcYDGjK0x42+IPTr4bUAynPkAYN/JaokyFhrFqqem7jOW5tQwnmqg15uTg/NtUWBLW1raN2Qd2fLbRxyrchprJgs+XoICCkS1tEWqwNXUE4EK6HKlEWPffwXkkUcf0SMcIqyePk0fZc3PLWjf3n06cPAyHb7scu3du19V1chtRWaq2Sj0GCM1NhgYuyPWtLUzZ3SSTfzm1hZ2vaB5bPY0/La2txShCVGKISsShmAyoGiVMDL+Km4VQx0V6qCajVsPJ7Zm7GQT4z4V/VrhAwMLyGnC50cm8pNKiEpUCNU9zt+BKhT51IzTiMPqRGamABgFYhUk3uQKi6bo/djU8s3g3MJiqef06qpirNXHsfa+r6BRMGclo0/YS8mLCwM1F3oKZAnxqMUlKeQl7U6Cg2RKyJHFQ7tE3GTQA9hbV4I8Xrc/B6K0H37Mh60SP1kttLvB6bze3dDx8nJJycsyNibcQLRAwlEuMpQPEjCuSzsUhEgyKi3APOAhAiih8EwDqRqbmVND/41wpEWBqqoVPIyVIp1uoj0I4/Q0Ti2bDxjIISOLsOkITVDE2U46s7bJbe9Yp1c3tb3FgZAYG6GW0OuEsonOT9Q9YVMvZE7I4nbot1Zj8iwYtxa9IkNGwEB+ZiMwYcyIsDbJz5qYanVgsa+987W2V4/qUx9+nz4JnHz8QWU2RVVlCvBK1EXlVNXK53a/5bMQyiYrwzuGIEFjErfvA8oENT3jJnFefTbp24x9X7/27turK6+4QnNseIRcmT5IbHxF+52PaE/m9jwRJvokoBOzAGsayRtDoAZ0iSRE/pd9TfxgX09SgElmfPT0H7OunJkpACVFKNe5gwU95Q/5Bp1ZKanZY3Y2XWLlI3kQylfnPAbO8XYO9mzCAjmAmSk4hLOhmcksSCUkTp54AuOqnBxPGDzC8IJFhVApEpoZJN1rZgoWKG8ySUYccoqQwgD1pAc8uEDDuxmQRHk7fIny6VL+DTspIhd5s9zEu8wsEuoe4k/X8Cni8nflu69LYY7Hr8k4ssEroJ1S6AjK1+NIAV2CQWaQZwapSv3MZNCQxVcyM5XiprMPmZkJIXtZYJZh5kRGGQEeBoVgBTxrBjOcdj1mVlIznrvYFvyTPsjg4k4DFgp1QMFEWxKTj09mPjHthEzGnk6ELBNl4snQOw8zUwxRkQm9AAtnQHazIONHux8v4IAOJlxFD3EMttY32WxsKzCJJxyi1RMndYpbgQ1O1Sc4EQsL8zp48KDqGHT08cd1nBPMxx55UOtrqzpwYJ/2AnOcDlmIavGiFudWtDS/gnM0QKZaQgZEUwgSs7eSbxbYhARa7ZuFQKdn4omJ1etrmWgzm9oeG4+qqZjYJ2qaniqY0GSZmUKMCiw8ITSqcIJCqBRID/oLqqu+Vk+e1uLiivrNvCTvy0jYvTUOzGDeZQvc5gy1zQZsiA5OHz2mbTYkiRsE4+ixYbFsqqimpg6cIVGHWDgNSNidO3sJJzJxypW5eajAB2jMAmS1rKo0YVELIcoXG3e+5ubn1Wt68rApJ7jiFHyLK/d19TiB85PC1dWTOKjbjO2JQpAq+rPXNNqzvMLNx7KWl/eoxhHLZI6GYyXqmHBzNWFxclyEPqIjXpmZZo/Z2XgG6bp0O6Qif+UfH0HFYaF9Hnc6Dx087pDcThwU4BJgwXiEtefBhLeLkSErP+LraO9laNU95ZbDRE934HVcFIqwXbnZ12vxMZCoyMFJzkKmOVA4gnxifClJxFEzAFNe0CX0D02TQ4nzmeV1YcfX6/V0oA8C/WuEQr+lXDDalOWbigl9E7ChqtdnLDSQ1Eo4ce04a8xYGWE345ShN+pEGRYUYgRqRewn4NxapBxhVTVqsB2HGCqmdSTILo/gNZb/3rn/2uMEx8Xt08xUed3YAyKVlhS5kSkxxxhzTSSjAhLrj4/DOZwid6a9PadOntKHPvQh4MN6+OFHGe/r+EGtvO4FbkDn5xcVQsQxHDNGW8n5YDdjnDkLWXODHg5oX4NezYHGtlZPTe3apCzaC0CO/WZNGEOJdKgrpSpoxDw35EBhrIRuktxW+CrzUzEn9Bm/DRsSi5KZyX98HPghXstYyDAO6MbHQY0+Y5ACZR28ZkRVBdKgMfGgi0xdFXX7DY7LsLa9rhPrpzXGub7trjv0ope9VFdffbXMguq6RrfIynwZ4EynMn9KiCJ/ih0QcbmLzuGdaFPLHOd9M0G+RB94PCHDDkxxGXkS7c+UycjtIELYwPXcN1O+w2QC+gGNhZA0AyOeAXGjaVPweC78J3BtGStdOVFvngGyeL1ZaIyGzdpEJbx5B8x1S3/TkfI2YQza3thwrWAvE0qbAuXdLjOyRmxmPB4y561pm42o3zAZVAG8oPN1zuuyUGmDufn4sRPYDv3AvLx2+owaNt6mKAEWDNsfyfn6oY6HE+bB5HqjHT6XhYq+YtwMmDN94wixJqx9ou8im5LEZr2hrZftXdShlYHm40ix3dDKXNT1zzqs+++5TTff+CxV3K4bPOvG+dUS7W4pN2FDMvKbCCRyuzAZesgyM2X62etyeeo6cmg0R560zQFXw3x/9TVX68DBAwohgE/FrkKMMtolOjsDHopeghs1SJH8mvnALCgAMnKmUAj8A97gWfI8DZgZSSP2x/F1uRyEjOeB7II/Ou8pVLTxPLQoLEOfZqY/kod6Z30xq98MWXg9bQhoZh6VmSlaUJfS2edJiLNZn0ssiNOFPqc7boQhROwrCwtUV/WstowgHrcSmhEiHOsVtFTLKMV3E2NaEOichzw5gDSLsgKSqXu8XBf77F8zU6Cgg/zJOx+PUH+WD0yGgYIykIAsol0+kQw4AmzBlWQXkyGbRAWSii48XgjLB6zJ7CwEjwcD372l/UQd4/HMh3lCGUVldDADIVUHBnX3Oq0Y5B46dHGWOhjkGSBsIp7yrBVSJu6Lh4cOqdRFPnhPO3gNJKF1egAEFHDb9YUAEeWnbNRa8lKhk0pIW7NMZ0/DyHTxHYgWTs7D5WOyK22GiwpAsOuFi3OSOxquPg9jEH3XqmVB2N7ckG86NtbO6NjjT+gzn/qknnj8USbFSpdxw7G8OM+6NcEROa1+f05XX3edLmcCXeH0Rha0tnqa8ps4zxNuQ+CJTH4q6AuTiBvyGRN2ZoEQmxD/Nxi9XpRP6A6Zhf4kzvfRk8e0OdzSkFOzRLmKCb/pNTImXm+vNy0Iwf2EHQihZi1JLFZb2t4eqsZx27//gESfjDhtNmSTg4ImyDCBZ81JbR+owQ9irQEnyka+b77WTq6qpVwwU1XVcgdSwbUHSzrFzEQx9Jblztba6prAyG3AT8DGLGzuvG1sbatmsZxnI4QoRbaqbtjMHeYUbr8Gc0vqzy0rxEZHj53UiRNrbJr24rStaHlpj0TbhptjzTdz2r/voBaXlhXrnnrofoBz18MBCyEqmwGtXFfCFsAoSorgZxCKhEJmQN2Tu+Ccr+My+oFcJU5uIuZ6L/WQkR0skGPEQgfZ44bMRtoUJCDvgCGXgTOnA2AJLYj81OD1thTMluVhAYq0gBdN1JbId3C2oMubqc+hJD6XD7oT4PW6DAkenIkUHSd4F6ARLoMZ+ieesC0JYbCVgCNbaNzZh6jYHcK39KlUy4JDBXmQvAztS+gdUmWDh0MISp5HGHF4jTBDI/JirOQlM3Vm5BF5BgTygofYRQxOISXG24TxPRpta8S4GpdfeZwIEvUGNTZaKUJaR1NTRTV1pZqxFiRl5N/CmTx17LhWj59gIzFkU9/X3pUVHWKM7V/Zozk2VxXM+jhUPew7hsC4iQqS1s+c1oRDjGXoFxaXFNlE4WZp0ga1iqqaHjIMFJtKE5zGbTYvPj7LmG8a9fo9LS4vcGK8T5dddhm3f3tUI5/z9PaMcf4S5WIw9epac9xEDHoD4vCNtWpkcd/Y0FOUyRiIY5zeCQ6gsRmo0HulrF6vKTL3mROuveFG3XHXXXr+C1+oa5njDh26TFvMjX7za2welYIyfAK6Ln1Op5mmD/iSR+hW4Zsgo38CdXcgeTmHyoKig8sIVPDraAzqKYATqWIThLrg4zXRV+Ql6toNmfRuEGnIhMgeyNkXoH6zKHOQaySSHzrIUcpGBZ4mBOuvt1OlnVLgJ4YoM1NyHKEFjyfVTVPwmT7w+t0h91+9W19fY5M+1BZztv8D/002Gxsb6zp6/HHLlDtvAAAQAElEQVQdO3605CUG9jqHQ73eAnY5p+McjNWsByEEBeqLzPVVVSNOLnUgpBJjZET/jtmIbrO5CKFhXl3Rwvyi9u1Z0dJgTuurqzp19HHmfdPll+3RwsC0uFDpisP7dNMN1+jZz75LL3zgObr5hmdhMyNNpr9aTDMlbCZhO4m1LNDGqoryA2Qzo3pmC3SclKHzN9Bk48ZmTae4aR9j3y5/g05CrBRpQ13kN1hTHp4ZSG1LOR/9STCVpaSWgwWvB4RCCIoxFqDh8u4BqQIuh1EKcNo/rmBmiD6DsCs+wz05vFhboCzlL5b/TOLtaTIzo4TDtJyZp6eJSwieJvlTcgwBh6vlFGKCA5aViwGFECWXCWMWj1dY0iw/JGXmmRgUNs0rkdQlPAahQWceGnVoBiCf4i3V+WdGM40baQcCOEqduEjEhOM4mlMCI9e6TITmhcTbWjI9r/BjYIKwIJlZGWyyLq5zHgrPGJ+DlygmuEtMCCWElHdKPY2RN6vDiFjRAxVp9iAZE1ZigJeJeoYmdKrdgJBg/e2wZqZAOx3MTGam2ePRs5DJOxc6mVMhz3yZs2DfyUKE5hAHX+IeCt4wNA897QU8vETILPctNwvufCQmT8SW4XBYiQhHelw41UzovpHwzcfq6ikOs5LGfrpDHzc4D66jwfy8FnA8+vMLbDQmOoFjcvzYMZ06tap1blTciYAc+3BpvY2t2LlInCAJXXvLjH6pmLh9Ih6wICztWdbe/fvktymL+5Y1ZIPua71BIzP5RiaViTnJZXDwPnO8x31iXl/f0NLyMuSB/c1EmdMtibIIQ7WKTPhVCGDQOG/LRsGNJeFZjtlwTFiwDNqowI8UqNfBdVT1ejgoFc5PLUNHIUYN5ud06+23aWV5RYkFI0DvuCHX6qssNr4wHrn8Kl151bNY3FaQO6iq+wVqNhKPPvK4zqxtqIfDtL6+pYOHjuiKK67D2ZnoJDc4p0+dZsQGCUX4hm/AxiPEoOy2iuDZ0K2J/FROX6GkbSqmZR7LkuMiYZTgpZ10cYxoq8HL43AlL5eyTltwWc4F/kTUPa5rI+pOXaB8ZOVzCDthQJYIWAcSPK3wntXhYUT+ANuLgyFvpn4DPHRI8AIkeGfhaZCnAvosD9TUqAIJWgfHES04j+PreHIHaJIcHOH5Dl4OC5TbsOeZmcwAiLz/g0UqycUh8ZNY7ysz8kMlASHUCrGS234IgVLOlQCO/jULNCsz7nBAgsli7NLYpt9SZG4qJjgi7owYBSryfcw28KwpK+YFt8Xkmw6c8+F4S6PJNuMUGG0h1zY1TWTYjrG+GB1QRVOvCmqcl9fJOGPAyR1k31TM49Q7DHCaeswBPcbCPGN/ZWVFS4tLir5+wdXMiAeFGORtn7DxiDHKx3jNBr/pL6g/v6z5JZxBbvHmFpbUMA6cptdUWlmY134cxBXmgh6n1UabJJOPbb/Z8NNyd1I3N9e1tbWuCZuqzOaDgS60pgrZ6xAUkSNQzm1bjPGMvhKO32hrUxM2YcZk4DQOrsstNhcHDxzE8byx/IpZFaJ+7/d/T7/9nt/SIw8/rO3NLcFSoo0+3zBkZIoStYIiPO81KVhQQBYzK5meNgNHmlcFyPGLCefRUYHgLbZFPwqkGR+PKEjEzYygA5fHNH2cfgfcSplz6V+dD/S7CrjdZRUbIG2WNa0CHDyZc3KJGQneaUBMZiZD12bmScQ3+Vwa6S9vZwcmt33Xgc8ZiblijD16351ZW9Pa6VNa53bJNxxrp1e1ylqzwY37iP7ZYg05yi372uqq9uzdx8HNJvknFUJFfeiBdraMAxN1ZGkqhgKRGmc+MxePuOHYpN8q0nNzc9hGVEN/tMOhBr1KB/bvVS9K/SprUAc20VE18Zy2OUBbl/JYCXm32bAPOQgbU5+P91hHxSpSp8nbFENQy1hrsSkKKRMvIXKdXt3Q8WNrOrO+riHj18xk0MskM1OMUS5zRQhKQZJ3QwdYAe0ovDG4Fv2haCWvB4JEwntZ//uR8eN6tGdCF/SLs3FezjOSnoGnzUxmF4dC4wymYGaigPwhJs/3+KWAyQp9sNCFEhid82BmZ9OzBOPDkSVZPlLwHbRFk4rxOtYwoS7shCKPUo4l4PU8lQrP4joaPelxfJjSdmFHEgmsCG/BFFFGAHTRx/loyke7nlx4eEYnFVk7EYbbtMFgy2sQmiEH4PWZgQklq3wcR+MZTDAhryAdUcBT4D2Q8fW4A9HydvGumMd9KBLyCvoSOB8i2WcMcCoPiBJ2H58Ud4MyAx7w3N14jzvOITP4O+hoM/Q7AMFOfDf+vDjagpLXxXEgasho6Epdo2TgNI17tEBBegGHgjnnc3FsQs9jTSZDnJqxfIYL6CcyidWYR6+JGvgp48ICp+6LcvlGTLh103BiNF9+7cd/77uua51mIn3kicf0MLciJ1k0Nrc3cWzgPZ10YzDsBA7oKeEYlMkSwYy2ue373CvaURY7l4GJd65sZpY1WFrUlc+6VvM4HymaqqpSDViIMsoHwujAIpfQqUPdNIqMp1OnTrL5OcmtwrJCCDILitB5n7rzUsZPqdcYAyqOFc0vvwZ1+MgR7du3Xw0LFSuJMhsRsXgZE36QFRlCjEr0h1GX/+pT3TTymw6LQY8++og2OCH2vxg2GAxwjLbZVJxRZbX27+fkdGukBz/ziDYJ/TZka3vCgjouG5IYe9ryPyM6Qa6qr15voD0LK/J9WrCIszTW1uY2/SeUapqwoWqBhH4z0LJAedzbEpDVIBN6LcF5ny5vNzKjHjoHXXZY4l2k+5J0vq4HCMFN6YkZZWxaj9ebqTuDd5ACMQAHxgBPB/IDY9HBCA2KpwJBI5h5uRkdRabvFFNopvGdnEAsAh4SXPD1MudlOIr+FXKamQKgXY8nHYRdORiyCacgu6OOLop+CBO4FpzbdwymCluMlDH4kr2Lo0fNP4Azy/J+nOAsjxhLfgOQUECiUOlj8C3OfIsT7bp3W23qRjU2HkOAO72OLfhBgY9dlyGADzHAN+P8DLXNCa477InDh8SGZLR1RmNwYpxWiGIuO87fNqfSG2urGm5syh33gAx1aUPGEd/UGZzCMXIM5gby31vfi4PoG/ABTl6Pm5CITF7P1vYG9toyPms2HfNaWFlh47GshsOGGCNqDKpDxAGsVUnIMtQm84v/6d8Tp07oiaNP6NixJ3SGGxR3Jl232WXEERyzocjoZMw85SfpQzYQE+LF+WN8eN6EMex0sJb/4/Wbb7pNB7hFHG0NNdkeacIhQYOsV1x2WKdPnNRDn/qUfv/9v6tPf/zjWj99Wp7XZzwvs1Gq0XVLfcFMZoayneuTwcwUAiAr//Ys0rWG/hyCJN9szIDkxV/KnJNJGlYFtTv0+DlA/SXt9Aa5gweEvJhp7gDb8vkj0/fZaUn7ePayQnaS2nk6JEnKkuF8nASEAunMPNTQnwn7C9TfhaGQJPJat2f6LNDXI+xrnc3jKrfcfhuwSb9tceuxzsZjyI2FV3Xw4GFun+7TApvTT33qo+pzI1XFpsjdZ1Pq9WVkNjMl5ujEeMvUEyyoikFDNh3jYasec+mIPt7Gjte40fe5+aabb9L8/ABb25YYB1VMMmNN1Fg5jSif4TlWchuiPc57TL/75sLjFoJCXcmop3UZZAoSkBXRQUuZlrZSXJvbYzYeG9jvGa1j10M2Pi28JuS7vL7xzYUHDPw1PmVikcwMOTIHf+Oyvvq/YfF/y9XSXtdRRu/a/UAvmQwdmJlmj5nJ7KkhBNPTBTPTH+ZjZjvtkJ1fs8ksiO/5GU8rbU+L+iyxl3NwjJkhh8c6MLMuMv2adWmzLnS02dm4p88Hg6OZf3flYDcCeD3AGrAKEnxVEAVTUgpWGY5fK3BinMgHZccqdcH0a2YSrzuImj2ensWFkp1mmnbj7aoAAd5KJzBAoFMIEjjtepyVwwxlRop3lg6kKUWxXUgyQStQkcO5OTTJG82ggKx7IXB6AvjsoOTpWSoEE68X7kC7H4MWMMmMjyttNzhKhh4Zgqgvo9CUJ/LJIfnihCzJZdqBJ1dhZjJDTyHIzOMd6CkeM9vJhbXOAoohwYsM+YLgeVDtlHdWDjsIIiaTpkhixLXzlLKOdNjBTiPOfBo9G2ShIXTMl/yMXhAMs2plnHTFKnAlXpcJs6kq9dh8+MTew6n2SXxhbl6XX3ZEe1f2ycuusRj77cY2tyA9FuSAo46aVbF4z7M4LOKIzHEiWkXqU+ombwgyfeNNysjgE7r/XvYYpyBSrmFx2HvwoOYXl5moR5qbW5T/6dsGPt6P4gmhUjCHKFOkIwPpSFNSkcsn840z6/KTsgDPxaUlGX1KUQXCgJGZobRMUeQpZkSmy3Po8GFdc+316iOH4ch2/+B+SxnHKrKI+C8geHuch/PK8HFw5/DRxx4tC4ovJJtsPGieKnQC67IROXniqNxZbHqV/B/aHn38qLZwevxXAdbPnJHfjrgsVYgaDVlgxq2q2BPV6sSJE4V302vUslC5znropKqihAwWg8YsuK33KWnRPE2fqFDG6S6UvJ4CU5oLBa6PC+Idadm/u+Ac7rvw50adp1Pmz1b5ucV2UrNyu2vfHd8hnEZ253ncYZo1DQKqmkJ2yTq0xwrwMSgEmBEzYoSagbrH5crYEsOoczAdjZ23jI3x9rbGnNyO6Wt3fvOECcppMRCfO8+qwqWDE4HbujsiI8qPcKrdYXa7anHaWgzCIXFyitErIovbTEWIePQtPJzGy2G3EzYo7vyBlWH7brsMemXkSwUm7KuH2OK6RmwOxG1oRKiAfAnHaIT866fXdJqbuzU2GeucUru9buHAuYxuv8eOHdUjjzyik9hpS/sGzBUDbkdCcHEy65wrBDsMFTJEuf5c3WhC3pYJtu4yuvxe5ya8z1Dnhjto21vMHRMkauVPgKkfetR1pbquC7gTucwNp/8Z8BBjGV+b/v+PoL8J48LB64vkBQvyG5qXvfSlWphboLkTNYwlr/fwocvkevzkRz6sU5y0b9HWvkU1ISLnRMFMFXNj0R18XX+oieYgOa+e4nH9O6B4V4pQ/VNQXyArO25WCSEVZ0AOCjJ+AiQ2BZd1Jw1ydxwSqEWpDKQCNE1mBmSyrYChKzOTEQqq7EqUkeevyczk/eEQ0W2LXXt/FvtCP9GCInNwprEtc1MGXH/72PBdceXVuvzyq7Vv734tzC9qYXFBy2zq9u7bp0OsM4ePXKFrrrlOz7ruRpqY9KlPflQttnyQPtqib03C9lkHZMyTWCy8fT0BS59mNdjGHDfDGZmovjjtGxvrxTaqptZNt95afm0vseHAQuVrYE5sOrjdMG7Zq2gyrC6iuH5jqok4f6NeD0eMvxHjy2hjRg8t9YtMMy8VZOZh5pZxTJ1jNvvI1DSlzqqKOn78mNbYcLVuoxxu5ex6h/ksJLr79TlhDK0fNIk6JSsb+VKvhKQdEP1f6jX0cMEG21nscCVM2gAAEABJREFUVLNnEX+IMbNdgjyD9Zrt4kvczMQ7BZNHzKahrPyIJ2ST3IgShmZMpmbm7hlZZCiW0J60wIMur9MARaOE3VtyigVSjSdAE+MLbwFGpaagp3ycDsM2BwiDKE/oQSAvOD5IRHXW1Kc0YM59jdoAi9A7GCHpYJIcuq83w8ct66qvpV0TSn5H09XjVCqPUd7rd3CEU/nAzaVkYqIihl4zM04mdBoHj5fkWVaO3oEZvx3EpUYoGJBpBmYmM5OnIxPWhcDzTOc/T8acTzFLd5Sm8mMzrDfMwdOz0OOCTjydXoQdCPl40VUL+KKa5XJCJHcofEJMOLkZ5yMzyfqp39qpVWVwNb3asKDceP0Nuu/e+3TFFVeVX21awMmf4wRpjpMo33T0meAjDIuz7KdpWLhN9WT0jcBVLFh+O7Bn314due4a3XDnnbr8WTdokqJOr66r1/SL4zzihGhM3ZlytEIZg0ksbg4++fqC55OzhxMWqHU2H2tsjiqcdaGfISdoni9PSDIz2hsLiGcC7zOchPmJm1isxu64MdGLemIICtBnHLrx9lATFhxfdFwmd44cPvyhD3KT8Zly81Gx6G1yeueyxWCc3K7piccf04Of/gR8pH0H97G5GqjHJmSbW6Ih1/i+mHroBAm9jMdDzS/MqRn05HWd4MS3RSaj/SdZtEZs1vxman4emqrBOcIRC7QHOWlOeQPfGfhpq8dRhXYAE/F4oIztYCl03pvLoDmLDKKgA4EB8rLYVOFTeHUjVjye7UBUkLgFeFReRDzmAIHzeRKQN3uzZ5LIFEwFBC/GujLYC7zIkR3IcgoHohd5s/zfWJ2lcalUOOfyfXIx14mhF4dyag1JLGA4rwEw97+UcCpmNtMSz61LLyEaAI1M3WMyA0i43bj9TejvCZPiGHv2dOtjEXv0cZmwRf8VKN90lH5FeJclQeP26eD2OhM/eznsKikVVJZRE6+3gaB2G2p6ZTw4xQT+bm+FD2OjxebLH6RgU73NRsptf5NwOBzK1wTXlp/krp5elY8lP5lu6r4iNllVNbY+p7ruKZAWdbs83p4C1KXyWNmkH2cj4+C/pugbn4heejhtdV2JKJAVmX/qptFgMFf+XYfX1+/1cEIrJcaIzwPeRz6/NND1OAypm4ax5ONqAS2Y1s6saQMn1uU+wk3nc5/9nHKz4zsl1621Wd5u12NGr1vMKce44R2hC7NOf1UVZaGLlyac98mzNJHMvIJwMkLvK5fPQfTBDszozwtN/GSbYj0MxD0kKC8VEJqZzIzYM/k67wxf55n9swtMIQTyTJG+HWPjgTDRRrfRmo2aeLztiXY29NHKnr1aWdnDDdk+HTx4SFdffU3ZZBxms3H48OUF57+6F9Dr6dPH9dCDn+Am+dNaWllmemRE5nGpM7k909fBQqk7BmYm7DxQzszkNmAK3BLQjy6PRHxS8I9xUPTe9/42G4CjquooigjDVabPg4LcBrzvXf6KNtTwq2l6gI+1ko9570vvt6au5fYZQqUYa1VVo2CRfqbCZIqh0srysq699gbddOPNWl5eka9Np06dYkM0Qh5kYow5L533UCXo8pVK/3s8yZSpwxQCsiIbEklg9b/iY09utKELB88p6jGP/fGBzFhwOF8iQ+5QBD4/59LTZs5FItD5D9aSVffqYjxSK7Gw8koii68XMiNuJDCy7utGRywHjBE7LIZImtdkfKVShKiHMiJMsZo+nnKYJp8ycDozk0FlVr4y8xCEutDMpnI4roNOQp8cUocotE7vIJl1IdKre0hTyOVlvupQpb0gCf3bIT02gw6zw4qkxx2owN+zAI+uLgMXxNepQVkHpC7thZ7SuhDQD3kKZ/ODVPryUkKD1oHgKV6jbjO+gApA7KGMyPR1IyLJuxtbtCAwGRUyd0rEfSFITNSpOPA++Y01wdleX1/TFqdDTcWE2uvJnY+TR49qnRPPfqzVVJUG4JfZaPSqfrk+XuN6fH5hXntYUObI6zMZD1joXTxfqEc4UViFQnDJWsKMBAALh9qh1jdPqbfUV728qC0m/zOnNnX0ocd1+vGTOrN6pjgM2RcaZG099HaGLB83wsYjGxifhL0t3liPb3FtbyFqZe8+1b2eRIYXMwVZ6EBmctmGo6GO49x/jNPOxx97TJuU9YkhwtcXHjOT68qdKsc7L4YhG6RWBs09bMDuYNN04MABzS8ucoMxlJCrN+ixhk20gU4fe/QRra6d0vKeJe05sEfZJhqOtuS/prL/wD4tLi2oaeoCY/oh4NSEaBqOt7nBeUwbOEqZEzqX10+a9+07wCJ9mXo4eHXVsMBFGT9UfM5rZuekL5Rwio7MYx1F6gyFBHre+XYRV30g6hOAlwjUG0g7SIG2oS8TIYs+Sk9+HSDnk/mSz3gxymgKgfT5IHCe39E5ZweDu2PMmUulvHY94MEZEAAjx0oYOnrnuQPIwoDwZhLQFNLQ+9dnr4xCHECRR3EiGV65hF3aebutRWzAQycs9pGtyBnpv2hBsBImpxC99ESJDUXLhqLlhiExBuUPQiScqoR9hxiwg0b9HmOibnCoo0odMVIFElLGzBQMObCJDGCgOE4tvJGeamKIOPvuDFWyEOR2WrERr4FYV3L7ivDzOha5ZfRfZ3E7MleI85cUQlCIUYHxXPd6GmDb8wsL6uHIxxCUkNkb12t6WgDv/HzsjLnF6HPrMZibV6+0oVbFfBKxaTMYU86U4e2JpAnzg29m3O59jI09zZjcZB7a4EbQx/I2tx8TdJZcNmyqRzsGHHLEEOSboS02RRPGDRqRoZiaecrl9M1JRXzMhmFuYUE33XwLJ+ifwOk8ph4yXn3Ns3Tvffczj63pM5/+pLY5NECRyDRSZr4Z+6/obG4xJ24ohIjwIgwAfUEbUHWZhoycIJMZQBwRhYIEiczTgGi3p7uQkp52/OcNXsNTM6G28wi8zG44L9uTjFuaI4fSEMedByYrWRNsuqJ/IzpCOzJz+0ilqYl5PpB2mHCrsH7mNH4++mWOFMWD91ddYa9NsfvMGDhx4jE9/NDH9KlP/YECc2W/36hikxBjUMYGWpz1CpsKIaDmJIOH8/eDqIxefeNRUSaFrE0OcgLxeTYvW2yYH3v0UfkNSIvMVO8iqIJPoHPKRhP+ZsY8vi3vf2N81fhpNbchDRvlGh1ECkbqFHVNOJwzM5kZspoSY8j1IZP27V/WPffcpmdxg7OwsKg+Y2eOA6OF+QX1en35+KsYY6Ksdj90WGkHsnibIrqtax9H1XQuCLupd+JUKc9x2EFeJOL8z4eLkH5B0S6zV2DWxcysqMPMQwdN07rkx4xycpDMCE1/tA924gJ0+vbYMwfeNJOdw9BK2lQCdU9wZ67FgFsmygmnKQnjygxO+UDsaPhmhgGBz2AojhivFRx2TfxSXqz3s5Ah2m7ZOmqKMV5l5rkiBNQ9Jn4Ms2Zx9ezZzQxFkC0r0Y48VXJX4rN9pyUJvFyeNQ7moOA5K++pWVw+3gUJCMcnQpE2BZAFmEgsRHAOQeRICoCdByTPe4scsM20sYOuvlxwZ+OCq3Y9nq+CM5l9dpjRigfyUobozmvIa+byRwV0HiTNwMSPgTjnNbBnEQa1Uc7M7cboG/rH7c4Bm0ssrN7W4gQxOXP8wgQcFdEbTaWhwnFuNT830OHDR4pz4Sd/xx9/XCePHtOZtVUl+qty54hJ0Xltbmwqw7uHo+KTqp/MVyz83kOe73YVJeoRC/ZI6zjj22MW9UFUy+Q6yZFbgpGOPXRUxx9+TCM2ATDEDljETBLQ2ZyJZsl58lGmLS53iEEGtTsaY5yXpb0rOPVLirGCxqUgl8DH3whnxH8HvuUk2p0bh7P2a1II1Ac9HVvqUffEplLVRIXKuErfLND0atTHdT2LZlUHWbApJBkL+ITFa2ML3SBbj02Zc1pnM7G1ta5Ef9R1raZXKUb0gIO1euqkXBbnM+KmpcVJXVle1J49K14U3lGDwbzmWcwU0GgIwlxLnxUCPt6HDqnEpzFk0a55xsjzdAAXiHs6yLAcXcITCo2XcRDlzCNFEJUnKIPNxDPtcfDaAFCYDsu5NKFMS8G0CzJxeclMpgNx2wWeZwYG0DmPie4C8i5wAuMzA6Lw8i9iFAlVWmygAjmhhBJ6LXhvxQw3C00QFvB+anFivI8n9OUY52pMf7XOnP4MMdJFQYbxZ1o8YbM9HG7KHeYRt3kTnKiE/WYUEszUYAvuVA9wUvrYSqQ8renaIyEvwDybKON1J8abSCNRkbbGFpqqUq+qVVPWHRu3ucHcnPpzbAbgW9WVAnQh1nIQjUnU3zIWvIJI2V5voB7OUY+xXFPGNyA5BizFsFPslQ1HpoyPI7+R9BsQ/zUS/1XHTRw88YSADqf953OYmcmoN1YRRzPKnbA9e/Zo3759OnDgoPazeV/iUKOBd0CmCZsQH5fO28woU6nIU/RSyYLhxI7lDuWEPjAzSqkcKIy5GRwzllzHY9ZaxJHFoI987CPqz89r/8EDuvGWm3WacfiBD3xAQ+aDpt/jZHzMWG7l+siM52CmEKMW2Hj1cGBd9hA6OzPtekjwlvpn8wVUHQE6ME4rvE0GxQy6zIt/fexOlOWbdzenc8G5G4V3gydJI7OmEBwF7H7NnIYcc/B4B2YmUwA8NDFJA0jBvGH4ImYmM5M/2eXC7sb0UcJuvH9BqcL2PD9hl4k+iXJ6JPc0/ZEYG4JwyG3vmDna/aAEH08//tjD+uAH36+PfPh9OnPmmK66+ipdd8ONWubWIKJz5zemL1vGmfN3Gazwl0KM6g8GMsIQA32YsINWsal1+MordPlVV0AkpTxR1as1x3gwM4kJg1dmQSrJJOc9Gm1jCwDrUzs6rXb7FLdgp5Unm5TZZt72cKTyf9NQNGMrLe11PQSLsDUtrezR8t59GjHG/YDO14CWMSPkq5um2HNAhkC9CZ0kSTNAY2AEH1qJ7rp5Aiz0coB290tOoZ/hTPzQJjOboUrobXUoic/z45xpOhYjakMCZ/xZwK12VqaEyBeRM8AhEO94mqJU+BY8eZifK+MccJxBdyFwXqUsYnkY4b0D8AuUm4HzkffLDMj7fF6qLP1WeKCP7ECCgG/30qtnaTrUOV8zk9kuCMQBJwqOF2lPmH+yzAygRYSOCdOo113ShsPiBX2AeuUTN1gkoqjnd2CCSYshOdZBPCDBEOGbPXga4PRZzuH8Qq70C+ELHY2w80vlkoMM2ABRHyjMqyXhvAL0Bl6E3ujdUIjUfTs2JjMHNIEOyOr4lnhH4bgLgz0JbWayYApABDw0mfQkEM8ML5l5XLser7u0bBduV9SzgdI2jNXDXbmfW9RFcLhIac+agTxyMbpz2uKEALImPKGWCbudMMWxUHgvGI6Qsag4v1CFMhG63loWBF8U3LGoq0aJU50zp1Z18oljevTBh+WnRv6Pnd0JWGJBNjM2DOvygd1veko4RXVT6cqrr9ad96lPPY8AABAASURBVN6ty664HMe61/VLDDjMA9I1p/8retmrX6Zrb71RIHAgxnr0M4/o1NETsklWg2PktoWK5TLSDE2wDd8wTJjMExv3loVvgpORaZvRxlza15Yrbf8TjHPI1xTHqZKXiVVUYHHM2EcqjKXaHSxOQCvaajhLmfZgkUosiBkQT4yRr9SyuCT0Fygfo3EyNuSEdCx3fCYsrBRV4DNhMzdhkRwjY11H9fpBidO7URqy6PW1wu1Hn1sRr8NCQDcBPkNtbqwRz7ruxut09bOuVqykEbcjY/jt27+iAwf3y289NjjlFSZqKMbbkVicRFw8oJVMBVxn3pYulDL4AlO6Ei84p5JKWfKcviXEWvh2b0fRxXe+pazJ6YkWCTyeiGX0kCwoB6gdSHd5Z+tJZM1knYVO4+B1Z5h63GVxcHqKlLfkeX4BZCihiixeposV0rOfLqOkIUdKFf8qwCyQKgCNATrvMWhUAM7YYQYEnZnJ+9z5NTgU/vvoR668Usv79mpxZVnziwPV/Qrdtji4vlldx9bXuV1bx3625XbpvEIwVdhnFaMi4ySEiERwpY6SX/CxLFgJe88FkrLbscuCDWSAEorYuMviULOZ8XRF6BDoE1NEZoxLQZg0TlbioCEjo+T1VpT3MkadrUnbbKg2mRfcQR8x5lrGgNtuot5E/WPG4PbWNhvxbY1x4l1eQ3qylZgPEptvwT0E0TajjlDmm6ZXK0TThBPlljpq2j/HbUafTYDLUDe15tkoDAZzbDr6QK9szqq6onwD1DJnio7MsDUq3GaTv7Z2soylFr49eC3tWdbq6ZMacYtYN5UOHjoor+ORRx7UyRPHSz8k5Iy0V/DIrhTkjcyLe/bsZczOUVcjeYczb4q8QmegAKovOR6COec1M5lZh/NgBh3ms3x3W/yM9HwGVvibEULi3xkkWcHovNBInwvqHiOYAdFz3vPwqAkVZJmZWmzRf51KYhyiCScVT7Eo5tAxfSvw3RxJGeKQFr0/+sin9ZlPfZzb3Ufp6znddNOtuuee+wlv0RWXX6H9+/ZD6mWk4H3tfLFzKlfT1MrYX4XdgC5ymBk2l3H4M+tFUsTu57Chffv3aYNNsVH33PwAXokizCr4YJkNiehXo1/b8RYbn5M6w0Ha6bVNrZ06pnZ4ik3HSW2sH9fa6ilpdEa1JsrcVJbfv2JuN9bSTFsTsrluJqybPl6GjI0hB0g1k/kicmTyXQ8ta0P2NQv5EQlZ/M18HAgKMilggz6OzYIytImx18KD6JRCSC21VEprSjx78QuC5zhcMPNpI40SDgS8zvezgeT054OmzwzvyVl8Fjru6YFRF4BIthtgck6avKJID8l7Jt4Zq0yf7ObnaYdS3+6M8+Kz8rvRBYdtO84DM5Ozd7yZicbKHzPiHpkhiAc3NmyNArNMyUIl+YImAriYdXll0ILrync4KBzToUrsQh+Y7KAztBPAB1kG60Cw6/VOCKAdZrXsyu6i5Asumj6edDCjBJEsPiWftBgg0HVKcTwJ3nPSVJoBL5YYQZkBCwmv019cVlGHmdehncfg40CWzAwQkHdApnMfaM5FeOp8IjSNwC5XLiEtnIUI7TgCL/g5QScCdXq/u2fmgN5UhAWvs4+nzPg6FHQu37OkszQ0Xc6urxsnqz31ZAdyMlMTWMUQFJjMzKywosXKPqH5xDaalN97PvHEE3rswQd1/JFHSK/jVAxxmDZwoIZKOati4q+bRgFe85wi1XWlEQ7KmI3BYGGeU8Vbdftdd2mOuMWKhaKP49BTiNLt996hm+6+W73FvdrcbvXYw9x0PHZcaThRBW2IECFbi6J9UvX6ZuD6z9hMi+20LjOy0DwVoI0jnJ+jR5+gfVb+HYrgM2Fx9F8FadnU5OQ6iYqxUVP1VTcsRFVPtAg1YL8zRvDy1wwdmWQ4h2M2GCklWJr8d9Ifeugh9DKSL7wRmQcsLgcOHGKTcEB79i3p8BWHdMOtN8toztqZ1fIPwpdxZpzGT/N8Y5Roh//e+QZOk/MILKR79u4p/XHqicd14uhj6MS46RiwWA+1eupEOTWvFPhBrmICCCgHXfpju+m7uFkXZtfpbk7UkdGQo9x+OiqVGs1MPn+gOcVsMiMGgY9xNDUthWrFA55veWGJNUru3J4PvhEpRJfwoXqZ2TkgGRUiMX3ldj1rTwm9bQ7oPWNH2vVQykuKbMqLjUkGNH3g563JJIEIZaStbq/uHFTY//zCgpY5yV+h/xaXF9UMavmNh///ORX96hsLZ+zOxxg79b4PISpgIAlZ3Xb9pN43rkZdFWMrhqDKTCUuHuQmC7mQB7tuy2aAkVKEJt9f6A3ZPJpxrhJO0gSH2sdLdvtWIIvWOg1g1B9DpYgNh6pSqCsZ8nq/DBnPmzhPm9tb2h5uM8ZHmuA4TcatxjhYCR1GytRNIzP6HvlQjwR7IUfOWd62MXL6xnmTjfMpbvaewLaPHjuqVZy502dO6zQ3qRub65pwMk6JUt55e53+K1fOp25q9dhMDLiN9T8isZcNnuvbf52l26D0aAPyI4/XbcHkNyef/OTHwUc1bDxiDPr933+/TrDpCHVUCMg8FRhx6ftU5PVDjgodTGh/YmNiZsjWSp3yCdN5UHI8F/y5b2F/LuoZTLmiA/w+H6C4nI+HTwE0xPvBoHW9BfQbQ0CvfQX0E7CtaEE1dmSELTbndhxJS62eePwRffQjv6+KtG8GP/iB39GhQ4d1++336Lbb7tY111zPLcceNpl9bpoWVOF4u1aNOkxWNhfO02UQaZfBqMf7yHFu44kxEaKpbnoaLMyr57chIarGJvbtPyDfPE/YlFqYKMRWITgk7IP+tDHzdq2XvOIGvfmr7tcb33y/vuTLnq83veXl+tqvf42+9mtepec99y71auyKg6KWzWyijZleT9h5U/dlipowPtzfG3IA5Xbk6TNnzujkyZPa3tziBmUsY7w7iLIdSBQWaizJzDhyHg4J+5ORTSYvEcnTGCu0WU/nQUwleM/A9fZ0yn/BaL1hO20kMq3IaKhN45ccUMCsfC65yBeCsPQMCn8mdOzNKTISMfO2lVT5GDpSAe08pW5SITAQJjg+7cQUrJYxGOQgFUOQ/wumshT7AACJUy2Z/DEzYoaJAtMyM8aePwPGPTQ7qWkEfjO+U8ylBgahAwHv2RiJnRe9dvaPhBlQAV30cS60Qk6WGQAFduTLQhtiVNIOl9vTDiqP11UiOx/nJlhloSKANBFe4jN8luAm9Ol4Eue8jjPrykmEBdQ906JefAe6nGfse16NO3wdv5MolWsqWZZ5W6Y48cxoZ6Fk5SeY5JNzwGbMMdlz+OCMZJyRzGlkYqJObDjK4EDB3je+hEULlJBaFl53MqqqkcVK2zgQmzggEyZOOLFI9Ar4yU4IFRP3fq2tr+vo8ROq6kZz84vwiQqhVh0bzS+saG55v+JgRcdObuvBTz6uhz/1iBKOWBMDY6HVGPlwpbqQSTfh3HhdBcxUHNNAW1hgDAgsUAZ46Iva1vomDvop+enz3oOXaYSdMfSU0YNUCiJPhXwu+5yqqocNm1CFUhuIR8DkT0JHmfpBcDMxBlpkTOXP966zmJw+fVrbOGa9pq9+b6DDl1+pm2+9WzfcdJtuvu1OXX3VtWy+FuW/hnLi5Ak5n+JA9fqyYGUz0f2O/JhTtXX1+43qXpT/24A+juugV2t9/bTWN9c0biecbkmxjjILMjMW8RoxDcjyr+US5fO5vc4jULTwIdx5nS8J0zRC3N9Z2ulLWc8um2lPea6HKrLpaT5esshCOY8TXPrrBabgQVfQY84RQHcq0OWc//VmzHBeqoAjmWQN3QtEdl14CN433Cc5Wfe+GuNwjDjpHbFR9c2qzz29XiP/tacet3BN09BvEQgKIWrC+NvY3KSf14B17GlbY05Lfez5+MxlXMpNB5ECVTsYCJLUzfecN7ijhm35uBmnMXYz5gR4ogljqcWWE3Jnb3sMQgCJuEFvlFOBKIsA8WxSSzl3oraHw3LwUDZItNF/FWrCTWMIlYJFxk6iLRPGR4usCOZyw8McDEakM/W3DLQx4PgBm/XB3Lx8tt9k83167bROnz4FnGSMHcdZO0Z8VZvop2Uuysji+mzQ58LivPzfSfnhhuu15zcmHIJUsUKWVhPot7Y2yvx07bXXqd/r6eMf/7A++cmP0aaxaD1NRy70MWFeQ2idfbI2Nje0hjzOJ9AGz++oz1LNYq6nWXx3eDH8bprPJY52kfqiJvC5sLykMpk+NDOFGJgvW404bEr0SWaONQsyMxm2JHo0YNsGVDj9WabN0hd9VVWNjSRdd8OtEnjX8eqpVebsVfr8lNZOr3EbdaLo/jRjasStr/NM9GdQYNzU9O1YNTcaMlPlobBTHH63q1ErZWTY5JbjBJtc/wMIfhByZuOMhtxqjEbbdGVSgMZtKWOTKbeKbCj8tvmBl75Iz37e/Xru85+t573wXt1194267fbrdMedN+rIkQPIPixgwUdSqzFjIbMeyoIS+slAQh/+1wgNXNkQgatipN6sGn0YYz5kybTrIV3KMs9nZKrRk9u565EseDNKzGRmNHBXuQtGraO7YN7/REj7n0hW+rhIOwtL4g/hM9PRLPQq3WA2pWAYYr/uKca6GJ+RmTH2zoLcgEEwlbhNOc7zPe6hZPwEia/zK2CSO2CYosrjM1x2Gk9NoNzJccTTA+elKEbvtByVwXGa2AkyAibwqYQztNN63KX0cDdkQQoYAHvaW3Qw7SjPc6yDTxSZfI930PHJU9oOl0E6FWHBE5YyoGX+AcBZlpmnbSeUjH4wibBA3hUXeixpPcOP1yF1onRx8ZhMgQnKwYwUAEqzNhqxWRqpPSVPFzLPBDwuHjOTmYnPDsz4aveTxZzLhwlOboc+caLDmX5rJsmaBbxmkhywyN9zz916znOeoysuv5zNw4LceXAHxKrIZD6WT/ATnAl3wLfWt3X88WN69KHHcKa3NRllba5uamttW4PeEhuKRh/79GN69OGTOvrgUZ05dlyRyVZshlIa4SgBXIH7qGg5KWuJZ663JayNvgx0j4NvwMJ08fAgxsCkHrW8sCD/y0Ib6xu68ppnad+hQwqclCbaZLSnAiJQN5XquikgmRI68PajBom0mSmEUEDYg1nAZhKLXssGYYAe5jXgRM0XFHcwjx17XP77yidPHtexY8c4/d6rZLHAwtKK9qzs4SRvEUeIxbfXCO1TZ6sRJ8cTXzRxfj75iY/rGDc280vz2nvgAHXQFjZlw+1tiW6NdaUkKbLYWuzijgdV+HncPPF5gJd3uBALl3kGLse5NIZNSWiMMJIVCiQU6mVIPO3XKOFcPJQ3roBjZqDzHijpJ9sFoh/NjODJIHU4TR8jnAFRclWgOAmlEbS6jBlhC1nuDE+w3W0246c5vV/FaV7fWsdpXcchGReaxNzf4mgIzVSsAQ2HUG53MVTyJ2F3Pp5awkwvFhvV+lqwAAAQAElEQVQk9DyPu/48b4LjlbCTAJ+66mGD8+oP5lRhyzM6M5OZIZw0Qa4JtpVJhhhl2PIEJ3EInwljtSWekM35e/nSPCo1s8Kjs/0oD2kItkrbZQoRHBAd4BlDkD8T2pi41s/wdH6CzwwsRAUcKbfbHpuvAeOmaTiMwI799+6Xl5e1uLik+fkFbH5xB5ZXVrTCLdLC4kJpZ0JHvsnbZhO0trYm3/x7H5iZfJ6LyBSYDEKkPnBDbmpuv/12raws6+GHH8SpPU0dczL0O2Fz2E51VG6OcCBbNmpkqmGT0jIvTph7Qow039suJfo+0z7tfuxsYlf0LPIPIeZ9d0FAIO//pwIXz1s3K+/pGcxwHibnNc0wV5J5wlSFKDOT24nr3tG56CkphqBMnw36c7ri8mt04013yG/19qzsw4m/ShI9AWPvR78ROHnipLbYMGwDjz7yoLyf9+zZLzGH9DjcMTP6WfK1yflOmBs9DPR5zVrkMvjm49SpU/rMZz6jhx99mPVpJD8cWt/wG7Wkqm7gZ2qxV8RUBy41/WxBE8aYz+fD0aY2N9msDDeh3dJotKHtrTWldluhTAitujVIMupHRPmm19fFDery8WVmcpvdYBM7ZAPVMO8HcL7RNTOZuidTOCOI01oIcn4th16eToxTp3O8zGPCes9Cx+Gpv2Zduaem+t+5n4sGMoWy9x+hvx73UJp+/whVH4x7a0sMwjFDnIkry+RGm5jcOhNyIbNk6h6iojFygykbCs9w8GxCXgHdhELEEwXEtxTW7scpujT1F7PtUhf6GvX5uBKcClBJJp5dFsKCM9pS4jrv8Zry2SadlyvKmDkNJK4HBpt4XBd4K/KsLpd8Ihkge9fL0lzKzDKoS0lgUZfHHSDHQZWTAGZ8oIAjGQLtaQcwkLuaNX1ySYCcpp/JoIgxZVjinQhTTBeYS2fiqws+nWS7vxck20HatD2wLDwNPXjPef8a+i/QsUP9uUCMQU6cmfgMXS/MDzSHs5CZkN3JmZsb4Fht6NEnHpf/GkZLHQleE04/T6+uyf+TrtMnVtl8nNDWxlAJ249W4yRscnI/0pBbhVNsQtbX1rXJiVTLtXVoh9Q9ot6RYo2NxgnxIdLivLH58P51mQy7k3lrxkp5qJSGark6dwfCZUg4VMKZ8D8H7H+xyoJpCadjhFMxgY5KJE6qmNvlujCjHo3lm57sYUlP5Pbo1dB87EosKJEr9loNjlKNI1KQkhIEW35Se5pTWRabRx9+SO997+/oEx//hB597BHJWk3asfyvWO3Zs6IQTVucuI3YZExwALOCQqhgZ2UDVFeNKuq47MhhyhxQwMEccYQ3Go5oVivW8KLPuu6pgtbr164nE5+NGSO+A2TsGhIy+gzlQnHpLyxKEQ99xO2ULIy9hxybZQjp42gG0lSKItg0Ds4cwNlFYKccdOfGteuxXfGz0Ux0N5C84EvVpU2zTC/j8QtynSHdMIBOhR0yGKOKwo5zO8wwbnGo2iS1OOMtkZSzzEwhRCAoxCh3VBpuQOY59V/E8V5cWNQc8YbNSSTfzOjzJLcVhzbh7ISgBse43x+w8Z2T37TVdYOTFwt/b5DLUIYC9ZtVitiKKDem/JBT6hHjwWWSSRaRPUQiQWK8ILqyGWmRNLmMpS5uEwaM/b5vGqi/wk4D5cxM/njvt7SR7seeNQXPMxl8YwwKyGAOZiVfWYpsoHu013Xg/yHh4cOX6/Bll2vP3n1sEhZU46wZormsopyZaeJjnPHmfxp3m025b7D8BsadWkRAJ310M9C1112vffv368Mf/lA5Tfe6XdaIPGZZCT6JeSGx4ZgQ+mYjVkFVHeWHX2amuon04QQYyySB0u7HzFR+CHfjv5DxbEK+CwPCaAd06Q9dIQdMhhVVBTJtcpzD+ZxMAdtEh97hpaRk3lHIFoPbXCUzAyroTHODBcIkn7eW2XgsLC5reXkf89wh+X+2Oje3CJdQfg3uwx/8Ax3nQGrvnoMacqOcWV/cbn1O8XE0wbgdFxkjbhoi3/McP2a8+eb0xNqqHj92VOvbm7r8qivLXzdbWd6jJvYVWI+CahpZSTnKgCDirE2YghyYtjUethptj1jTRuBGosWMh6AYqDWbRPsiMhhpl+8Ma9mZ9TPyjcuYTdE2dfvmyFCg26XLbmZq2EQFysCBuqUiP3r0NiTWlAlrrWTyMSaelrwEAzMvAeJzfL24YfuwVgefHz/9L/5k8UO/0L0X1YQVRV80+wuagb0mjNUU6PnS8UGI3Crj6GTffEyFT0VIn5SZxsH57Bw1e6xEzEy8QBaxgvtsHzd8r/EsPHUJ28n2mIMjutC/PuaUd3FDIEMap9oNkEyTsxgh7fJJwwdZZpAVcGZTSh+Jvih4ErYeAJQrUyFR6snw8FgH1gWFx4zOQ4dpVgmmacjNTGZnQTL5Y+ahg6e+0PAU9ZBlxgcRiq6JuvSJ9Aw8vRvI4p1hiO56KS5n5+FZdJbh1Mv1WvrB04aNBpzgWgMcoPJ71MtLOnn8uD724Q/rOJuNxKQ/5iQ1USbRD35iX+P4mFR+VUQIHCzIzO1Y6uGwzO9ZUTXoaRvHB+bQndGJJx7jJuSEIpuHwCYi5JEM5z/YWNGSKI4syMQuyU+YmKfBUQt1JpcZGgFuK5l2tDgOyVcLxlPmhuT06kkdP/qYjhw+yKLXyCjj1+NiM9BS32iyxaK2wcn0pjLpGDOLShbrSAGvL0QpRJMvEjFE8ituLHoyM7UsDu70+MYjoZPRaMyp2Fjm9SPjJz72MdJDboOOcdOxoMH8nJ44+riOHntC/vR6AzV1Xz0WIT+Fa3Dm/ITP/6NB/CG1LILjUVLmwGLkCyAbkBZnNgcWSG4+fAG3qqLlomXO0fxzaZAlpzb6yoirPDuRnVRGV56ArNSR0HcuIO9mJQp7qQ66LzkKQo/ogGyKG3VZCUXsksErPQf0OT9nJTvLwnE7qZl4O4izEacrYoDykB5Ri+17U0IMCnWtUEVVvVqRfqlJ11VNvyX6f1SckJZNptsILFTWAAVsrFLFuOn1+txcsIlgI1E3DfjoZCrORkrEc4n7nBdCUDA07DbGWCKKDdXyXyOqqTuEKJcrof+EjVpsZAFZQLb0hztm3p4AnxhDKdvD7uqmluFwW4jQOzB+KWNmirTNaebYcHgYY8V4iOoe5yaZQQ9PAwRfDx1CMDmYmageqaQJunCnzGSqaX/RlYS9t2onLZsBgHYbuBAjNLWqqhG+ZdFDIq/owuWgzW2bip79lHyEsxdCYLPQFLlXuDE5dvSoHnrwIUV4LXAbWlHO7TJYZF7oa575qYJPYCw1Ta2a9nplTajkoW9qvGxpqUlmfNQ9ZibzqH8cPP4MAS7NRTgZcwz6dmN0oc4BRh4HhwLyblBgrHaQiZ+fJ3AdGHWaDN04aAcf6D+TGWHpRch4fR1oeo3IYc5GJs+no408gy4RDxE8FH54kjicGrJRPHX8hFY5dPI/s+u2MEcf7NmzlxvxfllrThw/petvuEWRvvJfxWqZX73Py681wTO57RfbCgohAoT0xYQNtc/jmTwDKvrz8suP6G5u7A8cPMRB2bbG2IupUhVqZI6qrFKc/tTgmtBTpQboq7I+OTVaCArwRwnoXuC9fAMuFntuJ8z7waRoqrldb5Fvwg2HbzpQhaoYVE3ltBjRDL2LHas8WWaZmBUwBdKG6UEjybvZLChg1yS710m72FN8TWb2pHzHBPAOHn8SwTOM8DocLsQWMeR5Hfh3SuUZsyjhrhxSf3zfvNOn58poZjKzc5FPM+UW8jSLKFhoFYNUVRiQBcpjVJy8Zl/YWciLNasTzG3QG2AMMAi7lywzPl1q+j2b9kGJiU7x5wczkdM0w9MO0+RO4HI57CAuHJlWmxHU63UoqPK5cBGV6vyT5c0wMx/DEJOmSpIF37UhF3wXJ1oKO84rcHAcub74y9vkeR46eNzzPdyd9nIOnvfHAy4ozW4kcTM+iFta4nEH0rSeb2ZyIuZNJbX77UqBIVKKeCjrfpjJzMGZApZyMT+3t4DN9apai/MLnLzOKTLxeyVrLBL+J3VPPHFMxx57XJPhUAtsTAL2vM0J/tZwi1uQda7JN+QT7ubmuja31tXiILW4xkMWhEkwtdGY+Mc6dfwJnWJTMOE6u45SZHORoB1z1OQOV0aOinFSMUnXTNiRwVPXUVVjCvAIirSlllmlwIRcIFayGmjAEfYGjR559EEdo57FhYEW5vsKVebGZcjNyzqbn9NKbPxjlVQ3gbFpMmxRwm0rtpXlpmcK1CN5/RGnpKoq4rUWFxe7X5+an1eFbCYe9NmP5LGQ+q96Nb05XXH4aoXYU7agJ544ro31TcWqgWeUIfPS8gqOY7+kI2XNIrJta+30uk6dXBVrGBLEIkuL0+anukMcrJbqnNbMZJQp4DiZ/B8khxyInYXCgCYZEArHWLTISCRFLviELcCCNzM+E5DpfjJ4oYCfCmj6eD9l+Q8NL/MYUllbaAyaQJ65PoFEfnIk+Gf2NZmdDwI3g3PzZhlm4CWZ/PGvCRRgjlD3LdHycb2Zjxv6McSoEIPMrOhIMtX0aVXVMjMlFiDfaLR+s8VYGdFfY24aEv3nfJumKfTRggJ9V8XoLOQOlp+WjrwczozKY4Vnhd012HUMQQkH3fm5o9X6LpXxEkOUgxEGaCuvg5vKqsH2ZDhI9JGkXq/RHLeYDU5ZXUd5KGT2viRQ4GOSCsA346j576u7Az5mc+2Oo8OE9rg9+loljNRoc5AUvCR6SpSbuJz+D9FHEzb4Dm2RY4wD2mJrGbrWT6ihGUIz4kCjy5MsVKqqHm2qJXi6fC0O6JC5ZIRuLAb5JiIGU4ymuqkIo+iQosdCi+4feeghDbe2tJ8blJWl5bLZchoo2XTMa5Fbph6bv7pp5Dc77kgnZEu0J6HblrpijPCulOkvmUlykM4GVtodyLcCJrMOdIHH7OJ5M3Jvb2IeOh98tHU0RlvPA6QQkAEPhSwlZC4oIXhvQw5BszwDN8uTXCsO5Be86dyHdGYy4HUdZvq91/QLSYuuKvjWVU2/RPXqWjWQ0OOZM6fKr6F+8hMf0gf/4Hf10Q//HvD7+siHuvDTn/xI+Wtkvrm9+qpr9KxnXS3nM+Q2uQpxR5cRuzYXgf4xmWZPUzclFSyrqZCdrBq7v+yyw7r2uuvUZ9O8unZaIXa8yiacsegbhKJPyqHM0mLRpsxtP4NYHjc4uwyB0Kgwk5+ATLsytotRuCrkvIbw9F+19D8TvMWNXIut+uZjuLUtn7eTl0F/3rdmBkdnqBJixoomiT4fM/5HPmdg78lR4GlyEYlkR0+BcBGAtZMBJjMj1E6oP+THzOQ/Xq0Zsd1ATrAgBzMTEYnQJAL/dmGY4vQFe0zlx+s5H4KpzDG7QkjUPdYFfL1PCXbeszk7KJnZk+Bs7lPHjGwHAt6zMRIXfUNOI3WCmUKoSuVSVHkYxNiiCGQ7P+SUZd1QZwAAEABJREFUwSCZmc59nNIxjg8eAYp5Es7yiO68F8LtZF5y5HwuXvvZwtMURKUtDB4PS6MKEcMbRHY8TkjrA3A2ksBZIcy0NUN9FjJlQOy8ZgbNDBijJd/pd0g+p4jtKkUVpY5dqGcsauY1OcCSwDDmcwAcOee8Jv85B9XZUmn7LrwRRxUeoJkusfPtsCq8AhsN0iz6chBp8AHZQgjy0PU+YcEdDje5bt6WMQHW5I1YwE+fPKUWB8R/z9b5BZzxWNdsKFr577aeWT2ljbU1TXBMKhwb57PORuTM1ob8H6afPH5Up7nt2Fo9rqCRqjrLopQCMrHIlAQ5BjKEWiECoQIdiUfCIEXSjjOcAa7JnTayqDjQOMUY1HDyNNzeKP9AdX5hrvzKlS9GTjtyh4jFY2F5QUt7luX5rGlSnlC8A2GXmc2QmRRCVIgmY0wGC4RYLI5Vr2kov1c1txcB/QTa4HqhqM6sbbB5OKN9+w9q4wxyHD0uX8BadLeNLrbQz3FukjbX/U8SS2WRQq4Jut5iodrc2PZ1T5vrW5zoTjTBOfMTxm2cKf+zxkPC7GNIJgQHzn0dy35OBcgqITYTiO9+A+VL3m4k8a58yYVCCo7LfGYvcdTRpawLdr7k7cSf8Ygz3w1egQtwMfD8C4MZZQC+pY3G1yAN4MI07undEEo+HzGnkcErC0EhRPm8tj3c1vb2ltwpT/SlU/axkwE3Gk1dc6rbk2/aPe5lKuzWqEuAp+uqVg/bHbCx77FxiIyvCuOsew121ihUgZoTdU00wrFxB6Wd1pMwvEQfO31xoqlXZpJMNc7ZwsKS/P/MWJxfQIY5ed1e3h2djD0Le8rwEDxKOyXGQ8YOW41xhLY3N7W1sVEced+MyOdxyo2xaXes3MEaMkeMONV2vo4rIY6Uy5ihd2m8jQ4+/YxwWP1XY1xudwhb6k8QZeQ2IyKsG3m8vMvpmx7n6xsbshTZjFVNrYabmxCDfFw47T42Gtdc/SxdduSIllaWWHWyziD7NuNmghy+YjoPUyi6qdGPmdGkTHsnQNICm5LF+UW1tNGdRpGfZegfmdQ9ZsjYvR3ij9M3nxXGaLCP1xmURpzNvqSYGW2nLzKFLdBodOEFQ4gyI8/xhDFGZQvyf2PziY99iA3GB/TwQ5/UmTOrqrBnt2/f7Ile2dpc08kTR/XYow8xbja1/8AB3XjLbYWf24WvH5JpVocZlknVLsMEuzIz5kZuHGTUN8SmG/ntyb6DB8r/lt4b9LVOv/smaDCYU4v8bmsJNolDksQBsBhTFg2Zs/yAZOK359y+C94WAvgg1MewcIUG0ggwzbPgbQVCJYu1ajaxCRseMb8n1tCMfSfGZ2K9MTPFGBQC5eW8JI8ZXweRb7SPYagJZSrmi8Jf1CmTzy/TYnqqx3nZBQjMLoS9AOH/Rl1UA12vzbLPTc2wX5jwYnV5nzo8udbQtlsYbVtyzEwBYzZzYgw2Y/B+IlFCx5k8yyzIzOSPTeMeqkM5ukR9IvGEh7uyHAW4sA5EL/m9CP0u5jvRGSkIMz5lVPgQpTKSBUVUSGpmMjM5iRmhplDi2nlmSTOTmYGfAUWZNECc814AVfLNjPIenQnp8d3g+dYhCMz4dKk/0q+LcamS7Kbz+Nmy3mbvh6wdvEdoWUZh54DPctkz0C/xCac2m5s4zSePa+3ECY1xbubm57VnZQ/OyrzmmFgHOETOeMKkajGqzwl/JGxxTlom3Aw0TOS9OkiseKPJiMWh1fbGljbZlETK1ZoochOYmfhbyPw/KlOICqEuYFapanpM5APFugefIMQTPgNjyRRiLTPGT6JhjB2JUP5kTKyFbkQilcVsG2dwfnFBlx25XNdcf4OOXHWVFldWtI0T4s6bghRx7gKLokWTMT59jIYQpbLASl636yYRccfOawkxllNTsyADeu78wGM4pL2c6j7MaevpE6e0sXqadq9r0DRCeB1Ht2MWt8zG5vixJzTi1iiw+PkNkf/6lv8VH6Pua6+9HkdxWaagECtVOKUxVDhCueDMTOqWxGlIcJHXzGm7TCtlWhIZuPB7lvq8fIrM5ppCgz156DCj3B2f4Z65EAHoYRV45rheiJO3w+FsVebdB/jYMgWj391WCCO24PaxceYMDtC2XEcLOPjLjJvFpRUtLi5rbm5ePTYg7gTV2Fuv16jnNhOxbRyTAK8+Y6sPjdujwbMmv5Sh781MZqaqrlQ3lWJEBuwzRsrj7LRsXF0vPhxahB6D8+FRNw1O9IL8H2/XONg+/ifQbuCQnWSMr59ZK46O4x1Mop4A/6gKORvKF0CWBnCZnU+MjD/q8Dlic2NT6+tntMFGeouT6tnmY8yc4LDNWHPwzXNiECfK+QbB41VTM4cM2Dw0VEwLyHM5WnTic0yhA9cyb/jGwsEd0oTtuTM2Yc7yAeoO3habPm/PFVdeVRy1Bz/zGXl+hf5CiLSpok2NjPiIGxbXU930VFeNJPTIsAiMNbOur80MPDZXQqIks8oHQXmzSJHW/wQPsmIWCP25yepzXvbWogt3pD3tttziJAt86/3gqnCgIrevCevHwUNHdNMtd+q2O+7V1c+6gXn4Cl1++ZXcRtxE+lotrywzpiZsTE5qc/OMxsyHfshT+MGX6pSYdxMbwBAqmRnppArbrOgrt82EfYh57Zqrj+iGm2/W5VdcoT3798lvEM9M/+2Fy97MLagGQjNQ7M+rGswrsiEJfnjEuPN0jw16b35ZPTadvblFNf0FxtuCqt6iYo+wWSzxur+i3mCPBnMrml/ch/0uiGHFfD5UOxmy5o2BCW2TXE8xBBk/bteZMeA2npG5EGDLPmcUXJZCrGUWZUCgnONFu8nSZ30MCmj58hrFjPB/v3/YGjAzdK8d0Of1PHXPUxPcDTj7cqA4ZBhOFCwUbOaUViXOIBKAcU0zoGuJ5iIs9kaYwYnQmWZ9Lo8vRDvlPgsLz3YQ1XnYAV8DwSKXPMPjU4ZG2kFFykQATPM8KKTmMedB6AgGWRlsBS91LSTvEt4yAAud69KBKp1fwT35Y2ZISN1FPsmMdIEnlzMzlceDAlbo+RT0zsc8Vj4eeQbBedKmHTlIz+Ln1AJexk+HPBvr0t3XsDcAIzJszcF1l5jwWibwDtpysud4UY/Rv0r0BrOnn7APtyfa3hxqyImmazDGWCZ7n0R94vQ/feh/UrbCcejhMMUQVENTh6hIAT/pnZufU6gqujtrhENy5uSqelWjxcUlRUI/gWqZfN1BUogKoVJQlBxypQqaXjNQ08DHavBBwSo1sae66isyQYfAGJKRZ5SPUjQZQSB0R+TosaMig4Vovw5feaWuuuZaLe1hUcJUNza31XJl7rJUVU8yZDWTj5lM6IuBmYlXrpsW52eCfrKJRaZVn2v8umnk/PssYHPLy9rLaVvTa3T86DE9/vAjeuSTn9bG8VMSepybG8hPYxfZCK3sWeRUzp3SBfnv6WeY0j2KVcWmaFPzC9CyeA44tQsmBYSI6NcXWw99cc5sXiSU7YLqc3/svKLnp6UO0311znMu7tzUOYSfT6KwpZ1Pk4dZKfg0S0FOXwhwtQaSZ9+MLaPxTCjkcfbUEWOlpq4VQxR7bblT5BuNeTYfA2ykz/josWmP9F/GSTILquum0PtY2+KmYIsNv9vrBAcOzjIzRfhWTS2rokKMqon3sQf/f2DcxgbzAzYV85rHafLbjMOHj3DLdkCBzQnmrWxBFXL1qXuADC4j0uPcMa65wRizIWix5wmnxxM/oXUDpHJTLvZWUWfTNHL5Z9Bj89E0tULwjYfk8o44bPBQPBndTHBGx/D0jf2IzYeffvu/w9jkts83KOtsUDwvxIDt9zVg7LjOfH7yzYmXLTLBw+MuI2zh7tKLoYj+HQHEEGRAS53eOUtLy2WT94HffZ/+4Pd+rxx4UEB1jPRRT03Vk9G3CT0HwqZqVDU9hVgpwGeMs+zgc5xkMgsKtNWCoRWUIx4zPrzU73WiLRKO2w2g/id8vf9cbDOTmXm0gOMdTKYq1qXfzYJcV2YmOcgf9IRe67qnZ113s45c/iwt+T/sxm7mGQ979+3Xnr37wS3L+2rv/oPad2C/+owTtyEz+DMHut0F+iOxJoGS97HoAd+AuF0SRfWZ+buV0/ncetnhA6opO2BDUdUVZYy5dCj/wwqxbpStpzYMpN6y4mC/rLdXrbFhiNxsBW7G4pLU7FGulzUJCyUvV+A8rXmNJoMpzGFSi/BfVoJuaxRZxQZq+kuasJ4Mt6mTMdGyXiQ20MJsggXW24kmjAe3PflYo20ZoDBNg4jX25eZI1x+YXN+Q++kQqeu3c8HzOinz4fB/1PKooaiCkLN4AvRNioxM5mZAn3pYGba/XjKIYD0LAeil/h6SQc3H0LsZ1YwJP8VDk3E3EUumQK45TBFySp1D1NXAMgyJHDIWGOyrExYaIiX8Gl+dsnylCV9DnWChAwOmfrc1j0sIoP30GnMSPDO4uYZTux4RwK5xI3YrtcrQaCSBfocmhkS/FO9zuKp8s/N88rOxcxSZiazzwLB8yXzcAbW4VQe4iV8Jj8mBKPfNX1M3Y8niVmQmUndq+4hQYnMhIWRybP945OdT8oiG02oOPpMdK1vPpJIJ+Y/IijVwAeYRW8nDBKz3QbOyXE/FSVM8M4s7hlHpVfV5d+CQC53LCbgRzguLTJ4OGTxli8Ai4vaf9khLe/dw8Jf6YnHHtXG5hbO+WUK/R4LQpKfWrbIA3vYmYz2BYsunNI4KTJw5nCsBjhP/XqgPpuQpjeninhT9btNCAthxLGwUAkOCiEogDOLLExJPcrOIcsap7KrnPCKvMWVvVrZe1Bz80tq6j70sdTfogeHITcl2ywemTYFq9XnpGzAxsHTfn1/enW1LHyxrkqbTpxalf8pR4tBl11+WK6rM6dOaXN1Xdura6oZ8yuLy7Rpoo3Tp5VxfAY4g/tYiOe4VZq0Y/Qx1gQ9bm2u6+jRx3Tw0D4N5nGK6JgJtyTtZCglbnPSWGJRA43M57753OQlpUySXQIlZiHf8FiZk7J2l7FsOHSXwORzIsmUciC4lBdBzexSKC9C42Udumzb3VIDB2TGjLAVjEBe1QDneWFhUb1eT+6kxyqCN0V3aLEJdyQqNgFebIIzMqH//K/hbLEh32J8ub25wzLc3lZm7AXKiHrE47zqplZF+eC2DUTGl1lH4L+icvsdd+iGm27SysqKInjPaapK7tDDArualNuY9TPr8j9H6zcQMUbFEHAex2Uce72GvRuqtqTSn45rsdUJN3n+K1Z+s5Bpt5mpomzDXOCHEQ0bFG97DD7mJuW0ecLGwZ1J2ME1a4zT5ZurEeMqMeYDtCFGmVErRI5z+pb5JKEoB9fTNmPRyzje9W5mCsxTFJTPU2aG3pkLkOH5L3whdUl+4t6woZjD2Y2M963tkfzfTZ0+vaZtHMMJ9YvH+cQYFANy065tNmOnTp5AR6vMTRMl+gkyXs4INtIAABAASURBVCv6kAURIy3CDoSs2nlsJ/aMR9CRc78QBCp7ukCRJ71mJjN7En6GsBCKLTlJi6ZDjHIfwfGuBu/zRP/Nc2uwtLxPEft3Wimo8Xl4flE1Nwx101fFoVJ/sMgcvKLB3BJ8gnyNUqw0z1xZ0Z9tmqBeGg7zzCJh9LtZUKDPMuMk04+mqBgbfeYzn9JHP/xBbW34r7AGbCOLkhoOx/rghz6q//qb79Xvfegzet/vf1r/7b9/RL/5no/ov733o/oth//hceA9HwL/If3X93xYv/GeD+rXf/P39Ku/8T79yn96r36N8D//l/fr1//r+/Vffuv39Bv/7QP6D7/6Hv3Cv/81/f4HP0Vdc+pzK+Kbn25zRO3I7XZNIySTgsvvwByK1ct14yB/oPXADD3Qrgl6NHMqURxennkJYNA4EPyxfPO0nX9UwrluAnr1eTKS4L1kUS61F5yOKRSbuDhrkynQ13YOmJ78OLcWdJbxI2zHdWhgHKSwEzNi/gYfIFXNQAmIQWMTk1tmkZai56tbyCWTFExyw2TcKXNsjK8iH9Se6XSQXOTNU7wROhB8rm+GF9ANWb4eB2bsaIIcPO2hy7uDcOR50EnTfSXCjr1EqM/pefoFzUxmdsm1mfxnRm6zyK7QZOYAyoBn9HWGAPx3WkqSCrUbTPwYKEmQMjGJpyvhXwc3KO8fjFABowo4ydZgd00lq6NyCGyJMw5v0oQ+nsChdWbuNJEfe40GS0vq4xiX8tCLybAOUQc4jd+3b6/85HJzuFXK+99RH3MKX351KiJcDJpfWtThyy/X/oOHVHEKFnEGlvbhUHOlnUX98JuwuLc4Y9kBw/BBlVhURjgcflI6xoHxRgbqRURsJ5M0FptaddOoKdBTRRiqSgFnKNQNi9cSV/l75LxhqxACm4QNHTx8ma659rpy0rZv7wHNcUIWrVKkTMWC6OVjU8OvlsWoqtdohfYevuoqXUZbFjlVNXhZsOJksnPRGjcamzhoPW55Dl12RP6XVBZ8ka2CQow6eOCgVhaXOPEa6uSxY9pkcWzZZHhbY6wUYyjg/zCjZRPy6U9+Qp/42Eflp8WZw4toTDyEObPpEHHLOvvYTrQcGuykzos4mfHhlcpHs8fRs/ju0KkcZjiv1tMBhMHDmMscSF74hbEZlLvgwoRPHwvLJxUyMwXAzPRUz1ntOZ2DU89Cj0vOYsbL4/KHceKByZSIt9ip25fHI/3cZ5PcYEchRJmhJS8IGPYSsU0DRNrt26HyMtxiLC2vcBK8lxuMBVVOQyVG+RCjnFdi3fDfex8yFnyz77DNJsVvD1bZyPqm9/FHH9Pjjz1WHGuKdy/l3Bn0Dc0GNndq9ZRWAXfkYwwMi6wuf6ghTvcEO/aNRsbJ80kl08aME5QYpwU4eHBZzKyMvbm5OS3g3Hu7i9wmJXTitK6bxJh2xysjhwtEtjzuGwyH1sc+vD0vxKiaOcodtxgC7UY+6hdS9gcDbgj3cUq+pBjAy7GS67SuazYePd1z37PZrF+mj3/8Y9pgQ9ejTMWcMKEtmxx4rLPBG3tbjPLw8LEyId3SJudmRp8iZ4wV3HmpO4RIe1ogIQW42UueR8/akac+X/jjWd7MdgRzP2Ti8xZ9LFnZhAR0mdGxQ4joFqUEcInT/66oKaLTjM7cNlzfw+GEsuKJqmKPeXSem695mUWZ/1CwxTZEPDIezLxvkrxsjNDQh2Spwl7MTKdXz+jhh47rDGPhMW6aTx47rsxa5Db24EOP6H0f+KD+x/s/rN/+nQ/p19kw/NJ//C3963//n/WvfuE/6d/+4q/rF37xvwC/Qfw39G/+3X/Wv/jXv6J/+s9/Sf/4X/yy/sm/fLf+5b/9Nf3iL/+GfuO//I5+530f0W+/5/f039/7B/rwRx/WydWxtkYV405sVKOUo3zNmkxGZe3JbjkmtcXOs1yHWf6YjMCCKVhQiFH+eFkLPu4r2uAUkpk5F32+j1nH7/Pl83TLe9/P4KJld4lmtitx0QKXnmFmRYdmJiK61Mf7KbndTuHpdoKXn4HX6dUH+luIIU848oLgpTyD0Gmp/0n6c5yT7ACEvJ4MVcCBwaB8ccKKmMBg5I4DuxbjWMnrNrNymmKWFYAqBkUcFt94mJEHeIODc5yBsyFuU5Bs50eX+hhj5BzaKdMZrkwm4JiMXXZHk0IUCpLo4kR4XXYCZJBcXOfsAw7d6EKPl+3wHnPoUv59koId+YyB1+Wwm6G3x5C7Axl5Dh6U0D9noWsfmU/z7co5n89W0GkcAqLsBiM9LWuz0CMOXdr1XbqLpBt4xSaix+3CHCf+C1xxz3HC3t+zp2woGk5pDSfJWLhTrOSbjoSQyYLcme6vLOnAkcNa2btXziuxEGRswv8B7TYL+xI8D+PE72Uj4Y75gLT/GoiwX2HzG5sbeuzRR3Vm7QzsetpH/TX1+a9TZARt4VU2HUzIPj5ax+EI+O/m+uTri8b2FpsanC13jiac+I+5TfFT4jGnpu6kB9pX9Xpcc/fVw+kbDBY4QVtSzemabz4iG53HHnuc084T6kN38OAB7du/B/pGi2yq9nPN746Oy+HplZU95O/X4sIi9AO5ZhMKdZmHnJSOcMwW2EAcPnIFC+WcVtDnLX7afNuNOnzdNdpz+HDZ7MzNzctCVGQTZCycIxbqjY0NNehlgc1Jv6nlY2SNhdL1SYIhxvgPAdXF4gQ+/shj8t+bn7DQp7Lh8K3hBLpJkQt1ERfgI43QmVwMzFuyOzMxjinHHJR9LiJVONAncgAnh1JJ6goSdy4Ogt5ZZsIuc/b1seXQpTtaIa/jHCQSFwTnp51nVnIHcU7kLO2U5yzXkw4l7TwcSuLcj9M47BYmG/OwKcDcjLiCVMAIaTH0bgvuOBOV27DQkedmHOyA3ffZRMQYNXMkXD8J+6H7RaCILdRNowq7aBh3fcZgj82uIYdRSw8bdQjYgUMFLzPDgUkacmPgtrKJHW0xLnyj4GPMT3rf857f0gc+8H75rz8avNIEeux1m5uKbcIhm5TJeFLkcke9Qg6jvoxgPs48f4Nx6jY6pkxmHJoCnAALCrFSDFFmUUIeWVCMtWoOExrGXVXVpX1uOpiJSpt9XAMT7NfrSNTleTPdJfLckfQ816W3tfZ6kK0CIm13XczPLWh5eRlYKRszl9/pTSZ3CgK0C4zlg4y9P/jgH+jxJx4v+u1zoygzzW6UnFeD7mMMlEvFORwztxS5JCfl5H1OIUYOBrZJB5zFhDPp9m8dgXi8AR546EC8DAPiLN+ekoGgxNmQhpc8aAoBny5f0Fw66CKP6+NicJEiu9Au1AwSdu3t9XRHkunUjPydoNgD+ot11IQDks6+WyXs32kchqMt5i/mbfLhhg5bYFJoxszbI+w4sylw7q57wbhy+6Far2ZSNoIm72czo5zXkhVCUKRvvMwYp97rygwqt2vfgMcQlDj8Wfd/SxiM+btfyvb781pY2qf55b2qsKVU9dVWc1Izr2Zxr/rLBzVYOaS5PZdpbt8hDbgJXzx4WHuOXKn9V16pI9deq2fdepOuv+M2XXvzzRwQ7EdHhjyNmt6C+nMrkvU5hJO2tse0tZXQmWhMjbz9fgOtYRHo1DsdvHhc/uR6IG3I61nuRwXiPi5E2yJxM2OWoSxlyku00JK4YAiSImgVgvIFQWgFVEa1kfW0YFonxcob4PXZwKBxYorSdo+dhRluFu7kuOA7iS5iBOESATKVap3PbtBFHgRw/jMogoKbhYm+4fWupE938XCaXUl5XbvT07iTJeLng+MdOnwu/dvFqYaJwvMohhhZLEvkq4BfRIBRYt12+hJ3QurPFpRFS+ak4IYZ60ohmkIIoCE3STbpQK0oQ1wKRPq9msl1DqemL8Em02rQihiwgZm9HneYpZ8c5iejdmE812EXahp1rIPXDoooL5Hp65U6qHymSIlWIe1OskS8nCvGQdB7OwrOP+qe3eV2obvMJ3GcognMTGYdSCYV0FM8zv1sbRTVuWCkrZQ3sxI3m4UifRb0h/4YNRoynAUQ5bXynX28jR7P0GYiudiNL7jzOMtLe/dpz2WX6eBVV5ZwZf8BHTh8ufYdPqIlNg/znOT3BnOqWLCXcMgPcLrfcNvRwinECK+giE58MnW7HLMRMTPVVa35hYXya1X7WfxD02hEntfbsrA/8uBD+vQnPyn/S05bOE1pNJH/yVwfD1XdqO4xMTe1ItAQ77NRanoVkzq4aIwbU2Qj7puTzKn/aLStMYvbmI3IbPGTjM1No30HDmjv/oNlcfANgv9+e69q5L8qIpyxBllPnDjB6djDOn7shFZPndba6hnyW+3ff6jczOw/cIjT1QO0aVE9NhBV3cMSTdtc2SfqWWEjNje/IP/9282tbfUX5nXl9Ww8rr4GmpHGvnCiF++BoaQJ8YiTucDGrPJ4MJmZfNGsqopxH0gHKDtILDi+bgVojPGPN8xixsJN27MmOKEj1qQJ9Ab46IKXR0ld7DU7j4BkZvLy0g7yFnqlQAaEk+jgeQ6QwzqrC1VCl62kXcYZwKfwIizyS/JWIaFKIfAmgbMngXUE6p5MsBtIUtZ5nw/O28juwOACMFsHYmdB1HcWDHqRr53HSqr7irjHzgdqRqSEflrsO6OjGALjIqrGduumUYg4q+BbdygMekm+oU6EpV8pb4ZUBSJYw2GZlA3DyZMndYZbiQlOXAhRAd7J9QqVx2OMMnABm/EQtNyu+tw6NGxYQohUSKVUZjIFfhIbiE1O+k+dOqm1tdPK8KsYAy0ybnJ4sM2tYqY9FMTG2nL7kbBfQ3/OwUHw8TCDy8gvQnEq5u2ZwL9lXE0AD2FbajYzmSGBywuYTdMxyERtMEo4iQ5uRwFchCbSxgoIlOnijA/iYzb83o5tNlAtGxYXQ9AL2SbjFodvqA/87u/qox/5GPNRo4XFZQU2Mc7HNyBLbFx6bApbVqohTqs7v9uMXT/QyMhiMvqx0hy69L8q5mWauq8QIlApWoDCEFzdgwC86JMk5T3DlKFRgSAh2SxNiI4NCNAGxreDZWieBhg8v3AvgiB/x393HEypOJd2eTRhnxM6esBaEegbM5OZoYKMdkU8qIXGosk32hF7M/Tn9lL6Dj0kymdCybXmRYOaZiCzBp0GWTCmn1wkcrpgnS2ZmVrspsVGPdOlGmEbvol1WXy+n5vrw4s1iLWHoSC/yTZkyLFSi7wjCtaLAy0d3K99Ry7Toauu0OXXPkuXXXO1Dl19la664Tpdf/stuuHO23Qj4PFrb7lBV157tZb2r8hq2sfc6bYUGfcR/y7B08eUN2mCbAkIEu2RXDYapYa1LoYol1M8GW1l7CFTlmZ1tK4X8qo68vWycM6S8aPpY4RuO08FAfpC57QwNyMF2BTv+TN4Kj47ec4H2P2awe0pYEY7ayMt8RbL57SEombg7Z/R2ixCaNalzExmlw4QS8E0AzNTwal7SJG0Anx8efUzzAJGfyCf0d+QAAAQAElEQVQgikcqxild0xXyr4kkeGiIOqaAmcGmg4K4yIdupLzz6EBGWACeHlKuoyG9Kw6VfMot9OryEjK4Pp3e8z1PyJGtsxsuMCoMLSpGOGOsGcchl81Ggs6dB3frMvGsigVlL7vty3AEFznBqd2g6aDsCkCQi73ZMxDEjXvWyZ14ZBQ8onlIkhhfchGnlCNV3mn+btwOL2il8iEwBZxAC5KZyX80fYpypvHdgXkC/s4PvVHGEWdhd50JtKeRcCdG5Cnewv0p8p9OlslomJmHtlPQzGT2ZNgh+AJHDP5Uz7d7zUxG1PxLXA6kUbF/Za5kj2E7xswRYsA0Eo7yWBHnyJ3pUOPUM2nWOPkVuLmFBS1zE7K8Z29xug8eZnNy6DKFuqbcRGXBwA4Tp5djnJUR4H8+009Yjx4/qlOc3FuMWlxZxvHfJ7fdEIKW2PDMs5i7bXt6gvO+fvqMDuw9oBuvv0lX4qz7X5zyX0VaXlnR/OK85rgRmEeexk+KGDfJHW4cOfPxQ8jcLf9/OTK3ACmN1XIL4puQMSdsMVaaZ7OwACzNL2qRG5DFwZw2Tq3q0x/5iD75sY/rfe99vz798U9r8/SWHv3UYzp59CQ8kpaX9mh+YVGPPf64juMEGuPRfy/ZHZZ55OkPBnJn5ejRY2UTtQpP1IxupQpdDodDdDUmnVSxyPiGypA/MF789/mrENSLtRoGSsBhE4uMl7cYir4i+jNoMv0Zq6gKfASCT6J0rk+KRp/mqT7KjCl/zD87YGYy60AmmfGRCIM8ZnxNmn71WR+n3U2ESVG2w5Q4A9bDAMppZ0CyvIH6O5ACRObEVrIu/PG8QjNlfGGqp43N6HA3lLkQ2Z7MyAUQbTQFvi67EeYyrrLMSAEyOBSeLe0yJfrGbyX89gw06cxCK8LECfBQm+WWYsRYSsUxc5sYMo5iiNjdgnwD4X0/8XEmYUdZ7qA5mBk2UmvQn9MAO6wYvz5u59kAzy0syO20wrmKAYmpPOP4bLOxOHXyBLZ6TGun15SxuX7TaMDBQlNViiGoxuYabLXfH8id7h75NetOTX4VoamivK7ocWgjECiXaesIx27E6fXY5wQ2YiMcwgk2HWJU3TTqsRnq9fpqmp4q+IVgrjK0mEXDlKFNbCLcSSsh8nnc/y3JhNsZv40ovOHvNztl88Q84/W6DEInmba6Xrf9Voe5xdNmQV5TIs/16XOeb8wE/RBefjDQep5UZMm0pciCPF5nhR5981GhB9d9oJwMYqhLnGgmPjNRkpf4UsoLXSL1Hwcys9LwqShd3HUyGiYNmFe9H8ragD7NTJ6O9LWIZ3CuTx8PM6C75XgvM2bD6E76eJS0uTnUiA3EkH70Mm67Y+Z18SQ2MS325bwzfeS24uVa8J72+XOEvWxvt4rB5DY+dNvEHhFILWIPiT9+4rge5jYsMR8fPHJYBy8/pHlu9WO/Vhuyks/V2G2fNcsP5Q4eOaJ9hw5pZf9ezS0vKddBw3akSUgaW9IojzRqtzXOQ2WbMK5HtC2VcVqhg6ysERtllxcRSl5mRrAQhJiK6CgAZp5rUGOPDI2MPXrb0vTft2T0CBpNPL3XDL68s1IeLeD4GfIPKSxt8HY4lJZepGIX8CJZnys6O8/AJwZhICrKf5o6yMjsbSC4uBhGlgPBZ3vNIATMCD8bMfkdVcKGXBIQ0xd1TmPnBiG1kdPZCTAiJyt64zE+FWil0PoYlcxfw3ih5USmaXAMmfRjCEzilfzpqjzXBMOO4ORisIKvK8ihlIG8xD1Eax538LwLQYIHpJqxndF62vGeTiyM1HZOccSnP/3r6Fk4ixs1E3cmBIUP4ZPfrpznPzlvN8bpMCI5eHx33jMRd56GDgJgzwTDz5uHiR/0Z2aFl5H21xPmH2BHbyACdtMwiYYYOYGf6DTXz5s4It6/q6un5H/t6dTqKif+p3TG8zY2i1PNvC53YkKInH62+AdZCeseMXH74jHCuV47dQpn/WgHx49pwmJRIYzbhk+4vtlwZ4ZRogWcohU2FL6R9r/otMyGutdr5Hbri7ufRM4vLmpxz4r2cOuysLSoucU5nLCeLGDN1mrEzcZwvEW4rTETfd0E9QcN+UkivyI9vzhfnLlPfPyjbC4+pmOPHdXq0VPSOEGS1XLLMsFJOsMNRxq1mu8vaGt98//P3p94W5Zk533YtyPOOfe+OcfKypqruxo9oBtoggQoiAJFwSAmUpIpr2Wb8vJ/Z3tJ4jJJi6Rsenl52bQgiYIhmILY6KG6u7qmrJwz33ynE/59ce59Q+bLrKzuru4GhJNnn4jYsWPHjh07InZEvPeytnFtvKHjg0m9BRnjlNUfZ8FJ9Amrf/RkwWo5o/3T2UQTYG9/TzMcmIfoYTqdaOQynCp7gXE8t638TNFLsUJZpPxnPnscow02YTub29pg0fYvzLfQjnDQtrhtct0ul1NCm9LKOQr0n8nIdHDuJdY9DQMKBPhlosb8KcwBWkIYcRYCzFk4l0eCbL7nXqNiqBC86zRIidTn9w51fFb+zypl/FlY8Y1V5FxoLMBbO4JP0NoQvYDuIkKRQn5sG1PsypuIw8MD7R/syo5xzzza0/euky7jJuxYB9xmTHGmPI4mjKNjnBI7UA02sOENBLbhOJcJ9H2vOTxc3vUYMmO5wRm2Y2c7W+c2suPgINlekMcy+dTVvP0jeo8Y3x7bC2y3Yy4wmE+KYPysyza3yeZ8jU2HnUjL4NB0EbQPu0u0u6HezFrULCFlKbDpwsZ/vpiwZk0Z6nOJQ7XASFPXqGm76oB11Nt2Q7xtO3VsQloce8vsts09tqwTZJwzpqzHI+apA25GD/YPdHTIuGfc9Kw5EcH62VQeEYmxO9OCm5ZRN66bpo55RTyeh9wvPfonqUih1CKT5ehaNUDbIRO681g1L/dXBG0G/AvwEzaE5kPDqDNrgSNbkMEyiwdKGYj+5XxXDXXrsAMHhohQxg48v8zQyYINgUltk7bzgs1m7CUiqs/jdKF8j+5shzN8G5dzGWFbBs+tR8y3+3uHrDVYEbaQs28+QlXnEC+8KYVH8TyUErbVoH/qwHbMt6N/t1g3vPa07ajahf+YwIK5vmtIL4pmbE7WmetfvfGqXnmJTcdoTXuPHuvu7bvyIdKB//DCw109uvdID+8+0qP7jzQ5mnFjEZrCh6apw9ZyauQN8hF2+njvITeJDzSbHqhpipqWFnl8YHOi3RGhZEDmkKrMTueUFCkAwggyinrs1XaYclZGx5GTKCw/hXZbjyJ8GkzxguC6XpD050YWn3PN6CCCSgC+ivD3U+rEBqvqn0tmPobnEp1kmtKQqN/hScanRizM84m48WDSwuhtVHUQicGEQbpYBBaqZZVsyyJCPaeZM5yZo6MD7LbXnF39ou58FytKF30hsHg97FdQ05T0BAFzYmde6taqBk5lirVM2ZWRI14t4sHn6/t+2aZaxHQGnX2eQLjyk+yCWzQgojI4yXiBSLwAzWcjiQhFnIdTDgP+NP2zjwVVMgUpKU7+gSLu7ykEUZrBd3gTE1cGehaHxEQ3ZqJtc6NMycVkquO9Pc1wmAsnTQXnaUHoCdXm6YneC0TPhG9unhD9o1WH2ObjvV09vH9f9+/i3N9/gNN+qAXl5YkT+hZHyk51QmIbjR2kay9dlzcZIxZ8cTPxgA3Lw4cPNGeRWd9Y1yVuW7Z2drSzc1mXL1/TjZs39eprr+ra9esacSI1GrWcCq9VoAlKeN8dDk5KHjMLpdrwUk+WH9y9pwkbicnBEQvIfW42dnWIzLOjicasDK+/+qq+wNW6NwE9Y8vja31zTd5wBLrJVGB9WbYjFsTHu491sL8vx6e002PZ9ZlGkWj2goXroQoLYyLtDYtl8M8dj9hUbGxt6fKVK+r8ox7o6JAFa4rTWRhM/nl9ofB1TrHNr+qctCLq0AtFbVtahgxNLjoKIJ5SacRo8nDV8DkJIPhMr+uK4JsAQqpUOuFAXTXu2QNYJqPifpzPksGnFqUu2leAs6RWUeHDu2r1SfancR7KFdQ+wElBImfLruiCGqCs9EIpxi/oR/H0zM9Hx4c6YtMxmRxpQr9O/aOAOGW2k8oPm7DDvc5GYYSz63EZKck3Ci1jxY79wHMh853bGWfMLri1KNQTEYoI+TGdYzkNPTOlngX0zlsgi+1nijM2AxAYR2nE5n+LTca2vLHNKanhNNabDd9wrK+v4bSvyb//lHOueVJozhidscme4yg63vtmEVzPeOmpZ2Gg3jkyup0J+dwW33CYt29lRmzIO+zf9Q4wUsUxB1iGnBI1SaUAjJ2eznRb5swJc/guWGMW4K3DhnFrh7JpOqWUaRqHCeS1bce8sq0rl68wDrEV5Mi0z3zEk6gjUbaBbs1tZYO3xgavpR+86UjQhp086BaMxxltNE/PARGhiEA4GLEA2gZEsgKo1RsniFihhtBlh5gKcUNNmoy0g5r+BfrYviosZXJ8GZWb6fSUdQLxsZFFbRcdUuMpJ1lZPf2Sc8ZZn3CTcUg4rX1j/Byb8ToyZRNwiI/jG3P/lbV9NuXW/dHxkSJlBf2yxc1DQ98k+sZ1t4yViKRAcREh94fzbI8Fu3zz9evqmkZzbk+OHh2qHC202W5oM2/opa2r+uqbX9LX3n5HN7i9aLCx3Tt39Pj2bR1zuy3m+cJaeMgN4cfv/UAf/+D75N3RjM1IOTpWYvPbYI+cPCnThk1u49e6RutrI+1sc+PYhSLNNRo1QMfGqK1jLwI8kNFHwb4K81gwiYNSpi2JSBBKIT+FMeBxsIpXNFlu7YBDw+U8GP8/d0Bt2AN68Rf9OHg+QORCKI4Y3+GNCPEOiR/jGxH6iRjoGQ8HPac5ZyU+xZ6NpTpxMh82TH4eJNXQKoULIySBjSqBc3iM8e/vPdaCCXCydHIKBuv2QHLujUL5c5ifLBERDIaBZyFuBTqMBK6m6Vhk6VkMl30mO1oGKOSH5tT+dvyZUInKc+lM8szyT2Wsan8q46eECFRxHsw4YsA5/rlBPIfzUkkmqeDPkrynn+wczMtC/jlukbfBgmtnZ8pJvE/f5atuJtVjO9WcLk6wvenhMTcYUxUWfi4TFEy2iXpSyhILgG8+jth8HLJA2GnucZDGXSc7GzkNTvgxp5T+Bb8jFhP/8vQRk/r6+oY2cLyEXOZnR2fEmMgpYVSSHQ1hVOO1NTYXG2w+ruhLv/SV+pdqHP7KX/s1/frf/E195atfrz8SZjkmnBoXJvKGBakntLORmeC3WVguXdmBz7oO2HDcvc0CcjwVq59mlPHPdc9xzOxQtV1TbxSr02hHC4fKjol4Chbqn+Gl+ahqrh75bPuux6d0Xddqjc3EGrcX3WjEAjvRw3v39NFHH+rjjz/SYzZW49GYxWmjOn4tNMFY6lm45yy8PQv0HMdxwiYQj7PK5jb1yJDQC68wMcaYlCmHSEhU6qYjnKC8ZXT0BJBRUJ2klxHzWUZfYR4kewAAEABJREFULKCCiKB+wCWKhnrhH5JiWYfj9KAMNQ7dKq7nPhA+N3+VGYoAFCvETxYiv+3sSR0V8M+TaJhrLUOqLS/MgRbJNnHs8cQcv4mjtLm9pabLCoy89jX2voC2YYx44zHGVkYcAIywCzu/bddBm2Sb8nw/49S/Omc4RlOcfuNdl2EBzmnX6X7v4WuJ7GgnjIUmVN20jKstNrtXuUG8du2aLvvGkbHfUZdpG5yzlJExQhnHrmkbZWCEM96NOuz4WHfv3NadO7e0u/eopufLumv91GsdppRxsBo11Nd2bd1UjHHIzMMbjTXG8gib79pOI+oe+2aFzYjD1QakA2+HMuekZHlSVs7NwLNt1RBPtC0iUHfIbZ6yLrqtnnO20Pc773ypjq+7d+7Kfy64jifKZOSqkBp4J0UktU2npu2UcmbGoMdDiuCT6VfCnjFlmauuabN4IoUyeoJwaTZB1CBCSaHTBx5nk6uMiFBE1KT7bojV5C/oBymt5DPSRSA14I11RKilfyISOumZvhbM4TNshRsC7OOIteThw/s6ONjTIeuANxRHbNAPwR+Q3n38UA8f3sO+HuDz79Ovcz1+dB+7+1iw1j6HPeafckaCopyoh+pJ1LenjgVrj/tlxnrk8bvOJmDCOvaAuffhh+9r/viRZtzuH975RA03WM30UGX/gY7vf6D3vvXH+vjdP1M6eqDrG6Gra0WX2pmujHtd7uYalz0108fq5vvKk8fE91QOHqgcPtRWW/TKlQ29cX1bL19eV+qPdHT4iDE8UW6TMuOr7TplZG+7jvWlU8KGDMHsEYrahojALk+BpPw4NIXHfGH+qORGOvOnABGhiDjhFLGMn2D+IkaKhnnRsjOusQ89B8rStmu4jLukNRER6MepU4gIifcE9OwnAkLDs0k+95y0ibPVYXyRshom95SzAiN0W21Y2GEVIkJKxBrobLg9zofpmq7BoOfM8yjTxCaE7uwbJCLMl8mTuD2EYiQMbehGVaCsedb4Mz+hiBAiSsELiCfCESCKAr4pQhlZGwZZrm3KevbjckMuxdyKZYKALL5PveHKn8BGgI0nkC+cdMEVnC1k3Nn0s+KmW8GzaD4dTxOeQ7TiP4RRdRDQXwSgeaMaUiEmqBP9RudIjLmFFjgxnpQnTLqHBwfaBx5yurP/eFfCQHLbyiXnbEB6Nhrz6VwTNiLefCyO5yqThbhyU2Hz4VNZO86pa5UoJ/pcKWmEA2WHJbdZ/jGJD99/T3/+b/9MH37wAaddR+qZOOcsEAtOiVrKjHAGFtQTrp/yM5yIPTba9+7e1se3PtJtnJ37LFi3Prmljz7+WLN5r8vXbuDgb2rENfnmpSvy759cuf6yNjnlvHTtutY2NzT1j2NNj5SbrJ0rl3Xl+mXNylTH4BZsvlAOeU0dR2vrY3nTseB2MXdZ/iVrjzOp6CELlScjO4tTNgWFycsLYLXz1MjOzvp4LP8Imdu+y63RHU7N6o+gPX6sO8j98YcfakGbx2tryMyig0zrm8jPJqXtOnRSdLC/p3tsiA44UTtmY3ZA33gTYhnEExGoOCmSVig3gcTTr01gwAbtG2KFtqxiAwP3tKEHvQKnSb7IWyuBntA6sY7EHDXwPmUQRAMyh0Q/20uhqFAUEUtIhAYRGv8kgK9tLRpkWYUkn3wtO3AW7XYYzuJOlHgGGcQTH8Sq1USE/M9VF5xV28eVq9dk2N6+RL+vKbD3CKgoOEdX3qxGBHaYFdi+eHrksZN7xEb+AKdswsZ4wVgZgO0048fxKePkmNuUI27LfGN2RHyCfU5xjufQwwZuUkSoYXx2OPx28MfYambMzbmJdPkpTtoC+h557LyJh6GIvc40Z75YcOA19aYcvgoJdjQRe6FTI4NIbn6R42McvQ3GnsdTN+rUdA14r0FFos2RsvwU6iroiL2YUkSFjGH79rVDtq5p5M1S13Yaw2cNmcdsgjzuMhsC98cRhxlHjBMfpqSU1eSmttObq/W1df3g3e/rAbev4pmxse9pb6DjgBbpmR/mmrLZnzOe3Sj3jcjvkafkJMe7ruOUutPjx49wfA+U+BcKGkx74EuMVAFI1DcUETV2+inSCrUMI5YRnXkuQJ3J/blHbU8eFwYLExG1WSmFFqwVdCd2UdDplPmsV2+9QpFSkvttf39Xe2wePLcdYbOe7w7YcBwCe7uPdMCGxIc9R4f76PuBHjy4LbEVfO31N7S/90hT7DSCfgFrWSasYXV+DNkcKgT9g7YlcNeuXda1K5u6fnmsL71xTV94eVuXupm2m4leuzrWjS1ppz3SWnmo8eKR3rw+0m/92jv6vd/6pv7db35Rf/0rr+nXvvaGfvNXv6j/xb/zDf2d3/hl/eqXXtZbN9b09o11vfkS4c1NfeXtq/rGV1/Vr3/zHf2NX31HX37rZb3xylVd3uHGfLJPCxbqbL/YpA+wbFOZecD2ah2lyAp0GBGqTyQJCPRWaIhprHPPCz1jH82i55729hLcnwLGpaAg81PfAkWF4tXBMRC8ro/gr96lBtwzESHeJWYIwOgEyEwAL7gh/+w3IiSDfhrPaV+9KLdkQ+oZpTY+T76hJESSPz2D1SwjQqkiC37enCzSKSuBJEtElHKSakIXPgWjLBigF5FiY4wlWXINy3gNAjZRYxd9KrU/MApFJcFOmVjg7gi4lJIiQoF8DYtGBhLxSuxP8AEiAjpVEA/JGnfoKhBXUAA6gUSmIYKclOS6VhAB7gQoExeDzjwRoYgVWG5DBufQEFAbCM68EXEm9WQ0KB8nyIjT+AnyOZGIqOUjLgiFTEuASEFckSRip6DlgxbdJ0uIkCKCEkTIYr1nkXC/BdYRmrEge3ORc6u2GylhY5AxqRUtWKiFnfqvLpHQIU7043vDjyn1ODgpktzXDY5BPakdjdQBTddq+FGFoNgcWOCPcsXNhvvmq6/olddf19WXXlLTNvLTtK32cbo/YINyl6tuL0opBfK0lJ3LP9b0gJuCDzm1+h//pz/TH//Jf88GhA3Jvbv6+PYnbAwe6dr1l/Tv/Obf0m/97d/W17/xTY2Z5O2IHU2OcPhabV/a4gRupunsSH0wntrQgqvKHogc3AAd6iEnbnssfvuHe+oxxGY0Qg+9dh9xcoXTNeo6tejHsM5J7ebahkbtSFmNRnmsrY0tbW5sqGsaTXEajzhp20dn1mO4ofTJCB2PfdJs3ilJOSvDt8Gp8jJyxAmgnUHr4P79e/LmJYSsOEg9zmHOSTklMRQVERLv8KkRku49Ibf7mDgLlXjM27BQUQ9pz3zgtNu5QK4K5PmAIiIUMYBCiogKidAQkoJ/OnmCmIGAl1r5/uRvpFBESLziiUiKCksEOFrK1zWugOTJu8IR0sYT9CpyBgfFqc5W+YRegCuciVtNFRAjIV94zgYCS1BJanLGBlrNGVtH3Bz22I6djKZhXNB3KeXah4l4EJdCdtx8g9AjU6Z8xoa8GfCPRzlcwMOh1weHM8afwRv7Q5zvI4M3Hjhjtp+JNysMdtfRwMtyeq1x2Tl2VIF893+QHx6L1FvQ74xxb377OIS7HADsswFOOevKtSuMs2vVxquMbVZqBls0H0NJoWBTnWpeo0iJKaSgLmtYjMGFLPcw70w1Y/PkQ40pm4gZ8rudQpd0hhwu2KzDUWPGyxqb9K7LiiCLg4PCIUHRQsNNUqHIXNtbG7r5yk1959vfkg88EE/un57Nk8fPnHHkOv3jb8foyBu/BXNcKOiTLLdLEchLHcixAKzzGRuvBYctzss5KaWQGFvhsvSZeEKJ7KhApiqXKArAaYV4QhFB+PRLC1Qq7dN5v7AYmhIRsr1KgV4yX1U9WkcFHYknJTGXHTIXdyr03YybO891C2yRbHkTbfv3xuPOnY909/ZHurSzozfeeINxdKRbH/9Ily9f1tHRvqhOyR+hVeu+EOFNKcgLzKbXpauX9Hd+52/rb/2tv6bf+s1v6O///m/qD37vN/Qf/4e/pf8l8Ht/99f023/7V/W7v/3r+oPf+Vv6+3/w2/qP/vB39Pt/99/Tv/c3f0V/45tf0q9+7U396lffAAiJfxP4la++pi+/eU1feHWHzcxVffmLL+urX35VX/7STX2JTcmX33kF+rf1G9/8OpuPlyXsrmHspJSw/Z62D8Ja/AweiRUa2hERCugMnt97cgrtoxTloMHWbIu2yYX1GuAuAvMDXvS13bmOF6X/y04XgVIvaKSxESHeC3JPUVBA4+8pbhWLCJH56SAeSHUCRM6VFVmhiPOg5zy4/T0W04si8mJg4zJ98LFR9UsDg4i3KDNoI5IiQolQJowsbJIoCVupnv2EBmNfUcBmFT0JbXyWozDRngMMvAAIQl3SqmyhcoOWj/FVNCKRssnrBFBoy5JEKzEjkBlkRMAvKXnCIF28EFI/UZHB6/zQyeMoZaQakc6FOvdEmGaFOhs/izN+Bcav4g6dfhoiQhEXg2T80E/iiXD600GU0/OeIHMFn0YLqftS6qEsSgIomw1gkA4KEpHkSf8A59gwOZ4Mk39dCEIp0S+SMn3T2jHBGTnmJP/xvTvaZRPgjUeB1qdXVKG1jU1tbG3JTvUYp3/ECU9uOkVkNblVg9Pl055N6DL8bJFzyk9woI7tfOBYTYEZNpCgrz9iQt4avMZra7IZFQxoxm3H48d7evhoVw8ePtbB4bH816VM/2h3T0c4E1P4jCh39foNpWakBqeqxQN5+OAOJ2cP0cyczTybEG5EbMOjtU5HnLLt7j7kFHSiBQtjH1LGgUIF8o+GzZFl3HZsMBplMaJIz6jbOtnjxsj/I7l/PM0O0vbmtprc6Nin1ThU/nOZOSUd4IRa5y2blZIa7ZN/j5uc+5ymeuIfr6+hxw02TWM1TSM7SpYv244QxH1Xbz9JI6TVLjkuMReEv4SqjlYUNOyxRBiM36gheZKYgAZwHDh5KTIwXWJCsOejARL6N0Q4TZ2R0OUABZx11hMW6Hssz4D1ndKA16c9bAQryVAF0bKEFcJpA+gf8404y2vFxKPmFGgdGat6HK7AOUs69FpWOoanubqvcsrKKemYU13/eKGdKpdw8yNCvEDIfekT/sLYmrJhmHGiu+DkOCLqCbFPiTPOSU8d3khMGSc9Y8ZpwwwbNN42FRFK1NnTzzNuKeY47MKJbdqMLWUl50uyfK7Tdrq5tamtrW2NRmPkyXS9+zIYAwsdMR8cHU0Ip5px+xmpUcNYyqmV4xEZRWTsLeAaStQtRbXZQZ60xIFNUeMRAX2RHf8jdHPMZmnCZmNKuye03/F5bWMPJ8G/yH+k4mRDQttSJLWMDd/abOGYbl3a0Yj5ITG+/WObb7/9tvwjjd/5zrfrjylm6vQvgXsCcV/1tGU+mWvBDSt7FurJyom2eWxzmDAerSkz/1iPczYadoaPkc3tW98Yq2lpPzw9Lt0HKE2nj3XhlEMAOr5GUI+DVcrxFRg3QEAVJVYZP+fwaTlojiC+NX4AABAASURBVLyJGiCIx4mMC+zSqQZ7bZjreyZs66wwRuhI3qKt7R299fY7uvnKa7p58zW99NLLusQNtW+KL3Fr7d/JefXV1/Ubv/G39Nu/84dsOt7SMQcx77//PXXM4ZvcpLWErieSZPu3ABG2q95RZJJ6ryHY3Nq41fo4gDnlj4BjDoqOsZ9D5QTkQ8bFAXCspCOVxaHK/FAqx4yTmZo856BpTnwq9UfY9r6CMKcp+IW6vFDLIVbWTKGJXC7pWBmYHT7UhFsc/27J5GjK2jpHLmEuwfy+pnXWwcgeI1IiFA/mLZqi5Uemth0WdGmc4/YPTRPOdQFC550HkCYgeNG3QGgg+KvXGqhKflqJxkREVbfJngcRF9NFGP8cgGnEE/l6Ih2ViM+Lv0l2bJj1PIBtXAUDKjAW4BMjrFN+IkIpME7CYCClyIqgeJFcr/ycRJy4GCiuiPOEEefTT5asMlkujJ7qNBh/UfhfgZq8lZygQJx9C85Gz0BdnJCczXV8qD7JoaFAuYBnqROVKX5yMN9TLnEa/UsfC/kfJiM0rIaUQ6yntrx2H5NdT8oL/hEOsCfxHgdn0D8UQY+kopRDGdqCzc6nx5oeHmjv0UMd7O5ixj2Tb6NtJtGbL93Q69xk3HzlVRaYbXnxsfM94qSyA2znB2xyHnPVvs/thv9vgkfw8J+odTjHznZYfF5++RVduXJVG+ubsnPU+TaADcyGHaT1DbXwGo3XcYgm2sWRL7SNNU97e4c4HLf0ve+9q//hT/5E7//oPe1sX2IR+3V9+Stf04iN0B4bpzlOXs6NckrKkdS1nda6Efa90OpkOlKIFQYbBseJ1WI2UcY2x8gyAhJ1ziZTNisHOJdH8inqAbLc+uBDffDee3rERqSgy65p6kal0DaXsYNnx6Vh8fQG6xG3K3ce3NdDdDKlEQG9dbXOrYlhjCOUwSXLmnKV2XGDbNzIxLDR8JQh8JdoIc/QOwTnUMRpGanhPRsfMM/+Pou24u0slUThFVQs6R/zrZsPGkEPuJkRSREBCHD4NOjkcbkFqRX0xP0a7/hZAIedi3rEvBMo0+B4IW0Q87TAryCIG1TLFFIDj6hVFHljsGDju2ADUbC1Bf2aLDv5BZso2ALdgBMCLZEFtHa8p9jTnDIegz1lCnkeQ7aBEfaZErXiUM2hd5kF8QrQuoxtosM2hx9JwkHGbqiSptBei4gMpjEQlcMmt2rbturUG5Uenra3NRz5bZzEnZ1L2mBsm2/btHVMRyTa2HNo0cs/fmW5E7i27ZRzgz6qZqQEHSn/0vCCNsuVAhFBdADTkJBt021YgUJkJeprZHm84fIG7oDx682J6YqJgJQytA3tGMkObdN0+va3vsMN6r5axnyghx7deUMMV/mxbiNCDTJWR5nxuM5Bhf/60SaHBt1yI5agKciec9YOurhy9YqMc/1BWdFHkCCFua4gZITp5IekjJD4xgB1vIRS/ecQMCP9PB7LlBQlPwEJYc5Dsdy0gIz6BjIHMetzyoHPbFboS+xN9A4ZPWMIEvonqerw0mX59/p22DD6D4dcvXKt/gGAl2+8ojffeFtvvf1FfeEL7+j69RvaxWn/5NaH+tF731PPRto32tZpT39E8oZX9HkHb9tcqfZItUgjugU5GBcLz93+C2vzY+boQ82mB9y6rOCQuOHoNJwSByZsdrzhmXBrPeHGfAJuNjvUjHVgbp7IM/ef0D2BCfVPZdyUG/XZlA0N6+WYg6tNDpNG3Rqyrmm0tqlLrG3ebLVNW2VNOQnF6/RBcaeJ2har3KovNNCQsL2I83RnihB9Xh7ZT72mNzyV8RcWUZDcgMowiCHh9IuCtVEBPUc4Bo/l61REiHeJeXYAleLZ2T/THA5AGZwMStahQSlopwpHSzyJR2CMCv55wCYF6QjSDjG6vqA+0g4o+gzh4wL8Ke40dgHZEyhPLBVVK0T2mpBYCoUYMq+e0yF5dFhGMF7Pg7gufChJwSJCIIKwLFXheCIN00JcQNDmCsQvZPeZkDD+TPQvThyx4h2IHS9e8KdAedJH8DqtOZDDCEICaziCOPoNQ4iFYsHkhpPGRFkAdhNQllougn4gZQfHDsRwkrpgkp0zWU84NS/aYsG+xqJ8nWvwyzj6GzgtBcPugbZr60IzZiFfg64j7Q3ODAdrMptqn4m9RwY726++9rq+8Su/qi++8442N7e0xiZjfWNLKTUsWo2uXr2uGzde1uVLVzml3dHaeF3jdk0LTjD3uenw76E4PDo4ZB5Hbsx0wkmqT9W+8IVf0is3X1fTjGleKJTUNiONujFhJgWuSIkyyQsbULhZKbO5+ulMDSVGOFZeLOyoZeuuBNhAPo/RXGWc06a7n3yiWx98oN0Hj1RoZ4JqAQ9DhyM0Qj+9xxG6nVPPlDqmOKizulAiQMAPZ7DD2WxwiCJCdJDqQ3woKxGl74qsZ7MzvocfxCr8W5VxX4gHLnx/vNdlI4I6B6hcQjWtkwcEOjlJ/tQi8P0UXmdt/1mkdO+zsqytAVZErtJQSzjiDENFnHxQiep8rWS1177wRiNXx6jgiPSy/nv6d9in2C4L46cnb4EzNMOZGWCB079iPMcWvMHIOWuDcbDFTeIm4QibsDRT7GkGmLfb7sMDb6r9F9Nm2JPrd1k3qmccmsa8bSML0sbNuRHxeF4g25TT/0e+QXzwkBPmI9GxaqlrPN5gjKwxbkbKTVehx8aOjo51eHAAHOoYh7OHp8eGbTZFrrqwHqbcXjjf9VgHhTUvItR1nXwQ4HGfsfVMOw0Nm4QIWmiDFqGGx+V3OaR4zIHH3t4+9R5xEzJVmfUq04X645lEfMINzQc/ep+56Yg6WraMRVP06jmGkSXBO6WkTD2Wt8ke2e4TyfItGK+GQhsDOue7TAgayxSqZd1XCzaAxbgnzCIkqPlSl+qT6lcn6SH5VNp8DMvszz9ARiXmyiRdNG6d/YQQQxNWQpbaBONMGsyJbYtuU2YcFGXCRGZRgUuPvc+w9WNNJoc64MDliAMsO/LW+9yOPODNy8P7d/Xuu3+ujz54T7dufaAZt9JN19KfHfFpLU9vyHUW7KnBuY+gDdRTAFGnRC4hryICKApJAV1Crgj63aCsiFYptYQNekiMzQIstGD+r2OFPi4ApZUi0a5WCfpMuewwNUqRKZ8U9R9tj9D6qGPsrml9bV3Xrl3XzqVL8mbLG/nCeDHPlFK1O8cpKgTQabwmJXhhjlWnEUkJ+Yskj2UFkZPXiRUITVhLDk/hhPSCCNVcgP2LjbKeqhbQN4pFEWDcl58GFzQ7wro9zXAqIsSrOEVfGIuIT6W5sOALIl+ULBUGTM4YHQpBplrurGgrHGqSSAQGmmzgnigZMCBBh9AkBiY5FrLhJwl6PrzGaniWE0vNGjDP/RY6xnU7PCGEHeiT5PlIDAMIaUJBHzMFwGB1oxPniQWJ5I8zoHNUfhynrRFJUSEUEc75CWAoHxHwMt+AVyjql8+P9YYizsPTbALUCog+54XVc3IvzjLni3NOsZXmDPOh/0qVPaeknJISRIUNx6Kfqzdgm7KXBJsI+hLw6fwxpz0+lfd/vFQoZCfBP3q01nZqFApmxwZ+o+qw4NB3HdYAE74Zx2INh3t7Z0cbW2wqONHf4Xbj8tVrGq9t4ISsyXnm6RPUQ25g5mwo5nMvAqGeSjMT/aWdK1rf2FRiHFyh7PbWDhuPubzhOMQhYXVTm7LWRvDbuiSape/8+Xe5/fgAR2pdv/Irf12/9JWvs4F5TVucbLY4IN4ITY4OtcBJ6nHaDMIZC8ZmwQH0xqNU/EwOgw22Nyg1fzbT4pjTLpyvOeDNSkbWOY7Q7r0HOny0JzsvG7R3bcwitL6O/OuaUO6AhXfCRuUYB2ZOXRXooDnOjxdiO249Ol04Hyexh6b0Cy3IL+ATfSD0Lp6ixFdo2uOu1Pi5T+1TMAFc9BpvuCgPXMRzMsn/fN4L2kEL3coft76LOJpXRIgXCPFRrP4ZKT/Bx7AMiAY0MtBnlilBmwFeuf8sqntldjzV8eERzvBMPbbT03c9fdm7XytgQ7Yz8O5b97t4IlEDzHhlvr6V2/aGHDuil3XMpnqCzS6wCber0Mdz7OqYzbx/x8O8jAt4pZQsqQr1mn+1+eNjVVrs1j/29PDhQ92/f1/+C1Az+M6xedMW2meQw1q+l/Nddj6f0qa5TJdxAMc4Ww0bCdNP4OtNx7y2rWdILYCeOcbxAea032VFI72hb7tOngOcdrsW5LveeivBWHVbjJtOjusfvFjgrAqdBuvbbDLXD9/9gb77ne8g04I5ZaymbWi96I95hR4dGeF5KkdyF6lnPE3ZsOzt7usBY/YBt5V73Mxalz19kqATFVvHrruwnQn0afkQ2+wkIhHhQOefWCYToeMh/yOhiHAAOI/gZ/xaZ4ZnVusGyzKuwJQV6YhqFhpcYdzn47VW7kc3zWkRaZtWmfm/oMtAl5m5u8cmHPfG1JsP28E+m5GPPvpA3/rWn+nunVsac0jz1ttf0je+8Td085U3SK9V24mIetPmTUHL2iPSC+wgwnIyEk8EcjwoE5gQfc2NjoCyBMfFyuWw4pRhlZUy8jadMnI7HqmRQYQK4pGV0xKUlQyRFfWflFJSTqE5Y+iYdWxofwMO2kiKCK2zDozXxko5UyDUM7ZC/CNP1il2Wli8CnG/C9YjUNAP5a3bSkoZnXuC1ArgRJShoRMg1+qhOmJPvM54AvV5Jgf5P0sNNGZJHnEaX6KeH5zQf8Zyz+datZ/gnVIoEfLqWU/ET1j3U8WfQjyr6hN8KkzgKSUQQ297cguM2bgAX8NISjkrM1Cdn4l7UnZetSSXxoIiQhFJWkIEaXioPiGRrqDVEyoyiC/5Wj5lGb5A4KpqFfDmhV9h8GDovQj7mjabYot3xDWZcBm61oCJw5ot5KH+AqTICvKk01ydeYyNCEU8DWfIllHTqNLqzBMRAlnhNApOL/JELfokZYTxZ0HQnU2fxsmRFFIF1SciFHEepNCTDyRS/UinoaMr2lUITlKgU7RLhDcFRZKqDSnkyXu1uKacIQiJ3qtAHQVYMONNcXxnTH741PLp4ZzF2j+e9djOyie39ckHH+renbvVARnhPPiGoyM0N/8ctyfgnjIwV2ZCX1/flDcRW+tbSsjhjcMntz5hg/A+p13v6vHjx/KPO6iEesZKy83EwwePdXSIo1OSl35YJcQsOt4/0h6ntd54zHHyGoU2uA25un1ZOxtbyiwYn9y6q+995wdqmw298eY7epnbjx02MR2bpDlX5zOuzFGNUoPEfnNSg/xuhxfSnKgL27bj0eMMefwimLyAFvRTMFzHezZLpWcssLDO2JAYmtToErK8/sabun7lurbZEIk2uI1B2+uPb/nHx9iYbWxtqR2P5NsPO4e1Ptof6CFB29MHBrpUw1MUERJvEepYhjLCePGAc7SC8aBMS6BV6HgFaJckNfnT/qzqczUvzttezZTUAAAQAElEQVSlDHTAixeSaHBEOKig+piPI6vwNB6BhjECiugiMKXxdLWjUvACDmv/2w7oe89fOTGW5GcgWGD7C8ZQYZPQ0589Id4QY7MoqDcBpjS+OI+iPbxsAxNuFwwLbKrF+fZfjNrETnxjkDL1IFTI46TIjtwRGw/f9C1cH3wK+QRKifYRt53OsWHDjFuTCU68HZvNzU1uFa9qDYfITrXLr8rlnGr5BI+ua6vjtIa9evy0baeUcexol+eTglVZ9jm2KurLOUuRGC7koDz34py2zHDMJmxOJtQ/ZRNVJI0YB2M2VjllLdhEzdGbdUsxcgs8euaYObAYNhLkk8HLnMCNx97jPR3u+8az1HklYJpTUuexjCObLQvU5rmwDNR/bP0uN2FHR0dy2k5jz1ieoyfrYoaeapw+7hEmsJMEREKnDoMQvlLwAuKhbr4MSn9J8A6xZcSJnzs8R5baDOcbeiQ1EKxe9FCjhIU+p3Pok4VmHKZI0KL8rmmcI0UoUiF/roS+GjanPY71ZHJEn4/18OF9vfeD78m3HVeuXNMv//Jf05e+/DW9/sZb9fb72rWX1KN7ryU9duZxMmezYcnMryBDyplqQqHE0ALYEBQ2GRGNFC31O0zEE3EgDNCHgXhKUsrkZ6Q/hRJZhp6wD/ONmi7wLbUO0n0IpCJCGUiGFJpxk/jJrdu6f++ujjjcmrFRL7Qjo5cRa09GZttXES2BBQwkEaE9MFQEvMnrnQZNlLfI0YQsDvUZnkKByutcmUJVloDwHP7FExGhiBcHc4ZayWWc+BT48SWjaaKmoALXRRgRihgA7E/thSW8Arj4Le7DVZbjK6BHV+inw1N+oeU/KoogXkGKWMVDFz2D7oZvEoNw4YqhjWpAIZCSQEBj46iC9iiu0oVSyspASkmismp4QVznH4pXRERAliqo0iXwmUGVAKknuRwvcqgg+5nvwDWWNLEkDuiZX7TSXU+k700LczJ7Jhe5EHFIeZ0H+TJd3LYBJeaTmhGxzIQaBN8lATHpbJ6eeiJCEQM8mRkx4CPiiSynDefREXHCK+Js/Dzds1NxJsvxU4iIM7zRleIM7ZPRp/MuwkSEIuJcYWvOOjY4J1f7ySd0PUo3eCEYecFnQShisiuwccemUO1T+lXEMyeIDSDq8a3E7U8+0ccffaiPPmTjweRqx8e22zO5mq/r7XEOGuxvc31DbdvhrNuoQ8ecAt/68CO9/4Mfca3+kd77PqeV3/2O3n//A9hneWL2iamYLa9wO3Kd6+oxzsPg8IyVaMsmtx8F/kf7eyqc0NIyJv4sn2h2TSNvQF66do0r7w09uP+w/g7IrY8/qae6KWf5Rz0aFgC3fc23EjhdibGZaHuHs7K+viFfjTt0OtFuhJMPAPxjU5evXNHLr7wq/8zu5va2RpxkKVQdI7e/x77t6NmhukwbPGZzarSF3GP/3G/T0s6xfHM0px01H7kjJc1xHO0cib5wvZWfnTl4FvqtMM6sX1FhAA7FE5E0jGewyBsRQuMAYUi904QLoAcKaYop/G8Zd/o8IMR5xEkqiJ0UcwI+AiJCESHJoOGp6SFqjs+DFVXBlmQlVIRL1MhzP67xPPRIsQB6yi2AXhErKMSlE3pk5FVEVHCfEJNlKOjeYRWnECPNO9AplOg391VIGuNE73DDt7WzLf++Tkron37DK2L6D0WEUs7yjZhty2C7Mj+Po0NuxHb3HuvRo4d6CBwcHFS7Mr3HgKFhvEYk2V7artOYzYBhRNy8LHvBZnqc7LopMHNJEaHE+IlItf7Lly/r1dde07Xr19Vgk77tmOPY9f1M8jaf8eBxYZ3lHNQzquNizJwxZqOcc5Y3PHt7e3XzI/g32HHTdvDrSCb4JKVolHOjlBrS+SScc7M5mcx07F/CZRx73CTKjxmPLTxs+3M2AdZ7A96HErlrpTYruGlZcFN7fHwgy9emxByQhk0dfWR9tU0nh4k8Kq4HLgvGlzcYMzY9C+pUL+RJauHnX75PtCEUdJedMmnORshy5AzvipcybYkInTzoydQGrKOiaxw5eEHxHV7iNZsPCL4/67dg/4ZBEMuwgoskGdpo+3d7ipUF2dKciAVdU9CKVPWDTgKs+2zQo+p8tr4+3EItsMcH9+5ws/GJRqMOx/y2Nre29Utf+YZef/MtcCP6K3NLOKk819bW6+/iLbBJOoS3IHZhPMwVkZRSrutKiL6JTH4iv9GCjYeasaJZU8nYIZCxp4w9JMaO6D+lLGHzKY+U2pEy83LTrim3Y8qNJPDKYymNVFKrPrGGBaBGc+or0UiRBAE37GiGeTmRtm5m2Izn6QVj8JgNtsfh/sF+/YuMd+/fk/OlgEsoIiSFIgYgwhuqD8xSZNKAQiklBYAWJNID6FMf998pEaWZW40r9F7Fg3JonMPPCyKGdoVlJx5U9DwgWyYVtFo+ES6xTDwjiICGt65xhM8guwC9VMQFOT8tlHVsqKo/Vx2CWm5F/XdSXxADHxU7fFXjw9cY1YdYYP7EC/3LYPBLSrabkBcCG4+NKMGwhhjTgAulHIyHRqnxqQFp0zBQSgmJOK9UpSZ44h3aYbohgxiR4Ss5DCZml+6ZQgbqAr7AtGh4Ygj4FnI00DM5G1/lBeu4eBxSVB5kFqnJWSl5AiCT1/mu7QQKSN6IZPITtHmAfuZrPqF4Zv7FGaGIOJMVNR0xhKcZQzpiCE/xP34s4qfH65wUQQreVqOB1OlbzmCIlyW4SMamUiIGSc5Z65ubGuOs+JR9Dae58WRMjwxlehUM105AwWGKKOhNyk3Wxua6Nu1QbeKY43BfufGSXnrlFdlB9+S6WBR5Y/H4wQP5PyD0oj/CEVtf36w0UuiRb0tu39X+o8c6OjjCYZlrjZuKmzdv6joOEGLrwb37+vCD9/XJrY+xkaIO+baQ2X9mcZ26dy7tSFiw/xRnsJitra+pabNaZPSPY+zisN2/c1tHh/uiMSxwd7mZua0DJv85jkdYB2wutusvPVKW8ZVT1ubmllxHN+rUop9utEY9AZy+KSVt0PYbr7yibRy3TJ0e0wwRCb526q07L77+f1K+/+67nOjdr/q4dvWq3nr9TflUVeg40Zf7e7uysyka3ratgrGx8Ok3aVTPorZgcw73ggwsZIGOUwkSCSCEXlqOJzAmswwmiQiJVw71xGP8EuV6KqDTiJ4xD2APQkaBk3EQrNgEuCCtJSR4JTIjiCx5OnDKKIdOV9lol/XzPLD9VXpoHa6gkB7ANmpuq5xl6MqW0VUQsapdGso+UY78ULApEF+hSQCduj0VwAb1Dk2lLHHzCUkN/W2byzmpaRq17Uj+Cz472JU3ru5P/+7FjFP+kJSgS9iP+TY5yRvlkKgzLFx1ciecxs84aV9gpx5TdnynlLezMjjAuY6Hjk3G2obH4468+V3DSXN9Cf4wq22tdsn4cLkBilIkynfI27qHtcCxn+KET3CQXEfdeLjfo3LRgvKFNGpSi62PGRvrjLfRaKyCne6z+bf9ztlAR4RSztSRJeKwkB+0ZmaybNn5yBgR1F/kHzvcY7N1wK3DHH6miQjNcDYtU0HfubFuO43YkIxp85g5K5qkeZkxNqYK7DHTQQVZxY1FMEYKp86FuDcXPbIVHMMTWag/p6ScklFyHYLLIG8R1dOGJOt4UeakB71V8hBPEUi/hOLBhXP9BqeQ2TwNMKedIBX8y1UPTp2JgNePBfoxHstk6NlYngD926NDy1SW0g6sS5UrFTE+0AHt8lioWlvG59im+owuc50OEiU8G1nntp2U6B3WEfelefaUe+utL+J8T/XGm2/r7bfeIT7Rvdu3defOJ2xKbrOGHLKhWGiGTe7vcguOrY9YRxIdU5DVNtTDsydeeSJzD2Bgyk2ruoHoNhXNhnJ3Se34EuG2mm5HLdC020rNllLeVB7tqBtdUTu6rGZ0SQ30Tbet3G1Rblvd+mW161cV0BX4LdIITWXsI0u2KdrjoMqBTG6zx3ykrLZthMg6PD7kEOGRHrD2LSDODeVTIAM8JJtIZdUT9+u2OYwIWlXkMZFzhlcSH15ChahuCYXwPPTUswJEFLVQTw/QmaSGPhX9SgKCAhA7eYPYWZqn4uSbhuAzvRFDqYT8KZKeB5n8gM4vhCf1RIC9AEwQfFKFqMUEXQVwqzeCvCWcy0M11sOTsCr3zDDIMRCsXvPo0SksK6rQWcbVBJ/CAl2BxboUJAZCDTkZIK2zENiBR9WAi5M8VxoKZcBhuJslUo6Qkp/kynsEoPeVaHiTKIByJTOEeY+YfgkJZPpkGvIdDxiSBU/nEpjrEmiHDHX0y/kDUM2KggLUUYqsgAJxobE99RsK4ZJQ1amAh3+mvRocGVXCkCw3SWhCKQE5qaeqiGCgjdQwqIgqJJlPBfmByIHBmfAvS1RERYgCevJZ5lR0REDyNNTMJz6QVkzEir4mTz4RF+NPCH4KEapAXp2AfgqPVbYCs7MO3Z+OBx8DAX0NlTNBpJQU9JWhZQLf2rlUneb1zU2NcSLaFicEck+aC5xbO76F6dW2lCjXtFle9LcuXZJ/x8Kww6n/9Rs3tL21VU89D3EcZixC+5x+Prp/X4eEx5zWPn70iM3FVCNuLcy/TjQpIZ/qj3h84YtfZAF6Sy+99BIbg4P6Y1c+eZ1Opnr3u9/Td//829yu3OIUbIFttbQjKXWNNrc2WZzm8D5WN2rrMpqwvUfU98MffL9uXGZc/69z2ta2jXqcmvliqjmhT2mnOFtt12ptY6Pi/PssweSeWeT6CKWc1FJPQtbEGCyM2zknWRMcw4e0b5cFMXJohuM2A98zCCJCEsA7B78HjWkPdvdlPfivXtUfG4A+oG/hbcfIP2d/eHioiFCTswp94IW7p87ecYPjFYpWD+S1zCpNgjcq8FEZCHRa4oSyRoJvAs6FEBtnMD6woZV9Qfrc12XOgssnxbC46cUeZigICzIjCDG/iECwSq9Ccz8LCZpVmugLvIFsYbr6WfJFZxEgDM47K8kZdNUJgpksR4KTTbpgo40S/TrFTg739+W/xlToa+NyHvJc1vZxbBrGiO1xQd963BnfY6OCccpJxpvHFFv22PRm3hv9LcbdBpvnEeM553wyL5u37ca8ytIxiwjYRW1N/ZB2OIPnAfXv7e7KJ7LHOEjeeBTXT7uHFi2I9UrYem6SMmMsu74UjKleC5x6Q4/TX9AHxLzF7AFokMFtmpMvhZq2ZVx1rBUN65Bq+RnjweOxRwc5JZneP6KyYAylnOUx2Y5aNV2rlvGcRp19XU6ekS1b5yGKYWdFJJVcF5uO4g0cOu7hL3Aec9ZCTkkt7fBYy+jCNk5jJPrJ421Bm4SsKZKm3Ir04Luuk8AV4j1y0kj5CXARfIHaICPPwEoT1k1ZFTqT/wsRZcMk5vvhJqRHpBUspa/5yzi5qu04TRf8CLd9UEFRoN+ckjrmXdu8254i175/k03HmLXAer68c1ljNrBrHPBs5sepEAAAEABJREFUMZ8v6O+93Uf1d5Buf/Kx3v3et3Xn9kda0Sd4FnRvSBFVjIigB9Asdub86bRn7v9EP3qfW/k7j/TBhw/07g/v6L33H+pHHz7UD350Xx98vKe7D2ZsBBbchu9Ds1vDjz7a04cf7urDj/b1ITTvf0zerQN9+MmB3vvwkd5977be//iuDo6nyo3XzHCzlRM2ClgS2/KI28BLHI410PSMJc8FHldry5tCy5lzIH9P+XICtr+IUMTAF01K8C1hpUfFO1bVXyMv/nEfrKgLkRPwmCX95Ov8PhAReDLP6SIykDMiFPFi4HKGiHDwmaCWqJ/PVKwSu7pIoRVU5E/xE/AKBd+L37O6v5jiFBsXsIkIRYQSwCsSvAOOiE4fcAmAyDaWcqpZyQIYvCM2Jqd22bMYWuDAi7CAwhgCgqZtBQ8lmKWcWYQWNR0JhtCYV2HAlToYmYQJRbo6+0wWDmGzfGG8jK0CTH4Vlagwgo+efiKMD0WE+EhKonp5Am7bzASTSYecl1PDQGyIktYKVB9LMAwiy0+eETWHNsPbScMSNQTgBfA6eAoGotOv6RL6ighoY5khOQZKK9AznohQegZEmIsufCIC3isQcfHEE0DyZ/au6ka3rpMOi0hqsCPbjDcBmUmtazv6r1PKWX7sQLhf5faQb2fcm5UxDnrHxJlZsN2HTdPIP3v+6OEj3fr4IzYGE81w5o9wZLzAe9PqW489bjb2cWzMc51Njk9nL129onUWmkuXLqnrWvnU9KOPPqq/5+FTryNuJhLib3KyeQg/bz7+zf/wp/rut7/NYvQ96vtYdmTmyPh4/4BNh+otRGGgNeNOl69f00svv8zp87Ya5G2pY8xpqdtn2Qvl9jllvf+QDdLRgURd65tbym1TNxKJMon22SE84NbEv4TuhdK6GeGAtF2nXW4qjnDUCmV7xpx5BJ+IYFwUxmpPSmpSksj3fyj4/g9/qDuf3KoO0rjptEWdvgXZRLc9/eO2znAGI0KZ/jAQ1flnGLURIRk0PB43lqUCqKJQIb9ARvLcW86kVtlncTUbeWq4/LjWssI9RbwkIogIRZwCqBd+kRjaJfNlXUOd1I4OhXMkLfOFXs8CdeokHfB5/hviX0gRfMRD6NhZINMZwOoNUIAsKX2MTBGhBCxwVm0fdjDqBvX4uG461Bc1jLGW25Amt4pIsmPtjeYu48I/puTNbApphF35R6lGo7Ga3FQbaNtWKWdN2dTbGT8+PsK2FooIWTfeyHr8mJ9/6dwbYY811Scqne2o60ayQ+SxkLBJ29sMh3zCqbJhNj1Grin++Vw9zlKhbQKoBR5FFCG09nvqn6knz7JtYLtrjK2UvSb0KvRbUHcEX17LYpk83wRMWuSwIzliLulGI6WcoS4yXSiUGXcea9anx6B1UemtE3SRTU/XD1ZguSjD6Zj9OCpX8RrIJoOGaIEjO+cAY4buXH/NQz7xuK4gpOJaxvnuO2/4vWlzVkSW2+j0EXpyO3wYU/P8MQQf2uqAGK8lO02BQGnGGXqSBoK/UK9lPyswbaCJCaP1zVSiPyJl5WqzSQlE7x+3Jj+hG5dsmVu9yeixLeuzoy89h0+xwa7ttL6xpVdfe0OvvPoGB1B7+uH3vyP/SO+Nm68ru8+FGunbSKGUsiKiQmE+sHQk1Tat7ty+o3/+z/4r/aN/9E/1//mjP9b/+1/9a/2Lf/7/1D/6z/+Z/vP/7L/U//kf/Qv9s//y/6E/+q//VH/8//2W/uiP/lT/5B//X/V//D/8Y/1n/6d/qv8Cun/0X/xzyv9X+sf/5F/qn/zT/7v++b/4f+lf/N/+lf7x/+Vf6l/91/8d69W+2q6p44DqEUysfVMO4A5k2x1h402bMa0FNjhjI3WoHruzvTfY94LbzAU2WpjPSmUgnqE9EUH7HBePw6j8/SnwAEkJSrnRTrwQnCc2n37g8qmlXbJuQKB0fAUkfyYvra/1uF5pldJnego6XYHMg7R+ls+y385XObToFPdk+kzOE1lVC26D4ZSsxhJjLwyRFGHKNSVPrgWD8wLlUxanQ1ELiFMD1ij1fAqTeqnC9uRGHXg2WFP6NDjAPiGLVs/KSJw2jcFxKRGcpki8wGv6FUhux7CZKTWemAQs52LeMy5CtdGRMWmdf2KZLJBVKFUa1osairaaxLCkrIHrc8SLn7TKJXTGEiJCEadwSqf6JPIMEdBoABHqc30C7gaCn/L7PK7ui57J2fo8W22p9tQLFUgw8AnMPo7zHjBncfaE2DH599ieIVLCWWrVdIZOPnFUinozMIXefz3nYHdPD+/dZ6L/RD7VNy//nxaL+VTV0pCjNzDJTtmQuO41NhLXb97QV3/lG/qVX/s1ffnrX9c7X/mKrr50TZar7+dq21aZk9UGGI2IW142Bw/v3datD9/Xj37wrnyjkZjY3/jCW3oN2LxyWa9/4Qu6+eYbGm1uKJjcU051EzGjfk/yPjkWQuSc5Z+/39rZwU6L/D+WN12nq2xW1jhBFvU1yCByvSg+evxAd+/eln+h3npjtVFOSebjMdmwSbG+i22YsgUQ9USE/K+ggzntn3AjdGQ4PMLB849vqLbVP9519fp1eQPiBSvBu0lZdsBSCosBey80DJxe554eTRtVwJbgW0GKJCnIqWA8ywzxsgSx4A1Ani5+3J6zOU6v4Cz+xeKhQDHxJKChs+WHcb7CWDbacE5W4wwrmtOQGk4TnzUWlAZ0BgIlxpLPKqxJqq9kimoDLbaWE/YADJuFRiMc6jUc5RF2ZRtJ8Cp1bPVKFDYsbJeMFfEkKii2E8aW7bTtOvlWY228Xm3E48i2c8CG3DcTj3cf6zGblgNuyaY41ZieUs6y7cCqhq63aZulHSVkTZVXyzjP0LovPfa9+bAsThfmiR4o1jkhnaYKpANwvDAuTCfClLParlNHe11fSlkRISkUAShJgFkV+j7lRl03Uodu1pgLtri1WSccgbPOuq6FHs6lKDOuUh7WkoigTQHPIjw7iTU0oc/O/JpOkXACqcSOrMG6hLKOG+tzAb3BeizcHga6RnyZzvku4zzxBJAiWId7pZxrX6acVFisMnNOSlnOlwm1fJB3GZOjhY9hhfvFDAti9ReA8aDru8qvCdpG7y/bFiggYfM9G+6IDEGpOgtwEUE65I2f537PZcYfTw51/+4t3froA7333rv64Ec/0I/e+75u3fqwbtLX19blPz27vr6JXY109do1bWxsaeJbKzYsOWdFBHL0hEl8lJLr6ql7TpcWQPLB7nTS69HDQ91/cKDHe1PdI373/r4ePDrSo72J7j7c190Hu9rdP9bxvEBzqDsPHuv+43093DvS7tFcjw/m2j1ciCQQOpiGpjhYkZNKLDTnBr2wwbIdgVDGHiNCx2xSDznYms0mLBccCKtUOT0PRCT16NAgaK0Xh3IznNbw2H5ss3IGeIcR4ZSSwwBzBvSch+ouzHVPMywvzHsSabqzUAV5kuhzTtPcz7mGn5D9GQEjziVOGLtfnwQMmrcAfbWNms/8VlZAB9a4Q8DMTrgv08YZjF/Zh9OG1DVMvF4MEMoTXc+EOJRjENWeTJioB5aFmMu/2JeyFMEg9kLFhEkOwvWC0G8FuTadPuxhmCglxoh6MnuZ/5BfhuAzfF1igKoQavTmw/EexSQGYW6yEFFOm3EoHFwMNLiwSBhiKVYdhLXM2XJDnbQCPkXmT6SGpjoBIs47C6YzkOXgLxe8QKPKmRaj7tovVd84nranFhts6DOflnqCbNqm/shVyvRjShqvrWlja6v+GFLTtSood4bt+UR1ghNdiC84qTriNoLRogRTT5J2PlpOnSRLUNTgwDejEae1E9lJmrGxuH3nNs7+vrqNseaetFPoytWreuOtN/WVr31N7/zSl+Qfv7px44Y27JQ0SVcvbevNV27q9Vde0XXflnBVP2aTcPPNN/XFr35Nl65dZzHZY1HolajviAnfPze++/hhPZ2yc9XQtjF5G5zQbnLTsMNV+NUr13T92g35//xYh9/ECxwKS+jATtkaNzQ7ly6rwzGq4w6nZddO30P42vHbp05OinvsWTwUHZpOvL4h9SBdv8eGZehZQL2BmXGz4bBA6JPAnUuXtL29rTF1eaGWdUhmTkkNkOkDwU9nH6cr+LPKoFCNOnweVKJzn4KsZxFPps/mffa4ZXwSTrkw65GwvAQnr9MrOEF+SsT0n0JSs003gOteSVb1bt3HkHeSZiZ13HYw2HwohyewUEQoAQU76BkbCXzXdeqwU4+JOlbYJHi82VFrWQfGow6nFugayooxMuWkd18H2JTH0mg8In9ElUVOZ+y345agGY00Y93Yhc6bfddnO93gBnHN44U67di3XaeUs/zUlgSsaruklLICm7K8ol2ZucBjNedEW3q5fQopIgCX7kGBh9Zzv3hctjB+IYYm5LI5hXgBh6GcEpCpL4EDEnGcswQ+5SzXOUJe/xL+xuZmTXvcTRkbFtXQo1OFKg+mLwVrDt6cklRvakdsYppmpMgtRPQkGX1OKrRJBgQqYSmLPPYsdw+PYlt301Yh/OSKAmLCQr0L1lyRLgboLFshdDE94wnxL6QIPvpFfHqJfpSV+1zx3N9nCQptEv0ghfw4HZp584zDMcLefJMRQQeQnXPGbjlgQf/egPgG40//5L/T//hv/lg/+P639Z1v/xm3199i4/G9Gn7vu3+u/+nP/lS+Pd/e3tHXvv5NXbv2khrGitcr86MH4VywxUK4fIlShXKm78scZK+IoG5hJknd2oYuv3RDV268pEsvXdcO0G6sscF4oE/u3dEhm4d15t2X33xNL7/xqnauMQ9f3dHW5Uta39nS2tYWPNa1eemSrt98TTtXXlJuRyp1fuilkHpsomfcC4craH9OjUbdWFIoYYsN66t4ZvMZm6KZAoFd3mUK5Vy+2CaJ0zpFhJxeMM5NE4FOqYdXoi5YKSLOQapp56wAxQhuld7xFf586JwS53F/lfrxNBCKcwVXKbrmBB+xwg4o63+InX6fwtGHdd5xuCSraexlmTwfUEWxLNA7IyUQESEPJgKJgpXARHUqlWzPZgop82aqkJlAGxy6nJKSC1aGRatnAfFZ47HRmqSIgQHvoowJDtTmfVpywD3zC9/TvJ5ogZsAQgS1LAmankHT0xbxhBHgTioEN7wgLbsThQ/xCAYYhJbXA6rAGSoyz78B/jzmr1IXayBAM0nJ4PgA/sp69sSMs9B2WZeuXAEuKbK0KDO1o8xmY01bl7bqj0F1bD4SE6bPa6acahkcD2xQESw4c82mM9lRvsZtwSUc9J2dbW1srMv26lNEO/JerI9x6D/48D359sC/rHnr9sf6ATcXd+5+or3dRzhdE41xtPxXdra3t7TJZG8nqs0Z56LVJrLssDi8xAbllRs39crNVzkNu6oRTtgjbm3uP3igew/u690f/kCP2BgUZLS1eqJfsNlZMOFbjsQikFNWTgl1hH7958cAABAASURBVOa0y5BwhkYsUDuXr8i/tzLCGfJJqNt6nQXLP7rlxcPjqYff4eG+/CNT771HfQ8fyAcIsn7reCtEAfGgp6CqfunE9JxoU6kcPn78SB9+9KHus/jtEvdt0ZQN0xxnxwsO7NQg64gF3T/K0nn8K+r84Dy41zciBFqf6UG8wgRRYOTwbNm+4sHANwLeNRqKOAUFyBd+X4S4wNI9dpZpOZt4wbjLmI/Ds0WcNv4sGGcYcIVxUbRgGjL0hAbHDUOckQJT4rWfe6bvBdAr08k5ZyXsKqWwVtXT5255YW5c0KeF+bGm0S8GQt+GWpwlyOFZFKkoNw2QqXuB4zSXnZO2a2Wn3D+iuMGmuWUzn1Oqda3oM3VnbDiT17SdGkLnpZwFYQXEgKdlLkhf5H8pJ3WjTmucNBu8YWngExGKGMDiem63XfpHjRZLZ6hnA13jpEVbBaFtqbgit5V0hkdOSU3OiJErT0FrfnZGHSbyc+M2F/km9YgbwZ4NvtvUMb7X2Ez5JHzMmGzdrpQFJyWFWsbEeLymMfNDS35mDvHBQ14bq1kbqaFtqWuVcpag15nHshrl+tumUZsb5QxXZBay0/r646NlWSYFecTLUn6iF7+xRK8KLpNDcCFyyPrcv667f0Ytxj8JZ0lXZU1j6yUPHbn//KN/6xsd9i7lZD2bdoi37Uhdt6YP3v8BNxzfJT7WG2/9kl557U29+daX9Oprb+v69Zva2r6kY24JHj16yMbjA92/f1c+HLrx8k0tsDPfYLgujJaKQxFBKELxFOpeEPakh/h83ldbtyQJG+mwjw3WpjFr0whY29hUh11N4X1wdCg1If9lwjHjK9qOA6yFjjhgqwdtPmBznLAZ0R7GSqGdc2x0wVqw1IYiJcym6Oj4WLZjrx8IJG+iZ2zOErbVdS10Rb3Lob+gGcWhBR0aRzuG1yiy4BmwAcS8YgTjC9drIDr7DSfqxxHKIZnpn+RbcZXkL8wnaPuJsHES+4WMRFwkILgz+IhQRAJCibhe8HHX2V56IraPZxYjn96vNiAdKTnhAWRIGKohIs6UD4RRBQuUFBjuRDNOgGqFGJ0NPigLlcQSMngiRJ94TV9RVcJSza8HMcSIfNobUkRUEM+yLVQ34PjK8s+nC3ypXl4UnHbbDK6nVk1ZCerwV8hBjpkBsDcCBRUGI9S8uuA5iz5p15LuyfQS/WMFVZ4fq+SPU8itMjyr7PPyLi6DipX4JDcEWHFwf9hxWGA/qJ1+yywCnexgRwo5LzMp7uDYb7Mh8USdWIyVs/pImixmmuK8JxbnjgXefPf29uT/dMu/69Ayudu5WPFOmXLCyWGRtkB2oObw8AR8+dKOtreY+LumblJG406HOPL3792rdr7LTcI+vAuyruy1QTYMT3bw3d8Z2XI0mhxP9OjBQ93lFsWTvZD1wD/OdHRMm3rGzkzHLCz+u/Gz+USzyVSTg0P1s16b65u6dOmqWk6mti9dktt1ifZfe+kGG68teRFa0KDJbK48aiXW1ONjyvZTbHWmDKodg2QV8HD0SXBg3QJ67L2PINpXKDhiPc7ngo2H+6JnA7i/v6v7d+/ItzIP7t3V7Vsf0ZYHmiB7wZnrcLLWWTC32HBdZkO0zildoq9666VCX8eNeIL6CE7egtwC536qUD9ClgGcJDakiZjeQJRSOgF96hNQGAie+Vorn0bzZGFLaHgS/+z0Sv5nU1yUs6yDoE7m1tsSCrYLmt60msoQklew68IGpWej0uO4zHFIZoyNBX22wBmZ08f+wwj+kVgXym1Wyy1Whw3nnLDLGfZ+oH02zAcH+5pNj6gAGyNvhKPsfvfvGhwfH9EPRWNu3XyjMcLpSSkxBnrsr2do5jqGG8aC6ymWF/kWhDPG2hx5apuwwx4C4xfY4Rw7nJMnnqZpNcJxHzGmRzjtduIbxkOkrAJtD11PuFgUzWcL2X4Nts9CW2tIvmkQSkG8oJMF+phzKOF2JOpusFt8O/LhUeufc3Axk/N76C1n77LIn9iEWBbLtIb9b3ATub6+rhE6bMhDbJk+IpSQM9OGZjRSY91Bt8bBhcfuiLIjNiDZ+hEqRg6C+hbqcj/NcBKngH8PpKethYMIt895c+Jzxv5sOlWTG424WUno3yDkLCt+xCtTest5Z5ID+uTrEgDzhefD83BC9DlFCnwNBCev08xP2POActowpJ7/pR001H3mOTiioS8CoLfRLV1TubY48danub799lf01a99U2+99UV98Ytf1Re/9DV94Z2v6u0vfkXvfPmX9UXiN199E5se6+Bgj5vqXdTcw5P5A5su1GeISFKIp9QgYVuJChPowrj0ZsBh0zVVhkM2NEccfKWm49bistY3thT0Z6RWGdyiD9a2IqVG7WhNuR1RL+2Au+2+91yLbYgnUYcY9x7rJKEIed6v1oV8Hje2EynpwcNHOmQMZ+yzw3bH2GLbtdCHmpyVUtS4Ak5ARJJxpNSjwwIOQhkQAZl6GWVIAS11rMIgHhQIKAy64LHuDBdk/UKjIoYW+UsTkTVEM09B5x96so5MLLSG53N/NqkIZKSqiKiiEj0JHf+pAfxVAY5h8AdrRAlDXxMBndqUKjY5BBHL0ESFYWIeoqzzDQXV9UzUhck55aS26xiYnSICkIaPTp6IOIlT0fJ15YPROhYR8r8zhOeiEeSuBoVzQorggyyMfwVMkqKGlrsaf0heDLywRZAwQKflA4bY8B3QfM0IFK8YVRXcXsYvcVX+zjMY4bq0fBxfwRL1mQLztIhPgtyuM8iwHs4CeekZYJ560Yfm13ZC73DVllXo9j4bpIiQ5Xh2nb2EPYk+8ztMXCHmMxb7npO8GTDVFOdgseihDAWTcGo7KTUUSVIwuTFBJ/BTJt5jnHb8D06gig5w5vcPDzXhhH6Bk9O20Kagzwo2yoROORhQ10KTyUyuYx1H311+TLkdbjRuvPSS2pyVQ9re3FQmfuvjW/WvWvkm4ODwQGubG1q/dElbV65ozClVblrNp3Mc9vv64Q9/qFsffaQJk/tjNh8P797T4f4+jtwc3ER2CG1XE/gc7D3WMU6e8/17KfuPHmmMg+Wbk1deeU1f/vJXNBqNtM9p6z147bE5cX1rm1v1JmUXHmLRyIy/xZw25lZr43WNR+tsnjY1xnFLKaHfRW1rj8IZsiIAimrafa5ArYluSY6plsG58Z8F9l8B84+uLUhHhEYsVr758S3QxtaWUpMV4fKq5TAA+QklXfhAa7xtagip1jJ49iaUQ2esAEM0bURUjOOCLmJIV+TqU6izlndeoGaAvGp18PFccBYqL/Kf9ZrLaR6VniZ+jNgpN3Ma5KDtMv4smLXTzjNlUaHDLKvBbV9RpEhKVQ+006TwinDZIW37Nk2Dk5tzI/drBDqCxvGUTFvUM47mPj09OsC52tUBm88jxtKMPnd9oYHfvDr5CwkeBT17nM7Z0ESEah3Uk4gXBrSdoAXGtsBRXrBWzNgI+T/DO8BmK2/qW1DWdmUneooT5rFhm6QCaozationYzADEVHHudtluoJeXEfPXCHiHsdur8EyO61S4CVxcYNv1mvhuQWnXcgUyAlSPfE5h2iWw3IumDsKsw8Th3JOSjkrIsRHqyeDa9mEFxDe0E2OJpodzxjfzC3UMQEsVqB3H5iM2XwY1jnZHjEu3ZfHtHnCBmNCOEWmKTrxYcTB4Z72uSE9ZG6Y4KDWDSSn5aiTw4k589ccmekH6k7KKrQjpyQftIT8T0884ELuyifwQxKLoJSeBjdOn+dzUQUrnMM6ci8UgOacx9PPtgEjIxL9MK9916ObORtO67u3jUBg+ynY75uv+8dnv6a1tU1FNNB3zJs72uHgZ4eb8s3NHV2+co1b7Ou6yXx8+fJVTVlbZtiKN33WaKB38y44IVUmjG7hmwNCGWGgzh4bc70zxsEc++qxL8RRwa4a7MibAf+O1AT+c8bjAuOZM3aOOcSaEZrGkKgv0b5CYUYlIizq+jKHb8s6GSkr5QxeiohhXJIuqPPQNroI+QbRMGZzbxuGDLpE+7MKhD06cz2h4V9hXnV9nrPgquQ6UqNCPs2uZYwPJTAA9I6nZRqMIkJ+IuIkfjYdEU7+hYKIMzI76rRBtWeqXqxPg3VnKL9oLbS8K7hINueBd/MIeN2CnrZ5bJK84I0IRSxBQyjSLklB7GYolHLCRMiARAYrqlpuJankldKxiDTEsbhIoVTLSjbWnsGisw9GbH46xweBwYuBV+Ah8oIySaGIIPbpb8SSzoGFAoqcOFOWZMRgADULWS1jWZKQpQAnZ5qWMGiLlOTHWZ47qnxhjKDQ8JjJEtyUvi/W55D3E36DWp6GgWmEZNDP/Vk2nr6zfiyO5UI8Ry+AFf2ZLIhdRoTWoSdZL77HLMRTFm2REUxw/rORuwcHON+HOB02+KIEfsRJqEMP5ojQjIl9xuKdc2g8avEZio5x2I/YUHiy958MvHL1uq5zTX7t5Ze0fWmbRWaTRWcdfon+K8opqYH3LlfrP3j3Xfn/9hhx89Fjp57YD5Aj56zMRqNH6AYHwj+Hm1g4hAz+Cz6f3PpYd7jpmCNLYQI/5qbDJ5cjNgeZsjOcOdeRE3UyXhYsMkdsTPYfP9YBNyq+KXn04IFeunFDdlSEIa5xSurfYXn3++/qNrcRiQXm2ssv6+brb+iKN0psTkKpdkVEUqSsuqhQpxSyrFgobVwAc4+8ExAPXSBKQRlKAQhWODqWe8JNx5RN1BQHyM7lOtf+btPe7l79cTQ7T/g+asetfJLbdWtqmk5hOQAp+KfnPEHeEjAT1FrTRAlXL9IPGQPC5EPs5BsRigjSBoL6Om6gPaTN80kA/dRb0A5aA29qgpP3yfRJxqdELIPhIjLjn4RTukK73X8Gxw10Im+pYEo3OxREsSklwjjJg4pxs6jQY8criAi5r2FPycBpbdhUNurahnHg8qqPx1iHvY3YcDps2Nwm+rVgu3PGac/mwfZsG93cGMZT07TwRhbUNce+59g8AimzMckJ+cD3xlPe42rB2PXh0AKcx0xUiWLotB4xilTnYsrVKYd8ATVJA3rGWWEODnhbXkME5cUDkfNczjyMru2G3uUWePMzHEnPOxM2AN4MeS6a4cg57nxmHRWzS6FgDDeMK9e1QAcu5znGBw1TNg61PejE4RFj/4jx43YpQtll0QFRLWjzMWPKv2PmH2f03OEfh5nY0WTuMC+P+Rk6svwRIZ9Im8fG2ro6DigY2CrIL9qIZJL8Rb86fYKogYBcVdATj/OrbsznDDxB9jNOIogbdkGtlvdJtMeFIbBNVCVBNBo3atu26j1hG85fYGOGHpuxo279ur/dl/OaZ4NTfUzjMilldcyx69W+N2T8gv5zOcdTxtaRdaBN9O2CjeHAxzhEoZ/EwdOcvL6Wd9m6ZrHR2N9/yFzKAdXBA8I7Oji4p6Mj4NDxO6xDH2s22VXbFDXsoP3jj77RMCzmUw7rDjQvUno/AAAQAElEQVSDT6btYjws3A42PxGhhOyJtrttvs3a3FyXItXNa84Z8iJvbCNCpivYNEi/tEhSJKWUFdEAuaapQn5CofpGOFDi69gpOHvVjw71V8/PWwP0lUWIcC85JkUQN2AnkUifBSYG25lYE1UtghWFdcTxUkPxPKNvPWnCEO7Q8C7JVukUWFKiYi9KooKBIVS8kJ+8BbqIULKAkioDrvh6Jr/iidz0gdRaPkEIPd+TFxbETUhQG9LDx/EV9BhwAVTBsq1ynhVaLudFhGQoBJJS8OGNCNBJwQAiyQsBX78RUvhfLEPi1qfBeeI5LzMIXucZiP7V+ykasP1Z44YVqeM9CTsccybxOgkzYc5RfNBxiQXa/TplEZ4YcA7mLOjVGYA+Iupi0HatAns0re3SPxMtTlwKsL+7r71Hj2XHPqjQp/Q3X3lFr7z+ul574w3gNRmXmYA9WVMtm5ZO6zj6KUL+s7TbW9t65eYrOPIjbW1tyT9ilFKoxyjmyDtaX5NlPmbiT5z++2fedy5f1ojTpA34bK5tUHasbcpurG+o4ITNcEZyyhqNOo1w6prcSIyFOc7OjHZ+8P77usUGZp/T4TkLpH+u178jopS0600K+DG81uG5xkmq23TFv9xO3HpocR47X8+jw4xMmfYZ1zQJFp44ivoehdBGKh5e2pOWaS8+jkcKFeoPxkRPaPk6FnLX8ZDN2Se3PtHe3j4LV6+UMgt8U8MISgCinCH05GPMk7CiKTJ/AxGQoQgv7MhSpCDOV5LxpyCeWiXhxW+APgskz73OGxCOURs1UOGAEjtZDY9zh9jn/bUODLaNAYYaq+0xFmwrc05DKw2N9zgI62cZT9iLS/TYaTlxKIoCmozNeYPgTWKLDXZsLNZwaDfZWG5ubGGv28CONrgRHOF0dTjb3lw4nlMSVShhH4mIHWLf1G1tblFmW96ctl0n5xXsrCBExhbHbNQ3NjblH1FK2MvC6wZ2l7HPBjtNiX4mbVtzGaLDhgnZ3Wa3MyJk+pwyMoRIKSIpkTbOberaTh31N9QZyT1ZsHdmm5AqDW3PeWhDwa49x3gzPWEj4HmglqFyzzsHHFx4c2G8x3ukVMdzSMwPR3K5I26HDjmU8PioMpLnNvSey4i7bE8fGDdjLjMdw50cIdeC8TPnhH4mz22FMok6PCdYfustWz8G2mNdowJNDo8pM6/tiQhZriLCiMr36c+z8E9T/uJgCqIYCJZvIryoJUHbVUFMG0XWof8ITsE/yTnJaomIqm/fgPRck7s/a99gA+4b46dsHt2nBvE4v2AL1m9dq7g9mTFP7++xEWhbuZ8WjEFh54GtOR4RSvRhTlldO1K2vdF3EcgBLjetDK7z8eOHunP7Q02nj7WxEbp6pQWSrl1Nun5d2lg/0KjbY9Oxzwbjnvr+UEkzlX6ixWJSNxzFdaMm81vV77qEHBHBGOrleMG2bIcTNtimTTnBY0HdE00mR/BeqEdf4glkVQU0S+h0KKmnrgXjsVgn4byAWopwWOTvCuTnTMJRowRVVJ6hiJBk4Es8IhQRkgz6q+cn1IBVaVixeTGtFsjPQC20SpNV+2ZI2w48xoQ92A5XYCpDLeqPyY0wOK01pTmToQ2qZyHoGYQFA615JloVIARd58sUWYHhCKKCVxnEPZAaBhgol1rC2RQMaullFhucVSyM958GAeES3mw4GRi546Cf/9qrhIdrsALMY1UgMRkk5HPacoph6/iTEBEVZR3IUcC6iAjx1rxSag01HRHgDAR/9X6KBuhhVFXQWXFoauIOrFKD41Zs5kTVkFIGldS0rezEO+3+cB/McbqOmTw78nyT0bMR8el8KJjoW5yOVqOlszQajZVyrrcJD+7fk+1hY2NDuc3wbrS5tcnEvNDu4wcq2H+GNuDTNiwqgHi2t7f0hXfe0S9//Rtcw1+CR8b5GKmeBGB79aR/bcztyVibm5vqqFsh9UzQczYSa8hwkxuKSzs7almALGvPYhUQJfjnlOR6vegdHuxTbq7vf++7+jd/+qfyaere7q4ecSOSoLt06ZLmyElRdcjn9l++4l/Iv6pr3H584Yvv6Pr1G9pE5oQzF5SxznqUXFUeop1FxgkmEUkRIf/zOOnQfws4HpISeaLTppy8HnGCu2B+cJ9YloWKIgKGUkqZOI4jOIn+1tknziQcT6QB+BI5feFVlimHpfKBF3SO92fTxvXwIpTgVfOGwmUIznyDeCjiLIi0LnieLB3QGAj8nolK5xJ60celzsKLlXOJCyiX6ESYaJ8hgoRJCSJCEdah2xVqGTMjNgBt1xHv5JuMFjvK9F/bdvKp7qVLV3TlyjX5r/h4HNkWGmhG2HHbNtV2bNsFW7AT4vFYmKsT/ZAjS/TLnBuz2WzByeoCe8beetAeD6w1von074qYRwM/8x2zUR8zhsw/N1kd8kmh2XRe6wupOkm228wYtVxr43WtrW8wFtfUdm5Pq472dd7QMwZb4m6X16WmabBR7ARGgY0meAcg5C7ItWBO8c2MHU2qUiQoQtQ5l/NcL8VqfI7jaectpcAx3ICo50QaR5AxwnQgSrJPLUoRSjnUo6eJHVpuDl3O+ooUyrmRZcspSdBGhFLOappWHfJbL25ng+wBPRqELBwoECZDm3Ku+ulxpBfMKVVOPf3AuiJtBTXC52yc5BMv9TyB+dknLaHlMHx67QkdRaAZ5jrHF+jEmwTfBnhTkciLQNcKBWFKLbob0p6/pFT7as4m0fPcgnXFMMMGZxwYGT+Hp+fSjG1FyooIuawltf3YnkN0EX1uOgjoKdt/IRr0dyu6ic1mkfMTtl5w9n/pl97Rf/oP/1f63//Df6D/9H/z+/rf/W//rv7jv/db+gf/0d/RP/xf/6H+5q//sqI/Vsetx/bWhroO2avtSrZfjz8pKs8eRy0SUhAWwDYWEbRVstxt2ynnRn4OOcTa232sBW2OCMbqAugrreAXQA0jKVKiMuR226hbZ55CK70ehkPgTFblQEmliAoEMkghARGhgL/jWj6gBHaZ+gUO4hdXtohQxAqeljOCPNABvMjrvpUnuErsUkB11G0WBexZILl8Q5RkTEJVMVG/UioeTDgzBYOyoRoPKeZjczKzoUih8IkB2QgR3DmeWHsm754BVKCx1Town6cBfgHWQA3EeGuCsCAiQcUXIgaC570uWuWAqFbaExneiFBCzpQttarRLyvQ6qlFSNQQeuVMSlW/Hihu3wB6+lliImIZ+wse/ATNqPpbNR998A4pIhGhiKQIQgEhEQVCKeUKmUWgaUbq2jELb0deVsMEOVrb0IiT2NyAq32Z1TPp2UnvqbRhkS7Y3XRyyOJ/rJSzNjh5tXPlhdsbgU2cE/9/FY8e+MSIU8IG66ZMJOFojbW+PqK+wsnPMbxnOj4+xIR77EV69OiBHj68hwM0hUY65lR0Qv4cR6JnU3G8v6c5p0UtDkYD3yQmbRasspzIPaa2tzZ14/pL8iI4nUwxsayUBzubw2PObYkXxsnxsQ7YZPR2bA6PtIkzlqS6+Ui03X/xa4eNx82bN+vNS9e11fFBDVrgOL0E/j/4nb+rX/rKV2jTeh1FPZn4gaohmJBqOwbbxrLJ95iNCNobdWFs0WmKzMQguV7Ttk1TT1j9/4aIZ4tN1ObmhnIOtaNGzWiklDM1iLrQQY0FdQXUL/BCVpChEFKI0oEmAdKWv8DC4NFd0+BB0U9SwR5qnI/zCJ7xutCTsCI19xUYF4hhEKHBcUChn8YTEYqIT2cFTUQMtIRElFNSi+Nj++4YIylnCZyldz/baXJoXblv7TD5xylm2Jpn9JRC/lfQsCe6IJ0Zh03TyX/UYIxD7z+lnOHbsyaYV6LuFhswXY9tz7HRhed88hfov8fBcV2mt2PtfNM18LCMTUoStFM2Hna+Tdew6ejYMDRtqwxvO0gtNy9j7L7FBs1PSJqJUwWnshPG6BQ2tq+klFv0MKpzRtsO9hdBy85Ayll5CSmShL0P8lpbkqBNOcGnVYMMENSx5LDKQ90RweFEr5SC4qXOAdbleOzDhrWhXJHsvKWUNOq6AScJtVS82+2xP2duAE1+y4ZprI5x07bQ56bKaX1lnNEOHh26sEwpZ8QMBQUTMnToa0Re13boYqHCoImUFOS5P0sdPar0SKABCD71dQ0r+FTiZxKsOHxa+EwGZAxladOyFaAufIN8U9F88oOW0xHEFtgmiqn6sT32/bz2YUTIfdSXopwa9D+WlOijodwMuzbYdt2fC3yjBXY7OZ5pcjytdLNZr5TaWt58YMDcPlXKSBJJKWfkCNCsBpQvyLLgpqRpU+3z6WTFq5f7d2t7W3/9r/91/bVvfkNvvH5Dr928qldvXNFrL1/RF954WW+8ek1ro1DP2OmotwVyyeps/9hsUtLG2rq2uE1cY+yMgZySMvLQTORBDtrg8eRx1GA3XhdzyuinZxM0U4TpG0WCFqM1reOYlvw4HoEM8OlhUsgozlhCKIgZCJbv2XyjnAsLRTgmDV+dPBGhQI4IhyH5Ja5f4AcRLeZTEhp/gqQNTq/gBH8mgjrPpDTwpJw+hyfCkgyMI0IRSwAVZ4DoU2/N50OR03KkSTxFOyCiZkUESQPB8k3ZyDKYiQ3O+J7BUiesFd5IgKHF4JszpgsMQwlDTSlL8DSpyzvUUw8EDEfTifqcIlCscIRBwbqhKi7c8yFSiaDmBXH+JduICGc6YXDcWMnoiCAMSReBTh7L4Qk7MXkbKjUft6fq4YSSlKtZpmFfY6uwJn7aH+R4FktUdl6gZxE+Bx8RiogLKcz/LFxI9ATSnEL8g2fEKhQY6fQT2E5WxnYaJlBPhnUBZlJsWIQjkpSSCrAQTcQ+6kKAgy3zZHL3gmKHO6dGKZJmTMzHh4d1Mg3KmP744ECTo0NsdgamsHgc6ZiTx9HaiNPSsaazQ81mB7CcET/Qgwe3tbt3n0XqSJmNBFVpyklmYTL2if+EsvUEjc3ClA1H3XiAO97f1+7DBzrmBMn1TbgdEI6dT3HtTNy5c1f+EapDZLGz0XWtErZmGRds+l1Pzkm5oc0ovEkJuY/04J5/1veA0+ct+baj4zQXYVkwR9qnbf7/R3wb8uDRI737gx/o9r272tjaQluST+oiUnXMEvykAB8K4gbjckpKMeByyooIpZzlBTHlRDrJ/THGyRrhDO3t7crgW9IRTtNo3MmbvJZ4sAiGhO/jr5YPdZ5NLrEngfMMJwgp+OevXvB5miwqCjWKBtf4sz8ezAP4Z6BXC0DEwON8uTO4C/PPU5+mBv46aZf5PB9cQtQRCqmCTh/wucnKmf5KSRGJPNMR8DrmPPdbkG8dJMKO/ougP0wD0Zyj1302zkfcstkOReMxxWrv3hxMuVX0+GKyp8TwRoSC+mwzOTVKABiV6owUBfXY3l1317QaYxf+kcNqP45vbFQ7vnz5CpvjDRU6yRvuI8btMRvvOePbdU7Z2LvzGjYnPc7OlLE9CsdE4gAAEABJREFU5eR5wsb96HiiQ2zfv3Pl3404PDpmc35UwTym0BjMyzwiQgIsW0p50FtOFVfEE0kN46obj9Qgc5Ceo5sp495j047njPgUp1Sw8ul3hm7EDdAxBxGJNo/X1pQZu2LMFxWTKacQ1SokJSJ52We5aTQajeQfXbNeXK/HdQfO46htkaPt4JcVEZT2uwzRl/n3zEdBvYGsJinoaKDgSz9CVnXLx68ZKCLkeZKI6kNagl4/3SeKmAM+HRJ0T4EkegapEkD7SaUlziHRkzegCLcfGolUiLYW+eR9MplrPi913k9psPnCYRME9E6RbdS2f8h8bdtf4O+4z6vdY3u139lgO31wcCjTLrAJ973T6xs7zMFrsCtSSvCUFtguElB/gMqiizTFFiMsedGNl6/pjbfeYn2CloFm3v7z5TPq8+HT48f39fjRvbqGzBkLM48J5tvjgz05rYXUz4oO9g4Zo1P49HI/iyci5HYQlZEeVwkcr7yRch1TNjxJWS9dv65XX32Vm/Hruv7SddbBNax28LdcrsE+FbCprSKkkh5dOE8wLG6YK6LpDiJCKVFAp49tlJIgIKI8kXNvRCgoE3EOvUwYuQJRZVTgo097qO3TSH6q+UgGvwBO31UqYoj5m4gbIkIB6UUAWiJfzpRqEBGKCP24z0ofq/CEzxMsnYyIWlfEaXhCv4x4bEW95TjLcaCv7YMuAL8OYUXUMQK/Z4olOzm1EFRlaSQ9A6MsFxPb3xLtolW4nJKCjGpglLOxC4wueAaeQ40BjSemBJ2Ha6zCmu2PQYqIM3AmreUTmDVCRQR0qqCTxzyQjIBc8hIQNdd1U6TGEZ/QeIDJmi9pQSv550O94MFFwwOzIVK/VF1Df074OfGpAJ8qxGcIq6BIQhHXexYGvX9qpecILG9E0E7rJZEXFYIJPGKI64mHqqsUw/SE7p2/QiLQsGksOlcaXhGhCADeROSYSEvElqEII5KCSTEiKwApxGGRgklwY3NTXqBnOBwzJs8W3AhHuGcCtNPCjKtR2w6/m4EztuBUke6U8/0L4ns45S7TsPDv7j3WJ7dvaZ/J/PBon/hHTLoz3Xz9Zd187abefudt/da//1v6nd/7Xf3+H/6Bfvf3f1+//hu/obfefkuXLu3o2rVrepP4K6+9iuO0hvoX3AQca+E/P8qYCfq2pZ5gcEaERl2rFtkOce4mLEJ2PiInJfIglazVIOD1hO+xMuNkuqcNAYFPylp47Fy+JK/mtkm3r6eufZyvH/3ofRarx7p09ZpYk/Rn3/qWbt36REdsfA7J7xnDuWkUKUvo1JCIRzRKjOGUQinSACkpE28Ah0E/0AyhSM3Re2Fx7mcLFsZj7XIzc8iC3Lvv4bdgYZqz8FKdJDcoyY9jNMPRikVhNb76BNiQaQ0hkR5AqlE98ZhkiXIfr8B2qVrAs1LQp4FmBxjwoupyDsQzbDaKREPNegVQ6+wTlTeYWALB0y98qFkXgHMKPF4UtNRJWYZOFyqkBbSLL4meWM8YsM3QMCliAPpR9KH7N9M3hU7xQVLK6Bj6nn7yj4V47Ow+flz7csLYmmKfU/p5hpM9w8nucWZVH/iiaIqqh5fDwDZyzjJEBPieYbhAjFJxXdPI9iwFDuBcMzYO5mnnrMcB7LHfOXVMXSeOl/MMPXZvW7KDh2lVflOXZdNRQNT6aXskbBUoyDidHmvCBmDCRmnG2Blud2a1XlSECJbfhaTE2Gxa2z6OocQc00MyyGx5U85gkdl2XnUyR4aQ0Od83kslAdIX3v6i3njjLeroldtOG9z+eZy7TT6cKOaKohactCsKOklq0H9KoRSBbhLzQpbHtjcb/rPZhobNYUJ3StQjVb0igGMEBT3OtL+7pyNuRK27nBuJvunRTUHXqiBwhlARfArxk9cJsKFKiShSjYkHZI2vQsq6/AlAwjtwWFZBevn+GMGqHocUr8H5OqPWrWc8LjBABKHBwlXqIvaGmmNPPVrosROhJ0Hj+c0b40PmZK8PDo+ODjiQOhzsCKffh1MHzn90X/t7j7DtqdyPh6wbnueq3iUl+rRUe+6V6becM9ioEJGUU1YQdt2IW+odRUqynbn+gn0UxtNo1EFHX/mvXSGvuLZN0apJjXo2OwtsP6tRLKTZ8VxeA9WLJykt+UkhP/7mbHwoEQbqzMgVxAuFNre3NOJGZG9vr9rTFodUO9xee0woBXLk5Zigf7GpHhl7yrntDueM2wV4rxmF0OA6w/WThqkK/yitCuAKsZOXBMPB7CqkoCRwkn82EnB4CtDTU7hTurPFf1Zxi59ovyEI/VZAgIjge/o6FRE1O0CfgxQiCwi5L4hA8eO/vXWPvjGxgUkQAB4GxKRl3GmbkwFynT7LFHxOcVJELKEoNDw+QAhSibwKzJNOB8wDew6ni6AIOks8RzQxBlNJKdRjaGAFTQVT2biqQSGA8YJ5YNF2Np1vQrIoVnMJh5cqZBhS57/GnwLleJ2u/AIVVABp5hX6gRd114hDs6TQKlqTpE1Ok2BVKqnbZQgyUgVpMBIGKBSVltAjoXCs4PYWK8w4JixPWm5ruIIK6KuUGvvxPy7/GcF1PgnPFcD8LyI4bYncxhVURSYJ7RgKxiL0sIICXSHdA8KYVITKSgVVuyEuQQXEChxJipQkrbQfqkRyFxX1faE4i+rSEelLUWLSLRHqIUxNpyB9sLuPgz/Tpq+UR2siUxMWiSM72EzQXdNozClkZjFe4CS7H6sDzm2Er6BfffU1Tnj8I08TTkz3hOB6+eZN/frf/Hf19/7D/0R/+Pf/E/3tv/O7+tJXvq4vvvNlvfbam7qGQ3/t2vVa7qUbNwiv6/KVy/Ivczvc2t7QeK0VVQqfRhljCitGYkMy5Rp7Tl378g3BVcqtI7sn7inOnWWf4yihDdFM9ejQCxERTfYP9JjbDmF/ly5frr8Ef4yD1sNfjNMJztYep2FeBCc4Zg03OJdvvCTcJD149JCTtonm6CRFKOesCGopUvgf8UhBAgAn9N1TD70A66QI8EK96NAOa0Gu2qRifGIRXsi/fHmA8zPBUbWOHz96zAbokY5xJBf0Z0SCg+kBXhJaBo4+AUFegANqHSGLwBecdBKCLMgqnir2mVBQnYJ4AvA7hBFDaMyTEDQuMKZgZU/MO2EdG0cRFxsgFAFoBU9yWaWflAytGkW58hlB0Is6T0CnTzmNIqmAoBsBBTmD7t13czYZ1pntaoJjPrGDzg3dIWPGDrLty7zm2IqhZ1wHfRcKM/VXqERVJfRrj/Ntvj1xKNSkjM0EbHrsba45Y9gbh77vsf1ZtZM9nBxvVL3JecQhwMMHD/SQ28E97Ne/1Dqfzyi/kJuazI+5IiIqPzvXC9qQcsJRxxljEz/CiVtfW683Bp2dtpzlsbPAKZpBO6GdU8aK5ShoRjxz7KYnzJRvRiM5RHDqDAX19bSnR2bryqEhIpSZU3xo0bUd9XfV9qXQ17/+Da2N1+UbF+svMwFky4EME3Rc60eWJMlDTchh+SyTQ5cJ6k20y45o28EfcDzlTCnVuiyHZTLCfbhKL+ivXeZDMV7Ma8EpDU0cbMAIF0BOEeetqdOPMQZjwh8gRHMBh6cghVRBn8Oz4u1Q1BJPgbF6zlPtsua7bI1Y1aIr1ZeslLIWJArNtR4TjbTT7433FDt5/PC+7t+/w+bisQ7YVBwe7hPu6oCbwN3Hj5jTHlYb7unXhw/u6QG0a9ie/xKZb9d6GDsvGCQRoUx9dMJJO1x/oX7/Kekf/eBHuvXxxwpsxY6+N6pjDtA2N7c1sh1TtjC+EnJHn9hqZI3bsTIxzZP6acg/ZrW5tll/rGqEbYqNSkG2FKqP7T1IpJQQowewI/Ld9pbb6fWNsQ5o4+3bd2j3fXnu7hgPPtxb2V7IZc0JpdmAAMcIaJd4iiJcYaj+cxw9FNaJoh5coQ9cNwD12TdInAWScvGIWIY6CYlRZSxBwxME0J4QPRV3PvAzfEP8Q46IIRRpEVeoPhHLSE2poiNCEedBPAWcgUwpJJEWT4QTRD71PU9Q0N4AdAlZ9AxfXvMDIoIqBnCeaUUfPgXVvgXtQFV7hcFHcXCUlxQSEE+BeE6xJJZv8u7VGYJLVGSRGctCl4qon57J2bhkOggjJeigxOgEzoFBIhOo3zPltXoQ+CRKOccjTC1KDaBzz8DEFOksfsXHGeALlfMS43URAzRmbZlpDhlPvyFzdTskZis+filcmdEVhKRURzFZJPn+gr+0u3oL1WCq9M8UOCIUEc/M/6wZEea1BMcBD6aSwKHqQmCJ6qRtZZKOSJrO5vXP5k45bWzqQr+mOY7QwfFUE059mNfEKqKOTcgai74n1wVlfBo/wQme4cx78rSzkNkFjDyhrq+p84KeM5P7WGNOe9544wv6lV/5Nf3d3/17+oM//Ad650tf197eTD/84Uf6wQ8+0Icf3ta7776nP/7v/1j/8l/+S/03/+0f6b33fqhHOPSPHj/U3Xt3cO4f6PD4UJPZRKwMGq+NubIeq2mzouq+V86JdWGu27du6e7dO/KPVviX2buuVcdC07EQWN6IkMdg8fhCH4n0GgvS0d6BMnHb9Whtrf49+S984Ytseq7qPs6bN8NvvfGGLu1c0gw99Cww2YsaC9IMx8R8rIuIUGKsFqmasPXuSGFB7AE7Qz1OUs+tRU3DZ8AttKIxPiJoX0s7l04fOjbfno5xfQ6DOiL8JcIbEQw7Op2Q5LmXrq3piCfoa7J+yHd4FuAleLoxhFoCatPzn6g6TpGWoXnqzNMTN5hx0RmRwP+c3yeEGdpazgjFHIWWPa5CQftCfmw3dGBN2w6MSykTBPYy1YKNZYcT33I0bFqbn+0nk07wEbbhTYa5U6i+5mxxbFsBzRy7qZsD7G9B3HbjzYedOuMnOHeGmTckNX9OvXP5d6RmbJ7nbLxte8LmdLLgSQl7zYzZjI01LeOFMTxmTIwIUwrmipmOOHRwHXYiPfZdh8Ebeoe2WYPb5jJBC2zPTqMUiXGSGbf+s9iFekpKoNqTeaJj/rAM1rQ3C27flE3+9va2HnPj961v/VtV5xM9LbjZCOQyvVCQ9dK7TbVS0Q096gTQuXU0jLWFqiwKRSRFhPhU3IB3MkCFrI9k/tC4v4LOJqduztyPhTFYBsOQn4I9OEx8fBpZgTiSKGr4aZ8Xo/o0Lp9XfkQoYoDabnfSsjJHpxyIrK816DLVPlUI/TuHEN1ZVd7wzrllODw84NbvIfCIgyzmdDatdshtR+Y9YSN5/+497bHRe+OtL2ljY0sffvAjNBwaex3CTiOS3Pc9jF1GPETlMWWbWcx7He5P2IzPlbG7Bf1le77KDfrlS5fV5FaLOmdneeOhRWjBOliwlyaMC42Y27fYdKx1Y623I61zyDbCbtkmUD6rRQ7bu8eU4I8IvFgC9il0tbGxWW17vhyHRxxA7LHB2t/flQ8AXNay5wRHylBSCjFUQhHMubTY7V+nDJIAABAASURBVCOgXaUCGSJXqydWEcJA3WfToJ75wl4R8QToNC3yAP0FeizxStwIUktY4Z4M4ykEGN5VsyOceJLo807TiWersAiGM7io8/YZxAtGU2NDw5psdCllRQQpL8LmQMVYkPNOgNEUDLTkbGgT5cVgDgUY6GtI9BkvRWSSCNMTJYSd6kNcQMj/xLcADnXhA2nNlwr5ALLa4TY/51XZmLCXRKdkITlfZx4XNcHQTmIM3p62ajmDwB1qf1dA8hfy/XnJt6q3CPVKVnAF1afiaowP+ELgN8Q/JleVpOl0AcyZoG1/SXaM7CwGNA0T9sHunvwLzpnyIybenglyysJg56XHuZmxaCxY8Ec49ts727py/ZrWNjfU4LCMx2va3r6kX/rSV/TlL39dEZ2+890f6k/+5M/059/+vt7/4BO996OP9N3vfl//+l//sf7ov/lviX9Ht2/fZrNxV/fu3Zb//KEXqgOu4T1h+0rejsQCx8OL2Gw+ZW80k5DLeMuzy23ArQ8/1L07PlnbY7MyVWobbWxtasyGImGsbscMp8an0DmF2q5Th+MzwjFcsFA8fPiw/jnfKTQ+Kb7NydnB48daI3/n0iVl+GU7aOORMgvQjI0aDbR6NUcvtumoqaKCTduknSzIWbDzAqJncVxAu2ABHJwZaMGXSl9gF3XzdIVboMtXr7IBWUPOxk2lvxY1LGaqoSZHC3GDCAPQmacQNxCceyM8/4gRHeAdNyT1zDEyyDPPkC4nadO4DEWeegc+gZ7PAmp+ivJJDhGhiPOguKDYzwnlfjOooMnhVd8X1f5DppSyMmCRI7ArbKQFIiUlFJCxlZyyEo3KkZRzgxPTKCLgsdAC2zP/SKGUk1ICwmCOgg4gr8eGepwkKlfBpnpAyJQk+CUgK+d8GmKvlsObioZ4ytnkONLUyQZYIRzGRl3bqWMsmNbjfY3T5oyMrmuBvU45bPCt2xybnSNrz9iPCEVgD+jB+ZZtzKZlzFhDJE0YQxNuWWw6mTmlY/OxvrFex2LbtaptpJ05JcFJFsw6EI95eLPxne98Ww1yb7EJSbQ/IuT2pZRrGBKq6IEFxXuAzgFnPtbNnJPq2gbaapkNni960qaBlLqliKjy5JTk+a9jvPsAw3KMR51yk7mJscxNpZUfV2Wo8WEMOxrgEpGzEKRPX6eehNPcZ8VgeybLqWfBGbKfehS53aFLvj78STmh9x69uMVDxoKbIdt0RGBXI129+pK2t3bQca63xBM2yjMOkw65FTg6PqBQL9tPh66/9vVvanNzRx9/9AE3JLva2txiv0z/YusF+48I6pLQOPVaBxTndWzCGlWwzYJN5pxr3b7Jfvutt7W9cxm77ykTyNFIMp+kSJl0VkRogiw5z6nvSJOjXXH9oVETatlRzsjrWXc8RkKq9OIpZaGUQ7bTth1hlw3z9Jy6FrLdWv7CgJhjix47QvJEXbzyj6AOvGCkUASgUKltNS6pkFYkKUJ+iCn457htrUIvu2P68Z44LeY6ziRPM/6Sx9zupU7d0oifvRJsz6571ZERyMBbcVjBEH6Wb6nE2FooAqNSqDI/GUQh0PJjA7UhOVSAwWBFJHmww8f4CDIM8kOcfMcugqh5FKyCOzylCqIVQC+lAnP+Jes8ovIZUDRIHnC5SUpM2JY7whyHfNW6dfKcKDZBc0JX1HuQacF4ZPRU/kVu5wAnxX/xIjTjF0+oJyUqighFZroK9/KgW59e2llY4MQscCR8qp/Jb1JWisTEu9DjR4+48r6vgOUYp4FO4XRoVh3s6RETMzcRXdcwoW9rRP7CfYcdbOOgX8VpTjgut27d1ne/83199OEtPXz4iKv1Az16cF/32Vw8uH+X9J7WcFZefeVVXWfzUv/vARaMnrHRs4DMOKmdskDZifGPW+zt7Wlvb5cT0KPlafJgNzklbW5s1MWtcXnaFeAiIz32ln26DD6hhwJvAT0LwYwFsLbl8FCTg0PtsfHwf+b34fvv69H9B7px7SV1udXdT25T30wdsnooJnh3LDLebCT0tsAhO4ZXwZbFmC0AaJkuImRZVDWJmZM3Rz6TkqMIvpFk2pwTG6qFFjhGGWfNjlzHxsiLXc5ZxkWE4EI1hdAvaRbaRNJj0BgJnE6fQhmy3UOnSMcq3nZhjgO4aKH4hfSUMZ5AoixkBHx5QagGevoZ8MP3VIgTTmfa8nTZX1TMSnr3P6oY+o8+S9iGZXZ+TlkNttcwFpqUlFOS6QnkMqbr6Tv3d49BYBoK/yNzoIM+ReWdIiljAx0bhA7HeLCJBLUUEcpKCngVbMf2V3sTfOSklLNEpb79ct8ihBRQUCEzAl3Cl7h4iGnO2Jgy9haEhhkb5TmbCLIVgb1AGxE1DhdeSrluGu26F8jgjYN/VLA6W9AnIFMmAT35Pu0+5jS45iNBQj7rqWtbeQxPGE/3793X9vaOPD+scaARMdRJbcop06QkMNSPZNQdERVnXhEhP55LFswlC9ridiyo22B9u27XY1mnbJQ8flMKRQQb/vX6o5cdznAinaivcf+iSygUZu4P7apRaBzqdBDW5NMfF1rB07lPYSC1gzrwpZHoih6AbIifNB78aZzsn8J7cVMQaMm7cIglDCqlJOsywnkh69x2YPzNV17TFzmEeueXvqavfPUb+uI7X9Hrb76lmzdf1WuvvaEvfOHL3IZ/Tb/6zb+hv/Hrv6ntnR3d+vh9ffLJh6q/U8f6VDxfMz7cb+77Wr2bXyNSjlShaVoZ7b6d0c8tc+f169drX7rsDJu2jgp95jQBsobmbJSO/btG0yPmopkOD26zNn2og72P2IAw9x8/kOZHCg6+gpNnmqsIYsg0p54e+yrImEJy24+ODpnD5xpRv+2nxW4aYIwNp8i1LB+GYRAUgIaEFPwrMg++bhPzRhAWCwoEeaJeB38FP10NhDvvc9ZtsXW6E4GIoCsBRW1IxBDWRP1gAzU886kDcuUnn8FfGB3KpwUGWg3IhTFYEbounxo4lAUwrQEEdiYhaLJCMHajU87gpIgYQCFV0LmHbLDOcykpwnHxFAU8V2D+loOMC99yDns2RRyWvDphvaIlS0pSAAqdfariwQV54SxovSgUBu6KDrVUsVbtrzpbZf5Ch0Xuy5+NiOXCaow1rEyzxlFk1SHhwovvfMJtxxGO9JSup0eY2OdHx2oUGrWtOibvra0dNgIva319Q2s49Oubm8rkFdsh9D0T+OL4WHNOmObT4yrLpStXdPWla0pN1iETr3/G3H9NZIHDEvDG7DTnpmQyOahhMFFf40T/7bff0o2XX9aYSdoT+BEbmiM2AjOcneJxgi01yDTi6nttfRN5DOsasQnwhJ5TUmZceMLPOeHoNZxONuDYQNHmObaVOTVtcNga2pDZKOc2K1FujnPz4N5d7bHJCuqbHR5piuzr62v1l+jXOb29iWxryLbLzYd/zyVLGiVOtfyjaWzAxMJbvJGYzVX6IuvaYUCXMPKIUETU+lIiLj/hT8VHSkrIlHKW49PJVLu7j1n8DuQNojc3dopSDq1vrNXNT4pGAYuCDgttNDOP6eQIEEGmwwoh/7MtrIBzP+SMmsvnhd+IUESID29UUJDkExGKeBIkkErgVR9LiKQWRIRARfMxyqAzOP3cn7hQAuu8oHtPVHa4/D9nzxgTogF2ngnYQDIKU2CHtkX61jowgLOtul9njA0sRikv83X6RETVRP3Sx4Wx4Lmxw4a9yR51IxXsrWddoTKJfJEWtLIglHbSv3cxI8+hNx7KSW3XqsWmU4MdIQ8dJMxYPWNl5o3+5Ej+sZAp8RmnvMWnunRdxgZzSnAWtL3cdtvmjHbUOPOBx67Hv9uXU1YHZBRS2Jz33BD23J7MANPPwS2Qv0dQix0STemZm2ZqkM2HDQ84qNje2dYaY1LmA2FC5pYxnXOW4y5XyEwpy/p3Xtu0NNV6TaikaF7nvnkNYVPrmTIfWdbDw4N6mDFlDujRleGIse30CD1l6oFJbbNDUZeVEHwCmf0GOLrM0SVQC5kDjvgS+/MJXL/hydqNW8H5PNuaMYG+TaGhIbRSg85J9zjsbdvVLNtOiH/gC/1pfS+YFyOSTGcdbnKTcfnyNV2/doONx2t65ZU39Mqrr+sKB1VjbpEP6IcffP/b+uDD71NPqfgFtmfbtCzulyASYW27xwH6K6e06pLaPb1lBtx3hXBvd1d7j3cx8wBMWxTIxZcNQg+o2tz6xlhf+vKbwE02SS+zSbqqN17d0jtvXdfXv/oFvfXmy0ppQXvm1DPYVEE+t008lnU2mxIr9WYvpwyd1HYjNlSXtc76VZg33I6esNBK1ScUETVm3TnfqZwb8EmQqtCOCGMNNJc031pm+Az4If5X3+dp4OerqYJo7nmAPuRLengjzkvmZAQ43krh0FATF31WvE/zkqMpJQwpcN9YlEAMjirEMOcFIwZGAAkQD3kYZ84YH0ISVcBDivqSkByvoNMnQrwA5VczCLmeRAImhvNGS+YzXjhQ4iy1MUtiV7KMemB4EfSgGVBBAJyQO2IY0HxhitpZfE7LVCwf05HngNQv3Ft1+tmFs45oNM15RlnUxUu+VEM+vLr4Oc/DKU/Qdi4qUMhW1uNMzHGKvMjOWGjnS0ei9DNE6cXUpoaCa+1I690aNxDA2roaHBz/PHbqOq2z8Hcs/MECnLDFxMLfs0jfv3Nbn9z6SJtb63rr7TeZXHeYxOdsbOCN4K57wsbkyH/NxJsJHP1goVjnhsR/avDGjRtMqKo8Pv74I25F7uvg4EBTHBl6Xxnnww5EiyxeRMZsNhociohE60I9k76op2EjkZGpcHM2jKk5C8lExzhQ3tjmUasR8ndrIwUOi+2tLMtaAG9AEFzrOBkFe3zp2nVd46SsZ+Gc4SRtcwq3yebLAyHQlVhw/eNoc07JPKYy46BJWfXWAYFIIh/qxakKFuGIkPWWoUFc1cfjmUTkpIiklAgVNSzkzegzgx0zAxlq6AvrRPBTfUJBeAI2gpouFS/oqj7C2qwZbgIRvy7l8KcNBYYrIHrmLWIeA6Sh7tU3wm1PKIx89FuWJ6l67uPSZ2FFfBb3ovHPUnagrTIjt/tm4c14X5Qz/YjNTui7I5zwObYuhSKAFEoZILTtLRh/hfxEvzc5K4FHAdh0AXotGLe2U+MiQjnBm9BlXF8mPqKuJFWN5uSYZJt1J5uvwT0h884JvqWCba6OmTYpcki8PeOhx8MpLgy47jnjcMrmY8FJ72DcvagBHn114Oe13capyp+oJyKoLuSxus4Jb05JM8b9lE39nE11BW4XRKWZdkdkSaGIpLbp1OHIevOwxljP8Hv/hz/UDPqrV65ygtzJBxkJfNNmpSSFIXr5LyTmnJThWYEDEEUwvHtaIyAglipOTheVmi+5D2fMZwa32XDEfFX/bDhzgHVqmpQyJeGjUDIU8dXwMGaDlR2W8pirIAgqDCQu6ZrPw5D3It8VN4cvQj/QmHoDSdAHAAAQAElEQVQFA6Z+mRM4edIJ6Omn0KZakjBiKT1x0XopaFlhnciaM2dGoJEljYJc4jNs58g/TsX8v89t9WMOeHxj7QOp/YM95vp97e/vcciypw8/fE/f/tb/Tx9//CP6Y6pLl3e0zkFL0LfuD8EPrnVcOIyIKrr7RTwRoYRB9IzDBfLMZgv4H8D3Q/3wh+/J/Wm7wiDkx7dIPW0pzDWW321946039Pt/77f1B3/vd/R7v/8f6Pd+79/X7/7e39Yf/uFv6+///f9AX//aO2rYeEw5HGtsZ0lqclIk92hRz3g2zzUf2HFotWAMT1k/AoI1r6nYJFRSSDklJUARvKEUMFGoPsjV92ieN1Y4MsLAp/JgrRO6Ue1HkDpTHrq/LC8qoMuwtXIKIq6qF7c7FCe6C0kDRDjUBU9UCmtrBXEB1eeFilp7YDDAKn4SXlyrKU9zzqdO8auYNTbMycaklR6wKUVQmNcZKwgFwpAi4CusWCbLnIZmjBztkw75n/Vu9pVOjhlIOQhCXpdNUBtsm6CqjTo8D0MBFzUMecYZSFFZgQ+xoaZCzEBgRGGA9Aywslq0lsWc7XyHbvOqCOajFZ5xykLJMIKH8ysdnyovocueEA+JX/BvUVThT8UstGMFxpJ0UMF9ZJB1BvAO+PpVRftjmhXomU8hp1TV1hhyFPpkgdMwnR1rBvQ4O5nJqmuC241GXU7qsK9RDnXQj0eN1tfXZcfkgJP/XTYBwrnZuHRJuWs1Nz+86zlOyoK4Zetw6u0EeMItblyEjJ+xkB/Bw9AvZsrUMeJUa8wE3LatDvYPdOfOnfoL4YecLrpsMIEkJuOIUNs2WkMW/5zszqXLLETXdPXqDd248YquXXtZV6+9pCtsELYu7WjMRmaDzc/a+khNGwydRW3v5PhAUxa/BfbZ0LbRxro2t7c15hanpKzIAPUdHx/JTsbuw4csUAfAIQCOW50ZC0fPIladD8Iyl3xya0cqI2/gmFChWnhlSU2EMosAalLBwHtAPAlat83tXLAhcQgBY7L2FtGeBXwutEfpkH/p8pj6nW7oA5f1CWLlh+5dPiIUAcB/9QaREP+WeGJOKTlNVYGFBDSrFzRRY0JDnORP8mJHNEqGQl31ZQ4RT5FrT6AaUj4NDMK0BMeJnrzPwpvAtIYVzdnQ+M8KLm/ZVuWcNjjtcAVOSxGBPpOCfzLQt8L23T8z7H7K7dd86ZRbB0U8lCmA9ZJTVPseMR46NrvRZPX0qR2sGQcDM8rO4DGB1wT7s/NifgUa27LtJ2Nv49FYo26klDMOWa8JBwsHjKUjwPQ5JY1x5Ndx4rfW12X6nJC7yhEIhS3zrXVjk3PGSU/v+ODCjhk+mQS9oA+hH+bpOTcHc+SyrIU2B/l26FpsdA15dja3tLO9g1ydCvy80ZiyQZ+zGfN4EPwFL6QgH54lQA2whsP2yiuv6eqV64ynVh3zhMvMqe/K5SvQC0d1X3Zi97gVnMEzI5vniq5p1KJHmMn6sXwGj9ukhIPYqGlampMVkZRShn8nb5BGyJ1zI7dnxq3MxBskO6/o3nrsOWiQQhGAQqvH/YoKqNIxYx160V+QWMDPodMkeZ0L8TLm1ApAPfGe1jJkVEqQVV0D6nP91npcH7VYLxWI++2xA6GHQtjX+S2RSrTXrSuKCLlfemzZG8WCzfj/XDrGYS/Qw1YL9OtbNf/Y7fff/ba+951/q0ePHnDLcVVf+eqv1jBSz63vlHlxJper3ItU60TxtlUqk3+sKmXGEDbsgyDnG46wu/v3H8g3Hu7frh0pZcvpkkVYn4b1ulfXNdra3NCoy9ieNGqklvrb3NOWKftu/6jVocr8WAxf5ZwrKJCHenvWxCIpp0zb5pqxWbYdWY6mabA9GDI39owJSggVKWBUGA80hW+i9ACoCB7YDQMxR6b+xLQBpTPQOYT/83kxxHIBiMkpSkYPA0Q06LRZpoNQpOMCuBgvnogQBfR5PRGhMHPaoxpzKkkyBOEKiPrFoHjl9jsplzOiJi76nM0c4nDGcFg4CiAqtdGXIU+S80pdPHocmZ6BCgYsxleJTLgQcivgZHqLKE5YsEjKaxXIeIOifjV8KQ8fvjr3GGE4h6QEnSorg7AsOaxIanrJu8ATrSBGL8uVGNQrOoemLUR6WuKQQBX4BIjCIOqB4gEFDtL61rY7H/68FfeL80GwM7J+NrmeLhsRCpQXEdJToOVDnlawRNXA/GrkqY91KOyjsPFY4Pj3eMz+M6aJyTTERM4EOj3e13xyqIPHj3Trow9wtvd1+eplNWwy7ty/qzkbFacvX72q3HXqEzKwUXF45fpVvfmFNzX83xfSlIn2mIl+wknvlBPOBTZs8sy80OSQT4ZySmw0F/KPphxyrX7ExsRN3trakv+M7htvvCnDyy/f1OXLV7W9ta2dnUva2bmsLeLrOCbj8bo2cW6c9s9/b/mXx8ddXTjW1kZaYxMyIu3Q9B2OWWYT09Cm8fqaLl+/pkvXrtXNR8bpS01mIbMegwk+czo71d1793T//v1q2gX7nLNIziczTTgF7XHupjh2EzZlGTsIdBwsJh6WgbE6zDTcHHvsuoCrjCRFhOrDIiUgmAsSuBBciK/oXdY/ZrVgQcssWpFCU5wh/1L8AqfUPCNcytzCnzNwmg74JuhSBKO5kAIKpMCw4EJBfkRSxCo+hFBd8FJwiT2JnURWGSExQRZA5PE6AIw3TSgc1G8M+DNpLfGqjykNidRZMA7UU69rG5CmeBEYqFff0/IrzNNhqRK6Dwwphdq2ldDf/5+9//7TLDnqfPFPZJ7zPOWr2psxPX40fkZjpJFGXsgLISEQIGBBEixIyIAQILMsLHvvP/P9/nDvLqzhLuxiFyMEQoCEkJgZjW9b3jzmnPv+5PM81dU93WOEDNwXp06czIyMjIyMjMyMzKzq7uMglz7D+ahwcrONH3wrHoQZ6byFNOR+rSiXGU928vuMF9/0Fccee+oDjve5dfBGxBt9Zlk5vsm48dhxPMI6lFz3ANvI1JlzpZxS2WjMM7Y8VuZm58qvD9Z1R4n+tk16rRE2mhSqKGNIKSslyudaVdWhbR1VlMnwtfwt80jT9ijRQCfqCcIkIUdjGwZ8o+nxbnvd4rS7BddlHHbrWrXrYcwl9Gb8yJ7hRfkKW7dsPhVf44Tcuux0Ojifg9K+ZU7My6ZjbbU4kwPGYov8IZ4W4G0Yq70yB/Xk8lIgX0bOxPgmTj0RxGlPTR91mAOmOZ32BqSm/hA/0DRtqyEQkRUpScELjBbacWXysydOtKUMr9WLbTMUTPJPAXiWauExCYn+E1+Y7nJwvCFlINh9R7U5d9Qex0aZznEsUMoAfZfGEg/rFV3ZVqQYbRjaPia2oyFriTeCOSfm6q5WV87p8cce1hNPPKpzZ8/oqquv1b33Paj77n9IJ05cp+NXXK2WMSG02DAWFEE1rWwfTjfMy0XXggL7arGDIfShgH9HKWXVVUczHDJ1sb2cEjkq9lfWRsoY4VYFkYiAU6OyYfD8vrXN4c+WfLsx2NnQsLchDXegHEA3KiXqAIGEyAV/13/27DmdfOZUsc+W8djBxkr9hAFxS70Na7JYN2gQmIAfAMsWf0tgir4bEOIhaJlLRyDqGgE5Lr6bhsSoZwHFC82zMv4V8R3XAL1MnaMvkfI6ZSgJ+j4AjcF9fr7zQqPHoWGUuvDr3jZmEorxEhhMa0RDTovZAcaR8uuclvyGAdQw0Mo4IN1iqAmjDibKhklflDS9ikSl1ChZ0vCmTAJjiIKDBpww5Jbw2QAnSCjyrNfo1jxcjlxY8L3wNQ0ceB1zgxxCc2EAYvyO8eMUg6dFzQYwFBcp/bN9Wo0WHn0HHuqy7p+3JtNdisjKNDjfdsHG1ZuOaNQ0PW1vrWr59DPASa2cPanHH31Ezzz9pDpTNU75lDrdSseOH9PiwrxyDs3MzajGoY9O1oEjB3T1Dddo38EDwjThN1Sf08cejkAP52tQJtZWgRGmiCJcg6M9GPZUnClot7hl6LFBsb1nnJGcs2znVVXj6NSKSBJgR2l+bqFsRPZx6nlg/375//04fOiwjh07rquvukbXXXeDbrzxJl1/ww3yf0J43fXX6Vrg6muu0ZFjRzW/uCD/mlKkUOSkqlurMzNVwiZCohHdTledTq2cK2REV9BNQWOncH19hZ4YapZT42D8NZzk9diw9Xvb2D26lRRQ8FFEyD+aPB47Y2gYyw1xt7klbroUaTQ5TOgp38HZmsIZ6uIUVWyazHrIJqRlbsgJenQVEaVEhGsmPl60RO1oHrkcE89IvoIgdf5tiRoIXuCL6GW8tkQsi9tS4k7TnlGcmswWaJUKveUPr4yGxpVN5KWPwbWAkPtC0PiB9ll5E9yY5IKghfrFgehTWchdsJCGFs4GgkIzwrWlrQ31SKX/iNENOFdDnN2BErZjW6pwsIP+aslvzWLMv/FYwCnpcRs32agPSLuPbRulR6MUKJ+E3ZZxUY1O5XcYN5vcGPqWzvSZ+mwnc2zIDzEuDN5s2KmemprWNGC7jgiZ1qyHOGlD2xSCWcacM3lZbk82XUplM1JTZ007qkrKVaOchsq5ZYxKxo02I6N29xnXQk9dxldIGrBpqutK+/fv0z7G7RQ3LxleOSW5HNUo0baiFuhdZn1tnblpm7ID9blx2NjY1Je+9Dfy6fFBDjsiEhuRvoboy20fDHa0Bc0WzqJvRoxrWagSdP7P4VIa2WDBU4eoNAEStfGaLtP2mk1RVRokuUxCzpo5IYNPOTREXyMerZ79GNfSjEQW9cG7leMBDgjQ38TrYgVgH3vAnL8JdueLmBmSjRAwLvFJOMLKY3IC6CuCdrQtc32j0oforMhGWwfcBCfClDKFoUP/LXMVRcqcao30cdz9a1S+ybX+H/7a32uIfdx082168JWv0003346dHGSzwNzc6WjUHzU0PXmzmmGW4d9OfCAqj3BdQ7Wur6Vq5IuQWsKUAjtNQKWWH/8fH02x91a2vZYx2MBryFo1LPGGco2G0Aw5qBNj3HJndJW5vnYZaSB2Q4Bp26IL2wQItdDb/rc2t7UBbI5tsvFBMvKtr69rk4OrQC7zCmSikAI7iUjwas0GoGHWu6AANaQszZFIB3StyAeMQwqZ1KDLPSa/XN6/4r+jGqAr6fL2MnW6o8bgDjXQz8I+VEJ/QxGh0TMJR6nLfVNrSxGVFnqMlrRxYHbLRMSIcWB/piUnUuLbjlIY7Xn6SawhH8ChFMaPuZJuVUL4wLKkzZHIJd72ErgJNXlmAB8YShalUEf57v1EhBKgCYwk1qUexjFk5hEKE1AmiEWJjz8kQDvxHQbaXGS/RMgk9PzCtPLEcp6uJWog+Ba9toaR7Uz4TkJXsDcuZDE08rV1ziGvrayp9FUjpjuJkyhxKpVoW6+3pSGnmQuLM9w2zKhlUW9xshfnZ3X48EE2H9Oa4Ybh+DUnNLMwpx6OxsATKzDAETAM0QmFyAAAEABJREFUmbhbFp2GzXNbbLzhlsOOQp/JdagWG/Vk3ZY8yb9Ssrq6omeeeVpPPfWEzpw9pU1uE8ynw6I/1WUTxELUqWrZEZ+fW9CB/Qd1+NARHTpwmMXqgA4ePKxjR6/QlZySHS//Qtah8q9cTU91Ne0bkG6HBbBSrjM920qcMne4HanJ86+QtSnkCb7P6V1AM7swr4q6I0IJsNNT40Ad5LZkhs2HF8+m70UIXho/0IVilJgE4EbtbGl7oyH8W3SDEEIREvnB+I4IoozYohOcuqqSnbSpsvmYUo0sKSfZMbJcOedCbz6Fn/wEH4Pk7wR02QcK3stmfxMZe7QxLv1sjDNopgN0YAFGsIsb5XxT3zEnyrreFwMU4XV5hCK2tyzJ3XdMYWGBQNMMG7XYfIqslEI9bv4Mg9LXreg2+i1KXkSi20NDjxccWduDoWGsuC/F47Hh/AaexnscOFQhaCkPEXWbbgDNgHHXsKJVjI9p7MV243EyxWajy9ipqw7mXpXipmuhbWyDsLFdeZObkuVq1IIPeAd5BcbxhH3myDiANbcozAHcOnbrrnLKyjmJbKWU1GWcTTHmMvaZ8yg9OzfHGJwe0wV0WSln0hV6IWQyiohCY5nNzDKZj3jcRp9a33LbbfLYzpQ1TYK/we23w4eoSmk0LlIk5ZSUxJiiTW6vobQPnmHgE+QXxYznpMZMwEXOykAkKMIUtgdC8s3Hh0+ghdhwAl++/ozopJIrEZbYBK1/YQ/CR/BB/ga7IVb04rj13tsZMjd1lFNWisw83zCP2o7aYq1urXWa6WP/vZ1vv7ocpnjjPMs8fs21N8ob2/XVZa0un9O5c2e1vHzWxdStO/LGxDaa6QsjR+uqpWhlsQwpJbmOhjHktcSyecyIvnJo6HFbPXL6E+imlFUS8g7V2D7o/9bAplkaQtNSXSu6X5lPKqARHr7ESjlHI7AzoCVhXhbVcvtvV1ZXVsuvBu5wW+1f4YNEGaEjopSXkoKyVFZ4t5YFPUuhvU+RxmWMJtQkH4aul0D/+vxL0MD5caHSh8E4GcH5dNLkiQhFBMkJ2PJsDaBknMPnhjSyLwYlVuKiNpgIKiXtokSVcxpBSrCNsXFKCcN3lYKolEVclym4EmkVDls+gHmP2aolDfYSLyV4RwUnEYd7SEnyqqXeiBBvAe3yHEX8jYTMyO/4iMh8SPE6xsgqwUTmIGV+ibYV5RSENA4EN/kxjQpW34EHYe1JXAJaJqWRXluaAoylMW4c/RYGyHFeyYWv6yngFNkjCYiYbhw46uwRjJAjOqnC2e52K5yDLk64oaMuzvf07HQJ626ihQP531WvullL+xeZ+Hd07vRJ9bY2NDMzpS6OTc2pZYVDk+3QsDjYznza6Il9e2db29xkOG6cHXSfWnqR8mnkgBNMO1o5JRyYKU3j+Nc42Z6wG5yxBD6nShW4Keox1FWtOoEjL5iUPTk7fwbHappFbIpTyZrZvre9rS1OgdtBo07uaHZqVrOdKU3BK6MQQ5Vyab8Xs6gyNzszmlta0vTMrHbYRG1zg2EZrMdlFsK11VV1OhVlaq7ct2jbRolXOdRyUubNmu11YtPisT5c3tpntBOlB0CWviO0aSWMukAKJSBSkrDxBF7QuGxEMBdkoFKuHGal7FaMa4TOi2rDYhWU1Z4niBsInuMNSiXyA5CoTt/6xy154VzR1AsnvgylW2O4TPbl0ReJupdHhFOZvrS+DBM2SEw/RAr0F5zED7S1tcnJ5oa2NjfYhOzQnTgw9G+m7yKSWmy4GbocZcBP+l5wn9jI0JsSoOUk1s5Wgr9xHlve7JvOEjQ4Wz1uGf0rTQ49/jY5Vd3B0THfLmPD9mwbcdhhvFa5UiCHbwO8qZ9ijOSEXY3bH4FcgPmLtgl5EU0RWZ16BvufU02Yc1c51eC6Mv8t2muH0nKsr6+qz4GF6xyyOdpEJutlQJsSvF2f8zI6qRmf3sxPMZ5FXkohb7in2eB785HA3X3XnWWuOH36tKq64uZxlno71I8+kbHu1DJYDstsHi3jQuVhrEJTov4Qh6WCn9HbasjcM2CjOGTuEMjKclGP66+Yf1p00KBrl1N5UFaUCB/6EgWBkcYEzjJYFrL0z/OxhIbnkK40qqVZASQ1ds7Rn+fPpMytVFvmzpwTzWxh1ApK6AjHumjRXa46HBAd1n0PvFJT9Ktt/corTxS6DW4Cthkzq6vntMoG5CQHUI994xF9/Wtf0zNPPyXrv8Fu3LcNvFIkpVSZBeqlnkSNwJD+bgBRb8amXC850IWMH5oHsruvWyT12xSpnWoVDOsIKeDFKz8RIETb2lDbAA5bpzPZSYEOImoF4yB5PFRd9WxHyOk61zlAO336jHa2d7TIRmt+etZ7VmXkT5SJCHgEMooH/uUbapDTyJSSUsqKgMYgQmj8IooMjpcsRy6ClrSB4EW+rmcvvMji/0p+SQ0kOoqXPOs2EQLYk/ZC6WPnk60X0nsj2ohRaLtxyQmkBH40RY1QJNW2zSjBNyKUMoCDGBCP8qiYVzxhITDIhglwxLxFxJacydvKi9Qoz7iWD0AZIuWlCmji2SAUMAEroVD7E9Lode2O6sKHTPOnmgjiAR8Cy9BC7ay99D5NG+VJESGaqeAnpaQIxwCHZETBgVfou/20lxKAxrXApbLcxgv74tJU3xR2UidC8VLVyKomXxCwtV0Z06jYCzrt4IRM42BPz8yp051W4IBwtqMmWkWd1Jmu1cZQp8+c1NMnn9R2b1OeJc+dO62//Zsv6ZlnnlFVd9RhQ9DSN6nqqNdvONHZ1OrKulZWVsrvta4uL+vcmTNaPstCsryisrAw8fZwhnwSbMfEjlIfJ9+ytYyBnBLOxpRmmJi7yGnnaIjDsr66pjOnTumJRx/V1778FX35S1/SF7/wF/rTP/pD/c5v/3f9t9/6Lf333/pN/f7v/g74z+sb//g1nXzqSZ1h8TrJ7cnZU89oEx4Np9CiniFX+16gMguT22JnxX+8vrC0KFYDzrpUbmC8iemgn6WFBS0s7SuLpa/KH3/sMS3TvgqnRMiMghQR2vtERMFFhFJgv9DlCBVoRR4gyWO9YqynnNShzTnXErQpe6EZ9yIL6QAHrof8EfACLL910+/31QfvOOye9br3J8gWm9mbnuARURFxAUzyLhea1ygvEJIGjRJ8SfN9ca/L74UXV3ov9TdT+6T83rKOGyZ5o9CYMSCuYyhNqBVolVLWAMfGf7c05CbMsMNGeIeNuDfcredsnJGW/nR/DWyH2Hdrz4H51huRfp/R2JpXUmX7BDI2mLAJ67zPxngLnv71RNsAI1uIUuofwn8HW7Cjs76+xgZ5q2yCTDfgRsT20+Jc28n35qOuOjJ0sLmaOhx2wFW0w/VFhMoPoXjC4Hhk5VQjX4ewUkRZlchtmQt2duvtc8DgNrZCSvTSK5uj7bIZKTjkdZu6HBz4b1Bm52Zx/odl/tjZ2VHKSSVvYVGzs3NaYgyefOZk+duruu5ofm5e8/ML6k5Nq8MhSBeIiNJmO20RyIUuG/QtnoQODUSLvlx3WYvQifXu0+gB/UYRJXTgv+2wTiNLmTGac3JR9N3SZsCp4AO4C4mJjMJbFz2uq6XkBD1JG1fAlU4yv5NhO6mMRsjtM0xwDncJaFqgF13QPttVy5xqm3HzksxHihjp3jjbespZgYNe11OKSKxHDXP9rPYd4AadTYjn37n5eU1Pz8jPyso5ff0f/kGP/OM/ao4+zpQ3Hyq3AIo0qqdFbx5PhpwDfFbQYU2TVNeVvHn0OhK0raGTAju3beS6xm5m1eFgqgYcdrpz2NEIulPz6k7Pa8rh1II6nXk2ufOqO3PwnVOuZlR35ym/qLqzACyqO7VfdXdBbXQVUUFXyXV77G9ubsljr0P9NfIlNjAJmXKqWF7RWgTtShK4lLJy5oCDtg0brMNtNZhGAQ265eueacdplVDfwicU8Wz4FlbwbWbVfpv5fwvYx/PzoPcL0Sjc26ZLFT6Pw3Swp1K0fJK/HiyJSbClY83QA8G4koehZYzMDqsnzLZtFPy4Sg+8oSdREoWxCwATM3SI/1gwfEYVmxD6kn6xn6CAgcCv2bTm58RlwG1CXHKDwCWIPusFX/i0QgUFEhFDmJYPSfAMTSIFP8Y5+4VCBIVeKPHz0LXOLzKjVhKOGox+cUDhUmAk295vQe9+RnSjfGkSUrtsM5PQcfdJocZWjNfex0Ia4BCRVOHcdv0rEmw6auICN+DUvsE56HQ7mp2f0eK+RU1xs7GytqzTZ09rY3NdxeEhXF1d0RQ3FPv2H1QXHv4D8e3tPtVmNW2ovzOQf+98jVsC/5vp3nicO3NWK+eWtcoGxH8UusXJ5/bWFg4KTgiOkhcTO0PTbGam6q5ySkrIZbw3HV58vvTFv9af/cmf6U/+4I/0hf/9J/rS5/9CX/qLv9DfffEv9dW/+xs9/NW/18Nf+bL+gc3R3/3l5/X1L/+1lk8/JfnXxIY9bmvWgU35D1Fhrw4LT0qZKhr0KXVwfuYW5rWwtMCCweYLnbU4hYcPHtRVV12t6dkZ+Z8TPnDsKItNl1O51fLrBN2ZaaWcRNNlXSZ4KkIZh7ECcq6UgZRq5ZxlW25xuOyUejy7YKSsaZynhcUl1cg1w8Zw/8ED1DMlP3Ymt3HE7BwpEuwDXbc4aY0aZGxKvwu8zj/IT+PoF94SdxZWwuvYBEb200AEYAPahYsIKWCMgSgvbabRLSDZOi8G7XmiUOxByIgIiVV3BDLnCehFPWaTKGGIcIrEi3xdagStRbsQWpgZkNHzsghlPVGX+1OkyxhsW9kR6+FwyxzId98McWwb+tz8TZ/pb0NEpRQZSvqTeZ3i8jjodDqyHWTsxeV7jJFtNi8G33QMceJb6ndeQ6GW+mEid0UD3s7yABo7/a63LbxbpZQKYDwWGdWzUcCuLLNttcv4d92RGBcNXIFCKCkiFCmUUyqydae6KrQRtHnIae62hI5mytwypYDOiBSNBv0dbXJbusWY32Hz0WezPMRmB7ZdZLNzmLPtqYXXQD30NwQPOw1pX4McXcbnV//+79VDDwf270MeFTk8VhJ15ZSEhAUy4y6lLAlcBMPAnEhBk4CIAId08HW/BaUs+5B+ojqZJlW5hOZlx7HX2xIIBeVNHiEF+oggQijCiCAI+WnpjAlICVRQIW87kgWEE+fBAtB3KrCHphD6cwkcKLjqhUNcSIuMAWv7DMHG90II7ANwPpBoG8H4dV+JNaEv29qQTa0zWrWYVqMIdI5uA2RDPxoikvxPSxtWudE4d+6MznC4dZpDoXNnz7BmrFO2lX8lb4GDngEb7Kc5PDp2/JAOHz6MXfQVKZRyohYa7hcbklPotCGe6JucE/Pi0GhVVV3KDLl98FioO7XmFpaU6yklNg6pmpPynKJaAJaU6n3kjSDVS8SXlKpFKWapZUaR5wtO0Ld5gbKA86FtSPdjTv12mo11UtSeF48AABAASURBVN2Z1jwbqZxDGZlmmN/dtT4A63NwMFV3lKMSYhdZqYCwRedSiqREmZDUH1rHTdFNS1oKRYTKMw6kUERIMojHoQGWpF7oaxYTuFyZoI40BscvR/etx7v1DWxfINioi1Ip8mLfOF8gYk/iPPqfHEvwfUGcaXY7hgsrBQmDiFCEQYS64IkAryi45AFSYmOEyBScWysJXo7bQD0hlgWGfKvaZRroSFIkAGMkhrhsXkEekfKOdG6OgAubb8nxJ/gYCCitC0AXPiaLNMI5TsxyEchyOCxQ8pAEGZxPQH5Bkr2ncqKhABeKlBhklNkrHwWReEQRkjunwKgEX7+hiBcGpv6WgWVD/oYJddRGJB3j9tYRcbFsQl6D8eKBCd+RA0PkOd8RrUkcc73uazFbUTtRvsigMezSkA4KjaCl/iiTcJcTwZw7TMzCYRX4GnxXVe6qz+Jhp6DC8fX/V3H46FGuxQ9qgAPjjYKdk5SCMpRjUrSjbnmoStOcUk3hLFe5kp+GxaaP8+BbjhVuBla5BTGsE/qfU3S+nY0uGx/zqaoKvoFMQ5yUvgaUHeJsrbFZOfnkE9x0fENPP84NxsnTbF5WNeDmpJtDM3XWDCeR891KC9MdzbMhWuL0bP/srKYTCxDOTovD0EmtpuqkDrQdHIppHLsOZcWY67PA9alrgBMkbN2L3iztCfrZsi6fO6cnnnxSy2y4Wtq/wyl1Mg82In3KuC3FhFspkZ+po64rVUCNs+Q2plTLY9obhyFlWnj34ePNx6A3kE9Zp5G7gq8dLi++hw4dYbMzqzZCveKotUospKnqiFjpctSs808QNRDwum8gVIGS9mcMBKY0CCYtTnEDqB2qsW25UycFod37Fr5yyeCbJOSzPFJCpqA+QBNQeYJ0RJS4PxFhjKMAiuNLwfK9+BMB7fOA9ubDIIC9r9OeE58L3NzdZiNSq1IKNg5bQhWM5cRSIW9ob1P0FZFUM246QEqJ8dXgkI3ybCt2eGocjQ52Z7oq18r0YwVk4ilVSvy0gwZb6LN538HBBrBLO00ttYk2iseSBHZmEHbNJEpui3k1RZ4iHw1t6Uc7W3bi+9hPSz/nnJUZa7ZBy+HwJDeYZ3H8PL49jm37lmWILC12GhFymyJGYcpJQY0N/IY46uYxYO7oM2Ztx63x3Br0vMHglm7I/OHNwsb6KgcYq+qBM4+q7hTduaz5tFY+kNCfqMG4hvo9ZjY2NjXAeVzlMMP/kMThw0egoKXQN67PY4q4eDJjyL+u1el0FRFAUs6V6qpm/FfKkdB0EALUVTmv7miKQ5TZ6WnNcPjh+ch6RqMaIH9LezPzheU2/1T4hqQQUfFVCfmYtm3RkBkQitpGaeNCfkpbHbkASgEwlwvJutTbmv5SGRfjXPcEJnmT9HOHEeN8wlahQG+u1rYZsBqifwK57+kVR4GWaCv3T4e+8D8W8Phjj+qRh7+ur3z5S/rq3/9Nga/9w5f18D9+VQ8//A968olv6Mzpk6XsUdafW267WfsPHGA8DYAh9YZG9iE1zFW2b9E37pcI+jVl+WmYy7g4LPI02GjLWPDGdT+HZXV3Rg8/+oT+9M++qM9//sv6whe+qi/81df1V198pMAX/vIf9Zd/+XV98a9I//Wj+qu/fkSf/4uv6c/+4h/051/4mv7k83+v//3nX9GfEhr+HPyf/cVX9cd/9nf6g//9Rf3hH/+lvvQ3/4BUtRYWlsTAlMe+bXJnY0unnzqplvFRIWuL7bZCgy1SY+sILAPqVc6JNjbY35CwLe2HavxSJgBSEaGIcGwMBMLWCjgOOJvguV6ziAhF7AWR3gMK2fb3AtT65p8XU7JVyyHGCwVZ8bJipRZjvRieq+ZSKqAwONijE5LfgbdIsKeeC9PnU2MB91AKWdEUmPNU06QSoGJwDIYICpKPXtCO33GChcNZBikU4QEVELSamFRioAUpTZ724khADzWTXzsGFXrwJbQoxMlTAV3mgTHylCJQkCrkRDXBRcCHd5KmYo0arwsek6htFREYcAaSWgYcKHCUYCC6rBdT7T5BXoxThLzjxHcxaKl7As2e+ATnEPTu67RhgpjE94aOXwjWS8NnNGgadAo4XdigLzDaTRvp8g4lq8mQJPQcZfKbmZ4jnrWxtqGN9U0New2L8ZSW9u3X4uI+JRbnhv6wo7vBrcTM7Jw8WXshDkkRoZSSvFgHYcZpmpmZkyfVGocmA87v4GBNsYB3CTs5l0WeHbcql0lZduprFvwpHPOccNRwXNwO23SS5F+JOvv00/rGV7+qjdNndGzfkm67/mrdeeOVuu6Kgzq8OKt5HIGZLBlm6yRvPpbYfOybm9K+2WktcRMx3+1oDrqFqUpLs1PaNz+tBfJmp7taWpjnJI3TNBY43zREhLY2NnD6eppB7mmcyB2uxx9++GF95atf0ZmzZ5nKWvnU1qewrcQp7ra8EWkYy3JfBEjCXFfKOaHzSt2pjhYW5zXLRqVCltn5Oc0tLsi6qXCSDHZmGmy/x2akx0Yo17VcxwC9WM8RUfTeKRtHxoyiVDeyC6K2AUDP8UQpY6lbx6AMgJdyLXW3tKGh71unibcly18il3wpj1x8x/wuSXQZpPmO7Rd9Cc2qhCP8hfHLsHhO9ESqUJS5LaB+ITCpGVqL4pbRRhFGhBJ9GkGeBEYqn0JHOfQm8mr6LoJ5FzLTV3VHFbhMX7svTT5Ev03RucuZTajOmbGI3bgsed4sbHMyanswbcpZ5lN3asJqLAujBXqlUDCODIkwpaxESHdqbW0V2z1TfgXSm/81nHfzm5+bU4ZuhxsP30quckDgcd3FxqbZwM+R32EcRIRMX+wChkM2JH0cpy3Ghv+FoBb9VlVHmbkgIuMgNfIBhvP8a5UNZaaYCxYYbzOMyU63o2k22fOMg0VOtr3R74KjBUXmqq7U6daaQoYyZphTKsbNFGN2bn5Wa+trtGVZucoSsvnAxI6v67FFhRJTSYscwyJ3BV1d16rh4/YmyuSUlFMAhJGUwFXo13QpZ5mvzTGZjnSbpAG3woaIIJ+a6EPTtO5QjZ4SLZ9RunydNpi4QMEWGY2ewAj74r6lLOK8uFIucDGYw6VwxmOjBKUu5C/tLToA6dA4NmfW4UhfKCta5ZyUUsg21GDPTzz+iJ588jFuPTZV0R9zc/Na2rdPi6w7daeDgz2Q/2ndk09zwHT6lGZm5nTjjbeWcHt7k8pa+XZ3yJwo5osJf1lsco1zPbbTpgg5oo+IomvnbTKeHuUA63d/7w/1f/3f/03/5b/8nv7rf/l9/dff/D39l9/6ff3Wb/6+fpP4b/7n39N/+k//U//5P/0vaP5Qv/0//ly/8zuf13/973+s/0ye8wvdb/4v/RY8/ttv/7H+x//4U/0//88f6Xf/5x/rK3//dW1s7GgT2NrsYV9VkWFzfV1DxlugjwEbcx9slc36WN6IUKCz5PaAa7CxNpAfXBsgifO1xh08C9pxTgnpA5cp8CzK50e4qohQxIWgeP6y/0rxrdOA7dljb8JxFG8V8Vwdgc1MCozDNGSQshqeL0j5CBO2HjsFnxi0kRi4OQuEJIhkcyTEILFDRZAmqfETinHMgeMGYYoTcDpDRTm+EdQJyKBJfERrDgYkovzoazLHBG0BEOZYSjgDYJxo9MAPOUfx899CD12ZQLhCtFITfGiuCBQp5B/xVRALYgwg10HSKIHSd+9BeDQiJj6VvwRoEMU4h41GtxjNGGc80fFr+cfRC4Nx+6RWF8JeMvMy7MVJ53VRphqNHtMZNM4PRYRyykqAncxtOw2cvgw4bd/e8r9JnrS4xOYD6HIiVOFE2GnYWN/Q3Oy8/C9HLS4sEZ9TF8cks2lIkWWefU5l15lQvVFxf07jVMxx47A4vyD/mtLRI0d0mFOrRRzvjBMyZPIfbm2pv7UpT8JiIcnYSmIydnr97DmdfOxxPf3IwxrgZHQxqmlOOhY6WUcP7tfNbEBuuvYqnTh+RFccPKBj+/fpCI78ofkZHQD2z01pqcC09s+PYN/MlBanO9yKdLWI87MwO6PFhTldeeWVuvklt+i6G2/U0ePHWBArbW1uyDczvlU5dPCg9lPHNE6Se7VHW1On1v5DhzS/tChlKRijbYRynVVN1ergMC0h0z5kNew/sE/7D+7TwcP7dez4UR05eoSNx5ymZjo4YF3qDFVVlIVpanoa3Kz6bD62WGwjAgdsBt4dNehowMmiZRiQP+QE2Itpi35a8qTQ3scpw3mcUxdC21Iv9mxrmYApRL2SYwY963F9JhlBKCIKTcQohKXfglOJmfs46QCytti9EwbyL05fqpxJLwJYyXARmqSxLx4CbgVKWwI+vAQRSRGxC4n52ACGJralf2gFDm+jAaesFae83dk5VVNdtTmpzwltjzlvh/nf/zfHsG3p80buw4YTWmopTlp3alqdbhebqKRQyTffnJLsGNd1h7xaFWMwwMlzJuBQ4yc5TdzzrO1lg/Hp2wJvOvrcTMwyRquUy61Kgq6PXa/5n69lbPqQYR8O4WFuFRYWFlVXHcSwIK2aYSvPGYOdvho2IImcmsMKzwndiczghrS/x+akx/wypIzzDx06rKNHj2lxcVGdTk2t0hS66eB0WgeoFnwX3JTm5ma1yEbFm40uY2pucV4zbDp8S/ilL/21NjkU8VhJ6NW682YIdVJ+SgM27yvL57R87qz8dy7emOScFREFXHGE4yPdNsw//f62etyM9vs7Zey1jClIUGkyOf3UMteNNzT01ZAyQafE2EZbV07aoUEFX4oqCPYCyfNvKVcKnsd9EzE4lBpfeGjJJzCStkXSy8GuSMwXgk7lCaWUsM9WYj2MCNKGBEUoYgQpVfTJQHXd0bXX36yrT1yv62+4Vf7PAV9yy516ya136KabbtMJ8AcPHaUPu9pmbVjnhqyHc55TkjkOubXrY6dD9G8du26D/KDHFKaSWtaRHey4jcxcOqNup1ZmPOz0tuUxsMnat7Uz4IY/UbKLnNNKiZtlTWnY1BoMK/WbjoZtl81mV9sD5BfxmNZA02rSjFqgyVNq8rSGaQpPAD6dOeXuAjCnqjsLf2F/22qGwaFCV1PcqM0w7pZYNzp1xaFfT7ajhvnAMos2tMwRQ+YI22EPeRs2u54nW3SJkELYcT+3Jj8fJ9ZEo0IrdBDuEwOJb+UbQoTYBfFEjNJE//X9pjRwqX4yroGbQ4LyTuKt0HjBjD7tKCjfKF9MqYR7P8nOabQNhUfoMmBG9GpaJgNKtUzcTYNxAaJjvUiVEgzCiDGNi5c6WwU/AqIM0URMWB9vazB9EDGOkPLEyhuFMkr8wg91q0UejJlJ5cI8jUpRDFELX6oZISnTMvA1fgp+HFcpxZdyKEEtbWtMC5H5oBLGFrKP24jUUqm72RMS/a69rYLBLaB1Oy0HbdmjTmPG0I7Di4NL40c8Av4X0hsfe1CT+CR0lmkcXgjUY6UKSt5JXoPjWn6XoW8BAAAQAElEQVS9h1OXPtDiPPQ2t7WCs+8TzMwiUVeVmHXLyf+pp5/RuVOn1a07bDo8iXdxeDJ918gLQQ8efRYE8VSUq5hQXd2AhVn07UxnSgeXlnT0wEEd3rdfc12cGCbUweaa+pzE7qwuq0c4xNnfwlk49/QTWj9zUoONVU2nVoe42Ti8NCdvJhamMrccoYNsLq48dljXXnkcuELXHD9e4Kpjx3Xl4UM6xmbh8L59OrS0oIOLC9xyzGhhpqu5TsXtR62FqVqz3Up1lTSNPAtsKg6wMTpw5JCOwHN+fp627WiLhe/I4cO64867dBTeFbT+/eSEfaac1e1OaZ4T23kcpFlO7+YWFzmdm9XU9JT8NzL72Xh0caxM7wUlsrSAPKbvwMtlu5wEp6oqfCIn+Tal4jRwhwXWJ9FBXQ0Dg2lBbQoNWJg8GiJCk8eL8AQwywn6EqHL7IURCZYiFX5BMILRnDSK66InSEf4S6S8oUA2ywoDjcBcLwaypFG2pKRQBBG/hLzEKEMkFMR5dwmIX+I11QT2ZhecWQHPwoMo+ZcIQUkRuvAJpLG0kofUKJUgMQSh8S00wuQbDRgPmT6dwY6mgQ7OhjerQ9qy0wzVZ04bAA3guYTBpqEdDNKQwK+lHkND2BSenieHjN0B4LBlbE36nGkUOqklMsFNQpjJTnfCjhz3oYBtfQq78z8S8fRTT8G/ldMd7M6tySkppwx+qC6bgqXFJc1MzypzGGH7GrLh9fj2XGKe7nvLNwBv2Rw3nfNabNfpHg6k/9EJgzdCtK44+JtsINbWVnAIV3D80QztKifAtGWIQ7azsy3/jrtvFbcGPfXQ0za8pmdn1e12NeXNHTLmXCFvo5YOatDxDuNnk8ON4XgdJUceZ3Wno5EukKBFZyW/IdKoykkVtyOe4123wX3pMWmAVC1yUQXOZEt9ZtDKdU6AhPyYxuG/DHCvGy6W1rgRtExABmHlLc0Wj9ucUipd3aCXzJwoDDgiwI30EjGK16wfZdNxzXVa5HDL86XnyWkOWmZn55gXl7TE+nD48DEdOXaF9u0/SA3BfLiJnhsF9RhcR4ooOMcjQu6TIX1OjYyjRgPWngG2Mzfb1QEOfWY44MmpkZq+MluEGebeuZlZNiVz6mBHFRv96NRKrA8V83WHvO7crLrzc5pivp5ZWlQ1O60gr2IsdxnT3cV5TTH3Ty8uaob87vysKsZUBlLVQfZabYtNUmOquuVXkefm5uXN/MED+2VVCVkSmvJr/Y3GU4N9tqixoY0D9Thg8vwfmbnGXQFnResvxVqgRDXBqTyj/BL9Dn4iArmfGyxORDj4V9jVgPsL+yzzf4sOHSec9O5YXaNgD363vCOtP88JqWFyDUUhiggMLSlinNboKYObj9lFRBFhNNArJYzQ8RA/Ib4AhESV+HHoEg7FY1oD0We9MSp9Id71jkHU7LKwv4CGeUjeXReDD7KgF0Rum+nBuGgJRp9QRIgPbyinBITKTyShc3b/DYOtASdFBB/9s3oskgUK8UMigpC4cZcGFGKl7GY6vZu4KAIv+Al+EcS154lRfBxI5IsnxM9uHMTkpRpPSQRg+I77hoSGOC7+l5oGOz01vYGCBaOKSuvL6zr51DNsNvos5jNKkTXsDZk8xXXxpob9Iac2tXLKcpNabNi8IgJne0ZLS0vav38/DsoMtAMNWfhzK3VSqEPFFQtD5iSyS0d3cJ61w40HDscmm4zNU09r4zR1r5xV1d/SVG50eP+8rr/2Sl139RU6ceVR4JiuPHZERw/t16H9S/LNh9NXX3GMvCt09ZVX6MQVV+qq41fqSk5Vjx46qIMLC+V2Y36qo7lurXkWjsWZKS3OzmiO+HRdaYgzs7m5rgGL0tTMtE5cd51uvPUluuLqq2Wn58knnyh/AN/BYfFplR20LovLED2KZ3FhUUeo76oTV+sQm5RFFqK605FPlu1k+Q8oz549TRrHik2aF0gvipGSutMzmmIhm2ZBOn7lNTp07Kh2cFp9MlezONY4VlSBbEM17kPKtOjbi1ByPwS5AGou/SQ6xv0OtrytEhii0PC9/AtPAUFfFYhEMgpcXChARJQvsdE7SkWhj3DYKqjZYJlGVKNvBPnkRhCGHFNEqPwEaQNlxRMR4Ilc8AapFwqQ7nlLqVbyun0p0OSxrifxErpkKn3QMF7UBnKhI75W/GS+S/QPKlTCeS3/Og/OS8ahydhDpj/bHPKv0m2z8S4OBU60+6sADno7AcbKEOepwdN1TZFGdds2/Mfl2zjePeykj3M1nJRB5ohQrirVbCAcVsRzzqo7HTYW0zg/05qbmyOc0hanvr4VqKFZXFwo/xHnMexvCptr4dUwvv2PQfSYJ2ZxDDvgjZs4dQM2GYYhBxfDEh9oYJkb8SRFhIIY6maMDbSxsaFzHG4snztX4qa1baSccPa9pmUFdudNycrKssr/40DoW9S1jXXZ8U/oYQZZ5hjXcziFc/PzmsZx7HSnaN+UPCe5zhlo/KuTc4zNReYk3z7WnY4y472iP1yn6w7mItuBaKvLNvSHYciJc8N8UHcqdbodud4B818ohGqU3DZAPG6fcaM+dApkSM4mUHkcMZTEP9fPCxVw3MbSjFE8Ar0wLmr6wTZr+3G2w4iEzlpFysx303K+9Wlbcv4A22mw94iQb/DKPEufLi4uaWFhUV0OrqqqlstkeNi2IwUbjGHhq1Ya9Weo/MCnQZZOnXVw35SypIZbLENmvFQU6FahGjpPBAEvEw3TUEM2J0PWnmEeagD0YqCddke96KtH/qBulKYTkBVd2ly1GsZQw3aglsNIh14XMCdkS1K2XdeMx65SrhkHrUS9Q+yuz7rTErZqFUJG1pMWPRiG/odQBtuMp56GyGyanFOhi4C6gNRivExFoxAegp/Uyu0qob79TwTyUE1EKOK5AbJ/fS/SACrTpL+C/jSM+o5+HPdlSMLaNMITPOs17bOQz0JwjgsLaFsGiGCp8ph9icioYEBYiMDgko2WRaiBPiLkK/KIMT2zHvK6SAHxOMdAlNexoG1BpQCY8+/F6XEOvANuNmoKjZHnY4i+i4PM7zjdMocDyDRGUKhlEDoVfALaIOSFSURSShmaUETg1BJq9MQo+Gf4PS9ZKORXl31GbfcEaxKrZRSn8TYqIxw+C0y9F9qLqmn3ZqpkIgqKRNfUWfiVFFNRC4zitrfWdsSGo2XCD2bIxhsEGEyxaJhw23/ESX4nd+V/139+Zp6wi/1IOZIytJ4Cc87qsijbGZ/mhL9mQR+yYPdxqjo4Xguzs1qandEMjk1mUhXOUrO9pYTDNJWC2wypHu6o2/SIN1xgDzWbQ4vTXS10KzYJlQ4szOjYoX06zmbjKHDs8AEdP3pUx/2rWzgUh4Aj3HAcP35Mx44e0SFOt/bjRC3iXC0Bi3OzWuBEba7TLXLMIFeXuoMJPtHYOidsLqkl7av9beTbYkNUdSodueK4DlHPKo7S9vo6rW7VZbMyh9MzPTMjYa89dGfHLKckb0gGbKw8ZqybM6dP68knHi+/EhIRatB1gm5I6N8z9kbCtycDbGCGjYcd1AUcpS517KCrCidptCmZVd3pKJDbvZgIzWOAzIbGjqd4gnaIenZNI4wcW8IoDmL87klHUGoPOB1SRCh0/nHcMMGQPYmOQjJ5iTcj8KQ0rh3E878wbEuN5mK4VBHjXyhcqvyLw9E1Mow+o7It/de4XfRDRCgBGd0nwiR6iAIVjtIM9m+HfIfNpjea7qch5QZsuns4Qr3+tvrYi8dMg3MxZOwMON1s6c+KjUMXR992Nje/UDb2xXYYRwNgCDgcMJaHyGNoqDdSkh23LjbvcTmDA26nPHsMVllWr/9m5Cw2ffbsWfnXLefn5nTsyFFOhg+oxlHy3zhts0noI7fB7R0i3za3B7bhLvPENBvmCp4t65Hbt8ltZY+biRZZUIMy4zilrEAvoZCAuu6qy8myeIa0m0Cg1e12dPDgIR1Fhk7dKeNkpO9WlrvTwWHrD5RTaAadBO1saX+X+CzjRuATbTPkulaHQwFvOvZxeu6bnbnZOSX00lDG+t3e2uCmZYeOaqjesjE/Mpb6jOUd2tjb3tRIvpY6s1LOsg6nZ2Z1lJP4nCs16D1FUk514RF86VrJoSTrYBeSVCZPj4cJ6MU/QZHLAVnfsRf1j+pqUSGJFsgpKeWk2v1HeohdhEJ+UspK9JHtc0A/2pZabLyxzrH3Udgvt4TOc9olW/iklDQzO6OKfs3wKXpE0c63/kUdkRKCgIE+gvmvEQ57o6mpGc3NT6mHbW6vrqplvCXGXg15JbGONUouwzoQQAKkAd8BBz099VmbBmwAdjgI29ha13Z/Uy2bjFSL+TipqmhzEnUPhMEg2lAtY3hIm0T7Ya2W7IxteoOwvLysJ59+Ss88c1LnuNl3c5I9QXQh2uH2tsjXsvkdwqdhzLXoyPpozYm2oUgJXVIpmIKV4+eBJDmjtOP/Cv/cNRAIGPS/u5fontfWIxW8543dfh3h3ccjC5ikddETF6WF+TBYWkWZX4uB8omIPYSwBMcXHHTQDoZDNUx40WLwwuJbsnghU0u+CuiiB572hAzkk4K2hcZAAE7ABVVrz+MCziSclJjkOm0gC1SokAXqYCA1DDyQvLRgJCAZobDckQi1+0BBvJXHU86JyTwrIsRHkkPJgYwTaX13H4tRwLIgDu8FApXmophJSMPH/UxLjaQHRji7Lw1lR/jRxOM4uYVOrsGJAuSUkrrkgxQuYxhTIQKTaOs5EAz5SqWkv4ZMKrwY42wPBzvoPdTBYWoHrbbXt7Sxuq6dzW11q64W5xbFgY6GbEhabDChgGkW+Fmcq063ZqIeyn+PsM7NQUv/z8/PamluRjN1pW4SNxihWegOLM7pCBuIK7i5uObqK3X9ddeM4NoTuvbEVbri2GEdO3RAV3gTsW9BCzNdLcxOaT/X2of2LeowV9S+7djPrcKSNxjzc1ocw8LcrOZmpjWNIzONoz4FzODozOAodXAWOjnTlloVY6/hZHZne1v+vfc1n6qurbF29OV2DXGKttg8DTTUQeQQbV1bXVHQrgHlAj5eCE3rjcozTz+tpx5/QqdOnpR/bWUFp84OzDSbk5qFOFFfjR46yFVVWd6s2ImLCE5xN0c3IWw0tuiHs+fOUl1odmYOm2mRaVjSLQ5dSy/6bYbEGF8tvQsLUO5pFToMpaQjQqPHee0oz7hdINckBkqohOD8YkPtGJw0REAARIQiwqhdaImV6aXwGdmz5QAtlAbowsfFCw9H0h5+Cbq94PxLAWTfhdciW5qWdhb9WAYQdoAqbCIzr40gFztqGFveeLT0lefDIX0IuWwDOSXZyeoz7gY4GS19mUoFLdybUr5iLE5jv7PFjmq5bKLOEYQiAjW3BSJCtsuAr4CMPBX232WMJmzOa8eA+t07m9jZqVMntYJNtxGqceDhUsbCM888Ld/wPfnEE/LNxBTlFouQKgAAEABJREFUXX+PW4+I0NLSko5448/N4gJjsO5Uquosy55CVB3IhZAipCVhgPlIR5WmOl15TE4xJlvkGXD4AYmqnJh7KtqChMwvszOzWlrcB+0MeZXqlDVdd1Ul4rnS0tI+5quMDofMPQ1znCtJOnD4iKYZOxm6QIYhju7W5ia3uWtaW1nVKjcuHp/eXPV3+hpyW9Mgh2XJtK8CciTVVSWfvg8ov721LYP5XnnlCWSMUi4iKyIkJSBUfkpaYEIlGmQxlhjMfklM3kZFNzR+byjSE4pJaBaGSfq7Hk6EmYS0L1KoAK0KWt8StoFewCfsL+eq6DRjlwPm0Ja5tMHB7jHv9XDUe2zEG+Zb54unbdFKKw0ZQw3jZ8Cc3FAmSl6rlOl7+k7QifoiMjmhhr5M2H9KWdvY7MrZdZ3ixnpn/awyG4mWW4Q+a9T2+rK2N9fU21rVzsZagR74AZvS4damhoyRAXbT46ZtyEGUywVyCjlLvum2NzTcYt2AzwDYWYcXYQ98b2cD0k0ka9i0YtfcnKxvrsj/L8lZbr93eluiCcjMpoXNRhCLCGykUePbE2+A2n7ZILvtbdtqCHgDM5pTUY4mQOHyOl0i3/aPazJ82yv6LlTgvjhf7YWp8/hvccwbC6ryRYPG/Yo5yDBK76kPupJymUJbUs/xcQGDvNGm2zAkKTBODE7PfmxsjDkMUfKiZcMbMCm7WFPCBkNtWbKeJdqFzCgQBeMvwAA274La+yFrb1K0OmhYRBA1nM/1eKcFCqOIOLQeHFIdAoF0xIFp4ANSMi+df0wSkVTVtaoq1NDghslDPJDKUD6OmLmBvO/+GyOxLikIjZ60dzek9UaP6S+p/3He3iBIMHfLIdHdN8BE8AVk2M0ZR6xYYNInUdCh0Y8IpcQEnXOSjX3IhDrg6te6H2JbO0zam9x8GHo46MP+UFsbWyzea0yoPWxWykFZBadLA/oNW5Q0g8Owj1uIGW5AEqc1wSlT5tSoy0nRXLfSPm88uLW4+qpjuuH6a3XTjdfrphuu1w3XXqvr2Hhce9UVuprbiyuPHNaVh70JOaRD+5a0n1uGxdk5zeGIzeC8dOtK3boui1nNDF7TjpqwU1UF3yG/g9NfV7VyykoplTAnQtOR162nJOxtmxOxrXUvPpvqsdi0LHY5JRyaoZoszbPBicA20cuQvIhU+AU0NJkebthAbJWbDetvG0dldWVFc5wkHz5yGAcmQ9MqU6/7vS3jr+FErQ9eGnKytc1it8wJ9DkcI+t/mrID6tphA+RfMTnN7cnm+gbaDsmDj1iKrJwSIjRlLUryj4i3BZIIy+xAGegD0AVPS2oCRMevMQ22M5LTqXHGcwXQO7vdE5a4Zb0EC9SpCCQCpJCAKOD2hET80qDv7GNRqDEiFBESr8ZPaR9xN89Q8shvcSSGOFc9bgwG3O4JHdDlGuIoDXG0W9IBcYM99Xt9DennCrudpc/nF5Y4qZ1WJh0pmN8bDeEV2Ok0G4R5xkAXm7aWavp+ZPO15sAvshGYmZ1lHq0kyypMpW1lm2wsAGm/KWVNcWOxuLQk/2rgEuOrqkY2KgXla6WcHdUU462Bxzo3fjVjxpuNDnI0yOP2T3GzcvDAQR3G4fdt3dTUlOq6lqsf0j5vvlrxA4/SDjKW9h3ghuMIbWPjzZziTY1/Dct2XujRn3/dKyK0yc3L2uoabWi1sbmlU6dO68jR4zoKrHGKffrkKZ05eUZnTp1Tl3mhyIBM1p/nrrXlVW35X+/zH82vb+JsbnKYsqk+txuGIf3Tov9A1xV6reFRVx153qgCnZR20lv0WSd3NPCvnrLxT6mijehIUkiMN0OM4nxLzEZBu0sgP+jBugCc+pcI7nOLT9cU8Us6VFrsjUREUsIus+1HUgQ2TAH3a861fMPX42bMejcOC9WQ+c+2MWBzMShr0FB+rDfneW7c4hbKfOW6zBMfYVQ3/IuOG+rVCEJq2MyfPXOGg6AzrFmn1N86q/7GGQ02z2q4sywN11SL+XS4rsH2MvnLanZW1PZWpf6aYrCu6K+qata0MNVo/2xoptqWts+qt3ZK26vPqL9+Sg18o0/Z3lkNds6qHVC+Wcde4ZG2NT2btLg4pVy774fgBwU6nawKfye48SiAjhLt4mVcQMOmQ2XubmlToI4A32iArhqP5RbU87wRoYhnw/MUe+HZAamB4P9r726zSqR8vs1NdIcaXE1LvwmgXl7tfXDo6FLy9iIn8ZbIBIhe4k0Tfh48jgeD50I6GPhlwnMtjQca43HAwjXwAsZkia0WY3RouJBF4Xohy3EK2eXccXI3iADLu4u4ZGREsMsDGUdk7ZjnKH+E4ztOXigb+Mnbijb4IxWlMKiGDC63JyY0hbOXWsN57G72P/cIzbPUhsuJatWrtDN0Pq7dB6yClIFg9EIYEQU/QvAlLTBUiWIdM5DiRdG8DZPykBBE6ZQWVbdlijNlSpmJLst2tsPiPMTO+oQ7ONP+tQw71S2LccXC0uBYeFHo4WAxLWqq29E8tw7zXI3P4HxM5aRuDm4gsuZmulpamNH+/Qs6ABw6sKTDwKH9i/Jtxv6FOR3EcTrKjcYVhw/KcPzwIR05eJD8Jc3hTHSrSlUk5QTQzoTUwbgYARM07bENZT6ZdmRkzDkppRFECbMse5UTYdI0jsZMZ0oJZ6KPY7ODc79DaGfIJ3FtNFrgpqWLszXgdG57a0teNH0SKsEDZ8XO3hQbrRxJvgGanZ+XnbOqrth8zGuetJ3KaW5jqk5HCTnskO6gN/Nd2rePRajWaIPXLwtxnwV4k83IFidv65yineFqfgu5gr7NtD2CGNAyP3gOcWenBE6C4tIw8o70gh7znMDzFmixJVtRCZ+HOvbmO2GQIhwadP4puPPJ70bMEk3EcCtp5lhWpAHRFgRxCAP9C0g48e6PDTazm2xq8TSUFcr0FSarwNYwK06foMJ+PbdHSqo7HU1hIx2c94ztWv+2k5Yx2KkqeXMxhy1501DlSilnVYyzTH129qe5GZlinLisD6p6bFgMiKlMedudeTqcoo5paCvKNoxjId8smxffZpy45hpddfXVOExLRss3gwOcwpa5eYuNuW/1vvHoI/LmWjy2a/OyDJYl0AEtk2ikdee5wWnPG7b5Ps5+wxwyqpcc7Mbt7HP40WOjvYNj2iO+yQn02vpK+VuPc9wi+v8aWWWzcd1115dfV/n7r/y9nnnqKfl2xnPV1PSsKsZjhzGd0U0Hfbqtfeozf8uv8dOi06bp0zV9enDAnNIqV0kpJ7mbPP/1OeH2/BdKququBdUmm5gq1+qQTrQzxIP8tgPrWejRr3kYGo2wKk/D12kD7Eg931v4Px/RdzIfgSL4uJHU65iIu/3DYkcqh6Q5Z6VAl+hmgB0OyBuic68Vpm9I91lXnB5yqzSEpgCHVc637neY+7awN9tAD5vI9I15mk+kTJ905P52v042MaVPsNM+Nwr7Dy7orntv1J133aCX3Hy1brv1hO68/WrdfecJ3QO89O5r9PL7b9KDDxhu1gP33qB7775OL73rBHC1HnzZDXrdq2/Tax+6VQ+97CY9AP29t1+ll95xle6548oC9997nV7+8psKPPjyG/UyeD3wspt13wO36Jbbr9G+/dNaWARY+6a5uZ9lfdx/8EBZE+q6UqZNDXPAkHanlBQRsmW03HoETlZmfGbGuhTYaiu3vUWnKg+0I1MqqX8Jn4hQxHn4zsoc31R1iPtNlftmC0UgJ+/58q2cLGhHSsZupKRGn5bAI9Eh0Uu8jEgJMwPGuRjTxKBaBs75+SoUewcwG4/G+RRrKdMwgTuUQnufiAAToAwEz/VaTgB2l6Yib29GmHNIzLvEyHE+wDtyaEERGeWV+OjjfJ3Hyg9NcyBPOoN+K8Yf6QD8OgwFM/gERNw53zoIWF0OyHrWa9pnIS+LMHUi1x0+ClU0YPxeEI8nGk86RHlH2iKy+8bFqD1p8xJ9LhHbg9f4KVnEPeF7IfAEZjtqBTETnie4ZOeESS6lbGyZ6Ca2FQFfyrfYXgVdXXcQtVVxwMFNTXW1tLCofdxMGA7t36eDBZZ0YN+C9i/NaXF+WvMzXc1PdzU7VeP0Z3WZWLss+B1Of6brpJk6a5YJeX6qA92UZnAeOshUIaMXnYTRZWQhwC5aYChxZW8IruqtZ+sxcHoSCjNdSjgUeyAn0vAQCyE7LE3jrOybX9Ti7Lxc15AxtrO9IztAQzbBNfkd5BBPywLZZ8MwZPPf4EC24OpOR107cYRVXSsjvx1A8/FJblDf0WPHdPDQISXqbVloejhDESE7kvvZXHljYnxrmdBnCqnb7Sihm5Z2ZPRToRsvQm5PZuCklJVShQ4yUoSSpARPjz2i5Q2+BcCHbYP0s96SJxFo8kSELkDoW/NEBGyjMIuIEo8I0mk3HhGjONjv2osMrtv9ayjxMkEim8LJMkZGkZax0qB2KE0DDOnHltB92mAziXgFz4r5K7AdYTu0WJ2qUpUrma6PTQyhNUx+HW+b28aIpBpn2jx3nJY0jb11wZVy3Jps4qCt45RvE+5gnzs4ajtslO3QZJzADjbskKLIOj54IGGem2yOzNe2MzszK9/Uddhom77IQZ0NjqLreBJH/6knnyybjk1uRNe5CVleXpb/GHyA7KKdlkloh+bKUOIK2V4b2r3N2Oohm9N1BxtHvpQYuZQt9bHhXl1ZhhWb/vkF7du3X0vcyng8LC0taplN+Fe+/Lc6d/aMemwOZtmsXXPN1erRbp9ynwXvDYrnJLfF7aB6ZcZSRV1VTsgiEQBRgB6U5d8e661HX/SZBxr3FW1xn2xv7VBHj/6q5b6Di0ZPEBgIyhtUFyX2nfowRVCnXjCI55uR8IIymLuo0XYuHvet+7u17TPHud9t+8OyaUXD4Lbp2wGHKhFw4kW1lGzp68JMKdAseVvY8Tob9y3o/euwECkl1iVsJGErZaNB3PgGvsZFYEP4Q33q63Qq3f+ye/W973mD3vjmh/SmtzykNzt800N60/e8Ut/zhgf1+te8TG983cv0VvBve8sr9ba3vkrveNsI3vn2V+vtb3lVyX/w/tv0spfeotc/dK/eDu073/oKvcP08HzLm1+hN7/JZaF/m+Ehvf1tr9Gb3vRq3XHnLZqaruS/46jrzKHUDJv5hTKv7/S31Wdz7XZERGm3ZIWIpyUdlEMXtDUCS0tRdNQwDq3XGONFWe0+k/K7iO9MhFoiAlFeOFDku/QG9V4MoC5+3Z5dnOl3E9/eiKsy7NbSFr3ykS7AS5M0ou7GdamHcrwlB7ORUmTKRkF48BpGCZypEhl9AsNjPGGoAxy9PnbXAmIB4UoOT70VPNoR7YXfRJI8vpd9Gbyu14BlazQRXIJ6L39YBnXGLhkTh+MTGniaj5OFrxPO3wMlj+O/FifL9Ybb2Ij2DUkSMXMDZUxL8G14qQBHQJcDkf+sWo0zPCvjeRBuRQvHVkyPyliLIRtW+FAAABAASURBVIExtxA6tN4Iz3dCC889eBOCudzr7IthRBullkSdLXUYXEeg85Sz7CjXOBpV3ZFS1gBjGzDBDVhABiy+LX0UERJvBX3dqZUJI0I5Jfn0dGHOG4t57Vtc0v6FfZrn9HSWU9WZbkfTLAJTdWaTkbgBkTpcL1fwTNhuZrNQsWp2kvFSnQSEfLNRUWENFIctkqoU4pWwm6C8Q8vWwMfQErYtY4eFiMFBdgMtb0iBnBGhiBEkuY5Qh3Yk2hq01Tcfc9OzbHamNYUuqsRCN5CG/SF15/L75l3wAxw9YTMN9bTAkPIDNihDZOrhCHnR3OJm5CyntE899aTOnjuLTbfsc4Y4S+cYx31VVaW6pnU0aBta/9qI/y7EzlOLczaHA7ifmxA7W0P6IKekbqeryvLSBvHknJTARwSpVoEeI0Kjn4Lis5tSS+pSbwQ0gPMckFKKpAhigPHPD/H8JJel+KeUvSzTy2ZYD5eD3UImcMIhwLDRxQocST36OtO2iNIoNcLllOVNa8t4aunDIMzYS2AvCb3OTs9oAcfadmBnyTck/vsD/3pRgz3avmxPQ2yrZjObU5LxHexmhtuNDk67bbQCT6Wy026786ZjwCagpZ4WPkGmZWuMo37frHmT4npcZn1trTjz3iSfWz4r/6MItuFtNhwOzW/I2Kqp13VHhOq6U6DPWFhdWdU2N6JD6hpSp4GmYvNSg+KocqQ6bKqqOswZlcT4EekSEu9w69jtTsv2vIWzucltR06hUIvNh/x/AR1n837j9dx2PPmENlZX0N386BZobl77lvZrc2Ndzzz9lE49c1LegJw5dUr+Z3qHOKJufxGIMZqUNT01q253hvqyFCEp0G1TNh8D+spyt8g1pCE7O70yB2yipzOnT0puUIGhGCVycXNQeRxLUgByXHuei9N7sv4J0TDb8vknMHmBRVvGwnlSEq4bJFOPigjErevGtoDeG+xG6NBlhtjxAJw3uds73ByjZylke7F92d773H540ziaD+2c90WXYQMdDoJ6agt/ybbZZ641f+cH+g75JytFlm8WFhbnNdWp1O2EurVU56GmuwHOcewqDaWmp2awKQ23sIq+qjRQDb6OoTI3YjHYLmEHO/QaVdNQjgnUwTYNPlBoPa5oV8OGCkNRRiCvJwPauMMGqof99Hv4atYJ48MbqbWVFdo9VAQywysYwy3lxON4VdXKHEi4LYl5xOOmZs1IplcgjdAFxLtvEJsA0X99n6WBiIl+LhVeSG6KCQYrl1x2L+i7/CBgiB9kihiFJBURFwnmNMDrjOSPHQXMZ/QyoEqEjHYcd4MLHwZVw+AtgxnDxWJVTG9MR5HzLwV4SVPTKEL88q/ruDj32bgRhjHH6SrUpV7C8duWYWDpoeM1etQGxwBwFxRxwkA505XJg0GX0UrglA6YoIynJG/QVoJ/Oe8lJEUBtNX9bRgrsdC5i4JY0MrRpEJiQutoiROB0DTh6AScIL77jqopyZJVykioVREB3iDiSYmJzvW12NWQBaBRKHBu2pzYCuAkU68Xgz7X4Vs4FRv+AzwckYikmkkxJKUU6nRq+VesMpNjDfgPQLt1rRoHOVNnxmg8UWc2C4bEQhT0r5ioDQl7ruFVQ1sAHnakEjh5ccdOHE/UlQ3QGd/Ax05VSyhsRxdtOJzn8WI6swqF5LK0q4U+oMeNQzcNi01SoAefFvfYBHh8ZXKqqFiXBvKGwLwybaqY/G3pCV59TqwGLDq2VztwPdq0zIJy+tRpjU5dV8rfftSdjrrdKe1w0us/2BXP4uKi2WidU2o7SGdOn9GGf82LE1fRZp+CVwmN7fQ12O7Juu1UFWVahX+oP4J+DGk0FzgMRYQj8kOMgC8OVIyB5oPb85p+T7JEKVLCF/qBRyguSd1eEnsppMsbLpX3rcNZHlShS4GbYAki/H3uOsPEkIQh0Q/YhihnOxn1X2acVCobRWj8qz7esDaMtZJP386zWT9w4KBm2UQk+tK3h954Ot9Oh2/N5nCqbTuJOjJlOow922Dd6ajDOIsI2Ul2Gdu6nbuGcRMK5RSg27Ih2cS2DAPGs23W/yjCFjcdQ2x2enpKVZ3lMf40G2U7777J2OEGYYebiQ1uNuzo1Z2O/Dce82yW/Gtdjh88eFgGy1jGAPxdv2E4drRa7HlAu/s4XypP4OA3athgN01Cxgy2UopKgR5aOmdxaV/Ryxo3H2eeeUYeI6JdVx6/Qv7X6w4fPqzDhw7r2LErdOUVV+5uQixHQk9VtqO6ox2PpxC8pYhQqqinyupMTavLIUMkxngjkckM1SILOpNknVr+Pjcf7hePR/fhFroI8oUsDWNfrQuDAAn7EokgoeBHQGj0FMsjej4c1eQ06PFr6r0wRhNcGkvG87yBDJcnCbImQPQ5XzfLIFlmg+Q5KqVEXw5RRVLOo7j7H0ThF/Sp5+cetuTx4YOWbTaXtjHfanjDu7W5Lc9/586y8T1zuvy93PraulaWV9XtzsK3o421jRJGZOWUFRGqqloJB902Q5fIoZTIy/IGe231nLY2V9XvbZBe19bG6gjWV+HH/Ey4s7WhvjcJyLQzhq2NDcptMPdvU25HHpe9zR3tIOcON1/bm1vaZlOxzRhyGY+lbeNYKz3PD9iQm3ZzdV1rtKHPPC7WGGEvLYLWnY46bLZDAaoVTUFXLSBl2lNVHWVsNTOvNC6HzjO6rUhHZLogoG0V/KhAkmi3Sjz0z/XxXPBPlS3ab55DRCgiYDABos/3FlI+zKcyUD6C9AuF5+N/cf5F7aMmYSUXU4GT3OvOCD5RMETKexGTgpNSRBAdZTLdKaUxa1C8GnWQY9BB22KwDdDiMNkhlLVf0qOJz5QX1Av3yRsBj72ZMRHXFK59DPAcx8gwRwM27qD1Z4SGbA+3Eb6Uc9RVQeY3oIoIRwFnEvgdoyYsI4xo8fdaMSZVkgy0lgUoZFmdr39Gj+UxWLYRBHKGJj8idh5KQuefOB8dxWiwcc8HJo4I2AGETo8gCCZAtLwxotv9ipjKk5jAcqqUUkLLUoMd+bR+SAqVK3JSd6qrmdkZ1Z2OCcrE2+eEKedMuVzsM+BYsYhHS9+VBbovT7gwVE5JVZK88Si/8sSGMry0s1Hwgt3giPikCA9EYvORMOOAX4qAP7EQT0s9Q0IyLRv1NBhIOw4db5iUnQZFtaZv1EAzBLwhsPPQNAP4wAOiEW2DrVnWHQ1pk7Xgeoe0YduLCc5Fn00COzANBw0LzBaLFYsTTlXNojDFzUOQ2WOxsjMSyF13WCjq2lJSP7eStFVOoduMPqenp3X11Vdp/8H9sh5rNmwdwDQpZ1mPHtd28AY4g33qWl9dK3VX6HKaOnNKZYEvbWLz1tLGBO+UgppoN3XtGWXobfyiUyHjqO0XUtBF5DgXgC5IhSSiiskPiZBI6ZKP80ZcLcd5QONFCw0lWwN8LslgF9nuxi6OuI7LwcW0o/T4e7lCl8JT5PISkLn3pbybUwDtk8TGWg3dL6RzyprCufW/SmXnCNNTW2xViohi4wMcV28AQqGObxCwh7rbUco4FiFlwmluRYwb2oln7IjHp8JbODkOU85yXQEPh3Vd49B0OQzoqotj0+10S709NhFCiC712H47VYdySRX2UzGGp7idnGa8++81lBKOH/aOHabMWA9bqT+hGW7iDh85ygZkQdNsWA4dOqjDRw9rarqLDVfqcnNa046cMhK5TMt4GGK3A9FsWb6U4Vl04fzQgBvFLZy5jQ2cua2eZmcXtH//IVlfoZCfHRw6bz6++Jd/qcOHj+iaq68Wai7t3H9gPzx61N0pJ92JNpVfs5qfLzLZ7kXlbtvC0qJyXQFZ07PTqrsdRUaesN26JoAqMzwq6KpOrRr9WE8JGvN1HtHSrsKbIuUFmVJCfYnqWkBAAOJpCgQjwiBCMYcEjUghVo8RhPwD6XO+Qa6Beog960WOgOkERvktwbPB9ZuTsI29MME7VDRI5Xm4JZRgr5a5R5Qp7QXhOauqRvlD7NqSBa0KFhTHTe/5dci8v41z71u2DW6oyu3W+rq8AfGhzMryMhuCNflfXTt39pzm5pZ06PBxNgFb3F6tYmdz2GxHEpKV+rMigppcS6UQfUmdTRPEE7SZsVWrQz/SNah9CB45KUsHynJF08j9GOEyI8gpKSX4RSXBU/CkFPGgfCiF6xHxVmLe9ZrTErbYdcN6NuTmpsGunR6yhng9EvxbtSx3Q+VE+UasBV6b4CGeANxvkUvdKXk9CeaUpkBEgEeuSIKNq5WfED9t4msgDnL0JXLR27rdF+EuTgaISwHoZ79j0UXtLwySdAGtnvUEPC8HuBFK9EV6DpoLylKX20KgAlYcgCpHSV3+iYhCE5AQ5Tt+x4gSgMISoWsLuHUXQ0SQpwtA5Wn5jmD0VZkVGuTDNIi3xAwihHT3DWLnayUh/zr2pIJyuC1zdI5E9XxUnhRBwT1GkHFoQuAo4KpsyK4uCnmogdbGa3yLgTuvBWf2BSC0sEJcwaMU40M1/ioiCpDYDR03bcvEUqCUNZfz4DpMM6IdfYNgolwhg/MtM/ZADi+DQDJFjOsqEjqjgFOlDGV5lXJSzpkBKQ0HbSlDSWhDJPa0Rs//jNsZERS9EJ6/8AujQEIpaN9FELSZjr2gXhLaBZ1/IlTQ2n1CQdxAsPuWQUTKeJcRVOF6Fah+BCpPoSixkcICChWAUOZT+hImnvRSSqDdkmAyn9HcwoK6OEp2DOpOxaI8o4OcKh5ikV9YWmLinqKPqgLiaZhghR22OEM+6fRisumFhBMgp413Hwe0VKXkCIIhMWispUzOQ3mj0nA61LBY2QC8iQmkLvRBYV7bSMPiMAGBcFZEiBcKs2xV8uHbINOwbNAbeRFw2m1voWyRQUX2Vq5zwClcj1PRlnI+1axxzLKZQux/wSaz6NTJi0RbZPVGo9vtyG2awsmqqkrW2czcnGbmpjU7P4Ou0FNl/Q41xBHd2d5Eb6ET15zQrXfeRvWNNrhBquuspaVFzeEgmUfkpAEO5g43Sz6p9WJuUbqdjqY6XRopeUMyYLM0YJPkdgWKyjlKywZjHYWi0NIE8JJ5eP7QRU8iHeIHQr7EdAlIMl2CiSECyjFYpypPyAUbPu2lAPoGaPXcD91K17bPApeiBjjrsqBLPRTyJPzCAAaWkTLEVCrSs5/ShgkN2Za5wZ6G2A+CKyKUsZcujrxvK3xyGTgvCVykJPexwf3hE98zp09jC+vq0acN/ZcCfedsK1WfPja04KWQ87fYGPvmYohTU1W1Zmfmgblig5lyNTjbZQeb6dQdVbkGKm4EFnDm9+OcdxXhBtAS5PZYtRw96hLytUDNocPcwqIOcqNw/MqrdOKaa3X82HHNzs5pqjsj/8tR/kcUBsOeVjhRPnf2dPnVF3O14Q2xYduuncyGWw0pGBMdeYOw5F8fRLack5LXGw4FhmxwemyMeswDGWfPvzbVJ/7M088Uh9OTQBnmAAAQAElEQVSUSdKZM+f0xJNPMV9NM9bm1B/0dO7sGT35+GP6+te+quXls+ihoo0d7fS2GUt9ZTYNnvyqTqWKcWub9Rh337jvhC4yY7hBF15fWybKSAGfzBxIPTNdHNdKNTQt8wpiM2/0XUwVuAT/sHDwkSNAxEgTUigiJAU/fFkgHTMk8LsAPkFRgG4pTpXOP0E0IqAIYuffCNLUJ3J00QObYkOMJrn9mjwUcZ77qRSHKgwkduVJEkmgHYHneWBk31IK8imTUlbCXgyuxxuPBh0NmfOs56H7vs3MgY2LKin4SdjRAmOkUotdex6zjXu+22Tt2Gau7NF3FbZ8/MoTuu76m6GTnnj8G/TrNP3QkeirBqiw9ZzhQ0dahoQ8YeGQtQVySsrkJxoTUqk/Q1OlShn+mTyHQY7oA/G0QASSRiZ2PmzIb4WmnEd5JfJDioAmEREaQI4WGK1hUoZ/lTvKhCklpcy4blo1jA/IaVcrKXjNVyo00MnyBvQBPfU26KmlXIAL8UO+61GpizT+VtAGJOHrmEFQqjymnUBBXOaD6RdTec6QsjEGt4EorzGJ8IUAtMgrAPEpc5nXqrkU0KqIQM5gA6IXBBGhiJB4CxTBG9KNRmsDUefrwsfkCbwhItCtdoGCGgFChoRABSBTSUq7YdEKGeZjcPVRirXQtCQNmLUMrRoY0O1i1KjEL1aUMwGk1wRa+KNSlfkLPpMXVtQhwDEpFWOCIa/8XGAYIEdp50gtwRDDG7JzbhjYxeDAuRKCkm+qdhwz7tJgThO4NMWlsC5xMT5AGESTENciAWMJrFVkiQgxVoiNOYwJS9vANhKKc5nRwGsDRCH1xwnS5SXf9YyhoC71iYDiUhnfOpwluxRcroYgw+oooeUDZAAvdOCo81Q+BXnhpxCQ6RCiAC4kuHQqQMde2rHQYTy8eDXA2fci0WXDse/AQS3t38diO1MW9k6nU8LFpSVONqflhUBMgF4UvMno4az3cRj6nMxvb21xQrqpTa7GN9bWtLW+ph43BkMmWPexqCwwhGAiDSbsZECOlvoH5fdfe8jSZ4HqFxvyDUmkUGISTjkpkhQWXH5CUfBZiTAiQGJDLDQt8jU4gB5bhhacdQxBeaEqYZlsrHugweHqb2/JIBbMOme57XXlBU5i+lfFAteyiNrhWzm3gkM4UMbp2H/ggKyfGofG6aruaIoT4WnAzo3lq+usLfSzvHxOq+jm+utvZDG9vojlTRcNVreulWiHocMpqx2xhpPBWfjs27e/OHq18ci3g4Pm3zlv0O3IsRtKwQs0bLZaRpSZt7RN42fc9WMMOeNxOM6+MIDPhYjnTyG65M/FZccVt65P/zKeUBRBR98Sfd5Pi501npehrOinjA3Z9u1QDbFJz2spZykSfZAk6nDfbTOGNtlIbADuV9tuSrmMtxluyDJlzLdFfy18evT9OqfDW9Cbv3gCQetOjXNc49A0GmL/Llfh7JCtPg68bWzOG+OZGaItt3wDifVkxLdVRGiAPXkcQ1Dqn+I2o+50iE9pfmGeeWFamc10yiGaoZwTdfV17txpnT7lDQKbJ+aCHca9bwuHnPiaV05JHcbS7Myc5ucWND01o5pxYnsWtjoY7KjX24LXjipUtP/Akg4e3Kd22Ncm88jG6or66Gn53LLqTkeve+MbdPDIEZ1lPAW8+zipp55+CjnOagvHdcAGbnpmmjoyfOHZqZF9phys0NCyQeqyKayRYc03ishrPXguG7IJQjuIPSxt7HYqdTu1cgrmhJGOc8pmI1DyWM0poeaAPkGXlZyhgAc4wohU8qWKMEs44o5HWynAhbJETJd6WiPhNckPeMIvgAQE2RHli13BmrSLtNij7aXFbrzBbZUk6AtQn8tHUC+4Fij4gA+vygO9jVZGJAU0CfoEjTEZHaSclRL2TF0Rgb478pxbVbUiEvGhEmEI+ZEjlNBJq337D+ra627UiRPX6fixK+T/q2WeQ6+F+UUdOHBIh48c1w033aoHXv6Qbrr5Jdra2tCX//avtIYdzEPTx8ZaWpsSHIsMyEEdDXOfuEEaOYCNPMfnjFyMg2x5qT+QJzkO5Fwjc1d11VXGPp2OyMTrCyBSpQyPujZdrUhZKWcpJEWoBRhKWLKTAQpISRm6HKmMyQFrjNwxfBr0JZ5EfpBvkBKYUf+N0vBtQxW6NDRU0AJhKuqTnC90DFNe7T6mMK89AB8V/ntwlN8tMo4E4QSIXvIt+dQXE7gk1UVIaGm2LoCLSL6jydIIPryXUMNlRSnk6D4iFGGQIjk0EA+HIQkgrr2g539s04bnp4SCKgp/R6knoiBI+UXh7iCiBU3odwKpZTCOeoMvcV83F5zLUSIi4B0Srw3PC1jD4mYaSEQp3lGMxG6/On4hhFmAMu1eAPVC3oDIQNGYcELeMBqjdkiUSQVxGBwWhOySjkgKfsgBbbXChJgzJzQu0oTUTBDON8M90KKLFj6GPeg90VAEsAcjhbQL+q48eyV4dnzUGqYQeZJ0vjT6avI4aRin90THmL1BSwKwHonZ9kwfpEucBCoiRwoGTGIyLdWBz6z4BkqTGWXD0cXxsOPk//DIsINz3nDCuM1C4Gvxck3OQr+JE7TF1fkWcTtEO6T9dxJ9nKQGZ8k83X+RKmXqzEz4FU57TrYN93vDRceQCXqAWTTU3yoilIqMozACITV6SqwdxyMp5azkSVwlB+tp5XrtxHmseCGKSIoIJYB3FE8h/9F6FjLg5AzZRBVgkRjivJlHznauBhrivA3Be+MxwLHZ4Uaiz4ZJCk3jIHqDEBGyDVdsIqZnZ2Vn0M6h+fh3lR//xmN6+qmnFBEsvvvlsTzV6aphg1GzwPgUeXFhESdvUdM4Rm6/F2T/S1hLi4s4Ph3aJrXo1PXCpvAY0Ceux201ziBuMFWWwpYyI6CgWha9FnsQWINzHI5AFz67Or4Q/WJTo/ooVeol/P/Ya32nlJRykjDBhg2qx43HwiZjQRAk8gVYBe4r/4pUcXSxs4ikiv7PjI1WoZKH0+550d3UYxytsWH1f/bncdfD8TL/tbXV8gfUqysr8q8heSPasj7QyTjwlWrsMMOb6uEqDb3JpyxGI9t1SgjrChDKtPNz81pcXNISBw1zszPwyNrkVu7pp57UqZPPaH1tBSdwDdyyNtYB8nqMgYbDMK9dltvjxmaX2lDi+C0ry5uOaW5JfPLr3+PfxtGPCA2w+y025FvbG9rpb3J7saVIQ3WnrMuh6m5oYXFG3W7FuCXdyXroVQ/itF6jP/yj39NfffEvoe0gp527AW0KWtPCZ4cm9jU901GqGkUM1elmJXgn/3HxLOMoejq3/LS2tpfVG6yp32widk8pN8ggifHTMs58axpJ8q9mtSLMWR30miIk3rIms2GzjTvf48n9VvCNkCfRHTCQw0ya03lVEnppHbIJadFTCzNDg948hzRQ0i0S9QQCGEgoIi4D4zpkHbhehwD8WgP1x5hPRMAqFON0S+i6W0kNH9fdEGmJt5SVxrQpK1KQDOhaRQRtazTkMGSI3YVCqIw+mcL2KmXTm0aS7T+jO8+J/rugTrejeeY0bzR8o37k8FEd4nbtyqtO6JprrmPjeRgNSI8++nX97Ze+wMb2aebMA8pVLd/MWUdIQH3tSAbqFyXasvlo5PU058S46mBHM+p05oEFbGlRdWcB+eYJgWoO/BzxOaU8RTlsJrqq6hloZ9XpzhKfVj01p+7MPIdKwPSMusz5dV1BLynQfcrKtC8ilJJ4kAt5LNOwzM+DssZ5zDdsbo1vW1HexCE/xYZGSCkSeeg7skkB0wDul2Jv7iUJIknBj8ZPED4bwv04BsfPgxSWYwz6NjylXZZ7DEUt34Z6XhTLoiI+YXhRJXeJk8uSaglb2EzAnRF89gJk39xLv0wKUs0kCncpghoAIryjuJMKlSfCEUNJ7n6Sf/fdA7bFGWgYsQZZekgiQhEGbI7KGxaoFqMkSu7e9zyG7JJxHlOS5bOLs5XJqb1QSMonIkroT0QUGfiQdFwlmiTC8FQmBe8EzJe4cXqOxzVfnG3cqOkw4L04/0LU3lQowrC3RAgkb4xBu09E7Ma/mxFLERHI9+KloNhFhZjk6Hzegg++BoLLvhnHvzPVZQKu1cH5resOk3hTTgM3Nja0iUMwZKIYYpcbnDpuba6rwTk3wxZ7HbLYDHDU7QRt44Tv4Ez0cM6NG9rBIW8IfcuC0LCktwiHlC5e2uxBm5ihDTklJQs8gbEdRYScnyKVMtr7QBsRShSsmPAr2uM2pZwV4ER+mVHFQzwMKcn8IswvqDPkcl5AckqkVQZbg8xuQ492+XRtyERvR89iGbzRYLUrf+z65OOP47xs4eRMswAPcXr6CnhVOCeGnBN6a2AsnTt7Vk8+8bhOnjypZ57B6dlYL/o3vyk2Gv61tgNHj2hh35LmAOXQGrr3TYl1bB0meNfwnmZTWJeFr6HePn03LHUk2h5uK+O8Re9F98RpmEb6sCxltMk482zpT0Hb0kdu3y6YD1ST16Um8ecOKbiHIGKcdmDYk/fPL0or0VcoJMtdAn+0+5Aax6EtyiIJkleJMpEckwbM2WUcYT8NdFZvw6dhTDWMLeFw1py0TnHbOA10GIcpZWxooNXVVezljLy52GRD7zFYbiMUOEk4RynJG5LN9Q1tbWzKtuo1olt31OVWYMD49HiMCFXwzMjUghsOe6q5tZiZqpVTS7lNbTK2e1vbahi3Gfo+Gx3b6vI56l85J/9x7vrqaKOxwi3DE098Q488/HU99eRT5G2yUcLSmoQSatrfgW+XeAe7TGKPzm1FaNA3SNtbO9rkkGKdOWbFmynkX17b0CrhGhuZtc1l4md0bvWUBu2OKjYfU7OVZhamdOjIkjpsSr781b/V7/6v/6FTZ06qP9zBEd1Wjw3VKrcXa+htE32srS0r59DCwpwUA+a1Na2vn4NuQ4NmmzG7puWVk2x41tRGT6MNx1CtBgVQA/JTDt1bz5mDmbrTUWLMNSF4DOnfodyfXsMbxk/DOBq6fwkdb+BURpuZRVIgT9APETAAvN61JQw1hCOQz+w1KWd6kadEeUCRaM/58g3RRqGWsIBEPCDLSqlSZEKgjUDWEHviAm0bsvVCrogQnwIt8rVOj8MJTVsirac9oJXXhRZkw1wpiidkG8UbVVVV8htqMI3glcEFdjhkTAz6Q62urGI7q/It3w7z7JBNKIyxlR3ylvXoI1/Xl774eT3+2MOghzpw8JDmOZSp664CfuIpY6iEpSalQBA01+LYN8gmZSSoKd8l9E3fLDowzGnQzqjX72prJ2tzpwKStnuVesMuFjBDH0xre9jRVi9pE9vd3JE2thtt9aXNXquNrR5l+9hAo5TCUhCKehrqANCL2z4c9Jl2W2VkMxWZahn7RTxKpUioL6kBR1KRSEfIeOt0yJgdMC5lKvKMM9+GOaSFYRQcEV36iVaUDMDhhcDwV4LJBIK45JrZSwAAEABJREFU4UKqkC4orUs/1EPjrYBngTk8q5DpQToviDsk+YJe007gBRWAyHUU+Yjvfc1nb1qlrSpPRCjiIlCQZyDgjYiCIfpteSNiD99QBKA4jytpKSIUmjyhCIBkAJO3HSsghScoBpwH3RDjskGFAjpIyHO6AEbZePGysZEraKzIGDMqAUbjsNAT8cArcSwcbpo8LjeJP2+IKMgvqisQRJLEN1TCkCLKh4ikEuUjP1gTcjgWMcE5BZ62jaxz8h2F5Mg8NHn2FpvgxmFEKMIwRpTA6TEoCmb0MWfDKPXP8WtpJ2D5JvG9oXXuvBE4ZxQ737JR7HyOihacNrg7bBNCb2KyrHBgZznlnF9cUndqSsHC4PxzOBdPP/2UzuJ4bHJi60UmBRx4PREOscW29CH9ZpsEiMk0njBNyuzKy8LsCdgLAWHjkIl0WGCoFtsMJt6cQ5mFPaWsiFBKhiQvVl7ELKfDnLNSToqSH4XW8UimzbIjbii0OFcZWrKUgjJ7IEXI8obrT1JOlAeqHKqrDFSqCDNgnUWELEOCJuWsqqrV0uYNnKXTp07qycceK/+J2Ra6EmM1pyTTT3WnZHB9If9++hk9+vAjOGxP6Jmnn8bRa3D8tqmv1hT6n/EtSberxGngEFn66PjUudN6jM3KuZVl2alx3eZtnjmlsqi5HTllVZ1a1hlNRexWjU9tDWpIN0hgsI3sBfLQA69a6jNAOH6D0EAgQhM5+lxg1pAKncmCBAm/DkVkb9mSdIG9sJfgOx1HjskEWWQTEhPxi/yRQhFjUEgG0ruBUQksuNF03OLc9IqjbcfYDoT1GxFKKamqKtWMwdJnkdRiO3Zi/R/+efO/ihPtzcaQ8WZo0b/L2KZqNhidik2GyyOXyLMddMGbbmV5RWfOnStgB38DZ39lfZX0ss4unwXO6Rw3JWegO3tuRafYFD/FZvixJ57QNx5/Uo88+pi+9vWH9Y3HHtfJU6f1FJvlRx97Qo98g/wnntETT5/WyTPndBoH8vTyqpbZSKyzqVjZ3NK59U3SIzi7tq6T1PH0mbPwOKXHmVceffwxfePJx/TUqWd0ZnVF56A5t7Kh08vrevLkOT36xFN6nJvBp0+d0hl4R2dKTa71NPX9rz/8I+07sE9XnzihKU6el1fWdPrMilZWt7WyvMUN0Aa3Mys6+fSyzpxe52ZmAPTYeAy5rRnqzJl1PfXUWZ08uaLllZ42t4XDmbXdT9ruCYeyz2Z/W6trW8A6NKvwZyPkP3jGQd7o9bSNM7npsL+DozpQn1P2IWPH86T8YAd0p/xr0C0urIJxl1oZF1lqiTdqmSqGOLkDYDgaoQGOsmUzESHb0JCPjxSGraALuAEwashvCFsYtqUMH3ARDosRiolPEQGIKAyoRcjZGojbRxhBgyyNWn4EmNI8DRQHAzYAYsaZLmXqoK2BDKGkhD2bQ69PW7DFPv6Mbdm4yNg2NjpATzuc/ru8ZRCPb7y2uUnvs0NdZt15/Bv/qK98+a/Z2P6DdrY3dfjIMd1z38t06x13amZ+VsqS607MzQ47dUc5Z8Ee6YayrlvaliJzM7fD5uXL+uM/+IL+9E/+Wn/+Z3+nP/njv9Uf/dGX9Ad/+Nf6gz/+a/2+43/8Jf313z6mf3j4jL7+jWV95eun9Pm/fgR4WH/9lSf1xb97TH/4p3+r3/39L+gP/4SylPtv/+NP9Ed/+jdaWe9zcDejljFagLZ7HIeSciRJQUworxXdq0xUbL5MG46j4JawbCSIWC+teQANdB73jfsLELiIUGkv+g5APIWe8HJvqYdMhwaiyOKY5bsQWl2Y1gXpoOgIAkNIF0Eg/2Vht6TQiKFFBmqjTakVG6ALofCRxrTfXKiLnsKTunRJrtrzBPHLAPqPUh4S3jDwCXDhOPAtfanvWfxKRf6czynNYgTYFjA2RUSB8xTERkRKA06WAmJhVP41jlLIBaAJOsRAlElBsmE2LEwNCLLkcjYRyI2Bi4ebsZLzy8cVTQAqv+HPHhilTSSNeBFKxAPD0O4TxNxxBBKJ4BMRSiGeUXkVnMrjtow2S54MQEGLZMhZWqAJcxcPmDTkuMxE7jAv+QmplNX5B9T5xPlYhDMM53GjmHGGUeo7/p2o5wVWbD0/12Acsbk000krHU5gQu90Uiijb+s6mLgW9u3T4r798kQ+ZGMgdDjoD+TJzc6wT1I3OHUfsFmQzCGUoLEDZMgsAAbHa+IVkLLp6G2c86ZsOLwYAcSHTV9DFp8B0BSejVJKKuXrijBTd1Jm41ABGX6RVJ6WcSIDC0uJj8OWBY3aFCkUoQIp4EHavBNIsyjjCZlK2RIO5YndDmHjhYPxRXFVuVJdVSWkqFoGVCuxXjQyPzuDPlnNOcmO4waO0xPcfAy48XEdOWUWo45mZmbK/zHQZQOSEhLA5yzO4GPfeFQ+Re3t9LS2tiofOlSVNw1Z/t+Xh9Ctc9K6iWNTsSFJOVF3Ky/mhpGD0yIQYx653b4uG5Zy/U9dKFANRtR6TMnjbagW56ctccqRV8YfodvrNkYQ423FD/Xroqdk+3MRvihbUXTEp+QG6V2IgrrEBzmoS5eES5B/h1ERUVrBx+/52uO8xETJ83ekM7fIc/SAPhlip7nO6nRr9Xo7OFFbGuCw2pYiQhGBLY1COxjemPRwvmyLA8ZFDxgyXhSCLo0hVGGXXfp6mn6exjY6NXYTOHY4KYH9+lcCp7k5eem99+nNb32bXvna1+llr3yVXvma1+mh176e8LV68NWv1cte9Wo9+JrX63ve/r16y7u+T69/y1vBvUb3vvzBUua1b3qLXvvmt46A+Gu+hzTwuje/TW986zv1xre/Q69/K/lveaNe82b4vu4h3f/QA3rpg/fppa+4V/e/6gE9+NpX6BWvf0gvf83Lde8r7tNdL7tHt997l2656zbdeuftuuu+u3X/g/ci04N61RtepVe8+lW65/6X6ebb7tFV196oQ0ev0tGrrtXxa65Xd25JS4eP6va779VL73+5bsMRPXHtdTp+1VU6ccO1uuGWG3TzrTfr5ltu0bXX36irTlzPCfmS5peWdMXV18DPtFfr4JGjWuL0fN/hIzp25VXUcVwHDh0umxj/87pTs3OamltUd3ZB03NLmp5fUmduTi163uK2qKU/B8xLy9sbWu1ta21nU96M9OjvhjHeGuiPoeiTyHReB6il3NEwKjYpoV6bgNAOBrPD8Nyh37axmU2c9k0c9m3mpm36c4tDyQ1sYo3b5HVsaGMMm4SbzDWbzNNbBpfp98uGaJtb5h3sbIu5w3QbyLiJY7/V29R2HyDc6m9pq7elbWDTsLOlDQOOfqElvkV8i7Ztmd4hsAEf31ZtwnMLmk1gi/JbpNeYr06ePa2zazta4QZtlfJr6GjdeWx617Y2tLa1zqb0rFa51VrfWNGpU0/LN78pZzXo7xuPfp1N3jPqIfuBQwd10y236sR112puYVZTsx1Nz3a1vbOq/nCb+bCn/oBxRVsc9n3zNdgG1yNvCLTyf3T527/9v/T/+///tv6v/+t39J9/63f1f//m7+j//k/Ef/N/6jf/6+/rf/zu/9af/+VX9Dd//w391d89qj/4s7/Rf/mdP9F//u0/1u/8wV/pz/7q6+Af11986RH9yRf+Afia/vQvv64//vxX9YW/+UetbUs7w0CfA/Q5YP4eqE/fDejT/qBlzLfa2h5wK7mlLQ6qtoE+uuntbMu32J7PR9NtQgeS548hZQeDRn36f8iOs99vtAP0ifuGyGUL0B+eW/psgr1mD7GDIfbgsCHuNa2BR0tchAWQDeWoJRxBq7ZpNQFRt4ZCEMlyOWlwXE1ITVLsgUS8ADbtX600ZGzfkAgTE1gwHihJSrvA0qOAaWIMJKpzmInvArgMlLyLw1DZwGXm0Kwgfh4qcBX1Oa/EU2iSzqJcG6qQOTdZmTCGCTkSbY3SdFFelhIeJVRQ6iIgGQVPFq/jiXIOJwD6Bb7xAuhMY7g0KWorGQ4DuQwFQdwhohHEGETrcL5SNDKIgRcaKUA8ESHmsAJicW4lMR9BFqRIhASJ5BQRkmrpTdN5cTNIjTAraC58IS8IlzGIT6KskUQVEUgilbikkVJV0uKJCDlBH8pAykkZLR7sCTkbHKq+hkyEoMhrC6iVnM9XGhdsXTCRIIwSkkVcBTR6yNYYHIyQe7+Xxk4ozGoSV2Gkb+lzvnZiLVDqIKS939KKYDZhuavHCaLUCcH4jaB+4v6Ou1dGJRzjCLDoOndwXDqVmDeYj5qSX7EQzM3Myv8RoJ3/AYuaHfTScS6GYVY4QDWLcc2JU13VsrNeEea6UpAf0NkeGzYFLbZd+pvObxG6Jd22AzVtH+lYonOo7mTV3VqdqY6qDgD/lHORx/U2GL+hpXxEyG3IuVJ2W8SYAG+6CPIi4aDBD3lq+FQpKQkJcORaA4u8w4bQk7R/79YO35C8xnygTebjQkE55B7SDjvzCV59nIE+Oukg51Snqyn/mkyNY4Ez4F9Z8STaJd2pOuXGY3Z2tmxA/LvNc2xGttbXka9ige1pmZPmFU6eB9Rt3ZX6qXtIe3vUMcABTTkXeoHf8YIFtOjQ7R32vEpIHWTp1B0JfTTQ0ZNSILtB44c4WYoIIBXgo5Z0K3CACognSmHjSbgqB8+CKPQB3n0wCkmI2XwEkmCv8ji7RPxxwuD4Py+IeIFyQdciuqEszsT9NtjKqN8SNt1RZFTpudh9pr1PKNFfCZtqx/mRgr7O9GetXNeKlOX8jK13sTVvNvzPuXa6XWXsIiIpIoq6WxzXjZV1LS0s6T3f/1796L/5N/o3H/igfvlzn9MvffZX9Uuf+zV9+td+Q5/+97+hX/7V/6DP/Brw6yP49K/9Ovhf12d//Tf0uf/wG/p3vzGCz/z6f9Sv/OpvlHKf+w//cYz/j/rV3/g/iJMGZ/pR3n/Uv/+P/0eBX/uP/6d+7f/4P/Xr/+cIHP/3lPlV6P8dPD/neqj/s8DnkOHf/4f/oF/7jV/Xr/6HX9Mvf+Yz+pmf+wTwcX3sk5/Sj/3kB/XDP/7j+vjP/7w+8tGP6pZbb9MbvufN+pkPf1j/9iMf1sc+9Un9wmd/SZ/8d7+iXwQ++dlf0Sc/88v6mU98TD/90Y/ppz76cX3gwx/Vhz7yMf3cL/yifv6XPqVPfOoT+vinPqaPfPxn9W8//CG96z1spN70Or35HW/Xe37wffrxD/yUPvBvP6KfosxP/5zLf0Q/9lM/pZ/42Z/V29/7Pt394Kt1+wMP6eZ7Xq6b7rhfN9x6nxYPXolj3eM254xOLe/glGac8NDGoKu5A1fr0JU36+AVNxHeRHijDlxxo/YdvV5LR68tsP/4ddp/xfXADTpw5Q0l3Adu3zHyj10DzQktHL1aC4ev1tzhKzV/6ErNHbpCcwev0OyhY5oBZg8dL/Hd8OAx0kc1c/DILsweOKyZA0c0C27+4FEtQDN/4KhmjdtP3v5DmoLPD2wAABAASURBVAFm9x/U9L4RTC0e0tTSAXUX96u7sF81m7N6flEVYZ5fUDs1rZiZ07V3vlQ1B1kdoF46qAx9tXhAef6AasLZg8c1te+wYnoBXaGjrUadmf3a4sapnt2nG29/QLe99JW67iV3aYa6+wp0uMUmjfml6qit6gKDqNRT0iDV6qdMPBOv1Gec9EhvaahBLR24+qiO33xC+08c0cKxA9p/1SEdJH7oxFEdueaYrr3tBl13+42q5jta6a3q3MY5re6sq6FsP4baYLM2zI3mDy3p0FXW0YKmlmbpgwPqLMxrs+np9MbqaBPKhmkdx9+wymbg3OaalrdWkb2vbTZI21sr2tla5hDiHJuOVa1tLGt5g9u0jTVtsanYbgSttMVGYZ1D6XVu2Fa4RT/JYdXJc8s6u7rGRu1xPf3U13Tq6X/QuZMPa/nUozprOPmIzjzziE4DZ55+pMTPPPWwThd4RKeeekSnjS/waImfBmfas08/qrMnvwG/x3Tu1GPw/IaWTxIaniFO/rmnHtU5x08+rpVTT2r59JM6c/IJnX7mcZ0+SRzcWXAjeEbnzpzUudOjcIX46rlTrHUnC6ycdd7T1PmUzp5+WufOPKOzZ54ucO7sM9qFc9DvKbdMOcPKudNaWzmj9TE4vrF6Vpvry9paW9H2+op26JMem9s+t7wDDk4bbmTbrS0JfYpb2UQ8fN3JpjhYT+kUNVvbGrCZa9jQBuuxmK9DwgLPgyYPGRF8JmnCiFBESLx6oU9rYsDhpcDMvMA4LJDgbCAgHYwBg6AJp1lLIkK7D/GIUXr0lVKOvtq2Jy9UJKTIpBM8siJCwSIUEV61JAV5IfwR0uCoUAWCHOeOQogoD4kAnKiWFDKROv+OKRUR4qPwD3GqE4FCex4KB5DARhJflSdKLIiHIgAZnCQM6qbjBjho3m2TJOPZL2yLdCMZoUKAUgf8VIAyoFWAD7gIh+Cf9Y64PQs9RqCKccyBaR1eDr55/Mh2AkcgAYQj4b95hpcquSu+NYeurcXSQGeEZB1p8pDWBJyvkvIJR58JbpvTsR6OUqpr1Z2O/AzBO/TJau2JnmKMQWqRIkKxx7hD0sgxysrcTuSUlCIkXhfwaW6D0Vq8lk8LowZosY9WA/mONXGCaMi1eVRKOSsiqTzUrZAihVIGb/65UmV5Dchc1ZVyJAWQyevgoHW70+qyGHa7XdpVq8rkU683Gw3OvNvozVSLTE2BRm2Rs2WMEVejoN4iU8f1Uj91Z9o4Be861/SvqDcDSXzl06XB1o56G1vqb/fU3+lTb635uYXyh5NXHL+S8JBcdoYT68VFFmzqPn361PjmY1jqHqB/yy3yNjY2y4awQV8D+moItHi5NRsq0yRksp5Do2fAydaQ07JWYTRI54zjJVo+BV9o0NkoHONtwJTVBFqVx7pwJMJ0jl0IbSl3HhdMGiaNGNGX9FgimTf4UY6+bQ9VuKYXzd82Yd2XgrSft0T3fszbabchqCVIGOf+MOSUwIKkzd6Yuq9yTkopZDrnGCJCGbs2VNhWXVfqdDsFKuw7oG/o79a2SVjGE31sG27ZOGMwxQ5RtzjDkmvtswE+efKU/vwvvqAv/u1XNIha9ex+4IC680dVLxxTd/EKTe0Dlo5pevGYZpaOa2bfGPYfx1G+QvMHrtDc/mOax1lcxLldxNFdOnSVlghLHAd46TAO8WEc40PA4et04Oh1OnTseh3CYTYcxpE+cuWNOoIjfeSqG3XFNZxi33CHrr3pbl1z41267sZ7dP1N9+jaG+7UtTfeoRtvuUsvueMe4G7dfNtduvHW2wnv1P0vf0i33XWfjl15rQbq6OgV1+m+B1+nB1/1Fr3ite/Uy17zTt33yrfovofeope99m3A2/WKN75LD7zunbofeMX3vEevfusP6nXAG97+g3rj297Lzc179I7v+yHde/9Dmp7bp3208aprbta9bCje/PZ36Z3vfq++993v07vf+yP6wff/hN73Yx/Sj/zEz+pdP/gBvZz6HnzN9+mlL3+rbrr91Vo4cAMn+R09cWpHa72OZg+cUGfxuJ5aGegfn1zVyVVp7uB1OnjVbTp89e06eu1dOLJ3EL9TMwdu1OETd+u62x/SDbe/Stfd+kpdd9tDup74TXe+Vjfd9VrdeOdrdP0dr9ENd7xaNxC/8c7XlvB64tcTv/6O15H/Ol13x2tLeP2dr9Mu3PU63XDXG3TjPW/Ujfe+STe89Ht040uJ30No3N3Oe71uJLzBcNfrdT1wLWWuu/uNut40lLmJsjcDN97zBl1H/k3gHV5/5+t1LelbHnirPvQLn9Vdr3q3bn/Fu3TbK75Pt7/yPYTv1q0Pfp/ueMX369Vv+2k98Ib367YHvleveutP6oHXvFcrO/M6szmtE7e+Rkevf5muRZ/X3PZqXXPrq4m/Vm7Hsese0FU3v1J3vOyduvolD2n/1Xfpamhe+rofgPf3Uv8bdP1LR227/p7X08bX6eVvfo9+/OOf0Cd+9Rf0C7/6KX38V39RH//cL+oTn/ukPvbZX9DHPv0L+tAnflbv+dH36Z0/+G6950feq/d/6MfYqP6UPvizH9CPfuj94N6td7z3bfq+930v8fcQvkvv+eHv1/f/8A/o7e95t26+66U6wSbp+jtehvz369rb7teJW+7VlTferqtecqte+tAr9XZ4f98PvVvv/qHv1bvf905973vfAc936DVveb2uvfUWHThxnY7c8BIduv4W7cf+9l99E7gb2CRdr31XXKMj117PJvc+ve7Nr9Nr33C/3vi6e/Tm192tN7/2Lr3h1bfrta+6Ta995S169YO36FUvv1kPvexGPXT/jXrF/Tfowfuu0/33Xqv77r1G995zQi+9+2rde9dVupfwnruu1J13HNMdtx3VHbccAQ7rjpcc1u03H9JtN+7Tbdcu6vZrFnUHcNs187rpqmldd7zWieNZVwNXHQ9dcTzp+NFWRw43OnxoqEPAgf07OnigN8IdBAccPtjqEHBg/1D7lvpaWuxpYWFL8xOY39DMzCqHeCvqdkYw1V2WodtZVl2dVU5nVAEpTqltTrLePqNh/2lCwzNqiA8GT2s4eErDnSc12HpSw80xbDylFmjWntBw9TENCQdrj6u/+riGq0+ot/y4dlYe1+aZx7R97kkN2IBmbtYyG9jE5Op5NeQfXfBExAXpbypR1k74OLwEhJJEPUEY2vuTFDGBrCjx0OhpRRGVlCMjZPmm4WCLdaOnFscvIoPMCpiLysNMHFfofLmQeGV8QSaVON9IoVRwEgwLtEQnbxDZCyR334KHGP2qADlBRSNIIxz5AqLk+ROKMBBXyK8/xASadjUYRZ9wSDrkH+erPDAiNB0ZxEZpOy8RQTpoC/WOMnXhM6K9EDdKFYfBQo6Se74uY9iDeqFR+kJFjpFcl4pPcjR+XJNBpVySLgj1LXxc88Xs2lJbxEV5k2TbjmwDR2aA4+JT9T5ObaQkOzqdqlIF2CmPCNWdDvQqD8kST2OdtOi6wZkveoc/nMG0aqijgX/TDDDFIWWaAoWucGoVqVVKoaqTldh4NOaDHBY+AmbkRYxCCBUZulxBa8jKyJjrusjXwYnvIGeN02bZqzqrgr6CfhRmJTt9ESM5qGf3dsM4oEWuZuLYkY/glAl1pmp1p7rUx6EAg2NImwZsXFrkbXDwB5wy99hgtFxdZyVVytpcXefk6LT861jmWdcddYC66iBXLdHIfm8H53JKR45fUcINbkHOcvvRwNtX0FO0qUubUJNyJPQqpZTU7XaZjLuqa9oO+PTbuIiQyw64JRkiC11AWzOQJOQq4Gstx0sY4EcQyEPCTVbEqC7roy1MnHMeLoUb5baUH23YyoQxQl7wDVIFkNWhNPrqgqfUDKaVSqv3pkG/6NflX3QhCRmFeBFBAJRQ5SFFGMDodcyQoEzQJXToW7YWO+pxcoli5L6LCCiASEopl3FWVVk5Z3kjabC95kR+JPCp0OSc5GfAhnQHfuXX8dh8FL7wzCkpARk+tpmV5RV9nk3H333l7/XMqdM6eWZFyxvbWtvqa31nyCluq032/Js9wp1GG72GE+eWk9Z2lE96sy9tkLfZbwp+pwn1sZ0eY38dm1/Z6smwut3XmmFnQFnijIW13kBrpC8IfRLM7dwam6JCT5l1aDah3SC+Br91QsMm/LcZW+s7PS2vbyFroyZ39OSps/r6Y0/qyZNndW5tW5Zxp6m0PTTU2iK+1WbCrE3CDdLrw6TVfmi5J53bHuosOljeQtZe0Oasp0+t6r//zh/oz//ibzVoOsr1nFJnVj3KrVHBMvWcW9vR+uZQq1tDdNho3WUHFXrp6B8fO6vf+99f1G/9P3+kL37lUVWzB3Xvq96ku1/+Wt1w+7268oZbVc3t15cfflwPP3lKz5zb0FNnNvTEyTVgnU3Jsr7++Fmt9iptt7Pqx7wGaZ6T7xntaAYcQNjTbMH1NKdemtNOAIQ901JmJy1oKwABeUk71X716gPqdw6q1zmsXvew+lNHgMMaTB/RYOYoQHzmiIbE27njEtDOX6F2/qoCzdwV5B0DjqshL+auVF66WvW+a9TZf52mDlyv6YM3qEvYZeO1cOxWXX3rQ5o+dLPmjt2uxavu1vzxu7V45d1aAhaO3YEzfY+Wjt7BRuteNlSv19U3P6hHn+mru3S9Fo/cprlDL9GJW15VNhdX3fwqXXkT8JLX6OiNr9SJ296gI9e/kvpfoqmDt+Osv1LX3vkW8G/Slbe8gbrfRNzpt+rE7W/RSx54t17+PT+uV739J4Af1Wvf8aN6/bt+VG8EvuddP6bXv+P9etWbf1CvetMP6C3v/gl93w/9jL7//R/We3/0w/p+w/s/Qvojetf7fkZve/cH9JZ3/YTe/u4P6vt+8Gf0wz/xCf3gj31cD73xR3XX/d+nex78Ad3z8h/Q3S/7ft1FvXc+8C7d96of0Jve/dP68Z/5FX3w5z6tD3zk0/rgRz+jDxk+9mn98Ic+qde8/Sd1x8vfqZfc/zbdfN9bdeO9hPe/U7c9+B7d8dD3657X/IBe/70/qZ/82V/UL33ms/rMZz+jz3zmV/TpX/nlAp/99K/oc5/+ZX3205/W5z4DfHYMn/uMfvXffUb/7lc/CxAS/9znRnmfJc/xz0L7GW4Gf+XTn9Iv/8qn9EuGX/6kPvWpn9cv/uIn9MlPfUK/+EvAL/8CeZ/Up37p5/XJX/yoPvnJjwA/C82H9Uuf+lniP6Of/8RP6RMf/6A+8bGfJP4B/cLPf0A///OOAx//N/r4x35cH//oj+ljH/1RfexjP0ra8R/Tz33k/SX+85/4SX3i4z9B/o/ro9B9FLqP/tz79ZEP/5A+8rOGH9bPffhH9OGf/WH9zE+/Tx/60Hv1wQ++l/AH9KEPvFcf+Ml369/8m+/Vj//YO/Rj73+7fvRH3qr3Az8C/NAPvVnf/9436C1vf4Ve9z33601ve7ne9s5X6m1KwVCqAAAQAElEQVTf+0q99R2v1Bvf8gA3qC/Vm990n97+5gf00AO36PBCpU6zraodcDYao3mb+S8K6IKHKfiC9Lc8kaLUGoEcF4F4Iown4nfPmh2UiyDP0hMSmEKpt7MhO2esGYrw4gJRZDIDSIpwSHT8OmWQF+TWyFGqxIjyyuB0yXZkDMancdx5TjvpMMFvF8i0s2PaBLcgD3/LpKNqyQc1Su9+jSSBvBHmCClOnE+VG5xbciTj21EeuZo8qURa1lB4QGO9GaQxLWiNH8vispd3fsil8CjfBScwZvDNBpZ7LxTZLN/FcLkKghKGRGhwfAzwdUzk6Jt84nLlxhmoVQbJCLRInSknZZyegkJn/tUeO60+nT186JC6dY0j26jT6RTn3joduk/ZUAxwqFrihoZQ5aEPwXvD4n4fcDJvEJtqeoV33BeIkHIo1wzsqSl1p2dUUZcQxKwaZGuKsAlUVjAeDCllpQwQRiQFgyblrJSzckrK3ojkqsSpgnHVUPWQejUCggxtxQ2OaVNOUqAL+aEE4jVF/oGGw76GDZ6XGlXIWtW5yNhB5ky5zc0NeaPgfz60oYw5VDkrAxU0EaEBjtYQ57DPrV/DRqDH1fvK8lmtr60jW6uV5ZWyMZmdn9MVV1yJ/UtbW5vKKasDH8N03dH8zKw6dS1L6jo6nSll8u3Qbm5sqaU/Mu32mLRj2rBxEYmghJT4GvI4DGcRD/YGBvLQN7ERLkgje0k7BGTQ8z0tZAbTtXwaYPRa7tHcIoWERHyQrwhSQqcn4LLfapjwfuFhFEn9DY2jKg+6CBARoQRM4iJusOQaPx4vRldVVkavSVCj6wQyY0PGV2ObdVhVNeOsC9C/xIM+9sa5pu9r7KCC1qwb+rttWkWE8pgmJfqXdETINtDH7obDVnO+aTt8RJGStrd35EOGFpv27RMGIIN/hbDPhqaP3YzK9rXDpti2uN3b1gC8aYZtI8OA+k2/wwbX0KNsj/p60E1gh7G/DUzyC2/GwAAeLr9N2W3GQ59yfdaHbdcH7JgH44lRqynsfmFpn2bm5onPqTM9q3pqRsq15haXtHTwgGo24cOQDE2WGsZqw+LVpEYD2tlEowDndjbw7TOme01PA+YkzzFff+QR/c/f/wM9c/qM7rrnPr3swVfqpfc/oBOcMM/ML6jixrRNmY1Nw6Zjh83Opk6eXdEOm6J+KzZmfT19Zlknl1e1o9AKbUrIPY18fdI1Mt9w80t050tfqhtfcrO6s9NqkWdjZ0unmQtOnjurv/37r+js6rJSp9LWzraKDtDD9qAn62WbPtjqb2uTcKO3xaZng83Pula317UGrAMbO5vIMgZoNnub2qQOwwbhGvlr21uU2dYaG9d1YI26CqD3DeraoL826MsSMmdt0JatAjvanNRtXvBZp+yWaZgnNwjXyTevZfDr4DaxkVVvMOnfdUO/4RZooGVugc+xAT61vIHeVvTIY0/rTz//RS1v9HXtTbcrTS3SzqSzaz2tbbc6x2bv5Oq2zmwMtJOmgVmd3mi4IUkapAV0NaOVzUTfZG1sd7S6kUcAbhlY2w5tDLI2h0mbTQCSN6bbUbGhq4FKG+StDUJrg0Q8a72ftbqTCqwRN6zuZC1vA1uVVrZrrZBe73e03cwAc9pq5qljXtvtorbaJfgsaH0wr7X+CDYGS/BfJL0Afknrw33Q7NdGAxDfbA5oJ46on49p2LmyQNO5Sm33amn6alWzJzQ1dwL7uYJxcESdmUOqZw6qnj5I/DB5RzW9cEzTi8c0u3hcc0tXanYfsP9qLRw8oaVD12r/4Wu5jbxeB47dANyo/cdu1MHjN+nwFS/R0atu1bGrJ3Cbjp64vcCxa27Xsevu1BU33s0G8T420g/q1nterTvve73uue+NwBt010tfr7uBe+57g+594Hv0wCveqgcfensJ73vgTXrgwbfo5a98G/BWveyVb9UrXvUOPfSad+llr3ibbrvr1br73tfrNa9/j970lh9mY/B+veN7f0zveveP6/u+/yeAD+g97/2Qvv99H9IP/NCH9L4f/mn98Pt/Rj/CpvDHf+Kj+skPfmwEH/q4fhL4wAc/rg98ADzwwZ/6uD74Ux/TT/408G8/qh/70M/o+973fr3tve/TD3/g3+onP0yZn/2YfuLDHy3w05/4hH7uFz+mn//UR/Wj7/9+XXlkUTHckVijmLaZTYIYSb/BpONwF0g/C7eb+U+PWADmEz0LWkVQt84/bYm24CVLfD77PF2ShkpMlCkZ2eIoNVA7rvEDrsTAtVLTtgW8qBUtgAOl3XShffaH0ggxwrsNFCuJgocBIrCr0wjIQTDm6ha+yEM+EV5KOc6ihxACwWuaEuWj3TrEY5mGQztxYx7gRi98SiTK14WioJw2wIp6vMC6jSOMSU00qc/hhWCK83A+D25FzvN5347YeSnN3SmD45baYQEnSgegYZ86G0QcCOOtjEL4zX5ca6C2kA2ObwlH3KIELfVEBBuKLtCR9WyHIyKwxaQui/kRnJV9LPruw8TCOzMzIylwQhp50zHAWXBTxBMRfFV0PAQ/ZPEaut9ZyBrSzsyRlKALwsjEcZQjdxRVV21UBUS6Id7D69jhxHW7P8RRaoT/jozmT7swpQb7Gw4bDQd7ABwvdK0GgyFO/1CmaWQpQyll5QrHbqqr7sw0k7WdmFnq7+BMtXLZCLeD+ER2y8+CHG2jOiV1O7U68LBeFufnOaHO8kZgqjutfYv7tLi4pLrulLrqTldVVamDLiNC3iR4w1H+v4XtbeWUNc2Gq8eif/b0aXXZgA2sN8An5fhL6m1uaWNljevjAWORttPm3tY2vLbLhnCIbs13G9z25qa2t7bUx6FoaX8Zz0qKABwKHVgVhGFAJjDE6IsSD2XT7kKhUgQhQETP9ZhklG96QR6ix4TUZU5xagJk8BZhCPe+xhn24iZxl3bc+S8UTP9NAtXxXrpwyWiLZdFAFRCtbVs1OFwNxuR2g6Gfk2YZOzPT05oa32DZLnKqlFI6P2awOc/tKsyoIJIyY6Sqa1XYXMpZAb3L5MhymHJShiaBL+U8rpWw+1a20bvvvlu33Xq7jh7BIenOwDngEcqZciHSrSIAWtLaEW8YeMQHOJLncMSfeeoprbE5HpYB2Kot9taT/+nTAU5l63bS5jBQLimUIgEOAdJUgxpaCVqhGxG22HHDxmNIPUPG1wgGMn/zhBX0Uk27pzpTmsH5r2mn8YuMsyOHjmpxYUm56kqRFSnLumCQQNLgILRU06Bb2sPYDSBLqiIK5Egyv431Df3Jn35ey9xO3nHnPbrjzrtU00eIqBbauu4iQxdegVO7ow1uXzbZvK1ubGobnTA9MXdIMwvzeul99+mhV79GV524VlOzC/ra1x/Vo994SueW17SGo91lw3TtdTfoMH0xQ36mX7vYxDQbkUOHD2j/gX0aov8G6Q0DTlnbGKpNTHgZKAO6Fc0FJ3lQ0QxFEA/w5CfiFZ86h2psoiJOtLS5UihLLlYgxnGHtlXzcQjaanRACang4ZVcWRsa0tcD+q/PHFOADcWADe4Qp36ImJgI60NWw03TAId+MAg1rHEtZc3MG0/I0Mm6Hn7kYf3P//V7+q3/8t/ksjOzc6qZP1sqXV/flH/FdHV9TevMa5ue18Dnbq3puRkt7NunOebgDvNmlznW/d+oleXrDwasGz31mVsH2FfLRqhFnw0wwM4H2GEfmXuEPXTeHzQaIMBgOFSPsjvY5Q4bLm/SHXfYZy3o02avfUPsqaGfdsB587VNmS3yuETj5lBa51ZtfadlA9VqndtFwwbGss5t3iq3eiubO1oZh2tbfTaIQ5VbRda83RvISTluBDeIb/TMS2w4W62yIVvdasvGbHW7IT2CtZ1GhhVwy8Aob0hdQzZmA62BW0eudXitUZfTa8i6auD6c3Wjr5X1HpvrHZ1js3cWOLOyJcPZ1R02g4aezq72wQ10enXAhtvQJ+yTHorLPOpKJTyz2ujMWqPTwCngzJq0vEHeetLpVenJMz09+tSGHn9mSyfPDXVqdajTKwDlzq4HtBlIyJ9oY6W1Xg0QetPXy1ovkLTB5nCjl7RJeov41qBmQ9rRFhvDtW3Kb7Q6S/1Pn97SN55c1dMnt7QK//XNrDPLDW0NbfS66rXTGsQUPZtZSze1ubaqHTbSZU5SqA1dAKC09yFbwkY1eQpikvgnhq3LBx8zTYQTKBmkJyFRWoCkiGLaEX4i1iRMVV0psxCY0NAwEBxGuBAxl2tbmMCwNbRMqCiBeAseCiMBYiVdohLFI8JBAe19KAuHgp+Ee7P3xt28venLxV1ThL+moAK1TDgtA3qoIW1qJrIxSZpiF2I3VuQpKRdnUmiYCEZtLNhv+jOp+jkZWI7ngucs/MIy3ayLjXc3DQvHCV7Qi6oLnUOLXRL+OAHSgZPnYYIJka3EYlLhGBvaplUPR2LARNpjwl1nst/GOU4548Q0ylVX+w8e0dL+g0z2iywO3dKvwcLm8hEhr1YNfdYygVNIeMYSEzQ5CiWlnOFTq2LB7XRnVE/NKXfmJE6x+sOsvheptlKfU6fN7YE2tnpa39gBtrXJYr+902cSGHASS8gEvsPJ2RYO9+bmtrbI3+kNaIPzASb5HgtLQ71lU4PTEjgRmXoNVXdWuUv9QOrMqI1araSgPRFC7oHEgtWwcLUsQobAhivyxcLVNgN1q6Qp2mKnaBanotPp0txWfeh7OChBq/3rWd6wdXFmhjiW1m/OWTOzM/IfmR86gk6X9pdJ7tSpk1pdXZE3bS4biNGjD9bYePQ4YQwkDHgO6J8+i3CQ36H+DvOHh9SA/usxSQ4JAzo0TuvH30gKQDTOeVLID0mF8VBKxpmO0C/4iFAEICn0Ah7TQshbiEnKYNsYRQqaTwtc/E5wLh3yz1h6pCMGI+NEzosH/dMei+ZJZBcwETh6bpoASSRDwiKnFBHKKZeN6TSO0RTQob9s/1VVK2MHEfQqPD0/9ui3Hdsx0Mcp95gM+iClLD/n63EfJaOKEMYPGXMDHOGG8RfkVJSbZVP7/1L330+WJEl+J/hVc/f3XvCIpFWZxat592AoMLMLOewtuRMBICt3uPsnb7Gyd7eycr8cdjEYgsFgMNOseCXnmZHB+SPutp+vvXiRkVlZ3dU9M5heT1c3rqampqamahYRefnyFV1FxpaXl9Xree3VZf2Jfm38WSez9AUJtOIlkjGgDvb29ezpU+1u78hpbFpl1pP7MI1ed3aSg/ruz5AUAq0qPon+UwmDuXN+yI9pDTpMpheZHh0eKtDxCTw1VexwVwrVtMJ6lTBqG3ANqkb9qqcmamWMRPNV1GmJt4zZeIWukePgy+AX/YQVapk7ei/0JFpVasBXg8tra55Dgz/4vT/QB9xwrC6vyo6OUYmaGRihS46Ohxqic5qmz9pd1NLislI0ojt5Li9cuMh6XtUl+P1f/Vf/jX7w/R+ph645ODjWkyfPHa7P5wAAEABJREFUucUca3FxRSsrF9XrLWgBx2OA7hnMLemNN6/rt3/n9/XOex/INyQTJfkmpY1KXeoBNdBICah6CnRxVQ9Izqlu5lQBJawGqkpZX6nqK2ibaGMIxlpBr+MJXfgCGqXTNgFPCqRacVonV6bB/ddqg9CgRu0pjNDbozapRW936imiD6P76LBak0kt5R7QKEVPOVfEa+pU8k3X02fP9PDhI928eQMdfwh/FrSMI9FnPiKSjjl0efb0mba5Teo8z0CoUh9H1DxPKanpNaqaSgldbAi6MKgKRZWkkLocQFLHrYdpmoyhDSN1NAqNMcDZ8qCNutAXgHCgupY2hBmHyXmhWinRF8iTEmgByjJ12kkw3qTcNUBfbQt/HIcnGT5lVfRvfFkTZNMw7lp1ylPIDkVK8DEj9pk9sAOITxwXzlDWybjVkLU5artpWSvwhVrTAFAkO1MT2tAN+bngajupY+2WPNo4bbq9NoKRZMByPKHOmEKD4xPoysE4kQeYWfCNmYMJa3IMnOAw7e+fyHBInO2XOgkeVPAglXjbpULjCIEe4ugMGUPB3zEudJzX7jw3gkusjUzdY5yf4+NWJzhHQ+AYT+7oNO8Ym+DkDMY6Kfv/UIfs/wfIykEJT3RIvm2FY5y1g6MRDsaJtnYOtL6+pY2NXQ7tOkZca3/viLxNPX76XE+ebbL30taO186RNta3tbNJXWwQy17WN3/itGrQi+E0+XcYmBrD16CMaVnEy+URId4CLknBNyKUc1tA0ZEjKrhEPITgCmpGEDeI+pQgG0VgI4IcgHrOo4g3XgGS5c3UBbLOQn3NYwwumoWOGyJCESHxFhCP42cJ0rzeELwZlo0ASvOsDWUiXYKzTxZDLBgcJuezEMxHN3Ny2iQUYSg5v+InzupHxCmebxAqztqVyCvJkve3/jAh53H8wj5cGIoIWsQ0dBwgRR5vAF/7Tgs9P4aIwGgfandnRzs724S7LNYtDPoTcFeam1/S5SvX9MG3vqtvf/cHuvrmW0pVjXKZILMZ6GRDiY8id0qo1ECeK/pPkcABoMBqDPAeiqY3WFDNxluxCRtUDTTuKpSrdDzqChxxenPIwt/ntPDg4ITTryEb1BHhsY5wOA4Pj7W/f6DdvT3t7BHuH2rXeS7DSTlBEx8jP0co4gNw7qIc91FGR2wUx/TVVj1FM1egwvkINtWA1prNtq5iOoYOU6CdqMWRmGDUZ+Ie38H2lk5wznrwrYGVdgz2drZQZE/1fP25NjktPjw4ULBRVVWtCPAx/oWFJS1zi7S8sqqmaRRsjgNuX0Yo4cePH8kG3QnOxvHxkVKqMFCWVNeVctep5VRtDA0dO0iDw2gNMMQgGmOwpjD+JM+leHp1rYZxQJoMiQ9viVP8yptP065BlCCoGRESEBEEoenj8GUI8S/EdwZTfGSVvCQe4yB48UI9isr0zmBaP2gzBTnmdjNwGnD+N4WIkM7a6Fd+MgrnBYgUYLqnMfAxVtIw3gVydxXzZkgKOR0RlEljHNIh89ciQx4zuUouA0vHRtwyrxPm2GBHRFSI4ONy+uiQ5Uw9khL5ZNFtZg12Gho3TrI38gn1jGOMRbW9va1nOLTD0Qgjrac+zo/lqqOx67b0mZEt0KmG7jqSJsjiwc6eJsj8Gg7L2sqKejhKmXU9gfbShvbiSSmpQs5mkFKlIC8BErRTL5+CeDzeApRtPt/U5rPnysgvrc76r6nXA88xtxGb6+vT35Pi1qWDrhbn6ujwCONhWMauCHmsI8bnddCy5jPj95iyeUXfniooAavk/acyvamWeT5EV7z39lvqN7Um4OjgRUqhnd0djOKH+hKjeHN7Uz7h9ppdWlzU4sKilrjh6PUbJfSEx9fv9yQ6cXyeW4wr3BZ//3vf17c+/LDogwNO7+fRoX2M5qrqMRdzWsDYGswvqoeh3aAXl1cvaHFpRVE1yqqUYwod4Qycp6jpC2AMVCZeScQTc1TVPWg6BfKCtoqkZEiVErooOZ84idI2IpVQ1A0gUTaFWqWuoKMLmZ1dDuoa3AZISQGwCijv5FBBueD1NEWMOIa2Zdqyc8C8fvTJJ9rc2kQH1jhrF7ntWdXFS2tau7CqwdyAOW319Nm6bt28o73tXSVo6Hlspo+4oMd5QdqgSKW3lvn2DUaL0ZBTKENbR+tJlzDCa2UcAuEQdLRvMbS7DtoYU0c6E06BMdEmwCl5LEnlyXwLZHJD0zb0Cw7jmkJHfqecqeumUT6KCIG+AKhJq0BVMQogQWcEdQHXAyUV6JfxZcbrvtq2K3LotUsP9JELhPgXxNXhYLSl/469t4PnBrFuGSW1TFSnTNmrIOfhTmZwZOxP37J5+AEPNYMwlg4+josuG4+HzNNQmT0S8pnLpLoO+fc2A3oiJEOW++ULHV5fGeYYJRyh2zHtJ3K8SkmuL7eTH7cjJPCatgPg9d2hszpwdF1mrIDLO5V46zzzCRhbl1pfdZ2GHNSZ3roKDg3mcHDnlfNYe/vYOnvbOjw+KGOyjh1y8HPIgcgIB6ZDN/W8rqoKQvzSWRmPsHOk0yiRb/oyuHNVy3jPp4k7z7VeBxSbPUAHZECAa4pnFkrGwVflIRERChIJxjskyq1nN+EjBgIiJocyTR9XSQzOYagIgQuCPCHwWRYTgDLQul0wIYL5Ih3Z9YJockqzx1VEW/lDaEFgFpyaVSkhReAutSh2SuAxhCIACZpPIQhP81QeMjQD45i217k8zZ7TIppTmuWwjMXl2W1P4QXhLqEe+F1ZhORETEOiv+R1PcMvqXa+2NXPA2VOErzyvj73lUq/NOmhRISizHVQfwZEZ6+zZnFCJw1Ey1viaLEyvyXnxceKISNrYzZzLzQvzCMW297urjoW6tz8vOY4xQ+FOhbwCZv9IcZ9xoiX84CUWIyWNZQW6xlZYDEwR+geGZqQKsZgEPLaIY9R91WBd0S7A66b93Eq/GMLuzgNWzv72mST8Z8LPCD/kHLDAaeGB2zcUzjUPhvXPvUd7hbH40Dbu3vyf0Dmtlu7B9oivb61o6fPt7nG3dTdx+u69fCp7jxa1wNONx6tb2oXvKYjEhssG3JmTBGhHqdofQyJPoZFr6nLGGQlDq+Esm0kvf3mNf3uj36kP/r939e333tX89QN+Hl8eKAhjoONmBEKzIvKyvIEB8F89Umd0/4F8kePHuru3XtyvKVtqhKYpSMclkPGOMYQCnIGvZ4qyjJ8Ho9O1KJME1W9qfhHq0Yoxw5+5pwlQhZrmQtmB65LDqOMTeRLLp8C8fLS7nxoPCUtRYQkAx0aG2lenQdRHAzUgFYimZXYeAxBSlQOve5xv1Nw23Pdvq7yP2zelMwp70xJSfOZEe2QJGwoPE6s2whGzVqycbuFI7r5/DkO/TbO8j43XMeIVGtMbqLEhC5g0K5duMDJ+YrqpmEqvakaqOZ17KD0kZGBFpioBX+G1+Zx0+upP5gTzOeEdMxGOtEIh+QpxvvzjQ36CDW9BtyVMrRNUeUiClVVqa4xZt0HG7vnY3lhQRdWVzSPISjk0w5JRr5Ma8O66EGjnfQqVTKkirBK9JMgJ6ZhSiKhkArMvk+ePNanH3+iHRz4Dv2SgdbrCz7SQk4fcqDwnBPvTz/6WF989gU3MOvU32F9HEFOQG+PPirBAgygVhPoboHsDIxKQSsVBaMJOualU2JHa3w6jnE1Hh1r/dljbiQe6saXn+snP/kb4o84FV3X5198pj/993+iz298Bq86HI1FbjrmCvlehx17tmKiuoF/0XL6eqwR+KSsqgoODOa0trqspaUFPXr0iAOJdXlNH3Eya/ChSV03qlKtCc5Sy0lwDx00jwMyaHrkpym/ssrjtQ1rwB6kgzKAMl5N59IzRl6k0rZKSbxi0DJNBULkhZguuQwy5X02SVTrJHhjCHiTge407TwYKENGD2b4axAElTWO/AWtI/gSz8hKpq2TIszU8xgNR+jGddbBMYbg+x98oO9+/7v6/ve/o7n5gXb397TBodcE/GUuzRcMyCP/CCnQwaMTHMWdrW107LDwQDAgIXNRIQfQ0NKX+SE67wQ9DDSHZz2ghArkB/nZ4LpZyshJps8OMK1UUaKd+SLqtOjbCfI5wZFvMbI7eNAx/9njLG06ZfLaUjaCpLEyRm12HYz5YtyBLGB2VVeq6xojvVZVMUen4LKI0PkQEiEY+qC8Q/d39NfRnyGXsFVrmtqxOvoX9QyZujlPSl4mv4N+h+ehg7aWdoZM3O08l4aKEVT0DMl8M2RMgUEp02/LOt3DMd/YWOcA4EQ1guR2wdwnNyTswJmhw3gztLTdSC/G0Mp5gYy5XTsZMp9H4DrWBH3VQW8HL9uCo5MYd6bfKSBZrO2WG5eWkCJ52A6nQDlNqK4W2RlzUDHkAGXMHjliPx0hdyMOaIbcth4e7mNL7GuCzvDv0U2o75veQ/bfzjJBulJSnWrBEr8qkRLLp3GCX/JGxFmNCMdfQESI9yVICiEqXw+SUoF8Ggap2Wu6HA8VvI4CEdN0oT/I4E0ZjgWYPAmU08CNO4r8RhmmNK2dSbEWlKdJJpO6blTKySyF1Ha2RG4UcEyzhzIjQD6gI1OugqejLfz2PJZ0Jj2DWVO3CScoUxYKSzoLiarQ4oizqUk6Isg2MEiKMu2kkACj0exxPuCSBOejFDo15QHLW6bH1QsfiJRSPhF8SH+TNyIUEVR9Fcj6BW9ElHYR05AE7zQeMQt1lkdMf5sHjDTne4Y7BHJJIbLElyjfEE/5EJrvokw8L/JIKOLltPOsUH0y2rFSvUjHLFB7/V6IfQwZtzhmIW49faJ7X36hGx/9XA++/FLjvX2tzs1rsddXD+GtFchCpwo8Vly9lDRgY+2zmaayPMiNWlw46GjUamNrV/cfPNK9+w90594D3b5zT7du39Vt4C7GuOEh5c9xELZwILaov7O7r729Qx3ghPjGw5uXNzJfs+7iFG1S7xm3DQ8fP9btu3f15Zc35L/o8/HHn+qLG7d1m77uPWIcDx6XPu/S7zNO1Y5wqjKC36KAurIWo5zwDjgdNiQUa4cCTwi6x3l17YJ+6zvf1T/63vf0/Q8+1PfYQC8sLalBZucwHHpsgjbMKjaVCPgCLyJCHX1Y+e3ubmv96VNtb+9wM7KlXZS4qDPA2UtsSkqVEmkbjUOU5PLaquYpQ/g9ZQIV0Qx0SiRSJPJCGfxeMg47xkKH7HlZiVZRIFNPzBOhK2r2ZCIdZR2hCKntF9wRRMTjEAiFE8D51+2dzpQCVOElHjJ9QUznnqJDsqDjBcBavfrEqxn/UGlodddwXGbbNElqlnDoCmUQ5BNaT5l+w5gNbx+H3g6lnRCH/g8jD3H0XVYhL0uLSzgcq1ok7CF3nn/j6FhPDkufzLPg5QSDbIIh5HySCmSlP+hrfnERA26OW41BcUDmFuZ1/fpbun7tug4x3Ox8uJ0CqpiESCHDdCKIx1SGLDuDfg9nuq8xhoV+iFwAABAASURBVN5zOwms+09+/nNtc0qd2SGqVKnQyFi9ZnT6mE7TZQjyIoLuAPoiqUjSGJm20/GY9ZgYX4vOCWR3jIFwDJ3Hx8c6PjpURoZbDIUt1vQOjtuTBw91785dHcE34zIEH9MSIC5yDx6HYh3L8wL+zNoV6YBuQ8IYDPJq0iccFNy88QWOzadqMXoW5vrlNDQwlgY4ae9ev6Y3rlzmlmNeNQ6L13ViLFGBCZwTjKQMvs5GUuGFjaqMk7Gn+/fu6mc/+5kePHxQ1viIcZ8wHjsde+irYw4jBL3hzZywxUjKk05VBGPvWLuhJMAHNqoUjNF1I2uq5GkXBaZpyFEHHvM+k+gY+wxa0qazGHspqwIYhmxzCANQ8IJOlRlHi9HXnRqlLWHnMcIv44QyTaGjUwAeZ5cxdhUgO7ICcP1MueeIXGgTxmDG6O7pRxzavPfBe7p89bIuX7mkuYWB1jee6XP2mGfrT7WDA9LA/yX06g6HUc/Qlxvc3G1uPC9lJ9wIT0wbvLc8iv4iQsGgLJcQIEMEHAzyQzwZEvOMSuKCpg6aAHiVDdArBf/40q5EJHkcfBwjyLQzeK47dbQhRX4H7mmezM9TiAiZJkMEuAGdwmkghTQFaGQsHo94OnAYPH+d59BAXnZIv26f6TUTJ1CkVPqKeBFmhTrk4gwwqH341bG+DGXclDMAakoRoQQfI8y7JBEahw85Jsjo8dGJtja3VBxAZNj78Qa3l7sc9p2whkc4JpOio1p4O+VHiwyNcZLKGCC0Q2aCMRQ7gQMMjGAcjxN5v7PD0VGHjhX8E4+HRxPwZU1YIxPG0BG27mc0QaeMzmCCbhyhcw/29zlE2OBgb3vaBsd1Dxp907qBTlnntnUXm6Ku++jMeXU4MieMB7I04Bay3++VaZgwnmz+nNJhXk+BjG/4RsRZzYhQxBScGTGNR4QokJ/Q6/8l54cUEcAsDL3+OZ+fpfNJSQkcmk60E1IkwMInHurzEuGF+7MBd2WRsPALtqBw+lLlNDINpt8X5efTBRcZHY3cR0k7biDfeQRn7xkWlxsQjlLHM8XElAUwy5u1olEkL4JaESQo9zsrPgvB59JQqMy2JKMV+USnL/FCIwtvmvG3+0aEImagc/FZ3suhfsljXhheVy1el/lS3vmW5+MvVVL4HzSLUDxOy+kg8Q3e81UtQy3KJym0tLBYwMJ4wqa/u7PFgt3QzvamDriKzOMjLQ+SrizP6ztvX9Mf/fZv6Y9+93f1rXfe1crCgirkNdAMViYNnTQIcYOjUUXFRAYKQzoZZe3sHevZ8x0929hlo9kCNvVsfUOPnjzT3Xv3dOvWLd388qZufPGFbt34shgaT588RYFsahNlt72zp4NDDBMUyxE3Ckcoij1uPfw/gT9lc3qMY/HgwQPdvXMHJ+Y2J5lfAjd0//59Pcd42cYANI4dFJB/JOrZ03WtP9/AMNiTFaOV1hjchS8eA6ePDQ5UZ6WJQqvh8Rs4HgPkfefhI9395GNt4uj4Z/jXVld1gRNrK/MWhZiqSpb9iFBE0DKjAMfyBmQDJhTEg7xOnov+3JxWOGFevXRBfXg6gZ85hRaXl9XDoWlR3sadyHOYUb49lHZVeQbB5j4wROSHteK1E8QTC84GRkU8iM9gGpI5e2nPK/EJBaHKExFOFSgZv+RTatNmVi3COQBijZjMsn95SDtXiqDtOXDefw4ougY+zkJYR7cM4jSPBCwm7UgpzIqAVkWZz5b5iUgYWo2qulJEiAa8Wb5pPMTo3cOBn2B4+xTUm9vuzi5rbpsTwKEsQxPkyHjE4zoN8209a1ROV8hYSkmpquR0SpUqnNdev6d5ZMg3KO+//77suD5hfeyzGY+Lwcbe4clIUsvJZNnsUbgdcMBBwx7rZH9vV49YSz/5mx/rJ3/zN/oYI/rTjz7SFrcnE3BMkEcbIqazRY+0yOuEMVtuW9Iud14Hb+CMhNwqJPfRNJUWuElpWWtDjEjRbwe+9WfoAdbuY9bWiHz/IYW5pq8F5H+IU7KHs27nfoBz1rIePTfJ4wd3nIWhcDqkOAVBQwBVIu80XFpcwKGY08b6M5mGH3yP0/fvfIcbzPd1mXX4X/ze73G48F0tDeY4VKg0j3PXYAxXTa0eoftw/1Wq1B/01CP/hJPU+w/v63/7t3+sP/3zf68vOKRpyN+FlxN44jnqQ/sJDl3LeB3vccCTqkpSaIjhdoBj1cHHiKQ4/YefUBwRT5mQP4PjhrIdoo+cZ3osHypP8J1BJg7wMnywgntWRInnxDqoAH27f9nGwBjrwN3RZ8FN6LTjZ/2BMzN/7tdh53akO+ShZcwdkMEhJsO88++2LSCbx8OTqc6l3vzivC5fvaKOdjt7OzK/trkN293ZkdeHHfbtrS2NuDGZYx6YXswEOqYvLEbinRL4C6R4ESevgo+JMJXxZok+TOeU3lz6zOAx3R63Q2pBLnhSUoXQVMxPqipFMiQJZFmWKNDJECIJTEOrYVYYrCYtntPA+YZp3axpKB7HAWJ+S3UmN0rEOVOYpqPQ7LYJ+hKZE9aCf0R3xHpqGQsdm6gSlJbUMXbT5KnomMeWCC+4SlXqxsvgvt2Ouq4f9OU+Sz/IqffFMc70BjdYPkTz4cYhh3hH3OpNnY+JHFrXtZYpd2ZiIKRjzt12QvvA2e3akXwLMUYXZvoL5kyCAJiVlIgliIS+LtSBx/NknBP044SxF8ApGtH+GL2xubmBPXFXd9Ale6y9jI4DGzp1oiH0HbD/725vc1N5IusoOzymO9PfAraQf9zP9cfQl8yV5JR+Qx7T8iq8jrQM5dP8aSzEdE4z+KaqqsgIsXqUGKAhIshL4is/JAkSzCfgzZ68onGcCD68ZJJ91hk5X/vO6jm0MHqy3dDhGbzS2nWdxdy4agG5Twq6EmYhEyU/QzDZcijiKXmMyVFl/k3bndINUteVSPOW/iWnZIQljbIwf3yS4uZnoN+kxyMzvEwTQ3o5oxBvrp8Hc2CWfqX6a5OhiJB45VCO6CuPqTFmF7xcI5iCjNE7QW+3bJo9ra2uaY5NdszJ3/bWhrY21zm520EhHEjtsd64tKLf+dH39Ts//L6+9e7b+uDtt/XuW9e1trRYfoUu0y5QKL3ExpwaKYesJMYoB//ytx2Ezc09DP0tHJADHXPzcTzqdHA8Aoacyp5of/+I689DwoPyi602Cp5jGGxw2mWjZBOjx5vSIZuzjahdDLctTsc22aQ2Nzflnxve4ip+H+PpEAVzDHgzH3HSOGSj849BeXyIKwqn0zGnq7sYe1tsaic4MhM2SSsxK6OMzKWUOP3oq2fDEQU5aJIqGq9zWvv53/xEX/7kp3p067b84ygXL13U1TeucnK9zGZVyQageV76RoFN++1kxWYHo8YgacBrHolJmp9f0MraqhY55asxZFoadxSYFoOVeKZvz+UIBesbqohQBHx25jmI07jDRDwpUN9Som5ESMA0LvJKUuUJKfin80+cT7w+DjpNgcrTl3QUcIsoH77TShJRncVJEOer2eO4YZb+dcJZ+1n46+CY8pvJYR4cN/xCPFRNVDCwwIjlEpQ5Limh41OBFlkbIZM2Vk+QzxHrp7PRQF8Kls/0468iQlWqMHh7WuRmwzI0xy2YDVcpyobqtpZX0zjCMHC+N1T/aMsQ/C5zH+43AgrpQ+5LkqNBfAIN/iMHm6x/r7N11t6Itu+9954+eP89jaH3gI28Y7PvMJy9VgyWzxLioPvk3n3YOOjYEIzbHUSUmHrI9g/QIRcurGpnd0eHOGCm7xiDYYMT7cePHskn3IcHh2VcltMEvQvzi7p06VLRUwOcEYG79ME6hXTJnRQQT8jdMR3E/eaS9nhNd5VCFfvuoN/TmLXZMRc7GCI2UtafPdVjHK6OsfTqWjY8KpCBUXWo4HFbOxF13aimTkX+Hgc0j7jd+MlPf8KByrrefuct/cEf/L7+yR/9Y0VK5ffSrGNG9Od5MC1VlQodVZWY20otDp1PajV7wrOi6bk+a7/ss4w7Ax2yYsiEBeCD59513DzgWQJC/sd8o48LnxyCNyiTAvm0jHbsA6cAPuPtSh8uyxL1RDtIOK0P9c4WoaYR9z0F8JzisBy0xJ1PT2WsPW7JE+O1zEQVGqNXe3MDrXJoc4nbj6WVJQ5bFtDNR9rihm2eWyg7by3y1us1OIsLauyAQ0zHvFkGIMoUmhhZLpheGSIYO5Cmpa6m6TMdl+l6HZQ6bgfUqVJTVapSUgJpGMiPCBltCRwlEhFKyfWSIsiEN7BNfuiRYMorIqU8wnVU4nxLGEEeEEEog8rj9m6dmWdnuJ8I+Mda9F7oPezgYF9jTugtA64v+p8CLU5RFRzgzb8MspDHVh3zN2NcBS8GOM6L6CD/CHCAw3PhP15h2yEjMy1zMoYm64MyP+RFBHxx7ZCfDM7MfHaTkQ78I3Y4L5scDB6yb0+4mQjBP+aXzqfkE5+2VHky6QxeQ3saQi5kZpyJIY7rnuwMHeOoRkSZux77rWkfsOYTczhG1x3Cr02clHXsiiMODRp0U0N5RV3bAiwK1ndVaNdvzGNOJKgBZsJF6pRRJfbqBxYoIgrMylIwmRFBOhQwpEqJEOGNJGpq9kQEYpQLc2d5s9BMp9C2ueI003lnMMs8LXPgso6IQ+aR5uCepV8TklVe159GXB+gsfO8HjIfktBoNsQpLYQei1OlYmnN51wiJIYnP50YJ+lsRGQQBd+0n4gQL7n/uV/T+nV9uszwdeWzfNfpSDj8OqD4V3rjV6o9rey+xZruzhSLF6EXsTf35cUVHJABBndPfU6XlnAslleWtTg3rzwc69m9+7r96ad6ev+uKk4y5vzjVISBMZy4/qyYoKlSzOo4aWjZWHybcISRf4jDcHBwxEnIRDkqKdVsqgkXOik1c6q54oyqUVaUn1Pf5zZjkxuJJ48e6zGb+iaGyTEKQshTbzCvqm5kw8inY9vc0uzsbuPAHIK/LY5FVJV8euETNv/42BgjasjJ6dRw6nCqjjWErrGVNU4Th0yKCAWMysiygIo1uTg/pwGntBWU7bsfboJOGAsMVAMN/lO2Dzhd8Y+BLC0vaQGe9QcDilsMq0MdYVzZ4PCPCLQo3IXF5WJAWm9MUJwjnDN3mqq6OIOZ/udwRLxJH0PvCTROONFJGDk1/bm8PVXwHe2dfrHZ0Ph1L5U8rhcQSnQa50C/5hO0C/AQfOUNciKC0leAPJ1CRMhxvtBEVI45lGD5OchTHZf1S0O383w61K/z0IebWQ1lf15BNM1zjRlAs9sAifGgxVTmhrYd62PE+vBmXIC59KbcsgGfsDn6hsGn4A0bXr8/UINh1TDXTa+nmrBCjiOFemz6l69c0bXr1/XmtWtaWlrC0BjJhvsEGfZmOaYfO6UjnI/NjW1uC7dVsaaW/X9SgEvIS0CThxPwOUGraRlT3z+CsIkDb+ehg7YJsvrm9Wv6/ve/p299+9u6Rp+60J4/AAAQAElEQVQDaDBf3Y+dhRGnrB04rT/Kjz8gl5bNjvZyP7AnAKdd12ttwNrwuEZej4zfRv9jbjk2MEBMX8/jBxYWF6WEbmBdrHDTePnKVUUkFUcNeo85WDAdpRv4bhoc99x0pok8ulbwTyw2l7fMhevc5/Dgs8+/kPNc/+aNG/rr//TX+ot//+/l+M0vb+gJt63mh39Ew2v8mNtgr8URzoPpjAjmqpbb+2b2zp3besoN6O9yI/xP/8s/0o9+60f6rR/9SN/+1rdk4yxVFc2y5jC0PccpVeox556DDL8m8NJ5NfUS444IZf+DYPdBR6wFBkXacecZxJMZbwcOy5rlKhN3HZrThtdtqEfM3ADgSpSMaTXKeZXBcwYuhm/h2tAiwhcgHmjhq9KQOK+ThkLXLN8ZEJKYu4ox+6e7mlSDDZnuDWRdd4Tj+fTpM/TfuNwcX7p8qfB2H+Pw4HBfO9x+PGM+tjlYOvbJOkbqEeGQA6MxMm8ZFvrasm163Vei3wDKa9qgp9A1yyAtwHkGQdEMgngFvQl6K+ajQEqq4EM6D9RLMyC/SqHa9YCQKDHHJUeCT6KOIYLUDMgnql/0mD6PMXufCmmMDD59+qT8SJ/Xj8uS6QUJxXI8wCvAQxdPFAhygtgvepE68wUZcr+m12AezM3NFfm1jHktz3NYeWF1Vb6JrFIqSEfIsY1+7/tl9OAyn01jZv35Bq9X10X2rQ93OPzzvJ4cD8UUAlDsl/5b9Jr360wcEZLpKejoqYTI6wScLbZHRzzgQVP3tApNV9CVpneCI2RavZr6OBaGDj21ha7b5sBhMhkr1dCeQhOQDkcTbAjyUoKPlcQaoLvfwBcm/QKqyixTxeGr8pXgFU2TQgClwWAjQtOQPEpUQDAALAREyjv9nDdmVTZknT6u3cW0luOn2XLcMEtTpVTypJbC0wLzu8Bp2oHbFaBR6ZmJQhp4yeXVaQOKXV0mPU4T2WXOkB9XdkEoUaHcZog8xp8RHmQJmjqlVBXcVqhE5IfqMjj+nw8yXf0yoMpX3te1+Uql/6wZqBWZgTWLP1WVhmz+hyjyQa+vN954U2+99Tan92/q4oWLWltbYxFfVIXxsrOxpTuffaFP//onwI/1/MFDJa7jB2wiPSX5x6wCBdFhsIi5TCkUKcmP80ajE9lAaidZQ5wYOxb+k50H+4fyn9kTcx1VrVRXABsT4QRFe3iwxw3MFm1O5BuBN6+/pQ+/812998G3tLS8poOdfe1u7ci/BD9hE7LMNIylon2FQsloszEOy/Henva53djmJHdnY11H4J1MhpDasm46WTGp0D8up7v+a1XteKgBymoeyJySnBzta3FxQW9yornGCayNP/+o1R647Rx19DXAUTGP7SRNjbOhWpSfDS0bS6ano585Tq2vXntDxxhR/v2UI5yMLmc5LO2KYTaUeRARano9VRhkKSUFvLXu8JIqQLsMmNcvwFTMUkEkFPECyFD4A0TMYlJEqPw7HzoeLjOEIgyO66tPfDXr5ZxpBX8NszLHQ/4n5kPMC3D+9VI6n/4Hin+VzzNC4Dfz77n13DisqlpV3SBWWZ63ptdjHhvyakaqItP7nPp5vkVOVVV8kUTmsvU6gs82Uu2EuswOxYiNfYLzYkf+kHU7dpq6LQ5sSpX6GHNN1ci3aN/69nf0/R/+UBcuX5bpGLGR21HpqGsHwkbAhLVo58dG9gRcdZVYpyNBcHHcU1XJG7/pyChmG37H/pFHG/7INUtdgmpBawk1nTqP3zBB1sds9N787ej7AGEb5/3o6EDPuGG48cXnun3rpjbX14tBJcaezcBTfHbMa+R+gJEzYn1bX3iNFCeAtWNnwuvGTVraOrSoEFWLfmqhuSuZAWVJ3ks+/vgTffTxxzoBn/XQNobtA5wfg/+vjevc5nq87s/O4f17D/TX3HLaGfGP/mTGJONUqM+ByerKqlZwBPvMbyIvQfsJN0QVvPzWt3E8OMm3wdPrNTghSxjVrOUqQNFh5Iy0s7urAw4zejgiEAkGvsjSbI5MuflC7mvfIpMeMG0ydDltnmTSbnfWHsbMyksIfyCCKi4wMHcEggK3SZHksUzhRTwod50XoNLQ9AbRWQji05rBmg4M9yROmgr0KgxE9Pfb19/BiV7G4bupR+wpHTp/bXWF2+E5eHOiYxy+58+fybdxG8jIJqfUltcj+DVGR2ZkOSNfHge9KNFjkvgaGAx8MR8KMG+ZtOnKCK5BLz3UJ18FwMY8RjhMCvMiVUro3xkE8YiQDApaBYdeWWPWxQS5c1dBfihJhFTQ9AmpKO5pG9eb5YfrgS+MG0ghuXXmIG/EHrrP7dqdOzf0l3/5F/rJT36sTfYy8yxRMRJzBI1hHIbTPtxXdhq8AiKMMejyq2BaMnLTwdMx+sDyP0FvjFhrO6wTr4HHONiPORDcRW4T+Gr22gxvp3vckazPJrTPIOvIt76yneEflwvks0GnuGen3UcFzQ26ctonex7rcsKt44g1dIJT6rBFx9GUac6ygzAh0Rrg8wlycIROOjkZqc/hyAVsl9XVVaWqKjcgjx4/0s7OtjIHoQEfJ+MTjb2392pdWFtRn3U5Af+Qfvf29nXAASmNFbSHSb+ZrxeZ8q9Gm5lOi9Qy/zkQPiAiVASaMII4IFGWARhcumAiHc4WjEOyEGKdPVPcfHmndc+KziKgLHGqlFDuq8AU1axdCank+p3Dae3yPa1Og1Kr5PkTQUXeKV3Q7rTIcGGBIBXEAMp4pzhA4/FnMtw2XCtUBC2zELIzafWb8EIW1AmIr4D8WChmUDQtg3P+NwGqel6FUHnMr8IsX+aHgXrfBO2LOllVSqrteMBrL7gRJygTL8oI+XcKFheWtMgpaZ/NvpN0xKn7mIXprvynZY84pdjhhDKPWvVTo16qC3jIVkCFfnBHwJ8U4pVof4Sxv/HsiR5xc/Lw3t1yk+Efb9je2uCWY6iVi2zg5fccBppbmiO9rEtvXtbK2rIG832tXViTT8OuXbuuN4HLnGpUKK3F+QVdvHRZyysrGnBTs0K9BRyEMQpp+/mm9rjKTSjAeZyCQJaGJ4dqUTx1FeKFvgDE5tgqo/A6roFbnBIrqIojunlOaXtNpaau5JPYuunJfJrj9HKOU6A3OIVevrCqJW6H+vMDjVFuRydH3Mic0M9YExSi6D+zqdrwm9DHxUsX9f0ffE/L3JJs4Dj5dC9F0hEb7a5/DIUwh1Q1tWocH4epqqQEnTA0qlAmjrh4WjR7SpoPL5LHTIDEcZcHnwi+vCohEYen+adRuYwSB5JKTPraUGdPRFALmIWkZAgJ5r4AvfwwEtci05QCkQUKTfOJM0KnX8JBna9Ll7q0KeUOwfzrvvlcQ6/Fc8lzUfhMyuVdmeeOXk291EdGltkEl1dWmesVLS4uYVQtyL+HYeezj7z2yvxWEoS3tB+yHk9Ycx0GjOW7qRu1bLA+GXzy2Ced9+UfSZqwUTa9nuZxYo1rYWFJPTvdVV3Ww7W33tIl1sji8rKafh/0NryzWow1hANRSkCwBpLevHpF3/rg/SLjlr8+NFnWrZMr5G4R3P3enNyuqXuyI1BXOFUwqGN/4lWG/kCGI5jwU/B4OvRUw+beAw5xtI58kr23q/t37+gBt6fOm2Dk2LB8+uRJubm0ozRgXAesg0OcnBEnkWMcLht1sEgVY5QCJ2miDt60rOuOgqysSAn1aCf+GON1XMojglPWhiZJPg393ve/r2vXr+nb3/2O/vEf/pH+4A//ia6987Z++I/+kX7/H/+h3nn7HV28eFHLS0tqMaJG6LqmrlWlSokxgoi+W3D29MF7H+oP/8kfltuN+w8eaIuTVBvGwTpdxbDJ0HaCETX9cZgRqqDF8BlpG2PoHnrwb376Y20RF7QX/Ul/nns6JqsTDcSAeLNefUoOYysh/KASLyl4fr6uacjwqQN3i1x1yID51jFxmbqeo0z/0zbZmBhnEBpECGRJp/VNZ2kPTscpmb7UCWIRQRuAdGnD3AT5VTA34Agl+Ud0VlfX9BbOh9fFCcatDb8RsrC6tqoPvvWB3njzqvyjfj/0j+hdXFNKIUFng16sEvILOIdB058KiKfkUS/De9OX0b0dkNmHMrSIfKqV+hGunVEXcABeCMjocPOqY3xdqU9tqnnuvSYKuB15nfuhuKPdCWt3j9v6Ix8kub/SD3ip05Ke4nLao6AR+SWWJQ8t+CSgqkIGx1MSVVrt7+3o5pef6bNPP9bTpw+1u7OpLfbO/f0d9ppj6oCEqmJUkDLF7AjpOAWXfQXcrIA/Ao+Qz7F2cSw2uRnY4sBuE4fPP35pB3CTPP9o4iEHHwf7++qQpwTNQVPzxeukYX1WrJUqmCP6Ni/tQJwcH+qQ9b+LvO9ubykzH4sLc6yjSmN4N0TvTdibnd9R5t//sC702p8wF2PGM4andj7Md+f58G5je0c+wDvAAYlEn/Q9ZP/3WjS9+/u77K178HCL/ndUV9w+Dho1DXXhtZjL0gfrYsgh44SxOE8elON/azBvXwDDsJidQZmsX6uPFzhnOGY5KsR7AOiQUugSKTVzC8pRUR5SChVx9ESF5DbwQuVx/QJ8THHJRD4cn2Xl00Y0DCVFOK2vPrP8WbHTQNA/jXgp4J01BL33GmhTKYsIhaZPREzjrjTNIu28gDig5E3DaRV/SZ9vR5aHMa2aJMoMKRyXLMhJoX+4JxTxq4ApZVDh8FcHWsI73sIUp16GXPIpN2rHXez4N4QQ/zwe16d9EKYqyc7Hc05PHj1Eoe3ulVObIQbymI0q6kY9jIDlixd0+Y0ruv72W1pbu8BJQU9NVQOVahZ6FcxUgJDXQUqhCqirSnWVlFEoY4z+XhNaXV3EiB+o108sfml+oa+Ll9c4nb2gVRyQ1UureuOtN/UhhsG7H76jCxjqNvIbjH8rJNDpKsbSG29e0fsfvscm9S1dx9Bawfi/zFW9yxYXBprr11pemKfsWjEyvvWdb+uDDz/E6Liu5cVFNr++BhhvfcbYQGeVkpLBEo8zloF+k7TM+P1z3h08Ccq9lFc5Wdnc2IBXI9mwalHAI8prjMkBTk5VV3BbmpDfjlvsiFZWan2clXkM0MFgXnaGFhbmFRFlDqpIWlxYVB9nJyJKftPviQj7dwYcDXm5e+qzclmfpseyUcIQuVNwZFpP5YkIUBlIximU4FyC9FffV8un6Yg4xUd4vlGQOAWqUEfnIIgDkkIqMKV2SqnzsAIoIH3ewdAvf15q68H/8iavr0HX+Wvam8+vNir9klmMGsJUVcoM3A7q0vIqcj6Q5apGJgbM7RIG7erqqlaR17m5vhJ1acZLr7mTZXzIbaRP2MfcSkwwfFtOqFs2xhZ5apqeljkZXl1bJQSWl7UE2MGpKfNhwRYnlNuc4E0w9OpeXz36bbg9qKKSJTORb1hEHq+/+Yau40BHRJHDi6z1CxcusG5rDfoDrTCGtdULnE6vaGF+EVhSySlHAgAAEABJREFUxZppoccnmi1GAfZA2UiDGQ3WiCKpgg+9XqOacIxBacNlxMlt2LDDwa9SYHQ06IBaHYaZT1Uz7e0s+aYmaLfLjeIRzofxDQZzxenpMZ6IYG21Bdy/jRCHot+OsW1ubWKQDcEmCd5VKUFHjYPwHf2X/8U/1T//F/9S/7f/+7/Sf/nP/pl++/d/X7/1u7+rCzhqI8bUiieCOZTehDe/89v/iPBN9MWcCyR0Z8eYO/A2TU8X0AXf5obJ/R5jPNnRGOMYHtoIPTxSi14w74PWzvdJ8j6G3TMOYh4+uM/J7I52OHBo2zE1QA/9HQxtMb7Ml/Myl6nxApAXTaGFJkOHoWxwm1JCvnF06LIOOlocuA69nqmXod/Q0R/VGBaYHTHXSkja/VG3A1rmaMIJ+Ji59C8ITzDSOvjF5J0t2QTfEu0rwgCHlzCIGVRWlSjhxGQMbyw3pLSELvzB93+gd995V5YX0/w2TuD3cQ5/8IMf6Pf/4PfkQxrn+RZ+gLwuLiwUHVl0bAVXed2ugxd0NP1CeuEBfDTtHbRPw44qGQoB08j4aM6XF3pNa/ZY4b11d0fodNAiIpRSSMSzxLD50ibTxwS+HONwGEQ6AFnO6TcDVJdO68plRXPT3gWgjIiCe4o+K5KUGBtLQOyeGnL677+KeHy4r+vswx++/46uXL6oJXjRY13LuJlHQVuVKqWUwJFIxgvQ7CGPaHabU4A4pQhVQW/I9uhkKBv+hhGOc10lra2u6m1uBN9+6xp710DD4XFxGHp1TXqOuVzgcIW5YU9tyLPM94n7x7HqFOXPie9ubWuLfbNFj/mmcBHHQ3miEw4Zjv2jySfHHNiNcOxHOmHMJxzieR1M4NmYeZl0ptRrk7ExzgobxGDZ9yHF3t6B7HBsc0B6yHxkpCHTdgieo6M9aD5kPQ61u7Olx48eyM7bCWt2jExn+Beplh2PogP0zZ8MH2e1p33yJc/53wRmbX+1EGZ4fKegHDAHKEiSRUJQUVIUlDAtrV4ms1JioBGVOhPJKo0IRaky/ZR4phnlAUxzp98Z0og4bZM0jczS+toHlCp1Q+UBRUmWxLmP6xmcVeqc1nf6F8GsjetMGc8YnDiDaY2IKcIOoZpyKk95wVgTi6dK6YyuaYszBL/Bkczcvjrev19yp1z8xX2w9lEswSaR4TFCG1KVEoZOxyI/5prxQMcYBlP5DYzqiSqU2sLSkpZWVrR28ZJW1y4U47iKpAat2Kt7qlOlxCwVYJIcNuT1m4bNeoDhsqQ33riqb337Q/3ot76rH/7W9/Rbv/MD/fbv/Ug//O3v69333yq3GgtLC7r+9tt657339Mab1+hrRb7JWMZAQwcrs3GOUSBoJi1T901OxJaXoY34lcuX9TZO0RWclOvX3tT3vvcd/ehH39W3vvOBrl65oLXlRV2DhnfZ4N7ixsT/QdryAm1R3HMYZbNx1MhjYvYCZTX2Cc3Ohk44MQk2IJE3hxPiX4qcx9Db5CTIStSnQtsYeiM2nx6Ox/ziovrzc3KducUFNf2+zNMOxTZhEzrEGLGTt7d7oCtXLmltbU0d8l+lpF6vga+1ahT3Inxfg98RzAW4Xcd4bGCVNRUStgOQ1Yo5dRod4jo6ffJpKHBEUEFR/r3IDqIGgl/1nTV7NQSPswxE6U/nIIgHGaGIINTZE/FymiGdLaJS5OJfAKLsDNnfNmLGGX4pnlmnUcgVRESBpKbuM48NKSQKfeYx9LwRYzwtzM1jdPfkH0PyxueNeNpuOmT/nLQN1BEboo0al4NCNWvKDuv8/ILquinGtX9k6AiZ8uZZ1ZXE2jzhBNltW2Q2sXimujRYp1nHnFQ+4ZDBv5/0lHD9yVMZvPnbqFtmrVes7V0OIR7cf8gNyzNOCo/YsDuWQNaYG4jWBqd4AqoBYrJMdsi4QxupDs1C03fr1k1tYHAM+j1VVQLE4UWjPiePazhQ13F8VjkBP8bgObbTxbhTVWmCkTzEWE6MdTC3oH5/ThE1fSX4HdyWtmpZBF0X05D4BNo2OZmdYOCmU9qorEgh/4W7VZyo3/mdP0DXvKfU9DRCFb5x7W2trF3UAUbI/uGhDoBtTnurpsaYmpcPWSIYaxmo5JjH575G9DNAh/g2pcYQ8ny6rf9/AN+8LjJXFxjbIrome/1zWmzHsqmTlhfnNB4eYhAdyT+iKf8MXJJEXyklAnoiHuKBmSUk6ncah3gGV6QPAcldhy5pyeng0Qwy8awOWehwQGzIddTLpA1ySJpGysYBGH9JM5+lHXXcpmU+WoxGg9OuTyO5f9OToNXguNsbMjgciloiYpnvyFtaWtYKsua5f+Pqmzi0i4qoNDc3D8+XtYruW15eUdPrqY8DPG9d2mtUMyeGClmPcM/GqvI5I51IhuZcwgyJWe5zmnbdQiGRcy91z1IZZjsNuA0I9KJFJgnfwU+E/bMt69DrdA75nmd9mwcMFZoy7UKJxpBa0nx48wtwRZdLpZ7rVkmqqlCVEnmheeTrLfbE99i/3n3nHX3329/Wdz78lq5euYoe6bN/n+gQmbXeyOwBorMQSNgMGILJlBTSKWTCLOH+5CmQ8NxmxjRgv7p4YU2WWTsNc+xpi4uLusSBxLs4he+wR6+trkBbpYzc1NDYY316TkS/E/bKDuclFEqke02lAXNYp9AQx2LEbYR5tLy0SLkw/re0vv60/ML5kP19eiuypSePH+nRo4esxX0JHiEyaukvgzNSJeu/OdbWGo7/BaBhLdvxt76xjPWZixVsB9sIPfpP9O88S4x/hM8/5nnr5pe6d/e2Np4/1wm6R6lWi37poN18o+Pf6DebyAJwiDl0VDkKzVlklNiLT6p7SyhVJi7XiqgUkRSA5EYGTR+3Bc46OEUW1DOIUL/SE9PaBKCdxr/m+5Vy2rzcnTNe1/h0yC42nFVxwtN+liEzatrP9OsSjxX5IgpPELBk/tCxW5P5G/d+HV0ekeHvm+Cv6/8r/UKM6xaew2ArBxsIrlfXteZQ7IEyT4AVzcKiFUOoV9ecaHgzWFKfBYwG1wgF0WIc9KpKTUo4M518gsotpmy898Axj8JaBucFFv+bnBy+++67evONN2Sl9cZVOwrX9RYnKG+QtzA30ABFMUDpGUxPy4laD0PLSmtCXyMMkoT8Z04GW65ml6BPKMqMouv3G63gDCyxua+ymb2Jkr52/S1du35NF9ZWNQ/uOTasXpIGhFaqq9A1zybXq5tCs+luPB7WocfUYuw/vHNHj1BMxxgLNbK4sLCoOW4pnj55DA9GWrtwScvLa+qDp256rGkMIWis2SiWUdTzq8uqF+eUwTuE5mNOb/1jJQ8fPEDRHujIP1OKbPfga0SonCBm4YD02HyXuBlaVE3bjg3f64Iihuxv0IvYNESYS4iZQdxplY/rlwjJMICfV3QHhCJCv+7zuqbGZniBM2tK5YscMmSIoCYQTkiKCD568eQX0X+YmAkwuHdok8HxV+C0inltkMchRk2+jVIbO6mqivFUI2cUsXw6oJXn1Aacf4TIWCNCdV2rh8z3mp4SaZ8MtxjSEaFIxptlvGWD5TbAvyj59MkTWZ4eI5OBxXIBufPanWMtBPKeWSN2pEcY1dvcbN6/fVN3b3ypZ48f6s7NG/rJX/+1fv6Tn2hncwufflxwffbpZ/r5z3+uzz77TLdu3NKnn3yGEfBY/lGSk+MTJQbSNA3OVaOK8QUDcD8Z5eIfW3AdG0E2Mg45yfQ4LmBI2sn3uFOUFooIra6u6DI3lcvLS1p/9kw3b96S/wywnaaoah1y4ur/LNS3EVE3UmLfVEiRJMIcjodsmExYJ75x8M+jm0cRoQRPdrhh+JQx/Zv/9X/TjVt3ZMdsj7W3Dxx5PFWthSXWWg/8tBHgG8wxTkXHmDwuL66QVKWkqqqAuqxFr2kbbYvohj3mZJtTXY/RY7Uj0oNP8+hCG3Fey0L3bj1fh/+PNcEQ69BtC+i9Br3UMVcy/rpSTbsKuiICcgKeCz2rEiZJIakiVQX00KZmnAkwbYm8iKCGQYoI+R9D0fnH4zoP1hdBJed10Nmdxi2DHqPbpope6SclMILXea6fYZBBp20cN5RyPjn4UN9jMixx27G8tFIcjQZ5bznOPmQ+TsovG2dVqZaiwtgEC21TSjK09NMBNkJbDFy6Y2zioR6JQgthh0DM4iQp9wui09pOzWBaj9GfVowI8ZbizJx0OIwevyHDl9kYO/pvccQ83w3zNYfTUaVKQcsEfyp4ZTwZvA4NFJVyhwXQFeZ5oo5lI8AfyHEJqVBFkvcp/w7m22+9owX2GoEhVZXc5yGHDnfv3dejx4+nzgcyW2gy3YD7hl0Mjpc+Cu8IW0On4rBPGIPXresNBv2yR19YW9ECNxINOomW1JvI67msCRx888H8N59FP75NO2GP9o3rEOfCPJF3JvrxuDNj6uCj93c74SmkPW76nj19wqHEcx0eHWjMnj/k8NPxjc3nunv3rh48eFjGlct8ghH+eB4sm0qp7JXmj53/um6geYE9eRm9sopeuSz/VTzrFs+N12TD2mp9iMmNzfHBnjZZi75NsvOxwy1xZs3JAI/1G/og6a+hDEHyBJ6j23N/vm6S5pCxRrk4HkkVQpSYnY4JLBWNAySOuzEVqU+KSSw9UreEp53MsrvTNiKclr/8jYiSUdA7WiIl66XPq9kuhDTIcAl00HamSFw2A7Kn0VOCwvRNm0zzy3eaUaqUqD+lYPopBUE8aB0l5PNrvm7/azb9Bs2+FrsLZvAN8HyzKvDdvDHQwOgJfuFrzhpmlaayhJR4EbOAjcrKvI+h3Efh+Jf9ffLpv9406PW1tLSEAbyI4puTF3WNcu1QHq6zz3Wlr4CtNK0kMw4AQiof2jWpKn8RyzcLqzgCi/ODYvD361oDYI6NZml+QRc5CXzj8hVd4sRinlOtriiEoTqM/oxSN55KUgoVBVNFYvMNHaNsK2R5aQFjAeVjR8S0EOVGZkEr9HmJ2483rlzRlUuXi/OxiMMwxwZvWODmYpH++03D5h3g7Ardxi94MxmOUb4XMfr7XHOPdLTvPy/cFcdrwOZi4+gQJesTOf+IywKbqHnpk2dviKmpNY9jU88NFMR9VTyBb3WvUdPryTwf4AxZkQ8xPmygJMbj+SEo+qBCQTotr4JQaeM1GBHy4/7KOj9Nl3imxEBQ0iV88Zm2DDC+yHtdvTPcRY8YoeFcmzgX/0rUdWfwcqGbnQcV2k9zrFBmoNM8h7O8XyV0u5e7/uap0jWfQtu02bnoNOP0y4pU53UEeP48rxG0pdybo+evqpK8eTfMfUJAO+TahrjLUqrKXIunY/04r2IvqD338L7FybZg9vo9NU2N/u1wPMaccB7LP2u9z+2FfyTLcmTDwW0rNs3Sn3FAVwZvcNJ9vLej+zga927d0PHBrhrInLD5bjx7qqc4Lb65e/TokW588aW+BNbXn8s3bm9xG7GEk2+8rZ0geBNAQ/4AABAASURBVNtj/TZs8pbRxJg82y19TTAuPG7vYxCLaGXNoVfef/9dXePw4ZBTWf+IBgXFkOmgTQi1eWhHwTRscDNifXTh4iWtXrigOdaqf3TsgDUPS1iTNdxKREMRibUr9EOQB1YE1zH//LmdgDE3P/fu3tP/+D/8a/3r//F/0l/99d/oo48/0c07d7W5vY1Bc6TQFFdKlQbWD6zvhYUF9N4SfWTIyyCWIoz5Rej59u3GU5wl/0z88dGh/OOXhlVO6tdY/2LNP/L/J/TsifZ3tlVFVr9K3DA90tOH93WMUxaMfwH9u4I+qhhPDT9raElRKRGvUlIKYBZCR0So/CNMQEV5RZsK2TG4nZQkas0gwFelWolQPLCKL0ObDo94hpeZcPp6TloMUp/k+3fTRAM7N7X7SBV4koKqltmXgDy/szzH3dYAN2W8I+blGIfv+PhI29ws2QA9OtzXZDxELkbyj9icDI90xK3zmL3AbSIlNawDMV7sZVnesnWCgnnS6UMP8DMDjIwunfaYDKdVToOcp2UOp1nTOmSfJTN7gaF04Dhrt0PGcwk7prdVh8PUks6Wf27nztY2dMp0gNBlXZsZO32Ax/gQBShX4bn3TMsBg9cEvuxtbmvz6br2cGL9l9U8B+KxcR3M3+HBsY6PhsqtZLzu3zwqaw866EWiX/fj8Xk9GjJ9Z8pdFqe8a8k7Yb874lDMTnsGqe2AAtDvOfGPBj5fXy+3n8+Qd8v47s4uh2f73GKcKIND9NehHzr4ExGqzuQkNMa5Pj46wnE5UTsZo8NGzPGxDg72dcQa8KHiBKejRR8khCrR3uPZ58DPt5d7u/uawGMpqYWP1nUGO0yuF5KqlNANCT3ZyLZKv9fHFljECVnRKnaG13SHHhwjY706aWVxXsvzc2U9ntCP//+iZ+hCsyWqhMsEFxlT6B/y+ZreocvzyiSfEZeZbCg+S5cIGVQtUX9SqKcUfeIV85UUMe3AyDom2+EUjJrWRmoMjhKn4UtvKeJTOi+hi0tlR74CX1/ylaolA5TQSavy0gvkZtNMWCqUD4XnaJsVlbaUT8fjOk4wLgpOU2Q4TUAGr2Ztyfk7eP9usZkgYzS8Gnf67xfMnVz44/4jT3tzfBp78S38Zj6mVU6/5jlANhUDGUyygkipQim2slKwItje2tTW5oaOUBZuWWMsVxg+Ta+nCscho7w6NtWaONJbTkpbNogWxZtRPAnZ6FF/bjBXTiDm+3Pq1bUalNF8b8CiXwaWWPgL6mMo9VKFIRTqUd7HqKkJq5QEGnBPNPY1KHi9EYpnyOltx6bYbxpwMoYQ9Uba3Xiuw91t4kMF9DUpsNs6BWuqBz0+GTFNjfuEHjtX7qtDYRp3JvTGYaW2uLSq9z78tpZW1uQfp5jQv9fmPE7GNgZfQGPhTd1o5VSxJQVO2rzWMJpWaNcfzMs/65+gswIuXLzILcz1wvMeRs7a2iobRyfzUijvDF9r6EwV84Gi9Y9ktORp+pRvYkyslhKPYOAlZkocYW0Snc29c74Cnv/TTGoT66Zrm1hpR/k0dH7nXOCXvIWOKGI1bQsRr2kyLYN6ih0vDeCZ/q4hmy8G/S0fcPAaSUQoIhx9CTwOy0XJLHOY1Wv6RQ5q5Cyf5qVIsqwZxax+xTwnMrx5dsz35PS0siUuuqqbio2UddOrkKNGfWTG0PQapapSRKhummKcW66HJyNOCB9wgriBXLXKrJGaLbTCmDjkoODJ/TvaePpQ28+faf3pI+1tb6EDOpyDHmt/An21/KMU77/3nt7mxtA/2vHB+x/qO9/9LnJ7DWN8UT3rgCopJYD+xePxjFk7/j0m36LW0FanUFN5g1/kgGFF4/EJp5r7YjEi/8gK63PIbYYdqOfPn2vI2PsY4JeuXNa1t97SW++8W8J33n2PG9cF2k+KnJo3NmS6cWtUqhQF6kj0V2kenXOVw4zDg0Pdvn1bvr2x8fr222/rv/6v/8/64Y9+CE8bxtFHNy1pMDevpu6VNd4xV6Y/IjSHA9Lv91SlpIgQUjsVV2JOGkzAPrccvi16gtP27PEjbXGCOsKgHmI0P3vyQH/x5/9O/7//5f+rP/l3/0b3bn+pB/duamvjiSajo6KrKtb3As5ZH16JMVVK/HvRWxWVqlRBQ1Ik6OCFBGkWSopZvKxdTR/iHbgZEmlXCOpFiUeEjEpyevpNkiKiQClDZ9oYLDoI3WcaPK9UUUgvgfywps0glzk5g4igLvONTFvHDjFCn3BL99lnn+jnP/2pfvbTn8jxRzhiOU8wqPf1/PlTPX36WLu7W7KMTGyQwp+mh9zX5kVI4D2/zN29fsEDO762FGwyWAcLnmVo7RizQTBwyhuaE8fjkfPCdZDZMQdQY5ziY07LbcCOOUiyIX2IXPgvth1j1Jb2JqADh4mG2KIXMKIFGFdFfk3+iPr3btzUX/37v9Bf/cV/0OeffKIDcPnGbGFuUXO9ecEODsTGhFkrS8v68P0PdJ1b/rnBgHlNFsuyVqybCkD3VBYgADpsNwQjNkCROsqP2VN96v/g/j3dvX1D9+/cQkc8Rl88VfmDMNzS2yY42N+Tfxxqb29Xx8h5BzFejyd2XMDhvTQxNwnEQXd2ODY5xPBfsjxiTW5iV/hm086LD04sYwnBadAZBPKPSt3lYGAL52tleUUry6uqWZ+mNZSgVWrh/XA0hI4DHcGvjDNTMyheHR0ey7dAHeOs0L9zOBcr3KrOsZ4n1Btz2NKrQ4NepV4tVcjcBCf3kD3dY0isNTEXGTkI5cJL/R0+EaGIl+Hr0ZuCV0szGQaC86+zDGd5QcyzIGSBKG9iTAQVkMic1raAkODNAJUplWgME1Se7FSJvfTJrkubs0ziMP0s+ZpIvB7Ta2rOsuhkFi1hKIV4pvnwkfj0pfcSKSWnBdM8vqYLIMaUUg1JcZxYeSkqYy8JPsZhIPob+5o+w0sEfiXjpdLXJsxOQ4JnwfzEa2uJEp0+L3fyuvqlBkwtIRy3jJGExzYqc1nAXsQtSrbFcGgxVLw4T1CeR5xObuGA3Lp9SzsomYYbibphI0ZBuK/llVW9ce06G/dAbteBw+C4Fy2dFFprFr9/SdWniT2MJG9eou6QW4QDTnR2OEk5RrE2keSTQt9M2GiZaphOVmRDFPsRSsv4PQbzSGyMmROMBDE9jKELa2vlR6a22fg32bS2Ma781zOOOYkcYeB0KMhE5Qr6TUOv6WFwNMhx0FWnMdfDJyjOEadxVlh2olbXLmoR5SdoQ4cq6kqBYzBE6a3hRNR1o7ppimHkK13/KeKlxRVdunRFb5W/jnNJdjwWlpa0yq3OwtISxs4ifbLumQ/zZsqvzCn2ifY52XH/noMDNjL/gmqhnY3B86RgsJo+odDpKz9B4sU8O+dlMN/K3Dt7WtExqDifYDVSyXWtVYLSaSiwv4DTbJ1/Zm1cHyyvq3Ja3f0ZXPM061zgtueSf8to0P5VIOuXvG4xq3I+Pss7H9qhqFJFFkoeOXE6szGOMUqKEzuaaFKc8nEJHXeZ57PUZTMYY4x5owSJ7ICYl5aNCln1HGTmPyJU4yw3yG0PB2Rufh7ZXAaWtIhcLS8vqaoSNyF7bN579DUSyDDKpYZB7ONkbK4/U8fJYlMHdSnuxvLO6h91evfdt/WtDz/Ud7/zHdnx8O9KlVNCy4NE/bo4Pu47UpKgR36YStObWY8R4RxRqpo6NZEenx36vnnzS40nI6UqOL2cFINyjL7x73RUjPP6O2/rez/8oS5fvao+N4VNryfrm8XFxWJULXILUaVK5q2NYfMxKQpdiXFHCqVIGGQnWsD5GHJYcYAxcY2bln/1//hX+n8C//Kf//PyV6jef+9dbnPWMGqW1YefQ9b+8+cb8o+JtOjBjrEYknEC4unMB/IVWVHysnwTtMRNaos+OOBG6cmjh9x6PCsG897OpjafP9bzZw/18MEtffrJj/VXf/nv9POf/Udo3FOFVTZh3q0JbLx2PrShb8+1oSwg+s0RyqECJBURgGTaiDL+inSUtHha9Nw+xmHRG8SDvIgodSKCeklVMlSnYYJvLk/USaIneS6JoKaRXYw1FKRMp3lvQ5kKfl3lJQhSEf5K/hp8mp/IM/8mXhfgG3LqfIxjtrm9rlu3vgS+0LP1RzjNt/XZ5x9zC7KpI/T2BPkYwaOx1xLrBILVgbTwI0Mpc8J32plKjO80zJS9gJJ99qHpNA5dESAkhSnCMDNLJiNjrQStHbcZHWsvM5oAnzz/poP9i4rqkOcR4xhyat+NTlSLdjjYB9sbun3zC+BL7e3sFN3eug39CDy8BLnwt2MPywVvK//Y3T43Yzb0b3z+uX7+4x+D4yYHaRPN9+fV59Cu319QrxlAKyRCo/XECmt/ZXlZ3merxBxmeADdfN2jSNIfKTrOgBOhjqBjZKJdo4X5gTK0PEWGP/no5/ocx/DJ4wdFnvc5zBsyzmPGOcI2qNkHVzHmL6ziFFSVDrm52OTwYIfbq2MOK8cnY/bTCbcaQ9nh2OF20fleZ57PI/bZAxyGEeuux/pb5DCvVzcasWaf46Rsbm5pdXVN3/329/T29be1MLegFBUD8FxBOQPy7czu3ra2NtfpA3kBn/dL38Qc4XwM2cdPcAqP6cs3JwfQPkH2LIsJNF071ASHY8IBwGR0XPRlV3hGYXnppPBKqEgy9MufbE7T7BfVtLh9Fb4ev9F1IOzA/SJ0LpmveQsN1BWLpNTiM80Tax9jLAGn44KhFJHgK+oBmcGqCEX5giT04onTEp22mZXkWcQhZSXw5wyCvoLWhiSZA4qSp3PPS3jIp3u+02oRoYgQH0mEOn2ITtv5y0hm/ZMv6p0mGVuYbJBN66k8pZLKoKmh02dWw21/VThFQfCCFhJ/P28hToX8adSUizHynkZJfe3r0RcwX+FVRCgCUJxrQxxcBf8sNK+Il0plkqhDGyvRklc+5FGnKByUjQDHMwq049Qxo2yYkWIoJNrOwEYOLbW9uckJ6nP0cKsKhZOqSk2vp2VO9Bc5benZIanrMqcdyvUMWMTGW7HKjatOlaqCX8rU86Y7REmNgICWhfkFlN+8KsY9wThqMdYy+XWVVPca0ZSFk9Q0tUyH02UcKO0A1nA83n73PflWoYGeDqXcsvG6XoKGiHCUzmGGeEIo/paTzqFM84S6Yza5XOhOnLCOS7lo1eMkaYDhk/o97R9xygLNR2yMOxhU+zhNY+htqka+QWlRbqbd8aXlVfW48u0DyzgwNobWn62zaUADE1mUL32eoBwPcfTs8FlZ+sdnjkkbt5Wzp7nlZMy0ddCXoSki+Jq6LBsFAT7DlCeZ+ZgCEc0ecjRLW0amYGwqsht0ZBxTIE867eN8SH36ApEMpT/mKQNT2silvOQ7LLXIe01Id35fAPWdMJ35tD7Br/kG7V4HaZrv9fIqUDJ93W4am35fSZ/Saf6llFQx95bxxJwIjo0wlI6Ko9yRkloMqCGgxdrrAAAQAElEQVTO74jN0M6IZTN7Pi2jGJtOB/OaSm1N5bzXK2Hr8gKdWtZNy5oVT9M05VR+gJHeQy49lJp18vY77+gKtwYpBfXHbKhDTkx3WMPrTH2ra9ff1AcfvKdvfet9XbpygTU30NWrl/TO29e1trosKqmirR35paUlpiNrxFocIePuI6qQKIcEyvgSTynJ4+/1eqzPpqzPCj2RIsnG/8cff6R79+7KQmb6vXbsdFSUz2FU+Pe8/Pte19+6Vvp6xhrZx/Ee0+8Yng1wtFYwrhL89Vjdj/uMFIoqqYtQy5x0yOCtW7d19+49nPjd4lh89zvflnXDwuICa7GH0dbA5STLq3+X5BNOlG9wwjxmznrwVIwqgc/ya3535jf6hQa8bP/MWaYfl0cS+CodoxM65viEE+BM/eHJIU7WMf1MtLLS1+VLi0KFaHvnmfb3NpTzmHYNjov5G9rZ2dURRpLHYryWfZgFJVHG5R/VpGfG6RKDS6WUQhFBWDHXrVpo8IGRdcxzDEHrkoiQH/MdhLI+9dxEBNOYaJsKjogglCAO/TSVW8+f25Q8ZHDCXGTGTytVrm9SgIgo7WgtYqUskfD66OBV6zYpqYyBeVq7uKoPkL8P3n9bi4sNjughRuoezscDbWw+U9OrkO0+MFBlXQ7/M4TYeaE7k1NoLLwCn8NSNovTn/t1vgFSVAjTy4/ps64rCCMpswYLIOim2Wt1wrhboKPMw6SSupZ1haMxLMb4Pnw/UcLpqIDx6BBDeF0bOJ0nyIVv5w/3DopR3cELSFQCUSbeMl+ZNR3cSLYYwDs4Yvfu3sJZfQI/2W+R7XlO6qtUlXXR4ghZRlfYS3x7P+KG8wA9MzweKvGviophJiAUEeA4P97COQV8DJxe0ac47Y9oWbtCFuf0xtXLuo5+uHz5oubn+qJ79fu1lhe9L0t7uzvFyRigZy5fusC6WmW9V8rMT4cd0bL3jXEehjgUE/MMqODrAockpjsz+JSgD9Isjw1z67Essvd36MMjbk0y4QcffKjf+e3f1VtvWT6W6KNhdIl+TofE2AIcgt+HR3u6c+emPvnoI25q7uDUn4hiTeDtHgcPd+7c0ces8fv375c9vcF+SLTN7Pej4nCcMH8T5rRDpswvCh1kPoBTUzlxjDzNQscNTge0EVLfOTOICEW8DLOyl8IgRT0q6wVIIh9RZMYs/YbuNK5zD50WAqdZpNTRriOJyKoDSQZIwkMiddUQN8GZQqK8zAsDyHA3q+DKonJQGyBOAbVEWuUpWZBS3mnjs/ZOuv60jquHk0SC9i+DyBFPAKeVSmz2mQ2+pGHQtJ5Kq7M4EV75ySaISERQJ0A5AzLP3mktCyOVZKBWaVlo5uMxuJYBJPpVoOClxX+u1/MlD0KnT6GfDyP65bR45IbTtiU4nyZeJsEhOMvreKl47hNQAMC4Qg9tqGoKTutMU+YjVYqsZBQgS1o1CqKJSjUSl6g9YiM8wKj2At3b2SkKR8ynN4L+3JzmOelLpKla8Fipdigg/2jQBGU6wWgYYmxNMKypoColIMAuNiaVH4sYYDDZuFnl9GTJyg1KJ5wetrTJbOAVCreH0d5n145kKoWS4FSJfhvyp0os5PF0KBIr40uXL2sVJ6Q/6CnAJ2hx/0GKiuoY+Bgj6hgj4eBgr5ys2QjyHGXwenwp1RoNx7Iz4FOS1YuX5L/sNeJUchsj4QQa/UtxDx8+KMru888+14O7d3VycKwJBswRCu/WjRvy/70wmJtXU/fkK+Qd+OifB0+Mq64bTsKOgSMU+i6Kry2GUWbT9JyYHvNQ0J2qmm+gTFsMmk6wuaS9+adwDUM+1RlZ5TkNSpxPSZaPE5m6AFHLiUHwxeyahp1K6HKABN+OPg1ul8nKVJmGHQR1tDfNBigE1bS8Q74MszG5/AymtQoukNHH6Qvakj7FeZr7KwUBtRF8XwdK4IpfABTNXtqDilQoIiRekwfp8lN4R55YPx5nx/z1mp7m2Ewb5tjjHrMWvBG63GN39Ra5dL73gQWM7zlO6fucaDa0rdmQDRGB+E6Y97Ey66G0Ja/CqI8IZGFc5Nd/EemENVOxqV68eIFDgWX1B33k90Cfc3L613/z1/Kfb+31a/XnelpYnld/vqdJN9KYk7+METJmTdgQOuFEc4R8z7HGl5YXtbAwpznWkg3WE9azofN8M/gMMyBDFQcSTdOoof9er1HNuAN+jBm3f+n94cOHZdM3zzrkQW5Ee+sJMceuXyPjXjvWO02qMMx7qsBhQ/rZ03XW1VA9+km07aM3mqYSKkE2YEyP86sU2uYw4B5rcWtjU8G/Hk6L13XHLhwRevrkqf7n//l/0f/7f/r/6P/1P/xr/fGf/ClttpmvOQ08B9RPIK5OeSwe851AoKO/jjlpieYiRYfokPWnT1RXocWFgWposMF5cnygSXuCzqNujDHgXN6o30vkhWp4NbupyvD/YH8Ho+lYHfzp4EmGWVlSS7wjzOA9S8P/CEYHdMiFdZn5ZF4m2llvHHAKbbDDSHNFuL4IpeR4CvgXpAN64CV5Ko97VslvkMNejWOAThtjTHbIbIIehkqbVPBk6LXciCdiii+I+42Yxso8k5FI11VSU1daWV7AcF3GSV6FF52Go31VVYcjMlCqRP/SAmtoHqM1VZUsHwoxOrgAHl6VFPR4fkyHeed11bIXOF7yqU4VV6X+6esM8s0v5VBEUkoOJeMNwXdw+JR8yLi9B7QY1hlDPWvCDcSJdrbW9fTRfW09f4KTu6XnTx7p3p0bevTgrna48aiU1WOOvYfss4/u7e6ypwzpsoNvUqIPg+sl4+2GOOnb2tp4xm3BsfxHWb7NDaT/CiNCwVo+1Ig13mPfW+ZAYI498WD/QI8fPcapfyDfFLQY+nRA9U7mhwdtHpSQ/vx6nIbA6gwc4JYbmglOVMIBWVwc6Nq1N/StDz7QtatXtIAOGfQazbHeDAs4I01jijtNir4YM5d1+bO+ly9ehOaVkoYABeOvmbe5QaNBv6brluwxYS68rpCDHngXFudZEz1l9GbG6ZhHF/qvnK1x49FretQP1hv94UiMcWxa5B3k6qOTVlYWcYoGzMcx8/BMe9wWee4TuC1jKSX5j0SYb3VdF3ma46CmTgJFFpuuxr61Qt+5zgh9JZ6EEEREqeNxBHlT8JfE2ev0DM4yX4nMyqdhRCjiBZCAUzSJlwHqpvlkT9+v5sg1ygY0reHvrNYs7EqmkUvwhYmgcxd2LIIOReJyI8ogc77TwWcG0zx/XYMC6klmi3im+aU9+IRQqZRPv6yt0xRVf8Hrvn5B8YsiaI94Te3TLPf3ovLLsdMqU3pMK4zziEo+H2eVFsRL+A/2MU+/2vnryHpd3qstX4/t1VrSlK0vMDo2BWMwqDye+VCUuKRpOCsm21ErHcNZoTNnbZC5zGJvDSOUAouuAyYswgkKzifux1xPZgiKqtIuytMLc35xUV7EI06/vFjFhFnJtyiGCYqvAHhsoBxzK3AEjtHJEYLYsXlUqlIUpduw+cxj3KysLGt5YVFNQqFBC7s15YHS7qmiTgd+RUJpdeqg2X1GhPoYCDWK3Xgq6BtD9wjDqN9rtLy8rCVuY/rcxgT9dWyYYxTlmHEZ/AvdB76aZXM+5rZhRJkXaM5BH5LA79NCK/bB/KJWLlwsf+6yy1l7+7tCnyG/WW7nE90nDx/Jv0S6s7mtY06g9rZ3dR/j5/7t22xCW5xmHmsfPrh91TSgD/hQacD4G9KJ/ryRDBgTU1fKer1eKe8PBiWsqqR8ajxRXaIir+SIZg8T7Bc+QeoscxqSQZEsDzMgUcoyozmNkEXKdQFnT+t25APn9EqpT4VMXi79ZerQQ2n3cpwCXsqmjc6+sxyHBWibgbMK/wCRwlM+cY6vAR2F54Q6zWeEZfStv9AcEaqQwxqZjST1erXqplakUF0TrxtVKSliWq9KSVIoEdbIgOWion7T66mifsags7yI9lRDLrOCupaXUt916HvMWpuwGUeVWDN96oQiwAtsbm3pI24bPvnkI+0f7Gg4OdL9x/f06Zef6uPPP9GDx/f1jJPZL29+pi++/JwT+S1Ono+Lw3wX+bUxI+Z3gc3aBsgYI+yEE82pMZyl4I2kBNCd/EQEVEkn1LWTLdbU1StXMcoXFdSr4FFKlYJxDVmz+zjpJ6zBFqf+iLWzhOHxzltvaQXjKim4TTjWwwf3i4G1xXjW158VI8xyEvC9wxixzgCjqogCLes54J/TLTopIqnCsWnRUX/xH/6D/s3//3/VPW5F/KOd3/3ut/UmxlYfIygjx+Zt4bs0HRc8J1reiIAb05lXSHWVZB22Wm6KWtnAaidDHXMSfrC/R/usqgqxcqGrY34ShlkA5HBqvrK0IP+Z7+WFeU04fd3dQVegJ0bwZYKhO2FeW3rsks4cEEFDVVWaPTbE7t27o6c4Px3Gcr/fKFHMcFlzLcbuiUboPetogwThUvlO01IyTsaZREeUpEjQWKvf9NTQV4j+0aF2qo3Le4bzyFaHTjKAQhFRwOkJvJ7eGEzkuPPquoIfVfmTzutPHpcf4zk83MVwPKFdq8wJ9hj+PX/+VM+fbxS6k+mCnkghBXxD7ETNCNIKxpgLDRlZMLgfhy+A2pTp9HE+zUu7Eic/wEMGeDp1yABdQvO46HrPpZgDQVvbjTUZH2tj44lu3fxc9+/d0s7munY2gM3n2t3aVIJPF7iRWGMPysQP2WeOOOQaeg5wMKEWQ3oiz1XG6M3jIajHyshDOzzSPEb61SsX9e47b+EAvK9V1oF/92ADftiJaZHrjvFM/PtAzE3FZB8iM+vccB1xS54px6TSdIwMjreMkzYOJ6yHMbSM6dcO8v7uJnSvAxsY7ls4v4cSsuffU9reeK491lyA8603r+r73/uO3uJWsqoCZ30LPqzrhL19gMytLLFPIs9zvVpdO9LR4Z62cc6eP3uiTZyz4cmBrEPm5+fQjchVUyMLwbgn8HoEX0fEWwVzbB3jv0TnPXp4fAKuQ5mHI/Z336pEyshn0jxOzfJCX6uL81oGbx+cDLesyzl01vLyIo7UNb373nt655135b+uuQydNXJIzwpXRn7NF4tVdrwNVkFNWQDO7SQzk+/fzRugeQWKLJP9NW+h73T+HP+aaq/P9hBOS1IEHQOZARVBYmKNENxljK7bMWwVKFmsC2qXCtJpdgldl+NLuZZxnA/JLK/rGEri1/2cIXAEYAgFFdESvuYTJrSU+wP9jNevT00cliYBxYDgxzSPuqycUJTir3xc75sCOCJCvF9BM82gr9Lp+bCjyGmCv4P3PKbz8V+E+nX0ztrO5jhAMIVQEPc7Cx0/D0VsZghcwALzsIOWkROKsGPhjwt4odvxcLWEcTNYWNDShTWdsJlvbaNYU9Lq2gUXa39vt2wOikoZXFb6HbI8YdM54cbERv0xSrcoXxTwmA1VlLMAUBx12dj6dY+FHmo5VQvK6qpSpUIUqAAAEABJREFUjTKtAJDKSnZEuxYlXqVa3ogq6tBdibu/zMbgDbhlYzB/mqbRAnQvLi5xWjsn48woXI9rbKULWInZOBqzWY+ht8XpmbDRG1+A3Hj6OAZXr7+l1KBMJdUYJxsbG6pRrs5TJNUosTnyWaA6gB/+WVefgG6jsA8xPh4+eKCNzQ1O9IaMpQNaFO1YmTloqroo4cFgDkdpSf4Z3X6/Lxs/qarU9Hryid8izl6v16hKCb5VigiVf4RENHtMs0EwLhdwbFZKHEFwuXnqcAY6zT9rk0/rgmPamgzis/pnIXl+p3VO27Bxu7zgpNBxg+s4PA8Ui+puCLhG8PGWQFAGNk3r14rrV39Ou3NQupxhMJ9nccIXY4DswjtCZLeqKlXIQ4sRkTFU6l6l/qCvAXLUYy5TlZDFGtlcLD8SePHChTK/EcGNwERjZDyY4wSIvKoyvkY5hfzjNlEleU2W2YBxVUrICHJBnxEh9x0B/6BpyPozeM35LwS1GnH6d6zN7XXduP2Fvrz1uXYPtjXCkHqG8/Hk2UM9x4ja3NqQjfuPPvpIf/qnf6ZPPv5EG8+fyTd8Tx49lP8qVaJfMXnmA92ZVPkxXRH0T8I/OmSn6OqVK/KPUjW9nlKV5PF5nbXIf8ua9ImyfyTCTsf4ZKQBJ7o91kUVIYYNv5LGGOU3vvxSX3z+hR7hhOzv7qiDxx3tE6ekwdqtGLNx+KbDbRcXBlrgdsekms4Jjs1PfvIz/cWf/4U+/OB9/V//L/+d/vv//l/on/2zf4pR8pYyRqFvjojIOiDDXw8sM6/Ok8crKSAqghT9jaHhypXL+ke/9SPW9AgYy/pgn3W/B40jnK+IUDptI/SU4xWG04TbkI5T7gn8PznZ1zaG653bN7iReQyeCeObaOjTaIzACXppjINlGhP46ro2aWqaSnvoHP+42K1bN/Tw4X09fvoIGpIuXFjVAMOsxQgcYhweHx0V/S7GYfAYW+QtM44I5CpVqqoKnoeqlIrDMR231NCfdVVQ98R4OHTq4LmhRXcGEw8GwRajLvzz3HsPOKL+iPqZ+bZeb+jDf0Xtz/7k3+mLTz/BKH2mDB8DJBPCMfuMx/QcmfMfB/ANlXV7R9+mOSLAn2eklbjH4TKPxSAeh25TCIKy8+UuKwBNxu1+jzgk2+NQyfwStxrHJ4fa39/R3v62nNdxO9Cxvxwd7evx4wd69uwRBvEutxMn6uDBgD3gKrft777zjq698YauXL7C/tZX2YswdudwLqu6EqRoAp7h6EhHHAZsbT7T5rOnesrt+TaGfsted4Xbg/feebvcJIw4WLh565b+5sc/1udffIFD9lx7e/uswxPNY1z7d5iuX78u//VI8WTmhaC8szF2jNO86JDlIWtpb3cbOXuku7du6t7tm3ry8J4ec1Pz4O7t8kvlj3Bk7TDsogsO9rZh4YSbqPny1yH91yLtPFgPPMfh2mRv88EBk6gauZkgs8/hzW0cs88//0g3bnyGPnkCjlZLiwuFZqZQLTJtHObxLg73zs4mh5s7ssO+AR8esG/6jxBsc4N5jAyJ+tWpgHXExVqacFNzgtPVwbM6hWr0S6+pNYAvg8FANfwugD7xmjFEFCTK8CQiii5+8403dfXyVQ4G+nQTyhyWiAexLquFaHmdLhE+jpu/RP92r8kx/EpY3Ps3afAyYnRlx+Dc2KHB8Vzy+JbBZmdZSgEzyYM0lO7Al2FaJozgUzKnH9dxU8M0RwXfLP7rhjN8EfSHkphiJT5DOKswS9PrLOvlMU1z3dJjnKam2Eo9K3xwuNxdEX3pLfnkfJOQaqeva59GvzagdwjipcaMKqK/4vu6lrM8z9cs/jJa5wJ0XuaP8OXyaYoa08jsy7DMI4JZzlnovAh/p1lnbY2bRKKsaWoUY81mM61TsUArFqtTYbmjXpBOGL1IqQ5wHp5z4lhjRFxEydZ1w0LtVLHgK+IVBn+gfNBvsjE/xJk4wZg44dTi+OiY0xSUNJtdxUbXo35d1/TC3NOgIz/Rtun1JGibOM0m1UeBVIQVda04a/rwTUZKFRImFdycmLos0T40fRrwDzDirYD6hD3SLsvuC2gxWiY4Hd7UDTb6vIEV/qOUFriFefPN61ri9CrgyyrjPWQMOzu7stORqgoyQ5FCvX5Ppm/CCdYQg++AjeGQk9wOo6FlUwr669N/BZ4xBpD7mWBIeBNvSQcku1/nmydzGKqzsfSaHgqxUQ++OL+PIZuq6clfB51eiilJCToiiIBLCp09Gf6SIOA7jTvitPssIUpcGMrePDIGWC7pjspAibuWW5EF1zPgLmL6UQSxcDklli/aZMC1p3D6ddk5cP+l1Rl6IwFYKNMs4vrbgLG/HiJCEa+A4iuVz3KoK8NLNaCSCh5HyxwbbMS4mteW58TyWlWVUko0Z97gXQYsFzZMq1TJMpqYvynqUIqkPvNtuW16PQV1FMwQa2KEYWbHfoL8RgSOB2soSRPmTYSHGFCPcRDsKOzv7KjDmKtr+I/h1LZDRWqFGAqSWPtJ/UENNOr1ax0dHRRjq9+fpm1Y2OD543/3J/r3f/7nunvnjmxkVaGyV0WiwyBh4hwS7ZjfCTLfocftNFd05NNrG6HBuCY4CiNoH2NQpapSpEqH3HRs4dCPj4d69ugJxs9dHUNLhXAv4UBcvriGE9HXyvK8Ll1Y1VwPvePDAwzqKkINeGx0PLz/QHcw0nx40jDoleUlzbE2e/Tx5PFj/dmf/bl8EPJ7v/s7evvtt2QDpaqTBvMDteZfkdlOZa4UArWy11iIOB/xZGHsdkBLWcdNzjxG/hoF07w+t6yGmvV+eHhUnAgKy2sMPq3NrDVILk7gzz/6sX7207/Rl198Vmi37piH5ooWgf4I+BjIVge/MvOfICoiVKdaSYHxeqDDw3307RB8z7XN4VCvlzTHmJqmUqLTESfFxxjMLfpujI7qjI95srxadiNCEQCVPfYK4khpxO3WMWNo0VFVSpxvZlVRwZ+Q9bXBuFvTBs6WU3jnCfnO0G05N54afAxHSSHrvFs3b8j7iHVkv2rkv0RWUSZo8sGQ95kNDNqf/uxn+vLGlxjZyK3ASh8ZELiDPsiSx9LCF4+lo30GOgP1MnMnxuV6zm8xylvkz/U64hPzA6N1d2db9+7f5gbmiY6PdjXCKTjEKdjceKpjTu4zjkIH306O97XHDcHJ0Z5EnpgfO/bCEK5SqK4rpSpUlfGG3PfK2qouXrqoRZwP1BoS1ikHspNHOsSpeYLBfxvj/Obnn+nZkyc42SMtMHeLHJxVKWlzc1P3McKPmIcJ/PXa8tgzPGgZY4Wc2+m4hLPiW/OgTWb8MsgPdIgWTgNVEqlWLQ7CCTKxi/Ow/vihnnMDtf7kkR7cu60H9+8iV3vMtRhnqzG3IwcHe9yIbmID7KmFF5kxT5j3Q25Z9nZ34cuuduCjHcb79+/oJgcbjx7dI29TR9wAjtnvTO8Im2CEQz5CJo9wGuxo7OPwHRIfnhzLDp/x+AbPvxf2CCdvyDofNLXm0IU9xldlKaNDhuzHB/R9hF0iOMsUMBVjoBXCqkTGMbaBZekpzt0GvNznUMAyaNqrVOHcLcq88/8z1NS90iZgUo4ExlAH+7gEEbOm2UP3mvF3ymuSFJZ8wr/fN8v/fp0+OPDvZMbYyxcLA/6UcRSECAeFjIQRy0AUISsD9EIiLiT4bJC0j4jTmpo+QRvDNPXa71n715Z+g0zw0+204gzZLCS3DEMeEZl+nVGAwtkLjhKlvDCgJKafWdE09et+jfibtg1FTEEK/W0e9zqDr+A5Re35nEGpQwPeEv2lH1c8BwG9CdoJzjWNadyBYZriS4I3pSRvzjXKcoJSOEKBtCji6abJAqySIoUmKJj9g31t+gSfRYzkspm2msMwv8xJwTy3ClVZsJUEAZ7iDoVoxd5OOpQUS9ZyKzHFEM2b6Dux6IP6ZE/foBx5qWwVEa+bRksrGBkLS1pevUB8TU2vp8FgDiOpz0nxgubmgPl59oCxErjquoHmpBRJNXhqlLLDHvkea2LdiE0qo7Q6oDU4rWnfQTu3zdCPzaMxStJGUUBrg0Fhw2uE4ZcFgWwuVVOrwnCp4GFEQH1WqpJq8hms/NSUNanmtOiCvEEkxi7au48JfM/wZoKhdoCjcsLtkMubXq/MTcuGP8KRMS/ncUZWVle1CL/7OFJ1U6lKjLWq6LNSEI+ALvlJ/jCoDBl5GnefTM6ZzDnuEkJTTmVSrmvozsWdJvnqSztnRYQikiKC5LQ/91HwlTqn7UucKufeiCjtIoJcwC/xiJD/kfn38wZoXwdkf/OXcfEKSi1WjFw+xfNcpqpSSlXhvWXQ/DhkfXmDPmST3N/d0/bWtrbYCHc5GbcRHpEUEeCYqEPHpyrJUBH2+z3VTSOvqwky0VJumCCnNpiHkxN1eaJUh548eaif/Pg/6fPPPta9uzc5QdyBxBaxHyOfrSJJFfUSchusb2+yKZEZYnNtWV89La8ssr76GvQrLZTf8eiz5sesh6EyxlZmzRBRqkIJHB4/xCszxx1QVZX85z899scY/Ddv3NAJRqwUmmDwdUALQD7pFoNmR7dv39XtW7flm43/+Jf/Qbe44WgxeAa9RtffuKJvf/Ce3nvrmt6+9oaWF+cx2vZk52rMqaflt4YWLA6NMGpgBqfNA3RAT3VUOtrbk3+05zon0f/yX/xzffjhh/Ah1EFAQFNA88rSshbmFxSRZH6kqpLHogh5PAaP1fu2Tp8IWqck/x7NIc5TRMjr9O2334aHK1pZWSk1Cx5iVFVGn3YFJpxcb+vRo/vy798cYng1VYJeqYmkiiXYT7VqSTX0ZfSODXwPM5j/mkgwo/MYqZcvX5R/MdhztcDJ+hjD0HIlhaiijjk7wiGdkG/HoKX/CMrEY9xARCgiVPRV4147tdTf4iZmc329/MjN8f5BGd8COjczfyfopiHOYoBG4Ojg52xeU9RqkFkflgw4ga4Ym+vtYpzuASvLi+UE3IdDvaanRN/G4bVgXhygD/e5zbFDeozRXcOTQFdmZM9Q+kJvjnFAT9iXxsx76zTGsNNDblm8FjM0TdCzk1NdX9pBe5FV6ltefAPgPy+9ze3DxvMnWufE3r/ofYTzcXy4q9Hxnjr/0jg3gnuczIu11kP/BvMwGh7pCAPejvIWNwQP7t9nTh+xDp/Ia3RpeYl9qy/vFYIBmVWWmZREXMzL8f5O+f2EIwziDhpr5M6HadYN2zs72sfgv8yt2h/843+sH/7wh8VINs/Mp0ccMHz66afcdD1gfR0rgvmDzxWQUuVZMUtLfkL46ippjr1lDd6/icxcu3pJS/Os7eFx0RP7ezvI5C7O12G5HWuxBzr4fYLsPC83UDe5dfxMt7gp8a3VMfkdvPVcPXr0uOTfv3cXR3hPNd2bR3Qr8/+QWwvfXhwwzgzfPPzMPJhIz//y8rLWcNL67G1j1n25DTnYLfRMJkM10J5x6MIAABAASURBVN4DWua7RZfY+WiCNWpHEoClRXYrGDvCqfFNagUvJ9C/i3PynION7e0d9MNIHf125LMwZDom6NRDbJzMfDT9RgHRLYTZ6ZhBDtck8zWv57NsBa8p+9tmGa8BdYDkSKYnfz0pr+nuRWXsn2DM9nqzqpTK4HM5cRH8o+Ip5sxiNqZMOjNZswE6dP55OM8XEzoty4rIU5hmlG+mcib2VXAOBa95aSIQ6fwzzTufM41n0JjeaYoxTTPKImCAJZsqRGdfh5rqdOqGgkTwBegk4kWo36AnoMWgU/pIOupAcoFBrzwMNTPG87lOlzl1/nlwJerDKMcKSn+MNpFj49hxos4GAnBqCkGQyEmEjrsPO7tVlZRYoB0yN0H5GvwfOh2hHMYovxYaJoQReP0sUv+85RaLd4fFWXMDEanSLsbTEScO7AWKVHPi1nIyNULJTDRVWB3zPSM+NPunCKjhZUPI9OONoYQlnlEKLVWS5peW1MPJqOw09Obkfo5ROHtsSFbMvaaPYTTQ6tpFLS2tqa4aBC2UqWh8HfiUQ/6Xsjkgyjt1KJmOMWdA0GAIihJjrVBUNf3NYYBYGdlA9KY36M9xorPPie9djVmHoo6oHykpGUDQwUvzlmhZ0wn+RoQq0S1Kzgq1h/MygH/zGAdVgyEJe1rKWugYYVhkaE5VxYnbsPDBm6qV5iHGqm9KDBM2g6pK6qMge4Ne2dxTqso46Yo3pGC8ETI+8YCWr1861BSyQwqccsnXgivM4KwSrd0WcBZdlb7c33nwHDAd7klyJZ1/oLMkHRpIuB+Cf/j3lJ6vI4TizHgMKvHMhjCF7DTsnyAPEzayjtNt5w3ZMIfMsesbbcU82ygLMo5YdyM28EBmUpVk2ekwDr35nnAKaBmx49zntquHE1LVVeGpDcwTNtljTgTDlionqVtb63r65L6ePb2v3Z3nrMUT4WMUnClVSlHRfQAw22Mg1noeS9/BQcNEh5zoPn36UD1Ozn/vd39L//Sf/qF+53d+S6urS0IjqKI50gXlxgECp6ukVFWq67rc0M31+8rojufP1jGKTmS5r6taiT4jQmPKFKk40oO5eVU4GCNk2zxaX3+O03SX0/FDJXhYM9ompBbjcsxYjziF9ilo5jbHjkfGEKR7vYmDsrK4qCol2TB79uy57ty5Kzs/Fy9c0H/73/zX+u/+2/9Wb7x5lbH1hNBCT1LDeh6wLs3zCTjNc8txVVVlPLOwYWweXw1DKzq0IfeEU+L/+J/+Er6NUSUTUE4Yf4WBPlDTQDlr2/PXEU4A61fTNkH/uI+UKmjpF0flAjc7JyeHGIH7ysx/FTHlNbLUMcYJp9SG0EQK9zdmnEN0QV3GXCMXgld2CHZ3d+R4SsEYEoc0feoIiOm8gbNOSQnI6LRMOlsOaGU+0LUy+VvPn+uLzz7V559+ont3bpffWdtkfvzXDve4/XWdHsZscgPatsyrx9iy8Gt0XFSJXJV+J8zvHDL85htX1e81qqpQRx9umlIowuks1xP5A+qMmG//yM8Re0/L+glwWH9bL+/jmBximO9ub+kA59IG8j7G8+NHD1gDD3HuN1gDOzooe8axJuxp5kkhCD6Z9g7nSvC2qegX52KfG43trWfcdOyo5eZjl/iDuzd05+bnenjvlna3nsv/F4SHBcno6YmGOL8jjOVDbun8o2G3bt7WOs6aZapGtjw291W5UUi8BZpUqVdVCuY6yGnhnfXEzva2/KNG9+7dA/dYV3GYL12+xAHcihaQ7xp+H+JsfcnN0X/6T3+lv/yPf6nPcED2dnaUslRHEoRpyH45Qu8I3EnkMb+JcQ96tRbn+7LT0avhObc3Y+gf4YC06CFRhybyk4mP4PsRTsbe7o52d7e1u7OFQ7BTbj92cSJ9O3ETWm5yO3XI7dsqztY11pj/8tX8/EA1YxyDYw+nw3gCnA2y2jQVe3iP/XtBK7SZ9+9pMOcVctE0iZvEZb1ZnKMBPBrrGCftOTcz+9gig6anlaUVra1e1KXLV7V24ZKuXL2iN998k7HNa8TYn6F7nj59Kv9+6pj1FvCgqXusy76aulFC3swfO0TP15/pBJ6SpRbZM5w38mGrOpjSqXCH79/Ra8SGc+i8X5xLqqSDHAPBr/a+aJQSCniCkLk/EvJgbbRMETp3WjkjKLxyeDZcMrJcZ1p79nWOwWmHGTYVcH2DC04hl/bUIh/koCbuPAendV4XmKqIKPTSqIRBxZebgZ2J61CymZDiF+9pxdPgtGunDNNqGYXlGN3IuB3/zwemYwZf36vpMry+RigCoDAiJF7NnoLan1kGoZNAZi7gHLNw7nsuj5rlDRBGlC8xFdDpE4RBjoEoMWnqnAQRMWXG3SlSIB2dRmzkI66aAwVYs0lMuKEYnozUEo5HLYprhNEw0hiF3UZoh1O5h2y0Ng5OaLu5takT2rutKG8xoj2Ozl3NRsLYOubUShWRUImjBCacTHWEpi8pZBChcQj6Djkh3uCU4oCTxB0U3mNOdx49esTpzkM9Q6lvo5x32fh8BV1VPWjObAhj9G0+hZa+oMQvfOxYbx30dSh599GRB4n0GIqg9wREYRGKskYx9dgYa3l99gfzevjgkXbY3CY0aiG6JcyWb9oIgGTBApmzIr8iUVeoe8qaqpKy1MKAiniqK26MULZra1rgpMfGZNC/aZqwsVoZ+ke/OmZpn9O+Q5T+kA1kCK/3cUImZXOQGpRvXU9phBxlxpTpVzNQkG1gu8kQ8gowNQyYt0Qop36cgufC+CjVGYCfTkjSgLjLM3NbwGnHKTIO0RdsoDoZlAVY4hT3LBRFIKPkxWucL1J/P7EIKHgVTNv5vJJ2/6d1icYMqKdTKEMgHghARCiYc4bOzOFAkzdB5hTSHJvq0sqy5hYXVDe1s5QiKTHvGUZ4TlOVMECXtcrN1lw5Ja4UtG2RCZdX4OthdPT7PfX6DW1DVVNpsDCn3qDR5va6NjceS92J2vEhcjwRxarpo6lq1TjnVarpF7xKEg55NnSZ9dPKp4Tr6091//5dbXL6u7Q40LU3L7O5L8k/4uTfm8isH8hQBWGd6QKCDI+pqhJrb4wdN8b4kfx7FwPoXF1dnhridVKD7GcYVEHPB9w8fO8HP9AP/9Fv6Q/+iz/SH/6f/qmuv/euBvDqCDl/ePeeHt6+oy2Mh+ePH+oRdH38s5/o9pdfqN8kffDeO1rldibjLAyPT7S9uaExa6Smn33Wqg23W9yiRITeeus6twJXuNWYl3lYAJ0XCsY+KSe8H3/8sX72059yYnugxJgGhde1KvBVVaiBmaa/YgxOT+j3/v07OhkeYhDOieHLvxNwh5um9fUn3GhtyHOXWfct+mdcflSmnepT8pqmx3yvYjhdkf/vn9XVNUGqjtB9E3Qji6fwEa6iq4+1vb2h/f1tDKR9HWJw3/jyM33885/okEOgQ4w669MmVZxq9zHKlsUQ1NmhkHDwFmS+2M5gKOwLXZnDig6DhdrSX4te6ZjfCUaikOCMQbpHn5uM5dG92+X3AD79+U/1k7/+a26obkHDvpoa/jDwlCxPgv6EsTzSMfvDBFwduDvk2+EQA73DER/M9WWdR2X5SdBQQXeVEnSRgzwG9Wpb0d2IeV3X+tNHOuYEfML82hnZ3FiHv891iKF7dHyA7B6h/0+0g2Nw44tPdff2l+V3kw6QgwOclhMcmI7xZegRMGH/GeO0T6CJxaJBD771K/UwxKvoFPSrbqiDvU3d/PJjffTzv8bxAuezJ+W2bYw+zuYtuDJz2eIgd4zXofP7rNG6SppAr9dJSDLknBURrJOuQGavhdXFKbKOPzo8xqA/5KBrVwfstxNwT2hzzO37Mbc4Qw7OvDd4D66aWpevXtby8iJ82NP6s8eFJwe7O9pi79zA8d7b3lM76uQ+EAYFuAI6hez6L68d4sTbkRLrODFPdYoi+zELIRpylUj7pmWBtWkHYY45NJ49nJDn9Lu/uwXuVssLi0X2enWPcSb1WGNVVXGYNmKOhuyBrTp4ZnxVYr7FwxjHOD5DHB/zsNdUGqDP1ljbF1eRWw5Udjae6fHD+9p4+lj77P0nRyeajDsc2HlduHgFPlzVxUuX5B+bWltZ1RyHlocHR9rfO+Ag5UShSn0OEOu6z7qoSAf8z9xWHeJI7egIOyNDByyAPqmFT9kJiS8xpwFEs5Rn8l99X5f3ap2vpmkF3lk+KTos31mWIuIrcFb4K0RS23mKq1MGuJ+srgz6RYeOdRDUoaQdWmBnMO3LNU5j1OMtCefO6jkEe8l/9eN6L+V9JeOl0nOJKHF/Q0Ec4HW0BODJHeNBuEz3+f4pYhJp4tcEG4i7XTICVyA9rRSKAJz+e4QAdwFoKYuyhFJARMmXiL8Mes0zI91tXi5+Ocf1ZjCrl+lrlnc+dLnTDs/DDGOEY6GkF880x98p5xEfsBMHkefDMlH6Q96sfNtJp4rNYzC/qAYDO2GcRHBSR8MRSu6ATXDEppR6tcYorM++uKk79x+IRupzM9BjgQ/m5mSo2JBnlGQiHTi6Lqs1sPF683V/BUjn0yvSoHIwihYjLUFL0xvo0b0H+slf/Vif/PznuvHF57rx5Q3d5RrXp5c+xbh3/54++tnH+ulf/QSD5H5RIGUzYFwdYFwtdJeQvqZhq0KDyw1o4wwPI5IimHHoGLMhHWL0GJfx1BgHJ5ye3Lx5k/FTAfrGbDgT/8w8J2Ui7noRoUCRiidCQk+rIu69syLRsekdckK3u7WtQ5RcBZ5FnI5FTnrMuxoF3ULTBB4EeBIAUUpVpT489n9Y6Pod66qMhbnoDMir5xQWi6ikUESSZIjTkHiejs91XoDLDZSLECM0aBclDOcgOGJDeQ1I5MOPF8iom2kD0H8YD4xIxFMJwUecL3X4khcRmj0RoYgpvJo3S//dhAGa1wB9U/DidRWFnB3kRgTxKUghGUoQigBSTLMIYARyNgHaYlBk5rXpNepzCxARZRM+Yl3tFcf50NXVIGf9Xl8DTt5dd4Kzb7nqkVchAyMMGDsGHQZORJQNvUFmgn7tePQX5zgEONbR8R79HslGU7IBBUiZ2UhKUTFnoeAoL7wHdZKId6zDsQ0bnFz/j8Jbm88xEk7k08nj40MMyWPSh2z0Ix3bGMJgq2haKVRBi8DvdRDqZENryMlvixEhjJumTsXp6KM/Kmh1/ZC0inP1rW9/u/zFmevvvKOr16/pzbff0qUrlymVzJsvPv5EX3LS/vzxI+1A097Whp5xAGHjY5HbvgsYJnPgFUbTsycP9eO/+U8acmOwMD8QLJPgVb8H33Eg3O8e628TgywzHz3yU1XpmFvb7a0tjbhZ+vyzz/TH//bf6gT6e9CdoNe0mscMtdBVVUlVquBlwjDc0w4GVx+DFT9KZMsG1FOMowcP7mkfQ9nrNbNmO9aq1+2EheolIxDWzN8aNzFXONGeX1zCGO9z8rssmZ/Q2DGuhHKEFLJaDl10A1PpAAAQAElEQVTuy/+pm3+5+bNPPtJf/cf/oGfwpsVo823ABMO0TkmrnARfunBRNeNLpBPjSJHkqSrj8QciHFTOJG69M8bhGGGI2wA8PtrX0eGuLEfz/aSkkTQ50t7mU+3vbGDgb6DH9pTh8RRFJ+t/A0NUy5hBK4+/ZexH8Nf838A5PIHeqBIy30BTKFWVIiVJQTzJ0UCW6jqrqaQTZHoXp3qH+d/E4Vh/9lQ7GLwNhf1+T57jbCdpZ1MP7t3BQbqnYxyzlcV5HM0+fIhCZ0YeJ8jukIOcI5wRy/LQDgn5DQ7HoNeAKynQ6+1kqBQTbsiPivPh38cYUdfG+nB4hMgN1dFn57rsBSN414LHjt0csrm8uMBoOni4L5/QD09O1Fm3w5yO/SilChwTHcOXMXvOeDimv0qpqtTBuFQlLXLrv8I68Y8cDxbAh7zkqlIgbMurK/rOd7+jf/xP/kC/97u/rbevX9WEw4aHD27r7p0bunXjC3iBDO7u6wRnZnQ8lOWjyAm0mqZnyOn29ib66ARaxmqRtyKnzNeE/aqF3g45zJ7L09DlmT2vx17vcfaYg4wM9JqkK5cv6gJ0pUg62D/UAUZ/Rr9U0JsYr4J5kJQZX5c7wk4dbYejY3TNAWsRvsLDpqk1YE1NxkfI2bo21x8Xp2qPOT/EUVrH+bt9+xYHJA+0g9M9tp3Cnrq9tQO/jxT8Mw0BHVXdQwYW4SXOyNyC6FYjeD3kgHXIevEY++iHhYVF1XWjMXMzZqyQjQQGoAJZ8qrkO32dnsbOfYO4geCbvrDi5arOeAW5Ub4KLzf6ZqmUU18RfSXCjg2AcRaGTIf2otcOIpiagjWIl8irn1l+aVY+1JiFRP+OXwuNUWbFdCIQJqfNGFZsyesyVJsuQjl0BcJcQj5ESCJ0uRQHuMglflrgxAzAH0GNc6DT+vq1H/oplJ4iMDElGnwNoodQxBT0TZ5zdePV+pQ5y/kGxxlsCWYfOEEW3zNaptLgclP7ErnOPIWCjwolPM0TidJl+UzxUEWKpIhKEnOH0WEF2CF8Vgpz8yzOxWU1nAqgG6mSVLEQJyzEI04Tj1ioB4RbLHQ7HlucJEXTU90fKOpaCQjwe+4zOEEgKcqidR8teMZ2BIpBleU+XLdFubXkj1G+Fpc5lMMcDo1SpaPjo/JnIu/hcNy9e1t3bt3Sg/v3dZur7I9++rlufI6SvXVHO9s7pX+3mRgfMAFnwU28pe+WDrsCrVorVjojKexxlRsM+O70ECdjj7H5x18mOGVRVbp1544ePXmqnn9ECuOxQtkmFG8XHc7IuCjs2brQuYdpUCLdQYs3uCRmgX5brvdPMMwOMOJO2HhMZw3/BjhwKSWGUSki5H8ppIq+KuiICPXpv4eitGIdceo2ZhMxv6PUDhHIDz3J8UyfjnucVqYZHOLJ00JkjkR5X7QtyV/1k6cNwniB8DhmUPqMaQXKVMDfIBb6P+4T8jx4zsRjGfBoPB+TIucd/O2QD+RkNNEJsuUfE/S8jTD0R8wdzdTD4Jmfn9c8xsUEWdnc3FT5Ge/tLR2zBlKVNM+a6A/6Cnjasb4c2knp9fqqMUhaOm4wwuYX5pTZzDMGkaHDmJiwtoy35cS9ha6yHlgTHQ5Hi4w77Mif0PcEmXJ5gzxucaP5JbcLjx49gPZjXVhb0TIGVQZnQEMVoRoBDQyRDkNljAEx5PT5mFPobQxEn1A+5wZlgtOE/cxco4tYZ5k1sLa2qnIyOTePITDEYTihjxMctYky6zNjgLxx5ZLef/cdra4sKcgT41qAB3Osv4zx2sG/CevoGGPk3t1b8l+FGgwaLS3Nw9YO3h1oD8fg008/1h//8R/rz/70T3Xz5hflJHxj4zmG/APdun0DY/4Rp55b8o9xHeztaPP5utyXtZfXZi5ajC8KooN2hg3+DO5dbWEM16xP89njSvDDoQ1Kr22vzzG8maCHOtpnxt8BDg3mues+h1/Pnj2T2wdrdoID0I6PZV538MLj3OE0/9HDu/ris4/00Uc/1mR0pCsX13SRG6XFub5a+jk+OlKCwDol5iZpDn3RVBU8RRaZc9G3oMPz4XqZvnIKslqKskbopiMcr2fcMj3hlimlTgtzNXhCg17WQp+wEUbsYbmJOMDAH2HMCzxNr1G437pSQmYdz8jlCHkZMl+pqjAAF/XmtWu68sZVec9ooQdyFJEUBkkBrgzPbcS7/8ztg+fYJ+u3b92Qf4+g3+/JMrSATvb68dhtSD/gZqbFaajod4myeW4OB/1GFY7FhPwjZOUIp2qE85CqDgceHiEzczgLTZPg6YkO9ndkOQ7WkHAqenXSGreVazgBc+BL8Csj81mtMqfxGZnokM0JvHMf48mJRszdEKf9YH8XOdlGtk6UJFXwJUXgoI65HdvXAQbzGMO5bnry7wRdunxFV958U9fefltvvfO2zKs3SC/RdzMYyPtRjoCPS3oDZ/3CpYtaXl3S2oUl9WrpkBuaRw/YrziYO8S5qlNSUzfyc8I87XDY8QzH7R63h08eP8Z5PChyM4b2sdeTdQByNCk6Y1zWo2V0xPwdIhd7jOcYx02MuWGeDX32o5WVVV2/dl0XL16kq6Bdp0iVGsY14EBzjn29b1uBOTa+EfpvwprOyuoIR9yQDVnLY/oRfG2R+R1u2x4/vq/nOB6etyE3i3b8DnGIj9k7x9Drw5gN9OXjJ0/0kEOJO3du6zMOKz7h9vLxk8dqkfkVeHfx4iWtcqPYg4YO3QWR6NT5Qq/5+9bb73BruSTf1PmgNRcpFNSdAgsmA25nyHwMBP+HeVNVz6vLDUyplHPFyBxm4qdjKAN0uiOvnWZGlPClwZI1S7N+wUMVR2aZJP/uX9MlpkXTx/1NY9MvaU9sAeK5wJQ0BjOtc/qlSLkD32nagfMcvgAGWXp7EZ6y4kWVXzE2ZY/xQdf5Do14BudwRkzrnst6ffRctYjTBAHv2QjcsEyvIwVMDQAdZ7xyvJS9+GQjOU1SW04bZsbk+TzHddr/NE7DFEpVheJDO+WkDr4bioLBKAqFahRUQlEJqFDszdycql5fQoEMqWPnw/3toXiePFvX7v6BJuAZojhPOEXAjhFJtoysiADgLxktC33Cxtti3LQODSi4lg1pgpIrDgl5AY2moYfzc/Wtt/XW++/rwtU31V9YwsDP2uSKdd0/X0w4ot0CBsZFrprXUNYrqxfVQ6koGFsWdAQORqZdp9I3NLTK8rW1TzTMO1VJmT47xjtRqGOcB5yAeiyHjGeHE+B7Dx7pxz/7SENw1tBVN32F+YTSdV/G06GEDdP5o6JePBFSh2IVc7rCadAqkMi0UeKN4Zj+xowlQUMPI8HG5Rx8r+tacxijy2x4VMcoO8JAO1LFJlhRVlWVOnjWwkdQS4xbKRQxBSKMVnQ7pcffGYgnpqXEcqnjMhIl16EUktIpBOGr7yxv2v51pRHTOgW3iTSUHsjhPd/GvDufdvx1ec7/zQHGznjKl7F1ljHmxPT1cAY8hx7DCGP+gFu0PZx2h8ecfo4xVOJ0zu1UrHD7dfHCmupUMdfH6mPgLC2vyMZZMLd2MuaRhz4yUjP3lpeaPoqsEE7YYCvCeQx515/gZExYsxM2+DEw4nRvhAMwxqBovQ5n5Y4DptOzlZChxLQ3vZ4sl7cxzD/5+CMdseavchtxGUNnHgOooZ5/lIrFpXDfDJoDao2Pj7Xx7DE3lJ/riy8+k/9SzzHG8BgeWA94vUxY96bf4tER38XBcj0fLDx++EAJDbKCg/PBhx/oW9/+UBcvXcBA2tfB7o5ajCdsSO3RZvP5M9nY3MJobxlbsM4WMMB7TaUxhvsWhvoTbkLuYYx++ulHxen4/PNP9Wd/9if62c9+jOG8oRaDq+lVqiAmMHaWcGy+/OwTPcXoDp9oY/SaxsQ8U0UZfWZedfQlGDZiXHY8GL5Ehep0blzHc9CeykMwhx5zIoygoSTrXv/S7gNuRx4+uK+NjWfwnJNpHLgxToWNrKODHZzQZzhDT7S7/RSaga1n6ibHuvbGZX34/jsYfFdlA7uHTrKj0jKOgF7318fwC9baMbrMhyrC0czMl40/66wOuRX0BJOeqqREaBnZ29+Dnucq49REqBxTXCDTt9oTjOkDTvOnJ+ZNk6g7VqqkCuixf8BUeb5tUDaWTRzr6+j1d959VxcwBF15Ai28yq4IdvOts1GPTg0ID2RhgsNgXtiJ3GSujzHo560j6ShBe6KdebmP0+g5PzneV2Z+asr7vUZVChnPEJ4e4XT4NqdlXvv9Gh3bU5/T9arKGg4PtMkcbG2uc8tygGwM1bUjVVUUI3UB+vu9vowPhJAfqqqkZIGMrox/jNNxzK2badnhhN6O7IjDA5ApMa4Ja983N4+Y821kWNDfH8xpeWVF/o9vL3ADdunyZWT+krz+B6z5gPmJfias0x0Oxba4ufMeVjW1MrRlxtfHceozjqRxmRfhNC3SdmlpSX1k2vzvYPQGN373790rB3qHrOkMny0DHfzq0F85IywqGk2z/AkyPGGfmSBXnfVWZPbWMXrqCJ4NcS4arUL/Ird2ddNjSAmeDrS4sKS6bkgHvKoU0On9/gQeDHE0Joyng6YJ9sOI9es98Qjn5gCHaZ8xWgaPcUZa+pzA10PWwgiHcdCrtbI8D/6BhGM8xFkJ+NAxB4+fPNJnn30qH5bU8O0NHFzzdGlpEX4u6fLlS/Lvgbz33vt6h5vWS8jh/PwC9PaZxxpak1KkQqtC5QnCKVekqZg6VYqmH1eYxn6jvylVAwis1XJMlcuNhxetB+MJZ3BM/jRFvOtkBkQweiIRDjV9SiXaUJ+aclDApY44/Bo4h+Vranx9tkkwuE9DyIS4PliJZpRzEWJotyCTVWibVispVwZOWzqL1OteML4u+2+X92p/v4RXv25npp01yqzBJfowL4yLGYMffJ1HRhafUsstHAcooxWRF+9U6KdpD6GkaeIwTyeksNhlHTF6UHY5TSJCwcJXKUSmmJsgnyXGBjgqV5Re+J63GmXR9Hqywgvida+vheUlLawsa7C4qIqy/cNDrT/f0ObWtnZ3d2Ul1qJE0GMq4H4AXtEVst6po6BjXBPqjVFkY4yfMfEJRAWbZlSVxhgiOZJ8vWzn482339WlN65pafWCehg8fTacFU5V3mbD/eC739YH3/ueLl65ioLrqaoaKSrlnIBAOQq7KAMt8W4K9NUGI6evxNjQNuSEcqqUenPaPxrq9t1Huv8Yo2Z7TzcfPtQmijBhCJ6gKLPA31EfxlZVjZKqBAJZ5mfzq3MPw1VFvQGbS0N/NRtwSkneFBviHTyxUei2FTT1GeMSm8U8m0aN4vzOd7/LxtGTFXON0yEQuq7nKSIUETIB5rOBDEEaec6lzOWnEIqS/+LjdCgCOM2MguQ0oSByHkiW13kl8tIHNMr+x5jOozG9Z3DW4nyNs8zfmEgwdo9nRpCpNczSUSKWgw7ZbuX5jwhFlPEtNAAAEABJREFUkNflknYVj9ub7YTTuRYjt8XJ7CzjGCGpCpzlpsACp7M1cuKTP8uJHYqlpWWtrKxyEregpteAO8my0+sh68iQ8duo6PV76lFepUrs0UhoIw4N1bG+OgxNOxoT1ltraFvW+0QtstwBmbTxuG1VJUUKdTZCMDKCufTp5kOMpPt378jGQCB/A/qap8+a8iEntkOM2sSpQx0hEGuXm5Ld7U10yn5xAMYYBmPGDldUIdM1a91/yenevTvlx0GM+/NPPtJnH/8cB2OXk9sEjUNuE55rZ3ebE89n8u9MPHn8SJvrz3TIqesGNyn3uYnc5bSzhbcJmevBz8oDL7S3CuK9ptLK8qKWl+Y14GS7D8zN97XGKfGliyt65+3ruoIzNYfhNsZZ8e8VPOB29S/+/E8w+J/LeGUeMe4kqWKMDnus3V7Tk410O1QRoYigRiilCn1UK+BlhNPMG2GE45Uq1rnB+nJ/f1/+aztHGNMNtDZ1wP+Rxhj3Iwzhne1n3Mjc1dMn9zDyN3TMaW+Dkey/SPStDz5gbEuMbVHCQB9gYPZ7lTyOMYZdZk420dEP7z/glmdDB3v72sNwPaBPg2m3TFuXeP57TaMmQR90nmCUjriNFXKqADvjP8Cp3IH3xycHqjnpT91Q2xjq/rOsVUUl6iaMvwBq0g1g3k1vkDoNcJrNG+v+feTmhMOdDmXFFkA1pIM4AxFdoVej8Ml9j22UYoCOkCNhUAdjHWLMdxisqcuaR7cuYjz6T6K+df16MSKruhLD0BjZ6JAHj2V0cqQjbmjsnGxvPoefW+UwZ8RJ+uHBrtafPobP97WzA58Zo+XWa0E8LTLgtelbg5b1kVIq9FlHV1UqfZmPE9a3Zd2/z+KDpQMcuP29He3hhOzjaDynjwecym9xq1YhHzaK7XAM5ucU4JzQzyGO+h782WG+dvcPdcRN6f7BkZ5vbLLf7uiA9TamXlawp8E36KvQHVWSKnB6HudYnxXKvOWggSw18MNz1KEgvJf4lm0EbzJtIwKeOyYlKlfgapAFr1VR1jHezPqqqgo905ND88IHKUfYAS367AiafCi4hT3g+e31ejIO82TI/Lk/H7j491jMP+97HWOY0Laz3CArdVO5O/brMdBCC/01fVUp4eAcF2cwYkL+RMdHu9rcfMpcbar1rRTr13SZliWcjOvcBr0F+Hc+FhcWuQVd0iqHfmtra3qL26Rr3Lqtra0id62eMxcPOfCwHeMxG/S1z5RPrxYHGS4xEP2NeZm+M1pSqnrq2qSMASMhLQVCOXdnlaYRC1VW+B8YUoEE493G9SnP05rsASpwmnQQEQ6+FiJ+cfm04ayDr6D/SkbBxiejOWYwxeEvtBK8wEbCL8rGdRm8U2KoOnu+lj46KRXPh2et/g4jptbgeXH4TUEKeFCgTMqLdtlzTNkZ8xw3UC9QFAb9ggd2vSg9RWvOFiCdweW4K5F0IJ3y0dwSSlvQgPSoqWtOfOZlJdGhkMYoKSuESCFDwUN8MD+vy1ff0JucVl1hwQ5wPo5RJuss2Dt3bpVfNFxfX0dBHqsLt62lUHkiQhFR4plNwpu0afQVu5Wngf1RHWtgiCHkH+c6RtG63I5GgwK1ch9g+C9xAnyBE4uLV65o7eJFrV26rBWuT5tej4O8VopEX5XMI7pSy2di5YbitLJrGXcHKZEqqUAqYRehgBeRalnBP8TpuHnnvu49fqrdk5Eqxl/hELjexLukklLUqqgfQX9ZsNQyAgnGBRBTBHiBlAJFeaTd7R2dsKlke2LQloExJ6bOc9gx/pZT6uHpidARdaumKadfA/rvsXEvoERr8sxDulWqaqBSwmCBKDnPIJ5M31OAPtIKiSxJRDR7XsQRv1nmK6HrGF7JPktmncltpi/LIHBWTKeWJYooPMv9zYtAUVLI4NEGcYOZat54PYsnXgJqR5IYY0rIBXLVIW8j1ofnaJpfqWLTrpta3oynYc26a1ys7a2tYoA/4NT7BOPOhkNGRlochTHy4c3dBuruzjbG4x5O6KjAMXVtALgOAlhuJbbZ+P936v7sy5IkOfPEPlE1s7v4HvuaEZkZmVm5VGVVASg0GuSc4Zwhz5kHDh+GT5xH8m8kpznTbAya6AUNoAq1ZmVW5RIZ++a7+93MjL9Pr3ssmVGFQnfjDNvCxHQXFRUVFRVRdffo5sgiy6E3IGM9MtsVYBbKYuvlMeSUVAF1TtAHpFzGLtq4vMUw8Y8IzjHIv2Kd//QnP9bPf/r3+vyzT/WM9f6UW88jjKPAuel9q1KMwakCXVJngbtnY5+p5cS6xfjr4EvPSjcPjjFsf4aj8bOf/UR2bHwzccCJpv9zPURa0/mxfk7Zv/pX/4t+8YufMt6pFjgvU2jZhw/3797RHk6JjckDwiePH6inj0MMY98WDDDAh4NaFXQEJ/YJQ3l1daS33npDP/j4u3rr5g2trYwk2viE+ze/+ZS1vytB33BYcZNyV1/hbC0wdo13acgv6KMtYH76d808B5YPwdEevokHUVDA10TnGb2S4CvZ8pJIOSm5DKAJ8tAoIsiT1tdXNB41GM5J4uS6bacYV490mxubRw/vKEFbBy8zwjhCL57FcKpyJl/wYhdDehdDe45xfUC7pzgs9/TlF1/qCxy0fQzgKc7IU068d+Bfi8HXohuLjKIX5UF4forMTdFVz2QZ6Cmz8Thjfp//GAp5PcaeuA149vi+jjHmxZy7bk9oGoOywAifccNw+/PfaspJ9ow1cYeDnF/+8lfyXxw65BbQh08Ly08fyqlWlWvlXCnDt8zYBG86+NpBawe+QKgXOCEHjGHOPiHkeVQPdO7Mlm5xQ/ajP/mRvvvRxzp39jxOxVR2UI4O9zXjFqKHpsnxHk6Y+fKpvi7/dwc6fvepDnA8ppymt9Rp4bFpbeFRhLkQGL7Tcrg2Zz12rM0yVk+oeErYS8yL/JBesHbm84m8fnZ3nuru11/oC2TM/1HgMXPBolCmbmJv8Bi993qdbzOuu/fuld9fePZsBwe0VdfRP/vCHD6lVGnQDJUik9/TNEmQOIc3C+ZuQdgxBwvk+gAHc3f7CXvPPt1N1JFX5ZD1j6d7zpy2tIkIRSRwhlLKqqtGDTwd1I0q5iHlrOZk72nIm8ODAxyjffAfcih3gDPrv+b1m89+o7vM7zH71pzxz5hv77t916mFl3PsC9FX3QxUg8dx8zGlVG6UNjjYXOeAc5WbpRUcsRF7fl1ntYxnwtzMWQ8dcre3/0xf+Ecrv/otzthD7eLYHTDHxu+bF8vB9WtXxYBZB4/lPvyXwS5fuSr/OKsYfFUxzroqdO0zH3uMZQ4/pJBtoJ45pJp+39NTaCB4/n4z/bzgd0Qi4hslThuc/Y/F5jbfhHg+jLTAwOiFwDDInoUjFl2QPu2mDFo8JaN8qBmKCAQjESYp9PyJIMG7zFvWVxFoqpQyCnl74gZyeZcEOW0QZSH/E98XINAFC99rKpgMDjOE/nu+xsQTJyBXJk4Tov72BZezaUoJ2SXHLVRiLisxsiBBBpWHjBK+/hMR1H0BUugPfWj6vGq4nTMMz3NNZ18Eti9Ktqek+71wWq/3QA3U9uuo814JGfQyjz6Iu97vA5O2BFMbpaopWrZ2rGTxcY5pB5wN8JLvl/mGiB7FHUyixaNm4Y3YfJtBrfAEe2Ip7zlV8mJviQtRq1E6A4xv/9J3j8JbILMTFukei/3r+/e4IfhKX6Msd9iA5u7DyLWkMyIpUCwRwYLuZaXdUceASsVh6DAoWs04vfJf7TAcYVDNWSNSyG2tmAZNo3UU09r6ejkBHnC6lzK4DeCfo0BnGCa9+Rn0RbhgI50DMxTXDMW3IK9XUpF3cKs8tEC+BaPm1DnmlK8lMUWBP9vexhg5gEb46XEArenqROuQ/I1KQb4Mcl5SZuO0Yq2qBsduRYPhmI1vymkuuBhnB61TjxEFPp/OBFO0IO6NeIfT4vt37mqHvldQwP4RlBaj8dLlKwXXiHlQhBJ9BJsEZIuEAh4kQH/AEyFQxAsQcUMpUHn8S/EWibLm6WRZQ9R6ATp53KxEgy8QrsUck/q974s1sKz2PE1bx53r0OD4PwaYVdYv35dwLdszGOZ3GX/1a7rLmMlOjCERnqbNBzd7TktILj+FoK7QFR3y1iEjM+a1ZZ4zzKnZvL1xV6y3xNrIOWs8XpHn14bCDiehz5h3Gx4UK+ekRDvjO8Zg26bs6ZPH8o9JPOWEfxuYsLmLsXk9CVpzymqRrRnGZY+R1heZNlWmkLAHqCeeSKFEHxm6DJGWdSJCEUvwWC13cwwej33B2rp3745++vd/p//5X/xP+hf/r/9n+ROrwXjHrMWy4lgzU5yPBQZXAQy4njV1yrOy5uFJon8bNHsYDI9xGA4w+lrqBs5Bh2HR4SgEp/rPuDW5/fWX2jvcU+TAWKk05GQzET/m9Np/2vPZ0yecUt/TNgaW29pAmWJkBjosZ5YWeA9xaPb3tjEyplpbHWNEVdrf39HPfvb3+su//Ff6d//u3+inODkL0wZfBui7jGHyJY7HJ7/+RP7xjWfPnmiGIdUxRo/16GhP9+59jaE/k8e1gD9znBSHXeE/Xp9CKSXgNEzkwF++CueFMkQm+FFwHu/rwcO7nGo/0g79eUxPuFHwOKcY2TmyDKhvHXHC7B9NmyNndlYRvXLz7HoTDkuePX2G43G3wOPHjzG2H+OYHqFr56py0mg0KmFKUibtORbyNEN+Hj94oG2c4RraOuRohm6yfs3IS900qppK4japxZANOp6iy+zUdJ5rDPeO+Z9wMzPnxuYezrR/JG6Io2Qdt7uzq2fotkfQdMBpudstkFv3k+BJpk/3m1OS116P0drRR8vc2Jjv4L9vY56yHrxu5sxJw7oaMmdnz5zV9etv6OaNN1VXtZ553fhmY39bU2iZTvcxUp9oe/s+PL6rB49u687dL4rxOmPuBsjWmJtHj9MyCzsYZ5Jpm7HfWT5KPjS1jNXpYvDDhzJ29kuPIVKwfHoljyEsg3Ocwh09fvhAEwz1RPsFfN4xH+zA4wzuYfwe4oxPmGcp1OBcrG9s6gxjsjyGMM45dFrjNtxzZzpM0xxj/ghdsLe3qyPW3hR+TBnLAj513VwTbm6OkH87Xh1rAdJUweOUk2C3BKV8FBREWFazLPsVc50NueKmaijfvq6z9w5Y64qAJx0tO5yCFplaKGhvulY4lOxgnG8PTNsa6TNnz3Art6YhbQfIgaFmziKCtrSHly16ZG4+modZCqDHHmm9dzOeOY5Mx7pqGdcx4zzA9pgzVs/DdDrRhDxI0Bmc8YsXztHfmHl+os9x9nzjZIfmAgeWTVOjRx8hBzvFkTSfEvNU19hAhC1zA/kK/wu+kSR4H4QGmTDSzutLGAqHfUJek+T474SgXF5mzwEmlrzTT1DFsEz3y+A1X9eJoPJJWcSLuLOWyVfbp46NyYU9i9pCbSEq+4Kp8Khfrr8scMg8n7wAABAASURBVPXnUJC6jsFtTkvouyPeO49KpSl5cIZcR5ZByYdHJXQ2cBonWjjjRb+M08b9PIceBvfUESEActczEHXPMHVJRckj06FpopX8OO4wTsocEpWg2fHQP/6h6WsbmZ3fLnipB0d/V+PlaGh+SjnR174uX47ZxU4twcidcxKWTEZvok7iMIsKTpy2dxzwBJT+3fYUqFpep0tk+TnBRytagJ9cx60aHC7ntjd7AUIWtICqziiDRl54PQvc0KHke8oWpFviGQVR1bXsEOxwurnvv5CB3M5YoBMM4kMU3zP/0jnK7wDlMMVwsAHf07aHjgRvjV8KhtqrhdYFbVuAF6O+5XRzBv5j+RrWinyKkp+yodrwGQ5GxUgbcOLvmxcbcM2glje/itD0KRJGATigww6M8bbQOGedzeZtOTWak7kgz/1HYZ+pk2TmkI8mxYiYUxclSrnp7lCGM5TeAoU4ZaNYQBfkU7VXx9hbHLCetkH/BrAppUBxV6rgWxBvoWEBj/x3xQ85JVrWDzb+sVZXVpVzVs3pT0pZVqQ2Pnc59TpkU75y7Rr9tLqHI2Kn6yw3PJGSIgK+dWoGYyU22BZaTE/PGPXap6dNLz565QmVLNARLhOhUCLD4legiCVtGWfvwevkcZ0TOMmhpVuHRH4BiYC0ftcDXhe9jNfpE3i5P8d7/f5/J82WgVG/BG6/LFCRQ76nyRchpPLqBcQy/hKe08rhCB9eYj26ENrgUUSweqTpZF7mrvAyhQYYRqPhSEMMPm/QdcMtHcbUNgbe3u7ypHo5f1H67MpmvFCNjK+tr2mN2z47Kq6zz+lc0wx08+ZNbXLjl3MqNFTI0goHCaeHCInNu+ImLFFuWVRKSjkrVVUJlZJ66O1pHUkKDPpU6iYFNNfIcAU4zxu2fw5+wU3E9vZDbjl/zUn6p9rZeQK9rbLrV1nrqyvcJIxxtI8xjvfl9dOxjkLupVvyPsz9XqZzgaE6xyDqMJKEMdsDLfEFkCppMBqowSCs6qS6yRquDDVeW9EAI2ZvbwcDYhucLWuh1tB1qdOCc4JjMjk+ZD1P1YNrsZhoZxsD3Ia8HZrbX+Jw/JV++atf6NEjDELqN/STq8T8eW3VOuK0/pNf/5I6v5QNw56SwOrvOHk1vpWVhrWbMZ5mjHOuOfrPhkzRoZZpgFfliVSCDj70gCjo4MuUGxw7TMLT3+Hk3f/j8ye//rk+/fRX+uyzT3Cq7mJUHarH6BI61WvSTu2jh4/h/5c4U2DsxE3JWAt03f7+oR49fFhgn5Pow8MDNczhPobt/ft3i7N74fx5rWIQ2rj0TERIVU5qqkpTjN9HD+4juwv0XKspRt0c/ZVylusbOuTcqqaFfsuhHV7/OeOmqiCx1YwbiS+/+Ey3v/yNfvbTv9Xa6khnt7bU1LU2MKZHo7FyrlgTI+helW9zM8IaChwrICXWk9SyPuboXONfEF9gaBq353Ubx+wZzuaEgyKXVVUt0zIcDJVo73E/efJI9+5/zW3GDuM41LPtR3r27L6Oj7nZijnhnp4hy8+Qi31uyo65aZ6jS5FMCVoMTJNaeG/oGLT1SM/89fDAeS2GcFfK4Rdtzc/EWmgwsEfjoUbIZFVnsBlrV/g6Zy+xnjeNBjsMc5y7Dn56zflHry5cvFhuuldWV+Q16H1uOBqqQe5TzmWMMFszxr+/u6NtnKxdwsnJfPXIakKm5vMj7e89lf8qV8s6q5HvpqlVVxXrqVJFaJp7xgORighJIY/bkCKpruvC22YwKPJjB2QFB23Enjwej8gb6/Llyyr/yeFHH7Jfj2nfI2MrunLlsm7cuCH/PsWWZQC95z49/54n0d8C/h0gp9scwGzvPuOwb09HrN3JDJsAJ7Y4UuzBndcxIci1Qr8bmxtaXVstB5GrdsjIG0DjeDxQM6gUqQPXLk7mI25ivmI9obO4Kbn34K6+vnMb+JqyZ2rZoyMCeWd+yhwLsuBDZEnpFQiFBE/4SI4XcCxKLPqQljHpW2GCdEMQnoD+Yx/38+22ES/yPX+lRl++SlV2p2iL6JUQ0lKVAbt4KdjEGEAP4SUNht5ZhAQQXVInoXNeAM1YFqfpgvk0Qeg0wAtqRThC9slrrCVKxP2W+Msf8l9OWmCfpwuq8lHPWMpfACBZuiDsqWicZQineMgnu7yOGqTld4nbFV8G/RfzLMdp2l+Q7NQy/0WeY+bLq+PtmEODS38HgIiXeqcte+KGF/VLfySRNr7LVETAYeJsYlaYc06bitJj8XvD7Dhx6FBaxpSrrCGGUoXi6fHoU9UoiM9pvjAW0oP1TY3PnFHNwm9T0gw8PZszVZZ9pkDGkyJMBQDRLQq663q1yImdgykb2wRHo9DC5jmDpinKeeaNhs3c9RIbU86VJOMQT1KKrABacM1oNwWH/yPEKUrcm9GMzWpCfMKp7YI6+Anq6d+0BXRFQJfA10p9F5py2tTBxcobBeWivAd/R5sZuO20VHWtlNhgQbIcR0djUTXIh7eJZN+hzGyITOXre5/GHLGhH+C0HR0dKzOOMbcZGf5aCTco45STcs4yftNoZ8UK35tyDz7/yMTTJ09RjlKGBo/PczNgo9XJ00MnvZOCOHRL2b2Zy5fzIqQ4KWPk+uZD8TeznjcvBfQREeAA4FFElGx/ImKZ78QpOO80/toQWl+bv8x8pdSJ3wM9c7ds9Z/whV4G8QcjMDmMWoHsR4RSJIUk89hzeIxD7o2twVEYjVbVcJKZ2eyLTCGfNl465vcQR/MJp8B7Nh4wgGYYNC6rMKhWVte0ubmpDZyPjIz4VLoi3GLdreOU9Mh2RMjGwGBQq8LZaJoKgyELspSylDA4Mm1Sdh4Z1O+RjRZjx2AayFKmXgXUtG/AZXx1XZEfqiqpqnsMi4xBFRhuOxjlf8+G/isMqhl5A507t6VVjKUpxufx8QH5cwX9GHeZnkCckKGeMYv8jgOOBcbEAqOiK07HQhOc/SlGUosuCoynlET/SQnnI7KUvG6gKSx/jGd1bVUbGxvwaEM2ippBwyHGpBgdNlJb8CdwHHJK6h8NfcQtywyDf+vMJvVXC90N+HTSfwctvW9MGG8PfU+ePtLOztNyMv4M43U6PZTr2rALjBuPJTHAjjG18LNnfCqDRTqI93AgIqRIjinC8ZDnt8XBtKw0GEp1ndG3jWqcp8n0SNvc5lh32PBO4KlTLg7IEbcd/utoI25SQ6Gqqsv4zUc7Uf7F2hbnawUDzD928qM/+WO9884taoYadIcdX0FfB62J3AxdFXxECZb5mpbT4w5n6ljG2VE3VdQ0E6F9gd5eIHOLThyA9OikXjlXMo4a/MOm1hf+D/cw8qbcfFw6f1ZD5qQh3yf2b791S3/+5/97/df/1X+tP/7jP9H16zeUaS8eh9arLWtjju73GurpLxh/D70zDOsCGKWHOFOHGKwz63jWzDOM76fccDxhvp7hED8l3CE85MZsgiwecPMxmx0qpYXKdHNIZkfmmFvFA3Dt+dbA65U56aGlZz47xmno3f8JUFTe3mXkddDVGtj7OstsCPxZdZ1ZK0OdO7ula9euaIvTeLOw5XbMc17B07qu0AkVc14TDnDExvBqqPB8RKKfpMTe0OAUDwyDWpl2OYfIVg+uKXK9Z6Md2ONQYgH9Lu/7GU7rPo7HMx1ww3dMvQkOdsd6cP8ZBBFi/jqgZfo7ibnuGMcCY3zBHCyQ/xn78xF8OTg4YD+bIiNsmNR0Xc+Tx+y5XeE2cQvnwus/wF0hCwPmfYAzMBqNVVWN2kUPCD1Zqa4GGhR9WKuDj3P6mVhvcGM5Qf7nOB0ttPasRa81806s0UAnNIMKPjVFnut6oA0OYNY2NpXos2NQpuGNN67p+huX5f/75t//+/+v/uJf/Qv96pOfyfLwDKf1MQcOB/DLc9efzDXDl8fVsy70HPQPPnSpiAB+f1WGSYV4CYj+E789nR7TR2JO1FtAUbzll7EYbY/gesCUE/TPA9rIgm0wglLAxzUK+EP69HX90/jrwlC8LvsfnRfgcdfw+lttT+l0nfhmKQ3czvCi6NXUMn+5CGAGSZcbnEfyv5DXFBdSPSmA+fI6WI6x1CwftzOUxDc+zje8nO10AT4FP4VEka4l5h6eM12WMkqkSJUiUlEiByjcI4xiK5AeBd+iaDpk06eiDSe0uW7k/7yoRclunb2gM0DFSUew2NNwrNUz53T91i29+c675XcuapSMlY77Z8iFgJ5IV3rvkfuShdPRa44DMmf3wmdQ24f6yOoIW/INMxyGUGhIf+OVNW4INjASVpXTADyZTTGEjyK3Bw1hj8Exl0+ujtiIJjgvkxJ6AzUFkiLkxzSBRIVJSsq50QKlGGyAHl9qBtAiTjFbzWetuq6X+ZbzQCmy+jaRByboLbhAm9gnvK4XGE02vKzgh5x6nePq99LVy3r73bd19fo1gaj8TLaV+QB+DXHu5pzsqZdSyqpRnglkhxijxl1VtZ7hdDx7+kx2gJyXcwYPPKNNUDdSLNNlQF4nBgqNtIDKUz4RhQ0EJSx5f+DHGE+rRiRFGFecZsm0OPEix6n/BEB2/uDWLxP3Bzd6fcWIKGNz6Qu0jhmcK4WWj+fDcc9JxbwEfLETfYwBZ/nrWFfOy8hWw3xXzK/ret43cR784xQjTjNtQPnHqR56Q2RNRjGwawVz67VZYfmP2cBzSrLs+AZthtwcUneBo9IMauWUivy4bs5JmTaJUEnq2bD76JGQjvXWsl4WwFxzjJcFxooN/Y4N2HVzDlWl/0yYlLMUHChIc+R+At4WY6nnxPA+m/lP9dXtz7l94LQSA2cHI32K4SB6ssFQ2tK/QidPz9LrwAPQX2voWoxYADpMy4K08xfwzjeoEw4hjjjd9dqemV7aJMY2wLCp4adPure2zmjr7Bkcn1V4Jm4A7Pgfow8ONOemhkWLzjtUi2OxtjbWmzev6/z5MxphoDeDxJggkDEuMNpt+DQ4AOsb6Jvc6eHju/rst7/UJ5/+XD//5U/1s5//vR48uq8BxqBo06MzPbiIVFZb7wTQBzi1hARjU8rwMisilJirpq40GAzUNBXzVqHjVrSFk7nOQY5/1n1IWU5JxuD6Rr6w0mN5tzYOMRIr+BAUDJpae3vbWuNG6NKl8zpzZkM3b1zT2TNb5fcf1tdXZUSWxymOV2ddD59FW8FPG+FznL4VbpWS5YS5gEylnOAZOpB6ZV6YkxlG6YSDGsvgLrcFhX76b4Aaw9h/qWyC09HUoaODPd35+nbRXR7Hmzff0ru33tPVq9f1ztvsHTduyjrexKVUSRDpNSWeTN8VcmgaIpZ8CHjdIwO7yNldTq4//fQTZPATboA+l//0+pOnD4uxubP7pBjc/jG7Pera8O5ZJxVj8+/JmJZgbSUPkrGZLy1jXjA2y2DLOAtvoOOV93RynYl+6gzMQwcvO9p35iv8NNqN9XV957339L3vfVdvv/22tnCQrSMy66uuK+bj8BwLAAAQAElEQVS9Zh3Vcp5pmdP3FEeq9YamUK4qDbjlGAxq6mUNRoTIaocx3uGY9Rjnx/B/B6frACN6hvFOM7nvOXPpdXiEw/EUJ+zrr7/UndtfyX8q2QccU5y4FloTjMjwOZCzJQ/aMt9ef3Nk7Ag99mznmR48fKD79+/LP+5pJ8Q6yDru8GBf9x/ckX908cc/+Tt9/sVvtc2t4jZtnkLXExzou/fuyr8T5V+c7xVKOZd1kFImpQIVcpPhS8/8tqzBjnXaM06hRzyeTHllWUjkQPeEvf2IgzzrWkWW/yuAqBtF1XAruqaLVy7pjRvXNRxW2t97xkHJnlK0yhzM9PTheRKODNhkiCAwQE0ApF7/9q/JDvIM0OamEU6Q95/xdbenIOT1FPWLnlwqd69Xn2U+6r9V4qQE11E9DOzNXBaDkS2r0AxhFii6LhCCrkBPnkHledFdSfKh+CVyyPgnf6EBBvNq2bGp79U9J4RyaFh+HVnGXIvUH/C65svwBzT537zKcowmw5vOK9SbLy42w74JbvCHAjh6A/WNn6Cwv+SRz56kDnnqyS15VHAo+oxIyrlSBjqUo09AbLS4riiXglZSQgkl6ixQhHs7u2xoLNqUtbqxriHGT0e9Bcb4hE0wcpYNqE02/qapZRntu24ZMuaefjrSrZUzafdrxW6jaYqitHKbg6s4IngRPbhzbuhnRavrW9rYuqBzF67oLHDm7CVtnDmvtfUzquoh60Kat6Y+yTQR1RSaJtxQzNlk3I83EPcpjw+AhCKjDnv6DSVFqmnHuuQEphpzVcyYpozduBQqxoE3hw5F7A2/pSOWrjrat3DMoRdBT+YChd+yMba0H6+M9NEPP9aHP/iert18Q83qSCubaxpvrMkntQme1k2jBkfH/Mkp4VyNKVvTEY6HlatP+CqMq0TZ1JsFfLSxMTn52epT/poLvXigN5j/gCOmyRDQSJaHQgW/VHJAfgn+oz+neKSIUEiK8FfLx0wmFjr5FyT+i3vhLOPgfZVyxsm7zIPxSBGjJMlim0zmzN+RjnEKPIdz5DwikKOhVlZXkd91rWOEGNYIvX62MBBHlj1QLDBiAhlUTpojRzb0Us6sh7XStsXAeYAR8JhbkiePn7KpP9YMB7kZDFVVtSKFOgiOgOFAT7xjDXZei2y6LTK0KLCQDXv/fLXXyykswN9Bg6hPcyhigMhKhp5cgVML8M+Uqp51c6Q7977Qb3/7KYb5r/T1va81Q/4zRkIkmiJ4xpGIOxR4evAugRS0LaBljiFlfdORZlmpJWypZ5rscPgwYeb1x8GEafN4WuJTDhgcr5taAw4paoy0jP1qB2KGw+G12LPHNjgSgZNwxAn4Nieeh5x0B7TVdVblcWVowRCZQ/ucw4O2/MnVrPX1FQUGy5ST2Ec4G19++bkePrzH1CTZYK4wDjtoNYeCQZrmnjQjN8IS+NMzboeSFERyyqrrqkDBYX5TZ4Xb0HX07Gg8wkRAJ1HXfKvgp+msodXjtQH4NQa9ndV9TuvtLKww/o8++oCbp7NaXV3hdHkGnSBAF/g2xLrEfN7b3S2y2THPPf2aR5ZV/6K/jVX31yMnxpmQJY/NvPbBh+eoZ4K8b+zt7WlvZw8x6ehkCVNOrRPjmOF8dvDxDgbv3/7tX8snzFWihLYVE5RSJUOLLhUcyeS534hQwJuMvGfG2jMnHUZoy3yIuOdivpiwJz1jHu7o7t3benD/DgbxY9bBXU75uZHiNqNrp5r7T+ge7Gof43yKoQqhigj6NSTlBNBPVdUypJTluetYKw5Pp1Enj/lQouAAEaNcTnFHxRboFKV9i5yK+AZr+9KFS9pY29DFC+d19txZje3YwdPOfIf/Ds1L6/PCz909LchPGOGZtVZjcNd1guZWkVpVduaO9nQbZ/+rL36jJ4/u6RiZbt2G8aRcuWtl2le0neNk+sfn7nz9le7Aq/sP7mtv/6DQWVe1avYe7z8eu8fRseY65t48aIlbF81Ym9ZjPqQ8Oj7UgnkVMpUzX25WdnYe67ef/wrn429wTr5U20405XbpMQ7Pl1+hG+yM4IgswDODnimHCAUfNzBHZR+baI6O7FjPLXwxTzye5wA/W3REDz0Rov8FBwpHOsIpOqT9wdEUfZHUjNYUzYjjEeIcjJ7BVrjOjdqNGzd15epVbW5tyjzxumvQFwlr3GvAY03MSUpJxi+eAE5fx1EVMpzm/a4wwrV/V+k/nI8YfasSS6bMl3VIT2mBb1R0MmLZ9+vKuTWdyf95jVBmsFDBBCYGzRQSB6vbsnkRK521YOyBZdpfLevpNU/p8TX5/yRZJ51BrxlSuoDO3lxiSQZQ8iiPCPGqzFyIh7auW2K0XibLeEmR+1/SG/I/Uxz+kDp5CwcY2jI0A1zhFKh7Go1wjIyXXrd7KflK1GUnIrLETanzOkL37fgpOOubkFKmWsgKskfJppRUYdxWdaNEWU5JHQbP4f6hDthcDtiotp88kX9XoUMBzDmVWVBuBbmLY+JflLMBwJQWejoiltkORdEhD6YLHxrl0JX/W2OKIpmgaKbgKQroeIoSmWqK4xEZGnAqDo9nKNe7+vKrr/XoyTYbzAPde/hY2zuHmlAv4yTUKJeUa4wgaWG6AIdlzXiEaEaPp/DCNOnkIaNj3B15M2iw8vKftYxqIOOsrIxxsMarq1rf2MRYXEORZ/g1l8cfkZBV0S+IjJLpc54Vk8EGgivYyLxw6bIqDILHz57oCKV7mSvgy9x8nDl3XiOMixWMTf/M6mw650RsE6PhvDbWN1Q3jXKFYTIYyHM959Q3M54KSDlzojsv4DlcsOlYMUOGqVGUf+LbK8kgQqdPALJDKuU6eUz3SZRgWUrk+RtgCMatkycixAs4jGXuMqPkLTP8pYzXsT8UIqLgiPjHhaf4afZqe8Vp0X9UuMRHU/jG95XXmDvkvAUC/uSUkZNOU06EvUbKOkDWIkIJOMah9Abu/J6053iErNlxv3DpEqf2Z5WrWsc4mbvcSO75RxyKE90WGVxHNlbGK8opadDUWkF+FvOu9Flkg/yc2EC1fNyPZb1nn+mRBctlT9w3AD00Gyw785P16HU8w5h3uuXktWP9qg+Jsff+ELUet7HUQlfH6aR/4XebU85Hjx/JN42BfKYqK2X0TCQFwsVQCfUKCDp6DI0W+Z1xWDBlzHNw9qzLSKFm0GjAGqk59a28JllHuW5AgoEoFWPlGMNjgS4KReFJU1eyQZVzknWbIdG50zbubt++ra++/BJj9Z58WjvHUF4who5DgyXMRUN10CUM3vGwFnafeg4UWPzaxCk4y03V1cuXNWRtdtDaonfoXimHaEzzjvad+sLfXq7TwccWOTCtvrUw/o50Yq5WVlZ17dp1XWL+L5y/oLfefJvbmIu07xlTMJ6M7PSqIWQwqFVjkHYY4s/8ewwYk0+ePCwG96XLF7W5ucHhxQDeTDH2H2qXefnZT3+i0/+/4fPPf6NPfvVL+X+ADsbcYgxaFvxXwu7dvaMJRmHbzgknMr0pZdko9xh76IUo9eYNI3U9/0Uxn6bv727Dz1309G3aoSfhXY3hK5yFXW4c7t+7g1F6T7/+5BP97d/8jX75i5/rV7/6FXTdltG6nxY56OGneWiZ6XAYFxi5M/Rmi0PYQW9waNtj7E6nh9Ax15hbgPW1kRJG+WRywDqYyXxqmgTPWhxyDNSjffmWp8WwFbLMtEC9Sr8d89IzeSlVirBchQoJCiE2pd6LT38SjWUYiTpZKdfKz6EhL7H+Z9rb2y8HEJa/Afrcer5iXXQMuIWHhg6afLhguZixF+1xc2Gn8vCQsXi8rJ06Sxk+VkDNOA/9l51++4luf/mZjrlRqlKoyZVyJJYmNIK/Yu2tcJvuX7je2lyX095rI0Jnzp7ThQuXuR3bUt0MFYwdotXzr4U5C2hb0HdHPJDPBO4GWfcvil9/47qucoO/ubWq4bjSeJy1uka4Im1uNbp67ayuv3FeG5tj9uSJjnHYe+j2uANDf4qzccAtzBEOjOnxWmhxPufs6Qa6Zl6iQNsStp6nlnQLdYyNb0elObyaobOO0bPbu/vaPZhohpGxiIp9tkOz1No8c4Gbpu/o44//SB99+D1duXyVw4KBYI1yDgWz2DNGjztSkJ+UIsjvASlpCUxBSZN8/gYxA8Err2+Vv1X5lRq/O9EXwetfqYB4Io9QSDYvZXx5iZS3RPlELKkhSv6yvuAVifKmtpvCxKnsvYqTI09GSstGpQZULxvTzCMnEYUFoYiQiEe4IIgDLCSJsID+wSciqBmlXkQo4gVIL8dJuYw8v3rNU/jE4Kj2opRMM5ChP88LYqWOIy4nzbAKQ/nwLmtTRIlfSkkYj1P/fw8el4kkDPjhl0ExgYzL4yCDGF+yqMfo5Gl7FWhJ+5JHnX/sa5y/r43LWxTSAkXnPnKVlXJWsLH4xxbqptFgONSgnJpWGLULNpID2RhYYPQ+5qTk9uef64ATGfSHciRtYgQZevB6E/cJxGy2QOG0attWVqaLk80ENrAhdWyICy0Vbcum0GqCwXFcfob0sPxllrt37urHP/6p/s2//ff6y7/6t/qLf/1X+n//L/9K/+L/87/qf/lXf6l/+Rd/qX9N3t/93Y/19dd3NGXjXND/FDyHxag7Uosh4v49BxEw1YwxAYCTCdojyIcp5sMRxsvOzg4ntXM30QhD4NyFiyhVlCe49jlR9PgWbH7eEA0+LXGYc8g4cq5ZJkkJvDVO3GDYaAU8I5wj02Ilvo8TJ54BStx5pnOOkZdTgp+hM+fOYXCc1xaGDdXk6/MOmqWklLMq8KbEFgRPK+arqiqlBLhv+nWbpYQJWgJwKLL6EidW3ijf3/9BGk9ktCfsXqrc62VklD5PG69BLz0mq+SVz0sFvydqnAZXcfgPgesZIkK8Kp+Q9BJEhCKWsCzQ8jF/CyyTr/9GyY5YhiVhNpwkbTx4DbRsiHWddfHiuTKHddMoM2+GGWvIBsXjR4/l3+fYfvZM89lc4blnHj23QwwF34CMOK2esX4OMcRb9aXOFIN8jsM+oo5/Odgy1tQDrVF3NBpgE3dqWdumrQyHz6mMddDVL3cwsFEjgAQQ9uRYxgymf0HdBX07tBHSgmfB+nLYGoeSAnmzzrCsd9B0zLrz+rBh77adkJ5I6iMwOTr2u4511UncOIhdfLl2SHOy2p8CpoLjCZoGGPtr62vcdF7QRQz8s+fPaw2D3/wxnzL8ShhD5scMHnbQ10FnZi2MhisYQpsY36tKpHtJVVWrqRq10HpoZw4jecpp6QKDtsPIFn0naAOtagzW0Yg1Rdqn9nNO7qfHB3KIva/1lRUOCDZ02U7ChQvKKZXx0Y0iooBpKTSZrufQl/5beNuyfq0bZxhPlp211TVdvXpN16/d0Nmz55Gfy/JfZ/LNgPll6DDCA6O74sR7vNJoOMzo12PtH2xj4G6jUyfqOOl/9PieDjjlf/LkgR4/6B1KvgAAEABJREFUuY9x/3P99jefwovA4fqi/HniX+N4+MdzehyuGpyDKiE/NtizavYFO81T9FLfhzJ8tvzmyEqRhJ2mDjkIhQaDBp39VP/23/yF/uqv/qX++t/9rzgWP5MPVjvmtWky8wDfuX149PCuPv31zyn/hX760x/r5z//qfxjUk85kAn1igBjJIl4h9Hbmk/oXvOpI97Dx75HWgHXCeanw7npsKcqbt56xt4xnhZoGE/DOsxMmHF38LvFSG3Bg3gzVnL7pBCOBmGH4btANlocbY8PSspYI0IpkQq9eEqcTyRZF+dsp6NRhH/3L9jjBH+Cue61v3fIrcxj7XOAd3w00TH7TMsabQYNvBss+wB/yqG6qeV1vba2ppwSc3jAbdK2FugN/3gYwykOcI2sNhxa+08WL9APLu/gjcwXiO/RE90J1OC9hC56991bunHzhuzUXrx4WZcuXdWZM5c0XtlU06wo5wH0mxcB7R1ytdCCddEzFxl5aAbQtjbW5atXdOudWzgW19FvG1pZa7S2OdTZ8yus0w1durKhC5fWtbk1Zt4zMlppdW2oTW75V9dG8rrOleiLtW89AH11Xamua2jI5AeQTiAX/qZYhjlnGQJ+CR6YNg95wZwdHh7rcDJTl8HDjUeqh1JuqD9QU484PNzSZZwOH+5kCGBa6QM64HPkZb8Fn6REXqJCED8Fot96XfatzJOM/iT8BwNXBF7I9astWGZMKxVezf6dKeMpha9pwspdqGVxCOHpUSalcqkYTHOJyIrmJKblk6QAdDLcUkj8NDzNLyH5+sbzzaxvpk+qx2k+kYgo2JafkwoOSp9EHJ4ClKsA+QhUj9KxUJAqb0RIBp08FHqinTIKh6fNS/z083Kb07x/0tDUsCi+RYzz/2HwmAzmRV8WRwemvggP32X85Os6ZSgodwFwiGTo+b+QyvAJVZ7nkZL65sellhBBJlMgp0+h1IXnFuTWyonSisVeNyxOFEvKSZFChrpplFLFRjvT9OiYQ7+F0NQ65pTi6cMH2ufK9OhgX08fP5b/c6q97V2LK1VazTD+F1bgdGQlP/fGYWVf+u61QEEunKa8I29B+RFOx+7Oth49uKfbX3yhzz/9VNucnHY4FEHdY/oqf6nl0SMMtidy/MsvvmLz+oX+w1//jf4a5+Qn/+Fv9GtO0D775S9K+wd376K0dzTler2lz9NNy3yICMaXFBESrwg9/pWNDVWcppo+8YzGY77SIY7WBBp9TdyxaxnEuvXPi3rFGtjflOFjFPAGJFkhPn7wWPfv3vNS1/HugQ7g1TNubQ7AecRJdstJ9T7X3hNufKzwejbAlLJyVWvCRrXPiVnHRlXnrMYnU0pq4VkH/2porXESE/MYkcQwgH4J4mFsEXx6iW+ZoyIXpHX6lHhfyk6zSlgqhtw88DJBL4XXRYd49UKgeYkjSyEt6zmiV58IZwKEfF8t/H0puqAjXiK8ROiTBr8j3pcKlJf39/XkMkOpKMFHBiJDII/OPS11aICzeh6yTkua0G3cLUOjWc98Lzjdm6hF922d3WQDvlw2vIb1ZAS+QZhxau4fg/SPN00wGjr4l9joPKyO/r0XBMyuOd2vm0aWx8RGeYwRuI1j/OTpU+1ado4nGDPIE7KTU5b/HwNh4u/t7WiCQT3DWPHammNs+VTQa6BFdr0mLb8da6IA/Zt3Pbqq9M9I/Joe09IxwI46HlMLfYqsXDXKbPDFIIiQ+WYD2n/ZqPXaxxCgiSgBFZjdL4ZkD18CfDbwhSz10NuzjnrKc0hDjNTVlZE2Ntbg27rseKyvr3FyuoHxsqoGR96niR3IzX6WgsqYoMvjm80XRb8EtA2HKxg+q7Tb0Mp4TXXVyHymG0Ipo+tyFjR2Ssg6dqqC/bhmIa+MGq1hJDU1YoFhO8fx6OYTsfIKzGZHGlDom6aLHE6McAQVgi/wJmUleGLZ6KDLPBRPAILHYvw6CV1NpA+PDpnLfU3RAR3rP0cWQ9Qe8+ybp5RCAY2CZx0Hlb1/kCSzFqG3xaDvuPnoNYMXUx0e7ujOnS/05Ze/0dNnGLykt3efqIf3I5y5QxySfWRkMTtGl6LLccCCuWkZ34y8ETyucir9pZOxRNC/QhU6KcPbiKyIpJyTxuMBfK707Nl9ff6bn+vLz3/JYdIB87eixKQmM5Z5bhfHjOeJnuAMHR/vQY/XyhHr5Ugd/Qdjoxs9B/hCgXr0P5VluTGvBGPM055yj8lzs7v7VI8f3+dm5wl9H6tljVmmXDfB9zgBtzcbO9Y8aCRO06OjFFYuOCybY7guWC9FB9Njgpgl76kDDrcX+QXI4hVVgCjQg3RR5L9VDvNmrAp+7aHD/f9cPGL/OkTnm7+r3FhabuqmKW0zvExAVeXyez6W+5XRUONBIzsdrcfEftgyTwtu6BI8G+Egp+jKwZvXecs6KuubuWZw6llbLXZmYtCrq2Od51DrypWrOn/+Ig7BKvM50srqhjY3z2q8sqaUKlgOZ5HbBOMiPC5Bn8pc13Wlus5KWapwfgfDSiNuPFZWa9ZqA66sZtgrV3Mk/Fjz7kiRFrSJUr9psmrWl/86npBdxQLcLTPZ0u8CaKG5K2wOnMGQFOqBThjNSzBtBgpzAi8yVuXE3ljr3PlzunzlilbW1pTrhr6zjrBf7nx9V7/97Lf6zW9/U245/aOApRNw9+CiU1m3LdCJTodEX6LfXr/rCQpMG8HrXyoUHfX60ue57sHwPOOlCGIKad8oddJwWs+dvJwm32Mg+NabIkm+FgwEokdYI4JKLyCCOG8PUwgUIC8hrKBi4VnQWYGSoVLiNDYCcdfWP8ljzIYlcmLQCCn0qeeTFS5ccs0xgBzGFBHilULlMb3MPeMrST7G1JfiUkaOqxagYUQoAng5/yR+isftXoGT8vg9oXm2hF6J8TA9+r1CBa5vv+5h2VLMl3pqPA+dEDjj20CdF7kJHr6AICU/y+bETiM9eHRaSr6W6Z4QOKGilHtcIT3nMcUohbDOFdpEqaoUKatlw5vgNMxRnBGkCaeczswxeHoM3w5jtweoKI7W1FPuEySfyC8oX2Bs7DzdkX8B2lefJMUNqTr46UVdDBcWdkvdIhqhUjZFoR7g0BhPDS0X2MjffustffeDD/RH3/0Y+J5+8NF39YPvfqQffu+7+v73Pirw8cff04fvv6c3rmHcoVRzZsboK8AbKCQr4jmnPi0nXV3ps3u+iHtRyRMEIR0bm697d3Z35P+rZH3zjHz1fHR4pJxrNoENDUcrKNgVTmvGkhLDn8OGuXoUvUH0myKpY3xuA0qwZ5TtQC193Lt9R3e+vK0nOBztdK7tR0/Kf8DWwcMqZwzFCQ7SFNyh7e3tcgo+wbCccIWcIqulXkdfhtZjYh4WbJDTybFyXSmzuXu87h8uIMMqI/TcJ2IhlflPEtSLnBPoHSbK4nmeXn6ChIHR6GVgvD16q2eDI0qlV183OQXzZgmuQ4cFj+N/ILjJH1L1pF5/QlAwoojydewlEPFvgNsyTyGVMvE4TvD8dToohVuFX2LdinaWrZ62ddUoIQML5skw4SR9geyNbWDYgYWuiECWRlrhdNs3ahmHsXN+SsopqUd+FosF8z+T5zcjG0NuxirWxYxTfRswOzgfj5/Y+X5U1tru9o5myEnF5ttyG+ebQ5+qHuEoO5yyflvLPzT2gGWkRUAL0F8P0DHT6/UBlDQDY+SQRhGGCHk9bZ0OxihlYffIxlqLsd8hjx3y2CGbQaUcEqMpYHmMIicL2FU0Aph5qcdXsISx98UgWcPpOHd2ixP/La2erOk5hpN/RMaO1BxnynHn9WiXDryGFmKOWQv7HFAc43R5LfTgrzE+7HSsYFRVrJOeccjaL4RBGPQr+u/UY6AF+aa5YS1t0PfW+qrGOCBVhhecpAdGUmZB+aZml4OXw4M9mddHOA3m6drqqjbX1nFIGlUpKzGfIOaFf9AinpySPE8181k3lSqMTBuFXsd3v76tn/79T/T3P/mpfgL867/8q/LjSD3rLOek4vxjZPbIVwtP2sUUvTBB5xjQHYyhI+94coCBv81Nx0NOzHc1Id31U/gr+gYqqa4Tp93rOjzY0a9//Qt9/vln3ET8Qp9+8iucnyN40styN8TwzXXFWAJARqG7gmZDTTgYVFrF8TiztaqzZ9aIZ42GSeurA9l5Gw7qJY+ZK0Ffi/PRtxN4lKhXYyyGavhbF2NUhT6GSkh+nZUQpEgS6lwJ3kUEMgQ/kUUBPetrwZiPmItnTx6WcfvPy85x6KfHhxycTXBC5nS9UIfM925zsm49JR1pr40FMjxnfc2AFlkOClMkaAfyC4gwH6SAoIAu2dBAbsTYLEOWLctHA+1DnDzfQtYY6HN0gf/Urfe4kDQej5CtETwYFX2QWedkq0OOvR8eT46gd8HN2lhntza1MmiUoalnfe/hTH6NU/nw3td0yw0V85ACviAnHbIR0FMhwzXy5XkWvD+AP48fPWRveaayNlgHHicoNeQ2fhVDvW4a9qpOLTw1Laapqiol+K7C9U4z9upn24/Lnyh+bAcS2RL9ecw9DnHbz9QBC+Z4zlzP58c4RceaMUcLnOMOh7kP5oOw45bK9RY4zqUeTq/xW++1zFUHL3rGY+gIO9IdYU/Ys+4DmkxazsEYGm5yzmELXNFZ9EcN/5vi5CQd7O3q9ldfcLP2K/3y5z/Xna+/0hw90oPrdM7n5Ue8FoKFyH6UeU+K5fTSj3gCSM8BO/Ekn6zf+aI5fmfZP1SAaKr3BH2zIvLbA8vsU6rMDceXuf6+0vakPvR3iqBioYykaEj8FGGQdmN6JhZEXScpIhEn7brLmDz+k1wYtSxzO+eXdUG9/5yvhTwiVP7FEnPpB5rcpxik65SB92TyuloBPr2W/wrhNCdLICOXHOrKTwnLx0WKCAX5wTdKyOcb72n+68JvVH0l+br6Hk/Q1ysVSzrI+t0QEUrUi2A+dfJ4GMASp1z6Cqg838YZpVYpfP4xO+HSSTok+hEPMb0O2CdRWCqGaDqpR4Cq6FATvdoEnblSwmiqByOtrG1oc+u8qnqoQ64ubfx6YhL9hFclBkwGQZ2yLl64oI9wBt597z2dJR7kJXANmrGqaqAeWW2hqhMUQ3jHSrJCWaDY55zcTDCIJpzczADnWcnVOWs8bHT2zJY22Pg311Z17fIlvffOu/rhD36g/92f/3P98z//c/2A+PvvvaN3b72lW2/f0JWrF7S5taa1jbHOnD/Lte95xrKiCnw9dHe+MkbZQompIWDspF3Womi9Idz+6g4KslXLWHvGUqOQg/FUdQ0Dk6bTBSfanVrwmf4Zm4mVZA8eGIrC7oU+VFUP2DRU6g85db158y3NZrPyn0ed48Rpc3NTVuZTHIseBet4RNIcww3iMBYOtLe3p10MzAm3NQ0bgtQr5yyqacFYpijplnAAr6xkF2xI4cYvQUTI8yY/8D/A4ejL4DYh/yMXGeX7O2bv6XsAABAASURBVF4XdpQZHCcKvh68vEXdhJIELvHEKxCKWALZvKftif6eN2LZJuI/LqRTsC/bJuskxck6CGVwFnAe8YhQMnNJq4C+/VDnRWacROEqwzEPUgoMuroYbDZmdp7taAcDdc7ciLaRshIgaKmQq/FohfqNLD8dayIpVAVf1skE4/lgd5ebxrkGdYOBMtRg0GiALNRVLdM6wCEZ49B43XSsyxmn5XMODmZsqscY4TPWmImMCOovISIUYUjkJeVkyIQnQBnDsLgpJCWAEbKvnAwSWe84UZhjoE3dF070nJNiG25eC3P6XnAi22JMdDY0MJB7bgykU01g+QEwoEEqG91VlmoMz+GAtT8eaLwyVFOTSRu362g/nR5yMn6gOQaN0x243ccC/O1JfMothI1sh8fH+zo82mVNTdTbKARXh8Hi+h0GR88aFjT0LFivf6+ljn7cX6EJw7wCYA/rGmOKPhL1Z/Mj7fh0/cl9ffrZL/R3f/fX+unPfqyD/R2Nx0OVU+qVsQYYnW67hB5eMmb6EorCh42wmbEH3EXfsI57aLNx6F8U/+STX+rHP/4xzsBvit4wXrcxLtPbY9i1jNtjWSwmWiBfJcTImwOTySG651ATeDYt/2ne4ZIP3Ij4x58yvK5yaNhU9L/Q/fu39cmvfqZf/Pyn2tl+Cl0CKB8Oi9xZ3qq6Ul3XQKVcZVXwpgYGzNlgmDUa1VpbaXA8BhqRZ2ctcyPjvhKE1+iumn7rOsAR8o9FGZxXVQk9Ldl4NVTQ1tQVTgmAHFTF+M0qj9nI+vB6Uy/4aujV4fDO2U8MLU7Ewmnkf47eXQAteranXWnjxkAATnesnZaDHe9BHbIhHtOcc2asp+OuobsBamjPQGLNhBK0mggokOe2gicjnNUVeGHeBM5qi9E9Q19PcSa81/X0Ea7NnC+gs2XtI6SqWHhNU2uETodd3IDtcYv0RC11Rqz90aDCiTrWV198ql/+7G/1iHkLZHs4qDXk5qGCvwkjwzx0+5IGp8e0gx66ffsr3bt7p/yfNY+fPNLu3raOWCdHR3vs9XuaQuPCssR+uDDAk5b13rJWlreMLfI4kR2ox48f6MmzRzo43GVdHuuIW4UjDjqmHIBYLxxzYGmH/Ajn7xiYlj1+LgV6AFCxPnBAWFcdsmx5NnRO4+T3BRYy7R18OgWv255JC8lsVzDeYF1mwjXW3ep4pCYn1fBiQZ9f43D88hc/1eNHD+S91L+7tGCf7ZCHOXIyh/ee/45xdsgHqhmcoZCAUJKWewZyl57LmyiTIIPPP80LKeotn99A77wlnHYfJzUIoc+8OcmQ4Im+8XCoHiA+haSO0+audERrD8uaiUY98YgAB+AwkgIwg9x1UMdQmNBLjkf4Sxx8y5i+9YQRGL5VYqxSRAD61hMnORQTo0OFIoL4617Y4CqnRa5nKOmTslfKhVpWGUqp8p/r83Ifr8P5D5W/rs3vy2OMEVH4EtR7BejL6US5IYKUgXr/6S/IX+IemJEbLRePkTPfPSAhd4aeORAP/edcoehHnDJuaWV1C9lMbF4zLReAlvKJjFroaUF5r7pptOVfULt8WYcYSg8ePhI2iVbXNlUNhqVtS5sF0IKI7iT6cq8LL3w2BG8MIEPZDrW1taUxyuP48EDbnF4dspn79G4yPULhHXOqe6RDTi8O/LfKAf/CpOHZk8fyhrnA4KlR/HWTlSvGzaaQskDfacHmboWz3FzQIuYTBEUEp2S7+vD7P9DG+fOcw/RKdY2ZIq2sr7uWWjYKnxrbCZtC8ymODmXVU6Pz+AycmtQYicPhWAkCAs6f3Tqrc/CogVeRks7ieFzEkXIYCh0eHJpANo6BRDoi1MKbx1zJ73E9P8fACxTpAH4OhgMMskqewikneqPRUBcvXWATzAXcR6KPAM8projQ88fi8Tzxj424cUcjg+MGkv/Y9yVy/qGmL/dguftD4RSvu0rwIsEwrzXHw2l4kiLJEA7hWeFbColXv/c5rfAydTQgWfQ3xQG+Ghnq2bC9wZEF2lCPvMxPjKGeOWYTUBYOMAb8wc6ujg8OSEs19PnHG4+QjZ4F1WEALJCDCiwrOBqGIUbhysqK7MR63ayMxpwc12qqRhnZq6tKFeEAg2WI3NQ1aecVqFVDn+WlqRvWvWGghrpN47KsnE11px7Dpkf+BZ0Jupzbs266YqwtiqwGdFV52aaj/px1uOBktLchj+GVUqeUenktFsMoiKPpE6ssYTRUGAlNk5DhkMhz+xkGtONu47DFOFlgZAv8ueoVGC9z0gtOVTsMcRVDZiZxmtq2xxhRB+ivfc0Xh6z9QwzvA5W6GDamK0FDTolh9Wox7Nxni9HV4xzY6FGhY6rj4wMMlgNwHWvGuI4O97S981iHODX+86QPHt7R/t5TDTG+V8Y1YaUGHdQ0lUbFAB1qPBrA7wRPTXenYOwC/7KvDh63ajH0ULIS45jhQB0c7kjwzga9edBblqCtg/4WQ6y0JZTz4ElH+9Y8gu8L+GL+tXbS4I3504PXPCvzkELB0I2nQy967DZMbYi6L6ZSERLVBIMU0JuRh6rKzBGQk8y6cgPjeWV+PYc2nHMpCwXz6naibQJZ3TTwY1SgQcaMKyXq0YOQrR6Z8voQ46Q6e0sly3DOGVyhnvyO9dMx3mU98zKgIxVwm546BejTYWudbDll76Gpu5F7NKQSkzI0uA9DVTF3zUCDZqimAPNW1WXMptlrqWEcdcmrVNUAPCnjSOBCjoeDRisrowINMt0xJxMcwAnOoPcyy9MRMnXADcTu7jb71jMdcMi0QC8keDwYVLQdaDweKnMT9PD+HZyMn+i3n/5SX/72E+DXevzgjqbIX2ZOM+ugaQK+1sherWaQVVUJnrAzWS6QkRZds9yzWjjdsRam2uema2//KXK8raPjHWBPcxyPHrm0XHif838Y7B/vnKN/YKH8RBJ6BfzQ6roz5O2QG799dNXh4YT1MtfkaCHH9/ePdLB/SPxI3jtb1pknIecEjSrjC8a4lEnJoeUmIU8BCBky9J5PQKzZABKTHRESYFlokX3TsYNzdeerr/TgzlfaffxQX/7mU/393/61vvj8U9bwEf1l+q2U0IuImxbIRvd8YIG8J0nBft8VENxCvJcHt1JxQAjKCxmQE8QNBP8ZX5PUm8Bv4Hxd3osqPdT2L5KkTP8SXmSnnGsGaqgUkVlYDJoNUnJIRZjKl7cXy06JSSgMJxURUlBPIiXK4hX8Qa5Bv+cJ+jK8tgqDLsNwCJzWKThjmXK2wSlnub7jBZxhcIKQrgRJfqWTr06e03ZBvQIp5HBZ7HjopQydPqGQOWDBOIWQyH09nNZ5Xeh2+id4wgzqmRpCCw3R/4Re3PoU/jA0Hpfh1dqhlJIiLFWm7QTkJ6nvMgZ+q+lxyz5I62RDN6llDAu6X5SwL+ltjP9nz54JYZYXsH9P4QmnvLe/vqv79+6jzKYsbrGp9qWcplK4b6DMcyjnjLIcanV1RatrK9xYrAErODBzroWflJ8HfnDvjm5//pl+hhL567/8C/3Nv/5L/eJv/lpf/voT3f3it3ry4J46Ti5Go7GGo6EqNv7ERBtyRknSlxXUAsVnBey4TMwJPHvyVDfeeUf/x//L/1lPJxgvg4HG3Pz4743vML45JyMDDP/Gp5gRSilDd3MCtVKGP+D2Wq/YlBL8XV1d1SUcsuFoJP/NdOfffOstDTEYN8+c0frGug44IfKftPTJEGg1wEA0dF2Hoj5mI5gr+GfZUXmYAMI5fdl8+e4Pf6DReFVPHj9Ri4E64ySnt9aiTm9iaEsUBSlFGFMU5RlLNFo+CQFYxn7/l3oKqhgInsed7/RpSNx8JRB9GkzLKTjbeSpoyqdkvf7zCqHfqOKyU3hRZF6dgnPdg8HxAicJ1ylp8+kUjUMyTSvBH/x6vsVYWzZ4wwJZtIGyhuOaclYgDy2b45QTWZ8IWvYqZIhFoZbbgjmng8cYHxM27w5ZSwpVQA8+Ox+7z7a1z+2Hf5zKcj6wDHFrZtL3aXd0eMgGv68eB2E0HGnom8uVVVnWMptsVTVqMKjqupHlsGmcNmCoEK/rWoambjRA9ofI+mDgulkBv3oMOguJ44lPTqFEKM/zibyl5DzJJ4/Yb+BTgabOqjHOck4YLCHYAc5WwmgKjCanmyZDawONtVKSWozhFoNN1EkYIHNuGSac3Pu0foCBP8LAN9gBSbmlXWgwTBhfGfpDVc1ExgxcC/A6v6Ks1tr6WL4V3fQvua4MNfJ6a2pBmjrmp8VR6jHWFvQ94zZzxoHHdGKn4win41jHRwea4xDVGEuDOrS+NpR/xOjypXO6du0yxuJAC063AyNpgNG5vjbS5saaNgqsanV1LDsjTVOprl/AAJ4v0wn6K3lMKXEajNOwWBzR5wSedUrgDU86PO+QDc+Lp8Bz01PWoTdEWPYdQlGXaZF5GPDSDlfHGFtotJE5KQbxkaacxB9z8u2x27BDu0vUn+PAeLxuk1AaGWOzwrhOmWLskQBEfgCet5wz858U/LNsFBqhKSIYb81crGg0XGGMyOiJnFZVpdIOGUk5Q2ti/mrmtC7xngEucAg9H3OM8w4ZD8YW9B3o+MzkhcRIe6BbAm3Miw6ju6N+X+S3o5ZrEkBfRBT8bt8gA0P2jZXxCjc2q3I4Qm+XeWlO6IO2CloNmTCTfgEh0BVY8iGU4ZNpbJGlKXI0mezD50MdHe1rZ+cpOvuBtp8+1f7+vo45tDP4R4L2d5/pCKdkYSeAcTv+FYbz3/z1v9Hf/s2/0ZfcdnjuxsWZhRPlZnFO370q+my83pC9zFyJcc+Za8uk+SD41uO4LVhfdm4XOO19P5VwcMPAWkvItsfSIWMLHI72RM4EZz2mJa8GzONAdVXJj+vM0XnTacu+tWA8M8baajZdaMqN6ISbWI9vxm1ohzPY00EfWZGyckoyrS9DILQRUuJTwHXsTOWsAMSc9ymgSB6RyphYl0+fPNCvf/VT/dVf/Ev9xf/8P+ln2AhPH9yV2C+DmjMO6xbQmeg3AMREDLMAxR5KgY6CHigd9CVLcZLwYVFZXyf5JXtZ5TXf00rLIqcshSBTH3oOTi9rnHzd90n05SAiFPESvFxInJJSTvTFy9qkJylUnhRRE6mVUkXoN8FAQigq/ZYP6dKgV2KhVSmUqqTMIo0oBToJdPpEkM/rtKMOX4CH/jK8KPlDY279ou5p6jRclrj7EP9MgGGZ/Y1vPE8HzEmkStWS7ZQUQSKypKR4Do45xxDk6xXQa54g7/cBxa99IUuJ+Xi5998bp677eRUZvCnj+HaJ651O83IQrnMCp21eCSUn5Sr69uNsL5DTUHTtWk47fAEBCmrSuRdYRFJKFcp+qByVJodTHQEcCLAo++Jk6ET2+hyyA4L+0BEG0+MHD/Tw7n1l/tUYLlNOZp9s72j/aKoZCOZWXKzungY94VLIocS0heg3ycq8qr0eyERZDjCshuPdty7MAAAQAElEQVQR5PfyydAOinp/Z1sTToRb+lygqOeTiSactCwwtmvalo2CK2orwwrllFNSTgn8oZQzUClI92C1E+Vxm5YFm9lo0OiTn/1MP/rzP9fmpUu6fZ8r5KNJUZoHB/vQsC/RrmLd5do4k6q6Yh3WypkQSOCuwWO6Mwr5HLcnVtK729v6+qsvdQiedZyNDsNmdWUsP3NOujs2Ahujc8ZRcDAW02U6ezZt1+uZp5b4DAW66FqYFjp/6aKu33hTn3/xFVfnzzDWeh3Dj5aNNpgryHXTE7D+CFlhFpk+yf1dATVfKmJOSirxNWTCWALy/mo/ZP8Db+j0nxSh/8THtBl+Fxp38A2A5r6z7IdgqfpOhD0gweaTz6v4jEHiS1u99JBTUh6HoVCCHHge52yyPcypmM9jNrw9jIkJsptywgBdZa01GJQLHPyp5ji7PWulZe3MqNOy4Y8xgjbW1mV5dj8ut4xYVjyHq6trstzPJrRHdhbIRl/Wl9TRnq6VU1LOWTkl6IwyPtNJorym1/LitsbdelOmxOunqSrVJ050D5MW9OExLVgvHYZLeD9iPVTsR453GHk94K6aOqtCTwjZXmD4zDCiFpyMuh+oU6asok5dV6yjpLqpcKBHWuPgYYRB5fIOA3k6PdbR0R7r8EjiJJZlpoYT3eGwon4NHwe0GWnsH2sZJjUYXPVAqnE8qqojFMZuLuUbG2NduHBWb775ht5++ybxc9rcXC3tR+MBxuZIvjUaj0bcUIzV1LUSc97D0xSJ8WTVVVaVsppsSKqZyyqH/CNLsAH7Zoqu2C03Iv7Pyo4wMn3K7fF3rMsefhg8lmCCQFV40TSNPO5m0NBvln+PJGMAitsNt51iuE4nx+XU1n8V6ejI8almyIv1gqCxL8LcM8e9vPwraK6Z7GRhQbAD/hkSFlb0c/TFRC1zEzh/PTrJc1gxiLpOclyuR9sEsoq5yow1iIu8njLLRM8YQqJ+KKUEZJWH/kxPh0wnaKjqSlVVM66sxCQ2zZB5WdF4vMq41zReAUYrGuIw181AA8NgIMtHxpiuAI8jcIYCeu1IpfJjXL2YCgUGsxifoCugL5BNg9OGHr471Am9hUZ/ImS6c5VVVZWaul5C0yBLNXnQm1xH9OPwFMSYVfgs+hR43b/XxYxbsWNuN45wUo/LjxgdMU9HOKRLfpvnC9bDHNnumLOcEjRkprBnfo+1z42+/6Tx0f4ueuFQiTFnxtNze9XSZoaT2JW1vkDeZupYc/2JbAVjX/Irq0IuI0kda/WQNeRfvt/eeSI7mC0OZYvD0nO/n3DcU2oZ0IIxLWQ+G0di3KLfKNDKPE7grDkkqCwjidlHL/TMNY2RO3G72OoIJ+OIvd9OCFu/EAEtcOpns5km6MEpMOOwZUFhZ7mV4B644KNxFYAvHdCWcXUKakSEIjGgCOkE3MqtRVvTp36iw4Mnevroaz25f1uHjDcx/gHyWwO5yHfFXGaFwMW3Mw0owt4hfXogQb5gXlH3oeeP6Sjl1D/NhuXPy78ZgT2CdL/PwRk0/2bV35N2T6b11SrOfZHjVCgCULzILnPjpHtc5jNtWW2fGceSCRGhiHAtiDRLDZJzPGAvtroRCrdRNagFXzCKXd5Tp2c8gHjgRAKDBYiUKNTycTlAuU6BesuyF98y8S+Sr425zvMCE+gEqHnl/k4nLEhExDJPkAi87jW+DiErQkD17oRhwSBD/DsNiScgXoeEvHAZ/QXx5VsoUhlvGavTL6BDMjqU0hI6ariM6sZxAonQfT4Hp1+CcJ8MuITkO5Sfgiok8vgQJFnJpZwJM2nKFHIxXy1BPG4ImAfQ178CyMTzNHWgmAaveV0GRpBHRCk/CdSzwDoWmNGLTw/klFSxKAXuOSd9x4f7WhB6xryxLajfgqYDSU9d5aRUV2rYHKac4j66f18B3nPn/GM/NXItbhDe05lL11AJteazDmjlnwN33+IBFWOWUiTlwhOkHFpc3kNHBf4xhshwjBGAvDdsyhuc8p69cF5nzp+Tbw2c3jx7Vmsbm6qpY/pNc0QoJ/ACKWXGVivXrBn66emjRRH65KPE2bw36OfzT36lldUVvffRh7r3dFvbB0dqGVOLwzRHaVpWUgoUelLOoQTQjSIl8Fc6c+68rvtPFV68pIs4BefPX5ANtykbxYLN6GD/mbafPZD/9vr204fceKzq8pXzqlHiCzYS9zHHODM/M3MxXlnRkBucCroFp9y/6U1skJtbZ8pm/bOf/IybpYfgGGCczYCpIgJAAyACrh/hdEgKRQTBEiKipCOWoUUJ6SI4+ZpPnnd2jg4+9H2CtVkSYQHPF1nIPo2IUOSXfkXbDnB+6PQfheSZplfAlSh6+YUkLYG2oZfiJwmJvFAwHxEhpuD5nCQScZIvP9DTK4idAqSajo5xAh6baX0OjNmyYeiIB20jZSVwEpVKf04npUjKlJEpP6Vv8iJCRzgTu3sYDlWW2yxwBoxvwG1C3TQYAMfIwoGOuPWa4IC29GU52NvbZ/M8kA2hFW4txsiAZWHkdYAsOD+gJQE16SGG8gpllt1MX0c4n/7RjUOcdOM2TFmjCxyHKZu+f855TnyGTB9jwB5yW7LDQYFPX3e4wdzBUT48PCiyNMW5PzZ9OENua5gjyz0604by2TMbOnt2UxvrGJGjBnltMCQHMo2mTzwtzkyHbs/waYwztYXsnr9wQVevXtW169d06eJFnT93TufOntEGjvnm5oYuXjinK5cvlXBrc12bwNraGNyNhhwuuO+1tVWdObNF/1s4D6uUDeXfqxhyi2E859ERF6wrqLO+tkbds7pGn2+/fUs3btwsa9T/kdsZ+vX/m1HouXZVly9d1iXW8KWLV3Th3EVdOH8R+s7r0oVLunrlGnBVN964oZs33tLZM2e1xs1mw3xap1iuRxyarKyOPOWasZ5tfB4c7smwv7/DvB/IzsQhhumEA5QpxuQEHdFiICGZSsxrg+4bou8ajDyPdQMHdGN9QxvrW9raOgucK/HRYKymqmjWA52MY0GfPfrNEOjRpBASqMyen3FmqqpFX7Rq6h5DP+FkNRpxkzuCr4OmEvZZocEGZ03CtzQrHJTUTXMi66KvliXeqQO/Zbon7NH07t9yNUXeDNQEV0Ie6tJ2gS6xPk1Ra4DzMYD+keV7yNwiG9Z3TT1QzhV6NmuIE7rGvG9srGh1bUA6qRkICOKVhjigdS1VdchsyHZGMKSrqqe9WJ+dhEPS41h18LfH4bKB6vKcJYannKRwHRzdlhuGBQZ5yy1FR9rrsYWXp2MUYwwcH+Mwf1SM8l7LPjotaOO5PGT/9FwfYfDPuK1ruyl7yQwgBH+Ps5BTov8MnQnaE3OSGVfDnACeB5ytAfM/Zm7W10ZaZ28aDxqRDRkLLVhXLeswkZGYVzJlOoQ+BbUiSSUMctlfjoq87SMjxxrAw/WNodbWWDODTL2W+Zwzn3PaLZThYa5bZWQl0gK8M2BOvY68njrMPWNoGa/5Y1jgSEzZSyfoPTsfxxyITHEwWua8Q8+2lM8pn3IgM8W2mHOA4VuSBXrRZS18XhgY1+JlIM9lLe079IiYAzFGQ0/YW5eTF56XmKprDxU4IBU3OI15kwTdgu6QnabEhAczHsE3koL1FsHwWB8dOtj4IgLM7uEFUINWUiISLwHR174sCXi6LOoJDMYGuaT8OucUnDa8wBz09vtAlL8AnTy0gPaTRAlOkxGhETlpyFVjVdVmmSJlKUIpL0Pp1YGHpIyrUjcdxhHCMhqoVIU9ibrJbZNkZyOoG+GvB0WCOsb2HBh5AGbCN8FMd6senG55Cp5gYzRah8t8cnu9VNMlqfQmHqci+BpKLeqT7y/NiEkRlGv5eNI7ZitjiAWKp9BCxQ5aewTCG7Pr9NShk2UjypbjsoIBWIjhclcgLsefhy5/AR0Lx8r5OZBGamGJ69CxcdBLr2UPIlQkvhk+Z0UsIUNrzo4nRSkn7GhjNIAw2ELkKVgQCfyGkKgjjLaekGFIvaRSnwg099DTsehMn+kCI5tHyMYOGMDWg8/QLeMFQS9F+FUZOwh7cDmO+Ejw0Tg7FnFPp9R2UalPM5yDYx0d7Go2OVDPNX+FAVyj7Bo2pVw0e6JuQAPUgItKojeJxj6NHwyHWt3YVGI3ePO97+jKzbc5r6l0wO2JnQ4bIYaQlFJSTlmRklIO5ewQSCHjq+pKIza8DQyH85cv69qbNwtc8X9cdOMNvfHmm3rz1ju6cu2aNrc21TQD8JzSZzxAwZmVEhBLvL2Q0U5qUXgLDLCacY1YiwMUfGYu/+Sf/bnyeF1dNVTVjFBWQ9pXEnMlhcyzKMxcKJWNThpyTb+BwbSCs2Clusup1b37d8sv79nwsIHhU6xHD+5wovVU9+5+qQFy/v4H72llZYQhMtMUI2+KAWrDoYO31g11UysjWymSAr443zSsctpd1Y2++vI2otErp6QWB2kVA6shn6llanryuhJ2yECLPLWSJUKdKxAPxhPmB6OiJl9WJ2Uu7yMkoI8kaRlXZKIVUAOOuwx+whSaqWeD6Yl0Dg19p46xGFo2oAJsHp2Bsh4As1Twi/4lRfgtwJBJSwrxmLaW8S7UMx7XDgqCsRNItEtApJC0nKceWpYAHfTVFTCeDhzdkjbyXMf4yJSUFAGkLI99wTgWlhXAOmgJ0MG4wEQT42mXhgAbfNlQkauA0xVznHAGGozh8XikEVDXtQ4x9vf29jghXKilf8/LAh5OFx0Oy0S7nHb6P7K08ZZTYt0nVdAzxGlZwwi1vM5xHMxXhozzcoj8HEvqVdHfkP7cT0Z2HBoigvU90xzaPN4E3grZb6BnHbnZ2tzUCCcm4J/XhsFlZ3AUbmKov/+dD/ThBx/qvXffk//i3HXWnY37M1vrWl9bwYhZ0Zh14DYr41WM9Yu6eeMtvf+dj/T+ex/R7n3CD/Sdd99fxr/zoT768Lv64P0PwXdLb958S29cv6Hr197Qrbff1QcffKT33/9At269C7yjm5Tf4Ibv+vU3dI06V69eK+G1azd0+fJVXb50lbZv6u0339WbwLvvfijDtSs3cB6uaG11kxuNdQ0HK4xzTZsbdnYu0+66Ll++rrfeop+339Nbb76Dg/KG/P8cXL5yFZxv6K2bt6DxXeAdvQXud259wFi+K4e33n6f/O/o3Xc+0Afvf1ff+94P9Ec/+FP96Ef/XH/0wx/pY9Iey9tvva3vMFaP+a03b9Hf27oBXz3eN954Axou6eKlC7pw8YJ8aGEH6M033y58+AC+v/ve+/oOPPuTP/kz/ehP/wzcfwr/PtZ33vtQN+Dz+XOXijOyubaptZVVDZtGOYd6DO4OuWThIEcdgCHZTdQtjhCXKTBXYHgnDDdxAk4DZHqOLC0wUCvkqQJPLhARpImzLxi3kPEWI91G4QJDcoZMWmYt36cObodeAqHYrERzIaLopTnrBUMXnSRwIIqCUvXohR4nwTREEN0xHwAAEABJREFU9KrrxFzV6NcapzKj44N01traQJsb46UtNMwaAiNuvIaD0KAJnCpBpyFUY3zW8CHhJCSM6EEj6icNB+jNPIecKQdiR+jgA81wEhbcBswBO4dz0nNuhZZjnKMvZsBCnfUP+HKmjzorsWZ6eOgx+pewW8a1MN8xzD2eHr72OD09+Uto1Xvdsw936MUEY7wWB+ju0XCoEeu8AW9mn0nwIUmFP4Ja0c5tgxy3Q8XBzxZYUGS8AP10BmgwH7PHD66Mg9JwKzga1VpdHWnMTV+GP65r+hI3Hw08HI0r9qUljMfwd1QV/tfwNlWSkJWW27gW/AtslHlxFDqhEoW6FEPSgrEtKGsp6yjoob2HWMvKEly/U1/GQ2nP6Ghs/er6hp76hs51jMMheUJmeuIORdzy0iM3HWDaEmNNIYEcenotmK+20OI5RP7haUQo4gUk4q4PGVAqY6VtlNBdBp8ApcHz4fqnEIqTEgJek0Z1Ysu3J7GEZdrYl2mPewkBjgJ9KEV6CZw2vJy3jAf1pJC+BeSQ7SERKEo9Uz0Cb87y07LYPNLg40rOKwyA2BIvmT0NWhXBQAgajKSUs4xYlBslgaMFBC63LXnmZEmXiLNfgp76pyCvmwI6fXowndDBXJVc43TkJJsKzjE410AcwiJCEadANYpAt4wUeoiCxBNANUUKZU4uopYsdN4gZ2ySDg0LBPg5IEQdgu16Hfwz9M4r8YU6x11+CrQtgke+w3KSUfLmMk4vjrb0NWNjnpE3V2tDg/btCSxYTe1J3AutLe3bUm9RyrplfL5Akc3BsVBLfgeIBdUDLe3neP1zFLR/b8A4OvI642JzaE0foembo8gL+ISAk8qlYTrRnPRzI576pb1Dxt57cQLmi3Es6KcFFqUN42KM7vOU50n+J7FOFbTvOPGZTw/o41AtCrdnweaUVNdVgSrlYgCFgvKF5tO55uBMuSrjPeZ0dMCGVwGbnGpucpq5CKTT2goHrGMT6g1lcWUpkHpkQDw5J9VNpWbQoOQGGGlsLCsrslNxltuDcxcuyv+B2Cmc82kmp5Wra6vUHRUYjsYaoriNo8KoytCVCROy1Xl88Nq094L+k3SChhlzchZ6h6Oh3meTP3P2guZ9ozxYV6Sh2jYxp71gbRlnV5T6TLPZkWbMjfnjYT558hin4g63EHe1vf1Uh5w+H/svV/XSxx//UO9hmEwmCwy0NR3uH+ro8Agj46KuYsStYvyZzgXyYppSZNQADSVFwCc6X8DrObS2i1aZsbnNeei+fPkKRstlNuQNRcrQ2BaYI0NT5n7KCZMNgQmnUBPonZI341Ryhmw4PiE+4eTVfwnpiFNY/zyu59LpKfUngMdxxFiOjiYYuhPGdkx4WIxo/y7MEafnRxjUBrc/4MTdxrV/htmGyLFPzU/6neBkGf8R/HHZISfs5YS+hPta/njbwTLc39e+/7O3vR3t4dDtY5QblvE97ZPn35PZ3dnWzs4OsC3HDTslz+kd8l6C3d1Sz+V7uztawq7sMO5SdrBP38A+zkHp230e7BV6jqDRY/H4StlJHTuX1iXml2mazY9ZM8g+uq5D1lZWxvLpesYx2IPmKTxXSEohZeQxhJPeAb38f1Gc8sRr1WsqUdmyXOOM0gpZ7JVZMzlnmXf3797X4eGxrmAs33rnXb351lvy6f7Nmzd18+abxXi38/AOZTbe33zzLX33u9/TD3/wR/rjP/mR/vRP/5n+6Id/LBvK7737HYzZG7pJnXeJf//7P9Sf/bN/rn9mg/eP/kgffvghRvct3bxxQzaQNzc3NcJ5H3FyvbV5VteuvkH5+/row++fwA/0PrL/Jgb3VcqucBN6+eLV4hBcIn7t2k1dvXJDly5e05mtC6zlNVV5yFpeY31c0dmzlznlv6hzhOfPX9XZM5eQ9bMYThsYmisYUZslfQUcV6++BV7wUGcwWFXTrKrvzKMp83uk7Wf72t09gHdDjKsNra+f1c0b7+jddz9izO/gcFzXmTMXtYljsgVcunBdly6Ab+O81lfOyHlbxM+dvairl2/o2uU39cbVt/Xu2x8WePPGu3r7Lcb+0Q/18cd/rB98/0/08ff+GAfhu/rBxz+Cx3+m737vj/R9yr733R/o44//SB9+8DHO1ncKvIfD9NFH39dHH5F36z0cnVs4WDcZ+0V4cE6XL13X9WtvMb/v6W07PW9/R2+88bZuvnFLdvC+X/D+UN/77g91C2dqc31LKSVksWaOhvCrJi3kh/2gZT/BAZlM95HtHe35VnbnkR48/Fr3H9zVs2dP5RsZy6p/Tn9a9MAxOm9K+1YwFt04X8alEk78I2Gs9cODYx2g4yy/gezafsjIehBZ4KwcHx/Kf1FpgZHfkTb0GOeBAR8YtoHJZwMS8YbeXhUG8hCDeW19rK0za1rH8RivNMhKhRxUWl0dIgMj5tTzOtL6+qo2OQza2trUuXNbunz5vC5fuqCzZze1sTHSeLXWYJDA3UH5QoEjUVVShcEPmYxloQX76sJ7Inuh6bQTsuDGosXo7kwnG+eSxlDFus44ZHVTsY/VZVl7/wz20IQlGhjFwdhTBP318K0r+Hv0Q13XGjQDHKZaIfQ3NoT/jP0hNycH1j3oC69x603rf+//3uO9dS7YLxbsB51tCPa3Dpq7sj95XhgXdGboNFQ5yQdt1hmi3zn7SbEr2B9a2lWFx03h5fr6CD6NC6yvD+FzrQr7zHM0nR9q4r2P/cX2q2npTIySBP0Kwgh57gvQFwXlXe5oUkQA6SVwWuVxnSBmIOAFF9/SRcHlGsxbyTAHe+aroz+BLwBC6i3pcn4Pr1vAPOkokVwpgroK4lo+4Cv0kuUM90IWrOqXbchkClWA+OkLGhlO0y+HxvdyGmTQWTCTfRoSFZ1iF4kwvgW/O9clKnw/5SU5hRjj1vMnIko8vRCQBYS0wIICmMn3xTBPG5PvxcjiqOukXGeVuaWu3yVK6hLxFCVCyGCMwRBc49twyryg6JtA1osXtM+5/iL3G7ElxRa+EgNhRCggMiIkg3iYRU+EUZIq2adFptt55v2CxTpDqBcY4W1ZTF0RLAuS0y2LzEqhZbG0pbx9Xu46fdfBTyhxaHC/Dk+AQngDFX4pc5sC4GrB6X4NXpgLFqfDGUbTlBPpyYnyPcLINhTjEgNqgiI9xmizorZB5zbGUQCcbcHdonAWWph+xuY6c4w/h24zow/HDcs6i3IqOqeOFYSNGyv2Y67m3dfScNvH4DiQf4fg6HBfx9DiunakWhTSab+zk3F0GEHMiHLKqjFeq8iCeThrnHKhsIJyEfZAy4lGC+09TlOIf1FmSC/4BwPh6Qxj9PDgSMcYPv28VUSl0fqGzly5oi6jTHOjRIj+ZfydOvD18oyHFrT3KYdIV9Az4B54NB5peAIDHIm6rpRRmhVhM0RBU8dxk2NZr6pKDXkjTmyHQIMSr6qaNrRLjE9Sy2myoaO/jjF2zAfZcrhA1s6ePa8BuH3C+zYb/qIN9TgduVlR5BFLwI4APSIv3kCGnBZVOdgEt4Azevr0se7cvaOnO8+0t7cvz2fPOINx1VWjja1zGH8f6C0MlLcwTC5feQMj56rWN7Z05twZncdJ29raguaMgh+obmqx98ob/j5G8DFGvWntoX/72bYeP3pyMuahNmm3sbGhiCjQ0W/LhmToiYsngvEwCshn+rw2euZBapmUDijrksIIcMBUAlppWZd8hRQRAJqFMEVSgrcGy5LDSC5b1kvgSMl13MZ5gBx3XirjzMx3xdxVVZZDpw0pZ+WcwJ9KaLmom6aM1/NcN41qNutM20zbEoIr0V+m35yjtPMm63rPgXZub5kaj1fYYFcxVABukFZWV0t6jLM7Ho9lORrhyK7hEK4jy86rkKm6aZATNmLKxuAYU9dGt3Eat2XPOJznOXT+ALkaUq/hJNNr0k6f6U7QrvL0fA2CQ0uet8jnIXP+7OlTHPwZG/8YA2tFQ3DkvORPRKJBKCLQKXNVOWGoX9ClS5cwvi/oMjeFb3BD8M6tW/outwvf+97H+oBT83e5KTS8zYn6Td8iXL2uq9wgvMctpes4vEWdd965pevXr2ljfU1NUyELXTE6e3RCDQ2r8GpjHUNubZNT9nVtEj975hzG+RmtrW6oroYKVUpRqcoD5QSOLiTyDDk1SkBErUQoYXSxDe7uHurOnQd68niHdQsG8FR5KK/JKY67nffJ8QJaOh0TPnu6r+3tfervYizva39/gtE703RiGa9kB+TChavawJGo65GGzSrO/7pWxusY42slHDZj6GuUoobPmxj5F7W+fk5DnJcqDVgoWTP64hBbua8YQa0BdI1otzpa0+poXcZRpVpijD36o1sENLTqu0Q/q+CnjJZj9zta1crKhjY3z2kLuHr1hm688ZZu3rAT8bauXb1J/nm5/yE3rw19DeoVGWfPQUgHmNYG/XT+3BW9ya3MrVvfwVF5V7feek/f++gHzPkP9NEHH+u7wC0clGv0ceniFZ09c16b6J3VMTSMx1pFjtcw1EccvCxwAuCaEutoPp9ysAQf2feOcCbseFhXpiTKe1kPWhZtiXVdJ8usgShxpw2M3/qFzL5vhdioqXNp32OM93Y2MIz9Y1OrqyOtro415GC1tp2TQ8bt/pomMy8DjdC7mbKWdj0OQEqdqjrk8sGg1mg0kH+X7uzZLfTreeCcLl46r0uXL8o/wre5yVzRx8rKSGNgjXW/vr6u9fUVrZA/pv3A/SPvNf0kaDONi/aYMU3U9VO0KHsltxjCqK+yoKnR6tpYQ9pWGO++EY+k8vSM2eB0ZjwsVXVdK9sF5lUio6oqGRSZ/b7T4fFUBxxK2dnYx+nY9eEI4RF5Uw4sZszHDDvEB6AL63l0fIfhBJvVcbDXcn3qeI/e7om4v7ZbaMG6dRvvTXZibLsccEB0hC0zxx7pGVmog+5Wsr0JbzPjy5VkPohjkTkHKpPJoabTI/DNylh6Sb37742BhIIPDZUKRhJSkMdLRJIjSRFJiTGnlJWY5EihiCUQoa2MeAlEifCavpIo5T19OkUzmizbhjMKmDKRb4A2ZNBy6iYuKRDlKxDzGjf1SHVgNzAsGciyKMq4Xwbn/24w7ldLv53zavk/NhURiliC2xJ1AITkF5CfkwJY3Al+A5RwxRVMchQmiPqhXn4oc0AqIsTcKONVM1clDqeoq1cfNzGQSxO+v/s9nTTX8GQ4fBleLn85/3l8SSRCt8w5SS4TfEMJ+qIAQ+D1pFKLV+UJvgDjDjhSsdAbDK6mblTXNZtVpZyTPObMCjAk0oUPNKsYYBVJVcoF6lSpTrXqXKthtZSwcroi7xSW6Yb8pmo0pK8GY6L0R5+Zdgl8EVkBbkMizCkpQWNKSTln4kmJ/p1eAnnkZ+MdNChXxlBV1DXkEtaUDTCKBxgPAwzlAf02pOumQXEOTsBxw0CljuthfA8wXuqmUd00GtCmeZ4/0sD4nLDhXJ8AABAASURBVFfA5U3BVb/SPzRU8AkaKsZpRVdBb8V40K3l1sOhJW+pLlp1KM3Om4OVEXPkBdgjKD3KjMmUFChjaTqZacrth5QlNtzVlVUU8brOX72qHl5YTUfK4OvLRjbDwfKp7qLrS96pMkg5q6qhvR4U/lXQmgKc9NOXfnu6tTro5DYddESEUiRqENJHVTWqwZEYu8i1oVeUdXG8Flrg9NmAd/tTnM67BK3ue8KtwIcffqSOwR7POvX1UPXKmtJwVV2q6R+sKVTDy+F4qMvXruj9Dz/QcGWsGadjNFPDXAU0FVrKnIw0mcz15W9vq6nGajFIDvaOOIm7JNc5wLEIJW1sYvCcOaPg33JzmemYmwTT30K38xPjddk+J+2HB4cYXzPd+fpr3b3ztU4X4qk8ZmisKuQeftR1XWSnZj7qplEmXdWVKnj8HMgr9ajfUMfxivYGx+umQa5qwGEDvoEa5LDUpexFnUYDZHJY5HaogUPSA+ouwXkjDUcAZUNOy5cw1NDpUpc6Dp02EB9Szwb9aDTGwDhtOyzxEbiKEzB22Vgvx0t98se0G7seMCK9zF+h/VjLspUSDulvwHgq+JFShkeVcq4UERgZY61gcHsc4/FKoddjHTQDVbmW84fDIW1q5ZRk2TRfMnxsMThaHIpTuTsNxRMnICIp0w5w/QVyGxHIW60ICqmXc5ahYv7cb0oZuW7ps4G+Fbk/z8mAMZhfQ3hX8kr9WqvI6grjHzS1rANMx2Lh9nUZ28bGura2NrW6uqKmqXCiJxj1j/Tg/j09fHCvxHe4Tdrb3cMxniB3Kn2L9X90MNHO9h63SPvI7oTyGe1bYKHTP7F5dDQttw4P7j+S/++c33z2uT777Df6+ut7evpku7S3s73PiblvcVoMKeNesB6PjmY4FUfga9Vj0NsRefz4mR4+fFJwuo+D/eNSZz5roX8o36pcv3ZTly9dxSG7KB8yrK9tMPZGwb++68vt44P7D3XIAUqVGyXG0vdZKRqMuYTe6jWdtJoBTCNrWJpDz3zeUY7ag8YFhxvuc4rheLh/xAHEgQ7A5z/UMZ/3jGtfT5/uaPvZLuE2PDqAR9MylqRaA5yYOg3VMa7FrF/iRXn2ODoNZYPaukM6OpgCEx0fz3QML1NUzOlG+VGyqhqoykMlVXL982cv68a1W3rrxnt66+Z39MZ1OzU4ODff09tvfUfvf+djff/7f6r33/9Y79z6QO9x8/PeO9+Rf6zrrbduwbvL8u/gnD17Fpk4o7Pnzso/Dnbp8gX01xmtrq0ii5Usgw3ytra2joO3qWW4gVxUstJcoL9m3KrOTm7Uu26iFAvKWm6TJxjcE+ZzQdWW8c+R5xl8MW8majkAYympqrMiVPKn4LJjtEDnurzvO/XsEYmKVcXo0X05B3SJpyv9UKSmrgrUOauqsuq6Yg03wECDQaWqDvgn6iTKEvEofbZ4nC2OTs+eGFCZQuT3SvTRDGoNhuCwboXGqgolKqSUldOSN5DGmBaFdh8sWg+wpYIDbL0YY6cW+VkgT3MO7+aOsybn3H7MuOVeIMu+6ZjPFsjdXDPyF5R3HY2VwJOl8B4banFGFkBLufua4UDOOFxbtAtocNuZJjgwUzsw6JeWuVngeMw44Jzg0JTDTQ5Rfbh5zA3WlLw5OObw2uC6PfwWfKBjeZwpJUlR5sBjdXwJpk+veczApKBdiqQUoQiDFHrxuHUB+nOfji9LX64VCuNIUn4ZR7hmD5W0It+xtutkvdqBr8Ou6Skt43gppDYlr+Ya0x8KEaVjqp+GRE/eUBAzEDx/nQ5FLOF59j8yEhEnLTyCE7CQkRuxLDOnmaRW8F0pu5K9zJ7OqVXenq9BSjAlh5RZLJFCAYMNPUJH9Hk9IuV1XxEl+upnie4kzwkDDLakGE5KToOIgJ4lKJa5EaEIA+kwGIfBeJZALmMrX9kQ61/G7apARBQ8rmUoTlfqFYyvqmtZiTUogpqNr2Yx1yiTbIAHVVWhEDKQAIdOV6rJX0Iu8QalUtKEjXECJV3VlNcoF0ND2KhuGhlvXeo0lJOPMTHEWBphiIxs9LCBexMfkbahMhphqAzHGC4jjUr5MhwORiixgRrqD2jfgMfhgHZD17PhgxE0wnAZYQAUXOORhqV8qCHthhivJV3i5JV2Q404lRpjOKxyUmNY47R2HWW/CqysrGp8gmfAeOqGcTL203GZjob8pm6UU37hwUcwcVGU0pSTrdlkwmYwZ+MD2GWfz18v5pWlStgysQs25lYZXyOrT5Uym2OL47G+sg6dY13gxmPlzJYCHiR4oEhsMG1RehOud+couw7ZQEdqboXQgruTEGv1PjUEyC6KdG5lXJTuQnOUbotSFXSI1bGs01OvV0ebHtoEtCCeoyzt6HQt60uu08rjSYmVE6EgzPDjxrvvMoasJw8f6Z233iQ/dIRStrORBmNV41XGMaZOrZX1DZ2/eFlb5y7oCSfSv/701xKyN+J0fAPH4eqN69RZY5wzekyqkIdHGFm//vmv9PDuA3395W39kvh/+Hf/AafhrnYx1J48eYpB8kxNM5Tp9V/D8jgzPBuWeWyUIpiTFujUVI3m3pDYNI655TrECQnqdl2nYEweX4osRag8hM4TdXqDwNX3hRdBlQKlIh/4GtRJOSvnSpkwIhSxBCIyBHUiQhJwgguE8lOyiQRliXru23ieg2mkUkQopVNIxF+FiAQPe3V9x7gZO6H1Ht0ptHyCWATflJSTac5KhIbT9GnoPFHXfGqRiZbN2LLRlniLDLWsg4XmzP0pzODzEaeCvnHMqYKOToeHB/KGbDpSSjIISj3+njmY4sDaiD1yvZP1ZLkr46DcDkVLH2UE8NvtHA8+xtWwXryet5CnZjDQAXgOOZ0sxgDO6M7ODvKyrQPyGuRjY3MTp2FVK+iTATpj0DSq60YD9Ij79J++9o8CHh0d0ENPd10Zq8tmGCU+VT3Y39Mc46OFJz18LnxBvjrWkWlaQ77PcKOxyvpOUWmKMz3B+O26UKAHOtY+TRWUVXmgFDUsyapyI7x2TY7mOATH3NY91ee//UI///kv9Oknn+mrL7/SZ5/+Vre//Fpf376Dg/NQuzsH2sc5f/J4W09wRo65VRV92PA64OR3wmHHMTDhwGPA+hwNV4rT1dQDZWR2Bm8XzKmdwWRZIC8iyWvKPPPcWteL59mzp7p//77u3bsPTzroTjqCx8fALs7VITe5s+mCmhXlLptrd2/pVBzgWLj8kLpT6BF6J+daddVowE3FeARd6G4bjZPjCWO3s/U1Y/5ad9EFXzHmh/cfaxsd8OzZnh49fqKnjHdnZ092WBgCurhH5kItzs0cA/SQPo+gyeH202e6e+eu7t69p2dPtws8wRF7zG1R+bGy7QP0Sa++q6W+UZVWtLF+QZcvvqFb3L6+c+sjwg/0LuH1q2/pnbc/0Afvf1/vv/ehbr3znvz7J9euX9fNmzf05pvAzZvkEb55S+/goLz7rp2ZGzg0N/XWm2/pxo2bunblqm68cUP+/ZVL6EnLZGLNWaYWGLCL+USd9TI39zvbTxjzA3jPGO7dwYG8DzxgPHd05+7tEvePXi7Q96FgDnqBSpn5lEIte0aG3yur69rcPIvDs8FYe/nHIJ88eYST/BiePJXl+5C1MsPgbtuOOgkQRuiCPWmOXMzlA50Z8r9AiDscDHlxS+rYkCzjKH9FWLdUatDTq+y5G5tbZa9rWGvebyv2gWx9STuPucLWqEh7DXn+vX4XrDeX2RZxGVXl8h663Gf05NCnrd8USTklBSAxfmjqgJa6C6BH3lJkVfDDuHJOSjmo2qtjDS9Yv5b1sg/C+xm8n/jPKONYLFgjiaqZtgHujnFbThfw2qF1wcyHhOg/55kPEVkVa6yuR6qqgep6qAH72xDbpaor+g1JHoAU/JPgs8jpe4Zm6Jxwzkl6WVcRfk8gZLrIEpVfAFXNG2rqpKL6Uikkxcm/npB+1IK/hQctIemT/ruuY87JI1zi1snTqz+Jneb3cRJzCKDmXqrzvPIrkVMchSxKImhI+PIb4bwX4KRBUK5vPaf1vlXwOzKoz/tq4SlVKgfMiogCibBH0A22BosRXobYKwgDCfRVV0quL2ULV2JCYSZcpY8e8OvwFJz+JpyWnYbfLP9GOkifAlG/vft0BMocRCwrGGOHoHfQ6wlzWQHqn06p65yCSvugtsrsGk0EuBibpS6SlBnvcqwhc8x8CZyTRD2Gr4gAaM8bEXxV0hFBCFApGUAWQRpIKVTySug80V2wpSVVkZ6HVcqqgYzSMLiNw5wq6KplhVKjZCrAeSllGUKMibUlmOB4BPkFEv0Qp94yLymCGgARXuLpJK/QRn3SKWdl2hRAQWTS7qdAJEVaQiJMEVo+cJloSlmZNinnJX7yIvxxrV6RAkgszh4F3qpF4bTsdJ4vpg1l2Je5SdTLxkEIIvUKLl0Tl81Z/iXsHiXU5qGiWsGBqLTGBuBterCyoitv3tSkazUFb0ZZJzbkPkIL0nMcjxbluXAcp2LCCcwEg22KMTFD2RVAOc4oc3zKpjElf26wQqXtHJoXKJFyksEm1BpILyhbGC/lHkukzKAZL4lwLFWqMM52d/d1lQ3z6jvv6hgD8QjDzD8LPF4ZakHdPjdaRCWhYOvRmtbPXdaVN25p/ewlVRg78y50/9FjNs+nGrH5bWydZbUiA4n+4FnGgOzA8/VXd7TzbEc72zsYH4+1zamnja6vb9/TPkbMIY6DT4Kn8MBrzHNQ1zWOJI4thktTVbJB2zOmxAAqPjkn5JW+wN9446tq5US9ngopiWkCQpAoZwm+hxIBX8oDHJG0fFz2EggUESGXJ9cN4iERvATxPG69JZ4e8OsxCLoCnRCECQg2UwMCpwLkeZyu+wI6mpHrMoCE6GUJ7hzk7sP1O/D1Bvogmzp8wxBy1VCpSUYHnOI0ftK06bWMd8inoXVIPpXLm0ASESVewduAGUc4eUeHh+qYB2/cp6d/PX15niNCFXOQmfuaNq7nNh145xgcx7T3HNpIMOZAVgPdD0Pox/R4Hc7kn9n2oYc3dBtLU2SzxeF2vMVA8HyvcABRs9mv4hBcu35NZ3DyBzgpA2RuBUd5xOFGzpVERx5bDw1NU2MoDTXEIak48Q14ENCeQhjbB8jnUwzeA4xdH7XTlPF4LKZjbXVVZ8+co59zWkXWV3BAxqwJwxDjf211Q1euXNfVq2+U39UYDlaU4EUgpVOclIO9Qx0fHBdouQEIDi6OMNj3cDJSVFpf29QWuuPCuUvlx7XWwTfgMKNDmRz5PyfD+ZiiG9QnGWcGt+l5CyP4TdbwiAMdOxxex3IN5iASnGVezbMZhx2HzJ1//+rhQ9bd/i4O5KF2cOIePnwoqYc3Y8KkCbcWDx48wiF5IP+if4uc5aqhRsJQ7VVuG3A0Fj6ZnncY9wuMV+SKsVbVQE0z0giDrCYuFt/+3j7G9X09fvhYE8Z8+r3hAAAQAElEQVQhFuURDsTTx09Z//s6Yv0fcsPjk22mSZmxud0cXTdjzPOiAxeyA3aIAX3MAdGCw5gJNGw/29Yvf/FL/d3f/Z1uf/U14/G4jmQds8fNy6NHT3HmHtH3E+3u7INjqsnhTPNprxq9LeZhzu1Ny5w4rPJAHfR53mv0yip6/MzmhtaY/7W1VWRnpCHzvb62qXNnLur61Zu6fh2H5PqbODRXuCG5qEsXrujK5WslffHCReKXdR25uPXWe/IvxL/95ru6SB3jGI1WlVMtj9vrxeva68UyWaH36rpWM2jUoK8H8HSEzA0NwzWtrGxpc/O8/Ps/ly5el3+kzj+ednQ4LQ7ckyfPtP10Fwfkme7euafbJ47eDnzY2z2gbJuyJ9R9Cr+2kf8d7e7uynO+D59nOCI9cx/Ma4/cGSrkYBX5v3D+MuO8qrNb55HdDW6d1qFnHd6saIDsD+CR63oeu65Ti87oul4RWeZrg7HesFYzY5RCFPENpZSVkd10ondTyuSlJbCeXT9R5vXcIdsOWaalTVNX9N0wRwNkeQnNoKa/rIr1nqukJQRhKJGXclJEyOrW9HnfbKHX9BCUfCkUUSnlAbhWVLMuq2qkqiLNGGr29oYDj4Y5yjkrxMMHtESWb08HBdSXf/LXeYSlE+LLmh05XkuGnqzT0HFaUc94LCOGHsHpnUergrmkwWHeMIDuOfRyvCdtTD1U9mAHIy35gqMDnMeSJa+X/1hASVPPIU3Io+5JelkP3lHQAX0BCl96X+bBMjsU8QKkACGg1z3ON3y7LCIU8QKk0PLplchPsZzXSKGIKEWpQ5A7FjfjFHxSYVzXUdgDvCcBMd5eZWiuqF4JRD2bVU/aANXU6YCeKEAdEuWFdSWURB8ndSh/Of95hX8g0pvYl+pELAcDcSpRPu5dCkWYYpXHAsxhmDxJEEjeshaViEshKSLUgn8p8L0iwTTGySs/yzqSQ4XHIZ4eePFGlNJlxstxcrrAwH4OoU4Jn5iQvP45sGBSloDIIdF5RJQ+IwIsoYglSCF9CwSPDXCXsfA6IT+Om3+ngl/GyXyXNIUuo7J0gj8iiBqcFUqmRTylblcWUAdj+wKdenAVHD11YE8QJnDklGQnKoVkA9B1WgyXjvri6cBnRWMI6jZs3kNuYmoUfdVUGo6H8g3LACWZchZo1VGvJT6DTy1KOA1XNWADqNhAutQocqM9NtHd/X19+PHHyqOBdjixVV2pBn9q2MCD+egDB6Qv4KvjYzb7CYb3BOfDG+qEDXdqYPOd4HRM2ASmJ6HTx5wgHmGQTSifsQlPCY8pP6K9Q+f7pEZCliL4SgHtHkRInNjOdED9P/5v/1vVq2M9efpYGSXszXUMD1p4SwMtlCTGlL2RjNa1iKH6PFI92FDPeHcxpugetBnnZaZnnF52kTXe2FCFgWdjZ/9gT1ZiHcrQBmjbztmIFmVuhjgWg8FQ7lMKmccq316NDUlw5JSY44VanLUGPm5iCFTkzTiR2tzY1AZ92RBmOhURQFIkZFkhibZ8/UaIHMrgfzqBiCAvJH/JiwjHZFk5BRKQ1BNAnTsp0FFP8ocmhKmA11NAW0SQXo6nk1hvPWu8Y2QnUHAscS77IZ+8ZXyZT7PyFnwIcQJnWqJVOYggDmHUWdZ/uS05pS/LegF0Zld0pkskNwWdIqJAwUsL44gI5ZwL1Bg+a5xueg0scHjrptHQcswYW4wJg50Jgds8dbstTkIvXLio3g4wcmucx5zwHnPSqJBAT3W4Qnnqk6pYzpVFzg7G5PhQC9otkGnPa50rJRPoCpIGyEW5ZUV2xjgYdF3keYJBahmxnNlJMT3rGEn+3aWtrTMYRqv0ncBlmejVoguCMVd1xqCe6+BwHwfkqBjk/pGLpOCfCi1z6HGeT9pn0KU+VNcDjXzrixM+wPgwjAZjud85dRY4SwafyK6tr2t1bU2b8ObixYsYqzf0zi0M0e98oHc5Xb958029d/LXm27efHvp4IxXZZyIBQbzsVoOEjK8MI+rqpL/AtTVa1d16fLlMidzTtI75nnMzfAqjllEaALP7fzNOcSwzHjMzvMNz/7uDkbnE07Fn0Cz5PHO0Qn+s8J7OCR2GGbooIikpm40ZJ2O0IUDwkEzUF3VEmUsa0mhloMP07qAzhm6bIqO2udw44DDhRYHZXNjSzdv3GS8757cENzAaD5bcFcROGxbGLJbWmFOpR7aJ1rgsFoOPIZHDx9oj1uYKXovIpRSkgjHOAeXuWFuoGl//4CbpQPZCfMNzxE3RE+5UX3yhHE+e6ZtwL8j9tUXX+qTX/5Sn/zqE33BDZQdlW0ORp7YGcIof3j/Icb6XfrbxamaQ8dCM3Tr7vYuBvxt/eaz3+or/z9CdtAw6o/Rg0f7x1rgxATOzIADqRGysDJa1RkcyvNnLuna5Zu6cf0d3XjjXV0lfv3q23r7zfd069Z39P77H+k7/itoH3yg7373u8S/o2tXr2htfU0Na46BasGtT4ftVKWhRoNVrY43CV2+Iv8uz8p4S+fPXYWnl3XuzBV4eYn0FW2uX9TG2gUchPM4W2Ocro6xtDrCQTHNRwcT8hY4/K3EmhTz2KHUF4DXVt8F05FYz1JSBY6Bxux7I+S+sZPpsBqqqUYFRpQNmhXlaNir3S5U1spoRUPmdoj+WGHOxuw79aBWqrIiJ6VcKSPXCQjiHb1Zd0VITV1r0CyhZr2CVV07U9cvxOYuH07nHNTLyGnNWh9pdX1FaxuGVW1srWnzzIa2OKDYYP9YWV0tfA30CppI3u8WCHKLbWA104uHjnsF9tIJoKsQbeShR1/0WsAns0vUqypoGwwYZ6OUs4J/YChvz6I4BY/HByEtutPxApR3AEpRvf8Rd/0gHmAwGJ3zOtq16OEX7Wnh+oVu4lT0t9Qlv+s7LeMdvHIJUwlOj6vEQN5Tp+DkIKGMvS8ljHsZkoQSPU+bX84z3x0aQFnqoBZL6PQSQhGxjD7/Or2EcIPn+f+YyLK9dBrqdz6l+5E4v+9rJi0B1E3VcqJSJhEnQMDbw7iSAzeQD/UIBh91HAN1MNpxqp28p8Mn6UYEhQPgMB4nn8NLVfUy4YVCvf55pc3rq5zmnvbnJp7qAoWm/kVvPbVhegTiRdxKe4qSn6NoXTWo6XbUkhiDwYstqOu4s0rZcpBEXUDAGydAQOkSPyzUc6CgL/gpKyEZpgOQGU3Sr8fROwK4iOA1byhiCYm2ibghvlHTuDoI6Ji3HkE3MDBqnfZAtLwvWkYQ5y3ZOol44AZGZv50xB0aS0QowiCF9BxSJKUEUCb6d79ePAvosMNXQvAFdTJOR8PGPcDpMOSmkrIk2lr/TpHBRUgZg7gZr2mI05HrFRZlVW4J/J8GDlFCO2x27773rr7/Zz/SAcrxYDGVMJqFUhKy3kcSeotbkk4zFMmMefcvMR6yUR4eHrMpAJyIHmNM+WT06OhILjccEt8HDjjBPMCp2eN0antvT0+3t/VsZ1f74JhhpMMaScyxB0t/Ncp7iKGUoe/OvQd6++Pv6d0//qEOMfTmGGEDNjgbJ+PxSC1z1TNmtw/WaB+Vjueh2/e29dkXD/XwyYGOZ6GoUODDdWhbcPOxDS42A/jYjMdq2GSiatSTbuF713mT6BDfhaoqVNdINHPgbhJ1Ai5asZruFudkuc5bdRhTgenedXPYF9rc2tIKG5f54PDM2TPokrmMRyEZl8OOuaIzlQekfQH3b0BqLDSuWEBULRmlekQoIsQHoAz56KGvh45l2JHTUdAv2z1vShuPBYAQ9SQLiHoFaCID6edtHDkFCk9e01ui0E1Toqd1HJI8ecFErFdQKaBxuSFAH7yV09BcrAb4eBr2zjdeh7RzX4aOOh3tTofu9Gw+ZbOdyZtTzzzSGS/44W9Zz7RnmFpg3M4xXA2W/10MORuRI4zVQ061fRqfq8x8dvTai24UyJnJE6KBV6+UG+RiKK9FapQ+Z9MJuGfUb9WzVo6R+d3tp9r1HzPw71tgJAtaIEr+kaovv/pSd+/d1bNnnOSW/5/jGcb1U27bHpW/vHb37h09vH+f9GNO3PcwwqYYXjMds26OjBu8h/t7oFzIcjjDwZ2zPuc4E97wbZC1WBw5J0UkeDOn3ye6c+cO+O/q9u2v9OjRQ+hdykeK0PrqmjY3NorcmifnkNmrl69wamyjcB1jaYhh1WiMUWZeHmJA73H6fMQatzNmvtvg3mE82xjPx5NjaFvQ90wdY6/g63g8KL8ovLa+qlxVJX/BurbRbqepJZ5SqEan2bnzX0jzOP2X//z/n9y/f0+f/vrXuv3VV/B7Ic9bZTwYOz2T1Vs2iHfgsSwcoHd24NXu7jbO2r7cxwSnYILOOqTM/c7g3RBdefXKJV3FOTh37hw3Oxu64P9rBFhbW5GQBv/Hc57PzKm06Zyg3yY4TQscPuP/zaef6qsvv2Be7+kr5vfzz39TeL5AHt56801du3ZdZ86ehY5DTZAXkGqIY7oK38+gL8bodBgiO8nWcXNken9vV08ePdCEm7jDg31ksdM+svTgwX3duf21jpiDXevUp8+0A893KHP4xW9+o5///U/19z/5sf79v/t3+vsf/0S//ew3tN3VjAOkHgPOf3RkgfM18W0VTkl0lSbHnQ52J3rycEfT4x4Ha0NrKxs6f/Yi/Liky1eu6fobN/XGjRu6efOmbCjXTc3q6jXFiT08muJUHemA26I5Dg7TLtSkZrNWk8lC3SIhQ2u6dPENvXUTh+bmB3r/3Y/1zlsf6t1b39O773xPN994TzeuvaNrl97WlQtv6o1rt3Tz+tvkvUn4JnXf1btvv6trl65pBedBbHaDNNAgDwvkLmvKmPa4wd7HqZxxm9e3SYNqpAHOVl0Npb7SHPoMQbyucZRwOjwXo9FYPjgYr4w0Yp9ZWRnr3PmzOn/hvFY31jRAV7hOgxHfMPYh6QHxqqKPQQ3PoKOupK6V9UIHAyr2kopyJpB9a15gQX4LdMhszqFm0GiEDAyRReOr60oVayalLD8t8t2yIXfoI6tFAtaXtMDZW+A0+zZuDo8nzMEx459y2zbnJm4BdMx3oOTrVKnOWZn1HkbaS0tcPSEA0ha90eK9dOjRlrW08Foi7En3rsxsu+lzAJfjLvMeuqCu27X0CQvU0cZtS+g4lUNJkZISaz1FkkxM8Fm+pKNkQd0JXR1jbYFOHTQucak8DEs+NGQorFK3KNnf+kREyXO9E+QlffqJWJafph1+O8e5/3SQMoLo66qUBuqVGY1JgEGlz4AZJfJSSK1ISiaekVGjMMiTYVjWBg0ReM+Xl3p8lzhO4k4XcHclIhnlEsj064S+/UQK6sYrBa5aUPtDkdMES0Jck/xCT5k9j8+lIQtpUJbcwPWADqGfTReyomVwzqEelVgQZYwg6i0UBsepIYErwAsedyHCiCB7CUFZRChiCeIxrm8C2S/eE9yndbqTBdHR72ney6EZTJOT9vSTpILlOgAAEABJREFUmKeXIIK856AlLQrpOag8xvECLyz00E+BGj2S8qK8V1kcJ7S5LVXKS1dgxqAlRXO+oUhAJEVEkSECY0NBsdAKfzvNMJq8mXujDOivMMIXKK3j2URTG/Hg6FEqfapVcZU8Wt3UiE2jGa6qR+FMMUroRd6c0FY6xOjax3D4P/x3/53e+v739RWb1y7GQtSVosL4goIFS9m/33GM8pmysfgW4wDjZx9jowDG2h6bn6+994g7NOyxqe+zUe47j/oHbNKH3uwx+iYowgWyJMYrxnEqF0UBcWKTqxqj6InOXL6k/+Z/+L+qwtA54iTPm0Jrhx5aRjhdi3J62sk4Uq4YY8axSmKf0eGs1/E8qc+rbBYX1Yy2pIzzlUbYjo0WqpQ5Bdvk1PviG9e1gsHV9YwWxyFC6qwxsTZ7YAZ/j48PNJ0ewrYpZQvmyXVYC4vjk7w53OI0LjpNqX94hJEzPVYPvSmFang6Yfw2DkVN+TmZ12WaTp1XyiwVL0MpKJ8eQXJJSbz249JTeKkCWTQ9ySDhmAfqECh4qfC6sEOGfx+08KpjLAVeqvsKLucjq6Wu6xvYoMznArTv/yGANz0AubCsY220bEQLmadT5Nbz5D26R2Z7+ipAnMrMWUfQYQu06hmn+/ScrOJ8+raiZW0tMNwr5qluakVGdujIoSKpyjUnlSM1FcbIaE3rG5va2NwsBsoR8v3o4UMZdjmhP0T291hX/rG9PZxsh65joUkROMDHspM+w+B9/OSxPvvsM33y60/0pY1WHI77OBx37SDgmNwH7tz5ujghpnEDOV3DUB02Q2SqUYMOWFtdx1De0ggj1ka4wWMb+hdqMYosf+5v+9m2Hj14yOn5b/W5jVBorFJSh5Fhmn2AsFyDvWYY087b29vBeH6khw/v6+vbX3KK/qk++eUvSvjb3xL/5Bf61a9+wRg+1Vc4M6b1c4ze+/fuaQ8j2OGjBw+0g3HcoqMG8DYneHB0gAG+x7y0jKMuzk7NoQPsUUV5u5hgqO5jwD7T7u5T6u5rBwfuK3j0Kbx6+vQJc48Bhy7YwbGwIf748QNofainz57I5U/h7RFO2gydI+TAcz5lTdqhOTzcw+l7ol3adpxKN3WWjT6xfg8OdrW3t41cTZmyTrAIGitoOCxz9Ktf/nzpuHG78YC5+uKLz/UZTsc95s63Fo8fP8Lx+Ko4R6br2dOn2mb85q354XneRS561sQI3eZboXfffUeXLl7UmTObWuWUfR1n5yzxLZ98Y/gOB40GDXoZNeF5MZ+fwIMOWfa87XPLMsGh8g1Oy7raRDYvc8t0/twFnT9/Xls4NomB2LG0zNtpsiN3sLevKYdHU5yR/d1DPX28rdtf3sGpuVd+3Ktrk6bHC+3vHj13KCbHM3jfl//T5oC2dtaPaH+MoTtFt88wgico4b29Q+Z9V4+5oXl4/xGy9xin954eP3ysowPz1vO+ocFgFf6OuFFe1Zmtczp39pLW187hgCWmLTTEFjt75lwZx6WLl3QNZ/j81lmN64E6HKdjjwFDO7N3DPKAU+OkCTckjx880WNue46gY348L7jUhlocDt/6dMRzajSk/9FwTTUOidNVNWBdDZTZS80zOxb+hf0r3O74l/g3Nta5wV7XOjc9Y/THCgdMjm+wNg2bm+vaoMz5vu1cGa/IOMJyjbzOvD9wc7m7+0x7+zs6Iu48OyFzHBHvH8VBxjmdo5e6ri3rpGNerT9bHIMFa3bBfuzyuXmOwzEFJp4D5mdG3oLbIDsQhgV1LRfGEb2EGBUQj/UhYiTLUocOtq53nsOOgo7+TuM0lVVwRCgCQKakIAtgI+/ZAlv29gVt7IQYeuwy4zFOgxGYF+ZtSlkJHDklRYBPPIR8JQh1WVUl5WTIysyJwfmCn6anp/de9J96+UHTk0MvATjjZXiOOxTp5YJlPCKWEb50/xoEFPxnfU/6W5KulDNesWopGnWdC7PMQPkheVJPS9pDEYACQnvqY5jAFLJkhovJcz0DNYxhCSeJiFDEC3AhqZfykgLGRzjXpSpl+kOfoGJpGyr/oMc0kcvLhDGYnhIS0C/Pt0S6F08AFii3Id4hRC2Lp+uYXvJ6BHXZKGgRVOY9DQgjQhaSFFkpkuIEXo4v86isbz8RoYhXgYxSkVyifCl3RgRxR06h0NcjhB6J4bSgUCwavx7kB1zGF8t4+Za4YwbwGf8JHwo/naaIktJnf5Im6xsviHid6ToinugrpSg8yhjRKS3lzYqiLQqn0wIjdsop2AwDKVIqylHUY52LQw9uJnr0aqVmvK7x2paawYpSNVSrpD6SlLNW1tbLyenseKIzxH1aVnNa8z/8j/+jvvdnf6YH+/vawUAOjIAKo8aGl28aZjgtEwMKbMIJ3gQj4hg6jjFQljDVhA3eP0J1xOZ+hNI8hlbXm5l+eCFoTVUFHZWCuJRYH8wFDIsIZfJqnI4DnJojFO5/89//97rx3nvaZ3OLqOSfW4ZFsLpVxVgKb1DKYFCLxkM06aLByVhR1axKNRvaaFMNNz7VeFPDjfPavHBdK1zxq1nXTI0mKMpFqtSziU3ZuCYwc4LCPkRxH6HIW2Q/w4ug41499PYyPwzK0il0GDZ2AmfM0WR2LJ/IPsIAqZtau/tsvhhBAkfRB+ARro+YGdFOCECiH/1v9vTyCavBi7+HvlNY0tdDmYHg5TdEO0B+egXtIkIRS3CuIYI0Y48gfBlO81JSAuIEUs5KGSjpIE55JqR+ov1pXZ08YC19JurUdUV9CjAgyURWOuQqKYNP0JdzolA4iwsNkG8bMlubW0r0NcQIXFtb02AwVN0MSp7n3lAjA65vQ2JIWYewzVkPBzjdx8hny+meN/sZMjPjVpjloeS9A/my02Gn0wawDeJdDPJChNcE+qNDhiNCKxgxmxubJYRwDTn5vITxaPpWVle1tr6BsbOBcXZWF85f1KWLlzEoz5I+A5yl/kjGZaPlEIN7imMzw8g54rT8iAMA/xikbwBsHO9gxJuufYy23d0dPcJxslHsMqdd/ozbmB0Mcxvpvnl48oRbRE7fH2HgPyX++PFDHWA0+QDA4+kYyxyd4FP9Cxi75pXHlFPWHF65bFmv1TE3Be7HdA5wola4mR0MRjKPE/N4BN6nTx/p8aP7soG2jzNwwEHGIbqhbhqchBE4jnE0nugezplpe4bDscvNxmPoazHgqjqrqhPzGEx9L/PlCL7scCPz9MkTHRzsqeWgoWcPyznB8lY9Y+iZjw5oWcsd6RQJ3g61xhy05B/CywU6sEJXRURxIrc2N/Xue9/Rd95/X/6diXPnzmoLubI+69B/dkB+8uMfM55HsvG6Cq7V1bUy3sGggY5OGQPL8l0jw+ZThqa6ruVyxw0LBMt8NH0pZZynZ9xSHJc6qyurWgVvj1ytodsvY6Bfu3ZN165f1zVuWzY3z2jEYcsQPtuY9DgePXxUHKo5+s50TtgXdnf2cDIOOGCcY4w3nNp32t3e1+7OAQ7Uru7cva/PP/8SJ+xr+ce/9veOqH+sQ25NjnAAZhxOToF91sYODtY2Dq9/R8e3bV9+8QUO7Fc4IHdkp+0BDu2dr2+XvC9x4HwTZ/ji8996+erNmzf0x3/yQ/0xt95/9MMf6Id/9EN99PHH+v7H39eP/vhP9Gc/+lN9wB5RoUu/+OyXuv35r3XMvM6QL8MxTsf0aILzNNWEW/p5McynjG2hhPJuyo9hjTUgzKmSIqtmL3A6iM/Zh6bsZXPk2jwfsia3zm6Vvx62yZyP7RTi3NvhuGZeX72qizhHly5d0nX4fuvtW4X3PhTwPu75s+w4bn473WJPtcir+zD/j9Anvik/Jpxw4Oa9t2WDRxSRT8lbhuevRecsoUWftZqzby1O6om9zIC4npTNmcepbDss6M8y0qPDhKyAkbeX4yUfPel9yvGeTh16HTikoiIlWU4TYURSKEl8e/aw5+36Xn3B34EN3Dp5IhQReqU9eMgUJRJf8QStIIhYpwhKAIHTQUSU9uKhy+c1Scpph4blLcgJppC6eIkOKoBG7proK28ElV/J+c+cgEiGAlL6IW6iTylLKdfqTiZPCGAAZj61FeXfMiZaOJ1CTPCMzFDGuEquT1kPKCgUD/ES4xMRCrIi+PIuE2QYoYMCpwVOEHddR/9AeLm6x/dyWvRjcTEqyHIAvOij5PEx/QQyfeEPCUSK5nxR2BZG4y1lkk7jEcucYsyIJwDaWngKzvIxGmdSxhsRtH8VyP7HvSc4SqOTeESU5Lc/HsNLwCIzfS/qvVQGmR4rbKOYxPMvkde8Ht5rsl/JMlURScG/Zf1QxkCqm0be1FLOigglCYgluOtOJb/GABqNVlSjNHuui9s+K9Vj1eN1JU5x+jxQR6vWk4+Appw14Or4GMfiyaNHyuAeNg2b4WOdR1n+3/7v/w/98//2/6SnKOhHGEeLlJTpo8YwqKpBGfoURTwDFvCqp30P3mWY1BHnEEmd80OFxshJAk/krCDk4wL1QSDKFIXliTCnrGNOjx9wOvZf/f94+xNw25Lsrg/8r4i99znnzvfdN+fwcp6qSjUPUlUhAUZuCRAawKjBkmWgAeO5P7f7M7ht+nPbdNNug+1u2tiSsdoWGEF/tgFLgDCaB2soUaox58w3z+/O955p7/7945z7hsysqlRJ9H57nZhWrFixYkXEWhHn3Pdt364Pfup36BDHZsSCmtnkE+VecL3A2vBv1coOR6eOuSqJ8sgVTTRK1UCqFzVOfQ27RmMNNEkLiv6qoremKTchB5Na2weh/Qm8LaxrcOJhNetnlThtq5dPKANTaBy0WaOodcCV/jbX2LtsXgfIYBqhjNOW2YwyxkN2vKlV1TWctRpjJOSGemxcPhX0otyQDvgVG2UQJvqdkEMQ6v8PT3fUxkzhSDnHQPTu6/QcgkwWbLqqt4GLKC/5xI0QEQQPgouOICIEgqSY/SMduveQvJd4S8x4ESFeZXQtAZEkAxqgFgPPczSCPEkuT2GEkOMRDklLKoawx4e1es+GOQZpHwOiQd8rxs8n0csY+gucZtakO/Q9Mar9Xo0D3KjBOPR+0LK59gcLGuA09HBYMvrnPPMx5dRv4pNJYIQe7+DU3759uxjME/TH83B7e7sYrgneVmjv+PHjWsSAPHHypL7hfR/Qhz/0Ub3nPd+ghx56VAvM9RyVehiOJ3ySDaxgYErBqem+inPByfM+t4vb3GbcwJkoxh2n8rc5dW/hw/2wsbPHrcwt8lx+6+Yt7bnO9lb5Wtc+Bs8Ew1r0t6qy7PQc2zjGabxhTU8//ZTe9w3vg6/36NlnntXzzz2nZ555Rs88/Yw+/rFP6CMf/ogee/xxnaIPi8gvpaSIUA/5WL513aiqGvbLthirdnZsmN7EOd/GETJve6wDN/0XpJDXDg6Hf7Rtx87yXVtb18rymiRmEHq8AW+rnELXdcU6MEV+fRy0JQ0GPdGspjgXIxww3xiJeaRR6yUAABAASURBVJcx8BcWBjqLkfjQ2Ye1urYG/op6Hn/m8Nr6MR3b2CjORse4d+xzXqTslJ7BoDzOGFnuqzipx8Hzb0I++KEP6cMf/rA++uGPIoOP6+Mf/YSef/4FPYd8TrO2LjOm69xevPe979WnvulTBddf61pdWZGdzYZ1uN9fgPclOW4ZGXqsK16jc0L7GL8hjsEY3UkdqwaLqPVoSn5I1KvK+I1wOL32tPAeEerQ0SGHQvs4bdYDO3w7O9vaZI3fRSetK/5Bv522Dkt1eWlBVUKnmBfG3We/GHPgdEDb/grPAfvD9tauPCYTbg+mrIvjUafJOJiDoYnjoylx8pgDVd3TBjcWK/Q1o08th0T73HjdxrG9dPG8XuHm7I3XX9GXvvg5ff43fl29pta3/K7fpW/5nd+CnD6gc+fO6MTGilYXe1rqVVrp1Tq+uqRzD5/R+9//Pv3ub/09+s7v+W79/t/77Xrs4bN6/cu/oTdf+aKuXzqvW9cu6/rli9rkdmgHZ3uXm6F9dP8Qx8QymeAQT9lfWIqFunPL0iqnxJ5aozudPG930T/LwXK1Y+cbpGPHjnEzs6Hjx9ATdMb127m8c87yTcg6t0zHKF9hjmbWGZd36KvnQ1M3aubzoapqKRJ62mqCvCAjMbYdY2zVY0iQZUjsQ8Eer7JfZIVm4LRIBXWiKzGnJOIee+uHx89645sPr5MzXlqZHx09EYo4glIdEh04Mzzjwj7pID9RC6BNIqIW4Bj1QHK7xvee19Ghjo505FOZ94gmhoyFDjW/89oQ4IV3PjUjGpIj6KTX84ysIkK8Mk5BLTE+LACCOVvEeGOGZTxaJuO+lzKG+76MWTQioG+Ypb/+T1qk33zeRwL5FWaOwk7h0gOJ/iVZWVLOTmg66dS2nYsLwFcJu5LXIbeQ81JGgdgALXDHI8inWicaCVcJYgD5MpDl4B64TKXoXt4srXf5FKGnABswEQX/NAMLAfBQqDxd+fSHUY05y6FPjoAbLqQ2UeTQMgmm5FBO34sykZrhEFFSRNyFTvQb6aBtLrwLptUVZWwpsgLeLXrXETj4irgR93gIsCL8SeT+tyMxYwRxOEH6La+LYbCUO97xwVuy3oJK8l4b92Jkv+V1S+bdYXHMmCxOGy1huFRsypnQkMqssAxhgQlsHTSMWSxtkHe+lcO4jmpB/jrRAsZyf/GYcr0opYZpncUQ8M5o2Alhn9Lli1fk6/YeC2BdVbp9546OnTipP/R9368/8Ef+qBInZ+evXtMBJ2FeIPvgValiJDsWxyn975SQaUXdqq5ZqBtVvV6BzCZaN6TJr6paVc7gJoEOhHLKQKUEvabqqzZwnT4Zd5yCXdMHP/kpfcu3/1714GGIAVRj2PfZuKeiS7nSzKBrabMHjUQub0jBP0VSlyrW6FptqnE4Ko2Q0VgN8Z7GXU+T8nWrBe4cFsgbkF5SDDa0sPGIlk8+prWzT+vYI89q45Fn1N94VO3gmKb9dY2qJe1Qf4ysNVjWJPd0ME0aAR3xoB+5GSiqnvwXwxqMUd8GHdoQ4ERryg4CexKjEgx+MFGDjKSQiMuhvsYD6tfA+CrFNErp7JMmrciky3uUWRL3fZAf74YvV7mfntP3A3QEzOYPEScA6/0sb4JOTVhjJyXsOofWs5a8lryCKd/IRBCkUEpSRAAqj+lMpq5XkuQneT4FuC1ZhilrTmSphdfDgyGhc1VwM3rZ9JpihJ44eUobJ45raWVJNXm5yjgXPQyKBv0bF4OkQvf7GA85oXPQq8Bx/aquINjheA7VMubOy+A2zIm11VUtckpqg+YQY3AJ43UD4/UYhowN/LppdBKD/dyj53T8ODd0q+taXV5Tv0bXlTDU97R5Z1NTTjsrzwXmxz4nvDvbd7SD4+BZfpJ6ZzntXmb+1PBUM/9WMcwf4QT2WU6H7SQ8hZNw+vQZnIplJfrtvri94/TZBqINrH5/oKbpa3VlTWvwcRxH57Fzj+shTs8ffuRRvfe979MHPvABvfDCe2VH4/EnnpS/+38K43xtbU2Wwy5G3jbO1eHhISeuY7E1amdnn5uK27p9a5NT9C35a0iXLl3Uq6+8qpdfepkbDP9Ae1/Y11JXK6c+41Or31/S+vpxrXFyv4wR2zQ9TviXtbFhZ20RnE6LOBQ2DFdXVpXQDa89zltF7v6O/gnWOMfX19eghWxxYo6tb2gVfks/CVdWlhnnRVm+dkbqplEwxnXdUOcYQD2MScvrUeTw9FNP6zg8rK+uybKzc+LT70c4AT+Ok/IQDs7Zsw/JX33yuBznNmiJ245F1odV6nh9XYaedeAkenfy5GmdwlnxD/zP4hjZ6bTse+hagx5swO9D0PPvbx575Bz93yh61mf9zVVWg1wOcRJuc7Pjr2NZvteuX9OFCxf08ssv6ZVXXtZ1Dp42cTxGnOR7bPZwvHfRoyp3WsbxaJqsG9xoXfFX5rY2NcLxGLMXTHCgOw8i0yZY94LxCQ525D8H3FbStGbMMmPWlPFaWlzRCW7nHn74Ufp/FodxhbJKC9wuriwtEi7IfNs58y3GC8+9R3s4zZfffFMnkF3FujnZ21Y33Fdm/wscBeEIBbfpaTJSP6baWBzoCRyOT3zi4/p93/3d+s4/+If0/ve9Xx/8wPv10Y9+WCuLi9q+c0v7OFmeK0OcjoODPW1zO3abW7I7m3e0g476AMK3YmPWazvnhvFd+Rxo6JtM5pvnnteaXFVaXFyinwMN0e8rl6/owvnzunb1atFr34bu4rRY//dw+qasTRFJAShChlBCXgmbKgqoJb/LFNVKkSnL6tqkruwPWTnXqqrmHpDOqQI3UUezpyyvHXWAlrUTO00tpO5CpyAvOonW5KewQyTIuQdk+AUPYhAgQbybA8s3GbM3mB8JEPVn5bRNpKOdljW3hY8p4PV5ggzHTO4xsrWD7PQUnTIOVdTy0VGnI2xdn3ot66jjnfNLw3P6mj2+3ZDbFmyWjsEkcb90u9RwHJQSuLQ9SoQUKRRxP5AXhlCal6k8ZJbw3XzMeISjtyCbBuMlwlYKHMwiX0lpNB3Jp6oWSERIgBnoEIbe8hSBQCBlE6MZhBWRwOpUykos1Cl5/ElBTzOALLG4C0SkkhmEiIegpKktancl1Nd+Sj3QjsLCd0sGFByHtKB1f38iQOYFCTkYD6V1gjxXcV/GdsCwXDsrAAoBImRMzLRVWA0GKkUibgiF/IBDJEo+EWfRPpWJUcbn0RsRipjBUd5vKTQtCECRz3vvg63ey78beyvCUdrCOIK7yEeRRCREB+THVd4Ksz5TygRBykihU5lszkqJqiw4yIkkpyAYMJyCTNCpKXlj+jJiETqYSPvj0CT6qjCM+ysnNFg9qd7yhur+sjIblFKWDS3DuJ1on2vbwzHme+6zQNrxOJRPtnp1Xdq/ifNRsxl+63d8h37gX/3X9CSL9yVOHbd399Qb9Flge+pBt6pq5chK4QWvUvbCR1s5JSUgDPApA52gm0IiQCghDMdTuH5Wpq4X0i6SLl65qmc/8hH97u/6TvU5Ldph8wwW1ro/kL+iRVUl2vGcdNjAd0pJOWeZJwqZITGDSPKNxDQkTFGcECI5ye20kSmrwHPYw/noadg2GuJUTOslnJA1pYVjanDilk88rBPnntbpx5/X6Sef16knX9Dxc89p9dQ59ZB56q9JOCQT9XU4zto77LQznGqaGzVsSqmpcEwmjMMUHmmPjVTMnUB/koJ/SepC5TkKS+IrfHT35UNDR3A3+34EMl1O4DeCdubFJSgfLjE8kHBGgU6zfyVx9wM6cH43+ZuJ3NfMUbS0AJ8dYMqlT9B0fAb+JIPXsSMgqZRCEaEEVBj8pDBu0XERIy8x5pGzQJDF2yH7jnWrBtf4Puk/4LS/Y375dmMNQ3TAHMgYcCkYG4B9X63p1FlRh4bjfWyfPdm480ba9BqckoHqplHKIf9J8a7DyJ4M1VnLqJuBXq/WwmJfPfCrptZxDNCnMFofe+xxnI1TsiG6gK6vw8MyujNmvt64dl02XCqcjBqYYHj5B/E2Gn0zsVd+xDtVMBfruofRuKpHMEafffY5Pf74E9A9qdOnT+ncuXMYfmdkA/ipp57R8y+8oCeffJLyU/Lp/qPnHtMTpF1uA7gPH3Y6DD0MXhvGNoYHgyXtcxtRVTVG9iprwoDh6jTFmECRNYK/feS5g5F3wM3Jef/uA4N3yK3fAnK1MfblL3+Z0+0v6I03Xi8GcMHFmJxgfNi4298bQmeqlHpqmkXV9YIG/SWZF68VTdNTD55WVlZxPJZkA9G3R6iPVldXdYy1o6oSvPVIL8PnSgH3wQa/+ej1+2oxZvybDxvf3tvMv3hMh0ApmcaAcVlErssaYCznqlKPtpdw6pxexnF0PEXAx6QYoCOMqpq1qWkaZXRvBRzL9Bin3y26t48R6t/WbWH4e2w7GvRBEgE6VGlxkfaWV+b9rUq77qvl/xhjamfkNM6d0+s4rMcAOzcrOGMP4xSexHF9iNBjaHmcQ78eBx7F8bRTc/r0QziIj+kx8k7hfJ45e7boxeLigvYPduWvtR2ODjTBBtry7xC2bzPm2xqTN52MudEYa8qNxpSDom6SVEXN9KoxoCqFkiIysstq0MdB+atZiyVObgnN19r6Ma3gzJ7AEfwmDpq++Xf+Ln3jJz+tD33ko+iT9DM/+VNqcSyC9TKjF1MM+2C8KhaNDl0bW18O9zUZwufBjib7OzgnBzrGQcHHv/Gb9G3f/Qf16d/1z+gDH/iQvvF3/E49/sRTmnofBWwAexzGOFG73Pzcwfm4feem/HVC34RYf/dwxA5owzqSUpZvCYxrB/mlF7+k1159Bd29Jj9ra2vomp2Poazf21s72t7cxqHelG8Vb3Ozc8DtUUvbxkcFNOXgoAB5E+wp88bSxHqR6H/QnoAo8VAow0NdN8yFPnoxUA+51hzWJdaESEkRyaTB76ChGaBQs1QpUvDPsc4LoSOAdU807LBAqUmBcdFpxxC5SlnXyXYKCRrowHSJMZwkTTmxWQafR3U61lbL3LozZm6MkPsI586h0xN0ynu6x6SDF7FmQg36oili0OV1grQJG+hNEPK6O+bEIUk5dFr0YRbOPnX0zOsdJR36ANjr9j0g9z48iyKlUIQhzUPHj+DteV1hGjr3veYkSIeO/mkWc4GkdMgkGyEQV56i6CklpVRRNH9hYB6TBWaJNJwOJRTE+YUOOOHEXbAQkR+ZHc11lNsQmsXn+eQJ6KjzALiOgXwwy+f9HxFBtShZiIBFoERnHxByP0SIDoh5LCvCbCKQyUDPEFu5YgR0nE2Y6Lf8IMRcBROA1omH+Ee5eCKC/KQq0zJx8XQBHlamPdESd5o6jreO3w/gH70RoQhgnhER89jbg4hZmT8jYlZvHr4Nm3yFePmAf4+XwXIx6B0f4wLUcrFJqMSTpLdDRFIcARgKyQqtsFwBTRkCQ0votHisEx14ocwLNVoSAAAQAElEQVSmljKLnHgCXUsNI1NhOCcM2Z7ULCktrikvH1Nwq9H1VjXF6G2bZam3pq5e1jQaTRDyFBIt7Rdn2pY/aRpRC38DaFy/fkd7O3vK9CORV9O2F9dtTihHTP7n3v9+/cCf+Zf0Hd/7h7XPSnn11i0JnAGbYq83UMrwB02Lks7Ii0vHItqyiHbMlwmnOy2K1hmo3wFMFPDo9zzPaUiU1z+mfew9z+v3/MHv1uqZk/QZPAReYWR4wc0YOmU+0qcpSuw5NzXNTnQrARQInTPA1BRAspqq5Z+RpIJBfmIDs+Ef6LYBcsyHjoOGDidBBcZdaKSkruopYfTIv5dZWNXi+iktrp3SAk7e0vppHTvxkFY3HqL4hKJek6o1QsZFA+ID5WZBVX+BTXyK+Co2E/oF7aDRcMgARYSi04x5imFYR+D8wivFgvcSp+4sTmbJkwo98kNSlH8OZ2BcMUghUQLQlunID/Gj4J3mwayOP401A9hVRBSY5Xy9n27cHXYoJWiaUkRSRCiSQcQNxCMcmYGk4J8/3T/zXnMSmFImGRJlHfIVdUwn5yxD02tUG+pKh4d72sIo2EPn/VWKbW4MbHz4lNJGxwQ9Nl3regJ/SNo/Bj/EiM44JgecnBrHNyMPcfK9wGl7207ctKJKKl42A9kyn8acGO9icN68cUO3b9+Gx05VVWFgj+TH+rxZDNEtDLyR/HuQTQ4Crl+7Jv8OK9EPG5F9DGZ/veYONMpXpOx4cJhQ+lp0KdPlVPpqmmMcgQh4UWjC3Bxyy2L+Tc+G8yLz2XR9Mu+4ZZSYFz2Ma5/meu6lVGHs9FXmIEbD5uaWLl+6rK2t7WJYvcnptNP++qZ/y+AT9TfffEPnL5wv5Xfox+1bt3UDJ8r9t8OWUlbpP4bIFifc+zgrHfqbyY/IiCQrp1o59xSRlZj/Y/i/5VP8mze1jyGXc2Ivm8gn1T45bZpGXsvGnKRO2LtTEktMqyHjtb+/S3yM3KfQbpHFGOfxQLuMvU+5hxhCe4znLganYUg/YYc6nSISYYu+HOgAPvcL3p4OqbMDvm8VLl+6JK9hHtsxdSNCAuzg9Ho9GZIZ6jqN6bP5q+padlL2ONixURsRssNiiIjC45Q+Wwft4NihOH3qlJaWl+iH+VJxSoeM6QFG8gT9rJHTwsISztex4ky8970f0Ps4QPrQRz6mj3zsE/roxz+hj338G/WJb/q0Pvyxj+OAvkdnuD05jgOwwQ3DEk5SQnf7gx78d8h5C34P4HMPfg7Vsq4LfRbrCV1R4Y91vzOfhFP03M5xi2Hdkp6Qv8M+s4UhfogjHSlrMMCRBM5yI/S+D3yA8Rnq53/hZ9VB94BxunThDZ05c1zBrWcwf1IHKwxGTDsl2nXbhsyctkxbyjr2Auu0aL9qpfWlZVkOFy5e1s//1E/TB+8DWWNotGJslOW6BvlxZ6A9Zf4eHO4XJ8TOhw3iirlu3vYZ+03m6C10+Sq3Grdu3kA+u8o50adBmSMRNTIS8mqR1xQnbUTbQ/ImRYcmzNXW+x/tMcQyK3SPsq7sQa35oz/uU0ufQFOgN1XdyHN/gPPbw86sGOecsiKSJPdHhYbloPKEXLc1LdJdkKZ/XotaZDoFHLpqSkkpA/QzsSblppbXO7dbeIPQlLr+WnPbTak5VYdN06lTS9gSWk4T+uU9uSNNk5CGr452AQEdOQIiQhFJBDKTHePesVN3akVGgVkZKdrugJSCfL8dH9AsCKFwfiQRAQJI0J0BEd4AZukAL4K0AIeAgIjQOz0h/lEWEe9Q7Lz7wShvTTtv1od5jO6af0HZ+eJJKglXlZQyRvYYj18Iw8KMCPFS5IqdSEmdXz7IDQsAATknggWRAXcyE5dC5Zmhlmgk5yFA8kBVC7LBQv5KUCrOP4zj6FHo+BFAUorkd9ayrRfx0GREyE1nQhfO6rtA5SHm7BLvzBh8RYR4mTwdghMTLZcFskJJq1wpMQGKYkSpVj7AnPepJTRYMoTIsyuK1lp8c5hV9GeIfzQWCf4JTSwiHNyDd4gZ435I1IkIRQD348f9iXvxjn7eSx3FjHw/OP/+9NvjRzk0LFbOGcx7KZ7Offd4AC2TmPmoLoem8Ilg1UXSAcbCkNuM0aTSmCvsNg+UB2uqOWHvr57Bxzijaumk2t66xokTv+hrEg00ak2VgUDmHoFOiTZDIetEl6I4JU1/kc16iPFwRd44GjbAqq5koyynxOZ6WE5u1tiIvu27v0vf+yf+mJpj63rl4kXtDkdquP0YYABleA76U5SCRVJHwOIpoCXdHQGbkNtq2RxbNqOWzbfFAeiQ+xWu85c2julb/+D36BQns3YavJBVGBINm3bKWRGhhGxAZ7E/oKmOvKREnwJwfkhKpaetokhhyhAAxJmR9+W1qqJTZkebOYZSCUtd5EafOvR0Au8T+jEedxqNOjYSqHD83alS5L4STl/VX9UC47K28bA2Tj2hk2ee1MaJc0r1qrq0qAE3UIOFNTWc3A4wCKqqJwqUgnkTWfQA+zQp+DdvnnLdBfer5JPlt+A5o5NryE/wEU4DqYNiF9CMu+XyQ5mD8IfjBuLdnBbR2TvPnyXmbMDEW7LnxYXaPP6bCCDmcZ/VIAEP9yjNYhH3wnIKRTKCj1Kp0921kjGynk3RJdHjlOh/WAuMGwriLm89pgjJrbWsa4hJi8vLWuTkGnHpcG682eC3sTRlE42MQcEp8Bq6ubK+ro51bkzdweIyRnOjlraHGLU2UKqqKjcHi8vLyuhrRid7vabchCxh3C8tL3KSvaCU0SFo13WtPRwRf/3Ff8XKJ982wG9jpG9zCuvfNUwx8paXl3SMuddjvvmEcML8mcLDLnWPnI8rV67rxvVbOjwcYTDt6trVa7qEY3Dt6nVtYvBtb+8WZ8e/obiNo+Xv9A+ZxzZWh/Qb8TPn9zmhvQP+JobSWAn+G+ZfSknG28TgunH9hvx7jBs4T+bbDsbrr79R2nNfLOuc6B/z2/tCGWN0RzTgWw3/uNi/Czh75iE99tgTevjhcxjkfeSwX9qYIpcp64QNcztqiqSm6RVwfETfzYfXi2sYfpbb5cuXdBEHZ8g4jMdD+LsuOz8jnALT67zGeuwBy875M8dyD+duVBwPG5Tm7xBZOD5i/S0OBobmFvJzn69cuawrV67oVnH4buradcv4kuxgvfzSS3r1tVd1/cZ1bdl5xZmxQzOEnmEfp2AL+bkN82CZul9106jX79G10Aq3N3XdlL663HxadAw1e21TdKrPLZR1rnE9HMPjJ05pdWW9rIcvvfgy/F3VTQ6IRjg+/j3GgAOPRW7OKnQts0+7jZXVNRyXZYzyBS1hnBsWwPFX13x7chwHZH3tmDY2jstfm3vksUd0+uxJHdtYhdeapX7KOjhRhGeb2D8msuNkZ9Iy29vd0e72ThlPG9he6+/cvCU7nNvkD9E7Ozrv/8CH9dQzz7OujoreHd84Lj8vfflF9qWr+l3f+rvUjvbVceORFGrgPyGM1EpVZNWpUqBrQVwKJdKZNTVHrZb1esyt84tfell/87/7W/rC576sGze2cTqSRhNp0mZFqrWwuKKTp86gh4/qBLIcDBahlOlTizM0BkbEp+pod4ruWZ/Ek5gb7tshtzC7dhpx/j33RhAfjVrh9yIjFXvJdSbkT3GIXMfpKetGx5yISDLfiT54rKc4a9b7ov+lPbBYsHKu1Wf+L+CsDYAF1pPlpRUtozOLjJ31ISLgTIpwCFCPVEmXLNpraQSKEvGIUK4y+tbgNPVZm1ifWAtNu4dueT2LgI6MTS3XLTTJ4CUHKpSRZ510n4761iIvuljkRjWw/YZC9DeAZMhKqQIcT4qgHNDRA11plpeQd4TjKk9pm3Lekg4+oSBDuM59IOpJId0HzprldCVXPBGhiLcDReWNiBL+lj86ZAYR1FjTEoZaaJNNSko5p9lEQ7wp3RNOWUwVioiCyHpW4mBAkepk8KmUMuny8uEci8t1iDuY1S6f5YNsmgK3pN79h+u9BTsUYqz4DPFBPOTN1Z3FEkMhaAaNiAhFGAoaPDN0pBUqT8QsMuuzFBEK8VDXk9H5Bjn9DnyAWV4XufeguWHynEPgF5oqQGIehub/SCcgXEQewW/qndWTIkIhKcKf+k09X0eVe/TdTSChPzlnZSZ6xkCJBB9AkJeqWgGkuodBv6RUL+rQX9kZStPUx3A9oeW1s+ovHVc1WFfi1N03HV2zoq7h5Ivr1pZFtI2MAifGGdAM5NAdCMQOKIXcZtSZdmo2yzc1PBjJY4kVpQp+GjapAcZ+RGjIBpbY+D/y6U/rn//Tf1of+OQndYPTSd+K1OQ3QBVJIR76KQY45mGJswA5tI60rEReeAtgJDo9wUDx36LvaPfb//Af1qNPcR3O/LG8Gha/um5UVbVSrkzGLLJRjWksVDeNTN6LaUQoIsjnLUGH4T1F1ad3w1CrYKqHeQStEHQIvqsiGotHMwfEBYaitXKXKCAEGYu1U6Jt5K1cNrE2esr9ZTVL66oXARyNlY3TWj1xpjglvYV19Ri7DjzXDeoHdAQ4LkFXv01PB605hMOvQNZ9MnyF4geyLQXp7dgPIP1mEybHWLxjNbrw9nxXkDxWpRof1ivDLBMOnSeVZAIxEoQI5YeoC9oSShOM3BFGTQdOn1PEAbcVdV0bUxNOy62fEYlx7uRN1fgTdLi/sKRcNbKhPUV/xxipdzD2Nm/fwMno60l0+LkXXtDTzz6rx554onydanl1RetrqzqxsaHTGDonMe6Ob5zQ8vKKMg7/BAdjgqFRVVUxBLyBDzFqOuZC09RaWFhQjzl5yInx/t4BDsZhMfZffukVfelLL8n/UZz/ZOlwONYu5efPX9SF85e0u3uAATgqNxP+j+fs2OxiFA8x/tze1vY2xuplXceItnFto7thTveYe32MXMMhfFzFyD9//rwuYODbaZnQbxuZNib3OPG3U7SE0dI0jeq6kX+bMPsq0CmdfeghreG0Zea45eW5nVOFITUAt1bN/F7CeNpAHisra4qUi8E3oi8d+puzcXoS8SmnxSmSfLtxCwfKP5S+ikNgvifIbxde3D8b3rO8mQO1wNg28DbGIrzFbYl/I2O8O5t3MNr3kNEBbQ7VMb6L8DJA3uZzgrFoXTjEgTDNrmMmgDOh/6Zved6+fac4df5KjeVxx47JrZtFVv5aTgEObBy6bfMeETIt8VjH3KdI6BoL2jZO4oULF/XmG+d1jRsit+ExsPM39mENPHh8LK81HIRVdGttbV3Pv/Ae+WtyTz75VPmLZ5a5+3FwsIeDNcQYHpV+ms4247457/shukCzRcetd15Pa3RtgMN9/MSGHn30Eeie0Zkzp7W2uqqmysKilpg/Xvt7daOm7quuGi3hyJw6eVpnz5yVf2e0sb6hY8c2MOqPawVdt077tynv/8CHtLq2pqs4jf5z0Y888oj8lcPP/8bn9XM/8/P67j/0XXqIiSxtOQAAEABJREFUW+9uMlJTVarQCc6IWMs7Bcx6DfdYteMWXgSE2kkHBP1sWeUrvfzSa/q7f/t/0uhwSluntLm1p8k0q2GdXlhc1iKwir6trh4jvqIeTlqVe5IYB3SNLUpTaI7ROeviEKfeNzndlDY7qe850htoQvltbkA2b2+VvXSK89BRv2OhmRAfMWZj9G6MfnpNoYEy9lMOtCbo0dQAzaO08UY4KiPWFetKS3/txPdpy/Ox1/TKGtGgzz3GqSHt8sw6VjM2nn+ZuSZ0jFeO58weHZ18gJNzqOJGq64zdCrVdVKmXsPa14Om18CELspP1/kTiLvQ0bcWcP86i8IAmvXZACL9E9CJbJKzTyIqVPwxi5FFIoIUQEgt8mbvrHanYL5HxCxTDoFOslysqy4gp5TcjVPuuMFliYhDAhWmKHfaUPK+ykei7Yh3g/lViDxQRM86g1mBEcpMPeY9SB0DNUX73DBlmrAZicKCEHrLAwGI5ZSVcpKo60GIiNkAUDzrsNMGGnVeyZQEnsL1DCb+VlB5aKKE7+7DNKTZZ0dIjNc0CrR0nkVUX+kBl0qFw8644HWAq7i+B70l4X62aGCLrBx3HdDe8aXFQu9uYYSCfhOQRVwzICGiiiCdklIB4k6/A4AIfjwIIi3kfD/AuHl0P8h+l++MzrtEfgua6x7BvaKAt1Clqh6oapaUMg5ELGjvULq9NdL2noiHJuqrWdhQb+m4osbRyAvq0oIUA0U0ylErRaWIrFBCtgnzeqZDXaBnEnnuLXEC1gjqJ+hKuenpy19+WTc4xRTjGxHQkHKGFnEvZinl4nz4pPEJDKk/9P3fr9//h/85RV3p8tUrVOs04PSlaWqlFIqI0qKN9xIlVXKsJ1McAcIEH3CoXFVsrNe0xwL7v8HpeP4jH9YU5C6SUja9SgEv5qEiXbEwZtIdNESvluftRmTmmBRBZVHCGJcMh+A5dwadHILywHuU1zm31HHkHhR9If9eSBvIujV0SeMudMgGdQjzE8Z03OEkpZ7qhRU1AzbqhVUtrZ5UPVjTkFus1j/ANM80AdnCqgpnM06O2pF5p08lt3yoPJ5DJfI1P6gEbyq09ZangzxAG28p+PqSNFWacfj1UXgXtcxvW/AiaAgIdC7lJOuFoRQazWWAeXJgmXmt8nresk6lnGX9s1FgY6vBiBjY8EiZdX6iMcbCBH2d4BA4Xm5BiHesc0NO0m24DXECTGuMUWHj+8aNq7pw/nVduXyRU+/NQqNlgDOb/Nr6qpa4CelxamkjccCpZcNtSJ/T7h6b/QLp5eUlnJM1rXKK2Wdu5kgYNfBCe/5NgE/bfbp/G4Pb/GR4zblSH+NjHcP+OCfGpnuwf8AJ8pb2cEBa5rWNGxuvNozNt0/CRxwo+PT9DkbylctX9Pprb+jGtRuygWW6sK39vX1Oni/rGrcnNqjtfNh5GVLX/a4bO/6dWuZjhTydZ+dld2cHY6bWAMdlHcN4bW1Na8DZs2d17rHHcLaWZRmapzFyXsVoPkPZiRMncLAGMq0eshngLFg+TeN1kvFKoQxUOTFnWsZpjAMy0gIG8iOPPKxHMF7dztLSgpo6w9dkjocMcSDc5xFGdt003HItFsdnYAcD3jt5OrRqGd8+TmgPnIiQ+xYRqlir6rou/XI8IXvz7vIETwfcthwc7Bd8t2NjskMuHqcpBucUw/IQfdnk1sOG7IS8Fj2soSv0zHq1eed2uan53Oc+p9dee01XWF9vcINyeHCoWzZsN7foc4t8amXGPcM3XKs/WECmK1pZWdEGN9RVVcs/op/9wYINjMu+pnPj1kbt4ehQ/u3qkHF0vyMhT/o/gY8D8g4OD7Szt4MjMlXGSK2rjI41WmQ8l5cWMdIXkEdmaoUSfbfTaAfFjslj5x7TM888pycef1J2Po6hl/7LZo88/JC8J6yurmhxYVFvvv4a+nYF/R5pgTGoqko/+9M/pZ/6R/9Q3/btv1sf/sj71R7uw/eYMeyAtrQlxqdrJxKy64ApNtkEHZoyN6fIuFVoxDr8a7/6T/Sj/92P6ua1LfV6q+jyRLs7I3VdVtNbYM9aVZ91OVV9nPgp83WP+XKoKc5AsKeqqwpuC/60DeTeaYwzMJ20yL/RMrcN62vHtMANCRuuxsOxPO+sX13bKSf0Fb3p0IF22soPSUVEgY6MKflj9PIQh8a6MUQ3PT7GN5QxY9xaaCiklJNSSookWZaKtoRVTqqbmn416rG+9Ad9eU2oGLcUoQLUgSXGLdQ0oV4vqwGqKgqNFpnavrWj43CKLpiHroPTsockSYYgBMhrkUtLX6eAQ6NqjhMRSjAaMQ8VIqr5h/xEzPL4dFJlK6K5EnFoACe5z3NaxjUUvqgQ1AzjEfp9a9zlzjccxY9C530tuId7XyNfq9LXKJ/JaYYU8r9OliwKVzJTZuAisfjQeSNbAHLPSBd0Z8IPSaonFdxuokQdgwXYtq0ijA0wWL4mTITojDoGrLTkjzktZEm1ICeIHgFZ5NAUef6cJwh+s2+igiHzkXNWIpISmW95560o0RfYFywXMJpZdWiurAARofIvkkwzp6QEiFy90wNx3ncquZcXREGKCBUFhl4Aput0AdIRSQE4PyL0wD/SIkcwbD513xOOuxyICEXMwNnvBBS/U/bXzisVWdhblUVtwsI1ZXHrWNByHijhbAwPMgbLbf3S//p5/czPflZfevGS7myykI2yxm3DrUdPU/VwFhrWuN4MIkvut0JIoIBjIm3oSsgIRchPCfhw/pgFbzjulKqeLnOidhnDYkpeC29FJzupqho22YYNnJCNrGORGbJIrmwc0z/z+3+ffuBf/lf07Ac/qKu3b+r6nVuiWDHXlUSYUpYhE0YkOWyqSr5JGbA4ehM/zyngKCV9x/f/EX3gU9+ojvIxYyU21SOoaLuuG3kMc86q6kqZvEx8gIHQoZgRId6CA+vq+EdCISlTbqhIwZFSQaSANyLIDceA2ev6jkU4n9g8w/pj2RjIpYVQi9Mxgf6YznO7zoYnxiu4ASFU1pD8SVdLOIu5WUZGfY26nobTGtzEmMJVqpRyDb1MFwNwg0fgluYw5yfgWAX4DInmde8h415iHnunvHmRAzfl8GtCAsNA8LY34OgevK34q2bEO5fCl2XuQoczcOoezEUihymFAkhpxiMpEPmMkBEigmAO6oirCG98OMb4mXCLNmI8W9VNI58U+y9aLeMotGzAe3t73BhgyO/uYYC0GDH7OuQEPGhrwryxTuSUoTPV5u1NXb1yVRc4rX715Vd1nnDzzpZ2OMUeUqfX66mP/lfoesfe4NuSjjYajNpFjBifCi9zc+A50tTMdwzUzTubunHjhnxa7q8I2dAa4Cg9zE3Co+ce1cMY3A9j2C2vLsPfmBP8AzonZeZRRJT4COd+yM3FDifdN65fl52YN954UxcvXCpfHdra3sJZuaObHELYGTnY3y9t+k/cHlLvSK5jjDynbTA5b3FxScE/OzQXL1yQ/x+GC4SXL11BZtsYc/vwc6iqqtUgW/e/a23EjVgPp+ohi1VO0W00157bZV73ZNkv44j1ejXj1CHbEYbfiHE6lH+PMcXQpECJMV/FmD370Nlyqr66slzmkA0oG2cJdYgI6hzKvFd1La8bKxjpa2trnMYf0xqOT6Zd98tgx8lOkWXttpwHURknIubyHKpHfxYYzyrlEj/36Dk98sij2uBWaxndWYX+CW62rE9uc4BzWdcNBuo+RvAuTt5EEVFkc7M4fSPtceLkvxy4vrqu0yfPam1lXXe4Ublx/Sb1htzKjHHaxvJBjB1ZOyUHOJrWU8+RPW589rnhsFOxyO1DnzVy0c7C8hKy7sncG2+K7vkmYhk5VOiiZdN2nXr0Z4XxWKbuAnXJ0ogxn6Kjgtc+ejdAT/s4IW3XaoSjUmEnWZ52NM6eOTMbB8bEOlzXWYuDHrpwWwuLfb33Pe9B/g0HXp/Tz//cT2t0iJOzta2/9oM/pDdxfv/A93wnOM/qYHtTsz993MlrXGQPpNSqY55O1eJ0dPTBPCX0PFeNqt6i9sfST/z9/0U/9Fd/WNvbEzX9de0ftOBnxq+HDMfI/hB9CnSnQZYte+2WNjd3KBuik4JkpqxCxo16jJehYaybpod8+szfAX1YZNwa2RHxvB7iNAh5dIDnZ8CpddfztEbnMjJO6InMP3zbLmzpwwTHacocn7COtMwLqoNhLJWnYwA6Mqfou2U9xMEdsY6MOexgONijK/WRb5955LGzw7GAw76IM+7x6/Ub1rSkmsOPuk7MQUNW0wOarIo8zxG37XEeQtswgn45pCntd/cYUhT+2tKHqabohXWvhfdSID8BViDDpEyfU0olbpstgrI56OgJIvcDSQjI4OwSEQ9sOI8YbyhBJ5FhnCMQj010gtlLnaO0cRL98W2ZCzvivJqF3TuGLZ2alSMCI7viV4QHC96KPqMDQ6A5DsVZHxIyLdnlQ8kTMie6FgguVwpCoQTF+aCyOxTMihD/ggzeBJEWk8J4gZfhKh4cityOyKI6DVBPD3CWQJkTIebXqSMwbmGWqi6jyRJ81Q/TNz5hCRCiqGgezZchs+Dm0je3JCZoq4ImgQnMsmkeCigXnxR3Ba8jrbuPEQH3q9SU0Au909NBYf6Wth7o1/0VIFeShFbauwqckgI5R0Rpg4DQcWCeryg13/EjgkKATxFIjuhrPUYypK+FSPkRXlJEVgAdjgaWtVJqVDWLStUSp0rSS69e1y/9yov6zD95Q5evsKmO+mq7BZatPqdSGQM1NJwIg1VqU1aXKgX0kqBtiER7M+jkdg1kzePhsHRSjikiLHp1hFE3xUj+whe+pF0Mo+hoA6eoqmp5sWzqnnpNX3XVqCFMtD/BOZkq9MjTT+l7fuD79Z3f931q2Lyu3bolUV5RtyKsU1KVkzJQcarSsMj1mlreuIL6Fy5e1uKxdf3Bf/H79cnf/bsVdcWtwUTBJpbrWoaKxd70BF8Zug5Z7whCTa8H7UrWwURbEfN+QVvI5QiCdJKUKU9ARCilEIG+4kN7R2VFV+cJxw2zpNsLximp6wgjedbLjtMU4l1KlFUatRl+G3XR0L8sO5J746TtocomOaR8kihPNTjmVPAW/oCuW5sxU+aIHDeIZ4ZDRMQcAI6ZhkOS7/iGAl4j4h1Lv77M305aD3Iw6/dRHvLo3H+DkI+YK52KTjgLsD64awYpkBi8kYgIBWOSgjxotFSq0anVlTV0cqAErg2+HjqXU9aUk0YbEBOMgjGG14yP4KC15SQYYMMVtMR+YAOMpuEjaI/xbhMG4hQHZaS93ZG2t/Z19fI1XULnDzk1TblSTkk92l+wHgd1aK+uKhkmbPr+nryN3gmG3eHBAYbzUJm1eoWTVp8iL3LbVzdNyeto1f0Zg2sH4Da3GAfUydm9CrMItPAHJn2vaKffH8iPf0diw9VyG3Iifx3H4+KFi5xGX9ceNxduu8Uo8smujYh9Hf0AABAASURBVOmlRQx7ZCfatLG5cXxDfQxU09kGfw8nzYby1StXcEJe1xtvvCE7L+ffPK9XX3ldF5GB/z8b87+Eg2Xj6OTJ4/JJeoVMKvoYEch/ggwPtL+/pwNOvkfjoUbjQ5wHwtGBptMR/ZloRHwbp+n69au0c0U3b97QbW6ENjfvyH8EYJ9biDF1D/Z3keEh9SZqWF/quq+ckDvb3YQ1zV9vuoODuHlnGxq3uHm4plu37mhnZxdnbqKUkuqmwXhe1GBhsTgX/tqRDXjL+vSp03ryqad1GsN7Y+MkOAsacINmWF1ekx0P8dhovIMj4a/m+Gtily9ewvm7QL+wmFlHljD4bcCvc5p+bP2YrJ+9uoeBPmI8dmXn8xJ1dnGCu6noT0t/78i873FDtbm5Lf9Vpc2tLYzqoay3E3TVRuvYegwPDf3oc9PWEa+qusglUmiJ8VjF6fCNm2/QFhnrhcUlxmYZmTVgd0UGy+AtLS4V3pbg17CB83YMR2sVh2sdGgsYwksYv94Hrl+9rC9/8fN6ktuuxYWetjdv6Vf+11/QT//kP9J/9p/8Jf3Ej/+4PvlNH9f3/cC/oKdwpFuM6xr9qtCDDJOZlgOdm6LfNtRHzA87Vq1CXST2SZCqgW5v7+t/+v/+T/rxv/cT8Hyc/hxXVS0o5Z4S5VKNwyHm5LD8GeebN2dy26Hevv+DQQ4hhtxcjHDSPZ9SUpmPXhN6dVNkkNAZ23N2Rvdxzs2P4MO3c/59zDEO5paXF7WyslwcMKddVteV6E7RpRF6PEEnXbflpqEAY+Q2O/rZsQeHBH4UEM+YsdtHh/1HFDx/Rqwj0wn97hKlGbxZaP7qqlZxQhjjXg++2XfrplJdZyAxhllVnZSrpMS4W0emODYT1jqHU3jp2o751YnljTBEUrAGdGrhbxYXa2FXoAWBpUXyShpJkWaQCI8gIuATlPkL9+r4p1nFkhsRJSwfILiogwnP0QnrEFlK8DwD2pijJwpsv8ygKza2i+6HQvNtH93bch7IoJj3gSyZ5wdy3gHDjM/xOuIG99Oh4ai6+XO+wTJ3fnI9D6IFZ4QOAdAjl80hlTA0++fyziNCQy0KVdLwZCEVROJuwHELvAC4TgsaM9A7PhHx9v6+BbM7olVCN2aEeUjAuoYxVFot3fAgGeMegFQShLMXdomQFwy2wTKxGFr6WTZc2now3qGcbalHETXf+e0KIZdBH8RZmk/iznVxFJmUlByNCJWxSJ4wR5CV2awMLiuQU8lL4FFFX/EphW4lJMePQG95KIbL+zID9ARkwAuKgU1MQb9DzEEmY1vCDqG3SkpVXz2udnNvVbsHoVdeu6Ff/szL+vyXL3FjMNYIZ6PLyxivPY05JR/jqIyhN+6kMS1PiXuRLYsteSINFxKhoWTJT/BhcEDIK3CC8ROPdcTdFOnISRkj5I3X3+TU8xYb0JCFecJmNpXH1HUqFsyMoZQSuIRBOGHsh12nAdfoH/2d36Lv+zN/Rs9+6EO6zKncbU58g/YGvZ56OakGklT0rW4a+XkTI+T0uYf1vX/sB/TRT39aFYZLqnvq9wfqLyyqxhirWOhzyqCHFMEbSrTvk9bMeA+4Tp5grE2BDn7cL8sggZvCLUqh2RPhmPOS/K9KoSplZfOWklxsjIggHozhfXpoEibsUMHnPWBo5a9jlrVfcySClnhXcLMi1YxpzZhWzL0e8YabkFoH3HrsjCttj0L7E2kSlOOcTAmVa+WqUuRQsKJ2nFZ0AglLI0JK8J8SfHdR1gS3xXDA29FL/lH0vjAKT/dlvCUapA1fAw0svwXTkTm8NT3PfleB6wZSM7gC8iflMS2pzp/3oPR1ntcx2ayrzjN+6wgd6CwbqpgyA1rm44SN1UaYcQKcKTd4LfrjE7DidKBzNTqGyDXlJNJ0e5zwrq6uyQZZzok5ss/GO1GqkD9pj30XrfzXXgyuM2Vj7nA+Imq18DHEoDnY99yaqs6NqqonFEEpMuMXsjFqh8HOxgijy8a+DY1ISS0DbuM2kEevrjGmFpknfeWU1LWthtxGbG1ultuJN998s/z/DENo+DcWx44dU0WdhL5YNlWVZYPy5KlTGEUnivF8+vQZnXvsnPwnWFdWVnGW9oqzcB5a/ktUO9yQ3MGRGWL0DfoLpb0L3FTeunkLPcxa4BQ/paQUSS7vg7OAU7TCYcQiBmoH33VVy38x6yFuJYy7z6n8IobrEnj+C03rq2tynOHSIaf1ly+dxxh/Q7duXJf/n4Uhjsd0MqKNDuMvq8qB3CaMw4j1aqTdvR1dvnwJx+ZlvfTSl3Xx0gVdvnpJ129e14XLF3XpyiXdujNzRC5eukTZFW0is0365h+K++thNiKHnFp7HHwbdOvWbQz629De0xRDzLwFOjPkRDgxJhV9WlhYkI3SDW44Bqxddvw8HlNOstu2Kw7A7u6uWtKIgfQefF7GsblRoNwQ4ZjZkZigi8ND9zGV9jrqWwf2qG9j01/huXXrpjweHQZYShln4w79fanQNG92OG5wg+2xMS83udm6eOE8OvGSXvMP30m36MyU+v5zr6Z3iwOjnCut4TisMg7Lyys4c0OlnBURqqtGA8a4x5q8j2NjZ2lra1Pj0SFjwHg0tXzCXrFedRgGLQYs6qABJ+1jbjPEmuWbuYOdLf2Vv/yf6z//i/93/cO/8z9okb3gox/+sP7IH/nn9AN/7Pv0zd/8KZ1cXVDNXOqjszX01HXqkN3UjgY6YEfc88Pzt5PUAlMmYBos6Q0c2v/2h35Yv/Azv6RjG2e0vnFawTo6nnT0pVGkWilVylFBMzQ6nGprc5cxOcAZaAscIv9D5tMIXR+NhkUOE/rTIrNZ36bo21gHOLP7OMQen4b1wfPsxPETOnHipE4cP66Tp07oxMkNra2t4oD2i47knFVoYBe20zE6MSE9JWxlfZmQP5231VqO7jvQojhu31/B8tf59pGpHQ/DLvPIDuYWTqYdfuvmCAfFt30T2phCs0N+HXQgI+tIRFYoS9gX3TSYQ0LfVEKxVomyZJxICkIp4LOjvJ0BetkCpmmYlUseD4N4IqSImAHKEAbS4ims0L9uDqWigpLZ2xlhFuXT+W7fIGTVyfNCMm9Js7oqtUN6W6gHaOltj+u8LfMrZBzx5fCdoaU5+KNNl5s5hwaTJNtBgSM5Gadk0JFZ3uwzFcaIIyN1KJ8FHqV7M3Tw/Sp5kI7yQxhZU/CnMmGKlDNCIlWQCQsT0D1KkzV/qSzjHsE8+zcRuKMmfa8KtOYZ8wDexCCqhCp8u91ZTPc/VDCv6BnIFBjNQFTOdKGBdNDRCAqjUwRhydM8PkvrbU83zyGc03EGw+fgHcB0QomRSSkRGmLehubpTGhIUsC2SeveQ1ZJ3A3NKxARigBcSujgrQCpedZsIphl53UiHW6vYjEkDlZL4YQFXix0/f6S6t6KtnZafemlK/rlX30Vh+Oqbm52OByLavMSaIuK3MceqTRqA2cjNIVmSz9b6FubHIp4gU4PPh3toztRFg/zcA9cxTKFlCJUFrppN5GIr62t6Q7Ogv8zwSn8WpdhXQHfKWUFNHOuldmcCrAhVGwaBtYtBRvS4y88rz/6p/+U/tAf/xe1sLHOZn8F5+pAwaaU66q0N2Sj2mWx/vxLr2iBRfo7v//79A0f/6hyr8Eob1VBs8fm3eCA1EDFxp5gOCLgAS6QRUhqmYdLnKp19NOGgvXdcp5aHynvkIvzytwCZyYPZEO+XAhOQCunJDsfdU7KtGFj0/TFU0JwgzrOt+zI5u0EKqExiIMzu7pt5dC4hoqxCMYQZYDhYD3ASFRWG1mTqDWOHjDQYdfn5iPrzm4LjHUwSWpTXxNwp8g9IQPBZ0dnOhahtpuqM1Mih7Y78ohJXWjOmL7aY94NM5ygyoOgQE4GBSj3A0le5xC87Y1wieFtRe8iw/Vol/6Kdjv3SzyEfDJkHQG9JOiQq+Z4oJLPW/IJyegMyKIzOIt0kQ3xrpNaING/jD634JTNnJuBMSecU4zLKY6JDZsxRscE48P/uabDxBhEBMbJGH4YmZyUyMs5K0FLlHm+SyHRBsNCNIjCN/pKQgmjp677shGnVtre3sOo3sG43cSQGVKetbd3oF1OsnOu1MOgcWi99m8y/PUf/yZjEwP6+vVrun3nVrkNOMTJGGOU73MaeufObdn48Gnr6uqKauZezkG/aRAe/bWaZeaO+fY8sqHpHyI/+aRP6s/K/yfEQw8/LN9G2NjdZ75uc5tgI/0aNxgXL17QdZyBHQz26xixb2A0+ybjzp1NSan0zXPTzkiPE+8BBwqLHCQcP3FCzzz7rJ57/jl9wze8T3ZIKhw3/0ar12uoi5wYoLqpMIImKsYTBtTRmExxAr3/Bph0A1mFEpGcCTMiZy3b2rqDw3FedzbvaIIB598w+E/j+itqV65e001uQXwDcoE+vPra63rl9Vf1uvk/f17ui50PO1i3bt6Ub4w2oXNnc1NXrlzWbcI9TrfdT9Mz/gF6M2FsM86q5TlCXy5i/J7ntugWTpnH0XT8g/x9xnWIU7PJ+Pj3MoatzS15PI2zRVs3kOs2Br3H+ZDTd+vQ9tY2tzg3yvosnikO7T7G/5mzD2sVJ/EYDk9D+8vI2DdHaKMO4NO3TVNucXrcUvd6A024Mh9iVB9b35DpNqyv1imf8s943VXNWlNDaw/6+/sH6qF/x45t6PTJ03K9VRyThx95FB05Kfd3YWFB5x57VHYc+02tnKSh/zQ1txnbwMULb3BTtasX3vMePf/cM/oX/vif0B//l/+k/oU//Sf1A3/yT+l/96f+pL7nO3+/vvmTH9MTD51WcHMVU+YBhjJDKjH+E5yAiecmshVzM7VMLvaoDjl4XgxHrIfw/dIrr+qH/6sfKn8oZf3EGTXst2P6z6tMeZg5+EPLxGLsFzlMJPREtEeCmdspwAlPTvRpyo3a1MY7uuebibFD8FsEaL2cwE9QoWl66qPnQjkPhweagtNDHlWdmXdT5Jq1suxboyX1uYFo6grnuQF6qusaaFRVtSrmfM5ZAc1QyI/57dwePE5xIlrWKPMywhE7RDbbuzvaRO+3tje1y/wfet2Cz1LOujBkzx2zNriO+aW6ppPAeZImo1Zj5GdokWco0Srte421U8LBCU0jmlDbGkTYzYC52jIWBDIENWfbUqg8rK0Og/y74TxPEO2o6750bSvXN7BYGvXt0ElUod0WFZiW8K1IpW0yA/A+7NCQSDs0bePMoCtchTMLgPRV3iKOOZ75NMzQO4IjIFreo7RDZ5TWHVE4Wj4kR8Vzj1ZoVhTkSimzsI0ZZG9MkUI5i45PJTMSLOZWUlKhKJ988CJMBJvAr1KSCXZ3WzAeKJp3e87frNgJg3GOwLhH4LKjOOFbkuRA1Z8ziAhFuP0Et7QH/kzwmk880Y0o0Mqh0yplTuruQ0X6A2J5g8KgLCKUU1akJD/uo/sxg04RcR8Y4+3QkWX210VdAAAQAElEQVQguO8lh/coI2JORw6lhFwjkqJAzNFCQVpyGErmK4wTIksPPNAracKYF0bJmH84fw7znBIYx+AExQ7UMSM8eSwY9zsiFLQrJTW9BS0tr6tqFnXzzoH+yede1c/8wucIL+jGbSZRtyLlVU0wPv11nIlYqOC7BabQmdJCS9gVcAtkvOXtaNRwN7sLoglweK8OaPOE89EFMMy3xdxrBmxWQ735xkW1nP7K7bVBELIcBT8ZZ6NmgW3YyGw8VRWLZd0os2CiBBqhYf1j6/r07/t2/Ut/7s/pD/yJP6atyPqVL7yoX/7cl/WF1y/owo1bevXSZcXSor7j+/55PfbcCzhYnbqoVEPXNGtoPrgY16pzLT+RkpqmUZ+bjil8VvA0YROSQgI6+j4l3XoxAxgcv5ISEMCDLy0jk04pknLKSikVhIKJDCICqiXrq3x04ECjIwRYHJg/bYGMk5DgwxCUee55rFoldamnNvd1qIH22572Rlm3d6fa2utwOgbq8iLOWKXhuEU/kgIZtV2iP8ThMx3xC4/qYC86yhwxkJ6vS469FSLoVwGXhD8Ah2keOn4/kP3VXqN+tfKvo8xyKj3pyuecAg2RLGXkOywF9IUk/ZcC2UaAJ545bpEPuiFKySp4xveSZjn6azOrGFX+CqBp+uT5kE17wi4d1BmxmW9v38EYvck82VOusio2gpkBMgGjQ38qpUB+gUp5LMoNFTM4WvnGiiGTGBPTdNthXHIOD4blR6meV1XV02Q8xZk4xIAbaUx8DyNwFyP/cG9PBz5lJbyD42GDdfb7g8PCS05JU/gdMDd8q2CDdDqdaAtDdh/nocbYWcHhWOIGIjNvdjlFt8E7wqgbDBbVwzhtmN8nT53W0888V24nhodD3cGh2N3Z5RbiAL72SN+Bj0PmoXmd6I3XX9eLL76o69euwfOhFKEec7mH0ZpTxXRoEX+nBH81Rtbi4oJyTlpeXlCvV7M+LjEeEwyKIQZY0trqMobtKT35xBN6+JGHS7nxE/UT6z4TiyZagKZIZ8aiaSr1+02h19DGwuKA0+5jtLEC3bH8FbA7OA43Odm/jlPhP4jxBs7Gazgfb56/cPdP4t7iNsGEj/vU+sQp+KkL/0E7Y4zgrfJnYA+Vk/slWXYHHr/RRKPhVMPhWFub29rBofTYeWyvXr2O7Iaq6p5WVta0trahVXTN69wQRySlLDtmHhOfWB/gzIy5+WhRzoiQjdHV1VX5dsg82FizMyKkmlNSUzV6+qmnucU6BuuBzoxxXHcLfjZtbpV8E+OxtS6llJBTXw3j0+PAaMTtzRb6tYteXb58Wa+9+qrstFhHl7n52NzcKuO9Ct+nzj6ihx99TM++8B597Js+pY996tN6/r3v1Xvf/wE999736alnntbTTz6up597Wo888pCewil5z7NPaWmQ1a+lh4+v6n2PP6IXHjqlp86c0JkV9scs1ZOhNMTx6UZC4spdq4Qut+imoWP+OV11Qh5ZOVfIs6/E+hnNgl4/f1k/8t/8iG5t7mjtxGll9rMpshthqDMpSWdFDkdlufl3P+F56fWZuYpISlmVLZtKPXSpbmo1gMNcJ0WialAb/BbheDlJOUvU8eGFHYAb6Ja/UrjJWjG0sc/8mwANzsbK6roGgwVo9tXncK0Hj3XVyOEC82+hv6A+86ZBTzI6nXIufa0IM5DQQVpnrnRFJ60HdibG46FGtk9pz/O9xUEZ4Xgcsn7ZMRmhS1OcCrYhUaR20mmKN2ZnY4QzOkJnHbfj0aFzqBXNhFiq5DQi4tDQbRpa4oDpsbQhBhlkYYg6gD+RlBgqify75WS4DPGRz8sYF/pGOIKWmoaSBpv6gqYb6cBvvbdbL1yuThGhJKATobw0QFjlCZfPIYGfyHXb4bBAR00iv+m3+03VgMW7+BGhiBk4s4M/MhwtEHxG+FNKTV2paSrrl9wzK4DL3DHd90RESUWEImXLapaGeEZrI6Kk/dEp+NchJIBy5EI2bJC0gDsyCqAIJZynrTz3p6lBvbe/xhEtGCJoK1Qe40eEIoXcjxQhAZCXn4isUAJUHuPPIuA5UvgjTh0VrFAE+IBpeLF021YoPfCAZ7ql3gMFb0vQxCwvCI6AqN+7ZU7chVCE4W7G3TTZs8x3qBgRszKCiJjXmYWzAj7n+cTue+O+uNR6QjA7i6xcxKJY43A0vRVFXuB6/0Cf+Sdf1k/+zK/qMzge124PMSgXpGoFWJTyALw+7VfozEyrzO4RPNDYu0rEg1gMTAs4s5PLOqFyxBwPTT2ZGfemt6wvf+ll3bxxW4m0x7FlgenATDkrY6xUQN00zIee6qZRVdclP9Hnqm4UKSuxmT3Oiea3/9E/qn/9P/jz+hf/rX9Tf+rP/tv6c/+P/1j/+//oL+jf+r/9Rf25/+Qv65P/m2/TIptZb7CCcbFaNsoem2FV1TI00HaYUjLrBaxX5s0L9Zo376qWWJyMUxMP9JApgxwZDfrcUcsgd5X4/W/HZAoKIlQ2a28eLWMZEYoAQA7g3byWFc2B6ta8crIqs3KzxEsxVRCHUV7KjOIcZOptdhi1RqlXbj/GsVgckE1uxfYOE3rSV5sG1G5wPmoFeFH11fkkin7P2u3IN6edBKbk0EDya76u9zWR7iI8iH2U6uhNB46B/hH7bX8R7lFfGdm75J13N0G/j9Jh1gCqqYCRnGkgPvXmhd5bB8Zs0m3bFslNyPemPTvpP5DA7y94fiZuJ7ZxPG5p6BNEjFBv9lPqTtuRJj4VZVePCGXGNaUs0f4RREqKFHA4z46kFIHOL2Pgn2Q+MaYWn2ajZ/72Dw5lwzZDq8EhaJhvPULPwz6nq30cjLppmCtZKYUioE9na+bNMqer/V4Nz1s4CrcxFqZawOA/cfKkfEodMcO3IXubWwD/pSobnf7P72BBNnamyMS/3Th37pze9w3foOdfeEELi4u0V2mRg4MBp92e/6GkCSe/I06k/VWsCQcCmfWgz21HRhYjjMcJctrb29Jrr/lrUF/Sq6++SJ0RfIv1Z8gYTZHrQQGfGOcqtLq2rDOnT+nsmdPI6DhrxJIWGIumqeAhqcYYrJuM7GryF7SxcUx2uB499whG78M6c+aUVlaWaCPUMtYj+Nvb28Ux2NLmnS3ZIfNXquyA+atMYxu3kUpbp06dkteXHut4Xfe1unpMfQzDqqppu9HS0kopr1gPpVDDutXQ34XFJRyeDcqXtbe7z03FNRyyG9Sp5TWrx9pYZIRDiXjVsliNOViwvBYXl4ujlFNNe+vQWJH1aIBROhgslJsk0dYY+Y6pv0Uf9rgZ28dh8LhYP3zzZGeyhbhvvd588w2cwi/Lt1S3uWnx2O/hcG7vbBfnwk6Fb26c5z+G4BuffW5LxOOv4p3HKfv3/t0/rx/6qz+ozU0cg3qgDkM6sd8tIvvVQU8DxmqxSVrIrZYIV3H6ji32tdyrdObUhjbWV3SwdUt7d25our8tHe6ow8mY7m6Sdnxf0+GeAuejgq4woMeHB5pgUNu4Dvpiw9HxKXrWkc7ouFJWV/V0Ecfub/y3/52uc8O0dvy0xsjowPOY2TYF/BXVMXO04wajg34Bz1Xinm0dM79j3U9JytzANU3FvBwwFouEC4x7j/FtClR1VkRSgFxZF+pKifR0rl+t5x9zsm4a2Vac0o7zXG4nwF+fnDJ+bRuSgn9JOVeqC63m7p5aoVeZuePxd5hTUsoA81zmt23RnZZ500EjlLNhXh7k43D5N2JjZNmyNrmPIFsaBawfE2Tp+T/GMZkADqc4JFPv+SzjLbqJWGinU0e8pc0pcvU4tPTLMmvJp8uaPSGFQe/wkK85FJxQREh+2cdgSoZOBG7UQAYtO0MdjbTIuIMHy7MlNG6CRkQwBgEpQkmJekH4Tm/Jn9MGrdAV7TvrqwOc0CCvIqDCK4UiQu/ueRAvIqgr8VlA5TF1IgHwovMdg55Vo2QdAp8y8RTuHqX3vRGSQTxB9yPxiYvVWkgIDtblpwOppcxhJM3rzBuVH8cBXqcMVEdIjhlccAROzyAioBUkAIpJztKOKOBIQMjJCNJWZvGA64E1SKEHHvB4ZYBlhf+F+Cz6UHgiqQRCuDOaPSRnEX92YNCGoxJx3XvuxijnnSePYsY1uC2kd5QNluVBLjEpIoA0B8cNztdv7jGdeY2ImMVoaCYXkrTPS2T2Bv1NOUvgTpmAYyZtF5UqTmBSvaxNTq9//bOv6ud/6fNc6d/S/rChbF29wTrhsrpUc7IteXEUzQXjEYmI5GQB/VYeM2v+j2iYNLy2UC5DQnsdMIb3KQthjw3uyuVrunj+kvwDPg/ulNk4YbGxDCJCKecZVLkskg2GUMMJTVM3qoGGjXWwwAmmkn7l135VP/+Lv6hjJ0/pfR/+iB5+4mk984GP6AOf/BY9+fz7tHTspJbWj2txZU1499CtZjSgU+dKEUnBPwF0QzmyvGiPMCDsoHhBNl+JRdflKYENpJyUWbgjSM9Bc1nogWdWLuibpk8avbhFkJ9oex7Kj+OAowYwHDwA5sV8HOllCUtGC56hMEGcl5sLFABnQhoj+2lUmkSDLgw0nNS6tTXW1VsHur0z5SZpQfXiCTWLx9SB04LPkCnoawS0eOGWXjgR6vwv3BYFfh03OG4olcD1SzwiFDEDhRG+CtxfXmi6HYPrHIWO/1MAk38r3G3GBSSQt2MGUrxHsVBEKCd0I2XiSRJ5gPV8wibcsrZPWNsdtz4cxb1+24j27yLW7ezWtYK+J2gZiKqjbtd6jMUTAoE3NBujUHngbR4rZT2chxpaZKvHPAqFbESO0e8KHnMwltCs0eU+5dbNloHvYdQsYPQvLy1rhRNpGyk2GmzYmPcp89VgfUzoyJCTT59qN9RbXllWilTm0YD2F3FGRhjcd27fLr8RqKoao3e1wIc++CF987f8Tn3jN31S3/TJT+qjH/2Yzpw+I8vgxPETJX727Fk9/MgjOnHiBEbaIvMX2dCPiKDL8G/x00Hz0SIjOx9Xr17U5uYtnP1DbW3f1vUbV3Tp0gVduXxJ165e0c7OFjyq0NvY2MABWdU6N6nL3NaYvx6ysNwq1iDPdRt4KQeG+QC+V8Bf0cLiQCkxAzE2EzLIOcn4mXVltkYtYFAOCr8ujwhl5Nz0GkUEdTO3F0OMLkF3UYP+MvysQoNbHtb5qY2zLkp5RNDeovwVtgEOwuLCYqErRNAxXgOcpRE3G3YI/IP9C2+e53DnRqE/wQj1ODHMqnINNHLajlrOWTll5DRCXpvaw8Go654aYHFxCSdtJJ+yjxlvf9f/OqftU2Q9xMlz2+bHv9mxrOxQ1Iytfwg/Af/mjRu6du2qpuh7yrQDLOGs+pZsbW1N5S9w0Y9Lly7pDW5APvtPPjdzPm7eUYdROzrc1eQQJwKHod3fUXsA4Ey0pPEiFOCAoJiO1OROSzgi0+GBdjbvaHSwpwk6ZzqZtSqzxyTkMEVGYzvb6OsUvCSYFwAAEABJREFUx96/vcLGdldEt4Qo5b/EOCHSKmmE/K9v7epv/82/rRdffk0rG8fVMb6+f8yMY9XUysCYPk7RvRaYOI4h7n4XYN6PmW820jsaq3CiLC/Plbqu1DSVaqCBTtOriUOzTso4KLnKipQUjHPOWT32vlVupvyVwtXVNcaphu9QC79D+ub9xU5jp+BfRscqRcqMQcsYT3DEJ8SnBV/GgHZVVcr0KRMm0kJeLfJyX6wn8hPB5wwiQmE8IHKijUSaPGMkkQ5iUEGgLUo3mbalzQk64b11StrrTAnh222ACk+zOh3tO4+q5EXpnxiHgN8IPg3EpcRnoi2APCLldTQiKQMpsnJCBpEoC2D2RjhukKLQFo0H7XWaMO+81qEu6miDEniAKzNZEnx0AKWlLvWd+mpgdFf/mgAR47aEgj2Tvged2JZnQLnn4RG0Jgw/ZL/lhcgDOaR5ZeKS0gjPu7OkEQjkRaCg4MG3I68rWREuBVCQiFCkUIqQ5hjG6hwvec7VfU/pFukO+DpfmpqTvo8A9MgvGY4awWlgpkhH7RYMBprQeAQyLmEEyACfZbBbFPPI+00KUQTW1/d27zgwMEC++ZtRPUrPUvd/vr3toDjgKQh55wEx+gYdK4OhZNz38RZCYN4rpCyUJHkSiFPEtkyGrk2K1KhqFpVxOG5vjvUrn3lJP/0Ln9NLr9/SzgELUF5VMziuuremVA2U6lqpLFxBD6GjVjMlJh2AYBN462scmlOX6BB4EaGIeCsaaThH/9zFiFBK5jEX3I50K+oQqkBiQZeUsnZZ+N94481y0uomJizME2b5hAXJtKSQaeVcqal66nE13Pe1MbCwuMwp3Zr8p0R/6K/8F/off+RHtXP9jlaQyxKQU09f/PUv6K/+x/+5/p1/5d/UX/2Lf0lf+NXPlq8oVFVfNbRMNyIUAb9CDnSDlCrai6hEx9E9csARjxehikW/5fRqDK+epxX9yOQFfRY0wFZ5Ci2RI+hIEabf0deRXNf6TCZvqCDw+ZVeLyYdAjkCQdu4R+mjsNBhnjhsGY8CIFvfgzpJSVm018FLZLVd5sSuAXo6nNa6sy9dunmoi9f3dWeXUestqzdYVmbBnnjDpM9lDkIbKlALqAH0TR5AQ9C6G6PdCBIw6iDAJMobuhvV13pgGjpQBPEo7pTjZL31DSkiviYo9C6fd2inO8prxU6FfszT84BMwYJmTfgziM+gjIfHB4QeJ9Z1rwE9lDw3ybM+2aAfYQj1uWHwjYH/r4kzZx7SmTNn5K8lrR47ph76HymVTXyKcdMxHoYWY6dFN8X8FieRQnY1c3+AUZcwBA8ZQxs+EcFc6mnj2HGdPnVGazg4A4xYj7PQjQrchlN1z4MKI2TKuNs5soHUYPCMMTZ3Ocne40Q/MeYrKys6ye3GI48+qqPfazQYT336V9VZg4W+NrghOMWNgst9uu3++M/yrmF4LmPku5+PPPKoHrFjwQ0AbGg0HjFP62JoD5DHwuKibGytrx8r/3eE472mUUQo4CMlKeVQU1fIqFa/X1M/azBoJGTiH5Hv7W5rZ+eOdrkROTjcY/xa5Zy0sDCgbipGfIQwzkbqqJMxDivGJ0E/yBHQtS2ynwBToMWoH3HbY7o7pKeqqhqatfxVulWMwpMnTsq/XbCMI6LgTJCpT6R9++MfYV+5clX+ihnDyfrQaWd7F8fwUDs7e+VH/DeuX+c24zoO09UCV69c07Wr17hJ2dHh4Ug51TpOO2ura6QPdZ7bhy996YuFrz5OX2aNauHbBql1zO2PfDuEEbi/j5HOeN7ilsI/HPbYHh4Oi2w8fh19tqOxtbWlza1N7YA7hZbprq2va2lltTiEZ86e0alTp+W8DZy4FfJ76MvS0pLWGTP/2P8kTuMJ+Hzo7EPFkbVTW1nH6HiH/q6gC/4LXT//Mz+vH/+7/zNjW2uPdhNO3RRHI9Dv6eG+Wm4CO/RDBYbCu2DQ4Hk4VC1pkTabutFt5DY+2FeC38nBgab+qhowPRxrzP7DBTFrYlKgcJ7anp6KpFQ1qpoBBzWZQ7xWN7YP9Nd/+G/oi198RSfPnFPdX0I/p0qpUouB2lKxMwHahmnW1k4tbR4Z1SXOvBmNhhrDs+Xfgu9xSeifyzvmcYqOsQw5v64r9LdWQqdbZOO6e9wQ7e7t4Bju6uBgT/v7u4z3vvbpm8fNX4n0GE/YQwPeGvowWFhCvxdVI48xY76PU3lA34esB1McI9OGFdh2u/Q9IY9I6jqDCA0dYUdEQKiz5cv+kaIHr31VVV91NVCdB8q5p5Tgu0ClUFZEVookx1VkbRpCRh3QqoOB1uQBzZ8AWw+AeEKK4J0BREuczBKSSygl5qvby5GUU4avSrO92mmA/ACkpAchS+TnBH6ulXOjiAx/Sa351ozBgN+Q9HYI8jpxg0Co35aHpu6jM2vfn18J7kN+MBqia6GIGbi+QuVJqWRKOYdSQiikdfdp78ZcoUMIHrCIcFJCMI4xpCUd4RjZ1Arg3luaJHlf6I0KoAr5v8n3/kpFSl1p31RcVKAjVcBcz/rhWNfy6XyKZ++9BL2HzuzTuUeTMyKUIqnKSTklJSDiwR6KxzmW5zuBy0B58HUjgGV6BDPpkVkwZ+GsbDZZnH03TV+cPoKST8K1DETf8S1lLDisfqLDHkb5YTjZ+gR0KL1D+lr1lKoFHQyTXnr1Cjccn9Nnv/CGbt7BoO0WOMleAhbV5r46Jk0bSeWvVMGbvWK4VmnPDRiQWweOCA1dCrVz6Mh7ANf4b4UwhoEC8KVQRGZ8skJJ4rMrINqljEVgKik3PTX9BU4gb7JnjNXHEfDC0LFYtzgfHuugXiq0KgX1MgtB0xvMTgOj1md+6Vf0f/2z/56++HO/pPeceVQn6wV9nvhf/j/9+/rX/tgf13/y7/95/drf/wd645d/VX/nr/1/9O/+K/+a/uyf+Vf1j//e35d/3N4pyfRhDI6CeCjTRkTGOJhJyhsEq46aqi7lDXybrykbtnlUhPxYB5Pl6MR9UErLnFA5NfRXWqwXTVMr5zRruptXmOPNU/cFAV53D7qWMlcijzq8lAkdcZ5gl3JwKC15NhJaNiK8Vx3Jd0J6QsVJlzSNSkJ2XbWoncNKl28N9frVbb1x6bbubB2q119Ww/ikyErohrkJQlZXGZxW0GaBrogkIuBRCv8jHhFyXUNE6J/aY9JfC96h8QRPruaiiFAkIGZAF5Av0kRepZyPiCSVcpWHKKHxCRR8IJWOoAulXCmjP4H8mIacpE01xLlQJFV1jXwHWsLgGnCzYN3wX/G58OabunLlSjFqU0qq0Tsb2idPni4GZh/HxfpncB2HU4w3Rl8RbrtjuFvi1MWA8VpZuILWAo6Ib1ROcjtop8aG4NraMa3hgGxwknucG4Ylbjh6tNHDARHPEIPOBuoUvbehaEP94Ycf1vve9w16/IkncC4G8o+NT58+rWM4GTOea505c1o2SFdwThbo34kTx3X27GkclRPq0FH/wPn2nZtqMaxyzhhTB7p6+YpefvFF3bh+Q1ubWxjk29rc3KRsn3FoNeCG4fjxDfk/rFs/tqYBTkMPJ6c36KGnGIKcgNvJ2MUxGh4eFNqebwZpikxaTSYYq5qowrHoWGFttG3SxjZG7t7unjrWoQH9N8+LtDdY6GuBGxv3w2OVGdPh4UT7+0PGaKwJ8ykiq4eh12dd83zpY/AvYQC7jh2CpeUl9ZBn0zSsYUtaYBwsS8t2yMn7PkalZTLE6PdfzHrxxS/r/Pnz3NBc1EvI43O/8Rv6jc9+Vr/+mV8r4ZfJe+WVV3QdOVmPlnDM1tbWkJFkB6FC545j6NfoWBkP0i1y3t/f087uNrzvahtHwn91yzcS1iHfXKytr6tCZ+z4dQqhwuVP6o7GE9WFRis7UlVVyXAMp8L5h4eHahlTj6PB9Lx+rlFuvjIys44vLi1qgKNrnsbMgwlARVlvGsaxpu1T6OZP/Nj/rPOvvq71jRNiiDRBB1vayIxNIO+W9MROCGMsjGih/4FDl4DMHrKAnC3/Xf+xAm5oOurYiZ6C51uOEQ7boQ1wOyLgm9+WCToFJtNOw1Gr4VQcyiT9Lz/+E/rMr/w6c+9hVc0SB1gd+0GlxD95XQAS89n99jxTJ5V8AiJIUYoIsJEn/E8x+N1vH2ZZRhN4mjC3OioGa0/OCXxq4mhNKLOz75umXRyNTXT09h3/xbSbuspN0rXr18pfLLt587pu3LiGPlwlfYt5s6cJ/fLY9Ng3TdPjP6GdKTRbA7y0gPXOY9fSD/PdEd4FeHLceJYN6KDQD/aODuXoCKWsnGtVdaOq6innnlKqlVOjKhtq1cQzeSkhN9YhKeRx79oO562dgYnTXkQowAlkQaDAzoiQRKj5ExGy/BMhr/xEJIVBoYhQovLRAYp1tTKP6HBGd3PKSpEVMiSJmCGUVOVKfWTmdTZl9umuk/l086F3/xj/3WO/HdNyP8q1Sh3FBT+G+8tdBpdIz5+ah453isR40b8OJIZMhtZxwG8yoZaBEEjufApX0N3HZGYJug+VhJByzjLhlEIpZTacThGUa/4Qd0Miq4QdTLFAyLP5PvDgCiTQde+hEm2oQNzLfiAGQZkzZmmh58Ij3ICiChwNrWWm+eOa86hmStXpwfbFM6dRCkLiFU8QiQhiv4W3m9cl5J0nxJjSHxj1eMyAIhA65NaRT4p3jsNkaVnQDR1xapeyWUj0/td152A6UKCUSQfdaTtmW5zIY+S57LBFc6cpqasaqR5oyonClVt7+rXPvaJf/9xrunLzQG21JHE6PWJSj5jUY3TA/5HcED2y02GHYwp92KctuKJ9ty3kJ49rQJ82WmTZktfdBZWn49MAOU2pO4GWv5s+ZPMeewFlzDvqCvDC1YEImjoFNQ0d60srL1qs55pQOIJGj1PMGzduamd7R4ecunkzoLsq+t+5nhReGAzwmehfikqX3rigv/Qf/UX9hf/Dv6PP/cOf1OGLb+rVn/hZ/cbf+Qf6/D/6Sb3+y7+iZU7lPv70k3pyY13nMEwew3Burt3SZ//RT+kv/Ll/T//mn/hT+q//X3+Fjf2SpjAVtBdKCEezBZDFWeR54XY5LGvCxptzUma+1RU3SxJ6ovv4DSGCAgoK+ejIaNVpxOY6ZKO03Bs2xB6QUi71u445DsjtGxw3OF7AtO6Biyxng+m16NyD0MFTSz86ZN4WmLCBla8A0C/jeuMpedGpZewnEB1Ng9uPCmi0P6l04dqOPv/yJfTsJe1gYGUW67qplDkBzl5rYAmJuZfEujkQzN+gRPRfivLKcSAiiL4dEvkppFTCpOCfeCIcC2Lv8EYrAV67DIyGZmB+iL7lTaAbGJJ5SdBKJp4AwjAEcacJeUmUt6OSAXYKj0FNITeh70aICAKAV8wpb2peww2CnTA+EKlSXfcKNBiiddPDEFskXSujW71+TxX6NcQYtWF48+YN3bh2TVcuX8ZY3LCNH/IAABAASURBVJeNvjOcGK+uramhbmL8puiAdSECXaKxCWnRhbpHW00NvQrehL51Mv2mbtTC9wHzbmtrB6P+UOalGIaLS6WNY9yu2Ag9hjOysrImj7/7tIxT8uij5/TUU0/pGCfbGX3wD4Zb1gH/h4KFfq/GuF7AwTjOabeN4ZaT3qFSSEtLAzVNRZu7unblki5dOK83X39NX/ri5/TyS1/Wq6++rFu3b3JqvajV9TXVvR4897W8uqK1Y+uyIW8DeXVtVcdPHtfq6jL0avWR22Chp/6g0Rr1FlhfEg1OcUQa87O0oAFrQQW/VZVUEXasQ4cYrv5B+DYG6o6dDgnel2hntUAfI7nHONlR8O3MwmCRflT0Z6LRaMr8EuPWUGcFXo7RvxXqrcjys1G+tLyiZRzLNZy7jY2T3AqcKV8XW8PAt2GcUlZEAAI6aEn7nNJvbt7CkLyuW7cIb93Qzdu3de36TW1xG7LNmrm9syPfmmzhMPnra2NOsyfM74wOiccy7vUaeE3yHwbwXyPy16rsIOxQ/9atm8j5NuOwj/NkRyw04DbN8l1ZXdUa47+wgMzo/wJODSTp76joUF1nrSH/DZzMRRyyEaf4Y4z/Dr1bRT8qeLAm0itNOenPKalD36ajiabjaaHjPg5ZE1vquP6jDz2i555/XlcuXdI6ur3PWPzCz/wM/DdSmwkr1rQpMhLxTuIWxMbzmLbdr4CObzYcBvtxTokxWdQycvZNwJXLl3TAWA/h0wA78DLBOJ/I62FLHRv4Q9bqaZekuq+EI/nzP/VT+tl//JM6xc1jjTFK67RN75j7HWww3eQ+uH4HDy1j0DkTgbn8CBLpjD5KQXtiP5nqkDluR3OKg9CBaBB1O6/X7K1DbkgsmwnxDl3tYHoKfTssLvNY+obD/TrACdve2cLpQFdYM+5s3tYWjuUm+rG5eUe73HS01E/IJeBBxLtJS3Nw67bpf4szYvqGlvZa8r22TCib4NB5jIu84cc8We5T4i24Yi+JgDJAFxhvSNOG4wl5UsK4aQYiBDrot8UhnKqlXyIdEYqyfga4SSQLQA1SM17FAypp54rykB/nhWb/VEJBI3AtknLKSjkrH0FKpSzRQEgiUMh5WSmSIkIBDsOsKf0rfRQPYx60HKx34dCNEtddAGEeL+XgWDYzaKHbAQ5bRbQQfCeYIgrnU+w3/NH54y5YdncT90Va2nNNA9IiJQACYW5AJGpKhW2Sfrlpa0Wf1THQLmxLB1w0A+qoAB8ZxC6FUs6KmAuKwbdyzpgCSTzzQEHEr+H+VkExayX4zXwUGuby/kpHacJ5OSzNEMgKhZL50OwJAovDoSiLOXjgdfSEFClUJkyEImZxIvqtPTDEkMxoEEe5LLc525rFGTpnAMTmebMas0/ntuQDHqvSWWgVupS53v1ApaNSorM3pJRDSkLBpxjmE9mg3+c6+YAFacpJwST6urU91v/6mZf0s7/4BV28sqPR1AvjilT7hqOnaaqAwHmRJiFzoyIj5CXkp/se89CSbsHzxJJCEYBmoPufkIzTJvpDfMrius+GcYfNa3NnW14YXR60EZ6ohKYPthy6nQ66gr4EAXCqusawWJJP2i5euKC29YbC5tRJEeAoaTrplCKpqWoMiz44nf4xjsWf/7f/rH7yb/4P6t/c1QePP6THmyVt0JEV+BpyWvrCY4/rk+9/v/Y5LTw8f0HHoflI1eiZ5TU9OVhRvnlbr3zm1/U3/5sf1r/1Z/6M/t//2X+GsfMaMm8Zx04t4xXw2ClU03YfoyMzx4Zs7DV8102tCfzaoPQG0HlxNc9hOYU64jOQRDzRhxGbnfH6vUY2BkxPSlTgpT295XGW8dW9pYCks46AZOGZDxNSC1/WW7PU8jFlUW/Ra6IzFCqYNshy/hRtmVA+8qaCrrkMqVNWKzfoVrWizf3QK69dU+XfE6FjhT7tmGBA7y7Q1winyPR7X7T0A6ZD/ic+3w56x4dKpfK8sCzU5Dk0lDLS7xjO6xwFRjuKvy0McgK+ooQipnlfQqEHHpKBjifA+ZaHCg4F8kNIXY97IvTGahwbutYZszqxrEHNKXsoiuE3xAgZYWh4nbOB3ccI9J86tZF5YIOJOWcj0zciDcb44088qYcefkR9TuZt6DlvYEMR43phcSAb533i5nVI3YgoBvECJ+0ivrW1LRuv5uXO7Tu6ycl5h6LYwRgUY3MJtIRBwC0Dp/fr3IjYWD7FrcY6DkCDLncYSDZwRuOhMnOjgS+XrWKUNjgXVZ1V10lsbMzhWlUdajlgOTjY1u3bNzCwd8vXRi6cf1PnueWxkTTFUF3H6H0Sx+bpZ5/VQ9ysPPTIwzp37lGdPn1KZ7gxOXX6pFZwOAqsrajXb9TCS65yMfjPnjkL/mN64omn9fjjT2Hon9L6+gZlx4tzcPz4KZ06fVb++tpxTtRXcA5WVla1iIHtOd80jaq6kkKqm1oLGNcLyDZn1lgOKvY5JT8AxqwJk3FL/yr62VdV9YBaKWVJSULOOSVl6jVNr9DvMa6el77h8LischvkryCtra8q5aC9pIa2pxh0i0sDnX3oIfr8EOHZ4mgNvS/gmOTMGsk89Bj4pPuC17uDA9bNibzeRIRWoP2e975HH/noR+n3CqrXaoPDmMlkpB3W7jv+ehUGakTIxubQRjwG4AJyOM04P3ruHKf8J7SG8b6ytlocN/OW6NMUI9VO2xJOVV1VYgDUp4+rq+DRx1Cog9YQ59a3SOP5bw+2ObHfw2kaz9fEMYb+jevXixH+O37Hp7WyusSt1/miv7/ws7+gl774iqpmEdk0muC4DLn1aNGRjnXLhw1RQkRN78ILGG2itGo5GAupyPLUww9pgRsnG+IT1jrB/wS8w+G4zL19/zU3Dqta1ssRbeBPasSe8qUvfEk/8fd+TP3+Ms7jmiIyVWulXItmZfyONjv2npaxsEym0G1Jl3yQOuICJxTymOWc1THPvHcMfevCDZf3k471rMN+GMPfENl4TW6p3+JgTYEupIR+V+hjRj9SzoqUBNk5dIStAh0Kslv48fhsb29qE+fDDorpFXz5CX/Mgbrw2JX2WobSwF5IaWugD1PoTXHip4z7BPlPkO8YsJ52lHWlPnWgMQHHdoHH1rhT+tRaLsi3o++gSOAbps6nvsuntNMCphV0wrLK9DlzUJCATN8SdgiVFfezD49+Owh7TKa0Y4AUTdA3cK2zOSdZZgHtGYQi5qAwCYGhlLJSToqcyUOP+WzRL49BRBQfwjyoWFnQp0xvAyTHeM5qd4W64wH/kSQDjcnfGujIOwJZD+7S1b2nuxedxWYZHXI03MtzPm0XGrPcoLGYRRWOx1Fqlgk7UlYw8FP64a4GJSZE8m7HyOJ1CZgsMiw2LFKehKKuXw+u5o+JZhpySP+ELCjpShjQvActVTtkEUoQd77x3xGkWf1OSqZB58ukJyxp3XuSiTkZUhBPOevoIYs2ZynHnYgIRUTJjEhKydDJWe5DiH8hOa3f8tO9hQJp+nA3c57s6OPdPOIe6IJGufOddhgR8BWOzmGOME+9U2DaLZtmC0Fexp6xjkr9wbIWl49Bb0GXLm/qM599Va+8eUv7Ixa9WFRUA6ARHxKjENacLjEuAag8bt2TpSXFOqoCSSV0Ptn3vdQr/EshAaEUln1SZsxsNFUsAoacGWVm9d7uvnaBIQaTF5mWiV/6QxnrC5KSZJqMYUCrUygIXZZYvA/3R7rw5kW1GGI5JblCThVhSApOo8x5cIpzS//lX/1B/Uf/5/+Lfvmnfk77124Iq0niVCwND5SnQ413t/S+979PD58+ozc+9zkdcjq4SNsNNxUNm9sCBkPDprUI7495Mz9xQhXN/Pjf+bv6P/4b/4Z+9Ed+RJucKlqPvRha/yOibIhTFsacUjnlHHqj8EIKa01dK8jvGLhOs+cohH0ZEuXiqepKNmJS0CjpzrKiHtHyut4RlAw+OpcfZd4XOt/QUu5VooSO34UWl2LejsCgrYKD4DvHPT5zcN/cX8MRDkWKPFA9WFVvsCH/5audnbEqTgFhi2HqFBHALCUWS9GOKHGOgVKFI/O8Dt66ebxkv+uPbo7p8K0wL/ptDCJCEfdAYeJ80LT7cH8XQNOsXG95wAcxKEzJhkaLYddifDdaxVCum0YTb7iU1xjrqJJ20WUbB2OM2YaT1vVjGxhfa1paWi7zz/g2Vv2j6NdfeUWXOBke4Fg8eu4x+XcTKxjPFQagx9E0/BuMvYNDtZFYUzra7mn2Varjmn3N6kz5TcUTODDncNaXFpd1iCFkR2dvf78YZFsYif6xsEPPb+tuh/50KIiN29393XKK3Mf5WVjoa4pBe4BRfMicnGKkjDCSxzglKTGbWOMmlG9t32E9u6jbnOIfckqbc5KN+qWlJZzyHsbtAo7CCYztM/IPlH1r4NuDpaVFnIe1UraKcesbjqapMeYH6nHb0TJHdzEe3YdebwFD+7jW1o7r4Yce1enTD5E+puWlVa2tHtPK8rp6zYKaukf9pSKX1dU1ZNRAq6/MOpcScqOfNhBb5s2Icdne2sVh2pRDt+O8MflDjGrjFdlzoj/F8LGBO2K9sRE5NA7rhmV4SJ5vIIY4g8ZJOWkBx2YZA943COVwo846fvyEvoEDlOeef07+S1/PcRvwkY98SB/7xMd07vFzyIL+rCyjZR7bWhvHN2Q53r59S9vb21pdW5P/T4vHHn9c73nPC3ryqSc0GPQw7FeQ8QCcOxqND1lbb+jNN1/Tm+ff0OUrF7lR2VRF+3ZaGxw6fzVqYbGPnBbRxaXSRobnHnobmsko0LGcsxIyiwhFhNw393GPk/YR8plgjGIFsoaO0bMDbhvGCklVms2PLYzjM2fO6Fu/7ffQl2O6feOG/FuWv/93/572yo1rn3nA3sBY2Ej1j8bFvpFoyzaNQyGNFr2boHNCH6Y4UmIMXbbmmzsc2kuXL+oO63zHenQ0dlPGa8i4+MajhasRNwFXrtzQj/2P/7NSvaT142d0OJxqyv6acw+Mipas07TIumD9ME8tbba01xnQ9w6HoS3ACba8DtNhXuNYPiM7GOydNsyn9GXMPuW9dETo8ikyM27HnBOdTDlEdwsoJMfhgC5O6e64hOJJLoPDFn4m0PBcNI2IoE5SgJCAnJNSStSACvLokG1XeG+h1WoW76BklOCDsUIGHYZEyw15y546BSbIb8J6Nm2nmtCPCXNgXP587kgOxzhzE/bhKfnuZ0s7LXWm1GlpbwqNljy35xBuaKuD11CKpJySUr4HOZMP/6nk5YInHtcdszdbjhNCj0kHXXMeEQrR1y4K+Y7+ihw5r4TiCangESgUERJtB+10+nqfuFsxxL+3EHogSaKwRXi30tcVeSuBuEfFfTpKlcaEBMBHnSU28q5j4FFWHT2UwbdcLyIkXgs+p6zKC6XzUBHGXhnvUHcfVzTczZhFaKOMQGmjJa+DZEcowhmo0NRXeGa4s0JfypcJAAAQAElEQVTi7sQRODM0q06IjtA50jp6ZvgUzVggeVRyVCkUZN2DEvPHffzOKoP22/p6osHQ7IUyafrFKwMZ85d85N09mDkve3dBpCSPncMIJhCLWq4W1FtgE8To29ub6Dc+/7J+6Vc/r4tXtxR5Qc1gRV1qpKgUUSsRpkiEIf+jgNCfkiN0Q34cGhx/VxBzrHmlIB0RSvDcw3BaXBio16tlY2iL09NDNtIRG+yIBWbCZO9ovBMTXSxWJR5qqS9DyjL/vd6izp+/wCa4K/ehYwEas0l5c56y+NdVrRvXrus//Ut/Wf/1D/5Xusap3lI/KzdT7U62dXX7um4ebOna5g09/vyzWmEjvvTyS+IYVSvwmJkM3qB8W7M/pA1OXN/HZv7Rb/y4PvHJb9LHPv5xffQjH9EiRtN/84M/qL/wH/6HeuXVVzm9rBVK8saUJPkHee5nHwMn56ym7pVxE32xPAwRCEhvebpZutdrwK+K/rReaOHLoXXH0FpeR/AWfXL5W8FUndeCexSWOAUOIUXMLzpacFhLvJ4Qb0v7bdlYvPAXIM/5him8TZD9iA1k72CkIRvM4Sh0+fId+r0ozRdu91ma99l58hOKmIFTBYoM/GEoOV/h42uVf4Vqv53Z8ZWItRTcxx9Rb2iIk/4mIJTcb/E4E4i4RyynLOtyxjEYYmzYOLesRzaMwOtjuDfoq3Xfuub/+K2uGwzn9RntVGE0Mt/A63P7UNe1htyC+PaDpjDSH9KJkyfRr46T7F2cmF10dr8Yd9aPCRs8mqAGPexhMLp+hR4PuM1b5nR7HaN7HaPMhwvD4Uh7OEFbm9s65FS/Yg5aR2zUTzFi3E+VByGog68edCvtbG/JJ++bmzZ8uUHBsfBvOHyqPsLApTn4w0BCvzzffPL+MCfRj5YfpT8kO082cs2b5ZFzVebf3t4u68O2vMa4LxUynOleJ39FaofTc98IXePG5s03L+iKf3h97SYyOIDLTDjE0NwqDsMtbnausZ74P94z3uXL13X7zhYG+Fi5yvL8Xl1dwRHZwMheVspZI8bLbd+8eYv+3cJQvw0/uzo8HGFkdZRPyvfpNze3dBv6PtEf4mREJFWMk8ceMeGUTRizwzImHgM7Gqs4UD3GRGq1uNhX01QY9gMtLS/p7ENn9PDDZ3Xy5Imyrj311JNlvfrEJ76xOCIbG8c0xGhtmdd10zAOA/mxXpkH852xAxaXFuhXo4ceOovD0dfNG9cY1336ck2XL53HAbxOf+5o2o7o06EiQiMcx73dHeItfRwqI4chN3L7B3va5qZkD2digmHn9qboVkP7HhunDRGhKbqyX35PsqMxhvQUPK/rrmcebYiO0f+UgrnB2siiVTW1Xnjhef2B7/4ufe/3f5/+2W//veU/XfzbP/qjGrNGBfpfdJk+Bw1Z9zvqdRixE/aeFt2iafgODPEpMFZHnkD0PtCgy75Bunnjul5+8cuyfHo4V2McYvN3gKM+HI60fzjWP/ixf6DzF69r6dgpjbssMZZsT7JhOzuZl2gaCMh3BVoyOnjrcDraAq062je4TgHk0NIXt2doIQp70JlqhMNkXnyT4HAKDd+CiM66Xy20J3askG1rgLbzuuLcTOZtdYxlqwkyoRlhLCCprEAfI0K8Za3yHJrBLA9EeOhmYJ7oSwtjLaH1N1xfCVqGIDQQZxloaciOt2U3no91Sz+n8DBhH5k6PungqUMvaKPktYxPpw6c1uWEHe1BmNe0LddWHTJo6Z/ouw/Xc0pKKaOTqQBJuU8GVKlwGOH67pFKf6b0wXI2H6Ut+D1qKsS/SAogUS8i5u3DG212c8SIWb4/Qbj3vi1DcpZBfu5GVPL1tZ55e/ejmQe48TAUuL/siCjDcDc7IpRSzIs6kQSy/IQ/CphiiYCbpDAoFCFZ2HwSdiXwR4h/4ZgEbQQ7ZjDHEhWqqmLxylS7h6/7n7g/MYs7iyGWYZbjT+dKkATibaC7jzdkEvc11901QsgMiRc+/emOdopw3NCJjr1dkB35QAhBaPYYWwpFBIEBnLfX1G/bQ/sebJUQLkvoNt9tC/D4LlA7JoAn7Jjr+la1crWIMb+qybjSq69c1k/+1K/oC198Q5Oup1QvSrlRynUBRYU8UKZATjELI0IpBfmho4dS3Usd5X7t0P1vy8RjAWexa73IAUhDKYe82aysLLFJLrLQTeXvkB5wajTywgOe65dWEjVgoAUiklLOmmLYTliIInp6+eU3dINNPTufBciLmBcI0LXNRv7D/+UP6uXP/Ya++eMf0f/2e79L3/sD36vf+0e+W9/4Hb9H6eSKro929ej73qMVTvwueDPBAVpOlWpk2+SkzLXGzu627hzu6cwzT+rc80/r1CNn9cjjj+qRRx/W4088po997KM4Ih/jFPm8/oM//+f1Mz/9U0W7ajaq7W02TjYjf586paQRjpXDmo2oATJ8p0wn3VnkHylkcNLyc38S9XJKCjLbsgi2ctg5DtyVFeW/9dd62qG6jBuHCy096co4tir8dJ1aZNMyRg470qCAL/IpYwNovalhWMw2Duop6/q1O1paXFedewqamNX1/HevWD3m8z4imLlJ7rPBnQZdX/9Dbfohw9dP5Ous2SGXFoAHhETX5P6I+Kz/nVIwrhQE4w52wW0Z0wnyG08wfJCvdcQV9/cPtbW5S9QygwrjYD3yGGwXA/qQudRioA6BQ2ydWh20rHtD9Nqbuo3aMcbwCCPpjn8jxa1Epn3fDDzzzLP6wAc/qOdeeEHHmA+Z/YAiaLQYk0MM49u6dPGi/PXGCxcu6LVXX9Nrr72ma1evcoq/pWLE7x9gKE7ksYd1TZmrmTVnZWVVq6vrWl5eVdU0slE0wlDy16hySjJ/w+FYKWVFkMb4toFqh90GZ86Vlri9OYmD9Nxzz+uZZ5+Tv86zzE1Np8AomcjOUIJh07p165bubN7RwcEB/HeUd7rKLeabHFRcuHhZly5d0/kLl/QGzsYbb9Cni1e0eWdXOfWUc6Pt7V1dJO9NblRff+2CXvzSy/T3jVLv5s1NnJEdbXGDsbd3yHo7VYpcbhF8K3TixEkt4pBNOKHd2x2Ct4fstrSJc7GPfEYYuRPkIiUJ3scYUs53f+/cuaNDjPSETAJoEeIYA3uCPmTGw46jHY6VlRXGt2HOtQX2uWWynA5xKHNOpX3rkev2MbidN0Gf6jprZXVZixz8+KubOWUcnx25bTsiFWvSgIOUl156Ub/4i7+gX/yln9evf/YzushJ/7VrV7Q/3OMEf03f9Qe/R//Mt/6zrIPntLK2qiWcnTXClZVF9fwXwTikmU5H6vUaLeK8DOnTDW4htrlNyTnL/dnBCdlhfdzc2qT9Xdk5ta6O2QNa1pEJa6X1d8J6MkR/LYtAXq7fMYecd4geG8fpkGQZLcHHU889q0/+zm/W7/62f1ar66t68ctfKjrcIRvPl0DHPL+8V7TMo5Z50jIODlEYTWlzyn5imbWUB7Tdl/X1Y3riqadw8Bb08pe+yMHWVcahYgwmZR5cuXRdP/H3/qG+8NkXtX7iYY2mWSNoT1JSS9sT+J4wpu4L2WpZW2e/AejuizOm5HdeYwmn4E8sD3iawJMPd/ynd30I4bADx/IaeV4fAXNrCn6L4T1h/x1OhuV2cY8bRcMQnZrCS0e/WkK3MSXuvAmOwxj9HGFXjJDJiHEY+9YBHWyRRQc/If4x10RIUiWfMvPR0rGWuMdFFHbwZ5AX/tDdJ6VQQiYdOB7zIfvkmLZa6gu6KnsCFbglcTpKniAJ19TRUQBeBwgwTgSfQEpZOc8g5aSUsiJmZabndiGm2ZOUKa+YYzlTJyUFBe7DFJlbXwsQbwHX7dy++ABPBVv3Pa4N+KXN+wp0P+pRbd33OM9wlBUBERL+jPAnCV7HEuHdt2Q4x5FZrvlEYuqo194FckArYmUMHHauAoCiAqV6R70ZJxFBfsxy6Thvifsj8SDcBIDMILtRqrpsBq5MQ04UXITsjSvXFUQlk23vpygYnAMBLximAW0S8qYx+85ZJ3uTVqwSUhhBzwjf6Y2AzlsK7jZbaEOP8gReKJTSDEI85JElt2Xu3N5RHyMKRimmCvUSglN57nJDQ5ZLyfyn+gFXtHVPsTtacx7BV3iN7iJ3I+hFBJ+A894RKIuoWfiWWAiPqcpLunp1Uz/387+mn/zpX9O1GweqmjWlvKiq6qvXDAhrzseigEr9YBwBzcDiD82eEoft8nU5so7yiX7F132gylvKnXMPaFZVndTnBmCZTWlxcSCROWaxy7niZLyBp6yQR41WgxBoJTYsPiOrN1jUidNnMXJCr7/ypnYwFDoWuEMWr6bpUTP0t/7Gf68Xv/gFfQOnYN+Aw/DE44/oyWee0OPveVZPf+j9Wj33qA4xECqMl2vnLyqz0C6kWoOqUZNon8V+f2dLYxbu1ZMbOvfCs3r4ycd1kpPEZrGvxZUlnTp7Wo8+cU4f/OAH9J3f9Qf04Q9/UH/th35Qf/1HfkT7GD2rGAjebCfTMZt9TzVzznNvCu2WHop25DAkB0JMHUL0gncUd+hCsolGAflBZhGhiHDqXUGhbULviE3jUBfaIXkLcnqG6HXBPBWgfkkTdt5gHCL7I9odG0dL/0zKm0jDKfltbrWuX7utBh1kP2VaBMC4Qj4YLcvkfgjN/jkvIiTSpqev8Nxtu/DBVsqG25W455zTDt2fWdjBs74awSKDltYMrkfUPBRw/N2A23J9wF0o7ZkW+cQLD+SX7kHOLBk834J2PP/KJmd5ImdvylOMgqqqZQPUch1i0Fm/LCcbf03dQEnF4I6UtLq2pozOjTB2TSuxMAa0sRTUYkhs4rS//KUv6zd+/df1yosvamtzU8urqxhXTxfnw8bsFobhTQz565z03rp9GyPacEdXr13DCbmkCxcuyjePN6G1t7ePgYd5xU7mtWlpaU0rK8cY9wVUvVaNIbq2vka6lo1kGxw5J1XwWDfwHkktffRmv7u7V9ra24Um/EuUIQvLqEYGDre5KXnzzTc4aHm18PHyK6/oS1/8ks6/eZ6+MHcxZNz3bQzcK5ev6UtfekmvvPKabnEocfvWFg7GAU4PJleXVdfcFsCv9XN3Z18H+8MCdkL290c4GAkOGvXqBdW5r2gr+euew4MpEoX3rpL7m1IPGUwlVUDWlEMSsbunNMNxuLiwqoXBinLuqa56xBfV1MQZv5yygs4lAGHI49SxBtXIqcdc6nPTVLNnTzHsd3ZmRrvH6Natm7LjYseyh5ytVzklTTFALetNHDGPZ13XeuyJx+WvUvlrVGfOnFYCD5WE/0VUo5VvxL78pS/ojddfK0b75SsX9TTG/Ce+8VP6+Dd+kz75O75ZnwI+QXwJR6ZlrmVuSCKHMoZbJPoQSYOFhXKbsra+XvLFs7Ex+1rXNk7I7du3isF+Fef1xnVukNAv8+lDqEBXU06sE50y9DaObej48ePKObMPTODxsNxaSUC5QgAAEABJREFUbaEDdrx8c3XIfBhhVO9y02WjfAGHaMyA/szP/pQuXb2mwfGTHMRlulqp6S2piyQBoSRUS2IkpUxQKSIr51ohqZ2vZx1Gp7+698L73qcnn35K49GhXv7yF6HV6IlnX9DN67f0a7/8a1pa2VCvv8oqUmvaZmiH2oBSSqJD6vwPmXUFOspbgJB53jLu3X1gfCpRg0/ypzDqvdKOh8fT+4zl5a+keZwPDvc14jZrzE2MHSfPMZeNcEocn9IHr0LhfiPjiIB20L4KdHLcIOTc0cexhuyrIw4GxuMp+gSfnXFDZa03z/DUlpB+EMImtDrN+tFagkAn22tECKVE25nxjQhwW+REXVcEIaVEORCZ0ciMTiLXb0isLUYzbXVS8C9Bw6F4nB9BKgU0MsBYQqGFxynjOGHdGwMT5oVlMSWvM88GxoMGoKh7QBswqAI0HE4bNHvcHh1V4YV8mi4FLbTcc8GH5pkUG+0uGLENoRsqeU5/VQA3go85UkRA/l5ajjIHyZafCGc49pUhIpDRHIhHhCIMYh0STwDmfIoIAKfuEwJjBQLlvMjBXe7UIsxQgKryWWRArORwBTUeH6hjUesQUkSUhloWfuQrP4WWIwU6FcUBz06HsyJCZBZwVE4mqYSRFCiQgkzNn8KwyLo/z+lOM9EfhSq8uL0OZgqIx8WmVzoyo0ExBbPa0ixPPK4jlK1rVQbV1cj+bXhD4b4B74ZY4QPEGZ+dnL4HFPA6TQGdcAfJCGD+JtoJxSzlYk88JdCzxKm/HYvDw6RXX7+mX/m1F3Xh0pbqwTEtrp5SM1hV3VtQVfXUQmMKRGZcDIxNWI5vBX19Dz2T4Z1qu3+GUkYfEoNhqNhEBpzI+SsbS2xSPYyPCucjmTdwZH4B8UQkZTbmoNx7+QQ57O2NdP6NSxpxQgqKcgqMgqSf+LEf12d/5Zf19BOP6tTxNfLIZ7Nm/9eQk79jp8/gRDzJBrGiN158WZvXbmImZDUB0Hads8acTjYYAxU8Pfr8czr77FNaxAHp4XDU/Z7WNtZ1/OQJnXnorPxd6Kefflqf+tQn9T2cBn4Jh+e/+Ct/BcPplvoYC01TMQbInVGwHHzC1KIQESHHO0KDFyGHiEgRgTwFeOxDAV8JGRArZREinIHue0z/vuTd6CzflFvy3g4da8ARuFWQ0DExhVzHKZFmhD2n4N38m/eWNcZxSsqcTaAm02LDn3BiBiqblXTt2i01zZIi1cqMYYqslCqAMCr6QkgfgzHs6JsShPgwXkRSxFFmosDgNFFetz2DFnlNgaP+wTsvGWAd5Tl0Jlnv+LrsrfCOiIWsMUspEfe1xMs4H7XTyZxG+BMZUqtDhpZbRwXemVxnkVkcmRYc5DfEiLB8qyoLMWiIEW5DY4dbjlsY+z3mj39r8fTTz8pfOVrmxFfI8IDT74WlJS3j/HYeD5zJnFPhhaRSypoyF3YwADc5ab9x/Yb8I20bm5sYqT4QmGK8XLlyRXucqHuOjTFeIkIN8zAzdjZmdnd3y19PuoMxf+ivELGRp9SoqfvKxbDuI5KMkb8jOyeHzNXe3Hg+5JbTBqgNx8TY95grE4wC/2DXtBNt9Ad9ZCLdwSi9Qxu+xdjd39MVjNXX33gNvbqqzc3bZa7Z8DY/O5ym72F87u3t6SoG56WLlwivap85PZl0OjgY4/iMNTS/GFOD/pI2Nvx1swTOiNuSbW0hl4CnQX+gYuxXjapc0yeM1qanmrXhYH+M03VJN27c1njc6dKFq3r5pdd0+fJ1DkP2MADHyDsr0Y8aeSwyHosLi9StlJBjDzoLgwUt0IYPKc6cPq0VcFIk1cyRpqItDPqmhgY6FZqo4tBG6NAuN7Eet6tXL2t1dUWPPvqIzp49qcc5CHF6FT3wj/XX19dkXYsIRYRySrKsH3r4IT2F8fz0M8/I69e5c+dkPfr0p3+HPvXpTxfwf874kY9/Qh/44If01FPP6JHHzhUdqxj/pZVl+S+kbXDDk9BN69sh47nH2Ay5ofBa3Wr22Diu6koLi4sK1laP7QGn73ZM6rou/CwvL8t/fGBpgTWCuZBTUo5Uvl6WIpB9Qm61mqpWi46UPkmaYkDO6B3okHYb1us+63N/0NPy+ooe5oDpiWee13//N/667Gz210+qzT11USGXrDH6MMJBtUFvI9Rg2q0niVR4aOC9ykk9+pkZh0Xm3GPI4oX3vkcPP/KQ3nztZf3cP/6H+gc/9mPyVw176Gzpe1Up6J8SbUGrMwSjR4RXBrdjXMfvB1DR+47WDK7TlTSicaKAbz8m9H+Ms2WHazg8RLf3tLe3pd3dLdaKA2X4PpJHv99oYWGAM9hX6VNVK6UsWCr0ZrRFOoCkiJAU8BliyZJtQ/wWZN5pitxYnjTFXpxMWuQ4xVGZzngUD50pfWMta1kTaACdF+1RFgCv5ez8iCD/qD3xBLhZiX/mqQzFFEyYaMngJWEiAK+oX8AFQAuTU3RkzO2ZdcPhhPQEWU0oK44HY+48y7ClAUNHXTorPxGhFEk5zQG9TTkrSIs2ednv6KTmD3XLgQGFKUqp2jm/ZMngfW22x8O+ZkBw9zU149wf3i28LxJh+rMMx5KJz5Jv/zQxOhUGeCR4RxwXlQIiloPBaTeF5jkqOgxIbs58iid1xIykkssnAnLlCLOm+ROUmkynyKlM5JRCCeXrMBQKfjaOvsJDWbgLdJV6Rgo+yIKu5FA8s7Aj1pJHOHc47hd1hGuC4peokxFHEVEPQEpWWnQXpZ+qxVlqu07hfwE14mJqFoHITyeqECmFAs1vgVmC8hmCfssPTXx1GjM5G6eDzw7ltjFBJxQo5AxayZPSQCctJp943gV4dTMpIe/IJdXSmw4zuW5WVFUrbKjb3HL8un7hFz+n67eGUl4mf0k5sbgqi3WB7SqQkmEmnrtiJhIRigizOYP747Mc2iVCfkQU3IhZSO6916J1itD9NHisSDq3AGIooYIASDmpYWFeXFjgRmBRdVUrIig8eu/FUW8ZWoomyG/EAhIs7K+/8SYG03mNMdCWlhY4gfqSfup/+Ud6+KHTeuzcQ1rnqv00zsHGiY1iQPT6C+qzuT31nveyWE504/JVJQgnVoTMPAiF/FUUS8obyMLaqh577/Na46aj5nQve/FeGmgdx2N1bU1LGAqrnBIvYlCsrq/r2ede0Pd8z/dgBJye/bbk2hVwForh1TLGZdFjvFv6MCHt/jABZVnknGXokEHbhRKbY9cm8mrVdaMI8lIqoRSKmEGaz0Uh7BCcI+juLUD2u3zR26O6JlhqmbA5NRCfvaWkjHFLHcAZmQ+zg7rLvEyn6B0nyl9+8TWo1erVC5qyUSXG3n1KuaKfWWGv0ECf3J+IUIQhKaV7fZacF/pqz1cvdU06IIPjvzWwnJH4nAhymMtOSuTlAkHcIJFmXDV/XJcaZbN+gEaLnKGTc1JEoqhV06sxjtflv9jk7+o/8+yz5eYjoD3FAggFeraqjeOntbiyphE0pvRxcXlZFYaTN98Rc8TraUKuHeWOVxhTfQyluqnVsgfcvHFD/o/phhiREzbr2xj7sCIbZhOMdNFejS42GM1N01dd9TToL5WvUQ0woivGs2PwI4VM03E7A7s7u+XrHmOcHTtPO9t73Dzc1jVOuje5aRliNLbw5Da3cap8w2Ijdq5WipRLfwfMsyEOw42bN7S1taWmqYvB+giG8wYn4n36srFxTCvM1fF4iFN0A2diTxX8ZPa2yWSoO3duFkfl5s2b2trkoIY1aHllSRECd784JFLiH9KlXfczRUY+jBYM1XVDuz2lVIE70ebmLuvwLW5T3tAXv/BlXeF2ZZu8/b0DWe4MgyznmnbcxnQ61SEn016zdnGS7ty5Lf+fETvcLm1yC7B151YxIA8P96Ro5YM+8z2c1wnkCzPKVcJZ4Pbihef13ve9R889/7xOnDiuRQz8AcZxRKgCx3I1D+bFNyP+/UTHoEZEcVoGGOlLy4vI8YTOPnyG8LROnTmrk9yG2Cl56JFHZQfD/GfW3EOcWo/TEuveE08+Rbsv6LHHn0AHVoR44KtSG4nxPuTGuFUXUqIeMR3ivO7hyK6srGoF3dw4fkwnT5/khu2YzMfK2op6OA4ovfz0iVfoqE/v/X+s7O3tMF/a8hWuAWNd15UyY3uIIzPBAK/pb481uqoz82FRq8eOaXF5RW+8eUn/7V/7Yb3y2iU162eV+sc0jUW1Gkh5QW3UGrP+jBXsl0kT9oOWdEs6UlZH6PXahy2RQ6mptHRsTU++/xv03k99WqdxcB575nGdfeR0kXlUptPJ+9TUmzCCsUEcyCVBNyyUTlIrdS7rSJS8ICPUOS7HU4mXNONFjlLOanDeB9z8L9O3/mCgCjmcxnE9deqker2aOhN1HCpXVdLS8kKRtZ0771cD8HNVQX3Wjml3NO/1YMreVIC56DxFksC0yk3ph3/k7b8QNrHhDkwnjCp1KSp99f7WUlc8QT3vD/6NjdePlj515EUEfezgj86D6xYSeQ6D8iT+RS6xWbutzFtHI06brw76AkPIsqTJ6Ey/7eT2PceOYMJ8m7KWGcy3++DbmwnrWaHbUVl+wh+MdQkUEUr0P6UkQ06zsCI/5lUcBvXDAwkEDLrIMKHNMQdFHl9QZBAPbOoukPZr/LsAG0flIp78YaT7IIKCedrRNI8fBS6d8RbK6LLtm0QD2YDY832QkJnBdVQekEroYepK627D/HvdIFfhBpk6ycIOUkkV+Vnl6crn7COOyFKjUGAwUczpdKw6O0/K4MyEdH/FWXV/3s0Npwx3cyR66eyI8imYAO77ZAE9wrZQC37BLWiSq/ERczCu2SSp2QOPJFoGdpb2J1ggBVFiugvkIUuUlRziARCjNphEYFUJwRscp/o/nZd2zVSRKQx1TDKDlf1+6EoZjPHCIXwKhQfgKoWUUPjMYpNyrdwsaLDEoqmevvzief38z31GFy7eVt1fV9VbVZd66oKFR14sWbSUhN5pClWaYUBCHXEBIVEqYsD9Y6HZ0xFMgyqEX+3toGggYHK51n3YlsHdJGXQu5skEnTQ/auqLMfNo5XbOhJhZPMLD9CxnFpCf092DMJoIk4Xr7HpX9MCzss+J5z/4Md/TMc2VvTEU+e0xomXDZBAdbz4KNl4WWSB7HSOEzxvSIGcMnOmz83Q4sqaDjgVTSzKC2yK+/u7evjpJ/X4e96jM089oVVuONY2NtgoT2sNh2SwOGBRX1FtA8ynlmtrOnP2bPkB57d+67fqSTblv/Wjf4uT0AuyYZUz45dzWRhHLEpIQzlXyvCVU6WgjHW/jEeP/B5jWakmnTHWGcFAFvQ/EabQ3Yesu/Hf1ggMeixM06HB8m+Zgx3gUGoZ8zlguDq/Y2zKWKF4U+Ki3xcwxi5fuanVNU4ccaZSqlXXPWXKIiWlnBRB6HjKiqN4zkqkE/kRoYiAHaCERHlDwee9F7ZJoJGzCHFe4h1AbCmNUOwAABAASURBVP7O6jyQNS/5LQUPNgIpt8O4FR7dWigiyX3uwC2ADC3HAsjV2GIygaUEBW+YUww2Tpe0zW3Ea6++ip7uy6fi1y5d1vUr13Tz2nXtYIhPONVbxiD0/wS9tLQsw8mTZ7S8tAYldI82FaGMXKumLgZMH91tmobxqEt+y0a9vb2DcX6n6K14zKc3co9DXTN2VY0jP2A81zB2TzAf1orBu7AwUIK+6Ifo1y6Gon+UfBNHwTc05Tci5y9qc3MHnQZj2ung4IDT6FvcXlzTxYsX9cqrL+u111/TpcuXdIebjgmOVR9Dut+DNnpQnBccI/O0Ql9Pnj6ljeMbOvvQGT3JfD3NocPa+po8/5/hpvJDH/qAPvbxj+gMBq6N+qtXLurwYIc2r3IrcYBzcKgRp8V78LqD8c8EVcdEnGJUGQSPteWVcsl3WTdFKECP9ThUMS570NuUHSzfrNjI9+n3/u6+FgdL2lg/phMbx7nd6OvSxQt67dVXdP6N13WNGws7e7dw+K5duayb169pn9uWsX+cr6QhNzdbyOAODuD21k754f8EeeQq65mnn5G/KuW1aIx+9HEGfXOyihM1xBDf41Zkl3FsGK8eY73Fzdb161c5Ed/TCPnt098t+jvBQWuapH6/kfflKTaBeCbIYPPOlqb0f4pO7HC71TG2NWNRoS8DDFjr2WOPP6VTJ0/r9JmHtLKyhg5Vsg74hsN2ySHjWyO/pm441DkojoV/U3QKQ/ns2Ye0jmzshI3ow9DOMXZJ02twRAYFvDfssbbfwlG04+R1x4dUDiuv1az96xz6LLFmV3WNencFrB+3bt/UG+ff1Ic+/k168eVX9f/8T/+y/vZf/9u6vT3RwuknNDj5hOqlk2pWT0uDVY3TAjCYQR5okvtq6wWNc0/DqOfpvrqFJSX6OmBunXrqeX3k275D3/ev/+v6tu/8fTocbqFXe8htrJQCWUhVSqqQQVZIzMHoJKaHZuvkFJWbasr6aTnPoCWvoxxDxXYDdYxLLeVI8j9BK6dKx4+d0AsceD3PzfxHPvxhfeQjH+GG6inm4wAauFI0uYIjfhz9W2W+DHBYejguFbJKOclPy8brdu04eH5N0bEp40+zFIcc2maZ4GyM2Xitg67TmZNUq6kbpZw14mDBt1+GoceSih18TumD+wexGS3Spuc2W+JivXPZXejIgSeXFTxwpiWNTFzWRaFDtIQtZeZ3wr5qJ7Xw7z4AHbrbAi7v6BNCgTg1ed0s4lEEn7zOMg8OW3g3UMgbBRJ4xBRzpBI6DnSseS18dnMwD+bHaVFGo25uBlRsXQc4CunS3TK3T1F5aVIRUaBkzD8iYh5TKUs6ShNCAEmptEk/VEAFg9K3hXrLY5yu1IEQ2AGUNBzOmk2lRvmcdRrEUoH8AMp7FClod3MyiuKJa0LU0oQFJmgA2v4EnHsEpRpFQaTznJlDCPtCLdj+T+seEB7OhgxuNlGPhozbgVuArC4SNC2eOZAn8Dq3Qr1EPFJoRteFFMwDiQjlmj8tYasZbyKflxxe0Irg51EC4SgXkMuc8dsEhW9o3Q1RuO5+sFLen57H572HTdeEwPy10rZMGkVSrlkQp0mvvHFZP/eLn9Gvf/ZFbe5MlXE42tSX6p4CI3gaWeMITajTEhdhRz9NeSaj0JR0mySDy+bNyXHntS4HjvK/UtiJf9Y3EIjx+eBb2qTcE9jxB0tJkdm5HLlAiuEgg2yZkf8fd/8Bblty3feB/6odTg43p5dD59xogAgEESmAVACo4CEt0pY1n2RTlpwke8ayPsvfWGPLY3v02R6LY0m0ZMkWkxjFCIDIoRvonF/O4eZ48tl7fqvOva/ve90NNEiComffvXbVrrhq1apVa60651wHAtwkyjlHkoPPpD58mjOmBkZAp93X0o1lDTpdfePLX9bO1oaeePdjuu/+e2S/2V/EY2YCIKwN2o3iRPY/TupTUypNTcMDMSzqEdJ1ba1uyCHIC9DQNuYCittd73pMTU5Mio26yrWqGmNNVes1PGI5ZSMl0LyMF7Zer8s8SnXy6o2GpmZmdeKuk3qcjWATb28H/KKYOYy8CmzwzinMtQlDIbwd4xnggSlGkeqUGXBcvnrjMicy59Vr4dmNIw0RqrZeI087BtRhSKEdCw0gpXIidwJJv7ebhnKEukFmvLobz5kvg4zNMmdWDDLCzHqnjhQhT6Q+R/LdHl1HqV5++XWVKg0VChVFUUzpXI5xSI4xSJ5xO+flnLsFfl/cOac3rvyNqPbSPe0YOIGmYUK4G7fi8FQOSKMy4iTG4gLXtwe/209oYDf+7QLHxALg5JyFu2Vz6nOLNOcdgQNXErh52ytEmMvevZUDIu9kCksc+aCYDPp9lOaW1lAiNzdNwenC81taX1uXKbD2z84sNF5Jk0TjKGR2OnLXPfdoahoFi/Xg4KWctvvIFVM0BhgrdBzuQqGg+QMHdPjIkVA3iiLZiYX1t7W9pSFljQedc+rhYe4DNvfOOUXgmBZSGZ/3Bz3ZR2Vt/UEQFfGqN5tN7aCIX8W4WEOZtngbBbvd7gTjwwwQW6eVSk2FtKSrGFUvv/wySvpZThGuawPDqo233OpuopxH9OfhH6tntLC61peV2dxcp39hFE3qAKeVlUpZhUKsKHba2dnUFvljOCZm56YoM6Yy+CXQJUliyhWUosSbImxKs7isbaN9Dw+mfSxt8eYN3QSsny5GS7fblo8EOIy1NobVmmwO6sgNo7sp2g899JDuufc+fexjH9cP//Af190YDmIdtTjhWV5aVBcFvVIqyb7P0Gw0VQCHCgpuhRMMOx04sIBij4fbaB6Da61WlinbzjmZsrXN/PQ4OXKSbJ5WV5YZ67YmOZ2dmprQ+HiDccVKUhB1Q7XaO8zthuwfBG5urINKJpvbKI5DOVvvtr5t7EMUNscAjV+s/xy8C3GiiDQPFDFeS0Ad/Lzz8OS21lZWNIRe44wlIg2GVwUjYXpySpVqRXXkpJ2sjeR/Di5b2mSOByiLRRTjIicaYhUnaawy9cbHx3Xo0CGMnBmlhTTgW8PYmEc+z83PqdGoK4qcBhhONn4rM0BmDsB9cWlFk1PzzPO4nvrG0/rb/+l/rp/6e39f3/zGs1rrSr2oqqQ+p8rcCdXmTqp+6B6Vpw6rNH5AxclDKs+jyAOFmcPKx+bU8RVO67b1lc98Tf/s7/9j/Y//5X+rv/XX/ob+t3/wj9TeWZWytmJczEnklTA/LF72maE84xFy1OWS0+5FXAisnPTc5CmAhUsxDBIsXEu3dwUZwmpjPMZbPfYUq2fQw5DcgnZtjEPjoQPQpF6r4HztYWS2NcQgsP5iz/xHieIolifBGT6g4Xjx3pNGYg5YmvNygOSlkEbIe0AXfGGBkG5lChijxrf24woz0zNaoP8FHAGTOATqzJHJlSiKaFXKqJgxliyMlyRr0ICojTEPebmw629BphGmhkZGuRGQZgkoczlhThsB0A+yXcjBM7c4FUKecuX07wxoR7SbUX9IfQtz4mG8jNMZPcA50IV4RJoHnHNUA3T7RcvK8jyAjUFMsqesp6i9G1gN0AQLi0l0GyIW7qXvD0Pm/oc1tu/dORrnna4Eu8lONJglRiXrPqRZ+m0gKaLenSA6tnYc+WIcUNdi2t9eKENd50Ip8owwMFPkInmIE4A0Jw8SXrcuNtucNHvPYWpZLo1QVN471kcm69Q62ANwEImUVABBJWdAO44Uz2R5wpBmyEvkiJR9QLoX6daXcvKAnPcQJ4Pb7QKBRDmDDJxERk45C3XHZcX2JxmuNBuKOkdFyyQxTPreO215SngbA2BF3jkETN6+OJ1bXwZ0c1s50CCJ+kTC4oP5LbSye3BbBXvxYk6GCNNMO2zSz730ur745W/q7IUbGBZFpeUxZa7AAo2Vm0eG8QyoN2QGMsPFHkypiGeQY0h7A8IAlAtZvBMVVQOEuD3+MGC3b6PDEEXI0HXOyzNXoyx7Iq5BDsqBn5NHgc+9V5yk2t7p6LWXX9Olc+d06fwZHViY0TSbbB0Pz+zcvO6+7z7dy4nF/IGDitgo+wjtdTyHHo/d2MSUumxSO522FhcX8dYMMR7qciDR3mlp/OC85k6cUJENLy6XlZZKinzMogU/658NOkkTlOly2BjjOJWBrR8bi41jfGJcDz74oGwjtTlO0pQ2nKRMpizkCN8+ymRGn6mPVKPNzevnVcrW9e5H5nX38bJuXn5eOxuLKtGXB/+MjTlyXhFCkYZkfWW0Y3GD3PjrDsgt47sAqjOMUa3Q3n5eVa7M3ulzr1wow4sdqw/Io4iccxhmCaGX94nOX7yi9fVNVVBOTOllyHLQ0dDy3imjvqwiCc456hn43dBJ3HpHlxU0eKPwaCS834oQt/vOd0v7PQH9waMKSHophArXnV1QkmFCQ+bS6GYQ6BnolgcK5BAnQwHJCe3nPnPyIBFz7uHRGnwWo+CiMdGD1Q9KMUpnCyPX/o+Bec9vXL8uO2lo4S0uFcuaxitdazZD+328yoauTyLF8GSK4lBCwZ2YnEQRn6J9r0q1rNnZaZnCWqtXVMRgztkz2p1tvLo78G9HWdYn7PLeCuFw2CNtAFZDwj745hg8EzIFxEEWxyCKrCNTCo1E9rGdHbz6AwyVZqOuhx56UB94//v17iee0BGUTAgVlOderyPjkRRl3DztFXA1T3m1VkVBTxQhExztr6+vcmpySS1OK61OH29+l7pmCDWatP/wg/qBH/igHn7kIYyrw6oyRqs3RA7k0ITFD85OY9DJ+tnCKFjkNMkMuy1o2+ZE1EKj7erqUhhznveVpE7b2+sYhIuEa0rTSKVyUWUMnkqlpCRJFccFHT16TPY/Nh595FGdOH5S3kXkJTq4cEBHjxzVAeSU0WYDJTJJEoyFceZgVocPHtR9992ve+6+W816Qw3GbTzhWIMDjD/HrLZaW9oBtjjpWAG3re0N+SgHB8OjiMOkrK2tNXjiujLGG2OEGd3X11eg8VY4+YmgYamUKi0kkD4nrY8cEOGAE7BVvfTiC8jbV/TSSy/pG9/4ul564QV96xvfCOGrr7yidU5Itrd3tL6yqu21TU6BVnXxwgWMtJvaxljcgRf3wE5gMvC3DozWpVJZBQxf4wsPIkkSKyK0tOmZKS0cWAgwwwnXGA6ger0ajI06zh6Tsw3md2y8qdmZGTWaTb34/HOMdUmPPvFerYBPpdpUrTGuCs6ParWhKxcv65/+w3+s//Av/1X95L/1k/qP/8pf13/3X/zX+sd//6f1C//4Z/WrP/9r+q1/+Vn9xi/+hn7+H/0f+gf//f+sv/M3/pb+5l/+9/R3/sO/ob/zH/0n+kf//f+or/7W53Xj7AVNgMfho4c1h+F+EFyrxYJyDJ8IWRax2NwQScCaT5xXvJdmMg9wd4ACXTICgH1xiMzPMPpz4gZDDAk7AXWSNnBAXLt2TVcuX5L92IKdDG1vbShnrbLc1OPGxJm+AAAQAElEQVTkwWRADw+Qc06R93LgkIGTGZQmP5yLFEXQOzbwclaGyt5HinwsHyVyLhK1JUXKUSaycCI4lNUvsC7HcQSaYWjfq5nH8Jjn9N9gjtB+ka5arSiiTSufQYs8Q9Yxbu7QRkbEjA1GLDqSDAdwcgbg4Vwk0bdk3C4udwu8vGLKJEAUgTPgqS8uqM7T2DmX9WFgOOz1HzJpU4Bzozad84oDLSJZO87R5yhLJHB7WT/OOWkXnHNiePKsRVJDGWsjBpc4cnJkQnKFy4UnJSVIGcKQspse4nc8HAOJMkEBJ4vvgZfTGw2MKnkCg/zODNIpbTXeBGSNbvphKkLcyobIrQd0IH/v1WcM17lIDghMAYJ5GOWoqiNfXEZwYShYmTwXqS5MhjG2Ye9JoZics+cIKBYiVn5vHJa9ByGTx967hbxac29ASJAsz9q2ULuXI9URD7DXGR050glQvC3T8Rg1FyJvekBiEAzVYehR9ht1yLWmZE06N0rX7/XKWRr0dWd169v62Uu3+F6xvTwL9/L3wjAney/7QitrQ4nx/kVxWZevLnFsfEMuqSotjSvjWDiLi8rjFCPEyT6C5Fhszkf7WnmrKC0bYoD1HcCoQ7IFb1XjzjSrc2eaM+LemfhW7/Rj9Q0c+bYgnXNyzsASRFySE5c9RgC6GiJ4R4JDivGKxYUSHuCeXn3xZRVY3ONjdfilL1NuG+MTitm8IwwO+8nQ48dOyH6Kc4GNwfJjFIMuTXdo07PJjVG+GBdUTAqKUBROvuvdahw+qDKbWYTgTUjvc9QcPnIAMvZeAIck9IFiQWg4Z7S3g/exjQfTBPsYXuc0jWWC30CMM4niMLaMCc5ZpwNOBiJEyubNZR2YaOrv/J3/u/6L/+Kv6u/9vf9M//nf/En1tjA08dTWUGLEJCUIRaNbDi2HKKgk0Z6sacDJ0wdD0+2XpXw7GJUe0ZeGec3g9QAovpkB77kBHeZ0bkAxQwk5kiljPBnlBtDAwlxORTacQqmC8iKdPn0ORaiG4iP5yCNAc+YoZuMRJZ1uXRZlDFIm85zL3m9l5rdiFhm93VaA5DvfSfqe39bnLjCn1p1z9m6xfbCbZnQdyQie0NJK2Fhy6GtzanwUea8kjoBE9WpdttnfuHFd9tGcFsZxhiITQccoihQ2OOfloX8Lz+cKxvT1K1d14fx5mWLS7fVQtOuy07g5FN3DR4/qBF53+97IocOHNYehXuPkrt1u4XleVxFDY2Z2WgsY4IcPH9IYHnPQUaGQaHJqDENmgvaKzJ+T80PWZk8ZSnhc8IpSr26/pXa3pSixfDH/PUWxU1AUMeaDYl4uyRTKgyjW09NTMiXF4varS3/yT/4p/et//sf1wQ99iDIHVMA4qqHc2fqd4sSyDq5jzTGUzIZmOWE8dPCQTp44qfe+7316/wc+oHvvu1f2cSvjoZj1N4tX/B5Ofuzk4e677WNKc0rTVB3zFmNgmJGWQ7sp8DBjwfjX1uuQtC6e+wG0HqAAOucYMzzLuttCwdtGwReun5N3ndCP/Jk/ow99+KM6cBB6zs5ranwaI6GhyHv1UQDtVAMiKXeR7OeIdzZ3dPTQUd177/06fOgI45jT3OyCHn74UT34wMOM5+6QPjY2oS0U9431jXA6NEShbbd2tHjzJkbWDuuHdRTHmkD5K5WKGEQ9mdHVQmaYYbG6tqSzp19XsZBSdqD1jRXa2eZEso0Bu6O19WVtbq9rC1ij7NWrF7RO2gAFN4K/YnjQ/kmq/Q+LL33h8/ryl74IfElf+N3P6Rd+7v/Q//rT/0Cf/exn9PTT39Kp119XGwPN6NrDK288miapYvDz0GGIbBBXF0PZjBR7t7yUuSiCu/GgxUE0jK0DP9pa8N7JTlUMlyRJ1LS5bzRkcc+cNBtNjY2Ny9pY5bRljhMim4sMw8xO1aIoEbo75I80B68UMcaLnCiNjU1iCKQYJ5t64dmX9aXPfVm/+cv/Uj/z0/9M/+x/+cf6uX/4z/SVX/0dXX7hlPKNtiroT81iTYcWDst+XvfkPSd1F7x2FEPy5F1364n3vEf33HuSeS8odRle6EzCsB6wH/Q4sRviaComsSrsPzF4O/jLDA+P7BRxG7dCPJfl5SYb8lw5acaTGXw3ZB8SQvER+ORHPv1n9cS7nuCU4SBrdCKM39pLvFcBmuYYIF3WYQ6PxvQbAXK8YXwa7a19J8mZ7KBO7GNFxJ0c+4hXFPFOmveJnIslxp9lTkOMB+OPLny9Ay/usOcZX+bIrxZztsna6NCvyW8fSTmyPAMXBqKcMTGcEOaUvwVZxtBz0bRyaKMokgdfb7xjcRry4OYFdrkYRi6vXJF3MvmXJKkKSQFIlMaJbJ+NqLMH3ntFtOMC0IanDZeLZPmId0BABk49+KbDSWaLMbR7rBOcGH1jIPqOqG88G8OHb0BK2wkDdTJ+zZAVDNA6kKhD6+DrZBeoKx9F7fXtIRS8PRvS0ZpuA+27GM7uWx7K7L78vgPPfBiIcK8x6OnFnIVB8yID56Aq06IAFDWMQ5BTLlfO7OYIU5Jg1pKSJJKH6JILN4W4Kas3rtvf9tJJ5YaqJORyblTfeTeKk/rm2+1L2h8n2fDMCUm2poiF+cstXZZhKd8GqGeMA/IiqsDFofhe3ZAaUm5/OFrHmtc7ALjGWtuDDNxG+N3eIlTW2+XdXvKt38LiBJ/tdk8Xr9zUylqb5VtUL48Brz4j7DKHfRNGCLkBC8bA+t3fYk65/e9GAYP9aRa3MTAUi74jMCaPcskscW/hPrA8a28kLDOFEFxNqbJ0iM28OvoZQQ5NBbiAq5Noi8xbd867jWtIGztsbEMSStWaNtm8u2xwh/CQmgfUNqIiSkqK0PUITWtgwGZnm4+1mSapfBRpYfaAYsoIPm2wYTsXadDpa9jP1Hde43hquvSxhRDdYcMY9Ifq4DWKo1RpWpRt8CmeHs+GFiMcI9p01DNFxX5jvs+m3e125Gjfxlvm1CSUQ8rljHPIOBhSoAHTJqeYsWzpox/9iNZunld784qqhbY+/emP6q/9Oz/OqccSm1VJFby9DvJQkdtacHLO2TADWCzAvrSQER4hh9hbhZ50D4ksD/Ln1vYoNLoLzsvZOHI2sByEDfbSMtJtQ8zMa0wrVqbHBjtAQTK5lHHSOkTenD59ns2wrJjNQaI/cHTOKUKxEW3KSc45jf6sfwNxOWDvJi0HeN0NiHHf9sL7H/p9J457CIxwHb2N4vbMd/H18IdzTs4ZeEXwkW2acRTL5HjkY0iTy7yWZhREPsKbXtbM9LSazaZ8hLyiLW45Oom8J3SstyEe8G1tbKzjhd9CwezKOYdyMqbZuTkU9lFdEmV8mRZS2WZqyojNXZKmqtUrigJ+mWyuu2zAcezhwZLSQswaKKiEgWJ7h70XSwUV8fTGzGcGQiUMi3kUwMNHj+Cxv1f2+XM71TBjZwHjZwbv9OFDh3WQtdtgLFHkAw71Wk32K11mZBzBQLJ1bUpO5CPwH9fRY8dkdUvlIvtWgjFTl62vcU4YZ/GImxJaQzZUWCtWt0o8jhOlaYLCNJTRvsTJi9FwZnpGjjH2UDSc94qg5xDBa57iarWq2dnZ0FfkPbTc0I3rNwCMv5XlQOPHOZ35wU98Qp/45Cf0yCOP6nGUwA/+wIf0Jz71I8EIajSailyk1eVl2Xc7nvnWt/Trv/LLunHthu5/4CHNYKCUSlVFzPcQZWViYlLmKW6gVDdRrmemFzQzPa+uGUh4t2Pw21hb08bqWvh41tbGZpjfZpN+yLMxW90C89lu7+j8udMYA69oc2tdA06kbB473R14YxP82UHYN6SBVldu6spVM1IvYDhsKkm9KtUStBpSboBivqzLeNWNdl3krWNhG82PHb9LH/v4DzK3T2gMfIuFgorQ1rzcB3DymGE5PYMBy2mO8Z19ZMr2gi6GsPFrBq2tTecchlFRNm8mXz30trnoUW5x8abOnj0DnMYYaQUoIuPjOJaVKdBnRNzaK+AMajQbOnnybiHMAj/BilqHZsaTQ5THmxhsdtJdKJZUhjfM6TQze0gz80c0M2fhYR27+36dvPsBPfTwu5jT9+mRh96lhx54DCX//XriiffrwYce1RPvfq8ewEAcsjecP3NWl89f0gtPP6tXXnheQ2jcqJR09OABPfbwIzrM+MdqdVWLRaVJIoiKypQrRhgYmOFhe+heaPun2CeYABlk0HukrzkZn3YwZE6fPq0dnAzz8wc0h+PgAAZ8Ci0sv4gRl6Yx44/oajgyRFub2tnZgJfarIOBcv5sZdteOkT+goqM7j7yo9A5RT6SdzE4OFEE8CFOVWXIdDOm7WNeW/DmBsZGi/3SfnlvjdPH6zeu6erVS7pu39daW+X0padwOZ50ZvNicwILyOIBn910SsjR1QicXCR5XOzBkHGShS6EjnQBTlHsGK9XBP4RumwMT6RJrCSEiQrs18YrBinrI0kiymq3rUz2LyI8k+BCP7yz51k/3jvKedqOgUgJ85cmBeRJClhYVBEnqMmUAu1G3gtqCUIRWuCYa0IjmgVvAzbnjrw9IBruQBvoEl5o4/b3UepbP62lt875TqkOzK0fG8NeWUtzey+E3kexIucgDsncnoGLiiOwqjalOV7xLDBhzkwPOCrLUFhN1ehzHG3vjElWegT2tNEakGx3iHqL7YNcdA044I48t6/Yt4vm9GUAAgFTRswdaljbxpU5XO+ck/0p5NjD2cOyaUDkiYsWWKSWQPFRHsVonrw/uDsHwT14J63u7985J+fegDvrj9q1VOjpI+0g6Dd3OrIvj/dR4gZA5iLemb3ICckgx+LwkZe3uXfOKgOOpUOZ3CnHSwHKpBllRmAvo76gWaC9pbwzsB4MqDaqsH+ApFhfOXw2RMG2kwJT3K0v56hl+AQQwst4MpPlhTrWjgFtyBrfjVs17zx0kzzKT8e8kMyzi2I9+Mgjss9SN/CCllF2rB0H3XycKKeOVYqSRAM29hYC2zbOHbychShhk23p/Guv6xIewW2EeJcyZY7im3MHlHmPmg0idM6tiL6K5arKbCAxxofIdw6cBI0BEbdxrK6vK4qioDxVyhV55maA8WNDsXwLY3BzVkdiTWZsVAOlcUFPfP/7tIBCNt6oqYhS9+K3vqIPf/gDKHup1lE2ctoZQlOjLUSjH08Lu3e+GxI4wDsnA4vrHVy2CVixPGc+RGPc1ocsTkYOYUO/4T2Ht/JAn4wORhvjUEOMj4ycjFD0nyCgoyQNvyZ2hQ1oc3sHJbGiYW8Qxm1tWl3n/F439GTRnK5HQCSk2cNQ2gvJtSiFb8VG73+IT8Pn2/UOyaCWlQIpCwBnwCtkk3P2DEOQhwTG4wZOTjnrZ4Dx1sLw3dnZpkauyHuVUV7sY1HjU5NKUfQR/vQxlHNZ2BijiIasNJ33WSc7Ozsop9syw8UUhM3NdU4K2zKlZfHmDRSD67KPPWXsB1YmQ0FluWhzX/qPcQAAEABJREFUc00XL57T+fNntLx8Ew95JyisrdYWiktPGQZnDgcMs556/Y567CNDPKl9vIMW1utV2anJDIrn2Pi4TDm2dWrK/EGUJPtVJItXq1U27iL4eznvFKcJcSgA/hnjz+D5GOXBR04V1nedk48iSt0KyqSt5yHKZAa/9TEecuoYzRx0qlSqKqAQ5MgJM9yWFpfAsR/4r8YabuIhrzeaGhsbU4NwY31dZ1Dmzp5FoeNEqVazNViUp60EnOx7Cabc3XXXPXrs8XexLj+su/ByV6oVlPSqrO8Cit/01LSaKOEzcwdVqzVlSnYbuWOyoAZOJZTjg3jd7Qu/kYsw3srgVFOCTLF9eMh4bU14H9G3U4QhN8kpj9Hsnrvv0bueeLeOHT+uRrOplIkqoUBfvXolyDcfeW1tbcqcHnbqsMlJyfb2phqNsubnZmSnOb1eC7nbVY9TqWHWoeyOOt1Ntdob8FEfwzZVjIwd4KnvU8b+geDlyxe0jvLoI4WTrkcffUSf/KEf1qc+9Sk99ti79DAy+Ac++nE99NDDsnEZHZI0DYzNlKiHAdHFeMqYiyEy1uYU9g58uIIRZway4TvAYbGzs8UYtqBblzENZPxv9U0+bW6sa515Wl1dVfgSMycnPeZ9E8XX6G9x63uLcW/ufmTNQZMbS4s464ayjxn34JcOfNWBV+3kewKlvYShV6o3VAQqzF2l1qD/IXtvT1GlqJmjRzR34rgO3n23Dt99rx549HHd9+AjOnHXvfroJ3+YPegxVet19XvU2dxWTvtDPOY74NvhRGBudlYPPPigZufmAp/0GWegAXNNAvKwpyEnGUNmYAAM4fUMJdhkS448FpAjOIbgbDQ0/jZaGW36yNI+6/z69WtaZ8yb7GMtaD1EDuecRvazLidaK1pdX9Ta+hJxaIdhNKAtJkh2ZUxGbkDf1nYURYpYcxZnq1ZukygnDy0t3dZjFEWScxpAT1uHxnc7yKke69+KZ8x1u7PDPLVkazLfbds7Tz3J8rPdvSwX71Qa5gP01J76eVcD8B5mfUZhso0C1M+hg9WTk7zhAoCCgmZPIzltgKxEWUtzzimmTBI5FeDpNIkxFhJFGCnCwMjcULnrA1DdjSDhlLZWr3CyO6lpTkCbrLNKpawSxlwB2Ruzn3loY2FC3MB4roxzsYBxE3kv7yPJedBwcs4RV7iIGVqkh9dv+2C6GQqD0gjC2HZr2DAtuhda/HsBoX26D3NnyJPAHbryEWMcsmlkMEBuzEOOZ7CUpwBP3q1izkaRAQMWvoMoBkMEdgGBFzEpTo7yezf1woD33i10oUSuEUEFR+amddi7ZQdwPA0Idm8X+orknKUb+N049DfcAGKyHi2XZkc1rbwlkJNTxtGOeCc6yt99WrFROqPMJOcoJNu4tXvZez6acNpiNknPR2ABsT+M27oyeLu+LI9lwFYONRhDDBO7KFGr01MXT3zuEw057cgUKY8imWJstGLUDClXlgOML6PucBfyOzujDIVlfJLBKxQPJd5ULqR+m4dVMHiLIpZs85UH5JyQPwC4MTci7Va+CR3ADXO5gEvOwEcNInPleB292fy9wTO2qK14FCcoQi0lKF8LKDJ1No0uQriHUI9QAEqVihLCCCFRQbmJ2QgddBOV69UaHJLJ+H/+2FHd+8hjmsQ7O/BOZ29c0bNPP6UoTWRKQjEtsNlW2bQrSlCkvY/lECwOfjRcrE0TREMGaj8RuoOil1KuwWZmAixmbfXYID31pN1xMDbnJMuTida8r62dTT35la8pTYv6rV/+Jf3Tv/9TuslJ1/LSKopjS6aQxIwliiJRHcjl+BvRaPQ0mrlRNOTsxXeTvm2Qk+vynHaJcO+PWaLxy5D5MsiyTMZvNgZHpx66WVzIF6Op/dhEn01jCDcPrU0UrO1WV6dPn1UVhW6YZzKl0vgkChXpkNvec9rIyTd8SNp3W8oIq5w2QwbhKCW8fc8ezjn5t4BAX8MhQKbc8A5xcuB12SzkXrJQGKgMgVt2Oecon8s5B4QUyJzLaGdVaU1ycAc073LaZm1n0Mb4IENhMU/eOKd1c/MLaqDYp3iabWOMIocC1A2GRg+DYBu+Wt9YRYHbRsnsBGWvz4lciY3SlHObux6KoSl+djI4oO0eRsQmdba38VSifM7MTunee+/BwJ9Ub9BV7jKVq0VFiVe3R18oWV3q9FA6GI5ss977SFSM4tyjTKfTUqfTZkw5PFDh9GJMRdaoqOC8U+S9IufVQ2laWV6SfazMFGpTSksYGkaP5dUVLXJ6sILimSSJPHUGjCWiD3uHoNy7BpiPdtt0ylmbxrPO0UeUyMrSLQp/WQfwRh89ekwLhDlzt3BgQe99/3t17/33ydK/733v1cf/2A/qA9//fj3wwH06fuKYHn30US0gLwpJogQclm7c1A4KPwKF9ZsqiROtoqi/+uor4WTiwPxB3YXCejx8HOz9+oEPfQh63qcjR49rfHxCNZwdpWJF9p2S06dOax3l2sYbIXuKhaLGm+OanZnjNGRBMzOzGBJjmkeJNTqnSawM5fvMqVf14rPPaJkTggGnrXCbarWyCuQnUSTQVDGNw5jTQgr9mxqfwiCcbKjRrKtaLcvoaPRstbZ18+Y1XTh/ThBPd528Sz/xE39BP/4TP6Ef+dM/gqL9iObmZjkVqwa5WEIGl3GU2ElHFVlrilgfnmqDh30PweYwg7aC6AX6LmNAWp0kTWhfsvGep6/nn39WZ8+c5oRlSeVSWbOzc/QzpxPQzegUJ5RXBi/vIBO3tQYf2P9rMaNme3tLbWRvj7ViJwId+i6aoVeryCE3Xey13dvW0sayXOo1iKVlvPSLnAb1OXYY8j5g4+nCK332iE/+mT+tH/+P/gPVoPdv/+5n9fTzz+vrTz2lz3/hC/oycvrsuXPqQPecMR08clRHj5/UCU5a7Je+pienVeEEcGN9WadffVmvvvQi4ataX1kRglyCZ2PkZon10ygXNTk+pgphhj7WRW4OTI54yXkHyZyiyMNTsRLmMifPxnvu7Fl97jOf0XPPPCvvI+pXWV8dDdADB8iJAW3l6IUe5Xo47LBOt9Xt7wQHwhCjI2Ocoylx1PesaUFZKbc/+hZ9ZxLbZUiRbcietIg8CwM4J7sGGFq2x/U4FR0gc2wcEQUrrG/jUdubC8WSrM0h+A/pe0hFg5ww3E7gAUS5YpT/QilRqVqUhaLPIXgZ5E5y4BEzn0kSyXsvMRCjS05o4xoiMy20913sGdsolkGbDANniGGTYXh7jLNi0cP/BdUaZVXqZWRbCUOyomqtqkLBeI66tG1jilhLjj6TpIBzsKQU4yNGpngfK45TDJSKkjiRY4zicoDd+8O9+P50i2MLmT0kj04kGyhO5pz9I8scbOOUZcwT7xIhcRF3imTgKWvpjjfnvLxzbwLLkxF8P0jygNsFq7cXt5BkOcrnjF+Gk3gh0eqA1FAiMYlikgSCxjIQy2qIkEoZg8ktmUGYtZxnmZxjMCQOwwkI76H2G4+9jkcpjpYA+jFiKKBr3TuyIznvQnveeblbeV7iTdS0MKeuwuXC09JzxpHDFhaXlbV3wzuS7DWMmvouVMmJZUBOjRFQXOEK+cRo0MqCRihHyq3bmiXR+DR0t1flVoF3GrFO6ccasgnZg+9Y/Tt0mIcBSyak+8zJkLnqmhel3SMt0iCXeigGQ+Yut4Hsdhj6tzTAcNJuO9p/UTdUsXB/OnFDy4Dod7ydo2S4nZxzobwFzrnw7iyFOC8Wk/WZZTn4A4RGNsMx4MwLqZQBKe5RhdEzzNUoetszCBratw3ZNvdr128qwbNZr48pw6XVbnfVaXXkowShVVJG2S7GiGPzaTTHVEYYFhAMC5NzOnn8Hm2trOvK5as6f+G8Ll+7IvNQ1scmVC5WVUaZSxLaKZZVxVgpIjxNqEQ+YlisBdq2cQ4QvEP6MM9mn82ojlfWvLsFNmTL9xHKwRC+ZYxOjvHkcs5DhjyAZ5nMzM/of/sn/7s+85kv6QMf+ZR+7C/++3r8PR/RT/3PP604qcj6tnmHWOg3QxlNnXNyztHevjtXWDJGv1ugd3pRmaI2NwQBN4tnCOscsP6D4guf5czdqAzjEkBnGbKEEfE2VI/NtYVC2ubEzjH+CKG8iFJkeEM8mSjYk0E5bVt7OfUz2s6gFZ1b88r5G8XBbbfPkBEepIXwX/XjTjzsff+8wCuMI4yFZOd4D2PhRU7G0xbLWR/mER6gPBidRV4B47mM4p2miWL4NqeeKXRB6YFxzNN6GMXHPnNuJwvj45OyjzjZf3uuVCt44ytCNGsbBWsbb7J5Se2kw76QavxaQVE0r3mGXIngw0IhxuO8ph4Gx9T0OArzCR0/flSTGDlFcImTWLV6NfyMbQEPoPF2CaW5VK7KrlZ7O9QtV4uqVIqMzUY9lCmCZpwYZVKcAGkhRaGKZJu2rZ/VtRWdPXdaL730nE6hRJ8585rM055lA3XaLd24eV0vv/yinnrq67p86aJ1JVMy2xgqBdbl+MRkSGu3dzSE96xeHyVoByV6idOOGzcWw5oxGnZxBKCTBaXB6k2jXB45ckT25e8TJ+5S+MgThsURnBINHAh2wlRvNrUDHrVmQzXSKsiDVQyhK5ev6MK5Cxh7QxVLFZanQ/lf1Od+67fQL/vq94fawRPcp8+YdeDAMo6iYKDABtrCQ761ucXJ0zW99uqrevHFF/XKK6+E05eLKOM3OZUyb3ILz7mF21vbWl/fgCYdtVst4uv00UcJX1Eb/MIcwScRffS7A0mRkqSkaqURwmKhrGZjQhPj0zp48IjM8JpgbscxXi2MfKQ2J5OLrFUzQiqVsuwkwz4aVsFYNWOgXqsxdzFz6wWLyuYvg+Z9vPb2bnJiAD855+UASx/g8DRZ2mg04cmafOTkYMwkTaFFAQUvlSl6YyjhZkwfPHQYHpvUDCcSDXArVypyjMn41zmnPgZGF4OWlaQeRo6ByQlPXhnDxmht8nt6mpMejKousqjJHH7ggx/UpYsXA85xqah15mYRI7GN3G4xR1sYMNc4nf3tX/pl/YO/+3f1i//sn8pOLa5zqvTayy/rxaef1m/80i/pv/+v/hv9ez/57+tv/Lv/vv7B//Q/6Fd+/mf19S9/Sa9hZFhZ48Ey8r/GGkjQKHutTbW21rSKQbe5vKghJ4d9nALd7Q2x5JTG4hrpYANOm4bsKTnyUIBzTiYP+uwx4Z2S9ktStUpdz4CPQRPjdOHAIW0yd51uXwOTod4pSiI5DKoMg8bWRBZkbSY5yXvPPEZK2eNKrOUi+Cas7wg6yznWS0a/mUweZyyY4a5cMhntIx/20jH6bULXMnziqTMARysX+UgFnGgFjOeE9r2nPWTXcA9oawDPDCyEVzLGmeHQsM9uewzBtBhhABRUKMVSNJRwYkXwDM0iz3I5dhkBNraw4VFCtC1kaA5kQ0pkjr1SGvA+QP/tw4ND6yuz9jLkaRu+xpsAABAASURBVK5iOcLIKGOINzQ5OaaxiUbol6VK66xfDJS+zQd1bNxCjsfoEmmSMr6CjGYF5GIEYlVk6VhjDPxcoJkznAxye7w9MD0yYAuVA1cL6YbhUJGpgjQhnjO+PbDWrH1PxMDie2Bt3Zm2l/emkC4szcrfAuaRDmV47LUVk2blLI0u4Z0oCszDfi0jjHNeogTtGY1kl8UN4SHEz+UR9kWJcjbxERROUybXUckqBtDuRRpWlRHBGjMCWIa1p1COfO1dxLmtnJiyEVjJTKGo9i5LG8UNJ1njEDSkUN+DB7fCqHkXl6OM3+uc95z3kB/iPMK9W5i4xawOUStpwQje6Hr0/vt4WlMG77QJK2vAWtAIckIWNYstYzYNcsZoC5BpAm+vDh78tfUtNu0+7zYqKWLxKRDo7Xq2Xt4u763T3Vsnv22qk5Pd9nDwkYXavZxzsjmMvJcHcjC3jcgUm5x5zmFUAtm8h3derEyujJIGOaGBRouRkm4/2AtDjJJETpHOnz4vH6WaxiNonpUMjXYbz6oJmypH5jHCr4fAabOpFNk4Mwy6M2zwvY1tpVhy42MT2mbzGcaREgRHKSro6suvatBqK3axEoRMWIQIlpg+7aNDPk4k+gZ1MWVyzsk+qmWbYqVckXl7G/U66RFz2KesA0fPuBygwLqsUlll+/WZAZtBUqqo3JzRP/nnv6a/9bf+nv7r/8ff10/+lb+p0xeXdfDIcQ291c3CRjBkPCM65jIa6vd5Qc7Qgo2HBkfxjLbB1tJ2Y6RnQcYM2dRCv1TMKGfC3HAaIpxz5pGCbHxDBD5DhDYxQtpot4rC1OUET5QZ2obDxmOhjSWDLzLoYGFOpzmEzQlBgTsHLTqzhneDUXTfiyX8UQJnyDBnjGGEpZMjyUDOywE2PgOSGaMU6MDGmENTS4/hyQaKbgODud1ua319TdsooCYjfOCHHNnQlimkPZSvIsrD5NQkG+ikzCM/h8e40airgDcaTNTa3qTsGnM4lJ1UxXgNS6WifOTxjtd14NARySeyX4wTc9TtttTCWNlhfbRRaiP2ilKprGKxrHK5GsJatU5fB1FiDyljrIbLkI16gNLfxggxsHZs8zbGH+JtNWPBlKgco2JjY0Vnz55C4X42wNmzp3Uaw+PFF57V+fOnUaa31WpvBcMpTSPNz8/p0OFDqteq4FBQA/p4owX8472XnMLHO1ZWlmSGgX3kpsvaH0DXLZT2FbzOLU7fuj2UCtZRa6cVFPeM+hWU2xiaD1D6unjM+/BnXCjITjJfeeWlQOsCtCxhCJoS89ILL+p3fvt3dO3adU6T+nLOK8IJsrq2qXarpQ3C69eu6VXkzVe/8hU9+fWv6cypU7KPdF1G+T1z6rRee+VVFOFLWltb06OPPa6P/uAPyr6obAp6WiigOGWy743ZaVGMDCrSfrVcNVJqZ3tbfQx7w9Pmq8N8WbkqhoEpoXffc5+OHTuhlDp9DKAkLqJkljVABnqfqlKuceIypebYpIoYj0Km2Vo1WpQw5oyeRhMjahs6CV1gZ7vFWLso+13ZR7l6KP89jIBtThs2Nje0DH13GHsPBdT6SVj78/MHRu1T3xxDQ+YiYiwxzqEIeteYy5nZWR0/foK5PYz8nJZzPowdlgr7SYwctvEOMG76zF2b9WA8tAc95tjwLZfLeJ3LSk1Wex/aWllf1bXr1/THPvEJVaFpF7qNT4wpiiLFlHOU6zAGO0kYgnelXFCOV7yI0v6+975bH/rg9+sjH/qgfuTTn9KP/tiP6S/9239Zf/2v/wf6T//jv6af/Ev/pn74k5/Q4488qqOHD6teqQgCy06dBK9r2FMGL7U31rW1tKQ66+37OT376Mc+qnvuvksrVy/r5W89qfbGmuanpjU7xXzU6vLIAIfg8M4FAzZDthrdhsjeFGOtRhn7YYJHH32CE6J1vfLqa7p65Zq2MDxa8EQP+To0qcLYImjnI8/6HELTATBUZvmA8brtz85HSjESbL5tD0viRJ66JoeMH6wpCwesCSEbqozTfkVsjvU4OTEFL5XkKDSwtc+paJ/TT+PFHeTVNvQ2aOEEaAMdnAM94xtkVhfoQXNHX5VKUcWSVxT3A6SFTKWyV61eVLlWYK4kuQH7So812w1g42CyuDNAuwAmKFkZxscQZ2QAlCob5yAbgr2UIiur9Srtl5WkiZx3pOfKITqohH4yjI4878v2aIdosfEb/S0c0E4fPvbwT7lS0dhYU5MT4yoUEuXIEjBRaIdWHUzsNLqY0lHkLZ5WZg9EwVE8D3QNBkAuhZAU0OF5eyOO1z0g+vu76etWA9Amv6M3b4RwPpJ3XoxPQ4Spk9etKycGGC1ymHmA0Okz2aKhOE5hwgETOKTum1GmmuzCdIB8kJIiGZ1YOvOqWwCVsgC6lWZlbBKtrsVH+bksRDcMoeUNaW9IQg4+DmCMinIFwUqW7DLmd0ScPQjf+s4ZAxXJtCf8E2JWB92e+L/62/DaD4JmIzBKWM4IR8f8OebUNrcWilqGwI6iVDEbfxRFirzXt71swCMChGJGNmNYo+t+CEWsW8DKGIQK3+lBQeecPJNlEEVekeH1FuApZ/M3QGAar+b0Ze/olcz27uh5yW4D5jLQRm+6rL7VMn72UUEXLlzRDiccxVIFb8WEPEK2j0Gxgyd0AF818QBXUdz69OuTVJcvXtKF02eVFlIVUSIKCJ2JmWn2ioFSNts6x/OnvvYNLb5+VlkHoZNLHkwLSYrgMwEVK7cxCRwNGSfW3ICNuKc4ThBkJRSiisoI5gGCyb4Ab8UGrMshiha1FNYFcbEKnPeKEVYDaJg0pzR9/BFdWfN69rUVbQ+bispT2gCPHgPuohBZm7ZmRhwTWgt8bzTV7/Gyum63LsOVeHCTYqnEuHmBCmRhHAzxnuWEGTBkjCaA7eMBA+RLxvuQuRwy6NyqO68IcIpRBNeVE/dRpJzxhzYQ4DllBWSM0eJhVLyHOG3lBiIVPHgaKgAvPP+o3wFLxmLjU6Cgkze6yGjJaMjjDtlulzYeXnDwhaycAQVaKHZtNuwOSsy2GQKdtoYoNsPhAP7fCb+UZD+p2WcTj1kDSZriWa4Gg6KKAV5nHUzg2Tcjpoq3vlFvqAaPJlEkA0Ogs6swCv7uw2ubeH+XVha1tLyknXZH9nGu6ZkZVWo1MVVs2CXlLkIRyGTjLJdLGALwLGtqfXNdVndtY1WbeHqzrKckjhQxNsN7hXYvXDynK9cuawvP7xbl19dXtLW5huGzqVZnm3b74eTMFGtIIzOq7P/0HDx4QM2xJn2Nye3+mSLaxjjK4cHNjc3wTwhffOF5vfba6yhmq1pfW0e5X5dzkRqcWCRJLDOormIYvPbKa7px/absVOTU66f08ksvwKurSpIo4HP9+hVdv36dE5auTDltQad1DIUyToZjx46H/XMbhXwwyHXjylW9+NxzmkKJNHoYTxs+a6urQUbY6Uyj0VR/MEShHAS5s4lSangdRvGepJ6duIyPT2gcT/84pxHzBw4Sn+REoKY6Do3p6WmMyaKiOEbmxCqkhYDD4s0lFUtlLSwc1KGDRzQ9Paf5Q8c1jmGhPJJzyC72kp3tjs6fu8AYN0hLVC7XVSxUNTM1J5Z0SB8gr83IMYWxh6JvyuEmJzPWxwZOm+WlFXU5UbH/p7RB+vraptbXgbUN6NoGOkCbMWdqtfrqdgbI6qtaWlzhvRPwNV7dga/7nDawGhQzJ2bw5PC7GRIdZHgPBXVra0tdDItpTi8mUcxtnrcwou30x/AzGvcxSIwnvY8Zk5dj/fQwJhY4Bbhy9aY+9KEP67FHH1MRTh3DcCwj/z0L0fgqRxbZwB39Ri5nPTjVykUdnJ/R4YV5TTZrGquVCauawyt+aG5GBscPLejogXndc/I4RsQJ3cXJ4H333K3ZyUmV4HVxyuIZW42+ZjF0PvLhD+kn/8P/QB//5Cf1fk5efuz/+pf0V/+T/5seuOdeibE2yiVVcJSVba+RRw9yiqNEPopkfG28PmRd2viXOJGyn8+t15uanV3QOnS/dv2GbD1mcsoVQYNIURQrgT+iOJVoM4NIQ2BgQFt95IXRuotcyRi/lS2WSuxjZZkcyZDPGfKXJm2KaFeB7woYcAZxnJCWw8dDDTFKMvTLjHVgeA7ZCyIfqYiSn6ZpaGKAIZZzepGwttJCzNhy5RgTpWqqg4cXZOv7rntOaHZuUmXS7OSjVCmqDP2LlYLi1LNrDtQddtXFyOmbDARH6ytAJmSTR691hJLxM6wsUNGASJ8IIgKapLL93sNzA+rvMP5NeGoDOTT6xbpNmbwd0L5zDtqBNXxisquP/mwyoI0M7hE3+liRjLZz2vKUxrKTlYOd5Ml0YfRkOHACiIXb5GaI7D6c28vMZevAQHcU2iuxW+UPJ2BQt1CjR1+AUW1yhxDVkMyMqmRAf+WUzMAy4A1Tccv7WN7FGsAgVscrQcAmcjCqROvEtAcIqVHc0g3E5QJBiNx2W9tkQFWSQ4eE4ebFMgnCqz3s3cJ9YEkGCuV42E3CkAVijTrn9pV+I2qplmVhSKWO4UF1qpEaIiEnPJxzcm4XNApDxh/6Y4SYPQOAt82fjReWU4Ql3WOOVla2ENQDFk6unglX5vkdo+rECAE6IKr9l3MOXvABnHOUAyz0hHvAu97mco5ybwPejdr13itCaFIMIZAxhmEIbX6cc5KBvtsrDyxi/O3iRBcuXtbayjqNeDUwMEooAwUEnfU7RBCYt69Ub8pOFJR5XTx9AS9uSxGCr9tvq43SA0eHTb2Lxy5CEA/ZWL/1K7+mjeuL4pQcIziXgyZiPDlo5/TmnJf3EWBCLgu/ehOx2czNzas5NqYCXkZbY5ub20GIV4oVxawxalltwEMGJ6NVjw2gi8DqSGrliQaFhrpxU2ljVllSUl9OA/JsLfeRpMYnoEGKaMOwCdEQtzyDUcp3fmbGdxQzqhoYcUf1eaNpspWx8YQ054jnyliTt4AClmeQEbcNjWoCZWRvwBraF1TgGH+HUyQfeZkiOWS8EBaesDJSTpvWRr7bF00p53EbGHL6TpdRxu8WsrjB7useYruv7zgI9d5x6VsFnXNGhoD1bU04iSwxaviHF0o4A3gsiiLWDJxCmLJZt/E0m3d8bWWZjbClXq+DPGihnO/IRL2PYsXIihKeVGvJfm738uVL4eM+LZQ6J69iqaykkAJFjU1OARMqlcthHqxMH8WSruUjJ89OmcGPlmb9m2e10WyqXCmrgLLhfUQZ4/lcy8srsqvZbITxmKI9j6JmhkGR+V5fX8YAuCj7SdcBikIOFw/ZyBkaetaOLlw4q1VOJnLShDJifVtoUGQ8lWqZMQ5kikCns6Mk8XizS0rTREXWeJUTypg1d+3aVU5NTsvC8+cv6MyZs3rt1df1zDPPED+tzY0NaNbRNt5gw9fGZEqs8dbS0qJu3LwW6l+6dEHnz5/VFYwHU4i7KLtbW5vaoZ5ypakCAAAQAElEQVSj4ubmZvi/P/ZuY37k8cd1F0rjxOT4yNuZsq8yP4ZTh7ppWggGyImTJ3Xg4EElaaqbN2/qlZdf0nVw7qO0eAhfrddVgF7L5Dnn5CJkA/wQM7eV+phSDMXcORT7dea/F05ANjg93EDRl7wmxqd0+PAxzc7OY8xkzFNZxUpNxWIZ+ZXLlNI2hmO1Sj9pSQPkYrlcpZ2etjdb6mEUNJuTajQmMWzGtbBwSIcPHKGdEmtYauO1trG32/RN2atXrzH3q8jRDgZBT71uXzvw6drautaBSzh3Ll24pJWbK1q8saQL5y7q7JkLQQksFMp4h6foaxy+TcGhw5j6MoPO6G24eRu/o18MyRZ9D1Boy/Crc461EUnkIRrkvFcBGhudiziN+vCxlY3gUYvbx8Uy5MwTTzymT3/60xqurqnqE03gpMowHrvwRZ81sueUKziP4l8Ivz41M97ULDDeKKlZLWgCxXdmrK4qynIxypT6oVJ4dqJe5RSDtYVSurF0XTury2hUrHYU2S5KLMTjZL2vezgNOTE7o6//wi/o//VX/l397H/1X+uFX/s1zTWb+hN/9s+pEic68+LLOLu6GrS78uzzA4yRBJymMUIL5Dvmrch4K9Ciw3y+8vLLMoO4AO9scjLZIx+iKDfBAApSJM94jUZWp8J6KVWqKmJYGM0SZILtlTGhFe9jJHXB2zmpSJo3eeClOIrknJdnXtIkVQIupqe0OXXa4TSjBXTBx4w/W1MRfJsmBdmcjbEXTmEsTmE0TmCQTSJ/pnm3H544hAPh8OGDmsfAm5psqlotKi3ErPFEhaLJQMeaiUNaWoiUluKQnqRODvpneU9Dc4IxDyZLbdiZnLQLGQlDBpbnjtXkkCWUCu85PDeQ7UfbWzvaMMOZ9WT8u7qyqqXlZeTSGnv6JjzeVgcDtgtv9faAtW1GRwse2mbsq6srWoW3VjjtM2PQeNawSKIIPOlTBnQcQuKWacD7nbfRz9JCNlVywN7fCXwXRd9Jc3eUCRjdSvM+8oqY6Bjvh4XOe8k5eecJKEycGytRED7XEGU2w6BwqEHeRUyIlNvE5PvRph5lFC4vWpKnjDOvCekOsAY9VTzpPoQyPYLG3ph6L+2mEUrEc9oi1CgM+ZLo7RaYyLX22P/AV0IfAT860He4rBErwmCdG72MJjGXvYaU8LBCuxAySCR0zlFuF3az3y7Iwf/t8t5JuuFlYIqahQGomAOS444Yt9fOdldDjgsb9XEWeyrnXOjZ6uk7Xnmgt9GRFt+2NE3SrgKIgtwWjIAXz8Z4JzjnQr7e5iJbI3DyHv4BnJhLlMoMMPoZWBrJ3/Ud6JVLhUIFRWANb+USm19PUZKqUqmoVDIBlob33Ecyo2Nm9oCy3lDPfv1bSnwiU+D7bqCkmLC5IsDwXpTTgpBIGivX9PqXv6bz3/gmR+Z9uTiSi7wcmDrWiTOeJ83WHknqY6w4xlhDgag1GmHMzruA0w5KSwkliWrMh5f9KbTEAEjMoUecxCR5DWk3c149wLOZ9CiH80jsQXLOydNHoB91nDNs9Pu+PO0YWEPO0Sa3xY3RcvAL/YVFSCrvIQ2BDvZy3gW8yFHueAJDgox0RRF2nlfm8vBxs0xOthmZsA5tMCgzDLPhUFk+UMbmke+2a2FGn6Hv3T5pdnRbx3sANfUmcJQz8PvCiPgumOzaq2Pxbwe75XJwzxjgHuQh3fqg2Xdw3yoJLXLxl0vOedl8au9yDpJFio2voJ8HBhgAHfjSR072C0y1Wl12DfD0RZFXRFmjb5zGmkGpmZ7GqBgzxfEAG3RRphgMUbziOFERJbSEwiH6H6DIWTtG54h5KsBrJbytRU4Ai6yHaq2iJu1Mz8yxlips0C3ZRmt1250WxsQVvX7qVfi+LfvVqiRJZDxcrVVVqZYZlxhLjuJRJBTzv6PN7XVttzeZ555ylAb5DOOnAG8P2PjXaHqoqhk34FAoJDLFvlgsyXDd3FqnXEZ7FdqLSBsgFwf03wtjtDJGK9v87SNL3nstLBzQe97zXk1wYnD+wjldv3aFdT5QkbFGkdcayoIpCR2UWzpHwYmQJynyowQUaXdb9nOgVy5fxmjZAdciOAzUYfwR81EGV5urxZvXtckJS5t5MnqbwSGuBJrk0DpFgZvmRNUMnUKhqCWMC1sDFKHNMmMqw/+5ljEsn3zyG/rG178eylznJObcubO6eum8roL/qdde1aVLF8P30S5duqyXXnpRzzz9TU66zoJfW/V6gzEf1NGjxxWjC1y5dEnPYng9+/QzWl/fop+akqRItw4aloACdHTsrRHg1ebU+Ny587TV0cGDR2nrkBq1MfU5ce9z4rqBYraNcdHrDZjfRAUcK8NhrqC4YQCtcqJz5eJFXcTwuwZ+drJ8+cplnTl1Ri+9+KJOnzoVTp6MHiVTfnEQVTGEwjqIIsXQq4fia4rcFiccJlNtTgc420xO7GAgbGEEWnoBOjabTR1GmZ9fWFChUJBjzk1mmAHTDnPq5OV09Mhh/fX/6G+ojrK+AY5HUHYLyBSHojzGXlGmXmwfQ0MORRiCZXijwTppwsuNeklj9aqmxhoaq1YwNHLFOH4SlykFEpcrRXQ34flpTkJmUKxxyKtaLurxdz2uj3zsY3oM4/S93/duPXj/fRgXkQqsvY+9/716mJORBn2d+erX1EB/s/9fs4nCax/xLTivmYlJHZyf5xRqUlMYHiU6yvpdlQuJzCBJeS+WC1pZXdRFeMTDkz4S8+plXvp2extDe13bOxvq9DtK4MOJqUkZL1bZpxJoVmB9lY0G0KaQFuCDXENO4nLoEycx66DK+i8rgp8iZI3RuYicsDl0EmuhrR1OXzsYIPbdjkiJSmlFZZxsReYo8hG4DIEBvBepQb8TjKXRaKjZqGvWTo6Yj4M4K2oYRT2M9i2cf7Zn7hkxOXsd0xiMj0q1qHqzorGJupoTNZWqqXycBZmSacBqy8AK4YoC6ZgfEYICZZx8oI8njOR9JFmjmUcmSMM+teGzPmPvEe+z6SJ61evn6qAzdNnf7ftEHU6wuuDY5RSui/HRI2wjDzbW17SI8+Lm9avaBv8I2R1FPjh2Bhgrxpdgpf3X3nsOrfeDlSHJgt8TmHNyD9iytBf/tiE9DQ0ctACMinvlrQ3D1ZEuKDwCQVqwdAzUOSfnIvGUc45mJHta1DmLUYWyGcCtLKO5sOk6ynnZ/MoukkWKwuV5OsBCA6K3bqfcsGJ561Z5ja48l21qBOF9t3s5N2prL90ynZw86Xug3cvGRNbum+Ge8eqkO9BwlPA8uIkpZLtQ0vCjno2T9kMm6QpgjRg4iXfnHE+LjUC8a++CHvsZw+J7We80tPFavT0I9e5o19J8FCl3zIWLNcTIW1nd0BYeczGvrB4GozBvOZOVW6NW6S2A9QZjKIC7I9/q7Qfjg2/T1B21R693tjlKfePpxB/ji5xTglAtoPgkCC9POgOwQRBjPl3OfBlko3fl8tSJoIGBcy40SlPkKIAlGNsNoIGSWJtbLdnv4hudeuYhoi8TkAWU/RThKvrNfKQyG8c2x9Fr16/rT/yJP64KAmy7t6PcdorY4SnsytO44dnf3lJxkOupX/oVrV27qRyBNEARNjrlYOq8V0SbDjxtPZnHL2KcNRRD67uP1LINcpONcpNNucCpZIzgdvKsC2GAMC4G4byHHDnCL5cEv/Leh19z4ua9Mq+SpRsMdxX10dzp93bRLU3rNhBXrpCk0QBlF0m85rug3ZD3gJ/lUorymc0DrwxHQthGsZdzTlEEeMbkpDYbehfBHmEYOufkgSiKaFRcDhpkoX1LCONjpkMIzTP6oNDoJg4GlguMkr79k86/fYE/4Fzrz4CRgKs17phTC0kJgeUyfOKMhDLOuTD2HDpmGAkZYa5MA4wLA3nJlABBT1O8TKnyUQLN2BTZ8DNolEDXAopgzGbfQgFe31iX8U4R5S4h3YFDTl995qAHMEESaXGahLDHxrpGnSt44VsoZI3mmGZm5/BANsiPVCgWlGIQbLW2dG3xmi5euail1ZsY7wNlGBCeZlyUs1F38fzZdyuW1G7vaGt7Qxub5jlc1fLyNRTnM3r99Et66eVng1LP0DU1OYGCtaA5+qujkMSso3K5qsmJaR04cFgzcws6cOio7BegxiamoEUqu2zj30EZ3UZJzVgbtVoNfE1RKsk8rPfd94Duvus+3Xfvg5qZng1GSgfaXLx4QV/60hf01Def1CKnHR6erSAbGo2mUpQ5U3ZN+bWTkCtXrmhx8QaezzVgXTdu3Aj/PO83f/PX9dwzT+urX/4iSvULWl9fDV94f+7Zp3XpwgV5J+RJTwQy5WQFo8LKmFJlX5g/j0Fh/8174cBCkEtllDnrfxslzvq4TL+mtN/ASLlgP3qB8dNGttXB0ZTGRrOpsfFJTU/Pq8JpiNHh9ddeI27jr2gDmXORE4fnnn1Oly9f4TShh0Ip8PGMsaRNPLw72x14SCoWKyiYdZTIHmN5UetrW4rjVCZvzIjrdLp4gJd0jVMgM5puIj/tozlhAcJ7O+BsRt1Lz7+gc2cxgpiTPus9Qe7u2HdqlpfAZx0nTFfL0PulF17QM08+qWvgdRFamZy0Hwlp4+U3D/R1aHwRA2YdmjrnDGl18TibJ3pxcUlmIDnnVas1wL3E2pG8jxR5H8paewOMiBKnfKbkHj98VJN43XvgNQ5/jY01dezEMZ0/9ZpgCkXI9gq4FmmjiHJeRRGfgL7Nek1mgNfrVTWbdZUrBfrqM7eZENjKqDdgnB3ajSOv+dlZHTt2VA88+IDsl9Dsf9Y88OD9eviRhzWHAdFDQe1iEB0+flyPf+gH9OgPfEDTB+bV3VrT9vVLKicx7WbqYXwVcZzV6LdEKAjdYS1NYtQ88MCDnBY1ZUp1UnDKXU8b28uKU6eTdx3X8ROMdXpcYxNNNTidKRQT9Tlp7HRbGuR95j5mHGWlGC8OJSFOIhVY2yUMLevT4rYeBhhHJj9S5ENSiOXZHxPqpKUCdVPeY2UmT6BBDxp0gYx9wftYSUKZuCCnCJ7qaGNtFR1mHVL3mCevCDk2pP0Op98ZTnAr7xxlmX/bw7cxbo0XOhi7HU7SevQRgUOpVlZzvK65A9M6evIwc3hIcwuTqtQLjN8rLkQqlFOl5UQxJ6OISCXs7amlF7zSYqwi9CggxxIgBRLGniAzI4wuMf8Zmxi2NGPzGqJ/DXH6DtHIhxggfQyIHnxovN/HABwOWVOctmSc1macdg2Yt23b7zcYKwbJkHSHLM+Q6UNrJMvZ9xVAueAlAyK64yKJmSVTcpL8HrAWHHHLs3ZF2/ktICOUDtXYPcQYAJLh1tH7t4nTJbkKuMEWoaVRX+LKR+mWmsueUlvyHSY9jiJFML8gXBTFEkyRG+iNizog4MjjhghWRs4HBJ1zcg4wiWlVqGsBJSmWATnlhoQ2jFGOPa3NnMHrFnks9c1wq7ndLOccm/XBlAAAEABJREFU/ekWiIuk8C5rlHe7HY+QLovxwu2IWxpRiwHErA5g6c5RAhDgGJ/AzQFiIUhOCiCu/XFe/wDu/M6B0uYoDeSIv3HnDPPONKhN/ZhFWyrXEPxiwXaokrCY0xHtbTzMsTJwf3N1ycYsxx/Rt8inedrRrWuE296r1QOsjX2wl/vdhI7CBh5MYvgyjeNggETWLkhk8Mwb6FlsBGFRQRnJ+MyAVY8nfPQOzajLHcZg3yGQ9/KFWFevXZcpCxkKf8xaiC2dvjz8HKHwK3JywLWLl3Xz3Bldev01feRHPq1htaCLi5e0M2grT8ABT2wVT0whSVWGzqsvvaYLX/66+m0TmpFy58LI8twpI54xvj4eQDM0KrWaTIHIGdvQhA2escWbi2p1Bhqy3oZ4UnK6yO1BPQE57TjnlYv2AHu3dOesH4Ur52njEKWsbk4Ctyiud3qF8laYiKPiHtCkpYYgtG1vjgdg71ImyzRa25wNUTSM+DFtxODoGJdD6csZM7XknJPzXp6XmHFFNhfAkEYiNvUUsLQ+AjyztpyQK6M+cgYWgDZDSJ0QhnRHt8w/7f7RvBmIc6PxO4E5EPCG4BbegTRFQ1lyZXRwckZpDeCbHpvawDY0B10ikT7UgE0sh5+KlVJQVEt4KO1kLy0UYG0fwNrKQzuO04muTIndQilfWV7BGFhj4x8o28XFDEDbdG11rbNZGgzIq+B1tI8J9tnsd3ba8j5SmqYyfO0L3levXdKpU6/oxuJVjMkd7bQ38Lje1PrGKn3uaG1jWYvL1wnpkzT7fsd2awMv+obsex6r6zd1ffGKrqJonT7zmjbxDo7j2Z3FuDh44KiOHblLDz34WIDDh49qfHJKY5MzwfCYnT+gEgZJgnxsgdvK0jLK62W9zknAmVOv68bVq9pcZ9PHE5nDQxl8GceJitBoZnpaY82mBtD22lVkwPVr2sG5kKM8lFE+JifGGSPee9LMODHj7irt2YnBc88+i8F0STdQuC09TRPZT7/+6q/+Ml7813XgwAEUzmOKURwHw4HaKInLS0tqoZCvri5z0nJN9lGvHopJAcXtIx//mP7s/+Vf03vwenuM9EN45O9/4AEdPHRQ83MYEii+W8zJkPVRrpQ1OTWtMkp0kqSK41RjY+OBv0ooi3ffi2H1wEOa4kSlS/umnA9Q6l555WX9i1/4Gdllp7Bl2uwjG1soeyXampme1TYnsT0Uuw4KX2unI7Jpe0bb0PbFF17W008/pygqahL6V6sNTYxPqV6tq4hDpw+NN/Hyrqws3To5iljntSoyEEXOCX5G2UqTRHXk4ixKeRR5ra2tcAJySvbdm698+csopcwXcnEDY+fipataX9uGVzcot651Tmk6nLbQDHK1qnIFKFVCCGkwqC5D2+uUX4W/WkHJ9TBqhLyP2W8MB5NB28urOv3kN7V29qIcRvUYBu4nf/wnNMlJ2Coe6koSKWWPyTFKY5+rhHJqivs4JxhjGODNRhPFC9nDmkjjJMQHKKE5c+0kOec4FeqobQaId6pAX8c67sIH/W5HEWk57WesYaiiC2dP6fTzz8qcZJXpSdXqFXXsxxO2N/Gu92RrdKfV0hb8s91iTXEytwZMgO/Djzys+++7WydOHtORo4d08PC8Hn3sYb33/e9RlXZATrVaRVOcbBw4uKDDRw5pfn5OVda1g2s8e6DD2SfwKXFaYn3HaaTcDQOYMWLx7qCrFsZKPxsoLRVVqpXlEqcIWtWbDU3Db9PM6dj4BPQqI38iuvbIfY/AckHWtOG1HsaDd14JvOGRLz1ovM6pk/HpEuv34sVLOn/2vK5cvKKlxWWtc3K4s91Wi3nvmoPERyqBuxnc44x/DCdFHYOqWi+pPl7V9NyEDh05oCPHD2nh8IImZydVqhTkokwOh0iEMyRNPDIsBsADAy1hHDSLXIUKyAnb22ytDWC0Hn322M+N78z46XLaYetigDWSZY65jiRGmSlnT+8xb9vawtDYwkheh7dt7Rt9DSLvFUVeCXLBQnG9sZ/l9ga81U0eNxueHNnOOTkHWHwXRP+yPRfIA8Cf0JfscFv1jDIWhgQngb5QNwBSeQ/pb3o4OdICUIzZZF5JoO1RWj56JwmtJcNK7os8MVaRRWhVhsRzithtYU6jub2oHyyygXIYyxKM8KAuMUALc2UStUdA1N4ZoOjEBmop+8HS8lB+fyq1Q3lLs35HQKolWFOENhxSCKzH0ARx2xDt3QjlHAmUlAidjUtcxGmOJ5VlObBDDhCnTEiXSCdm5awNwJGi7/GVhzFDjd3wrbojKyTnWaYMhh8ixCwUA+aVTSBH+G5yNL1OuZgxOuiVK/aORW6jAGxcLBxkZTjZCGGmEWOQp3BZxIAmQqejeMjafRi+u9E/2GC3KzCVY048zGngCEVehmJgQvbNnZJpBQJY7t67xUfjMJytbi7HptzA03ZBLTZQ84wN8BSTLB/me1QnYvG3EShnXnpFE4NUF7/6TS2ePaNP/vkflTA0ltubcih1OUJ4yJoo1avK2cjLGA2vfe7z2rxyTRle4ZzmctqVAfGMNdFn7iy9Vq0pjiP5KGauRBHHprgmM4YKKG9gTjrzHeZB9sqDwCrLETcg4LaY4R/Rj4EIJeMBJ1gmUMbwsKoW4pjRnZDTyB5o32W02/d6ezQ0uIfTKMuSaEpDhO8QKexAwASp4Wcl9tqz/Qx5b0ny4OoAq5vBo32YustmXSyXNYRmmScXPjD+94zNOU+9PaCW0ciA1NFgLeLs8X8qCBgzvltIM7RRPORAaMk5JwctDOSJOye7THnyEeIdAnjSozhGqWhofGwSZa6uAgpeDK8575VBqyiKAv+ZcrzBZriNYml1iiioSZIgU/rqw8Oe8tZxF+Wxb/NJfwN42N5tLu37N9dvXNO5C2e1zmlFHyVkh5OORU46ljEqMjynERPdxqC4euW8zp59VTdvXtH29ho80gkbfJb1kF+LwSix9C3yNjaXtbK2pNW1Za2iSC2hnF9BuW+jZFSrTeqVVSxUQjgc5BgGHbW2u/IuUqVSR+GtKuX0JsI7aSc3169dk/061CqG1TpKsJ0U9BhTEbrU6w3KF6CHo25J9nGwZrMKrXPZRzwmJsaUokSJfW2IQpgTpmmsEobBJErb0aNH9cAD9+uJdz8hK7uDUriDEmgGhPeRDh08pKNHjuruu+/R3NyczOGQQmMn0WdMOyXWOpMNbSPmpY73/MGHHtQ9996rY8dPKnzWfWoK3CrgWWT/7inyPiiIaZJKcrJ6MXNOE9B1qB0U2w6nHjt4hMfGJjQ7uwA/1FRE0Y2jVCVOLtY40bXvV5w/d0733/+wDhw4hOEwpRZ1zKBy9CEatLbF1eY04+rV67QvHTp0TO97/w/Iu1hGyy7zUma9FotlNZtjYYymwPZwGgzgG+MX+4K9eYKryL7Dhw/rwQcfpN/7dd/99+kI73Mo+ZNTEyriXZ6dndL09IQOHjqgu+66S4cPH9E4RlWpUpV8gsHW5VRsVc5F9FWVc05mKNXr9UCXIgaPnYiV4Gc73TJZZKdCbRTcyEcqMO/lcgWaNOGjspKkIJurbZRZO2H57V/+Ff30//g/6Gf+P/+TbnLq8ok/9gkdO3hQW8s3tQkv7mysKMK4b6C412sl1lhZ1VpZErTf2sC4aKtndOQUJ8cIMXln68Vk2BD55ihpeOSsV1tDGW35yKkxM6n5hx9WBn7Pf+tbmoa/luwjaC88j9e4rbvvu1fjzYbWlxeVsk/ESUGOdd1FCd7BABnQdo91e4lToG998ym9zklNpoG6vbaELO112xhgl3Xj5jXZjzmssL5ycE7jRHWU9jkMhPHxpiJw2eYE0k4hC8zH9MyU6o0qfcaKUc59JA0wxPuckAxxfAwxngZhbQyRL0NkR4+RoYPEMXUS+K2oOkZlo9lUjflPkkQ5csh4Y9AfwkeRChj9JfjT5iVl3XrnmFcpo+0W62kNw3UZ+tupaA8jLaOeGWQd6DyEzxKQKsSpnBTG22pva6e1jVG2oW6/rWIp1eT0mObmZ2T8lXLC0WqtwTdrGuBMFAaVcCbK9SVOh7T7bUkHfTL0BDOEutDYwj4O/AydJEdD7w+cur2cMUMT4lnmJcVyrA3nIsbmAC+7cmRnxhzFkYcOFY1BjxLG2hDaGV9YGSdnwZsACQEtcpn8NtqN4E3F3iLBau5PfuPdYgb7c79z3PAbjUci5LRnVMeNgt0n0wsPjNJ8zsbuPYUZXE4yo7BnYALl2W6VUeGAECsmg/BDCB8aYoHYu/UnBPAIrKTBbvXbglxGoNuS7MUasxB4I2r9jtoxPEfpo3fnLI/CdpMU3sLDEkYQiljabsSCEVjiqMze0zF+51x4pblRaOMfdRreR7khOqLR/oRR8u/raXTJUMwsNLizMUszsHRDy/B03ilGSPgoQimTHIwNHwchvINQtcUbk5cwx7vDExMQILRhD+1dtMg7M7SXwDhzWCIfVeHNFqMJJgOF+abOrdJ/8BHQkaBzxDgj7+V3B5HfOTeWbqB3fuW0V6rUdPHS1fBlMNGRKQcdNugBQkSMNw8ISDubW1q+cFFNBMuDbLLP/dZn9drXn9Kf/Ik/r8rCrFZbm/KFRMETzNqoIUCEEfLK17+qm6fPQDboxDh2m5Poyzsf6JqkCXMYkeLC+Jx3sjnb3unKRbY2rS6VwccsQ8OJlFBXsnwn55wi7xVR3gPWhmjHwLlR/qhOZq1o73LO7UW/m/DNZa1xWoZTZIhZq07g47xsnCQq52g8x5rxURTSMmhsY6GarLw1YaF2L0eqjSdlU7KNx5Qma6fPBiPacS6ipCPJahINt5eTl4A8t9AR56Z8TjHrz4CUP1K3A+s3IcTcOBINBO7aV2ZvLOJyzLMjz9K8j+SjiClgnkko4JEvVysoqRjDrJkBPDlg44aNlaAoV1Fq6yguBTa7LTbRldW1oKR62kziBCWsAG/GarXbyJQltSlTQAkoosgF2cLc2Jo5d/Zs+EL21SvXqb+t9fUVLS/dwEhY1Nr6khaXrml55bo63W3RrKJEytjMdzobunz1vK5evcBIBrKPMwxRXIKSsLNBf9t4BttAV108oH083D08iRlzm6RlRm0NRdre3MGLfRUl6oauoQyfPX1WVy9fUdbL4Ltc6yvrevXFV/S53/kdPfXUN7TBaUmDNTqJAm8/6GD/a+LRx98l+xJ3FHmU6SEwQPYNwHlHhlO5XEQRnwAmUYKnNT4+rlkUsynaqEBjU4pPnjyOYnxS9pGZ973//frUj/xpffRjPyhr/4GHHtIshka1Vle5WtXGxobsY22mOPRQDiGATNGaRLkco+0iNI5wRsTQOE5QoJzHmbSEo+QspyWnwC1XB1m1vLyEQtWS1ZmZmw342SmHKWyCQtbOEQwd+7hNijJn7za/dnLwEgrskHV4773369DBIyhLQ41PTKnKKUWjMQaOm7qA0rqF/FsL3uYVyvTVhHMETMcAABAASURBVHZbm5vheyBmaERMaoTCO4kxYAZLszku72OxnXHig2J7Y1GvvPIapz0XaHNLUqRDh45qfn5B9g/+rL04jmX4VaFNhdOazc11DNJN1evVANOcPE1yijU9PaPDR47IaO+9p8wWfXltgo/Ro4RxMUS5t/83YwZqG94dQF8rm6Kce3i7itLbxCAqQuNavR7WR5IUONUajowOGLSfS0XG+X0/+HG954d+UPe+53GMvK6uXzynmxfOq8naevjee/TRj3xQH/nIh/Twg/drdmpcE81G+J5GhnLbRlnPMbT6eOsHvQ5OvlwJ6zNiXnJwzHCoDPsDmeJsHx/qY/w6IxoQsf4z8B5wknbl1KtavH5ZPvJ68PHHgtK+fPWKys06Jx0dXb1ySTVO3nY4lVun/Ob2tuwjqj36Hua5tlHUz108r3WMIJ9E8MtOgC447XA6Yh73Hg5l7yP1cLL1qZdlOQo4RgBplj5ESXbof2Zgp2miKHKKY8eaTaFfCZyqqtWqqtbKGH9F5jKV914p8mJsbFx2+lPBGC0Ui4rh6SRNA78XMS7iuCDnvDKUF5srWxORjxXDV04eeZYriiPaLcMLFfqpqIABlGD0lDAgipw0Rd4rcpGp+GyT4A5td+zUltORm9dvanFxEefFqjYx/rYxxLcxQtrMS4YOa2PxGBoOGP387VDC0MjzrnIcIQgReU6RfZQpMi+t6cAYWgP2ejOWcmjl2GOco/84hYeKSuKSioWyihj1JaBeb2LoTGlmdl4LCwd17OgJPcCJ4xNPvFvvfe/79fDDj+KomNQAo8nLyfQCkFDO/Fl4G+S8GRDcfudvXf72Qt/DN/eWbTs3SneOsCTWgZdyiCUGKkXK2JxygFTZ5ZyzAHAQ3steR4TOKDII755EhisSboHzRGWUMbD4frA0g/1p1IbAeWb9WWWDUX5OusUsHEVvr2s1LJ8WQhBySQSt8G4P753sj4cC6M3XqP0MrG00AJ3xfHNBS3H2+B6A9QkTv7OWQYLBDlmsJiSoKh8nLAk2WhZXBwUtY7A2p0YbhzBzVoiQiSaJ0dGXLZrRO0k2esqMaEE+cUsd4UNno8gbSXvv1AMbetMt0O/zMhysI89EmgCL4lgWWrOGloFzTs6PeMVZBmDhCPbhS/qdN0NXmQ1oa7ujCxcQ6j4KgraD98T6zeggg1ZGHzM8BgjtJptrw8c6NjWnc1//pp7//Bf1xz71KVVnZrWNEuCjSCZUIzaltFxV0urr1O9+Ua2VFQ0R6AOEt20ESAdIngcooAw477THeUmahjEtLeHBUwzaTuadttEYGG4jIOu7ualsY3bunVQymr4TGDWWM/9GL6NVZp2gzMhoR2g8Zy1BTlkYwyEOXEQ5hzHiCS2eUd5xMmLlw9znGYjSPgg757SCp7vFBlqxj36wqVgZ69eaouBb3tZnKBcitMXmIIO3LP29SXTOybl98B26ceQ7Z8/RLO+NL4SMI+TwcI4H7xTnzsUbbJUrg4Y5Kc7BU+Tbxy7WN9ZQUtsoFX2U6ExdTuTa8KvNmZF/T/Edn5jQHMrgNPw8MTGJ17EoH3k2+pr2/mfNqdOv6yKK1/raqnLmLA7rUrSbo2SUdPTYMR06fEilMnVtk7ZTDp/RVsJGHIHZQN4NVCp4+DpH6WqpxanI+vpqMAjM4yvw7qOQtfGqt8Gz0+0LPY1OvCKXqlYdQ9lpKIoSDJtNlIqV4Dw4d/q8Xn7hZZ06dVqXzl+QfafAPp7x0vPP6bO/9Rv6yud/V+srq6qj/E+hJM/NzWt8fDKcIkyMT6iJohmxxrsoJC2Uk1VTtleX5ZQznoJKGGvNsQZ1mhoba5KGgpXGpBflnMNA6nBasxrCHkqkre0jKMl2unHfffejaDzACcoMdCjA8hll13SN05ctlGaPHOtSx8B43D46Zcp1BxrYdxvsux0r4H7q1OvaYR3EcRz6NP6uYvg0TIFGsSujtMdJzFwk0KiiMuvFPNAOGWNtX7lyRS88/6I2N7fBs6dyuUa5OjSYVhc6VysNxewjN27c1CYe/zJtmnKeoCyaYVSt1mRt2tgqGAlPPfWknvz612XfE9lY31QTGhZRLi9fvqwXXnpJz7/wol56+SXmZ0U2RsO3D/9FKJKVShU8NjEaL2OUnNfrp09R/gV9/guf1yuvvgJ+bcYolNkaCmcdPCuqN+pyErj2tMUYkhhawofWZ6lUoUyN+SjLwxurGNL2PZVNFNAkSUkf5S/MH2QeZmm3Dp2KylgEW+yZPfAaYpwLaZyg2BaqZVVQ6GePHtZ7PvRB3fPA3RrHsLgXA/NDH3i/3sep1gFOZZrlWIdmxzVZL8vh9d/ZWtPO1qZ2MAJanHh1ma8eRnsfXs5QLIeDvjL4O0PBN+98z07cMRa6GxhlyDZPXmt9XUOch+vXrspjgHz/hz4iW5/jMzM6ePKk6vBfl/QrzNPK+oaaU1PKmOM+crOPc8FOiu1n4dc5wTSjLIoiTVLG5i7ykYQcdIoUQad6bVyz0wc0P3dQczMHND0xp6nJ+QCVcgOa1jU5MaNZ9r0682+fetlgvW5urrN+uypiXEzR9sLCARnf2kfRavBk5D1zlVO/oibGRxGj0DsvD54x+IR9Ddp3MA53dtrMKXRh7dv6z5jTLry/jWHUgnYjw0gql0usvbrGxxuq15nPclFFeLOQRMiUFEW/pNijB6H/9No9FPmBco70h32n9k5P21tt+GZHq5zwLS6tsK+sBePVeNLwKXK6lNKeY5PKoSWEkl25cmTrUEObOwCmYWxSxFgib2PyipAdCXxWLMI3nKCVSlVVK3WZMT+LwWFGuZ3WHT50GDl5VMdPnNChg4c1OzMLX40ppX5oPx9Cgty6DX2YGN0PLuT8wT8ctLe2Xeh1t31Dw2D3FTLsxQg94HbB4kTvuHPaZDCjVGunLeQ/RLMJlvPQ0QE5ZWzDH5UTzClDwkkW2EY1hFGssZzF6aHGKLTsXDZZBmGymLgQKtd3d+W347Bb2cmFmI0jRMKDNMbgnBP3Loz6s6eBHAVD5ggb3m67nSAYBa1d9mwK0b8khqmAOjRwo0ZI/R7fu3h+517AaLdszuIYotAaip7Ft7W1oy0WVyEtKmURJDAzI5TNc2ZClfI5izpHKYTQkg2U8e/FcwhhFDCQEYDyMnPG6lA2N6BMRnoOD+QWWn3SHayzB+gaWLaSscFtoHd2Obc3RicRN4EVI6w8i9w5Z0lyIa63uAwhg7fIIikH/yHC2f4x4DZC75mnn9f62iZewwmEUxth2gNvDzgxPG2zwfXaLQSDY8PoK8ZAPjQ1q4vPvKCnfufz+uE/9+dUn5lRi43LoYiZgVEeq7O5zen1Z57RNhtghuaUQaMR3XI58DD6vjEej/IGAeE36/PCpWuML5JjbeaUNSB429vJvSnPUdcSnXtznqXfCU5OEXWcI7YPRPoboLe8jKYZdM1BPicMrEOY7/KNo5bzTjaPsgv+ywDjwwDUE2VFHaOLFdkD55x6bLLX8JxW8cZaEYO9/HceBizeefHbSt4+A7e/3VbwTS97vVr4pkwSciNWCHlw3ypngzQgzWiSMw85ccv30DLQGZ6y0NINTP7aeqOY4jhhc24oRRZ08WimxYLsl3ySQqptFOstFLJVDDrzvptR18XoNlmytramq9euqN3eoZk8eLmZAhSMYpi/LgqyKQN95sQU0fHxCfpI2fRTjIIKCl6ZeElRHKlDmwN4v4oiYlAEhxKKaZImEnPe7bSC8mmKcItTvnarqzYKx3CQ44HO1e0MUUAH6raGxDOqRIoiUzadbtxY4iRlTX0M2Iw1aRt9c2wKRaehhDFfOHdev/6rv6pzZ86wFmdlyv/CgYMoLhMoUlOanprRAbyPCV5K+3jZADwTlPYcOkdRoiZe8YWFQzp58l7ddfJuTU1PM74qSvpk+DJ2r9eDRuykrNlOuyM7fTCF/ZVXXtG5c+dQ3LeUJAXVMHQa9Tr9jkObkpI0DUqMGScGzvlAr0azKVPyTYk2+pRRXioYEkNk1QAHk3MuKI8DFFb7laolvLh2CjA7OycfRRqynryPFDPvA2iSIP9z+CNjY9tAqV1DDq2jpG6iZE9yslEoltRlDMYL33zqm1pcWmJsU4FWEe1FyLIhNNnZ3qHNWOvrazJeM6PMcChjlDSh0fXr13QGGrdMUcb4sLm0j8EZPpOT03hygckZxj8W2rG6p15/Xc8995yeffZZXTh/PtDrixgcT3/zmzp46KA+9vGP677770cmjzOfFfi4rio0XMYY7ICzfSRscWkRWiaqNxqhnNGtAH+Z4XyAeTYl0jzd2+yJVYwk478ainPMuGxZtcGXAcnqQFrZu32sLEmSwM8FFGWbG6NhESfV49//AT3xwffp7vvu1iTyvVktofRK9XKiCA95ooHcoKM+hkaLUyIzKszA6MIbxisZ/D7kRG847CvHk57hMc9QYnNoHMFDBR8pzSNF8LL9hHoLw+/pz/wunvJ5PfC+79fB4yeV+lhMtJoorBtsF88/+7yScl0FeEVy/Il1xc28i0H6KFKlVtUMp2023xlKeJqURLdqoYi3d8A5TzU/c1h3Hb1fJ47cgxI8q2KhoTgqc0JTViGuAFVFrqR8yJ409ErjUgCGotZ2L7RXKdbVwIiplmsqpSWVCiU1aw3VoXkxTWgvAjwQKc+G7LMdHAr072hTXqCrIXzbx0kXAEPYjA8zTPoYZAP4voccy9B3EH8MkjvLZHTNQpjTRiaTYV3KtbvtIH9a0H9nu6UOsmXQHWrYyzVErnRbHa2zJpYWbyJb2hg1lcBrKTIgicET+ZUQL7COkjiWh0nyQFfJ5G8UOUWRV5JEKhQSaGZQUJET5CK8U2ZOGo1xTU/Pag4nxwyndWNN+Ble9Mx1ByO0jTE6ZFwx75OTyBVOgNIkEYNCRjDB+m4u990UfsuynlRPM9zE3rhzomHoTJLJAAOSuEclLd9Au3sZGbduS6cac2MxyQ8RZjHEDWXJiSKb/FGm1boVIy8zogPOvVEmZyE5w9KwdVbjO4Nz375gTl/fuZXdEtaUtUd4C1eyQpw0Z3jx7uR4jkiyN5WjFJ4U5oYo5JNp3dvGPcLDcqwq5XYD5IMM7JETgQTUzW8DKxqAas45OffdQ6j/Ng+aC/1lLN4cBJxziuNE9qWmSxevamV5nZqefg3/jLJDFjjCAWnTR9gNkBZDBKAt4NysazMsLKQtUSWHw/YgLGgWdZ6PxkjDb77Js0QrY+F+MFruB2t/f/53ijsKeMZnC93Dn8ajFrd062+3a4kE5z0hEX3ny/sIs8khaBpsfs/r3MWLitOCEuiYsS6sbQ8DJbS5jXfXowgVECgDjDcTgINOX9NjE7rx+il9/V/+uj78qT+lCC/MWmdHrlKUR9A26w1tXbwUTke6GxuKvOEGHRkPrDMiBfGAu4VhMLkG/Yzj82uKokiOOuEfHe3NTSjz9uNzzvoQTe6GvGdcHz9PAAAQAElEQVTM54D6Nia9xWUlI8p5B/2oeWcRsrQHd+YxmjAO2IYFxBsR6y+jvwy+MeXD5IzVixmPj7wclBc8xy5GnWEARyuGh5ULIe2Iks45RQj9FEXy0oUr0CTlPZG14pmbtxuT3uJyzsk59xY5b59k42BUYGdlDCkD4szDd9M3Nd7mpr3Q1p7weQM/az+A1aRYCAgpThSKEd/Dz2iRIMs9/GL4QlQ20442UF4y5MQUm56dRswfWNDC/LxqtZpiNjiT/0PkQZGTt0m8u2NjYyHP2qMTGU80UOymMawnJic0i3ducnJKJTbWHKokaYLSN6GpyXEUk2E4ZVhBgTVFyxQ++4K64dBDmchzL3QGdVEoWigBm5s72tpuaweDY2VlQ0t4IFdXN7S2uqVVoN0eaoii02kNtLWxQ/p6GM8Ga+nSpcsoysvINq9ypY5XcVqT4Da3sKAJTjHMW3/5MmsampixcfTocd3/wMM6cuSYms0mykFJPooEQ2gwGMp5ryoK0uTkjGZox75LMU47ZpzUWcfOR7Ix+CiRd7HiKFU/jMmhUI9rAkXewNqoYWhsodyvr69rG092D6WphZJj/4fDlFtTNOzjLM45NcBlemaaPmegexVlYyhTtoxuVy5fkhmBGxgL165e1aVLl9TG+2v1zYtt9Dc8JzipsvnomrKFI6XT6clwLqHETDEWM9qXmZNNlGFrz5TvDeL2Ebnf/PVf1+c+81mMpmXZxz0OHTykA8D9DzyAcTYpo1WKoXThwgUZ/vbl+KWlZcqvgEtHplzVUC6LGJMdlKiAH/LT1ryB1TVe2+Mno4fxx1VORK5evaJFlL7FpZvwU1Gf+OQn9BP/xr+hT3360/rA939ADz7CfB07ounZaU6nK3JegUY7GM22h919992an5/TuHnT6d/SV5aX4acdJUmsKgr3FJ74FN62PDtF81EE1wq+GqgBXxeo510km+tyuSynSI6OBiiDBin8XaD+VQyrF77yZV18+Xm1NtfUOLSg6ZNHtXBoXlMTYyqniZLYyxTslDUYsZ92mKseyqXsco5+DZg1ZCOvrD/Kc4pWrpRVAsx4KFSq8klBBXh69u579fG/9G/r/h/4AYX9gkoOXFy1rk6xope++S1d5sRs6tAh2emGkwOHBP70xIS3vaKDrIcZ1m7K3taHX1ucLOy0ehrSoIeXY19QrdTU9PicpjnpMAP/2pWbOvv6WZ0/fU4ri6tqbXXU6wzU7WbqtnMV0pqOHb1Xd518QMViTesb26wFqZBUgLLSuKRSsaqx+gR8OB7WSo8134MWA05z+jgjzKnRwrExRCAkSaQkjpVnuQaslR6OhxbrZ21lWZs4Rnrw9BAnR5eTyDYOwBZ0tfm0k78OPG8OkC7GaJtyOxiTHesHA2bAnm1xM5R78GZOmoF9nKlHH32gR/oQvcj412Sf8VIVw8DmPYWHisUUHi+qihFRLddUIbS1VuBkJElSFdJEJeakgjysVEqqVIqqlAuqVMtqNusYHRPwVkNJGmFL5ECmHDkY+URxXFCSFKBRQwcOHtTE+Dh5uXL2zQi5ZWDrxjmn7/Vl+8xeH9ab5yXaB5wxBEcySe/wZnOiZHiyYdkQQpw0nzHpA4SEHc0NxYBJtHsPCcorcDB5HkwcD6tsCoXsojXnDE17eSuw0pILmmdGKC5LM8iIGxB8h/sWPrvlrLasW/p2jogBCbkDSfngqXaOdBaXTbJDsMjyLBTpgGPyRRjGGB62VYsLOtBBljlyaYsUOQSG1RdTQZsin1uGVwgpsxcS/T3dzjkZkxk4R997ICe7nBuFFg8AzjkCTChxFubgtb6+o4uXb8i+HzBkM7VNwLwFPRaYLbZhv8vC7mLx95QjAHLmXhlzkBn2odXd3sQQc+0pNaOct3taXdoADymT7MjD825zblm6/crzfES3twitpOVbuAfOuVt0Edg55+Qc8yFwpA2eIiWALQ7rFuRDH5bnKWfgCJ1z4iZmObl8FClFgCyyKX/pc5/XtSvXVEHwZ9BlwNromwcR2vTWttS3L61B7wIbhA3LmWCA5ocmZ7Vy8bKe++rX9OE//SPqTzR0s7WpDgaKfba3hMJy9YUXODbvwJnSrbWj0TXCx/AajSmjvxYC1LyTURTLsYn1EcZD0qHcqBJPGxPcqAhkIlGfQVtoIOJiPuxEUuDcQzh38VLv0XYvpJl9t7W47/XbRE1WDOjDADFKT2DmrELGw3KzME7rx3gog8cooci5gC+ZoJWDtW4Dce3NH9Fwe+cp4xRFiUx5GrBJJGyiLvIa0q5jDrXvMpYweCPJvxG9FfNyzr0liHGJEY3gVgVZso0nh545SoV2y1h8BDb2EXjKGFiZUfl8X0MWdTy8cmTQ7biKNKMU2dYhOIIkL1bfwNonn/ZzKhKDlJnyLA+hffTCFFoqoFhl6rHGe2z4cRoHT/kYG5voOmWjLLKhCmJHbK4GBTzFpqym0DZNU1VRwiOUgRjjxBTYlPQIfhRXgfr1RpMNuSLH/MS75Qw7sJEpvjZXdgIQlAEUxcsYCi+99IpeffWUriCjVlc2UV43gE1OaHtq7QxDuLXZ0Q4e1G4nQwmPAvR6GUpPD+98l9OQNu23MRYGiuJEnnWYFlI1MZgmp6dUH2uozKY/jhFlRsahg0fUwHAogn/CWIyfjEYDjLFCuawuCub61iYyc0ctlBZTjEYw1Dae/qso/BcunNfly1eDM8A8+1dQmJdRcL2PoVNdcZLK1uw2MsJoWKnUVCyW1UPRM2V/FS/9EjJmC2XKPJw7GCFWZxov6AJKfrFclZ28dpirHZSqVRwdm+BkeG5juNhcC14wj/0YSraPInDbxuAZYw7KKC+JjM7dXblhHzG7duUK05tj2w9hKill/LZ2nJzs9sgVL6+EdWXe1jiKtbm2TtlcZXOwoMhF3qvZaKhaqWhhfkEwGQbgpsyDP+zTLg15F4W5SOI0lBuyJgMtwLtHG551GqGQ59A7tzx4YXNzUw6+mWAsjz76qD71qU/rT//ZP6OPfexjeuTRh1DE6mFMpfCxmjE1mk3ZZUpqmiaanZ3R8ePHoX0FBa+qoAgyvk0M0iVOga5fu6odFOwc+VxDSS8g420dDJgPR1rsmTeUyCp5Hjycc3KMtQqf1BhvCn8bfjZXmxhoOyi79alplPEzunDqrH7up/+h/te/+//Uc1/5ivpy0LYk6ycGSZQqib1DrMkY3owAQWtbvTkywzmnCJqIa29ekzRVEYW2XKvJMQ+5j5VWa4oxYCuMK+Vkylne+JgKGBm9SlWf+/mf17/42Z/XIEnl4H+GJeX0wu2ck/eRjMdK8HhEvBX4ak32D+6E/Bjj9GiCNVOGxsYHGuayjyZlOL12Nlq6zJ52/eo1Tu02Ay3tl6OuXb6ipcUVjAwnlxVULjZ0+OAxfd+736e7T9wNDWoqlyqqY4iOj08GmVOHxsZbznl4MdMAA6LHftZpd0PceGLIftuHV3Y4mVpf21CvO1ASpzK+7HW68Ny62vCNGSU5xoNDNjpJXi6UiaBZ5GMjubq0b99vsY+aka3IexWSRBUMgxp8bAZECs9nrPs+BkoPY6aH8WF4lJh3O2GsUK4G/SvMSRHeSW0OAJN7BcI0KcqgYN/hAEw+VqoVVWsV1mMBSFUqRyqUnHw0VMbpVo/x9ZDHffQygy40KOBMazTGKFtFXpRk09cFpz5ry5wFA+gSeER2OXvcAk8sZp5vS7UXeC1YCD6TgBx9LMPJNwJkKvXs494ZPJAHGNBvn1TK87zzhp2g9tvkgXAOjOo4uFsa8I7qHOIZccs3cC4aFePp4ySWj0cJNvlWkPTbbudceHeOkBssYXBLyuX4y0MUxJzFDCxhP5Dm9t6J70XfMsxp3kAg7t4A6ttgyCFNEGIEon9Dy0KiIZD3ymxWxBUyqUxUbPIWiDSv3TQSDCNkxF7sVttGLO2Vs0IQEeSkkPZGfX2vr7fsyslHjIKxZDBPYl6bONWNm6taWd1RnJRlzGvC18AEaBfls2OLDG9Dv99Tn4VnxonNu0GGkm2LL2ODyFCsQkh8iAI9tHfGb2TQvisnzVg5AHjsy3rLqJV/y4y3SXTOybk3IEKARj6RI7Qq1l4eJK69vXNwzoXCMQrTGN7Csea0zpy6oCe/8jW8O9uyTbWDwBPFIsrGvaGaxbK2USBaO1vypGUIaDeUPEJyoTmh8xx5f+1zn9UP/fi/Lofys9ja0DDxmkQIn3v6GW3fuK7hzrYScLdxGO4BCTqhOTnvYa8c/s61gvBdXVlVzNp0zss28/wd0JcGWBjMUg7AyRkbvQm4DvNtc2ypoz7/IJ+06gCatKcBUXrPle+m27tFcxaa4TFA+Fpo6fvByux/H8UdYhM6QzdTAtocm8dsJAP418aXM0bJZJgPxff6Dy/fw0cOjQ3e6OLte377HMnyDKydvXCUKjkpQCikNy7rN4x7Fwd7N1pkrFfvnaIYejirLRVRIusoMKaYnj17Jnyk5SZeZvQM5dAUya1Gs6kkTfCoX5B9KddTNzUas4mvr6/Jvs+R2FpBUTQlL/I+KA1dNuwh82Dl6/UKHvKmGo2mYtoyb2Sf+t7H8i5GF8sFZlqYO6STJ+5HYTmpRm2KvIK8UkW+gMKCsjJ5QDXSk6Qq54ryvqgkKSmOCeOCbBnEhHNzC2o2G2zqQw1Q9EwGmTFVw1s5MzsrO905cvSYplAY4zhRl43flPgNlN5FlFP7rsPp06dkHvxLnHbax32Wlpdkpyk3btwIHx0yY2kb46PD6WYLRVZyKEV9aLTEicyaeqyrNEllSp39ItRzzzyrs2fOBqNgY2M9hOKy+THw0K2MMjM1Pa2Dhw6jQM+KKcTg2gK2aWdHznkVUTTNwGgyL1OcLj308MP68Ic/rHvvvU+zc3M6efIu2RfWJafrGEb2DwFfxLnxwvMvyD6qZF8cP3P6tGyMW1tb0LOmKnSJojiwUpH2S6UynthxHcTwSRiDyf8zZ07rd5FhX/z85/Xcs88G2uxgQBj/RJFnPDuyddfFiWHOmT57yjrjFFcNxXg8yNIx8C8GaKDEmxfZOSdzPpojrE65w4ePyE4rHnn0Uf0A3nz7RatjzFW9UVdaSMExUxfa5qxt2996KGNJmoYxVFAKTcmrozjHSSKTI1EUqdkc01333IMhUqPvkuyK4dkIKDNWH0XMXRd+MY6XPHPRgyecjyjqguFmY0toE2TlyM9hNqs/OTuvCYzET//Fv6T3f+wH9cM/+mOyjyz+9r/4Of03f/Nva219VXWMXoeiWKC/mDYTwhS6yjuNdBdBu746GDFDFNA8H4R+I8oaLjl1XS4U+lzXzl/Shddex1nVVh9jVdAkhtfNAHryc5/RL/7UT+nM6TM6+uCjmjl2Utvs6QPWfhQ5RZEPY7P+nXNqsUaXVtd0AR63j9g99ti79NGPfkwLBw6EtdGoN2Q4dODv3k5HqU81wX526MARHcFobyI77P+NWYABwQAAEABJREFULC8ugXuXE52SqqWmatVxTU8t6K4T9+kwxke1UtMQo6CPcSfkfOS8bPzee9KH7Kl9ZEZPfXjHFP2+4YzyPaDODmvMFO7jx+/Rj/3oX9C//Zf/KuGP60f/tT+vP/5Df0onGGMfXhswX2mShHYLGARF9mRHPxn9iTBKCkowfJJyRY54hs6X55GSuKhqqR5OYMYak6pXx1Qq1lUq1RjHmGq1McoUZHxtxnmaJiqXi+SnKqSxCgkA/5kBZZDGCWkFFZBDsU/k0EFyE6hZLpuDLO+p1d6AL5ZwrNzQysoSxts2OllfPXQJ+zjpNie9LXSM2AwZDJDNjS1dv3ZdXdKcdzK6xVEk55zsssC5Udzef38Ao/3+GviuauesaOfAHTpZRW+E7rMIMlvgQJ7nIptiueXLXuxdu1cGczvnw5vVCQ3yOqr3Rsk3YqHoO3xYn9QMyBG+VS0rsi/dxmKvFu6BvZs0t6LOjdpxAkmNrpByK91RlJJ2A6MSPEMhtn8YKTeALjbGIZTJAIsbUPIP9XbOybk3wJgzMub0kbbx1t1YXNYmx6JdjkTtYwodNkwzOtqdFl7CFkzf0WDY13B3rjMEq8VtLg1y3kdgMwswbgjEnSFLDHLCnPd9xLLoHnzPqeEk7vAIfY5wsSjTEvAixaL6TlfGvNqJxhB+HroI5dbrhedf0osvvEjVHCHZB3p0l2vY6yiC9w8dOqjOJgoCm0EJT06K4BGCZIiXdp5j5cXXzurpz31BH/+xH5Umx3R9Y0XVRlU9PJidrQ0Num1lbKhwlphGRZEXcpm4lw1rgPEX+UhXr17H07SFshXJIYRsGhgcdxgp+L31bbmZzS0U2IsPUAyZViq4MHdE3ua2GpJz7k2gb3ONau0rQEJuCBOaQN7LcW7Urr3n4Ogo43jZA6Jve2c2VxgrXYy8HTaplE0gszYwOAh261lLEXFC+oYEozjPP+q30SuDHhYajPC1QYxio2fOvEje+cAHVt7Sqca75CTynJxzyqHXAKV/OOirzAnd1PSM7ONRpnB24OXt1rY6bPx98k2m7eAp38BbbMbJED53jnbgu7SQag5F9/iJk6o3mupSx5Rsc1qkeAftux32azW2QaYoteMofw0UlQqbf6VcB6NIOZt/mpbVbE7qoQcf1/e954O6/77HdPjQSc3NHpSyiI0ZT7ti2cc+lCcoFhUpj7XD5ry5sa12q6fIF0J6udxAYZ6ivSaKQTnw9DYGfRelpMOJgQePKkpQGaWiQL8Z+0mWC7pEKqGomII6PT2nhYWDGseQqrGODx8+phN4bIuFktY3NrW+vqEtFO4OSpvtjzGKRhFlPaetOEqUJKkkh0G2qZs3l3Tt6g2Uhhu8b+jU66f05S99Wd988pvET+sSnuMllLZN5EYX/CQP/hMyA24VhfAmRo7BBvTvonQMUUDts+ktnER2cmCOkYkpxstp1TzK4jjh3Py8DqO811G+g/xGbti8mWPJ8s1Qse9HHKB8BUW9wFyZHLA+ljC6zNBaw4mygxe51dqRc455yjhdytgj+rJ0O6ExvOy7Kk899aS+9tWv6honCWbI9KB1D/7aZi1ubKzL+MbevR/xZprGqtWrmpyakJQFY84+4mU0tI+xzWIYHuPEwnjLcEtZz4af0cjA6GJjt36Mj6PIyRTBGkZLzFw4ORUxqKcx4GZQ+M3AGec0YHZmhnk8oZN33aW7gHnoNIExZLLC1lUBB10RMOPCcG1jBHTgfTuJsu8BmKE8RBFOkkKY41qtjlJaVQ9jdevaNeUYcQn8NTM7p4988o/rr/5nf1t/8+/+lzp65Ihy+CVFiWS4ilijHpo6l8s7oZhm0NdWGrtTnqOAdpVQtsApo+FBMcW0myHj7GNFGcr5F3/pV/QL/93/W1/9F7+kz/7UP9Qv/u3/Ur/63/49nfryV1WKoUe1zGnLUBs2BmR8p9ti7lry7GRJJNqjYwT/NnuVzee99z6gH/3Xf1wf+vBHNDMzx4nRSVUrDSVxSf1OT5cxdhavLSof5JpjfZw4ckLzGFxT4zOam5nXLGnNxrgqrOsh/LbBOtnihMJgeWlFS8AOhgviAznR1RY0WyFtDR43mh2YP6CZqWn21L52oGMXvHvshRmLc3xsWu959wf1qT/15/SB931Ydx+7Vw/c/ZDe/fj36UMf/Ij+2Mf+mB65/yENwHORtTZsD9UsNdQoVlVALgjjAjVWXU5Ge/2cKYgV46xI0wrjK6pP+sbGDkbAhpZwzm5yohPh7KiWx5QmVXU5XbW09fVtra5sBHm0sb7DOuiqhezZ2mqxH29z6tJRnz2ox57fI+y0e9rZ7mhjbVsrS2uyj6UZrNNGizpdnGTb8MUaa81+GGJ5eVVra5saDDz83IQHKmrRziry5rKdJi0ty3jT1oSPoqCnZW9scNq7nMmzvZfvOqTyd6hja+XOIm+VdmeZ296N/0eb8CgZvt9rw/sYDiXZEnwUIXiGLBAQs5GxuMnihoGJm3fMwAQcbZCOSMETbpEo9nLOyolQd1y0d0eKvXrKO+co7+11BKGoG8Xf4hmydzun6qgEi1wywSmFcVIoFLGQBGvNwMaY8y7KjkBcVmgEo3ySuC2esWjzW2A192DUDcX+Fd9OEfMXJSkLzbFRtoGOfMw7G2RmRPBOLvIBPHNk5Z0fzXkfIdfF49DFm9QjHAwHYROHGoEHcqsvrlECadk+gBZ7+RQJZLXwjUh4+4N+OCcUkEgxYxIvGULLlCwQoytw+jb9O+esCuX23aQZnWxD2kEQ2k9efunzX9C5M+fkvdc2G3O3N1ABGpflVMSrMXtgHoEw1OKly4KyCK4iXpGSii7WIQToNYyXZ/AYfuLH/7yihWmt9loI875WL5wXEhBUoTOnSAM2iyjyiqJYzjmZwmEbH5ys8+fOq8fY5CPKg68D3uFtVLCiNn8ZQssgh4+/XRM5FRga8y/6owXmNt8HZN92W54l5LRLBSqF25ICoGtKdOgco6Edm5YI+WJC1TsP3cTlCJ0i3gNQwTkn50bgNboMNx9FIb3PeK5fu6E4SuRdpDhNaXrUh8tG5SWraRCRYCHBO7qtAevtHRX+QymUQzsD62wPMwstLTfay8lBP+0S3MFPgY8wKIyvmUmUwpaW8LgZLxv9Z6Zng9KNiIC/t5RCw02UhFU2xwLKdZKkgRfrKF32U6d3332vTMHd2tqUnRRsbXPiRz+mOJviZJ5VUyzWVtd148YSyk9fDpzM4LHTj3qtqUZ9TLMoLwcPHtEsJxV9tIRVFJIUT1+zOc6y6GtleUU7OE9sWKa8OAwR7wsMvaAoKqtQqKnRmNL8/GHNzR2QczHKwGaoG8EPtk6Nh/s8NjZb2tnpKopSxZG1EbNmM/koVpVxmeLYbI5pfGJKx46d0AIKenNsTPYdjSbp9caYZlC0xsYmUQQKjGmA8rwpUx46GA/exeqYQoIx0UN2FqGbjWN+4YBK5YoqlYpmUU7rjYY6KLY7O60wD10USlsvQ5O9xNfX1+WQM+Y9b2BErGN8LEOHLgpWhnLXBBdP/g7KyxBKmKwvVaqSc6zVjKby0JcZIkc5Mbj3vvt01933oFSeCJDDP6b42GnO5cuXrJqOHDnC/M9Tf6AbN6/jOT+tZ5/9FuNbV5OT2in7x3S1msagR7PZlPORTHEy5TWO49CG4VQopKpzQjE1NSPzPA/Bd8C4jJYPP/KIHn30MearqRQl3ua2zdyKK2IOUpTuFu/ra+uyn3C+jvF1EY/8DQy05ZW1wAc3btzUxYsXMHauofy1VcDDncEYfZTVOAEP2oIA6mMAmQHRQn4naUyfDdU43UnTRN47cCsgIzI5yhcwwJyDdsgRM6wWby5qiT7tFHWIPN7GkNpG5q+vr2OYd5VgpBifb3Dq9+y3vqVnn/yGXn/xBb36zNNqbayqWoihU0ORl3oY8zltZBiOOWDtZdDD0bNzPIEoTlTj5GIK3jA+NF4p0IejgRz8HPgaVKtlPfL4Y+G7Iys3rmhzfUn18YaOPXivDt57QlmcYehe0OLSVQ2GXcWJU6HEeCN4Ql1a6stxHJ8hB+hZ737iPfozf/bPBQOi3eqog4G7eHOZed2Ath2Z8nzz+jK0WFXsimriRGvWx1Up1lWIi2pwQrAwf1CzU7MqMw+J96oWi6qVihJ6wxAwnh+DH0rQGIUEBb2nQpLo6OEjes973qP3vfd9egyemOfkqIdR3UEpd/LKOA6KooIa9FerNOkfmT701B/i8MtUx9C569g9+pM/9CP6K3/pr+lTP/ynNcmpxfrSqjZR8Ic4WX0Ws8c6DYgPOkP1tvvq7vSVDZxKGBZTY7M6dOC4Ds4dUZ2TmmHfqUN+tzVQj/ID3lusZ/v45ypGxBbO243NHU41N1nzm1rCqFhcXJUZDevkb6xuaX1lU5uE9rE0+9J6vzPAMOlqY3VTa8vr5G+FcAk6X0cummzc4FRj0Bds68O4YWfkQlfrpHeQB3mWQRGnjLVkfD00YSjJ5ZLfB06jy9b3KPbWT8s32J+LSNj/Ci75PsiIZ7fl/15f9nCkQW760K0U+TYMuNNqIVj7ylF0GJsyG2XozYen7Wm2GBzLVy6Sd0wy2A8R8A6BH5kwCiUl5yhFI9za68bqanTd/twrQKpzvOwB73fezpG/l7gvupdkw2I6DcNd2E0JYzJsxOTlYfK07zJlxYOpNWkQKu/lZ7TIOLn3Uv7IhTm422aUpCWts1DWseqLpZpKbH4pAqCEYDAol8sqlUoygR8zX4KeOUzdR2D0WAk9+8I5QnOIwMyygXIzKMmXhTJmhJ4sipyVkhNm5OVGW8CI4pyjSScegL5nl3NOEUI6jmIlcUo8lvWZa3euwMfwYgCk2O3IZobdGyDBo7TjSLO5HeDhKuOhXby+pHK1qkNHj+jVV19BILdUrdboAyHBeJ28coTLkFOk8fHJkLd49YroGcGfaEB6QltHxqZ08aln9bVf+TV98i/8m9oul3QFJeu151/EIzNUTr/OGQ6CslR3gHIZTT3pQzTC06cvqFwqy8aZG5IUcS4UJPad7lzO0X4uNqXduZNTTloE7DanzNM/TeYA2bc1an0a3Ja4+2LpNB3eRnFTiVgsNhprnPZG6bRvvGJzQmnPZkWXlqiMNItH3ivyb4CVcY4GuKly6+7Dl55NzDa3DU6O5CIN8MwJRLwfFQ7juFXDImRa8P9HcGtEu5HcCMD4nNHAMcc2DfZucfJ8EilKPIpGB3r1oftQdsrhowjl8wCK9gQbX0sUV61el9E3wZlh7zYXYp7sY1bXr18PHswyCrWVM2V7AyXZlOoKa6aInOmjEBaROTa3KysreDaHMoW0yomCKfCTKKiOebt44YKef/5ZTvWuampyRo899oROnLxHCcqoKSPreP928JzGcZH8OR0+dExHjhzH4DioKRSf2dkFzcwsaGJ8WmmhLFiMMWUCVeUwNSINZb+rIgrS5OS0mmPjeLJ/llkAABAASURBVBcr8j5lrD32uqEi6hXKNYnNbQuvbbvVpU5PFjfD1j4uMj4+pYmJaegypnqtSXwmKEfW94GDRzWNITUxMaNCoSpP2w0MqHK5GvpqNid09NhJHTpwGK8/HmPzvI9PyDzzRr8isjhJCqphBM3jCTY61Rtjmp1f0GEMA/v408zMrMyQMQPGHERtjJcOyrp9POzmzZvguoU86WnAgPvI7rGxMR04cFDTnAJYH3b60WJv77DH27xVqzVZu0eOHtW73/N9+uE//if1Yz/2Y/o3/q1/S//OT/4VffKHfkiHDh/WPLjar38dPXZMBw4e1N0YMo889niI2x4SRZGajPXIkaOax4i0MTUxkDbwgBcKqY6eOKEi8jTFqJxlbMYPS3hyNza3tL62wQnRzfBzx6++8qqeefoZff1r39DZM+d19txFvfzSKzp95izzEsn7GBncxUu9pgvnL+o8YIpfD0dQNsy1zWmY/W+QC+cu6NWXX9W3vvEtPf3kt/Qa7b704kuy9FU8zBfOX5B9ZG4Ho8I5LyEozOC4euUauCzqxRdf1Fe+/CVwOiXjvVdfeUVPfuPrnFg9qd/9zGf0+c98ThfNEYR3e2N9S22MwimM98h7Zeyd25wgrS8twe8DIGiVcj6SGfm230pOOX1aWgGeLFXqqrBHVBoTKlYbMmOtj/EEB5sElWMtl2tlTcxMaubAnB554nE99Pijmj88r1KjLJdGqjPXB48d1ywnR/VqBXqzF/pcEcMDLbocgksbg2ITnSdHCW/J/ofNL/zcz+qn/9E/0j/5x/9EX/zCl/TqK69rEYOj3e7LuVhLi2uM9ZKuXb6hZU4Grl29yQnAulrbXZU4PZjEsXbi6Em9513v1kMPPKAj8Mu999yjd7/rCb3LeGThAP12Zf+zZHKsqZPw2sOUm+fENQG5aqWqCXinvMsfkU80wOPfxhja2m6h2G8Bm1pDBvRIF6eePYwJ7woaa0zpxLH79PGP/bB++BOf0uG5o+puddXiZKLLqcOQ8jmnHV37pS7SNYg0Vp3UEQyOh+9/VA/d+7AeuO8h3XvXvQGHIXt1ISlqYfaQDs4e1iHaO7RwDOPsYPgI2fz8MS0Ac+QfWDiuw7QzO3kgfAG/WZ9kf66qwNovF+sYR2MaI216fE7ztDU3c0iTxMebM5qcmNPM1AFNjM+qicE0hhyowAM29p2dtlYxUrbBv4MDeMA+N8hz9VjPDj6I45h5cfBsDg+NQFwUCe9Ew237ra2zO8HKhQK7DytHY7tvxO4scCvnjYhtNaN6b6S9EWMNZOAngzdSv1PMF9goDGKUOGnXu/qmWi6k5KHxGM+RNBw6RVGKMg/yJvHFNSpGAvHdAbndNOecPIR0gIWedxfakyyNp7zz8n4EzjndeTnn5JyXcxbuz815ydl4cpnSaUQKKTwMDWqQP7rtfRfBUYLcbmiBk9tt396oPmpz70XOYn9kwClnHoYaooD1AfsYShwVEUJVRWxqCR6JBEGX4o2L06KSAAUZM8cRVPGSfe7WJhHKKUe5zjE0cohkQILsynhklkd/oRziMaOcARhATqPUHlD429zOOfp0b1si3+37rcL9lTx8EsdRGIvxTY5gz1AickBiYIBzkZxz+6uFuHOjNBsLyIdhuihRh03EPoLw+OPvChvS2dNnENqZktjLFRCQcaJ+JEWRC5+9LcYxgmRMm2xuSZqoMTkml2XqYwCemJpV68IlPf/bn9EP/5t/QVMnT2r56lV1W1sI5W7gK+dc8NYZ5Rx854EY5dqRsLm+KYtH9DE0ulPWeRfwf+Nx57sYC5V3CxgNs+FQGTgZr1j10Zgl526va7Xs+xi5Z0bJYnnr24G4RjyRydZciBuP5Hnoz/oOAO4jYzYL6UOM2gygEi0o4OFBLIq8vPeKwQtRq4j5BA3tXZZvfDtA4Wi3u0rTNMAAAS055kkyuuHwo+4orv9TXEb5t0N0HwWIOsYZwDHPVIHUIRJC6JxD/8zWJc6BIfOe4zWrVeuanJq20urhUUvgJ1v7WxvrunLpohbxNK+uLGuA0ZCmsZIkxkFRVky5a9eu6Mtf+rw+/9nf1uuvvoRHfA0Dpi0zAhP2DcP8BvVfw0i/cumScry7ZeSN9dvvDzXEazkYeDmXwudDra1u6MLZ8zp3+iz9DRX7WJsYL8PBEEMC5RxPaIRDYQcF2wY2jxL+Ljy1733fB3Ti+F2cmMxpbnZe9foYm35FVbzyTRSwIsaQi7wi1qcI5SPNo4AvHDykYrGsiLU9gBZdeGWLtp997ln97m//ts68dlpShLFVgx2dhshQ5yI82JOanz+EAj+HEXBcj7/r+/QYitY9d9+v+x94CAViAhwaGp+YZFwDrSwvax2PeKfToT1pGoPh7nvu1QKnKJNTk7J1XMAxNDMzr/GxSaUoOwWjU5i4kQwweg+Zs0a9IfvJzSmMhwpK2g4nHZft15+uXEEpf0lf+cqX9c2nvkl/G6wnqYhzwmi9gcc0Z83MzMyBW1OOcdh7vd7UBHjeBT7v/r7vkxkmJeoU2RvGxhgHxs7YxIQOHDysw4eP6vjxkzpx4i7GfUT2PZIZxnIMA+QgYzkITeuGH2mHjxzSUU5YxsbHMKaasvVYhCc8tDdesvbL1aoi7zEQtlGAt+WcC/FzZ8/p9Kuv6dmnn9bXvvZVvfjCCxgeZ/TKyy/ruWef0c3rN3Tl6mWZTPFRpE1O2C4x/lOnTunChQuh/Gc/+1n97//sn+qLv/u7On3qtMy4MGPBvpvyy7/4y/oMcvc3f+O39As/9wt66hvflP1oyC/+wi/qf/mp/69+9Vd/VV/60pc5aVmRycYWPLG1va1NDKOb8PPa2nr4eNyTTz6pF599Ts89/U298sLzmuEE7H0f/LAeeOxdKlXgGRdpizo9FMYIHuvDx2K8gywXU6GINWRgtIkZR+S98jxHid/RGoZjiznLMKIGrJUuincHPBx1U1uD5bLK8HW1XlOxWlGxUlaKA6vMe5U5MJhkXifhpzL7e0KHRZ9wwlBQGqdy/Fm7J46f0Kc//SP6PuZ+itO9JgaxKb9TU/MyQ3dsYlz1ZoM1UJXpCj6KtLy2qous56vXrqmL0So3wnvI+ilhMJsxX2+MK02KyF2nmDVbJN0zvjaG7jJG5vrqOoZ8V31OAzcxSNucbvQ5Kdwk3bNHL8wf1vzcIc1OH5Ap9lMT88jvREs3l2TfRTmLMWm/Mnnm/HldunJdNzht2NruSciStFhXoznFOp1WibiyKJyM2ElH1s1VQAdq1pqagjYGDeIR9TI2NPyrOB4oU6gxnwuanTmo8fEZzeDImJ09gIEwh+GxENKbGAnjODfm5w7rwPwRHVg4qoMHjskMiGoFmpXHVKs2VA3QJN6UpZdLVZXLNdVqDdU5xanXxlUizblIJtsWMVSvXLks+8W9K/D1Ik6albU1mWzq9HoaIMPjJFbko8AvubgcwA37hDQppIZ4Bs9YOtnf9jbe26tnBUfvFnt7CO3S/tuXkJxDuwgF9Y4vn6YFJYB8LIPcRaIlvXE5cPXKQ+NOGUQRSh17HIMWRSO5yBMBNLqMJAZUlBw3GsGegiuU1hDXqAS5sgvetkCOiPNezkJH5ZBqDytvYPH9wCIHmdzwssHfAsrsxYmGpsI7L7u3J/Tgpl1crDfn7EkGAS0rQ2kzsPheOQtz8in1h3Y75+Tc7SDo5Fn0jjnr4m03q5n9VRFzGSN8oiiRg3lFOUWRxLuPE4JUHgU3BhLAhKKBcy5QIoNOo/G+eXhkKeQTyQMYNTBNoCPVZbBXy9pAxggn5JtA3u0V+32EjqF5+oQ/YY08LBB6BS9xOefIc8Te+rZxDIxglMsolucRnrPTQUiYl888i2umlGVDrXa2tew6ahWlvgbyw74iFLkant5qvaIbFy9oe31daanARlFSxmY0U2nq2ree0wu//pv6M3/xL2qj09PS1etKmAu6w9NFO/TNCAKCYM40RWpRbnl5SWbM5OTDgmEcTi6UGz2cyAK8eOitL4hChj0zHgF4WD8k795k7MbCumQe5ZjPwAlijVMaeo7mehQfFbd62W6pUYo9LTWEe3XoL3wGHWMj11C50y7/CLThN8oR01tdTu6NZBrm5t0pZsMb4q0a2tyRGEoRkhnugKvANbxJIzo5Qqe9642YpVhlG7PFvxew1771sR9IBzmnN/+9FRb7RkQNK2Epu2CEDSCWVhSUgThNUUxLQSkc9Ad4j1t4EtfU7Y4U5AGbnH2e3MNgJZTGCL4csDN3ex2ZArG2vKj1lSV1UCa2tza1tb2pnfaOzDtrXQ2Qu4aIc04Zc9FHiTIFeJsTBMfCT1G2nYvpc0vXrt3Q5UtX8Fpf4LTjBZ169bTWVra0srSmK5evaHVpVQOUFC+vSrmqw4eO6nEUvIMovDUMjIWFBR3EkGhyemFKeo/xDDFCvU8UI9NMjmWs0w7Kv0e21Bp1lJOxMH47+bD0HuvVnGzTuycvsCboe8VRivJQV4l+myhU0yiY1WpdBYyDFAeOl1eRsTRQ0IrFguzXps6dPROUZXNU2P+j2MRR0ESJb6LsFAslDTEiUui/ubmpG5wWrWOYrK6u6JVXXtYXvvB5ffZ3PqOvfOlLeuH551CaUa4uXpQZGBdQrG8ic14yr/s3n9KzKLxPP/usrqEQ58rVbDZ1+MgRHcHbPT07wwnQNEpORQM85tVqVTa+er1O+hTjb6qAgVGqVJCTEbIlUYQyvHjzhl7Cy28GQM+UZcY3AN8e/LC1tSVTvu3kydbR7OwcClRNpgSLa51xrIDf9ta2rl+/phWUpnPnzuna1WuBL5aWFvU8+H4dg+LLX/yCvvKlL+gZjAkILYQJNC6rwdzUwNXG8q4n3q0PfvCDaqIAz8zN6SCnKNfA7/SZM7py5ara7bYMlwFK7xKnCmfPnIZ/ntO3ML4217Y0RA7swG/2a1UHFg5pdnpeRzkhm8dAneG0q16pKzPFfqer45ya2f9sGTDmFJ3Hfu41YX7n4bH3fN979eBDD8sMxonJSS1w0vMARqZ9D+UgRtnE9KQOP3iPmofmVJ2ZUKlWVlJIlKAgDvpdlNmuwidFHETijhPbe73E2ohYV0maKklTeDUmyYH3QH3oPYSPixgOFehRwrCIzPEzHCjL+opTr2qzpmKtqph9psd6W2RfWF5b0QbztAzt2/B73kemDGizB4cQRlFBFRTjuzlp+P6PfVxljMMlHA1j01M6jlF53wMPEp7QMXhoAePePi7XGG9oZg5+mp2SGTvlakW1ek31RlNNTihMic5Z05sYS1fMEAbaOIDkI3XZr65fvqqzp87o4oWL2mY+7FRodWWNNXJOTz/1NKdGv6vP/NZvY2w+y3q4qQ7z0eYUZWt9W3lfKsQF9WjPfkHOfjL6xo2bso8bP41x+pnP/o5++Zd/Wb/4S7+s3/iN38QR8hkcIl/UKXikDd8rSlgZXogg6CblyAXBF33as/804Qk/AAAQAElEQVTRceXSZZ1+/XW9+pIZts/ptVdPaRl5s7XV0k0MHevnFLifO3dBlzFyrly5wZq8pHNnL+jU62epewZD9IouXryi13GanOF07vq1ReTXevhYlZ1YLC+u6CZpN67eILzBKdJNXWevt+9tnMcBefHipbC+L+HssfVyFuP7DP0ZvI7h/Mprr+s1DOtlDJAoSeGbmFOPTBlbhBcXoa1HRscLT/bNjEwC3pl3Ijn8YUAuabffOfn700fvt5e5882q3CpH/3fmj95z+HkU2/+0egH2JzJLe68+8l7eIPJyCOyEBeN9RNyK0ChBzoCs9dw5DZnUAUrXACFvituQ2bZ6kq04T+B2m7d3g5w0cQ3lUWg8bfAi55ysXgDnb71bnhSNgt2Wdl/2BU7ill0W7kIOpax3e/XkWRj0KIuT56nkLc46tTzPwzsXrHbriiKSRXiKss7RGonWLlMru3JoYRMeOIKhWdq/MgC3jPkQuPooJohZfCOcbROWXcytYz5tTgNEkaI4CgIzQWimqQnPhE3JyznHsPIAubVt9QEPOOd42oAhXqBRzhOAHmTI6Oi8kyPVkWbgIb5BRHgLyPchP5dzlN8H1o5EbxgA+g6QY83kCEIpkmOMVjfwI3jn9iLH08k5J4EXEW4nHrp1kZcLjKmfySNwx/Xa6+e0hnB9F0fHfRSV0wiDHt6a+x56QNW5Sb22dEntNGczKNEz3MLGUWFjr481EUSLaqO05fQX+Ugxwu8onpTFl1/Ty7/263r4xAnF9IfFgaLQU5f27TsLQ2iCiGFfzhV5jxd4Uzc48q7X6oqZq5y1lkMzqA3qTs4ZSDwlezqegPZdUIX2RgnOOUXkR4SjOXJyjjQJfMTIM0XgEEG7KMsV56N0mzP7Od47wQyTXBntU3B0Qwhu6pOoLLM8RoWxYYpsTrpzTo7+cvIGwJA0S/DQiixFzstOO5yzUgqX58k+LEfZkEyIuIF8Aw3YnMmW8bTCGuCNfJ6GiKERos5Ze3tgLVo8ZO17MIh9b3+YUcPGULwTRjiAVygwenNGsFFUt6IUYepkV07iCHhzHl6K1UVx29nclpjXyJOGnOhjFE+OT+j+e+/XgYUDSuIUHoiEeFbsExTNhmI280F3yOlRrEJaDPnDXsY8RbSFIY4SuM1pRRHlvNkc0/jklCanZ1Cmhmzqa+p2BkG5WF/dlH28ZpENfoWTwQ4OkjgqoHxOyD5yUC5XVeJUokkbBxYO69Chw5rAk1soFPCOb9HWEkrtVRSEmzLP9BDjZIiBs8UavXHtui6i9F5iY795c1nLtH+dtAso70t4FcOXs1HMzJttnukO3lvjF/M+lkplcDSFsScHXTLWlyne9n2DC+cvyn729yyKx80bi1pb29AqXtsVTmy6vSGe8g199WtP6vNf+KJOo0DcwMO7gpfcvltSpF3PHrq6vqGnn3lWzz7zvOyjW3ba8+orr+F9f0ovvfAyys9rso8OXb1yjfBCgNOvn8Lr/4q+8bWvy5ShVqutHZSjBEXEjKKqeVBrTd1//4Oc+JTUYzw9lFeTP83x8WBk2b7cYs47jFvOBdaw72ZcQvGxjxQ9iwf/q7T/+S9+ST/zMz+jn/0//rm++Lnf1bPfekYvvPAihtGreurJb+rr3/gGOFzQyvJKMFhNVo2MqQK8EUPrJRmdF6GzKdBmVNlH74x2v8Np0md+57f1NU5nXnzhJRlPzc0dwBia09zsgo4ePanjJ+/mFOldug/luN5o6MCBQ5rD8JhCOT7MaYrnlPnajau6itGWyUnI02KpIju5j5MCsrqpxti4xjEixydndOToCd1334N66NHH9cCDD+sYJzdzGKsHDh3SzOys7PTpCCc3R44fp+wxTcOraSFRAf4toviXSiUVMCplvCDJOQevO0KvLqeBpVpVlVoF59IyaZkKxFOMuiRNUPIrKtmJRBKbVFTGQsqUIZYyDThFD7RD5pnxVsWITumnhTG/jqPK/rN5v9dVQt2UtuSdoaAo8uhaQw1Zt0PkqPFniuGSwFs5+0GPfSZDBto/KHRDKfUpekzEKcAUYz2ku1jb06yn8xj1L3CSdANj8cbNRYy5S/DjZa2uLWtp5aZuLN/Q6vqKNjbXtLa5qnUMlM2tDS2vLus6yv8lDIoL5y/hOLip66zhc6yNJ5/6lv4lBsDP/8K/0M/93L/g5Omf62d/5uf125wyvfTiK1peXNYaa/Ei9Yznn3vuBT3DOnjxxVf1AvkvvfT6/4+7/wC3bcvu+sD/mCvsfcI+Od347supXkVVlZBQSQIRLAzqbkkIMNGBYH/21zY4tbs/87nbboOxu8GmDfgTMsYCjBAyTRvJQqGsXCWp6lV6Odycz7knhx3W6t9/7nPuu+/Ve6WSUKtEr7vGnnnMMcccc8wx5tz7XG6p3tTVSzd17fJNXX7zql57+TXgFYz8l/QyzvkrL72A0f+yXn/9dV3GcTB8/gtf1I/gvPy9H/gB/dgnP6k3uS3Y5KZqj4OUAY4zswX7QoVCDXpia2NDl7gxeQEn/vnPfV6WfX8F71Wch4ush4sXryDvL5H/edb7i3oZGl4BXnrpFb1CnUsXr+ra1Zt6441LlL+gL37hSzgjb8o6wU7VPdb8JgcO458q9DVATvrM5RHr0g6z59g6y+vP0Kd8hJ4ZIQutxBwX6nRq9vhSiJt8kONbWTtth+joltUbwZ5FZe+h4nHYIBPjrY4a4HOeqEtxfp1+OzTkg4RPvy5z+OXwYB0wjjvJ1aAC+dK7gNuM8RuvIdNHqweaK/iXN+WggDd5s6+KkA0CUXOEUJOvAF+weNyhQzOGLI2oA99YFK3MwJwG6bhriKWi68Ebo0EQRClAfrCoCJQcGiiJGPeQwuJiqhpFDCX6FkzNfRN3mKhqQ9a1UssnEEACaRJpWnng4zkgbULIEzTnPIdOA0EZNYhJNM8fLnZ7hyf0n9QZt4cqClrokp/7hU78xkMruAKxfU6Dhiw8FaFAYQWMIlsjeNPC19Y8NlA/BKfIo6IiWeBLpaLIkNtGyI/bKw/aKdFyDHrb01CjIQdKaDduSfIrvVSKFIqIr1SLKWuxld4b2vutQyHoZ0wtYzOIMCIpInTywAo1JB3aMXCcCkpF0hBr9ohTsKKs2ehu6bVX3lCPE8+PffzjnIBc1W1O8e6xSfy+P/5H9MHf8zv0wo2LWh/uqZ2u1UfrHxzuqepUWmCD8wlLH2fEfbT0b6flNNfC+5du6HM//lPqr28q/I+yDrcj02xYJc6FyDM00H7n7iZG1oGKAkdy2MrrzItZPC0TYxD1W/nxZzhyDK0iLBeNGhaq68JuFWnMj0SYK97HI7l1BtpFkpQXB3goiQhFjIGI/JBSOAIYv3VHA76GtaFG95VTS7qlTkmfVVGoALnrN14/BvCmslAqCjej5ltveiuaxTAiyAnkoqHvgEtJrcc3GuuK1viQRmVM7tXQaJwmuF9G3OPL6ZM65P2mfcfjfi/y2pNxMJQRctwARQoleC4ez8lwOGSDm5BP31975SU24zd0FyNkiBE9NdHTDLJeRsqnjssLSzq1vKaJqqu6qLmdQz+0gt/mfaua24XZ6VnNz85xSzBND5KNq30MgC1OOG1kLi2tqCw73JAcaGtzD+P5kDqBATvQ4f4Ap2NBrrMwv6gzZ87pkUce1xNPPi2fLp/mBLYuS25Bruizn/kMJ5s/ped/+TMYKVd0k1P/HZwoT59P+P2VnC9ijPz8z/6cfvanfppT8E/LX8d56cUX9Q//4Q/q//GX/qL+5vf+d/qJn/gxXb5yWT45Nz9G6MojnP7Pc5vwg//gH+j7//bf1t/9/r+j7/ve79V//Zf/iv76X/tr+nvf//3yf6z3Ez/24/oJDPOf+5mfwwh6A4N7nXH35JuX2bl5nKcFTWC0DsEpZHSe0+W6qrWxvqE3cUo2MH7KqsLQ25BPp/0VqkcefUQPPfKwzj/0kBZx2ErG27JWOhjBxus8h8urqxjoj8un8Oc4gZ+fX8g/TJ7goKOmboXBvMWNylWcl5s3buq1197Q557/gmxgfQEj6XMYfHYifhgj8X/+oR/S//R3/24e5yuvviYbQkVRam93D77ekG8vrly+rNu3bqFvRuifPV27dlUvvfQS435NWxikNYbv2bNn5P+AcnFxUXNzc/LtyhJjWOSWwHyoqjrzx9/lLxl3XVf5tmR+fl4+0Q9k07cwU4zB89hwYl1Sb2dvV9vIUIE+mJ6e1uTkpBL8HLG+7UQV6IjCfJLk+jX6FoUilw9GA9mo297dBMeWtvd2tMvN3CFznPV8ga5IoQG2zYD+9vf3GGOjBp11hKHoW5tr3K7YuPWYt3CoTc8Rxr31R9UptYoTk7q17FTsYJgrkmqciO7sjHrc1swDs8z9Mjcj/k82Jycn1KkrJdZhRWg+2Ci13DasxyICx3wvf1XLv5Pa3t5CPg/krzM5fYf1uQs/7AyZb2pHGhzuAwfa29zUDo7EAbdPFet9IgoZVpiTleVFWZ5ee+NN+RT9xVdf0UVk/zJz+9qbr+v1i2/oFW7rXnzlBb348pf0yqsv682Lb+oN4E3K3rx8UW9yKn+ZG40r3GJdxHG5CG8uclv5Gif9PqG/jjN+4+YdvcwtwReRs0v+q204GneAu+iAjY0dbbLud7nR8F/WPDocIftDbe8cIEcHOtgfcUNq3nRV19OaQv9Mc0tXdWq0WashjtaR5wkHejAYKhVJjUZq2WvryVr+f7S6OIKT8H6SdtOzs5pdWJQPPxaRxVluaLqTU4pUqFWoQM673ELWHHB0JqY01ZvBaV3U4sqKVk+d1ikOX1a42VvEiV1ePaVTp8/pLLdnp06f0fLKGrAKrGTwn7I++9B5nb9wQXZqz5w/Jzu1p8+e0yluztaQE9/cud2p02d1/qEL8n/I6TqG0+T5644PsfYf4SAy//W1Jx/XY088rgvUnWMsdV0z5kIJXTtij7Nusd4yILISo/J+144TcuD4CVCBt30AiB6/rnMcpV0r43w3eLDeSf13C3Mv6K53K3swL9dzhiOE6ah/oJQahjISc4RANPLAgs9wBmF+w58mtEEIBIzjJ4MWGI5x5gE5bWiNw20NOU6Ed4ytdZChseGAYMkCBogeXO0EUgT2UAsGQj7dKCIpokD/FEqOO7P1h5SgJ4haud2HnG7l/Ja4QeA1RITa5F41ph96GKHkypKswJqCOsS/2kmh6lf3/hprebMSk54Ye4Xy7tSlmuZIo1FfRRXyV2dMa9tCNwBLULgtC7vR2GE8Hhf9j2ddrkJq/LYwiFe5jAUAcgWhIVGYKDQE8UwL6QDcOvzxa4IWGgxffWOmjrGGUvI4aXtMg77CE0FdiGygvSE+UqiJig1spE/97C/o7p31/KPKRTYTn54OOK34O9/3N3Xhuffpm77zO/TmzrpuxZHamUklrsGFcqw5yZpZWtDG3dtqSBdTXQXzMuIqemlmQSVG1xd+d5Ff6wAAEABJREFU4pPa5RTRDv8Bp16+IRllWRvz3krgCorehkGeO7gRgWASQiqy6UFBOIHzPfeQT+rtrw3QIRtcgxIfY6bczY55499zkCOP32EGl+fIr/xhWlwr04gMig3QxDVqnG1q6bZlHQrWpAwpJQVjSRBcFIXKVLB2k3I6RW5nHBSTT9oRck1yM2JeFSrYRCbY1AuMEI9PPJZz5X4bCQFsibdZh7jlCej4eTBNH+A8LvhNF5hSwckxQN4xPxwEfCSHImrxEhESTFbDVAAYwhGhsio5Ta0x/IfyDV4irzfd0z0Ml5c4VfQJZ5dNeaY3i7PdUwVfR2z6DhcwZKbZpEfMrXldMmdBLz6csr6ZxOCewnGemZlVC967nP5NYET4Kxz+bYC/emRjeZXNfHlpTYsLK1pdPa2HcTQuXHhEdjyqik2WsVRssjY4pzFIJ6FnGqPa8PC58/rA+9+vJx5/XOfY2G3U+Ubk8Ucf0/uefVYffO79+siHPqT3U8f/L8SZ06e1xgHABW5OVjAsZmdn6HNVjz9Ge06/J6C5YBxzOA0PUecceXYWvN6m4cvHPvYxfeM3fqMeo78u67k308v4Zufm1KD7bATbILRhvLq6ovO091/+Mj4bjFsYhds725x+DjTdm9bS8rKKVKjPCabX6gIGkg31efrvUT7FeHvweGpmRhPT05qAn5PAFGXmzYg+IyL3PWBenN6kj9dee02//Eu/pM9wU+HfRXzu+ef18z//c/r855/PjsKXvvgFfeELn9clbn8iQovM5SmMLI9reXlFCwtLwIKm6BNR0cFBX7vcrtix8zoV87yzs5OdD/9/IK++8qquYMDewjG5hzNlGrZwRhxahnZ3dnXEGGmmVCTVnQ6yVLGcW4041Nm1g8Nt1KWLl2R8b7zxOjcqb3DK/HI+2X6Tk+27yKRvUDbu3dMWPNzn5Nh/In4bp8SOgB2HDrq2h3E2xw1Pb3ZGqS60j4Owubutuxjid9bX5a8i3b23oXXo297b0x63Pzs4Iuvk3bx1E4d4VyMG3ee2aAcn4vBoX7fv3tLVa5ezEzYc9tXFCO4iK1XdUVnUKstaBzgH1tVVXecT9Zb2DTd4wjhuwBfBesMh9BxGkbIWavn0ehlSbl1rg3rATfgQBeo1cw+a1hn3Ds6Ox335yiV48qIOcabOstdMIMs7d+/oFk7sFo5Au70jmKNdbvkK4nMptNAttdzr6PR8TxfWljTN3l/HQFOdpA7xAqflAP5swdd1eHR3a0Pb3nugu01JBWMtkXXf1BV1pZoDMf+epGb8vbnZbKCvnFrT8toqxv2SzPuVUys6c/6MVs+s6dTZ0zr/8EM6d+GCTuEgL+EwL3GjZIPeN0yPP/2MnmF9PvfBr9P7P/xRvf8jH9P7PvQRPfuBD+o51u5zH/qgnn7fs3r8qafuw2NPPqknWN9PcSP2zPue0wc+8lHg66j3nJ582ocUj+uhhx/Vw9xsnSc8jZ5Yw1FYQcZX4NmKv2rHLdsasJrhjFy+hpNxCifhzLmHdPahR/TIY0/q6Wfehy4B7xNPyr9bOo9eeOihCzn+8IULOmfcOCarwFnGd+Hhh/UoTsMTjz+R9cp5dMAyN3ULS4taRiecxjm/wMGCb9gefvgRPUY91z+L/lpGHywsLOS1tzg/jw6c1+IC7XDcl5aX1EMXRCA77KmWT+td77HKT8t6aoCs8HM4LhuncxU+xnlE3vE+mO84IviOGr+2JFS9R8MxXRFBeascOEoqHbEg93Z3sqJsOBEoilBCGKXkvUzBv5TByUbKG7pQhK1sDMAfeUGNGEVL6fgN6a1EziInh+/8aDG67ld2GyryKlhQESFewAUnLd+KB1kRMZ4AFriNDpIqMT4ighHkGhrHCsJS4lN+clHkFFWdQ5yRtuAz8ZGz+DjuzwFjpDPyfnO8RZFUsXFHQDc0T3YrWDBEsW5iaAwUEYDLQok5jROeinyJTylRJ5cRRoQiQn5axnoCdixAr5bJNoiyt4Da8CbXZZN0iEDcLx5HqPNreFtko0VpGuT5NRHvgiciyWM4gZZ6TW5reX2XBg9kcY6ihiE3AgdG7cLsKqejt7SNUu+gkK0M9g/2derUqsoU+u//87+ghTNn9Ik/8Pv1GpvGrf0dHanhn/JQp3s9LWP83Ll+jdNENolU4IQUnG7tq0f8Hte7AzYrf7c+wFdWHahF0cBTb64NJ3wvvvgqzmGwOY7pL4uksiiUqH88PfIzNrgda/kwNLL0kqDtSENwNeBt6cF5dhKTI4zX89gelwWtwrgJC2g8gUS/kZJOIAU1AYHvBKfRPRh32mDcDjNTiESEUoi1KXUwbkugKgsl8IuHIj6NOQf54yTPCderawwZ+p6c7HKCtgvqIQYBI2YcrmNw9C16zJNjQCcoGmXQuz+/2XKD+TgBEWfAevsTJBk/PCGiAvktyloRCV6nLAM7nIgfoOMrDPtJjNxscM4tanpqmpuOXr6duo0x9iono5c49fT3+28c/6i0Rv5n5mflr6ysspl3MCYPjw7vn8yOuw2c9T7rZVsH+weq6rf6t+OywEnw0vJK3ryffuYZPYejsLa6JtNS1XX+Kphp3GG93du4B4592eCvcdgHGHaWow7Gnw30bqermjF6LTjfUJYVp+6zWmFDt3FtWPDNAIb8PBv67OwcDkBPpl2w65ATbkMJ/tn5Oa1iTNkReApj5plnn9Ejj3AbkY2Nczgcp/Jthk/Tjxj3NobntWtXdAt+DQZHTEfLvtlXH8N3xGHP5uaGXnnlZb2BEW2j3EaDwXS6b0u312QfGvbQKQecyPdxJvrDQcZzcHiQ+Xj37l35dyHrGNGbGIr+Xv+bzM3zz39Wz3/2s9xofFaf+oVfkG+E/J8f3rlzR3uc4veND+N/hKPodW9IVakSPpcYllO9niZ705wOz6uDUYk6p99h/iqR53XI/j9Bvmn2WP1VkX5/oF1O3i0Xd+7c5dbqQOvc5vj26S4HKNs4CHZQHLo+TMm8Np6p6SlN49h4PsuyVJcDgwjkhXk9Amz8+2sqW1vbsqwV6B47d+bPxMSkrEunaD+FrE5wA9LpdNXBIZ1kHD3md3Z2Ns99j7QPIzrdbu6j7HTkr0E5XRRJkZI65JXwoigKGYboxoKygnSFLEzi7PV605oinGKdTAJd+vJ6muzNclK/o1c54d/d3eeWYlcD87hJDLdiGVTo2tDhUaPdvUNtc9LftqVSqtRQZ8DNotvd29jUrRu3kJ/bWud2YPfgSEPsjUNk4AYO3ee/+LxubNzRUzi+7/udv1P763d08Wd+SgVz+sipUzo/v6BzMz19+LFH9L/7Xb9Lvw0n+ZGFBT0yP6dHF2Z1fmZCK1XSKeBJeLPKGBPO3kVkZZ8bjIcxbh85c1pr7GVLa2sY3hcw3h/ROYzwMzbIT53RMmt1YXGJm7glnWGfO4fRvUS7OYzkJRz51dOndIYT/1M2olk7yzgZc6zxWQ7oFleXtXp6TWcunNc5DO+Vc2c0hwOyyHpf8y0CxvzZ8xe0QnpuYUlz9LV6+rTOYeg7/xTxRdbxHOvWa3dt9bROnz6vhcU1LS6u5vjaqXM486fJW9USeSvUWVs7o7W109RZQafNaaa3oKUlxnf2IcZ2QcvcWsxyuzq3sKyF5VUtAvOLy5qdXeAGcUHzS6uaJ292flnzwCoHJWs4GT64WIAXU9Mzmpic1jSh/6PB3G5mXj23P4ZJboGnDFOzyGCP+j11J6ZVdafUQZbdfpL2s8zhHHM2PdPLujLrhZDE5phYI5bLPmvDcpmQH6lAxtAcbUPYUnH8Zp0yjuZPpxsv6Jxy/bfqOsvlDg0u8T7p+D8zHCM6DqDxGONxJ85vWSHOdTwcAVJJrMZ4LcpCVjge+IiTUrJdPOZLpBwftx9vdCMGORq2igiNzBRqnLyhIGogOHm98Z/EWyIGAhkp7XXs0ORW+SMX8uGE+yea33G8pY/IdAWDbTMa11T+yBXzh5O5a0Y9bnlc/7iUbNo7QU1eMJkiZTwutElJvjISSYw3IuR/+ho/I5SffzQazMVEp9Z5TiDOnl2Vb7CqqlDpeS0qFG2pIhVKUSoiKQBlCCmCNylRHlEoIkk65hHjt9NRSMq5x2nRr8H9JufRf+B0mJEPCjjN8rzk8J0fIUVEBr3t8QxgIJrv45l4W+m7JUCjlJISkaCCMZgOb7wOyXrPN9ehdERffRp2p3q6fPWK/IPXPidu51G8EUllKvXUuQt6BIXzD/7CX9IEm+B3/yt/XPcw6m7vbqmdqDH0hjrc2lGphIJb0QbX5fuc1pU1OWx6M1MzOuJkq8VAa9kUSjY996/jJyLA0egKV9c2FKuqElnHpQTwms/jF2LNoxiRdtxAlAYe85CbjgZDwnGGphNEJ+nWmTAr84w2iTGmFMpQhIK43vG47RgooDuT0+Z5J83rJWJwHYcGsmW5cNgqlJCzEgVb15UKxq/jx20M4tqxBRp4aBKPiwnaPAdFJIzFUxh7R7n9iJPEoPTkzThIRDyYS8Zvgrf9VdPwYAvP2DgdEeLNoJAiQiEpgk+qjDhhHvMlMOg6Ms/zDRflu8jjENnz5jrPJpik7BQPMW76gP90bsOczrM52mGwQXKOE70VjIQZjJnp6emM03x2Hw4PDw6yM2LZiQgF89rnNHVj/Z42uQXZ47TbNwrbGJi3b9/F8LqjWzdv6So3e9du3JS/xvGlF76UT+svckK/zon6FuvE9a9fvapXXnxBL3CC/9rLL+n1V1/VC1/4Ankv6srly1rntHgb52qPcR1xsr21uaWNjXUM+C0OYHa0CZ7brMMr4PEPOq/jVN24cSO39deT1jGe9zCs9zkZt7F989YN3b59U/sHu9rf39U6huAdTsNv376hGzeu6vr1q+C+x17ZR6xHnPIfahPnYB0nwca4YXNzk/wjOCvmRKzpoTwnA3hing2RWRqrQY827H1D5usAHpqGQ8Zg3jGN2sc5uYVB+jq3G/6qzJVLl7nBeFP+PznWcU5K9MMShtoihuEiBtICtxqeo0mM9CnmqYOzEZL89Z4iFeriVPQ4UZ0xYLhPYGQn1mKKUF3X6mK4T2Jwe44NxtPrTWtubl6LnObOzs5Qp6OZuVnZCF3B8DyNsbiGUWyjce3MKa0SXyPPcnOKE+gljMxljDjL0COPPqqnOcV+3/uf01OEjz/9lJ7mRPsJwlMYuS5/8skn9fQzz8qnyKd8eo2xu2BZXFrGKF7WHAbw7OycPM4ZxmCwrNoxXqPvFQzq/CNp2s1hDJvWWeidnO5pAkcijxFDsNfraYabunn/MYDupLrcsrnMOveEFzU6vihKFfDIO9K9e1vI4Zfk3zD4dmKHWx7f9KzfvaeN9S0OQwbcbDXa2drV1r0d7W4dsi762mINbK5vaoN6t2/e1i1uLjaQu517m7px5ao+/4u/hM5/U09++CP6tj/yR9WZntTL/9uPa397U2e5CcCP0B5yN/gMlBUAABAASURBVI2DsgZNK8AMyrEnaaVbq+Y2Y4hMb+P0br7wRT0Evd/IKf///pn361/+yDfo3/mm36F/45u+Tb/z6ffpw5y+f+SDH9T7P/gBneHkf3lpRWurp7NRv3JqTZ5T89HzsUzaX0fyfC4iZxPIxoRla2oa3s1pFn0wNz8nl83hLEwjV5Pscd3JaVXwuEu8h+xMAyWyJ/bAQGYRNhXmuesxJ00qMCdatZFUlJWqqquqnmB3SzrEaWujlI34yak5bgQWcADmczg1Paciod+iVlVO4lxOYeRPy/1PTfW4zZvRBKHnfqpHGnmZZs6noHNicoo+agX/jtB7/i3GIY7/EN3ofa0ZtaybhnXb0EeBfExqarKnCcZVFDiUOIxHrNsj1vSgaRXQHWWtFt3XKuGYtmqok1KpgH63mZyYgvYetM/Av568vqq6ltdxF8d4Ct6WRSmD20kJHIIPQOj+Y517P/EVIh7HGNq31fpq27+t0dsSxncC4wLjbJoWtWZoCBtopw4E8JIe1zv5TEeH+zL0OYVRmRT8E4qIJmpVAK4aOXSeU4asQBvHknKho2aRKwUfQbYh57/9g1IIgcATQrPTQfq4Woh/IUUKRYTe+UTEOD+H9EMF44wELcT9ZoqdDMop5BWNRFLvfE7KcnhceL8emQm8KcbICgQrpVIBbcdVv2aBaapZBIlRtSyCpfk5PfboBfWmJzJ9BfNpeouyUB4DNLtNipBBPA4L0kUqVKSgnsDWKMA32NzVxuUb2rh2QyM25woJ8o+PE/OWME4CkJ9jZln4DA31HCJ5LmUCqMDJjx4EFuW48K3PCOrlJEx/S6hyzlf6iEhKKSmgPyIUVHb/LXQ6JPkrvom2qQgU1aT2d4508Y1L+UfePZRUiVPn/4F0xEnWVFPq2bXz+uG/+tcUh0N957/2r+peO9S17Q01XFG39O9xe2NceeghbWIgjOzIg39+aUGbd25rg01iF0NnAuXaYZNwE0t/p9ORjY7rGGWLXLsWyJrZMMRQGcFrhiNYy1jMH4J3vBEeuZQS5VT02A1mSOS6rXKVcYJ5yZkKaEsFPCwKyiNDG1IDjGvwaXwOMrR8vvV6uefUcbb7HEOT6T3OBq+UUpLH5TC34QPUGjI4yw3J/DZ8up3xENUII20Pns2weczOzbApDKE7kT80i1yFvtwiR39zfnigv0rKPCJDHmSOGEHwEfDzGERIjg8BKubQhpM3rz6n8tmo5jR801+z4AT1iFPxbdbytRvXtU/+/MKCbFiY93sY77uUXb92LRvm9zDgNzGiDQfsDwVGQ48N3AbHBJuk5/EA4/j27Vva4+S7Uxfa5tT/hS99UZcuX8oOwD2cCBvP1zC2bPz7hP6ll17U5z73OT3//PPyDz99S+CvDl2jX4P7H3DS7nEc4KRfuXxFX/rCF/Wlz39BL7/4Yv6qziuvvIIRfkl2Kjw297OB8Z9v7zkxVIRq1pPX1Q4OhI34BiP/0OPHUTEPfOuwvbOjfYz+iOD0f6A9ZGyAgWfnuIMhXtV1ltmWtrAW46ZUhSU4wUFDrzepXm9Kc3NznJTOc+K6KBvJc6QdTsOrHvLqU2Ebc/59xxxG2BzlUxhvkxg/Uxhz09NTmiVvFkNuFiN5HvDNjW9xFjhNHtef4jBjSfM4GWNjbwljrMu6GamoSiXmpoNxN81JqmESvJP0YR4W6Bgb1JOTE9ngmaMf0+c+HM5hzFtf2YmZQx4M8zgxPer1bKiBc6rXy86Gx7IEDW67iDHq9CkchLVTp+RTYjsAS5xyL62taBWHYw1HYG1tlbbL+Ss7S6srWuSUfGFlWXPgmcehWcSpWFleVY9+lnFwFzGGezNzmprqYdzOcbK9JNNsMI8mkT3zzbrA9C9C85JpwdkwXXPw2GWu63FNc9I8NTWtmdk5OX8Cvk9gBHqO67pSl3nuwruq6mIYzmgSh6yqaimSyrJSVXdR6QmRKrSzd6BPfvIn9bOf/Bl99hef16svv8Ytxl1kfUuW8UtXLuUfYd/GsbjFTdTFy1dZC1flv2R08eIbusNaucVt+OU3XtdnfvEXcGav6KkPfUjf+Sf/jM4//aw+80//V11+9SU9/Q3fII/38k//b9q+fFFzzN1ENKpGR2q5ZW/2ttVpB5pmj59kb+ihPz/+9HP6xIc+qkdnF7Xab9S7ta7F2xs6u9dXdemqJtEBp+qOZlKpCSX12NemWCPmQRshzpHVsBdEVaioS0WRUDusoAhFQR68SEUl6+ZD1lh/MBIFKsqOuvBzamqGOZtWBc4CmSyBBA6vOxulfXT4waCfrb0O47FDULK+vLcdsUf6K2hsdfAa660NMSygVYLehs1ob2+ftXooKVQi7wX0GJQKjdCtQxo3QNs0Ms5BxjkkjuJMiWqFEmFEgCIYmzTgtvGI20zX9xpJkbTLQYkPP3ygYTu3i3M0NzeHfM7Qby3vVX3aWU+4D5DJN2xT0z1NTPZU4himEvlJpQRtKkoFa1BFUuu+U0hFoSiBgjLy3P8QehvsruGgUdOavpAfqHeQoWWcOfJVfbil4R2V3yXrHTUkvT3H/b4FYq89BoGMl9Rxg5xw7nGagKxxW+LHbyoKqTNZq0CZ2kDqIxgNE9fmpiMx/jHkBmDIYTCZY+aYgpT50xB1q+M6qVG+JcAqoUStYDoCM0L4MtCH+9HxY8JELVFHPHEcEr3/Bh1FRE7HA+VkKx3n50LKIoLomJ6WTQPinEue8wkefJ2VxhnH1N9PGE1KIfedUlJEyn0FNULB59fmTXRb0H/BBEIeJyu7OsBwmEKBdjs1CxSHkg105LFTd/yGIkJ88IYKxkJKcgiIp8Ni6Eajw7vXNXVwV9/27Bl99yc+oA9dWFJ9uKkRBnbHqscLnLm0jetp81x6wY/nkE8Ep5Wxm1KHIH+PN+Ldytv3qC1FhEJvPe3xYgzGkOcoBRS2GjL2hrKT8gdaEAU/splcl5uBxi1A2hbKG4//GssmJ1ypSPKVqzfg3tyi2lFSQt8+fuq8fvRvfp/u3bmr3/9v/hvaYphv3L2hozqhzPra4zQrUCKnuDHZ4eR3h5PYJsbGzTYGUgvvhpyuDId9WTZNZ4Fy2sfQ2t7eRy/VOuTGZUS9lnEYBI3ZqTDDiTM0RUQGBgSalnU50oC5GTVtXn4pJfIpZU5hj0giv6zGB9qBQUGVRB6BWtqi+WjfSu4ECAP5wUmQy1wvt6GK487LdVwPyDgInZfAXlCpIIwIaChUFZVKNqyIij6SpIJRlYRBGIRig2I8OeYPd9SK5pplE4gIVfArIsQIFbTS8RNBe16RC3Llp82f9z9a13feVwktY3kbuP0xNuMyOJnrEGno30CUlwS0tAAsNKu+HChrobthggwinrugXxAop8UDqog4TjpMxMdhYhPzfLXInZCZko15ko1wbe0sp8VrWlk9owv+bQWGmtEectLXtCFvrDa2QKS67iD/U8jQULdu35GNpy2M8yOf7KFPhuht1/OGHNA6jUG3jLFoYzUxp42SqqpGdqQiFWPcx4biJOEEYKPRBuJpTsZtxHp9Oe5wEUN7EaN3AsOkQBfNYISvnj6lcw+dx0E6pVVOYc+cO6cz584SX9Uihuvs3BwyMa9ZxjVH22mMfRsCNiZnMJxnSE9iiHt91Rg6rj/dm1akxDw0su4aHY+rrCt5zbcaS5TzIyTTPokhPMl4pwi7PrEFavjVwdCaQO/acOlixLo/3yosYNB7LLM24DHc3afH3+XUdJoDjRnyF7mpWFlZ0zJG+IK/fjI7r2lotr5xmI1yyl1nnlNl4/NXR+a4rTKOqelpdeHpgsvAMeP2x4Z2FwPoZMwVdBbIQ4FBVJFvGqqqZr5rxluoxJAzv0x/VXWkSJR11AW/HZA58E9Bc40RZsOqAz8ngJrxJhuqGJk2VhNzVhRJifYRyrxtmpGGwCG2RZ8QwZDbtEVYiylhPBfgqGvkhkaB4NfQU1JepiKfMnd9IwFMwvOyKEUP8lqz3owIDiIGOsKpbJnHoiiUUqKbUlVZKaeLpIp9sTs5pYmpCXV8U0A6UjD2Up26YrwVPUssHUWEXGZom1ZlXaqi3ZnHHtWTH/k6HULbZ1/6kn4Ux+CHfvSf6B//2P+qT376F/SpL3xeP/1Ln9I/Iv0jP/lj+uznPquXX3tZV25cwyG5ruu3r+nW+i312XvOPPG4nvzwh7S4tqwbb7zKId8b+tBv/UY99cz7dP1nfkqbX/yiznJjtMBBS8HNdiqlxDgKeGVI0F4VhZ546hl93dd/g+aKSsNrNyVuVgLjebSzJ0G7x+1vRNQ4TTPk1dQZvn5RCaek3j9UydpW09cQp+aIA4Z9DhO2fJuDE95nzfsmYJ+buCP2K/9J3yPqH/WH7E/w/HCgIfpmxL7QmnuRVEBoAryGhsOGeRnmA7UR7Rg2vO6oQnd73Q240TgCx9HRkL1LUhQqilKW1aqux44gNyOekz3o3+Y26fDgSCMb57nP0Ig98uhooD64BtDSp58BRvww74ON3I/1nUM7C74Z9e3i/v5+PmwokZEe63PO+mN+jsOEHrclU8qyXUIPtBZAJOuLVnZWhvRhfB6yjLxVfiKkkjmqq0Ilcu10JBfBHeqNkM8+hypH7O19eHuEA+evXB6SNt8HrJERB0btMe1j++0YudG8JwQy+56FkDjuv0EeBNHNuwA17tfz2nobgLp5B4wYj9ffW+3ASh4vXZBLhJeexnGa338RXQaFUdJoqMCKrJns3GHQFnBN9iYUBDFXVeai1CSIFEAmL6Xjl3jQLuR/4yx/NiBpyRM9BhmJShFBTpB6+xvx5Xlv1WhFozwYHT8RhSLe2YZ6LifIzCFUruKICwyOt4zBcQMqD07xHue1NKERby4ldJnIlR/SDr5WYFrsIatpVSDdNQI/MdFVYrFYiEco+ZYV2yDszBRkMh74lKibGANR8njzOFrVValJFHAcbOojj67q//mX/iP9jf/+L+kv/Od/Vn/jv/7z+k/+g39dj5xe4EbgHsqjUqSEshjzz8q5hSArlmCuwfob8kZIKaRxGIShk8d5hpP0mAcNyTaDa560dRnLRt4YFzg5e+31N3WX01qfekx0JyQUfIMyGaYCJ2+osi300PJp/cTf+h9145XX9If/3J9Vw9X+Rv9Ao5pNqu6oLkolOlg+cxpHcE+721ua4WRo++YNibkZosirskJxjuQr+5Z5us5tyF0ckwbF08GgMY3mq5D4twNDIC/CNRxXXqNWBla8Q9onFF+iPB1XiYjMH9OUUkJBFgyrAMvxHDJ/47XiNDxCruIYqJSNydDx4zk2kLRz4XwD4qaWNpZJ0El8oCmoJQV9JoiJSCQCeulHEvuHGtq4b8c9XoNkjGMoaVPQbH93J3//varGfGvpsAGgVnSmJlo1xMYvM0r/7QnQh2kzmK6WQX21YHwndR2naQ7yhzs35AQfJ/1RCTVpVakm4itCe1wuQkOrE65JmQM5X/mDZVGbAAAQAElEQVSJyDk57o+UklJRKIdBHBnNY2RDHmBIDNjgfPo805vVDgbJ5tZ23lT93eMdbj2O2Aine3OanOppQBtvhA1j8In/1HRPNUZ1URZs7H1Odte1gyMSEXnTNu4Oe4YN4gXkf262p1VOtE/hVKwBS5xE+0R9jg19DidiFpij3uT0tCoMPxuA3W6Nccl6AU9V1zm/izE9bWNgbi7fJCxiVC+Aqzc3r8np6Xyy2qO8R38zGGa92RmMlGm5TY82+YSS8glOrycwkI2vhwMygUNTYkR4bHYCpsE1zUl7B70Zxzwska0SXVhQz3JWVbUKoKo76mD8dnEcauKGqalpaJ+U69V1rS5r1lCBq2AuipRUpKSUYjyPhKlIGLl1bjeBPuhizBsmJ7s4ERPq4BhEJBVFqS6GtunvYODXdVdFUatEZ5iGHg7KzMw8p/hz6oCjxGGoaVtCR6KOwy6Gdk0fFfQm8CkKCdxCviKVUlEoFWPwnLeRWI+tEIMsCyMMx1YhpUIuC3Ak+CLGMWLdDdBhw9FAI259PcYCHRlFkvWPjaz8Fb9El6H8eC0OMQr7yFyLvotIee2n5LDBmD1UQ+ctuBN9RgG9tMwhdYeUFeR5vYxkxKWwQemfDqKAZtG3V2ooilDBPHY6tcqyUEG7RD9SqJFo02SHyHSaHtM1ZDx5TOjnSIVq+NpBNoa0OYpCh6nS1Nppfd3v+J36HX/oX9K3fc8f0Mf/hd+jCx/6Oo1w+ibOntejH/96PfX1v0UdHM89DpZa983hbndxXnOnV3X2qSf08DPP6LGnn5K/0jSFA/rQBz6ohx9/WvrSK+r/bz+nhZ2R1ibnVatSt56UVKhhzxkOQ0cHQ+3e29Xda3fkP3ldQtdoa0c+EKvLWkmlUtlRjQNaLyxqkhup1QsPa21pRacm5/TR80/otz3+nJ6dX1G1saObL7ykHW4kJxijb0G68CnYP/yboX1uQP1VyoEPKZCFIbccraAGPhSpVsM1yR76YJ3b0bt3N7S5talD6rreAU7N9vaudjHw/fslG+xtSA4Pjw50eMjh6NE+89VHHQ8lnKuixMmrQlWd1Ol2VCJPfQzxo+GRmH6gpX1f+7Td46B1d3cbfbTNTeWujvqHlA3V8q+uak3kNVMpaDiyQwJdh3agMPL9BzS8b1GVvhlRhKTQqG3hXaEua8Zru2bdjJDFQ/Sox3B4eIAjdQTtB+rj6FpeGsqjHYntVjX0dupSpRPsRS3HZ3K50Scpb6KsnVZi3CNlG42+Axmh6+xAt8jegPG24CygPYD7dNLu3V5QKMKdfHmp8Z6AS903pGVSHgzdh8vfDdzmBBoqNozJfHbeSf2GTgzOzyFpUdfvSZ2TMEVzpHbUz4wy3VYGufAYcY4ff+ROPDbAOBushBGKoHXiuE6joJ+QcR1n5b6PP8b5RVIk6gB59PcrfqVIojCOgcBv7jepZUG2LWFDZs4za4j7hegxfUScPgbnjYEMF3lFgD5HyZLTDpkZsqGbcQWxTDOhDK7wtYMCPhZsAp5kMV91XWi2N6n52WkWXSWTOuZ7ZgyEenQaU/4g+ZlnLQthqHsbtzWZBvp9/8I367mHlnTlZ/4XvfRjP6jrn/8ZPX1uTr/9Ex9UkQ5QMOsSmMxDG8kOjWYc0p8T+rU+Js7wldsn5iOgQfdB+Qk+x8CcMWST4sUw5gWFX/ZSCv+8Sdrwati0797b1tWLV+X/XXYCY6Jm86kxmhKG2BBZCyVNlB09ceYh/eTf+fv64o//pP7gn/pTOpro6O7gQIdFi3I80KB/pAHr6/T58zrc3tYdnI5truFLSV2UTaBkrATNwwCnv0c8QsHXNadvsLFhcx7zVPefiMhx55+UH2epZRxDNo1WrVJKKspQJCkidPKEQpl35KVcCGdg0shruWlRho1aQj34ZD62yrLWUEB9EspAUqRdFtCbiAcg4t7Uhyh9lhFbp5Tou6WfPobHIYr7kGtubyyjZqiW+q3bgc9h7oZx2EowntZtodl/+rLLpuKxe4wOaZLfNn/+/8+H+eDRBB/B+Ak0zntgpDAXtiiYS/PDdRRi7gv5ZHxhcYk20jSG+ConqLMYRCkVGg6HKotS5qWN3a4djKpSgU6pkfcORrqQUaQhO8cdDIEZjN2EXB0cHGh7awuHeSfjTuBpJE1g5Pc4Ga+qWhMYbXM4AfP0N4Uj0SU9zfqxwTzZm5bxl52Oyrpi/xlDXdfqYDxX5FXQUtWkmWsbf51uV13oqjq1SmACnL6J6Lq808FYqeX2OU1eTV4HOAmd3824azk/pzOOKdp1GGqpgIcCHBZFUmKsESEPks+cznnOBwqMtKoqVUFrXdXyQYJP6Qt4aDAei7RBMgbJbYqizLhGrNUjTj2HhAGu3IZQ9BkRMl6PcXxjY+NzpCHGsWUgJFczaTnPBp3ITKmgQDyhsqo0wbxWda2CPl3utjlkbXnNMTjqSl6/DcZOpFAqQn6G1k8Qb+PLYFlooSsilBh/BPUMklqixnHEut7FKNza2c5GWkt7KkuMqwlpiI5qaBPwKMG7krl0WQGNDlvwthBYUN99uHmJTvZ8dZBB86iqa5W0N+4iFRL4RugV83PAafQAA3mIUdyMgnFJKRJ1lPvO/aPfWuvxKDSiHioKPd1oNMo9g7sey0RdSUWZoSlqpcmeDqPSdQzqq/c2tU5fzXRPK08+rW/9332Xnvumb9XyI4/rw7/1m/Xbf+936OxjT+ihJ5/UypkzmsX5XmL9+WBrnpu6GdbJCreRZ5/6gO48/6L+yf/9v9A/+Kt/TT//s5/SL3/uC/rl5z+nSxcva+vOjrbv7ulod6T+QUM41NbtHY0GoaWVs6QPNDwcqm1aMX2yvhTjUt2V4JOCoZuJ8IeTB1X7R5rBmXmYW/tvfP9H9I2PPaW53UMdvHFF7b0d1ew/k6lU2UgDxmf5bAlHGO0ImkoldapKU51JTXamOGDr4jOEhtyCHB30cQIOtIdxf4BcD9DpgTwpIu8rAw5BRsjvcDjgMG5fPtjb4kDugFsWy+8AneSDsz717PDsctC0vbOlrc172dgXTyqSSgz7loF632jYO4Y4J/v7u/S9A+xqd48Qh8f9Jfr3ujR0WaNdeNIBLD+QpQN02e3bt3Xt+jX50G8bR2obmkzbIeMQT1EU8hhMn28rhtDZqlVRBCwuVSPDBbqySIlqjJUxDgaHyFOfWiPaNhIxPiiXzJNEXeN128neFLcsk7KtUaTkCmqhe8iEml+Wc30tH+SnZd0aRPyEFK93x9sH8pw2tHwYxuMex8jKb2oH+xrgdY49uQMpJE8Ifdz3CYI2BmXkQX6oQcg9CSMY0yZQwywrE/FQHRYHMQOB33EmMSojuK07IvW2N+N/KydynSDDbQhO3twhgiCgdaYnFRqInqDISpD2Ls7KEooo/rLX5YqQ699vq7CfSt2WGAEkNGaISLfKeQSww5/6mj0Ni9oLGOpVwv9gAMNmgAId5EX+noQxHjGKlnloaDNi0xsCYnxHh3s6f3pZTy7N6PDiK2q2ud1gYTdbGxrdu60nz63qoVMrOtjf0QjlkcCRgk94mNHqwcc5hgfzfuU4qDSGIAwavAU53zksSjmbeH6PpyKCzGNw1hj45NXbGujLnpMqsETNKOmlL3L6xKnNHgZW1KV2RwMdIgcVJ56RSh1RJq5333fuUX3uR35Mn/uxH9f3/Ok/rcPpKV3aWlc73VU+gcfIHuKArJw5o+V5bow2t5SgsWX+3OcInJFCnovLl65oyGmHlb3nxHlMy5fR6gwvdkMEYybDX8OyMsx5Th/nxwPj9lwV5BvokpKWVZQIBVCTtRXkiDq5XxOokyeQeQPpBmkxo4i6XqYTndAwpqYZ0TzEB5Xyq/A/cDps2ACH8MRK3QpcPO7Gjl8bDXwAOXkZpxcm8QhaFoWCDe+NixfpMiHjI7m/EX16zOOeqPzP+ctIxyMwU4g5MHh8LTz2WCOoFRTyNvC2BYQcwRjVZa0JTspLjDX/VuLW7Zu6cfOa/Kc6/edEvcEnNknfGHjju7e5yU3GBobAgY646m/BDVrtctppA7JNhfz1mrLqkJ1Ugt+4azbvGkO+j5FgHZLQQQVzVGGs1cAEjotP/zvU6x47Ai6z0W9juItBXGNIVsypjetZbiTs2JiuCa+xohR2oIz/EKPHdLchVXWdHYegPx1DC82txHoLBTQU4DSU1C2gxQauiqT2uL7XnPlouvucSg+RWYPzzcpEXeMx5D4CuQf/CFkjUIXRa6etYT6GWK3j/FaRQgIS/XhcHqtxtcxNy3pxm6qqZT61IBpiwPTRDX347rjpcX7Q3jjcxnnNcb8RSYqQ14bHHNDRBOMGt/OsM4aMxfEGYcghaZqorEp16o5q86QooAF+UGfIGEa0H5lGKtadjiYxpmvmp4SPEfRHPfejItE/7cgbuo3om/5tYA5HQw2RBTseA8YzYmymOyLk8UQIEUVD0U4ioQI9K2RuxHhCAwxeRUGcOpIG7ElHnFLvIIcHGJHmw3Aw1Aj94bj5a7mp6praIfdRMkZFUGeE0TxAdvo6BMf+YT//+HvoPtqQ4KPXzQABG4DP2UPiDWUtNChKudx5I+hN8Dk4xKGKDpjvncOBBkWlUVXjiIS2kc+LHCpdvnVTt9kvNnG8usjzylkcjsVFzeB8n+LmYdo3cNzwTcHj1cVT6nVm9cIP/GP98N/9IenCk/qd/+lf1Pzv+w4tfPd36cIf/mN6ce9In37xZR2mDje9G7p15Y4Od460snpWTz73YW45WqUGvRglvI0MHkODEI3Yn0c4gQ3z0gZlKeT9qM8tweHVq2quXFfFAdujCyv67R/4qL7h4cc1z/VRuX+gxPwl5KZkvjus8Ro5mOpMaAL5iUic9vfRF/vwd6iSvJm5Bc3MzquijvsaMXcJGZ7ioGBmelrT3LxZlv31pkNoGlJu2XCe14LnjVmR056/SIwJHTWSkI+BDhmLAT+S/ip5PbeM5xDn5pD1k4qU5bpFhve5xb1797ZuofO27q2rwSnpVIWmkedpDhqmCD2eBE8QawUfQT8pJRlMlyir6loF805Rfsui4KZ1Sr69nWJMEaE+/VtPbjHn/taCb0W8jnNd98VBTF1X9KA8tgaeNkxOSoUihRowF4yzx3o7jXz4kIYs1kADCaEUiTDpa/8gUA8Q4ZR1i7McOu04g/RAx8A4W9YOb86WMpflJ5Ua4EVvq8HYKYpEhQZmHrksg6tmuN/aXbRqEJwhisWIA+YkmMiroHJE5BAPBRyuT8DrWItgQFWeiMZ5pNt2pNZEinZvIVFEUOMdr7MMb8s+mZgvK2Bi3SuVjwNi7/7eLw/FcY37WaSdZxbINJHgJepPCr+GbwtRLZuS52MED484dUC2NTUxKSvmdyMtMYYyFUoUeg4PUcr9o5EO8e4blGq3rOW/Wb5557aGNq5Rsmht7d29oxWM6vc//qi6tD1iM3DfreeQtH7dnasKjQAAEABJREFU2TGeAcg1djkM8S+kHHfoQRDKoPHj8UUKZKxVa/4cw7j0K3+OQDSCM1OT03rtpdd1sNPXzt6hhvDrzIWHdXX9hq7DF/YqRYSKolQXpfyRp9+nNzipev5H/lf98X/331Y6vaI312/pgJuPURFqmJSGTfnMyindfv11HW5siiK1IBqY7zgwLSdvV65cU8Gq7LCh1eANhU6eiFBEnCTvxyNC/tcy/zbqW+Qh4EsGygrWdYHSTCkp4EsQKsLLcAxgJEWWP50Yhye8Iyfz0iEMlegn4Ck+wjiLUkeC0Ggd98y5v0R/ZUoqOaFyuqFdg7w0hHrH4zagyGt2SB1XyXnRqmFMTkck+a/IHGFMdNkQRYMI0xtq0jsQ/nOWDAUUGwh4W8ZGwBDbXCL4KPg5Tji7pRjIvCGkwK3NZ699h4fedNloV06fUWdiUiPk0IZEkYqsw71B2tC3AReRVNU1RtKcTp8/p7mlpbzpt+j5xsY5uBoONobEiyLJX6+ax5HuYmz00Tt76IqE7hggy5sYNP6rP3t7+5x6DzTEYkNs6F/qsw4GGJBZViE7UlICX1FWKtjoKzZqOya+JSmKgvZ91M+RDm2wQEvWWcSPwCPa2sGwIWLjMBlPUWTdZzyJtNloQ2dA2z4G1cHhgfo4vkc2ZjBajpAlG8yW94gAZZLpKIpCEYHIMxMWPinHgzmo4VOnU1MuDcEzQm9GJNVVrS5yOWFHizqJ9u6fYSpSSBHZKM7OBmMwH4bwog8NfYwY09FA54g5Nb2HGLQ+kTX9pu8EEuOOABfzOQQCWkt4pweehvwB4zRu85reM/1eSyPKHBqPZaXE+Engaz1JSvLY7VxlmsEZEZAerMMWaBjzMMuPPDi5jEqEfmvGPYnR1e128jxE0I4xHaHnPBaPaYQx7P49lyPKHDePWvCZlmkMMeMZwYe9vT3tYsh73o6YL/PbfKBXndDnPOPJdNO/Q4/N9QbIyRF8NJgXfdIj9G6DDWNwHy1aJyIyf0bku41pc/uiqMmHJ6mWIkmpVDUxpZIT/1EUKqqOoqoVJfJL3x3WW58xeaw2JBNM8Um7eGraznSntbZyRjXh537kn+pHf+In1T91Vt/2b/05DdbOa33pjM5/87erfegpLf+236NPXr2rvXMX9Ojv+3167Ju/VY9+5ONaOf+Iiv2Bwj8cH0FbE5hbIT+meQzMjpnqTIqcp5SYXSmgj4UlbW5rdO0mDsiOHppd0nOr57TQFtLegVr40MWp6Nl4xlFqiiRZzhhrCUQqlCLIKtAblWqcDH/lcXl5Wf7DCEs4WzPMo3F0WSu2SSwXXhsd8wmYxoB33eWl5WzUF+AHJfxusuPoeK83rcWFBc3PzVFnUj7EsKFuHeE5915SQaflRjweZ0rQBkQkRUSGoihV13WGDvX9lymnkdO52TkZV0QowR/fRJmeleUVra6s0O+8Ooy/qmuZ/ik7jxMd8FSqqjEURUK39XV0uK9DYIh8u78KmQDt8USEJMsYn2TmQwjGC4WUM150wJCbulBSVdZAKeOlqn5jHgvLiK7eBcLWOkW/wms1eQJvVfW4E0mHBikVTV+TdajGm09s8J4YDzSOq6EHiAl2wRtjZIGOU9TISoqUG7gi7XNFivRlz0lmQqiOcYGvgckZKG6DMhVqYwwCWUSIV1/+ULcdw7gsva3emJQ2F1Gik0LnGBR6+3OcbqGndWFLMeBsA6uajOOXfF7G4U/pOPc3OAgFi6RE8MN8Iy4Wlv8TqBs3bmpre1s+VY4HqXLCjCEviCfapVSwYBpOLw64otwTu6Jq8gc4I4OjgRJzIeYkAWITm8AgfPr8aZ1emFbDTVkwh1IC46/PGxEZUUQopVBAryGlViGJbD70ro/L3KYoQimgGHAbJiq3c7lBX+mhwgiopqb1xqXL6OUt7WzvwJ99VSictdVHdHAw1L07G6AN2TjoHxypv7mnp84/qjc/9Rn92N/8H/SH//SfUu/Rh/Tm5h0NuiiQiY5sVMyA94Arev8GRymxiY+d7imUu5fT669fVFXVKlE8VqAt683hmOR2HBx/RgQoEhBq+efN24p4hNJzG4PzpIAfoQhAb609oowBnMyh646NDikkIBSZ/0GDcdoK3jSO+BhhEBi32xgYiAStpoRmYrpkqSjAZMdDEYjWKG8mIwwtb2oFLVxWFwX6p5Tj4mnAbzBNJMcv7RVJoVI7u/v59zcdTvVtRCT4mCsxlBxCssOgtsOvGUAPrM08bpmf+0Cmx2bItAWfx+CAFG+rYLweWwS5gGU6tZFVUQQhoGMwZwrqF/Cywag64NRyRDjBSWMqCmR4WyPWbqfb1V0c53ucBOZNlPKqqDSHkbC6tqayqnSPG5AdjL0SY2GB09omhJyPgCHT3OTxFBi5hxjOV69c0aWLl7SxvpGdA+vPGTZyt+vgkJiGBllJqZDbFFWhYL5GGDV9nADfYgyJ2wAfIbcNBrENU3+Na2vrHmttjz5HShEq6TMYo43CI/r22hvSxka0eVkwTtcpbEQTh4mZ1oZxmwZDS6YNly7G4Qj+HLHZ+2R9xBgT+E1jRKiF5hF0uY2Yuwa6DDTnpZxP02Hj1Hhcx/1WVakavnUwwmysFKSLlJQU43/gdl3TYZ64fqI8UshhHgO0J/p0PfE4bxJ6PV+uE0H/yJDX4PA+jVQEhygDkVrCEetoxG21eXyEU3MIzw4wiqx7zOOhnaVUqKwrVZ2OUlHIvBrgWJq/Q3hrOof00WfN2okxD5AAOT/3pVDQb0TIvGpJ1+Cy3NXIWok8QRmOylh+jNd9j+BvKpJcHozffbh9A81lPYGsjSjrqCg4yWesexjCd+6uIw9HOkTfDpm7Pg5fnz1piBFdYuBV9DUi33q2oY37ELQJ2lop0zc8HpP7rnEQp9DHM9xM9KZn5K+z2QAtLD/QVBSFOtSp6lrG18dhyXJGWZh++qihzzZZYKslFkrRFqqLSqUSJ+0DHXC73SJjHepZ98/1ZrS2vEpZo7/3V/+q/tvv+5s6xMD9g//+v69t9pUrlzf0W97/TTgVoUtffFPf+73fr3uLy1r4lm/W6MMfUPGNX69dZGHHeOmvLLvKekGBzLaCJCX4msF0hhSRss7gk108VKZSHWhMzGmCfxUHXqUPF9e3NAf9Zydm1GM8a3PzOru6om5ZqgA4O4APkg1mHwrMzs2qB3QnJmWBGCFPJiDR7wQ0TuNUFEWS9b110hT75/LykmZnZ+U16PkylODu4KSa/5adEfJmGdlHh+0Blj3z33PYqTuanppWj/1yDb498+TTevqJp2QnoYsjWDIuy5TxzKKH7EAsLS5rjtuYmV5P0zhCE9Bbs8fW4JqCRtM6T107NxmWFjU/Pyc7PJaPCZwTHyZM0aedHx+4LC4uaRmnZBknawwrWsR5mmFsdXdCZYXsMq4CqOuuOuR10At1XWmSm+AZZG5mpqceMDk9paqqlZDVvn/7cnCoIXLcRqGIJCn0z8Vj4XsboQnKEzlfTn8qBgdScyjFEYM9wDA4VMvix96jUaOEROXvbEsIbyuRDpgRATLjJMd5OeAj9NYC0H1CIpeodUj0bW9B6gTerZxicPrzPpiMkwR9WBmw5HItk6Uc0/gxSjLTSV5uS23yc5RaQZmhpV4bUgNQQ1aCpBTBmKh3X+ESp4oMRL8mr+kcMXafrHjT7LCgDvqN3rh4hVPKoSanehJ0nyzYE9pNs3kRzGFKSVUqNFEVSoND7d66oe0bl3XltS9p/ebVPN9HPqVi8R+yGI4I9zc3NDdRaWW2p8RmXCTJDmvL5i5gzCnlp4U+gxMOT8DprwQRcb84IhQROR2JGbNgqiVPGURcamRwNYakxEdRJFn5RkARdDWA+6fiA29L/BiO8YquRsRLDIedgwO9+dob8rgPtnc1jQJKRWiV0+MuJ1575JVsSlYuwZoZ7uzr0VPndfsLL+lHv/dv6btwPk5/6Dm9cvuqdoqRil5XAb/sqBxiPDdsgof0YSOxQlHt7x/pxo27UqowEo/pgsL7jhd0JdobIqSIyEBMfrwBj5gThUSRzBqiJHjJSFGQBQKNobUQEXc4Bks90ALicbkJFjwEaKw287HRkI3XPB3Rn/VFLmMa7IgG7RrKh2xsYFFEKIi05DWc6HgTcjrlXAoo5xN6W6PJ0bd/tPJc9jGefBPSxeG4zindBMZCSiVVwRYiPHlJn+A+yfpahfAyD+pkOh2+Jy3QfcyLCLjjeAY3gDfgapH1YIMKhCCDgnUqnVQrmOOONzH6GWEoTU1OqTMxqW1OjEuMH2rLRqxpunzpkm7fvMFpXzfnVRjJ/jH4acs3G6WRetO1QZAoc9qyPsDgu3Hjui6++abu3r0rG5NBvzUybLwRSZ6jEiMgolRVduSygrlKMR5Xg9xYDuR1A76jo8Ps3A8xOmzszdsRWlnVqbVTOnvunE6fPi1v1iUbucF02RDoYDzYIJ/GGHFezXpM8MYQqVAQL4pCVVWpqmvo6moeZ2r11JrmOUWtMZIVUodwAmOpqmsl+mgi4LSUioI2kxgsM/Q/p1kMFMMk/dnAqGyY0raoaqXk9RUaYTQwLJV1RbuebNyYhx0M8QmMjh5Gh+clG191DV2VPKYI2sJA6/VGUku6gO4OdBlqdFIFDhslR8dOm3kYkZT7Zs7bECxFSpAV42kVasHlObPjYePZ4HQ23I0HObET1dLG/EqFx9HK8Q70mYaWtRtBP0WpmnGZnhKZcH+gp24Bv9xvI+cNrNswuN0nNqxqf70Iw7OG/pYG7s+OwVh/NLLuSkUhz8cIGajqCkf2QAV9+M/zmoceoyJUMuc1dEGu7FAZhvS3z02W/z+Vze0t2h5qjL/VCJ2llBTMa1lWmdclfO3CT8tMF6O3qi2nFXJSI6vMCeWuU5aFRPvdnR0NuG0RxLfQZ/02sD7CcAezyqKEtKBtKSlyn76dOeDGjwlRRd/+qtL8zJw6Ra0XPv0pbeAIPoZDcfrZZ/VX/su/rP/w//hn9Xe/9/v05//sn9Of/v1/UH/jP/vP9MTqmv7SX/wvtNCbV9o80O6rVzTcG2hickYFfEjwoYD+Ahksq1qpKBSpkKBBnjMLEo6ZcAqCtJBNBFQiLxhHzpPUMrYhB2wj4NTcop5YO6PBzTtav3RFI+axjy4P7AQVSebrEDwjwPaHx+l53uLAwv83zj0fQmArHGI7DOn3CBnb5SBj/JW5A7oeKjEfXrdeAyPo8D6I6KKLJmS+N0xuQX91p9KQud3a2eawaV131te1yaHqLvj3sEkOkd099lDjP+BWa29/T/vwvIG2El4U8ML70MH+vjZx1u7cWdc69Pl3HJbBgnlbwGFYxImYYW4m2NcnJ6c0jYPYJV7VyANrfIr0BPkFPLbD2iPd680yD1Os3y4010AHOUdX5DLWPTrCuLzmJ5C1GlwT6OJeb5qbmyl1iE/jDFnXzc3Nqcs69yFQCc3B/DUokVYiFhKf+vj6F7wAABAASURBVE38tKbVxN6nMRF7b7rTlddeVhqxSIe7atojjTjtEJMu0TCksDuff/EAVtKIqKRQhHLUysqC07I4yXngpf5xKtd1feWP49yT4K16GWHOfjAvZzzw0UKeyw3H2TkK7mDB5c6cT5ogoQVTCkUEKV4CXvRHZHB2uDwlJRK8cjk1KfeqJQYPQENED5S9Ra1+lU8Lf3818F7o4YQyXSyeYRMYAVsYruvaw4Dto0hGo4HEBg/DJHjkcRlazxX5BYgr4pPtQLODXT02VeqP/O5v1R/7zt+nxdkpbW9v0ixUoDTNmxql3aKAJljQq4vznJ40GrLYA8XRGjwuWtgSGvOxpetGDQqvdRlABq/z3w56xxMRihhDLgp/ej5G5BOmkRBciaOmiFYpBfkkj9sUKaksyEv0A03uX/efhpgBplCWmUPOOGzG9AUKVqFP/fwvqkV5HqK4SnDaET9AwdZVqX7/ULeuXVM4nzlATGTn4/Ez57X1+iX9o7/4l/Qdf/QP6/zHPiR/7WqX20VB5yGb2Da3UgMU5ia4+mxeXrhWiFv3dnFwpug51DA3MmQapYCmCMYEiCdiHDd/Daa/AH+nrtgAAcJUFOrUtSIVMvszKobNq3d9XCkD2KhkupxssmJp1TCX3nhaFHtDXkYKjQ35LdCQ5/KGuPVC48Z0FOSbjy11I6QEz4oi5ZDi3Bndgc6fOUeWI5mp4nEjlSrYtCtO0t94/TIbEvlFV4L341ZJQRZTLn+NLbE4EreiRYYgL90HREa/WZ6AasM76Ql5PAbPXYL3LdNHOoDjNhG0ZM75lJ+GdW2+F2WpCmPkxo1ruvTmGypTwQlej5O8+Yw1mJdu3ZH/w7UzZ88owGE5TJFUITcRyjd0NuqYHIzuaa2sLssnctevXeYGZYvyvgradTAOOp1CVZU0HB5hDB7Kf1DhqH+gAQcafWA06qsukybAXUjy1wsDWucxws+cOq3zDz0k/6dxjz36mJ599n16Bnjy6Wd0/sLDWsP5mF9YVFFW8i3HAF0T9GsaYYNs9HUxaLOck2nZa47lrED+S9rVrIHkMsY9YL3ZOLEsVqxjt/e4RfkQg0whlfDPbaNIQnwU4GkjjXfCoAKVbNCMWAdBXAbyLftD6BthLJnWPkZXn/iQsbpKBd4J08rcRIQa6Im8FsyVgL99+HekxusFoR4MGnjYqJ8ddvdUyCfPh0fDrOeHJFhqojoQrJ8k6Rgy4SX0l7RJGrIeVFQK1pBYSy3lw2ErkzY4GrH3t8xhV1OTPS3MLzHn81rFAF1dWdPUFIZuWVPeUVF2NDU5TbyrlCr6K9TlMKCsupqdW9QcbRtwRxSZnpRKdNCEJnBmzdeIUESoSEl9jPc9bjP8F5FGw0ZV1ZEU2tzc1sbGJjI21OzMrFZWV2XjrIMRmFKoqmvoKOifOHPYgad2TE8jy3Oc1Cf4XHZqlXUF1EploQJnIlW1AnkgQ33628P438GA3cdINh9beBRRygDjMu9HzHFFW4NYgZ6zPfYDG9ttC/+QtQFyE0rQU6vi5H0Cmiene5qam9UkB1YN+2YwV1VU+syP/4Q+86lPaXptRTM4wL/8C5/S+psXtdSptH3rkl790i/o5muf1ZmppO/4ho/o6LPP6/DTzytduqFq90DTMzMqAI791XThP2MT8qlIch9tf6gWecETVEhjFerBOQ/ZF/KpyCUMByFDPsUYggaBIR9bO1puSz06Pa8OTkfQtqgKZVnGPjxCprOzgY1xyIGBdURDnW6no970NPPcleV8EkN9cqoHxwr5UO1wv6/+4VCj/kgVMjiJnE1Pz2Lkz2piCnnqdDVJODe3oIWFJW4QVnX6zHk99fT79NGPfb2+7qMf19PPvk+nz56T//TtLIcTE9xCeO7NE/+fMg+hL85S3sP4j5Rkx3bEeI88z+y7/utbG1tbOvJ8FaW6GP8V8pDgnfITKlIB/ZWsUzwGf/XKtxy+qanrWqXXAbcYLp+g/QQOQ113aFNnKMFXIH8pJSEegrUK5Kqkv4J5MsB4JYl8acB8+a+BbWML+K+I+SC3Qz8BTSOvz5Z6KRTxqwP9uj7FV8QW0PcVK7yjMN25eV1bG7ck33qwOXghhQfatAoAbUYZrXJcamGg60jBC4inBd7xtuS1iBwt3lHyzqQNwBGZhpN4A/ZQRJD/AAZwZpTkmgYDZiLLZVwQJpwyye2cp/ETTDFCoJwv6Riv8kNd0rw5lcucACwwrccNqpZEy6CIjuv9JvgMBVQAyRtLoZvr97TFSbr/R8+yqCQUnQ0Mg7lo2i0fXStqFkHJGLupRZlt6UNn1/Sf/3v/tv5v/9F/qO/4vf+iPv5bP6FzDz8qL8iqrNXF+y+oP+BEocHZWOSKcAovvo/yGaCIBmwgVr5W0q155Ylyh1D44OusFj4+mPeV4hEhL+AUScEcRuHx6is+ESG3yfXhUQB5/PTLK+W03vGYsnGWY00klNuq3rx8PV/v37u7oQTeDkq+dDUUbQ/FV1V1/tqVTyIbyt1Xf3tPD3OdXt7b0Q/8p39Rv/P3f5c+/Lu/Ra9cuajd0ZGEAXYPx2N3a5u1dw9lValgPm7fXkcJDVSyybVCQbMhtPDyhNwIsJ9AClOhFjqGKNERdQ2J8gJgWlXQsIsSrFKpGqiY90jjdp4eIzA/PF7Hx5BoRUsykzOo0LLx2mloHBpwxNyvaWtYHy11GujweqcZrYiRRwRDXzItreuREREqUsGYS5Uo5yIlRUQmx3g8T2+DMUK1bShy3UpRdLXJ7dL6vW1VbAA2nhRJ/9w+x2MMBpAh/OlEq/GYSbctGRIxRfhTsKnVccwJOdtyX6SkDkaA40PmRcz5/uF+/gqVDW7PFQ1Q7S0GwYEucap5EcNne2vT2Rlcp0YOp9hYvYkXqdQ28rrHSaPjJXPospnpGU12p9grksoocC468tc97zE3EaWmMSzKspNtnZY5bDFIbeja6FhdPaPTp89pdfU0xuW8er05IV7axPBZv7el6zdv5/je/qF8utkqKSEzFXSVrBcLzciy2CJvEm0bNQ1xwPrIp6gN5RPwosNGLvKHGFJb9+5p/c4dHYK3B/2LS0vIUcXNzSE4RkpBPympYK077j4ObJwe7FPnCGN4gDzSF2tzhFFjQ/QInehbIP91nAMOFLYwbm7fuqV79NVQJyI0wKizkWYdWRp3keQyyGfuShVFxbroqC46rN2kFqOjpe0Qo6nv/jk1TtA1iSFbYMDU6J4uxpr5EREqUqHgn2k2eH11GPs0BrC/ArLADc8k85nrF0kTGEw9Tly7hDWn5hOUTU9PMWfTqjGkUkra292Vf6uzz5g8Vo9tBwNuizmyaPXMv8VldTC2z519SMvLa5rA4HwYA/Cxxx7XmbNnZRo95gGGb8ME1zgXlosOBwhTUz3mvacLOJ4L84syr1Mq86m06Rwwfzt7O0xdo8XlJU1MTcgyvcnpNTOtoqpkR7QPjwboQcvFJDcr8/NzOE4zmoJXXXiQUpH575se97GP47DPfB4gz0c4HQMMcjtBDYMyrl2fqjPOXcbv35hYN1kG3O8R8+ibwfOPPKwz58/p1JmzeZxLnJrPzs9pFscnjw3nYHJ6mjE1moY/E8jViz//Kb380qs698z79Z1/8k/qu//EH9cTp1d09ed/Spd+/Ic1eeuyvuWph/Sf/Dt/Rv/un/yjmt/d1L3PP69f/sf/s37iH/2g7h3tarQ0r9HKoobMXYvD1zJXbVXDo1YjC5OkhDxYBgJ5EDzHy5JwfgQ/MyC7VJKYY6ojz+amoHWoIXNbsIed7y3ouXOPaApcPiQTvLG8klQgv759blMo1ZW68HyGsS+tLGt2cUEVPB/SVwHfl8nzraUdw5Z+zWPL0oj5qqpSk8ifZVXQGhGawpmYm5sjnJTlt4NTOYn90cOZmJ6axhaZkGVsaqqneZyU1dVTWgNOnz6r8w89zA3pefmrUF14E8hSoCtSWauL47vEbec5HJMz1J1jnhp0Ql6rt+9kOY9IHqb6OAO7u/sy7Ozs6datOxzsbmjImnSbfrZ7RvAtFFGoKArwdzU7O4vTviB/tWtyElpZnxPoR9NSs1cV0HLEoUEfgJ20V366jLE301OXG9G67qAHygzmS4LHudKv5uPXVDdoVbwHkP3g2z6Y8Fb0joy3Fz+QanI8DfFYG4wh5l9FmVQwyFDkQhsLVu7mTpsF2sgNoUhJKRVAKBUA7fRlT5BjSIRfzet6Bb2X9yuHmzsFfpOcgVPQhrOnBuOsJRRhkHe/rusDuSkfAVqD7JiQpog+2vHQSHtEyB9pEkoKKjvWskiG3BoMMeoapKTFxYHFbi6XJzqMcCxn/YZ+tMxHA8VKwSKf1OGgZaNeJ2zUqSegr1CJkLuKlYXpVztSeBwoIFwV1dx0pb0NPfvwKX37t/1WTeB8vv7pn9P666/pkA3Tm7SikBfbNop+DyXcoCym2aRWlxaFvtHe/hab8SF6rU+9I43gV8Nm2WBdmF8tfTrewGCD6TajHBocfxAiQhFvwf2yIGYg+GrfEP/ARZCnzf21ZkiGt2OBnTnXoUv8V1oqFODF6zd0+coNFcjERG9K5XQHR2RHrX9kywbUw/kYsH6uXr6oCr6gLZTYDBOnaae5sp7cPdTf+j/9x3r2Yx/Tt/yh79TFuzdlhb1157aa/ojTn6GKFHK/t29vIGGlEvNWpAJeeoYtnabo7ZA8LmpbNr1hHmFQjZgbK0QjK1CEkZu0zMuITbcvf9d2xNy8xQdXAD+dO88pgVN5TbUoYBSr59FzCLTtENTkUT5qhtA3oE5Dnlsaj0NDIJYhO7aCqw0yZzq9EbXIQSTKUxrXISwk5aVpFABNlKTssBBkijzcgC9DjFelSlF2dP3aLfVm5qkSgBsSnLy5gfNPMt4ZugfnuY7jJ+C083/9wBjtfL0XePwF5BeM7QQScabF7LtPiOfIeWNgfoi0ZhZtzeMR+iqHzPEInZVS0hJG9RwGXaRC3sCLskJ+j5CJRgMOC27duKFXX3lFm5v3dHB4QNm+bGit373LifMG8V0dHhzlDbhtk1aWT4FzTUmluGyUMC6sUxL89mY9Yq5Ng41s0zaADq+LDhuq15T/xGaw2dhIqTm4OOLQYh+j1l+BeP6zn9OnP/WL+sxnPqsvfOGLev311/XSSy/q8uVLGrLW5tjUV1dWtYQBuoBxMzc/p44NHPpo6dc0lBhEBWBZt8O9gGEyiQGSoH0CQ9cGTFXV6mCE1HZGpKwerCuLokCnUQZO8Tjdw7izoZ+KhJy3Wd73MVY3Nu5pb3cv53leEntgFwPKhtcERlgUhRLyGg7hufnu+JC52cPg9VdUTIMiqaCODY/EfLXMYcu8NhiLHrPXdEPaeRV6ZchYXa/EAfM4IROaWg0Z/5C1WtWVyqrMToUNvQ46yTgG8NmnvtYVfeLmlcdf1bUKcPXQdfPoMvPI83eII7W5uZlloO7UOnPmtB559FHoII4LAAAQAElEQVQMumV16i6G3yR5Z2T5Mo9scO3sbCMnO5kvd+7cJdzXCD04asZ8axjb1OSUZufm1GXuxWMafJpsQ9FxG4MbG+syzxva7exsZtk0/Xt7u6oYm9AI/cFRNhQbxm3eePyRgn1o4BWRx1TBLzG7I3g+HA4cxaDs49Ssaw8nzhUnoKOuq0xPKorxfIJTPHZkjJ/o/Tnq4UxMTU5mHnseitxG0Dut6emeIgrt4iRuH+xpfX9bDTaVkI0SnBuXr+pLv/iLmj+9pt/xx/6o0eqz//AHdWGqo7/x1/+K/vY//H79tz/wt/Qf/Gf/sb7ho89pdrSrpdlKa+cWtHe4rr//D/62/vz/9f+iv/NDP6BPv/SC3ry3rk3wtshdw9xbiSawRvCZCmK8yI7HmQF+Iiis2UbiUJLBugJFLVGUCPMTpETTML7tHc33Wz02MacnF9f0xPmHtLa8rLosZfkrkZ0gPoXB3ONmp+x0lEh3qgoZqZWYjxG8L+CRf18xS50Z1rDn2Xy1PN69u67r6CA77FvI2wAHEEpUgqOL0W4eWxZ3mPsDrxt0VpZn6jl/DwdyG7m7R9uNjQ1tcThycNhXKmsc2tl8czKHDpifX9AqN6dra6c1NzunDrQOkc1Nbta2t3dVFCVOw1yex4gS+TjkUOZI+8e6b8R6TKlEfgY6Ohyoj+Owz8HFLs7JEXtvm/V1yDg9hgH6ytAnPMQp3odOfw3wDg7OJrbVIXZ3USQV8CYFuoV5DIXKlDRijbtti24dAY3nrTVX9BvyREAJ8GBnCdoSJJxAQWFB2mCRyUDeV/umCiVdwoCqSqoQlMTAxePFbLACbGCKxx3kCwIiQhGhBARMMyj0Hs97FlCfBZApZgSkTl73exIXiCPGOCIcskiYiJZFIhSQw9bEgSciZPojEVKVpCCSN8n/lJ+TvuJ+6qS9aOC2YR6AA5QasQDbE6CfcV03pT31HfuNBnqWBaGMpLKoJFL3OF3f3Nwl3dFoyBh5g3G0CrgEp1qhXMIf6KeRjrbv6fDOVT2yMqWv//ATmptKGhxsqRkecIJ/Sxdfe1XX2PC3MEiyUgPPIZvRgEU0ZPFPsKFNssHuk95lEfkkqc8C9KIboWxaFmp7LDcyIzMVLTSQgo8Q/WVvBPS9IzciFAEo3lHy1SRDAY9SRK7sucugIG0geJcX8dJgMFSL8ovutF5784q2dnZlI+reYE/FyqxGJe2BQ04+1s6eZ0OstMEJbcVphYQiwdDR4Uhn55f1cHdK3/cf/Meaml/Sx7n92K0LvXnxDR2iTPdRmp7HiNDVazfhUsiKSKThlKRQxBjEk+mHfzmErwk5rapCJRtcIh/vQoFTVOAY7O9uaf32bRU45SmBzeXIgRQkeHNc95+M836eI8wXfYzzicOYhjk10PqBuRzXHSNqRVeyI9Hk+q0a2owA48kF0OE8wwgl69CyQkWcjeP2IINKU6rcRlIEsoyCR5erGSVdvXITxV3LBo1BjFM8D1JDkhH48z42J47hK+WdlL0zPG76awkYd+bBu7Z1PycF4xG4bgv14xRljjiN7muskwhdx3ORKEsKpaJQUZZZfv0fex1i1CdkxHpxEuN/jc23QGfcunVT165e1R1O/sXTxRAHtfy36wesbxt+/opBB3nu1DUni/MZbGROc4rrWwRvjENOi/v04a9O1VWpBU4UfYPQRT8MkcEWiW4IyzI4gZ5knQSb94GOjg6QnxHxAY7NoYqUKJ9h85/FYOhl43QRI2cJR6OHsWKDzzRNYGRNQKsNh5QK5r5F34EHY9p0+ystFfk9aJzCyLWR43Y+Ra1Zzy26qaSvblXLMjrAgBF8c50up47mp6FmzAW8HCKfAf8qxua0eOzgpaLIv93wj1HNj0OMnXkMHH9FZGlpBV4tMNZaA05O93BQjtCNTBcO1Aij5kADn/4fr49DeHiIbh1ycLCDQXwAP/M4MXC9NmyEDDFADjFoj+hHppcT4E6ny/7UyHWCPERAQ8bXIGdRJBXQXJWVPBZ/LcyGmQ1up1NRaMun+vQ3pN+C8VqfV3WFLinV6dQY4xP5lmEKOhYWl/K8nD59KufbgdlBJxqfjSr/fwum+8qVK/rc5z6n1994Q3fW78qOpY3U2dk5LS4s5jle5ObFclQxHwUG3wBdu4nheAgP7qCvbGyZpyvcIJxDty4tLWdeTuBATnPDMgefC2S4gX9HRwOMxQnNzdlonFRirgrG3sWwbOCF9cuIvWiBvs+ePsO8zGcapqanMl9KaOgiTykV6iEz3WMZqGmfjWVkLztkyJ1pMu0rqysyz25yo3Xz5k3du7ehTW4LnSfmQTx9+txnHXVxRubA699OvIRDPbO2om/+nu/Rpddf1A/9lf9Sy7OT+r1/4g9p6eEVVcWRhq+/oP3PfkpHb7zMzcMt3XnzS/rUj/x9fekzP6npmdBguKUf/ZF/pP/h7/xt/fX//vv0I5/8pNYtF5HkPltCGeCNMjRCWcpyL2ToPqCPWYAytK6HzHj/SNDeoAj2OUA85CCiWd/ScjGpp889ovNzS1rqzWmZNV4iPyP46x9G25nowh/LrPleozMm4OMkfK3KUnJf4KzgtX/j06GuwTw2v0vqFMhBpKRsqCP/R9gUQ9bekD4sawPWj+XkEHvjyHFk1jcVt5gDOy8bGPMnsMNN1T6HA33G2zIfATCsjNvra51Dg5s34S26r4E2z+vMzKy6yFeChojAcZ/kxmUqh3M4LXaM57ghmWY+O+i2mrXn8U6iUx16bO7DhwVHzLuhBXeQ2Wcs9+5t6i7O+F3WhB2te9BgR8Rrch+nZHpyWgXzlvU1YUIeBR00H79GNI79pvi0jrxPCLJzP34/0t6PvT0yzk9WvgUliIcKRVbGFj7kRN7HjbNFMDGlqCUlmJGKlEOqKyKAXPTAR0gYCBkeyH3vKPVzIYuEjUqcqI4hZ0onxXrn40EctzGhLqZf09s6dHHrDwrAEQ8gCnmUIT+ukas5QkYeI6GrFwhAKgpFcn1nMrQcUDk3yolf1UdEKAJ4l1ZBnnt6G9DVu6XN37KoIShxDXgPo+FAKXVUVh21CnTMSBEh0x4RsgJqsNqO2DCa3W09eX5ZH37mITW7d3T3+hva3rypq5df18U3X9PN69flTWBjfV0+FXV4xMawwWnUtetXtYNRGxYQ5qv1jtpCOJCVPUqhQWm0GEeirDkBFmJDXpNDz5vUfgUeRgT06y3Qr+6JcPu3ILeGRphDNI6B4J0vNFnhHbKpCf6+9ApOAicf9iXmzp3W5f172u0kFZyWWeEeoThm2dgKNvq78M3KNhWFRNvDnQNNVxN67uxD+n//5f+XEhvmd/+ZP6MSJdfH6NljLuxoNArd4HalhTdW6ObLfVIzfe3beOXyAtksy0JdFHrBWFMKlk2jnY07+tD7H1evKw0PNnW0t6XwbQW8F/3o+AHjcezBwL16XsR+0WrEBjqCpvGcUcarB3CIJ2Ao3UtZHtpcGhGKoAReNgApFdYbCUkOyfS/hXdEXw1YlJ+IyG0JCFsplJ+WNR1Rqiw76k7M6O7GFgbsQBVGwklramtcn1gLaPy048xx4uQTfDJ8WZk7fC84afzrHTIb0Gu+EKgFfUS8nbIgkwKXm6cOdVyD1vBwpIHXnSQ7Cx02R/9Z26tXrnMSuKl7GHctmDtsnN5IF7g1mJyc1CSn3Surq/L/M7C8vCIbaTNsxGVVKpCpPkb9LgaqT+r9A84+OqTCsJjG2Ksnpuk3sq5RhGyQJObZp/k1J+P9o5EO9o805DCkLGuMvllgRikVx/lDlcivDZFlnAxDWdUYCX0M9H0MdA4AmCN/zcU/TvVGfePmDV1nna2ziR9wCmqD1V8hc2g57SAP85zeT2Hw2Rj0D4O9uaei4IZsRhMYRLUNbcZuw8e0eEyHXuPwNyJx0nmofYwXy3/D6bDruO7kxCQGak82uGr6EWMuwDs7O6MOPHH/Btd1H1VdKxWFhszLECOqqmuVrNl9dIaNDJrLdSdxkjrwa3qqp3PnzuvZ9z2n5577gB668DAOTk+HNmbge4kjEZFUlCXrqVIqSs1gEK2sLOevrLiP8bpq4d8ea2Sdeb+niJBvFqZ707Qr5D3BOA4xijynhxh0fejzd9/3MDj3OVCxPivoz3N/9+4d3eEW7M03L+a/YLbJDfhnn39er7zyKjdSV3STQxffckih97//A3r66afzj/cT631qalpzc3P5RmAC/nU6E0pRoANirF/QMQ02hnkySz3LY1XWquuOamR4Nhv/C5rm9mmMb0qnTq1pFhkdma82MGmfUpEdlAKeeH3YADU06K8+MmzDdZrxnzp1Sj1wVXWlRfT2CnK3iDM0w22G82vmqEYmZ8DfRU/X0JFx0scUhufs7IL8tZ4e8jVNehUHyfNnWRPrq6pqTSJbZ1dP6RxO6EJ3Sp/7qZ/W+rUr+uhv+bjSxi1NbG/qj/7pf00f/ugHdXTxNR1dfVP9m9cU+3uajKRup1YJjctPPqZv+Pbfre/6Y39Mf/B7vkvf9vUf02OrixqxB+0P97TZ7Ovm7qYO0O+p02E3DimV4kPC6UUhqIVug/nQeg8wMNd4rTIk+FNQJzEP5udRSM3CrJqlWe3hgBxcv6W4eku9vrTI3E0zh9OMfckyB42+wd/HNhjAY/Mgh8wLkyxFIPsNZIzEMlZRJHWg08Z6hzFa9n0b4b8MZfn0XHsOXG5dEhHyk4qCdl25X38laYK9d4b58V+zWltd02mcSt9oLC4s4TD0xDLGRtmVnZFtHJHd3V1ZFgxHyHzJ+llkzv3Vq15vJuO2Ph0iSw28cPkE45ycnGIuJlSkCj6GQkmW3aqsWLeTzPOUauRFSopI8nopkd2CORhwuLC3d4CMj6g3oUX07fTUtOZYr1VdKaUErVOaQlasu+y8N8xNd2KC/kID1mDT2obzaMTcfvUw0q/3M6bh14Y1aGYgOH6TT6pbBK811/FC2GdykasF0+eTNLKV0/RtOYhxis+groGAMlF/DKQp9eevHozoBN7eOtP49iy9Lc/NcnlL7wGQaAHeiIA0A4kHXhe30N0ibM5OMCCCerwCQxEIU7JQkZEr+0O/5gcsb7V1P2+lcszlmd90cxJCnk7iDl3R424x6CMK7XP1d/vOhgaDRhFlPlVzGwNoZAEP5jdYVMEG1uxt68zitD7y/sc03Wl079Yl3b3xpkbcdty+fUM/9sP/RP/0f/n/6LOf/rTu3rqd/0qEf/TUd1torti4IwU6a6BUiDloMD4awjaHDf34pqixXAF2eISia4l7UzS00GPwWE7gnemT/PuhNZf/s4YHwd6AzLX7td4egd5g/r5SlXc0yMlUJJUoh7m5Wd2AB5cuXtXlS9f0L/7BP6hv/a7v1A1ujPbagfa4UjdfPLb5pSVNoKxuXbmqBGMS/ZpX7TBUAe9/+HH98F//GxrcvqV5TtzEyU7N/LmeHbVNbpfKqiPTa97JHPtA2AAAEABJREFURDM08wV2CU7D4wZoj+MOyaVwBM+Np9MptX73tv7W9/13evWFL6jp72pwuIn8DGRHsUGR0YL2UoogL9QSjpD/BmiNK8/TSA3y1RCnQ95W/ueGwUco+By/zqfZOOFa9BEIakqhHOZ4UgFPbHRFxLjumPwcP87J8bc+TNtbqRZ6PC9RVBow7/sHI23v7GOYzcjtI0K8NAAxL5H8Bp+Jgoig/BgU5P76vubDu2J8gJZ3K3dxmxmYY5nXsBEK36LRsSDH74M4IoLkmE8+iR/i9PcxUA9xaofIxCSb2PLSolqMiouvv6GLnET7AMGHCjb03KPTBxjCR/0jDYaDbLDe4wTxiJP4Ifh2tne0w+m4bzQ3NzflvzDTFiHfdm5yY7eLgX5EfwWbuQ2JIUZH3amzMWDjwENrkK0d5urwcMiGPa2y7DBE057QI+gtZGNickqTbMw9DEAbq2VVqg9NvoXZ3NrSQTZuxvTZkDDPOhgxXqML83MYCB2ZXjsph9BuI8PjOGnXoINsJJQYlaMcr+SbEM+b66dIqjEoyqJURZ0KA8Lg+h2Mz2nThqGVcVDHoaEoCurX8vqLCOXHYYpslEwwB3ZYfIJuo8pOnx2jCW6MHV/FcOpiYBvXAqfJ/s1Acv84iNYpa6dP6+y5cxgunDhzC7TACazrmu4ZeGVQFIxlWiuU9zAKvcYHzJ1psfHk9qe47fLXTBpk4R4nrhuc1JtH/oqdw0vccL/y6iu6wk3YFo6F+du3Q4I83eIm4uLFi+wxA/UxMCdwsh595FFdwDHyLZoNRxtUdlxtHHp8XebG8enetMq6hsQig50cy571pnlmGt3XImMfx6WAdxHBttGoacahDTnPE4KTDcX5hfnM311ulEaMqSztrNigC/bAgbrwfQKjzjK0hdz6tHmLcXm8ZVlixPZUImPWc+an59wybPnzPJXIguXJp9UOezgZA07bvRYsK3ZYzHukVw06z2OxsTwBztmqVgfD841f+qz+p//mr/nL4PqeP/dn9dhv+ZiWlmf12CPn1Ll9U5z0qTzcl/x1Hxz01EfvcuA1wmH3V3FTW6i3vKpHP/B+ffwbvlHfzY35H/mj/5J+97f9dr3vqceR+UJ76PhhXeggJRWTPbWDVhogh22pNu+VkpoGGI4B2WfREcc8RafKCxTgzetnNNnR1AefVe8TX6/JDzyh/bLR/t11Tez31QN37B1qAl5PTU4xD7XcPqGYhuiAA/Y0f3XyEFvB+qhlHlVAF/w2fyMi65fr167p6tVrOsTJLXHES9aQ5cX6ynPv/cw6w7hL2rrMUMPXIpX0O5EdT9+GrayuyvI2yVx3kEvroHmMe8v7qbXTOMCLOrk19XxZTn24MjuHM8x6nuTWwm1qZNRruYDeBC8beDZA9ofoswbmFNCZisIkwacRh15H3NYeqc98tZTD5axnR6y7Bn0XEYoIdGrDwcEAGML2lrbWgRMyHR3WvdfBNnu/baxddO0W8SFrrCqSKtqHjh9HvlqgCVLA55e/If4Z73vAl7fIU/xu2V8hz70jc2+r8VYasXAFIx5nOnUCzmlY5TZMZCKLMZYWQyJiTLzzx7l8kscnEwOG44lQOAcgi8+v/HoRcNthheqKJyhAyDtGcD+PCm2uT+TkPelLifqMKeeHAiHKUcYyDh/4BK1xEtCAT17TTKtcycmMLKfe/SOC2kACiL17pZNc6pxEv9rQxtu71c19gc8b/8a9LQS6UUqeJAwRBtG6UUgRwcZYsf6TmsGRnnnivL79d31CCzMTOtzZyovWG8TLX/qirly5rA/91t+ij37zt+gsG8sym56/7rDAhjYzO6eF5SV1pia0z0ljwP9OXaLTGjYkFhUKrYWZXqRi4Yly2U8/JiT01j/xuC7Be74uB10ud2jIiff4iAD/O8BzkqJQipJWSWOcmSDScQwE7/K6rk9i+5wcXeM2YoCD99/8hf9KFac+H/xt36pb3BoNilDq1mx0Q/X39jXDyacV2vqNmzrCUPIaapWkUaEGo+uDTzyjT/79H9SXPv2L6m9tanqyqwJlNkBp+1aprkqVRakx3ZHp1fHTnvCTNXKcxcY8kjfyPgrSyi4h63aCVjlpe/jCac31amRipL7/wtCwL4GjZZMkkleDedqgYO0oWsEOMVZHx2ADpaVCw1w6FHMZ908izMMGMlq5DJWglnqivtMt/eDt0HcACXBofkuirD0eQ0SIV/6IcDxEhTEYKTHzwuWS+REacALdtEmRar3+5lVV9QRjKdQwDvGYshMgqQjjdOw9oP0Vyt/W7K26rTt5sIx0S+aXAXUoEoTordY6fsb8czlN5ba5gIoRjBHw+CNCEZGL3v5Be0afdXKKLEuRCrjbCntNp06d1tkzZ1WlpCFG/ACDYA0DdJ7TPhDitE1jgE3Ljw3zEZvmAWvbxlUf+S3o0yeMXU4Yj2jfxZh7BL1w4eFHtHLmtFbPn9GZRx7SHM6NjbUl9IS/ljPNhj6LUTw9PakEXX0MWBt9/t99j3AKLCsdjHmfcFZ1zeHsQH02+AEnfqJ+UVWqMFxXOJ1+2L8tWFqWnQwbCDbSDdMYglMYP14vVVVnI3QI/f76z11O57dxVkbgLFhfpq0Gn2WkBrdxmd+pgMcKdOdQdadWSdkIPZYYdw1dJUaPgSra3dvl1P/O+Ks1GLLr3AYbdnC+7LgZd4c2KSXmsZF5sLa2hgN2WrMcYJQuY31bp8xjZM9g+MxiPE9w41R2Oio7Heav1OUrV/T6a69zm/AKhx2XtI9j18FAmaV+FyNpAoelpq5pncbJMK1DHMaiSFmXz+GYeLx2DiY4CHGdAwxCf7XK8zyBgWaHy4agx+g8Gz8DdJANLfPTY96xEcTYnOcff3/sox/TE088oaeeekoPPXRBvjkwPPzwwzp3/hy3NM/q/PnzKsuKG6mb+RZkxFrtoC/Na3+P3zdVDnc4hTafnV8UBfxqOYc50Bx8cl9r8M0n2Tb2Xc/07eMcDwbsM6xzG5nuZ4Lxmd59xrexcVfr6xvc/q8Dd9F5fU0xVv/A/QMf+KAef/wx5H0q69fpqWn5N0OduoN8IgPMmWXCMmvjNRVF1q3mjXnlvloSdmJv3rihS5cuc4u4oz3mxvyhuarUaKYuNRMjlQc7arc2NFG1+lf/z/+e/tif/480v7Koo1deVP/aJQ2vv6nDzevqH24pRn1VdcH8l2qLViMg1UmpCOVDO/aVlnE1B7vwttUTzz2p7/oTf0D/8p/643rmsdP66R/7n/XTn/2U1juFdiY6anuzaIQS+mmOTg6EN7yukJGcaaYj4wi9WtZL+0B+YiCJvOGd29LRvjqPnMcJeVr7zZG23nxTk+tbWt0fqru5qyHr64g1Yb0h9pQK2S7gm+fqEN1hfeE9oCwLMcGyfB1yq5gPBtAHlkl/5enK5cvIyk1dv3EdZ+Sq/PUpO8X3Nja0yTrb47ZiDx7sEO7s7HLYtKNtZNNz0bCXeJ/qI7sHzIX7FeO1XFtXTLJW7EjayJ9j/cxxE2p95sMA02rZOoIW64yxfPUVEeyph/JXuTbvbcr9t/RjPrbwboROGcKz1nkpmKdCRSpVBFCUSqmAzQ1hyjrA669kTVToFtOwwk3RBPq0qkr5K6kun8W2clmHw4aM1zMI22An9OjX9Ix3519T07c1ahkzE5jzHDfkBB8t8Cu9EcpjGKMZt0gNAjNs+3jkQ+nEqEiSQlJuIVl44ClJMv1Gq7EBQgLGRwRlVBMPZXzCNpNKvoJkm6GlLwugCyPID3dE0fHbUrfBoBBh24onfxC+9Y7zwc2ktxgMDQvL8FYNKSJkzEE5vQhzhW6Ny6D8OGaQdD9NRcUxTS1ENii4tqUWr8aIJHArP+MMfzrp0H0iKyoU9B986j4k2iVwByUpqEFcPBHBpztoqOsTiBG0DjMI8yHUUP7AS1XT1DDuQCoL4BCl60UcKI3GNOfqxjuGiJD7x93WDIr4kfNnVaDs1lnoIxT54cGhXnv1dZyOm/rQJ75V3/mn/nX9oX/r39Lv4XS/qmvdot4OJ54HGCR7uzvcgAD7uyjdXVAO1TRDjVBkrfnN2HJfkuhWAR8zQEpOE5Kpk8djOQHnPRg/STeM1fknacdPwHljMGLPwIMQilQowZcI4oCUcvXG8gNtTgQfzo0HCHMbn9g0basCZXLl8g0d7Bzo/NKa/vH3/49au3Bev/X3/gu6N9zXUdEoqtBoeKRDlGNF/cXFFW6Lbmpna1tFUdFTwHPq3NvRk+ce1u712/rcz38Kaui1SFwL77FZrquBrhJFncdMK2Xgk3y97UFCyRsr3EO18EjQGik0MT2lbqfWAkbNzPysnOfTzwbZMH6DHY0RDoZPuPtsNCPKhpwaDpnHodPEc33ymxbdgCy24DdESCcg5LM1eG1DawsIcFvTlOC9eHJIuxH43Vcup57xUTzGRyQi5LqJcSTiBSAexF5ye+gZQccBJ4+HyO6d23epb+OhEEVy33wYs4P3BvBGCt2HSIog/R5wgihRTwopA71BGOSY9RKz+e5A0ckL/pMorYm2YEJ+4KHM40x5Sz5vHIMD2kWEgv4JRAxQBoZxgkrmnQpK0Qt1VatlHrc3N7W7vaXlhUU9isMwNYnxxUZ4gfiHP/JhPfX0E6o7hXx7t8P6PkKfNMjAIevdX2FK9NIBl/EVyOYhDsg2cu4fi5c4Ip2ZaU3O9lTVtQ5oaxlKrIEWwuwQmS1FXarGQe+PBtpFd/irmjs47usYi9euX9cNjLnNzQ31jw5lg2UHOmyc2qgoMf4DXCNk3HM8Cf1TOB0NRu0uBollYXfvQDvAFqff/nOZYt37JHRmZlY1dBmHT1VtXNrwrqtKQwyIIxwxy6Lzh8im10bjCWXMblPAx5KxOG55hrOywV9WpQRNh5xM3sFA2mXcJf20KemIQ4A+ayuIB/xSkeTfUNzjJNOG982bNzOf3C/TLa8J4+tijJjWhnW9g0FXMO7J6WmGUqiHE2eDaR7jyWvG9ZZwXiZxWqZ6PS0vr+Q6uxjnWzgLBxhTWxj3fQ4b/BU583Nvf4856OjhRx7WU88+Izt0E9xeJ+g8x43Ko489qpWVFU1OTWbD64ixmcZJ9oyZ2VnZSOrgANlA2+em9+7GHd3khvzWnVvqc6B1AA/8tZa7G+tyf05XdS3P48WLl3DYtjSALx367OIwdLuTKssK27qlzh77ygEnyBh+Up4zH6gEPPZ4G+be+Cz7nhMbi6a7hEeez0S9fQzPK5evyl9ZHXDbMDU5rT6HRnXVUURSSiVTUcjGqY3Kvb09+sV5QGb68Ituc5n7M50+zBl4LpGRoqqZ16F2cJoPoaWPjOxxQ7EHv7e3N7hV3lPicCdwNrp72zpdFzo3O60PPPe0ZjqtmttXpK3bqjtJdV1yEJjUmahVUi8KKaJBA7D/pwSdSfmxsCOjAlrWXAudLYbw4NKb6r/yguqNm3rq/Gk99eTj+sXPfJJQcNYAABAASURBVFo/+qmf1xvM/XpIIxy4PicPLH+1mWmJPlqFWnQC/YC7wVgfoUdb1nqLzAUUJPKDMY02NnV0d0NbHEQmbkB6j19QA42xuaOlUWieQ7hm/Z4E3/rc2GzT7ya3Sfu0bcDRsJbMuyMcEOuQDdaIbx9HjMVyvMwB5iz8mQS35apGTipkwXNbFqVSQC9zWlc1ctdVB4M8kT48OtAOumyLteTDBf+/IV5Td+/cwUHfz7eipsW3YON9bCSHlheHLfMmuGDadtFhpun2beSYNel0CQ1W5ofIsttQVeLDa785bpssR9Boeivoq6pKAW2t5KbsQ60smxVy18Hpnp2dY10tZ1jmAMX/oeHUZA+5Dx3BxxGy2q276uIE28n1WFs1rJW+mryvgvhd3rZlxpqk5l2gbRMtCrAACFgLzSfQRKmGPEOrItdTDt2GJK9jhiJCDhEbxuYRKj9t247ThAW4ypBK5OMEChr4dxwJZ9yyLTW0c3sqEkPO+iAYwgSEkQz64VOKCEVyyId0nA5HQAkCOjHiyCmIINSDjwfOVZ9UUkItmrgYOh28K4BdJ0CjXOcEs8OmOUaSS97+ccKIcQ2wQLzjBmWsYIBmPuXH5DkcA7UgzILVcDJAa1lwDLk+GZFx+DOUo/JDnEREKCKckcGxRMx+nCFMN5tk0I3zczlxhyfjvB+HjhD/2lAuI41kSaarZfJIt8bn9gzi8KCvDRRE/2iosuzSK1NO2waNc8ITkU6IT4fFssgGNo0B0LDBNyizA5TZLTb9nd1NPfPhZ3Xu1LLuvPKy1t98QzMYFY889ri6kxNsCPvaR1Hb8dhjUxzQtmRTLVLgfIw0RKG0KByPUdCGUKmFzsxThK7NRlUDfeP3hLZx+FbeOPbr9+lpCWh0aLJMjw0Y05bphNeCN2OI+x2bLvPQ46rhw+2793Tr+k0tzszp8dXz+sG/8l9rGgP/47/rt+nO/qYOikbl9IQKeFLRX0mH5x9+XAfwrM8GXk9MqtsBoqPOkbTWnda1F17W7r1NMaVaR9Hv7B6pSF4vUnM81yaodZyI6zV8GATxLUrJuPtsjh5TFElB/wWbsU+DRsNWnaqrBC1DDIM+c9ayIbjDlrny2EakW88T6RbcjhPk/hv6bTOwCsy8TMNxhP5Ng6GlretSbNSIaqMR8neSV9eVKmgSvG7pq6V+S8gOSPOGNsYpCTr1Lk/EeF4iMb4U0Ma4MIBqrtU38l8l2YFvNbh4kfWIdIzlGO9x6sHAGLOsPpj5zxhvM09+9UhMZWumu6lDg+NAppPxpzz2k3FR4Hdc6JioooA3TlhPDjHw9pC9DYzAe3fvqMOGusAGmMIbVStvlpaT6emebKTakfBXULoYhZM2ZoGSTfXo8EB3bt3Kp3/erG1Y2JA8wqAtu5W6U121KLmhHQr0whuXLuoSsMNN6h7pQwyToM9FnB7/eVWfMls2xXj2wX2J033TbGMkFYVmMJhm5+c4mZ5mffVUkGeD4OWXX9Yv/eIv6aWXX8qn2ps4U3cYl41RH5yYtgn0lP+Mq294FrjRsd4qqxLdNJJPxPcwJtx3wKcVTtQnWJP+/Yed8C6yVGP8mF4bHJMY3zPoyoXFBfkrQNOckM/Pz6tBdgcYbNM4BL51WVpa0sc+9jE9zKl/F8fB5X0MVcu+58z0OW1jagFHwfWWV1fURye47gCjjxWAMdqR+/OJ7NmzZ/XYY4/pmWee0Qc++MGMu2Uder52Paf37snjt9wM0bvGE4hG3elIEcznoTY5jZ6CRouS58u3HXYgbARNMG7fiNiJqepKPmm98LBvME7nft2mQF78dbcu8nCIsX2ZE37/nuONN15HyluZjx6bcRuuXr3KTc1l3bp9Kxvvib3G9F3iNHsLB2iOQ5CPfPTr9MQTT2qJWzHTVtV1nhuPaZsT7FQUsnwdHvbZb47k0+19nAnzZRJ5PM0NW8UYC3RJF0PU81QUCb71gBlNoKenpqc0NzuH8zSF4TaU697h9st/Ie0iJ/Z3iZvnCflze4/B/PN6sUNoQ3Qf4/mI/fEQo/kIGLCW7MA0CnUnplTj6AV8K6ukgr3t4N669m/eUAXPlzmkWWkH0t2biu119ddvqmVvjf6+Whz5PjLfZ87bKBSpUsphEAIwHu1GL3CO/b7hQK9FxwucAddZuSpZd0X/ULG/I+HwlOB85NQZffxjH9f1q5f0Yz//M3oNB37XfMKJVN1FZlsFvA341iK/rXU+NAQ2CQag2MBFJc6XGV9RakqF0saWhrfWdeNLL+mVz3xGxUJP0xfOqs9hQdzb0ipO4xOs6eXOhPwVbtsG1h8HOAb70GS5DCnrdu8xDWNrSZdVpSnW1iwHAnNz8/mGznPmOZ5j3c/Ozcm6wOtrxnXIs6zWtCuhv8O4JpjnSdZ6yV7nOdricG8PORkxNs+lw20cId9GbnNgavm0flCEQlJdlaqAFp56bXquG/hd15WMfwpZm2GOJ9AJBu/zHeTNbYqUVMBL1/N6K6Ehkdd6fIDjFbQ6bdr2WK9e6ykVuV0qEhRIQ/hv58blpu2Qw1/rlUN4N2B+G/Spb6hH1IOLuc2v1wdsUERkSOjCB+G9+ggKDARf5evZfu+q+CNmvysBvK5qJQZdEJYAAQFIJjB0wgYqY8gLCCaQ7PuvmW6s45qJfLci+JVeowSEUXK/BekAWN9f3hpl7D5a6jPnyvWOazltsqzURznhghNEDt3yGEiCgkVCmroW3CGLM/9Qk7TxuLVpwq7JSZo4CyCXRMj/Uv4k8/5rXjQgd2g+uVaAJKjBfp0vmbhZzWGAh2zoOImYHucIvHAUWozH46WSvBBH4L6zvqV7mwfq92kXhUTtiKS3nlaeO0Pk+RrRvJE97T0cD99mzM4vqjc7L3v/GxjDXsjX2UxsdHjT9HeUO51aXpzIqgYYsiUELy3MaWF2RmUktRibYk48thMmtSiDlkXd5JDZyGGbix+k7634P1ssIhRxAol4Ukrj0J020DgaNoIMjZUhPHuXLl0G9xVFwriawjHYhjf3NMTBm0qVzvTm9U++73/QPEbCN333/0E3Dra1EwNVsxMq6kI+Nfbf3n/0yfdx67GrHa6mS5S0olZqKnWLrm5cuSqfLBeRuGq+o/4AgxoFd3+OTTBzbvIcPMi1EQM4wgA6wrAboKQajWQ5HzWhUKHd3X3tbO8J1qvFQQ36SMy92MxE22CeWgozgLw5ZkNLn403OzW0ayTSfBA/ruBEznPatUfUbGR+tRlPqwGhf3DoDXaA4uxjiPW5nRixpkz3g+B2DZ3TJGOOiBy+7eOBrJbyqio1ZAz+vx2u3rqpO3fuKRU1TULBJ8T6M1M5/sjJL/vIde/nOvXVwP0GXx5hEK35eh/Moy+v9m45rpkh4yDGm+sxXhlInFBH9PgN+Z8TLbMw4vrf/Bb9l0VI8OjOzVu6d3tdI07WOmzcAwyp69euyOt4EgNgiAxYhgw2rldXVjWHgV1WhVqMWs/dDpv4LjcQnr8UKRt1PYy7VFXisE1WvAMMoomJjs6ePa0aPWE9cnQ00Okz5/Q4xub5hy7o5AbiLHkf/9jX61u++VuAb9YTTz5BvdOyYW6JS9DZQ6f46zvnLzwkGyI2wr/pE9+kCxcu5LrPve85nT9/XmfPnM0GuvPPnDlDHyvZmLETYaNzFuPm4Uce0eNPPpnxCF6WVa0uxssE4+/jtMMpnJzprE9t8CwuLWIcTalifB5/HydhBJ8MLp/uTSuhU0RDOx4r3Dasrq3KPHSbhx56SGs4Nj2cugkM96IoVJTwEzk/xIi3YWtHQJEyr9zHIYbuJkbSOo7iBo6FjfFdbnNslNxdv6PPff7z+vEf/3H94i/9km5zutuHbv/u4s6du7qB0bu+cU+7GC01htns3JzMvynoXMb4bJCDFrmKCNkQu3Pntpw+4Y/7evX111lHd3SdQ6hIodGoUVFU8GFaiqRr167rxRdfxOlbl//a2fnz5+TbkaWlZepMZYPNaRuJLvdvTS4wV1Pclvj3RHNzczgThyzHkGBcKOU+9jG47OD4x+huO8vNSl3X2uT03E6B6+2wRw0xku3A7OEU7HJzs4NBNz3Tw9mYzNh6vRl14bVDG6bTGI/ee/z11ddefVVXr13jxuWevGe6rAOf3E8XZ9G/FZmkfhdD03NjR3eErvK8bHCy7tN65+/vHzKPpVYwuM+tndLy3KzOzM/p6VOn9L7VVV2YntQsa7DY2VR31FdgQMq3IIMDRtsoFVJZJIAIstCivxvqwwi1yJeAoN/E+m3QwYYR+npInZYQa1UjDo+GrGGvY0PJui8x9ktuDteQ1z1uXH7mc7+kn3nxC9qsCsXivPxzj6Y/kkZJESWQ1CIPfCi84HJcclqcvheHQ5Wbe6oJH/u6j+ksa3Bve1PF/JTS4gyO5Y4KHP9ZbpPWotBZ5HwB/gkd0KDrJ9jDRsz0LrQKY36KW/ellWUtA17L9KRdDiV8A9cw1lDIc+2vSg2Ra8tenzV3xJo4Yn87zNBXn/4a9rey7Mr/58/q6il0wAVduPCwzqJT1tZOo3/Oyl/Vs4O/xKGA5zk7EhwidJArj9uydffuOvvjDnbMQAXrc465nKFOVZUaMgee/8jrYKgtbljusOas0+7iuO7gSO8fHMCHw+woW16G7G9FSipSyjJmWTK4/xSJqW3UQvtgQMh4g7ygrsvtRFt3VqXnp1Wi3wjJh3UF8iKeFvhav5CkBBEBMQ8CWe/9MpCIUIThuCG1wdNkgWsRFNK8rhAMvgCIwwQzgpYK4pGSJOcXMLkECvJbclqywaXjx8JM1BMtSg3juL7sCXJshDt87zrgp96Dr3Nc/7gruRvjYEBEGwWJUMhpBzZaSNx/c3tS4xAOgMj4zIqgQShJGYlrKD/OP47k4O0f4HBjMk/wOGzbBhvAQDl9BOXvfFvyM53uinhLm/vQNGrJk5VVjo/TDUh28PQ3tnZVdqYwkHsspJGGGHsN9VvTD4RCYiPhE4NtlL9LefnixXyD4StmGytlp6OGsVq5v8ltx+c/+9n8/eLbnGBtoXwT8154/pG46d6k5mZ7KvCY2mbAAgn0C3LgDqApgSc5jvKUFaZpRqm2Th/zh2r59bhOwBmOPxg6fgInZSfpd4YR7vTtueGxAwmCUhH03qLn4RHKBaZSQo0QoZRoHxGKCBUpESqHzrcBcfvmXfkv9IBAMyj509NT+qH/6i9rktPV3/mH/oCus+Fc372nQxyPNNlVAkefTfL06TPa3VzXBifHzpNCE6p0sL0r40IqMCbuQk6jCrwNvBJ8pppOnlYNUQsHgd/jaESoRFkaRsjHgI3Dtyt0nhWjq1mJjpCJFpky3jAuF9BWQIDPQJBpyHLoxNuAjQvnRm4LFyOCpmOajKoNkUuDLHfwmDlvoKfPRnKIAerNo++NlryGMtPksCFNq/uvcd1PnESOM807z0XA1w6Go0+1J7szusPpXAenrlUwbAjgw8v4AAAQAElEQVQRT3sMx0lSX8Xryl8NfBWofg1V2sy7MR/bMTeZDw/kAWSQR7Uvz3c15gQWyPIzwujxPHsTfubpp9XDyL59/YauX7uKDOOUsnnevHlTF9EDqUh5w17CiGyYm202Wp+8RUSW/6IowNnIxkEfgyCHGBiWuZbT3f3dLR1iENqAXF5a0RSGyOzcnNYwyE5hDPgH1BZpw8rKKdlQ8NwtYMCdOnVaNtx7bPrGffv27fxVGf8WxHrMcjLH+jqPMf/ww4/ouefer4fOP8Q8p2x0zuMkzXOabmdhcnIqr5+qrrJBf4TBso8xbrwwDIdkQasYiB0MzEOMN59ueywRKTM9FOrUHdn4rcpqbFTs7GoTI8uGp2mxsWpjwelsxEOvjZJ1DJmIwCDqyfRMYnAfYXi5f4/pTU7bj+DddG9axhHw9JA58q3P+r0N3cIZuIexbUPcS2LI4chLL7+iV155TUVRy39FaXllDdrmVJU1Nw5H5BcMq83hCOZafnxY5hua0zhhNsB73Ho4PjM7K69Bz+02twv+isoejs2Q+b5x644+/Yu/rF/41Kd18dIV7ezsyY+doFcw2n1T4PHaMTh37ly+XSjhT1XVqjHmppAtz73g3wTGv/NsyE/ZGCXvFCfyQ/SSDbgb16/rxRdeoo9d9qmRilTkcIjh5voFfHFfBTKZby7gl9f75vY99jZuEqQ8RzYSh+iTkvo2FN1mEp27sDCnI/N1H92KrrLjNjs3J9+0ed4sU553jy0bkfDiHk7bOrdnXgue6xEOd0TIc+gf8hdFiSzscvN3UzvshSNuLRJ6rQeNy3WpZfaV6cN9dbgNKHAyyFZFXo0u78CfFFKDAzI42MNx6HPw1CrguyEx2eG9iLSYQxYar3Vty0gNBPDQ6sA86h/1Mx8cF5kdHKez58/o3OyUFgaHmtZQG9y0vHnvlr548WXtxVAlPBmZBpy3BjugoT9vL6JvuV9kTeSLcpEXKJgWB3nIXBXI5tzqigr2jnvXr6o7j/xOdtSiP3TztkoOKeexHU7heD/yxON68n3Pau3cWXWQ/yhLhfcmyqtOrT48u7u+ritXr7Hf3ZF1jeffcmt9N4Tv5v/169dwgu/KOmAPB9O/CRly6yQl7Ixa3iNH0DuC7mDten6cZwPec2Y56iE3vV6PNT/PmpnNclpCz5B90Gve699pr3XXc7xljAPk0HpjF322S9/rGxu6dPGSXmYt+tbMa9ntWXgKpgZWeRqUUiIljeCndeEmhwf+HdAXvvhFvfjSS7qG7l1HzvZYc3ZcfNNq2WxAYL7YDvNfuPQNc1WXsvx79oNeHBoaengQ8p7LRPrrrO8GVP+q3xY6GubeDU7iZDn5awRTbHBzjyKInKTFTKZQ4AUXqgkdf6vQMQ/UA9TxE5GUMoTEoCMIFSwBve3J2W/L+WdJmBIp0YvxjiHuIwzouJ8gYsYR5NeUOR0RUBk5750fFvqcZ05Txb1ZIJykyyxYudw4DBlTKOBDhEP3QjUauo0nsGUSG4QwL3SHKBXnZXwZ2ds/QJMzIsb4cuL+BxSCuGVhsFplMK4RiuKIU4mCE4CJyR4HDkN0V4O6leJ4IZiGEbSMWLgjFM4RG+4uynaI4eDTBc/vMpvUzOKSDsnbYJN95ZVX9NKLL+i1V1/OhsomyqePMi/KUIlXXhShTreSF5tP9hsWc+F8IELHD8xgsG2mu0VUxuAFK/KPK+XgpM6vFObKgtcIZAtIiawxRDgk+cAbQV3SxivF+B958tP6I/xBflKYXxGKGIP5FlGg5BsU5lBRlOjZu9ph03HdljHPTc/p0bUz+oG/8F+yeQ71L/6ZP6lbGOeXdjY0mq5VsRFaNIco8TNnL6jx5rt+T7MYS2s4IyOMIn/VynNjB08hpaJQVjqe64hM37t+UOZxldTvoti9yVUeA3Nt+XAb/1nMVkldjHSWOWxnQ2sYS5YQargP5qIBjMsyRSUK+Gwzg5iusezlzPwxzqdGTo3DjIGRNxpxhDYCXwPpPg1PVSlvOoZUFcr50A4lxJtjEOEYWtq6LAM4jjt5K6D7IiWG2GjAxlPVHW6LbiOPUxoNW3lNGIdB4GpZe281/ucrdjInOTyeD4Z0fxDjMTrpWKtgkotUyOuyQC6mepNaPbXMifQkp/F9eDPSHgaDjeEhusDfc3/1lZd16dIl7ezuag8necjmb5657B6n70PkvIN8GV/+KgUyOzs3p/MPndcap77nzj2sRx59QguLy1KE+hjbBeHiwpKqsuZkc08bG5uywfHCSy/Km/cbb7yhz3Kw8dprr+s1Ttpfevll3cVwH2FM7HESakPAP1oeQuMudCGEeUwjdGiFPE1MTqgoi9yXx2JD8srlK7p69Uo+kbcj8BKb/cvgfeGFF/QzP/0z+omf+HFdvnxZrn+Z8f74j/8YBvALGDKVSnB6vc9inHcx5PYwOPwbBRsI6+t35e+P70GH6yzgBJ0+fVpPcovj72tf4Vb4n/7TH9XP/uzPyD8IvwINr6A/f+7nfk5f+MIXdAmjxT9QrcpKNn4jIq/HNW5Eup0uLAst4oCZx5MYa2PDvcOcTclOUllVqjt1jn/4wx/SBz7wAT39zNPwfk37HDp1KFuEpjPc/Nhg8k1KHz1uXW8D6S5z6Pizzz6rD33wQ5pj7ja3NvMp7jVotfHzyCMP65s/8Ql927d9mz7xTd+kj370o3r88ce1zInxb/n6r9e3f/u36xOUnz9/XnYQDeaFebK9taUUSd3uZJavzc3NjNsytMtcmhbL0B4G1z0OCF566eVcr4TnaxirdmTsPFqCbdQZXN9O0xQHOzV612Os4Z/3rgT/vB729w6VUin3XZBnmODwQTy+0ZiemtYSe9pjjz6qr/vQh/W+Z56Vb/PsFLkvG57mg2+LLl66iOxcQ9ePT79nZmazc/Xwww/B5xVk/awWuTmYn5/R0d62Xv/i53X5S5/X4c3rqlkzHfaECscjjvbV7m9pxOHTYGdL7d6OGngw4nS8Yf+tqwkVCo04iAl0VbB/oy6VlR9xNWKfjHHacZRgS36g0yOSyrLA6arzn032GilToYFloEx65IlH9dCZRc2V6Pf+jj7/0mf1Iz//Sf3UZz6twxSqerOKKFhKATRquJFpOTRsWO8N66qFPrHWYYIMVcX+xQ18/9I1jW7c0YBDMsvTYQccpxawFXAcsQva23fVZW57ED9Vl6ynUmIIps//38dsr6dOValgHidwSr0OLBM+7Byy3ncx8H3Y6bW2ieNtPdQw3rrqqKq7tJ3QZGcSR65ivffltWmZ8xrfwCnYp/09nMG73ESYPvMoFUkDnFL3Y7yWKX/dbp95qOtaS8j1BW5xzmD3WM6a4z3CNKaUZJhkz1xgn17lxnBpeUnzrBuPyTIZ8PMAO+qIdVYUSZbPIiXYN8wHMHvc0B26r6rUGgcdFx56CNlbkb+yVaTEOAZq2Hvdr9efncmQdMBYduCBnRDBxBTJn4D+f/5EhCIi9xNByOt11jAXEokMyk9i/K6SEycfX5ZxUvBW2ObNq80ZqaVBFB0WcEeKCkgAwklfucpJmBN8sAHSRIKQlMaTlKijjFT5iSCD934ebXLBu3y4mo2zdyl6K4tK4UnIEDJ6yeEYRAYxZTiO6/iBYhaaEyEq6Cs9Y0Y3eK0jltGY+niwEbhze8KWfNc3NIzP4LjBLVsqngBRRYTE28Ing/ITcnaOijj8zHHwZaIfCIMC88ngsiYvloKTrwGb9qZGLOIaI8wbc1kU415obxoalFeDouuQ30U52BDe5lr/xq3r2thaVz3RwYgbaGtnW0PaeFHdRqm+8fJLunHlio4wnE1zWdWyQqrLWssYFr2JCe2jYPtWuFmJDTTiWrgZDdSaPnCxwmAHVBA3DhKMZPyaV2RD6zg3x3NVPqgyLqdVOwayjl+40SKj42o5z3Vz5IEP5xkiQgkhLRh/XVWMoRJZalhUrfEIfELuHQfnSRvxuI0os0HSh9J9FHTJtX41PS+GqoliQk+undUP/43v1S0Mmu/4E39E23XS5e272tNAo0KybAwGR5pfWdJkb0LXMLYOdjbVZU4OmAefXr35xmV6K1Uzhw28G9HXiJCRq4FOkabCAy8lLUC+6XVBRDBOxhEAY9rmtNYnoFmBRZE3LqpoXJ+dTWAFR5Yp8EjsdMd5lBzXIyOXOTTAoFzPdY9xUO4xsp3lNonuiyLkkG6lEmzwX9AkHlNNwBvHQPC2d4yXVuTST96diR6/7qtgI6sx3Lo43Pv7fUoiGz9yHyYxh6GI0Hs+ud57ln5tC5gX2PoOGk4IdghQp/EGRug5bdABQwwJG25u2D841Jee/5xexQifRWZrNt0Bp+5VWaqLMzHDLYNPwt3Wm7Q3vtvcgngzn+QU2wamT7InMIg71He7eYxkn6iX5n9ZqYtx0JuelY3fIU7Hyy+9qC996Uuyg+HQRrj/ozV/LWiHA491TjztcHzxiy/oeWi7e3dDizgtjz36mB55ZHyj8dSTT8p0paKQjYVrnLzayGhYDw1jzcCaKOlfCvn0/hd+4ef1mc98RlfQVzY2prl1mZ+bz6edNhiGODGXLl+SDd/L/sEsuGdn5/J6M45APs0H8eyybrwmbXx/0zd9Qo8+9phWVlb16COP6tz5c8hZVyPw7ezuyL/H+P2//3v0L/8r/4q+5Vu/Re7rJz/5SZnmNW58Hn38MT2E4THdm+Ykvi8bTX3moK4rDKtKKRUq0UkzGLs9bieMN//eBqNmQB9UwMjrq6irHO5zi1Myj5OMz45KHwPLBpC/UuQbLB8SvYF+uckJq41rG/zmm8c2QDa2oTkYo40bWJnpfeyxx+H3TBa3Clo8174dMW3mo8dk2aFZ5u8tZGSTE903fIvDnNvZuQxvr127xkn2bR0d9Zm3fXhbC5Uqz72/6mTH9WGcnKXlZQzUDugC3dZobm5OHv/s7DyysAR/J7JxZl40ajXgpLwoCnm+E/NdsKb9fyftbm3qC88/r5/6iZ/UP/6H/1A/iQP45iuvahvaLuHcbnLCXCGnNlbd/vD4qzt0zG3GlM7jSL3v2ffpfThlX4+D9XU4XP5K38LiguYwOj1XlsOqSpqc6mhxdkq+0eD6WqfR48scvh2yT9574xVtXXlTW9cu697Na9yKbDDXBzpk32w4aYmiVsE+wSYrsRdb37YY+2K9CjmOEyAdTcPtQsutCFSS7zote06GVhi3I2CY5S8xts70NBxpVcZQjz35sB6/cFanZia0sDClw4lGL1x/U2/euK5RWUtFpYgELaWKBCdDCiydBIg9u2GPatEneD9qhkcSDlVz+bqGr13UArdtU2srure/o6bXVTMNUKfglmd49bo6O/tK3JQd4IgeYHjv4rzv4ZT5gNM2wYDNMoqkJYz4R3EGV1aW2T8H8sHCEUZ8H3kf4vh0u11on9fc/Fzep71WjGcPB26fdbnHAcAh9VuEt2JNFDhjQ24prB/ui6IuGAAAEABJREFU3L6jPfpu4dsBdfwHKwx2SCaxVeyM+jakrEqZPv8o3X9By/IV8CUkdVhbXoczOEzT3NjNzc3qwoULepabnOfe9z49fOFh+RasRIea3j7rr4+8G4eYO6+fFZyVx1lT/vrgQ6z9KeaorCsJnrfwwDSXZaWaPOtUxwfMccH8zMwtMG70C2NguoWoQ1UAv/rXtyC/mlbm6f36dD7u2zkkWIeOnUBiLEWRGJLlKIT6JE5IJAEyyQa98zEuUZ/BR9lR0xayzJmBQy+KdlzhpJlTVvgjG5guCynBKEXKJDnLdU7qj40G54zeynpHLGhpeEf2uyTjfp4XrfKoxOP8YyAIADawbtwvCddz1DWdJJTzNH5yljXjcV6u6oFQHOQVKYkA3rRemvLTQvN4glryG/TCSA38MhCjSqtcDp4gZZoiHIMjuQMyj19nR4QCHqZUMBmON5Q+CK3IFR4iITjo3wZGgwI7POxnx6OsugpurSy8I/Jd5rmUAtpaFriV1Qhl1eRTd99S3OS605vPkyjdZU7f/fOQja1tvfbaq9rglG+AEtjnNGVyekbzyysZzxELzJuBlcnK4qKeeeIJTXY7slLw9eIhiuaIBW9FIwgwH1oJKjR+nIB+qCIvJ0jBLz4tW01u06glbFjEDpU5P+ZH28Lh43y3opmoKofuoIXnDh+ECHMPICyKxKIuWfClgrkdgcv96IF2jpoyg3sd12lVYHhZeb9x9aZucnLXV6khm4pvMaZYP8+cf1if/B//nq689Ir+pX/739RwoaeLW3d0iL5p2biG/aH24G9EaGp+Rrdw+vYP97i+v5WV4FWMq6hLgVIjiChSAc/NCwmB1pc9ENiinDz2lo8himvIeFo4a4N8cmpWRepohHMTKVED3oHXdVuY1gAOW2RX/vFiTlNKKDV0Z/DaNTjeqIH/LeWtS/ngBa/bOOY6FLzjHULXESd8h8hOH5myXA3ZYF0NcgkCeOf7Vl6LEjN2L9PW9Lt/QtHziPEbx+bWjq5fv6kKZR6uCBMDaIm3bvxO9E5T4F4KyDYkQmd/7cEEt4zO0BACjNnjHYMJHdfJtDKOsfwyGmRLzL+UkE1h57Ta3R8gXwOlLPs1pQmZQBZg3AjoY9QdYcwesNYPuc044hDh8GAv/0bJN6IBBeFW4J6emqbtEOP9JX3phS9hUN7C6L+hqxjyexgEDbTYCC7ZlL3RexPu4fDMzs7k03PfFHgj9im3Q5/ef4hTfG/sHpHp8P6zzkmmDQkbDOsYjxuAbxZefe01vfnmRXTU6/rCF78g35Y0jGGRE8zTnPhPQZ/lLSKpwCiznFGc2bOC4fQIjoNPO8+cPadz5x6Sbx3+v8z9B5glWXbfB/5vRLz30vss76u6qst2dXe1993j/WAGGHCAGRAkMQABUiQFSdzV7rdakSt+0kdqqY8gKREgCUAwwyGA8T2me6a9t+W6vMnyVel95nMR+/vHy6yurukeA2AlRcZ598a155577rnnnBvvZRcKppXqOjxp3OdQFmfwPAbWjA2uiLEU8L4aPxtBly5d1pkzZ+VTmxT+a2lpVRFliag6URqWLF2mPXv2cGKwOVeie3DQ9OH17MDIgTzKoGOGjI4iy6GSShjPhUJRnZ2dctgBrRKUqWFkcAWlvoaxcAHZ8Nzzz+vbjz6qF55/QYcOHdbpgdPI/nmU8lqOj7/E3URb7a3tascoEVcMHRLkyBQKm5WsUehapK9ly1do1003acfOnSj8HRocvKLTp07rtdde04svvqTXX39T5zhBqqAMeg727duv7373e3rllVflU50nMaxcNoMvTQcbe03QoAPjaQPG43IMrtVr1qq5tVWelwJ7hF8pa+toV1tHF0p8OxImyN+ZKCMXz7N2hzBAJ3B8+ccGjnJitJ/Totff3CsbLPPMiZ1pPm1azklRO4ZwBR59HWPzwtkBbVy9Uru2b1E7J2EzOHImMDxsGJ3gNK+KkVfG4LjAfmcFtR+jx/xnQ9k4ew2YR803dXhgElqN4HUewkCOConmWQ/NOOaWdXeqGUdSc72sh+68RVvXLFWpPKn2Yqa+vk51rehX55pl6ly1TIVSkfUzrwpravzKFU1cvIJeX5OKzRJyqTY7r2y+qpSxZ5yCZ7U0z08JEbKUyZTBuHEcK44ipcTL8GRtYW/1ODKUbYNIY4NXCl5pbV5LO1u0aVm32gJrvimSejt0bnRYI5xECbwCvBVYG8rFSBAMKTqgvzrbADjCbyl7Qh1ZHWDqEuI/O3NR1aMn5JP6JtqbqsxKfV2agrahXFPTxIxahsbVOVtWgdOPOt7+OjSvMv4yIOhaQjZ7DjMWQXNLs5ayTiwDzC/+NbUN6zdow/r1Wr9+nTw/S1HefeKQILdGWAtnBgY0xslGSlsev7+MPToyqhFOSkfg60OHD+uHTzyh733/MU43n9Dr8LJPcsfHxzFiK3K9mHHPozONjowhty7nP5hhGdWGYSBl+U9l+yTF9A4hwJ+zGNHlfPsNCACvxwprwvNio6SFcRSLBYUoqI6ToIosdV2H88hUy4sZDDB/8X6eeXK9UrHINBQheV022E+y7t6Ez/cCp3EYjHByQ1eKQixQAoIafxErOrwDICXPCzeVWI60S5XM5RbSf8rA83K16NWGg0JYTE2J00n+6NAg0nTd5fRUol7wh3wFyQ05S40rWr52k5rb+5gYBloPSuJYcRQ1ckWYD8IhScRDFinwJ/IiAw2GEMjkXmg4hECJkCe8Y0CkLN7ONSw+/2jI4rOik6+QVP75XoN4DhAm+pEKtBaC8teugnJmiSiX909IhgR+FJEU+FN+0UseigyGR+sUo7zrGVyHFHkDbhT0Jw2REYgGcggoQkssVDMe1eW6KZyQ5mku71KLoePvBUECFxqgTaKSSFF+BSjO3CQs4gIbiChXRnjV2chCFCtmYQXKuJcUJIyD60Us3kIxUVIoqAWhHdFGa0e7dt9xh7r6+jXMkWnKeNxhjQUzh1CfQJkrtbTr5tvv0NYdN8lGZoVFl9B3Qn2fnPT1dqlUivDAzLPwaiojTL3oxBUCWIND3izPbvtayKBN1qA2RRwDKJ/lADaeeyBF6Obg8sQz0jLHgdRlXZsBE230shjJnySwUIgkj9kQQqRgUOPKKG+F3cq+gabICGqUDTmGNfqaR7DM0f/YdFlXhqY0M1dTiEusmzTfQOJyXbvWbNDr3/iOXvrmd/Tzv/Hrat64RifHBjVXDAqtRcXFRFFMPIrVv3SFatByEiFtwTmMAI1RcuqMD1mf/0+DfHzgp2svEMzgqRr4mJ4BoRcUQYWIOYjAN1A3k+dLnGDay6lAicC487YyyroHgGc/uT3TQfkV8s/FD4ogzDKAFC8Qxe6WBwJwobE87o/FNlwno2xGfqB8wrjiCNygo/9Xgzd79l9wzVQnjeFocayOS9fhoMbVaD9jabBJ0nHKuDLGJfqYZcNrbm5VFQ8UWQohLECjbuMzEFwLPP5f8oZwDCKDNgYoLRltOea8NI/JFIRfUkAui8LgtZJRuIyxV8XoXLl6NR77DUrigjJ4JoYuzKC8zmc5gfDPP9dZ8zHtF+HHEkq2wwLlY2hbg55WQhJ4liKqYkDSvMrU8StLfh+7hsLkPltQem/cslX33nOv7r77Hvn1n2KxIOMEwiqy6VqZ92s/Dz/ysDZs2gjamXxCMYGn9CJe+jMDZ2W4fOmKhodG5Pfv/QXqy1cGNXD6TP6u9TG82ufxss4w51YUaygjy1CmW1rbNIXH088ZHRrMV17fGcyYFIrq6e3jZGWj/IXzYlOz/EMarjODghQYY3Nzi9o7OmUD5PTAGZ07d14zKH0uM01/TeSvWr1GN2y5Uf7SvMu9+uprOV5nz56V3xHfvn2nbr75FrWCj+lkj2iAlk30Vyo2CVSUIUu4MRBTud+M9ZIyhx1dXTJ9tuDUKaHMwwYyT0+hUK/H27pj5w6VUOSjEGRFvIkyzbS7asUq9ff2q5AUVUW5mhyb0BgK1ozpgZI6NDgsQ3dPr/pQvuOkIBtJrjsEbecYY4n58R5iGZ6Q38feYEPLxl4vdFuJcWf69Hb3qJV9pJe2tkAHv07iU7DOzk7Z+GnhtGyc+awzL3Ec52WNcw0nRMoCLxSLEvj71d6UAbrOPIrZCDLQcretvU2twPLlyzDeetWMt7rA3pVSv0j46Lcf1b/9V/9KJXhr8Pw5vfHayzq4702NXrmg8tS4JgYvK63OY0yd0IXzZ4TkU526XV09ampukucoi4LGcQR5fl/n1OTy0JBOcILzCqdmL776qvZyajc+OaEyeLXTZ1uWaQV0v3P7VrWMjWjqwF5lF87o4isv6tDj39cF6owcOqKx46c0dGpAQydPq47B1M5peMKaGh4Y0DRGq2gnSYrgk+YQRQm0iFibcCu0EVeGrHS5FEU2EI/Y1yP4x+Pw2kzAvY5hUEW5r9CHFGHktau5kKijFKufk5j1vcwFTuLxmUkNV+d0YXRQXusphkKmBMmRKEuDIkALEBQk5iwAMfMSZSn5ADpG5cqQ0JRVQC5YJsTMdQsnQwLnwgwGx+VRxReHFWOENINrc6moJI6UgD+tyuvAPDyFzJnAGBgeGsb5dkUD0OXAgQPau28vsC83bM2zTU1FtbU1q1QqyO20t7dq6ZI+9ff3qKurM9djAm1PTk1pBCPRyv0wSvvhw4d08ODBfD2eQqk/ywno8ePHdYD5PIxxcvnyFaUsvC7WmfmqBh196mKDw/LnDXjhiSef0kHKT8DD88gF86bXRB0e8liaGFuJdWdD2+2Yx13mMvPr1ysPLvw/tCucDHqs1pu83iN4vgTvu24LDotSqSTXdeg1ECeJPM8xNDaPxBGyM5MyZEOmSFJ8HQSeyc8/5dnLS7lkoI5BC5dLXl/bz05fKEL9kNdvpGX0axAXSMAP7okh8NwoQeSa+51pb/ft9JC3LT61cEXrt+L16F2qYqlFIQHlQPMoshbUEQUDQApIuEZQBDPF+UIogArPLJwIgoUQ1LiMZNqI/pjP4GJ52+9dKC9yXXaIgkIIRgkiZSJ2XQmRRqpvl5Nkge7xNB4jUUC+Qh4JRA0EvjOITci8ydmZfIV8rB4V2eLBtzN+FKiQsWDdpxk8L0zpjIrvBS6TUYditAd+HlmALUIjLhAJISiG9gm0j/FaJDBwsdhMlZjxRZSI8znKKJcDOe7fkKGY1Nh86ggyL5ru3i6tXLtGJQT6EMeTVQsjBEgVw6KGF8PlWNPasOUGLV21Si1tberFA+G+LagS8CtjyTcXYq1a1qeejlaERCvlWuTNIAKHEEwzcUGQhc9sgQZGNJ9/nlPG7XTJ1PU2BJCe5emOG2iDO3U6eC7muU7mNMbqOwf6esd9zdSGEBRCUMTg4jjO425TXI121GgiC0QiUheBZz8hKJrYvHrY5GenykIOKWluU5bGSoSA5Nho68p1OvPiq3r83/+BPvo3flG92zfryNuUXkIAABAASURBVNA5TeMZs/GRepyhjqexXStQFBKGbSVhgk0wiSMEdAVPdVUVBKIYm66/QiPBArOMUmi8Q4gUhVghCooYWxYolBRUQdGcmp5jTJmKxUQx6ZBVKX2m0FE8uIsGx+uay+OGBNDc7TcyaFOGxlPjM9C2y0bsV0FpFmHwR2RFlAwKgRCcpAB+QXIIgAafPAU2P+oYFc9DPaND+XLZyJEfgRCCjJPHn48hSoS40vDwmEIUK+bZlVzGoQLliWQZISC57UXQ25eT3n76Pz22iL/RcjwHsMogkUGMgyg055PbzxIKDMSsM+8pk+w6FQyE2ZlpHKPzCnGkQhGFABoFaOG1boVzhrVcmZvH61pVHY+n60XwUcTcZciOKp73CrJhjhPNcbyO/s7CNAptCuEDczg3V5aNgCApTpI8PonSVkBOtaCgFlDcWvF+L1u+TCvwhtvDaOXPr3teZnM+i3fdiohx9kbe1d2dj8uvMnlDTxlwijLUhLyyguvXm7Zs2ZKfEri+2yl5baIMOLyCl9n4+iTF/Xsssxj4bqujo0PGJ0kS+bsFVpbL0GgcZWiaUxvzlfFbgrybRRm/yGmDTwrch8vl48Dr7ny34++X+IvjzzzzDDw4nCvJ7tNjcZ1Tp07lpyNTKEiu6/6t8IzgrR3kpGE/pwk+vTiMwmQlv87cGYcQgnxqFJiDOgal6yxfsVwrMbA6GYNPIqzUWOnyWDyOOjIjjliLtOG++jkJiqMo9/j61MSnCH71ZOD0gN5665AO7N+PYn5efgfeNHKd3t4etbe3Iy+KMj2scO3iZGTPrbdq+9at2oDx09nZIY/PODDlcmilq4wi7HZ8AmKamI9sGHWgpLZxCtMCD7SDu3kkRv4WikVl8GupVNRy+GLLls3q6u5Sgbl0mz6RascAcZszKIDew/70T76sgZOndB+G7TEUvBVLl2g50AtO89NTKkWZLp8ZkNjHli/t1yVOOuIolr8v4y+3TyJnLe9M53l4eoq1UWZftDLon1jesfsm2VhvwkAxDs3gmXEKIvbJLk4qpl54QS/+7r/V/KnjakKWr+zr1UZO0GB6jWKoVscn1dPWoZ7WDp167XW9/rW/0BU82e1dvYqRyfM49CCekrY2xYWiaowrw5iPWM+BdVxHptcwcP3rUD4lT8kT85qxnk1z0ztQNn9mnsvwtV9vyhhLCbo1NyVqjVP1xZnWYAC2FRPNRammwXUMHiwzhhprt8bmxdIWychs5YAwVw7MSVSXcsHKGo/hxYT1N3XilEb2H9IEhtW5N97M+X22PKdsnhMQ6FpgbC0YKRn4s4mpKS6KTUhzkzOaIn+Sk6QRDLwLzIl/mW2ctFFOM/2K3qlTpzEWjuqxH/xAv/8Hf6Df+Z1/rT/4gz/UDx7/AY6IATUxtt6eHhl6kA/dGA7d8NISeHw3/PnpT31Kv/GlL+lvfO4XdScO1XvvvUef/OQn9NGPfET+ueu1a9bk8qIbo8Vr10Z7N7wWM7+jnJgYvEbNF3Nzsznvm+9i5EQN+qfQuogcK5pnkUcB8ngOpjCkhoYwopBjGfupT+T83SLLhiQpyOULcQJdM2TwXH6K4vbKyNTAPBqP9Zz27NixUzftuhn50Srz6BwGbxWHTgJ+MXI0Yg646bVxm4dptPFAOwuRPMjyz3d+OM3wztS3n0IIWmwmhKAQgq5exEOIGo8waYiCQgiNZz4j4tzE3k6THA98BuVXo0Ae9UdU6uhVPSSshQiBXFQIjYKNT+UMudAlPLkw3Cwog/gZDNoIUy2W17teP27I71rhJydCABCi32vazqPg5gxaMIEItIin429PFk+MdRFvhiSDokaKPyPyKXXdnXdCvy5hcDYhZd1fiCKFEBbg7bhL5WC6/QgYK/AOlDC4PlHTNmXTMZjyXgiGEGJFcUGCoet4K2p4NpEP8gZNVYUQ5D8/e9NKmSePpcSiSfCKhDhSlAQpRGpqakXhqGlqbFyqp7JxUcKDtmTlSi1fvRrPU7tSaN3V26udt92udZtuUBsKQGdTs5YjCDqpH7xAQqBPqcYCtUfbuIsrAGK8hgzhuZjuETvL4LRFMM4GVzHe6UIdh27D9RbLviMUFGJqFtPcbg6eVMDtGUIICiEo9oKOojweQiPNdbVwOW7wo8t6XsuMc3KuoloUq2/5Uk2NjmtiZEI1BTEF0K6kpJJq26p1msY7+7V/+S913yc+qh0feEgHLg5osDqtpL1ZCQZ+xAbTrUQJRt/s5HTu8SomPCNkGAZlEoUouPt3ApmmhYWXQ4atEBrlmGbVxdyCX425zA0PNjYf4ZdoO2YeA7uNecJjqytdaLtRf+EhD5xvyB+u+wAFZe6MiMs46iJuhSQ5NEohBIUAkOmeUpBNwS2LEmJxnhcxxkV41/FSd/EOISiKIvlqGCmZojhWEycdY+NTypjnQPshNMpkIJOxPoxjxlgNrns9UE2G69P/z3o2vu7bYWMteCALQIbTDQyYm1FlpmxQJkPGMq4rQAOX8WZqBb6GQWHFrYaSVWeNUlhJVFAJZT1hQ/X4A3NRYoNvam6mF2nRKLFhYiW6jILuebeRMYmSMY+xYo/r/PycvHHb++i2/ZqLFc+LnGDMs4GOj48rf+0BGTM9M6NDhw7ppRdf0nPPvqCnnn4293ReQbEzP5fwKvsf41lpXokM8jv3Vnx3794tb+oekxVi42PjogsFpBWF1n1M4KF0Wr7ZMybHrfi2o0i7XJGxTVj5ggY1aGBcxJibMY56kG8xa8QeWBszCXETwYq6YR4Fz+2dP39e+/ft06uvvJJ/Qd7tPvzww/rABz6QKxkvv/yyHn30UdkQOXbsmExPKxchBBSPeZl/XWc1srWXPtfhAFqNc8ffs8iQdX7lyYaY6WVP7Xk8toOcSHgeD0O3p556Uvvo37h7nG0osKVSUz5XNub8vG37dt1y880y7VasWKHAmjEN77vvPoytHrWgkNo48s/2eqyttGEjax1GxZIlS+XXX4yz5874zjH2K3iKvZ5siIwxj+YFe5ZfeOF52at8/uJ5mU4nT53kBGs6l68jI8OMeU42fhUEy2U4VsqanJpEL63K8x0j78zjbm8eJXseI1YUXrdunS4PDuoiCt3lK5flMt9/7DGN4t3euX2Hzp89g/TMNHTpki6cOa2RoSuqV+ZJH9DGjRvU3daqcydOahpl96XnX9DrnEhUUPbmMI5ieKO1o0PLV63U2g0b1IeRGQqJEgwg84Bfx/LcVFHSBT79haI64f3y8ZOaOHJI3a3NKo8Pa/rKRSVdHWrG8FmxaZOWb9goK5QRMqirf4k277xJ/UuWa+jcWb36vUd1/thRBZTROmuxjLJbZ90YF59wVMDLDoIaBpPls9fc1MQ4p1YjOf1K8PgiT4YQKYQAjRMVWS9F1nAUEpVKrWpt7VR3Z7uWdjRraTFW7BMP8ByendQ0PJ/FRWyyVBF/UmBSMgUEOFuDAhNsHkSASPCi00Q/lFKhUFL3qrXasOc23XjPfdr80ENaf8/d6sJgDAiPGAWkhU1wKe2v7+Fkoq1DxWJBYn4jaFtE92hjHZqvli5bqhUY0eazW2/Zowfuf0i37dmjnTt26KEHHtD7HnlENnR70S+8fjwfXuNef+bFDHlXoE2vWxvh5vkic1qrVcEz4VSkX30YJOZxcWWMq87Y6xgQkYKKcaJWaNbGqcNSTv/8q3+7d++Wf7zhZkK/Krn5hhvUhTGLgNUMDol55t+8bxlzntNW87yNJ8sR9+WxrMa4sYHbv6SfddbNXLRAg6KakKcdjL21uQX8oAk4tZBmHuvq7FKJORR4TWM4z7FfK5+bWBHznHnVgL/yK+SfP/Lh/OyaVJ495mtS/hLRoBCCYArBDJKjfpYvOiMewM8g4in7rEQhXXtd/+y8RlpUDUWUlRK8BitGBcVAiNjAGvkuuQBZjkMKk9r7VEexSdMU/kyVwXQp6dBooez/QQEDdk9vo8o0QXTjESACwxABvNNId1YIQY2rEfrTIBaPIW1koqZIWR5vfOZRPq59clMBoR79CMTQEUApCiGiFm3RuZnBAnSh4Ty98UGrLCYQbTzymYk5IMxvOsqImMaZ4yBsPLMsIMDrOdRYWPmXiWLmEaA63WQ0mSml7RRhF2WZrHyWCrEKQAVBXUUY29tpIWegGxWKRVlINLFBWWk5hwdpBu9fISmqFSWvlQVUZZH0sGHv2bFLS7t7hcWBjImVwhNe5A7pHByklH4bAK+g+GakZqYwZQN5LpeDrrlId15g4ItANYqRkIrQkBEa3C7gNqEJVfP0RmuUpwHIpkWIYIwoimQIFPK8GIjKhaI8PyiocbleBg3rIFBhOkfwklWJd/X35RtpBYEH0SSUlTgkqk+XtbZnqZpmqvqzf/bPtfXmm/XBX/pFnUX4X5ibUDUwgLSm9lJJ4xcu6+zRk2oqNed0quGJ8vcgaF45LCLRQCX/TL3WiIUQSUAIQVEMgHcKngE8irTXwiYUKaadVB6TTB9We7AxSzlydH3zNCVfIQSFEBy9ChmEvRZsYBqcBiYcy3suMqUut1CLkdJjlkNGWkq/2QL+DmABWCfF055qsbfruqXW23dKBee7v0ZqphBiHJLDEhkRwORzZ/mYPce65jKui4/ZQgSWyUm98Hg1+L9SZBHXRZxCMLUM5BBPIUjK2hJJCZtyXEwkeEKkV1G0/Spaeb4syA9dIiBWgG5RlCiBXwps3IViSVbUSyiyMbIrM1UCXAO/VFCIyuVqPk9F5EALZQpRrKZiUW1s4E04Isy39uRPYVzMsoEeQ9E6hGfd/RaKRV1BkXwNBfCFF1/Uvv37NDo2gne9FSWhl426k426VRU8t+MoXFZOW2l3xcoVsmIRJHCO8vXmE40LFy7oIqcR5ocS66gz96q3IdcK8ubv8cSMYR0KrH8FasPGjbI3PUliFONJnTp9KsenhjISk2aP+7bt22TlIYSQv77hPLfbjrfeipMNqoP7D+RGxxuvv645xrkSxcsGkpUP42IDIYP/Xd4GxpIlSxhju6zcl6CB+dHy0fi1QDMrYt0oH91dXZRpValYQIGuqIYSHitoDd70O2+7TdtvvFFMpVLkfDdj3bJxk3p6umUP7urVK7V+w3qtXbcm78trYHzB2DM+ne0d6qJOb3e3Csy1x7p+/XrdgLJs+mSsqSYUMcv6Oby9Nq5sdFjh66aOFbxTA6c1PDqippZmdXZ1yq/J3XXPPdoMXmvXr9MWwtVr16mD8t2cmvQCbrPOvtPE6cE8+0yAH5NipJaWkpIkYj6lEIJsEJt2oIFXuhuldCVz3sHYMJJa2rQKGvi7JZ5zj+05TpcuYACOcmrkfamZfYhmVOFUP0Wo7H3jdf3w8ce0DOW/GZ5ev24tba6Adqk5mv2yJiupCfxRwtjohY7mdRuzPkUqQaP+dhRHTJslhHUcQ5XhUR197RVOUM4qYRxlDIXTxw5rDqU0QxeqA+KK4ljjGBX5WVYsAAAQAElEQVRiPbVzOrWGk7mdd92jbbfdqTn2jVd+8F2dOLBfMzaAMcrrYJRF0IA9ZA5+mseYj+nfc2LalTFOpifHc54ISUE2VKIohnYJQBhi9ypYTn5TIYYQ7cx3T0eH1vR1a3Vnq6pToxqaHNMUhkjo6VLS2qY6DjL5+yXGG5oFE58wb8gh+1DG2gjwW6Bc/cIVzT71kqa/9phmv/lDVX7wvLIDRyVOMwL4m35VxlPldCimfBEc83GQN8fcT6M/eEzmiQLjSMgPCkqRLZY/SzF4V+FoMJ92d3Xl87V79249+OCDuhHeKkJP87Lp3txUUl9vt5Yt7VNXdwenBEXmfl6DGKiWCTZOLSNGMFKryJMKayllfCXkRBN1oziiX/aHECkGD6ZAdizYCB8ZHkY+TCEbhjRw5pz83bIp5rjG/NShhcNxTn3dhw2ZFgyILtZDGzQtFop5u17/TEp+p9QxznYKeM13d3RiGPYgZ5tZ68V8vXo9dzJfnciBEuvQc5wr25EUwFEgiJSXrxCCAwX+lIPyazE/f/hr+nBX4fq26CiDPzLombGZGExb43h90cZzo4XMDJonNJ6jmkoKUVGFpAlC2EJrZcwJRRoFFBZCEXJDA9/kZ0ppLCM9wFwEpL337WZCCHLZEKTFUH+lK8trB0+QcQCJqwOkjyzwAbZZTqBG2byCP8jKsx2/Blwqo51GUpYHIVA4j/FMW9cSOSIvikLOwDFMHMcxQjVRjPCISA8hsJYzNuw6UJMnKQMn/QxXFihMOyHQFhNuw49G81bgAQX3WWDOQgDzoAiC5LEghRB4DuATqZ6yodXmVWoqkCZNs8HP4n2yIO1ob1OTNz0WWBwnasFCt6V/9vRpPC5VoKLpyUl5ziMFIbmVsUlt27BO/nLfPEJ1HqFZQcmxouNFmsEf+XgJja9czySEhs7LGMFimObxVGJ8Il88a+HKy9CGw6vJtNOIO0LphXzj53I8Kg/dBkXyOIkOnRRCUAiBMmJeEP/kxaZjFCkCQiB/IUwhMtmkB1XodAjhOsp4MxT5JSuWcDQ6onE8YGlMHQSHmLB0pqLlzV1aGYr65j/7F1q+bLk+9Wu/qovlaZ2fHVO9FR5BCF44c0avPveS+roQRsUmBGilgQ9IRnHEwMRcOWxA5rbBR1mkOIpzCCGmXMjL8amIDTOKEiVxQVlNqs5XFSso9pgQ9JkVVHAXV0TYMEhDPr5AuSBfjU/HDKZbDsqgWaaUOcryucoUUcClU0KXSUl3yKMcz40TpzkBqIGDlTrzSRmF1kK5hoCuUyZaWDOgCiYUvuZ2mw2Q4pgRUSiFFlEUaWZmXuMc3ScIf7eTke6qGXPv0BD8kYMTwZZMx/Kkv5YP93AtvN2oU99++gkx4wVcLeW4YSEhBFrzDeT0ID0izRu4IYW+VegaQlBXT6/aO7tZv1XoGampuUXNKHNFFLI4ilRMkvyVnoQ1X8GrN4uC4M3am187G6Hr+7sAK1asVE9PT+546GxpVUdTixy2E7fCYQXJfU/PzGoOOeDXqm5Ccbh1z60yrFmzWl1dXVqHh3nrtm1aj3fYSq0VDSscq1auytv3l057wbmTDboVT3yhUFQHSnOUxPnrD573ZcuWae3atfKvThUKBVnJtlJimePTDRsBJdbhJMqdFVPjM4usmgU3vxphpbqIEtIJPlbS3MaFC+d16OBbuoKHfQzFcXQIQxZ+7GxrV+MnQYu5clKGRiXqrl69Rt3dPZrn+RIGkOtllF+5YkWOm2nlfjw/VlC89uy1bQGvVoy2CoaZ+5gcHVOKwlxFOSqwZlswRuIokmVvkNTE+KzcmB4bOJHYcsNmLV+6TO7LX6K28mylbI5TiXkMS3/vZmBgQP5VsRkUWb/a1QYdfUpkg8LGhek1OztD67QPPptRjodR0o4fO86pxWXNo0Dag7uKk5g1eHF7MCI8l1so57L33nuvbuf0+6Zdu3TzzTdrM97hpXj9W3FU9UCTTpSoVjz0nm/3XSgWcoNu6ZJl+Rx3MLcF9quWliZVq2W1trepta0VeqLsg2uBOe/GmVUkbG9v14EDb8mnP7tv2q1du3bqYx//mD780Y9r1817tGz5SvlVl6GhUfkVwOGhEa1eu1733PuAbrxxi2696WZdOnNWPZ2dWg/PWFZYkRzkhO3C+Qua4ERkHChzstHG2mhlXdSJ1yan1MGKOfPc83rsd39Px158QeeOH+FEY1YhkZZgDHV2devswX2qYVzFXkctLVq+ei1rrFlDOOvmh4eUYGw2mRZ44G/YtkM37rpZFeh77MA+TmsuaOTiBZVx4iWMtVavwmMz7MsTimL2B9psam5mrjPSxjVPuTq8IvgjAOatEIKSpMBcwi25MIvUVGxRV1uXOul7eWuzlkHbK5cv6CzGx7jrwX9uJ+PUPT+q56RCiMOAzIyAYFkDL/s5o333VaSPFgOe7Xh6XuKk3z+zWxsZU4aRApKKMDhqg2Mqn7qg+uAop0IT+Vi9Nm20T0xMwtczjHE+5zHz7Mz0jLwu5+crOBVqqtGWZZANiEucmNoQGLx0WT75O8EJ4r439+rggYM6dvQo4QH5C9lDODTGhkcYd0nr4FfLk3ZontpwgjK93d1asXSZ2jEO6hha4+PjGqTOOU6iDh85zAniXp3idGwOXMrMzTBr/wxr6MSJExoYOCOfQF4EhxlkiNd+bpAjC2vM+xhGyBVOJPOTrjjK96U4imXebYUfojhGpgzCwwd18sQpnTt7HpxP6czA2bxtj8OvWx7Yt1cHATtemltbZH5gi0UXqHnHhRP1nlc+7dfkhhAUQrgm5b2jjanO2KdpxQ/vXVTmtx+TvZD1Hv3mbQdsi0axaL6aKq0H1WG+eRSUOhNDtqzYNIq8/emOnRdFEQOL8oxIAcIQzRsGeZ55ym8/yRydP0X5Z+MjNALKhhAUogbwqBDCQp4UXRO/mvgekSiQEdyjgbhv48RCckrKQnLo5BwWHzLwByRCGcdYIh4AVzcov4JSP7iPqxDICQqBekENOpAi4oYQgrgBQqcr5J/Xf4QQFEK4mpyjxiO3yJCvDC70EaziSBHeIkWR/LpJDYUtMPgCgjwhLxgV8CNbEc9xEgiNe6pKrcw8o4CgeM5MTmgYD8EownF+bhqjs6ASm5A35A42D8fn8LZU8cyHYqIZ4gPnzmiQ8sNszGMco9fnZzFb6+rvbFExqivFsHGfKZRI6SMjDPKf+AQCIOhkOjIvYkwZID/ngybzJ94uiJSErzKA1qjutOxq2GiCNNrNDODRSAsKIRANeWhc/WiFxXMbAukQLoRAGbFIMgXqRtA3hIj2JQilWehaQflIUewjeGfD+o0KnPoNI4AqbB5qKipBuAeEaE+hVTd0LdWf/w//k2aHx/TL/+gfaq69WcfHhjTfVtIkysLli4N4/aAfuCZxrIi+0rROZ9wNVBRCyIEUEVEURSoUCkCiKI4Ucoi1eBXhB0MNHMoogoFxxIwjCkFRphyIqnGlyvNJSKIgQ0Q8DrEMlKaYS0Bj1pEJkTF/phkZ1OWTNnNaMwaHqfMpGwLtxbEKSbIABXmMIWq0B1oKIVIAPO5AUyEEhRAkbuUXjbtgHpdCCAqMn4jq0N2/jlOp1jSF9y1hAzd+gfYbVVyXOjwE1oXBPKOFy7h6LD8J3KYhhV8ZoqMLLSwG4BR+FJxLqoO/dvDIQmi0noFXDZ7x6ZvxK8GfJTzNsyifVwavKEsixc1FKYaPA6hAn0BagXJFeFU8V3E6eOOr4jyIaLeEPHA7HmydtGKSyB78JUuWKiFupWGUDd+KQp19o85cWOH0xuwyVjwj5smeR3sgy3iJnbcSI2MJJwFL+pdqGmPg/IWLmkVxLjJ3nSiI7SiuyzAulvT3s4EXUE4rmmEcSaEgp1upN17ui5HIrzS5D7++ZGXZxkczuLvOeQyKCyh39mZanl28dCn3ZrZiULSwwYc4Ugce4hhlwV7MJIrU3dlBv7H8K0LjQ4OaxUETwz8JhG1mXa1avky7dmzTDk5IrNSYPla8d+7ciZG1J/fWGgfjaSPGnvQ5DLoL585p7xtv6sihQ3jOz2sY5acZ5bAVBXxybBR5fEXHjxzV0cNHZGPF+Pj/gfjVNNPOY7USZ6VpYmJCNib8k8XPcgLgV79M4wrzZKPD9HDZAjRbh8ffpzLGpxeFvp2x+71z4+a5ZmhaiWHZwmmG5zWEIMvEAC38a1nPPPusLnDCNIg3eAxFa5iTBvflcU2MjauGApskBZTGmuIkVkQ90ahDt+O1Nc88T6Dw+cu6dRS2EdoYR+G3keg6RebLuHtMxtvfQfn617+pEyiEfX29+uQnP6lbbr1F8/Q1B5w6e1ZX2Iem8KYXGc88Su8MJ3IdvX0qQ4Mx5uzJJ5/UC88/hxyXbOSV4K+1GFN+lc9OsvHRcV26cEmXgWEMkVHjhAF28eQJVeDrJmTnU1/7mgrsMyMTI5qqzCgwV2swIHpWrVQfNPO6uHLqpAL4p9DNym730qXqxHieQ1HNSLNhXoG/Tc9WjK41GzZp7cYb2C8zeLuqSfqdhjatbR3Qr6AZDIwiRlA366SbPgw1lGi/kTAxOqwy7YYQZJqHgBxFzprW5kPzbIYsbGtt03LW0CpO5detWKqmpkTHLgxo78BxTaRVlbo7ZXyE3MjYqx3Kl4UKa5npU55Gv4Lv7bmvYmSnyJhCqahSa6sS+CVqKjGGisyvgXIlaFZEga+yp01duqIKuDaxH7ay1uzciONEhWIJHknQO7OcZ9y2+2ilzW50j97eXm3khLIXg9dGxSBrMGWMJepNYrz41PSrX/2a/vRPvqzvfue7euXlV3QaQ8HrOwOHKvNfLBbVguLvOs3gacPW/G/50oIxVygksnyzk8NOj7UYpe7TP+pw084d2oPDZNu2rerv79XM3Iz8q1kHMHj8XRT/r54zGCRvvrlPjz76HX3HOLzyqvx6qdfJyZOnckP5EOvYXza30Wx+H2Ot+ATF/1Dw9ddfk79jdRre8S+Jvvnmm7njYxiZMMna9hj8inuMnPW+yGR4dt4TUnI8dcGynbhvx0MICiH4ES5+91ZCCFfL5AX5MB0J3r4zt+5Hh+7N8XdCCEHi1sLlNhogoQ5I2duZNnBRCFCUCiWlAWZgglOUTTfv+o2ijU/mVCFyaibnNwDGJ8lxgqt32qhy9fndIy6UN5hnhwWsQwj5sz9CCAupfnpvWOzfOLpU4IOqOZ5m6qtAum+PYLEsFHESQCvcRPLiTg9574GkjBi1qMRNVgbUKQdAswzKmsg85QZBSs+mQYYQjmDyhAUaFxMpCUqjTHWUIOw94oE4aRA2A+jo7Ztu6aXxzGA8b3UWtsAkhiFTEKkjCKwkFJNEVuiiiEq+CeMoytPiKFLEMyhKIWK+C2ysBbxPvdq4ebNW4b1LqG/BUsHin0dYzODRnyWsMY4pFt7FK5fyzecgnhovligu0E5RQtFe2Y9HAUhCigCqn4dZeQAAEABJREFUI0zq8pUreYxTwQgFBRIz2stMLws8EDLNDObMzM9KKWHGboy8UTUohAbQBHEpSA2ABoG2mAieU4VciNakPEwJaY8y7iOjXLYQJ4Py/hRdZ+Bdk4Wb8xdDxykuQfiY0hYAURJrBjxH8dBUoal/LrAyPave3l6ltYoGL1+ShXHMfLueKnU1Z4luWnWDXvwPf6wzL76iz/+9v6uWtct16OwpVZOCkqZWKULRQfFLEfoRY82gUZ24rrny+SbN+IUoKIojefMgqhw32ohpTyHAg2J+CiqVCnidypCjrlgRf9RTgE4NiIgbgrI8L1AqhJh4AlBGBikz7Ri36ZESpsYP0DsuZpcC3KTSXhSxOSY5r5VKzWrGm1tiQyh542ITaWND8AbZygbRDL3Mv4E6IdCngb4zSfm46T9fW+BZowMr2Ta8U569bpqb2jTGppQr0dQxvlTPucmvIKbE6vBnehUypUFiagF6IV0/BihNq6miVECWQ87aGc80EtMZy1rvBlR8zztjLNfDuxXOxB9lwbiRTdxzFkKkAAOk0CeF5yPoF8OjVZSPaRQAK2FtKPObUZZ27t6jNjb2Wbzr80CdeSzAL1aS+/r6tZRTuS68gzHyqopymCJbMubY3+EYQzGexUtfx9HhE5EILDxfVhoy2kmhQTv9bNy0SRH4ePP1q1X2FvpXn06fHgD1IPMpQyEuNaEALKNP88UQit4ZPNAjbM7jbLxnzp6RPfT+PsMPf/BDvfrqq5ridNYKhZWwWRR5QwnDyT/Le+utt8re+eXLlyPXerSCkwd76G2ILEMB68PjbBnXAq/Z6Glvb1OdsY2NjWnUrxChHG3fdqPuuA3DgTbmpqdV5lQgY03OTU0ooOBuXLtaH3joQd175x14z9do+bIlEjQavHRRTz/xhJ568ofIyPMKQblHtQ4NW+DxYjHR0PCgxqDhxYvnNTExrqNHj2h46Aqez9N67eWXOWm4qJmZKW1cv04f+fAHgQ9rzy03a9XKFaqU5zSC8hXTbivttbQ0IW+68/Hu5sRhEzTvwFizzM7ggwnoNzAwkNPsm9/8pp5//nnZGLHBYuXo3NlzmpycVpIU8TyXMWBmiCf0P5eXe/HFF/Xv/t2/05f/05f1yquvsH6L8pddjx8/Jivz/l8oIyjtnuPjx0/odYyp1199Hc/1DLK/QntTwLR8JfBXAeOnVCzQ16w8r1bafDLj7wW9/vrrOnHimAYGTusNlK9vP/ooCtwALJLpAx/8gLZtvTE/2eqDP306dd/992vnzbv1IU49Vm1crwoLbpS9qhonmlOqo2cHdPL8OZ06f14FjIEOlNd5DN55lGa/kqUoUQK0II+6O7vV092rZUuXS5wg+9Q+sC564anl7a365v/2b1Wszqt3Sa9Gxq6oZ81K3f6BD6mlswtjdCKXZ0tWrEK5ZtzTkwqsDRsM4kpZf94bZjBkEuRyqdgk1VIV2TdbmtvU2trBSWObahhLoK06+0QSEjWXmmi3JT8FGeU0fJxx1Mrz6sCAKCI7Y3APYvWx/sUVFBhSIgIgqAjuSV4uUomws7NDy5ct1co1KzRTndSZ0bM6N3VF80mmGus0hdI1FPU6uHstGwQPma/lPoKkkClEBI6TF5AzGXtdndOqOmFApwlJrDiOVACREntjO+PpBtckzdiHEvlk07iYFwpJIq/bmP7t6PDc1OjfynaZeRKXx2pDpB2jMo7inAeXYtB5fTcxxo62Nu3csV3+7tLNPlllHSzDIVJHP/KJXYV5nMfh5rjH5nYv42gdxmEaokj9OD52bN+u3dRdzWlsZ1cnp24tKiEHCoUYo6VJXV3t6sPw2ASf7b55l9asW6XO7g6tXLlca9euUQeGYqVc06lTA3rhhZf1yiuv60B+OndSb711RC+z1+97Y78unr+IfpEqot84jtXZ0a6VyKed9P/wgw/r05/8lN73vvdrzx23q58xtrS2i3MAlRlDHcPPazpTXTDQdZDynCqwb0VsTAGQmSkvS3nSQ6iTb0gpW/8RcH6W1WQQ9VLiBlHPfWZuDz7IACpTLnNwFRbTryZcE1moQgp1/BDMQDxyR0lSUqnQBCM0K0laFWAdE8dFFsvlcXLolSqCVTMg5ZEQRnRKCC7lbDpxYCBp8SmEoBBiheBQhBEQSwr6cZdzQ/Dn26XoNX8I4Z3pTlzMW2zWJTxmp2c5rsaWkguIOZ0nxpMtVFlMITWjrIFo3g4hj1c/iXBTnnbd9juhUTKEIDN6zGKL4lghBOq88w4KJADkuVYIQSEE0kwjh0QX7sBiDSHIC7Xs9xfx/tj4SMGBSlosHVEmjiJqBTm/7A2U8lUWuNsoc1px5dIFneCo8QSb4PnTpzSMZ3QaIe785pZWWbGbwPvifzp1BYX63PkBnTlzio1zTIVSQXUM1Mr8jLraWtTZVoJvy4pgduNSQwDUUZKznPimEQCVYRoZUtKdFwiFApBZmC0weV4MzPMaJogTePYdQmOEDhoxpwK0YwXIbbr9HFxvIT1FABIl2Q1mdJnJ+JFAWFcFOtZY5CmKhNtwWVqVKWhwXxYcgqYt3V2aDZGmnYigYsjKELbLlq5AGHXqCsepkyh9SEspilVHmBbRcndu2KJ9j35PT/7pl/WhX/icdt1/r2ZjqQpkzFwU41elYx6VhIgUMMiAhdsCtFK1d6lOXlC0WIanKPJzRpp4akDMZuCxzHOq4mYi6BHgk0AJ9hLFEDECgqSIPylRCAZvH7GUr9dIjasRup06NKoxZzaSAnR1fgre3GqEmVLyTc86ZV1HzG0Kv0B1ic6zOHUKGNXkPOMfM/4QRcrpTCrI+PMquJ0G0D6duS+Xcdjg0SH5udEGtJRbTumD8vQmYmmeJp4yZUycQXKrZPwUd7i2DNUYyrUp7xp/R513LfEuiYzPvJnXDfknWNLhQlHPq4t4rCEEBdKjwBwRcV4UxyoUimpr71T/shXqX75CS/CgNrW1aZrTyxqIFzD2OjGYixgA4yj1gvZdGCY9eGs7Ozp5jGTl3htggvJINxpl4x7m1NPzWsB4LBSbUHaaUaKa1YrMqKBIDQyc1Qm8xuN4tJs5delAKbYCank1g/HiV58KhZL8XvcanB4dKIBef/45zFOnTuks3uzDhw/rObzV/i5GqVSSf7Z1BWPw2Pz6jvnLuPkExcaF08xvIyh69sRXUKYcTmCMDuHNtifSr1B4rlPWwAweePOvlZmurm6zpFrxMtuT/29/53f0r/+Xf6n/9Id/qG/95z/TU3g0f/DNb+jL//739L//r/9G//k//nt97Y/+QH+MYvqt//QnGjw7oNt236SO1jZ99c//XI8/9rg85uGhIX3vu9/VM08/o8cI97+5V7MYNC+8+DzK+msax8t9lBOOb3z96zp+9Kj8utY4xsmhAwfk/0GxbNlyvf9979ODDzwov57mL+V2Qsvenp7csFq1arWsbK1bu06b8BB3oxCL9Zgw9yvxyG/YsEEen097jh07joJ0GjiVK/Z+lcUGiuluhc8GhI0Sp/XQvv+h3j133a0Pf/jD+uhHP6o7br9NO3bs0JbNW1C61qKYtShfrwGek5Swv1lJ8hiG4I8p9g0bmxX2nAK8E8VxXsZ1PE/uo8i8uj97e31y4/ofo6+bMSz85fge+NDGoRXIaYypqclJnTx5Wkeg1Txy8IGHH9Lf/4f/pf7Lf/x/19//7f9G7//wx6Uo0bFTJ1SCp7s4Kenq65Z5e5C5OH7iuGZxrFkG9C9dko9lx/ad+atZ/qL5Sk4XNq5Yrp1r1+jky89p7spZ3ffAPbpw+ria2eMe/PjH1YoRUscQaLFCDP/3Mkd9S5dr7MoVQZDcYKgwxx5bO3NVRXmcm5pVyn4or9KFJVxi7bmM+bgMTn7dzLwdxbHiKNYYNKzBwzX27SsDA5rmua2rS+0Y0MX2dnndu6kI2orLvFyjrOtkyF47keOWdrX39KuDdRnXKxg50xqbGdWl6RFNpWVlpUh1FE18BiyLFByrSpHXdXDN0BMy2hGSUkgeyyK/kovYoExGvVReRy6Tep/HAZnVyuirFSXg3YKh3k56C0hil8jyoooh7u+Bef6NZ5V+5pAHYxj/Xrd+nerIkSMo7Ydyp4N5ag1GwXJOGO38GMT5WSomuv32PZyAfVz33ns3J6BL5fZsMM1DRxuzPomNooBOW2Rfr+TrbAJZZHnhMtPMT8Y68T5jaGPd9uBw6UYO2EAqwZcec5IU8nV249at8MpmbcLAX79+Xc7/O3fsBIdP6jd/4zf0j//r/1pf+tKv6aGHHtJmHLk2mEII8hx1YPht27ZNN9+0S9u2bNGNN9ygG1irW4kvxfgp4uRhJ1KxUFTEvJu+kEwR6SGOoDG5ngeEvfnDwHTndwh5YK66Co2UxudCduNh4dNtL0QVgksYFlPeGS72dX3oUk4zOG5aNUIp8OdPXXc1+mUsC+mRFFM0AAn1I8JI+Qa2UOCdQeCRygjuDGJ40aQojIFaIQTy3uUmPYTr8vLn69Lepep7JjVGcTU7hJDj7BZz4FmLF2UDCydj4haTvIhI5pGx8Jnf5DfSxGjERV6e9naq2wn5QiT7p7yNinFaLB7CtU/K+3KSIeMpDTHYukyQ05RfgbkhkgVQz1RmUfu1CAatGgKCROU7J4qUVJchY16qeCNctozi6UXnBekiLWywpVIRi3pO/o7BmeMYHVfGpbSgTZu3acfNe9Te2Zm37XqzeP5KeNpYGXJbrW1tSgoFzZdnWdhzLBphfDSpGEEzhIsFQdVCEEW+ChjHnFfgGQYn4+v5SHlIobGfc6GGMHB6DpTNeHZ+6pDn1HxH+TyfkIG+5+3sBoATEddJ3QZt8QhtA4pZAeFUUhOCJooiWbGvIyxTFwC3dzYeFEnUk8QmO4EhMYqXbAZPW5kxq04/GB9dbDbdCLHR3IibkV9xCdDKryNkc1XduOYGDR08pm/+2/8Nz92tuu3+h1VotYcjo/9UxlHgaDDO9Hb1dl4VYW38ct6ALRYzHV2E2JtXXDBZmZtCXqTGxtDUjHCDASLVGEsdyBYgVeAvAgKlA+MSOcqYKnCxMAwLfG8cUtJSaElRF5FxzePQLSXPeKfQ0e8Re4Ox8lExz7Ih5XxhbyDxOZSHOfMonrOKDT/omHqO2fzchgeQh278PSHInr329g5RHawT5bQBM/PPtbIsb9sbLaC8H+bM+P40wNi4ZXyo5dbFw3titZgRQliM/rWETEnezmIIEtwLTwQpXtUGD9dZv1V541u7Yb1aUFZScFm1doN6ly5TuVqXp9Cb/alTpzU/V5YNg4nJKY0Mj2pwaFhjoxO0UVNzayvtdKmEBzmB971WjEREex6daeI+K8xpgPfWo/Bu27pNy/De9aDEBoXcgPF8WEGwkWDF3HM+jYFeRmFwe/39/fL3NrxR33PvvXr44Uf0vkfep/vxcu/auVMb2fhXr16dv+7lDb6jo0P24luxtrFi5TRbE6gAABAASURBVHXv3r2yF92e/u99/3t65pmndejwIcY3z7JNxFRrdGxMly9fYvoafB9HERiajJke+973kWORPki/t++5DSVhEwrDjbpzzx7t2b5DncWCUpwzBRTqFnhoGYpFDaPtW1/5si7gub8NPPtJq1DmJjyan/25n9PncDL8/Gc+K//0q38x54tf+KLuvvMuzc/MaAQ54fDJxx/X4f0HdOjgQX3n24/qB9//vv7wP/4H4t/W4bfeQimsK2NNFZHbVdbKEz98Qo9T5htf/7qeeuopvfjCi7LBYbquX7cOhWkltNwsnwTddddd2r37plxJ60Cu2yBZzqmOy5rma9eu1T333KPPf/7z+gf/4B/ot37rt/TBD35Q2zE02uGbGntMzLxbodqwcYO6ujqRnYn8iopPm26++WZt5WSimX3FUEKeDg8P6zTOrGefe1ZHUSZ9ip7CcJ3Qxq9Oef42gKeVr2XLlumjH/6QHuY0yfxViKTJsXEd3LtPb77yql5mbAf3HdAxjLRznAKc5JTl0FuH9NSTT+mZp57WiROnNIMy+RDe43/zv/6e/un/8D/l4x9D2fT3fDZtvoF9qqK3Dh3WoSOHdQma+8vOk8xRlfUSofR19/UoQdDVxkc1d/GCjr3wrPbcepNOHt2n6dlJPfxzn1ahGKkyMqS4lLD+U5lpMsaUFOAJwir7pNdGCIGtEghRQ/7SbgoNoyhwslGRjRFxeT1FlJ2n3hSGlfdw751RHLHeOpUi0KYx4Hrw5Af2/jL8MofxNYPxX6e9UCwKRIBMpm2dvdaGmmWsX5EePHdOL37nUT3x519RdXxYSzrbNDszrqPH39LZy2dVYS9QFOg2VUbdlD07s3MI+ZihP8gy30IPXAMQMeAYfBMgdhxoxOVmWE91pZVZ1WYmVJ0YVwDfJtZIiT7qGCVlDLYZTiqH4A3zR4U1VMR4i6NEcwuvohWLBdn4PnH8uI54rjhNnJwY09zMJHM4j/4xrxCCvMe5zoULF2QnxcG3Dub8NoQBWKVd89E8Dj+fsL3x+hsawHhrxhi14R5Rf5I1e/HiJfmX2MbB1TxeoG8byU3oOp3dXerFcLWs8uDmwN1yw3JxBPkxPjmhafgnZXw+JV7OCYZ52mvhNk5N3//+9+lv/sqv6G/96t/S+3AebGTdWC9oQobOQoMz8LF/Fe6ll17W888+r+efew7+9inokAKTWsBp6DEGcYGvDER/lnth6t6ziuW26GuxANvHYpTkdzy9nS6we68sSuVo5kjzwG0cGvDOSpGFRAZTW1EQjcKCypDOGQjVUHKynAGVX1cbDc6VUoiex652dDWSl/dHoG3Rrq6/frToQomIMAYcElxz53iB2zVJAk3AWBhzhMFCZljoM/jZYzYQN7Ez4oshSdT3Z14yrxVCI04xZ+TQSMmjP/NHCO9eO4R3T89Iz0LE0EwHgyc7KGXsdTYfRZECUEHRrXuOwMgCx1BjcFWE0iyLbmpqhtOJSXmR+YuIFoxtCKuIdmoIGi+C9s52ebNYvX6dHv7IB7Vt1y45bxZBUOaIf3pqQkNDV3SOTeTCyZNqa2vVirWr0bOrCPsJNvRJKaqpqRTLv5iVokjW6LtWqSE4U2XgkgLGzTRPwc9hIAzgkSGwDalD81OexnwSpvlzyrhTuU4OUIXh5ref88g1H05LqdsIXe8ayOt6VjOFoBy8uC1sQgj5u8o2EFJoDHp6t8vpNdqZRjk+eWVYlxEi9fZmhaaCojiW/2lUc1LUCrzL5bmKKpmUFYqqM19VFO7aVFmblq5TNjqt3/sX/4vOcEybhlghivPuEgROFIEcHWVZoCfqk2POrjDXnluaBPdGmTTL2B5S+TWiGhtJFmW0RV4cFNFWSnQWoWnlrsbGEoVMEeUCtYgq8BdFkbiJic4i+mzQjGlT3j5zk88hCZ4rSuV3CHmQfzhqmtMAz3Xmy1QCoFMdo8ebofs3b+VgWtBeDVjMq0P3ej7GVJ5D901jjTujZc/r9cD4XW8OWk+jfOSFF8vCP/lz/uFEAw8EtCZ2XP3Ul+vQV14+j+exxgfp+dgJGwl/tc+8edrK26Qp05ZJUcbYHQ8h5HOVMT6nUZRS3Eyo2SgiTKF7uTqv4ZHBfINsammRlcd2jvn7l/ariMe1TpU6PBbFibwPuNWMxvrwxK1Zs1beUNet36gHHnxQVlSnpqZyHOy48IZcYhMtFIuQMstlRgQfW5ntwyu7ctUqLcNT6XI3opQ+RBs7dmzXmrVrZEWzi43deX5F0d+N2GMlH2+gn5to1159KwlWBjzYCkZqxLi9VmdQaGxwWGmwt/w73/mOnnzyydy4sSJdBCcbPbt27sI7eru2bduuVatXqYfTHbfdiZHqk5YeTndi1mwTCskKFAe/vrEKT3iBDlMM5SUoo2tXr1BPB6e/KBm16Um1BimpzGmU09+Lxw7rwIvPaWbwEicTD2vnjTfimR7UJWTlJB7qywNndGLfPsq8oC68qg8/8rAqrMVDh95CiS2A0xpt3LhJxmXTphvg+VQlFLHdu3fL7+f71CFj7V1CufoeY3z5pZf0XYwSK50PP/wwymmH7MGdQwZZUfv6176m7z76qPzq2klOOPp6e7QOo8IKjw3APbfdpk98/GPahYy38bGWPI975cqVskHnefP8+6TIpyCe73mUuFEUs2OcYFn5Mr1a4CWX8XeHLl+6xB4zIZ8klJkj10vgJyt+q03znm41tTSpyn4zhbKX70UobSOjI3Jft++5RR9AMSvjHBvAAD7PadeLz72kZzAq/MXhyxcuatqKHspqbXZeAfmwEv6sTs9q8NwFHXzjDU0Nj2iQcof27dflc2e1pK9fDz78Pn34k5/SIRTSjZs2ahV8twqjtbu3WwVOqX1Cegkl9eTpkzp3/qyG8aannN63J5GOvvA881zT8qU9SrOKfu7X/pZa4kh1jIAm1k0BxTRDptVxvNVwmhQxzpZgFMeFREkx4QSwqARjpLmrU21dXRjuLQoRi401GdF+ib1CrN0Uw8IKbgt76ijrtMJzAV6cGh/LFey4VNTKjTeotb2dNlrztDL7cgn61zHyq8y7LLgLRaHIKcFBEHe0y/N0aeCUJoavqK+vS3fceZtuwsPuX7nydz5q1VkU7vOaRJmfmmFNR0ERewWsjUjM4P5gcQOKqVLG6bHmXh3kswyWQ8gJ6xGhTvksU2qDRXWFJGDASa1xUBe0aKPRBBlfSBJFcaxmaLeGedgEvdauWaMbMAq33LhFKznN7Onsyo3ZjRs25n37uxvfxLD295esj5i3jh07pu9973v6Ouk/+MEPdJznOQy3OvxVQe/I+ZJ5neMkxYO4CF+8uXevXnjxRT35xJPaizF7+vSADmDkP/vss3r00W/rm1//hr7Lqebzzz2PEXtc5ukpHDA2jGygzkJnGzGGOvMmxu5TGp/OHD58RDZ+XKbOOJuZP8tKy5l5HCo2sCyrLl++In93Y462vIaW4fzZuHGjNm/ZnMMeThS379whr60qeyMkXpgHCCiuDPgJd15kobiLZhAgT/PDu0C+x7qjq3lvl/bavJr8I5FrOiEPcvD5bvfb7TnXTw3OknWQIKGdBMWC66CpFZPAQokVQpAvI+FBOG4IXkRsbuEquNwiuMQiOO36uCsDbHiLORLPOYS3k36GmHHLENDcea0cbZriVg6M2GGeyQdoM1RqwUR5+mIFyjFXlBD1yIGiHjtEITkjTXJcSh0B/nI3Lf/EiplLUDADt4yeM54NKcyde5Lx1MzBoBUEQYgTFr6FBHjx7Px5BNTM7DQejhlNTU5rZmZWbU0t6u7oVJVNdY7Fms8j3u0Vq9fovocfVAFBd+rUcY1Pjiul3yIeLKiUK+TzCP2O7l5tYhMvUa6OEltEsNQxNEq4qLq7O8GhRj/TqrMByQYrTJ0yKfWcjuC38GzFvm48yXO+FUyKQFqPkB55cEz5lSmEIHFr4coWQgeeH4Pj14LTDG77KtCfDaC8b/cPuEwIQRGQgV+Njc1lUniDSdf1VwCRTJGqZDz42Y9p6wN36NL8hKYTxldCaY/I8AaTSm2dHWxoV2QPT432/b2PEoIpm62pv61fq/pWa3p8SlU2rwx6JbnwDwINGgmA6E05XVLwseDNGINxDVFQCICU83JeCcJwK7/ISylTYtMvlpJcKXP7zS1FNplMEcaH2CxC3l6kOEQKHjDergD+gTkQfcrIOJ4GRVmjPzmko6C3L2bt6oN5NHNdcIijSPbERhGluTPa8rF7XgZezjcy2kqdzrNpb8hcnzQtXsbXsPh8TUh1FLYm1ZjPOvhyK6OucXIeUUrTOSPUVZA8Dj7/Srf7yRugE/eVx/86PqBdCEEhhKut5eNxP4ATHbh/p4tiARqHiHkErKB7E4xQAC5duqD9+/dq/4G9eu7Zp3T08OHcgdCGQlNiLbegDETIENMvZZ5j4qVSs5zW1taOd7tJISQAHMIc+bsPcyj/9jjWWS82QAxJIZHbs5IwjaKeMRHNyBAbE1Z+SyXaEW2AuDflkZERWRmtoNyat53mL4KfwMFxBO/2vv379fzzL+gv/uIv9LWvfU3+Pw6PPfaYDC+hhLv/Tjz4hi4UPI/Z39+4DQX7nvvu1R48j1tQuJZiTISA4ohiF0PPKgrKDEbU/NysMsYTkWalpZamWrt2nbagFFVRGsbxLGfUmcbLPD42gtEwi2ybR7HK1FwqqK+3S309Xbo0cEr/6r/7f+mZb31Tm1Dm3/fQgzp98C0dfXOv1uGAWNLVredRkl5lLLPIYRteOU2o27+kX3dwIuFf/vq1X/81FLFN6sHgWYeHdBYlpQNF0gb7xo3r1Yshceedt8v77kWU5fUo0zbmMtbK2nVrtQpjb2BgABk8k3uL//iP/liPc5JSRyljQSj1fsFpiZUff+fjgF/pOnFCjvsVFSv/VpKOHj2af2Hfr03ZK/v0s8/I/6fDhsYY3me/snYcj/RzKGpPPPGEXP7cmbMS9Ovr78vx2HrjVtm48WslPjWxU+Ab0MdzaXrb4CkWizp75nz+Kz/+9cSjGGSnjuL1vXxZKXOUIIci1nSNvafKiVwgnpYrKk/Nyt+r60exX8Ep2WmUz4tnz+nVl1/SEXj7OG38o7//m3r8u9/R0WNH9cJLL2o9p3Dr1q1RR2ur1ixbru033KhejKKurg41FWK1wLudrc2axbh84fHHwH295qfH9b7P/HxuPGSsKa+Lyvyc5jGEqtCxCu/U4asyvD4zPKh5HHV1cLYsm3Pa6BjyfZx2plXDsDKPVdl7y/CW2zG94ihCGW9Ra2urxq943HNq7+5SE7h0Mr4U58EMzj+vrQ5OD5spNwfvWs4V29qURkF19o0qeRXamvZ3gVjTK3bt1IoN69SFY7GjuaRmZP1yjN8bVq7QMsY9Pz+pqClRM+OPMQoy1rHXRiSxn6QA0oz5zKC5QaxlQ3CYpzk/Y0/IFCgXlMKXGB5ZVVEgxDCux2wBAAAQAElEQVTKJqZVHZvUzMhYTgOv8Ro86Nfw/IqdTz/MF6aLFW7LCufX4NdenAQ2vgNjm4NmkFmWZX5FrZd1sBmD5RMf/7i+8IVf5nTuA1qLEVPA2OthbP6ZaBu9/g7I3/5bv6r/4Z/+U/3W3/0N3bJ7t5o4jVtcD/PoSOPMpQ0H/zz248iWxx97XG9yQnKcNeD14dO6CU7O6sx1sVBUJ04Lz1U7ctEOGHHZETI+Po4xdyk3Qvy65qlTp5Bdz+ffs/Ja8bq00fMmhs/ExGRunHagH7S1t+UOBOPfg5ywLE9Zz3VomiKX2GqVQVvxSVc/251RC1mbAhngyiTlLTn08zvgHYnhmqxr42Kew1XgKY832s8QMzSS97UQz3vTNVeax6MILTyOY5glU6BQFCKFECuEIHFnHrkWr0BSECUIaQACOYUHubgUpKsgLhQx2suooRxIupof8bAIgbjBzw55zG8/G65NyzPk/jzYHL2sQWBGnWdmapR3mYjqgcWpOFIIQcEl8o9GJHNwHVBMFu5OzvvIKMWdPzsTOjn+XvDe6Qsd00YIC/FrCy/08XbS22XyLD5CiJQkJSzjdiVxCaU1VRTFJoDStIryVVG5Mi8fa1YQjnUEiluJKZMg6CmckymOEjH18pellq9arjobrN8/tlAcxxs1hddl0sAR8OVLV1TFs3EDRkdnR4f8K0lxiBQrIHikOptBCR5qwVMZR+4NpkNAvU07nqEhnwJRqJfloUsaeHjHHUGbRQhRpCgKMl9G9Edl8Kcltwdo4bra18Lz1YCurABdC84LISiE4GgeFth4EjYgJ2UsejoBVTiX+qaTS7q7LIBPsUmh1Konn3lOK3bv1I4PPqJLlSmNpfNKEeZKjGmmFhStFSgidKBpbxaMYw4jw/OSQs8WjMBSe4eIMo815qDu4Ul0loFICETEBQ4WxjXmKESRYoRxoC0QJDNVHcFk8PcVMuIKqdxGRNkoRHK5yckxjI8pJa6bt5vJQcRHHIU8Hmgpw/BI2Twy1RQANDOJgTfoS7vcgbl1q9Si7cadshnZiKwjoFMg49k5ETjEUaQQgpsBMpJTnjORkvNQHDGmKFYIgbzGnRLQDZ/vvINxvQaoJNMkQlkul6uqwe91+s5cjQ+TggHw5LavB5L/incIbvOv2Mh7VX+PtvNkfxiu1s1kvs2QyYIHUhSNOIrU09Mrv7/s72acOHYEb95FRCFyGR63AmpeVIjV0tamJhwTpmd5vqrx8UmMkw42xS7Zi1hg0+3B8RAUZKVrcmwCZWKGeEXz/hInimIWpBglxhtzQjiIEjQ0NKQySpeNBBsaVnDt9c49geSfP39B+/fv0xt4rl9+5RU9+8yzev6557Qfpdgb9uHDh2RvocudOnVSbsOnGv6HfQ888IDuvvtuPfLII/Jv/feirNgAaWMsbShohaQg86Vx70KJsxcyhv9jZFUZfO21nGJdJvBOkTVtJcTKdm9fr5atWC7zWhmlJ4OedRwDFWg6XytrGqVtenYCmVgmp6b27g7tvm23Jsau6N/8s3+iJ7/1dT38yEN66APv1zf/01c0jkf+EU4o/EXpTTds0Ara9mnQDMqpf4nHOPnVL/9jwhkMuhPHj+HJPYrBF6sI3UNQ/h2aUZTbMkprTMKlC+f14gsvsDyruhGv6SAnD57nO2+7XXtff11L8Pq34uQYwtP6IgbCoQMHZSXKPx4yOOg5mddJjI7vPvqd/PWypzkx+uY3vpEbKk899ZT8hXQrSxl80gQOkSKNcOrwyksvy184LxVL8Eeb+lD8KxiOcRyBbwHukMYnxlXF+eQx+XWZKxcvovAV9fnP/aL+8W//dv6l4ConPxfOnsm/VzgGjwxSpooiOIUC11RI2FdS1eCrGgaHDaYURfbIW4c1xyl+FzKzp7MTjJT/WtU4BmxlflY334xiWSyoxtx+4Yu/ouUrlukGDM9vY/D8o7/3m/r1v/k39f/5b/8f+os//mM99+QPFTN7ne3NUnVOgwMnldLfc499X0s2rNGdH/uwdt9zt0rz05p4a5+uABcO7tfA3jc0cu6cRs5f1PTouOrMV1NTM6dMLeATJGRPQIq3gGMLPOi8QrEo81JSKCiw1uoo1lYsM8tVypfYN5sw/jPWboW10kS95pYW1Ss15r/EXt8CpoF9dw6YVVNzq5pRfP0F5FnW+IWzA3rtz7+iIy88o2J7u7wGZ0ibnxgBr6LampvUxvz0tZTUU0zUwT4XwctpJBW6OlSzscQ8g7aC/zIxFhETFw/gKQtjh6QsZMjlnR5ID5b5zDleSmWEMY7JEpBOTGkSQ3IS40OUK5QKKhSLiuJINebUssTrtKuzSz5525D/f5kb8vV8z3336IMf/rB2cELX1tEFHdrUzFg6MMZbW1rl9XqG04tBeLxUKmnjhvXawlpYijFfx8C5CE/ZqLYM8tq4447btXv3bq1lT/Yrnffff59+7ud+DuPlC/qt3/pN/cIv/IL8amJnZ6csGwY5ORlDB/KX0n1a4QFXkQdeB6c41bzEuNy2X/F86umn9T0Ml+dwLryJw+ECJy1N4NqDkWR5mDL2aXilypi9xk9imDz3wot5nZcwmF977TWdPn1aEfzR0tou80rEPmcIIegqzfUzXp4+z9011TJwyefu2rQ8gX6ymGFG5AA4pWUQ8fdAwKhRWA7dLt3BElnemuDaRiyT14TBZQ1RtVqXFYaMmgFmCAzWG3euQJgZXQoImRToP45BTHXV04pq9Qp1sW7lC6S5ldE8ZZ2SQ+BZdM+iyhGjzcyAIM9ICzQaILZBlM3rXPNBTeV0u6bNENyRgYKOE80nCNzdBo/OEM3nYZ5GP3I+KY07yGNy3E3IOAaeSIzEH4lBQZHriVwmy3iLMITgFOCv7/bwPNarLeZ9CAzERX85XVEHIUaqiKPtus5eGNQICkIGTjWU0jIGwDQetTLCy20lbLJFFnpnV7uWLluiFoTSDEK5Thtd3T3q6V2Ct6UNQ6WiUbwzNYRga1uHkiiWhfnM1LT86lEAi80YHavXrUU5pvdogT7MY0qfdfqLIDb6tmLwjshPeU4RboL51ND+ZNqBaj4et2mIKJ8AMakx/RhgM0aoHGLGzZSwEWXkUoh5oqGFT2I0mDl5AUyL62Eh6x3BtWXcfwG+jhm302sI0VyBZXx+dsXAR8QH6KgWRwpsDmcuj+lf/4vfURsnRnf9ws9pJNQ0OD+lWRT2Ggq8f0qwypFvN16YOkL48rnzKtO2v0xeRkmeRihXEJCBDcnH9GKEi/0Jmmjh8vi8To1TTN+RCU1+Cj4GOYQiaQ6pnGa2DSAcoTQU8DpX2KWq1ZSiMbRUg7a0kUSRQgj0ZI5ZAGhah59Mh1w2wC8ZtKiDe41NyvgoRNSRGjUXQpejbj4GwgCxAgXcRgpvpaSJNJpCIQzUjRQZR2gfRY32HIYQ8gY9jrqME/Osd79oToE2UspZSZzDOxqFCFbLpBB86+0rvB3VtfFrkn9MNIRr6lwXDyEohPBjav/sWTkdXY12c5o7DuTp0LLRGznEnZZTinXn9AiaVOG5s3jGjxx9S3Nzk2pF8ejsaFVWr2oKBW8ej3qdeami4MzPluV5iUKiKWRIhGK5DG998DMnpqCgOE6Q+/VcwSwUEnmu6AaZUMe4qChEsUpNzWpta1Nfb5+KKBj22s+jLA8ODurgwQP65je/oX/+z/+5vvzlP8XbPaAJDOLz589p//69OnH8RL7h7rrpJvnUwkrC+9/3fn3yE5/Q5z73OX0G7/P73v9+3XHHHerq6sr79RfVvZm3I9tscJjXbCj5pysnMSrsVTVtrNy0tbWrhDOgwubvX2kKCuxh9dywGh0dlb8MPjo+qjL5za0tGBY1DY8MaQwcp+ZnNFubV5mzzkrINMf6GJ+Z0tj0hIbHhzVEucnZKSWtBf3g8e/o//3f/mM9+8T39b73P6Q+PM4jF87qxLHDOnv2lC5ePKuENexfx+nu61ahqaB7779HO3dtlw2Thx5+EMxSlM5YF84NaN3qVZrHSNl24xZOMyah20nt3LlD23ZsZQ84q7OU2XXTTni+LirKytMGPPwTkxMa87iGh3Jj4elnntYB5qCCY2opp0C/+Iuf0+c//4taiePJRsJ5eGVqclxLl/aru7sb46GqZRgW61atQuGfynmmFYW4E4dJOw6o/r4+DeKlN31t9KXIhwEUqssXLsiKXxF+sdxoo87Gteu0EYUvlnQZhdD/iNFe5RNHjugghuf0xLgyTs8LcdClC+c0Cs5zczOKY/Y6FLaZ6Rn5VZSU+mcGBjQzPa2zp05jbNyiL/3mr2v16mXwQ0WDg5d15fJFjNVLOnBgv7o4ib/t9j36xMc+pkfuvkdbV63WaYzaP/vjP9Rbb76qc6ePaOTCGdGg3nrse7Jx8anf/DtKizGGz7Sy+jwnHvDz2pVatW2rNu65TctRblfu3K6+devUAg3iphIyt8FLVfiChSD/cmW1XlY9q0hRSn5dFU4vUvhHUZbPlR2FEXxQZ9wpe2WGTjSGcTk7NiqfQGTI2hoGmpXdKdLqOFWa2jsVMFTmkbV+pW/vo9/UyVdekl/tvXHXbgnHFsRXB3i1trdjpJRyKBUSNSNnOwC/TtjLnnT21In8Z/IF/pYVFQzIRSNPuRzJQDWTlMp7eAiExMEeNmvEnRfAW8ggcdUZf4rhkaGgi3mbwricYr4jeGOO5yp5IVAQqJNmB8AM6ZYRNQyyEALyJZFfCe3BaWI+9emFX+EsFApaC83tZOjobMeRNq0LyA4b1Kcxov09mQBdUug2BB3fwAD/1je/qa985cv6Okb10zg1fIJ3jBOyS+Bkh0kHBuJa+HId/HmTvwDOHPfiwHC6T042b7pBhThBvpVVSJJ8mBcuXpIdIeZ3l/VaaSo1qReZ1wPdl7Netvm1UnBtZZ2kCEnvU62ccBRbmnT24gU9jnH/BOvxOAaM/0eInQBeO56DGvM8j9M4g0yC0hljWiCvfpYro5LBdRx63vKQhh1CahkUXEIyjobFmc3INAj8FVGGMAuxqJ7D1XIkpO4rT+WBorS28JlCM0q6D8pooTOWgNhwyLDblcQYxgwhUFhyO41mQt5vSINCMAaiTga4UUpQnlvkqnERC8QQ0HIjV4G0H3OH4ErvLJDjSn0TyjkhUIa7EY8UQpBxLhSwoiGMEXedvDx5QaGBOyHNyIQMwalySg56xxXUSAwsMckEdZsS42UxZoRZXoBy+ukvlzZ6ITj2dr2MqKHRBw/X3hQNIShEkRQCQixTXUFxqU1XRqb11qHjVIsUEM7eTP3lUI+7gJBpw4PS1dGmboyOVpi9maPbUCpoAqWiXK4piUtsfiW1shnbK8OwlJrBUUS8oFK0kApGRWW+orV4ITax6YUopkxdkYRsqyLjqggm8HMdhFZAeNI18wGuCKA6EGjY5R3K9KNdkUYT3PnIZZyvgnGgjPvPlVWEiPGpI6Sc1pjbsUWyuAAAEABJREFUq1Xzlq7WJfkn3SGEvEgIQSE0QPB0BI3jOM7bsyfG/Qk8zMI5UIvSJKWawes5z8rpXL5GIenWH/3z38ETVdXDn/+cZlE8rpSnVGspKm4u5sIqYNz3IUSLSUEzk5NKC7Hi9malSayItIBgU4jBJ1IU0Uu4FiTzoL0lHn8B4WtcFUBo8V6ImzfzJLcBKESKk0SFYrOiqKg5PNmK6DOOBNEVgiumVDEof3aS6WmaG2rQ3bQw3cUVuUBI5fkMwfXd1MI8Qr2GkIyIxS5NJvGM0nWiqRgLyTyHCByonzkOkKqItBCCQghyP0ECTXgevqlnhH6+DlwmYkxFPF4pvFOHFwuFksw7GbwDItQwLgTcIaezn+lfrk3iT3GDkq4W5yGvSSiuEHgyEPfNk0IIOfjZYJq+GzjvXYHxOt2UdT0o4UfoQYzEEBrtB1I9kojygfG7QG4c8pzCv7OzMyhkKWs9USDNhmYXm2GXlUeM506UkwLKXrVSll95mEHBjZiHdWya/UuW5uQLPJsH67RXZIPthpc78AqWSkUVCwA87E25WCgoRMZI+diNt/s/dvyo3sRTPDc3K78OtHHjBlkxLjFnR1A896EIXsHrXQGHNvDpYQNfiTG/C0Xq5ptv0a237tHWrVtlY6OlpU2dnd2qsabO43U+hfI5MHBWlziVPYbh4lcZDh85pitXhjTOqcwp/wrSYfp/c5+OHTuuORwBhaSgEuNwW5Zxr77yqt588w1FIejW227TkhVLFCXwLAt/bGpCZeRahHGQIdxq8FoFOmeMtQQNb73vAb3/059VAi3716zWL/3dv6v/8Xd/V//qT35f6zavh+Y19eBVvnBmQKvXrVYUBZ0eOKUXnn9GrRg3y5Ys0d43XuPE53WdR+G2AXCUU57b9tyiseErsjLURN+pnXw4M+aYn2YMmWptDkPpktauXa3evh7mqS4vo3mMipN47+crc1q3fq0KpYIeeOhh/cP/8rdpa7eOHT0GrS7pDcZrQ3BkZFjvx5j79S99Sb/yK1/Ug/c/oI3I+5XLUeRREueZM+NsRd+KbwunKEGZlqCc+edIf+nzv6T3P/I+Wb51d3Vr+/btWk/9CgrzZTzG/X39Wr9uHUyb6gwnVs8++YS+9dW/0MvPP683X3tFl1DCMvYJe5SncXR5fpYuXaoY2ShYqQxPVFnHRcZ85sxp2qmrj/H2dnbqjWdf0LbNW9XFadXk2LAO739dMxPDGhm6okNv7ddyxhBCgE6DmsRzvRJjqwX6L0EB3L75Btqq6DInAzu33KCb4bGBfQe1lbBn3VpNjQxqnnkXXusavFCGF+ZYJ7MRpkNLSbXmoiqlRN4HZllX9WJBWTMnE0lRNZ7tsGMQCshfVoNCiBRF7C+sXa+LxnrKcuPO+c3wdStKsLjGx8aVgXcEj01gOIp6ihKcVqnU1s4pz5D2P/uULpw6rm233aEdt9+pppYWFPEZuY8iToMUp0N5fi43rN1Wc0e7bIQt7e/RBhTttevWq1CINXzpIjI5VQpPx/RpgyfF8M5qqXJZzponEz4GsfxOFZgPGRinx4J4Vob+6KKZYsZcUFwqqQTeN2LoPbDnDm1cuVpt8LtPGIc5obJjwKFPM69cHtTAwBkdhTcPHTqio6zTK5xizHMClmKMlAltQI/iHK3gOI3jWH7Vadmy5fL3djqQGXX2qQrKeplxz1PG9PVrjNsxAJbBTz6Z8CuBI5zahRByuoyNj+sSpxYXMUIucmJ48uQpncM5aL51+ilOIM6fPy8bR+P0fQD+eOmlV+HZy3n/K1as0Pr165BPt+r222/TOvimj9NS07mJsUbIxxrCOXDKtHTlct24fau27tih+x58QH/n1/62fuM3/64+89nP6s4779KGTZvUQ10pU4HyHqPpybBIYSEs0vq6MJ+S9/gIISiEtyEvFviMWMFASl7DKCKRZwqTKQKede3l5wZQRYGyhojQpQJrw6EB9MCXmJmCwLUyUvIy6A1yAul+00oxDQQS6njCvLnUqeRn8rkzhYxMRQoh4TmGNrEi4lFUUKrAXwJEeV7moxo57vRIIVA+f47ID8Bf9nZ9Q1AIkUIIUo53UMoM2WL3oN26F0PwYP0ApBkfZHITee87LGQ5DCEwbhKo63puk6fG7QTabzz87J8h0PY14Kbo5u2G8jw1xqiFsiw2xYma27s0Xa7r9TcP4Y2bUktrh2KEUkJ+O8ze3dWpzs4OtXAUWSoVVUDwRXHMQks1hmAfRKhNz1bYuKUQYkXUrWBhT+F1mMBDNoknqYIXPgIHNBY1s0H39y9RE95L0yAOkWLwsHBrRtD29y7R7Xfcrc//8hf10P33q7OlWUJgBw8qZDLDuakgLtMN3pInxHHCDEUxY/5yIO65TB0aSLcimVJuEfJy1M3cDqEMbtpA3AInI8x4frfbi+D69Aw8M4EhiEZRpAC4TAgBHsgk+gpuE3C6y9QpUzUd2rq1YflG/fA//pEGTw/ow1/8grS0VxdmxjSXZKpCiziCZqyhJQhAC2S/Kz2Dl2tOUjXEkCMCTDEgP9qMFUWGiBJBNYSv6ZAwl8VCoiiQDlpkcoccGp8SOeDcCGPwFxAVioqSJs3P1zEYM5IS+stUY8OvIdlS6JyykdTB1c+5DCDNofMcZvZq0ZMI8z6CGn2RlgEpsEAeeepzcBoQwDeGB0MIPDWyBT200EJ6tWKerRACEYCbyE+83X895xcq0G6IgnIIxrRRPYTQiPylP9+uvxhbDH+kyb9yX7ToNqBLzssOWQOZQYyWZ8m9wy/QMMvjjJXxOqvOvHreAs8dKMdL8WA3ocTE8LmhhJIkJPcIXvrLl8/DF/MqFGIgUn9/L0r+ZmRIOycB45qcmtRceU7epP1udhTHqsG7Psmw91Lgk+C17exqV0R/Z1Ag/I6zecY4zFlpGBuT13Qvyqq/SOqfTP3c535eH/jA+/W+9z2iL3zhl/T3fus39ZnPfEY37dqFIt1H+br8BWQrBAYrIlPIrzKnJ1aCrQx0YECtXr1a3XjnrdBYgTh//gJe70H5uYTyswXv9JYtW7Ry1UolrFfTrbunR33g0kO4BiXMSsPK5St0+uRJncIL7C9TN7W1atPWG3XLnXdq07Zt6iPf62hqbl5NHd2a5wSxtbtXp86c1YsvvaSoqUV3v++D2nnnPepduUKuf9Odt2sjpxKnTh5ThsLq/yFz8vRxdXS0asnSPn3/sUe1/8CbevChB/TIIw/LivJyTqZv2LRBw3hsozjg0R3QORTuEgbE0cNvSZymzk6Pa4aTlmp5WiuX9am5yHpmTjZvXJ+/znT/PfeqxFh33Lg1/07Ds088oVdfeIETizFdwkM8x0lQlXkZxjC4hGK136+5vfhC/itSs8j/JRh+Wzdv1h179mhpT5/6O7u0bcuNWrtqtZayF2xav1GrVq5SPwaoX2EpwBMdKM3tGF8lFO/eLuhLnn8ytJU0/w+WP/ZPE3/1a9r/xpsqs9c0UacJBbmGomjF0mHV3npk7TCnHVEU1NLaogqGVFtbi9K0qjVrVirF6TNw8riefewx1UbGFMNzkyiLDz/4kIbOMH/731QXHvzPfuazusDJy/4D+7Rj106MlT7ZaOvq6oLPE+plakkK6uX0IBmf0OzefcoY+5ZdO+QvkRc6O1THeTQLXUutbbmDLob6UqSygubBv97epgTDsQQvFTlBaMGwCR1tqrN2M/AqlJrpq1lxXKRmxHaaMQ4JUaUMOcVyVo2HCJo1YXg0NbWpuaVdKUr8FEazx9ZC39MTk2pjTprAdeC1V3X8wF41Q99t99wvG2aDGA9ZFKkHRTxO4AVkedVOQ5yBlg0lnI5NHS200aU28OxZsUxrdmzTcuZ4cnoKw7quDF6rsxeAkCLGZ4U/Qy/IbIAAXssZe0JmpBeBuQpZhghYADaBjLoG1RkyDs4wV1E741u5bJm8BlfAQ16zy3huZX7drvUOv3rk7229+OKL8j+NLIO/1+n69Rt08+5b9MEPfkgf/NCHtJLTBJ+eHjl6RIZRToKWsK/61akl0L8Nfisg60YxbmxsxMzTsuXLtY01bOeF4ytXrtQmFP11rH3/oEJzczPzVIBHemXc7rj9dj388EPyTzqvBt/urm7kYr96oXkvsmYjp4k2ulfRTgEe8rwsBQcbIsvpq5e56qJcp3Uxwp6+PnXCd63wxpLlS7Vh00ZthPY34MzdjiHi5yXU78SYFryzSN4IHopjZiNAy7/EfXXvcN1FyBYjC+HCs6dxISUPQri+0wiejchzusMIXl6orMAfWYuP1zeW5wYKvH1H7BskNxIzGCmjUl4/8NlIzksHiBAUo9QE+S+OiEdGIJbIU86ufg4gKJixEXe6cmWKNMqI2gpBjWsxbDz9tJ9gpuxqG5IXWwyDGZ0QAs1k8h8RcMlUQ7jVWYwZ4wsKTl74zKONj7xeIyrHQ6YQhRxS6qUICC+SFK7IFmm0UPxnCQKFrwc5gfQfuZ0OGev0V0MIFNncQlzSydMXNTo2o57eZUpY1HEUq4RhUELgOiywGGLoEbP5FEn3Yuzu7qJ8jwq0MYvhUqkHJYVmeTOdZRPyF6CtXMzgIfWvYri/DEFjwVIqFBSzAGLwacIDVCgkCNG6qngYvLkHcPMi/Oxnfk47tm5GuS1D9/q7DKvBGyntpsxHPifEBU1tDDNp8Bd0lzhJyQCHutpOkPI4JJGvfB6gjUM6dFIOGZ9OSxfzeL56k+m8RYBR86qp55sOYugWRd4k6srxoqLLGre8IJGINkyDCuUnZstSNdamJWv18p99U4eff1EfRpFqWrdKp0Yua7aQqczgUuplCPZWhG07wv88npaR2VlVk1g12kkBmE1RiBRCUApN3G8No8NHws2lAh7SZlpR43L5RkzGy48MgXjI6/PZyKW9hI2vWGpShQ1keHRCc8xbFmLVzdeBKownZR5q4FdHaa0TpvC72zUOlCBKIehJ8bx9sFQepxf3mxlf2siomwNxKvmmRCbPRUqeaDdkQZHEXOvq1eiHnujD8YyRZpRT3ove8wKrvI8QxXnouvE1cVqkH0px0+R7tvOzZ3j0rrUYOv7XDDkfwDnQ0uMyiDkzbdxTCNf0zfj8GJjviLl1vsfuMCjIryI1oYhbFgbKNOE0sBLmTbLFzgKluZI3Mzuts+fOaO/e17V/3978dRW/g7wPBW4cI2Qaj/vQ8Ijs6DFvjo4OaXx8VNMobcN4z63wt+B97WbD9Qa/Hu93oVDEiBjVOZReKwN5XXtV6dNewi14n/vYrNvwXJoHbUDY43jg4EF9+Stf0X/4/d+X36Eexlvpd6/9XZC3Dh3KlQUbHxXa8vc+Pvzhj+hzn/scSsoHtRbvYwhBlk/tKIjLUcr861rr1q9TN4pEO33FSaQisq2Ig8b/b+NrX/2qnvjBD7Rv75vax9jfOnRQlwcv6cLlC5wuv5W/qnr7vffr4Y98THc/8ojuxdN/69gaVesAABAASURBVL33atcdt+lTv/R5TVfndYrThkloZK93AYVmcHRYzUt6tHTTWs3V5rXn9j1absWPk4o4jmTP9Pe/+235fxTsvGm3YFadxFCJ4qBNmzdp45ZNGoLGcSHWW5yEXAaXMeh94sQx+QvvftVpHG//7MyU6uxze994PR/T7t03y6/KdrS1ycZMPwZlB3RwuT/8/X+vo28dVBUjzmlX8PaOcuLkcODkCT339NPQ4XH5/468xWnUpQsXkcWZuqBZMYrk9T3KXFwh/cjBt3QGT/Gxt97SaZ84vfaansLQ8XdG/uA//Af9GfP3+quvyspzgbr2gicKcr9dHSjZ4FzjZMUwi0EyNz8j/9M2O6zOw4etbcg8TnrKGL8nTx1TUoq1cvVylNAPqClI0xh+CfKsCWX905/8lG7Bw33g9Vf1F//pyxrm1GLbzu0amxjXitUrte2mXero7dbo5LhGOUkYHxxSZ1JSND6twf2HNTsxrb4VK3Xu4GFdOHZS1YlZlcmrTc5q6uwFnXn9Te1/9Lt64t/8G/3gX/5LvfwHf6Cj3/2ezjC+K3jqBzAK9n7/ezrG6d7IlcuaZ01UK2WZp0MI4gaCMiJZYHUC3gM9tio8nLB/t5jG8M0c+3ANB2CcFBTxN8EcXRwYUJn1v/39H9C6hx7S0f1v6Ni+19WL0roUhTdkmQL7V2B9B/ingGHXzJxHNkyxBFLWm1WxaYyNkQvnZTni/+lzxb/oFUBGAKHbsKzJZbpELSl/znigD8eJkcgnzwInEVKbhMankPWNk5O6W5XH51OgGJ6PgBJrzsbHtm1b5R9SCOyDZ86d02sYwa+/uVcvvfqann72Oe09cFBnMCB9IlrFkCoxJu9VfjUrMM4C6zeKY9WQkXX2Fue1wfM+UbURYcOis6srXxNV+MQ0LRaLuTxsx3GRYKgZ9xKysQVnbQuyy2Dcbth4g7bduE1bbtiiFcsbxsr9992nW2+5hdOb1vzX3IZYBz5JOcA6GR0doalM+S+fgVMbMnYpxsqS7h4OzpoUQ9vpyUmdP3dWFxnTGEbTFOu2iE61et0a9fT34aisq8x6yNCPxBVCUGCcIuTxp74X5yhjllNo4/2XaF5/MS9/4OPqs+eX5x93u0hKAUMGTmlQvrez/OAT90Ymt8sZiF53N1JRrTN0gbwZJTBEPkAa5M6jWsA2KJETPAiHAWKEEBRYFDI3K5YW4sFh/kydNG6UIS0E4hFAqDw/khSkHPSXukJgIZuwMLr5PyDcYpgpIvQQjW8Fhi1z9JtaOXLie/ZkXN7OTJl8K2GiD+6cqfi4WuDHNnW11F8y4g4Xqtp7KMaUlFp14dKYTpw8rxA3K06aNDMzz6Kusc5TwqqmUWbHxsflo8wpPIR+B9rjr6NQGnczS435qns+owLTG6lSrmqOerMIu9ybiCFShWZmyL4ly9S3ZCndR4rstcMr7i9EzpVnFRAW3vRPHj+ug6++osnhyyrEglwZ+2cmMSEZIIRSDvCSn3NgzjLSDV4UGXlU0NUrBNoJ9NkIQxSkxi1fi5zjuNt2Ow7z55/8cbVEgyfgf+NCHyGOFELI6WnFvPFMGnkR441ClNc1nxUQGHXmpR4StTZ1atfaLTrx5PN69o//k973qU9p6S036fzsuGZtfEC7jHaNY6m5WV14RSM23mCljzYCgirJhWiiKIrBIQKCjF9DyAZZcYzgawUphJBDg248Q+6QQwbtlV8hUEaRYtovILDreGnLeKFq1VQ1PHmmu4V1HT5PmY86Ro6NA/N9hhhJOd0QoYGmFPGRQ976NR/McQAiyhq9KEiOB+Y0YHRBWmW0z6OuwkJ147AQZayp/NzomznJM6L888d91OmgUCyiZDYrKRQVolhxjOyhksdlPCLiQYHPv+rtlgxuazF0/Fr4q/Wx2FLGuAwNmmSQDnAazRNTYziLpQVtiWeE3DWcAV7zIYT8RGOGDS5lns0/HZ0d8sa8GS+2vf4Zc1dC6Wlra0WGVDQ0NKhhYHx8hJYyvH1LtGr1GnWzibajtK/glKEPz3cdmTuH3PApRJVN3d6+O++8U36dKo4izc7Myu9UHziwX/Zin+E05MD+/fL/qthP6P+9YUPlPKcUL7/8sl5D2di/b5/OoGAV4Nl77r5bX/zlX9anPvFJ+R8IlpFJE2zcVibclxUEKw9+5/sGjBePoYYimzKecrmsi3iCX0EpPI9XH+LI5f2q0Dx7waFDh/XmG3uRk2M6zUmly0yj+Fp5OHvqlDLWQhn8zw+c1g03bNbHUGpXrVmtJI505CDjQVE/joHQiROhDSNrBsV4B4aDlYaTKOAXz57X+OCIXnv5Nc3MV7QVr+2NO3aqF+Witb1VtXpVn//CL+uh9z+iBznt+JM/+SM9+eQPFNH+GpSQE8ePaHJyjLVcZ03UUJ5HtGr1UuagUwXk0NHDBzD2JlFgzqIEtajGuKemJhQnQSOcZB09ckhMgXxqUGetn/e79ijgn0Yu/Rf/4L9Qd3eHfvDYd1GCBjB+KrBSKv9SUKlQkF/RseI7Mz2Z4+BfOjxx7KgO7N+nb3z96/r+dx/Vd775DX3ja3+h7z/67Ry+9bWv6rvf/pbeePkVnT15WhfPnFcSYvV196iZNttQwvxjG/4OwfzsnOZQykeHhtWMXIoRGKarT34KcZyPZ96veDGW+flZJUkET17S5htu0OEjb8mG3fMvPKN1N2zQeTzfrSjXExhMm2+8UXc//LB27rpJuzEy7sNIXL1mrayU7wX3cehTZl4FXlYke9s6Fc3XNHVxSFdOnNF99z+gV7/1Hf3v/+0/0ct/+lVdfnWfzrz8uiYuX1EHe+ANO3frjgcf0Qc+/hnd98iHtGLZKpUnp3QOWg/AExnzvH7DDWrBuVeBd8qsDe+95rcyBkjK2vWkxHFC0JAdIQT2mjo0n89lZLFQzJXUEqcls9Ag8ExheCDTUsa/+ZH3K2PdDXz/u5obm9JtH/yIlnAKEBcLCkmiEAI8EAMFFZsa8pBEITwU4kizzOnRV17S608+ofxHAKBtGd3AOkaG4h4CMgTGMaqZRNWgIC50JxAUiEhkZpbnlEd5VOY8A+ku63qKiIUIXFNZ2ffeUoP2NXA3HayX+OTi4uVLNFHXNgzGD33kw/r0Zz+j+x96UD2cElwaHNQPnnpaf/61b2jvm/s5xZxREX5Zz4mbZdc6wqXLliskMcb5iF54+SX95z//c33tG9/Qc5zw+RTlCm1Yxng3iRi/5+EkJ5svcbLyCjLn1VdekWXPm6+/Lj873acur77yqvwaqH+ye36+rEKhABEkfzdsHoPdBosNGsuUCHqNcMJy5PARPf3kU6yD7+gFjKaTR45qHh2sOSmqjbmITRhoVogT1Vmv8+hbZXQtQbcoitXU1KQIQ1PMgfUMyEcUOupnuzJP9mIV90k8o4+FKE+ewmuf8qSf+sM1F8GVTFstokk/TmuASy1mNFIWPyMzm5FirIw/zQni54g6rhJoMYQgWYGA2cw44gqBNPJMsBA8KQmpsRQARXr7olwICqYi6cRkyPPpQ6Q1gHooxBJhnpaXuPoRQpCsWendr7wpsiiVtx9CEDdjyhhTXSkTzgMlfF+Ln5+vh8XWnJ7Jyotpkj9B2Aw6LD477f8fEGg0KEgMIkKglJo7NDVb1+GjAxqbnMd/EWtyakaTbMT2BF7Gg37x4iWOly/p4sXLunzpsi4BFy8N6tLlIY2OjGOkzGp2rqwpjjErcEsBRo9p24tgDsVkenxcUxPjmp6YUIXF1drWruUINW/ugfnLsoA1XlUWBbW0dSjBazGBF9TC4yxW/Ek2nOGR0ZxesDZqaEa8Qf+czyycxGXyZnygIGRWbglTnlPyTdt08TlPS5k2wHk8c9N0pmzhmdZ+4k1P71KGNmjM85j3S6GgoIixxXGEMEyh1bwqeJ2YAgXSoxARRnLoelkIqpI+Dj3n2MCy+bq2LlurMobhM//xf9cD73+fdj38gM5ODutyeULToay5tKxyvaJaJE0gdOYYa402FEUCHTAIWrzsJbKAjsiz4PNcOb6Yn4fgvShnXHMRREvyBY6BNZkUilKcaJbNscLk13FVlFEWy2yIFfB3X958cmBzsFKpvGF34IbeHTwPjZxMIQQFHgJjCyEoBKeRwBhNr0BUfHA7li9niubxxQ8bCRnlxfyKdSaHi5nvEXoTMN7+YmetDq9kLhgUma7ILcGJ4gphsWcefqZ7oV62EF5f1/0571rQ9SO7vtJP9+weGxAgXaBSyMNA7B03YwshMOYYSNgoS5yQtbNRFzWFslFmPc/giZ/A23v69On8Z0fPoYyOs+bLKPTzbK7zKOsZNE/iWHV4wOl+VWoGJbFKmQA9o0iyEuGypndk+UGdGU5KYpSYiDJnz56VT0lee/01uf2VK1fp9tvv0G2336bt27ah9HajxO7X97/3Pb3kX0l65WUdO3YM+TStvt4ebdq4UT09PQohgH9Jy5Yt1fp163LFc8uWzbKRYWPDm/4syp1PW2yQ+J9yHWazP4OBM4MR4bVyAa/84SNHND4+Ib+u5V+csWJh+OETP9Sjj36HE4ZTuVzrwDP6gQ9+SB/56EdVRAHwWO5/8CHN00dTc7OWrVypzXhoP/ypT+jjn/m0bmU8y5av0NZtO7Rj52719S3V5g2btW3TZm1Zt0l9nb1Ky6niplZN4yAqoIAsRYFdgzLc39+vFEPw2LEj6qLfQqlJr+O8KaJALl22TFu2btXhQ29x8vKmbrnlVi3HUZEhIG68cat87bntbu3YsVvdXT3KaGcNhuEVlLgyyuoVDK4689WKIYlFoo0bNube91GMybf279UP8cqvXb1Kd995u4YuXtQ3OOk5eeyEDnPC5C9+x3TQ192l0eErOnH0sIrwQ4qiNAdNe7o61YYRUUwS9YB3N17jfpREz6tPVwI4tuGQiVnDq5cvU4Qnv4T8iVnH506fwdA51zgh4aRkHMMjhnf8U7g9tPPs009oGl598/VX4N1m9WLUFYuJTpw4IhsfJ04c1YqVy3Xjzh1auWaNNm3boueefFzzjLW5UNLY0ePq7VuqDzI/B/e9oYFTx3UBXszg5S0bN+nCufM57zbhpBjHU30Mb3p3e4cScOtiLMdf36vX4If1nFabzlVOQGKccunktGbZR8Wark7PyO01NTVrzbr1KMw7tWPXzdCiVxPQdwxoaW6WT+/MfwXkbgue9BLlQxQzV5mkoCgqKgHnECWq14MqOITm5yrsN3UJHajKvjM3M0d6RR19/Wrr7FLKifWpHzymI0/8gPbbdMdD9ytl/82gYUAhj1CO42JBYt2EEClJigqKVGUMVerOM56LKMeTKONbbtujUm+XLgxe1OTcDF0GpfV6LvH9kUKTDFlqPTBOpcCzwX0ZYF7lwHyHqyCpzviol4fIQ4+jMjevUqGgjo52mfYR+BUKiXzKYJ6mFuu+V/5J6Ycfelj33XOv7rjtdt2+53bVRQNnAAAQAElEQVTdd9e9euCe+7V69VqcImlOn0KxSZ0d3Sox5jp4JUkiv+q0c+dO3X7HHboRA3QpMiOhD+sSzTj3PL+d8G4TvFkAl5bWVjUzT4HOx8fG9Rb8+AxGzrNPP6uzZ85pcnJGly8P6hQ8e4ITvQFkyhlO1yynTuMYGcTxYNlj/O18Na1SnD2WnSl0HLwyqLc4BXz26Wfkn+h9+qmnZNlzDn4cwUjxSeW5M2c0MTZGXxMaR+/KHcWcdrA1S1EAM8ntG4jkz3+VD7fD7Fxtws9XH36KCNO5sJO6sFsyEDeqBqKLtx8NggMNIQ9jhhHkK7IVaibzg5jEFCY2+NlF4F+FnAgplWrKEHJmTOdFUUQeEELeLPxHtSDxbJT87MGRIikohAboHVd4x5OuPl6NkE/cd4gkg97tyhQo0/ggn3gIQQwHi7uueq0mMyE5oJ8BjZg/G5ARNNIzUTnjkTDQn8eQNgZDG5lS6JTPgNNc7F3A1Z39o5Dp+rQ84V3aAAs4T4rjouJCk4bxcFwZnWRNJ6rivfYvtkyhFExNwrgc81mYzmA0VFEgPMBCUsyt6AILsIZXYwYBMAGMAVMI61kUT7cxi+VdRfksE/pXNCCbvGgLxaLEg5WPqYlJefOexoIfp4/LHCX7mHF0akrDKC+nWKx797+lS1eG6DpTysZjuuUDcIoHLdFcYE0F5ZfTgAyeyjhJSTlSrxGaJ2tsWFWgwobn0PhbGVr0zme077Yz1wfy9t7lozEPxqcBefkFfDIbPflEIlkJ/RzIY8jgmamCp9DKFw8yZHmeS0S5EJyendccQmYS/GtsLDUVVC9nWtu3UrVLI3r0//s7Wrdli+765Mc0Gmoaqk1rJq6rWoxUjyPFrS0qSyojqCvMZ50wZVzG0RRy6PFSBHpKFvhxFIGKc3l+l3EHBReXPAhJfspEHRSpog1NjI8Ka6FKX24/hZfdZ41xOO40A63r3a5A/6bp23l+SnnMlBl3aLRY1+hltN9IcjmKcRu1iI8oCnJ7UQikNu4QiC8UdWDI6zeylQ+IInK5iIhvx6WcRvPwfmMcKUUYtyhA3rvfzovI+kngcotA8evuHMd3pLnsj6a+o8jP+kCTIQSFEN6zZgiBfAGNsMZGaIOjxnzXiNtwLaHgemMc5Zh/Em9tFMcqss7n5+dkCMi71tY2LVm6VH49qYdTDm/cCZt7EkXyGpy2nECeNLFxu01vSCIvhrfykwaUWRsfNlhWrFihXSgE69et1coVK3OlYAtr4pZbbtG2bdtlBXzt2rW6efdu3cVpiWE7Sne333eGdyyb3Nbrb7yuw4cP41i5qMErVwgvyIbG888/p9/9vd/V7/zOv9a3v/1t+ddqhoaHNOBTDBRNj9+vHFkp9ysO5xde9+pfsiTvb/Pmzdq0aaP8XY8hlInjnN6OjY/Jr3/Yc24erkI//+rM4QNv5cbBKy+9xKnHW9CtGTlZZH+pavjSJY0NDmlufBJP9KRY3Tpz+Jg627q0av1mRUlJkxNTKuP4KRUK6u/tUw+nAffee582btqk//6f/vf6R//Vb+d49PT16CaMjVVr1+XPg4OXlUSx7r3vAT377DNKklgpzosuTlraUdgdlnACTbMPRPBAxILpo40RDJGV0H/p0mUagmYvPvOMdnHq8mtf+vX8eRrZXUXR2bBuje655y5dvnBBM6QtgTbHjx7TGRQsK5V+3eo4Bt0I9JmBZ86eGdAIYx1CuRoZHpF/0vSt/Qc0TV4VA3ZidEwDJ07pBfo78MYbOnrgAPQ6yOnSKIp0WT4RK8QFxhTlnv4ejMzx8VFOCoqan5sif6VWrFiuAuPct/dN9fX35TSKMWyHBq9gKP1njU6M6rnnntUJ5uu5735PNSg+euGKLu/DMw7//e2/9bf0EApsByd5Uyh6/vWjVdCihnyI2Wc6SZ+ArqcPH1SxKVEF+XzwrX3qW7NSG3ft0NobN2sCY7oVWszgnDl15LDm2GNL8LwUmMc5jTH+CZT4CD5dsWq11mzcrJh5msdQnfepDo6lWYx90zg1IzE3dcrmsjbQShQxUwG5VWc/KbP+ZllfjKSQkJ7ltBm8cB6DZkjnONE58erLampp0ZabdmspxnyNNWv+noDfy8x9yp6ewqvWdWhUxjVibYekRHuRBlCg97/6hppa29WP4Tldm9fwzKRCS0kFxmUjISRFV815us7eqxpyNIe6xJ5hfjDQoPIrk/AvQZGgGEFgQyUwRjfCEPM6GTwWR+Qz3nxfB88MxawV5X8lc7IUGjeVSkpJq1TL+alCnXg7js81q1fnDodVq1ZijLbK1ywG8Chzeh5+HYBH/Z0ygVA/fGLeWg7vOLyRE11/F8l1fPrpk02v5R27drKW7s0dGOs2rOeEbJfu4nT1F//GL+o3/u6v65FHHoEHV9FfmywrB5lnO3XnmE+35dCywn2fwZBw2kpOQ++46049grPxgx/6oO6+5251dXbl3zfzT0ofwMh94fkX5NdEBzhFraB75XIXXvE/LDyJM+gc47HDoIh8gFQ5L6RKBXGBnJr6WS+m58dWycyXP7bEdZlX0QgKRhLkArT3fLpkCEEyyDMi8ZRDxqfjBPIVpWxIXhRZ7hnMFFEpL+BcIoGSIQSeMhQLAF+7P0kQfAZZ/JQSz5TSRqZMPOXQ6DpzUVqR8mbky+05pARK20Isbz8oNB4Xg7crkU5ihpKQxY04n75z4tENt0KgjMEZ4OI8M0+djdLE8bNp3cAxL+RSed98cGc55DShYGb8aJhUyhnfVCkKVkqeRF856F2vRp3rP2mDlt6Z6uqLbTnU1VbdT0p/9kheHhrR+PS8qpjEkxgc/mLYLIJtHi+XhU0IkRKY1sLJ/7yus7tTHe2takbhTBBAdfJnKjWNcQx8ZXxclxDiE1jaEQzUwUbf1dOrto5OFVFO4iRRa3s7JxvtyJ66JjhZyd+LxWM6g+IxgaDzBl1GiLR2dWqU/DcO7NflkWHkUz1fNPYMNejNaKFhkMTs8fmTb4pDZ9fLaC9FAAAIowyhlrdpGkIXU/NnAVrM59ehscjbYi4dLj5HQUrY9AKRGsZJnb5SeMo4iRHEpBfIj1HaTNPLzMUVvEZzlKkrUW22onX9K9RZi/TN//lfycrBh3/pb2i+uagr1TlVEfSj5TnVCkFCWUuSgqgKXowkM2SMua4yxmANz1eB/KZiQeb6FOG/iKvxfQdQV+EdKWDu54zkoBh8PY4qG0kZwVfD2JFzIreM+DB9oYXe80qVXVsmaxTM8jlhY0I2KAfKkWU8U8qnC202UAsKIVIEz+XAwMNinJBq+b3Q9EL82qeQp2kh8EMdmjj0nNXYeIulhsEcggsZnPtXhR9tx1gZFoh8TQekcufphAvDvyZ/IXpNkxRbLI7shAeuyXPpwIA9nBAcc8p1QCf13HhMqey8IJ9SjLO+7Unz6waFYhElbomWYwAsxfNeQvkS9WyMtOKVLeJBLMBndOUGZBnQjHLQ2dmtEjLBiUXaSBIUIxBuRgny61nNzSW1tDSzZhLZk7jn1lv1+V/8G7rzjjvVgfIQqGg+LiKbiMrvYPvncv1rSg89+GBebsvmG9Te1obiOc8JzTRK+iQnjrOyV9EGx6FDh3T0+DG9xSnASy+/rBdfflGXUaatLJn/PPYqjgrLposonkc5Sch/qYq1uhzPeyvjsxG0FCUngoYbN65H2b43P4XZiSLyhV/5olZzquI+qtCxs6dLhaZiTgO/rrNj5y7dhnKy8+ZbVIRuI6OjOv7WIQ2gkO9/9TXN4xU/+sabGubUuYSiN3tlWC/94En5y6xLkKudHV1qb+9WCLFm8WTPowCfPXdOZzgpHpscU1xMVKnPa2xiWHv3vqFzZwd05513yWPy+jh//qyOHDqYK4Q3cuqxZNly2pnRLMqQoZnxmfdbcGbUWA89eMkrKHyKpNMnj2szJ0WPvO8RTpXG9dzTj+vipTOqVGb1AZSkVSihoyODam0rKsIxcvjQfo3wHDFxPjmycjuKonfM40VBmkL2z6CwtrW1gE9FM9NTmmNPcH4duXIU73EHe8cNnDJYdvVyInL3vfeoBW+z6dHa2qZ16zfAehFjmOWUfRSeraqro03jo8Mao+8fPPYdfetrf6Ft27eoGf76zne+AV1e1+5bblYdud/BacgDH/mQdtxzp/7sT/9YB19+SUPnL2gU5W3wxEm9wqnAyQP7tGnFmvwf2F3GW/3mKy+pv69LxUKqKxdPqqOjpM7uVo2MXdILLz+lnk0r9Ev/5P+pPR//sAprVmjbxz6s/lt3q58+N913r5L2Nom9tA3advcvzV8H6u7tp72iCoWi+khfv/lGTl36wbk5TzNvljHGpCCfarHcZJnotem5VWCCABvs5uVZnFne65Nik6K4ACQKcaylq1ZpHYp0R1eXpti79zOWs6dOSkkBGs5oyuscg7lCX+7PinvK3pK1sH83t+oc4z+PwrsEBX4jvFxDrxkdHVTaFPJ9qMo+x5JWxn5TxTFZJzSuICtBbwunDL4yiCvkCdRwIYKQwiw+7UDeB/YDUTY4j3bmRsc1fvmKxnF2zMIrNm7L5XkV2EObLE8YXxRHSulnfn4e43SeHsTai+U9pMxa8VsGTfBBE/Tv6u6S+WgtzgzDuvXrZEdCC3zV2taay5dujHqndcMnMXSYRcGfw1BLCgn7aln+zsi8dRfkm+XD2rVrZBkxitFs54Nf+zT4e2bnMf6MQxN9d3Z2qZv+vaf39PVqKScrffD3kqVL1NTSLK/rURyzNnDsUHjgwQf0yPsexph5SJ/69Cf10EMPaP36tertZQxLlyIT2mRemGcdQ0bZSZwyFxF7YRxFyqBnZnqaljlVfooPN0SxhYDY23dGOymQef7eTmaOXfq9gOy8bOBzscxClKQQIkVxLM8RjzIoBPmPUtwBcBsODRIGqhuSKCdfbFvywyJiIcSSAkwh+QtzRtxNuJYHkEKkjIFAIYqhfAQDuUFcbs1AlOcQgkKIFEJoJPC5eFNDcrLe/Qrh3TPzvqni+g3I2LiznKw2jIya582L3WW9PpxOFcq4nGs1njwuZZlczvUc1j3xlHTvLukaKQvEeQLhEJyjd1wuR5V3pP34B7exCI2SeRtEI6R/woZdRVDMsGHNzVXZbMryQqqgvNbxyhuFIh6DlrY2dXR1qqOzPX9P1l9yKpHejMC30PfCKLEwExZbNYo0U67kamILC7atvUNdbJC9CNReNudVbAzrNm1mk23i+HtGFTb1Gji4Xy+uOnQZYTM6fuwoysAh7TtyRBcRMIoQlMyx6W0w4yzSkolZ8I4wsMXbyEfwhIF4CNDBsJCf0zmnd515SYHsbaAMT5Da1FoE89tPhkY9GrjmbqT5UwoBPBRURUm3d6KGMmI+ElfmPCAXDgjDOpv9JIObYS2Ucf9kbAaVmbL62rq1qr1H3/vd/6gphO4jn/2Uah3tOnbpgsbwutVYrIViUTGheIkyRwAAEABJREFUFNEywDCwkRG+VbnfBOFcKlEG+piOFAIrf74TTCdj7jAF0RyokAICMtcKsWJwiwuJzFPe0EIcyCY30J6BcbiNEJwu5e3QHk1AZ+VAyTzicil8kDI/qcsQzwwuDB1oIm/b5fI6fDjNqBBV6nJE3G2enrfuuSMRPFK36zIZ3Tl0cg6ukUfICBi55o1MAb5zqkP36SqNdqXAn/66L3dgyPF+u3EnNcA0BMiy3PlxYJ7KguQyDqny9k16jj6DCR4joUTiNQUZvVJoX4d5nJwwz1HMfEcxm+MyrcRz2My6d5kImVKE78TltVzDWGtHUfTrCvY+my+cnjII09EePp+GOB7oN2Yjj+GbMvInZY6sUFke1OpVxbQdgZ/lxAQbcJ1109/fr2XLluXzdAHF8NixY/nphb3Vhv379+uZZ5/Vf/6zP9NXgCefeDJ/9aqCwrEMb/2DDz2khx55WFu2bkHB6FOhWFCSJMjAaZ05e0ZWnD/3uc/pFoyCFIXH4+vt7dWe227VAw/cr9tu26P1G9ZpBZ7QO++8Q1/84hfytImJMZTZvfI/K+zHEPs7v/YlbUMpu4IH2T+lOYx8s3I4jzI34FctOEU5uHevCiHRjTdsUYxsOPLGXr3y5FN69vuP5Qrua8Qf/aM/0vf+7M/V1dOjEsqIFRd/YfvJxykzNYPu2iyzTG9Pv5YvX47iGmNoHFe9Oq9aZV7bt25rfAcCJ45l7PadN2knsHXbDv3yF35FmzE8JqHt5MS4elGslkDfs6dPyGvPP8X72He/jbFxIueHFMfiunVr5V/SG0EGrVm7ToNDl/WxT3wCBbkH5f7PoGkvJ0hnNUT6BG2uXbuaU6ANGIFTlOnSDZs3YgBs1Ueps5x5nMfjPIHye+woMv/iBfaHKfnL5s2M1T8HvGbdOpmnJsHRpy0zOGYOMMdW/MwH9vCOkzeAEdPb34sC363Onk59//FHtfuW3YpxyMyXZ7Xnjtt0nD78nZJlNh7bW/XGG6/qb/7tL6m5pUk/eOJxnb50nhOKnWrr7lIUR1rLvuUv9K5ZskwjZy/olaee0tzYmFZywrQbuu7ZfZM+/YmP6zM//2nVylO6dO64ypUpldOqNt2yU6EV5REjqhVeaetfolBsVjVKNDk2rkEMxQkU6CwuKMZIL7W0KWFvjuH3mLVS45SjwomR56HOmhJrxWvDcnxmelaF1naFKFatWlcNB6AhZX0UbWRECQpxRXM4EV0vYo0l9BElRdZNqpjnlP3Xp9ZLV67UtptvVaFYBK9hdaH4ZiHIe1SNMpbvKf2XOWEbA+cjLz2vA6++xDgr6oLPm9nr61GEcT8Bf7ZqDgV8EsU84dTD+NWNH+vIr2KLcrJIRrYY14xQjNX82wgz5SH9ZoxFNj5IIjHf64shVrGaqoqzU+wRJYz2DJkxMjwMz5/TqZMnNXD6lC5xOmfem2f8s0CZtZ9RPo6pzzijOMin/7VaFTqVFXH61QY/dHZ1qoRTJESRWpFvRcqGEKmE3hPghzptFOlzNWtgs+XH0n41t7Wqq7tbyzlt6UfX6UFW1BnTCXCxU2Pv3n3Mwxzrol/bOH31r1xt2LBBljlTzO/Fy4Py6cQgJ4Ci32YM0mb3Df3iUlGO97Im3edajKLlK5dr2cpl2rBxnVavXql+TmY6mIMi+3BGvyX0s87uLhWZ75TnCmPMIHASBfl15Yy9VFwOfhJQjZILN20txH4kcJanyeBMt5vPY2Oy837dt3g2LqmClOND6bww4dU7kAuQL/iQmIIiSBMkYiGwB6bKUcuNUUkuSpYUApnGJkh1GMMEEfEAYSPACGZOz6sbFVJ4zpsjdF4el2SEqco46A1DhKZzJKIQkQcoKOTxoGsvWmSYTgkKDoDFkOh73q63mOm4+8sb4CFjTHUWUQo4bvRz7MlznTzwB0BRJzXwbhTkmYxFJCiQt8GwMhZgBrb5M6WuvzPXvz7xp3h2e3nbtG8mDAt0Ghub0EWO/CoIlEq1jBCZVY2j0iytsSAKslHR2taqVryQLWwAzTBzMwvOR5hehGbqHLDalRRUYdMssykFFnYrXsmOzi51dHSps6tL3T19LLplLN4mTbPJ5CcrFgRRrBR8phdet/L3RqKopO4ly5WVWjSfBdUhvvFOjT+L3uOBoNxQxPTL6QJNTYsghRAAXc3Xu115mZDnZEopa8gIG0CEeyGel3rvD/e8CLRCa/R9TfE0x1ngFADJXii/ojaPkWYe0sKVMj5HA4JuNkjnRyY0PDmjNCpISUkKJVXn6mqNitrYu0yP/9FXdPb4Kf0cSk8bSuAEwj1irjIEM8sHD0BQELhAwxQc3J/5Nt/Y4ogc52UIc4MIdfVi5FA1y59Nbyt7OYBjCtTJyaBhhLJWRCBb+BeKBQQdGyjzH4J7phCt+PPdwO0uQiO/0V/d7bPhpGw87ivj2eXAtlGMz7zkQh8eSbQYJwxhsW8pOFOLF7Wggzcr9/F2m6RTxHORkZ+ZeDwnCPEQAvNV5alRpoHDNe2T81e/326v0ZafDY2nn+YzhKAQgPcs7BltZC6OJH9aeKDqO/jdyXkNMgJEzJgDK34R8da2NlkemOZJnCiO3iZyoFFvppYVRDWPt9GvblZxMsQLfGE+Splbz4PZw2u7gid9DnlQYYM0bxVKRRVLBVkxsPIwiqI3jGIxySloF/Kkn014cHAw/2LyH6OUP/7443rmmWf02GOP5a9H+RekSvDlMjyAs8iWEyeOy6epPqkZxggo4x0t0UeJMgnrza9H7MYL7dcbQgg53lEUZG+/PfRW9DZt2qSbbtqtNgwqn9ba4DmJYjHKSUUFRcttD5w5Ixs9FdZ2FMcYHTv1uc9/Qd19yzU1M68Ypa88X9HU5BRGQU3GrcyJ8+ilQV0ZOK9VyL21y1dqz+7b1NXSIWGgdBRKSjiV9+tel1H09x09plcxVuagqZWNK3jlB0i7fPacHv/2N/ToV7+qr375j/XS0z/U4f17df7MaVUxPtasWaum5hZt3HSD2pDrLciK/qXLcwXNc3A7BpTBJxH+QnykIP9zxQ9+7OP6h7/927r11pu1fccO5PgSzTGvft2sDH42ZO66+97cUFiBcl2tzOExn5J/ajSGhnfddacOcVLQ29eTn1AEJn3fG69Ag1ENXrmoyfFRrUeJuwNjbiXe3qVLenXTrh3kXdDd996l7Tu3aZRTi/HxETWzD81MT0KWOXijiiNlFgPoAqfnY3h6W1UoxCrjhb6A8fgERllXV7ee/MH39RYn55//pV9WmVNkvwe/afNmPfTwI5zabNFlDJ0/+vf/q15+8XndzIna6k0bNTEzrnXbb9R6oIQS2sK+t2ndOvVhlG3dvEUdGAjHOYWJkRcHX31ZLz75Q3WgJD70wH1qKwRNnD2lT33qw9qMQv/kf/9P9MLv/Qft/73f15v//vf15P/0L/T0P/+f9RrzNIihVJme0fylS8qsSMP/prtlj1hz/pngOXgl5dSnUCgqQM8ZFNXhK5fy/xcywji9VgvwcRRFquEkqFK2ynpKCuzJlbJG4HcbxD4BK5SKmpqa0PDgFXmfjpHfZeZyHu94hENq2eq1WrJilRL29A4Mq45VqxWjUM+Am/l7+PJlHd/7pk4w9lBoVi9le5evUFNbi6YGL2t+ahJe75VfnQzFgkrtbfI+IXCLo1hijxInFlYWrWvmJxnQUDYu0Kdk8PN1ELIANwLs94LvM9ZQkTXhdsYxWC/hfDh//pwMQyjvY07DoBscGsaZMCdRu1AogEaEA66sUeTJCOt2bCEcxzge43RnhOdJ6FtmPdfQZaZnpnUFHWlwaFCTxO08MZ1sBPhUZMPGjerDmOzo6FB7RzvyopU11owuVZGNqiUYcLtYM3ZUbNu2VevWrdMSDJN2ZEhnZ6cKyIPhkVGdZe2eOHlKJ06d1gwGWwHaRXEs91ViLorMbyrl7eZGFPjNcYqUf9EdI5zhqcB+5flsg+Z9rDW3YV1bIaCeJQTmFFrx/mY60t5f9s6ob2DTUA4LDXm/NuR5C2k/c2A0r6vEEK5LoVu9s2D+fzyiyOUyOYBdFMWxE+S4y2cevFMcMgipDv5W27ztpOQQBhp2HmGjY6dnyo0QzlUiEiPCOA8Ddd79Jnsh4+0yrruQ+I4gW3yi3zx+tUoj4jRjkbIwvIFmLkdiPgw1yrgJkhiPY4sEauTl6SS73mKBQL0QAqlC1mTyJpA/LHzkdehn4ZFq2Y/AYt71oftZhBxnNnwrXSkLea5c1fTUrMrlMosT4QfDpxZ8cVChqaD8dAOBWywVYeqiimzQhgILOEkKipnTwESnDH6aY/LZ+Rl5GCHEKjY1c8zeWIgum4K/N+ghBIEV71qaaQYvxDiKhIXA+XPndfzwSeq15F/ku2H7Ts0joGAcSQ0uEjh7LFRl/CRzQwnJBMo/PDNOJJVCLmtIEeCLFYL4A0luiY8Q/JxHlTcEnm7KTbquwc/vAEq+653XpSb0yIAUyEhbBG8MIYpV5xTDAiwXbs4HB+MYhUgMUWXqRZx4FPFupqUWFKZplfHwpIWilBQVKVGxFmlr/wq98hff0oGnn9W9Dz6sTjYAv/ZWYeNJEfBBvhqfxqVqgY1ZFEcRQ2+k57hRrPFE5F1uK+SChhnGQJ2NoQ4PuT1GqhAnsrBL4qJi4iGEvG0CEQMaDXrNir5zCAvz1MhiahrzlTJnbjcvI9Kgg/FL6ZtClHaPqULkllOeG3cIEkNSQBaItvM4MsOhQmgUor3UtCakZdIy5c804/WQj4l+8r7ITZKEqpH8nJEuBVDIctDCxZNIcM5Cyl82MI6GiAYMji9CpBAi0t/9DiEohHA1M4Sw8ByupjUi1z2blAYnG+QPRgSNXD7kz0Epc2AaRFGsKMQ8Z/LzBN5l060VI6SGsjOEEeA0062ZtV9G8bZyOo9SUyc/Aq8M2ldxctTho8iTQ1qVDXQWR8Qsik8IQd0oOd7AyyhMlg/2bA8MDGgfivaBAwfYoM9qhFMDK/1nz57VShS7X/nir+gf/P3/Qr/6q78qv2q1Z88e7dlzG8rrTXrowQf187/wWd17772MKOj555/X7//hH+pPv/xlvfDCC/IrEH6Nyu90W7HyGPsxarxWjh07nv+85Qq8mGvXrFFzcxM6T1WgqWGUG/9CzUkMj0soY+dRfA4fPgQ7pLr//vtlxcQK0KlTKBMoFPc9+D79yq/9PW3avF3zrM+J0TFNj43jIa8ohq5jw+M6P3BWF86cU3fvEvUvW67Xnn9BB55/SRtWrdWdd9+tX/g7f1t3fvD9aurtUi2ONIpydRqF5Tg4nMML7f58KvT97z2uV154Sf4C73e+8Q3F8E8LczI0dEUTGC415sDe4ZMYY4cO7ldfX7+SONZFxuBf3Nl18y3axklIN/JnGIXrh997VFb23zp4QH/xn7+iJ574of7w939f33n02/r0z39W584NqISiVMV59dRTP1Rnb49aMGxp9QIAABAASURBVGxeeukF1ZAVo2Mj+uQv/Lwef/w7Gh4d0nK8tWs3rtNceUaXBy+gsLWg3F3UG6+/onUb1sBnGQ6rVk7VlmhsbEj73nxNGzas1e6bd6mzq53TlUvUadXHPs0JC30NXrmgJUt7kJOX9cVf+2XtunkH+9m0/s5v/qY+/Qu/lO9jv/SFL+rrf/YVjMI39Q//q/9KKzgV+tbXv6o/+8qXtX3ndi1d0q8PffQjKjbFujJ0QW39XcoKkZasXiUVYxVamvMTnI7OdtkwK6IIrr1hk3oYywsvP6+m9haNDV5SzF7ahBK9vLdPMxcv6zVOqSIYZiXGTMY66IGmd2Hw7LnvAW3ZuVtSpHMnMYqhc515CaUmxRgwSbGJOSmwh7apvbNLTaQF1kxgLr3G2js65dD/byOEkHvck6YiBllZs+yrc6ynKnt5khSYizbZuLBCGyHX4kJBIQqkzeFcbFFEu4ViUc2tbYy7X63wfxMKsw2Oedb/lYHTGhwe1DCneafOnNK5i+cVl5rz//HRBe80g18Znh45f17N7AErMGatI8waB9b33MSkKpzclOAJe+8VgjJkfYYcCLQf2FMMIhTpeUg8g45+RqTLofyMczNik2yBHj09vero6gLvFsLO/AT0xhu36KabbtKNN96ojdB8xcoVsiJesg4Dj3qs4+MT+ennXk4h/LO1liOXMS78qjnEUBN7L13IP3LjU4gRDJK65SJ4C7rVkWOm5UmMhIOH3tJZDB7D/oMH5V+8O43zwa+cWy5MYxRYv5pBxo2xXi0nDh0+omPHT+R81NTcxMnjTn3605/SF77wy/krVEV0LuPjn2yeh59qOILLrK1hjO9zF86zZq5oFrlaxrgsQ187ELz+ZmanNYAhegg5ZHyiOGY4ESwWYZCm7L6p6rRleZ2yLuUx6We7vGVcrUF97885sEdmQN4m6VfL/IyRDH4Q9M0Ah64eme4GP7wrNLBibiMGLAUqu1Ic+RkCkMLoJRCsM/DMD64TRElHMkJdva72Rb5LWHkxNAqQSIEoRAohKP8jbOS992eg/GJuWIwQXq26SDTKBQV3S65v4jyHEBRCIMG4Ag20KUfERHPgNoC8mIsyKuOdP1NTbjsEhSjAx4A3dSCESPlF3RTIgMZz/rnQBx0sPF4bXC27kGjamxG8yRvcXh16V7OaKii+GQIiToowYqqaFVKEni3GOA5KSiX5SLSIpZ0gpOI4RggaEsVxoiiKFejHINryl/cKcaZbd+/Sls03KGNuQ4iUAVGhqEA/NQRJHaESEHwRgL6nWYSRN8KhK0Man5jTlh079ZFPf1x9y5eyQY2wuMpgTC8BoD+P3G2kCKAGaRbTMzlPfiTDtMjyucgUeKZqnh8CBbgjwsi4RUEREALUcrlMlBcX7fHMY14vc/w6yDMo+RNvN0IhWuRTiuMIcH+prACkOa2CkhCDfmjQGc+FX62aJy3p6JKKzRq6PAQ95pQlsXK6YpcXytKa7uV6/fFn9Sf/23/EczjDfEJ3cA30FtFiFEkML++rZkHPQwiRQjAOma6OTdddtOG8OvOWsl4zIGX+UvDNQ4+LNgJtRXFBUZQoNjC+iE5DoH2QSIG85YWQ5Pzx6gftpG6b+cpD4u7X+SES+JlTDKSAE5/cNMZNRGL+HEY0HEJQCMGPOZjnBc6BPswHziFKUgZI3kzqylCOsqtx54cQSKWJEGNwFxpxPxoCHwu38czIdQimC6l/2aDRcAiNcLGVq4/vTM7HGQKJvglDCHmaAjWBEIJCaMAibd6BY6AcuPszj8pjNjgFoK4MigliRVGsmHUbAqWZh3yzKzWpnvOUeS5tKOVRrNb2drVy4tnc0iof+Ysq9bQKD1ZysOx3Wwl8HqIgz3sdJclNW1Fqbm7N67ehAKxatUIbN2xUOx7FKo4Ib+T+Z2CvvvoqntsplItN8qtFsyhbZ9nw/eVwK+Fvvvmmnn3uGR1AsXb7Nh6sgKTw2QSKx4kTJ/LN33G3eRbF3d/58OtfO7bv0Ic/9GF9/OMf06c++Ul96EMf0rbt2xlfLX+d6y28vTZ+ent75S+cNiEv21pbtWnjJt16y63avn2bSqS98upr+t73HkPZPaiz5y5oBEOj2Napjt5+tXd2S9BqDEPApzg+AZ3A8/38iy/oPAbCMOl+xztDLh964w3te+012UnTz4nAgw89rI9+9GMoK5/VJz71c/L/6ghJAeVwROs2btbf+fUv5Ur3XQ8+pF/90pfU0dmhs2cG5F+X8nqGBLnS09XdgzHVrLHRkdywWImB5X+mVkTm11j3G27YrM1bt+kDH/m4ihguPhX67C9+Xh/99M/r45/+OfVzmlRBAWIgOvTWYZ09e0HLli7T9h27dPzYEfmLsRWcW5s336jf/3e/x1xt1T33PSR/Kf/B939Qn/rMZznxGde9998Dnn9bN99yk8Y41Upi4S2uqq21Gbl3SW0o/ZX5Wb3+2itCtGjL1q16mPn5l//jP1OhmOgTKG1+ZW56ZkKPfffR3JhowRB4+oc/1H/3f/tvdMstt+m73/6WhkeGdNddd2n/m2/o0W99W9OTY/rkJz+hu+65n34uYlT9iYaHrygpxDp3eVDNnN6Ug5R0dap/wzpt3rUTOjTptVdeAo9Ily6c09c4WWqFNtu37dTQhYsaRoFdx3gr8OOKVav02d/4TX3kb/5N7f7UJ3Xzz31KvZzkVDpbFHo61bVmtTagJK+ifIGTqCpKZgY9M5TJjD25xqlcitc9Y8Iy5FjKWsuyTAG+aWJtJcWS5lBoL507q3G85p5bK/yGYEKFSCEEIFaNPXPw4iWNUa6E0eClP44B75MOe9QLxSKLPtP87LwqyL3JkXFdOHRY5zD2B69ckXlziPLDnBLE1G9iTlo4MevD2dXW36fhixc1ev6i1q9dr15OmWqs1VmcBxFKdA2ZXqBskfXsf0popd5y0+uS4eQyPoXfMsohDJh85L2fgcX0jLGnPGfQQUB1vozhNKsCzNIMLn0YSitXrVQHc+X269AsJi8pFGSwE2RwcEh+1dGnGHXoWmLMSVJQSns2DvxLVGOMbxwDYRq6BvSeFStXwbebtBReh5Syg+U4p4vHjv7/ePsLeMmS484X/2WeU1WXsW8zM9NwD48GNDwaMYxkSSPZIkv22l6vd/e9533e/372Y693Dc+WZa1kmSRZNBqmHmbsaZ5mxst8C07+v5F1b3fPCGzvg+oTJzkzMjIyMiKy6vbb0SlhcrHIeu0/cECvskfvvf/+6NS455579MOf/FjfxVC/56c/1SuUmRGxZu0a3Qkf3HTTjVoKH9djjHlkYLlSkikfDRh/bezLHLKxEyft3j17dXD/Qc72PtUib5uQg7XQsghtbV32YMC88frreunFl/TMU0/raZwCTz/1JPx9n77/vX/U0888iZzsVwWDw/jHMwnnnOwz8XUri/8yMJ6zclszCyPYwsXI/9OvKm7xHegbmBifFLxi758PPvHG8PCPqY2c+p5enOMFstaJMUVmTGamLOATytgkNjErj91S38nJHtkuOQfIVTWPwBLUFZCQ9IBlEfySx2o4mni5X1JLfnwUJm/VnNVmMtWks6xxcBBkAqqlVpUpKQK1nFXnBY/LEyZJQujlnJOj3PKI0k91TKNDBr0MjC42fevZgOpnHmvrnJNz7kyeRYKqaXvHvozedGL5ns0o1qiLK267YqxEpq8oSZ3yhYLs0KxFqOXztmlT8nMRnE/Az7FRM5XZuCW8HPadafvb0a3N9WyMVMe59h/iFsU8m57NU2Zc28R9A0MyOMHmP4onqKe7VwN9A+rr7Y/C4/KrNuiGW29QTV2NurgazsDVIxQkz3ScnPOyKTpSAag+Z2NGNUtNAKJLJoAiWOXxAuec4j8LDSxF6KGHbfwAzzLJOCojUmqNAQdMPPRlNJWF5BFY9B0wkYj1qDPxMJQS6OiYjx0UpkxVUC4yBKWNbXvDvvpWpsEA18ld0DKpa1RDS5v6uvs1gEDM6CQE1mI0KFdKNHPKbE1qnaLE5eVcIue9jJ+8z+TYX+XKmEY5uIWRmCapKKZ3KAZ/GX6BNapCRY64QTU/yPLdeL3YSEaI6oydc/Tl5BzjMSc/DpKTfayW0YFeZP3FPPoiwUMu8QywfKsXw/gKcsgNizKEBUAAeGLXGRGp2tbJMSFbZ0euzdtZhLj1WR3X2gI8VuScvUlQx8pNFmXZeJo856xcKnL4Z0QT9kGIeSRkIDnm7ORkn4hqnEe1D8v758C5alvRh3Pj8fHQWd/jccPPwOaicz42XByNF5SkmPdEpuUZP5G2thMgMQ798gjqsQbsMqtHyg6hQHHGZGzOwSoFJ5K0clZDmfEGuNnetpsI+/pGJ3u1f6BPdvgO43HrRontH+iX/QnTXjykll+Ld7IJD20NCpr3DmOljNNhmBB+8/BOmqq2vgEFIQ9/D+K57lZfX6/GkC85DtsWvMQzps+Insybb7oFZfF2XX/9DVqPkm+Kw15uFZ5/7rn4Fatnn31WZlRs2bIZD/vj+uGPfqzv43V+gxuTBgyi1atXa+WqVSigG3TxxZdo4aJFGAvrMTJu1Qc/8AFdftllKM4r1MQBb15Ku42133yYoWHz7+3tlf3/HGW812Z4mMJj3wNPvJftFTNiOrn96e7sQq6luuCCC/QJPJnLly+XeVjvufc+PMantRhv90puFjqmz1QDikYCbUrszRqMkp7eAZT6aZq3dJku4CazBWV+kP374A9/oL/5v/5Cj/70Pr318qs6sv+A+lEkJ0+arA0brtBNt9yOYn+VLrxwg9auvUiz5yzTgkWrNX3mQs2cvVCXXnG1Jk+dqkl496fPmKWOyVO1dPkKzV+wSFOnzUT2Nqo4ZmszqsMHDmovCtahvQe0DUX9yUcf145tb+un0PPP//C/6scoVFfhud+9e6+mzpjDGLN14613aMOll+uV55/VTOZlPwIfgTcef/RRdUxq18jAgDa99qoOsV6//+//g55+fKPGUK5/8N2/1+/9xq/ruWeeUm1dHoOgF/4ZUC9KYA7HVRO8Y3S1P598lBueAxiNj913r9afd340oH7yox/qhz/4sZZhMJ7CibVoyZLIs7ve3qELL75Ab77xKmXLtWHDZXr+mWf0+MOP6FOf+oQ++vG7tHPrdn3zL/5S06DFzTfeivd5DXJUOv+CNbLvw4+i4OVQmMV5XdvWoZ07dmnmnHnw5pimo5QuW7JMs6HlRtb1VZTL/FSMygVztHDDJZq2drV8Ice8+zXCPkkb6zVpxVLNPO88TVu+DGNmntqg02T7Chw3h0aLMTzkWamkpJBXjryQeJVRusvwWwUYGRpkjcbYKznVgFcOxb6PPdeNsTrGDUNTS4saAeN1O8dznOc59lcBOqY+VT80NT5uaG5WmXOnyPx8ksixL+0sH+DmZf9rr+vt199gnQ6or2dQo2MVmQf+xPHj3J40q33SVE2ePE3trZP9SJqeAAAQAElEQVRU19yiEc6pnsNH1ISzoY1zyklyKP0D4DNSqmgUI8QXauSAwPlqZXLUMkBWKXghwIS4EuJIMbR8yxQfyyCgRaxnFcwgD2NFbvWCCrkcOkteKfOwuZm8q0CzUrGoCrQcw0gpIUvMweoZc9HChbrmmqvZ61ewzhcBF2odsmQF/DOV25p8WlCFm5UKuCc+kX2dsaGhSXkcgK2tbZozZ64WL14i++rlnDmzuZmDHhgmc+bO5cb1Wn34wx/Wbbfdpssuv1xXMs5NODBWrlyJATCgrdu2aTfGwmnoXGE96zA4W1takBU5lcERIasmjJHpOBjmzZ2jFspsToZ7fV0d+2q6ZmPQLpg3T2vAdzX712GQ2e9aDh48IJNB8+CnJYsXa86sOWrDCCxgYOWhkYemGXSZICsk/WcfmsQ6gUbjyyCjb8z8f+xVHYXjRoqLrLMfBrVSo4GFNrbhMs4I1LNcAh5vnvMKxMiwsgQn2aFmIWU89ExnVaUhyBQMeEE+ZtMlZYE2zjnKBHhNfEKM2LtCDHAAjHwGCSfxyD7WB71ZdBys3Xj0TEANxqs2oqU9jBuLCUOkBKmYTwjxiRKhHW/JcHPkVjGYeFsRzWO37tyExUHDOSfnnCAUoZezyctJEeg7VEH/ko+zdj9b0XI9Zd57WWhpx9gJeYn3eO9KeLmGFZhjDYdekuTkXKIUAVWDsCoAuXxBSZqTR4g4nyijrelntrZlPJQlNnWZ6z6viiZ3tCuwkboQsPJO9h3o7p5evHCd6unrQ6EY4or8tPbu3cPG24X37bhGRsaU+JxWrz8/gl3n9+Lpy1j/TNCV8cpslADeziXyPpXzXu6c6VqZJS2kGWsRlMW3eIu4Yhgb0ZBHcrwB5xxRJ6kKzrnxGAPyODq1zWphgJ8D6QkQH4tDQAagMmXnxq3MwFHPR3DjfRNCHxrJrsLtYCtBN0eec86yZXG7KSpzYIw6p1EMBp/Pq6Vjkkah2SDGSJnx7D8aLCO07Y8DFEvgkOSZKzSCVsLgCLQL3FCM4UWrsE75XKpCPqfEG0aK+NBKNmioEo/2UmZ9M98KimZmQA3nnHjkI56euEEyHlbL5DztncgUbEWYSWIEHiIWGycRdUjZmNZ/HJoxA3msulWlHo2smq0g85Aq1r1iFnmZMSI1Le3AyVvcWYrIeC2L2fjB+gbolBEsl74tAIINTjjRxHDI6CZJvRIOsjG8kGaABNqTrViPSKCd1dX4x/aWga9OnFwqxcpE3/VYyZmscxLnRM8U/2zEcB8HcApAnJRlWQdnwCK0Hg8mcLWktTHImEMGf8SQTqyO5Z8J6dvZHBzUR0mpoEAE+CFvvNjcqny+RrYfTcbkkRUlyo8fP6oD+/fKPPneeZkcaW5qUQv1J+SMGQvmLU3h7xE8w8b/Tc3Nsq8nNTQ14Z3LIu1bOTQd9DQlAFRQlCoyJ0YXynZ//4BMIV2Ckrl02VKMidXxsL/t1tu0bt06rV93Hor3HCUcuGYo9aH0jqCANDa36KKLL9Z73nOtLr7oQhSoyRoaGlZvTw/K1UnZbzQ2cVtivxfZiGL81JNP6YXnno//EdjuXbuUIY9M6TAleO7cebSfokl4W81I2bFjh+w2ZP++/TI6zZkzhxuAKcqDwzyUkve9730Rx8nTpulkV4+Gy0EdM2bLvnaz+qKL4vflk/pGvcT4W3fvllDUujDiMuTvxTfcoBbGOY5n9dTBQ+rCu/z68y9o4wMP6Y0XX9GurTu0G8Pg8P4DOnboCJ7wIoqM4m/CVPGqqW0EjzpN6pimGbPnawoKbwtKFCwg+zpcmfUdwEgIZORZ11kzZ2kxSvVMlJi1687Xxz75K9pw+VVagjFkc22l7UUYbs8/96zsh+EjQyN68rFHZOtyxVXv0bz587Tx0Yd10aWXKYPH1mKArTv/PM3nVmg2tFi7ermOHT0CdznZ2t/MzZL9HyZPbnxcRw4f0BuvvqB8Ice5sFYNTXVau36ttnN7NQq/zJg1Q54NPzw8pBYUs89/+Sus92rt2LpFH/jwh2T/6aJPEl11zbX60Mc/oUXLVqGAVrR505u65eZb9IUvf1lPPfa4Us6enE/161/7mmrSvN565RWd5OZrcvskTZ86XfH/4sDoLSE/7aw7gJc7zeW1BIXPzqWm1hY1NDdB2xodw+P/AW6X1m/YoBIOPTpXdCJ1tKnY1KDOI0d0ePNW9Rw8rKGBQZW5Ccq4XQijI2Iqqp88WbUYxiZz7VwIkhzy2uS+OfCCc/B/Gfk/QliMfFhbV69m8Kutr4+G/ADG+ij9BTaLGfzWVwrv5TBi8rU1qqmpUSP7K/EOuot0QXZ+F8dGNNDfyx7o1qkTJ+N/1tjd2SPnCyrBO339IxhamWobmG9jk2bPm6+V51+oWfbjaEmndmzXCGPPnjdXzdDDIUv6B/s1iFGZMveGjg6lKM1Gw7HhERl+dkaPnw4RF8tDrItCyWQ7BHAmiAnpTjGfOKhDWo/BUVERJ0DnocM6jCK/d9dunTp+QqnzMv0l0McIY41hfKTsnw72zqxZs9QIjfuRHceOHtfp06cx4orQoVYNGE1NTc3s58myW0yDNmiby+dldBxlLmb8dp7uUk93jyw+gEzp7+uP+8f6XYyyv/689RgkCzRr1mzky8W66KKLNR9DZyYGyrQZ0+Wc08FDh/TWps16+eVXtIUbJfu6Zze3SeaALHLeDHPzaXLP5EY7PNbR3qaM/XkAubIbHjzJzZV9dc0hixtra7Vu9Wp95AMf0hc+/6u662Mf0/vYSzfdeKPWrlmtyZM6VIBnPTyRMLaXU5p45KvFHKv38x9bD4NId6rQnPf4847EeN67AmvLcr0r99yklQaWOqhCtEKfFRY6LvkvRIuKdBGoZ/2b7QBjkFN9fAYH2cbMUF6MUaxSRsfVZtVKlnemkRsvsToQ08qMeQWhJupQFJG0mgaWH+vE7jKSlmsQM3gRR4hSUI2DLJH4OOfo2hF3MSQp+FWel3PjeSIEFEGqBuRRbgliZPF2iUwoGDEmFkl8Yprw3Mc5F5PGyBVoY/Qx/Jxzcs5AMdTEx6ZgE59I/wtCo50BxJIpzJ42CX17BRmkxPNJqoQU54GyzANg6yQTqjU1daqrb1RtTT0MmlfiEyCV856eoDj4VDh8zYNQKRdVKg6LvanpUztEKQJsQHJOI2zU3v4+9SAcevv7Zd/XHuCgGMRjP2QhmzaX5LRk2QrNnrsAz9eY7DvWQ3hJBoZGFTgU0lyNJj7OObr1gItZNkcDSyBjlAUHSLAPLzF3sRwBUPxASiggOFOiauzHu4TQy9u6y1cL5KptmGfsn1A0jqNanN5Ahfc//9AjvVXrWRvnnDx09OQSiAGhXxEDbFRjI8yZWyRPHeccanZAX/AaZZEq44p3HmW4DQNvDNoOcgCXU6eMQ2W0IgVolblUgTll4GuKeWC25kUZ4rbJJlWTz6kmlyiOYXOhngkvhYwOgmy+GQQ05SqwxoJHPVh6BdkmdyScc9X2JGwuifFSQg0mFCgLTowaZPs9A/cA7oH+g/VrwLgZeRGsnLxA/+JDEe3AhR5iL7Ed4sjCCRiv67yLeHjGdM6BHyDFUBMfJ9LWe6BfgLaBQQJ9iQ/FvCVHvuftnLM3IHn43ideOZSw/v5BGV3lEsocoJ/7cUGUBZmQPwsi/U6wep66EyAFOSc+1dBobXnvBsO7OouMFgaBNvZYmBHJ4hpSSNNwJk6MtD3E4vwJYRLrz9bb9nNm+TS00KACjQJ5kiEGMETG4Tc6PKx+HAn21SYzHBrqGtXc2MrhzV51mXLwVwVD2v6DwX6U5j4O5qMoZQcPHozKmR2wIKaG+gbV4u3L5QrKczAmGCFFPH5Dg8NKkpza8fzX1TWgZGUos/3qQ4bYD6JnzpoJloqeQ/s+9UGU8CJKXAtGyrTpM1RXV6+mphYtW7EiKrn2Y/DrrrtO69auQ06haMHTVrcGJawX3HowYoYGB7QPL7z9huEkipf9OPxHP/qRnnziCR3Yvz+OP8r+bKbfJUuWahKKacZpaYqN/fD0GDe4jShkq1et0QrGnTNnruyrXbkk0ea33tLzzz6nN/Agv71jp6yNjT+EA6EPZT1f16RObn+PnjilEfZ/mblXcjm9+PLL2svc8ihKORTLl59+SvbD5kWLF2kXtzk76Ne+gnYThtbq1es0mVuPRuoN9vapD+g61Ym3uhf6VVQB1zG8w4KnM9Y9w0AMjMWqRsMwx3gV9nsjY9XV1akfxdmUsiMoSLu59TCw35489sCD+v7f/aOWI7NXrVytQxhBS5Yu13Q8/ru5+cizljbfPRhoJsvrWeN5CxZo0aLF2r1jmx578H61tDTqfAy/5tZW4g36yMc/pgUobLt27+Smapd+5Qtf0p0f+pg++JGPc1uzQH/+3/+b7r/nxyhrB9SKAnb+hedpHoqcOVOuu+56lZjXf/uD/1OvQi9THLdgXPzFH/8xfFCradOn61t/9Vfa+MyLevX1TRhdU/XA/Q/om1//usyZ8NhDD2ktBuof/h9/oG1vbtKa1WuVR55tpq/Va9cr4FwrY6x68jyOOONj/Dwo4WOajIfbZE/PiePa8dIL+vXf+jeanq9V58YnVd5zUMO79+noq69qO7dUz3/jr/TEP/yjnv677+mFv/mOXvubb2vf00+pG54bY61Ge3o1gMHTb8on+44lUoW9FhAKtvZ18HYBWhZQMmvhW4QZfDQkU+Sd88pbnhOGQ48O7WfcQwfVxQ3IEHvGbkHKOAgp5nxP2acFeUkZc8tzdiRpgjEzDK906/TJU7I9UdvUqnZusZLaBvWgpA+iwOeJ5wt17KEaZfQ3CN4ZB//R3bt0eMdWTZ45Q1MwUs3QL7PHzA/Wxxk1BJ95FHrHHh9hnhWTKex1w72Ekm2y0LGjnU3a5k5bO39M1gTOB9n5MA7i3BB1je6+nOn0vgN6/oGHdM93v6/7fnKvntj4lJ5/7kXZ1/56MOwdixWoVy5VZGd8A7LB9kkHyrjJrhH2dDf7/wR7r6uzWwbdGBX2FXBD07NfnJwycCqzHmVoZn8ow2TRKHxhMsHkW3/fgPqRJce4ETqB8dPPeWHlY8gz+8ZHAcfuMgz29773Bt1880266qorcX5cqNWrVyEDa7UDubAJ/jP6d57ulP3J3Z/e81M9+vDD7Jvt6jxxAgNpRMKRX8JI7Ons1EGMkH3c/B2Bb6xNH7rWGDgFaDiA3O06dVpGgzEzmo3OrLkDjKZGXzuPHZO0vHPBZLPBRB5NSCL8iVibCLQLvwRooCpkBL8IOIOsD9Y2i0AaOhutq6MxoCEhUtQjxUOctyMvoCOwPVgd8ixCvq8gxMocPnaAgQFZ1Sf2Q9Vqyt7WBTVgugDBjLAy5rK4DWYhZozYKfYVAIZQhUHtsdbMSsaYFhoikSix0GpWD2IqUNXilkeU8jAOljJwTKJab6KO5BzYAh6FyjknJ4k9TktCEtWaojTePgAAEABJREFURLyLeYZujEgTgWIjKQaOt3MSgWzhi1xxRhpFor8TP41/DE+LBjqfiFv6F0GsZ3XH6RnpweY1RSZNvA0NqaAgeWW8bewLdEuncgZiLlXCoRcVAZStHN42S3ufyjFxm6/1b7jbJszYBJVKSWOjg2ptaVAHnp0+GL7E+CYgJUdZUWMoBeYJLSGAHBu5BmWijmvL1ilTNY0DugaBal9jMC+C4ZRhCJXAzTOuCQcQlujLJ4n8+Bwy8K/AXxVj1Ei/ABsYgweqG0gKzMkEj4W0lzxlrBXpMA7Gn4GJOchfVQKdHLRTBDLpO0SAZlYRcCGr1iHOSIwjReFJPzLQuz7kTZR7ikx1TbxX/MqT86qwV4oYEkbLjHkFoGJzY9yMesMI+RL4m/FRGhmSy0pqmdwq+61OJ1fs/cZH+YIcws2zbnIJ81QVL9qNYMiZgPTOKc8hk3hPbrU8GN8zH5tvXFvmZI2NLqLMGWEIqS3noA1g/Xj6SBKvJEmUeE+ZtyrKwPnsmlRi2vqa6DtA10AdqxeBsavlmTLiNqZ1FCCkgc6pa/kRDEciCbg476TqQ2gRIGZYKFmx+GT0VwEyawsOZImk1YxGgSPmKLN1spkE6pQ4aCqENbV16urqVZJAY5caSrH5L3s5Cv9VYJVBiCnR8hc9MBJ17LE1OgvMDtyNXkZnyw/Q7R1x0jL6ooBm8FsE8iysME/bz4H8wHwD+ZXIgxVkQ4X5VlBeSypzY2a0KeTzqkcByqc51SAjalC2nDx1yvLwQgFeLFDHkzc6PBa9g6dOnoCGnUp8otbWNhnvDw4OaoyD0uRNBbxOofT0cOsgPrbvzSvZyQGboPS1NLdo6tSpKJP1Uam2rz7Zn8o8eeqk7AecIxyuac7klFMDyvPs2bNlir/93x/21Sn760oGq9eu0SKU3La2dvqqQwmr0dy5c+NXruy7//bVqXw+pyuvukp34DW8ivCmm27SBz7wAX30ox/VrbfconVr14LLFOVzORmeR/Fkm9JgCospMc889YwefuhhDI3XNYjSlmPOO7dv1xNPPqkXX31Fb+/ZqzFo3U3ZkROnVUT2BpdTQ1ObVq1Zp6tRpj//5V/Xb/+H/02f++pXVYcxsQ8vp/1lI/uPXKfiuX3vjTeoDQX+ge9/T/f+wz/obQyRMWjQ2jYJb/86FJq1mjN3DoZKW8TR+qhH5sImrFOmMvQGBbHcsn3ok0RJmkavuSmETdB7Ojcec+cv0PmXXq6VK9fo+KGjevqxxzR79iz2TFANPCA6nDplsox/PvbJu5Sjn3nzFqiuwQzGitatv0APoEBNRtaPsN6maN7/03v10I9/pJV4aVN45S//4s/VQXlTc7PsB+/3/+iH8aaks7Mrpt//wfezZkvAL4e3uiF+ze3VF56LeNi4jg2xYtUq/da/+13NYi2XLFsGHVfpBMra448+ije6pP/0H39bn/j0pyNPXH/DTdHAuPHmW1UpZzqKcXfnBz+oD330E2pvbdcp5nnZZVdr1ryF8s6jaOflkcEJyuuGG25U58nT2rNzpxLKhlBSF3AzcheGUh2K594f/ZO63nxDPVu26Pgbb6gTY2uUW51Z8O71N71Xt3zwNl1w9VWaPm+eTh87ou2vv6qjGB+njx9DSezUEE65MTz0g9wWdHed1iDy3b5aVWZP1La2qAm+beuYAh2aZHvJ9l8zOOehYyPrW4MBUkSZHujt4RZqmHUpobCOqlgc1ejwAOkxesrgiUQF6hYwpmrs3GCPlZhfKZMa2jo0dcFiTV24WEVJfTgJC02NqgXquC0J0HsYQ704PKiTGB2H4O3Js+dq3vr1Kideto9PcJNgBscIvD1o5z5jjKGM276vY53tXCthMJrM8bRxyF/ZOWMyijAAlg6WRhZlnIcZ516GzhFIO/JTxGEeBp6OPLmIse0vok2fPo05luNfrBrEsemQZd57jLSRiNcwN5s5+DyXJmoBj+ncPE5jbaZw29QGbRuZn9GyiM7ShzHR3d2rAwcOcSuxTVu3bsNxchyHSLvWwLsrV65kn63WesZevGiRmmhr8zmO4WFfzyyzwXpx0JzEADgNGD8exwHTzZoODg2ic5U1aVI77dfqRvbzBRecH/suIDs72ONzuSFpbWnRgf0H9OYbr+sk/Gz1baxJHZNUxOl78uRJ7cb4sP9AcOPGjXrw4Ye08YmNsh+827dM2tpaNX3GDBWQ0yaH8kkim7tzTnbW8WaFxYr+HIC+ZiTamck2V4CWsfK/6OXO9GnVHXvl3WD5Pw9ATXG88ULQONuXFYznnw2sRjUVDY8MpnBUDITWk6fHOHi1TpxpQAG0ZAYzBRhLMJwnw9ohFYixE2xYoxKhIydGCe0JtBOGioURQlnWT2Z5oYpQIMxgVNE+tiGtCSDD+iR45zOeCcqyqAkgBwMLAo5nyEL21Xivqn6c1a5Gg1UIE3FCyixZQVm2Q9zwqrApy+Z9gkaWnxFSkyeAotUGa3C1uucCFc485+ZPxDlNFGCU2APjVpF0sk3oXFUBL7ExykCQQ7jWqI6bjjyKa5rmlSCIHPniAyZ0h3ID3hWgCL5m+ZswCAgCBtKk9nY1cNj0cZgG2tjmNS+M0b3CGJnNwfpjbEHHAspcDZ61EgJlGMV4DCFk3gf7ruhYsSKaqGiCkIOhOqdMNg1j58BaWp9l2masf2bzhG6BMSyejccND8sDHVEEBEU8SFidiXigvyoEyGRgLaC7pSgz/soIAzwlQtE+wKeB8vhYehyszPKqPUy8gwxvR9I5x/SdzAjMIQTyiZen9CwfME/6svrGWybIi6nXKFK2mHcqYYRXEDhlvB71TbXK1eZk37Mf4mCxHwSWfSoGoEenhP6NTkN4VcXHxnTeEas+wTFWNRrfgTkJCJj2FsbM8Rdoy9PWe/Adh8R7Jd5LFMYZgncAMhavgjJrY2fQK4yvB8TnySBRkNHI6k6U2XrIPrSnO4tRNyjEtc2ob0A7K6GCc45hHThVxycl689J5EugKvtYXkafFhpQSXLiQzveIeJmEcXxMsYrsycN9wpxmrI38hpCgQ4mq3wSuwigEruBXrSkg3Ofasm5Of+i+HgzpvZzqjOgEe0MKB4csINYRiDIoUx65oO1oCoEQoMslonyYPuF9bEDMrP9w1wz1iqwpwNxsb8jTWzfkc5IZ9Aho02F+BhGbkY7MwTMM26KUh9KTk9Pd/zqgaHHiHFdnPPRM2y3HqN43MTEyrQ1b1xvXy982ysLB1AQ7AbPDORhlBxbJ1OGGhsbULBQeGprlMvnZQqx/Wj8hRdflP2gMpfmopfxueee0w9/+CP9/d//o/76G9/U3/7t3+qll15CYTgQlc8jGAb78A4ex6t5+nS3TnETcBJFYNeuPdqx/W3kTBljqFWzZ8zUGm4slixeqsULF6EM3KjLL79ck1FKTEEbQnE2I6cLhXgAOWdKxI5t23Ti6FEdxPP/2COP6Hvf+24cO4cR1NHRoUJNIXo0165dpw9+8AO68313as36dZqJYXQFCuhFl1yiQl2tTBFrQfGZjBJrNwFFaN6JB7MLBW4S3u5rr3qPrrhog1pQIDpRWPtQSuejmFzCzYH9WdFHUOb/4Vvf0jPgsOutTeo+dUJlvM0GiA2VRkdQPIdRbIfViWd3mNuWMmMkyHqxh837b5BHETXly2jrk0QllOBThw/pxcc26un7HtTNKO0ffP8HNR/FuaWlWctWrZRttm/8xZ/p8YfvVxs3EkcOH9Qq5rt9yxa1czt71TXX6G+//bcYmaO6+9e+EOk6d84cPfPow1qzcpVmoSx+56//Mt7Y/MpnP6s7MPLMeNy6+S2UreOaOm26VjBOyqa2/6n55RdeUP9An3bt2qG/+dY3lGIo2o/mn6C/+zBadmzdoqUYH5/78lf1ibvu0oKFc/Unf/xH+g//5jcwBPu0dMVyvfjcs5o2dYa++Otfk4P3Gwu1GsKIOL7vgN564WXNogyBoIz9FOD7DAN5DMOiljNO5B3hJqiukNcYeJSRvTMx8nTymFafv17LL7lQs1ct1bx1K7T22iu14X23as3112jassWqh2aN3PRMmTlbi7lRmTp7rsybPYyMbp82U1PnzlNNbT1L4iO9urs61XnsqE4f3K9+eKHEPvTsh4Q5m4wVGy7N5ZWHL5AIhAUM2CbVNzZCl7zsa2mjrH0Jx1bG3mskfwr0bEdxbeIWopYbgCRJVWaOLlejxvYpSjFghtn7b2NUbIfGI8iMQmOTknweBX5IRWTAVAy8PIZn18EDmssN4JILLpb9luPo0RPae/S4TjGfOm6EZi9frmFod4hbs0EU+ZQ+POvIgMisihLv5RCmgTGi3IEno4BlXjY3i2ecIQaBsmq9igIyy3H7UJckmtzaoiULFmrB/PlqbmmRTzA00Ck6uT0y+ZJPU02Z3BGhggFp+/bQoSPIgVPqwdHRRb0uHBwD3A6ZLubBKaVNmiSqQO8ibXK5nDq4JZnKnJwku73dtettmTzqRh6U8OCa/tTc0KKO9skqoEeNodOUoKO1Nx3H8Nm1e482vbVZ9lentm/foTfefFOv4Ix47bXXyNuhHRi01ndvb68MjwacDlOnT1MT8xpFhnZ2d8dvkFi8gbWczT6agWFht8CWNuPmpVde1RNPPaVnuGW1/0PE5mgyvgIuxrsJcthBc8nJOUBnPyZ7LRWgfwZY3CCwBhYahNjWYr8E3C8pmyhi7DPRiQhh7D6w+kQCe+3MeKQpBisKLSIbxCAm4suLQ646OUs7eQLvfJXRzhmQ7OpDXwFNy8srx+Fu3udgjMZg8EF1CJAQedYXoyuQNkZUZNqyQigpM8NDFcmAtkR46NwUBJeNx121P1IKGSMqpjXxcZJz9hKzB3hAXd42DHE5Xy23OBBEXYNAIj7jaeLhDA5numLIAMosK3OxcmtWsblYfUICHuuDNrSPdX5OmFE3m+iDctskls7YLBa3g7qIkChzeERaMRDVZP2V2LhFNkuZzVsmntFXyiFUW1uvAkLMuwRagif9W18GpjRYnwYVa8M4GbS3eEN9o8xosStZhyBz3jOH8ceicTpBzjnZhrLNaEqLKRtF8BsFl6GRokbxNBTZIEWE5Cj5hpucdRCiEDDBUOKgqDBu5AGdSyMS8QFvQqZkVZQxhwgIV1OkyuBdof9KDLO4FkZ/S1u50QciWccEGawcFOgj0GGAX4IRkf7PNYBJ/uwT53w22+rHr9+Q5Z2rGh8ItFzqFejX5hbA0WabYw8451Shj0HmemigVyfLoyrV5hRyUiGfykOnAoK80FivUItiliYq007Q3jkaBmkEoT+MB8zGSFMvxz8byyASZ3wuwUIghuDngInHOSfnzoKtX+K9vKv255yTwF/gHsDJ5pARsmBy0MzkgIWePWg0iHHGsriNYWMaZNS19LshQPt48NgY1s7GE2MS8qa6vQEzDARO5JMZn9gvbWyu1Ih5Z1+W4yhysv4zxv1ird4AABAASURBVDEeMP4og38Gf2S0zehzxH5wO1pUYM4KTJdOzg5j/ZAx/sT5UsfmdwbGy35R4Kho/VmoGEdWmbw6A3R4TmNL2dwmwHDP4JMqwNPQqppn8aCJeIU1inGb13i8YvOObTObWhyFYhnYy+rbOLbuxreC9mUO42EU8cGBfvVzYJtSXkGWRJrR39jYmMZQdkw2VDs1jBU/1pfhOYqH3toN4f2zPvpRtLtRAuzw7Ow8LStPkkQ2rh3E9mdeTVaswtN4xx136LbbbtUtt96iBQvmyznWkDkMo2zbTYd9lzuXy6sW50Y9N6o1eFzNO9xAvAklygynGdNnaMaM6apB2bbbAruxGANvw68PT+Uoe8fqp2mKkdQn+83HP/z9P+gePPj333effnrPT/SDf/q+XnjheR0+dED79u1Vyh5csGCeWpqbcMa0aQ7GgSnNK1avkt0Cl8FxGl7WGbNmajI3BbMon7tggeahONU21Mc/j2t/PMLk3xg0Nm/mFhSV08ePq8Cem0f9mdOn6OSRA3r56ce15603NHtah9YsX6L6RNr+xqu6//vf1YPchLz+zNM6vH+v+vGw5qCj42zMuKGuZ5yBoQGNcjbY12HL8HkB73ctimQd9HGMk8E/XSg5b77ykn74t3+je374XfUPduv40UPq6TyppYw3fcZU9Xad0nXXX6svfOWLMgV8544tGh7s00BvF97gFfrHb39L06ZN0dd+40vqRom276cvWLhQTe2TtGzZSj3JjYSHNa699nptZZ4P3nOvjmLEDcMTTa1NqgGvv/nmX+uZp59C5uX1K3d/Rrfcfptmzpqtu7/0FXVgFM6eN1eTMPJ27tyhT3zmM8qxni++8Kxef/E5/dF/+QO8yC04xQr6wIdv1xuvvqxt27Zq9Zo12rnpTd33ve+pA6fZvrd3YpyN6rH77pf9aLcNY88pUcD5xeZhwweMsFGFwV6df+lF3MSc0hsvPacLLj5fV912k4qnjsqnTrm6glxDjdykJiUt9UqQy449XIGfS6dPyXHOec4vB81r0jyGWodmYeSWWIuj+/erFwXYFPyG5la1T56m9inTZL/7GKPdkf37dJCbrxPQx/4fj3oMB8c5XYZPCvB3HlpJ7ANJ1ofLpUpynBfIXdtvtXX1MqOyUMgrl88rjwGTFsAXA76IvjZaDhpExnX3DOjg4SM6zg2kGSGBfbRv3x514l1PaTd76QoV2ENdRw6rhnAqtyPdvX3atmWr3kAZ3378hI6zd5q5+ZrFXi06cauXKcUIz9AbKiZ3wLFitOUczkqjynCmBWiSIXcrVgcaWXmF8sCeEbxr+xJWYS2EiAzK+UQ5eQzGXpnxVuRG1m7NWrlFGBge1naU+I1PPKmf/PSnuveBB/QMDoq3MGb37t2LwdGtAWTXMYy6LRiqz2KIPvjQQ7qXfX3//Q/oEfjylVdfxfA9oUIup5bmZjXhCKnDYWpfdatHrqSMPzI4pAFkhX2dLUEGtbQ0R2fJGOvZh0OlzFxsX7W0tsr+WtwCbkYsbIG/0jTVyVOnoiHyKjcar2OEPPv889r41BN64JEH9cDDD+qtrZs1gpy09d23/4B+9OMf69t/8x1uNh6O7cyYaW5p0VwcAeYk+eKXvqQvfeUruuqa92jB4kVyicM506MKDmLn4A1ks4Nm3nneDm5x+rmfSGhKOAQCbYjFx9YgRv6Z10Tzs9V+NudsmcAjRBAfD7jqoRHfnITKwIPsmLbwXAjnJLyo6OjKJ4kSwCaaeq/Ee8XDy1Vr26RiQ1MaAEqVsuEdSkjMr1bjHegtiI6JK8aFcBTjGGMGvNEOAjnSYqPBmbLQWRx043CBLNKeg90TrUKQI82ajIdOE/88sQgUUkWZ4RRoaA+hDRXo28aykCwrOQtk8IAi71g503h1JfRpFZ1L5D0CjiqO2YmPTYtAzjkLfhboK2OuGRvSwgob1uDcuDG8geUbmKFRYVMb4zjnlSJs8ggUG9vJcf2WV02hTrV4fhKfk8hjGGUgU2GsMgIgKvwIORMQ1meZcU1QGM0bsMwLbMpRUz5k06RX8E8wQrzz5JDHHCOObMZAnxn0LCJQ7abDvlM5hqFhlvwg1839gB2+8taPl3MpHTjIF8CJjkQ+ZZ4xvCfuGMKAoPqEWNfmS0SBsSrQq8IGrDCXCrib96NiAo74hMKUwUeiniycAHCVESOCWG7Gj/EQ44F4BgTxMXwieFA3vJ2cA+RkT3yR9kmiBEjTRDnWIoFGRucKtGGCSkkn1HOUFXM5ZSgyJQ6yE8UB9VVGNFZBWFeKMlx9LpXjQAipF4wltpFs7U2JGuMAMH7P53M2nqSgjPlkrGsATNXMIu4VxdDicSICfydQoI3G49U5kSLfA458yYle6TPSFNqWgQo0NMiIZ9CRUWXjBvqnNnEGYU0sbe09A1lIV/TnAEUI4Gsxy6EFUWLeMS7ji09sR9wD0EyxldfZD/WDZ52ceEewvewY22XwE6HxhuFm9Lcwgy4hzieDjgFwEvw3zK1HHq9gxhxsroGxHD3qX/IJAged+dAjrXUWzi2nf5L6pR/qWLnVMxoaf1oWqBMN45BBvQxaAxQa3rFubGh1RBmYGMNYHuDACJLaezzllfhESZKTT1Ll8jWKNKhg1A6PUI8+WN/RkSGZETKGsVFGBhj/FdnPxgs5DthCvoDMSRkvw2NajOC9VzPKUytKVi2KUwEebmxokB3y9cgS0bvVSbyX9WF/MSfPXjBnhXkpT+EBHsT4mYUSeu2179GHP/xh/eZv/oY++5nPyL42tRRP7EIU+kWLFqL8YmCgmNUU8qpFAUrBqa6+TpMmTVLivex3Gtu2bddTTz+rjRuf1GN4+B988CE9/8KLsj/Lax5J80R2dXXqoCmIXd2qYU6N9Q2aMX263oNX/5N33aVPfvKTuvLKK2Rfv3rqyae0H2XhFMrk23iPN6PgHDtxUuYIKOJgsd9A9KK0mGLhmVfFeXVhfGWsWgeK+RxuRRYzhww5sffQAZ3q61bv8IDsN17r163VisULNdp7Wp1H9qm5NqeFc2ZpJjcMLXW12rNlk/7hG1/XP/zV1/XwD3+gN599Wkd27VKJGyWPkteBguRhlgryF61EGfg4zociitRQT5/2oMQ/fu9P9MQjD2v2rBm6cMNFeNFrUS436e2dW7Vjy1vwc6amhjqlWA4zMeCmYkjdfNvtuoVbnU0YRJPw1K65YL1eevEFVeC/tvYOPf3UU/rmX/6lFi9fKbs9spuJiy/egCGzUte/90bNmzdf9len6nBkXUj+R+/6tFasWKUVqzEUUCT/+x/8Zz12/72M6fRPf/93amyo53ZlLTcrk7i1atGUKR2aO3+e1q1bjwE0oBnQ0H77MX36TNn/47L+vHUyw3XZ0iXa/PprKK9O77n2Wm24fIOefOhBNcITixYtVk2uoBJGMNaZnE9lin5/N7Q+uFcrVy/VmgvX6+TBw+roaFOl+4RcNqpCIacMwy6D/zOU67jX8HpXBoe5GRlUhjKaJE75Qo1qGxpVA+721amOadM0b/ESJYmX/Z8cxt+OMXPUC+yBNMmpuXWSmtsmy/bf4MCgesCtv7dXI9ws2DgFMxrpk+rxa3B5zvYa9lRrWzt0aZP9QYXmllblcgUMxLICss+xn31Ng0pKNIBsGx4t69SpLp3iVnB0rKIUfaBQ18SedargeElcqtmLlqm5fYpO7jsgxxgd3NCcwKDatHmz3uRWcevJTh0YKWmovklmfLyIoj+EzqVCqhLnVfzNCQp5ifPd5IRPcgrI55AJrjcwuWRAHJ6xzBjYyxLiQ9xkuJxTgGdH+gZV5FbHvlZka29/se7KKy/HMXGLLr3sEk2aPElDyKdde3ZrJ4bbEQym06dP6hS3ggM49OpqC7I/2b2UG6k1a1br0ks36OqrrtJiFHefJDrN/t2+fbte4SZh9+7d0SHS1NSk6ez7qVOnyr4OZTKrEdmVeK+MydTW1qqZG4nW1ha1swZ2O2z42hpb3ry5c3XB+efrlltu1q/96uf1VYyFO26/XRdeeKHMMDd59qlPfVI33XyzVq1ercVLFuuyKy7TzaSvuuZqrV27TnW1DbLfVT3FnnrqqadlsmZoeFStrR26iL1z5ZVXMpdLNX/hAuVyORWQV2mSqpIFeWhnADV5HPDzn3BOtvHZRNLiPwOsz8/kMVYGVPMz1vpcCNAqkGdAz6yrJzj7nB19IhYxJRHimRVTVIcPyCMib5NK00R5DpOExXOyf14+hjrzCSAFvrL60IJSemDhAmD5ZJypS/ckIZoxMjCRDsQVK9OW0MZAFso5TkfKYj2KHD1VIVA2Dt4ZsnH8RCJfMe6cI14F8QkhKKBMBfAKFicvI8zwFDAkqbNPsChlVs/KquNbe0rsySQnKZfm4tgWT7yNTmYssfAXA12ACwuIchTOBcPN0oxt9HDOyTkbvdqX814pG925VFlmG8QrsOnrG5pk322u5cBKwMk58sExZAFBmkWosMGzKFDLykImuhXdxZBOBDcLUkrOK0OoJT6nlL58kpDlqedkOFnbDPwCfZhSMoowHkJoDAOjKCpjKN7DeC7GoPXUGTM1hWth5xLaOoYBH9paP47uInjJOUvonA9pAZFQ52TT1sbNskw2doXDIYtGR4ZzvsIUMgXyAuVi7hFow8jWW+yIXmNo6xojjGF5Bpa20DknD3EMHKFIT4CDSJ60gZVZmCReORQhpoJXrSQziBzjJj5RriYv+wFfHYf6jZ/5lGZzkJ8eG1a/yhqGv0cF3qlXYJ95lKo0nypFuHhoVmHNzKAzD1cda5tD+EiOadl8AeaZMV+jR2bzZUyIDHmZlCTD1Tkn5xyJ6hoQiWknJ8PXalbopwIdDcpmaBDPMPAy1jCjjAEVrH+d/ThHD05K6MfA9qv156gSgY7j4UJIFo+jpquGzisBPBh4BJBzTs5VgQrvfJiTG88J1JUmUkyTRczIM/wNzyotGDAEBcCUZ/M6l6DRKIpZLwecg58rpEU7Z30x7kSfhq/TL//EOgwxUcvRh5tIWEgZj8XeCeBjOE2AFVocRInCt+wnARkQoHmWVecQJkLLB6jMiBNvJ+ecPHzmXSrBM8E5heCIO/KhsPdyjrTIz8THRR49fvwknrQh2W+H7I8i1HHQmufY5EhTc4vqmxrViHJr1/8+l6oIXwzixbZbDbuVyMAxDz/WYAzU19dr8qQOzZ0zV7Nnz1F7K8ocsubo4cM6iaJudZPEc+CP6DCeWPtTuWYEDPQPqBlP5KxZs+I504UyZl99OHDwIErFKQ3j9TTHiP3O4tiRo9q2dZtee+117dyxU1u3btXmzVt06OAhHaFsx/Yd8asOY3gXoxKB0jBK3G5exrgFaW1p0SK8lStXrtKcOXNkikQFWTVt2lRdecUV2rBhg5YuW6rJHZNkf9lmDYqBh3a9GBb1jY1ROb7y6mtkxlBLU7Occ9wIFXX02HG99uYmvfx3UfoiAAAQAElEQVTaa3rl9df1/Msv6cknn9Q+jIQxFMzN4LtszVpNXjhfO44c1GGU30FkZQ20Wzx/gd7/gfdr5YoVcuy3CspVeRCaoEitW7VKN6PIL1+4WHvx8P/wb7+jH3H78Dwe/W0YU/u5Xeg/elwjKFXdB49o6FSnRk53qRdlejuGwlbqzJk6Te9//50o/sv0sbs/rU/+6t3qmNKq7W+9qZPcwGzh9qDr+LH49ZvK2Ag3T/NUX1+j9skd+uCHPqz1687XimXLMWJ26p7v/6Nmz5yu3/i934t0euHxR9WGF3hSx2Q9hDf6vh/+UI59tR2DZvnyZbri6qv1g7/7jv6v//bH2r97j7pPHJf9HwvLmNd5F1yo40cOcYPSpWF46re/9KuyH4kP9Hfpz//4v+rIoX16cuNGzcLo+NivfFbnXbBBxw6e0N//9f/UiSNH9L1v/IWWo+hf8x4UOG6iNsVbnW8rBw3b4duaxCvBmM4jV7nEwAnkZPFcIg1wk3MAw+uuz92tr/3mr6sNGRdOnkSvTlmDikp9/RqBD4vdPRru6lEJo6M4NCwHL7g0JwS9EgyOAnxSg9Gbw8DOnFPmpKa2NvZMq8yYNrkjnyjN1yjB2WFbsq6hQS1tk1iDaRiBzRrGSLRbCPsRscmklP7zubwKGCxpkqqBG44W9tKc+Ys1d/4i1dTUsVbDsV2xWOa8S9SHkdnd26+hYqaewTENl4Iyn5fP18KjeQzVMTVjRFx9/c264X0fUHNji47ufFsjI0WNoF5t3/G2XoJHdx47oZOkhxualZ85R8uuuEarrrxGPQizwz3dyrc1St7Jc84lefrFgZkFCpEDGTcf1Wgmk2nkyj42Z8uvyjDkNbIsg0cyzpcA3cX+C8iVYW7v+qB7kXQv+62b8UyfaGpu0gUXXBC/4vjlL39Rv/M7v6VP3vVxmXGRz+fYfyMqW3uM8cOHD+kADoWe3p7oFElZ7FncSl5wwXkYrBt03nnnaf78hcibFujiZd/6KKGvpJwHJYx3+4t4AzgNRrhxNRlSxqGZMTczEo8ePYrcOiwLTV4WMABYctl5WaTtIEaYhYbvwkULdMUVl2vd2rXqgD9MPjaw7lMxThdwM7oQY2gW8m4aetEcjJcO5GZra5us7cDAkHbv2qfdu/cj146oFx4sIbvKxVFk5yg4l5VB1DABRuQIExSPiX/Ziwk456DFOaBz4+PdOEIDgnc/ToEW7849Nx0kO7NCeGe9c/oLVHfnlHqRSBLP3knkjOGIO6fqJ0acnDOQeMvqOiViDBmjiYhzDl61UgcCop5BIAykAdmnGjIg+YogPo4TnlakM3kBpP14fzGkpFouYpJ3kih31BWfmBwPoU8cL26UIMUyXjygyUZlE9iGsQKKWVzyFJvYmzrEiYGCVZFzTj5JyAzyPiHtAfFxhE68KOOBBoof8mJoeURsEIKfech34h/9JwieXC4nE0AJY0yEZZTRClIuzddJrsD4VUFltxkjI2NsuhL4BoRSRSU2cnkcoveajRRghIBQDi6jvWjvlTqvMQ7DxHvZzYdtxEolQxmoUZ6r3BzC0PtUAjdQrJLT4szPhMUoSsYoAsB+cDnKhh1AoJ7Cm+nAv4lNJfoN1GX2EbdAD2cAnDLKrF8rtzGcc/Su8Y+VnAVHLsXyhFbf+jVcTUgE+rK09WdAt4xHLZrzxBb2inHryBITQKc8igNb5+Pl1bokYDAfwcsRGnjn5LxXAi/kUM48cRNGRvMM+nlPOYefw/h4ddMmffdb39aClSt03g3Xayjn1ZNkGiDsYy36s5KGEchj5UxlrsyzLHCADbMuY0pwAKQIfOvfufH5MDmbt42XMW+bL4xLoeLH8LOIc07OgTMJYhJp8bF5ZXKsBE1ob8p7hTWsgEMGf2RxT1BG3Xc/zjnFuXkvn5wDlqZPnfkEGW4BnjvTE22dwMcB1DWcnN75CcyN552ZljKkLTSgQgaNMvoOzIIkYxEjT0AAnHOMIA6IslJ4sbd3QM7nkBApfOGsGj0F6gBBhPqZjyPn54Pljhee09KRHWdGf5RWH5CzpEE14ww1SJLLA0ICMYAE6+EiEOcxIzYiy5xiPRuPgYz2SZLIQXdeUIHmVodyJy8ZOEdoQBl4jHHYjoyMqFBIUDLzdBvU3NKCYrMgwnScBe2T2jmgm9WKIjWN9BQOzbr6BiXQMBlXjhxjGK+U2fslHA2Rf0w2IW9s/XLIDFNM87Sxr1i9+tqrevHFF9XQUK/3vve9ugav38qVK2VexylTp6gFHMxQGMPDbEZBA+PlUXAYRhm0OI6C/BLtn3vuOQyOzdq3b1/8ncjxY8dk/6P3imUrdM1Vpoiujgrx3LlzdMMNN+hqFOB58+bFr2zV1tUxp1Y1t7aojTkuxtCwPw8boNEhFJduFM7e/l71o4CsXrtan/zMr+iKq6+K3niXeJXwhpuS0dXdpRFui0xO9vT2qpO03YqYwm7/18dMFIsm8G9rbJbxYf/okJLWJtk+P9Ldqc6+Xg2iLGUBvmT9puDlX7hgnmbNnKE1a9doLbcDSzGSZnELMXf2LF3FHC656GLlnfTmc8/qR9/6lu75m+/o+1//un70jW/o1IH9qoyM6m0MoAMYZMN4sK9DKb/0ysu16kIUrmULVKhxWr5+mf7dH/xHffSzH9cLr7+sF59/Wi8//4yefexBDfb3qK2tVYfxKr/8+ON6mVujU/sxlN7epTvvfL+++rv/XibXX3r6abzLs+ivhnn3aPKMGZq7YJHmLlykV195WQsWLdFU8N67c5s+8tGP4+1dpS/+1r/R7R/4oD792U8pCyXt3b9H9pevvvKbX9OFl1yi2XPn6j/+we/rltvu1Hz6WX/RJVq7fp06Ojr09f/xxzp56rRueO8NypCLn/v130Cxu1r7dr+tqe3t6uOcefHJRzXQdUprz1+rRQvnKUWupkmQw6nj47FVUeqDJuH8acSIHDh5Qnue3qh0sFeVrpMYF/2q4EBz3KR5HDwun5NyiTxnXxn+TaFLzfSpyk2drJQ+fGuzlEfXQb5zbaYalMemKdM0iZu7qSi3LdNmxpsM+0uEaS6vfG2daurqlaQ5ec71PDcZTa3t8GG7csSlRH0omT2dp5FVFeULNaoZBxekCnuswt6yc0Xs8pSyFIN/kDXvHhzR8a5e7T9ynLBbfdxsjNJmDIXY6q5YvVrX3nKr5nCL1AtfnGS/ONoWfaLD3Iwc6O7Vcep2Oa9+ZGM9uK+/8motPe9C1U+fpXYU5dOlEfWODst+nxgSpzLnQwkjL62rkZ3xnvMJYivjzMiQMUhhCTw1Hrc8imTnVcYZk3HGVBgzQ25YvaPs7YcefUgb8fz3sPdy0L3Ent+LIfEKtxQ7tu3QgQMH49clG5satWz5Ml12+aW6+JKLNXXKFHSeoga4hTmEo+OlF1+Kvxf7v/7i6/rm//y27rnnXhwBT0d5YbcYHRjKOdakD0Pn4KFD2j/e7xDG5SBgZWYo+MRrlNvfE/CK3bLYrUlLS7PqMSIsv5+b2pPwXndPj0ZHx1RmXkmCTGWdG6mTIYcHcDzENXNSxjkV5SX6URlijNB3EVk8f8ECXXnVlXrPe96jiy66UEuWLtVsDG77rVVDQx3yslaNTcheaGw8EHA0O58YaSNA6H/VAyq2VPK0moi/IySBOJTndS5QPT4saRzXQlviCLFk4gXzxcwgO7foLvZloZyXM4hVQ3xb1RA7y0iPiG1qEeJkWoGzwy3W9WRKjp7oQz5J5K3MMjSeafFAnF5jO8lKJN4O0PjHERoQ/MxjXUSgJIbsQKs7AdaNs5eVE1qcKmJIUoYoMI47VeLjYOZYJ6Z4OYAnZNQljI2tA4uTZfMWvYlPrEN/fryNMRZVKBl/nJdzVmhQ7UkibnQYhxBDxU+gLATq8YrjEEJ0eUoT+jJIYbBcmlMe4efpO4B/RjuX1KhUzmn/weNY4ifoxEVmkLWGMU3pNSavhpkirjZHxrCxAoKjguAoZ0V0nQojCk9QvzKEWxsCcRShMMzBaqRw4OzBI03z8kki55zEY0CRMvqs0HcZGGUjjWChm8fndGcXt9xFJWxyimI9xY+JpcC4GThnGEgGFcorMS1KDEe4liHADVw1Do6xbGhPiYXMGhShCIq7xR1txQYX9QwgL0dPzI0j28vyJsD6sLyz4GLP1rwCrcGIHoNsnlVwMS6jgTVyIurkvJNnD3hCazeK8jQKHcomYOnM/oZ/fVObDuw+pPv/5h/VCI2vuOMOCY/hcZSSLhSa0VyiEeqOQvsibUe5gu/rG4AumRLvoVNFGQLLAIxkEAU4eGaA0SxIkC1EnBQ/4Oa8POAccfKMhpE2jGVtrK3xSTBcMZaszMBRN4OWGfUyFtDqkiXLD/RlIMJ3g2VZPQOaKkTcMktS1cno5JyLcV6SnOInxDcvZkbc2pJgntLE2JQIlIAgw8taGlT5oTpPi8dGsXHgUBpTsTSmCh3uP3RYA/1DyucLsY9Yj3wPPjFOG+dYY/JCdSByQIb3uY9zLmLtnDs3O8YdJS7Gqq8Q+6IPQgHvSFOFLIYOFBlAJ8aldpwfxUyeJxhO9EooA8aQAXGr6ywuydYJchOO1yc/o04pgw7jBoFiXojr0NDUpOkoiW145ko0NE/8SHFENq0c/NjIgTdpUpvSxMv2dJqkHIQNamlpjaGHL0scpKPcLAwM9Mv+fGsn+36Ym4pcroDx0gata+SThJuEyZqGAZPP5WX83c/Bf/ToMdmfkTQ+buZQN8+/QUtLS/xRew8K/emTp3QCb2wu8brqisv04Q/cqSsu26A1K5ero701eu43YdS/8eYbeumll/QEtw0v4PF/k/Rzzz+rxzc+rqdRlt944w0dx8vvwdn+vv+y5cu1as1qLVqyWPZd6vkLF6q1vQ2vcq1KKBH99jsHbh9OnToVb1K2btmqbVu26blnn5V9h/xN+sug2RoUu/dwE3L9dddpNYaUwRWXbNCyxUsVoM0SFLeLLt+gDdderQ9+6i6tPP88DaBwdePoGaR8CN6MRgh7uwGjLIeDoYQSXISmJeRAhtLp2JstjQ1agjGyetVK2Vc8Zk6dqiYUyAGMpecee1TPcwOxmRuMpx99WPu3b1Pnvt3qP7hPo52cD8iYbLhPlf7T8pUBXXTlBfovf/i/68IN67SFW6TN3NQ8+cCDeuOZZ1XB6zqjtUMbLrpU9eBSHhyS/QC7tq5BH/z4x/X044+prr5OyzGOpk+foScfeQTnyKg2XH6FVq8/T847LVyyVPZbkK3btuk4N173/NMP9NILz+nHP/i+RlBge1Eu//C//Fd98xvf1COPPKq1tNvK7dUJbo/mLVisU/BFN17vRx56UPbV4ZtvvQVDp04dzPmZhx9SW3u7GlHmd23dokd//CON9XWjrM3AaVajSVPa1dBkin5BmX2dNRQVfEW+rqAyNB5BuWyh7Xnr12pGa4P8SL8q3PaMwL9Gd8/NnxkSv5X0ewAAEABJREFUNfBjbVubcq0tEvukjMyoQO9R5xXXDBk/BAxgQPb192uANRqFzwN9i7qjo0UNcVtixqltqIT9kCQ5Wdz4vcJ+THM5eG4S9GxgTxSho+09p4R+vGNXI48DZ7L9lStrk+ZT1dQ3qGD40Fc3txZHunq17/gpnWTP9cC3g8gPmYENrRYsWQL9Ctq/c7u2vbVJezBQT2D0DtP3oJy6Spn6cjWqtE9WzczZyk+arEFuTHy+TgZ93Kq0YPjm2pq1c/8ujXFLX8RYHkDp7mYNywrKHBKI/ngrk2RyNgPvigH7owI+mdUzIJ0BgTznnbz3StOc2jDm+lDeH37icT3PHj5x6qSKxTHV1NZoJsZ4c3OTBlHiuzHOujGUTp/ulMWL3GKLeaTwaT6fV3tbi1atWq4LLzxfK3AqmBO1izb2O4pO5NIrr7wS9+5P770PufCkNm3aon0Y133wvPMpCn4zPNSAU6Yg68/Ozabm5ugMWL5iuZpaWiJONfBIjrXL53OqwVjNETrmYkaGOXV6ubUZ5CZvdGxUQ0NDESy/iH5kc29kDaexPnbzMQlermO9fJLYVJTDUZkA1l+S4HI33YD9C4nlkb9GT6Ot+DjnqucGcXuCHSYWAZxzUEYi4KX4cc7JT4AkDySk3wFySgArM9D4x7rOOEdsjLMwXngmgAvQ1RycYAD28o5Csh3nkAccfTvLop7gCaI88BF7k4gYk9p0kMEoE4e8FZyFoHgrYT0Dhpjk+JdKhjoTCsSqj7MORZbiBwQkd2ZYZxXpwHIcYzI4CpSjxgRY7bMgPg6wx9o658brBkIxFiHMHWxy9BsYyYBAsQL1deYTiBlksYjEz30yIzolzpCjo2Bp5hEAG9HROtAND8xARSKgQJyRidhikaDAHneW5pY8F8CNR1WgHmM5Z6Gwqm0LewWf18FDx/TSy6/pFNfr3qdKfIqTJlGSUBdEDL8Ka2chrgYF4lVjpEzSoKQAXllc8KAhBK+jzpzZc8DGyRSDUbwpZQSoMYwdiGmap/9U3iUyBCEB2AWVOBwH8DgMcEhZu+PHT6oP77JnoyRs0CCHMmR0sGbgNz6fYHgCGXgYrhEQ4IZTBYGbgY/e/QmWEV8WiWApej9D04l+Yz7984BnrEpoNSmpPtXMiTcVra0JzozJBRufPAgV+6YJ3KkqMIdwDjgET+ITZiqNcQ1txocJIrpRmXriyr25dZrSSkEPffM76uvs1Q23v19tc+ZoGAETOMzLSSIR92nCAT0W18mualNuU5xzEjBBq1BhHiBk+BqID0neE4+jOiAn0U58nHNyhOc+1jZjn5Q5tCJ/EHc+yDnHHjy3ZjXunJOXIjjnqvUstDxCsUFcIAGl7S0IEFhfAznJOV4ah3Pr6d0fB9kNFA+zatVAdxngKBMQzEMS8TScbNyJ5apw8JWKJfZMGf7MVCpWIk++zVV2Pl+rJE3BMPbKwE7OOdmak0n6f/2xHg2sB8PHQgPLM4hxkMzGITBgIG6QRTpRi3S1nr0BcOMtkJR9qEHgAJ5Ylzh0l5iDFWbig5wILtIISsWwwhpbdYe8qKmt58ajIR6K/ShO/aZAjQzhiR9WCcU4gRfr6+tVByRJGhWBYcoz5EVgBxhPWnk9Xrk6eDcHPa1dH4rNIIqJtTfebcLDPAceX7t2rS7BQ1mPcr19xw7ZV6XeeON1Gbz99tvaSd5uvO17ucmwH6fv3r1bf/93f6+v/+XX9dCDD+rll17Wsyj9jz32mAyeeOIJ2V97qce7ePTIUW5TXpIpF/Yd6xvf+16Z17Cnu1ubt2zWgYMHo6FUKBRimwHwG2OOJWRMPwrNSTzqu/fs1Y6db8vGP8jtx6EjR2RwGsUeYiqPgpRHli1dukRXXXmlVmNwtJkiQl49ykeePVpA+XHwey9Kzi4MlTdefiX+4HrPrl3auXOndu3Zp9M9/appnqQhJTrQ1a2j9D+MkjWC4mU8YLQtl4sooaOy79OPgmv8z+8wQgKyMcc4zmfK1yRqaW/WomVLNG36dPV0nVZdTY3s+/HTSR/bt1dHdmzTSW5Aho4cVoISlIwNKwz3qNx9AqOirFvfd6v+4I/+Ty1iTju2bte2V1/VK9x27H3rTW198Xn10meBOe3c9Lq2Pv+4dm1+XfZVtL7ePi1auUYf+tSnNWXyFDU3tcqM0uWrVmtSe4e2bdqsdpTY+dyEfOxXPolhsU7OOXWgYH7i7i/oK7/525o+pU1f/a3f0rx5szSJm41NGD9HWMfV55+vNJ9TLXP5zK99kXl16xv//Y9xGPQzt7Xy8PkheOTRH/9EezZvZi0u1x3cyNj/j1JXX4Mi36J5ixaotqleGULB0VeFPYaGqDFk5r6dO9RWXyfX16nQ36maxKkuTTUGr/TuPyD7vzhGMXyKvf0qMc+xE6fUvXWHTry+SYeff1n7n3hKe7gN2vX4E3r7qae1ZeNGvfnwg9r00AN666GHtP3JJ7T1mad1ipuFIQxXOxdHuWGUHPPKK5fPx71Y4owYJr+PG7N+FNUi62toJmlOtndSn4gDQBl8IeQYQkyJS5Wrb5JraNZpjI6t+w7qeZTnPfDbQII8Q0lOW9tUyuV0sqdXW7dv15ub3kRPeEGPPP6wHn/6Kb0CzV56a7N2QuvjGE6dmVNu2gzVTpmu/rGyDh89pWeeekG7du1XglGSoiRPnz9HRZyUA8P9sluOUfiziCwpwY92xgUQD87JgO5kICGIEDbhHUBuTGfQIFOJOefzqa689hr92le+pDvvvFNLlixRN7cI9tecbC92Y4DWouibHBnAWXGYfTnKfrGzdgz8rczaXEsft99+m9avWyczVlbiBLiSffqB99+pT2AwW/h++r/ppht1y8036eabbpKVL+WGwQwJ0z0G+gd05OhRbYNuBqe4gTLDY8bMmWrHQKitqZV97Jyw+t57RQMFWWnpCvSw8gKGp5VlpEsYG32s78kTJ2S4m4wqsvYpa9SMQVfXWGeU4uzJWO6M86qk0ZFhDNFRFZnn2NgQRldvlMkO3vcukendvGyofwE46hgQjD8xxXo5F2Pjub88CBFL1u8d1YLO9hDeUTKRsHK2YaxncYOYoMLE8BM8QpZ8tOIgaMaAGcxSRkhbQRUmBnH0AcORrLCpFRyYVdPOG4FIK8gGsJiTi+UipEuYj+lYGwnlgXpWV/bJrAZ57p1AkTsHbEKezs/Nm4hbGZhILhODVsEKY89ncsh3Yj3lnJN4xl+aqBGJwmECsmAXUIIk55ycd6p+CB2gOFqsE+vaBElV67zzbX2+M+dsKiorQXLO+qyGzjk575UilPI1dSrildi7/7BOd/UpwZOSoWQVEVBFNmK5VJFtgoASIyBDea5QXsa7VsbLUsZIqABlmL+E8CizOQLz60NQDbBBOri6zLHB+hC8GR6RAv3nc3n5JJH3iRKfk08Seecjjhlty3hGwFAJAvzkydPat3d/3CiFQk7sKFXJgGBUIiYiy7BNanhmhiP4VSKAOzjFMvCyPOvfSBmBlvGBPhaGmEnCQst4F0yUBxuDOhmIECjwMrDqjlcE8iiulpEHZ8a45cU1oVJwDqHqFGztiUMAOeLOeck5+cQrl8splySyeZWgueFvh3ICTU2wJ7WN6micrBe++yPtfPZFXbD2ArUj9Icr4iqbfnKpitCz+l3SVA11NUqsPwmPXaYKeIY4H2ZD3PCDApRKoMgrvuWcU/wXQ0njoXOWq/jJIm9UZDxhEFSmGr05VshZCFhN0jSjTFWAFx2QkDkBnrRzTh5wjgaiD3gDIhIbf8h3jjKejLIA/hYSjdVIxtBqB5sYEcsjEFOGpvRJRgDvQCNrb2UTYOmMMuObCR7yzqsIHxfL1iPK3v4jGhkpcWXehHAvyoaxtUoSL+edrI+YOdHpLwmNRBPFVUoxRjDIyLacIKsTLMUL1JkD5TFNyKRsPMuvQjhTDokiramqatzepBwhlXnLQXPvk2roEgqZQ3ByxJ3zpCcepyTxcuQZbeSYp8QB3y37U87DeN9HUQLGOCRLyAgDS5vSZIfnFGSCgdGlggfODsQSh2KWlegls+6UL+TU3NLEAW23BjX026d9KL+dKK8euhZR9J1zmsTtSh7l6zgHsSnjjz++Uf/zf35Lf/RH/01/9VffwAP+iN566y2d4HaiH0XDcDDl4xRe0DJ9TEF5td8QXHjhBTIjYM6c2br2umv1O7/92/ryl76o81Fcp3KzYl9hWH/eeSgi66ORMG/+fE3ByziZuTQ1N0ney4yOHpRLUwbMg2qe1BPIr/qGFi1dtkorV67WiuUrtHzZci1evFgr8XrOmztX5q00/upCQTrJjch+PMk7dmyXGU6bN7+lnSgub73+hvbt3KXu06dl/0fIPT+9Tz++5z5tx/BtnTZLF1z9HtWitHcOj2oQxdJ+G2c0r8DXRlA4Ab4dU29vt06cOM7NzjEZLftxEFm9EdbMvKn9GHql4igKf7umTZ+mKR2TNQtFafHCRWpralYNvCK84RkeasctaoIBniL7A57Y0mCvmppq9bFf/ZT+j//+n7Tm8gsU6hOV8wGv/pCGMFZWrF2tS7hpOnFsv8YGe/TJz3xKL2EAvrDxUb3IbVInNxorMFz+/i//Un/xh38k+6tBb0OLWzAGtm/bri3cZCyHhqY4ZvDWt/70v+vEkYN44nN44rfq2MEDWr12jT752U9rEPy+8Sf/Xf/4nW+xPxv0w+9+V9dc/x599K5PyG6DnuZW5yi03g1/1CAnL73iSk1lzrNnz9WNN9+uS666RjMXLlA76+xT9gP85qmX5HMqcZ7UIIM3XH6VFi5YoNFjB6XSqDzyIsWYbqqpUwEdJnAjOsqaDR44qOGDR1Q63a3QN6hSV6+KOPkyzkU3NKoUfSgvh3yuB9dGmcE5Ck074etBeKqvp08nDh9hrkfV3dmJrBmTDB/OSMPJlHM7j8fYd8NmXMIDDjmfUm4yyUnKpznVFfJKWcOMegnOK9fYoqPg88xLr+h1DPbRuloVpk5TBQfBMLzTx1ofhV+OnDiqY92dOg7/DIBr4MaqpmOKHMbJCIpxNwgMF2rUwe1UA4bHaQxw4ZBpmzwNfPu0ffN2DN9BdbBfO6ZO0Yx5c9TA/s7Qp0bZ+3U4EGox+tNCAZkpnSuPEXXIMSkDH8tXJtmceJ95IIXEJMvQvqGpUVdccbnuuO02btou0vnr1msR/NvU2IQhcEwPPvSwfnLPT2V/MeooBp3dflTou7m5RdOmTY98P3XKVIzVWuXyebW1tauV26oC87TbWPv9Rh+ypLa2oAXz58W9bMaJyaIpkydr8uQOdXRMQoblZU6YkZFRzogR2Vgmo/bu3yf7CtgQBsEgxmIJHcVkWI6zvsheGmLdhwFbywp8FphswlrWcpPRyByM92swpHOsp9HEbm1M/p3E4XES3jh5+pTsq+k9GFlDOG898tL2UT0Gcg30tT8uU4ZP5Tw90zsENrrCFmPdQmwAABAASURBVLIPZLTgXwX/6jaMaedkBLDIALJk55cDN8PHELA8O/M8ERvDwPJ/HjhjAOvHzkFCq+ONcEniJOdgoIqIKX7o0EKyxRkHT41nyAgSSFM/VvC08aq+HXEAwjnKHKmJViTPeRzxCSB65qnmWc+OcSwVi4jwEK2+oYLsqyTjKfIDWXD9xArFQaulwXBgErbI3idyLLZzTjxytJwIjbAGVh7IN8axeSvOzFXrkj9RXxTacNbGgKJ/9eOshQ1m4Tgk3rOpCigQBXV3c6gfOCxTqJIkRXGsKN4QoLybMDMwBSODIQxsM1gYSLOY0AiaKKjCBiphhNhQY9xs2IabitDumDZVvQjDfjwAlXImMyjSJFEKDgkC3YRjkqZKLI/NV9fQqKkzZ6ltUgeHVUmjbMaW1iaU8FS2GWU0gVLIdYGikDWsi0AlABXxlngbvYLFIGCM/5wwI28CJurEzsgP9EFzyRZD1U+1PymDuTOEVUY9qxbrkq62FTSRLF4tDtS3luTFx9Gll5znAZzxi5c3ejiv1DklnrRLZLQxgWS0HsUYzBBETi7uC/tebd/wmAq1LZrdMVd7X9mkp+97WIODw8poW4JAoxgdPXhF7TvkhVxOCesr+4CYzdfWtcxBUmEtAxMxIKCGr0Jw46GXAzfJ0hPv8RB8A3M3g9X6MgjQx9GRCTkCiXbOOd7ELBwH0adz5AM6B5xzVjFmyT7GYhYChmOkJi8HnVzsgwKaQHR5cHaAZBkIV4sbyD7kEY9rZ3OmD1vDYHUDrZkHpLGKcs7JEZsAoirBv6N48ooY62MYH4NDRW3bulNmwFegd6AN3cQpe/AKdHZue+vjF0GsS+M4P9pZOkDHcCYeS0CSHq1ezCfJPIzXYDJNwJk2cT7WjjYMDHrjcyJNHxFRy6RMlARAgTJCBzCEZcs5JwkIGv84eWQcAzJkBZlRVMZGtD0cCBEGrEOIe7aAhzGXz1OeqYiSUcuhaQq+/WYjA/fAHEsYAWagBMZOkAl5vP4NDU0YH63cpNQzlkde5VVXV68KCufQ0KCOHTuq7du2qpPDtq6uVuvWr9Pdn7tb/+53f1ef+tSnNGPGDJTsE7L/SOvxjU+oloP3/AvO09XXXKVPo5h+8Utf0B133K5LL70k/sDUvJCOOeaQRYaXyauDKIxv4dU9ylj1KGNr1qzRxRdfFD2p69evj17Oiy++RGvXrpUpraYczJk7V+ddcL42bLhUl2zYoPnz5svWx/4X457eHvnEyxQNU15OnDypru5u9fb2RiWlFyVz1+498StL9uc7n3/+BW1mfJOjs2fPiobQ9e+9SZ/9/Bf1oY/epVvv+KAWLl2uIni3z5qt0xgeOw8e1aFjJ3UMpdXgMF7XYygj9luQbgyN3sF+9XPb1MutsilA/XjS7Suto/Y1LejaiaJ8lFuafhSXJHUoYtOZ2wxgOoZgu2pZyzA0rDA6Ksd+4MKEsCRTuF1xQGGoRy1tTbr6fbfos7/zb7Tmig3qLvbpySce1qmTB+R8RSvWrFYWiuo8eUQXXLhW+9/eofu+/12NoXAdOXRQ6847T6tXrdQI+JjxY0adya5nnn5OTz3+mPqg2fs/wNznztSSZYvlvbTx4fvV0tqiF599Wn/7za/rsisu0e0f/KDe9+EP67033xb/kMB7b71dzc2tGCfr1IwSt2Txcn35t/6t7D9mXLhsmVonTVKSy0vOqX5SuybNna8mlMm61lal8HEIds5VVOZMCvBhE0ZIDuO5glFluNv28IW8cnieC62NquHcKjS3qGHyVDVwFjZNm6YOjNa5q9do0fkXaAFK8Vy86bNR2GehHNtarlp/gdZeeLEuvuY6XXLN9VqMwWrnof1Wo5fbiK6T3JpgOA8PDaiIwWi4pCihBQyhXD6voAx6OFmenRd2Llsdsddy1EtcomCA8XAcg+aJRx7Xpu07lbS0KkVptxO0wpkQmGPCmV7jhBJeUF1jg+qo04yBO4lbsBrolyV5VXI1CuzVjgVLNGXeQhXZwxXnVZHDcKyXkJP7du7R6aPH1YDyno0V1QXfj0CzIW5GvXfyzvBN5JyT4Wtg8qTCeWdQBg/bkyHKMwmRwYsnADEvyHmnwL8isqSfW9dueKS3pzc6LUxRt683XXzxxTKnQT1zSfMYq+zvR7lluu+BB/UMBvDbb+9Ud5ftxz71dPdo1IxCn6qxrj7SYABn6lvc8Dz//PN69rkXtGnTW3qb20f7T/16cByU4YkG6NqArGhuapI5My6/9FJdhiy4FFlgN4jm7CjU1Cg1IxZZUEFemuFvTpEh9KQiRuEIe2sMOtmcvfeyta+zPpubMWqmaP78BTr/vPO1Dv6ZgqGYJDnZmhZq65RDdo6xdgP01c8etz7qkX2GUyPzrq+rE2ysCkSEanGdgvNy/BOfAPx/8jCQ7ScROsDCiXGdRciLocX/hWDzohlMEd/yudRDaLrx5LExMps0DJqRlTFihHEGMmQCZYIQ3iUEVDLCOCfngNgnoexjzDYRt/QEOAaqgqMvJzdRcE74c/LekXU2EYe0lhOR8RB0yGVSVOWRc07eJwApF0gDXnJsCueJqPqxtMWyYFtF1DOwNlWgFVTRz3yqtKGNtRsHq2T5Fp6BcCYWI7QgtMyA/MlQoMowX4hjnEaY9XT3knaUBWVxbUIsyxjDlFJj3uqmJ5+8gBALVi/WCvLOKfWp8rmCjLF9kujEyROqRSFYvmqVQppqBGHmsbjTfF4mFJNcDsUkp5Qwodwgl8+rng2bo14XB58djEIRae1op15ew1wJMxr08szHK4OBDCRLO/J4In7MlZDUO55AXjC8I4zPJeZZXNXZjKctQZRMKzOAS2O3xOHVSJOJfsbTpnyDFLSMFWNbM14NO0OEXMGORH2cgwNv5yyeyHg9Anxi9EygYZKkykEbR6MRlIrBgSGNIZQcdSppTn3QY2S4JI05zZw6F/rXcih6yecFwTSK17kfg8/WywwY7x04CRQDAp4jBvzFh1zekmcdY52YOuflJMN9IsfiZyDLYl9lDgkTvBZGutFXULWhI3TOKfGemCTiBl6Sk6rjkhfHJ3TOycqCJONBAh5LAXRuNKWKnHdKnJc/B5xzso8ndK4at3QES5IX6IOnuk4UWDqDxgFsnHOxP+ecqmuQKPFVsD5tjce4CSwWncpZqoNHT6ivf1i5Qh2tq7hY3845Oef0r/lYbR8k9w5qK34Mx5htnUcQBi6Vidv6WrlBlV7ki491SPRn+yOTYnusimNEi1t768vGsTznnGVTGjQeleOf5OWguQNZ5yqsf0kjKI2mJGRZmS3rVD3oGtXY0CDzNhr/HcZru2nzJh0+fDj+iDLQu+0jw5lpKMdhXIOC55zTWLmoITyCoygSHCDKc1gHELPffuzatYsbkH06cuSIBvp7uflo55BfineyTXbj0tHRgeK/QfaD8DvuuEN3feLj+tXPf04f//jHdeFFF2HA1OEV7JT189rrr+vNN9/UoUOHZMqDGQL2PfshvL0Wt/952W5/W1pbNBdP7cxZM9WBVzNfyGMs9Kmzu0udKCtHjh7Ty6+8Jrt1eezRx2S/B7E/tTvGHHop70HOJtAMyqmEUtGPkWF/gWiMcZobG9WCIjcThe6G97xHn/rEJ/Rrn/tc/LOaF6Jg1OTyKo+VNIQHczeGiXn/vU+Rrw06zq3Kxqee0X0PPaqsUK9BePLlTVv18qtv6OWXXtTmLVu0a89eHTl2XIM4LzwKaorykaJM5WrgWfoOPqc0X6N8bQOe6Da5JNWRo0d04MAB9YDnCPhiY6jEHg+M65HZck4hy2SKk3dSgixx1KvgyS1yIzLceUqhOKJFK5frri9+UR/4zMd18OQh7dq9RYf279b5KIENTQ26/qab1cxtyqe/+CWZrJs6Y6ZWYXisRCF/4oEHdOXV1+hH//A95eT0X//oj9jvUktDk+y8OcqNxVsvvqiv/c7v6uY73qca5n/hhRdp1qw5yri52fjg/dqzdUuMX7B2pXZiqPajlPajVN5w0y2yP3TQ29cj48F5S5aoqaVFnvNmrFis8ieKZAW6y6PYMb6ShGiOcfLKc1aNcEMUmHMB7/4QtxfC618mXYFnnaNukipNaMs5BXmE6iOHg0Io454wDVLeeIKzUdxol/GOD6PAjrLOI+CZwO/TMaBnzZmtWRgs02fNktgoZhQO4nWPZwHrkMvlleM8MI92c2sr82hWnjVKgZyVEVayEJ1SZWRZ7fRZ6mZBn+aGcBdrPHnBfNa+VrW5ghqA1nxBbYQtnD1ttTVq46a8hbCZ87w+n1ONS1XwOeWTgtJCnerbJ6tj9jz5mga8+2W1t0ySxyvYB897lGAPTboOH9Xx/Qd0eO9eDTBHw32QOVaYtwO38sgY+2KM6QVlzNHWxMB4jAzyM4JACNGgS3zzmqhbRiaPDo9o0G5bJDXWNyB3GtTa0hJvIVqaWzAearRixTJ94M479eEPfEC333arbr7xRpT49TKl/PjxEzKD/+mnn9Ebb2zSwYOHkC8DModnHjpOnjxZU7klncE+baJ/+8rTUeZl44q9YPKzyNqXmFMeGtZiCIAK2EoV6BHYP8YDYr7e+ziXUc7zbvjxiDkIuJkdQo5aWR75UkDmFeCphD1X4aZ9dNyhOwZPjkJTG6ed25hFixZrNo4H+5phO8azySfD1W5h7Gw0edaLc8P++twp5uihL5SMqHj4wTkn8ej/yw9j/rIhPbg41hci8VhEMpzJjk81h2iMuFjH6C8mErMkeedc3DBls1xZBuguy6I2qWDrQDWq8A7kEFBOG6sEEJNjoWJIrzGkkhP/SHP+KSI6nkcQH3fmbaUxcc7LSifgnOx3RW0yrFMVOStjPB6LycXm1VSMekeei2VnX5Z2cuMZ6DcSDR11NZ4ZLML8BBOEagWoADH1z38Mv1grSJEOhC5mGMokeKoLSJq4beaMTWBrMAbzdnLlO4YXN5fLyzE++0dlXlYv9k2b8e4UF8oaBsusgr0F/sbgFQT1AMpxEWHTjXCxH0UtXrZULdx6dA0Pyq4WTYEusnFiG4R8msspl88pJfTQwATNgHnm2ChFNnBG3/XNrbLDr7PzNHTJ5Gnnk0SSl0MIVsGTdoA9wV4/B87m29zeAfQc07SyWtV4iJszs7xqJiQgb5w+RqMKHgtTuCzMLD5RZjQ6BwJ0i32yvtYVXYK7A6QzrOBiLuvgIyQI/jTNKwcwMEIVw4NbDhsvQK8h+hoDKhV4pZLI5erwQNWqHFKZUBrsG1CoVFRXX6eaGtZXjm4Q4OAYcYnDMahzcs6BxzhIMe08+XKyz0T9iDvzsvlk8JHhYgZHiTUvoywaTUQbp5R3QtTJORf7do74eJ/EYr5zTvaxfifA0s45yi0mWxnmwSqAt8mMmAMOYu4enjUlJHU2HnSL7Zy8Pxt3ztHM1i0o7gXSzlEuG8PJPs45cPQSeeKTeM/BmgAphziQT+HRRLnNZLK9AAAQAElEQVRCHp7wGuXWYxSb79jJbh073qnGphaMvopE+yqtGMtZipf+ZZ9AtSDePAwScY34xrkya+ZvfTMZyqhkDzSQjSnKx+s5FB0XPHUcJaoCdWWQBfLH8zTxGc+jva2rI3QU2dgmU2Kc9JmHDDvwAxmJ9/Bnqha8ce2tbUqgo9CycuzPNEllH+ONEspcxv4Ywovd1dWpUTyezjmlaU4+STAYhlGiT+jIkcM6iUe0j/0/xCE8jGJuh3OxWJLJiFmzZ+sijAf7fxguuPACmRexmbHt61T2V6qeQWmw73PbuFOmTJHdUtjfvq/BoLEfd7+9821uqbbhAX9Nj+E9f/DBB+N/EPbyyy9rFwZNH8rkIN7CPrybU/FS2xj21Sg74IvIyz0o8Zvxej733PP60Y9+oh/88Me6H4/pw488qmMo96N4oQ8dPKitm7fo9Vdfjx5Rm799zcScMonz8FNOU6dMjbchc1AYZuAJnzl9mqZiMDXV1yuY8sLcxZwXzZ2nGuj49pateg4DY/uWbdq3dx/4v65HH3tCTz3zgjqmTNdV116nq997oz50991accllGvEpNyFeQq57HDkOKEPvEWTqCDehIxghQyi6JRSaYLziC0rSGjmfV5LHK0r7Yyc79fIrr2vH23vj7wAHcHSYJ3VoaAQ9uSxTGksoexl9mvIYUP5CsaIM+V6Ql4Ne9rUsjzEyG6PtQ5/+rJavP09bt2/T0088rldffFadp0+qt7sTeTWm2XPnaMebb+i+f/h7HWGOV1xxpWai0M6fOVOFJFHX8WOaxw2S/f8Wrzz/rCbj7bX/aO/N559TCXpN65ikLW+8rg3cQq1cskzLFizUlPYOPXzPT6I02vLyS3qONe/v64b/RrR//x7tAJchzqbO40fkPfyYT5GXNRriVmHQ+BCFsAIvBOYUUNYDMi+BNiWMq5GuLpVRdFPbg4insu1P76MccMw/lxSUxxjKY5ikSV4VFEczTMoomwFjwzsvg3y+oJQ1LiNDHbu1kMurBqUzsF9GudnIuFWpqc2rrqFOza0trJHXCPtimJunIh5yx8bOI98bmxvV0tYqU1pd4pVAs0I+z3zq1cAeqWtpV9o6SX3MYTPG9h5u8hrnzJLwkjvmUAAalMiMjnbaNftEDc6pwXs1QRczQuoxmAqscWNagKaJRkbLapsyTe3wYG/foJR55ZAfSWlUhTCm+kTKcdO5/bXX9e0/+3O9zO2jKceOPqP8cIoyNgXXFMcD01dAfliZ+Jg8tHigTzFPsnhoxLuaDsqyINM9AmGggzEEcxE9ZARjcBTHmxlyRvca6NqMwdCCM6QO+nKhpwJjLpg3V1dcfqmuuvrKKFvM6J0ydYpMUB7FAN+C8W43rPlcTgsx0hYtXKA5c+ZozepVWrV6JYbNpIiz7f0gqcBeywMV1s+M2MB8PHSMZzKyxfbQAHxj8m0UXsiD1xRukqZj0LS3t6uttVXNGOP1GC4FyhLv6T/AVyUVkaPWZpD5mcFy6NBhbd++XXYzuhmZY/9/Ry9GaQld23sno7PxVW9vrw5iZJ6Gp5PUwyPsUO/lnQNjKAl9DfeY+H/xxTaJvduoztk7Js+8HOvnSE0A0fiAHkjGB1oQ2lrHTIrhW8kTMXCEBpLPWICMTZmxAME69myVQGOqWNtQfZEibxwzB1Gcc9T2cnGDEmeAcw9FckRPADH64w2vuNhP9WVxA0tZeC6M5yF0JW+Jc8DSjrSB6D8w2SqAIQ9x2cdRZmEVLOWq0fgGpRi+80UNHqZCtmFPwGN1TQiJOUtWoYqD5esXfIxscS8SMRpGGhudESwZYEISxMGXDqwjq1dtIOecxjiABjlEhLAxKHMIVWgX21DP0cxTzwk8ra2tH/3bWCEuPBVsIvQdyE9MULGpC3jVBjkIjp04ppaOVi1atUL9CJ/DWPRdWPcDKB9jeMMylGJHFz5JlCAAEhRtEyADeNnsFmaIw7HQ1Kpps+ZhtIzq1KnTAhV575SMg8WdZcY1NDzFB4QMfwtIRQJE/IOMLgaG7wSIeYlyEYZxyND8KsypDO9WCI13I1jcADpVODwiWNzA8sfB+o7rgaAOkVYgwxNxiTjZKygwbgSSVozOyMheDpp4DqMUmtjhUcNBEKBXiYPG6lXSRMV8TqN4REqFWlXydRp1OZXSvDxt7PAfGxxRznk1oHSlPmEERgeXCv3YOk/gZeN75+STBPBKLCTtnFfMt7hoy8BWNwNna29fjynCQxaa8WF5FMk5VmQCRBzQeNp43DlHb2cfupX1OQE2RgRkQYCeBrLQOo/rQwselvgsfvTpnJOjWwJ7yzkXwXtPWnTBqtLekbJ5OeZHFTnnAAFO3hMHkjSReeALhRwHSR4ooAwUVIfXz27yajkUgktUCbmolNXVN6qIAlaGtnKScw7wRPQv/ticM/iojIKTsU5ibwWDzMniVRjnGXo1EhDAQ7zDeP546MQ/8HMOHKxY1KaMaHw8+CXeR/o5R11y7e08b8DWiYBce+jD6jjijn6sL0JPnq2NKVGT2idp0YJFmtQ2iT1WiYqRKUVWnrGHyuyVXC6nlpZWtWKg1ONxz+NlFzg4wPg8D497n9B7dS7OOyXwohkteeTDZBTzOrz1AV6owQM7DYW9gduCEQ7vg0cOcfPQqekzpmv5iuUYgo0YEm9r48bHZcbFww89pIceflhPPvWkhoaHtHjxQl155ZV4PW9HgVitRYsX6cKLL9RcFNsy+PbgCe/BCLEfpj73/PN6+pnn9Mhjj+uJJ5/SqyhR27bt4AZ2FCWhTYsWLpT9BaqLL7lYt99+uz73ubv16c98hr7myr4KZobIYW5U7C9hDTO2sxmGipg2fQyhAO/XNrzxr7/5muyvaT36yCO6/7779MxTTyGji3hqa6FZq1Lot5CxLjHD69INuu7aa/SRD39IN918k87jZsT+BG8Bw+WS696j6dDA4Q0dZM1PcHu8DwVq14GD2onHefeBA9rPbdE+jLyDR47pFM6nE8dPyeAoxtNJ0j3c4vUMDOso8Vc2bdGzL7+qLTv36ERnr7p6B9XbM8gNzLAyzgyNVRSGixJOkQR5kMLDCWySQ355OTnSFRSuBINqyfKVsj9j29oxRfX1zdrz9g5uHibr9NHDKlZGdeVNN+g9eKIrLtOadevVibFxEYaEKXOvPPcc+y3TDXfcxnnQr2tuv0VN7c0YD1t04tgR2VdyBwf7tfnVV/Tcxsd0/NBBFVHQmzmTzCO8hDVeOH+uXn/lJdU11MMrM2WGbSeGzzEMj0JdQYH92we9PDzWd+KE+k6fUgnPfLGzU8MYIYP79qtIOHbqlJqQq6K+/TnXppYWFWmXwMNJmmOt8qxvEvURtoq8S5SSH2xfw9cBKCOLStwQ2tdeEvjbbvVc4gXJVEbBtD8IMIiBM8Stnn2tKqOuTxy2pPXlGbqkEufqCDxlv+2w3wYMDw7EOZmMz8plVcqliEdaKChlrwwx/q49e/Q2+8Wh4KZNTfJJDuU/UT6TapE39fKqA4lGzpEpzc2aPWOqZk2bLD82pAxcmgu5aAiW2Cc13FrNmr9Apkzv2b1XCXJzzqxp6mgsqKM2VXNSUTI2oLHuUyozl0nQKQ/jB3BLmYtnLyQOZqGvEs6IMkYWRFP1gxwgAkqciVI8H6gfrL3zpMkD5wp92TyH0Ss2v/KK7v3H7+rBe+7Vay++pD07d2gvsBWDdutbb+rY4UPqPHVCR+CNA/v3aeuWzeztp/XMM8/rGLeWrS1NWr5iqS65+AKdt36NZs6cpjTndRxdxniks+u0TsMTg4O9GrM/sBCK8jB7bV2NmjD80jSRfY3Mfuxva+BYz1wur3r4rRE+rEd+1SG7mhob1AotOiZ1aBqOWTN0mlgfa9OHodsPDDEfMy7HkG8GRXiighwtYtB3YfTuxInyAnN8/a231Mf+qqtv4IyqU5rm5H0C5STrbwQHg8nf9rYOdUyeqjI3bkWM3IAMClA2gw/t7IkNfsGLFVI8aJAnv6DKvyrbOQeHAU5yzgGErC1RsTUsQZ7lV8HGtqENz0C9CCBleYofx9tAqr4FDegpY5IlmMoO5kDvmTWmlaOaE3MCyKJ/OMni1JHRjrYi7oKTs3yg6oVzYovCo558R+gkYgGw8Czol39coNyA4MxjOLw7r1o4kQtKMcPF8cjlsQzrziAwtzgfXlUi2duRYq5Wl/kQY772Jp88ZEI1HcusN8k5p4lP7HM8UY3TaGIcBKUp8hNQsc2IUMzIDzCWMWAZj3RgDUSXNtYoXpwints0V6PE55Sh4ATrjzECDOlUgcYBEPQNCOWMOlkMOQFEsahGmajjqoCikMObEBjkEJu8r69X9p3n+Vxln8ISP85NSA8epiGuwkt0UIFYGUDvsg0wMjKiPg62gaExZWygNRyyk6bN0Lbtu3SaGw8b0ASw1bWBAwgE5hcM70g3JyOy4+XIj0Bc1EMjokllHDLCCQBb+NPqitAOAlM+KsQzBGJGaHHLZ/bja8TIELGSZSpDZwszS1scsLyMshAhyMIMHEOETIZPNU4Z+FlOIFfQzZbcwFjfE8klXjV42mtyudiPeVCxZ9QHbocQTj0cEH1QfwjIOOxt3KH+QTxsY7FdPp/SqxgS7MHHyg0fG59c2RgJ65Z4L+8TwCuhn2QiTmsnH9+CxgyrMspxGQ+n4VJCoajgYQmUWV/eU9cA3Gmk+CHunJNzBoqhftEnBBmORlPDkWSsGVhPWWICmAusQ5kDqo/R2FJWN1Avxqln7TKEdgkvcgVFKGOtMiZiXVqZ5ORcFeIciPs4/yQKcjs8Cngm6+pq49eIaglzpjiHRKdOdiHgJTpAEYCrGafar6pdy+lf+jGcM/C10PjBQuvEwrNAv+AfxsHKjQ4uztdaVUf7mVHJcI5XtVhVtEiPN3HOsfaJHPN2rJ/kZXW8k86ARBYNbIKAF2vFITbE3u7v7cELXlSRg3IEvhzm5nJoYECmmBluFQwzB875tKCC0Y6erLcEvs6jxBUAnya2UwUrRR7IqO/BpampkXVIdeDgAbx7W/TM08/qoYcejgq6Ker251OXImMuwniYOm2KepE7r6KAPo83/BUUzZdfeRmeLet973uf7rjjDq1auUpz58yR3YrYDcqGDZegODRpy7Yt+slPf8ItxgN6+OGH9NP77sXg2KgnuUnpw0tpv934xCc+oS998Yv6/Oc+pw+8/05defnl2nDJJZoza5YGmK99tcHWqgFFw/jtGIrqAZT9HXgmn0N5NrwfffRRPYIh9A9///f6b3/0R/rTP/kT/fmf/pm+9c1v6t577tHzzzwblaQDe/dgvJxUb3+PFi5dqgVLl6gO4yKDR8SnBWWnAr8No1wcOnxEndwmdUybpqtvuVXTUfKTjqkqzJyjxrkL1ThnoeqmzFGuZbKyuhYNZTmdHhjRkc5uHTp+Uqdw+HSyjqcJT3Jb2sd6HcezuvXAIb22Y5e27tmvkDo2YgAAEABJREFU3fuP6NDhE+ofKMLrtvZBlZGSAp5vx825QYrx4YEMJ0kJKHPOBGRFBY9/CRrWsfY33XanLrzscmR6pxA9OnrsoAZHB9lLx9TDjcTkmdN1GoPAbkYKKM0NpgDPm6fm1naUwBNRuXvh6SeU4gCwr2dNnzVHx1EcR+m//3SnBnu6NMJZk1fQ/LlzNDrQh7LsZd+7HxkZ0nNPP6m2Se3KoUQXcYKVs6K6UCrTQqphzqYTnSeV4Bk2w7bELZaQG71HjkrIjgpOtREUP9v0FWRfhhzJFQoqcXaVgcQ5Bepb3cDeCNBChB5+z6epEu/HebtSDUOZrspybDLHmo5xQzQ8ftNhtEnyXj6VCtxqpLlEdKMiOIq5mbES2IejjDuIgTQI/5UZK6FhBR3A9l9vd5e6gBPcLu05sE+7MTq6MMgctCszH5MdtZy1tblUNey/AjiaEmy/W5o+c4YaUJZLnNkaG9GMGdPUOmmSQj5RLU7FFRedr6ZJbTqFYdbL2EaHWTNmyFM/j8HRWuM0qalGrXV5tTfUq62xSU0NTcrncgqMnTiv1CUyueAlJd7eRDA8edtULaiCg64GMdeb2IN+JoscOU52SzR/4SJdcsXlWoccmDFvthoa61EjMx3Yu1MP3vcTfe+7f4fMuBdeOapJ7W2aC2+0tLSoYjTEiBuELseOHdMbb27Sk08+rbe5BW3FWbJq1UrNnTNXrRhr9puJAWTb89y6/d3ffUff/9539cJzz2o/Rv1J9vopjPcuDNMBbluK3AiaQTTAvqpwRqY+kUymgXEDzpe2lmbVQ98cNK+gN2Ts6wLGa11drfKEAZkeyEuSVCl1PO1K8NMYxkd9Y6MWLF6idRjo8zH+Ws2hg2wo5AtiOipSx3hB8EktOtmM6TPU2NiM1gUdjc7egUqGvA0yQ9iIDDUtOAM2vp2pFp4LZyr834g4V123ahdBzgWiVU3IgTOJ+IBdDG0eAWxNXzScLAyiD/qx6YxXspwY5dxwStgIOZjNOUf7oImPJZ0jjwzLrQJpkIAu8cAzhDx1yKItFd/9WCOGk51W8pTSnrRlV8GRqgKF8QnkiD4NnLOyiXaxWIF/P28w+EAG1VqOIDCikyM20YPhGfcNFXli/TgeCWOIOBfqO+fkvbUch8CIBnFsxQ/JajgRianxF3nW0gawMcdzCSYKiE48VHTOySeJPAwM72sQj/gAB0+lQiGz0MSHZADRAL4TWRElS9PQNoIphbZZM+rZ+FZOEYGLY4h5jSEMT7ARa9kIF11yqeYtX6E8G3cUPLopO8lm7EJBGeBwGsIzMwwMFkfVj+IywOaaiyJxxXuu15GTPXpz0zaGAXfaBsY0HEIckJViuuwgnfthCucmq4QlJzAHHmISXZ0BveNjHVoT69sgY2wLx4FZnqlunQEmMExwmFJrYUBYZJWKLN9CS8vwBuhZhoeFBmfjAh8PjGM/jiAbCKGTKMehYIJkgMN1lEPF6Hic6/YjKAcnuB0acIlK7IHR4VENc+3NEiCMc0o4QMUn4mJ4Gb4AWSyTUwpPJIln3QD/LnCGj5cdppHHMjC2eQHmRSkTZqyDdeeck2NQ56phIGQyktM7Ps6dm2G0DlQJ1KnSNzMcOcwzINC3o/NAXgyJQzyeAG2hb6QnSNG6+ri4Op4xvGXQbaCPQHtL2tqYcTvCgWDCu8QhbXOwQ7oMTSsYVBn1q1Dt1zkn56ABwj+BVgWUjAI3TWmag3559eMd7u7qVS5XkGMNnKqHIkNLctIZ0D//YSyrZDxhEOP2irMKcd68NAFGE1uXWJcBLaQWtUnEdue8xrOcM5zoYryoWl9yrL1zTs6NgycUQNpbaOCoJ1kMkDKUBw9tjMd7UMbGRsaUulQl+HEE3jQwpciMEZMHRcoD+9xLkacSn6jAodiAty7NpVGhjJ491ssnCYphXikH8EE89G9s2iT72sMTT2zE+HgLQ6KktWvX6jOf/YzuvvuzWrlihWysE3iq7U/q1mLI3HLLLfrCF76g3/3df6tPffIuLViwAE/lqPZjCLzwwou6//779dN77423Ifc/+KCefvYZlPcuzafeDTe9V1/72tdo+zv6yle+pI9+5MNasnixjPYBvqutKcgUBuMjJ+k0N7IP3P+AHnzgQb3+6mvxa1Y7d+5EoUXxQzF74fkX9OMf/kh2+/Iynkr7SlkNvGRzuO66a/XRj35E77/zfVqDnJwxebLqkJsvP/0cRsgz6kMR3YLn9p9+8AN9/59+IPtq2OOPP6777r1fu/B81oDL7NmzZEqR8fcMFPHbPvgxff63fk9f/vd/oK/+b/9Fv/sHf6j/+Id/ov/0p1/XH37j2/qT7/yD/uDPv65PfuVr+uTXfkO3fuKTuvTGm3T5Tbfosptu0sL156sWj6xraNSwUh3r6tHug4d09FSX7GtYp0/3qK+7X2OjJXTSIgZmiF+zEkp3QIHzFsIHFeS7MGIcvGKh3X5keObnz5+vX/3Kl3XhpZeg+BXV3XVKb775Cl7oN3UIA/Mknml5r81b3sIwOaotW7dqB/QcQL7NXbhCC5at09RZ8zVlxjyltfUq0/8APOjY03NnzNLypcs0iDFcA1/V5BI51qymkNftH/iQjh4+rGeffFKLqXMYB9mmN14D7aJOo5zPYu1ncDtynFsQ/AqqQzns40bF9tkoylwOWZnPeVVKY4Ze5IeMMU0eDPf2SsiPyCPsGwGOfST4OSArA/LLwL6GUyEN21hVwM6YzKorge9r4N16vOJ1DQ2qRZlM0Z3srA04wcTuzugvYz7Wdw4esngRfAId5vJ5+SRh78CflJkhfPT4cW6rTuskBkjf6LCS2jrqpKown8BZnOCQ9EAun1NDW4saJrUrFPI6Rf29KNS9GKLzlixX27SZGkJODjOn6cuWaBKK+8nubnX39CELpNpCnZLglaGY17kKt0Kp8r6iHOqufQWrHnzqUbSdc0wjKElT5uuV0l/iE+ZPvuxj4QRQ1bIiOMapyOhndAzQwGR7hlJfBi9HP7X03wb+k6dMln19acrkdrU117OffDRID2HMnzx+VDl4YtasGbrk0ot1/Y3Xa/W6tTgfWmT/D9EIPNuF4fr27t16461N6B+btPPtt+OtiE8SLVu2VBs2XEy4hKUt6Y3XX9f3//F7+tvvYIh893v69je/pb/4H3+qv/qLv9TDyAO78aywBzy8kzJnW79h9sjAwIC6kA3H0JO6OzGWySvBSyyx0iSVybAmjLVWDO9J7cyjrVWtGEo2t5mzZmrGjOmyW+Ayzge72RjFuB/D0LdvIkiO879Wba1ttGnVMAbzQF+vMuhk/QfIW+IWLUOZFx/8zrz/33tgfcn2BkMEEAgxg0R87ESIkV/wooXVD9ViUuwZizMJ5imbjCWBTNVKvsJgZQ50r0TeARTGQSnP6Mw6kTWOzOhoFmTWjNDevafE8uk/GJNRqp/5UDieR5fvrEFb55yc83LAeDWJPF4EjsADhDLQmfYTfU2EGv+Acpx0tTb4ZtUC55ycc5JJKNnHyf4pEsUrkAq8g7mrg6CFo1JQhoKVQaMKwkSxjvgEWVdExp8wHk4EtI0VCC2LuIdYEZJESQQvxz8BnvIERnbQwBi/gOAJrEeGkHA+BSvxCcyrCiRiPIPmhlsIZ8ePcUsbvmTzKCMdqGtxycHcGVBWP94z21RL8NR99Td/U5//0pd17S3v0/xla1TT1K5BrupPILSO4KU6wqFxggNpOJFmLV2sa266TaMVr0cefUonTnQpTfPQjDkxbkDQZEDgsAHRiH8AB4vbCsao+FiE+tV80tCBRwaSkyLwrmYofuIk4quaJBr7jqnxl/XLfOPA9iLNwzDQjypGD4PA2IF6Fs9inHLSlmdlIs8BYv2tG4NqPyKLuvQlcPOsm0sTBeJjCLDMS/mmeqmuRsWanHoRIKU8Cp8CinC/inhvTBkpFPICKQ5lE9aZKnTOdOQTDz2TCAn9pkkiH/nHMZzTz36qeYZ3BZrboVlhHlbPORfbEsS2zlXr6ud8AuMbLazIHAogx1MhmcUwMI9KhIoy6JKxNxy0MaUhcOg65heBfqjAvEpMLwOYVbBxgRiqigv1jfe9T5RjnjUcfHkOV4NcmiLcEyXex/Yl6GqKRRTeXGsXUZwq8FgFBcEOA4MATs555XK0TfNK0xqNjJbjLV1NTYO89cWYGbSxuep/4RP7YH42fxsvdkHaxIoByMasc18UM6rlOF4ANLA8EUqkVf2cwcnWCJJBOapQzkNyohKhoxXgiJ7zWHur5xyrwAAxDU1K0GsUY85+w1WGjhUOwjL0C9DO8E28V31dffzKQSFfUCGXj17PCutbxhDJw6c58ozm1n9DY6Psx5IWptDa1m0WNwr2g/HPff5z+tpv/oY+cddd2nDppfH70ObdswO5palZUzom60Mf+lA0Gq6//nqUjxncRAzKjIDXMAheeOElFIU3tHffXhXxWNt3s4cxklZhuHz6U5/S5+++Wzff+F4twXs6FeVlNgf8dG4RamsKsrpj3C6McIjvxhtqf1mrB+XMOae62lrZDzpnTJ8u85DOwPNrP2ZuAqfly5dr7ty5uoSbkV/7tV+LxtJHPvIR/Ro3J7/6a7+qW2+/XRdccCEe+WVavGhRNKKuvPpqXX7NVTrv0st0wRVXaTbKcIAWLShVS5evkNHj6LGjeunFF7V9y2Ydw5NtP2jftnkLxsrz2mi/Adn4jJ576gW98dpbenv3QR3HWOgZGFUnt8qnewaU1jVo1YUX6QJubS69/jpd/747dcOdd+rmD35YH/30Z/Qb//4/6j//j/+hf/uffl8zoUfv0Ai3Iye07e1d2r5rj44ht/ugXd/gsAZZ/yJGSFasyMMDCbccqa2/KVIoOw5I2csp/JRTUECxCyio8xbM12e+8EV9Fjq0tGDkDPfr5MmjOnBwj0ZxRDW0tmjmvLlad8H5mg8NJk2drlx9o2pbJ8nXUR/aP4oR0cy6K3Fqbm7S2PCQ2PIql8cwMvbr+JF9yjHw/j1vq+vkcX3pd35HBw4cxgv+Uy1buQblvlGvvvS85KUisjOwf6fOn6fDO7er78hBlZADDe2t2vbwAzpJuoBym+ZzckleuVyNhH5Th/FcQmEdY54OY7o0Oiq7EbE9ENgrJhPK7BVT8Bz7wfsUHBMlyF7nHVSRbO+nuZwMnJMqjGtfWbQ/rzvKnGxvJZzjPklUYn+ZMlmmTg3GSb6mViWMDw8NaupqZZCHJ1unTtUkeLhMm35uU8rg0owyWleoUTM4N9YWlEu9CjV5KXXq4nbtTYy9x5/cqMcx8ne8vVujSjSa1uhgd6965TV56XJ1LFioThTn0z29rFNJic+ptalFBcpba+rUjKzNsb/tL54lbGo/DkI2BCBNU+XzeXr2EnzBZCXOFpMXsIcmPkY7gwy8LS+jzzI8FeUjeRlr5ZibTxL19vVp21ub9fi9D+iRn96n5596Spvf2pQYmGEAABAASURBVKSjGBppLtHUqZOVQJ+nnnpCf/Znf6L/8ad/om9/52+18YknkQ9vx69hToNeV151he7+3Gf0a/CkOQVs73Z2ntY9P/1pdFaY7CjU1uj889frQx/+kD72iY/ptttv1aWXXqqZs2aAftCp06e0ByPHvqlRC42bmhtVQM7ZXEwu7N+/X2+xV+3/ITp08GCsf/LkKR3lZu0whvEQMqYBPmvC+LSvWpvhMorRXULWJjBHzrFmaU51BW5HcnkVuElMSYv8PHTNI2fFx4ySohmY0KqGdWnCkeCdi1/jNJ0zGE9CQ5Cm9j/z0O6fqfFLimEA90uKOXGqpVbJyYaKUM0887Yz0GhYzXAEE0D0nMdXjKlconI5yCZsZbCaZC9wseKMWQc5OeesWELJEFeQzmXkjWfFOhQRVnPG39aEdiEC5aRtc4fx4nMDJxeT1Td1WQybhNWdgFhhvJ7FM15hogFxe+I6xbaWErUdINnLgZ8z6qj6sX6rMd7WmcFEJn1kCOeMzRToNJCu9kQvVseAZtXHVQMbBHAGTnLOyejqYTiDxCdKfCIPOO8oV/VjfQMSfQOj3CoMcpCMmVcKYTmxkWV4sChhPJzIj00lMZygHMCbzCzW5SCRU5J4pSkKMvnmeRtD+Pb19Wrf/n3xOrYJgXfZlVfrk5/9Vd31uV/T9bfeqbUXXYohskpT5i7UrCWrdPUtt+vuX/+q5ixYhNHxpN7edUD1jS3Ks8G8T2WfDOU0ABl0qwIcxJhW5ngF4hkbqgJY+E4IyiZwph6PrP4ZYP0szuzo6ec81QbvKI7LxJrHdYduVZwqyuDjs3EWHnyE4RkQsBnrXgEyy6MeSNjzLgj4isCXdfRJIgd9x5hz7+Cghu3gYaxehHi5jsOvNq8iZcN4sHL5vGoQ/AltAviWUO7KjGVIOwjkeSXeK/GJEup4PxF6OefPTJqm4/gEBfDMwDswZkaBk5Pxm6O+c6QIJaef+6F+mIBI+0yBfgwfq0+RMvIz8hiJeCbDt2J8aXgztv15Xs/aGNBYhs8E/ayvCLGPQFmIfZgTwNBKEq9cLocHqUatKDKTOtrUgSesfVJbTDejrDQ01Cufz0nMocI8S9B1bKyskZEiMAqMyQyTIspqRh1Tlus48BOfUxEDusBBDvqUONnH5gO6Fv0XQ4AQNqcKykTZ5s68rfHZFSFV7R7SRa4jQ3FMJ08IuERyXiIl+1DNTcRJ2xhiHKLV59x4NYc3jXjbY/UnwNLOmfyo0tfWwPjNfuzo6CeFzgnlxl8VeM6UpjIHZQYtM3izwloWSdtvwHp7e9WNt/TUydM6evSY7A9SNHDITkXJt0Ozt79P9hsJW4tmPH7NKPANdmj6RNbevlfe19+vHTt26omNT2jr1m3RwBhDnhXZGwPcBB44cCjmP4FiYV9x2orXfIi947xTiuKTQd+OSZO0bNkSLVwwT20tTepDId6xbTuK/FHZTU0JZbIbpWPn9h0yMA+wfRXj3vvu1/e//wO89Cg2KAtm6F922aWajAJs9cwASCSNMF5PV7fW41G9/fbbtGDhguilFHSy36cMolAaT1WgTyNe7otRXlavX69jeKlL0HTdpZfoOpSaj3zqkzLnzYc/+jHZnwVdvnyFrr/2OtmPXQ8e2K8tm95EyT6k49Dy6OGjGujp1+njp/T6y6/pwJ59GuV22dbiMLcWTz3xtDZv3qrD4H0E2L1nr7Yy57379ut0ZzfQo5MYKWMo1EpyamqdpBvv/BCGyYdUaG7TaWi769BhbduzR4e4YTLjY4TzZJS1LWF0lNk3poznmGPCpjBF07M3PbLPZ2JbBqAizxlfRtHVUJ+msifvuvsz+syvfl7zl85TWvBqbmvS1JnTVN/Sqlw+kf0VqhdeekF7DhzQnPmLqbdc0+bM04r152v9hg1q7+jAaDkhz/o6ZGq5NKIGHDRTp0/Rptdfisbaaeia5vK6+6u/jtOgiHK4T7WNzRg1y3Tk8BH5QoGbm1HVIC8akBX2dbdSpaj+Y4e1krU5+MqL2gcO9v+qeAyMFIXfziYHL6XI0u6TJxRQAEvICeOdCkpyYG0z289ABd7MUAQrGDhWHutRp0S6CP3K7JsS4Rh8Z2mTgeKTwK955FMOvGx+FWREiTamkHrvlcMwrsG4T5I08raDBubAzQhH2Xc93JT3YiRWkBM+yXE+1KoemdXAnmuyP/3bWM+ZMoqSfkK91G2ePFWzl61UHaGt9Zu79iqdOlOzz79IHYuX6lT/oE6c7kIujmqUcz5JHIYMfcA/yWhRKYanZ64JPJyCQwHcU/CsMDchX73zYIIsgW4Iazn+yQQm9S0MxE3uiE+gjp2XFpKkOmcreaINnBTPihr2zroNl+g2bibf96EP6L0336zLr7pSi5culRlaOeZai6HVgWExZfo02DrVAI7O3bt36V5uDr/1re/om9xU/OgHP9Qr3EgeZZ/Yn0lugqaLuAW78oor9J5rrpHRfyPy5q/+6q/0p3/2Z3r44Yejs28y/c6Zj4GMMfIrn/mUfv8//77+4//+H3TttddodGwUw2a7Dh06KPv/jkZGBpUk0rQpHciexVqxYqlmzpiupsYGph50+tQpvY1c2/LWW9r0xps4Dl7Xbm77jnHze3j/Ab29ZZu2vLFJm157XW+9uUkH2bf2Vbsiss9uffv7+iNOpoP19PTKjJlOHLtj0N50oiJ7tYxMNvoGxSF5//OPsyrsaQv+teBcbB2bOdbNOScCOecASY4nxr0cvEFKEpnvAKmahG/0yz/IGRrjWU99DmHjlPhEtlGc97AWZbEnjX+c4FEJIRUQHLIaVoUQecVbP/OxYoN3F5ixYER9d/7ZulY6Ae+s5cBNEMFKz5acbVnNC8yHWJCqJdW3aDcBQeN5Qe/4xFzybI8xVaYZqOkiePlz6oYYd86JQr3jQ5bItA3swPcsODmI6AHniAPi4wAP7ROfQkevMTsgEAAZB0PGJo5MCEJZhMyWAGD7Ux4AqboCgXK6qj50Sg1lTIKovPdK0xyhUxHhapvAmP/EiZM6yGGxb98+PHQv6aWXX1U/h9eqNev0kbt+RV/62m/pd37vf9Nv/Pbv6prrbuJAPKm/+uZ39OwLr0gulfPgzIJ6+nfORnLMAdqAlwkjw4mU4scihuM4xDLiMaSC4Wsg8kjykKKNJQ0m8mOc0jMPdeLIhJbnnJNzjqiTYSPDiEb0Rh5vcMugaxUqChwU2bixFMifABMERnNrX+2H5jzOOQkInlybNwadz6VK8qlGSiX14r0apJ8jfb3qt7EoN5qbV6yOw9MOTk9769vAmJVuWBvr1mmCXyJNKbAwgc7OOUlOLKkMd8MvKhMcmmWgYgUSNQDv2M9OnjYGLubqZz6OnEj/cdpV44H+qxDAP0C7jL4JZGtgB26F6/+MOZLBGFLqJYbSRH8ZB2pmhzrtrc4EBNpklh/7qw7qnFOSJDKvU319rZowNJqbGqOHtA0FY9KkVnXgTW5ra1Ejh3EBGoqRTPHN6CejzwrjjcLXJehvuyFlLYooCgN9A0o5zJ3zysDF5iL96z82r+ocrG0Vb4tJ1RLZx7IjkSxRBeecnDsHqtm8nSgApBhq/EN2mOBX+jJ8Dc7gzhgxzbwD86niRAvqGs0rHFppVITyFNEZ3fokUZ69X8sB31DfEP+kpR3SzjmWM+CNLSETxqKS4JNEaS6vNJ9Xxhj9vQNyklpRMJ1zyIZ+2V+XyqD5GAqYeTLH8OYO4GE1RfnQgYPqxXAZ5fbB/ub+brzvjzz8KF7+jXrowYf0kx//RM8+84wO4FU0xeqGG96rO973Pl1yyQZuI1Zx+zAv3oxMntQh83AO9g/oIAd6DbjPnTNH7W1tCow9gqJ2Ctn18ksv6/vf/S4GzkYdPXpUDRict912mz6CkmN0sK89/fSn92obyvvmzZv10EMPxr82U+agt/Yl5jAdT30r8+vHWBrCOTBaLqq7rxflZ1ABehaSFJ5sZJsGxT99ifIxC697DWMNwXMj7L0B5iv2aoo3M0lTNTY1aQUGSFNji7a+tVWvIlc3vfmWcvDiFVdcqffecIMuufhCXbbhYi3GsGrES5v3TuWxEc3DM7tw/hzZD5ifRJF66qlntOmtLXrxpVf06KMb9cBDj+jhxzZq89Yd+gmK2Xf/6UcaCl43ffxTWnrRBvWUgrbsPag3tu3QPhT2PpS4MmsJ62iMPVFmr1RQcBxnjBkdLLwCimjGHDJuR8R8Es54R90K9Cj2dCnr69E09uH7P/gBfYUb8suvvkLPPf2EvvPX39BjD9+vEyeO6sKLL+JmaQrr+6y6O3vU3NiEt/l9Wnve+bqJ25qTx0+qkE/V0FCn4vAAtDyiudyqzJ47R12nTqiVPf4mvDEX5flTX/6qStDe+bzq6ps1e/Y8daFwZvLK19bhDJuvg3ifX3ruWTnkRStG8ZqLL9MYivb+N1/TaQw241EH37CdlKbwM7JhoLNTnjUK8LKTlJFnyragic07MHfjjSIKqRkPZXg7hvCE7TeHLPdJQn+pcvm8csiinCnuuTzLn8S94uk7g7YV+DSwL3OU5TGETDYN4y0PSiT248DoiHbv36vjvd2qWD8NTVKSlxlLCX3bzXUPNwX7DxzQ4WPHlKN8xqJlaps+R81TZqiuY5oaZ81X/ZwFSqZMU6/L6eCpbo2OVqBvUZ2nTquPvTibm7566HZq7wF1NLeruaZROZeqAE3SJFFuHBKwz2M85dOcfJACNAnwDdkyejEVRZBkDmQDy6+QaSDmLVVlSnASLCm7xRlizn04Mux3Lhn917e3qal9kmbNXaDFy1apuX2yegeHuO3rVXdvn6bPnKW7P/c5/f/+4D/rP/z739OnPnmXlixewr7dqR//8Mf67j9+X9/59t/qr7/x1/rJT+7BaDgMf8zW1dxEXrrhMi1dslwdHdORQ4PRiH/22Wf10iuvyJwpBYzAtrZWLZg/F8fAfJVY56eeelo/+fGP9crLL2kfBvtebkzNmDgBzccwGNqpv2zJEl180YV6z1VXsV/n68TR43rhmef0xiuv6m322a5xY8S+qvn8s8/pyY1PIpOe0I4dO+JXtkwmxt/14DwZwDDMMPTra2tVA194lyBrhQwua5j95lgrSAolJeMl/bxPpLViHY1/3Hj4vxSM93emLeufgYTxr4hP5Ft6AibyDAmrYuAscaaAiAPssUKYYoS4T9JUKUyWuDQylE3SOWoCAaAOD2ne8cmE8M1kRUni5JRFnDL9go9VpNbPLY1llLh3wZkerVcDw5g6449Vt2jmPIHBRM5ECMPHJrx4LLday4E7EPFxtH3n4xx51QcMaEg9F8ewTCfn3DsbxJTlnQsxE1qSxyOAR6ItjyzueUcgw0syYMAzm7zEgTCAV2MIb5unMEkdtYzOgWqGF/OD7hkQDFA+ggFxK6nWoAm1LR1jxkAIwSTxkdEL+ZzsBqCCkM0QkFGRYCO0cqgtOF8tAAAQAElEQVTbobR373499eQz+tEPfqIf/+inuvee+/VP3/uBvvnX/1Pf/vbfacuWHUqSvFKESGAc5x39eSCR9ya+PMO66vCMDUGqcXLjM54XCKNgA7e480hbXesz2JxIV8OMbHJtcuSR4LEEvREwEmtLHJo6RwrgLQOKZRvIBKMdROdChblneA6NBqa4VjA+DDJTjDl4z47N+OP0dbFXp2rg5BOvBKMjV8hBjzTGi+Bezqfqx7Tv4sDq5UAfRFHKJQkHb06evWPjlDjUbCzQlWexJ4CEBE3lvJxzkgykjEMgg1YRVw4FO8jM4ChGQ7UiiCL7BKpbs4Q+UiIMJwMrY7moR8wIQ3D2sQyDak6AzkY3g4l+qyWS8Y6VW+0EGZJgdfiEfDutXIVy6AX9MiBAi0DoXJlxK6rgSa3mZcwno2vb4xltgrzRmPmBPnHJvHBp4mUKcwsep7aWZrW3tqAEN6uluSlCY2Oj6jFWcvm8HDSkR2Xg7mhnccMxiB7Js7k74k7v+oR3pWPynZnWdw5Zmc/lZaFnrHP7CfT/zhaxk+rLKjp7kbQQmKhLM2hAyopjvjM0Y17skwoW2rpn0BIijpdldEaKplQhEpNyzsnqkq1cLlEF5dH+V1+DkeFhJfCUGR+moNdyvV/g4CugnOWhX5ImSljPQm2N2tvbtZTbhjXrVkHfOpS8g9FjbQbAZLzXVt6GAlFXV4+yN6bjeKvttxFFFPpysRTz6uvqNG/uXNkNnzk29u7eIzvMTcEv5Avk12gYRXcQpePgoUN64cUXdQzjYd68ebr88su0EG/mJPCYjSIymduPWShQq1eu1Ey8ov0c4PaVKvv9ytUoA3ff/VndestNuhjld/GiBVq6dIlWrlwuUzKKeJ/tKxKHjxxG6W3U4sWLNWPGTCXea+vmLXrg/vtQUN6KBJyGAms/BrVELknVzE1ObZrX3u079SbGg3lZb771Vk2hXhdKXVc0UIaY76iOHTuuV197TRufROkAXnnldY1yK7dixVpd954bdd11N3IjsgjjbRAlqAe6NsSbIPv/P7ZseUtdXaegSapdO7fr6Sef0JuvvxrzurtO6623Num+Bx7QmxhPPRhjR7nNePG1V7V55w5t3b1bL7z+up5//Q3tOXFKtVNnqJ1bh7e4TdmKAn4QJel0d59OnO5WT/9Q/OrVEDTPihWJ86Y0PKoiCrt9TaaMIVZhDQPngac451Ol8EzOSY78CmcTk9WM6VP1uc9/Rv/nH/ye/u1v/xt9/gtf0IzJk3T66EHt2vyGpsMbU9mjpb5udR3er0Wsx6VXXaaD+3bj5W7CyJik08ePaO/b27kNmaThkQHVNzVomFuoEyjjM2fO1LW33qEpM2crV1OvNFejJMlpz6ZNOolxm2NdPPwrl1JnpkYPH1QBHl5/7fVasPY8nTx4UD3M2+Sjh0cbUHQbmlvUdewIt6BFFZoaubGWKsj6YnmMPVNiX1XkEinJJ8ojzxOEpslnT5gizw1y7BHnRP0yBntRxlt2jpKlxLN/AIvbvquYUcNGNFmRpjnsmgr8fUwnMX5O9/RiJHSqC/p3jpVUYi72VxDLaV4D7J8T3T06Rr0T3b0att961japXKjTKOVp2yQVOqZq1ur1WnzJ5Wqau0CH+gZ1gPpDI2MaHRzRGOs8BJ/MnjUzGrgHuD3Yw81gY0Oz0iQv70zZBTnOlEKSKM8a29euUnnlmEPGmRKQxQgUBSZs0sYMjcxDMyZoKEUgbbc3FWRTRZLVsfxMQRmCKfNOGTQrUT7CeWeKdW9PH4bqaQ0Nj2nW7LnacPmVuvjSKzR91my1cSvZzDoVoUkROjQ3Ncm+HvnRj35U//vv/76+/NXf0AUXX6wUA+LE6VN69rnn9I84Hn74ox/qhRdeUC6f1+2336mvffU3MVg+rdWr18hk9jB8ewi+eYM989QTT+h+bkXvveeneu3VV9Xf043+VYLPnVo4TzJk5nH4xJwMnTgZuk6fVj+Gd293p8ZGhjS5vV3nrV2jyy/bgJGzmPOoRe3oTgsXL4pfwbz9g3fq45/6hD768Y/oogsvkN3kB87ANPGaOWOGZs2apcbGJmXwXpJATOg2xB506BHmsIiGLDRzrlpma6DxqCzvHXEnB42r+U4Toa3ZLwWJFToLJBVoDkeoCoHwHGAt7RyyehGoRFaMTrximj542Eu0JaPahnjsjZrDkjcmEUxWKmUqswGCMRsMQn0ZEnEScnRCAwYipqBM8Kw1k4tMJ8V+qOIAe6hKPWKOHB5iZx5LOufo1bIILe4k55zsn6ot9Ys+1rfVcwzuPAjIUdXJORdDXtUnqwaWa316ORk4Rw6P+IwHMebJt7Qbr0emHGN4JusJnWX8XHCyf+JdBfEJZ2cR+3Wg4OQgqqP03Y/l2fiJ9+KhLsjHdagoQ8G0xQukswjkEVo6IBgCi/VOyJQxOtkMA7Wc4ZKpHJncqxGB3YDXuL6+nkOuEMerYID04VnpR1A5qJT4nJKkCiWuZbu4oj165JiOAN0IzJQN0tBQqySFIwwHhFdg/s4nShKD1FLMI4B/hvJTUWB8GVJWlzYZtwwBYMcrlsXyiLlsniHOgrThb0Ca0eiTx/oBAnTQxAciOufknJPR0jmniU8Yr1thXDM2ytC0jDetzPgVoGRX74AdIibsShwYVl6hXsWME8Is4ododRljZBNdy7FgNmdTrnIIi2qBUzlxSloalNXmNYJBUwbXNJ+TR/jYYVdmXMMnsFZ0qOCcnAco9z4hKxEZMR8dAO9fWVV8KjE0/OwGpWy4AWKOBs7Rh/OSnOzjnIUGlgLAQxGCxEPO+AOtEY4TmYaXgRXGata/JQCbQ5IkSnIJylMtUC8TlmaQKJSoYfTJWEfoZWPZ2hHa+jnrB7A1z8A7gw4ZNA6sTRjnjTL8aHMN5DmbB/Wdc8qlqWpRlBvwcDaj1LRgiLQ0N0cvt/3Yr8Bh5JNUzujovDxrU+YQyWwcWz8mnIC30zs/cX7vzBJDviPHORf7s/YGPkkk8pw7pzcavaMvKwMXW1sRRhAUpkkAqlQibXmAyItAPPIs+NoaBOgXoJ/BRG2GAkcbrQrB6pLpnHVCLeIV6DkwMKo+lJIBFE1zaIyimFRgqFKxIuMfB41S9rPhM4zy2YsibV+Tsj3gnIPmOZnSBEo8LipbPXgvT3EgG5ixUaip1Xnrz0Ppv1hr16zVtKnTVI/RMX3adA7+VTr/vPM0h8N2EodzA0qgKQFmqNhXo45xwJ/iYN+Np/HokSMoj4V4MJsBMHXqVM2fh0eXNocPHdbrKAlvoti/8tJLeuzRR/TGq69FpaIZHjh16qQ2b9mip595Wo9v3Cj7H4/3cavSjhf90ssu0wXnn6+5c+Zq7fp1eu9N79WdH3x/hBmzZ2r33t2x3WOPPabt27bhre9S3idqZtwixtpO+r3n+/+kIyguQyjGfXhlbe2aW1tVV1enYZxEu1H+n3/uBRkcoJ7x49Lly3TDTTfqwx//uDZceaXOu+QSrT5vnUxBmTJ1Cl7ZSSrD/8cwWEYwwOyrVi+98Jx++E/fBb6HUvQSXtsuFceGUV6adfMtN+tXPvMr+tjHP6YrrrpKDeyBdRecp7vu/jQ3Cndo9pLFmr5ooc6/6hq971c+qyvveL/2nOzUmzt26y2UzgOHjujkqU71IsNt7c1AtL0B66CAZ3F9bf+khTxnleTYfxmOE9u3Ak+nMvzg2eKjqgz1qaO1UbOmTWZPJgqD3SoN96qtIdXdd31EzbmAwbFXoz2nVOzv1iDG03Xvu00eXjuwf7camhp16VVXq569fOLYIQkZeWDbW5rPTU/nyWPavWun+kaHNSaphFwtNDXr1LETWjB/kXKJZ/x+nX/pRZq/cK5Gj+xXmk9URCk0xbB91hwtWrdevZ2n1X/iuAL7P8nl1IpB24RB09/fozKTDrQpEVq8jOwrZiVV2De2F0R+IO7YTgVkTi6Xl8mjEkbs6NhI3AcVaBLA2zknHjnaJMiFHMYBURltPbimjJ0v1Cihj1FuyOzH0Z3sxyGfV1fZ6xS61ymU7JN4u08xhy5uzIflFRpa1DhjniYtWKb2+UtUmDxNGXQoNjbKTZ6soXyNjveP6AhGZX+5ojHk6NjQiMZ6+jXIjVNjba2uuuYq5fKpdmzdrBPHj6rImiKVZXOM5xDy0ZFXAPuc86phrp7QeAORI+8TyfkImXPKJAy2EOlktLK0QYXKGbQIqv6r0Gc5QlCSz8kDvf19OnTkkPaw1/ftP6BuDJAMRCYzr/POu0Af++gn9Otf+XVdeull3NqM6eDBwzp44LAO7D+kkydOi+XQZPbNBTgXPvern9Pv/d6/i3/4YSp5h7gNs//E88iRozInwzFuKwJ6w9Jly7h1u10fZ8/ccP11qoMmz2OsPPTAg3rjjTdkjgs7U8zB0QxPFvJ5tbW2yX4TZsZjFzxkX5fayo3j5jc36QVuM5556knmsEv2P5s3sBZz5s7VshXLtGLVSv3/mfsPaMuO40wX/DP3Pu56U957h6pCoeC995YECZIgQU9JpCSq5dXdmun31lvz1qw3M+/165YnKZEESQAE4UF4770rVKFQ3t+q6/09du/5Is+9ZSCIamlmzZpdO05mRrrIyMjIiMxzT63hYGT12pO0au0arVyzSguQ5/YO5rG5QQ1NebV3tKoFZypmL4tjr0IhF3SIvFcZVV4FnHMkowDOOTE1SglTohbXZJyiqoNTGnAUmAyn0r8pnJrPRFK9HTG/aYCaMRtImdcAlEiBMAmhsJNLHTV5KWd4ZyFJgU+JG0ipEgcoIUbFBsmnLgoClCIgYsRVDK7EFpNVlgv/ZAMRAwNE3BqyPTTiwwMJHRjQF7UcYCUI6tHjI8R5QxsWAie8EHVCeiphbJmKT7Z9LPkpMevYM0jJYo7PqS5FxNJeTvY4iLZYAAc2pAnlQ0eG9yw8Z6RR1+posq7+1cdqG9QLulAPPtKWTcgU1HPtkxJOcs7JFqxNlXMgwkhS5jUJhlwSBMHSJwIFJkuKKHkhJZ563JRkgvHlvVcGBWgLLJvLWmGZwW1flRjkBG9sbFQlTr1KnDgUOakfHhxWb09v+E73IM5JlpPKFhabeEy5GBhNJOWRB+e8XABoRzZEnykylaD8U+QsAVLGYKHVSyljYPUhBtqTSTBGgSUfBJGQK1qdjIcgfBibnHPyBt6FMk6Ss7hzcs5JciwUawOgTaM7AHGjxYzdCo63GVwVM3wnweiuQbuFgm4HiEVkYM06SRERO53PZTKyTdHasu+Ip96rzNjLbCrG9ziORFHV4EmNTYKqpJ0FAeplYkUR5ajr3DF5SaCzlqQyWhPq1uBjiBNaZedoZxKcc7Rr2H8d4PJxhSxl/BdDJU6fU5luMuKcU+QjNrOMCg35AA0oT5Mnz0JJ7UaD8aXwyeY7ZUNPgywmcvDNEU/Jr8HfKpt4lVPUCptxmSvtMvEy8dIkVOCb8dKMA/07UQAAEABJREFUJJsXa8/Tfwx/MplYJr/2/X0z8mxDKXBSn4OWmM0jgte5TDbMufE1pXfn0AuMyTmnf+vjnJNzn4DQiAufxz7So9FP5oSMT0XWOQRpMJ64RQJYsp7mk+rMDfwDS7yOsd4CWHmw9jrnoFUYR7WgSzLZmPmKlcMxM36JshPcwA1wazCBsZPL5ZTDMPJRJBaRjF9V5Nby7ITS2mxvaw/4kdGRENqNidXLIPM2HzY/h7sOy4z9QfSIkFXbT6rMoW3sc7mtmI/RtxCYy41Fa3OT2nEcZ2JArWOj/tptX9Ef/eEfym4sJjC8zJC3rynY7/k/98zTuvP2n+nHP/yR7r7zTj3PieXhg4dUxCmwr0Xce/cv9Y8/+KF+/rOf6Zd33aXHHntcL7/8sjZv2Swb415Ov7d8tFWFxgadcupGTZsxXaMYeDluyi678gp97/d+F2PnXIyCdnhW1vjQsI5gpI9gpH/0zvvqwpgxA6b7yGE9+MCDehuDZfuuXdq2c4e6cMBMbjs6OnX6mafru9/7rv7iP/2Fvnzbl2V/cF1lrQxymrmL0/f37dZk0xYcnT3qOnxEY9Bv/DuJ8S9btlSLFi3QchyHufPmaPWalTpl4wYtX7ZM07hhWrlqFXRP0/6uQ3qH25E8Ds8VV14p++qT9bt46RLNnDMHx+Y0zV28TNVMg0698EqtOftCDVZS7ek6ooPchvT29WtocET2tz/2B7FCf2SY92ycFZpbtj5rOKApDocwJPFO5ZAFoQNTTqxrOEExMuiTsmoTw0q4qUhLY8rF0hlnn6nP49AtXTxPSXFIDVyTZDDxWxpyKo8MqsAhzA23flGl8oQS2h4fG5Hpgqqt+3JRc+bO1rB97YhDoN7+Pu3eu1t/+6N/0CtvvcHpf7dWbziFfjKaNX2mmjKRpjF/Z1x2kZKRIY1iVHvmd6S7RyPcnsXI85wlS8J8jvT2apBT7e7hQXHypqZp0zXcc0QeHuIhq8i47ETevoZmzkcV2iqM33mnBg7o4myGJVBjX5zQ6OgQjmAJh7EmlpniOEPoGE9CGYU4H7xOkoN9VbglRayTQmOTmts6NT5R1dB4RQOlmg5zOzGeKahnohLih3FA+1k7E4VGlRrbVG7uUNoxXTlusbLTZ6nS0KQunIvtGOJHRsdVcpESH8kTFlxG2XKibLGmZhdr9ZJlauWQ8TAy09beqmw+q4lSUfJedKEK+4jtJTnqZhOniCF4lEmVNVvDkUnJl/M6Hqwe6kOYSgHMqLR4ghzVAFO4NKGQpg3b6xzylSs0qLm1XXlCK5bLNaizc4biqKCR4SL2xaD6caBq1UQLFizUhg0btHjRIpyAduSmQZ65qLE/jw+PagSHZRhIIWb9+nX65je+jhPyF/rqV29TLpsNa/9NDih6evtUZLzj6JMq8pthHqezljacfLIuvfQSXXbZZeibs7Ru3TrEohlH5F3ZV7fe4IDjCDe4dgjx2COP6aGHHw5f0fw1N44G9it7jz7xhF546UW98tqr4Se9n37meW396GPkd1Aj2El2U9LLgYodzOzfv09HjnSpp+ewtn68GR25ExkYVSGfAXLIUAyLI9nXNovsfQnjcs7BdwUe61Mf8g1POeO3RQ2Oj1v6XwTq8R7NTplUqxvA4kDyCQhlwMkKHa05GQHvAljaaENuLBoK215VB0N5ExTKIrROEcKbMDkyBA0751g2VtnJnpSUCWmKQQE7EASwGBoVpKhKHRM+MMde8qwc1Y52fSzTYkh5yLG4QcqHAcE/eyfxRgp9nZhtyCkMcei2Io6OjQRHH5aWahRKdWxEJHnrLVtpUcOAOG3o6JPKOWrVGzmK/dcjKUUMCHgtZkD06GvplHZtSgKv5AL7E3icEjcyUkqnlgZsfmwh27wl8L3G2EKcNpBVStobahBJgPpr81bF0BvHyBjlxK4UHIsJFGiR/lJFKAYrWUHh2K/fjLMhjo+NaYxTmXEUYRn88PCwsizcefPmyAyOKsZjoBu6UmgxGkXc2rGxpNAkJUShkrIJBmmCQk8pk0BsSv4UOOfq1ewTvICQx/gsfgysgOScC2AGkkchOeYn8l6OuJyTLAQcOB95RXGEgosmQ1+Pk2f5ssfqGFicPq1vm4OEcRnPLZ4yhpS0MKTFGBSM6ESOUNRxzikHfwoYcZ54wqlyFMUUTcPmk+GEIxs2KUozPptH60e04JyT0W70WAjKXll+Qp/m+KSBZ0kdR33Ls5kGQe/6lMeBMyCYekOFqQR0UDO0Q3tTWCuS2phYPKF2yAPrrUQKnSl89ApjhA9VjBLjkSceOVenm3k2ukKCatYHAaiEIFVqY0IezdEr4uCWkMcijsfEJIQ4sjqBAWTxEsrYytaoRwNyjn4Aa9c5h1GdUQGnwwzcPCd2WeIRG30WJ9lk1+pEng2azbXeRGSo4yAlbkDwm153LNOiztknOKoaLVMA5rjX1ekVIaATQCc8cEZTbZwQ2txDuE3FVJmERALP7WTKwDjrvJdzjlmVqmz6KfOYy8WBP5lslvWbVQ2+m8FJMQ4gkE/aqaL3rX6+UJB9zai1rU15DDdrY3RkNLSZpb7RlIWnjU3NKpjRJqcKJ6b2tVA7uNi/f78euO9+/eTHP9aD99+vd99+K2y4AxiRw4ODKjGfNeSllZPFBQvmayFgXwXpwChKaOfQoYPatWunNm36EAPgPv3Tj34k+4lb+961Z1RN3KzUMFJL6KRScQLjeVimp5oxDlevWKErL71Mf8CJ6Z/96Z9wK/Bl2f8DYv+x3+zZs3TaaafqwosuDOMzx+Gnt98eDAqjf9bMWVq2fLlOPfU0LVu6TAXGan/v0MWp7MEduzVrxkxuK87SxVdfFW4W5ixeiLFaxpA/HH6YI4O8zVm4QPOXLFb7jGlSHKsP3XkIw6ePW2T7G5AUHZR4qdDUoCx8LjM/Q+TNmzdXy5cv1WpuR84480zd8JnP6EtfuU2XXn6F1mNorz/lVH3u81/SGWedrZa2dvX2DXDzfFAzMKAQFoyZXvVaPxjXu3btxugZ1REcjA/h4RtvvadMQ5saZs6Xb5mmXmjqxWA7gBPU090nuwGbwHi1v/cwg9NhaKaVCjcH48CYapUiTkdFEXIWISeOLdTKOFvfGOYpUMNor+E01CZGlQz0yo2PKC2OqgG56+hoUVtrsxob88ph9Fa5aVixeqXOv/xKNTY36IN331RPd5cGB3vU1t6iI9x8OPbpZnh07jnnaOmSZTrjgvN1/nVXK20qqAz/BhinM3llPxrbs1u1gwdk35V3tYoGuT1rnr9A4yMjGuXE20NzIzwbhf7uw4f00eOPacezT+nglk3cXu3iBmW/4tYWxW2tKjOmCm14HBqT8xp9RJFjHVU00NOtwb5eVZE90+mFhoKcczg1FVm5MgcodjqOGkBKJc869MhAEaO3Rt/WXsT8FwpNau+YobaOWVKmkRudqspxXlFjW4BC5wxlO6crbW3VODIyghwORV69rNkj7Mn96MExOqlGGSVRVhMY6UXyIh+rkXSLIhVwajIjE5rT2KK57Z0a6x8I82dOXT6fk/36Ww19UsFgs9uPKIrUyJrOOq+Mtc1hY439PpvJyAz1FPptjAa2Fyk8KaKXol0A6pjuCGBl0VM25gDEE/qSvLLmaEyboUWLlmnd+lO0etVJ6JhGVXCUqhx6j42VtH37Tr344it66aWX0QGbZLeY3jsclA51dHQoB52SUxkZHeXgpI+b173cdLz73vva9OFmnMJRLV68iFvWk8M6H0Z3HeQ2cQ+O6CFuvkrM33x0zmXcfFzOgcOZ3Jxs5CDiVG5kbe2dccYZMn2Ry2RVZX22cDMxc9YMNTY2wIuYA4BpWsrBwHzWOuyT/Y3R5o8+0sfbt8luP6z8DA41WpqakP+cWrgxbcLRQlRYoz3au3ePtm79iFvVTTrIzU8VB7ujo01t7W3KMrYG9NvUGMU4ZRX16Y9lucks59xvKjpZ6tMCdwIyZb2ciCDF/AahngytjO07CWUtrpBZ/wRFBXuPtZuSP5WyJjQubjxMWqy0AeXTICQ0QjplMAagqcontbyP5PhXrRaZ/GJYdKKcwMtRz4C6hnIgnHMioL51T74mAaMmYMimWfIn8ZP5BEdfK2dgiKNlqeccHzTugBSwfANLW4MuJQYo5FkLVipVvSeC4946A0Ecl+2I1/GO5kiQbW/o1iL/BpiqbaHB8VUtDctkE2mLtIryt0WbuiT0m2LoJkDN8Bi/VRRilc3boGZxFrs5fglqIKHG8W1bHC4QpHIs4CjyGApVlE9RJZSYLcSU3BxGRhZFk6IobDFUyTMlW8YgLGEsDKPk7WfvIpTnHE4rCw35wNUKC6fC5pNAl4AUWgK9tFOPCwUFQFeKbKUM9HgATe+ScwZ8qP5QLNSrf4CjgOUyBHnvA9hYIpRm5CNFkZfzXmRMgpPFPbjIe/IjGe0xm0FEHR9F8lGkyJMHeBr2zsl7BVqM4tA340kYVwK/EzamGhtTjdDiKY5USl5wRCYH4pyX8TGXyaJIsnLOyQzmhLFb/9a3Jh93XOicC2Wdc8e6hgnGK6tbY+6rbDA1+FqjrTptKYHNnkQthYf6vDoG5JDgM2T/849UJt3OhP2EzESGc1gjDjmsh5Ql7iNPnlMVnoxxO1Zl/ssYHtZOJs4qijLQRX0vykEjdRzGhJDPFH6mhIJfFk9IWztBjhlf3QEpIp8TKPKixthcxnCAx9l0J8wRYVOcAIrIpDklJptlZNB45JyT0WbgPCMGcjiBDnpj5j2BdwItHus7hQaiR98UfkP40bRFAs4igMXrReo1U3D112IGNiqAQvUSluvoEkYIcF4OkIHppUmwmgZW2sDi9b5SGc0pdFs4BSEP2i00UTB8Ch+tbgDn5Bk7RViSqSKc3yY20NbWNnnnZYcJFNGixUu0cNFiee/RBSXZz5JSQGYwGb/kfJDdCpt8tVJVZO2woRpPUxr3zPN0bivmzZ+vtrY2mZFiRvTsObP08ccf6fHHH9WvuIm46xe/wAm5V88+86TeeO0VffjBe3r5xRf0yzvv0H333K2nnnhMDz1wr375y1/o3nt+yWnlCzgf2zSIEVvGqJ3gZqK5rUVLMFinzZulBZzsn3bmGbrokktkxsN5552riy68SJdecjHGzCoM5ongjNjfn8xfsECLlizSnLlzNcLpeo8ZrfDGeLFs2XLZV8FGMf67OBE+eOAAJ55v65FHH9FeHI45s2ZjwB/RopXLNYt2MjhaMwnt52PnL5gn+xuSiy++KDg0TRiKo6UJ9Q4NagB5NSgxbzEOSSOGdzOO1ez5c3TyxlO0fOUKzZw1M3zVaAb8q1YSdR/p1ZEjPdyC9OgIDkH/4JCYCOXyjYozednX5LCDtHjhUp17zrlagkFexeg80t2tgf5BdE4Ox7tJp6zfoNUrV4f/J6ORusLRjjFmahiwI8RL2YKOcGJ8kJPYQ0e6Mex61Ge/qHbgN3sAABAASURBVMPasu/0B2AdIng4HeVgaCfWMfrHIWwGPoE0ZNxCxxhlOhAwIz+Gt1TktmNcKXrBs2/5tIIujNUxe5pa2psUxalWbThZ85av0Emnna458DL1NfX1dDGOSLt3bFFjQ0Z9e3aqyu3HV798K87gIi2gXIHbzOLggCrcXLjxMWW8NNF9RC7yaumcpv5d2zXCqfJ05jaDDh4dHpIrFDR93XotOONMzV+xUtNmz1WhqUVlHNft776tHm7DWucvVDOOXMI4zCmvMl7JyfSL/Tyz915xnFHMHumcY8hJ3fZhHQiIokgR+SJPcnKkbR2l1CuzZ5RwqmvwLMf6mbloqZaeeroaZsxWHzdhcXOb8s3tKjS0KMuc5bkVyUNftrlJrrFRNnflyBNm5Nl3I2RKcaQKvC2h+2rwOcv6b2TeKtyiDe3cpRrORifznmPOitzeleCVj5waWptk/wljRVKRsY6xvlLiOejNQl+eNe6oE9N+nM0qYkwkVaPtKlCjTo05r0NNIRS8gAdVoGLAXlIBSsRL7B8lJ07yqxrA4e061DP5d0Yjsr9TmiiWJfRMnMmqvb0Dp2Gp5s6bL8wa7di5Wy+/8poee+JJPff8C7JfetvJuhwYHJT3kRoaG8JXltpa25CXBlXRU0PkVQinTevUnDlzlYcHAwODGPtbcWhexKF5UfY1Lzvg2L5jmw7jjBQKDZpHnytWrNY555ynG2+6SZfjmKxdt0bz5s+T/b8cHZ3tamI+sjhu9gMISznkOPmUDVq5epVMx8yaPVsJ/Nvy0RZ9+OGHYU2NYDP19vZAV1kruLW8/pprdTNtX4rOWLp0Eao2URFnvZubkB3bPmb9H1bEuGKbA+flnIODJl369Ae+Uui4PEfyODgu53806pyjw1QpY6nXMen4BFheQNlHKF4vCrXUlGhCxz0BdxRZr+Mt37nIAiY7oUMDMqmcMnhikhEjEITee0Uwx5MXwJNGaJ2PYTxlJFEMcPIoIR/5EHfOmEjbCGkKQG74RIdBrqUmgSYm92NNPSkljA6rHUKEul6PwrJ2qUs0JU4sVCMZUp6UxRlYSFtpA9DhTfkM+YRHmQ0CcmVXhqwxqlKKFzLqbZDpnJNzjjLHgYhLco7QQIQBFB4blyUnmwo4+3AgnTOqUlVZ2AnjC3wLmVaaCJOdolxSCEqtDJtBUASsUEsLJUQp3snyEJuGOnXuOe9R/hnVlUkkUyiZbIHNr1WdKNxGFlUZJWYOxgRGnl2FTxTHOUEY4Vp+QL2c+ETQ2NTUqAzGXFNLsxxzW+YEoczpSGI0YYgnwShP6jyDmvp8MFuTtNjiNIosyzkn546BR15kAE5OskA8zjnigEfWPLRHkWIgAjw4Rx3nnOr/qBBeUuA8eVbGE4+8V4ijVH1EPAYII9L19khTxjmrK9ozXkKt0Q7fa/C6xvhMCSco4YQ5SDC+E/ApG5WjjJNkdGXYoLK5rERbNcMTmkLx3slJDNNRzivyvk6Thc7LnjBv1DFeJWj9hHjo2+gAEuQgYfVAGcXrNBJRityYFNGVnMWJ8BIn1wGf9k7inTsakcUCgHPOBVo94fE455wSxl7B2IrIiOCj806tGKANnPKIx5OmmFLoT5DPNMCkLBj90OgZsn09K2FM5oCYTFfYpM0hNudinCvyUU5p7TTdZHMQg8w2ngFCS49i5NnXVcYxnMaCQ1JWGZm0zSdwBgLsq1vOQS90OEZneJEOcUscByn8TaFFhAEEl4/GkWbiYCwS4LiqjFhysqf+abFPA0cp5/gELB82EDjgxDelL8NYkEJTnY8JZNErL5FAg5UhAqU1DIEKeryqBLkBoRonibXEq6mxmbmpb54zZs5UJxtzK8ayGeA15NicO3P6TM4q6IGiHTgAFda2Oc7GX7tZKHIjNc5tw9AQemFoSDYH5hDaz8s+xmnyj3/yT3rr7Tc1e+5sbTztFK1Zu4aNeb7MEGhGx7Rg+GSysUo4qsMYj1u3btELzz+r5559Rq+/+oree/cdvfzSi3r99dcYS1XLuAkw5+L6G2/QVddcrd/+3e/pt773O7JbgbPOOVuzZs1CR42in3rUg+G+dfMWvf3mW9q5Ywd6a1CHjxzRtu07ZKedu7gN+Pjjj3FqizrrrLP09a9/XZ+/5RatWbNGzrEOo4g+E+3ft19dnJZbWTtF/Xj3ThWR3QactwKGYBme7NixU+++87bef/td7fp4u8aQx4y82sxojDJqzBXUQnxaW6vaGXeWtZBgELFoFBM3mN7ZoXEMws2c1O7evUc7d+7RXvresWOX9uzZDy1eM2fPxxBbqFKposGBIcY6oRxtbzj5FAzVRk3jhLyK7rG8frsJ2X9QH320LTgyqCo1NzXKR/AbfTUE3d3jZY1B3zC3sX2sqx4M1ENdhzmN7eX2aAR5qcjxL0MdZ4KHbqtR12g3pyQl7mjYIV8e+Y2A2EkWWnkrJ+o45xDJhC00kSfq2B+wssRyV8LtQIa1eNG11+vKm27WORdeoms/90U1trVr/kIMMgpNnztLDflYEXKy8403NMAcdm/apD4MO/ufznuZkxQ6GttaFJvuYc17+Dtt2kwNbt0qB53mJJis2s/n1nCuojin1umzlCs0qo1w1alnacaCxTq4fbt69uxVrrVT7bMXKIE2W1tZDG+nCGcoF8DDlyJ6ZoI5KzOGbC6nPPIQZWKJvBprtIZO9NAT57JoOFgAH6rwowaYfpogHOcQZCc3gFsOHlQJZzbLSb4yOUXsGYVsTs3Q19LYqCYM4nwmC8+cUvhXrZZVQzfGkcOgzqqQz6ilkFGTr8lxY1Tcu0vF/buVLQ4pnxQ1MdSnwcOHVYXmDA5EHjlsw+EtMa9jtDUOFGtlpRwMNRawBfIF0YEgWXEuJw89Fei1sZo+tnEk8KZmtAC2r1VJ26FnGSVWpJ1RbICRpKLhSRhh3QwxF4cHh7UXp+NI74BKlZqgWKgmuShWlnFmGLecx7hv0dp16zD8r9Tnbv68rrzyyuCQvP/BJj3060d0z733BbBfqXv26WdxKD6W6Z9Z6LSVOPRzOWBobmmGP3nlOUxtbWrWvDlztHb1Gs3k1nLXrj169NHHdNedd+uf/vEn+vu//6F+evsv9OhjT3FjskWH0CEjOINNyOJJrLGzzztPJ+G0zlu4UPO4KWnraIP+shpZVxdedJG+/s1vhP8n5JJLL9bSpYtVRnfa/0f0zDPP6G30w759ezWIozw6Oiy79T3AzcsR5r2CjZVxYs0N6WNuQN5/9x1u/rplj3NkEEkAqR5PhSwZkJcCMjAkOOccySkA8e98naMNq2shYFEa1ifBOcodB/pXHyPU4FhBO6SQN80A3hRHHEWkPcI41bhHeRCXY+SpEjaphAWfIHgpQmeLrRrSbIi0i0zz6QRdoR1iSsM/y0+VUCANaTqk5L/21sta18RY2Cn1ZTBV0RGhsxAQnXpBQYNhDZPKYjY+C+sY+6ynUqIulAgRYo4OiROz92h/x/d7XDalQzHr09AGAQeCV85ZSqp/SrI0iXQSROicgzcKp8jiieNIDgVjtFk5UShlcRsk8CFhQSfwvcZCtzTcgat1Ua0TT017odmUhY2hWKxo3/5D2n+gi6RTBqUWoZBqlLGTM/uaxACLxIwQOxUdGx3VOJvTGNeVpnBXmJfP1X+Nebff9S9imIjHQZv1kYJPaeto/1BEdv2dpCXkE6eKHHJnYPLnHHLmXFCyTpJzrg7eWyLEvZVHqXvv5SzuKCOFPOccER19nHPyU2WIO+fq5SIvD0RRJIOYTcDCKfDeg/ey0DnqSHI2jslx2ThryL5tJAYJm76BGLsV85I89bx3ct5ShM7L+vHWEu0YDzz5EX37KJKPvJyzci6wrkr7FaBGmwlhynzb/CahrniMgQbMNzLBApUBTdCO4Q1Uf2gSJO8kzsoboeQ64vVs+wTBOxVzzslPga/zwxM6R4lAx2R7bEwpJ3qtrc0qsFm2WMippNhaUsqJJ4X+BLAxkET2iFneZBPO0Sa0WJkaG3d1CthkKxgTdutmtxvjGLyjyOQwJ9TmiFjajGXbeEa4GRlFmY9iFIwRr5Q4ScM4snVkG6eNJWKTC10ZEUAaaKjTYvGjQL0Qn+QTRY+LMUXQzVvH0cbRuBUE6n3YmAAB9oIksFwRBdxRIGIvebz1TNLkT/F7EgeSApP9O0LDg3FeZEEFOkF1c0cpYzD5IQcDJR/kz9ax3Vy0trWF08BOTohL3ByZUTE6PqrhkWGNcoM1gjNnvDW+juP4lZkDm5sK80IvNOlVQ+5tLo5w2my6w9aFeGy+7HZhHrcgmXxeHhlPoGuM9sc5yDAY4wajiOFmP3VcwShx3qmzs1MzcSJO3bhRf/D939f/83/7f+h//b/9r/rjP/ljXXf9deHUsYfTww8+eF+vvvJKOLm0zf2FF1/UVk4Ld3NqvZdNPs5mZH94umbNSZyCNqq5uVnTOFhZwi2JnWIuXLQIA+NDPf7EE3ryyafY9Ldqz549evDBB/UPP/iBtn60VXmMoHfffkcPP/Cg7D8je+Hll/XYU0/q1Tdf1/adO7Vj1y69/fbb2vLhFr316qu69667dc/P7tDjv7pfzz/yuF5+4mm9+uTT+vitd3Vg63Z99Oa7eu+l17TplTe05c13tHvrNu3CkDYD5YnHn9T7ZlBjiDY2NeAEnaSrrrpGX/zil7QBXdva0q58rkHLlnFSj1Hd0FAI81nCmOzGYXjzjbf07NPP6a233sFZe0M//dmdeuDBX4fT4WYcpTlz5uFkTtP0mbO0duNpOuvSK3T+9TdrySlnaKSaqJdT2cPcfuzjtse+BtLX260qc2N7ZeQjCflOmKMyut7wFk9JC1lwBsgZS1dYDPKscYf82UGCgR1MGJhuTNATCf1Ze5HzOB8VVbp7VB0YUDt0zpo9R5dee4NWn7ROV19/kzL024DjMXfmdDWwB+V6+rQax2Cc0/zlG07V6JHDquGUCP1YaGmVkEeP8d7Y3IqBuFilQ/XT49aOaSpy4h9hVI/Y9+y52cq3dXDD0Cw7WO2cuyAYvjvefEND8LOB8tO5kWimTDZXUMwemTDGFHqc8QMZz+byGJ5NnLg3ypGeQO+YjqnCl4Q16ZFBZ3JPPIE59ncUJeymEu10Q8sL3Po9/uLz6sJIzdiNVzavHDchBRyOXJxVjj05H2WU9zEQqQEaWqClyfDQkaefBvjZBP+zo0OqHtqn8V0fyfce0LyWjGa15eSqIzgePRob7tcEOrNYKqrM/OTa21TNxDLHoxZL+FUqoK87ceAacDRq3ED4KFIaeRyDmuo3NYnQkgEslkADOw8znQao8lliHkZxNoZqJfVVxtVTHFE3cIQT/R7kqQ+nt8qYps+eq7nohhmzZ6mdNZ/J55m6FL0zIfu64GFubLq7e0O8mzm3/9/jkksv0e9x4HDbbV/RaaefHpyTbm4uX2Lt3XnXXTgOt+vOX96t+1mvdls8OlBDAAAQAElEQVT5/PPPy37tLoE/9jXO07hlvOSSi/SVr3xF/+EP/0if/8KtWnvyRp18yuncPp6koZFxvcG6fPTxp3T3r+7X3fc8oE2bP9bg0LhqaaQVq1brM5/9rG776m36+je+rmuuu0bTZ0zXARyIvXv2qVKqqhO5WcEN3vnnna+1a9fKfvDE9puEPdzshSPcTH7ATcjzL7ygBx96SPY3I48/+Tg66Inwa3Ul1lcbzk6WOXZwOrzGZDP+UubpEy9TwFKyjDqYfNbBCqaTeRb//weo03g8JWxZlnTCWUVYE6UsYLFA6lj7pIgN3qLUt8HZanMulUc4oyhShCCTQkkZyyhkZYFQdjKEFcTqb51pFq/D0XIkLX4U4L6VhYvEyORNWTwEkOAsqINFWeRTCedAGBiCqAUQR2C0GSWER/GiLR19ApqxUSJU8UdzwRxtk1K8RysdF3Hukxn1tHOER4Gmj8bhGXE4H8ZIVHHs1YAyyGa4RcK5sPELmqhFT9DBQk/YzBN4kSLYKYv+KIBPDT8JCXkJSiplTikqu9rs4+pxyJQRBkUXJyLvvfceJwdbwx9bVilfZBGY0WFgDscwp3ktzS1h0dvXMyqclo1PlOWchx6nhIZT5CbMFZhjdIZE/YPhpxSwska3jTPyTgbOkckreyzuaZe81IC0hSLukDUXkYdD5qzMVHlC419CKMo75+StvPPygHNOjjQJsok78P4YRD6Sj+oQERp4b/lW1qnO+9B6mIoEXtYYsxlfNXibWHwK4IPhGepRNkQ+YpzMJciQJwcpEeChy0vO+nBh/hPKmCNTY6Myo8zKJ/RnmZSirI4+zjnZPxEGegktfrQAEcsPQB6vHDh7Q5wP545iNJXpnJNzXu44MD7GPmYckVLyTZ5szo3qErceCXLa2FhQhOyyf8mhUFJ4YnNuK87KCdFNkd1UVfhoCVJWRqqzmAI2/sBT+CD6D+OiTWvXR14RAFqe+TQQT40NxjZ+u9koscHZibQZ2LWK9ZNoZGQEGaW/ULZGvAZ9TA99BPoIyTrhNfwJiE8kLD8AeGvZOeOZkzXs5CZDyaIhX5MPWRZLCafAysg+aEM8zpHp4b9BGK+TjyKZEe+8lxi7CJ2FlHXi4cOD8+A8OIvbsAqFLAZ4XiXWaxXelHDIBjjltk2+hw1+nNM9kzPjWRlHr8jJsTl5Y8UJjZtTgo4oYjgYVNENcTarNk5oZ86erZkYD/aHmi0Y97PnzNaNN96oP/2zP9ef/Omf6mvcJlx08cWy70LbqXBjS4tmzJqtFgy6AkbWNDbuxUuXciOyFiPgZF1w0cW6/PLLtWHjBnVyG1PGqDx4cL/eeP11/frXD+vee36ln/z4H/Vf/+v/ob/9278Jf//xxhtvqruvV6Yfdu3do3vuf0DvsrkjJGpqbVG+gEHHyW0LJ6B2C1dEr9n3wZ997nn96p57dS+np88R34kzMYFhZmO0v7OwP27PUc/m56QNJ+uSK69QI+29/+EmjJJf6R9++Pd66eUXlcPA3HDyenVitG1Ghz7wy1/pjn/6qe6540797J84Tf3rv9Pf//Xf6kd/9w968pFH9fjDj+juO+7Sfffcp2eefU723fDFK5bp5s/frMuvulzLiWfhbz+HP++88z4OFo4ONytF5sF0gP3q4CYcr5deeE5PPv6oHn3kEb315psyZ2Dp4qU66/SztH7tOi1atIRT4mmym4y3331XTU3Nuv6Gm3TdDTdo3YaNmrtkudoXLNGhsaJ6MTQnWHd9OJ1mzPX09qkfnhZxOE2GIo+8IUi2xqqVkpJaGRuhogRZsX5TjGBzQoQeROwUUVxK5FwaIGU/qgEJbaT0k1IoRVxr6AvTCR65LSOD1aFRCYc39pGmT5+mLPWzrPuWaW1aOL1TbXJq4EYzhwyn0DpzwUINHjwkz14kdG5aTeVwbJpaO5TDAUkoV0WWC4y9Fbkbx7H7eMtm7cXJHKS+/arU0PCQeroOStDUinO6Dwe2a/eu8JWmwjRoaG5SjhuJXKGgGIcgm82p0NCoHHJVReeM46RXKzXyMoqQBRcOC71SB8CImJP8uKFJNQzuUeg7NDym17dt17vcStVwIpsXLRaCKodTEeHMWNv5fIMaLG59xbEaaLMQRSrAqAZJOWQ4YY7Gdu3W0JYPNbL1Q2X6Dmt+Q0aLprdoemPMLYhXPq6pWhxWcXhAZU7bi9BaQh9m2ccbMfhHcFzLOD42vbnISeiFEgc6Yj5JqQzvbE3UsCMcdHBKqRpjqlKhBiTwLCGsyqnIHAxzezJYntAQ4RC8GWJ+B5KyumtF9eCMjCEX9v93pPBmCEN/aHCEaUvloxiIlIF/dnAVE47iaB4+3KNDOI+Huo6or39IReazCdpPPe00ffkrXw4HEn/0J3+ky9AZTeiWvv5+vc/aeAGn4+GHH9Ydd/xCv374Qb3xxqvavGWLPt62Q4e6upVn/k7iRuUCdNNFl16m89E7l11xpSy9hrUzY9YcFRpbFGcKyuUblcXpF+O0g5negT6NsS7mcINieqKjozM4TF2Hu9WFw9SDM1RDFpcsWaIzzzxLZ5x+uhYvWawm9OMMDlXWoSuuveFGfed739OtX/2qLuc2Z8Mpp2guurO5uZElVFEC7zy85VXK3lhjXdUIU5uH48DWWIo8sKxUB1YXkTQAGZOvI/xNQLacsxIW+3Sw3Cn49BL/dqw3RqUwK8HQcQzQiwEweFMKst5oswYkyWTCM1wTIpSLRzHE2YjJyTE31CSL6rLHBQakSmCWJhtKyZwqkujEp86wBCYmoY7VowkKWQ0C6k59Gia0Fdo2LLSlnnqi/mRaEAmNYRyTdS0nNRzFHYqN0oYit95iSJNXt4LqFNbL1eP1whSYKk7NMDRQIQwFJOec7J/+ledoM7Rz/PhjFEFHW5uaOUE24bPTI2vK8WFkh9Di1BNKXRgEAYink5AkCQsbQHCrzG3VQubV+hxHgR9ioexCCdvmd/jIETkWVxRlEP5EppCqKJBKpRiuAgcG+jWfa0bz/K3eFk4FBzkps69glNm4qhgn1m/gH3TJRm9EElo8gE0mYOMR8+bCPBg1qaxuyhgS8uWcHFPnnJMn4ryFAPQ5wBuIMpKcs1ZESzrhCWWclyffMpyj/CRQiZe0dwrlaM8Rl4UoeB9FRL2iyMv5SDoKXlS0V4LvKWNIoNkUQ+Cv8RiosBHVWE8StBGaExHijM3KMS00GcuZMndOzjmyrW0PH6QEJyM1oG5Yl/QDhyjDS1lKhzrOuRB66DZw3slP4pyr5znnRCF7JTk55yQBFhIY9y2dOvoH7wBLO9JOkbxnUzgOzPGIHTjyEjbSGptUwo1bGTkZGupXsTSqJC2roSmL0o4VeQlWyQJi5KVKYIDxJLWQTNgiZ5nQ5BwlJ8M4zgS9kseZacAAaGTTacKANCXe3NSsRtaGnf5mc1n5iHmijZTGDEyOQj+ky2xYZdtgaZcisrVt0YSN0cr+SyCeeh4R6AyftGe4MFGGCJCGz6mPo2MxBB3xynBHS1kblgeEtgjtTa0QEeeI8Fof9Xwn5wy8IsbpmO96W05kaOpxcrI3RV6SoANSecpmOU01eawhmy0tbTLDpoaBZn8XsO3jrermtBtxk4tiiQaqzGkFfpUmDfEyt1llcBMYPHb7MYYBM86tUhV8Q0Nec3A+5syZpc7ODjVgpHVzkPH6y6/ozVdeVc+hLrUyV+ecfa6++rVv6mvf/LZuvuWL+tKXb9O3vvPb+sa3vh3i55x7vpoxHirIvBkJd96J4f7z2/XjH/+T/vqv/rvu+dXdOrB/rxYtWKAbrr1WJ69fh31Uln0lL49ROHvuPK3feKo2nHGGZmAUuExGFfTdAAcm/ThZ9gfcQxiZg0ODWr16lb7z7W/rP/+n/6Tv/u530R2J3n7vXdkflv/2b/2WLsEguRi4+TOfkTlCN93yOd3w2c/ohptu4sTzqzrn3LM1Z948zaKfgeFBvbv5fR3s7lLbtA6dtGG9Lrz0Yl113dW6+Qs367SzT1MjTsmaDWt1xXVX6bxLLtQ5F12gs847VzffcrO+/dvf0mVXXq6W9jaNY/gNcbM8gNPRdeiQXuBk1E5uezFmSuTZ177sK2jPP/esXufEfOcODoo4zd64YZ1WrVypPsrZbdWpp27UKThL9itZy5cvl/0dS0NjkwYGB/Xuex/oyaef1Wtvva23P9yqpKFN05au0qgiFRNmP5NThXU9PDQiu+mu0K9zHpszowz6yvbClHVTZW+oASky4EiLtXxs/0mUkjYQ68Y5k0tHTBJxbFRJXtlsVplMFCCXy4FxctSrcRuWjI0oKY5xKzIhh9EaxYkGuvZK1ZJmL16s6r49aua2bri3X0mpxolzWd5HcoBYX2IxNba2q8Dth48zKiNXezDUu7r7NQ1jf2iwXwd2bdcQ+5oZogs4qZ7OzZDpiZ0fvqcDH32oCRzfGL7lTPe0tSmPvvHwQN6pyoKx9RIhZxHrJmaNefqp0XeJtVLEwJ/AcB9H94xVEk0o1rDLaO9oUduHJ1SdMUfxjLmqYNy6TF5WX1GsGmvX1l9pbEKjA4MawsHox6jt2bdPBz7+WHsxrA9s+kDDOEdxf4/aMfTn5WLNa8ipLZYK3DJHOIYRc1LALsu5mqo4HmPs74Ps993cMBXhxXRuHCL4X2GMDmcyy1oRzi1XXcqhT5kgJYZzXuZQJeiRipdKjL1EWDTAEBlFzwzbLQd7wAjpiWysCjohaWpUFb1dKmQ1mnUaiaVx6vZhM/QzLtgkM6bHcX7GuC0aw5i3tZwqlc1jAT3SiXPUOX0GN5YtzKvXBPpniAOkgaEh2aEpU6A5s+fpiiuv1te/8XVuCL+omz97s666+irZran9bPcAzuZr6KGf3/6z8B8N3oXT/8ZrbwbZnoVza3/DNX36TM2dO1cLuAldxS3pxZdcqmuuuZZDgBXB2TnS06uuI93avWcvNxObuFl8Wx9u3qLR0QnNRmbWrluvk9av14oVqzRv/gK1trWFMdghgf0q3/usud179miEg944k1E7hzaLFi3RxlNP1znnnK+rud284YabdN75F6ittRVzDucDu6KKY19jfdl6E1pK8OaT4MA5JutTAaRzjiX3m8FThkJyzLFzx8oGHGnLB6sTADyvnHP0ftzLupMMZ2C7lIEg29KEx70+YQa9d4oQnDAQQjFQa9NNxjX5WL4JTWgGofMIoI+8qK5QnnKWZwBPlNJ2ahUC3rB1QqZwoCdflBWLzuoYhG5DURNFyZpIyU9DZLKKFSQaSoC3PAIKg5T1NRm1ZGjruLThAEc5R1hvarJQQBgSsDjoBIVIigYMQQBOVpdB8+oYONX/SbAmQD3Paeo5FpvC0F6IOvkoor5ApGriVLC5pUmGSBi78d5DaB1E2ylZwNSgKRMYBa3pJKA9EGR4S7pSqcrA+0gJRA2NjGmUkyZhSEYozQqGyfj4RPi+ZLE4zuHTsIaH3KKldAAAEABJREFU+jSE4opQbgvw3M0weO31N7X/wEH2mlQllIEp68QcmkCHwkPzkyH0MZlT6foc2YylIZ8BqJ5HmhNyTZb1cnIO8AChCEEQkBYcMBxgcl5vLVVCi7TCJ68zgGOEoYyFoE58nTxteITYR14RfPEuUoShbeAJfZSRZ7OJopiQuPfyx4FzNCwDmzJoQGEkKP3U5oK5svWTsE7MSKtgzFleHEfK0Kb1LavvFAI+JZEIQIw8S2nycY6UvYR1OqNASxxN0gQ+dZ7SFKIN9wkQafE45yTKpYKP4FJAxiTxOCdHnnORIu8UkT4enOEi8hx9ppNjZqzmeCZKVUFR2pgjGyNKNmNlJTlZWSlBRlKgBlQDr6hFfZpSBI8zyGGGk74sJ4D5fAEjucDNXyNroTkYpk1NLWpobFKhqVF5Nqcs1/QRvHTMXUovof1EUEKHpJ1zimmzgZNHhXgE7zOK4ogk8kExo+d4AHXsTWmLtTOVP5UBmujkJ4Hlgwivc04uxBRCsmXPFM7iAeBBCK0UmVSTg7/OkahnMI6UJV2HSdQJgbO6x2GMDtNVBhGHQhnmYGKipDE2SeNnBC+MH6LeCBv4BOs9ZXw5DL8CPLL8lP5d5OUiKYocRVMMrSqbcEkjOB19A7060n1YXZwUHz5yWP0YbxPcjhRxVDZv/lB3/OIX+scf/kgP3Hu/3n3zbfUe6VUNY8f5GIe0WQsWLtTsufMl1lZP34D27j+gV19/Qz+9/ecBXnjhZb3zznuc5L+jgwcOa+7s+brmqmt15eVXay2GwRIMhKXoojkYCxtPOzU4BF+49Uv62re+oe9893d05rnnqJ3T6jiXUxYZaudUcjoGTFtbu2bPniP7Clhre1twuOx/Mt+1kxNu6GvCQWptaVWZQ5nK6LhKw6NqQsZGMHbs53IHcVxcFOmc887X97//H/TZz39BNWT2zfc/UC0Ta+M5Z+lzt92qL33za7r+czfrxps/o698/av65u98R5/70he0YNkSLVq+TGdfcK5OPfO08FWNGNmNmHPTD947xcxPK8bHUm6Crr/+egygq7V82VIJSdi8ebNGoGExhvd8+0PYZcs4mGoI3xuPoSsDDb19PWppadbChfOxI8dlJ7DmbDz62JM4HM8xb72aMXO25s9fpIsuuVw3fek2LT3lDEWtM3RkeFyHevo1grxMlGvo/VENDw6F/cA5KZOJgBhSEiU4HQlOQD0ss8eUJdsDMLoT9hk7jKkRT+GryaRSh2p31JVQAgFM3YvF4ZBFTwcptoIwdj1FLE2jMvFLxkeU6WjV7u1bVKJS8UiXMs4rMZnONWq8f1ATg8NK2b9qGPspTrUtrZS58TgEJeR7y0sv6cPXXtba0zdqOrybNmuuFnBD1DljlqyvYZy9bDbW8pPWav6y5Rimo9r94Qc6cmi/EuZIOLcOB8Q3FBRzI+HijCJuJdIoy7qoaJgT+lHW0gSHTmM4a4Ok+7nd6EeOBsZL6i1WtHdwRNvg73i+WWNRXkOlKs4NAL/H7e+mkDszrHs4CNjLLddebkYOcErfvWuPhg4cUrG7W56bmhacixkNWc1qyWt6Y1ZtGacGGJlh/I4DwAQeOHRqPo6VA5/FuUBwlELLGDI9hFOTwzhunztHDF4ZyhYcTA/1pBg5Mp5EUaxMNgMiUpndtWTgJXM6xqFhkNuMPmSgX4w/libymQAjlBtEPoYwnEfYC8eYs0ouozSX1Qg09Pf1K4NuamppVExYxnkqY2+k7B0RdT00h/7jWFn6jzMZ+SiSizwqIxPAbj/6mfNBbslKyFtDY3NwFK7kZvKb3/iGvvs7v62vf+1ruvyyy7Rs6RLlc7G6OLh49qkn9JMf/Ug//ocf6rEHH9HurduVRVjmc3CybMkiLVo0X3PmzFQbhyCZCJqR2yjOsg81qaGhVU2NLUoTr4P7u7SVutu279SefQfVy43MELd1I8jAGFCGJkwZNaB/puNotBQaJTzuIZyuXm6Ze3CAu4/0aR919+7bL5vzUfRMlTVjurvGPNaYT2ZF3jumySZIcOZ4YPGAcYAYg5sC0vXS9U/9f/A451idgIXHgcBKXiJ0zunYY3HDGxjWaLTQ0gYWr4NPUBhOVSWuIsWpEggXk+wQGGfcM2BQKXgzGGosLlMmzjmY4ulaSjAihIFlTHDOgbMOXWgrGAPUV3hc+FQo4+QC8YJvWAsIMzEdfRwpqwdYf9YiGLKJgavHqUfc8mkEFHmhhINaIvRgGAPRp43BsHWgA956nBwrRNrasqjhSRKQsrohQRyMvaAsOA4oYEjAIbAQQ96x8iTCezyGGgFnHykC5hxLj/EIZdDS3Mh1eRvNpCh6u3OyminjAshPDUxZEzIBSqnniDtChZA6hBZPk4QiCaeEidLUK00i+SjLBrVYM2bO4jShwk0rYI4EJx8lTiGGOSEb4eq1qbVV53MCuIhToVc4Lfhw81Zo8qqWKhyQlGXyk0KVjg6mTidssGEBlmaekAZNATQmSQpNAHEK0QINhNfJOQB+EFFKmJIOcdXn1VqsUYMmplrU0bgTOQChvJdC/XraqLC+6s05OfI9+d55OUd6CryXjyJ5DNQ6xIpQhN42HIOINPkREFMmYr14749rQ8SlOk4o2kiFfBbllVeGDTxhvVTZZFMjOnVy8qLrAJ6I8+CODy0OWHs+hOTTX+Qj6kSy0LtI9Xwv76aAcnLSJ8CdkK7nGspJcs4+j4UKjzuKNzlTmLM04MhRlInV1t6hXLZBFYyWEqeQ3sVy0CEne8UMECay5qfaSE0+yYkoF8PfbC7PJpFXoZBH2RcC5HAuDAqFBhUwBPMNeVk6k83SVqQkkRJ4mKRSjURibU7Sl5I2YbC6VTZCkznnnbyPJDmGYesBoFBKHZoAl1pqMhRxwDLqMU09FA9l6ulQoB497tNaCtXATZWw0OqCEiQI0iUizhmjANlDSNrmUYRynhcgtNw6WEvEKCrx4Zwc+X5SNi2eMH77KpVn82zixkhO4THDMAbXjCPXzrzZH5hn4XO+oVGNTY2cMjapvaNd7Z3tam1rUVNzg5qaGtTY2KBsLidrx/4DtZHRYXTHhGro/gmMhwoyvfH0M/Tt3/kdfft739Pnb7tNl1x1VfhFqPFySYe4DXnvw83avHWr9uzfr92c5B7p6WM+G7VsxWpdgjH8+Vu+pM/e/EWtXHOy5i1colUnrdM4xtnzz7+gJx59XJs++ADnZZHstuSa627QXE4ZEwiyP9yNMG7M6TCdMY4hZ/Jge9bo2LiGOWiZwMBLYH6Zjf0dbjmeefYZnKpE83FmBjmR/Ojjbeo61KWuvfvV23VEJco7+Gnlqxi0YxhtZjzJx8rkGrTmpJP19W/+tn73+3+k62/+vJasXq18c7PKrO8h+jQDxL6OYYal3RJv2/6xtm/frvfee0+PPvKoHvn1I3r2qWf0Ng7ah5s2axAD2HsPr+EHzseaNatCPPJSDfm1g57NVq5vUCuWrdJ111yvW26+RVdhcF104fnKZrIYRFv1xJNP6md33KmXXnmF25m52rhxo0477QydcebZnLKep4WcuNrNYRYjes+hbrnmds0/6RQNcduxA0dwaLyswZE6z4Y5pR4ByhjUiRlDrK8YgiJkKeF0vYphW2XfSOBpaoYTkFIuxdBKbVEmiAuhM2BLcoApbZpRinwaWJ5nXhwibV+osDAibn3YDUhDa7NaZs/WgT075TBWU/osc5rdhoM5Dm0entWQvRrGM70pRR4S9KF9dW7rR9u1b/cedcyYqyPbtmnXm29o6+uvyb5iZQ5fPp9TCjEjI0PIQlUt06crxxoYGh7Uji2btG/ndh0+fEhJNqeGadNVmDFT2dY2IbRYTT58zagI3ybsZqOSyuKjyOsQDscQBmgPvNnPPrqD24YBeFJC94wWyxpBlsaQkRIOu/F1SlZTSdlsRm3QMB2YjRG8gLW4iBuAGQ0NaoB5vjwuVxqTx/iPGa3xTObkwQOywUuGx3RWFh47jOKI+SvEGZWYnyJ6ojCtUwk6I498T2ePbyrU13XV2oGGKIok8quS7LZjgjU+iqMxjFPRzy1JP46C3WQMMlGHK+PaM9in7Ye7tA3HcHv3Ee3p69NBjOl++ptgf6hkIg1wcNEfZFxKcEp6+7q5ORhWxjtFjCOSUx4ZjqGpxljK2BjjGPKDOMADA0Os4REZzyrYoEXGUySf4QXcIW4JD6BThrjhbEaPreC2z278FtvXns46U5/57A265KJzpeqEnnjkQf3wr/6bfvGjf9CTD92vl55+Wi8/+6w2v/sON019asKx62hvU2tLM/FGFVjrLU1tmjd3EY7MSi1ZukJt7Z1yERx2TqZvqshvEZoGOdA5wvgHobm5sVGLuF1qZt6OcFi7Dydy7+692r1rn0ZYX4WGZsUZ+C54zPo2OcywD3r4wRSBFRwxMKmQJhP10FAA3WrqSS0BztIWn4xa8v/HgHL4F3usU+WT4igKdliJSkhrqlrk5Rh8iiBYdRuAWJiOEqDkHFgGyCdNp3L8MyGN0BIOTIDUPmXFFeqHGJmUrb+Wb2A4gbK4t4isedlDHxbUAWqggU+S9pnQLhoNmlIAZHitSkosDY3QJm8KWKOpLJIqBPWPybgmn5Q2J2k2DEWn2rOMEAdnWVaqPq56qv5Zz3QE7uh46zmf/DRKDAw/FVp7ZigkbFpikZuX3tnWitDnlLAIHYpbQGp8CEBHhDLAaXNAPZ5wulTnz7GyaHvKOUcpoknqVWTROhRRS1ubJnA2iijICXM4BgZUYrE3N7fqlNPO0le/9Vu65ctf1ZHeQT33wisqc1Lj4V+CAsow555+0+C8Ss4xGgPZQ9yCT0AK2QnjsHHW2KASFB3UKsyTqGMv4KlHED6dI8ZLAhakkyDRlFIqGlieYVKQvCHPcM45OVZxHRwoA183zn09rOd5OcqlkyALybe0CJ2PFLEu/CRE8C42iGLF4CLWjQ/lvJxzsvUgZDOfj9Xe0aTOaa1qa2vE8QDL1bSYD0GKc9BAPatbB6sbKcKhqac/mT+VjmQ0eR9pCiLn5a0tFxqW5OScI3CE4nGfAE/awMmpHuqfPZbnwDodnTfk0eLORYrjvCIUcA6nIwtgn6k4UZFzMaAANh9ONm7mjrkXs2N0Rj5WBO8C/wgz2axyOB8GZkRlMhnyAXgcRZEieBIR+sjTglRhUyth8JgTZwalgbXtnPUm6E1keVmMBsfWVkNOhYB4yycM64OWUosTWp7F61GoBm+4Oujf/tDEVCVrtw6GSa2LOqAw7A9QE9BW/OhagEbnXOCfvJN45SULrbb9yMTRNG1YXcML/qaTEBnf4KsZNeOs7TKGtOmSBjbE9o5pipi3yHnl4Luj4RjZsU0/j3ORR7az8DmXiZTnNLOhMa8mDkNaMISamppCHeNLnadSc1OrTjvtdF173XUYuGfJ/n7Dfi0vZg5tjZsRb7cHJXRNNpPVNIy4uZw+LyZPI50AABAASURBVMVAsO9Yf+Nb39EXbr1VV1P/89wQfPO3vqNrb7he6zaeopXr1ums8y/Urd/8tr78zd/SxrPOVQv1a9BuDsfQyKj6h4bZzEfDCf1gf7/6gTGcjb7efh04cIDTxX0aQLeZzNitgN0o2N+ifP8P/1Cf5YbCvqJx3vnnaSXOwzgGYWtbm9row247zGmw/xRxP8bD7r0HdLinT2Z4nHPueTrr7HPU3NqmMYzJYfTmEAblRLmiChZRGkUqs1bM+WnGuMtjgHT39mn7zt3aun2HtnOyvX//PnVzmn2QtosTE9q9exc3Pu/q/fffkzkZ77/7nh5++BHZ36EU8g1asWK5Lr3sEi3lxmP2nNlMd6qPt36sJ594Sq+88rIeePAhvfDiy+wB0pmnn65LL7xQ5597rk5Zv172/7EcOnhYdupqv5x18OAhGX9mcQNy/jU36PzrP6fhcqqtO/eg7wc0BP9GgSGMqFFOq0tBfhDBurDRB1JDnDNKtiwkl8XvMMIDoNenwmAUs6+lgOCHQ+/XIcFITmX1EWEFkJBEyRwRj/xHTvLcqC0780zt37VVaSGrNHZyGK4ZSWao5eBLAs/NgBcyG3FwUWR/2rP1I2168SVNnz1TC1esVo6T5+UbTlX7jJka6u3Vvo826xAn4SPcJNnftXQdPKADe3fL9MiseQuZ/5k6bP+vzEdbdGjHDuRnSBPIXBX5HWP/7O0fVDdO4EiY+7JGcTbMARnHARnDOB7AAenCoe2aGNcQslCFrir0efRYzXQXa8F+JGCC/DJOU439wsbmsxG6oSZ8LOXBNZJqclKTF45ETY6xpUlFLFd51qejTTlHSQo4wNY/ejH8lDF88hi1bPjyKBkXxZqgvbilSVlucAo+UmsmqwZ0QI35KbE3VclP6A/mqhxJw7QxQJ/9OJrdOB1HiPdQptc79TDP3cx7v4s0mm9UqbVT5bZpKrZ0qIhDW2nBQO+coRo31WUGlDChJdro7j6st99+S+9h7NtP0H7w3gfageM/jKw1ccM0vb0DndIECRl5xhTTfgbas+ilTBSBgzA51ejb/t+xHm6KNm/6UI//+lHd9fM79dADDwUn39bxmTgeN910g37/+7+j//Jf/kK/9e3btPakJSoXh/T+W6/pgbvv0O0//IF++oMf6oFf/kofb/pANexic8ZmTO/QrJmd6sT5a8ShycRZDhCb2M+na/asOZqFQzwNZ3XmrJmyv3lr44ajDd3RQfkYegcHhpChw9q/74A++uhjvfD8i3rqqaf13vubwtcfI8aT2jhYFzUDWxvIte0VNgWOPEc6QCqFNUIo5tvAAv07H2vGIFS3vS5E/kc/rOYUTNYxIpELBTBcQFjkOKBOw7j8WG+XJoa7FWeqchnyEeLUU4GXlDwfDqJCKMfAHe06ZaKspciVIh8TOol6DiyJ8B4fDwjynGjJuOUISacYjiJ0IW04TT4Wd/X4ZBASIR4+bN8LqBM+rG1DhCL2YWAIBhyCqbRUj6UhrMfF4hVsS/lIwachFE/It1knLnICTNKuow/lidc/iXzKa+3UwdGKo0QdbHE558BJ1UpZ4jSjE4O1HWNVGKkmiAFMqRiAS3BQDFKLozQSS6MkLEzBGYjRhEad5L1XmqbKcAJRQ2GMcCWczRVQtJJ9J3F4aFBRHGn1mjW64uprdNs3vqUzzr5Ab739oe67/xF1HxlQUnWaGBvTzBmdWrlimewkNEVZKTyOrpzEOMQzGRA7/k3pL5H1Hxaa0c14AplUDSWNgQYkHBnGdi/HPxDQb2MAzetAnAif2qfNU+op62kDcF4yMFlUJEfcOQuPgeU78N6DAzy8m4IIhWIQozTMsIrjWAYRCtG5iLadrGwmG6mjvVkZFG6JU6qSnW4x3oh14iMfyjhIEUPwjjqAs34I62nKTMUNfzwEvJfzVo9y5E3VlaNBAxECDpBB4KlDJABLHwUvaQoc+byUhdVBXkKYSAnzNAWGo5Kc8yqy8doJjmPs9h3xYrGmKhuC5RtAInNFjDZrnPqJuYh8rAwbXo4THwszcZZ0pg5xRhE89j6SrQtsuEl5qctNGSNjolii3xI3LFWZoW3losgrRn6nIIoiZWjL6ErlZDQnNGZgIuFkT8qHAcHxb+Cf5BylAkj1QRD+m95jbddj6aSOoRGa5jO8KY0HmMK5qdKEEG55mHZhDBSt17EyVp7Q8iFWDmZTg3KpJZVF9nIYJ2VO48YxqMsYOEUM5PopdkmOf63chrTjUOTiWDkfha+y1DCsSuPFcAgR9BG6BXbCT0+bsbKZjPI4KHSEozmhCkbUnh279DhG8h23/1w/+eE/6h//9h/0d//Hf9ff/9e/0oN336v9O/eqKd+gLHNdYv5szrxjjn3MZt6oTDavKvMzipPUzM3BqtVrdNLatbJblNPOOTv8/x0RRsl4pRK+4jKOQTqKLjJnCuHkAK2ocdIlDlEixpHF4SzkC2qgz+nTpmEozOIUsxW68xgTM7Vy5UrZiegMHIzq8Kj6du/DGN2mZ598Wo89+aTuvvce3f7zn2vnrl1qxFmbMWuW7G9Bli5ZwW30NGEjqK9vSIcOdmtwYFgVbvqq3PjJxgQv/aQM57mtW7V6lc6/8EJdwe3EbV/5sv78T/9E//k//bm+//3f10UXXYDTNKznnntef/d38Ozv/0H33Xe/Xn/jTdlXMcrojSsuv0w34ojdeP316OBE991zr27/qf0dzE/0Tz/+qe7ghmMEB2zxokX6/Gc/o9/9nd/WBeecIzPYaqyXGoZuGUO4jJHr4PGSBQvVgiHVc6RbXV3dOBqDmrF0lU6/4gYlhWZ19Q+pf2CME+kyUJR9XW98rISxVlaF0/0aDkaaeMmAxZTaumbNe3SEtZ9iRLFoMZJrR8HXErmQn54QChwtycAEG3G2QCZbMfrBJYkKLS2atmyFtm3drExbhzKcQqfwO5fJqzw4Qnn2NvhNUyoi69sxau1vB0677ALorWqMGwyfySpmLjZecY1OuehyrTnnIk1buFSZppZwe9Hf06uxvmGN9o+oyFgbmjs1c8Eydc5ZpH762LZlqz54+VW989Ir+mjTVh3pGdAETkYpiTTBvlisOZWAMvptvCr1s856cSZHnFQpINsY9xFhDmhtbVFHW1tw4MvIcXF8DHbVJNZvzadKnK120qw7z57h2WM9h3wxeSJuX1EqVUuqwqyUfSbNZTk0jkk7pW4S0BuO/Bzr325AUtZNHFMGblWVqmrrBNmIcZISeFZlfqrogwp5aTZWJePVXymqn/666fsAtxwHmaRDrKsu1nCP8X7aLDVy+zZ9/amac+rZWnD6eVp61oU66cIrdcrl12vxaecqbe5UEXuxE+N8/sL5jDkT1uApp2zQ6aefqg6M9IQ+R0ZH1NPTjaF+KPzAQQEa5s6crkVzZ2vezBma3TlN09vb1Y6+6kAemlmTpoMakON2ZCKLPjLH3r66+fM779SPb/+Znn/xxfDH5a+8+rJeffUl9fX3aPrMDhyJZmUzTtmsVyGbUUdTozw3aR+8+bruveMO3fGTn+q+X/5SLz33bHBOPfZUKzqps7MjzFtrU7OaGhrUjG5pyuWVg68N+bxmTp+mxazBRcCsOXM1a+48LVy6TGeefa7OPfcCDlxmaQw9bD8P/Mprb+i1N17HEXlSTz/1JM7JXjnnFKNoY8LIeznmUCbUFjJvKWC8SuFXAEOA+7e+Vs3sKANbZxYaWDvOPv5VsBagBL6wUI8rbfip5FRLhqtDHdMgXxnsUpQMK5erymcZiquJ0fNShMF6ScTkzAWmrmNRKRHMyYb+Ujq20zfb/K2clXbUmAKlLALAQstLQ9wzVsN7ibISIXhHPAUE0+t4Jwkgz0LLq9fX5AO9aT0aAoqK8hY4C52OPpaf0E5qEYPjcqCEsaQKk5yGaMi1sikfznk5R6nj8iRr3ED1h7x6fSJ1zLFPa+NYKsScc3JuCrw8QuZ9FHBKqoqYh1nT2zVjWpscDDc6RMzAejB+G87ADCmDGsrewilIbW4A8TgUGtxSghIjqRKGxfhYUXaC2cgCstNIO6G8/jM36obPfUbrTjlF8lk99NDjuvOOe9WL05GPc0rKJRZ+QeecdRoOygplMEAcG621aeCcU/jnLFWH1AJLG1gcfhiNVWgxQ6NGaJAkKfQlAVJRi3LoTdpTAB19Qm5I0Z2cc/IGntD4SNy5qc6mQslizuvoY2mFcp6gDt7qA5H3zIHXVNqRds4phPTjIspj5Po4owCZWA6FIfJSudCHKZAqc2IKtb+/D+duUBVOnyIrR4n6fKXEpl5HdSfnaNtZWAfv63Q4R77Fp0KLA44+naOsnAS4SRA4S4cekH2LhzzwbjIteUlOAgxXB9YAc5FOQn1e4LmlmROTK6tBKdYxykCRijgfZMm+alWuVFVhE0tA0JWcc3LQ6TEMbOwRYczGlWMDy6G08yjsHJtGFl5mgJj8MGbnkQWpioVXLJdlX58ZQWkPc009OjrBTV1ZVfqhccXUyyKLAbKxYjZNqssM7iOHj0BXGVqlGsZRhQ3YxhD4ok9/nKEdn/XXUkik1TAIycmPybSVC+WJTOZ8WhBKw5djeVPlp0JyQtSF/sJ8SDJ7AwSZkg/9SE6SGRYp7aXoCEuD4J2UF3hufMjAixQ94L1TDXm0E1YTwda2ZjnqZbzX3BmzNK21XVkfs8ZrQFW+JnlKhL4x/sQ6ZUYU0042jtVQaFAjp8jZOMuNwoFgLP/izrv0xFNP6ZXXX9OmzZvVz2lyG5v1Yk7oO6Z1Ksdct3Mq2I4BYTcvJeb1UFeXdmHcv/f+B3rdvs75ASfMhw5rcHAQR2JcA319nP5/qG3btsluZQcGBkN827btGM1dlBtSFcPadFEOOZo5c5Y6OzvDiekMDIElixdp7uxZ8giE3XrYCb6d9r/wwgt6+YUX9c7rb+mhO+7RPT/4qR6/6z7tObBP1UJWC9eu0pe++hV97vOf04oVq9TS1KLIRxrHyRocGlFf74AO7D8IHNIghvoYzov9QlPMJGeYoxSaTIAjCaekInMAHPyPvVc2E8NZqZeT97fffldv4GS8+eZbauQ26eyzztLlV1yuz3/h8/rq176i7//B7+nss8/CGOvXvfc8oDt+cafs1PTtd97TIDc9q7ilue1rX9N3v/dd3frlW7Vy1UrFtF//490xHTlyRLtwCuvzFimBrsOHDmn3zp1qxwC29dbPePpHxrX0lNN14We/oNE00q4DR3S4d0gDQxOc9g9reGhMYyMTzElZpYkqa6uqmjkgOB0Ou8CjUxxxz/gNLC7WrmONOvAO/eEsjrw6eGJpGT6knUzWRBmJBow7FrcoPHfQvPz8i4IsFGnTRxk5F7H/5OV8jFnslW/vVJE6m955V3t379aK08/QIhzXacz9wFC/egb6NVgsqQ8Dt9bQpMb5CzVz5RqM47O0+ryLdPJFV2j6stVqmDZXyjSoF8eiv2/eOnhpAAAQAElEQVRURZyKEuMbZc/swwEZGSvL/EvFeQlnuQIdCWGRcLhY0QiG/Cg6ZoTyY+WqfZdEVdZMmbVWrJRle10mE6mpsVHtbW2axvpobWlUPpdVPp9TLp9VlMvIMYcpjExUlY+dZILlE7hTU6VaQeeWZO2VsBdKrM0K7deA4LS4VIi7HJxJcRw8YQ0nyNk6pqmIvctxA+xxPDxzUrKvJtJyCl7o5QnaOzI6rMOlcR3E+TiI3HaDH8TAr86dr/zy1Wo7aYM6127QtNXr1bFsjToWLlf7nCXqADrnLdbsxSu1fO3JWn7SSVq3YZ3OPPM0zZw5Q7af2MHCjBnTObhs1DTW6Oo1q7WWm83Wtlbt5NbvRW6qnnryKb3y0ova/vFWnJGDYe7LjCEbRSqwzhsLBTU1N6m5pVkt3CguXrZcl159pb78ra/rtm9/UxdceoniXE6v2d+Q/ezn+tu/+4H+6q/+Wj/iUOS9DzbLbqzsFz5HccbHGOcEMDI6gHO7RS8885Tu/eVd+vu//mv9zX/7K93+4x/r2aee0M5tW8Pfixzmpuzgnp3qPrRPlfFRZSQV4liN9Cdk0L7eWUIGmnBW5uHkr+Qwd8269brsyit142du0rXXX6f1G06W/fjDag5YZs+eoyacmThrLTlsUSnMFW0plQxS1klKxJJhM0vA/xveUN/amITfVNU595uyPzXPahgEYpG8qUK2Rxku5E2266PyoDJuQplsojjvEHAvy5syoj0J78FBrBP5HlAkO+Ew8CgFG5B4nHN82muhgVcacB6ko7aOAdxz4qFdgU1TUoajvHNOzjnVHwsB8tIAsJ4Ibz1bICdjIaBoPbSIIzdlKdaHbSUNQr5FQiNpKGO4gLJqJIycKRKcA8kLWgph+NDRx9oxMCEJvSkUc3yy/mUgHgfY69xUzFKSJZ0Dx2vGXoJScVxntjXlNGdmuwr5WIanpFxQzzYuxoQxkaBIEpREyslISpigTGqAxQOOMpSUPVYuQUlZfo3Ti8HBATazAUVRRqtWrdFNn/mszjjrbBZrQVEmx2nbAb3wwksaGhxWljKViTFmflwnr1uqdWuXq1Ytyv4Q3Zt8QD+vIFDOMRAZjQDx9ChACcxIyTZeC54lKLQairqKAqyUy9z2VFVDEaZsSLaArQwTJNHeFLjAA4XHgfcmk5FXhELy3ssBITN80BN9hklwlJ4ETyjAOcPJovLe4lPg5UOeC5nOOTlP247wE2B9ehfLR3GgIY5juchDfk2Dw4Mqc7UMaRLKP44cRoeHEcgdc0dEzjnyRKjw1JNOzht48ISuDnIUAZxzcg6Q0RkFZCoXQoETTHaTadislBwZ3uoAIs9ZGUCiPhtrSn4KPiFeB6ca+fZVkQQ5StJUVTb9MD+S6vRFcs4zTansNL3EKVoFhVtLxfgFXpJzimFAJs4w9pxCiILNspHVnY68cqQz8C3y9fF66tAEbaRK4JP9/cAE8mFfrRnndK6CIZJI8nEk43eGTTqTyShDOzHxlPpGr+UXKT+OYxRFmTo91LO2U7hSDxVWrbWXOmkKRJyiOhqKPCpYPaK8FgPhAAFHyztLAYQ0Rg5l628oAm2yRuGzyBd8D2nDTYIjdOCtqFP9cfDf0qDJrePqn/RAXqBmMjRVZOOXZ24olDBCZ7KXjVVoyKqxuaDOaTga2YwGenqUsv6WLlik5QuXalprBxt7QbkM8wXPIuuQBq0lz1gZVWBEDT1VxpCr4mjaBruCzfW6m27S7//xH+s//pf/SX/xP/9P+tb3f08XXXeNlq5dI89J7wA3EgdwBN957329/vqbep1Tv7ffejv8UoylH7j/YT3x+JN6D+PxJZyCXz/8sB5+8CE99/TT4asY9nWkjz76SG+//TZ6MR9+0Wnhgvma1tGh9rZ2dXZ0cqvRogJ9ZRhrnvEZVBjfpg8+0N2/vFs/4yTUfkr3oQcf1rPPPqctm7doaHhYM+bO0clnna7bfue39P3/9Ge69Wtflf18ZwQPJjDMYK2q6KsxxtDd26Nde3aryEHMvHlzNL0TPU1fdnpqJ9SOBZCLYmVcpDxyHzuvfk7U9+zeo+eefVYPPvCg7r4bZ4ebi3feeUf2Hyxeftml+t53f0vf/ObXOB09O4zh4MGDGGJ79NKrr+lZTm/f2/SBMvmcvoiD8Zf/5f+iP/zjP9IXv/RFnXfB+bJfAWrHiG1satT+/fv13nvv6aGHf60777pTDz/0kJ544nHG+yy8e0tb4eGyZUtlXzk7//zzuNFp0PZdO/TQY4/q6RdfVh9Gcw0naNfhHu3n0KlvcEJ9A6Pq5zZgiHB4eFx2C1JBd9cYa4JeSHDqw00H69WhwwWv7A9lDefQH3VDqqbU8hDZIMTG1ADiQbLYw1jwsoWa0o6QPQcPLZ3n9mrJupPVj9OUItc+m1XinSLwVfg7Njahjz/coh04pM3Tp2u0r1fVgQHZ19waG5s00jegl+9/QK89cJ/effF5bXr9Vb1t/7/Ku+/r4+07dRhZzixcqMYlSySczCTOarRS1eH+AQ0x/66xRa0z56gZJz3ilL3EmOw/BBzCER0A+rhR6uV2atjw0FdFn3lkwiEHpltqjMfWZEJ+Am9S9uJsJlJTc4Na21vVgpGaRXeV2fvNsaiQb+qhCk9K7CFi8TNMedr28CRhTZo+LjNXJfRulXoJ69ycFZmDklaUABH7TgZ8bWIUx31UUeTQwXHQySl6NEefKfZDtpBTDiO+HHkdRsYPYJD30tcIBrFHN7SsOVkdq0/WTMIZK9aqdcEy5WfMVdw6TVFDK/PQpGy+UVEmqwq0mUFvTsGF55+t0zduUAOOwgTtDg+PKABOs/0AQh/8NSM9y5pdtGSRNp56iubOm6dDh7v1zHMv6e5f3YcM36377r8/HGq88dab2rL1I23bsZ0Dj304xQMcQhUZpWS3KqvXr9O5F16g6268AXvmTE2fNUunnH6Wbvr8F3Xxlddp/ZnnaenJG7nhW6qGGTPUiOPTNnuGOufOUge3Mq3TO9Tc3qIZM9qRw4refft13XXH7fqr//a/6//1v/3f9Td/9V/1ox/8Dbe6f6f77v6FXn3xWW3f8iEOyX71cYM4yEGJ3bzaflhkL7Qb3CMcMPQNDSkDD2bNnasZ9NMEr5u5uVm8aLHWrFmLTm7hQLjEnCVyyHVicoLM2PKQPQhDCoQ9w0LDTUIqW1CTicnAMAnxTwPQv/F15DrHJy/R3/BaLydms4pPQKShCB+0NZXHJUdJHuGUw6v2UowQOkc21FJOjn/eefsUaJiSysEUa9n5SBmMBycne+sfqZgtgE9neCCkVLf9RFswzYsHikIuVZzhDdiMHfkOnHhCQFrAFA40jRurQ249qRPThqSKDBLV8+jO0ID16iDZEbeX8RJNA700TXnDhhgLqF67jrFPK2ZhaC98kArhMXqUWoOGB3iN9gDE7SVXzjk5SxhYfcCUrSnxGookg/KYw7Vge1sjG14ZclIZ6x21rC0rm6IwUgQ0RTkZJMHpqCpBaSVBaBNRXJ6KPqImjLcTF0d637794T+aWonTcdvXvq4z7Wo+m1cBJV1io34Lg8C+e+zoY2JsUJXKkObPa9PGjSvV2BBpcKAHXEkQBvBClCOoT3QqhicFhD7xkKdUgrdiE0qqVdkGZc6HxROUstEu+EGTNEEj8NNZjFCAxT0deO91DBxxcsDzykCTj6OherqeLxEGkESGc07//DkOR5Ru60WsLODo23kyhPyQ4wijKFJkGw6hnLchkJMEI6KJ05k8p1lUY51FHCxl2QAy8o6agI57LOncJJ7Qspyr9yNCckDxSZwIrwM++U7iAuGOak5ifUm+HhftMQ0KIXHwCWVT2kzA1VKHMk9VQ74S5iIhNNlJElaEkxTGl+AsllUzeSO/jNwkzKkLeV7Wn8Ox8S5mw4txPLLKojMyOLaZTFZxlFHkY3kXydk/x+ckKIQQSDPOTeJhXhx75XI5ZLCgxsYGoFGFhgbl2biyuaycZyzIvjknFQwiyJEZJZlcnrxIEKX6GCjnSBkoVbi5Dbl8OJAEKSEU6BhQDl6ENEVIyeg0SAWCNz0exJMeA4s6ecnAClLHASB43TGgX+csDYo3pc+EMdVYiyl8tiznnOqyXy9n+QnlBL5K2QrrKqThh48iGW9a29rUhGFaxZCpYDRn4OX4yDAndwdVw7hq4RajpdCo5oZGZXykBMPL1iNNCG4ptXmuVjAeWbMYPC6RWjHSTtt4mr70hS/qiiuuDJvoHE5FY+bXfrlqx67deuGlV/TI40/pFW40Pv54uw4c6KI9r2VLl2rDhg2yU/4rLrtMZ55xBifpZYzjd9BNHwToZSNfZl+LomwUx8pjeBuU0ZGjo6PooHL4utfePXu5Odmjnp6+cKByuOuwPti0SY88+phu//kduvOXv9KmDzaFv6nIQtt1112nL996q87HSDnr4gt04fVX69QLz9MiTk4zcVYjQ6Pq7e7TYN+gihi1NfiZR3bbWpq5KWiWMObGx0a5BRhSkVP04siIBnFIXn7+RT3ywEN6+rHH9RrO024M4U3vvofxcqfuv/d+PfrrR/XcM8/qLQyokaFBnXfuWfrOd76pm2++SQsXzsder2qAQ6EnnnxCP7/zLj33wsv6eOcudc6eqa9951v64//457rqhhtkf4OSwsUJTtEH4cNhjJut3ArZCe9jjz+BofaAnsOx2r93n8bHOTRi7TQ3NWg+jtK8ubM5RT6k5555Bgfobt1155166MH79dYbr2lobEQbzz1fV97yZXUuWqYDfSPqHamqH+ejH6ejl1uQ/r5h9P+oBgeBgWGNcNtj6z5F/syYVdiPEqhjhbAn1ZC1GnQmGGLV0gSObllpcFQSsbkp4VAhgb8mTwlrNsGh0eS3LIS+ETcrVk5RFuenHwOtrBJ1PHLqG5mLfIN2M/bN3BrNnjdbc+bP07Z335X9LG0rN3l55tv+E8m5jHu4v19d+/Zqz4cfajPy+MZjT+nlXz+mF5mzl+97QK8/9pg2IyeHevvUi5E8hEMxzBXHwFhRQ9xoFLkNKqGvxlEsY4xhPJVGoXGMdTeO3IzjaBTjSD6fV7ahSaZ3TN4ymYxc5JSyftOwjlPWr1M2m0GmsyFMJ9dtFT5WaN8h7wmSVkavRnFWBQz7rM8qF+WUI4wUCyWtlP5r8Lxm7RoT7aaEm44q6zytlhQlFSXcXJSLY2ownYkOaMKhcNAeirPWPQ7cOLp6L7fKB53XUMc0VRcsVus6jPT1p2nmyvWavmCFWjrnKN/UzthalM03KYrzQFZmC5oObrC2W5uU49ZwHOelr39QA9wIltEXzThXBdavQ6H4KFKzfW0KZzkPr8z56OeQ0/ad1Set0Ze/cqu+/Z1v6LIrLtGatas1i7mz8R3sOsih6B7tP7BXvaw3O0jN0qaPI5mR38f8DmLkDwwOSsj8xo2n6Zprr9c1N9zEYcI39N0/+EPW0W/rkwioIgAAEABJREFU+s99QVff9BldfPXVOvvCC3X5NdfoC1/+sm787GfDL8+tPmmVzjhjo04H1q7lxrOlQb09Xdq9a5u2bvlA77z9mp556lHdeceP9bd/89/0f/7X/11//bd/qzvuuksvckjw8fZt2r5jh/YdOKAeaBoYwfFjHpkqOecUMX478Ni3b59MxxXRZ3azX2EdpMy/DJzC3iP2ilSWMABHWpYWj5VLCXlDPQuBBPzxYEWmwGSKIr/xpSd6cHLOSbz6Z08KidZiPcM5J+dcPXHCZ71MPaf+6R0Lx7HQWQtKEfo6mlo2MIyU1BY/wp0SJ1sGxgQ5r1QpHQGRl2eCnbPaqVUGGFpIEzUUgUQ+7aTWtsXFE/LAE9UUTvaEDOMwvdTjxtQAYEKJgJ4cfIhbO6TJtC5S+oeKUNqyA6SOtJUzoCAGgKNfAwIFkOSco2/x0F5aBxJy/NNRAC+K0bAjDC9lXUqvhDKgN7JDln1YuQC0PxV6y5gE46MnL2GDFzBjepvmzumUdxVV2fBDHdo1hUHT9c7pr84X+hVgk0SZyLugzAoYu3kMtUw2lo881VJlSct5VWuplq9Yqbnz5sv+mLB/YEg7d+7R42xcr73ysszhKJfZWIt9am+LdcopKzRjRouGhno0wQlK4KYzqgRXnELUSQqQ6mhav/lJE3gJzclkGASNuPHQgbfmjm/BOScvp4gxeB/JB/nzcs4BApymHlBE62mLO/HPIoQCnPOSnPQJgHppEpcgNwnxYzhjfaqwsANH01DUOSfnDCJJTlXWV7lUI0zlXcytQJUNs6Yo0BzJOSfJQPWHtHNOztWhjjz+0x2fMPYEOAE5mQgyAVkSdaA/hBYP8Oljlup4WC576nKW1scJMqG90G7IdIqiSJ7NsYRCHRmfkKA7dZHEOjcxTBIPLgYdM1exfBQrjrPyPgNE4MmXk3MGFqd4iJOWwEsR6SjyymZimSyHK/bGAptWUzCiC8RzOB05Np8o41kBiaqsnTIGTyVNZOHA8JByOB4Jc1WDsPoYGIyOPYY7lqrHXD34Z5/1ssfVpyBkKhCsEx8r+88AOqw21U4sbKl6QxYDWGHwPdSnDojJ19GVOzFO0sFCg5Rx13Dgsxg1DY2NKuBQtHIjMJeTxAULFmnmzJmK4ekwp40jnAr3HTmi9996S++9/pp2chrec/CQxgaHZAZjBEfzzHHGO0XQkKGPfJxRIZNTG4ZDW3Orssyrp+NRNlf7GtNenAD7GlI+m9X6k9bpwgsu0BdvuQXn5BZdddWV+tznbtall14i+4rF7Fmz5eTlaWPx0iW64JKLdcNnP6Nv/Na39Yd/9qf65nd/W2dzKt/OKXavbeCDg+ofGNT27TswAnZr987dGAHvoLMeD8b9D/7hB/qr//7X+q//538LzsaLOD179uwJDs4fcUPwn//yL/Xtb39LF5x3njpaW9XT3a0Z8+aqY85sjWIcFzEAlDhlGWM7RmtbC+MjHiPXVYzdFLlqwYBfvGCuZnM6moudapx079r2sR7hZuG+u3+l+371K/3yjjv085/9FKP+F+Af1AfvvqNquajrrrlK3/zG1/SNr35VN914o844/XQtWbRIEeM/cqRHb775pjZv2cz4tquhIa8VK5dxM3GtLr3scs1fvFiClkH4PASUcQyFvAzAj2dfeEFPcZvyLrdJba1tWkzZq+H1rbd+Mfy06Bz4PM6J86b3cejef1/vcdOyDWN9Ynxc87jtue1LX9Jf/Pmf63e/93s689wLlWTyapw2Wz2jJR0eGlfvWEWjpUR9OBvDwxM4R6Pq7R5Ud1ev7G9dBofGNBy+ijWh4nhRVZwMTiSQobKMbzVuHs3xQBnCrzKO7oRq6IwaNw0JN5JVIDVbBKcjMeML3YniUYoc18Bj2cpOyvfvO8BeNaIRDGT7I++EvWz3x1u1EwdvxakbkfVGtTS1qSGb176tWzlYddxmzafPigrogI5pM9EdrZqHU7XxnDN1yplnYthu0LT2mfI1Z9uuqoRj6O0SclBWpAkcn7FSVaM4HgYjhLwqgi9TpoK+q0YZVXysErq25jIY3s3K4ygUoKOpoVEtrJUGDkiiOEJnJ0ehjEzYTYA50rZmvY9kN7zmSGTQaXl0Ww3FW2GvzmDoG6TKotecRkoV9cG/nokJGfTT1iDyOeZS2c1FIieH/shGXrZuU+S7qaHAwUKTmmirAUCgVI3z6i0n2tLdq72p09j8BYrXrlfDSeulmXOVNrbK5xqwG/LK4kDZLWKD6ZY4VhvtteFsNOSyKuPc9PX1yG72Nn+4WVuQ4y5uqGxsdjtaYr5T6PGM0UcRaz6yKVaZ+S6xtsrYOOOsv1HGU2Ic7dM6ubU4Q9dya/qZz9wYnPOrr75S519wrs7mdnIla6O1tUWN8LWT287ZM2dr7uw5sr/bakLvZeIMe0FNg9yuHOrq1r6DhzUwjBOeb9CiZStwMLiNOfMsrd9wipatXqWlK5dr1Ukrte7ktTrj7DN1Nf1+gRvFL33lK/rybV/Vl77y5fBVqauuuVoXX3aJ1m5Yr3xzo/rHhrV9/x59uH2r9hw6oO7+Ph3hJtn0VQ2d2dLWqlagqbmZNd2AjObVhAPY1tKiDuguQI+HVuc9cpFSow5Mn+wxOyNFp9fBMAplkCIZMGU6CvXsf/YZWoT3KUAnvCmNACeUtPQxsMM4ClEiAY7hDRfaAWvxo4DcWT8BHT6sTj1X6CnnXMB6sXDMY/YsHAcgCvIi03kltqBQAjjeSsEFeqnmKCHSzjnZYEVnRGXNp7AhSWBFSpJ4HWcJ2gz1DA/WUERT+gyNhMYnkYYHZEkgJXJ0kHRoRa1PK3IMrH1LOUG2IE8UJaQB0R/ZLvRPRJ98DGcgqyarkRKz+tavnfjZmHTcY/iQDPMBhRAVcITMKFkho96W4cDUe7CWHa0DMM05JwHOOUXeK0YpRVGYAaUYT61cwy5dMlfTpjWRLlK03i4jEjVhA+3RPqNWaoIpeM8RRhQ55XIZhLugJhRDLhtRPmUfqKLUKhJGRIziOMKm+2tO4P7pn36in3Mq+JOf/kw/+MGP9NBDvw4/I1gqjWhivF9NTV6nn36S1py0DLmoqMhJRsIJi0NOHHQ756RJcO5Y3HDOWVonPgHnFOpS30fQZ205ijGeFEhsPITGREMjZhIRB3giEeW9AXEXQMaWo2DlDWDMZAZZKVFr0IIpsD6m4seFVjQ1IaBtAaEtQosbPtCY1OdePIEG6HGA5Ok2wrjLkRPjqE3ITgpHRkqc1tVUtXVnHTAY55w0Cc4di+tfeKxaah/kGw0GjIxU/Z3Mqif4PCFt7YOwgCy6pb/jxmg4CZzqz1Q/9ZSDc4yXbKvikdMsJ8BxXODUOdXEaCWMWTb2yUWYEheFHZu34Q0caz7wMoFqOnCSHDwLYLIQwAmUvHeKoiisiyyOs510NzTkVSjkkO8cG2FOGTZCWzceehiaqhgqZaCK/LgoUs05dXMaHFFOPFbGFKoj/u9/aYX3hPr0U0//yy2nyEvCmA0YfShupQPQnhP/QhiyTvwAb3JvMh9mgtPNoJtMQVPS0z9NMwcwVqmcc8pztW/GjvMRc1RVz5FeHe46grHdJ/tpx4P793PDUNL46IgOHzygrgP7NdjXy0lxP47HoIrDw6oVJ+RY6xl5FaKsGnMFtWBItdkmms1rGGeg+/ARTWAs2ImdGRH0zmHGPK1bv16rVq/WWpyPlStXocemq6HQQNmi3t+0WW+/+752m5Ny8CC3UuOaPWcuG/7ZOmnDycqyKSfMecq82nfY7WsL5hS0gD/rzDN03rnnaMVy00eJXnv99WCw2wnjHpyMXsZQwZDZuHGDfv8Pfl9/ibPxhS98QXPmzsPxLyn8gT0nse+89gY3G8OS8xrEkB0CRtBtpWpZNTFD3mlSlJXAg9T2NsCMuXmzZmnuzBmqjI/piP36ESece3ftVFtrs1ZiwJxyynqtWLEU+XUaHR1i7B3KYKjZ33sNYwiZMeac0AclHKkBjY6NyjNW46Gn3M2f+5y+/o2va93J61VobAh0j8Hj8WIRHZ6osbEJY7ZJB/Yf0K9xeLoPdWn9unW6+XOf1a04G1+77cvByVu8eCF9FNXVdQg9NEQfTuvWr5UZVH/6Z3+m73//D3TjjTdA3zTt3LFTD977gO64/Q79Anjm+ZeVnzZNjThlxUxOBziRHirXNIZdMMiNUH/fQDDqzGHagSO4fdsOHTxwRF2Hjsi+dmLjtL8fqGAgVzicqBpQt8LcVHGaatVakEv7ylCCHE8BS1cIME5AEsAcEgat1llz4NWgenGWy+iVIW7Ddm/Zoo/e3yQ7fV975rmaPmO2YuZt6fKVEgbtno+2qK1jmpqQV5u3DGuhBj298Eusx9b2dnVg4La0GD9bcEpa0C8FNeAoZOCxQ96jQpOqPqcaUOHGo1hOVcQxKVdSJQk6BlwCVNDr1UrCSvE4OQVlXawYh6G50KhW2mvhliGfy8mcsiIOg61Uz55fhs4J5lXQ44BacNKqEjyKfCyPUzNG+QH4N8H6KbW3aZybgrHOTo3NmKFR+6WuadM10Nah/pY2DTa3aZQDgTEcrTE5VRA05xw3H4lyCHTeZaSaU+rzKuYaVIQH/Yy/OH+OGtafpALryuGgpdxmZpqaVGhqFGQqrZUUq6qWfKR2oMnXVBsZUpf9jRYHFy+9+JJee+11vfXm29q8eSuOaZ/sRyrK0G5rzkJEXnn2jTx8zWRyijNZeYxuFoqMcwn0mpwfxjbZxW3dR9t3aduuPdp74KC6uM3sGxzSIDdsdtA1xI3UAfD2f/K8+fpbeuP1N7QLGa7Snxn1M2ZMVwuOiTk0oT10zUc4qPbLcrv37Zf9P0Lj3Gi1wccm1u0oN0J7Du7Xzr27tX33TvrdxQ3guPLM29wFi3TmOefqM5/7vL79O9/Vf/jTP9ef/ee/1F/8X/+L/uwv/7N+/0//WF/6xle14cxT1dTeqoj9pplDi7a2dtZps+w/CJxOP+04IA04k/lcVp3M4azZs4Pey+bzclEk573k4JKBmCMJnZ4G4INEApBGxycGFGVKdRTApdT55BtqOD4BGuAlntahXtZqHQNyQPMZyhMV/QYAl1rcylo4BZa2cgA08cl7DGcox3gKYH0Nr9LRSASxmcgpg+KLGLCBDTKho4T8ekgNKlo3FvMsblGWEZCsEbWclLVDaQZk9cmgZUoc699QZKUBLGGG01Txerxe2OKWPwXUmIpS16L1cpKTJiGdDEOnqj/oJyJTZYimwNHX8CQmg3pZ0QqFeBOUQMJGkxiBoQyCAF48KYVDlA+jdQqsrIGljVBqTDIgpV0psIy2nOwfadmTyLlEUywNZeC7/YrF4gWztXLZPBXyNSW1CQrXAhxtN01D+5Y2GXHkWr8pxleNU6cqpxw1NlLHxulCWeaHeMTmVkbxv/32O7r33vt173336ymu3j9mYU6wcJ0Ro5oaG7LasEd23P4AABAASURBVH6lTj11rXI4MMXiuPVAF8wIXXs5/gWUQgTiDeOc06c/jmJO3lOTMhbWwUZgQ0ll/IP1qvM+UdjwjXbVH+eoK88/F8AxFw5abHxTIMqHeCLJGiMtBMPmJURBUwUMWBBH44YnbfUDTNYNKMsD7E3p09oK2YZgLEaXd5FcoC+W91kMrRa1tnTAx1biTcrGeYmyEUom8owDPjsHTwD9pietU+hOKJNCogFIyyYAYZ/1cYXY1IeTI+pc+JRzFhriaEUS9qbkWTgF9XmBS/Wmqeeg2+YslacfpwStVzaDImzE0JMktEFeKtXYjBOMitokWDxlM07Ao17kwj8va887+GHtG1gfUawIBZ6ZhFwuo2y2DnHsFUWU99DpjDr6ot8qsm1gspPSjnys3r5BpS6SKXbvqQAveesV6V+AczTCq3/1oVAoS0hZkwExznpKtKTf+Fg5b+UDOJnc+rQeOoTJQBZaPi1ZvrXvSXta99Y3xCcYKwn6W+gJR32lvs4E5sTGmMPAacBwymRyyrC52087vvfOe3rrjbf04QcfBsdjdHRcZYxA+464806mEzKZiHWeVSGbVQ7+ZxXLIONiTo8jUpH1ALNTFTHUK5xUN2Dg5AC7XWnGMWhsblJMn8Ocynd1Hda+vfu1Z8++4GS898EHepQb1SeffkZvvoWBwg3LIU5FxyfGxPAU5o3x5+KM7JbB1nCGtdKIwTUHx2Tjxo06ac0a5CCLE9WlARyf6dyGrMPovpaTyD/5kz/W//K//M/6j//pP+riiy5m3TVi3FY0Ai1DOFKj0DzGyf8H77yLcdwjOx2tITd9Q4Myp6MIX1NkxCNzHh2ZhY9RHKmIYTg6MqwjXV16/tnndOcdd+pHHNL8049+rHt/9SsdOXxYS7hlsJ+8Xb9+na7gtuHzX7hF1994vS648ALZT+Aavz/4YLMOMt4y/WTow/q2v19KI69WDJHzL75IZ+NUzZk/VxPo7xEcEuNJAWOlEUfS+NCCIxIjB1s+/FBPP/64xhnXdfR32ikbwglqBd0/yji379ypp599QVu52VixaoW+8rWv6ne+911dcNFFMoOnb6BfD//6Yf34Jz/RD374Q91555164skn9Q4OYQ+332u5jbn287fobNqeuWq59o0Oa2dft3Z2d2kIh3SME/bR8VHmoA9n46AOYMzZXB/mFuTQwW5whznA6lb3kW7KDDAHYwHM2DMDvZY45tsJcmXyW8MYroNU48ajhp4QciePhYLTNYub+VWnn6oDOHo2VyX4895rr6q5vUMLli3TGAcMBeREyE+BU/AFS5bpyIF9OoIROQPZaeucpgwy3YRhXmI++yk/MjKCf1JRjLzGzLN3ko+NnFRFDv/GWV/jCGYRZJG69kfkdqtRYhXYDUcNI7rsvSZqNaH+TKUJTcONYFYNyHCZeSixzjLon8Z8gT2goJh5Z1dTjXWczTeoHaehExmOcTBUkQo+K4+DF6Ejs1FWAt/POt1fntDotHZFJ61Q89mnq+PiC9TJDeG0yy7TDG7E2i+8RI1nnK3MyafIrzpJWr5CFW4v+pGdI9gBvayBCm062nfcxuTnzpFbMEel+bMUc6jYdPJqpTM6VclmZPKfgf5cJiO7LcmigNo48JnR3KBMaVx9O7dr26uv6ZVfP6In7rlXzz/xpEaHBrjB26DbvnKL/vD73ws3nIsWLlLsI+UytInMeviWR1e0ctvY1tahjvZOtTN/jQ3N8j5WrZbgbyWyuS3igNkBUoQuinO5wK8Szlh5EmLoy5JnDvDmzR/p9Vdf12uvvKZtWz9mTYyqgTqzcJwXzZ+vxQvma/7sWZqB8T+N/lqb7DBXGoQnQ6NjzJtTB2WXr1yp+UuWKoGW7t5+HeJQ5WOc6udfeln3PfCg7rjrl3r8yaeD05Jn7tasWq0Lzj1XV19xua656gqde+7ZWrx0sWbD22k4PranHT7UrS0fbOFW+R3t2PKRetEhY0NDqjKnETLV0toWdLSpcSGAzjkpAIHqj0P/H4M07Bv1nBM/UzYLgxOx/2OpsJf9a0WNCPpghVAyVSDEcAaqP4F0PhDvOuLoJ+Mi7h2nZh6WC/A0FlM4w+LL5jLK4ZFl8xlFGYePW2VRJUJPCJNCcl6ivPXlaMvABmuMq4FMyJsaBKSRonj4PJaSFTZ0AMOHyG/4oKOpXBsRwDuFqYfWDJuIGa46mmn1ACOSwIqEwqR5Q3Tqw6oY7ZamqAXSCRGrbSAed6wLKwQ6jNkaOQoJ5ciAa4Ff1iEQmrSPqTjlQ11LB96SCS7BsGhvbdSGdSu1fOkcKRlTrTJGWKVHaxtAMQqwDZoM3kRWr8yV5QRXm0WcCJqSGWw55jXyKHEUc8TCKnASkwcymbziKAdkZXjBQ3NYmhqyOh2H45yzNqohn9XE+LgiFykTZ4GcIFc2OudRJ94pIPQvP845ijjJXotTxwEekD0QanIUGiVuKJGwPupx+6SyBcAxPLVIwAZjhUJVS9MRAWuDOhYxoF5o0woZkDa08f8oBBxthr7J5RU8s/x647RAXVCGJkEF+qIXixDzcs5T1JOO4GtOOU6W8kAOpZuFf5YveECBf/2lr6lCFk2Rp5TBWtzwaYik9GcpyAnpepwhTEYsYCDOQoOpiOEA2nSsXWp/gizLq4NzTjZXzjnKOCEmyJqjX8emIDYNKcVYSNiwaxhWFU7oyhgHZTaQyhSQrnKlbmVSGjDaQ79OUJAEchNrH2PToZR9FCmO4wA+imSyJh5GS781WRsJzkaNjd9OUQ0sbcYae5gy8HuI6/URjM0sRoL1Z/nO0Yh9TIECAuS/8lLMhbJWzknoMWO3ASmQTs7ZvDuJN4Dqj3NOzh0Pdfy/9OnIcM5RJ0QkJ/pL4XsSgBQoB/gA3sWKfCzvveTCy5zUNIHRNtA/qPFxzCUXsYZjZaKcoiijFIfFuUiSyasTKgdDrEaYsG4iuSRS7LLKuLzszwErpUS1MsA8Wz9ZjJQM8+NoIcx1MApqKuOIVjEehzjd/whD4BWMlFe5YXiD09DDbOZz58zRzJmzFGOQdGBw29e/ChjWJjOjg0Pa8dE2vcyJ+wvPvqhN727iNqZL/b0DGLPd2rMHRwYjt+twtxobG3XtNdfod377t3XjDTdqwYIFyjHPeU4Qq8jEODpwAiNzAkO5wkFLhv4G+/q1n9PPJYuXaN68+ZyGt8h+i3/uvHmagQHY0tSMfsswIqmA/LTgwBVo06CKHO/fu1cfvv++9u/do5amRuUyWTVhyMziZmDxksVavnKFOjBw8hjBLa3tOmn9yfrMZ+3HO87UjJkz5ZzT3j179ORTT+sVDGczpAdxHkxGi+jtEusmkWS0mrPR0tioRvrHItMARvz2zVv0Nrx89613tYjxfv/3flfrTjpJZuQoSdWHwbQf/vT29GrW7Jm65tprdOmVl6ulvU17uV3asWe3DuIoPf3Ms3rkscfUCz/sKx/XXX+Dvvf739cV11yrRcuWqxZl9dHOvXrtnffUym3RGVderVk4fX2s7Y+7Dqobp2OMNWx/aJ1iN7AUuLka0+DAoLq7+3UQ52Pf3oPav/8QTmKP+jgAGOKmxGBwaESjoxMqY2BXuCUolarEq6qQLperOHqVSTmsoWNSVZEnk7FVp52hDPzYy6n04OCgps2craUrV6uBfWy4t0+efxF6Y4KbKwdNbRiTBxmv8WbewkVq6+iE/14RczaI02F8d3FWBW4kctzkxbmcEv4VqyWN1yoaBgZtjPmcysiU2lqUQUZ8Z6eK4A7Dg7393CSOjWgM47zE2quwpiY4SY98RrbHDiHPvd09jCNRC6fgJhuNzc1MVRr4VYWfppdGkdUc48iwT4yOFTGKxzSBHHhuZPJLFql13Ro1r1ul3Mqlqs2drQnWzTin66PQZDcg5ZkzlCDDMYZzYe16tZ11rtrPO09NOGuFk1YpXjhPwxmvYfhSWLZEnWecquLs6TqcdTrsqupNShpOyxpjzCXGX6mUWP81NWZideLI5XBeurhhev3Xvw5/qL/puWc1sHu38vBnEUb9RRecp9M2nqz2lkZlIiexDzjyCtiS+WyGdRKznrLkeTkUZoreTlijdoiSUs70fBY5L6AHmhqbZM6J6QhbM4WGxjBvznl0VhpkxZz2DpwIu+m75OKLdeWVV2oFctuDfnn1hRf15COP6dUXXtJo/4BmcvOwjLWyctEiLZ03V8sXLtSaZUu1BFxLYzNylzAXZRUaWnXGGefpls9/WV/5ytd188236IYbbtLV6Jh1rGOPrrO/yzCn/zWckZc4QNn63vsaOXJEGeZxITrgrDNP46B2g9asXKalixZo9oxpitive7sOaefHH2v39u06wjrs5va5t7tXdmNoX51k6crZHscYNfnARRlMJk8I/iV8qvo/EVoFS1n4bwLmB0bTBHu/xT+tsjMKpqBewLH+dALFU/kWKjy+wALOI+hZJjpjwsHCagDXaNCMsmtpVrY5L8e1mmKnBKaYJ5j6WLWk3pCHSSY0KcRBYhiqefIWD4SHriyVEDOwONGjxFnawHD/MjhHf7xwIhQKzDyuGt3THSoDYTaBDoXow6oEsA/KWznLczDIWb4Tn14iXQfHGBxpybrkU5YKcSKhPu3QWcCLxxFzhJ5Czjl5EsGYEo+VJQDFYpOsJ0faQpYQNVPwqRIWni3CFAGtQ6qUheuBRfNm6szT1mnO7DYl1VGpNk47FXkcR6EkHRSL2wlHXM54XKMuxgNWRJVNzIy+MmGVjddOnA1qLBI6VeQjxSjqyHtoEfXgYa2sztYGnX/OqbrkwjPV0dHERjBOHrQy3446HnAhTj3G7GT/xOcUkDZ8KslWlDGO0JH0hvdO3vokLmqRlIEpJDEWz1jwjMkh1yoBqbUhMVp4Mxmak5nSrmWllDYQO2AKiLRBKntowIJPwFSbJ6BT2ges7TokAkPH4VNWpw7UonFHPwak5JyzQPXuiZN2k+M0RZkwzxSiDBWZaxqtx0UaSA1H3yCPvinp4wECeKGFsil8sjZCbcrVK4UUUcLgTBC1tgGLGUCWoA5wCnH7sIzjIeDcUYxjgiLPfINxzstjuDpkR4ogwYAAGswJqHCaU6lMqFIpcno1Ifv+b5V4hc2syqZW49q+lpSVIN811mwCpIzHpDdxXimgALTrDMDJyeajCg/NqKwgwwFwZsr0V8IorBKHOfKRlxluOU4Zje8DGClxJmtZCo9ztKajIB5nAJ7gU96QC95CgtRRF144T8IB8JpPhfqO4BjIhQwCD1hccg7kFKj+pPAutEJYx/AZirl6eZI2/iBDxD1z4ZmTVKkMZ3IWxxnGmKjCemdZhHpjnJrbes9mMnLMlXexHDx1aSSnWN5npIADb2lHmtAcjIoZhBNllUsVjL8khBMTRU1wkjsyPCL7Ko3pDyhUBd477xQhE0ZbPpvTjOkzg4MxjVPdlStW6Jqrr9JXbr1V17CRX3DB+dq48VQtjGvyAAAQAElEQVTNxagdo73X33yT25DH9WsMhqeefk4vv/ya3nrz3fC1jUMHuzTGybGxxox5+yW+czGqNpyyUR0YgTb3/ZzgD2LklY0OeJvDacg3FBSzt9lXGWxfa0Iedn68XTNwepbiIMS5nGKMogYMm0aMK/vbADY3jQwNqb+vT4ePHFYJZ2BaZ5sWLZyvDSev09e++hX92Z/9qa677lrN4yS1c+Z0tXS0qbWjXctWLNfS5ctke2sDxtNinJulS5ervaND6+2rZ6tWqa29XdmsyWIq+5qa3RQkOGw5jBrPpNkfWw/iPPRhQO36eIfefv0NPY+TYvDRB5u0Y8vHGmGcF11wga7ipNX24L2792j/nj3awe3GYYyaXCbSWWecpksvukid8Gf79p16j7r7uW2p1BLF8GT23Lmyn+L9y7/8v+iP//iPddY554Iv4JR0a/e+A9xIvatnnn9RgyMT6pg1X6edf6lu+NI3dfFNX1TbomUaRH7241iOsRZS5trDb5/NqcL6LGG8DuPw9o+Mqgvj6gCG2YFDh3Xg4GF1HelRHzcqAzgfA9QfYV5HxiY0No5cIWdFZG6CA7MgZ8hamXVdYX1PcPDlXaTlJ61XU2ubZs2Zr9nzFsicwWwUmWQjo1wZOCErIyrS//TZc2S3G73MYwMG5jyM8ua2NgkbZpT27Gtb/aMjGucwxL6SVGYBFmtSyUllZDnmZH764kXKMLejXhoCX2wsKOloVbWtSdWWRrVg0M9bv1Zz163V7LVr1IScCEcmamlRy4yZKjS1aIi1sn//gXDz4+RwSAoqIIuN0OTZSwdwgkarFdUa86q1NivGsUhnzVBu0QLNOm2jVl5+iRZzmp6dPVOlbEYT6MoiOrNMyIi5cUk0ggwNGSBDQ4xvmParOLqdJ6/XOk7jT778UrnpHRrEniusWKLy7GnqilKNFLIqN9BvIScHJBnGnlZZzyVVcNiHuo9o2/vv6ukH7tejd92l7e+8rYjbrlnwYEZHs/I4Lvl8rAJ1u5DZd9/7UG9xm/nmG29yO/iMnnr8MW37aLPsGxzT2ltwTBrUkM+ouTGntqaC2lqa1IkDNXNah2ZO7yTeTl6TcsiTk2cux1mLAxyg4Ag5JgFgmsJByuDgiBwyMWPGDC1etEjz58+TycmzzzyjX9z+M/3sp7fr9h//RD8n/uC99+uNV17VQQ4dBnHKJ+B5Bd042NOjHpyAnsM94WBjoH9YNW7fKsAIDmAN+Z6/cLEuveJKfes739HXvvF1nJPTkbWSnn36af3qzjt0z52/0K/u+IUeuvcePf3YI3r1xWf13tuvccCwTY4Tm1Url+iCi87VueefpWXLFqu9rQ0eFFRBTw8ODWkcea/JKQXE+GShVE8THv+mJEwPhv2CyFRIYasQICURyoXQYlT6H3zrdalD22wm/3ItigjeHIVAs5ssb5kODPPFpwIoPJ69RS7rFQE+4wilKJZ8lBAHCk6+IMVNkTLNWeJ52c/M1diYanj1aeokazANYxVBAIXHyLf8kOBjKm6lEtIWTgHJYCBZmjivc5Q3IG5dWBSMpf45WF0gYREapISySgY0ySshwIFeS0zR7XzAi3KOuKOMQ3058c9JCjiLSHJOQSzohwhpKYTUEXkG9SAlmoY8cz4MjDtOAg/AIWunPqHGo1RJCrAZ1HAUpgywFBwZqnHKkKHPpYsXco15smbPapNTScJwS1EOCmNNwRnU2zdcmiaq1WqyTdM27JHhURbwhGo4H+IkssRGPzE6onJxTBUMxIT2rM1cVNGCWe265MKzdMH5p6uhIdbY2JASDEQzbmwsRU4QBwcHVWIzSI1OereeHTLh4K0j7SR5+BdFkWLAkbb6KZuSc06RKXWP7BF6pZRNFTvAp8oAMQrRTzpRCX1X4U0NRRvAeGVxwpT2jIYpUKBH9Se1wHoGjo8bfdBguVbe6lo4BfW0KFUH2WPtWhtHQ6FQ0lAG8mV84SO8U01TAFbXOKisqMymUsZQrkJ3wnhS5i0NFVPqfBIScJOv9Uc0lOAjJZ0AFoY+iVvorC34Z3EjKqTBGS11SGVhyAcfQtgiA9r/5GtlDVT/INvJy8kxpway0EfyKAxHSA7sSwBGBU0JhkdSLQfZqiJfleoEfBgHxlStTcCXIvZdUdVQpoxcVkLdhDGkjtaQDQcIMCekJk8dp2oqVZnzKrysIcvmcJjyNjCnIyXP5C2fz7ERorysLWGIsMl4kzVojbyXA3f86xwYg+OQDAOaFKCOpgz9pylhaMFC2nK+nm2fKQUsPA6s1LGkCzUt7fiYAqJ1/NH69XZsDTnaN9KcozT5KYaF4XzEygEHxyWyIsYmHltnBBobHZX93xU1eNXa1qrm5kZ5eGBymQT5E+mI9ZlRJs4Qj+VczHgjpWy6VfSEQalUUQVwcjDDqcQmOYJBOQqU2TitzSiKFGM4ZzNZZTIx81mTORPeedkfOtsfUa9duw6Df7aiTEbbd+wMv3b1Mjch9qtXL778il559XXZ7QjKQWeedaZu/fKX9c1vfUt2Er9h46latHSZpmHIZTFuYYOK9G2/x9+FwbAPo84MO3MWhjDKxycmcHYrGkbHTaCvjPRCLqO+7m6NDg1q7rzZampu5kBlQjXaKY6O6RC3BG9jLB3hZDITezU15lUtl/Tuu+/q8Sce11NPPalXXnkl/D3Jq6+/Lvtp4OWrV+lbv/1buvVrt+mCSy/WNE5+S+jdXk79BzCsx4tljWM82wl/I47ImWeegR4/Q+fhNN10042y/xRwBcbwCE7TO6+9rofvvU93/fTnuvtnv9Avb/+F7rvrboyZB/TgfQ9oy6bNwSizNk477VR0c0G7d+/Vpg8+1Afvf6BN723STk5TM8jF4kULlbIWPvqIE9Zdu2WnwDGysnLZsvBrYvbHzmeffbbmzpmrbdu2y/5gf+fOXbrjrl9qO6fY02fN1sWXXMIc3KorrrpKaSarXhyQQSzzpSefoc9+43e14aKrFLXNUk+ppr7xssrMtbKxhFPjWX8um5HL5bg5iTSMAXu4r0d7uSnZe3C/bL66cEYOHu7CMenWAMbXCI7AWKkoC80QK+Jw1KEkcz7GuC0xJ6MTJ3b5mrXy9DfIbY05v/bH6Zae4NagCL8z0GtrwDHxDU1N2rtjh7pwyDIY44tWrNS0WTOVhc5B+L4Peg5BWw+3ogPctowrVi3foty02Vp+yqlayC1P10Cfduzfp23ccm3dt0c7Dx9UX2lCTbNnaPUZp2vD+edpxemnaT5GfueqFWpeskiN3D604dzNX7pUi5cvV5YDXvvD6TLzkuM2zON8+mxGE6RTjPbpSxerg5uIJeecqXNu+aw2fuYGzT7zdOUXLVCxoUH9rOMRZKuI3mP5KmV9upoUs2ZjHyvDQVDMOnakE3RUkf1xGH4OsBZG2KvNmRqj4nBa0wSOQrW1UYU5M9WJbdE6Z5YaOtuVxwnINuQV52JNVEv6cNtmPfD4w7r7/l/pnQ/eprNUM+dMx9mHP7SRK8Sau3C2Tjv7NK09eS1O9xKt5nZlBs74xMSY3nvvbd1/36/0y7t+oUcevl8vvfC0Ptz0rnbv+Fhd9v9hHNinXczNto+3avu2reo50qUah1PeJg++2N+GlLg9ssONLHMaRbFixunkFVmc8aYJupI3At/IbeXyVat1yWVX6HO33KKrrr5aQk4eePAh2Q9O/OM//UQv43x8+OEmmXPy6K8f0fatW1QrjcuxN9vXR/u4ORtCh1Q4wCgDxVJJJZNF5GoCB9n0bVNLs1avPUnnX3yBFnOzMciN19uM9aWXntfLLz6vhxnrD//xH/Sjf/x7Pfvck+rqOiA7bBMHhY79t0a7KeOzA482bm2auLXKNTZIPqKEZDQbpM5KS7bfT0GC8ktoI2Hc6acB+WTzGqUwRp/yOMk5PnTiYzWoSIfhDdETS/yPpo7vd6qfeugnaiMqpaOqpGN10Jiqbky1aFy1zITSQklRs9Q0o0nTFs5Ux/w5yja3KvE5yeWVJigZNiil1qBXKmOSgXgcKUdor4UGxC0woLQCi1OQ/9JreSntTOaHego1FfqcxE8FKRGYbswjUABQoewkkyeLyEKH8IrWLavedP2z3oOzHDlHaCAeByh8EDHj0Fohai9o+6NVyzbSjAvmdNim7CMyIwqxmuqGFXEzsAislSBEKIQEQTQwAaNL6E9YhBWVUMj5ONIpnKqcf97pbN5tquFFJ2bATkLCoklCvBbIp8fJ0ZG0tjHcE5yYGgqoXBxXaWxYlYkhVUojSipjyuFszpnRqjNPWa3rr7xAp52yihuVksZHh2gAKiHIRxHrIpZ9d3sYo8Z50oBs0PJSCK1nUQdgUVjKObhhk8F8R2yKMZt6BE9iIBtH7FVeGcpEzEqGMjl4Y06I5+Yjxbmq1cqysSUozBrjMCekigKuMeaa8Yy2UwCG0YKOPnUcSZsQo20qBHXCS10rOwWWZ3R7pncKIMlaqI+L8lbGwMpZeCKkYjgBlUJzalRR0AWjjyaob30ZvaHQ8R/kHZ88GgdvdepQb4NPstNjQB8mg6FvPnjreYF4B031skfx5NbbCJHw4Zyrh6qHFtRjXs558rw8oXORHOA9oQzPHJNrr5W3cZuireF0lEujKO4RTiCHNTExjCE2TGjpUZXLY6qUx1VLyrCjCpj81pQyt4J3CTB1g5oabTSewAvD2dxXcegMTC48ZMSZKBi+MXIlx+hqiWps1HY6b7QmoV3jg+ScOwpENPW4qYjN21E4iqSolfAh5yiWtuqtHsXUI6kmy1kuAO1QJeNWmBZKWWvHA6jwTuE8bTvnApetMUcbob54iKesM8MnhDXWhWN+qqyTw11d6uPUPouB1d7RJgPn0DbwNIEPxjdz4CpsgvZVlprxivVk/KrCM9SGXPjn5WhTolf6izByYjb9KoaQHUJY+YR6Cf2n5Fsdo9nK5DFAM8xFFd3TjdG/j5P0Q13dOtLdo/HxovL5vFo4VV7B7cM111ylb3/rm7r11i/prLPP0cJFi9TS1qYsxmJC3xM4PHYqPoYBYCfIozgLJgvWx6xZMzV37hy1YBAYfyv0V0M2ctDZgMGSjyLZf6I23N/P4c1MHdy7DyP/Xj18z7265xcY+T/9qW7/wY90Fyejr7z4orZu2YIRv0NbPvpITz71VPjBjcefeEpPPfOcnuD2wZwlR9vzodEMhjLjH8PBGcJ4TVkXc+bO13RzkjI55s2rkCuEr4VF1ImiSHvp/xGMnrt/9StZeNcv7tTPb/85p8NP6FWcsC3cTpiz0IIhtYKbotU4OHZzYT8Xan8b88hjj2vv/v2ydWBjbqZcLptVGR7twJB77bU39DS0vvDCi7Aj1do1qzWtpU3bP9yiZx59Qi+St/m9D/ToI4/qHnjwxhtvaAQnbQ48NIfvS1/6ks479zwtWLAIRz9V4iJFzEMp8eoemtAgVuzSk8/SlV/4umavWK8Rw3O41Ts89a1yCwAAEABJREFUpCRy8sicz+bkMhkVWlpU4AYgLjQoZr7LyOjhniM4H3u0a9dO7dj+sXbt3qmDBw+oh9PngcEBbj/GNI7BbAc2ts7N8cjSloPPDlkoY4za32hUkd0s466wr5n8iceMRR/HcigEk88ok2XPGsExw+ClPzMiFy5eqpWrT+K0PhfWyCB99SEz/Qj9APNjX9pqXLBYWeZw085d+vCjrSoh7yVot78L6EKWD+DIbN36sZ557rlwS2e/oLaTeU2gMy0U1AM/d1OmG+dGPtKcBQu0CAckbmrUAA7BGOvlMAciE96pfd4cLduwTss2nqw5a1bitMxVEWekj4OZ/nJR46zNSupUDmGqCnVrNeaF0IGvOx7ZYJR7F8t4ZJo5cl6mLxKrx21IFf5VjUesU3N4ioTVyHOgTGnmLI/j0dqJA8JtTtqcVbEpIz+nUwvO4tblwnPUumS+qvmsEhzKJBOroaNN51x6kc6+5HyV2a9trBnoXr56hU4/5wxdePnFOuuCc+QyXs8+/6zu4Fbgjttv1+3/+I/Aj/XQfQ/qdRyBd958S2+9/qb27NillDntaG6SQS6OlIG+xoaCGuBp5L1sbZdwBorIun2VchRnYAwY4vajf2BYZQa4YMkKnXvhpbrq2hv01W9+R1//1nd03kUXq2P6dHXjrL71znt68OGHdd/99+G4v6dYiZbj4G3AaVq5BL3T1KC0RkPoyZQ5NwdogsPaMnIW+qX/CD4sZZxrTz1F604/VRdecam+eNuX9a3f+pZu+eItOvucszVnzmz2vTF98N67euj+B/TAL+/RGy++rAPcUB46eEi7d+3Rto+3aYhDnIj1gtBi67BPOCd5JwuYrqMvOfW4RT4J9RzZXjAV/ZdDp3/WuKiKPJgONzDdOtUFWf9fe33H7A51zGxTx4w2TgDaNX3ONM2cN1Mz8WBnzJ+lGQtma86yBVq8epmWsBjmc+LUOn2WXNyAwZCyoUM8U+ajDET5AKnYnIhBP5/Hv1aWdFoHC4jV35B1AqaOD58hM8TqH5Y+HurY+id9JzDPAAVizDtGB0iq8VLUPj3zYyHJ4143Sb+hXH1IAlUH2WN0GljcwOJpKGIpE5QAnpZYJJ5F4y0ErJBz4B0lDQimXudAAClUGc7oTsMYEvhcUZnTg0ZO7DZuWKvzuYlYvGgWmxkEBgekgqFWUWKnzCwUsYiEEhBGuyNfZtRxo1GrjNPOMM7EgErFIUWoiumteZ20Yr4uPm+jbrz2Yl0HrF27jPbGNTYyIEhSxPx6U2Y+o4Tr9WE2mGKxojibl49iWRmj+QRIU6Us3FqlRFhRDiU1j1OVZUsXavq0NjVyqpJnPJk4km0onXj8s6dPU0dLi/KZSNEk7Z6QpKJIPCn9J5riSz1MSU+BQjwsGOufGie8sPiE9L8jkU62a6FVn2oStCWPgTFlCo5hj8as/qfB0QKTEWs3lAtykYJN5Y6LkwBnb6og0ZMEOWflRLaFU0A65KeCU8eB5JwLoKlnsr7keL2cc4CF4pmMI+Mm245NVQIne6zthIiFNdWSkmq1CU6Ox1TCyS1ODGtsdEBDQ30Bhgf7SQ/KfvlnZGRIEzjEZRyVcnFUZU6haij4KRnyGMxhjDDF2dpAvhI2BbGZpkAUeWXjWB66HBQwhDBM26DHRsaQIbYX1gfSQu6Jbyh/IoqUYQlOeA1nYMipUGH0IRU+dPSxuQvTFTDGE+PNcWAo8j5RjfYs4xjWgRHgVH9ggVKMjtB+6GAqx8k5gGJ+MqxggOcLObW2t1Iykec2MZNxill7zps0GYjHBX4REY3wRnI+Ji7mkLk0XtNCRD3vPfqmGoyaiMWZxRAxB8DazIR8pzGM8O1sqq9xq/Hee+/J/odycz6M5lM2bNCVV16OLjtP5557jk455RSt50ZkzuzZGBYJhuJoAHMuahhNqXNiuIrjGOeiVfaf5RUwRqxvQTbkqL29RfO4yVi4cJ7mcOLamIV2Dlmy6KBm6u/j9H/wcLcOH+rSU08+qRdeeEH7OcU2Q3cYg3lwcJA+R/TEk0/rv//V3+iv/ubvwh9d263JjZ/9jG79ylf0hS9+IdzC/P73f0+XXHqJTPYHOB21+cjm8mpsbOImuIJjXYQsB7ecMpxq1+Dd4cOHuTF5FSP1Ufp+SZs2fajDh4/I+GZfFzv55JN16223BcPl8xguN3Aj8tlbPqfLrrhMF15ykSrI+/vU2YZjcYibgjGM5eHRYe3Zt1fvcCvz5ltv6SMM5ENdh2n3sPbs2YMxf1Cvv/6G7vnVffrxP/5EP/nRT/XAPffpbYy8gwcOaQa3B2s40Y8zGc3iluPyK6+UfX0sk81yW2TGf0lVzgLyuYIi9npIYMxZjZSqOtg/qELHDF3x2S9owwWXqHnWXFW8V/dgv3qHB1RDtjKFvDxtZ5CPhvAV7mY140w2tbWyQ6XBuRjG+O7p6dY2HJCdu3aop7cX6FEfDogdcA0OD0PLCAZlVWb0DTFPAzjUo+C989BX0xg3KjmMRZeJZWehQ8ODoe2xsVG5yKttxgyVWfu7du4IX/sZwgHtaOvQ6eddqA540Gt9MUfdGPl7x0c03JBTPGemDlB/X1+voqZmZRtbkL+cctmCGgpNyvisBG+G+5iD7Tu1F9i3fZd2fLxDHzBPW7Zt07bdu/QRfR7o7dYoTkSSz8hg3EsNM9jv5s/T0nVrtXjVKjVi8Nvfy/Rw+3MI43iI2xtWGLs5aw3hT3A0aoTmbNKtEufCmrD1kYBPkDaTw5SQZMhLU8qgbkI+yKkwlZRS39oJzgj6s8r4DSro1iTj1TJruuz/trn61lt0wedu1IYrL9Gqi8/XwrPOUAcHBdHMGUqZxwbChs4OJWzUFZdoFL09AA+TbEbLGduVN96gL33j67r5i1/SOeedL/uRCEFTf08fEiWtZeznchN4wbln4yCvUltTE/hEdljQnM8Fe6CGU1hijm0dee9lkEKzOZljHMz29vZr/4GDsv83xPlYxXJNBw51az8g7JbzL7xI3/3d39XXvvlN2U/lzpk/V0tXLNeiJYu0j1uXu+6+S/fc80tt/ehDDnuLamCeIgeTeEM/HCpMcNBhv9Ll4GMD68EOE8bGiuo60q1+ZNLWf+QjjbLXFLCN1q9Zi13Fjci8BeHX/z5GJvZwI7l3+w5t50DDfgL6ww82cyv0AfI9LlG3iq6z+UV52Kvw4fQ/9Ni8TxU0HauU1CcB1PGvcyc2nlLe6hKEYiEOciodkP/uj3pffub8RZoxZ75mE85buFTzFy3TPGDuwmWaO3+pZs9dohmzF6pz5ly1dc5Uc2uHWttnKldoZtOLlLDCvcvIRYAiyHGMtQ5SvRNHwKtPPsaklAwDlsAns+vpTx0tlUJuvR8rYqDJ/oLRCRXhhWE67nGOugaTOFIhdhxKzoGFqHqbkrN/hpM9zj6AqVyidBSwfDjn5ByAwnXeK4BIO+BoaHUMnH2AlZxz8s4DLsR13OOck6e9FOPBbikKWa/TNq7TFZedxw3ICk3raFLsWcXcdiipSOZkYOylaUkCnEqKHeBLykYVNeQqbDY5rV45X+ees17XXHWePnPjZbrm6gu1YcNKFRpijWIYVtmsoyiiDSdjI2sc2jIoea/BoTGUegl8PU+feBxpcuTRygVuN6a1Nmr+zHadun6V1qxAntoaOGmiaZyiFLrNPpjHlfUpJ6/WKSev0ZJF89RBnQY2kSwkRFiQZmh6woj2oshjRHr4Ao/hj/XHNNAr8wKxpihswYCooykD8Zb8d4GTk6cNuicmIzyEjugJb+ieD5AUhz5HPaPRS6GG/vkDvTAytBnCyRLWdgD7ABeCSQKCUzHZZIgbnjI0Is+IjU+hO6sEWBmxIVg+yVBSFDAaxTMVEg2vc1aqDo614EJZL+cMXL2MXP2flT2K9yHP+pFL5byTya73zBWy5Jk7QUetVlGFDX6C6+nh4X719/Wot7tLPV171Xtor/qOHAD2a6S/W9XiiFJuRVJu5YTjHCHfHhgbGlBxfIxbuRryL5mMZOgvQ1+ReFIpYYOo2XezGEO5XIWWCIBD4Cnxz16qfALnSB8Pk0kCex0cUABNPm4yPBY450IJB+oo0BHsAUOE+SJywmvlRK2pkKglFZ46kigaFNnBRlC9iVRJSIgxRnLOycGPLM59Awa6ffd5ydLFMgfE5CGKpTh2gl2SWQGhkVS2bkXcgXVe9XVGJMEoSegPdHh95BXTSERe5CPms6wjR45o69aP9Oprr+r555/Tiy++QPhC+A8BzZhsb2/XooULNQtDpZUDhkI+r0ycCU6NGZQjnCgODA7jsExwsFXFAEgU+YyCboSyOIqUNSMWvVDAIIlxcIaQg507tuutN9/UFm4phoYG1YcRu/OjLXrxkV/r8Z/9TDteeFl7Xnld7z79jN55/RVt3rpJbTM7dcUNV+uW227VF778JV33mZt0EQb+Ok4vZ3LqP2PWLNn/M3LRJRfr2uuu1SkbN2r+wgXskQvDV8dmY6TbH6JPx2htxig11nd3dWtidEIZH8sbvXGsPozoDzdv0Wuvv64HH4Iebk/2HzigdSev1/d+73f1u7/3e7qBvq+69hpddf21Ou3sM3TWuedyWnu+lq5aoV5Oy7sYT5GT1qqk6dzsLFi8SEuWLg1fV3v2uRf01tvvygwwT3/LMabspHUep+sxhp/V24qh08VNQgd1z734It30+Zu18cwz1DljOk7GQk2bMUMtrW3K2nzksjrETdm+/Qcw3tgzslkVuOnwrKGEE/OarSPG1tbWpraOTo1jEH6wdau27tmvZes3aON5F2nm/IUawSk6dKRL3dxslMolJWwgDplhCIqZw4bGplC/g747Z84MP1+bOiebv0NdB3W4+0i4/ThiIfphEMdwgIOJsdIEdBUVZWL2opoQEByyGg7WPqXIxwTGfZm9cpRbsSp0po71jpwWWlqUbW6WslkNDg9qFIfCUX7h0mU69cyzNYgRPIQjM8J4BtlHO1krxXxWe/u6VfJSzupCd76hiSbyipHLXK5BBRyQjvZOTeucrhyOZ3dvnzZt3qyD3IhkW5q08tQNOp0bgZPOPl3LTlmvVhzj6ZysL1+7RjNwOuYsWqSEeesdGlQvztTg0LBKHOolqVfiMmIFcHjjVMX7q5gMEGKbgndhu0jQZRXmxW5xjgLpSlJTFaE0J6KapiGekE4BC824TcBPQcrEOMBew9WYL7tVGISuPhyvQXhThc72xYs0/7SNmnXGRs0953S1nrRSPfBrN/PUiz53yFDztE5VfaRB9PMoB0dVH6tl2gwtWbFaG08/S5dcdqVuvOmzugaZX3vSSUyhVxeHAds+2qZ33nxHzz31jJ578lltfv8DHdq7V92slyPAwX371MWtmIPuzrZ2tXFT2oyT0gQUGhuUKxTUgHPbxHq0uTDe2Ncce5mTgwcPq4izPHvOXJ151tn6Ajd6v/f7v6c/+A9/oM9+7ugQ1ZIAABAASURBVGa5yOmhRx7W3//D3+mHP/gH/fqhB7UTx3GMQwUHz5twnBuZXw+jYkVqwPnM+oLymWYtXLBMZ511ntasWSfnIpz+I/po80d6/tnn9eADD+m5Z57VFm4au3FQRkdHWRPd2oJ+ev2N15GVD8MaF3JqPK8yb/atGDk6Qg/bfIWJ1qc8UxM2lfX/Zu4/vCw5jvRu+Imquqb7tu/p8d5bYAbee0/Qk6Jdcpe74q60R9J33r9ER0fSarmGa+gJgoT3hAfhB36A8d62931N1feLvPf29AxAt/senbemnsrMyMhInxmR2d1DkszTgPDSTp42Y4w4mmyzrscTMKsLyjwMXAbk2RexLm42/O/xTJE4yrICA9iRk6kgZUUpzStKC7gFZbW8UmZdeSrjpDzl1NJYUHPKJ0y4YrvycZFwLEsj0kcSIeFTZhKlpQ7yB687nwD4ZqnncoVG8DiXheuxDry8no6Jh1On1b9EeDuDs+FQEAoDK9FOd6T4WbQslW/CkvEvU739I3kIIfKnTiOOADkSV/e7XHNa+EjOZ2a4DmQwkAzIVH9weet+iLCqiQiPRaYoihVZBP0sp5ej2RZVFsVprm9z1Gfz+tW647brdeft1+nKyy5AYd+g7dvWc3qwUutWL9aalQu1cd0SXXTBWl15+VZdf83FuvXmy/Xpu67Tlz53i7765TuCwXHlVRdp0aIeVVDqhocHNI58P1kz8/IklCf2IoBMSZzX9HSVBXJEM5WaLIokUVYWSb7uq4OOT6iPGx3t+Ui9xUTzS3l1tzBWUCLTyjhjqMaiHau9La9CkqmQz9SO0dPZllNnWyH8Atq8rjaVSOuKdBJJcRwpjkAc113yiMxk5tBvfYwYB453Wx0EnPb7EMkU8sANvJnwSZEcFvyG3xHx4YVmxINGX5qZzID+gAc+mCXjxc8rhxpP8PMhGrp/icCBJOEGSOSfydvNQZDXC+5I8aeqj/sMl2DjNTPV/wkXEI6AKZIxDx3CHwGx+JrFsobrYQcSGSuRwuPjYk4bRJYo5pAiyRWVZ+HOsXEnuYJ8zAsD1PxH6hgbKbdxLXGVE6+aVB6Th1UZVVYZU2VqSNXJAS2c16Z5Pe2yCB6rycJcThWxM5jVu5g9VmHBpRzTU2X8Uq2aMnsonTPhfNKbQcxkga/uIhDa73rrczQjY6AUVkcmM0DIpZ2F5BKJwm3EZ9AAxaetxQOHvw64IITX8JtZ8MMugvLH869Wq6phIJiRE3Owrb1Vi5cs1NJlS7Rm7VotXbpUbe1tqqchtVVl3nai/QJoG9pRTXDDlLERiuziJFZd6c/TxhF9ZhxStCjJJTp+7JheffkV+c2G/6dhhw8f4NRvWAv6enTrrTfpz7/zbX0W5X09ZShhBKVoTuVyBWWqyq3WDAbkJN1fpe1S1agDWqqPKnn7VGfKGh8d0xgKQA1/jrnfitFRSBK1tRTV19PNDWqP2lA8RjiBP7h3n17hJuP+H/5IL93/gKaPndDgR3v04gMPsp9V1IXBMU29hlA8/c/MPvno43r4/of09FNPk22muz/zaU5Fv63v/MV39Gd//h19hxPSSy+7FOUvlStf/rstY5x8jqKIladnkFljTM5otH9I7731rg5w4j3q/78FJ9a7P9ilB8n3B//6o/AjFZ2dHbTHLfqTb/+JLr/yCi1YtFCtbSUl+ZyCMbFubVCc/Pct/Cbk0OEjeu21NzCq3tD73NbUUAZjlN8cStASlNbNKK/X33C9bsZguvKaq7V+w4Ygb2BoSCcxeBbBcxFl/8JXvqTv/NV39SUMrFs/fZduuOM2XXXj9epbtEiWxDrBTcybb76pl1/6jfbt2a0zKJFuLLS0tsqiWGYRRiCKrK/5ksxMOdo/jiKN0TevvPqadr61kzzPqIRBsuWiS7V1x8VajJE5hOF0EkPCbx6mZ6bZZyohfSGfZ/y0qrW1pI6OTvXOm6dlGCwLFy1We6ktjLUa1yvDg9yMIqOMAus/bjXJyXOF8eNt4SfdGWWIOLk6g2F1GgMtYj2ZQHGfrmTckGTKohyGiVRjDSi2daitp1fFrl5NMz0nGE8nOCVfuGiZ1q1ar3R8mn2nW8uWr1IXBuVx5DlPRhskhYLkbrGoDgzoNhTfHOVM8wVl0CL60UolzcM4vfDKy3Xjp+7QZdxSrbpwqxZvXKeOZYsVd7UrbmtVUmpRxBjm3FaptyVtUSJtG/JaW0qsjUXmVU4RfZMRz0yVZMwPYw2jTtx8+BxyAwGdUt4WTeOjPq/oKyKcHsBC6Ly+RjjcT/XlyIirMcdrrBtVxpf/srrfDFVoe5+LaaXC+SVgvk5hTA654oxBMRRJNeZenjE0goz39u/TB8w9N7hGiK9S3HbaqRfDsp0xkXADkHBLkCuU1MrN0dLlK7R561YtWLxIfnN38OAhvcot3D0/+4X8T1T/6Ac/Dj+G9dIzz2sPSvwk878llzDnC2ot5FRkzvh65EZxW6kdPaJdXZ1dKrWW5PuJ0Wgx/eVLWRmDY5wDgcHBEQ5HBnTq5ICGh8aV1iL4O3ThhTv09W9+S5//4pe1EMPkIwyO+351vx50o+GJX+vVF16mDB/qNGvJxNCoWDIxOFqUSwqglbWqRZMTKWPbtGjxcl1y2RW69oYbdelVV2ntpk2av2SxehctUA/zPWkvKdfZpi7CnX3zFBdzqmSsgxz0pvRDRr+l9EMA7SrWcTpezceaHlzzMWF45r7UO2xcTsMfkrv/Y2AcfYzWIJCu4ft3OxkFaBbR/S4wmhqb0sToJAv7hEaHJzVGZ3jDTg6OanxwTONcIY4NjLCojmjkzLCGTg0Ef3WyqpzlldDkqlLKVDSBzdbXQ/Vq1bMkWn/sg9Qgz5DsaZvhumtOasD9UZ2LSdognuOENDSAl8mtySxMuZQ0bLgkD8lwPVHw46H/+dZfjzLSew2Dn49Z+EjBxZHJzCRZ+KfGkxFSgM57jLDJrI7I3cgURdTF/abwhM5iAEJWEkcSBStztVjj5GdBb7uuuWKHvvjZ2/T1L39aX//KpzEowBfv1lc+fycGxm363Gdu1mc+dRMb/426+84bdNMNV2KkbNLC+d1s7BVNjg0zBkZUYVMQA95U/5dlJjlCKfjgz3CGR8a4zoS/kjInDG6JUiFLZ0H5Y+pSZKEo4tr0pHLVGbWwChjXsJXxES1d3KfLL71Ql16yTQsXdEnc0kyND2uEE6bRwTOqTU2oGEulQk7FJFZCA5h4KKOXU7SJaIvgZhl5NyH8kjKBLHiabeh9KOdVFnhcyfOyN0F2PqKBnQV1acZH1NYRW6TIYmCKGrRI9cfL6KiH+JI+I786KBKkDHzshc/MZGaNqLkpUmgpcTjI8sL773IEab7CNmjypAH1tBnj/ON5ZapnkbkwYI0wXkgeBwWafyWTAkIWRHq94zhRAiKMCItyMkskWkIy/kUyi2Wq00Mcm77SSJn/uRQVFCctKhbbUBa72TB6UTx61YUyMH/+Ai1bvFArlyzQtk0oygu7OOwY08jQCQ0NnGCdOq2JkZOK0nHdceMVunDTKoxWWoETtyhK2UiqyljEI+odUWAzk1GWKErYFIhnzHoZY8puaj7uc3i4PsMzNV1kQ84awPnElyEFPSPvc3Fu6qYUd2EPr/ubELkCyuweL5G5J0B1UTghGHiIxTWnBSIeRGXMi6BEcOqbY/65f5RT1FHm7fHjJzXOrYLTaq5YANFWPp7kMlweCH7aL2Uj9MOODKUkl8urUCwoDxLk5lHEWlrYdDEEplk7Yty1a9bo2quv0s033qCrrrhCmzdt1AJO1Vs4iZxByRsfG1fVT2PLZbkS40qSlz8hbSQpBq3k4yeLCeWJqIv3Y0xZCnGkNk6gS+Qb0eAVFNFjKOYf7tqlQU40KyhG/mNTv3n+Rb3zm1c1euioLlq7Xtu3bdOBY4f13tGDGsK4Kvb2atnadVq4dLlyGL8TKJv5qKA1q9Zo/TronL6vXr1aa6hLW3u7vF4R872lWFBne5vySaIiZSwmBeXjHGPRFDO+W1FAi8Qd3n8ABeoV+S97v/3WO+rn5LujtUUXccNx20036fKLL0FxKqhKG1QpM4NGBeQNYag8+/Qzev7Z5/Q8htNObjFauH24CQPh+uuv1WWXXqx1a9dwGj6toeFhGethW0cHSlxJNJXoevmfHS0Ui1qIMui/nH/TLbfI/z+RjVu2KEHWMErjJPkOMB5mqjV1o1y7QboJg+XSCy7Usvnz1U49lnEjtWL5UoyYNkX5nDLyiqhbFMVKkkg+dirIGcP4Ghub0I6LL9JffPcvtWzFSh06dETHgjK/VNfddKuuufk2DIyWcJMxjeIaxTGHTAVorSqhaHehnHZ0dqoL9OBfvHAxbb9Wy5cs06IFi6B3AV8n2pTEibwvavT/4OCgQtmSOKggLV1dOsapeS1KVIsKmkkTTZaZj/mS0qSoaddT4qLGubGZZC87RL+8Tv+8/sabOn7kuK6/8VYt7V2o3jbya+tEOT2lg5y2Dw4Pq8w8iQo5jbPnjrKXTVmmWktB1lFSgdP9Dgz7xRvXa+vVV2jjJRdpyfq1alvQJ5WKKlO+gNg0w1xjhVIWmUSbJrmEfpQsMVkcKZfPKU8+Sd7pJu9Xh1mkmHrlkpxyYb2NJTFjMod8CLEVpnJlNaNteKHVw05LIdTptMccP0zyOOepMde9XWvsqX5bUuEAwG85M8KZmYzyynxdFLMoC//HzChzcJTD0EnWh5TyR5Tbb6X2HjygfQf36wQ3oGP0eaHYogULFwTkWQuqyClTjqhQUM/C+Vq3eaOuZpx/6nOf1i0YxdsvuVgrVq9iTBuHGsfDL5/v+egjDdJnncylBfN6ME5b1ZLP0y4RBxdTwQCexiiteVmA141SSxYpYtxGjJ0KhrOvg6dP9zNGT4CT3E4MaGxsRkuXrNLnPvdl/dVf/Rf9+V/8pa6/4Qb6Iq+Pdn+oxx9/XD/84Y/1z9//Z/3wBz/SDznU+MW99+rNN3eqHwO/ilwaRVOTFQ0NjWmYW1vPd/Vq1sPrrtenPvs5ffM7f6Zv/+V39dmvfUVX3HyTNjNONmCUbty2WUswSrOsgnE/Q30osmXyPgl9Jh6jJnMR1cPECJ/M+J4HjzsfLo9G9aZh0BBLHzgtwIPAXzNz598Ns7qc+vesuGiSq70JrtHGWbhH+09jVABOO0a5Ih07dTL8beIJriA9fphBdJqF/gQLev+J0xo+M4ihMqryZJl9Kw6V98VPamSTNdwQbvr1Bz+ePCCk+Hh6z8sbLESTRwbq/oyGBQSsSfMGZmRkVlMwV1kAZCl94HwZtHo/+LdBIU48mbztDJ/HuTMbrhPlZQxMHulo0N3bRIanCbxzXqc2ggg28c8imRlEB44oERtwjcWvxoTKfIHgOnl6ckwjg/2aHB1kM5S6OlrU29OuJYvmadXKJVq9aqlcue9oLyiyMhvWqMZG+jVw5oQGTp8g7RlNsRF/4DCxAAAQAElEQVTVONEQi0tQylOJMU9VPW+HpOCYjInLRyOj45qYmFYc5+UTWkZ5G4tSaqJlU8S5ICOKOEGrTLNgVlkoTLXylMaG2TSo07x5Xeqb36sCVn8ciw0pUSsLeks+Vkaa6tSkCgadQlmtIqFMZbRDymJXY+Or0Q6Zn5SjbArX/RntI2Agot8j8onod3JWROli+p09QKz1SpjACeVLaOMY3jj4pYRucX9E2BHTCHVICX5HbKaYujsiaOIhGZJELgSIMyD4Mpky6kABcOvxvuDXyLNG+Rz0sgIot6DVuWpKCacYWym0zIF0WjjwptSFnIT4epj4lDESNhHS+CZScxd6JimjLAqIpEafyYgABqkOAu7HsYiP+x1xpAjEIMeG6YjjWC7OB405L+XxfAKRCItixbmCYhS8ONeiHCdeSb5VecJ5bjuKGB+lUjvKU7tKrW3qKJVAqzpbC2rNGWNlUjNTY5pkrA8NDeCOSNUpFLcYo7SmycETyhPOc1NSolyFSEzvVLEU4H3PcaDEwIzoOZpGWWaK2MTdzTIpkwWk0BUewlnwnPPxvjmHMBtwZgeycLK60NlY99AUUvio8cAYcpUs/BNPnYYU/HwNuM9dZAa5hJ1LpInoPzMi8btjwbWQqIpy7/xpmsk32iOHDuvBBx+W/+7CCEonjYDyyNiiQVLGhw9NUiLBJVtwaUp5l2Y+/uCLLSLsMCW5HH2Ylz8UTf5jRys46e3q6lQhX9DYyIiOcQty4MBBnTp5SpPcENR87jIO4zhWiX720//Ojja1tZXkSqejDUOmmM8pY35Pjo6oxiFFVJvhRmFcFRS+Y0cO6dlfP6mf/+Qnuu+Xv9Rzzzyj9999T7s5oTx0+DDjY1LTrGkli7UNQ2Lrps2qUbnisgXafNO1aunrUbGtTTfedIu+9o1v6lvf+Qt996//Wn+CUnDHnXdo6ZKlyJjS8OCw3DCqYBh4O548cVJvvv6mXn3xZY30s97SFka7Dfm+OTSsjPbp6+vTRRft0HoU0GXLWHuXLtEG/Hfcfps++9nPcJqPIt/aQrv56iH5L0ef5qbhw/c/0MPcijzy0CN6e+db5D2EgdMu/2XydRhCfRhuOZT+Tm4FFi1aiCE3X0WMoP0oxf7/cPjvdsxg1Dlfe0e78ihzOeanG3ve1kZbpJyQF/JFFTBwqhgcIxihQ5wgj01MaAplben8Bbpi0xbdtH6TLlm8TGsxvjo62lDWUYbiSKy8UhQrR9/kkpxEP5YxNivsHYVCXuvWb9TGLdu0bOUajU9OK4oSTU1MaXRwSGvWb5D/ku+KVatp20lVGAdextbWVrXQ317OPOOpBeW0CEqlVpWI62jvUHdXl5ZggCxdtly9KPhdXR3B7cE/zrpQYd2vsrZXlKqNm4wZxnv/0IiyXEEVyjBeSTXC7UeMITFjiU5QnoPHTmoIhXmEPutHue6n7fbs268qa0RXTx9Vy5RQnlP9ZzTM7f/IxBgGx7SqzLdpkwampzTJ3M33dKl35XItR3FcjuI8f/VKFTGc/PcaprKahtm73MibIQ+/pZFMhUJRhWJReeZIkotlsa8qKaWvqYbMKnOtxv6WUS+jXnKqr6mRyQywqnnbNiGLlJrJly4z4gl7Pj5mU9oiZYymwSUfXKf7fBWLSOZxNfKGHnjws9nIJEVAMAZ+9yM7A0YbmJlTEJEpZRw4KpRbjJMIIDH8KNzw2Ij2HznITd0u7d63V4dPHNWxMyd1anhAQ1PjmuCwqFZIlHSUZKz3Cf2+YOUyXXPLDfryn3xNt3/2bm3cvk2ttPM0Zd174IDu/eV9+t73/kH3cxvx4XvvaZg9oYYOEFHgBAMvIf8EPSXPHMgzRyJoKfXw/TWlrN62bpy4wXwaI+bYseMYq6d07OhpHTlyUqdPDymljZcsX6kLL75EG7dt1ZrN67V07QolbQX1jw3p/T0f6r5HHtL/+fvv6e++//f6xa/u0a+fflzvv/+W9hP30fvva8+uD3WYMXWUW5yjBw/r1PFTqpRr6DoLtAUD/+LLr9BFl16q67it/AzG1h133KKe7jZVK5MySxV5hTLRBZm8tR1iHYNC22cK/ihT6Aqn/x4Y8YwSkmUSbSnawvtW9OIsoDlPhFDPz6HzHlLTPqQg0v0OicAsxFOn4pl9mxxCthOjQRby4WNHNAKGjx3V0PEjGjx+NGCY69ERFsbRk2c0evK0hk6cUP/xYxpw1//mMZ3Vf+KMpsYnXVaoQvCEj2eVKVQuc38g/lEfL74jlNVFzHqoOIPpfGGejfM7PYXfw8L1MC2Ok1JG58BlUqc0YVAGiam/lNc9zjLreiCTd5wYEORMTAYk458ok5kpPO44Qi51nkCf/YRIYiHgbeRGoCkVYkOWWSQRFI9LSqlvyoBJmeB1VFVj4awy6aaYxOHn5AdPa5DbgsGBUxrsP6nhAfoNBX+KxbPMSU0FlMvTpKsqQ06GvIxFR8BCZlbPjbzc5wX1/qtDSpK8Mk5YhrHmJ6dnFMc5RYaBQCr5RMHvG5wvBDWUwXJlShUUQjFB8sVE+UJOM5RhcnxUU9zYfLjrA7377jucKOzSocOHwqbkfRbnYsWkiTgByJBhoDY5oumRQc2MDoFBTY/2Y3A5BjQ5MqDx4X6NY1RNYYRNjw+hfAwHzIwPqzwxjK46woXKKGi402OqTY8rnZ5QinJTm8EtTyqjfVSekcPYnAzjJmJzNTbLrEEXV6JZ4JuWcYuTediBYWQYP+YTmDaMaJeEdsmBOLLQwhkbUmh7d338sbGkLMAZG43wm4M4d2P8EfC/7pWPTflIcn+M3Jg8ItJHuKIvU/KtOShnjXKkuJlvYNBSXI/PkCvKpVASSTS2GeUCEUjiiD6OaHsBU+xhEEcW6LlcFNw4Ev3OqCRvo9ymKuEKQ6CmKJZiLDqLUhl9aCEcyw2OIlfgeRSLHJtusQWlA+Uzh5GZY4PI5X0sCWVsUt7mRnvmSevKphiny7mWX79+vZahGMZRxAlzRv9NqcJ4yBjjKZtZgiI0r60Vg8QUKWO6ZriSt0/GplpDCalUU5kXymOMOH9pkxT+DD9e+XjHG9ym38Nq8FvTE4hnPyFtkMPMJhDSutAGizXcuuMRGZIAvGQm0Z6kDBII4PrXcB3ur8eG9PSBmcnMASW4psjdDF7aLI5itaG8lUptzLdpHeQkfpCDJh+PURTJYbhkIM/BfDwRCG3nYwNqU16KsurrTQ0FtopRU0Ehr5EHLMrTd23tbYoSRitjLZfLyRXkbVs3a9vWLeFPt3Z1dqiQzyuHAh1kkrDM/BofG9PkxLj8fx/fu2eP3nrzTT3/zLMo4g/owft+qfs5VbwHI+NnP/mx/uWfvq+/+V//S//493+vF559Rv1nTms1NxOf//zn9NnPfU5f+vKX9I1vfl1f+fpX9dkvfl6X+o8yrUGBuBVF5q//Snd/6+u66e67UCguVjtK/Mx0VVNTM/Kff/cT7YnJKdbGlPoUMIRLHIC00kam45ze/wpF5+//7vt64JcPyG80vC0//GCXjrNnlmemabWUtFW1YdQsXrKE8Z7XUQyvg4cO6iBrW4V26cAo6+zuVJW5OYDBsoubmmcwnPyX3A9iGM7rnae77rxLt91+u268+UZt3rJZh8n7mWef166PdrOW1rR02TJt3LRJmzZu0tq1a7WWk3X/xfDFixfLzDh46gnGz5LFS7hJ7FDMWE+iSCbJf77cf3xrhrW7hAHk46K9rV0+LxdhaBx97U2Nv/6WdlPH9+iDjD6ewQCskTplTFXZb3wexeSTN8YPtE5uKfwkO6HPT5/pV4Vbhb4FC6ljjRxNPlYGT50JBsZFl16uMmPnxInj3CacoM8HMHqmVGYchLlCiigy1piEHE1FlMdCLq921o0WlPUC60QrRmorc7wdZTQq5DTBGl5jLy+zz6QomRUqOjA6ptMY18PTZY2g7B3vH9LJwVENTJU1xDhO6ftR5sYQY3yU8ThJW5yhf3ZTrtMYFSP400JehfYS46SDPm1XnEsUFfPq5HR+8drVWkXfLKcfepcvU4F+reVzKkvhFiD8mJLP6ThSFMdKQC6KwppVpa7+43kV9hUfB264VdnDa4yJFAOlBtwVZTDmlyFTtAZNrcyYmbS95P0ZQTZoQDwwZNQnw00JpnRYylqXIiMDIpwRlzV4hF/4HdZwAynjC1zVcTohZfxLfW2CXvdncrlGPl6cjD1AATU4Mxl1TRgP3mZxLlbNqjozfEZ7uAHZc/igTo8OaGByVCfYq4+xbg9OTSgrJGrr7VRHb7e6OBxYsmqZ1m/bqIuuvEzX336LbrzzVt3xmU9xg3adavzzP23985//RM889bh2f/AeB+CD8jZrod+66Y9e5HQz17o625gHLSrSd3nKkgNxbHI3RxkjyuptPjU1raGhUZ06fYZbmjMaZAy1sHZu5Lb0qutv0G2fvgtD6FOhHNfffpOuufFajJLN6unrVmtbUbKKRqjjkSP7tGfPLh3Yu0cnjhzlIL9fExi7x5nf77z1tnZ9uEv1eVJTASO01FpUb1eb+uZ1KuflYgznGGtxFNGORs8bsiU8/uJmddDScvgeC4usQf8E1+BzRLhNeFis91no11Tu8nFVTZE++cno/7QJWFLyzYxPKFnTFblQFuJn38CjOlcjKpoeGdLM8LCmhocawM9J0zQbQhmDYpqTqilOuKfoiEkwMz6lCjccfssxPTqt6bFJVZjQNSa0yzSKndWzoABUj4LWw5n+2CeiwI56SkNqJEifKKbOQ1RgMPeA+jsbwmPeMZRM3ujBnU0pEa/G494sxKdQwGw65wfOQF68JDO5W/+IVJ4SkIYvYUTweseRUpk5z7mQIKr+mJl4xbdOOOcbJEBxN2WsuEuQxcUYRL5YsSrIXUMhNRYcX0QiMo19EwJxkEzfEIcAXkpJWjz1QiHunNezoB9zSU7TMxX5n6tjD1IUJyQhLXl7Qs+/nQm+Ze0qXXXxhdqxdb38x7lyfn2gTHGUqMpGUGZDMNKEa3cTB9JVeiNVCeWlpdSiQj5WzOISsZglbCoF/N2tBS3uaQclLeoqakFXXn3tsXpLpp5WNWDqJtxLuLs1U0e+qtZoBkyrVXUU00lOyMeVzIwExLjxzKhsGkwNy6aGpElcEE2NKsFAMRZJTQzLMH40PQIv/qkRZZNDqmIAVTF4auOD+Ac0M3RGMxiAZdypwVOcyJ9SmVOSKgbQNAbSJHHj/iND/SdYkE5qYqCOqaHTmg5p+jU51M+cHFSZuVlxkL7CIl1Bya7gllmspx3wTYMpFjx3Z/CXyaMMT8XTjCEDt0rZPf8qBl9tYlQptwcpyl46Oa50YlLiKjybnlbaBCeAGRtjE8LwqrlyheHlBliKMlIlXMP4qnErlQFj48+qk7JsmsVrBrcckHFancLv/Z2LYgwnA2IzjpREUsQcqWC81dKyqm5gckpYNKkdpaOX084JTs59nPSwmWzZvEUbNiZpLAAAEABJREFU1q5DvqmArK5Sm1ahYLUyRoq1aWUYnEtYwNsLORkbd8SY9luxWFKBsZuiNFdmqkqSgtIw9omY8zKSGYdzCLNeCsScmQ0yln2815FCdnhqwDxhUsDhk4YofP6to0lTkGaBFynBPRvn6TX7kPeceDPCvLPR7iFsLtHE12RWRxTHQZTXt7OzW20tRbXmc8zDCJ44IKIdo8gUHvpCoQW8PiKtyed5Rls5XIms0a4pczejTAnyi8UWdfd0qw+FbPnKFVq6dKnamcd5NnU3NDo72pWxDrnB4+jv79f+ffv05JNP6h//4R/1D//4ff3wRz/RT3/2c/30pz/TD3/wI/34hz/Uq795SR9xE/ACCvDzGBnv7NypA/v3ShjPff5jFuSRyyWK2ahHuOGYZOxW6e8YxWP56lVaQlkMf3H+fC3k1iCPwlqm3BWZJlnDJtmz/Mcu/E/zTjLeU9ospsyKUNDPnJHfIjzyyCN66YUXtZfyRqS74rJL9RlOYVevWa1Qf5TWBSjsuSSnMydP6ddPPqWf/fhn+ud//KdQj0cefURvYEgdOnJYO9/eqeeee1ZPPfWkHn74YT39zNN65523UVL2yH+heeOGDVqKUeGKzzvvvMuBzAfad/CgjmC8TGEArMDA8v+AsAOl2W9Wlq9YEQy6q6+8Shs3bpQbHv5jSj09PWpjXphFzKeKMuq8e89e+V+6OooRU2ppkRsLCWXOg5g+TOnfiHZ8/QmUuOef135wkJsXY09PQUR8grwMowGLItwGF+JE+STBOGtRGWV5fGKCW3DmPw1YKnWixI0oiuDJ51k+KhpHn5imj5ZQx+7eecoV8zqG0XYERXR0bFRuDDUNkDAmvT9AQh45jI8ojhmikaIkL5G30ffzOISY4CCrzKGC/98fM4yzabimZBqcnNFwpaZRhvKERTqCUXSKcTKFLMcI+2Gto0OV9nYNk8cRDA4t7NNJP0Tp61Xc2a7exYu0jPIuWrRIi3EXr1qh9Rds1ZZLLtK8ZYsVtRaVMWb8x4Zq5CvmUY5wgbWrtbVVpbYSCm9RBfLMRbFvdBLtmdJeFQyQKmtsytqaMafCRKP8dJh83YrotziTIpdLfTIH7SHqkplJDuGKJ3PXZGbiwxzhZX6yGmlWUaQPm34fu0TDpLMPSSX/gGxOlPsBglRPh9SQ2Lmz2bIa89LLbcQZ81CsIxRVEcq0cRAVFxIlzEdLIs1gZI2w/5zituIQh9t7ubk7yGH3sdMnw43I8TOnNDgyJK/WgsULtG3HNm7MrtXNd96ir3IT8p2//HNdcd2VmmZvee31l/Xow/frqccf1kvP/lo7X3uFg4E9muK2pUB/dLNOLFowT0vo297uTnW0l9Tlfdvbo/ncJM7j5qyH9auDg5FWblxixtcU68MgN4KDo+NCXVGuUMLAWKjN2y7QLXfcoS9/7Wv6kz/9U33lK18LBwV33H6rbrn5Jm3ffoFWrlwuX59aWGtFW1RZW3LUuch4n+awtZ9xOMWNYC5OVMKYTiSVMbwmxobl//eMWeTJlNFfURQpZl66azKFlz42M7x1yB+TzGwWmvP4kh7Rf+7OIf9er/1ejibD+Zwm8yjq7s758DHktChPxfIMjISCJ3GkXJLIJ0/ikyVfxJ+n8jQAEz+2WEmcUxIl8n/mI4PNPGUyueFRq9UYnxnQLKiz/uinkchIWEeDQJWa9Wm6kueX8YWZeIEMNAjuc1IzqPC4UAlv5slxcQwZ0KGENF61s4mcmhJ016HAI39IEwK0nwfPR+A+W9h6dCCSJyHPpwmCc14XLJlZQBThOkLY6dEsPaZfYgYslLBQ1QcamfAq5J3JJBRBkWnGZ+6bEZfV6TjO74PDMcuFDKOQRj4j/neyB0doi1hGnikLJC1H+jQYC0v6unTbdVfpP3zmLn2WU4r1q5crZWGtMpGqyMgsUb7YqohxlE9y6uDELZ/PKc+i5Iu1L1plJmiFU7mM8ZSQd57Cb+KU6aZrL9edN1yhu2+5Sp+59Wp99tar9OlbrtSnbr5cd90IbvL4y3T7DZfqzusv0V03XIJ7sW67+iLddMWFuv6Sbbru4i26dscmXXPRBl2zY72u2r5BV1y4XldsW69LNq/Wjg3LwTLt2LhcF21cpu3rl+iCNQu0bfUCXbhuEf6F2or/grUL6/5V8wmDVX3atLRb6xd2aO38Nq2Z16pV3UUt68xpGUbSqt4WrZ1Xgt6m1VhGHl7Z3aKVPWBem1b2tsFX0tKuVi3vadPS7pIWdbZqUUeLFpQS9RZNPWBeMVJfa6T5pTgg+An3FaW+YqZ5hVTdSUUdGFxtmlIpmwxoweBqqU2qWB1XsTKufGVM+fKo8pVR5XBz5THlZhrAn+BPMMhiDK1oelgxhllCGsOvyUEZhlcEn+AT18NxNqOClVXMAEZEC8hVp2XcIqUz4/IbKzeG0gnGDoZcGWNtahDDaGRYU4P92HODEgtwgQ0rYXT5ybEvzpMoJRUMnOMoYDMYSD62y+MTSjmhOs2JUsTYSstTijF8Cpw6tedj5VAepsaGVSafsZFBxI4rl8QSsssYQVEUK2PcinwYXvKx7mM4g2MWRLhfMtgiKcwsHHOqI5WZw/2OlEh3cZCLUDwePgvPB2GBfjY/j4f0Ca8FGpyw8IaQf0yG+EwpdajLhGqSmSlmnY6iSHHkdcw05odFzKV8oaCIdbuKMpYyFzPmYo2123WEyCLSSkhVs3xeNwLy+BS+lLmYNvIzM+SbaihKZfpmnPl68tQpvffe+3oBRf3hhx/RT37yUz399DM6Sh8d4tR/957d2rt3r3Z/9JGOHj2CIjqiMsbrKW7UPd2+/fs1idEZ52ItWbZUt995u66+5iqt27BO11x3re761J36+je/of/y3/6rvvXtb2vturU6xgn1B7s/0gFuFPw/gDuI3GOU4yCK/nvvv6d+bneOory//cab4bYnsViLFy7WwoWL5Ap6CaVESaRRlCD/87SvvfGG7n/wYf34xz/Rvffcq52kc6N32+bN+pNvfE3f/tY3dOVVV1DOKfnvEhw+dERPPP6k/u5v/07/8L1/1I/+5Yf61b2/1DucbCZRpK2cim/csF4b16/TogXzOREdDv8R4ZHDh5XEkVwBKqGgrl27Rr29vXKj7Ajtte/AQb382ut6/oWXFSc5XXTRDrmCFNqfsdWCgtTd06U20vpNgHh8HETkiZdbhGm5kj+Ksu8Gx3vvvy9XalavWi03WnwNP3LkuAY5iR0aGtbg0KBOYWz5n6I9uHsXIlLFfL0OYqyIk/NcJkUo+JYx7hgLNW5pfUOZog8nOLwYRUkjSqdOnNRjjzyuSZQrUxTyraJozqBkz6CEbdy6TZsvvEDLV6/BOFylCrKOHT+m/sEzmmZueriKYp4xxqrkV61mYvjJohwFSGRxXklLSRG6SdeCRcoKrRpD7ni5qikKMMNYTjGupnM5TUaxxiVNY6SU2V+m8I9Tjgl4a8SVeuapb/lKFebN0wRGRPfG9erZvEGdGBiVfF5l9BqSyNeivkULtWjFcnXOnycr5FRmYqQmxUkiNzRaMMBb2ddayLsFhTJHv8VRrFwupwKyivlC3QCB39vVzGS0bcacSqln1vCLOjiMjB00Oz1OgDeTBX+W4QZAhOZfIc8R4ZoZXoMMH/4MX0bKpuFBMLxOa8LzjALV0+HxRDj+NihyHh8PGWVuQvjd4IiyTD42UJsVkcDM6mVgvcy8rVgrMtbfKI6UyydKQMSaXKb/z3Bg5j9G9d5Hu/TW++/qzffe1s733tGHHDQcOnFUhzBKjpw6oVN+OI6MVZvW6Y4vfEa3fu5TWr11o8ocPB08vF9vv/WGnnzsYf3iJz8KeOhX9+qFp3+tg3t3S9Wy+no6tWRRnxaD3t4ulejzPGMjiiKllLHCXlJJq8qoQJ7xlTDWKv4fYw6M6MjhUzp1ij2lLLUU25GzXNsvvJg5vl1dnb2qYKFUWFtbGJtd3T0Yne1K8nlNTk/quI/v/tPyn+IQxvuZ4yfkt6ancWscKuRzedrO5GuCr89VbuZpVvljZgr/3AVOcxifgAzPea+ZkUbIBPr4kzEWPgnO6eKa8PAfA0/nY8SQ767DzM4RkTFONCnWEiZXc+DTp/BSJCJTAjWsWN9wanRGlU6pMkhqLApVFohqZYbGnlKFU4wZrqgd01xb++JSgy9FRsjRouCc/RheBw6vF6QJL6+jHiaSN1QG19+59Hq4PhecnpLQeSk9g8h9Co2vZsXrJNUfz99RD9W/ZxmCjw9vkOryyQk2l+5UvLwu2sS/ukcKrqn5hCYI7KQj4HJwaGOkOT0Emv5mqrrrUQ1f3eHrkgPIJ2JyxCxsDp84Ee1sFmLhrMt0GY5ACB/PNHh+56cppelKpthiBnKs0bEJjaH41ZioVcZEimtm8l6OGSdt+YhTVYYeJ9CqzihlrJiZkmJJk1XpRP+ghrhJS7MIqZF8gXbfJDL9JPQtNvsPUWCGB4YUdhyK7OVQraJClKqrlOe2o03L5vdo9ZIFWrt0gVYv7tPKRT1asbAHt1erFvVq9ZI+rV2+SOtXLtKGlYvrWLVYG1cv0aa1y7R1wwpt3bgSrNA23As3r+GGZq22b12riy5Yp4u3r9eOC9dpx7Y1umT7Ol26fa0u3rZKF1+wRhc7fetquf+KizfoiovX67Lta3T1JRt1wxXbdMOVddx8zXbdcvV2XX/pFl136VbddOV23XbNJbrzust0x3WX6vZr8V9/me6+8Qrdef2luvWaHbqFNLdeu0M3XXWhbrx8q25E1k1XOX2Hbr32It0Cbr3uYt0O/+3IuO26S3Qbcm695iLd0sCt114M78W6peHe7Gnw33ztdt2E/BuuRjZwfx0X6qart+mmq+q4cY7r+d94xVY5brh8i268knoQvu6SDbqGul9/2TbdiGF341WX6JZrrtAd116tO6+7GvdK3X71Fbrlykt0w6UX6loMvksx7i7eskYXrl+hC+iDLauWaOPSPm2hjy5YvVwFlJmMDcLHc2dXjwYZAzVXPFhzxkaGlTGWJlGmYhSZjtYW9aN4TnPS2obfb2AKcaTazJQKcaa2YqISRlp3ZysbRaJ8LlKGMTTDRpBnQ4jiWGIEyh+b/biHOS+xr4uhR5hIXjxw42Eshzi8giLCZiEgUoGmAeKpmfdBCn47F57EUzWhhscMjwNJzdfXDVc60wwZTmzEZygrTp8lI8TMFEURMMXUscB1vtfX1+0iCpH7xeNhT++8FnmeyMZhkksYVKK8iFLkcchNyUvhyeTGxjQnxNO0Zbk8o2nafGh4WMPA/5zuyRMnNMkcr7CpVthoPU//ef0FnDCu4TZi6+aNuvqqy8Nfd9qyZYvmccK8cNFCrUYB33Hpxbr5jtt0yVVXaumaVboco+PL3/i6vvIn3+S08U5t3LqVuCv0J9/5U/3Hv/pL3XbnHbpg+3Yt44ajvaNdaSSNl6eUFXPKtRU1ils9DlUAABAASURBVOF5cN+eYPQcxLg5euCABjF2hjl5PHH0sI4ePKDXX31F999/n+7FaHjj9dc1MT6mhdyU3H3XHbpw2zYNckvzm5de1M9/fo/+FiPjv//3/6H//b//Rn/7vb/TT3/yM72GkXBmoF99ixbopltv0rf+9E90+x23aP26NZrHyaorFIsWLtSWrVt00UUX6dLLLtV85Bfoj3ZO3VevWasNmzbqAhTy7RgZ23fs0BaMlnYMI2+7FKVtbGw8/EL5mJ/as+f672WUmQdV5ob3oXeNjxMPV9nTZ/xEndN0vwm6CHkXXnCB/C/+jI9Py/f7UmvJu1jjGKaj4CRtsmLdeuXb2tTS1amZ6YqLZAlO2U/rYzpFH8jQC1JuoONcrBl0gHHayhXv1mJBQ6fP6EVuqH7zwguaxvBwY3fMDw4YAyn7hO8XSS4nBpXcYFmMIr+Zvmul3/o5hDhEf5zhEGJodFTjHDKMc7gwzHw/jYE0wQ0VB9Eap1xDo5M6fvKM+jF2klKXJlDUpjNpRon8P9kbw7goR5HKjN1pkxxT6CRT3iYYHa3FFs3v7ZMblWPIr8ErTsLL7a1qXbFEo1lNlTiSojj8GFqpvUP+Z3pn2N9mkOMGR1LIK05yKNF5lbhhqhuBBfnvJ+WSRHEUy/fkiEkURRHhSFFkIFLMvAw8c/jEY8wzHGWkoToK4MOrzIgB7sd3zmtmMjsXEAKPNRJ6uswXCuBuJv41/biBWRac2SAhswYNf0qalEhHDc3Yx2UaXGLoXzE26shklikMMJJn+FPiZ/VIxnPmvNBRLBQXaMeWgpKWvGLmbRqbhqYntP/kUb2950O9/sF7en3Xu3pj13v6zdtv6tX339FkVtXFV1+lP/mPf6H/9P/7b/rGn/+p7v78Z7T9oguVEbfrg3f11JOP6mc//aH+9Z++rx//6Id6/NHH9AG6xdDAoCJZuJltayupSN7FlmJw20otHIa2KB/TT5LM172aFHOclbOCZqaqGjgzpDOnBzXDgGxr68SYX6zlK1Zr67btuvyKq3Tt9Tfo4ksv06ZNm+S3mDX0pEP79+kIa82xI4f07ttv66H7H9C//vO/gH/Vfff8Si8995KmJ2bItygxji2LZfSdt2+m+j8iZl9aFypBA5/welo/pKMx4Kunn/3Sh2EMzHGdz5FCc3yCyD+cROG8WA5PZITdraMeiMaGpjU2MiNfkCbGpzSOYjnOIjfOpB4dHtUoJ9xjI+PycAATdYxrqFkQPw7fuP+/DmNTdExFvvB5xTwjs8idOWgWp07KGJAZleWl3jSNe0JU5kOzTvPBDz2FN0TJZViIq4epDPHux4eTNeKywCm+noeQk1GeOrUuQ+HJ+J4FqQn7Cy3IzeTcogsRLMRIgRA+aj4+wc6mhZu0GWUOgwcXCsmzwJ6FOCgedARq/UNU3cN3rp8gr4WsvTMthCQvj8NbGvVKtIyQfBYuH0G80Oqv51/3/f6v5xNFTATazq8Jp9n4qMhswhCP8IQ65ui1Khv/xPgIBspoWNynUEBODQ1rFxv/i6++rvc+3K2xiUnGScYCEKvMpjLGGNrz0R699+4HOnDgkFzp9LzKTO4Km4X/GbuTnBQO95/RCJv88MAZDeOOslGNc2I3OTqs6TEwOqSJkQGNcYoyMnBKI/2nNIo7NnRG4/57IMMDGm/EhzAn7xNgEkyPD3N4P6qZyRFNgxlO52emhinfCAb2qCqc7lfL4xhTE9hBAH9lekyVqVFVp8dl1Sks+WnF6YxyfvIfp2orRGpD6eWCQlxMBLSxaXdw4tPeoJdQlEvwtudTdbLudBYU3C4SdLXE6ubGY15HUX1gPjcg8ztbNb+zpAXcjCzu7dSSvm4tWzRPyxfN18qlKHBsnutWLdeGtSu1cd0q+Z9d3rxxtbZuXqttW9ejTG3Qju2bMKwcG/Fv1EUXbgLubsTQ2qRLd2zUZTs26zIMhisu3aarLrsg4JrLd+iGay7VDddephsxom7A4Ljp6sswfq7Srddfo1tuuFq33HSNbr35Ot156w36HLdenwefvu1m3XXbDbrztht19x036S7ibrv5Gt12y7XwXafPfOoW9XSVVMP4MMaZL+r79uxXxCl9mHYoU76pV1B4UzYD/3n47q4uDIqcCpwmJkkSNnQxBlctX0pZd+jaKy/VbTddq9tuvVFLaJfJqbGgNOfyjFLGq2S8wF1JPofmhOR+hcd9TQTCxz8ePYfqsjxodjbCzGTWhPBL/oEkqDIzwuGVP/Vpy4pCndLGBu8HQQpl9xlOHG2RAW8jXx9TNnVPK5nMWA2Im8AIqKKctbaW1N3Tw2lcmxIUQEMR8nUgQ77JH8/R3QbIJyPfDBmRRbRzHiOuqJQ8ZjjpjuNYBRTOIqe8i5cs1sUXX6SbbrxBn/30p/WNr39N1197nRYuWKCVK1Zq+4UXaPXq1dw0dHOyP6B33n6PeX6QzXsGxa1EubrZvFdoM4bI8pUrFeXyWoq7GYU5xngaYM/pZw05A4bw19iUO7p71d7RKc+/o6OLPl6qxYuXaMHSpbrwisvVTt7zkbHtkku0Zu065vW0nnniKT2IgfHQL3+pn//gh3rtpZckFINN69cyL7bo1ltu0uc+91ndeMN1WsTNyAzjbWhoSOPcikzjHxkZ4QKgqp553dpxyQ79h69+WX/513+pz33587rh5ht1Pbj4sou1YeNGxnKqkdERjaJID6JYD3ADM4aifgyDeRc3P/4nRNdwG7Ka25sSyndre7u6erq1gHJv2bxF11xztZYvX4acTDUU3iny388a6r87smffPr3/wS7tx5DavXu3XPYI+UxgiM+wPlcxSBIU400bNmrpkiUoMdI4RktbqaT5ffPU3dmpUmtrOM2f39Or3u5udTI2LFdQvljS6ROnWCfHVWPe+biqooyXaxVuAaqqssb7yXAVRby7s0PzuztVQfbLzz2jN199WcuXLtbw0ABzbSac+s5wK2ZRLC//EGt1jTGVyxeQVVEXNz2r12/QQm65cih/fjv2Pqfee7gdO3n6tE5wg3X0+CnGyhHtO3BEH+3ep51vvau32Cc+2r1fE5w0Vy2niiUg5vQ71hhGzzR7TpV8LDY5apR9empcCWO+m7p3Um43hkcxjDIzLacPBlB2R7k5zYp5lRhXJfiKKKbG2pJFzCVFimjTQkurSu3tauHAw284Wgu0GTyRDA4pYt4YE9Lh89b7rsacgSw5D3MpckTIA0aZzMyjNPfJQoKzczL4nA8muGVm8n/CdZgRmgMh1+kyT2AyOwsoInQuiHd6HcSeE4ZKAVhxWH74smZ4+T4ZaeChCYL8iDriYd2op3OxDqfVi2hShPyYTxJLvjbl84po1xgjMWJczNAWZ4ZHdJTxcMBvBQ8e0gnGxzjrUL6tVQuWLdEabqs2XbhVy9as0Dz2w3kcSLb3dMhvVJ59/jn9iJvM7//jv+jnP71XL7/0qo4dOcbheZk1rUVdGNs+L+b39aqno4PbxKJyXjj6LaKuwp3mgN313uGhMZ0+PaBDh47q4OEjOs4tn/+nhYPoMGMTU5Il4ZfI/S+8beGG79bbb9Xdn7lb191wvS68aLu2XrBV2y7YpqWsUzPTM9wU72I9fF+TGB7FllK4GUssYs6aN1Foy2Y7a/ahM7yBCdv5YL322yfIvkmck97lBPr5Hxd3Pu2PDHs56knm+Oi3Ou3cb+SnHxkNaywmGQtJjUW4ygmFX49WOH2scKpR46QxZSFLOWHJiBeLUEZHuD9jQVQjvaEN015K4khxbIp8wNE49TqZvAwOfeJT55oblcH8capz1GW5z1HnY1B7AJDs3LxcCHC6QleyiGQ0DqfuGSOeKDrIvw7xEOd1YXaY4YfiyeIIf+SBJh9++EiMBxrt4GVJySiAujMF+UqMBeBlzHBTWhsE/pSyzgVykOavy2q6iITPQwqux6UuFBKl8uLJi+qAhB85oWzOn4U0Tnd4Wnf/cBh9ycLOGPANuIIrMo1ojySOZVGkyOCRguuKCbPGM9Y0p0/+M9in2XhPs4EPY3CUubqvUaEycQf3H9CJw8c4qcZg5crcJ+I4N2eDbKIDnKAO406QpkKeob70W2SxEhCTp1EQI1+vaoTfaUlwBY/k4dmy0SR+ChCTt7vmGxPX3MZYxppQFsZ3RWIeYFkoQwnOGO8p4YwxL9KljPcK86HKaWKFza2Cm7ocZKds0v5zuzXq5W6ZU7vy5KRqKAIV6lDGoC+jGFTwVzG2/Oc/Kyxm0xj709z4VDnhq8JbhlalDSosSk6fIt0kp5KTI6Oa8PZwF0yigE05ncOASQ4KnGcc+hgL9ChtN4aSNkqbu38U2gjhEU4PR+iLYZSg4cEBjLcG8I8Ap9XdQQ1j1I24AYcSMTYyhCIypNHgH9Dk+LAmMfKmRgcw+IZUxlArT4xpamxEE9xOOKbHR5W60sGmn1VnZLRnBAox/cKpaSGRivkYhTZBCSri5hg/Ur6QRyGdDrDIuLkoKs+GFDOTJlFwarT3OG24ZNlyjVDfUdonYqOymDFK23e2l7QI5Wrpwvlaumi+tm5ZjzLXg6FbUY3+i+FL6Xfx2BzgZeT4dy6c42z4Y3OHfuclndXhY5L5IHdNYqWSKLcja8x3MfuZkVA9JXMfnwDDyx33SZ5eCFDjwZvBkBL0FGYQ8DdZMmT7+IRFTou8DMyVWs3zMCVJXnFS4IS2iLLehaLfq1YUKE+XMv4Dl0USiQ3E+OMooj+gIdTbK7aYTbpVuTgnnwf5fE6JKwnwFTA+iigJvSivixcvVnd3l0qcHhboy3GU7bfefkv33Xe/fvazn+uJJ55k4z6tJRgr11xzlT71qbt08803hQ15Pkq3xbHGmTeu4Bl9dbp/QGcYr6Mo//4L4OPMj2H6fJDxPMRmP8IcGHUwFqYmJzTDvPP5eerUaU2zl/XOW6DVa9aBtVqwaJH6Fi5Qe2e7/IZk/cZ1uuXWm/XFL31R/+HLX9Q1V1+pi3ZcqKswXOb1UAcMqw3r1+gmDJEvfvHz+qv/9F39P//Pf9N/+s/f1V/+1V/om9/+uu68+w5ddsVlWgNfhbH+/oe7tPfAPtF4WobhsGrVynDDUaSN2lFqevv6tJnbj4u5+dhx8cVqQwmusZbX6MOI+kZxpJQ2z2N8daL8LqE9Fy1eqN7eXoyQlDE/ooMoXocOH8Lg6NcJbpj8x7QGaaPTZ85AG0DJn9Y4c2UMxdp/qXyY9aDC3DBGVw4lOSM/d7tQsOf19KpUaFGhvVNWalclKXJzlJMYY0VuZVLK5fNGJvntlv9o1hS3XO30b19XhwaOHdED9/xUu956Q70YIcuWLSX/SRSqd5jLBTEMuR0ph/+rYZS1yusXMZ8tjjHKRlRmDV2DoXbBxZeob/Eixfmc+jlY8v8McjdG1QluY/YdPKi97BUHOXw6cvyETrOOjbFGTmF4VNjHU0skxmEuySujoN7/NdbjGmv6zNQka8mk1m8sCjtPAAAQAElEQVTepIvp30UrlirXWtTKTeu1ZM0qzV+6RCvXrpX/z+eltnb1zpunQktBCWsKzSTRH6VSG2O6mzHToQJtEsUx2UXyCet9Ps0658Z4mb3Bb6IquBXqVWXf8rbzPSJj3fL5llFCiiiaFx8h+joDKXDX4XMZ4ee+xDvdGlSTyV/NfZwEhHCzSGbGMGQeRyajfQKE32G4cyAegjJzOoFPerOzRC/nbNDLRm28PQIHG3LQB01BXkTekZcB2eI5v64m/hEXyhdHimn7nBsejIWI8erhIoZyN+tLZ3e3/Cbvo7379O4ulHb/ES1uRXZ++L6Os191LuzTvGWLVSvEittatJhDuFX0c09Pl2a4pfW/JHcGA8YNiWIhr86ONnW2tWFslNRSKCqfyxFuDwa6GyMLFiBvXre8/BOsS45x3BHG8mkOQg8eOYJRfFAnTp5mzk2xx0gzM1UNsueeOjOg0/3sneztM+gLPibbMP43bFyvm2+5WV/9xjf0ha98RTsuu0KFUpuqrMVSjdYAtGGEj+ai28+OE293ovRJCHrNbKd4b8wJuCCHk85DM+jR/364tLNSDK8Dh7ceF3V0JuoE7R05NoqEExDQnlNHZx56UZ3dBXV1t6irE3S1QGshrogLPOxx3a2EoXcU1NaeV0tLwoITs9FFMjOZ/OGLXw4PNuCNmLGwBTDLszCAaTAv31yI9I009MLZkPN4CNeTZqxydXhHIYc0RHkSsZrK0kiCRyxWDueF5RPeen4+2Fy8F9snhQggWeGxLIQkVwcyEUB0ppSkDs+mHpPJ/1G9sKG43+s562b4GhCcDo9XeJA7x3W6gzWswUlmoXC4iqAZQAKZI5J6N9MHIR8L16lzvy7HcS4tZqPwU5sJNnaXmDA5ncsV+ziiTVksMlxLcmpl8e7q7lEbi3UELaNhojhSHMcBvuHl2SBiNgs/WXOluQ2lpchGm8AvnikW7GEm6wAKxSCKywy1sjybQbFVOXhzuHkHG2YeJPmiImQqTiQUI3MQjnOkcQR/Xon7QUzYokSZmbyPHBRTrC6yKMKlECZFcaw4yYG8YuocswhGURx4fOOMG3ER+cmcnpCmwY98JNDmjf7wDMzk8h2RRTJPY6SJcmRIedIYfu/HiHCkCBnmgMfdCL4ohOvxmY/jMNgky4zTNtLgGvQIxCC4ihVzfesI4TQiDAQCD+US6R2ZkCViLLiWZkrpD6HERqIuKO3hMAKjzBiIxmKZ+qKKYpOi6KXcUNW4qZrh5HEcZXACo6jiyiBGVYXxM4VBMslJ8BRK0SSG1BT9O3D6lOIokv98tP+sv9+qTWN4jaNg5qCLNcI3hTIyRP0OHDys3Xv3hwW/YpEqlNEX9hnKcAblaxTjZwhD6szpExocPKVpTjtj2rBWzZSjH6mm16QBHH+pdyY+wY+PCcSXkNPwUYaGL9AyRo5DpHG6yzSjzRxhk4WNOI8XvF6HzGUg1/2ODH8TavhDEk9qkpl9DDKFx2iX+hgKQT6myPNtMHiZEsZrEeU5jr3nUjbFKqgpz8begVLbgjJsFslAxLiKo5yiKK8c86PAxp/z+UTb1ujXaqVGNchDkQq5HGt9SaW2NuXg8/RT9LGfvB88cFCvvPKaHnvscT32+KN68qkng/83L/8m/LJ0N6f6GzZt0GKUzIUYActRzuehjOfzBYnyR5Q5imP5YYPXwZXf1hLznjJ7uOpjUVJM2RIgxn/G2Kww5qY4caz5+KOsrlikfsiBsTnFWhIh//Jrr9Vnvvxlff7rX9Xtn7tb88h/knK/9+57lPlVvfD883rq8cf02MMP6Z4f/0j/8vf/oH/83t/pe//ne/re3/6tfvObF5XLJVpEujg2HT5yOPyi+Kuvvaqh4SF5OTs7O9SBgbEZRXcbBsZGlOo1a9bI67qY2we/BVq+fLl6GobENGXzdbXCHPKxUEFh9gMbV1zOoLj472EMDY1ogkOLJaRfvGih1qMob9uyVX6btATFudn2bnwMcrAwgZHmivAk822Mueb+1Ocr7VZFGfeyp4xFMdg8Lsnl1blqleJly7Tz8FG1r1iuIn2bz+cUs/bLJM/DeX0otXMK3dnaoiP7duuH//j3euvlF7UU46gbwyNH+xRQ3D/cvUunMSBSxvBUeQbFflq5YlFlFPIKfVgGGXF5ZFVYR6Y4vV66arU277hIa6nbgtUrJfI/fuqEDh89pGMnjmqM+mSMkSn/sSkOg6aR67KohnJRrIj6iXpVqWsGcQLjq4YxuIUbtyuuu1abtm/VolVLtXDNMrXM61Ift8MLVi1TlosUUc/29vbQvznGt4//Dm6i3Djz25EC+4yPuYzGqLIGVhhX3k/j9IuPoSnK7z8CN0PZmkZHMDiY1+42QdBLKXe9v8+BxxCRuduA+wNPI5w24r1+eBtUyczk/+Tu+RAx0PRbHs/Do+bK8/AnwfOdpZPA0zq8XE1krBmz9cWf0Sc+1hxZSONSgPsBxVNk9AEeulcRfZf5vuL9iGukd0Mmw61xEOjGnv/+xAjjfIL2noI+Y1Lc3qalzLcLrrpKa7ZdoBJGZL6jTcXOkkpdLRiVHeglOQ2eOakDez7U4f371I9hO824ipSGda3U2sKwSyiDKY4ixXGsyAd9YkqNMkdSUsipWGpRoaVFosCTHJqOsldNsOfNMI9nWH8UJSq0tqnU0Y1O1KViS7taim1y/ec0tyRvvPaa3n7zTQ2wX3l7mZkqGKyTGMplDv3DABGPtw/O+a9BCKDxKVbYqzN4KaG3HsmJ8Ndpvwcw88KMzP83X5c4F3RvEB910hnt7S3qAO1txeB2drZi3bcH9HR3qIfrqq7uNjna2wvq6CyqE4Oju7vEKQx8PcR1+bVtUa2tORWKkXJ5o8OkKMpEe8qflOaow0MMwXMaw8NnASsB+LIGZOGfMqvTQwg/0XIeXG/80PAMQu9I4YY44t2rFCbSW2p0ktWjPQ4QE1jddY/z+yRyeZFXANTZ6t96IT7JHyTM+TAMzqmnh0lNUshq5uH+OjyeSC8EUpwGNz5/63EhjQdpA4VymWSRMsMVyKgbIrwOnr6Oelr9lseTngvkuKwAT8SkYEOcYdOosUl4bBSZHDGT0li0Y05QKxbr+Ol+HTl6IvxlkxoTMI5i+CLmp8Pk+fhNSUuhqI7WdnWWmJD5YohHfwj2fkWm6UwaReEZ5IRzBCV0gvynWPDrP88bqcLETnN5ZcgxjBF3MzaHDL+1lBRj+OTaOtTS1aNSb5/a581Xx3zQt0Ad7p/Xpw4Uns6++eqEXofzcQLY3aUW0IqSVHK3q1Olzi61d3WpgxOXTk4Ju5DRhdwOjKz2gF61Q2/v7oW3O6C1o0utpGtDTjuKRhsnNh4uoZgEeZ4OmaV2+No6WKAcncyjdrW0tKuVtmmD3tbWiaLXBTpQ9gD0EmgttcHTxrV/m4qtJRa3EulKai224rbWwwVo+RYVaeNCvsDiWmBhzSufOHLKs8k6criOJMkpIE4U03dm3meRzIC8DyPFcU5xlEgWS8wnBp8clsEDzYCnjYywfDDWlPmPMTjYOLKsigJcVkzymHGUMlj9FGuYTdz/ko//qdEhbmvKjLdpjA1XIg8eOIAiww0LtGOcWP38V/fp0PGTmnHlknINYcT4+PRfbK2iFAi5cWLKF3LyzSrP6VYtbIK1cPtBqeRPxsLB7KCUja+xSgV4GD8KTkZ5fS1ogsqe5Q8TzCVJJsnMyNpwI0kOa7iRzMPMTzn0O55ZmSajDb0do4j01AmKzP1iniuTmYABSabweDlpcIpZUwXlLOWmyTfumPQpbdPK6eHyFSvC+Kgx6Wh+sRhJ5GseAKZUFqWhj4x8ZticHe0opMuXr9DSJcvUx9zpYT4UMD4mUeAHOIk+zUZ6gBP51954U/c98JB+/cwzcsW6b8F8+Q3AytWr1cl8qqFQpKwlFYzFspeRvGMGhBufReZ0gt9/HGg+c3QR+fR2dqnHwXzpYOx3UI6u9g7Wj7ZwYp9n3LqhZDQC3afKdIWbuBlNT0zLDVgqE+ZJBeMzY5y2FEvaf+CQfsU4+vGPfqJf3HOvfnHvvfr7f/g7/c3f/E/98pf36sUXX9Qzv35azz/3rJ579ln94F9/oL/53/87/L7HL+75hX7wgx/ql/f+CqPlFb35xht6/513FW4iuYn54K139eCvHtQvfv4L+S/cv/jiS3r9tdd1AMNskHaa5NaugsKSsq7NcHrvbg1lfAbaNOtdGQXGldp+bnwcY9yM5qhjd1e3/HdQemiHHHPWbyyWcCvSRzv1zutVnETyE/8Z2tTj3Qjq7ulSkkswXsY1w3zKk87M5EpyjnYu0N5nKM+7w4N6dt8eHecEf6JS0SgHB35j5T8iVqGf2lC2ltKPPR3tOrZvr/71e3+rd19/RRvWrkKhK0rMbYtNEXlV6N/9hw9oDEXKwz7kJ6enggEzjbLo5YjimHWrVS5/dGRE4yiSzDgtxfC57Prrdfn1N2jh0mVqo65xPqdTHFAcPXQYxfG0Jji4SOJIMfUoI8/Bxq48hrYriFMzk2rtaA2/E3TJ1ZezBszo9KmjyhVidff1arwyrahUVJX2msQYq4niMwbNYvn6Vyq2sFbmoRrTIiN9iivcjPWjxvqVyvUMB9NDxr96H9aUphnxGXxpQMocC2tPSh6MeQ/X01mQL9JagMJj4dv8ZMxEeRYK8xqyuxQVn7/OHeGxIMG/BOoJoAS/f0gQ0uHHG2TVw5lTGiCZRxKa+9b5GhRnb3jdcXavbx0pdadt6Psa9QxgvfH6poQDWFtcHgUgeV2YmSmmL5MkVhInlDpTxljKkJM5f3DpIdZqWCXWsQheI01Vkv8fK2mShN/xOckBwAjjYeGKldq4fbuWrVunhauXa97SBUraEg2MntYbb7ykn//sR/qHv/0/+v7f/a1+9M//pF/d8ws989TT+mjXR2G9MEoRsfaWGffjbsBS/lwhJ4st1DGlXFEUhbHSigHS0lJi3qXoPaM6dapfZ84MM55nlORbtXjJSq1dv0nrNmzWihWrtWjRYrWUGPesqQOUdwqj1ZCV0phpo67N9TF0vHi8qc4D7KqD9goek/Nn+KHgJQEvnkAPLqL+b7yz2VKklIw9LCPQKkWFfKICjVkoFNiECiowaR15Jnkeep7NOgdPPh8rn4+U5CIV8BcLiVqKORVBS0usQjEhTgFxIkVRJt+0ztaWZsgIzQKP/Gm65oE58PC5MFauSNBw+SLsLHsIUzkx4b3RPZK2DwyegyMlzmdw1pAh5DB24KFsynCbL2ESB3YGm1ONNJBCJ3vY5c8J1El863kTizj3zyLIp/kRUqc5D0zQPUzIUyPSaXjPe0lG3ByiSWam5j/540zuzsJlNTFL/C0eg+7A+YTXJ4GfGpbZDMk2cJgZ/RwBC4txmfwPnTylR556Rj+95z499OgT2sfJdDihJM6oqyOlTf2UapST7pNnTofNxK/gK5xupMhs289TkQAAEABJREFUosbiUiHs/zPqEa403/roQz376it6CmXgKTbxp178Df46fv2bl/XMK6+AV+F5Tc+xwb/w2pt6AWXgpTd36pW33g549e139fq77+vNDz4Au7Tzg11660O/rv0I90O99f4H2un44EPt5Bq3zgcNvp3vv088eO89vfUeLqekb7/3gd6D9/0PP9IHH+3Wro/26MO9e6n3QR05flynzvTrFIrD8VNnws+kniR8mhPJfq5hhzkhGRmf0Agb/ihXt+N+8onC4Qr4FAvnlCsg5apmMN7KGFzo16oyZlNFSi0GkcRksySnOFdQgvLgJ4q5YovyKJbFUptaUczaOjsxmLrVjtLWAdpRXIKxhEHWAdo7e4nvlfsdIb7T+bvV1t6tEmgtdeJ2wtOrzu4+dffOV1dPnzp75qmrdx5haBhynfi7OGXqRgnqRlnsAV0oQ129PeoBva60sOl39naTpkddGGQdXV24PRpFkRgGo1xhD2J0+IDP53JyAzWxSLto8+HhYUUs0GxB8l8YrTI+vC2KGGeW5DXN+BTjRlGsfLFImxTqP2eP3Bxrmv8oDsNQIh0fvD4iMwmfIxNzNABaRhzjNmvEeTyM4YVM0HkagGoWyUAETPhlUiMfPJIIfwz6HQ+yPW+XAcyM1Bb4618vQr10RNFcrvDUcD2ds2XoYSlpgDOQKKE929vbw4/+uELqyprfZPgaVMO4qmVlllCgGaVWliWpUqupUptWFWSqqh2ls7dvHgZNWceOHpP/fPOpk6e1Z+8+nWD+n8Tv7XPJpZfpWpTHy664QtffeIMuv+Jybdi4QQsWLlAJo6GNcrgBlKAwGKVUAO1G+2UIYGVRjN8V9IMYMjuZxy+/9JIO7tuv4f5BDZDPBIpxQt1yKCEJfZ7L5RXFiSL8BVylUo2JE9Z5lL9quYYhMiW/GZnH2L1wyxYtQ2m/4IILdPvtt+kLX/iC7v7MZ3TXZz6tr337T/Tn//kv9Z2/+o/6C/CX/+kvdeNNN6iXA4QFHFSswnBbtXKlLrv8Mm3dtg1FoqRBlIgDGMiOo0ePqobSRVUUU74uxrnfWKzhVL+vt09xFCuJEtyEjuRlXXTDI6I+RfbjFpSZUmuJOdgW8uxob5crQG4MeJv4WpyxLji/8y5atEjLuLHwPHyuIUauyBWKeRUKefbrovxEtVyZkd+EeJwbEjnK8cyvn9H3/+mfNZqYrvnqF7Tiogs1ScGnULoGBwa5pShr4YI+LabexSTRu2+8rh/9w99p9zs7tXHNCrW3FZRh3HLlyjipCLtOeYyUk/2nWP9OETYU/nwwOiYxRCqc7M5gGE1w0OC3EtPQyuRVYA3L53PyeXp8/15ltJ8byFt37NAljKNLr75GWxhX2y7crpVLl2sBa47XoZW8pqszHEKUVWEcT5Wn1NXXrUuuukLrNq/X+MSIJqZGZZEpoS2G2XuGwDjyp0wqS0otUhQliuNESZJTjFEEmfmQqUrfuFLo49JoF2OsxlFE/8XhBDufIw38niYiDzFvMxSIAPibaYPr9AwOIB6zSNaAzHgN6tm3wQbhrI9A43Vea6Qx4ZGEmzk8j0wUHbgLmAM1xoyXI2VSZJTTXwfFFCkCvJ4OAr/z9RI5X3ARQtXkqPFxpAhNoXs+eBV48Zx1zxdPuf2dg2aZSMyLtJCeiR2RlrZOQRXaNPrDDAhjlkOoIfYRsd51M2YX+VzdtFGrt2zSqk3rtXbbRi1YukBDI/36zUvP6/5f/UI//td/0b9+/5/0kx/+WE89+Wv5X6MqchvXx1o3n31r/vx58pvOnp6uUCOfQz5mjfaOo0SRElWrmaY58JicnNHo6DiGbr/27z0Yfnf1jdff0uuv79TOt99DFzijEoePC5csVjf7ZRt+Y/z4upVnfCasF6He1EvhMfIE9Gs2B8Iv8s9m4alMIhzQiA/+Ju13uvo3PBlpmsDr2ePMfT3Ww2b1yIieVGQZYNLFkSwimo0mTctKWUhSd7OKUlWUcRYdx6YoluqGRU1mFVAlXUVRXAMpE1aEgdXhTeGg2eTiHUTJw3UXvizT3CcjN08T4HFEU0zSmMwskD0sBnhIl0KCJ7AGFwkEeIngJT6F1ydCUzTzzqsf4LQgD2FhUkDImLEpMDNFkTcVQqCbkb8s/BNfhVpRm0YnhzxFnpRDDZq7HoTqMQ0YrimIw+evmbkzCzMPGzx2liaTmUm8dTQ8TpPUcPTvfVxqU0bMYlypVDWOouybqYj09qnXhy+VLqMkD3LSd/LMoI6eOKWDXNn3D42owomekcDb19vT+8B/nnmajWeUxX+E04QZTpzc4DBvZ9D00/CqWaRBNqi9Rw7rbQyAV3bu1HOvvKynXnhejz/3nB7nJPKxp5/Ro+Cxp5+W45GnntKDTzyh+x97TPc+9JDueeAB/fz++/Wz++6bxU9/9Ss5foL7Y/BTj7vf+R7QPQ8+pF88+HBwf86p7T0PPIiMB/UL/L986GHdi7xfwP+L+++T456G/94H7tcvwf3k+cAjj+gB8n/gsUf1wKMP6/6HH9L9jzge0f0efuwRPfj4o+AxPfjE43rwycf10JNP6OGnngx4pOE+hOv0B6jPw08S9+un9EjAr/XI046n9dizT9MOz+gJTmaffP45PdGA+5+knZ564QU9/ZuX9AwG2nMYaM+98ppeeBW89oZeAi+//qZeAa++sVNv7Hxbb779jna+857eeX+XPti1Wx/t2ac9+w7qwKEj9OsxcFQHjxzToSPHdfAYwMg6ePyEDp44wS3EKR05dUaHwEHGwWGU0eMYXyc55XX36OkzOoPhdXp4WIfgP4bxefzUafnPWJsPOD7GZhKBFjaOlkJBi/r6tGbVKq1DaVu0cKG6WajbuGFLiK/4jQS8bZyiV5mvWRwpRUaVk6NplJmjlG+aE6UCByn+YyZJLuGWJ6/IYp+WyjxPBwPUbwUYqrwm95vhqrliwcQ49/WBER/e2cTwEctrc4CX1yk4s6zud9TluO9cZHAGeF4haraE9RjoKWtZxgKW4a/D1yaKRNjjmsk8LpfLc2hUUBLHAbl8nhO9Me3bs1djKO7ezl5Fb7MabVDl0ChNMpSxivwvRA2jFE6yoXdgJC5cukQ5FNkBDgIO7Nun48eOym+m/IbqlVde1UcY3sdPnlSpvU3bUMY/9alPBWX++htu0LXXXaerr7lGGzasR4ldoFKpxCY9oykMbqrDaWFVZYxt/3GVCW45XUH1/114LwbNO4zFV195Xfv3HZAr3VVXXDHW3fAYZmyNYMyP+zpCf1cwPkcYayMDQ6pOl5VPcvKxUsIQLdL3CX0VyxRT6RXc3HwGQ+Ob3/ymPv2Zz+ruuz+tP/2zv9Bf/OVf68tf/xN97itf1Re/9rXwc9hf+NIX9d3vflf/9b/+F+r0eX3603frz/7sT/XNb5H2c5/V57/8JX0enutuuUm33HWHPvPFLyDjK/rcl76gT33607r9jjtD/ZdiHLjh1tnRqYTxa2aKoojDG98/Y8X00wzt4OusmalIub0fkySRr7ljo6PBgPD+bKMNxeN9MM1NRsr4b+Hgwdu2DeNOjBinT9JWPvZz+VzIy/lSlO4TzNsf/+gHeu75Z1XqbtcXv/F1ffuvvqtb7/qUZBFtl6ideea3Kn6z1Yoi9vabb+hf/v572vfRB1qxbBH9WFDK6XQUS45KraIK4yWmrX0O9g/0q3+wXwnjzrfDGp3to9Xr5z+aN0J9XIFzg6O1pUXT3Jz1c7Mxzdg8c/iQpkaH1dvVpQu279Cdt92hazE+FmM0dmOUdbEO9LI2dGIMxhyajk2N63T/CeVb87r4iks0f3GfzvQfR8EcUJ74Ng5hTvT36xhrUJn+T/NFidvhpKWkQmubcuSf0RdVFPSUcsoLLG9FwNzCKzMDAnU3IhzHEXMLoDB6P3nfxJGJV/6Yf4D3Y9j/WJtqAWkwTlP6zeMUprpzA16SqOHI/SEaitMCyNvMfZpD1dknJMjkRc+oj+dRRwrN6b8DSAnpkOGuly24TTo54nUyTlP/8XYi2IgLkd6GDid/DBljJ1WNmz4fA34D526Vsel5mRltaMJReEJZ+ISAZN7AZnjIX6YaiRwkUgZ9hvVglHVhfHJaivPqW7xMa7Zu00WsQ3d+4fP6zH/4kq668XotX7WSuRhpBEPE/wPAZ5/7NTe1v9auDz9gvZlQO/NsHuufGyHLWAOXLF6oFubCDDpMmbWoSvl9nvmPTVbRk5LYDdGcZliLBlmbjqAL7d9/UAc5QPE/DnGcfc9/B22YfXCaNWpqqgxvVV4zr0lEvaJIhOknvvodj6cJ0XioPl4kfILf4xyinX479G94yCyUEdc8OR/a3gyX4PnfFmhRfRA2ooyaMjjdoq/Ta4irwebwpSJVxOLi8jLRIJwspME4qcLjhkfGommKkzqcjyaQP2YmXvcGON3wBWR4mi/+0DjBhSubizoTe2PD445LoIPgo7AKIQTwNiYWcVCZ1wxwSs2CksHr8NQB5CV41Hw87ECYt0NEwSP8os7OYmbi9ewIWgO0ndzvbhMednjYiDV4z3+d5jiffjZsZjIzRYzEiIKYoxE2g96AGXwyCeCVQ3/kU08tuSseb2uzSAZcISgzqSIWV5ft8PIkhPNsaAU2yFyuqCQpgLobx4k62DR62SiKhRbWg0iRywWe1uuUIcgXC4dPPUaWBC0iT1/EOzs7tHLlSnV198hiUpspKEmq90iKG0YofUb3yje2KuPYf254htOdCSb/KJuyYwSFZpDr/EEWo6GJSQ0THp6Y1vDEFJjWEP4hFimPcwyOTXA1Ox7+dOPA+IT6wcD4lAIPafs5VTnDxnlmdETunsY9PTKiYwMDOsCmvoeNcw+Lze7Dh/UR/l2chr63d7f8luX1997Vq+++o1ccb7+l32BQvcSm/gKnic838Nwbr+m511/Vs6+9qmde/Y1+/fJvMCBeBC+BF/XUiy/oyReewwB7Nhgfjz7jhshTevjpJ/XQU0/oAQyaBx5/TPdj5Nz36KP6JQbPLx95WPc+/KDufQTg/hLc+9AD+sVDD9bx4IO6p+H/JcbSLx99RL8C92JM/RwD6ye/+qV+8stfBgPu5xhZ99xHWgyzX7jRhv+nv7qP+Pv0M9x7oN2LsXbP/Q9h5D2gn957X8A9Dzysn3oa+H9Ffo5R2jOlbzk0Yu5KbrCWK5WgiPiG5LdAZTdQUbgTFLaW1hb2klzob1d0MgbtwNCgPtq9W2/ufFPPv/SiXsbI2ouCXUFOS2sBubWwDmSMGYcas5irgQbFqQBZLg8Hunw4SmqGNJsMHy90kjRFQRDVcEfEBLf5abLNupn7mrGI9TCkupIAvREmhkDjDfHMEo9zEq6vUzghv2bersyU2RgnxsdQ6Kepd6o4jlXAkBthwzt65Agn2dVAq0nyeTLJBjqF4jiJIjlRK2sSf2tnSUtXLtWqjWvV3tWhkyeP68TxY/LT6hhl2Of9vOsvem0AABAASURBVPl9msfpcxTHWrp0qTZt2izvk1OnT2vf/gP0x9v68MM9OsoNif/YkOMkBukpMMbNX8p8pQgyM9WYs64kZxD85L+PG7ON3JTceOMN+gzK/tatW7gB6FEfCqePgdQVOMqdY20oJLHG2Oj3ckCRceDha8cMimyGIpwnzg3Z7vZ2DNd2xeQ1PjqhyfFpRfhdWQz7BMf1/v8NOaIor3y+RYVcQRFrWRHFtIRCP83N5GmUV/8RrgpGQrGQV5Ex2YHsBZyO9lDmUlsJA6HCoWsO46El1K3MWuTrU42yMRgVRRFOFtyUzMsoSuPjE7TZfp08dTLQ3ZBw4yOOYrm/BUMgwl+Bd2xsLPSDp3Olx/887hT1dX+ptVXFPGMeJW4QZXuIueFGyyiHQ8ODw3p751v6+U9/zhx5WRdeskM3YjC5glUbmVRvzdQzVdHS9k6tXbxUi1h7Y/romSee4kT4BxpG1qLFi1TACPW5E9O2NeZllb6oMEddEbMoYqzlFecTHTt+VD43LcmpSPtltPfYxKSmORBIkZv6rRSLt8/TSdbiqrcPdexlTK1ct0GL+xaoempAb973oJ77wQ914sB+TZanVeSwoYUxWVVNXX09KJUbtWLdKm3YulEtGB/DQ6c1NT2uIv4SvB/u36d9R08oZS8yDI40yrGXxMrIK+wZjL0KZanSFxX8Ncrmc8vntjEe/fVwADxh7DFXUvyCIYpMsUWKo0SufMbIjSxSAAxmMGUKfe4yPJ2jRh+5S3aelQSve2CFmZBPbg+QnFdmVockk+rAwyt5CI+ZySJA2Ax3DjTnycjI4Rl5mc4CCvmGMPzu4sDN/otMLw7RkOw8EAwv9MzgtBBqfurp+PqLgJRK12i/CnO40lDiU8JeJoosh1yEkcBBCfxtIkJwBFMSR7R5rCgymdHmEYhjCX+VsTU1U9EoY27U93f2mpk40dbLLtfXvvMdjO2/0le+9a1wYLD5gi2Kc6ZXX3tZP/v5z8Lvqe3Z/aFGh4eVMn/bmX+rli/T1o3rtXblCi1btFBLFixQX0+v3BAuFVuUUSffu9zIjJgbLW0t6uruVjc8nR2dyufy7GvTGhlm/o5PqcxNLElYozOQKmMuiSejkhlthPf3vCaZ8Zr8MRmd5746aDkk1f3/N77m+ZPRx8pOQaagR1GcyIzOUcr6EVFYc7JMkazRgUZ8BEym8NAQFqpBmJdEkNMAM5PZWSBU8h+4Rb43YsrAcReizn8QWye5hwIaG0CAl6UeQ4dkMvwmPrzBHwY3gcyREZ9RJHIJDhzEk1CZD2Z692xjwEC54JCZyf95HCkR1Hit4SojHsyG63TnDWm8zHXSnC/MyCWhzPCHGHebCISmZMGEn6Lr4/C4OiJFPqGAmSky+gnXzIg21Z+s7vzWr8efD8n71CXMhXiMPGrUb5wNoczEi1hUTeQbxTKHEaI8EX4fT1FckKK8alksN0T8Z8GXLl2mVk4IInjF47lLJjOTP4jHaVKlGLpBKeRy6u3p0cYNG8IpaUQektX/wRNRNqfFlClmLLtfFsES4cTycBQ3yulpKWcoM7wGXU6Lo8CfmSk1AVNmTiMAvyJ3ocHrG5TfwDgy0mfIcZrcJZxGcfh50yppaoQzT498dz0uI76eLpaIF+kilDdroE6LlZEmBRnpHcLvSJFbpZxVk9ANKCvlhZY2wk5z+Gx0ZTLQJTl/RVm4tyyzqDlmUBKm2TRdufSfcZ6sllE+ZzTGhj6GoTaCAjM4OaEBFNczGFf9I8M6jgJzFGXy0ImTOsgNh7uHOeE+TPiQhx2c5hw4elT7MbYOoNwe5mZk/8EjOgAOHToWbkn27z/E6fVh/Efl/2HaXk7PfbNRvWflC7ZvRinz1cfc6TNntG/vXh06cFD+oyahbuKhLUgi53XjZIDT78OHDsPLDc1Hu4N75PARTbLRtLW3KeN2ZJq6+amUaI86kOMDEGROc5c2gtp4fVzSwI2QO87n8342vafzCC9McOsfTxmAzCABN0N2CrLgR5IzwB7CTZc4vGdfeOokpPASDHFmBNznjoP8jbFbQ5GJGV/dKIztHe0oz3m1sGG2tLbKldgiSteSpct1yaWX6qJLLtHWCy7Uuo0btWrdGm3ZcaF2XHqJLtixXZddeZnuuPM23Q42ED/EyfUA/W+ZqYBSK0XK5fPavGVLOM13ecuWLdc4G/zRYyd0hBuxY7j+y9HDbLKOqakZFPKqXLksoYR2dXWjMOTUVmqTmWEkzVDWFrWjuKeM0UP05xA3GEs5afTfKfF28LTGnBjnJH8XhuYzzzyjN197TUf27dcQt2ynDh6mZJL/RbjD+/dr13vv6d2db+mt19/QIcbaMDc2w0P9muQm1W9yhwZH9Pbb7+qFF16S/6L5oQOHdJxxW2YOGGPQDZRTJ05rDzd/7yJrYHhIjmf8tvXRx7R/9159+P4HepUbxVdeehn/LvXTTqMcQsxgpIxh6Pm4nMDIKtBeDHC58VHE7/2UY/7HcaIEN5/Pqae7i3WvW7293Yqp5wTl9P8jxf+cbxmDI0UpdqX9DPUY5xAlps8j2s5vMbxObmAw2GnjqlL2vVHmb0K812WQufThu+/qUQz/qbFRfYGbmbUYdn7zcAIjcXrvAY0+87JGH39ebdS5J0cfV2f0FLe7P/6Hf9QkhsuyJUtCH8nkbyhjRjtl5CWelH5LmWtRbPL/rLHI2n/i5AnlMXrzjBsfA5PjkyoWSnKjw/8gxThtcwLDtMLNed/8JepbvloLV67mJizVS088rSd/8Qvt+uA9JR2tmrdhjTpXL1fc06GsJa8CtzVdGL/bLtqha266QctXLucmrp/6l2nTWO0YHYdPHJP/uG77okWaiWKltLcU0w+ZytMV3Koyyu9rSUpdqsyhqtcDv0mhnjAw5X3OprRrjXWnJm/zAHgz+iXzAerrgZmM9dv7xdR4fOLOBho0HEO6R3laR4qMdO4a4fICArPMSAEkU/PxdJSMYBaoZiYzEJkiYCDyMJBMAmSjT4R4slBV4pEKEy9+pxFBtDy9fvtjTbbzWJzuuQdy4HH5Qhogwqhn1qh7SqaZA5pCQhLAI55Ap7+8UBHh2CKZmaIoYjzGwZU/0BRZ2CuxKVWTcbs+o7e4zX/21dfVj16zacdF+tzXvqpvfOfP9fU//bY+9dnPau36tTrOIcu9996j7/3N/9IP//n7evi+X+mlp5/R3vc+UJn1rDtfVFehVR2sp/MxKpYuWqyFGCGd3MS1t7eph/m7kPHma+Lq1au0HIPFf9TUDZAOjPqIso0zN0fZW6scjlE0akp7MOY0+1BnqLNB0sz68XhzBEAPLjThD3D/H4WmhD/U/d3CzSyU3KVJ7q/76KOo0UH1yhmRYlOhryVFwAeaw4JfsNXjjHTAIpkRx0uUZgdKnUn1h4aUq0KpLLjOCa3uBBb3kkvwNz+IhF+zkD91RvcBI64JguTJ6+MQUS4feIGJ8jcsCnSo3+jAACkjveTFpxaqPxlRnk7QTf54qO4z+T+nzQL2s/5mwALJDBdkjjpFePFB5+uvpzgfTq/DY+q+8PXEDZgZskw+Gb18Dq+4uz4h3a+PPS4vhdp03e/w8FzAMuc1s6Ao+OnaDJueyYg1MXhkTPKMcOowepcFPYsSejlRNYtUpb2H2HwHhgY43ZpRykLRHCMKT8Y3lHq2p8ws+GtEVVj8x1Fijh07Lt8YIRFHfFYvg8gXQqiu17sJ8cz1m0VQIplA8OOL6nBJ3o50vByezl2KIVgU8THgPCHbiFgSeVksimQoeKx0Ev7MKBu5hPZAWrUBj3Pe4Foso508XRR7+kgRpyJxQKIY5SOOE0VxDIiLIvg/DiKhx4qIj+JIcez+OSBMpERccOEL+UaxPO+5fsFr5Gnk7XBjaBYxZYHuPEJWRDnddRhhc7lmMosgRUriWLk4ATlFnhdIokT5JK8Yeoy/kBRUyhXldFMUXKdHFkuiDWncGpsPXmUmxXGkPHKD8iQxjtjww1hCAVCmKkrOJKenFVw3MNpRaLu7uuS/x1DklNrXhSSXoPjkVZ6ZQawpDBpkBdcZyBNRULz3Mro7wz8XBJuvk/F7Mpz6SxsgGD/l5+ssYSwFD9k5jQQ+BzLmRUb5QzyZNueEh90Pa+OlnPhcRJBQ94RsjK9Dni88BsTH5Tu83ouXLNOChYvVhXJfKrXRjq5o1eS3BRdfcqm2s+Guw6jfsWOHPn33XfoGm+/XvvpVfe6zn9dNN9+s22+/PfzOw9VXX6uO9g7V2Bzn9fbKT3P9VN2VXlfcqY78x3v8rzctW7FcffMXaM2atfL/RGvLlm3hx67Wr1+vpUuWUpZe+qVLrWzW7W0dweBImefDnCh+hLH4wosv6plnn9Mv73tAP/rxz3Qfp9zPP/+iXnn5VQyDF/XWW+/oGMZtP8r/6ZEhHTl9UqcHB7Rn9x69/PSzOvDOe5rsH9IIRui+PR/p4IF9+nDXB3qLW8TXX31FTz7+uH7205/qwQce0OOPP6rHH3ss5Ld79z6Nc9uQML5zScRp5JAOcLL+5ptv6qlfP60PP/pIM9wg+Umm95O3b4lx5kbeBIaB91uVPq3QRj7GJpDlCv9xbj7dsH77rbf0zjvv6H0Ml6PHjsp/lMzXVEcNpbWzs135fE4ur8ANyhgGxQFuSN96+20dPHgw5J2HLjrZeTIavRVj0o3oKIrlvy8TJ4m8Hd3QPsaaeezYMVU4SY6jSP4MDw9ijHPjyi1qZXpC1193jZYuW6oD3MZWKjPqKZU0feiQ9j34iCbfeleHnnpab3L7+fSv7tWDP/mJEg4qFqPgG/Ms85sN5lLGPK2xL3gfsvArR/tRHMaa5D+S3dpa1MqVq7iBaNFeTo4nuHGuYFwkcV5xFiudrmpqbFKDJ88oK2davHilFi5coepETa89+7Ie/Okv9NIbb+pUPlHLhVvVe8lF6mc9PsUh2Dhjf9ISZcWSpmiPYnuX5i1ZrgTjpsytiVmM0dGriZmqXsPYWrhunayjTTVkxRh9uSRRgVsYX3Ui5iYLC9Msow9SUJO3sZw+i1QZfYW1AR9+6M7jhmCNdnak3K5ljAMRJx4z49t8M3nI4RQjZGbCUfPJqEfmaTMouE0/XtYkzWVVPanJ1Hg8TcNLAWd97jG4PDrIc8J5cPkZi+1ZICHL5OPa02S+TgGXgUOkCzD/1P0eMQunO+rRZ79GKRSgxmO4oR4WyYCcgJyUNvR2dTfDH9qT8sxm5n7HbGEykmYuDYhypwFediLENiNUElFFtTBvi4z1A0eO6in/S3YvvKj39u6T/2WsZWvX6pY7b9ef/vmf6atf/4rWY+QeO35QTzz+kH76g3/SP/7N/9Tf/8//oX/4n/9LP/r77+vn//xDPfXwYzp+9IhyuQiDPK+OjlYMkHlasmShljG/VrImrsQYXrlqufwPbCxetkwrVq/RWsbjkiWLVWKPiih1HEXyGnh5jbYwGVRAoQ3qxdCdAAAQAElEQVS/mX8lM9Pve2Y54DWzehrc353OiP5jALua/O5vItQixHi/OUeIaeQf5lrGwpHRgaFzA4fVEzgnFc4aE8FFOUQs7HSqD0W5XOANBmAIcSl01YETXiMuchByHhKFRoYEY4ZUj2gA5/e9ZiY5dPbxeiAsENw/qwKQoYdFXYXfQWp5vJfL09RrU/e5WPpdwuPpQlxIQIoMHqDzniaJJCRz5gaDex0slpJ79IlPo1ihTcgBnqZEvLye0sy/BHhDuULfpFQnpT/S4HpZA1wgfAp5uqy50G956jyzSeEyM64Cy/L/U2M6bDSZfDGosRg4MkpMzqriVsirhmKpJCdXbmdqFR3lmt3/7KT/MlZK+6cIDyB96uUnD39DfZpxuDUwU6mqf2BAH+z6UCc4yaywmdRLOLeF6m2SMVZdjlk97P46CJOIrxTirO5IojflpEimCE8dIqT6Y5KZnYXqj9Ud2ttrD6gXWcwWqlmXDCJVpGXIyeXIU9YxGwfPrB+5BH3/Jo2LIx1pnCZcM5MxMOuwepkV8Q+/APFehxie2MMgjG8EuHsOiPN6I1FmJj4NMI8JNppT7nr/ulJfpZ418bBAmgM+ITv0I5XwfvX1QjJ5vBsSbkA6vB3SLKJSkSIlcESKURqSiLHilCiv1gLKV66gCNkwyMeAeJI4CjSDXmWDL6Pc+W2Oly0zC+1VoWyr1q/Txm1bg5LmypyZKUYRSlFsJ1DkWrgGz6N0mCgGBQ/tgT+4Wea/G8vmbgAi9aKDGx4c+P1bp3l6I+jA4XWfeaGNgKfF8SRnx0KqlDLWwylRPm4yaJkynwtz4/B7DsQEPve7uFnX82jAHY8zM89dGWkDkOk/duM3ROPcWvl/gGdmamtv11I2vgKnz4dROP0/0hoeHNbI0IimJ2c0M1HWxNiUKjOZplAKT6AQ7kapP8RtU40jwxqnun7y3s/t1yin31XmpOdsFiklz1wur95589TbO0+dnV1swh3K0ac0L8pcxgk2iia3HhOcNJ4+dVqHDx/hdHpEM9NlVVAmx8YmdBSl+RRxOWStWrlSa1atVh5FcWBwUP7jW6H/GQud83q0/fJLdOtdd+iaK67UxmWrNa+FU3DKNFKe0onxYZ0eG+Ymb1pHOXH/YPdHem3nm3r7vXdVYW2qoUiPwVMq5VEIFqizs5WyDOjdd9/R8y+8oEcfe1wvcotx/MRxuYEQY/x2dnaqyngqFIu6lBujm26+SavXrNF8Tjr9P0lcuWqlurq7Jcrn49UNCGPYt5ZaNTU1wS3QYR07fiz8Iv5ubvH2c8twhJvBgYFBTXDI4n+5ydvkJDeJxzFa6FD5/3S+jFvjJUuWqBvZbnikTKr2tna63uTpTp/u5xYqr755fRiBbRhR42HdThLmGvNHlOE96v3M009q9+73tWBBrzZt2agpbo1ckY4ZaT3tbZoaOK1565cr7iqgoEvPP/monnn8YQyHnBYu6qOPyypPT8l/pIrhpMhEe1SUMi/NTP67UW5wtLQk6unp5IYtpypGykJOfvfu26NB+tCNJTdeJ7n1mMToKCYtWrVmq7ZfeqNsItWLDz2pJ39+v9547W2po1fLL79SnVu2a7TQoQ+PD+jo4JROjlR06NSo9h8f1PH+cY2UTYdPDWnvoRPqH55gTchLSUmnBsf18lvvKe7o0fJNm5UWcupZMF/t3R2KElMEp1F3L3/KfpPRt75epCxYKePZ52aGseG0jLFvkiI61BHjxlGkOAIWU3cL4CNzvia8XfDP0vBEhAMTrpnhBb5ugHA46hPGQdlgIZ6IEBb+OiJ8kad1SIQAbD5mMuelDlkThJ12FpKL9rXPXaJJls0ihUBSwrAh08OzaUkAKUQEWgjX04YEhJF+3muE50L18vL1ejRjPGmQSeYp7e9jvUa7O1JooT6+xjmjeChnRh9mDZq7qfeh81LIlLi0yesKaCxFiVTqaFFLKa/B4QHtfGennub28jUOGU6yrsWFvBYsWaQrr75C3/6zb+mv/8tf6ytf+ZI2bFyNYX9KO9/4jV549km9wFx64+UX9Nabr2LQ72KNGGSdMnV2tamjo6S21hYVcj6zMta+muI4Is9Wdfd0a/7CBVqybImWLl0sP8yJIuejPoypjDYxM5kBSJ/0mhHXwDnxdk5IHpyLc2Proazu/Bu/Lr2RNAjyT3puvvRR4MJ1TsYsU44O84Czm4Vogu4CwmYmM6vTMudvgJ0/A1I9zoIrnobPM3E0O52Y2TfQfdxmjFPPmRh3nN7EJ6WDLbzN8oSAf8gTGi9CCbssHH+NT+YyZ+VllLQOomapwZ/xhZe+VxTh5w0kXH9dlruOLLRFvfx1+U49CzOTmUEAEXC/A8rvel0WUkO5MjKfCxqrkZQIOAJflrIZNABzSI/bYKQMTd+/zTUawoxJQV+nbHau/DcXgRoLcoUTnjLwvyhRJd/UZ3UuL3PEzHCvM3TvGJOdUwivBeuDHM7SLLv7Ba+7npefIvoCJB5PQxS++hvCeF2yEWHGdy6IgywHZDm8LHUEcqA5/RxIDQWUHLwgDtq8ng5aw98ss+iHepxmHXyzb3OBF3J88WwkD7we52jSmn5YA0mMNZuFZFKAD9G63wibIr4Ok/BZgPs8/VzUY0yCIwDZZ+NFmYhzIwGJcp4QH0kedj9uBt37zfu8CYYHxoJABsSSbyGN89Y8HYaGRTmlFnkzICHC+IgDDFrM2Il8rGUSb4CZwZspZaylbETeJr4JzgKuKhtNjfZP8jkZ47WCEpR54UT+mcl5XdnxDQlhlAnpvMQ6xywQ1ehzZ4HBCbNo0CB7GUK/BxIEd8Hct86Tkl1WB+UJaYhwFyKV9Lg6TwiTl8fB0ggimxdyPTw3A/xefpz66wEz8cKbhR8jGuFWwJU+nz8Gl5/wJrkEBXciKMAnUPBPHD+ht3a+pcc5tfvJD3+mH/3gJ7r35/fpqcee0ROPPq0f/stP9IN/+ZGe4TZhz+69nOwdRakdU4oyEKOIt3Lq3t3To3ZuRERb16Ark/wmxI2SKIpVKBRRQFuUy3n/+FoSEZ9qEkOnUqmpwAl1V2eXNm3cpFtvuYXbl7v1lS9/Wf/hS1/SnRgVV1x5ubZv367LLr9cO3CXL1/Ohr2E08RlWs6J4iKU7XXLV2r5/IVauXqVtl1zpVZefKHSjpIGpqZUYUwt4tR90wUX6qrrr9dnPv853fWpu3TjTTdow6Z1yuVNO3e+ppdeejH8ydtnuXF5/733deb0aeWTRPP75od29V+G9r/y5IbXCW5ddn24Sx98+KGOYZiMY9iWuRGJGH95jDq/VVq8eLFaOPHP0eZr1qzSJZdeoh07tnMbtAYDsC0YEQtRQCoovIODQ/JfrA4/ckEDLkQ5XsJpqP9/IL207wS3KmfO9Mvzdv4WTkldeV+2dAm3HS1yw9JvOmLK62Ogbvh1yOdMuVrGEOzm1qqk0yePq63UIv9PQV3BnY+R6H/dK8ZYO8htTO+8bvWuX6WTmtHbJw7pvWMHNVieVLG7XbmWnJJ8jBJVVcytUIJRnzHvFElRzIdy1zDmcihbvb096ujs0MzMJArZSOj/9Ws3aff7H+nU0RMqT1XV0dalNeu2auOmHVrazc3Lzo/0zP1P6NWXX9d0vqj52y5Q76Ytykod3FrUNF2RKmnCDWeBNaSo8RlpJstpxgrceCR658M9emPnuzp+ckCjU2WNztS0E9ooa9kFl1+tpLWkLI7Vz03Z6cF+lM4h9XNbNonBV8HorbJuBHCw4f0QgNEU1g7iMtYf8UT0sfdpPp+XG/B1tIQ65im3z7MoMhm8RpsEWCY3ymSpAp2P91PAXD78JAlzOGPNwCNH0++tHJHIYWbilZHG83C+cxAEpaSfA6cFkKj5Zk1Pw/VwWIRSxPka5YRG3Kwzh+a8QSa87hLOHPgzxkfmfuDrMA4yEeLJAzLKX0dIDcNcfk/jYzilLVLaP6Ahk4p5DkHebFp4MuLVgPsd9TFqjNNMKcekCUZna6mgJOetV9XY6KD27tmt995/X4f8xyyZDy3ciixlrbnqmmv1JW6Dv/Pd7+pr3/6Wrrnxeq3mJqRrfqeionT89GE9/sSD+uW9P8VYflnDGO8ZBxsF5kEcWZjXgwP9OsIhy5HDh3Xy5GkNDw2Hv7An1stiPpFR3hSo0aHm44QxI4rnJPkT/OHjoXMANYTNE7iPRGbmvv+7yOq9okY5LLhG89d94onMDKf+hs6hG0W3OOVsjIcAm4oaQupumAKk8CFf99fppGzIpQwhXmSbgbrr/LHcz4fXPhGZD0DKkiHBAdPZ1zy/OUFEeJZOdtdj3DUzmTmEK8nCK0ia+3g5yaZOIpKGUQSvAG+gBzd8QrDxaRLcPR91FrNPptdjP/lL1RVAobzuZ/Fx/tBOPmDh9UQenst1fvhsXKj12eBv8UVRJItiRXFOuXwLykNRvrk53bOsohCWUfwqTPgaSCl4ZpEyo94goxEzZDtwZl8P18uWhV5miVOgweEuTnhn/cgKBMQG1z/uPx9O/52YlfgJXB73B8DznJPa6xEAzV0c3nOZjHaAOPvSTGf9JmXn4Tx2NUs1l96kfdz1OTYrXiEN8t0N+ehsfk47FzDSf/L2dijSrN/Dc+Bzut7XzhPBFjV46X8Z/apZOK9Im4FUUkY2Afj9daPAf09jplKWGxHePrB4EglPJv5B5Ct/vJ3PjjcLY/I4yuCRo0cZo3lFng+LuisSYbNi43LFbGYGpQnlQ7/38Vb93UxeBoqkMOaRn/k8dEJIRqFxU2hNEJQoV4BoA+rkcxYvr+HNiCIdr8dCDG923jfzPOrEECOZjD6LgJCfJAntnmlsYlzeRj5f3Z0g3H/mjA7s369hFN1cLi8/yT9+5KhOYoAcPnhEu977SO/sfEdvB7yr99/dpQP7DoZN03+HxvvIjQ6TRG/L2zmmPXMYFYVgYBRRhFtRwooUxVCIpznlHgKD8t/VOOG/D3T4KDcdxzQwMKQiabq7e+CNVOBGauHChVrM6bj/bkAbJ/CLFy2W/25HDuOkjRP+3r55SpKcEuqak6nFEhVq0ulDRzQ9M63OJQu17rKLdC2GxU133oWScJOuxti4/c5P6atf/6ZuvuVWWZzTfuqKR91dvYqjnFxhnNc7T/NQ8rdv3aqrLrtEmzds0LIli4Oi7gaWt1ehpSg3LFL6wH/888zpMxgoZzQ4NCj/fZQD3Awd5gbDf0zqgw8+0GmMl6HhYW4fKvIfxXGj2I2HkZFh+Y9ijY2Nhn4vYKz472/k8/nQfn5bNTNTlv9SuN8uDaAgO22aOrohOYzMY8eOET/EjUIttPfwyGjozzJKtNE/NW6oRkaHNU6/T0/P0K4LVSrm1dnWqhluLcrlacZHTW/t3KkXn3larz7/nA4ePax33nxD47Gpa/kyXXzTzRotV9U/NCRjXFkcKzUF+C1jWh8Eqqmicm1Sbdwa9fb1qojBNTU9GQylmHTjM7lWGwAAEABJREFUY2NatXy1WqOCFnb2adOGC7Rm+Tp1l3q09+2P9Ov7HtLO115VvHC+ll9xufou2KLWRQtVjkwJ4yKXKyiXyyum76M4Dn1QYjy0YvAaY2MK463CfDeLNUO9xynz4PS0Chilmy+7XDXa98N9+7XzrXe1/8ARlL8BjYyOY4RP1fuGtDUHaf2Qy/vKDY8KbRng8jE+qiikzpcy381Mvg/GlCfBCAvjMknk4Yhyo01KzPGMNUDA3Yxxk8lXQMkkIYJPdhaqP3U+6PXgnG9IRdjqaWX4m3wZubls3EZ+QT5UL8dcBPlelk8C5UOCnIcP8nk9C3jr4RCAeP7rZYnquXn+6AO+7lTRD7zdfI1PoQUZyHL5jpS2JEjxyBWP05rwedaEG18p6VP6KctqrLvUFX4ShtflIoFCNcvnbj0q6BcUr77nZIqTSF2d7epob2MNc75UE5Pj2sst5Kuvva4PPtrDmB/R5ExFqSVqaevUGm7Mbrv70/rKt76tz2OI3HDX7dp8yXb1LV2gwdEBPc0NyPe+97/1v/7Hf9dPf/gveu03L2io/5RKLQX5n+JdsngBt6odyrNWiqfE4YH/sYtWblgy2iuFFjGODIMjpX6ymsxvacxkVgceXoPz7Gt2Xvhs1P8ln+fvmJudt6lk/JP5ImEEgER7m2RAospUNKPyTXgnUn/Jh1HoXGc0+B0NQWKzlA+0GL6EkLs2myQkCz3tfKDhF5x1qPGQZpbmfC6CIYSADHioweilaXrrbkjKh4oYMsxMckg4BtR48Dd8geg8DqeRB7nh88aCD7qZuxGsgBg8/j0PRvhcGI1s5jSieL38TXy88DD8O17PxRFEeNGDxz9zA3P9HlcHVa57fuu3kY66lFl0J6em2aTEhE2UZ6EPmwALbhTF8kXWIXj9P2RLfTzhF2Mj0ESfAs/KzGRm7g0I5fAP8HYKxN/2OZtMxr86m5eziTrlD/sabP9WkPSct16/TyyFZwFvM85dguGlymFIOO13wTf62Xg8zFZv4U8E0Q2ZRrzhrxfgLN1nU52e0Ya/D6Gg8GkOLPh93rusJpBp+OnbLAA/uWeBFil1mpq0VHV6I0xDpKw/lRTljBPT+lyEmZcolqIMX/0lJYngICJlvaph+PrYy3PS2MLpe7HYojxKBuKCQlZFWYBV/nPlkxNTnNRnipNcEIaUIIsPYc/DgZeX4soRlAfq4H4z09l/MPHWU1B3MskApDmvzfHXvU4x4wvMpTXcs7F1n39dnpcRFpmZxCueJh2vQv7hQxkahCj2ORmjVE1qkhN/5/cfqfEf+3Gl1Y2EtvZ2FYrF8GM5i5cs0YL5C1RkA8zFkfIR6zjKgNjk80msAspwHiR52s0imZki3MwVAHg8ezdIXME9ceyEdr7xlp5/7gU99+zzevKJp/TUk0+xKT+r555/QW+//U74G/ne5rlcXmVuPGZQsF05cQVvktPnMZRUV1Qn8LvCPIXSPDE5Kf8/XqZnZjTNzcJJjMyhE6c0efKMjny4W2PjY1q+ZYPmrVwm5RK1d3Zq/YZN2nHRJVqxco1STr1nUEb9F93f59T9Dco4MjKmefPmayXxl196ufwXQP0G4oILtuqSSy7ShTtQjteuVndPF2tfLSj5o6NjGugfkBtRU5NTQcmc4DbiKAbvocOHtG/fPvkfQti3f19QYvyXy3u6e+RPuVwm3SDp+zU+Nh5upWaouyu6fpsy7YpysSA3uiyK5Jhi3Z1ww4F+9JP3GcKuELsR4hgcHJbL9Xy8b70NPd77w8yUeH8yH0ZGRzRNG+Y8jHLso+WFF1/Qgw89qF8/8YSOHTqkU2dOay8nsvu5FZm3cb3uQLn6+n/8ru7+/BcxLAxl/RTK2RT+TBVuuauMPv8RzHJaluWltq5WdXS3KVfMaQBDZbpcU6HUpa6eBWotlLR40VLdfddndd31t2perqQ3fv2cHvvFvXrz7Tc1Xspp4eXb1bd9szpWLVPc0aYMBa21rU1Fv6mgLgKpfOT4iBNBo1+kGfq1yli0KCdLCqrFiWqsBzOk72RsHx8e1vOvvqZ339+t6nSq9nybOortas0V1QJfxFhGmuY+RsDnTa2WYTDW5G1fxggp04fe1tOMSYe3s/eht72vNTXaJfM5kdXLiBhaSQ1Ag85Xvv7JM3GGWZwleJkcVFlmpjiKFAGLjLDCgw+/Bf8f9zmbxn2IR47OQlb/Z5EsgDBMfFWHeEyCxkcSfIob7ll/SiVTbz/6xtdphxsOboy46+3ka3jGOp6xYKfeNg3U/WlY+zOn0abnpEuz2TjRoLzu0NDQ6z6+DSqKbKB6PpTSaMc4idVSKqqdW1FFwmiuqMpeMuk/DolBv5N16pXX32Bsvqu3uQV5mxvQd3Z9pFNDw+pcsEAXcPt69a236o7PfVZf/dY39eff/Y+66+47NX9+rw4d2KNXX3qWefWoHnnwAT30wP165ZWXNMYhQE9XJ+vNcq3EqHesXrlCfb29zNNYJoV+VmhXr4pBabzBGz4Nwv/XnHrZzOoupQ8F9B5wD10IydRCIDKuc8QyUt9cU+oLGxxGR4lOkqARhldCnhkf+QOfex1EWBicNByu6EVi5cnqoMvx+OBhGLEBeHoxKOpu88sY1Vw06edyBsmzUSHksqGYg4+XPRTTPyFsMuLCB5qZyawOJzu8bHJhHpgDszof3znU8712DsFlOc7Kc8GOc9j+3YF6rnW57p8LyUNqPJ/sN5tLb7A2HI+iWetVoFP8pHhyakYRC3qSKyjmxDDGH+EmIA/NkcvnlORyin1jQ/kxY0b7eEBg1kAjC4mw/tgnVNfk/8RXmTE8fg+cT3Mf+CmTzoHBcD4g/ZY3FGM27g9Nd26qZnKnhrbGc77b5HGXWaQ6qDK8BMJcqqehDI22yKivIyVRNot6fAZPgNOJzOZAxJ2FMzSAPH0CDNpcKPSnSXKo/kDLCGeEMtaSdBZh1VHK+pOBNErJOoNTMjOxMAWIx+dSHSFA5XkpeCb+4foG5kgYj37iaIy5AsZHGIPIqnFCWeUUs1pJNTk5HZRxN1Ikyul1lsvj84lvFqhwSshyFwe/FMIEzAJVklEiNR4jhJc4M/yAUHjNLNQtKBVsgBJzxCQzk9fbKL8JWWTt9RaPwRcQ4url9biUzdczhZX1tt4e7k85YRTyWkutssjkSpErRK48uXIkE3M0VsI87e7p1oKFi7QIBa2nuxsjgzmcmPK5WG50OE+cSxT5vHaXDVvI9nwyueyqRoZHdeTIMZ04flwD3KgcZ+MeRDmPo1hdGAAL+vq0mM165fLl2rplsy666EJdtONCbdu2RX3zeik7/U9fep2qKG5ezhp1i8irjOHYPzCgo0ePaScn888/97yef+Y5ffD2uzqx/6A+eOUNjXF707d8iWYo8+nhoXADseej3XoT/rfffg+F+Yy8rVwJ8h+B+tSnbteNN14nN1TduJlEIa/SZq2trWprL+nk6VM6dvIESvYECvSgTnGrMcCNxsjISPhrVWe4xRjo7w83Cd623sad1HP5suVaQR39R6xWrVih7Rdu17q16+Q3Oj09vRgU8zR/wUKtWrlKK4nfsH69li1Zyg1HSW7EuKyR4RHl6BdvO+/HGYwR/0tVKYpXBaXXJOJjdba3y9u2u7NTfchuR0FvZdybmaYwUnxc5PM56tOmYj6vMcpe4TbR5dZo0xqK8+sv/kYnDx/R/PZOdSR5dbSU1EP5RuDb+dGHOonxUCi16Ytf/opuuPEWHdx/SG74+O9KleGpUSZHkk/U0dWhpFCQ/zER3yuKLV3UdyknvIsxeCz4FyxcoeGjZ/Tmsy/q8fse0Ju7PtB4S04LLt2uJZfvUGFRn6aspohbJcWJknxeKXPU5ZlFynHglWCsmiLowuCqYgCliuJEuUKLDCMiTXIybkKq9OUM+9KeYyf17q498GZavmS5NqzZoL6uHpWQVYhiFSzi9syQ6IhkhgvM3I0U4YrHx6bD+6HGWClzEj6NETjFmuIGiMONEo9zHpLMvuY+PmbhI+HoE556tMnMoborU/Nxw8P97ubp2yiOmTuZk+o4y1oP/46vmcnsD4TgA1KERNam4DeJvjGHh5uu++cgc38Ga0BGv6Xy9glAx8xSaKojtC/rQN3oyELdnJbBl85BLfAgJ7iZUtysCUqIOKV8ICHDCXVQBMKZx8giU8J6ViqVVGpvV0p1JrgFdPiPJo6Oj+oYhxv7Dh7QR9yU7edG9aO9+/Xqm2/rjXfe19FTZ1Rmk23r7NbK1Wt12eVX6rOf/Zy++fWv65Ybr9eCefM0w7py9MghvfvOW3riscf0z//0z7r3nnu08/XXNcz64T/uOHjmFHwTKiRJvXUpZBLhj3Iyi2k4m1t4wjB4xerUj32JDfWTKBw+/VH4mLh/M8EodigmBcJ7jhyaPpWFgqUSCkBG52ahwITdIGmCxcCIN8tkuMKtg2SMxQhJhmvueo765CeDzPjk22gOShRoUOa6BH/764yN2IyyZ14WyhzIQV5GGaWIchh8ZkbY8PFmQA2/ewOy2YEr543q8WYWZIgnI5/wMklCG3mLOpwYQH0IZw7nAWEy4NajTf5PyJRMCtC/6wlVQcIfJq3J5S4d9Qfk36yz4J2cmFF5psZJcotyLOxOM4sUMUGSOKccyOfyynNaV2TTaGn1U+eiLMlLUUITRCCWBMz9eBuv4XpdmkjnhPHOvs5n4p8zujsb87s9GbwZp52fDKPjSB8GJX552zTh4d+GJo+7v40HueQtZGd4HThy0jnQ2ceHh+MsRbOsmvPMzdHJc8NhOnhmwP2zcEYQeM+PI8yKTFsQG/wwnuM6/RMwp70slLTeHhn+jIrUXRfLaKIgbmikuITkrm8OTfg8zlhbzEwRYyTCNTP5w7RyR2qExRPmWobHX1wz5zX5xh+T3uOdEsUx81uqcupWni5rFMWugJLim7fB58nN4HSo6Tr1PJCHnAeYGV6gJuA1hZB4iJZFkcycCALNQrhet0j1/J2mQDfDT5rIXeBt5Fk65A80mXtUd2gUr6P8ganp9/SCI6beBeYjImmTCqhqZmZKoyNDGhjoDyfuRa76zSKMsXFugmrq6OhQqdSqKDIlKP1JEiGKHsLJ6DcieH3+ZiJLZZTH4kjFYhEFs0N9vfPkv3NxKbcFN95wna675mrdestNuu3Wm3XLzdfjXq9LLr5QSxYvlJRiCI5L9HlCXkKgVzFBiYziWKIMvhbUiIjzrDHAO3JqbELpTFldxZImB4YVR5EWLF+qMW5B9h89og/37tXLr72q115/Ta9xyu0/7uS/5+I/1pCjrC0tBbWjaHR0tHODMiL/PY1nnnkm3Mjs+vBD+Y9Z+F+xep7bGf8l7xEU9jiK5Er9kiVL5D8KtgKjwf9i1/YLL9SOHdt14QUXyP/k90roq1at0qoVKzGo5msxRkUJJXhkZJQ2H9Thw0e58RjhdmZCVItT9JpcefUbkZWk68VwECwAABAASURBVOubr0I+zyl+qlwupyKKfFdXl3o5Ee3u7FB7W6s62kvInqdeDMZFGHN9PT1KqFc+SdTe3qYi62+B/ohov1FuZ44cORr+GpnzVCoVeVwLN4MtrNctaaYu5kWuf1Cr2ru0edkKDR4/Icsl2r1nt37wrz/AYBmjjWPdcuvtMosUh/5JFLMP5L18GD09PfMx0srq5/alpaWLsZZosH9cM9ORjh8b1Ouvva8nH31BP/j+j/WzH9+j5196WUOMzVXXX6cFO7Yrh2E6QTlGJic4ea5qinFaQxdx42aSE+hqZcaHg1JOpN0YC6OP8eiu0ZAJ5c0V8sq3tiiijZKuTm6+Vmrh6rWav2SZtmy5QJdedKk2bNgY2seV3gyjKVGkhHEXy/iHR/Un+HwwmodDyD2hzygWcyUFNdq1hlFfxaipqEzbljHG/Efp3Bjz+WiGAGBRJKPthF+QVP/o/IcpzTKcNeCxZ/Nu+sxMZmcR4XfOfytcbj1fqkfgd/nhoLXJaQ4TpW2UF19I7+5ZSMYbSbgZCwZDbg5/xiqQnQ0jnVDjmyqlsTMQ+gvX/d5vjhRB7mYZKUKcu3PhpT0LNR448JksihRFCeOhVV1d3UqYd1OMs5lqRTVuX6rcvLubRbHEepTDkF2wcLEWMacLxVaZ5RSDajVjLZ1S/5khnTrVz3hgHe3sUbG1TcPc3PqPu+YLeeUZo4MYG+++/baefuJJbkIe1D0//pH+4f/8rZ598kmlHCoklKfKIVm9bpmMf/In1JGSz3EDmU+9/o04bzl4IFNxaITxEMz+L4FsZt9MxhydDVKWZn0in7RG15tBMsHoP1OWMhBqBFKFQpPY2BzqfDWFnzmLMikiGgkRHWhmdKJIr/B43eEI/k/6NOPcbeKT+M6lOee5lNkQZQwbI+Wsl1lnyyLht0CudwVyKCBjVf7glfvdjSxiMMUNXo/1dKQKSTKlLFZyRqIg4c1mgYd0Hk4DX42FtMrJSM3TwE8h/AsMbxPCr8ZjuHNB8A99aX9eZNk5ODe5EWwC7ye+RnqPoHZeT/MqmcYmpjTB6Y5on0wQA4vJCJvFkGNFcSxXGnwTSNg0c/mCcpxAWZxXZgmjLAJhFBE2ZcjIrOHKQlyg8eEl3r8wfcJrDZq7jkZw1vGUGTIds8RZj6c4izoP4ex8RKT4BGQxjRJRvrMQec1FJlj48FIv9xv8wp8ppV2b8HhYZ1+iwjD6GIEIStfIJQvuLE/Tc5YhUOw8rixQ/62fLJTfZZxFJjNyAXiU4WYmXAf1bYbJMjsPYr4qtIY0Ny4YI8SlIa3LkFJkNlYieL0cKW2E6wmRa2byNajGSXmKYgK7/PF55+0co5D54lzh5sN/KXcMZSyOE1jovyAjIn2syGKJxGZ8pEYegaGRb+bR56LO6tyBjmfOW+ePiDEzmc0B66Y5mjRfQ0FEGEZ5OwZBRjnwZIBay9cfhoIEXc2HNGYRjBCdEbqZKY4jlNckuBF+Woz0NXmb+K3HzMy0apx8l1HYZ2ZmNDU9rTiJ1coJoLcZApXyr1qryBX3Ku3rG3GqTEZZZSZv4yJK7jxuLRYtWoCivUjzUSIX458/r0cxvFMTE5zAT2hwsF+vYww899yzKKKv6d1339UxDAX/a2NeDu87L6NDou8zocxVkSBO7du1eOlSXXLJxboBZfWOW25RXtL05JSWr12jFpTyKBdjOLWrC4V8weJFWrdhg7Zs3aIVGCV+O/Hyyy/r9TfI97339S74kBsRV8Q7Sev1yaNEd3Z2afHixcGYuObqqzGSLtKlF1+sKy6/jJuLNVqwYL5WYFwsX75cCxcuCDcZRW4Z4jhWwjjLo2CU/ObB2zCX1/g4inS5oiiKNYOxND4+LjOTOAjxbcFpHpeHt73UrhIGgf/IWz7JqRWjsEjbmhnGRrtySaIKysnY6KhOcrN05uRJHTpwAMX+aIAbk8ePH9PRYxg33PocOXpUBw7ul//o18FDB1GSKypSPjNjTCSKcfP0aUe5qsKZQV2Okt7OfjWJcuT2ZkdbSU8/+qhefeEFlTm5bcVQWLRwIYZRQRXGS0uuqEULFqs6WdH0aFl5a9Hll92gm27+lC674noM3Ck98+Tzev/dPTp6fEBPPPWcPthzUJ2bNmvtrbdoPgbHZC6njLpWUbamuFH32x3vEzeQp6YnNDY2ohncWnUG/zAyBzU5NaZqVmFc1BjLVXlZI0I+JJVnDpcK6lq6SO0L5ystJOqZ36cFixYrj0GdUmdXLGcY075eZGz8aQM+lv1HgTLvGJ9kmcKT4T8fKbQUxTeFN4B28znlN3X+Y261SpW5VQvzw8WE+UzeZvS9A8mBfp7LwJBgEU9GncgGnwIpIp2ZycznRsacrMrzdjn6HY+X/XdE//FRXijPFDTL6K6XPWO9qLuZlx7ZgclJAV6WzNsNGWmj3dVIAzMv/IQz4s5HqCvtzcKsJtJZOZlS0pwFcojLgPMaQaMTHJH4Z45YxryM4lgtjI2u7h7lWQP8tmOmMq0ZjJBJDOCxyXENjgxzC3pGE8zhhYuWYMBuYp1boAJzIEIfmJkqy/+vn7HRCdUIL129VhddebUuuOQSrdu8RWu49fQDic2bNspvfUstRU2yFhw9fFh7d3+ko4cPhTollKUW9MZMaaOdaJRGW7qvDq+Xw+tG1YgnOVFeXRwCGTRiZgmB+gd8SENKBMD7/57fkGYyvvU3UlDUa+STQsnoCJMZiAhaA/iNjuKVRQacT7juByb5pI+iOh1htIdxIkDlaTzxZA3ghDc1KXUQcmWjGf9JLiz1pmjyQ2jy4RVkBQY8BpwW2tsDHiZASSB7KncaricKXmdyEOdvI12T4h2c+oD3OBCS4M6+TiAPDwde/L6I+clMjQWJ+UD5XFoTzmmKLJIBqUn/JFd/0OMpFeSo8TjFZMjnC80+ARE0h8fh9Xp4m+A1MxluzMTMFGmaa+VaLYPGEu8TGJohOzKfvImCS1iy0PcZPFEcK8dEjpMC5ATJEX0e4ZpSSd7/WcOVuU/EnQ/ovEKufs/jbV8HMsg/I10TZ5PaWW/webhepow8PoYgBx7cZuE+xkM6zUEm8gehjhSgHmYEur8BH09eVncd7p8LGhEh9TQpaZpwnpQ51QzPuhSuBl8TIW9o9bxVb+tmNX6XS7mbac53hbxzgJzQb953gNLCUf+G5vgEWZBClIWvh85KrJfZkOH90aR72P1Nt57GKfWcMiTV41KMjgxFysdsjAItH8OAZlGVeVjmRLLKoj4xPhkWdac7zChNxDxwFzRzmHVhynwSZ+SKf5YuC16j7sQEv7sZPHV4jTKZmSLkB5jn41x1ECkRJ5n88XTuGmEzvg1kEDPWoBQ4j5lJgBfHQAiGYeM84mnhhK53Xh+GRJsKhaLa2trVyeba2lqSKUKJrXLTMakKxofP07wrud5urPFRHNMPmWq0Z8rpX4BSpbRDSkxKHVP3A29r3zA9czcyTpw4rj3cHLz56qt67ulf69GHHtKTjz8h/6tYr776Osr4qPznoFdgEPgvkbewCXs94oi2QW4Fpc3LVGOcxxiICYppjXp7H0ZxrM72Do0PDesYtwfzUP7bu7tkpF24YKH8xmHL5s0YDju0dPky9XAbkOek8SQK+UGU8D179+jEiRPQu7Vy5QqtWbdG2y/ars994bP6/Jc+pxtuukF33X2X7vr03br62mu0cNGicCLqbdPNrUMexT2Xz6vMqaiPp3GMqiGUkhFONkdRJCampjTOqb3/nzKZGUqIJNbQEm3f14dhtnipFi1eogXcVJRKJYwLQH+4wuoGxcT4BLcgVZJEckXWf7fDf4H80MGD8vhatRz65MypE8Fo27t3dzAs/E8PDwwM6BTGyJHDR7hdGUCGNeq5nHxaROtq5bJlijDAxzBMJrjJmTh1Rj206aZFC9WHm1CPxfPnaYpbsRSlq5cx9PDPf6Zje/bpo7fekSo17cef+s3hydOqDE2olOaVDk6pvZrXyKHTiioRt15rNTVZ1ukzAzpzekD7Dx1WgkH2jb/+z/r6f/1rXXHHbdp2+aVKCgWNcANZzBfDn7KOlSjmnzfcDG2ZMmeN8VZBCSyjDLqbNn4PjEEsuh1kouiqocvk2lq0ePVKuTs4PqKTA2d0itu942dO6WT/GQ1htE0js8bYqjDWyozfCvLLjPMydB933u4+hzLi6T0ZmURxrCgG7jeTmYkPKeXDHrAasbaEPZ/2dRkuy1ElXCPO52+WGckiyks9GRe+b0YWBZrhCpg5Tx0yz8ZkZpIcZ/NLqUPqax51UPNhoXCuT4KznEOHt14Bj/m3AAG8ISUub71wLjQEQgwhVgzKmDUgXGXOUEcW/HXes1/a0+kggz8Lbp2W4q8jVcq68HHU+fgGcZ4LhQh+rz+tTUvio03rbW/0R8yhRYe6ObSw2DTt461WZrhXNFOe1gSG9yBzZve+fXqLQ4vjJ05pjJvX0dFxTWMwp9VMSZxTV1cvRu5SLVm5Ruu2bNN1N9+mT336s7r19tu1/aKLtXTZUs1f0Me6slDzFsxXO+uT/1nnOIloklS+R/ha6m7GWPFyZ+Lh4/VptgOU8EImHTFZHXWi+/F5JM7/3dczbaKRM03tPncc7o/MarhpgG+gZpG80hGTwiITjiLcMPkIhHiDB7gQh+hAXkHCmwLxsFyQP02A/+wLie1Ls2jGOL3pP9/1OAeS5X3hGdTzlYIrYsPmLx7y5duIEL3iIdzwOmc9POfrMpoIZA8Ej3+Q7anoWA/9Lvig8Pjgwu91t9mCeMy5gKVRKCPCgfPveA0RdZjMDEkN0DEmOxsO/ui8cCOIE2pM4cxMSZJXFYOjXOHqn80hyeUVuTyHjwcQWSwfL5FFxBnSTSKtEef8Sb4gRZxsWaIM3ow4mRpPyA0/rUUfZtADoPh7Ntabikgn/k54//82vt9G/20Cnb+J38bzh9FnpdCuGYulj5Hz0VxAm3Qfu8107s7mRIDW0lykLM4psmfBDEvhcKPeUeedlYCn3rLequeAPtAfCuSfk/accDonD7yNl6IH8YG1QWs6XiIxMDLgbh3i8T6t56RGXOChvkEen4z6O7wNM6dHkWJXFOJIKXFukKWBHmuSU/KZ6RlF8JhFFMU4JKG14DMzmt3LrsZDy5GOqEB32S4nC7H1b/CGz9kwqeBvhCmfmcn/zbIR5XIceOVjPsQ1P1b3kHXwNIINmVmQVafVvxlczluvf738FRT4aW4pK5xou+KTx/jo6OxUAWXPec1iUklpUGCovzJOl2fYSKdlZooxQqI4UuxgY4wIZ7SZS09pkIwxFsWZqijDx08c1dtvvamXf/Oifv3Uk3qMk/Knf/2knn3mKT315OPa+eabqmHgXLxjuy7j1mIFRsFysGDhfE7hC+QnnkxezpT54cgoVxyztpCv51dDMfT/eOrksWN6a+db6mXjXrpqhca5qXEcw+B523+M4ddP66n/P3X/Ga4xqEU0AAAQAElEQVTZcd13ov9Ve+83nXxOn84ZjUYmQIIBJAhmUiRFBSp7PCPP+N6Z+9z78d4P95mZx7ZsBcuyFWzJlmQFK5gSqUBKpJgJEiCRcyM1gEbnnE5Ob9p1f6ve9+0EgKKurRnP7v3fVbVq1apVq3LVOafvvVcPP/yI7r//Pr304oua5vblbXe+WW++/U3au3ePdu7amW5QqtwqdMhvaGRE7hfli5S9w0bVFxsLLMTnFxc0z4K1C1/g1mHFfw6cRfEqp/5L/kvfuCUGdXtV2bxleSEZeodMOSf6NTZWRaWS5Fe5HfFxsaAOfGx13kqlKt8M5lmujPIePXKUm4wjOnr0CHVTavPGDYmeYwdRRy0WQhn1IXWVMTd3yw72ixpmI7N580btvX6PbqCMb7njzXoTNz43XHeddrLZ2bhuvTZOrpOw49q5C8rml7WxWte28XGNmWnm1Vc1oqicG4ZyaUHnOYU1NlPH2HA8/a1v6+LR49o0MaXbb75VN+y5UXt3X69tU5t0921v1wfeeo/efvs7FS4u67P/4Xf1n3/jt3X61DmJ+WMJW73pzW/WP/pf/me964Pv1TQ6drGv/97POHn7ZqvLwr/IchXYjqYllcb2I1NAL4ygyMLd55csoz2GTJllVFWmAtv5n8eNRZZuN4amJjQMVrjFW6Xtu8wcmWvcOi2xePQNYZu803ggt6CpTb022Rz4TcgaN0qrDuq02W7J69zMlKV8cWkfIfldj4DdxUNPQEZEcW+3jg5t3TeT3gfT5oO+2CGPCJ9ZUAgZMnv17f5gGWUdIMiCEYbP8JuJNyHSziL5OERdRQ/j6orH8DtC38VJr9OSp//xsKMf/B6cyPjTY8N3yX/Jgy4e23fcmzRLOrrO8pGDlDD0aIml9/EBrOfrfQn3eJwfEmHPp0ROSfoExge39ZWI0JyPVG4eEl5+vayOHsV9Af1MERsLVOm7flvrhxXeL1OW6NyhbbYY4/wPWviPTR09fkIvvvyqLszOKxSVdDDhhwjj4xMaG5uQ/65RtzRu5YIybkRy1k01Dhf8Fnb39dfr+htv0HU3XK8bbr1Zb3vXO/XO975P27kh6ekleXsgW4qRSiGhCEVO7oDH3YF93H8JMDr9NcyXGHoew7kWkP6rvKhL9un7GnkDahAbj0hlwpmYDG3MjMIHIBm3GOrTCMkfM5KJeAJUG1/EmcnwOXB6bwqkTy/8X/iNyagIGYjEjb5IguSvUVteVY5eedwHUG8Qdj4PIqpHcsIAgzIkBskb94DPszHKrMRDxrzyFqHXPsF5AvZxOwUjifWYBsI8HX4vj+fh6MnqZ9zj/p6+r0lB3mRIWsMx3P7r9L73suPxDsn8n/Ogb6Q9eGc2BsOMiYNbcDqBVKED5YTNywXk/MDwOwJuAmVPYVzvwLl3vqIuy3zzkSnC5zmKx+uPGpKjZwOIhAZ+L5/MaT2kcM/7f5mvq+8YKGxmCtjGrOde6w9OB2YmM9PgcbqZyd1rARm6QEzwvmCcAAZBAx5/GRG5SlB6Il8HDn2oZ3sPvzF6snrxRudwyEg/AN6r5STCFR9nvBzsSSLFpX4hNLncKjz+EjeB6Hy0Exy+kk84XV9QgJL2a2YKOW1NxIEsy/gGZVku/ytP/peACtqzpxNCPK23+V4Y1v5L1MDnbP0xAb2Y4JIOMLjbZ7rkQE7mEHqYLNFJhQy+RLqOni4BWUQknsHH6Vf5SeNSzNI3lXkQnwLYxPUXgUF7WmLR7Kfly5zKt5otLS7My/+W/OrKmtweGfbpshhKeZN+mUXm7MyM/KQ5oHOVRV2dhXmtUU+blYxFN2R5Pl10JolyFnzN5or2v/iCHnjw23rmmSd07NghXZw5rxYLt/GJUe3YsVW72CDcyiJ4Nwt+t/GFCxc5DT8r/1Ox/jP8LRaKvoB2/QvyqRQFOga1/WaBhWAb/QOLtsii+aX9+xUquXawwJ5F50PHjslPIp997nlO/w9pfn5OZqbx0VHt2rlTt7PZ8B9x2LuXyZ4Jf/OWzbIQlBYUyGv2F6WL3DbMYbO5+UUtLCymU84m8V3yLbG/u2YsVkwsNuoJfhNS51ZgiNP8ag0atvLN3RgLat/IBNobppIvdB0t2qdvfNcoT6dbyuXOcOJ/4eIMt8qtVBVt8vS6q+SF1lgsL7LxWeUW5fSZ0/1feF9SXsk0Mjaim2+5Wf4/I4+MDCv9AjqLpInREXWw2crivNYWl3SWhdIwskbZ7DTZQH3fhz6sH/vxn9QPfuTj+sH3f0Rvuf4mNaJpdWZWlYDd2KBet3WrbttzvT78nvfpv/uxn9CNN9ykN91ws37iJ35K//gf/WN9+GPfrw993yf0gQ99VLfsvVW3btyh7WWuN09vVuvYSe27/9tamFvQIvq/7e536b/76X+oj3z/R3X00EEtzM4qo/E+DM8pNlnjY6NseH2zG1QpqhIG63DDHnHdzzAmb48WAxuTioqiohpts2A+UZ7LsHk2PqrG+mllI0OaJ88WC/2S9JW8Iv9FeG/vbuuSsUFmSqCspaI61G+XevENQhO7rbKxHGwufaxYI9yG3mEzUcJLagXS9tAXRdjMEMvIC4+3FW9f/mNXlzYf9LUO8HAH/bzvld4G4Bd6kJz0koyXgLlMoEuP97gS1pJ2EoG7HsZP+kts36MnpaJd+1jzvaEnmCTokF50cJ3wJ2LPdQqapTiXC7WnHREe9nydlqRBS+53+7hs+NzpsRFIEnuuyyQzRLrkHjw6+VIi96VoJwPrgeRd7O91T1ORhcCt8LB88zE01JDM0hjR7jRxW+zXV9Vqrcp//+gst2dHTpzQybNndX52RjPcHs4xZixwm74IlpZXZSGX0f44s1WTm8Kc+WYDBwA793DwAa674Qbd+Y536KOf+AG9/a67lcPbot172/EymZn8X6RvCo2ddhXEEynbNYD6XV/7rrF/n5HkjK6eQ6Bs7ooSyh8zkxkVA4NBMDqqpSUADZywv0TJ+OeJDYOYE/swC/iupBD8r/Sa9eS68ZNIGo5XSAKLH1/EegN0suuY6ASoGrQkBX6PHyDJgTGmijWZAdg8vowwQ4eU6ErlEn7KZ0I08Umqu4R5zYx4U6AB+0A3gDdoF+cyS1q4wxuXo+wPOq7LAAjX3+VxDRxC30voCzAzfD2Y7JJfohwJdpmGN1LffiQdWJQw8yswYbnsFU6J1zhZjBTEy+cwQ0aCyQwEk9MvbT5CkIUcMRX5zj9kVUHoq0jLMYdP5AbdEfqu+3sww9W10P/Jj1vke1XBde/XKMnMrG8jd00EAX48AWQBvwM/jgKu03JsmZmEhWRSgnh6bZu+Sb1E6q6HHlVXhEXegock17wpApq7OOl1/5VIxDf4OF8vitpEr3gJPap/Ix8Hzhu8Ed14URPd0bsEXLSlBVtJRIq/Ju0luvcp+H0ST4sV+IPbizZcQhc2DBZk/Gsz8bdYaM7NL6jKaW+KR26ST18sSUuQt6+v4b3iNesR0FLCb2Y4Jsmh9HjKFPI46DjQneLwtkBqZ3IQQ6hXbh9n0TcCyP0XJg/jGP07lSKJgZA4+i60kAVlwChrCJkM13+HoMOCyRfwSyys/f/w8MV+i4XvKgu0+fk5+YJ1hYWt/9WjlaVFFoFNeRpEKmdh5wu9hCxTgU0zTtvNqG1sValU5IurVw8e0OHDBzUze1H+12DOX7ygw0ePap6NwRYWsXv2XJcm9UV08N8lKSqFfPzzhZ4XI2QB3TPlyJc5JSoEPOTRob4iE3e9KHTklQNpY7Tzut0S4TZ6rOMEfcu2bfKfvd62fQc3Gjdw4n+Ddu7cpRtuvElOE/ZYZvzy31ObZ/Gd/kIVCwVfWPqthf/yt+vVJq+224uFqG8UIvIjChnpM8bCkDGe4RaVSrrBGB4dk/9ZYi+Poa/b23/caoHNwgr29UXs7Nyc/PTd5XrJMvR2/kBZvdyVIlelWtHo6LBGhodY5O+lDHt03e6dKrC1qP9xFtb+OzTXc3vhv9D+Fm4Qbr31Vm3esknjE+PKkXHuwjn5/0Hgf9L3OLafY4Hv/1fH6PiYdu+9TmPImOBU90fYeHzi/R/WHTu5saiNabRluv7WO7Tzzju16fY36y3f/4P64I//A/3EJ39C/+CHf0w/9d//I23fvFVLM/PauH6DZtmcnj93Xr7Q8r/2deLAQb3yyON68Rv36pWnn9Dy2pLmO6tqTI3qYz/4Cf34f/cPtHPPbjWG6yqyTKdPHNepI0d07MAB5fTd0cawCuwbsbn/xaxIH43UAY1QJQv0gP1z4jPS5nnB5qRQUamozCz9Hx/VdROqT69TdWJCkcVbk/QdZNGpFALtKs+VOUifhSzRvD5lzD3INjNZCAoe9vZG+hYbjWZzTV5/y6srHFassDFsshFuqSy7MhPt1UCmHNl5kh2gm/zxeb2bFrUl/GVq6yXhDrK9jXm7b7LZ9k2m816LiF0uAZ2igwIl1/19eF4JMX2dQ87Dp0d4va/zkh5m2OLfESX8jjdOBwODXI+n549itJCvK8zwA6Unpq9/kAYrX9fLCSBZ0lkchL+X18ue7IYc96PId09GJi7eNx8db3NUrP+BjbGxMYUs0AQ73MK20a2DnDL5uxyGrHAreO7iea367SNtMdCnvd0tsU5aYuOxwsajzSbCSqNdZRxirHIgsqDZ2TnNsyFfXl7RElhkDFrlYCgj3y517u3A9Y59vSCRdwS9kriuAzjRed29BP0f/yRdXV8H2Q/0Q2tCvBCIEkVEzSi6k4KUKUKhnuAw0Ht7BSJMohTH4NejEQ8NCVjCZAQtfQnixphDyYBkRow5XX+nx4xEclydLKJDT9qlIvUZUOgKdk/uiAMZFCACCtrnd2ZHP4hj8PYQ+j7JZZgFPECp6+BX74miH/Hh1RWPGVLSIGZpUMqyXAGa6x0jeqNHpByOZEMRAw3n0ntNMNFdxACJcOlj+Bw9HYWeZiazHnrhQLgPGRn2gd8UFCyTUU6jLRRFRXUmggqLspAVKqNpeWk1DbpZlsFLWvljMgVg6j3W9+N63oSU4oN80M+RG5gULBSw54qi3SUEwj2/818NI87jHe6/EkS9zntNdbwOx+uR/vZUV3J4S3BgyNcTdhXNNQ7YtlpUNcx169jwiHoY1jiLjPHhYY0NDWmkXtcIi4JhTiVHOM0brhQawmZDTGqNvFA9z1SnLSU3D4RBAY0FR90Bf/0ScuJzVamvShZUgJw2mYUg10Wpbkz+eLki4R4GJfK4K+Gcr4f4esS/O42szCxpkRJbTw/vB97+oscQH1Nk72tmMrM+pdevSvqVwyee4GWl/Ibt3e+HEhn28QkmQltiQWzECxmeD06S5RLdj8R+2CnJ66w9D18zk+H66y5BmeEDJv65C/A6C3C9o8yuiIPqr/kHJSLolxwnOhW424czOqBefg2ZSvXq5bRgvSicEDJVmBR9MltlEdzhJD0LOfwmX/QsY4PepmOFPr6kNguhFDFWUAAAEABJREFULNBGkOF2Sguk1TUtLS7L7dVqNsWAoNzbYaMu/yXuiclJub0vnLvAjYr/4nTGAnqCxf5O3XLbm3TnW9+uO97yFm3dtp0+LybuUhVO1Iuioho3BPV6QwXtPSS9AroFeLoJkfrMMlNGSu8XSxfndObISe3YskPrN2xSzILGWHAOsUjI6TtV+pGhm7eZNte0K2yuFpncz3OSf4FbBf+RnxXK0MIOblGjnCaTLxwD9VKQtoIuRVEk3Wr1IQVoER5Z8KKr041yXR1SSGm92josKDPs7e7czJzmWGD4QrNaVOS/ZD/F5sB/Wds3FsNDdUUWxufPnZX/0vsKm74RTlhz0pcsfupsQvzv+m/asF7X7dqlvWzaHFs3UWZ0P3KQhf5LL6UfIXviiSd04MAr8s3GKW5ETpw+pQPcKhw/eVIltx8ub8P4pOaon5efe05HXz2gZx59VF/8kz/Rk/fdT5lMWulq/XU3aMNNb9LQuo0aHZtSWOpo8cgpHX38Gd3/2c/pz37/P+k//+mn9Gef+Yzu/ea9uvdrX9eXvvo1/dbv/a5+/fd/W5/55lf0wMlX9ejMaa1t3aB3//iP6n/8f/6/9Mkf+yk2R1s5KW7ruX3P6mX0fuXF/TrMBtL/nO0kGzdjQe4bjiUWYbPnL6jFos1/pM6wUSVIRTBVGQeHGCOrjKPVakPLbBBn2BhU102y4ZhUJy8UsZ8v3vy2o019lJH2xsfrp0K9VjlxzuEL8JkZ9Zil+qsgs0abrNKGarWqKpVKihOP950uevgGwTfvA7eDbSPtMgtBWZYpQz/Db6S59JIHKii6AsDd6Icb6NS77ejK5ZfI71Lv3j/d7aJ7F/ld6B7niGx2Inby9JF+EQfyrnFRKeXn8SVxDvdD1NXwoGvX09bL4nzfHb6ZAOmAhLTIv5SOjD3tQBrS8ZYAPjfKAKkvEeAl8tJrsCEiJbsspx+NHTVAn/R6jotwetIpCUMcOva9yRnwOJ/DZMpCRjvI5E+beghZphH/0Uvm4rzIlRceV6qMXWSUwMenjjrwCr3ySqGsUpHffjaGhzXEOBQsqL26qibjT2etTUOM6cDk/JmzOs4t39mTpzR//qI6ay3WkaJqsBW6uu5d2ojrYmaI78HDr8EV8WY9PjN7DdvfJ8HteRX62bNsxE5Cf8omHmfCEW3HHbo0RsVIZiYjJJn8Meu5Ssmd4indLFfDYwac7o+eIzIMhBBkZk7+noDpk1qlSMMrd9XTIEbyvwSIl/Ry/9UwI1/yVpLhcejsyT18DSAr8VF2wxPp1CRXyILEGymPQXemCHPk451Zlx6Ir6eLlxsYfGYmM9D3B3RzQJRB65cQn8uSYE3Qpcf1d/QIhq4iIapBMJmhKL5eajzm4APdyMsSP2HI/iJJZtbrcFkmX0gUeUXGv8X5JR07ckyHXj2kI7gvvPCS9r/0inx3HrJASaNKOkbJ4HkpP/kT6TwRCQIuCVhQlmUqCjolA3/OoG+WI4NJQiD5MxI4kI1O0YGEKLeKwdtHokPkNTO+r/c63fFGca9H/9toPU1QxN8rmGPS0rVzTa/GFWyeijaDcfBF2KIM24Wo5PrkakwygYnFEkoJN2DjAc1dhzHwZfSQnFE6p5juVqn6KvVbA+5Wqe8Kdq9iowJ/DgriMsIBkEy9B83RIV4qBWEi4ncBUa/7ep+4jNdl+a5EzxM1JPRTeuyyl3CU8e3ph3VU9oJQ3UNU/3UdutgyARu6uBDg4Y3weF/wQT1G4+RpVq12S8JWPpVEQz5AqPwxPGbm3tfAzGRmPTqumSkAM5NJwgEm0+XH8x+EjBgbBK50vZ1cGabFJD4SXxuV6P5xIM+TJS+ejH5q0MwsLaJE4jYLNe+zBYssv+kJgZZEO4zwdVjo+IKqwkQ7tW6dxsYnVMUfskwRHr8dWeIUz0/pSuxaq9fSL2FOr1+vcRa1o2MT2rv3Rn3gAx/Sj/zoj+kf/g//g/7Hf/yP9X//f/wv+uEf+VHdxim6/0L12Nh473aA8SBGU+CfcEsW8wy7cv28Dl33SD6+aI6ceFdZ1NWY/A+88IKqlUI7dm2Dt5NOoc+eO6cjx4/rJBP66lpTPsbUG0OqDw3LFwIVdM2rVWXIKCqMQyws6/6jUaDGQrPCIj+FWSx4uSoFiwjKbSGkscvtlBHOSZ97+mqFTUkt2dWkZJ8QTDXy8PAIcnyTsW5iQuOjoyJKK9zyvPj8i3r6yad05PAhnWFT4P/XSaDQI0M1ZSTMQ9AQutbIv0u7PHvqlPY//5weuv8+fe7P/kxf/sIX9Gk2C3/x53+mz//15/U3X/gbff7zX9AjDz+iJ596Si9ze3D2wgXNsnh/4eWXVdQq8rK9xCL/qSee0kP3fVsP3n+/HnrySe07eljPHDuk5nBN9Q3TOk+a/c8+r8fZkHzji1/SZz/9J/rcX/ypvvHgfbrvqcf08OOP6pUTR3VqflZPotNLB1/VibNndOzUSR06f1aPnz2hyXverht/8of17v/5f9JP/r//P/qRn/6f2Hi+WefZ8Dzw7QfS/7vy2MOPsvF4meHNW13Aeplazbb8x9oWuIFcZZHmi+sO5c/ol5WiomHqsUFd1d02zCFN2vGzbF4OnDyhfGxUDTaeS7SVFU6hPa7FZrONzA4bz5IxtMti3ZDlm8kK9ZexkQz0C8PejpBlbHwLVdl4+F8RG6b+hjkQ8jy9DxTUexYy+eNts8tmwBenHTaA3U5HV64FQggKWabk4jczmfXg6XsgjMcckU+M2KO8DPqiy+3S7kvK1O12lOB0/F4m1yPSdhwedrjfxzbXJ42RPdE0UM+k50T6sgiSpaJ/4Ln0Qnd/33HvG6PP5DIGcLlXJkh0J6SCCjsAEeDV6zwxCfBvT7j7lPjNv5eQaHrtk/i9TH14WSP1T0GpoxIHqxCX9MKFkIziuZlZWqMUBWsT7Or1WxRF2kDkeSb/qwcWYDdkMHGnXz9AX7/FPMdG+eTpszp99pxS/5ub04L/uCbuOWinTpyQ9+VVxoCSOjVJ3v78FneBA5HDrx6kn7+gY4ePqEPbddVSPaa6QjsnkBfJXv9Fd12L1+f8e6OiZdJw4HpG7ne3hyhqAAM61RIpuNJmhuPeANGAM2Bk2OGW4Rpfwwg9wNLPChKBUk5PJHg9DUReA4PXZQ78A9fjAZOPx15CIpkgJ2mpM/UyGiRUTP9Kwp4Kp//2QghIYWTgupwBRDnkDywUWymI313PoqThRYcoBYQOnb3DYBPxC6Ykx/Nm8Seenh7+7eniPudNoOEnefCTVGZGowsKIe+DjP0F5EZfcBklfJL5P/h5JfzRM5ZklpE2k/lgaMEJkozOpQQiZNAdPgBm8OXk56d5eVaoyCtMknXVOWmsVGrK86qKSl2Mzzp+9KQefegJJqhH9PBDj+uhBx7Tg995RPtffFmLi0vyAa4LY+oTJkrl1nbg7+unwWMmQ48QcuUM3t6RMwZ9iQ1GQgYngCfCG2XIQ45diygaly49xA/8xPTSDAjEIUpmluAd/PVArGyQBtf9CTGSVQ9UBopEAANO8hCf6vUqtyQKXNLEmR2k67/eBnyRu+anrUyKrVZLrbU1dRloSk6Zy/aqyo4DWntNsdNU2W313E7PVdnGah3QRUdHh/GwKys7irTRLm10oLP7va5KKsrLlYVcgXZQ9vV2Vb0crp7HO9w/QGrDBLwUbwSXhXhEeb31oGRV/NGhqx7PgzEbDpOZSf3+o/7j+fS87nOoz+eueJDJ1y3tiC6DMJIQBT9lQxlsUaYfh2i3m8SWskD1sGHzMnVZoHTo2x1c/xGb5mpTGQuFEprHW0CakQ/iJPziwTEzpTho1iPhk8xM/g+flHyEnOYgLGrLi5ls3ddPVz5GAN7EivfqN14ix35EYu9TIwGnJ+AXuse+LL/d6VKmknKuctOxzKTXpY2YmQJ8XuYatw01xoAsLyRkBtrIELdxI5xA+0K8ygK9Vq+qMVTX2NiwJifHNcXp8uTkVNqYDI+w6Gs0OB0f0w033ayPfvzj+ujHPq63vu0d2rl7j4ZHJxhTTBcuzurkqTPyH0HImMw9v2QKPl3Gxy7t1u0T8ftk3GbzIF9w0T8iqFKpdepo/7PP6uy509q2ewsLgqrazVW1OPHu0D+G0GOaBej0+mlN4Q6xcPRFZoX8iqKiCgvOGpuMIvfxr7exUP8pXQ90wAQyM5XYLOCGEBJHnXQVNhUxmNwmVRbA7m+iY9MXn+hdc1uCFotiX0CfZRN0lFPN/S88z3j6sL71zW/qqScf10k2SLUiV7VSqFbJNTUxpvGRYeXIPvDyfr368kt65KEH0ibji3/1V7h/o/vuvVePPPCgHnzgO3r+uWd1+MgRnT7ni/4Tmlte1Crjhf8S/OS6Kb3lbXfqXffcrbve9U593/d9ROvXb9B937lfX/rG1/T4C8/plaNH9So6HGVBNEv/OLZwUfc+9G19dd9j+vx9X9ff3H+vvrn/GT186rBeaM7rcN7SyUqp7sYpDW/ZoImN61UZbqjli2AaXp3T3fr4mD70o5/UD/7f/kftvetdGpraoMWFFT36wMP66he/QvmZP17Yr0OHDnN4tZyGqAVu0Lz/La2uaG5hQd5Gk92xQwW7NBo11eoV1XFDHlTSlk+fPq0Xsc+D2HEe2++5/TZNbd2sFnHLtIUOddiiPnwDHamTQB2a1yD1ywgg45/XqQV81C3RxFII2ld00FG9X1Sp6yH6RYPbFZ8jvW7zSkXedkMWJNJ7qi5yO7SVDpsPz7skLISGLFPOfJfhBsK85HPFaz3/gB7R3/VNLv4S3UvK4v2i43ZGvvsdJfldRinnjT62gZK0kdWSw8ub5KUw2rpuIHo53X1DoFtit1RP8Q35kER+KU/cCNx/JRCDsN5rRqGBmWEiIIf4SgzeUl9PTx/7eUJUYjApuRKO9RF6bjQJn/whQ7TyEqJ7VIlNfLx3uJ0SoEXkez6X4PYGPb5IerHR60ro6pvPgvZQkiay6UgbDusSFRVoCxZMvq7xPyU+yc2v+1e4IZ5l07HI5sPXTPML8zp/4Sxj4HGdYZPu7d6yTEYbRGV1WE8tcvPsfF3q3ZArUGJTb1dddCN7Xfukkvvn2gjCwUzBQoLpmn9uszeElAzgGb4eiP5ur6VIt2GJj9JBoJUq0rcidexUBaIaYu2CzwD6ycwUZfLc8eL6G6AYUMLgO9CLWlbiTykj3i4kKocwAeL4whxTOAWv+RhhB84VbyS3iBIR2iW4HIfT3AV4L78w8opk6n3IWwC+Egx08NwcRPXYCBAt6lrGv9Q4qXBfWHk6bEZbyJQxaQQahf+cYuJ3AQmeq0vHTRE91ykpmo/LHTSGLGQKIcish0DYCA9c2CWTUgMKOXn7ZOlgAMwK5VlFlaLGBFZXpVpXwWlNlYmvVmuoSrha1FXNqipCRYXBr1zWCYptsdhlYbba1tLcks6fucBkeEZHDx3TwZcP6nLKuJwAABAASURBVBgbjyUmjS687ZZpdbVUsxXpHBFdaMhJT0M3ozZxxRPxU1x8vH0aPlEAE2koo5cryzKFLJcso0JIQ3wEggdielNQKVoy0+CJA0+ieVp4dDl+EK1E69H9ezWM2B7crj1fL4X88Xpz9w1wSYc3iB+Qve0M/Fe6mIkBrZTbwX95bduWzdq2abO2b9mkHVumwVQf67Vz60awSbu2bdaurRu0c9t67dg8re0sALZuWKcEFgHbN29Exib5j2RsWL9O61l0bdywXtu2btH27Vu1ZdNGrZ9ap7GRUdVZQBXUgesU/QMiFhlA+K+GXvNEKFfD6BrWbwtGrAPnDV6P7cG/Lum1jL0+cznO0MvR47SeQ47uMSPM60HGttSS3P6++PDfR2qx0fPBvPSOTYISbSNpOnTsJhvAxaVFFjgNJikieT1vMxdIoP+a5w/NLMjMoAJcM1w5IF3xGrQE4t31qFSa9PFQH6YeJ66ufWiLvInq0Q7X7UqCi3MgRCKvKLh4I2XsshkNmdeLuNmZT/BfKPffOVheXpL/7HrIMhWMG94nM8a1SoUlfjR1Oh15/wheXknVakV+AryR9rZl82ZNTE2xERmHNqLA2DQ/vyiGSjYjk5qZXdRzz7+iJ57cp33PvahXuDU9w4n3KvXQQq4v1Ju4LRZULdyOJzQpswBMfquXQ29QP+sbQ5piLCsXlrX/qWe4JTilG269SRO0/xU2HBVO9CfGRzXNgnscd2iooTqbgpyymI+lJmUhsK6JkhuTvPwUuc1mv8XG39uIl7VLfu5vcxrpv/Drkz0pJGzqctz19uOnm00vB2nXkOELgpBlaePVQNfmWosycEPESXvqZywSF+fn0G9St91yo+6+++3atWurmiy2T3Dj8NxTT+rer3xFf/npT+sLn/2s/uov/kJ//pnP6Otf+yo3I09w4/yqTh0/gf5Km77xsTG9+S1v0Yc/9n364Pd9SB/62Ef04Y9/nz740Y/oB374h/RxNn53v/tuNoE36sMf/rC2bNmizZs3MSZM6zyL9kUWQ37zssKif4HN4OLigl45eUzfePEZPTJzRgdYUF0YHVabsaPYvl35+o3q1Ie1RN9ZZtPqi/qIDWWSKLewT1GpaIRbnemJKT3ynQd1/9fu1QNfv09P3v+QDjzzvE6y+VpLP0ZWV6AOVpaXmVNW5Pas+qaWTczw+JCqjQLkCkWpaG1acFurzWXmo0N66onH9Oy+p/T8/hf01IvPa4hx7r0/8DFt3nudOsG01moKgUq6SerVHSqGoABkki86lWIidRSUkQ714YZKmbrUlbcD58soW4Vy+Q2Wj5n1Rp2N7pAauDkb2ZBlSa7n06WdtlkstmlD3m68XD7+0I0kMjAzHNO1T3RdXIBH9N2IrATslMi4Lqvs0112ySK1dF0d1EnXgb+kDB4fqavXgtxchsvDdd4eD3RoHnZE/D1gk+R3La6E81M/ngc15Pkl9PNOfhb27sJ5ZcLLfkxhMvnbgxce7pRfKXLuA+eqlzT9sJHQIQUo1kuCPZFCuC8P/bwsXq4eurQBR4n7WnjdpTEAe5auC5JE3dUYT0ZGR1hjVVRS7pLymU80IGdDnGWB9ryqNgcOAX+dzerY2KjG6BNj9NcRNuVDnp4NtOC3LFOT+pplM3Lu4gVdpE/O+k0f40nIMoWM8YO8u+QV0YPSyQFJQh8zw7kCusJ/ZRz0AAwbwSHhT/CG2TNRGlcohruXgBkl8u25wn8NCL7ea070dC6QxBH7u5xIOcoUdkpMPqGnswfFTLIMwxLhSqVo/Brk6xOYox+GJ3omA8Dnb8ocT/RM1ZXYIcpgVu/xNBFFrkUv9rt/XUr0/PpsMenYDwjdyNx58EpGQA70hRivyFP+eDwwM5kPQE5zec5r6tGgu4iSPCOA6nYEETuVAGbSkIN6oLyEB40SYnrNqP4r4QMh8BMzmcnwB07hsryioqgm5FlVWVYBhfK8qkpRU5WbiRqTcJWbCQ8nHhXKYi4rqcJOVGuto+WlFc1dnGOiuaDTx0/r+MGjOrT/Vb3y3Eva//TzeuHJZ/Xc4/v01ENP6rFvP6onH3xcTz/6pJ565Enth2fu4qKCVVSpNFQBtfqIhobHVWuMyNAxmYKimwn1+WgAtwIRuva5HG9mykIOCiEMWwZJ3vZyeViiHA74BGIf7neksDwfB3Wu10LQ9LqPvS71MtHjB/Jc/uWYSL322oD7LtNfz/d6FhjwmZEHr09qW1kU3HLzLboV3Lj3Rt249wbdBG696Sa96eabdJvjlpt06y03gxt084036MYb9gLcvdfrhuv39H7ue/du3D269YYbdBu46brrtGfnTu3ZsUPXbdvBpmWLNq5bp1FOhGvezsxtPiinqcRe8btAxL0WuvqhUbh9Brg68u8WitgnksSBc9VrRiSU14sb0JIOPhGyGPAfuVjj9NwnlNLHAK9HT48c5m81WWjOXJxRlZP9AtsI24Tg7dHrfyCRBP6StZnJrA+nqe+Hhhfpnu5qDOiJ/YqPGWk9EndATq3LBqFrXGxsV6iUykmOl0ieDiQZ/aQZm3wvjy+om0xs/md1/UelFhdX5Cdx/ovHs1z1ryyvyG3lmxKnLXICbWbKfBLEloiVGW2F0+Qui252zxSyVMiCiqKihfklnT1zTotzy1oA3VapIqtodHhEoyNjagyNqM74UXByKMa7UlK6daJMUcY4IEXyqZDH1NCQpsEwDWHt3HmdeuWAjh84qA71ePOtt2gn7d4qhTpGGgsp/zxkMrOEDH8O3Vy2A7m+WHP5vgDpsLDwRSamS/zicVt6nNObXj6nsUBrkafbJp3G02CqRa5KnrN+yOT+CW6G/Eepmn6jtLCok8eOc4BzBBzm5uKAqrSp6/fsVq0IuuC/e3HksF7mBuTB++9LG44nH3tEL3ELcejVAzp98rgW5mc1M3NBqyzUV0BRLbSORfbExIRuf9Pt+uhHP6Z3vutdevc99+j9H/yQPsLt0j3vfa9uu/123XHnHZqampSXwxdKYyx4QmA8pd3774RNsGgeZ1E00qhpYmxE42wwqhxEBG4s2pOjCju3qIGuQ9u3qWBjGanXyNgcy0ydVlf+p6eb3DL4xtH/Ktdat62YBVWGGuQ7pcOHDunRBx/S4VcOqr28qpz627xuvXZv36FtHH5snJ7WVg5Y9l63Wzcztu2+bqcqtQo3J2tS6OIucyN2UautOcIs5DpLLPYrGh9t6Nhh7HP6pBa41dh92836vh/9YdWnJ3VqblYrbDq69PXeqKZUfvGYWapfsyvdkGgK0LCNeTshXiZvDqTqvWamQLzfWhRFztxbBYUqlapq2MzhcWamDnmn3/vwjUcfrk9qc+KBRwn4B2+UyFL+eNtz9/VgZjLrIcVTl9FB2/R6TiBcehg34kZv8314Gg+LsChh8uMO6B6Ong74QteRxkn4owPeCDztZbgPKmliHyW8ZfJ3k/0jYc/DOV8XhgEuye1zQkrpLqXt0b/b114T6XqRIzJ4KTZCnccD5OfyY9KzTHEReg+lXP/emOR+5CCcJiwf44Zo4yMjo8qLAr6orqdDrkv3ucVvG33cqLB+Gxoa1jrm213MyzfceKOu37tX1123R7u4Ad5GX9hAX1jPwaDfyk7C578fV6VfltRzm8OYXrtBMmGjDXo7NLNeOxAu+VofOOkdhK90YU1xvY/HXO27TOnR/0u/aIxN3fY9Sakt9m3ueUVWGtFt36c5V4ilD/5BvQYcFctSEauXoHsJIdGi5+CpgAscQPBFR5KFjFhKqYHh6vJDjK7F5di/oy8iyfMUuoGUGoUCFUUU+l5WFs4UvkxJ3IJVIg1Kyf2WEQwmC3CiP99+OrdJyZzb61wlO99YEusZeWL5Q7jvNxPygvzUMAu58qxIyNJiIJcxqJvhhkJZqMg3EnmoKg81gGtVNhUVcaTDpNvV2nIz3VDMX5jThVPnderwcR15+VUdeH6/9j/1nJ599Cnte/hxPfPQY3rygUf02Hce0uO4zzzyhJ7j9PHZJ57Vvif24X9OL+7br1deOKAjrx7XudMX2Kgsam5mSfOzK1pcWNPKSpdyFiqKYRYNYxoaHWeSGJasAJmkkGAWZMmv9BihAQIGSH6jMRKbmgP8PmD7JsvM5RjW6tVdFH7i5encTXJJjD/i74GwrkVAumNAJ/g9vma9NBH+AfBKV3wiGvp7meScl0N/F5/3L6M8fsp67uxZFhsn5T8+cPbMWV08P6vZiwuaoX7nOI30BfFFTor9T5/Ozc6zKFmU/3nN5cUlNpeL8p8XXWGBuDQ/r1VOT5qc3PsvsrVXVtVm89mEb2luTouzM1pZmFO7uaZ0fU+b7Q2cgaEgULQ3hrD71TCKOwDeN3jdQteixzqglpIfSpC7rnmcw0nuOtyfqsk9fwsifXEAOi1vqZjGMvJzYUl1/9AmcWIM8kV4oC36AO/2CSxcTfaanAyaA0dJn/RBDmXwNuLie27/e6UuSCOYOPFKpjd8khyY3b2WLyXr5zsQ4DQzg9UgkTdpS07Uuiywy1T2KD+VLREYmMgyxp+MMnpZfXG7trqqLhNeu92S34T4Kfjs7KwucBq3ShyikSv5Qr7lmxfaV2SB5b97scRNR7vZUaPaUDWvyBfhWzdu1vYt27Rjy1Zt3rBJkxOTLCBHlLEI9zHA80UhWpbJNwjeczO0r6GXWOjPHKdPvHpQJw69qhNHj2pufk5ZpdCWnds1tXGDImOpkVdpGYvVUr6posgqSO/lMmQZfUw8TreQKWQAN8sK5fDluEWFMbdgfDVv/6a8KGRm6rC47rKYzEJIv28xyWnlOBuh8aEG47EYi5taXVyU2LQuXLioZ598Svd/81t68P5vs4l4QQdfeUUH0f8QOHr4CDfKZ7i5OJB+fOqh73xbLzz7jA4eeJkbqIvyH62YmZvhZH9FJbcNRa3QJAvqTdu3pr/tf/f73qs73vpWvfM992jvLbfI//TmRm5IqxxC1TmEyi1T7FKxNG8fL06dPqWMMozUqQ/KW68U+ga3J88/u0/1KuXjuttY5Id6kOq5OgXp2YhUpybUmJ5Shr/NgaH/0YGWL+ipZ8yokGVq0Z6WaSMzK0u6wHiz0FxRy6IK0gxxwjs+NaVde67TdWAPm8Ndu3dp8+YtGmKhvjQ/p8OvvqLDB1/RoQMv6bFHHtRD37lfR48eVKu1wkZrQS02GpY1VamWyisdVetR1WrUjl1bdPNtN+nc7AVt2bNT7/6+DyoM13Rm7qLWOi1RdHXZFIrKTn2fXkZF8gYZdWhmCobfEUyCluD0DLoDmpkpmtKT5CAvo9yOkvbQAWamSlGoQtspcLM8Q3YvUaRxe3/reF/Cbh3s5e3IF7SKSezVH2jxigiCEqJchwF01ZM4KGaUy4x06IEL0V+kxeQOkkXK4H53I/oJa0VocDkZuEwPuUuQ10MlfI5Imuj8yS2R3QOexOnyLsNlDOC14oDtipcSHsU4AAAQAElEQVTiXQphyuTvyScd+VCAJHpAG7iJ8XU+Hv9aMrIgel6DPAj2X0pHPp5ugF6GRJOMKLkOhNLb45Ey2kijUefwpK5AnZcwRto+0qiL6NXGuJIpC0H+ez/L3Or5wY5v1os819j4OLeOG7SJ8XALN8bbtm3Vdm4Ut7HJ30If2Xv9Xr2Jg4UtW7fLaHNpfjajFsRQWaY8XJerlEsa/jf2wS7Jnqjl+r4W3iYisb2XjQceGrLYNIg4T+8VgG2ZcIi76iWhM+DoUg8x8ssSqCbsE0hhuCBVC8G/h9dV6IkN5IIOHiBLC1JgkKHuFDIpKyy5ht/TpIYj1JM3nT7scrhME3eXSu/CASOCQsiUISAPAddAUEi54rKACcqUWQ4tT67zZqTJSVMEBqtQVSWrqrCKCv5l3DKFbqbQyVSulWouNrU4s6zZszM6d/yMThw8psMvHdQrz76kF9lYPPfY03rmQTYV33lYT4Kn8T/78JN6ng3Hi2woDux7UYe52Tj2yhGdPHxC50+e0+y5OTYUyOQUcnZhWfNLq1riVqTpNyRFTcXwmBoT6zW6bqMmN27Thq07tWnbbm3bvVc79tygHdft1e7rb9B2dusj41NSyCXKIwsikEqPJ71mJgsDBJkFBQ+baEORtoHlzZRxgpRXcpkRIYd4iO83tkSGohQXqBSAVfVdYVLiFw/59GoN//fwpgz76SlbJByRFUmKVklSJDoB2qW3ry+sl0h/m8c7ok9O/vfhj584rudffEHPvfi89rNY8f+M6Hk2ks/tP6BnXnxZzzz/kp564SU9nfCynnrxFT374gGAy6bxWfhefPmgXuSEcd/+V+CDh03ovv0vQzsg/z8NDhw8qGOcwvpCssWiIYQgX3TJAuXy/vLdbRuxuUO4SgU19R53Hb3Qld+e3ag2iO7HueZ16gDXRBF0qWYmMxOfhIg/EvRU4jEzogyfkmsyXfsk3j6fLzx68ZY4XZb7QshY9KzKbwO8XtK4wCRrRiw26qW58otU3gEltQ/GQq/X6OMnfho6hU8xeEuA3+lYPKWz9L38IY4XvpSs/+lFJ1Z06YX6X8/f0Q/K4wGvnN9r1cxkho+ypDLBG1LdZyKGvKLMLC2gqpw6FxXoJmjQJbU59V/kBN83IT55+sILsnIm0bTwYtFV4/TXu8Aap9ux3dUotxojnPZVq9UkVzJZ6v8mt39G3zIvaKdUYKFYI344KzTm4xC0U4eP6cSRY9RFU1bJVRkf1tjWTRrfsVWjWzZK3Eotrq1p2Tc/7agu46csV+lzFhUaXL4CYbc3eRPO80IZeYSQy2EW5G6iZblkmQJlqjcaGkb3qclJFgjTqSyRBeTKwpIOcePyN5/7K/3h7/6+fvc//Bbu7+mPfvf39LlP/5m+8NnP6Uuf/4JeeOZZNhevMtbOpoWHLzamptZpDX3379+veU7mQ3CdoioV5oJaRWMT49rF6f8tt7+JTcZdet8HP6iP/+An9L4Pf0jvuPtdetNb71SJ7kPj63TDbbdrbHqDSgvKq1VZCCkfef2yUTp7+jSHRvMaagzJ/0JejXZdhef+b34j/ehWtQjKspgW+ZEDs7aVskZVQ2xyauNjKtgc+Emr/9ndVW5vmn5IgewO8+AaG5Bz5y/If3n25Plzfg6maRZPN99xh+6652599Pu/n5uXj+ljn/h+fZBbmPdyA7N56xZdZOP6zDNP6wE2W/4L608/9Zie2/eknnj8QT3/7JPs21Y0NFRRUZjyrIsbVa9nqrDZKLWmrBLVUUvt2NJ1N9+onTft1Z3veZeykbpOXjwvH8+yEChXD163ZiZ/zEze3i8hC1eHiTczmcHnQE6wIH98s+AbcTPiqbNEN2K87dKH3fYBfjPrpc8y9cIBJu++USW2KxkPYllCEHyOHr8ZrgTNXUCYAC9+XQnkeZxe+0Rkd5FdOjwvdPMxCPWQAH/sA8dp7jgukd3jhD4M14HTf50hktRR9l33D+ipWH3eqx1GnURI+ojygx7N06ao/ufqHPvE79npyf8u7El8+qA/+l6RvaeN2M37D6Yjvlc258bqyYbud/MbbcDrvKgUtNch2mdVLPcYf6JK+gdNQc63ML+g8+fPa4HDQB8zF3EPHz6s/S/u1/79L+kQN4Kz3K77uJKRIMuC2twgL3KIsbi0wEHEjJbxC4XMTB02ul6/Zpbki6eU8f1v/cXQlCFehVJeLgydlDfrlSNgQggmYxA30jmcyaKJLivD0gZdhAUleeWyaFLEReD0q2FwfG9vkufsjmuSeAGc5FFm5NeH+i4qK6Z/cLmgQRn7BZc3fJQ3b1GZp4cPYZ4GVmJFami8JWl8ko00qFh2OCGOZBNU5BXloVDORJAbkxjlzZUps0zJTV98MccHn28slMk4jfK/YtDi5HCZiXyek+zZsxfZFJzR6UPHdZSNgm8Y9vuPP7GBeOahR7mteFhPPPCwnsL/7GNPaP++Z3WQxeSxA4d16shxNiWndfHMec1dmJX/9amVxTU1V1pqr0VxAITOQYHNTVbUVWmMqD42oaHJdZrgpGzz9ddr95tu041vfYtufvvbdes7wNvfptve/g696R136Za3vk03vOlN2rX3BjYfu7Rlxw5NczXoPyph9LAot5XxCakdMe5BIWyGnQYQ/gFM/ritHe7PGajzIlOg45Es8aZm5ZHXIkUEqBlw9/XgeVyNSLqIslFX0xHyXV7aRoolDS8iFF3BRLv8iZe9fR8U+D2AD9ukrwdfg8hgF1GsxHD+Iws+8AwPDWnbtm3aufs67d5zva7janYXJ4Y7rtvFxm+Xtu/are3XXaedjj17qJvrtfuGvbh72RzuSdhJmu0sYrbu3KGtu3ZA2y3314eHmODbatOW5fbmtCZk2NKoP9cOXVJFuuvh18HVpfGCOpzRXYf7gdtqAIL/Je9AjLupChEWk4f6h+i5mpnMTHwS8On1HooqXREZNXh69T3PbdDq6oqq1ZryvJBP6F5H0etKtNpkm8gkUyZEwmmcuNKlPkv4y2tp0F2e0z0d4mgf5I8SHk6AmFzSRvdfoayHU/14OUmWXs8n8aVQ+njxXIYLD/TTkGUyM/kCyidBX1RmLLAzyufxPukVHABUqoxXLPzKyFjnYx6y3SoF6at5piILyvFXiooqlYoK0ufABBebhzqbDz/RDhi5yuJVmWm1tcpJ9Jp8c93i5NfLLuRGJlKxQckZdEcrdQ1nyPMf4Zld5IDkolyf6W1bNLZtk+pbNiQ0Nk2rMT2l6tioMjYekXy6jKkd5HTYrJQlhrRMWZaTvqIq+jQaQ3LU60OqVutynYuiwkk1oAz+oxBD9ItarS7/kaSJ8YnE36U8i0z8zz37vL74hS/py3/zZf3JH/1n/cHv/L6+/Pkv6jv3fksHXnhRr4KLZ87o4tkzOnn0iCIL8yF0mxgZ5eanpgr2qrqtJS1xGzl78aLm5ubkC5cdO3fq7Yy5P/RDP6Qf/4kf1yd/9JN6/wc+oJu4zZjmNmdyelobWbR7n9/CmLBx8xZt27lLWbWh8clp5ZQnuu2R3XF7Run0qTNqNZvawmZgJ+O1/3hbt9XWN+/9un77t35Tr3CwscDG5+yZk5qZOa/5+RkOt87p9JEj6nAzOpxjl2gKpAnYVKBk01XSdtfYOC1Qhltuu033vP8D+uSP/bj+4f/w0/r+H/4hvfs979X7PvBBbdi4Uf6fOfpf7Dpx9JheefllfekLf5P+gpX/IvyJ48e42ZljE7YqMdtu3LRBt9x2i25gIzE+MUZ/a8kyKQN5bsoCyDPopfxHX5awbzE2rI/8yCc1vGGDZuirbcrum92c8hv2CLR5GW2yHzYzhSwoQL8MOKGbXe0O4o18va1Uq1UVRaGQZYJTJW3XDHkhk8fnuCIf8RgcWQipj3g/ydA7ywJlyBSgO3zeNDOFhCB/zMwdmfVdQu4zM/X+hb5LCBrRl97IOFEm+HgUVdIHSuoqOtC150Y5Hx853O8Y6H1J2PfiiUIGjF5mB14nWHL948QeUh6JVJKto0uIDk+9exq0Itzj9TCB7+1NSUhNuT2PhO8t5SWulMbTJ3vFZLc0NmO3Etql+EsplOrA6zDLfHypsvEY0ejouAoOS3z8afutFuNmCdoc7K1yG+y3wt4Gptet065dO7WV241RxoZggZvNpua4JV7hsMbXkhPcBnv/2cjabN269crzPOkVqfNkNddXvSeZgAp0t0f5P/BLZZd9eP6Oa3NP9uvr5/FXwQPE9dJ4wCHvEyVGjspCUO+fKZBTiCYrlfzuigpyGJWVTq8QFomI3uA5STGLcqRGBU3AQHLhNUkJse9KKUyQWPWaJwxkSzY0DtJGYjwcAxFUiKGj4Y/4I6SSVF306qKTd0i/purQEHoo1SHOwXylDhVZIq9ET4onDv4lZLkSLssy9MlMLt/hdLOgjEkyz6rKrcppHeFukHUZ6Jg4O80O1+8ttZaaWp5b0vz5GV3wP63G6d0RTrJffv5ZPf/k43rmUd9MPMTG4kE9/dBD2vfIY3r+8af00lNsLDjdPsrp9akjJ3T+NJPDxXktcUOxutpkV9xVibIRPQJ6ZFyzBxp+DLlalG2NCdPRFnqzeKqNjmmYjcbkxk3ayES0ncXs3ltv1S2cUN365jfrpjfdqt17r5cvUNdv2aSRCTpSvSq3iS8WZplozp4/y0n5MR06+Kr878MfPnSQHfksenTkdV1yHR+xY8SeDojElcB17Spi/+h1B+Q88AoYdrdMdNxcFU79cgZqrKgAT6AREA0b5aAy+FKikECtSPikICXX5I9/LYU9BJCBKDz9lzAmchXIHdGQk96EBm6K7IcHHLB91xexKVkks0twGURE9ImkTvD4vh9HZuYOnDj4o4yTu46WGIiWuZ5dXV5JJ/Ct1TU2ki11mm0WFe62FDkdKVnI+YlJ6n9u4xKbJ1pbIpwj2f+8LgFOTDpqMUGvwdMiztHG7z+XLc876VaSYoCeRQTlWkTUlXq6X3bFM6CpH+uc3x0pF1gu2Q09Upb67o95DuY8QRH93aeBmwL+QbCuAA2qlP+LfHulKol3jhJZXaj+S8Z+WuWLjYh9SmzlgI0EESfKx5UeSnmcjzHdxFuyQOqqSztPIK0vCDvUSbe/eCv7fL1ikqkuw2mKhPG4PeSK9T4UhkCfDofM+PI6X0QmysGjRDcjQk6JKtEl5Unagb/Ig4YbdQ0ND2tkZFjj4+NqsPi2LKjFacXq2rJKNqd1xoEai2gfEitFrnWTk/Jf3Pafca6lBRktjHL5Lcfy4nJqmz5ZVkmT0ZdbzAErnabWui01u22ttdbkP7bTbK6qy4YkR29ba2n53EWdP8pYd+KUlhfmVWvUtGnHVq3bukk1H4/GhlUbHdboxKjWb5hOOoyPjcl18AnbGERKOnbEdiXjXxOZ/ovza4yX7l9gcvewx5mZAvAF5ejISPJH0rqZTxw/qe9850F9+jN/pj/+1J/oj/74SBncjAAAEABJREFUU/r617+h+++/T48+xvj8wgss7E9pGFtdz2HATTfdoO07tmknG3z/Aw6OSfQ1yn3xwjmdPHFMp06e0Plzp3Xx/Om0yPcfj/R6qNfrWr9+A+l3aJw0QoGXWaQfYfOyxgK/Wq+pBlr0c/+/OEpZ+t2NjWwouq5vyGQsgJzeocwhK3Tm3Hn2cl3krqf+umyuch3mlvO3//1vsHH6gm6+8Ub99E//9/qBT/6gPvqJj+vjP/D9es/dd2vn6Ljecd2NqpyfU+v0ORkLphIduqDDbUcH1/+y2DCHIlPrp/WOe96tH/nJH9e7uc3YsHmLAgtzv9WYmZ3RF77wBW4xHtcr+1/kRmOfvv7lr+jASy+rw01MpVKo3qjL28gQbW/btu3azeHJejYQJW3B+0lJn3H7eF1aoH1Rp5kVCqFQabm6eaHq+LhqUxNaYBPSIl2XNJmZjPEt0h79sFCR/oJNLVDfIWA9XHiC4ceFO9HEY0boCgT4M+ybhSD3w4L+Hdpui2G11MT4BG1wnYx4z4XU8o1GlY1sxYE9cvpLkefK0TenL2RZppAFmTm3eXW7WAmveMx6HrOeCym9HjQz8abwlZ/U9yljVElxwRVusiHtpMQObtuInSJhTwNzX4xrfy36Uch1JX0+drhfjCWe3vNL4St4PBxT2NNflum0BPTg1ZVwzteFJ+9HuNfTJNEeuIKeykZEkg+9F82XcZ7gpdfTO1zHS0Q8XhaX4e4lXCEP71X6Ok+ypWcRMlXZ+I+OjHFQMaxogfbRZv5uqUs7zOibWQjJ7wcYC4sLyIqq1RpsWIYZe0dkyFhaWdPs3CLrqXn5oZC3n2H6xuS6KcbmEckk/50hL6Noy0Y+UpBkUoK+twednbGXKspN5BjQ3P1eEWEcAO/rvimezJILRzQCuEnl5CXGSiiUrFc5ChkNLBDIIAc4fRGY/DTeQOMNDHQZafyEIYc3o8EHJqrASVkoObGITQrWpJ7d38XflXxAaHdUcjplyPZCO1x28HzQw/1OS3pB8xeyekBBfD2/xyCewgRg1k+BXF4ie1zeUMhcFEF+Ex/JCLXRVgmR3UfXr+k7zi+5LJ+cOpzypMEduVmWKQRgOVe/NQ2PDKnTMTYCTc2dn9fF0xc0w+bgwilOjZg8Tx46oqOvHNQrnJQ9/9hT2vfQY+BRNhZP6AXCLz25Tweee0FHX3pFpw8fTZuSufOzWp5f0tpqi41FSUOLwlwMckGuuIWKLK9KwK/bOxbUjqY2BesoqBtyqVJVQYNtTE5qautW7WRSvPH223XLW96i2952Z9po7LjuOk2w8/bTPUypFRa3F5isThw5qkNMei89/5yef+Yp7Xvi8YTnnn6S8NN6ft8+vfDsPq7En9F+eI4fP6KV1UXJhRi2A0YIdfwr75wdJkxfMK8xiaVfjlxaZhG9wuKkSXxXFgzATtqimtERG6rWqgpOR64lwANLeskm5QddXnu0OzHBi01PDyUxPQifiPcWk/wpTMhpoLwKUSWNZoDovAm0FO8Y6Jfyv+rjygzgObjfGYyPAycZo++nrpJIp/VZe47JzMRHIctUsJizELS0tKQLZy/ozInTOn3shE4dO6nTLMrOEj6D67QTbGSPHz6iY97eXj2sowcPy8PHaVPHuNI9fvSoThw7phNHj+sY9XvixAnqbFWBybArsekusVxUh0k7Ys9IOa+C0xzYKl6Bq+2KoPQa38swCyls6rm64sHUciR79IyANyaa0xOu4P9uXpPJX4eFIDPrQ5KJxzOgHimHUT4IvCmCPPES7eRIpiWUDp2uyxh34cIFdRnnfMD3hQrRUr9Moi6dPwGenktq0nm7T2B87CLL5XU6HfpyhwkIwBMd5OsyPS0iLpdd6rdFQcMmckaI/uL1oHsdZkYRzb0w8w7iXbBT+1HEEEIW+YoUGWOZI2RBvrny24AhFtI5i6WSenZ+Xyh5X/TFcbVaUZV2Wa/3xr6R0VHCNfQzytRlslzT8uKSFucWNMcN7sWz57U4O0c5SoUsUwxB3uaKIlO9yDVaLTRGXtlaU8vYubOyokoRND49pi3XbdH2vTu1/bodGhkfRdsoDr01VFTUyCtqsbnZz1j07W/dp8cffVyHafv+owxu8y7lW+Okv8W44+4a8pvNllbZtLvNzQydo7rUS8Tonm4ft8f+/1584+tf16sHXtUDbDr2PbNPbud1U1PatnVbupH44Ic/oKGRmsYnR7Vzz07d9ubb9Na73qYt27eqMdRgwbGmmbkZXZi9oNNn6bNnT+n0mVM6f/Gs5pfmtNJcTqgP1TQxNa5NmzZpjMWz/8ij/2d/Dz70oF7lUGcJW6yyOTt89LAeeexR+f/DUWEhu3nLFnk9CYs0KaO3G2/vHcriyPJCZ8+dVZcT1927d8l1gpXDijV96fOf10vPPqd73n23fuIf/pQ+9sM/qI+w6Xj/+9+vj77vA/rhj35C//1Hf1g/9e6P6P233KEumzTPo8WJ7Rw3I/Pzc8poK74YGmcxNMwm6Vk2YP7Xyb51/4M6ytg0PjbO7cms/vpzf6WSDcYEbeQObkXWuNW/wE3QxPhYmjcDY3sWgibHJ7V713XawyGYnxjXWIxlWa5KpZpOkEeGxzXUGFe1MgZtRLGs0I5qbDpqbESnpPqQziF7GVs0OYzp0seoXqqtC2+XtteVz/u+8K/SfgvaXUbe8r7hoP4HfotKj7sBX8Bw5kCg9we3aZeFpNvEF5D+f8T4j8UuMp/1u4tCyECujDIURUVZVijHnzPWOjL8WRZkIQNBMlNMkHp+mpy9ATR4DFZLAbOeS68m7AUYgKAiRY8Ii9ihZBwr5f2jpNwOYpzpEgaSSADNY69Eb+zsxZVI7gNZkTFVCc7vSfsuXn+9jborUsGevDFSbtgigEyU5+7AJnJ3ANgv8ehSeXp1RjISlxg/lYu6LBHo+Q2S6IqHKJLFPi5HJH5PkEiX450f8RJyfZyIPpYztvj4kkBb6ELzdSIsymmzw8MjHILUZLQxiig/NPANdsgyBdp7m/Z54cIMh7cndJRbwNOnz+j8+QuaYZycW1jQKQ6mDzJ/73/xJb344ot6ibXYUeZwXwdEz9vzQylX1/UL4p8FmZsr6f+3fDzRgAX/5bYufa8i9F2eq2T0lUwO0ksMEnENKEHCJOrpHoWhgbvQVVKwGJRZzsDfB50mmFHkUgFj+EbDOMUy/78EfMNh3tnZaAiwIDQ2IpFByGEsbgKGMwrtFYlX4hP4XgkjnBBFY/seoMuPy/G07mYydA/KQpDrnOjuz1wLCfVFW+AEuVS72VWnVYoiCG4Gugrj2hAT3ziL9PWant6sdVObNLVuszZt3cHEMa3ZmUXt3/ciNxTPpBuKF554Ri88/rRefHqfXtr3nF5hY+G/6H362HFdSD8GNaMlJubmckvdVpR1gzIVyjjJMeWSMqxhKqPkp9AdGnfHN0WES7SKQOY8jkB3DxL14VftIxMT6LVV1994k+582zv0/g99WN/3sY/rPe97v/xPLV7H4L5+eiMSTLMXLuo0V92HXn5FLz33nF5ikn2FSekAE8mhl/azYXpFx5mAjzMJnuBW4zSL1/OnT7LBOsvC4iILjLmE1dUFdTnJjHR+S5qjDqUI2B0nvWZGyEQ0vN204fCrR59clzjJd/j/ILzKaZpPHFnAEgzUJCN9vAJ4EWKUWqKNqUPb6EAcwGk9RNrdJZBG6CfaXIKHgevsUIor0e91AB8RvOjh6VOYLC+90F9DuxSJx8sN8F1m87AjKiLTQQbJX6ILWijjJLpSrajGYsNR4aSskuUaoGAgq4AiZMowVMDCLt9lpYHQBygatw9WDh8oS/peD6WyLLDYpL1h6xaHAKucZq6BrvdV7OtyLsHDwMw1i3JdL+P1aBFtHF7GyzBanojpQZeeiO9KELzi9Zgrgq/xunwnGpLNPfIPJnFH7hqjq2Ogs3MFjBXgCDLakK4CFSG3YSxNM/6ztxQxWAYt0i9dH3MWJEiYWJHOSjWqh4jbB/QSm3fpw10Wgo4y+VkQ4Q7sW5LwEpDqfkj4BJDF119d8bgWnt5JZoYDJSWKlCUS9tfp7gLiggWFQDnw8/b94oCji3hTyDOFLJcF5wvKK7Q32mDIAjwtRcrS4AbCNx45G4YKmxDRftY4bfa/iLUwv6D5uXn5X7+au3hRM2fPsfGYRZ9SRaVQUS1YCNcVscXMyZNaPnlaM6+8qotMtPU8aHzdqIrhqpabKzp47LCe4LDjlVde1tzFC4ydZ3TklQN64cln9OA379OXP/8FfeULX9RD3/kOp+qP6cmnntBBxqml5UU1accdbmsohvxGYnR0RA1O1yvoHNC3w0J6mQ398sqyOujSYYPiutdqNRa4tTRGXbd7t956551611136T333KOPfPjDeu/73qOPffyj+vGf/DH98I/+sG6/8w41Gfte2P+CDh4+qIuzF+X9yBfqGzZu0PSGaU1MTui663fr5ltu0jZuRDZu2qgdu3dq3Yb1zC0N7C75CahvFk6fOaOTp07pCOPy4tJiWpBkeZFuQrZt3y7/kaltHCT54qakbfmpaOjXp7eZEW5t5rmV9naxiVvtaqWialFoipvub3zhbzSPvf/RP/ppfexjH9OmjRs1wSZh3ci4NtZHNTK7rKGjZ7VpkXrmdr3w8YP6n2+taGl1WZs2b07//8d1N1yvGpvT+eUlnWHB9MCDD+u++x7QxQuz2r59pyp5VQ8/8JCqWaG9u6/TIv1nuFaXH4BUKUueGT0u0pZKXMnMNMNc5D+GdejgIZ08cVLHj5/QCW6cTp04q1Mnzuv06TldOL+i+fmu5lei5ptSdXxa+diE5lbbWlxrc7pc0j9LBdE36ZTevhGtnHmkWq2oBirYI88zBQvkH9Vh4ve6d9f7qUhkDhKambytZCHA7zrLo9PiPfHTf7vgHBvmE+js/t4YW8IXNXjMrJfeenICYXN/QOYVEPQBUmrC7l4F01WP2WXCJR8JKELiwytvFwm0lxK79Pw9Hb2dJMYrP5cEOTH2VEqtVElWjJfTRjKKzAvxGhocfRtEhDhEuFSJDs5buh4JpHYZsPDC43yx77rf4QoNgDgN/LgpETzI9XK5bMRBcBkAvSOEK+ESroTHkYA84XdeZDntWgx0jujt6IUjZSo5HO4y5rTxR9XZOA/TD412E8nf29zwyHCaaz1dzjySZ1lSoWQ8zWiPI8RPsIn3P7YxPT2t9aBaq8kPTBa5Hblw4bzmZ2fVoU9mtGczk7GI56ueOUx/l+fvxv3dJRt1EPrAiLyUGjviwaxE8LoEM5OZ4QVXuAE7Gf0BKnF9ZnwhsiDuYqwyFDSxjOWeqY3gEqOShWKI0EvojijmauCxXZX+j0bZaxTogUB/vVIyJhqHhxGFczlTAnJFHFf6Pfx68EL6gNFzRVpT4J9ROZGG5OulDKoId1nE03YUGBiLapWr/Lr85mJ0bFRjVP741DqNgZ8GvtIAABAASURBVNHJaa3buEXrN2/VFNfgYxNTagyNKsuqkjKVbMaWV1pMiDM6cfi4Thw6rrMMlBfPXGAgndEStxZL88taWVpl0u7ILCgvKsrzqkKoyLBr5n+lKhtSUTSg15BdgAr+qopKhY1PVZVqTTWu4mtcbdcbQ6o3Gqp72OkV9EdmvVLTEOFGpc5JYoVBP2dDGLXKIuDUoSNM1k/rsfu/owfu/aa+9dWv6YFv3afnnnhSr76wX8e5fj/Dzvv8qdOaPX9ey6RZ5QQpgdPLFU4W17gNaXEC5yeSftVecrpUMnl3200m6TZmZxIx6s/kVlegYQ2Q0ckKOkuFgb+aQJlq1VQ+o9G1OalbRZ7/xzr+V4QWFpa1zM2InzBHrzg2sYZryDfa05UQrU4ej2tAxEvoASylKTUI47n0RuIj7TLC/7cCPl0DG4SRc0noG3oiXCACePybQJhgensae2lK+Y/ldNg0tRmUmiyKfDIzyk6D4TWgHtR/iDP38sHsvTj8EXok55L2n/qA84CSwavLhOl5mtGf6Q++UGpTnx123CVlc9uUnraPiJ3Uh0EbQPhfCzLpv6jR9/WcXti/A1xJ70nqUS5/3UyRj+My9bIvSfKC90lmJm97ksnM9HqPIe/1Y3rcbq8udvIftVqkL0TKWeUq3Wkl9nIgoqcwhnQbO2KyHdy4JYNMSR2mNMllPISWbE9it7MjQnOU0Dx9SufpE1wWGSS13CWMLh50/c3866GrYTIF4G7yMe4JiiPSHrwq3UY+6Au+DmXtoGOH9tZmwd7FZWaTL7Ca9M0WG4uSDWkIpiwPyrLAIq+rFRbuc3Nz3Motq7nalB8c+ObVf4RqrbnKDcMKE/KafDPraHKCP8Pi/OjhQxxqHGAhfEoXua177okn9Ddf/KJ+7w//QP/u3/+GfuVXf1W/81u/o29+9Rt66fnn9dhDD+tLf/0FffVLX9Z37ruPG47HdODVA1pcXtDY+Ih2cyty26036vq9u1joj0Eb1rrpSY2MDSsEr6ZSIaP0oKScruMahxxev8ucVrfZeGxkIX7LLbfI/9Sl/+jW7l27tH3bdpkFyrGWrF5jjB1mUfFmNiSjk+M6dOyIDh45pHMXzml5bUWGXRzCTgVj3eYtm3Xn29+qu++5W+98113auXOH8iKXj4N1xkC39/z8HHZuqzHcSHHn2WQ9zU3Oaqul62+4QW9j4+N/Evf6669XyDJsvqolFv2e9tIixKQac9mZM2flZdq0aTNzRk1mphoLmPu/ea/+6i/+UjfddKNuQubyzKzWTp7V5FpU48SMOk/t1+Ijz+rYw4/rxWee1jce+Ka++fRjWsyjaiyKbubG4q533qUdO3dyCDemoXHHuDZy+zLGbZBh5A9+4P3ayubk29/6trpsBHbv3Kmjrx7U2ZOn9MQjj6rL4UaVsrv9RZsPpOlSF/57ImdOn9Yx5qCDBw7q5f0vpR/H8t8LeXbf83rqiee075n9euKpF/XgY8/psecOaCVUVZveoBlusWY4uGq2S5WdqIw5uZLlyrFTzianStnrwDdgOXMQZiLrUl3GP7dfm3pvYmd3O8xDJX2ObpjsFkJGOwfoaWaJJh7vnwSZswsNMSf7YtHlu5w1+orLFU9JP+uwsSkpayQsF+wuMCCZzAzHkmtm8sfMUvhKv1mPxjfFBdqXx38v8LwjrTcBHXyMicmFglsC5/leZDkPqdQri6ci5OmBy+mhJPrquJjs6rxlsr/bpIdIOCb+iAw8Sbb7HajNSzxfz1sy6UpgF/F4biQkufuc34m4BK8QC/Ga1yMhueP5OUryKpO++HB7evb8kXD0+gRkxluivyOqA83XMlQ767OGavWGOoyrrm6dvj45MaHR4WEPymUEdDczhRDkhyM+/mzncGEXY8TOHTvkhwz+Hw9W6dcFbdnMlOcZ7S5X4B9qysvs+rk8An/vr71BDk5PwN4sO3zqcNUSN7WAn68bOVH849ySman3DxYB0sc+X4gsgryQSSCMGQhMZJl5pyyUZSHBgosIpDb5xOZgHaPIRO0ixKAg0nnFRLIr8UcyK8HAdf+ViPCJ/AaI+CPirwLpB28sKSAo+0h5WkZyr6wKA1KVBjHEVfkok9Kk1q3fyCnUDu3YtVObt23Thk1bND45BY83kFyrS01O7JY0d3Fe58+e17lz5zTHiVI6oV9aYQJY1VqrTQOLFJeyq5D5piKhKstqitDKmCU3y2tsdMY0OrFO41MbuEXZhLtew6OTqg+NpbhaY1SV2pCKSk1VBs0KjTavFMoYTC1kFDVgUym2u2mA77D5WWNzsOC/P3LilE4eOKwDDNjPPPCwHv7GN/Xg176hx+/7tp5+6BFuZZ7UwRde1Nljx7V0kclnYUlNBu4Wk3CHQbwNmvh9EdFca6ZJrMvkEMlV2D05kRCIdKpBIzELsgSTGfC2YOr5Pex+LGBmlCOnbAVlqzIBV+lIBR0qB7hFH3S0kHlZSSgeshR54qPg/oXg4QGQ7VSPNGrCF+pmdjl/uV98xRN7HYMQVL4iHEl6NYxBRgMgEwa9PiD3pOCxy+g30phcyP5GzwMPDt/+20sTKUMPPXJiMShsoPjKs+jR4Kds6tvYdfKgwWDGF2TYLmcCzhioAv3TzORPyeDofaSL2/U+ApHuyaAZUwkTm+cJ3eX24D0yarCRia4PwGjkGHFK4O7VEGX19nEtjFS6ApfDesMHUS4OxNfwJEr6EEUBzAyPZNZzlZ6en6KhayK85kMJL9E8aeBjIbBIKdVh0SSZAmFBV0/cVfp4OUu3KbYtr4Hb3OMd6utqLqTvlz8U0uMd5SV/CXuPyb8e56ye1AwJ6GNmiSQngmDeF6HR7szDIowrwiULLl9kuSwz6+lPXl5W/8VHX9AurzAmsGlocmvgv1jfYjEVMFxWIC2nRQSjrZQs+pd0lhuNeW45vLyGLhltLgDB0zWpE+DP+BBXSpwMdhTZ1Gxav46b43GtsFhf4sagGaLWbd2o62+7SXvAjW9+k7YwJueNqk6fP6fnuIU9ePgwC/wLusDJn/8HgVUWfePT67R+8ybtvXGvbrn1Zu3YsVUbNkxpPfA/PeuLeZ92SvqxL8g73LoHdDGzftklXxx2GcuqTPDeZxxZVqTTRqcL2/nvhBzgZubpp5/R7MyMljmIGeUW4W1ve7u2bN3GJmdaY2Nj2rP3et162626Htfz6dIOZmfn9Cybp2f2PauL3AL573Uc5GTfT8m9LgxbVci7q8iBXqk9N96gd7//vdrDJmFofFTDwA+ehM4tFsr+42JrjM1YNi162sw/1aLQGW5LvIzrp9drhBuJBvYZAvezUfvLz/6lrJLrHJu+P/uTT+lv/vhPFZba6j5/SMsPPq2lfS/p2IEDeurwy9rXvKiXiqbmRisaWjepLWxifCM2i90Pckh1gTJEdB4ZGVWjMSTR5u+5+27dfuut+tqXvqJz6PG2t7xFxw4d1isvvqwGtx1HDx1SjXkshEzVSlVenglugqbRdWrdOm3avEW7uR3Ztn2HtrLZ27l7j3ZzO3/DjTdzU3SrbrzlVt1251v1lne/Rzdzkz+9Y5cWWl0trLbUsYBpTEFSJQuqVSqq+waRA7phUCO/QL7eRr2u3eZtNgRdNhpd+kOH9pjmOOqKKkCWFGgjORsVbwtmltoK3QS3THAmH1cL7F6n7qqUzeV7XfRkdtlsl2nscLr32wR0jA4X5pnhNzO+g/eN/L14w+4CZoYK1iN+z9+Us/rZUo6YwAca/r9FzqXcEOP9yctV+tqAspTAJURGhgTCJe0i0u9ei65KbO2IuBG+5KcPlvg97BjolfQlT1fvkg5OZEzywTxFkV/sI8nAj4F4LcHTviHg9bS9eKQR9rydlsrVL4Nw7Yo4j3c9nSSZ/PF21eQAz2hv/iOHXl+9zShlhtGyIN88lJTb22GT9daM96vDR3Xo8BFu9k7Lb9j9Rz89Xsg10KGtNunnmEcFY1ONw+ZAG5UT1H9Qve+7xvk/L+gqJTu9gQpehdHrknjMw5em6OEVKaxy1dPkWrrJ1e/q0oJWOW1pcSK9trIm/5l9d3sL1VYarJeXV7XoC/allpZYFC9xFbq0hp8F7QJpPLzWKVnsSB2fDNGuxLgJdKjyGsiCouUgk8zB7JfcQBh4R8xMwg0hl4VCgYV/njdUFEOqVUdUb4yzq5ziNGwD11hbNL1us0ZGxhkEG8qoSMYfrXBiN8fp5uzsPJU/x9XuLJuNizp/bkZzs0tapRxroMmAx5pfbSrdJ5YubmnowYQbQWDRXKk2VBsaUYPBeXxqPZPjDm3duUfbdu3Rpq3bNclpzdDYuIp6Q8bg5WVuo0ST05dlbLvEKZxjkQ3FEvZfWJjnmhkkd6HnZ8JfmFvQAjcUCzNzbI5mdJHN0fkzp3Xh1BnN4l/k+nt1flEdypZFU4UOUUfHKm7wmqYDeOP1xtHF32FA9gbvrneOREOvFnSH6+g0M2QxwPvEU2NiCSxwBY0KkQXDC9wFGsAkAapbA8hMGWl9APeJv8FEMTQ8oqGhYVWKGkkLxZirLEMPXVMZ8YMIBKJv6hwK8GbIdtfw9yDoEu3mKgQZ/9SPi8kN6oV7bo9mEjrywTEQxFdKX3zkb1dAfTkRmqeP8PVo/fwNFxgIideElvLu5pK9jgIhA06LPpDHUl4XkfqhUIplVIzEAgFDghnSGIhsAHR2fyDsgJs0UWamQF/xKjE+JQI6yHN0XagGT+x7DBcN3cFXAo+JgnYVPIcBromLTncBvboR6TzUc9034He+PtAzAufRVfWWwXAlsFaSz0eDx/A4cNLrfkdGzj2I9mLUkUR6qEoQj/UREqXsxrR4MPhK7GQhk1JMwAHJj0qRMiS4P1JfDiYb6sz7lk9gGqiYygUfhAh0xWNG/g7oHkeon0OfKcX1/GamAAQ8D4d4zExBJpzkqv+Yu+hgZsSZOvTrkoVDjcONBjeokXbmCydf1LYYhwbjgNNdF0/ufX+Njcjy6qqa3IL4ROvtK8MuXRYOHcb1KGxBHjH03DZyO+TTZpKNTJ4T9O2C+Cb5j23ZqD1vf7Pe/Ynv0zs/9H7d9d736gOf+H59/Cd/XJ/86X+o93/i4xqanNQMC/12FuS/txZYVA6NTcj/ktP2ndexKL1F6zdukv/Z14yxtOCmIcc1M4Us18joKLzjyotcwiJOy6AHxh0LAZ5MWV4oy0DIk9/pPhZ7nTfqw/IxqVZr6ALj6UUObJw+MTGprVu26eabbtU738nC+/Y3M6eMqcp4OORjf2OEDcoqh1UXdPbMeZ1kTJ5jLK4hz/NaYpw/evyUTjO/nL04pwr0u+6+Rz/4yR/Vj/3kP9Bb3vY2TW/YKGUZcXWtselw2wYWxCHLFIIjKM9C+t0tY3Gyi8OzjVPrNIyNFi/M6It/9df6/Gc/B0/O7f0GnTp3Vv5nPF9+ep8OPvSYLr5yKP1VxAf379M3Dj+vJxbP6MXmnM5XpE6LVfHUAAAQAElEQVS9YMPd1syF8zrIpuS5558j7SGdoRxnwcFXDug55Nxy4416x9vu1AP3f1tPPvqoPvjee3Scm46X9j0n9pMa45TX3QydM3Sv09bqjPPDIyOa4BR43fS0NnFzsoXT3utv2Js2Grfccpve+ra79E42NB/8yIf0AXAPm7F3vv8e3faOtyhWc13kpihKqiV7D6kx1NAwcn2jU6UNVKuFCm7nAu0gMrZ1aG8dbOQo2WyU9E3RzzzekOOvGT4LmDxLCFkm0UY8H+/DPv75ONmlrcuCDHSRU/rYYCbfqETGgS7jRpvDikic553gGZCfy4IFXyJc+lxJd7/MtevhKiYCrof3SQfBviwSeCL0MHO/x7jrcP93w/fC00ufykKfjldAaZ5Cm+hwPi9Bzw+JuUeAMJr2Y5ypR3M52KlMbpexs6vIeNGzXSnPh9Tw91LikRdTVzwpho/ndZkcE5vxNQUJdwDnS1BPMk56Ey0mL/miL/UaIaYNh/vRM7qejuQX+kbmCHSmTZS0MUcIpmHa4xRjxNjYqCq1qrzOK5VCvonftGG9Nm3aiH9UeQiME4s6ceKEDtDPjhw5qjOnWb9xK7nKOFthkzHKoUaDtWSBX+hR0o7dVb9MJvV9+m/qwYLqm/N19fI4h0diMnc0SBDK9WPqbBhVd/2oOtPDaq8bUXNqWK11w9DHpY3Tsk0blG1cr2zTelW2bFJ9xxY1dmzV0M5tGgGjXB0Nb92qjFOOVTrzAhNUE4N36bjRMkXLE0plNOGQ0KNnisol4s2quBXCjIrWRyhkjqyikNeUObK6sowNRT6kohhhATuiPBuSpy/bQa3VrlYXV9OPQs3PsWBno7HAhmORDZNPBstsklZaHQb6Ul3LFYqaskpDtcYom5dx1dhUFDSASlFVlcmo3hhRg7jG8JhGxsa5zZjS2PiERpjwGkPDqtRqCiGk077FxUU2Mmd18vhxnTx2TKdPHNfZU6d1kcF9fn5Wi4tzWnIszafGuLy8iLvMhm5Vq2sr3LAssqlb1BIbweWVZfmJ4eraqnyX3WIwbZcdFhSlSm+J5BnNNFgAlFgOI8gHrQ4dp03n9oVDh3SRxiyPV+8pCdPfZMjIskx5nqtSqWCDukboBGMsBsanJjVGx2qwUciYuKNMvddkZpTZlGVBWcjwA+S4PFmQFPo8QQHZOYuCDDfLsDf8skwWCimrStR7dIi6T67TahLX7Q4L7gdWQ2avXUSxYRFtCle4shw5yAsVmRU92aGS3BQm3q5EyJEFcHtpc4m2qaQ3url+hM3dlK5PS+Eg8zKCSDjCF/GTmYyw4TfkwKUs4sPQGchBpY8c+xsDGY1GYjCLaZCLaTDkQ1WVIMofM5N4EwQZfwngJsRLfAjkdskNCtg5yzKZhVTrXfLyCdnd1EDQT0JIAmljQHAmCSQ/6dC9JD4Cdy9DiDCVlDUCJVAX5CUQkXLVayZdAvnAU5K/y4v4rwL59+KCLrvkRSm8vFHCZ4rIcz9BXuSrB0OeoU9wlzxMvX8BfvfBDEXysNvHB3fffFjiR24JRzQniy4kqqsPcifQ6zf0NCIjYUdi8GTAX/OPAwU93uFBz0Oy3j90NPKUgqIsQejo8Y44oEfKS1uJjpSfxxqsQXyJ7Onl8SbJzORlI0IJiYiPtCVtzBdRacPB2EAxlbE4VxaUNqalVJKPx0eZ8rzCmFCVL/yKohBK+iszU0b7KujTlknidqyCjHowjXM6LA5BDh84pK5Mo+vXy+p1FSMs0hlzz3OIMsdhyxqLthEWpdfdcKPufu979PEf+oH0S9Af/OhHdM/736d33P1u3f2e97IwfbduuuUWTa6blmWF1pptDmWW5Av8+cUleZtGZXVYCFqgD9MPfOFo6Jehf5t27+2rUquT3tuo0d3K9KOxQ41hVYoK4/W59GNC0+QxPDzKAVWLKg3wmXLmgDtuf4veymn8jh07dSz98Ybjmr04p/HRcW3cuJmbkAkFdJtax2JjyzadvXAR/ZYVipquu+Fm3fH2u/TuD35Yd77z3bqDxfbmbbvSfFIUdTWGRtVqx3To5WuNTpRknndJ3rnq9Vq6gYmMEXt271QtBD3x0EP6z7/7+/qtX/01ffPLX2GMiRrHviWbvpz4YealYqiuRx99SN/a94Qemzupp1rzOlgpNdsotMB8sMKprW+8mmyO/GfL51jkzzN3rbF5XGN+nKN8Z0+e0fXX7dEnf+STbExe1V9++tN6/z13a+H8eX3rK19l5A2qFQXtzduw5PXQ5bO8skIdzTPnXZSf9s5R5xe4RTkPLlycYaN2XqdOnsaWx3T06FEdOHRQz7/8gp584Rmdn7+giwsXNbswq5BF5ZVcITfaYaFq1ZErK4JES4y05w4HZs12U002y2muw4hdB/UOU9ItCxmyMswaJKNDJEhEyjKnIc1Ee42UIVWAFKDLy2XkhN/cdQSVJS6dJyZE2godJ3Zxu0qLa0YulxL5eN8v8cAhkokkV4C0gglVel/kChDglYx80UE8Bt0RCPvY5q6He5AsCcaV4LwCZgQcOHr9x/PqoffFGj1G9Hb9I2NdWV495sVLcXB7MlK4E5Me5IfrPKnsMYrU2IcvsuIVKPv+5CZbJClI678eTF5kUjIzk2EXMyNjIOv/cybjAwZpyJdM4YvwxOTCcMlvkHzD4YjwDuBpnOZuD6SCFxY22iaGOQl7IEj+o1IjI0O0v1V5k2k06qrVK6wjG5rkJnMza+Yd27Zox9YtWj81Jd80Gwn9AMhvNleWVzQ3Nwvm5IdBWEhuhkg/Mkn+10YjBLInFYT/wtdlmpnMXh9EfE85uJ6lG8TRT4HIvk+I6ckXj7O4/pKJovgrf8Kut79N1/vPp951p3bd9Xbtfuc7dN3dd4F3afe73kn4roTr3vUuXc8JxU3ve49ufd/7dPsH3q83f/ADevP73687CO/lWnpy1y7FkWGtkkebxlf6zJRVpMBCkQXcYAOS3ESDHjy+qpgWmiwusxr8NUUDqql0xJq6scotRM5aLVDRDNbLHS0trGlhdplbgSUt+u9cLCynDcfSwpJWGQDbnOyVTLJmpsAgk1UqqjO5jExOa/PO3br5LXdyCvd+3fPBD3EC9Q7tvfkW7d59vaaZROqNIdWYsAomJ5E+0tj8Kr/JBmGBTcTM+XNynD97WieOHZH/76yHDryiY0cOy28lFmdntMjGZ3l+XisM6k3/G+TNNXVbjhZuDx0mDG90jjYTq+vc4fSry6DaYcLpeL500K6kromrZ6ColvUBvYmVWvC03AUdaN1gigzaVmTK6hVVhmqqjTRUHx1WYwzgjk6MaoINxtT0Ok1OT2mSq/fRqXENjY2oSifKKoUshEsNxhtQJN8E8vCw28YY3C3k2DhXxgYjz3AJZwlBARlmKC90IhGvikqFk8YxjYxPahSMjE1peLSHoZFJDbl/bB0boSni12mcOhubXK+x8Q34N2hsYgP09cRPa2QUfv9Rtvqw/MSxUhtmohoCIyqqwyoquBXcAlSGlBcNMISujgZuQyFrKHOwoc1z5yONp60OyeVV8FdJWxSkx+3JqCtnAZHnDeV5XSGvKYSKMgvKKW9FUo3C1ul9jjHa/BjxNeIr0HNmpDzLFLJMgl+YKOLG5DLkBEnBpETDdnjVf8wMshEdSJ9rYGOzILNMsYyMj6UiwnxB0GVVQ3NSGXNJBXA3o27hZbNB85HDB5TeRBMV0TGKfIGQG839JCF1GqgJG3mZ9XQxeExBchpudETSRNLEXj4lNM8j6RRFazWV8Jek7cro5wKxB8IlcRGUgfTAwx1lKY2MclivHK67iEcT9EawJKPvWOx4jgoskEPoIrGjWLYllWp12ixaS1lwnY3FZgnd5OXvkjaBRUzEn0AmJXb1ssMouiGv26mfXyJe/bkcY0QAC+jQg/BJARnWh4R4JbuTMNmJ/N0la+j9vIhzxi4VWrKQdH1cLxgUGe/kZQ7YEL8fYCyvLMnHrhL+6IKMnClzoK8K1xfrPtZ0WcBnWaFalXaNa5JClqkoKvLxcJhDiCqL4WqjJncbjClDjBM1TqDr8C2fO6+LJ09pw7p12sJku8It+OzCgubYJPhGYWV1Lf3hiRXC/hf2ZliMVtis7L3hBt3x5jt048036abbbtUNN92obTt3yA9B1lgMz3NwtMBhjMNvY+a5Mb7AieH52VldmJ3TRRa3LeyUV6qqcBsgyrTMonqOG4g1xtcSO1M0ee1nLJYrnFBaML340kt68cX9LJQXaA1RQ8NDWuKAapa5pFZvaMv2nZriViKr1LWBW5ddu6/TPLfQyywYVtlgFXlFGzZs0s4du9JJ/lve+jY2S/ek/1DvB37oh/RDP/Ij+sCHP6K73/1e3XzzbbSzQhe4UTl77oJmZuY4dFpRyThfUk+GrWXGJrAj181PQ48eOaIKG7zt27Yy11zU008+rUfZeDz/zD75fxxYoSzDjYZKbNRda3Lohn2Z89Zy01lr62je0vmxmpYmhhXHxqWKz6ORbDJVqN+MOqsyx3mbs5ApyyrEBS1itxuok5/6qZ9UySbxT/7oj/Tm29+kBvl96XOfk9GGxsc4qMS2/n9UpTmLcrQ6Lfliapn6mWfe8zL6puPMmbPyv+5z/MRJHT12XL6B8z8n7L/r8u2HH9IDTz6m5djWXGtZ8yuL1FMHXaRArRSFMbbi9/ZML2nThpv02xU2G6teVtAi3IHeQQefL+muEp0omCkLATn0L8JliiBKUurbhCN+Ci2ZyM3IwZQxfyn0/F4XJdQen/CVdL0u4ru4pZwSXTY26VKPXfpjF12S3+lwlMRFz4t4enCS0ftx4Ui2DqRER0lclJmRfZAU6LdRJY23pJIQp7TxoEwm/jkhko5UMDtFg3kgWo9OanQtVXr+id8TvBZGnKGnp0ogPa+LTUhlRIbLKdEFLzIjsuFGnCL6eqZokRL0P55ugJI8LgGdSS0PJxeBqU7YxCXX84CfV2bUIe0zADOTKcjMXeAu8fh06XF9PDDQ51IYD69Bt+TyIR+UoBAkIKiSegdyHpnnlJC53+Opiy7rsw4HKa7nGu1vhrFoduai/CdXFhjvLuL39t9ivVdkQRMcBkyz8ZgcH1e1KNImw9d7Tdpwmz6U0i0ucAPZob47EraQoswoVR/6Xh/4SXiZexDGpUiSpdedN4BBf2N4akOQRXy4AdjrgFgvAe3DVCKxJP+Seor4xRM2Tk5p6/R6bWVRtx1sGV+nDSOTCesaY5qoj2iiNqLJxrDWNUY0RXiyPqxxMJxXNeG0oVFVLGPga7ExQOmiprzaUMZNgrEgKxnQulZVl81EJ6Gqjqop3BWDofv76JQFG4yKWt2CW4lMK80gLjA0v9ThJKSpuYVVbgWaDHAt0EwTxepKS01vCDQKyiRRyEDnzGioWZYxcGVqDA1p8+Yt2svV8R13vEV3vfNdevs77tKevXvlV11rTJJ++uP/8dMiE9nM+Qu6N4uAiAAAEABJREFUwOnORd9gXDinmYvnGfzP6cLZM7p4/qxmL17gNIrGxo51eWkBXZa0urpMo2rSgNq4baVJhROYst1lo9FJ4cgE6Q3L3ZK4LvBG7D9n3mHQ6jA4+W1FC3+LAaxFeI0BdYXBdRWscevRonMiTd3MFHM6YbWibKiugomzxqahzoaiMTmuxtSEhqcnNeJYP6WR9evAFDTok2NqjI6oPtJQlbQVFhBZtSLLAg3GhwKafhSPYU6He03i9dhIc4qJUzACj/AuSuNSCOrBZHYZMmdFKG5eKVKdDI+Os8CY0sjElEYn1gH8Y5PQJjU6PqUxaBNT6zU1vVHr1m/SlGMaF6wDHp7EnZjaoAnfnEys1/jEtMYmkeUbmlHKSh6N4XE1RsZVd3doXDU2KvWhCXSYTBganmTh0cPw8ISGRwC0kZEpjbKxGR3oxAbJ9XKMja3TWNJxivymNcGp6fT6jSy8Nmoz+uxG573oewO67IFv7/rNunn7Lm3BP9EY1gib22pRVcBG4sEyitjGgskwoZlJ10K9ZzCYD9wetf9ltO6mvhBYuNQ0VB/V0NC4Go0pNerrVKtN9TGO65hgYTmuRt82dfpzlX5ea4yoRtoKulbxV9jQ5ZWGLK9IgaHYaCuun3AHYByIyhWVAS8EfKGikNekrAqtotIAm58SyAqKWEDP1aXwlxFUslkR40YMHEAYQE4H/hby20IWdIW6LEM2cWITEjFinhcM4G3GhkWtrCxobmGGSWFGK0uz9NF5LeEuzBPmVnGNgb+kj5VMuiV9q6Rvdel7Hfwd6N1EL9GlZBClxROOZJKA1u56q+6hZ3+nOYhOBFQaeBObmSizf3T5gQmxiY9cenkxKZYQB4iEY1mqdL0YG8qEsseb+NzfVWRjZeqK0QE7tNShPJ5noG/nRa4s87qRushK5SNtF9klKUSddpC7xqS5tLwsn0D9L0I1GR893xAC/WRYGzZv0gZuv6scavhfpTp/4oRyxqkdWzbrphtvkP/i9ubNm7Vr5y7t2rFT27Zs0Sb6x3r65AYwPTauyZERjTNmTbGInRod1QibhonhYY2BRqWqapYrdKMCulVoXzXqtQoajFOjQw3VikK1SoXJvILmMY27PplHyjWCjA3rpzXMwrxRg6+a6yQ30EePH5NlQVbkGmN83Ll3jyqcWq6wmMjhHebWviTfJeaTko1ZRCeDPrp+g9753vfptrfeCf+IllhwbOCW/9Y77tB7uaW5481v1o6dO3XPe96jd737Ht3IPDM2OqYi5GqvMidwqNRaWVMT+O/brXEw5r97l5spk1RBH0eObjXKd4H5p8SeQ9wYfekLX9Qv/6tf1r1f+5q8HqY4IFo3Pa0qGyg/pHI5bW4x1taWuXBaUZu6jyN1xYkRdeoVdb1OW6XUCbrzzruUh0wVLxe6RRaMEeu1aSNr7VUtLs9ranpCP/aTP85YO60//MM/SD8ydTsbwm989SvyHw0eHx+hDUVNr5/Uth1bNTk1TpuoM75UVWtQb7VceWGKhiZlU2LTL4ts7DvM09iAtuXl8Jv884szmt6+VRt27VCLsnfzgIw6m90CHQF2sYAsRdYWHW69mqwL2qClNTY6Pkd2JTZsUZG26WXplPixa6TNeLv2KbfTNdKjQynavdTqdNGlxVqjxD5KaYmSy+qSl/eBDmNARA7i1WVcUAaHI5TChDL08lPpEv6ScaGk3Tm69E/v/4ZdM2rXyuDf1I799jsgyxf5gTQ9/yDXMvXtiLwOPI4yROqzVNcMRPTooTShMx9splRuypXSRXVwBb9CwAcPBTAzSOY+QFr6vOvqYwgDhhPksSmSVBB634gP9Og9P8WUlw8RfbKnNNIHwgPg7UlIvCXMA0ToBKG7vEiZI37QT2K4ZumLTFPAn4UgMyCni8eQchlyOnomveRygbuAWoMXDzwxksb5COIkuuec0kV82D1SLwJG2C0Y4DWYPWdvyl3GxxZtb5nD5It+W7i8KCsy5YwzAXQzaaW1qvnFeS2wofBDhDbjRQe4zQPlCDSgBuNKvcH8RThSRgqKhlLmfpPMDBIe/R0fkpBUCLgKUZRdb/wY8YYuV0Iy6QoYfov+DfgC+gFl+DMFXIfhS4jUQYJbMcPWQYJTPOHYM0/r0GOP69jTz+goJyqHn3hSx556WseffkonnnlGp57dpxPg2NNP6ugTj+vwo4/o0OOP6uDjj+koaV99/HHtu+9+PfHVB3Vk30GtzazK2gXX2YVa3apWy4pW2UQ02VA0ubVocXvRinW1kr9Kx6/AV2FQyNVqBzUBhzdaWYtaXOlqcbXUAv4lxq/VjqnZDfCLQYxGQiEihSwpSEkBU4fwAJOV9RE6JR2+ZMwgot3WMidkp44c1TOPPamvf/nr+vznvqC/+asv6oH7H9CL+57ToZcP6CSnMnOcxi1zU+E3J821VbUcq6tp4G+xWGkzKXQZrEsfZMg8Aj+Z6JJfl5GuS+PsoJCjjb/NyVGLyaxJOh8sO9A8rku6iP6iWnxwpkiiSLIsKBRBeSVnIK5peHRIo1zfjU6MaXRyPE2a40xAo2CMW4tRJsyRiQkW8JMamZzU0PiYGmMjqnIDVTB5ZRWm7kohIU95Jv/P5Dxfz7+kkyWgQ0lnK3FpW7IQQK6QFSCXWZA/lj7p6z7g/h5cpnTZj9WRBgWSJfgnyEJPbsYiNmPxnRdMNpW6KixsK7UhVatDquAvqg0V0PPC3SE5X5bX5Qh5VdZHcJ7KELwNbFZP8c5bMMEWnOBWONlzVGsNJfksoqsJ2Kg2As0xjDukAnqF/Gugp8eQem5DLqsoanKdikpNGbpnRUUhL9DF3YoKdGpYoSEmnNFO1BR1PEa7yDnhGIV3w8S4hlk0GO2jy2AUcbGKBo8RMDPx9kh4CMnRI/S+kbqK1F0P9Iee8VOkUVcFeg6ziRhj4zQxvkFTk1s0NbVF09OOrbjbWDxs07rprWCTptZt7IGNnG/yHJNsnibZ+I2zARwDQ2zkavURyluXrJCUU78ZbqAJA7k/kxFXUGcj3FxNInfdhs3atHWHNm/frfWbd9B+N2qIjVuNDd4Qm7kpNmXbdu7R9t17tXXn9dq0bZemN23TJPRx0o+yqRwam1aVTWHOgUhWG1OojSpUR2TUewBZRr1g35z2Xa1WtHnrJm3cvE6bNk9o46ZxNq6j3OoNa92GEU1vGIe2TuvXT6jDoq3D2CCZqCqALSnV5S9Fw7Yx2TvKJw+vMxE2iVQ96HUfEiLLed2HpCu4PHUkqgc8RMOF3EFeTiN4RRpYULIEVD304Cyg19OodjkiE6hUysgiwhgRkrHhyPJc3q/JUV3anaNESilDhtRl7FrhtmCRWwn//wvmOeGfZcz0DYj/CKjHrTEWevo6BxYNbj9eYJ748099St/+5r366he/qL/8zJ/pr//yc/raF76sb37pa7r/K1/XQ1+9V498/Zt6GPeJb31Hzz30qF5iDH7x0cf11H3f1mP33q+nvv2Qnn3oMb3y1HM69cohzRw9qaUzFzR/4oxmjp3SytkZlYvLCqstxSXmGRbx4hZl5cJFrc7MqVxakdC9oC7rlHeiUtFolqvKXFCnfJsZF3duWK8JxsNpDl3uvP0Wvf0tb9JuFr6b1k1pE6eS27nZ2LphWhNsiOohp59WNEQZK8jy/9Dw7vfcrfe8/z26484366ZbbtSOndu1ZdsW+S9T12s1jZJumMWEpxmu1TQ+MqSRel0jjEETw6OaGBnV1Oi41k9MavO69bhTWjdG2wS++RpnwxRcd+TsYTF+gluPb3z5yxqq5GzCumqzYYnMOd1uS6sseByt9hrz7arKdlN5iKqz+B8eHVaFMUZBNIPIHJgpxIruuuserXGSVzIPZfCGjO0/84yswyJpRk3s+fFP/KB2X7dHf/yHf6AL587oYx/7iL71ja9xy3JCExOjWLKraiVTY7iiSt00MTWq9RsmtHnLBm3ZuiH1q+n149Ap+1hNQ0MV0eyUsWDPKJtxIxeZOzudpjZs2qg3v+1OdU1aazVVZZweHhrR6MiYGozDYjzx+dZvy5Y4KFhiA+x8LfRvMg832111fbIKuSLohkwlY3HHcvlPXbQQ3OoGNia5Otz2+v6rhQ4diQW9kW8Qg5lkmaIZkLxPdOAx+osSzehJUT5fl4rqEmpTB2nTYVJp5RWg/0ITSAtX5OT4Czpljm4ZFWLMC8aGzzhYMWWwBqf24PnRB0vkR+T6moCkMuqKnFQiTyIP+RfBuOm1nj/S1wdhZy0JDLY1rr+XrSR9lH+7+HCTuABnLnM7oFu3C0cZFSNlRwhDRfKLsKGQwReCp3F43qYo3IiYSy9hpxF29a4IQbn6Tcki+SEluttHScZdbFFSrpjQ5yG5+0r4EkhHSSgVdnEa8al0+CM6UJQUV6KEY2AT53F/h/Qd5Hfg7+J2cV1eRI5QnmTuk/B4vh3ab6vb1ip97vzCnJ579WV9+/FH9MwLz7KWbWn99JS2btmk9VOTGh8ZTgcggcSR8hh2y2lbOe2UbFJ78zJkzFtZCMrIz2HWt6n+6zxmJjMTH157DYiQSVdBf+tjMgMKcFqC4XdEbCqeSJjOScVQHi8wtDBz9IxOHjyiM8dO6tSxEzrNydV5/w+Rzp7mdP+k/P92OHf6hBLtzEldIG7uwnldPHdWS1zJnjt5Vs8/8YJefvqQ5o7PqFxoqb3U1upKR6v07pVO0CpbwGaZqVXmarMR6bD56JRVtTpsTjrQ26ZmK6rZjGIdJsYTKk/q0AHaytRlERNDIWUV1joVZXlVIa8oZAXIpRBS4SOF6rCIaLETXWPT0FpaVIvBeY3rr4Xz53Si/0txL7LJev6pp/QCePWF53WKwX3BJy+uiFcY3HxnarTUyADgDSV2o0oWjh1OSVpsINpMbF3iZNgSI3pjTZsLNhPuNukozVjKbycGaHJ64mixIOjQBbo+kLjqlaC8mqvKJD7Myd8oG4uxiXGNTTomNMap3DiNd4JJcwyMjo+zYBtVg8ZcHxpSfagh/7GHSrWqnBPAjMbrA4IFU6RBRPTwjttx3bgx6YBLg08WFIoM5MqKHgITitMsy6TQQ2SQifKBOaC5qTTx0CWTize5/rkS0HnhUsRQl4BOsqA4AI2yBNHh+ZBnoEMGyuKuCJfR1MbeLeqgTV20Wcw38a9BW2t36fxdNaH1JhnRrgS/1GJEaZdGOzJ1kd+lPfVAGJld4rru9tGJUhv0XBNNMoVb8LW6Ua0yql1KHdxut2TAiEwEElHIJy1xzuNhjwjoltGYc9yCtlOyUJo/e1YL3JZ1mOCNMgRk+QSFqf7/es1MZgMo+TPqzttCTh9xFEVN7mbYNcOuBfRKUVVe1AFxFXdBXlUGPctruHWAC2+R4nv+jLBlFaqlImWFLOTkSTvBvlGmSDuRQcuqqtSG1Bge4/ZoXPX6iGpsGEa5jZrgNmiMjUR9eFwVblKK+rBqQ6MaIW5641Zt2FrREN4AABAASURBVLJdG7fswN2mqQ2bNA6/pxsZX6fGyKTqbD6qjVEVyMtxs8oIqgxReBYfTOp+g7hl6xZ9/yc+pve89x69973v0t33vF3vfs9duue974TG4vF97+Rk+u267U03yRfSTTaFaXCkDDITs2wP1M8lv3qPmZez78eBW47ER3jwRsYjDJLIEaKH3fVJxhGJ9HCiw3ulCzvpPNZ9lxHJKRJ0yAIhB7l7esadyPjSgxSCqVbNVTAmVCqFcu/jWY5bqCiK5GZFRSHPERUkM3Upr98CrTVb6tA+vZ2XjB2+ABBPJI+VpSXmhTO6eOacKiFnbGzrmaef0je/da++8pUv6Qt/9Vn96R//oX7vd35b/+l3/qP+8Hd+R3/0H8Fv/bb+4Lf+g/7gP/y6fv/Xf02/+Wv/Wr/+y/9Kv/Vvf4Xwv0v4j7/6q/q3/+oX9Es/98/Bv9Cv/MLP69d+6Rf1q7/0L/VvfuHn9Iv//Gf0b37u5/Qbv/Rv9Ovg1/7lv9S//aV/pd/85V/Rb/3aryDzl/Uffvnf6N//0i/p137hF/Tv//Uv6T/863+t//Trv65v/vVf6Yt/+if6beT95s//nH73F35Rv/mzP6vfQcbvwfcHv/Ir+qN/+2v61K//hv78t39Hf/qbv6Xf++Vf1e//6r/TZ3739/WZ3/99PcCtw6EXmTMOHdTj33lAD3zzm/rmV76mL//15/Ut4r5977164Fvf1KPEPcPhnP8p4Veef04HSHPopRd1/OABnT1xTDPMr/Pcps9ygz7HDfrpo0d0EpmvPv+CLp46pSp1F1jcnDj0qhZmz2vn9i1ax8GTz8fHDx9krj6i86eOa+7CGc2eP63Zc6e0sjinyGJe3Hh1O2vswRbTTf2Z0yfl/1eAGXVMO1leuKi5iwfVWj2l9toFqVxR2VrRcKWqH/3kj+tuNidf/Oxf6aFvfUN33LpXTz76gO79xhdpD0taXp7R6uq8Ot2mLl48q5mZc8zXK4x/nUTzDUyeR1UqQTVOf8fGhjjUGNPU+nGNcwMzvW6czVdDY0NVddnA3vXWt2tybBw91lRh/K9lFUaQTJ1WqdWVptaWgbtglTEz3ZTQNn0z4hsPydgsi4eyhUzennPKUVLWkvYs2rsYjzLGqpyxzayAN6NvBcWSfgzkYxcdKoSQ+kVGf8gruTLmRmWWXMPtet+yqDUWm238Pre3sWdH4pYhqAzItVwyXGS22Bx1WJyKx9Azo6+46xCTRKSvOQw30K8C9S2QYc2CfDJoyVXJ/qNUFoJy9DAphb2fl/TN6ItZ8aBLZF4SYeHvIqvNWsXXLV1oJeONF7ckLvkJR5KRPUlMZQxymwhdDRBNGE6YSjZwIl6Uy4gLFtAnUzCTokEx/EEBGyRYpgz/AGaZzJAv8qHsaVxBJ/G4jAw57gbiXRrKqGTO7FC+LmUq4fXxsYzog8Jl2ZXTHR7XQySZA5XQOTqQXwK8WBE6/i5ASgp7HOIU/Z/xdeAXsdHzop4j8LA53UjZRwlPiwOAxeaSLnCDfuz0ce179hl9jYOCz/zRH+vP//CPdd9XvqrnnnxKizMz2rRxvXbu2K4N69drlLVeTjtzHYX9SjwR+5hReve7UuiJOfz7XwWGFEOgQ7jXwsz0d35SkvS5KqlTHDHl41EecreHUG+MK8sbEgsFcYJrnBBHJiv2CuqEUi3rqMMiOTJpGQNJ1iiU1Rkc6kz01WHNr7Q5KWl5/1SjqCnnVKFkwqLFKmdSyxgExGBShir2rSgmt6bI5iNyC9LtBLVZ4bWa5MVg025H0V9oQEGl5VKgweZBKQMTdMkbW5dG2WZR12Kn0uakpAV8w9DxhTXXYF0Gh05rTU0Gt9WVJa2xoWiuLqvLFZjKloyNQKZSlSyoWoBqoTwnr2BCOaWG3C3lnbZNXi2Qbis6HbXoDG0afov4JmVtEteiY7RpqG2LnKRE7BbFnkoR2Rl2K4ZrqjEID3E6NLJ+QqMbJjW2YUpjXFePsjseZXMxxKZjiMmlQaNsjIywwBpRrTFMtdSVUzc+qAYWj4ZNIo2kVETVUiX5dtCnS5m6ye3K9feOU8LjnSv26jt9QwjIq6jgRKzCqVyVE7kCNyecVwuFSiHLQZZL8IrGEwEBvNaH0mOJnrz9j/XdgWNocBlK/M4DKIOXw1HiLyH1AD/hSDhK1FJknAZ0Rj+J6CCxS5m7DGAd6qALOoM4XKpEvnlwwEJa9YCsNEkgtE3nbjGgtLBZiwbXYoJoeb0iq41sT9tBgQ76dtGlA0qjTXrY5ZC+C8pLIA/06hB2eFwXeT7xtJHfoX1E6maFdri8vEy76ihk3t5o28g0o7AOZH+318xkZuLDa69FsCQ3o40EBnvJaAvYznVh09zBdb28/7jbobxdjASZzZqJpiy3X9k1+hlpmWy6+J1Od2ORIeIDJc0SjD56GZTHgox8LRQKjCkhVGShBqqoUnga/BXlWV0Vxo8qyPKaWh3T0nJLa4wDkTHEaRVuTCpsjgriPWyhStqaQnKLJM9YSETL1WXDsdYSciTMrY2cXI/Tn+r1qkboS0ONhmq07wZtfahR4xS2rkajCq2iDuOF0EymZCvxUI2KtKWIh15GLF/303acBkt6ISXXjMTJBwPugMfdS+hJ4aseeqxw85I+AnzpTWnwDfqus6KBEr0XQF2TGZAhD6BMSTvrUqcdxqlA3LCfuI8whlSqjG+5siyATEWloir2qNVr1AM2ZRIUcQomxJEPOiKPV5hByRbJQ1tqdbS8sMTidcaZtGHjRm3ZsZWbrA2qNipaW1vW4vwFLc6d1/LKHPU6pwsXz+jk6WM6e+6YTp05qGMnX9aJU69qbuGsLGuzoV/S/NJ5nZ85pcNHXtZzzz6pxx9/MOHppx/V008/poceuk/33fd1PfLId/TSK8/r4OGXdXH2nM5fOKUnnn5Y9z9wrx586Ft64MFv6bEnHtBTTz+kJ598gDRf1te/9nk9+sh9emX/M3ruqUf17W98WV/87J/pC3/+p/qrz3xKn/v0p/TZP/uUPvOf/0C//zu/pf/4m7+u3/zNf6ff/s3f0O+A/8hm6a//8i9I+5Q++5nP6Dd/49/qX7Ph+UXfDP3Cz+qXfvHn9S9//l/o53/2Z/RzP/PP9Av//Gf08//8n+H/p/q5f/5P9HP/4p/qF372n+lf/fw/18/j/9mf+Sf6Z//kf9M/+d/+v/qZ//1/1c/+k/9dP/9P/6n+DRutf/uLv6hf/Jmf0T/9X/9X/cWn/1Qnjx7Wt77+NX3n29/SiWOH1GBRv35qXJs3Tms7p6o7t27R7h3btGvHFm1gTpkcH6FtV1SBb3x8jNuL3Vo/vYFN9u26wMHHUCPT9s25Nq5b0sapRW2aXtX2TS3t2ZFr/XhH3/7a5/T849/R933gnSqb8zrw0tPasmVKGzZPamS8qqFR+nTeoa+tKlpH3dhSt1zTWnNRq6sLYJGDxBV1fA4GZdlknpUazIPjo3VNT41o2+Zp3bhnlyaGG5phY9RZXODQclGr52g3Z85o9uQJzZ44rsUzp7XM5mztwgV1ZmZVzi8ogvbcnDocLhoHBjXG6/F6TaO06Una9AT+KQ7yphoNTQ0Nax3uOPPaGJvtUcbcGv2jxnjfYGYZUlS921WDRj/KfDdVb2j9yChphjTZqMlljaL3BP4xxpJGEVQLlKWSawh51ZApt0yVUKgAmQWxBJCQmQVTCHQRtiVt8otll0BURl6ZM3Hz02UD1+6sqNVewX5LJFvR8FAht9kCG0SR1qzLVqQNOmqyqWzGtjqszcoQ5QeYHRbCHcrSduDvItvnUc/cDAVEtvTdSLmFa4RFxy4Z1BPQtQQRYA70y5SFXMY/RZNcGONr7JrKbpSn6TK+uEt2yswU4CVbDaAoUS0iG7IkDfnypnCE6BCyAymDZXotiIGeWXDJKV2J/iXjW4ngEmERv6NMrmcoMgX9F837vr5zKd8ouPtEdzx8GV4ID6V8VPb/OYVUCHWNXK88ECDvLpu7Cu3Bf49jAzeqDdrfyvKSXtq/X1/+0pf06c/8KfgzfelLX9UzzzzLeHWRMgU1ODRePz0tP1RusM4LNBYvYxeZrlVwuwaTmXnw/+K4ugyhpOP44qpJpbaozA7F61AtvqNv0biadJg2HablCzQGkE5scvLbVMe6WiV+bnFFbRrQ0NiwqsNDKjOj83RpKGVqkAXy87yiLK8qYxGRFQ3leU0ZYbMCvsCgJRYzgH7J4bBaNG5HhxWELwrabCAczeYanXP1MqC3WujCgqpLJ/LJtkvnKWlgksnrz+ntTon8KNRU6kNUpLuRSnWgLfEl+Xblm4w2tmgjp035Wsj2H5PqEI5JrhSlxN8m7OX1n+vLh2qqjTXUmBjRyLpxjbO5GGdDMb5+SqO4I+smNTw5rrr/+NNwQxUHDa9w0FB9sV+iVxule4jquaU65NOhszm65F724VexPvg4uEeXMhRjMFIWFQN6Ii8CZUHmYGOV5bmy4jIC4RTn8YH0JpmZQkAYg3RUUCkjRyIkmZlMkpklRCMfEU844urSQwRpDZoZ8dDjNRB0MziAZPKHotIeSnVSHeDSJmkOKf9eXuQHE69KbFJ6PCixW5d2mmh9eo8WkSfgLiBhsiM83StQQu/pF2mTEdmAXBP9UpxBsRQX+3mmeKily0LnDu2lS1tpE79Kn1lCpyXil0ETSzJ2C+Pik7rWy8PL/b3DYDUfG5PFEEG49/b0N3ICpdvJP8R5BE5KgJ/ipDKUeHjVK4unCfipdyaZsjShOsAl3EVxuiN92+AxpAVZYHLyDaq3IQcTtzH5muUSCGwQZPRxFQr4i6yC3jmKZcrYlFQqddWqDVUrDQX4Whw8LC01OVVtsnhpy8Oer5TLgFwOiGVGfQbKgChv6MRFq6gbC/pvoO0Ym41RzV6c0SK3nYsLi1paWsG/pLnZ2T7mtMTCpcn4gUmUheDCKNvAZk6FpDd+3AoeGxOrhwZwag8pCm+kVpwvwf3QKJQ8bJ6McN8htpevjzdeR87XA7Yn1mXBLqd5WjNP6XFehh66tMMW46PXbc4CKWSZlBLwpawZ9eV0dwPjQsiIN9IiytwVOqA81pCLz7KggnEjhzcnvcpSy9h0fm4Om7ex97DqQ1XK02FTEzQyXNP4+JCmOGhZx1i4joOWCfwjI4yRxDVGqxqZqJMm4wR5gQXVMvNHrvpIrhoLr6JqCllXoSjVGK5oYmpY6zZM4I6oxsLZso6iNbW4yEJ14bzarQXF7qqKrES1FU77ZxW1ppC3ValL9ZFMRS1qfP2ItuzepCkW0cNTQyqGc6noqsZiemrjhFyvBU70z86eZbN0VnPzF7WwMKuVlUXcOW7vhukDXcLLmp+7oNMnj+kkNxhnzpzUcTYI/kdGDr6yXy8+/6wOHXhJp08c1enjR3T88AEdffVlHYX26gvPav8zT+nZJx7VEw8/qCcfflgvcCp69MAB+e/KvLRvnx74xr3pfP5hAAAQAElEQVTa99jjmucmfm15BXnPaT+382uri5qYGNZUwojWc3C1ceOUNm5Yp+npSY2PDXGa2tDoyJDGR4e1CfoN1++Rb1TedOvNOvbqAd2wZ6Nuv3W91o3NKXSPqapD2jh+XuvHTuiVp/9I3/7Cb+ndd+3Rri3jKkJT11+3Ve+6+226/Y5b9JY736Sbb7lRe67fpT17d2k7m53Nmzdqet2E1pPXhg3T2kR408YN2rh+WhvWr9Mkh2lj1PsEGK1XNFTN5eENbJ7OHz+ks9hmETvNHzmo+SOvahWbNs+elKN17pS6588ocktsMxdkM+dlF8+LHZTiuTNaI93BRx7Svq9/XS/ff7/2339fcg888KAOPPSADj3ysE4+86SOP/2ETj79uC68+KwWXt0PXgL7tXToJa0efVUt9GgeP6yVIwe0dvSgVo8d1CL11TxxhHxOq3v2uMrzpxRmL6i2PK/q0izunIrFi6ouzqVwdXFW1WX8q3OqNRfUaC8pX5tXpb2selxT1lpSlfXTSM1Uybsq2Lxl2DfEVVl3JaHL5m2sUdGWyQl1V5fY3ATVM9NItdAQi9tGJVMtN/EqMOdktPIimGBRwada5IynueqVQo1qRUNsxNytVyqqFRVV6fdFCMqD4HeUylkvONKPwlmJrIh8S2OiMQ/khsy8okxBOQhMxMakbMx3/qNzOeFMYmyXxLwn6D7uOHph6PBH1mFyINMu/ZgZJSBcgoicHuCXKaBnsKDgA1CU5IDPXYsekDzK480s+c3cvYxe+kCcyR8zS37zgItwJD8U8heIoISGI4++BNIKfSxYkgELOkWVTJS+lqiwOV1Hu9994169+V136V0f+QB4v97xvvdoz603KmMDO7e0KP8Lb7Nzs4xZLbWYfzpsXBDI2GkKWZbsrsGDIgEFbBD+e3Y9nysRyM/XGA68r3ljRLlkpddEYRunEe8vbTXC1+OXwjkm54tzC7owu6BZB/65uRXNzzc1v9jS0nKHU6uOVtY6WuVIcXlljcF4Tr54W223tMaNg2WmQKdooV0b4a2yTHT/U7BYUwULlCIvlHvjLQoZrmUM+DSsaCwgJNpqV202OenkmYpsdVpUyppabDaaaytqNgG3FU0m0xTn8VxzdVjctbnlaHMc20KfFtewzbW21kCTk7kWDb2kM3RAE3+TDrBKx1gBa+i5woZlhd3OGmjiX2PCbnbRhThY0TVTUa8yQTY46RnV2OQkk9+UJtmpjk9NaRx3Aoytm9LwOBMXpyW14WEmx2FV6w1l1Tq2qUo5CzDKXFLeLuV1+7Wj5wNwOypVGnVlphIbdh1Uqvtpe4qBSOysAA8u/VYOMWgYLTMmIJg4wet14giMML5oyIpMOYNOjv0z3CzLYAsK1EEPRts3ZVlg4VCoYNAqGKhClksW0Aa9DOCLJnTsgTZFvHggyuMvoxcH3V/XifQCEbgLmXS910mSIR2Q0OvM0aWeutRd1+uDevFOXuJ3N/bdkvZSsip2dN0l3MWmXbdfH16X3YEcaF1K4LYlK89W/gw6hbuRjjLIx2X6BjYBHSLpPa3Xiy8ME5BNFSjzcoJIPfj/TbCGuxakDvXQzYLSjRiyu5TU86TI8g1klGsSZRYT2T9mRhgI9P1Od5iZUhICKQk64ZUS3WSSfNKwaPiDjDp0n7zc5F+CiM5eFvF4sh5MIeQgk5mDukcGphbsdGcDkqCFLFPm7alSVVGpqFKtKqNvy7zNAOSYFbIkJ1OAnkHLcAv4HFmoKM8qKoqaKtAC7dE0yBOrkI+R3tthTlvMyNMsSDL0Aa4Y4ZAVypBT0okqlZqqtN8lTlFbjE8tBvcuhwh+mlRSaZHGUNLXYwogyYwyeV7YPr34TZceSJf8sMrMEqSeG4LJH7OeK+jxCvTsJiwvzEZe/bjS3ZSmV57LaeAjTsQN2oNL9rpyoKycw5HCioThiJnEBizLajJsFeU0Y/NIeeTc6umA38xk6I15Sd2LL6EnXaGIODNTDkKSQ1raWEwMSDahRqkVbu8WmERXV1fwL6ndXmPhO6Kp6XUaY8FZrebwddPpd+SEV0HyfDPGoDq3TyFkbB4WGd9ZmNFHRjiYGWaBWqtXNMJh1iioNSqiMavL6XBgvAt0tFUW4CtLc+Q5p3ZrWYGDsFo1aGSkquHhqhi6pNBVXs1UbRTKK4GDnKYWV+Y1y2KxrRabjTqoqctmZaXFwi+XGiN1NYYqatQL1R0sFhrkX6vlWl5e0P79z6PvHAv7huq1igp0rhRB1TS+mvLMlGG7CuEa8UNDNfRpwD+scW4ihofqqlYKVbIgLKNIu/QT08i4VZC2WuRqYcM2c+HY6Ig2blqvGnJKbukdQV1l2KDkENDUptwdBU6/DYg4by+OgI2M2jbGwUwdddiYTbDRu8iC/uZbdmnL1obu+eAdes8Hb9D1N47SRha0unJSrbWT2rql0C237dHhQ/uV59gE+9XquSrYt4od6twUDoHhoaqGsE2lQrnhq9cy1Z3XefA3SDOEf6he1Qj1OVTNVKMeapVMuXVZOLcUm8vKQa2zqkZ3TUNq4q5qqFzVWGhrzJrJHQ8tjWVtjRuucCn/JDwbKPcSG5Zv/cWf69vgG5/+jL7yp5/Slz/1n8Gn9NU/+SN97VN/qH1f/YLOPv8Em43nNH/gOS0dfIENh286XoL2rM49/6iOPHqv9n3ts3rws3+gh/7iD/TY5/9Ej3zuj/TkFz+tgw/dq5kXn9L8y8/o/LOP6tADX9O5fQ9r9sUnwKOaexHsf1Sz+x9jc/OkLux/BjwH9mvmlQOKbCDHqNN9935Vp599XGfBDGkXXnkaXZ7R8qHntcZN3+rBA1p4+WXF02d05KFHNfPCS+R5QEuvHtHywaNqHz+leOacuqdPg1MquRGKoDx9AvopGZsxcavVPXdOJWs7LS5Jy6vqrqyowyl8Z2lJ3eVFlUsLuHNgBv8F3Asql/EnzMqaS2ySuhrKM5CrFnI1Cuq7qLAJqmm8PpQwWmtomPF2uFLXaJV2XhvWaG1EY446/uqwxqpDfTQ0UmlouKgjs6ZGXlM9r7NJaqgBvQ5qyKkVNVWYC3LyLLIi+avkW0ko5PSMcSMwLhkDmEUpw58pKDNHhuvIcR3uB6Qx4k39f9Z3CQf8weMGUObUSxD0SEg8DIP0rCgPBvq/0Zd9PdCiDze5kcqHatp+w3VsPt6ud33gvXrX++/RnXe9Tbe95XbtvM773hZNTEyoKAqVzEF5kbso+VhuZpQvA0FeLoiSIiVT4tHf42PIdgTcAVyHgZ8hpacT8W/0mrmEa2OxFRYTaw4vi7Si4BuLbllhUC9YrEvNtZzBp6Jms6p2p6FOZwg01G3X1GkXDL5dLa22tdYu2Yw01WSx7wNdlwVZk0G0yaTeZvJfXe2oSYNndaCCivFBNc9MIZUiokZkmCxBl01HR23kNNlYtNqr5NeE1lJZdtCrzaDYxV+idw+eV5u8/HTZbyNabDrWuHJtNZlO2EC02WC0S2SXks+TrF2RWSad14hrAY/vuV2hrnzhbjSirFZRhcmhzqA/PMXNxbp1Glu/XiNsLobZaDQmxtUYH1d9bFSN0VHVG0MMyHUaUVVZXlHIcolmghnUIfOO60FL9XCXmJKKKS0oWqYSvpLm1HWaGybPZN4IE9wfRAuUryc4dFaZ+JhOjHI5kNdVVDo5J+xuFzc6gskoT0BmKDJ0y+R+oy4syySXZcghfZTxDbKQkSZXlhcqWExWGFAyyiR0lTIpBknoTgYRn4Ok+AzwmskomxLwB2ASbw94bAD5Q6AXQ8D9+v8x999Bti3XmSf2rcy9zylf1zxzn4Xlgyc8CBB0AF2TBEEShPdkk011zKg1Uk9oNBOajmmNFFK0omP+aikU05ppP2043XTNpgFBgiBBOAIgQXj3/Lv+3vJV55y9U78v9zl16z4DEpymYnbtb6/MlStXrlzp9666t8aEfp24Cn70IaDzgYJ+1kMXEP4NOnQB7hcd8QFFPTyyQgWIq1dvBu2havyJQubBnoW6gJ6+1/fT2v9mLBgzH3KB+YUyav6qB0XoDMIVpPWUO6Ov90utmvV1xQrjhzaY4UK3V0SoGTW0B/7kdqV9+KijenCDIhwYcCI4t1JD8STbVUZPSrENUNgKfhJtlUE6VoBU9KT0cEulgU8YWBTteFEKiS5S0VCHbAb16ZlUjYLvgzJSzsg0FV4c2naknFtFyooALBqizwQ0EUezehtK3ohQSknZOnJS02SN2kbtqFUDr4j6URduQtxRFNhREVKKUJDf6vpA1t5AGFVq0bW2uqLlMfPX5IjEXqJNEFOOUEO+nJJySrIekbeA3kCHw/ajCFNyvQtPQ1ZSHw6ECvpkyHGE6g2feJlDBSawugKvL5KxiIv8VY/IR1qpdKEviBmqauqjZqxWDorxTQ8vArmgTmoUye3QaMQYXlldU24awawohXKEPvKV4gC6cFGp/FBHiT2QEs8BBTnPqRO/yPH86gpEVnZbheQ/+n3kkYd08cJFFEZtz46xMmE+n/KiyL/i6rCogH1eyF9mRb3RCz0j8ngNKppMOtFc8BqNx0saL63Itu/y1v/a9eusUfuksyYwNgsbaldtyZvb1TE6RPoe69Shs0gplFncR/QFqqAjDqEPPviQvvjFL2mbTVjLhvjWc+d06+23KbWJ9Yy86F1eYUO0MsZ/mXHq+oTEOEk5NGMcNG2mv7ZyH5nQxybUccCRjqZHyHAgQDblJKrKOtqDjvVAUmoUudEaa8fq2rqWlpaU6fsF+T107c8m2oEe4L8d3ngv8+VijbUmU2ZGJmNn7/nJLUW8x1nFDZQS3sUkinC0p2Afto0Zb1QzG/12VPDnoZ729Fv0rPueq29/2Xfpu3/4J/X6n3qX3vCu9+j73vhGnXvWfXrOy5+j3aPrHNK2qeKMtXimo8M99gUHmvIicDY91OToAOyrw96OeM/BqDBPGt3sqPL72SH7hkP1+IQAc8yMPtUpewcjfBQzjXOn5dRplQPEKuG1NNMSacscQFbTRKt5VrGSjrQSR6QdaZn0VfIslQkb3KS1pmiLzfbe5ce0e/lRbfOV5NqFR+vfwFzii4W/qqSjLa23M426HaXDK3yF2FJ7xAZ796ImVx7W4aUHdHjlQfXb5zWe7ejUqNMdm2NtUG7ZuajptUfUHF5T3r8CLmt65SGVrcekrUdUth9lEJyvNO1fRNdD+jxfsj75gQ/p07/3Mf3hf/iQvvjRz+q2pU19/iOf0Md+6Zd08dMf1f6XP6XZ/Z9R98CfaO+LH9e1z/6htji47Hz1cwq+6nzjo5/Uh//NL+kD/+IX9Zv/5F/qN/7J/1Thrzs7X/+q+gsP86Xmy9r/xue1//XP6uBrn9Hulz6pRz/5Ycr4Rf3SP/z/6pf/x3+kX/vn/1y/9i/+hX7pn/4zwv9MH/n1X9bDn/2ktr/2efA57Xz9c9qzjge+oL37v6Bt4pe+9Cf60sf+oZ9dggAAEABJREFUQB//nd/WH/3O7+oPP/ghfeT3/kAf/f2P6hN/+HF96o8+qc987DN8tfus/uwzn9cX/vSL+vKffVlf+8LX9MBX7tcjX39Ij379ET32jUd04YFHdeWRi7r+2BVtX7imnYvXtHfpug6ubOvg6raOru5ocn23Yrq1p9n2vvrdQwbzVIm9WsPcNFKS0RKu6KXG6KDMIxm5DKXZNII/YmEYgyX2LCvK9J1Wq2mk1QBprNU81grxFcLLc6zkJa02K1ptjWUOW0tqoiF3UmZuzSlDs5qcNTKYfMZgiTVnzFjPjMCeMbC1c12Xrl5kLjjUMnvJM2fP6BQvYTbX13Tm9KZ88OZ9jNaWWy23rY72D3jBvy/vEUU5EcGhXBJjmwFIgBtemDwORP+j3i7jqRQ6LZFoCql3MKJVoZuvmEc9GbHW+IzABDBnSqkZbWhl5SwT4Bm17Wkcehrnrqt0Kyq9saTppNHBbq+97Zn2dqa8Gem1f9AzyU+ZTHv8U3R0NNHEixLe68Fs2mtKfMZkj7I62QSTpdg41kWJyWgCZkxcnsimvHHyZDZjEq9xDiIT8lpHhy7rMxWdq6DfbeJyOt5cmrp+Fa4ajVSgUxgTZL1o9nTYRCdp2ixv+pZYdNZ5u+Y3c7eeu01nwenbbtFpv6njsLHOl421jVNaWl1VWxeHVlRC9GVqUTTDgBmd3fZN+UrSEWZ/JtHRg0EiIzJNMkc0ijkULV20OYYKXRb7itgUuONlZOnYAZSSikGd+jlKQs6gswtZUa8AuWmVFmgbwgAdKWGDbUlJYUTINBG2fiOQSRn5ZLtC0iCLkerwecfpDXdSP5KKah8KCYtVr0XYNMExwnJIxDE05DM/4D4OpMoXbJObUPqiHhvqoYI+1M9RaIcaZkPc0wAFLIykGBWMHtDXsEh3XPCFzmPqilJigRYxc9HKFKgBszlllqOcQr6CnprXegx4PYdhVGhljT4DyuqyVuhTZ+65R8scWGchHWEv7lCm/YK4hoezScS5JQcq9M2vmnchQm1tB8Q6EmmJ9oXIqmDL/afQzxw3nEZPIlioCqAOBPR4FOrczaa4gvqXgu1Jzby/NfSZlnBDv8v0tYikAMlIIVPHpaQe/T31d7mJtJxDDf00N0nGYG9QTk+fmyHvNgO0iUJyvswkn7LLUL2K0xzCxuCNuv9Vn/EoKyWhZ6ZEJrLS74oqRR5WTY8Eh7u2JToKdSNZmtMah++7+CGUVi1JEQlOII4CPR4k3XSTbr/3Vo2m4a65CN4kOURcqyLEK26SIWKPoIk0ZOiHsLCjALiuHJojQhGhYbyQAyHcX2U8Tmb01dl0yn4QPzOunEAOmaokpZSVc4YSDoBDzXM7t7yQ8AuX1bV1NrJj3FW0zxvVQzalmb7Q914ntrW3u8MacCSaTEsssqNxpnrYiS0MX9aRCeUXLfNmdHl5VVMONpc4vFzgje4WX94PDo5qH2jbkdYpaw2MCGf6XNMy16VMnikbYDYoyrR30S4bly02MaaHbF5GqdXG2iY2tPIacsTLqSnr0oSyjNyMePt/j+577vN0+7k7tMlX642NTY1GIyX3D/w7ZY064jAwAY89+oi2+MJz9dpV7XF4cX9ewL4rChXsSrnVeLyslsNf5YmL9gj7FPtPnz1L2kgRofEYH0bShDYR9cJYdIQOuolKE9o8g/2ME/cHpaTArgYdcoGoXfTT4nBt5CAU8o9FZqxP5249p0986Pd11x3n9PRnv1R3P/P7tbr5Uq2febHO3fFSveCl36tXfPdP6Aff/PN6/nf8kH7jtz+k1Y3TcpunoE4et2ilsVUooweeIgMa8BOFV1pLxcZ5f6eTSpbpxBhEj6SCPsTQLTZYxR/t1aI/ewxzsEscKFKZKuhHiUNWYlxnh51mGeLii0ffHSiF+/ZUFI/KQjzUjBqN10Za4uvLaCkrj8xLlNcp0iF95pp6DhdRjmQd1rW5saq7775Tz+SN9H33PVvPfObTiZ/THedu1e23ntEKfZcuLH+paXOvVQ67beo0bgRC4xaMstooyISuXbqmr3zxIT3wtQt67MHr+vpXHkFmWS+87z424w8qTa7p1vWZxv1F9fv3azlf0JmNbT3tnkbPfvZZbWy2mh4e6PqVLV25eFUXHrmg8488Bn0E3RzwOey1/vWtbpfN+Tb+21HbbWlcsSPtXtG1B7+qh7/yRT385S/p/Fe/qksP3K+LD3xD1x96QGX7qpZnexofXtdo7wq4rHb3kto9KF89tHVZ1+7/qj7/sT/Spz78Ef3Jx/5Yf/qJz+jTH/uU/vgjf6w/+v2P6cMf/EP93m//fsXv/taH9bsO/9bv63d+4/f0W7/2Qf3mr3xA/+GXfkv//t/9B/3qL/6afuXf/Kr+/f/8q/qNf/fr+s1/++v6jf/51/Tb//bX9AHwW7/4K/rNf/3L+s1/+e/0m//ql/TbhD/4r39Fv/uvf1UfAh/+xX+vj6DnY7/8W/rEr35Af/zrv8tXrN/Xn33gD/W53/uovvChj+uLv/9xfenDn9RXP/JpfY1D0Vc//if6WsWf6huf/DM98KnP6+E/+aIe+dMv67HPflUXPvd1XfoC/vjSQ3xRekz7X7+gg2+c58vTRR0+dFlHj1zR9LFrml28XtFf3pKu7UrXORhd39Ps+o6moNvaVdnZlzhAdLv72r18lcPX1/TZT31afwoe/NrXdciXpkTfvYUXDrefPqWWfl2YL8c5qWfveDjpREdl6I/op5l+mhgpUkRo8eNx+GSIQOIEVK+BV4MnHnEi/JcN2jJjkT+hNFG+QVBOM/KCx5gIxml4MiDsfGl7a1/b1/a0c21fu9cPCe9r6+qeruPga5xGr9Lxr3I6vXxhW1cv7Gl/x5swHKNMflThLx84ZhwAOq8mLNphV6VQYdKe8CWi/qrUwYGmfI6f8BbniM/zh/u7qm9RfOBgEM2Y3GdMLFNOjFMOHV4UZywQMxrEuit1nEaqkx7lFCzoSmhGGKvUhdQDb8xTzmo4ZIz5grHMBnCNz9xnzp6WDxpnbj2rM7ec1WlOohunNuvbp5W1NY2XV5i0RhILR4fyKfU5wpYJC86UjVeHfcMmt9cw+fbqkPGG2HHMwKKQAreDoAlSZLyRAHziqggtrpqPiVm9VKhLnUEtTX5BFciCAmpYxK0jGkVqFblVArlu/Bo1uVFi8c9QIyXi1CcZgS2RlBL2zJEiqsYIaMA/hjBI8ialMGAKC4Noz4BtQOQ+FCVYPDSEpUGXNKchNJ4AZVPOUOZCi44vkgjfzKcZcElRKYYGak6NF/XY1mNbMbAPCXQUygfEAwjQG+Fzky8qhIwQL35o0F9qPVAvt8cgN/CiaEiTr1Lz2lLzq/xc5+rysm7h8Lpx5rTG62tKy0taOXNKG7xV3bj1NuWlsVWr2ouqCGshcOKOGHgRoYgQDy2uCMeHWCgk4kVc9SHVehIOQuIqpNfuhX3u0z20h2Eqwsai7gta0y0D3L8N8yybUtDHslo2Qi19rgEZpMyEySYuJ1rcoNyIELcU3BU8NFwRoQhDcn9MhI1IpDNJ9bVdZ+qgBTuK25C0pslqmkReYU6H6xmLTOI984bmdMQmoWPTJvKkGw2EYhxDDnIS5qZMnvUu9gWhQrqDJYhwL/gE6x3ih3w8FRibgOkCVWj+cF6XOI9CrP249Bqo5pGyuGseDHC+QXqRMlDz5fQaqCpIIMLtDuo8blu315SN7CFvpmfQjnmq4Evn6Jirjw6PmH8P5TTri3CNpAhoCmXmkHY00mg81pgXL0um7UieX5raBq1GpDdti2xGRWFDN0HnvvaZ36ccagpjcsrc6fn/kLn/iLWgtqfQ347UjsZKKUvEp2yOnT7l6zXKFPM+ZH84fYUXQD4QtC3jh/5g+SnrwZSXUkdHM16CuewZ9emVIqtJLQeNma5cusLm7bo6ZHNqlJ2WW42aMemdzj96gS81l9x1NB4ty4ednZ0dDjNH6Br09ZQ31GWqRzl4+P816fGn6zKDUk16jftklutTIvEtJjQhn9FFsDaFemjg16WVFQW2+Lx3QH03Nk9z+FpWZhwN9ZUa5NrlsSInZdaxJdaxnMKuYc4rdd2xTREh4b9FPodVr4Hv5Blr1yrr21f+7M/0wd/4iP7x/+cX9W/+6e/rl/7lp/XIN/DD0b3Y/21aWnqe7n36q3XtWqPP/umDWls/o5Qz5fWKQB+3yynuR73obknBj58LDHHSpPm6EMgBpfojnoqkCsJB/qiDLSTTCtKLcYKHHJnqE0FFhLzuznjhmdHnDX9KQRvSxviuVyjlpHbUyGH/2q1Ib0ZZuFniC0tqpEjirfRYq2urGo+XlHJWkeq8c8iepaDHQk07oh1GUgQ3dWEMFCRzbtVQHlNN5ZdIyFBmn3V41DEmgr5UdP7SVT340KP6wR/5EbWjRN/bZy+ypuV16dtf+SL95Pt+QT/9s/97/fjb3q9Xvf57tXp2XWWMbvrKGnuURDjaRmncqGENWaJvtNRFwQYspmIYajwSSFoaJw450lJbtIz8Ol/wNsDaypgDVKM18q+ib8yhdolD1HLTaSlNNV6gmWltHFrni/3qqNWIOi/lBtqoUVaibbKpUg3z4UqFfdp0f6KDnQMdsKc82N7Twfau9rZ2tH11SzvXtoYw9Dob8yuXr+jyxct17F3gZcN5XjY89th5xtd5Pfzwo3rggUf09a8/oK9++Wv68pe+qi99EXzB+Iq+9IWv6Iuf+4q+8Lkv6wt/9kV98bNf1Of56vJnf/xZfebjn9GnPvopvsj8MQekT+oTH/64Ps4h6Y//4OP6k498EnxCnyb8SXgf58Dy8Q/+kT7G4eWjv/UH+qPf+AN99Df/UB/97T/Ux8AnOFj9MTKf4UDzmQ+Tj69Xn/idP9AnPvhh/fGHPqI/+fDH9Nk//IQ+x0Hsc3/0KX0W+il4n/zwR/Wx3/0Dfeg3PsjB69f0L/7RP9M/+4f/WP/mn/1P+uf/4z/SL//rX9Tv/Pvf0AfA733g9/T5z31J29sHirxEX82SQhFzSDWciCf6VtKcTzxiCA9pQWsYqlSLKxYBkVP/0S6rpXhVpUViKPAQ0ZoCLXK64TU41Knw8iA8UCSlSxeu6uJjl3UBXOJkfRFc4lPY5UtbMq5c3pEPJ0eHEyagQuaknEYoTXzhGCb7ybTgsKIUgh/yBNCwObCjZmwIdpnIt/2GiDdF+1vX6JDXdbS3oyMOIZPDfQbnkTyBdxjVM4t3wNSTXF956IfXMZHPoD5o9BSW2qyWCXm0uqSl1WWtbK5phQPGxtlNbfKWoh4wbuOQcfutOsUhY21jvb6NXmMSXllZUePRKjGBzdSxOM84WHiBNlx+tYdFvqfc3rQC+UoLvjYElZxue80xFTKqKYUSDCmkAQQignCoXpY1KMd5F3BaRCgi8CldDhoJmjLxRpEGpCAOIpJ8kUOJsOOZiTSnrJQS8qlShysiEF/A1mInd4fd3TgAABAASURBVCiq5T2+dz3IqpwGUZuJCJHhDsgxSFi8+YKtqt6BmzBIOy0ikHkipNDiciiO43gXA+yfgVXwewd4a2tbq9UYAXUNDNfKNGBXPL7MRUGVIoT+oB0CWlnf5GF9NRlZ2xQR+HfAEpu1tdU1NaNWBeeN19e16X54660acRgp9F/nEVfCwRWRFBFwVKlDC2T4BkRRf5CR5iHNr4Aagu+aD+hhsTwxRokTFldQVdwEQ2wMVKkfta8zxmybx0GF41U46FeA/pRzqyY3LHgjNYwjx1NqZERYZuhrESFuYBqS78qQi6twWcX6MYpki8gP890He8rvvdnBZvupqX3akr3FQC9RO6st9IMlFtgpLzJIgO+bjNZf4fhToVrxzaUoxCVbw4I6vEAEXO5FvNA3emAKYTi5DECEp2phDoMhj20lNCeEqohpBbqd5Lw3gBr4omyrqf7CD57PjtiYmTpvRKrlO+4Nvg8mtisiFDFAggJ6Ym3fMQcO9+URtKWd7f+e8VFfDDFnujzD8/yEr9U+cIgrN/QFNmc9bXdweCj/a26HHD7cn7CWftPUFz+n+LKcaU/bOcFW63eZ49FImKTDg0PtbG9rlzeGPtDssJm5ykbmypXr8kux3Z1D5u5QikaZ/te2Yy0tr2jMCwB/mfGagblaXV3XLWdv1ebGKZ05c1ZPf8Yz2eyvsLZt6YH7H2Bz82VtbW2xFk1VbeGgMgXVP8IbKct18wFmnbF87o47dO+9T9MGbzBz0yoiS8HNxtl5ZhxItnf3tIPdHX034Y/cNmpHIwVj/8rlSzrgDekqX0VSRLV5lcOVuJaZO/zrGWfP3lLLnPDy69Tp07r9znO8JFuvbUhRikiyf92/IkJBPCLQsAA9hH5Q+HqQMpvQtRU98PVv6A8+8EH9y//hn+j/9ff/e/03f/v/qv/6f/ff6v/+X/w9/f5/+Jg+/4mv6Df+7W9pgx1xUG+GFf7ltZ4bmbb0vEhN2XY6NdWNZ6LORkCDzrlAkqwBBCBWgEIFOwscETYCGuQlQap8yzWE8w2UzDxlviwNskbNkjK6lkdLpKGXA3XhxSRVHexCyjlyCD9JHXXI9En7eczmu6VNfCBbW9tQQ992u1+7epXD6iVdv3Zde7sH2uVN9uXLlyU1itQqpZFyHitB+z7Bj9oebnPUK+VWPsxPZ0cqmqodz6B76LpY/2W2Z973TD33uc/UeGVD3/EDP6G/9o6/pe9943+iF7zqLXruS35C937b96jJpxXR6tzdd+j63nWlUWi0PNIBL2in7FEihSIHegvN0yux17LbEnXLbVZfevkL3f7Bkep4S0nZB6fckId8RXLdMzEj8aInoiijM2epSQV/zhT9VJxNtMzYX11a0drKmlbAMuNrmfG1AvW/Fmh/rtF3vd6ZrqyuaIX92Cp0fX2NMbfBOFnXOuNmY2NTG6dPaePMKa2e3tR4c10j49SGxhywWmNzU+3mBoASbxhjDGB1lDkDhbK0tlrjR4yn/dTokDE4HS9VXre0rBnjajaC0je6Fn4z0sRyyjpU6ID+dkD77dMnd3HeFm/lLvMV9Dw+e4x2f5R2f4yvp4/x5fVhDkoPPnZR9z96Xg/youJhvj49+tAFPer/iuLrD+vBrz3Ily3jId3/tYf01S99Q1/+4td1/zce1v33P6IvcnD6xCc+pT/gy9Hv/s6H9Nu/9QF98IPQD3xI/+6Xf12/yyHo0YtbmmLLlLcRnccZNkbQzoZEbI4ahw/HzwQ9Rk1DLiQtwgp+iBZJCxD8j3EH+gJFFKWImMMMw/0MUJdCfyx8pRzgnYhEU/Cg+7oDtnToRsGgDQUN0fM2qWfy7RjQPQMaMbV07MJMXlh0etCMQiM+M0aEckpq6LkZPSHJnf5gf0/7TL77fJbe59P7EXSyv6MZh46OBWnGpDpjMHU2jjyoZuBIPYEZjdDDUyQ1bavR0lhLdOiV9RWtbtKRWbRO8fXiFG+YN6EbvGVeozMvbaypRS4YrKXNon+px0u9jZJ193LjGj2O6ZkxjAIt89ap4XncvCGumqpAEbBtPRzrLdS5wKMt4FCIb/LXHIO4OaQRKQMsKxE2SkJ0DgbCwE9MavN0ZGIByhEI/DIgKyIrJZCTMgjaISXikRRBTuyD1DAPbvMG2ZyTEm0XEdhX8E3HG5mpZpOpetoeSeWEDOmKwTLNL9fB1VnwSab/qAKXm/2kGLLX3AQHanfZ1zgC3uPugItAbYeaBMPW8pa7AFIr9+QjImrZC14QCDgnIeI6cS1sPsGiFKnnaStpEHnxNa22zG0iWYnyOvrsFm95vFh5I+MF7MKFx/TQIw/r4fPndWVnWweMmyn93X3e5ThfwomJAhblJxJijoSNASpFJsF3noAazpecTvk1nvwksd5kMI3kJ2YXJGvwCQ+qUtM9JjrG5Iy2n2FrT5085kUlI0LuK4b7TV70M/qHgv4qw/1I9QoqZAzJoYiQ6h0y3+1dpRf8SkMJeuxfynW4p517NnEUo8wi2eRc5SIhTwFkEY3DArfK/OEJDu1UKiL0rV3I0x4SVEk6SdFX9OddzndSZrAD5yqYNCqsxKBuvm9IOy8eoRydKLdgTyF+E0qRL7SLJPkq9Cu3n3VGhBo2I23bMm+PCDdK8NxmmU2X2zDC5WmevUDttw5TjZl6+kHPmyqPseK3VqBnQ9KzkFiP3/ZGBPmSIpI6+ssh87q/XvjQYNpjU9A+4ooUctkjNgnrGxv1RRBVmx9MDtSxYe9dL3RKQXzGG+ND7fHyyi+wDjiITI6mmhx6fuqwr7DR6zgsTJHtq+7MBsvwBmmDjc6YsgyH777nXt155511bjvc35dwlF9CLfECa8wXmFv5KunNVUqNIrIKiwddTk1ulelvo3Fb87ds5EagSbn2tYLdhTWr9L1oPVFNVPea8eVnyho3PTrC1k6eO1awZxO7MqW7D3uMrawsKzetXPdTp07p9nO367bbbpP9ebC3rzF5hF8KvmzaRqNRq4iQ27qrbVQoryDSoxXqGSukYHJo2D1OJgdsdkd69nPOaX2jKMe2JjuP6vOf/Ij+8Df/g37j3/xb/Xf/l7+vv/d3/m/avXZZz7nvGeomE9aCnnKEfKpIEUqSQgIFpDlU+Uk3qEjR8RWESPU6V/mEa46oscVTNea0kGq655MbgFnvPG/jlGiXsG2w8T8Gq7BXKexbCnuYam+Qht2ibD7+KNjUt+2SjAaamxH+HMtfnm699Q6NxyvsWQ50hbfyDz/4oHaYzxvaJpTIS1mUnSIr0UdoEnxufxe5HcSVUmi01GhpXJTyRLnt6KN7+rPP/YlmdKaf+T/8bf3Am96hc/d+u+6+++Xqj07pG5/+in79n/5r/Q9///+tv/df/T/0gV/7Xb3hR39Ez3/es7HlOofkRreePa31tVUFfXbmfsXXxIhQk1pJ+IiB1EMTtua21ZgNeMvGuyirRIMdS0ppJGF7xvYWJLQZGYqUcugYlR9JI/S5/mRUkcielBvra6RMuVLlo0JKqaIQ6eELXyT6awVzUXBICmgif8pZEYmeGgMIR8rK+LdtRhrTNuN2WWMOEMvLq1quh541jTgENRwsRkur9OmNinZ5TQ0wrVhCzvGVDTUgLa1Lo1Ul+Hl5g+CmRuubGm9samnzlJY42C9xyFnaNG9D49V1jVYA+drxGmWuUf4GB6pTWib/GD0tNjTYltsVpXa5IhNux6tqObgbY8q2rvHaupbW0cvhK8ZjTam7D0Dbk167M2mWRyrU213YblNIEfGkSE/Bj7B8qnkGGSnpW7zcBlVP1IwpRdUX8USa4BmS00QnKDwIO07JwXhLNQyftZuBKSYsZKS0stLiyFamqytjKA0+zhq1ScujrKVRo6U213hOoQBW0E+PhLuUkSv01l5FKWW1baOmaaUIBmKnKZvXqQeJwUDxBNxBPakVPq/7YNMzQdjhISlSQk9CR6PRqNUyh41VDhFrfK1Yp1MMOKU1OswyJ+o8HiloROrIklioV88gZ6AzGXtC91s9w78/6zdHR0ymE9vCDNQzieMS2VYjIiBJtiEydiwGSNMoKEPUvRghMcbJl4Sx0FAfhtSLi3BEoCvEY4BCEaGkAYGCBEJSCsqqyISBkoJ4RCgqTUgFuHGnmhZy3pj7LJlWefiSIpEHmFomU4eUs0xzSsopKeV53DRlVX3Mpj0biBlvjXv86FoFqnIUJQmEsgLqsHlFTlfo+IqIGg04T4pCAiiUdQxVRp3IHTQosgoGcgaJCncW0APnReCpb+x46sSbU2znzZxFrCjmbRVFhCXbRpDAjdv27PGW07+jfv78BT386CP6+oMP6Mu8Zfzq/ffrgfOP6uL1q9pj7BzR96egZyFyvQxrsg3G4GdVH7rOhuu6SLMdCQMCQyJC6RgiTIJ8QbnDthuwAlgP5Am3+UbP5qnnsGHbOmjnOL4W1qSUGJtZDf3F/S1SKMLW4hLaiOKGMaDhsr5SbRR2SRGh0OIq8uEjIoY0zXXM9WAyDG7Hqw0z5pQprijKlO/5IeVsAaVqh/mhTRaQjo1gxLykOUH9t3C7ToYzL6i9/eercI7HS5U5w+1sUAn60YI7TzxBhhRrokwc4fgCEYHfqHYA5yFuYkTAxN9OCYVSzrRXg7+SMvPZaDSS31Su8dXX4R4/GZZ3LY0QMeZGz9X7fnHEy6IjvlY4PmMT3TF3mvbMDQ1z43hpSSura/LmoFBmoa8kygrK7mm7mQ+w9PUZqL/ixSZ8Z3tLX/3a1/S5L3xRDz/yiPYoZ4JurxWFtrZ/3Ibui5GSIhJWDTdNrQb9TdtUxow1ZsLXkhlzVkcZE/QfHRxoxlzfshZ5k7/JISdjzxLrxbhlkaeMTdaQZz/72/TSl75Mp/kK8hhjdsKG9cyZW7TBpmTdQCblRj7wuC9nwnfceZfuuftu3c7BYIlNRDBGxDgW/ijQhO9YFrXC+rmxuqR1vnCKL/9bV69of3tHOSXdcsst8leTpKhrZEbv2tqqzp49q3U2J8KH/i2BCYe4pfES6jv5oOS62Tde0zrK8thyc9tnPYt7oWzVEdhLnHALB0TFVJPpHtlmuvPu23T3027TXXef0rfdd05Pu+e0br0VGzekqxe/povnv667OJjdgg+s18iR5bGe6FvuG6oX+hfl1PjJh6UWuMGnGxMxH1Jvh1MNSaZB+CSIzm/n7Z20iLvuIMHrORhnshf6GreoaJ2fetp4xiEk4e+E7U7rOUjOusQXiENdu74jvxja2dnV9etbOjjcV4uvN0/fojFv8y/xpcNNe/aWc8qppWQKK6jHKYW6l2IfEKKcQns1bPZTYryS1tEXnJrop7lp1bQreuShi/qH//0/4hA90a1n7tav/eNf0d/5T/+u/vbf+jv6z/9Pf1f/z//uH+hf/Ytf1B/97kf0Jx/5mA6uXteP/MD369bNDe1ii44O1VDWiH7suX/UjDRuxsqR8F6i2qFZ10GLMmmj0ZK/jKU1AAAQAElEQVSaNFZge4WyxksrGo1X4DXUItxFlEtS1UHd/LWoTUkNOpuU5bUDQWXKLPTVQkOY9oQrijjr9RyoFujU4ZeeTG6vPkJ9SL0k/42jgYXDXo0260lHhTAajZL3Hzll7G4GZGhuCbfY2JCeoU5v1eZRxYjxPKauo3aMnS0ylhuQnR//J3TYB4pGA6hbZKwM4VKJ0ltkR8gZDufUKEcLRmrzkkYcLloOQ+1oRY0PHNDM4Scvr8lIDuPflvjSyrpGPoAgY9rg80F2VdlpfGVb2jillc0zWmKeaehvKFXgZ0Xo5BURsAYkh0kM8GR3hFMCeYmnIupzoA5/UziPuOIERN7HI+CFUgoR0JNd7jduywoa2GteYZyKviEdKDWjRH0DSO2oh/ZQ0UGTxuNGI9JHbVILciOumXLuKHSGHDLry9JyqylGuBMlJILmLKXQoD0o6hi9HRPABBwxICcVXe2sTrOsQoqIiqZttLS8rE1OoaeZiDf9JYPJeIm3Qs14CaNb9ZQ3/MtUM02o0IQBN0HvlF40bJR69UF/Rqdphz3UXy5rgK2UKFCRktzgKWeowwOoZE1XkkR5N2QWclHllREIykJMDhLmVtUdoZAEESoQDZDUUJbRNk0NZ+IVxBPIuYXfygOgcdiDAGp+Tq2CeAR22PZwCZpfrpcxj0IikjJIKSsh784QUEVSxDwv/hGTp/CfN52eOA1aEQ1FoZ4KmhqVBU/AccNhIxQRQnNFFDF5PR4wKc+dcQEaRnL5la/hIuyAdZgW9yvs62jrGSi1EzsleISC5/+imyo6f0HTSQQ1Sa7THBGhiJA0wE9hW489PkzssVHb39/VARugAzY/u2we/E9PG1Pq1DF51/6IvBcs1ztJlDKUmpAJ4ob5pgs/VV843aDMRLtUIJRIDHjVl9BCmqtU0HXjrhI3ovMQ2eehgXgMDeioWlFEKOUkbzSNlDPxDD9JZC6yWKFohwjP4/bJglOwGbOqjMMGYnJ+1StwhaVBlYWSwTp62t3oGOMoUKL/ZmygaNnOYl9S35yDjduqvDHGZHJbB1KOUAah4+Jw1019U6TcxNONy/lEegUqudGtb3I5xw3Mix/kiTilesmKBm59Rgwpw7NKVP6NwkixjEEKHscdPPFX9QE0YvBjT3jUjtSORnUOJqrM3LrMC5uNzVNa4y1c07RoGW738ZwS/ZD43N/F44yDQ6Vs9ApzuUiLCDXoNeqwDfpBzjqkv+9zsPacm9s8yFBmbrISaEcjrTGXZ+a4na0tXbtyhY3YDpvviXy5XTvKPODg4K/l/mLiA4twgO33Ztv1CoQxQQVbZhw4emzrsO3w8Ej+0nKwf8Dmcrf2gxXWjXUOWjmFEna63PMcdlyGfbC8sqKOOu4zbi8+9qiuscnLKD9z6rTG2DvjRZVlfSiyPQk9d95xh+yTnrQ2B3JZDV8WIhhx2BKsSR0v2CYcqII+u4wP2BXq0HZtbVPGlRpOKXEQXGadHekMX/Cf/oyn6+5779EmL9mmHKa2rl+v/rl88aKuXtvRIbwZtsa8LxacT+vL/jEcNmAgEZAOOlMpfr96oKadaXmlpw06cdbSHXeNdefda7rn3lMVd5w7rVN8cenxpchZmKsEPC7cLovyCmNtQNHw49I1v9ypjXl0TixXB9w8PpCFnG01Bu5JbeZY6gYcws8+aOHniMAGqW2zMm2RaZ8ET9jfd5SKuPuM23Dr+rYu8yXj4sXLevTRR/Xwww/poYfu14MPfkMPP/SALl08rw6dt91+h+686x6dOn0GX/nX23rNfODmANnRnj1t3CPnMhJt6OI6+q0P5WJbnbOwhZkZ3xXKT4l1PrX62Ic+qn/w9/+B/uU//lf63Oe+oD/62IehH9U3vv5pDkEP8uXvMirpu9vn9bHf/y195XOf1q2nV+VDx5SXWmJNGdGHl/g616ITY3FVUU6hBjua3NDWRYeMn/29A3XUnyFS/bPE5vb0qTNaWV3jIFvUz/tRQt+AwGPwqYfnkpDkObdQgZ7+kHKS9yYlJXVUuHM6tCfeQzsymNdRmsPmGQXb/OvGztcj673iNEkz+F0O9egtzA1yfSKrgH6ur8eiCvwowoGtQXpKWSlhDzoSQFwRITiK+iNBVHj0PL3eLtCHVJAV+YziOOtH5/4k16CveYP0yGgEAj15emQHhFyfATC5KUpVH/nQoDL/cflGRxkMVxlh+3Orlv1sy8uL1LRKOddy9edcEVGLim8qF4qIKjH4J2o84qmojtMJSRrkFjRiiEc8js7l4DokX8EjiAkEzg2cEfQhMWYCH4grUX+lVEAPfKDohQ/UjjI0KWUj7HdlJtY6uaZekaa8tTmrO+65W0sbq9rhTdM+Gyy/oZmw+HQcMtzpF5jSmY8YqBMKN6YYYMxoHE8KEAlD7aSmYZCOWo3GSxpzAPFhIzCqiyR36OH/QiiaUhnH+3AnOAE6cwFKSTa80BGov8pCDipQO4OKOtCDBS1MqnRNOD0huNgqQnXSjKIaJrXGoUFaglY/klpv9CsIIR8GMkELVGBPxr7MYGtbOh91bUeNGibOBl7OWRm/Z2jKWYlwgh85qyJBA7h+EYoIJcIRSQHSAiKtQhIyISk0yFRKTCWYqKhRL7nNvHGe1jePE+K0DrOW86lexTlq6PEPy6BZEeESJBiohoacq4fRw1igEC590UmozONQj05PeAMkpxmeCD0J9vQji4X9AJLLpcyE6AJEVTfjDsB/4m3LQNG8KSnfdmmwucwpqQp8GsrSMWhxZLtZUU89KtgAefEp9JcO+7q6QJFeROuLfgYwugNBG6bcKNBYgQzDUPXQgT5nKH3IwIFIzW/n7YW9hbxlkIeXSk+4l5g85cz0OcHnNpEfgb0yyKmTVzUg5H5TyNDT5t7Md4xZx4V8So3aZgQaZduekgJYXRHqkemwFwtU/IPOHuqqDDoGKad5vJu3SBvakxTKNX9Aza2e+tiXztOTAfPQiizerH2AsiOC9Xcm4YPl5TGbwAYu+YmnhCHcMLBQFQl5rMeHxDErQJLwXwxAKmCGJMsG1JALJ60YVLwcg9xl6A8LnpAZQNpxWBJlD3qEvYDa+HkSEYFYnGQRJl4gvp0+pyZWZHsL9a1xpwOH7SO3Y49ve9pz5l+fZTOS6XurK2vaWD+lFb+lI94yxza0cyhQWZQhTU6qPjTPCiuC9WGkpZVlNczVoiy8Lb/4OeAr6R7zh18wFXzYso4sryxpjOzy2oo2Tm9ofXNd7Zh+xHqS6fQ9beyqRYRsr+cfryHTyYx4r4Z5b4Rtbgt37YRdgd86Nv2W7dgQFvoGwiqMOx5YWardt99+m9bX1zThEHDIV5srHCp2+OrgL5PXr12tB56LFy7oApghc4RMRx1WsTcobHd3h48Vk8EXqdEd5+6QfXTbbbfrnqc9jXqM6wu0SEkNNno+b9oWEwqHnhn6p5oyL7j/jscjtfhzcnCorStXtb+3J8uvcPBJ1N30rrvuVClF/huQKxcvaXd7ux48bPMhm07LZ/TPup46TfGCqGeSwk1WiPdY3cu+t0+VSKjrjg92+8jtK+KAtXWq8dKRllenWl7p+FqV2ZAu6/Y77qQeWRN82+NT23ITRDkKbIQWgzLpd8cyNR3+TRQZIQxuhCwzxBYp5pCN2xzIk92MObMjqBeBnvZO+D6wKbmu8Kyn0Kcy8VGTlZPHpmpbHOzvU7eZgjmsGY1lX1aVIbmPnH/sYX3tq1/Uzs6W7n3603X6ljPwD9Xz5agwhmga9k8da2NHSfghUVqQmfKpnqy30kiE2a/YhymrRCiwAxUceC7o45/4Y/0Z5SQOgWfOJN17x0jPvGdF99yzrDuftqFzd29qdS20zQGk7zkwMk4aBmRggOtFEDtmKvQDx0Wr+9fqsscU4yXnRDsCBEdtI4+html4obtE248l2qy2r5KKbZeYQ3t58+2JMbBVgc3o6kmb4mfbHq6XEiIB1yAcWZEMh6VY/ISUIkBWUgNM5yjI94n51ggFawdPZAII+4oKdfU61Ltg6ge33rDV49e6blB/+2ABEhTUTcDthZMIsofDfvOD2nqtrGH6SFS9Pc+ToGw4xWsMKNFrAf/KflfjyERRYY4TcUE9B2O4SJHjJYjBd9xh3CJT67BPC74UtS1eOwj3CPTQor/85bxBdgNSb/sRS0RTVCS4T0Rg8sANbBB2GUHbSlkBjWgUpKUUMmoYpaQqJCXCVQM04ISSUiTl5BCWcWgXPheX+UpIGwH1f05EX5M7cMrSgICCRjLf6Sk6rbKgrDKpp1GrKR3giE/eR0dTzVgwZhw8Zn2B37EgdTpk8vXvthuHLIBHdIQjetAEeCOGWUpNYjJc0tLqquqBgwGTGgZtSuqoTIEGhUfTKkgTaSJPmUMMushJAzI2J0UKkJTMJ78i5o1PU1B2T6fusWUBN1KvIneOEshUFNE35E5W6GRO66FwB54KaoGGK4JMFcSjSMiGIboWSTYj5VDGppwzEwQTA5NCA3LKygl7DWSSUcOZOmQF4Vo/6pUI5zTwU87KCyTCKSkhE0YE9kl+hKgT9eZWz6PW35SB2uEHv12c0Y6mHe3kOpJFhXRyErQGSL2pG3WvwfmjpvKI4CF8XUFORLmrdDGvCG9oHodiQwFWY2rbHB2AFcg7rWaogRuPiJDrSlWVk+TDhqlBlNL0BFAiN0q55csFVcrDDX8iRyFMN8EHwmdSR7/GVSpQ2+p4wT8FZm+gy/EaJl6Iuz4ypQKFIjJtlVJGc8hdJBFibanhIN28Y/RSUFaQv/LkCy0YZd0Dv8hpnlSLbaGcHkYBLtekyjkrKHNAJPyHh2VZ9/0Zeme8Desp02kRSV64GsZbyo0iJeUMajzXuPU5r+tZw9jqsFEIPx69bYTfU5b7mWkF/J6eUUG6bTG/MGF1+LKHVyxD35zVg11P9cpgTxKbqJFSHTNYYUeqPnTjKnAC6CZQeeIhHT/FZVnB0eOuQU6kWKJIGhDQASJtgG66nNOMQj1MnxxB7hiUzgVq+zg8FORQxQ01JAR5GARuH8MCM+Zdv7G3j029ofevDe3zRrTjAOI5p+WryJhN2GjU4kfaE6XH9qGWqFXhZ6kWQfsn0NM/OtovKLOjLbxxm9F20zmiTRotZzY6rZq2UcroRlYh2T7riAglkDONB986XV5Kocy8nkizLRGh5aVlDkqr8tteG+O6udxMXv867pkzp3T27GltbKxrbW2VTX2j8dJYKxwiRqMW3rpW+doz/JrTOUVKeviRh/UI6Di8tKMRto7Y8K2qwd7DwwPWMg4dKdSy5vSsadGHTp06rTXKuOvue7S8usZXnpn8h7xTxoz9aeAaZXSssD6ubWxoBbnx8pKCOna0iUGQahS5XTK+2d7e0qc/9Sl97OMf1xe+/FWdv3Cx/n3BEV9x3Bka7HUeMtFOTfUnzaMb19BLFk/zQ0HWnuBMiimxCZipaUpFzr1Go5A3rW7LzdO3KPCmJAAAEABJREFUIJdowUGLy7L/UaKIkC+3j8v91mBpa3k8XI55Q7r1f3OE/EO3w7SQIsu+owsoiMpgFCZJrf0VSZ60m9zWNljf2ORrEn2ELxmnb7lFt3CAvP2Ou3TbuTt1+vRpua/MZkd6+OGv6fz5h5SYOFMWZRXZR17H67zOHJQoNGp5UtBHIoaI2957Go8vhzNlp5wV2LOyvqrb7rxTm2fPysvM2Vt4eXvudt191x26867bdec9t+r2O09j1yaHnjX68rLWV5d5mUJ+yvTs4rm4EO6ZA4MiM3Zk5jzb5pbL2JKbpAQvEU4JH0iacpiccHgtzKNE651Q0DCnu89mz+fIppzJm6VI2EiJQSHALZUkZQxvQMumqIU2Bo5vHSfPCNkWOiDYlqWKDK8BLbINeY7zEm6UlOEn8i4QEUppQEQowhAXllB/+4CGkdu3ro/uFHMENIFMZ22K1JKrAS1h00wP91o5yPTUaUDlsdaYWiarwzLSkB/ivfimhK0LKtJV114V1SvqkweBiJjbHSLAHciGRJ2NIvwLVEi2JvMd1ze/IkIR8UQh6nvMnKdHxE2yRIVbbwISc5kge9wUlkJSAvE4qKaI68lSgtSgPt53uM/NeKHjeU8HEuUX2RBj0ch+cz8MMpFWeBQ6gOZXURAio3q+YHQ9k5kZeK5QaWPYHBRViqwH4Yy0KTI+aPhLxYwR2QFTXhpXWWFEMxppPB5X+O1OJCqMfuZ7OT2xAGTe+ORmpMRAMY9kGeIqTwpsgd/RWXuDcnsDmxzvKh1kejqYeYXOV5At2NyDgozRm9Y4fafSnoClKOD4DkWEUkWBFp30ZwTxED4N5ZygN5AZ9BlerrQh3cjQXDd/A3+I52O5RfwGTQmdMQADVK/CswJ7XT8GZg8Kh8bCotnz1apSwu4gvScofBD4JKgrZitQ4TsiFHED5il6SBFcoAo92WUfAk8a1ae2gfgQtm03Y1Ax8ChyiM6fEUH1KDGkCD+gKRQgVRDHdpcVko5RRLuBJ7uxxfIL+M1KxyTvjY7hcIdvbK/CGovsx6Ef1d6yyAotLh0EXpwXRp6UMllDMWclQgESkj6AmB08BvBkAFsBIbi+rbco6Mce2IbzBvmNgnAhXGg/jKCu5RiF+lWQTpFWVkV6dHX0hY72qLVwYdgaEUopKWOzqREpVV4NR9LiohR0UTJlWF9P+S6rt06DzW6hnL6ir35zutE7D/Km9mV3QqZzXlDloDWOrYU5qCeeaGsqyMZyWSV6FervcWbeYJstG0J/+eeT6zB36Pk3SluUMbgwFBFKIGIIR7LPCEsKSRFxArrpKrU2okYOUVpIBflBiDgBPw0plOvckWs7+AvmDD9Z3Cj4ap+3vtu89d8/2OMQ3alhHh0x77btiE3oSGM2+EtskttRq6YdXopEuFDKp41yTlpCZpkXRJ6Dd/f3dOU6b/CPDhQplEgvErp7dW5PLE/U1/D4OfBXBQ4qo1GDHpc3Ui0rN9X2ljJb5njLd4w7/3rSwf5BTTvNhvEMm7a19fXa1uscJDY21nTq9KbOnD2j02fOqNpOflP/2uM2Xw2O+Aq/v7+rra1rbCgf05UrV3TIF/qta9dke0bUfwx6xrX/iP3Klcvap15LSyMtc3Bxffyrk/c/+JA+//nP6d//6q/pV37lV3T9+rV6GHJebwjHS0uy7Sv4xv9y1r1Pe3o9MCkCv2QpJwXIOcuYHk3kXw1rWNcOaJevfvUr8q9VTfDllC9Hh/XQIeq6Qh03qp9m+KQwGbsPhaSEz2lsblv5eEg9beBxk5DNKaml7IaXXE2TsSFo77FG4xG6RzXceW0Iqcx/aoh21+OuYpm/KI51LZQsRswivqAL+xfxJ6cRQb1b3JpkPxSMmc3nFnH1hD0nEtSEr3wRgQ/XtXnmrDZOnQKn5X9R7cytt+jsrbfqLIeQ02dv0S2336477rxb6xwW93a3tLe3RTmhxCY+8LN94vlG+Cihk+rLoHqqF3bYlp65yz5XJCX83NC3Rowp4+y5W/XiV7xUL3jB83Xu9ls4XKzRZ5c1ou94vKUs2qJRw+GBptLG5ppW1viyxoF1TH9M2JJTqv3M8hShnELc2FLUMyd2tY+ESoTc/p4v9xl31/jKN6NfNdjUto1STkroipq5oKMM/SM7LZMXfSryetdT51KKCnWD5W4hUWJE+KmIID9AX0JfCnTDC3HRXzUHLOQ0yEuK+mOqerkHCKGIkG27ASThcTu5wjo9Fp4MizSFtMijJJnvtWFAT1oP+3HA1kSmk4gI1bhCOXJFraMyfNc1KWKAoDdBGKEkGcdpocoWF0GHA8rtIEwpIp4Uml8RMQ9JDiXiEaEIA15K87DjT40U4opjWSLH4YgbfIIn+FWKuEDopmvuP3MLY7GnP3bsK3uwr3174SZxFMzjdDD3LGf0hiaVQDhUf4pquLCgWCYxiUVNEU8dX0Eowk9LOQIlSvbab+U0EGJwkOzB2rEg1Ym1lg+T24eOnnhPLucNGs6dMTM4cmKARFKGGuYbOc0dTn7rN0RZRmRihmVyVpygRBBJ5EpQ5AgNTwLcDlcEzwrLJaUwDSVasIK0BCJCShp0pbiRTjhnx8lLuNqcszLwG4jsuhE29SJhvsMDDWVPSkZOyol8KaF7QFgf5UaExC0u+83tVTx5sLgWNiCqgFs7xYzPx4DDRwfcQQoblsIkU1i4Av/HXJlpBE+gBY+OpnoVFWQNAtw34uYVyizoK8i4vQ2CmFIqyjyNnoK2weqCQA9gcA/l8iSsWnqEY1EjEaEEIqKmCVqz+gFC0gI6eSEXEYqYQ1AgAEu+bI3pDUQNBjKqsNXUw3WY91WKJGT+E1HzoTQkJRCg3gTsTqPGn+zB2yUxJoNyMzoSBd2QL3ALuQr+H0YNIeLcsMMEeW7SsYtA9TFtbT87jJhExSMCEkr0swr6WUnhovX4C0mFmWR2O9e2neu03grav6Nf9cAyQrZmwYYev1U4D3J9BZbDLxUOG9h8UoY+fTQ50v7BLgv0sjo+6Rb0eWERFhVkF+WICw08v9ntWizwzeSeOg23KfGICLltBwTWSBEx8EIKflSvuSPmYdto1Kgf1MdxmlwV8JxjQFHvdABbBRoRWswbKYXZigjkeh2x4fa/ErW3tycvBpm5JiUsRJnpeNzWDehoPFJLuB1lNW1SZr5p2ayssNlfY7Nv/tH0UAdH+5oxbyukQE9iXsOi+oZ1ny8rh0eH6phjIkI5Z8Iz0ia1Ty0tj7W8vCwfZMYcZsZsvsbjJY34AmPZnrabkdd/23CALuuxXatrq3zBWOXrxIrG2NmxKdvd3WWjuCsfbhJ1dv2vX7+uRx5+WA/ef78+9ZnP6NN/8ln5H3q4dPmSprz99SZsenAo42B3T1vXt3Xt2pa2rl3nQHCglLLGfDVZxq4VDiD33ns3dWj0lS9/SV/nkFDoo+scgu66+24945nP1C1sYk+zub393B3y3yeura3LPrF9E8qb8ta5UCeP1ZwSuvC7pMYbQTantj1U7Er16O6QJZl4UuDf0XiswIeBXa5fysnJ5KiEgVEI94zrTv18zPToYIgoO0+mTUdsctsBTUO8bTUaNXwJ2FTTZk27iUoqKDQgT3E79c8DxnifhwZLQsy4CeZ9a/DYXuTovZbR36098I/9GLR9mdc9cI/T7Lycs9pRWzEaU+fxiHob8OjfI9Lc/9bW1uSvWku0eUJXAFOcy92rVigkVUQl9YEdfW2zXqaFeIqkoI1y2yjRxt7LLK2MdeaWMzp1dlNrqyvKjCslsbmfsaPqRRY81NU2LGUqj5E1vrC5PWeMs5QSebIa9l0IadRiP+EW/aOGciRhslrqa1oYPx39zuP+kMOt8M0Ie5qaHnJ9ilR1Zue3ftLyHCm7vKQIVQz8JPMTsolCckr0r6QaRzBHIh7IJ5GzIsN3GO7AdxxUPjQ9Dk/FX8hFoMlI0KdCSDKShBFCHMQcmtOgv98MElSogyIjlEmHJkC8VKR5OoojkDFNZEvHYdX8yAndFF6gvUQbPxEFPt1FpohJEdxGDRJ+PL2RphNXEL6BUBAXuhaICPlHPAdgr4Z6RZxIIazHXWZFIBMSRBIB+VpQhxegJrwADGrbcxDumZ971nzDEv6S6H6niAAC4YeGqyjBzwrZfVmCin7bq9B5jYDnAcHchpQUYY7mV1HgSncgIxGzvmMQr/wk9CKJ5zs+eU8mhzpisZoS7hjIBeWFtBkDyBOzwx4gLYvT0tIKn0dX6+I1Juz42AsYi9cSGDN5jJmsPWFb/gZGajxg5/AgXiDnLCMl06aG85x3M72Rlhh4KWUZOSVoUhCP1ChFrsjQCvgZBPGUosrmlJThpTzQplLC0EgJGXQQTnmgueYj7LTs9AFVNpKiAt1SbV+agYbTcOHLMu8EXhB90KiU02hn4Odiv8/b2P4eMpchf0AiFGEQvkn5PI4oxZDNAWEDfQmG+1HA8kGGRBmFckwH8CS9IEvi/DYDPrEIyqTuEdA5YNc7IpTmCM0vsjp8DNIjiBlzEZMIeCkUcyT79RhZOSdgegPJPMuY5kzepLCyY3gTALDB9akgjWj1WCCdwnkcEjEQYAipXgth7zYrQ6Tiy/oJuNSwfZkYI2KQ27+LQR0MfAULGLSQVsvHr6YMYAkrHK5weyMDE66foAj9UqKOOSWlnJXwT2WK3HNdNT+y5keEU+rCO8wLJMzlemgFZXlhrmF4Q/6CSf2Qr6YP8ULfGFCs3oUiN6R5Ezqjv/r30Tv7g83SLbecZuN5JKV+qEeQZV4vDPsL3s4ElJA3NQj+Be+IwNao0sOzBsUgkLAlgKmqhQXi+piYGs4VxzpECK7qFfVJTnMGiPKOuf5ddHxmMbM9TzZNW/tu5VFc4N/Ov07JhtsbEhyqnjE/8ZzLlwH/OtaETfKMzYrngZSzvAlbZ/Oz6bfFm5ts2Brt7GzrKl8G/KbebeE2tS6aQZwu5F/XPOKN/SEHHeuzXil4UzsStSUk9IzlObqt83Cjho2PbTZvZWWVQ8V4sB3jp9h8nS8MFy9clP+/Bf8qlPX6wHHt6jVdvXxF/leKDvk64rViyguUGQueyzo4PNC1K1frYWOZ9cDl2V7Pff7V0ilvgWdeb/CD8J8XSNs/g+9yG3zwvOc9Ty972cvx1Uwdelc5iLRtps92FadOn1aL/fu8Wd7na8k1/58Q+GeHLy62IyLVHjXDx3t7u9raui7bdcBm8Mqly9WfE/+aMnNzoYXrWIMeUe89Dl2H+PKIdumxL3JSRIjhI/veY8T1dD6HCwkFOcu6LoWTR0Tgy0ZNHuHnsZp2oDm3Csb1yvqKUlIdP1H7KJ1Fvhb08WHH/xzQbp66DNt3A0+Vjwxa4ClkanJRQLnlPhOBxbxZFYyIkP1TK2MV+EIBjzoKP/SMkb6f1sPvhEPz4eGeDqET9h32U6HuCUcsr6xoaXmFrOjmgNOzgSr41GqC9EE10tZPO/XQjjnuAXEAABAASURBVHQ4ihRqR62EcGFunjFPHdJ27mMFudlsohmHiEy/957FZaUc1CXLqnMTajkMCVsa+tgyfW1G3yQrMrRh0yrTJ1PK0JbyGiXa0WjbMQfyjfqrY6O2lTuJ91FTxrP7SiZfOxrRD7KoHHmjIlFwzo1yM8Js0hTKKSnDa9lr2dYeGzsG+CxJph3z7Iy4accbsB6UTJFAyAQ0gYwfcoQa0FaIMEiqtA3pJBriOUl/EXi9CzYVTwX/Bo9lMjJGAx3KCsoc4F8PO4maLqkFDfCvaBkOZ+I3EFRzQEiiak+EuGriE2mBVeg7bldTojfdIX4YPPF4VKngGXKZBP6Sd5BvAYJPcVviyZNcg56k7okI82bqZ0esBUdQakg9+OCBz6hxkJe+I8MFhPgJkTiH0+G547gTD7DSwil9qp7B3Lin2APIBiYMd5FZkVQ7UFIol6SM5sYdOsEPDZcphnRsIDwoPQlMphhc3172rNkFwzvNmIS9WBYm5xxZ7WjE4sQEMT90LI1XtTRa1chvdcAY1HC7pJExWpIHZsukazRNq4bB2YKmaZSB4wMczwPP/MeDPM5nNFVPowaZlLNSBglEoxQjpTRSziOlRBx+ZjDnucwQbpRTgIQM+RJAJlWaFTkqEjTlRDghF8CUeIQEgoaNIiVJIeE3o0CLxORZmOyKKegJGx0+9oGvJ16Y3GhQicEgJlEx8T0ehbQBiBFWxSLcE+1Val7KNJt022R7CFZOfZBM9xuCNVzUM0kXmNwnwoVs1ltFhwfKuIewn45Qf80REUogUihwxjHQFHOQhHgBqkgRSvTLioxfQQb2d8pZcRxOSg43WWkOpykllUiSKIEKuB7iMiXqECmBfwhSneoTy8cgz1NpkOCJDHdE1LCfQarqRWYVQj1pnQoDvDBuZHDI8ATsQkL2G2B80gGEKgW5bI8XSS+Iph3t3tNejjvNqHLk7zGcISvVt3JwqWOENUtO84JmWq0xH78EPimEO/LWNFO3KxveQjn9AoxhL6YLVD5yvfsmNvfI9yz2psU6yEdtKLcHDrnUosyY6MjTskBvnhr+kHhIJR2Ta6Wp9ze/kaW+N2TIaFbNTLjSG6lPFaLaTylJFchmpScBi9slMGi4sZx6wqp3oC0iJEO+8L0VAfvEnAUcr/CYJQsiOuJwMeVrkPtxTvRb/JuYumPWa3Y04U3/kXwI6T3uFfL8lZnD/KsLM3xqdLYHfUF+RDSjv+yj15vmnsL96yMrfIFYWVvhEDFmfs3KKZRyUqSGOiXWiV4RoYDv2qfKD02Yz2dsiGy33R8RzOdjnTp9SufuvEN33HWX7gR3gTNnz8gvk6qNuan63GdmHAJMyarEI2GnDwAtb3V9eNje2lbHxm8dG09trGmTA9QKm0rLyRd5IlItdw2Z5WXWiBFzOfN75z6KfV4PQqELFy/ofr6eEKxrj3W4j+7t7SgzRsbjUf3PDs+ff0z3f+Pruv/rX9flSxe1z0Gkx29Bo0w5zPhw4v9gcG9vH/kdnb9wXj6kra+vqqEfe31sEm2NUzrGwQxMqIOpfTXh8DKl3g6nnJWQHcZ9LxzOXeRx09OGxfMC48npKQnZNEdWJm9E4IXQiLWxzMsrtHlPGGWkucUgf4nbOQ3PdTd0mfPNlNmex6ff4DnkurndO+qXsD9KKFIoAUxX9MFyV0BP3yvVFxEh7y1mbIQmkwMOofv0v6N6APEcqCjkl5sW/3WEsyJCdU2k3VwmDMXcZwW/VuDbQnok8qLDVIRbDrgpZ8rvKL+rZbk/uc8UfDujP4yQ8T+is7y8yhe8dfmfujZ80G9HLX2sAVmnzpzia+6YAop6yqu2SGo4JHTUddaFxD4jN0sasQdaXlnTKl9urJ8E/MCgF/Jtqwa43XPTKjNGImVSklIQz+Rnz9SgJ6VWU+aJCQfynrr2HNhQpMKcLFDwvZhrAnvwkty/7EPPHUafiozFQeQk7Rty5gGFvePjIXjKoZT0JAgFfEOVDnGFtEAQtj2Wqb/mji01TvsMMlUA+W9GJcsOuqRF2DYNvKKFzsAP1EbFne8YRTAUtHV6KkSvAKpAHrlaEBUL4SAW36jhpMfTBH9AriGni9BNwFBuLSBfweNxcMmqPKw1RUSLTHNq9hAMkgYQkPBpGNge1MOQZrCn1H8mdT50TCT6SzBOxOWDoIIA+US+IQwjUUI24CTSDdiDDFZavqFV20xHpiU46HKoUD280MbkIkx6EBpgF4WsN8HPkWs4KNSd1ECUdurljVRHJ/ck0bMghqSUAnmxgMyYoA814e1PYTLOqVHjAWQ7WIwaaOWlkZoF4GcW08yGKC/C0Aae4bTkwcghxoPSaIm39XDihXSktjX1grTAWCPkR0wcLZ/iK4g35LsZI+V2DtvJRGEbIuOPhA+wI5ka2TzqmahvSLifBy63s+FpDuZYfFTkH7ylHj9UdMQIFxq3Z4Nh//TEe8J9pT1tP0N+psLE0S8OHF7AyCvkxEXRFEojE/Yd85J6Jp/iQeW4ywDlCeidClBBZqc7Ym09sv2cV2AagxRMxy3k4DGKemzqsb1ArasgFxFyH4pICvsNmEZgeYVUCVG6jXIO5Wbwbe2g+NMdPyUpI4jbkQ+FhSNERAW6gONyGihgEbZ8yqFkBebL1lF/JuLiieim+jhiT6pWOQrliDj1IpulTWqa8NMQsKzzDahP0rgHkXlyjVsX8eGukoIFijy2qu8sKGsuclt40e7oA17ADW9wjOpry2FiwQ/H9aWurn8JplHSvJTNaBtvTAvxhRwOVzDWhF+qvHXRb6oNyPfUeYFC3GX2TEo9fdD0OM4cgKXYap/eQE8ew9UJbGlyVsci7rbIhL2gS6GU8K/sC/2FrlJleaK42kq80nncSghCFjpNb8ZQ4mCrap3nYXSptjLZn+xGMbc0PIT5Ev2zUqkSJ7k0cS2oakpI0NqmlOH2mNKu9smUTXOPbwrjXb5QYhsD23rG/cwvd3j7SsEajUdaWlnSGptz/3O7S2zOIyXNmIOP0HPEhvkIOmxECvJj+SvIqTOndfa2W7TJG3//OtKYL81LvCke8bW5bceyDvfB1CbVfhJB3qVa1UPe5O/WX3Haqr8mVW1mo+OvBFf5YrC/t1fbcZUDgQ8jZ86e5U3uKTZpaxqPl7XEC6f19Q2dOnUGWzY15mu3N1xr65vUNml3e0c+eMxmnXxoSSnX+tR2pR/N8EEHCv4IfJiMYK4AS8zrt91+m+66+x5t8JXn6tUr+tqXv6LrfF1Zpn7+52/X19d17tyd8t9zjEZj7fH1woeCjjrs8+XFddvfO9TO9q6OOCwEenvmB/vUDiiUO8O23d1dTfDv055+r05tbijnhP2h4CnyTHmbf8QXnIhQ9Sf84vFC2/SA6Pym/wqgV5QztDsbgDRTiZm8KfAb4AgRzpTTqq+RrKZdZqwlFbmHSBC5X/Dgts4BRDAdKfelE4DppBMIwidB9HG3+8NNeFz6EL1ZR3GZlVVYz3oV2tFyvecVfFKrU6REwH7EfRLhDj/1+KVnPBgd1CjwwzoV6Cu1f3Tosb6OtkGtfCGiYDwU5BTIosu2VFhgjoiQ5XKLf5kHXWbH/Obf4JjSxh3l5bruN/L+oyHsvrPCeHOfGzMOx6NWLXkphSbo6O/LGvu/LUBPz7zovZGLyykr+mBZa8BIKcZKqVWS1DPmgzV7xCae5U9LHDK4JfpBMm+UNIIxbluNm0ZtSmoiJCpcqFtEQZeUPe+rJ1AGeIPXSNaR2lAeYQNUWaogLQAGqUQv/ytQ/iLiryH+KmI4XCzThGTaSqUpKmwke76iGP51P8v16LVshW1JlJPIxxgJoIqMPaBtlEBQnwrSIpIECr7qK5jTIjQ7gY5wp5DRI6uc5fw9+XvKNES4OIy6ahsmFEBWRQolkIFpihC3QkWmKSSyyvsO0wVaElsSWxhGA23QD9GNkYhfaA+3Se/2B4XOSNahzJzUNBlACWeQDPQOtqjaMNiCrigwJDML4Z62LRVFjleQ13UzLGcMOvFvypJC9cIItEnYw+ChL3a4qWBXB+tQpd+XukMwBbNBjoyuGxFC3EFhEaGIUEJ5tgdCw7WgFJBId3TGABLxHEkNshk+PpPTBpoIBw5MOD2pQS4hY7mKmipRd4mKC+dKVAOdwaQZdNog7okyJynz8ATR8Tm6YwHspp3EhBzkTujOKSunpCbnAXS+xg2SG+KAeHYc2rTET6LyyXfMa+XDx6gdacTi2UCbBh4Hh9Yg3p5A07ayTIZmdNyMVpkyIzWKlKXI1DwpsDkiFAkE7AhxA3xAvWWf2DkhydDNlztfTxu4HQxPaF2dTDv6gNGrMIEWd1TTCjrXrJBeSBvQV35PccBFYETEUKA7IVpsSbWoWsaDJpLR0zN7jDMthAvhYh0VDllPHOftS6m6epK4BykCsAkXdFIa/aAsgDRc+CRzB/orsC/hy2RfxsKXUHyZgDuV85lm5DJ9IsxHBypkhCTzFiACA24A3bgwDyuIw4+gLkAgGSnJVNg7TAos8CwMOJcMzqladwmdkYhAJUVA7S9X3HBUopxSMeSEUW8SKzW3qJBPwo4aZQgX9CrByZTluLhILAVeqeFAq0gt2Dn4lv5Bv5ix6Zq5zxDu6Es9izglkGd+U3RkdGcC1DVSqE6+th8WrcU6RQ7i9vEwDhgLI8CYEvKsi7X02vY0fHEZ2OG8tm5hlw8cXqB7bKl2IFOoQ6l0kDb/RvqQe+bNAbbffu42akhvxK5Eua4BQZO/IKzP6JEHlKvBcuLmQyjBzwEntZdjXztPIZ/hsOE6iLyl1qfQhjdgXcUP56npRKA8b74pDjcrggDp1rXQKYXMNhTiCmX8v7w8VsYXhTYO1yeKAogLC1RoCx7KOalhDk+0czsaacyhoWEuc5tN8a/ffHbMtT3t1zFf+EtCD00paeR5MTG32WVMyU1uORAsD29v2Uytrq6qbRr5V6C2r12Xv3DYTm/Qjw4nOuQl0gGb9PprRNjT0Sev+28zHnlUjz52Xucfu6Dzjz7Kl4NLbOC3tZDLzOsrq2s6dfqMNk+dksMrK6ta49CxxmFkc/O0PCdb/4SvO2MOJWukjZi3p3xp8cGg1oMy3YemlOtf3Rp8UuT/RPDlr3ilvu/1r+ewc6ba6cPDiJdNNKXGHLBSanhjPtN4tERThOyfZXw3Js11bmiDjF9d35wYR8SLEAU5JTUpq2kb+Trg68cmdp8+vUkbIasgvVFOSSlnZeqLqTRXoZy+wn2g0K6F/mAdoUSu8LSnoK2irqMzRZoowujk9TSSuAp85gwGaERWy8GpJ38iHArSH38XGAbEt4Mn8MQcNxK9jjjLk+GG1MlUa7ORhsM30iIC60KJSkQQBkP9Qx11tisSfs5gxht7t5Vle+YV99ec8Sn+jCBv1WRdWTmygrl0cjTTdOL5UbzQwNf0c4+Dwc6iYn/LVISBhJYBA6OoZ8zs055T9imRQsv69d1eAAAQAElEQVQry/I4WFpeViLeoyPnJI8Vr9E0pjL8ho04pinnqGhSYt8kxlND/x7zBWJKyT06VMugwsq033Jekn+aKfU4Kup2DjTh4F52rkl717WqqVZAM9mT9ncV00NFP6XO9Ae+mGfQsOlPHEpKf4DuPc2Q7Xpe8k72dXiwyxfSAwUvNBIIvqJWMHZ1uK/eX/QAg0TJB+yjA/G5VVXmiA3o4YE60vsDykc+DinfMoQLEC8g8tGRGvSO8NkSB/cxh7QWXS281mnkaQziDfxEOPHlNaE/kT6UdUSZE/E5S4UXKj16OjBD1xSZKfZWoGOKDvNrOjJdN+HQOdURvtnH3v3DPfnL2GRyqCPiB/jgEPtnlGe9hTlVx5hK6OjR22FXBxXlhw9/+Dn6Cb6bqPqOcmIOsSkPvggYqfKmNOxUBV43w2dz9Mj18FTQQzsGEDrL7FCGoOJLnpCpZZHmtmw4xOVUlDlSpTkC2mNTh2xPmQXZUqYyz2X02N2hz/zwXkYziXmko929757iN/usp25ljkR/DsJijAXrmP+1vCiH1Jc6THYxdQ8V1lPkKxVGaaErOxJ1+AyhnNLxwDbHYJwigVSo0sIs6PwiISIU0hwBDfmKGPQkaEbGSCTUtY+yh6KLgnAQqbkIU1PKlzBDlk/OSySlkOV6NhruSEc08pRFpRCvOkOKCEVKigzNUCaglLOyJ5y2VQNy0ygZCz6LZzZyq4ycDy95ntYQ95edlnSHByCXjJFStBWRGi2QUsZ2g/qnpIhMmmnIV+HRU8/qw7kf7csFXH9EuEv1jZA1qp8c9gRLvt6TIgtmx0TXMQg6Gr6nA/TQDp90izRoX2U6dcj1xDvipkZnWesjX08n6xXqI2gRLBlMxhbfRNj4FoAJ6mGVwmN+O1x4FDpij0ClDsOr9UWuEB76HE+HAaVQPSsyrNUg7DSjWiJhUoVOXJUn7Ar71whigIQEL6eknBJtFBXyRVq4L4FE2iJcqdOAxYyIQRdPon6CSFJFtVw9dSz4Tab2CqaHO2SE6gVJWEVxTAJBCFCvYp+bIkSWoZaLPPCGmxTrIhXRgaUEDaBBF09V3oJPHuRtnWxPDfc8gcs8gdoeVgxCQpOf4oJiS1T/ZBXq6zdD1kyiKiW9AG7lnNQyZkajVmPQtlmJvOKipZHnST0K9vT4qthXlGkqUgffFTleKl/41XGjKkGKsJ+1cHjcLiLo87ecPc1CcQjHifRdiPXAmN/UR4nwt4BCHgOvaJ63OG6c4A1pUXUXNi8RSfE4qObPVcZhyw0IyfrIJxE+hlSDIrm4MgS4XSdDZgFYDkKcV2Sh7pJSZDYsY+Uc6vFPx8JBQCkntaNGozoPYo8bT5LnjkPmU//9wQFv7mfMCYFzI5KETGRkiU954eNN1e7OtrY4IFy+fFkXL13U9a3r8kaLZpUUapuR1tc2dMvZ27S5fooCxAJ+qD3e7u9sbemQTYPnnUJfRBzTetatTony2nakhvKcdshC7/9d2l9B/HclO3zFsA5jZ8s2bGl3Z0cz5rSUWWKZE70u7MCbcMDI8Owvz9v+38JPnzmriKjlpZzxT1aLLxrWA8sdsZ506Ng8dUrNaKSVtbWa7rpNvHlh4d3b3al2bvIlxF9Srl+7pscee5T+N6my7Wik8XjAaNRqTDyjv2la5WaknBI0K0E9h8+Yi22v7T69eUoj5CNCvuyPUZvRm6Xghh9RAwomlJSyIogr6g/7DNYM0WlEvAf4tP5+3VQBrfMSY7DzZoN+1XGgjDRSyiPJa1igj1z6K7zc3fuoJv6lSumxe1HviFBEKCmkngHh/kT9XM8ZBw/LztgUtg31CqSMKh3MNeIK+l3R5GjK/veoUh9uJ/QD94UJG+GOl3XFRoNSiyjqWSspURSNjuEulF/oOwWhCmxxekqJg/iyVjiIZ/qcGLHmO1eHzIy+a14Fc6RtJ4ucL+XQeGmk5eUlTRh7/po5YWxWYM8EHJWs/T5reyJdPZzq6sFEO7RrIU+7uaZmjS8mGysara6wZS06ws4ZfXHajHQYjQ5T1j712oO/x8uDPfx2SBn+/9eCPlaYP2Y+ILABD8ajDw7lYL8eJjoOWIWDgw8dvecNxsaML5UTcLC9pX1wuLOlw91tHTIm95k3drevaef6VWA6YPvaFW1zWKr02lVt13Qo/OtXL+s6XxyvX7usLeJO2926xrgH0J2tq9ohz871K9DL2kVmD/l96C50h/w71y5p9zppyOzB30PXztWL2rr8GOWeBxe1c/UC57TL2t+6pF2wfY10eKZ721d1sHNVu9tXtI2uLdKuk3YNHVfnuL51RVvIXEfmCjKXr1zU5SsXdOkyQPYyuEL8ypXzunIVkH5lnrfSaxd0FZlr0Gum4CrhK+Dy1cfQ85guXn4UegKXHtWFi49UXCR8qaY/xpz8KHhMly+f1xVsvXr9EvSSLlH+JfReBqaXKN+8i1ce1aVr53V566KugMuEL159VBeuPKLzVx4mH2nYcQ0916jfVep6GR9eoZ0uQS/j0/PofOjCQ9WWHXTMDrckDrKFw02v2fFY8Rzlvq+0GAXEPJggWlD6o6MSHTwqN2RSGFwwFREKSZABKRSMmhRQgUiqP6bmAefT4qKAIFzBoCOoIH8gP8ygUkQIlrLfCDCB9AyQIwbAAadoL5ITJo0Zk7cXso5TWj9H0fCjqlxKkSQQERoGdVZmIjgGunPTyPBClXNSTsjEzUjEI5Ii4gbkcJKgIs20EC6itvYVKBViogPUwfXomKh6JrEBLL5MRD0o1KEw4Cs4LBTQs3noK52ho6uTX0G2B6aFyaIHHVjQjknNmEF9yDC6uQ7zO2Q7yu/Q0dsm2xs8sF1yfU7CfKPWioAphHuoG/6mjj27j8LkX0wNTtmOU2tapJfMQ65UUGfizmMMvKIFRbUiQpFCBCoSYWPBi5oUqj+RFLTZ49sopSQjp6ScbmDBS1UneUNCEToIcIsrYhFwpCj4GpcAsfntOnXUrRPLmIKRFRGKuIGCZFGowHPd7G8VXMHDcYKKCKQWIFjvG3EnO1bZwtYSoigteNYhC5FWFPOfIpfCYxhOtLH7iehbol3MvwkhRQS+AoyNZF+mJMGvdtY2G9qHRlLVXeXxKfIt42fERq5lLDU5KTGmE+kRgXjR0MY94U49NvS13zluFPhz2KXzsvo5dfmWL+Qp9BmP9cKYWFlqtMriusui5v5smyIC207ejhsneQ6bR/3qxh/qilYs0kjHz44do+qGX+VME62YsZ36CrARCFDQOQCL3AxVgeWNGiHB4QUov5bl+Dxdi4wLuuCL9oSHbygYKfxWfYZK5hT/fx2Xr2zpgK8KNnfGBspv7MlV38Cura9pzNt7zxN1E8+G3oeHq1cuy/8ErX3sObB1W7YjZWhqGvkAEimUUlbQL2g1XmZ0UoQa3t5n0gobJP9HeROXrdDS8kotMyHvOeeIDXzHHIT1qheBHpsPeSN5SFqhTo37Ug5l9EYEfaXIXyi8Ofe/cLW7u1/t3PVmhg3P8PcsU+2z4fG/SmW5nnlNlI86Dla9TnGYOHP2jNY2NrS0tKSIweZlNmhjNvvmue86vr6xLn+9ePSRR3Tx4kVNOJT10xn0CDum2qWvbXPwunj+gi7wZeYaB7BDb8LYtIlNX2j4EVfgExqo5nPdRLm2yf16xvxb6Ms+1PgQ1zBuxqOWXAWxpBF22SaryDwiAn6QrkqTeaLfKPgRV0jIGIQUvPUM3mgHYz0worjgCuHTnrfoM42WVpRSCxrQ6q/qctf+yx84XBuPM9PBQrdvQ59MEXL/8Yu5vi8MBwYCIt4vjEYNh9JJreeEw4R/vc/9z4fSmfspXzg8Rvx3S/v0oz36j/vWzs4eB+mZCnNNDyhC1W1FKrWMgotDkRJUYprT4vK42jx9ijlpTQ32HbBh39re1j6b9Z42qHIFPSiMCOzjUIiCYDKviCohhylM47bRXXffpVtvO6vDSdHW7qHyyrrue8kr9PLX/aC+/XU/oBd//1/TS3/4x/SaN75Zb/nf/mf6m//Nf6tf+K//rn7uv/w/V/z1/+K/0s/85/+l3vi+v6EXv+5Hdd+rvl/PefUP6Xmv/VE9/zU/phd+5xv0ou96o779u96gV33/T+mN7/h5/c3/7P+o/+Q//Vv6+Z//6/ob/5uf0/v/xvv1bvCuX3i/3gkq/Rvv0zv/xnv1jp9/j97xc+/W23/uPRXvhL7z594r03f89ffoHT/7br31/e/QT7/nbXrTu9+qN73nrfrJd79FbwQ//u436w3QH3vPm/Uj7/5p/dA7f0o/8I6f1Pe//SfmeKNe/7Y36nXge9/yY/qen/4Rfc+bwE/9iL4P+rqf+mt6PdT4fnjf/5PEf+KH9bo3/hD4Qb3ux8EbflDf94bv1+ve8PqK73vD6/R9P0r4xwD0+370+/S9P/K9+u4f/m591w+BH/guveb1r9WrX/edeu33f5e+C7z2+79b32ne971G3/Hd36FXfder9IrveqVe8dpX6uWvfble9uqX6iWvfknFy6Ave/WLK+/l3/kyveI7X66Xv+bletlrXqqXvfpletl3vFQvNV71Er34Fd8OXqgXv9x4EfRFeskroa94kb4d3ote+gK96GXG86HP1/Nf8jw978XP0Qte/Fy94KXP0wtfBv/lz9fzX/Y8Pe8lzwXP0XNf9Bzd94Jn69kV36Zve+F9evYLn61nPf9ZesZzn1HxrOdBn/M0Pe2+e/SM+55W8aznPk3PfM69Fc94zj3Qu/Us0p9t3n136d5nndM9Tz+nu8G9z7pLdz/zDt3xjDt1F/nPPeNu3f60c7r19lO67ZYN5XKkni9IU9boQ746Lfp+Grr3zc/a5xkQC24NepCIFOgwbgjPBSKisnrSe4dvJFWJOtERIkkuMCEXEYq4ASJSSIKXGMgpkCI8sIrZSimUMnxoz4Zlyucs/8smhywIR3y2m7liTBDMCfKE3mG46aJ8RZJQyE0wHUNhjo4vx8gq57uZCt4CTG7UusqQcyHnCaqGewlTxHoiXu4yKRZ5ganwAYlDQGfKotNVzFi8Z+Q5AfgFeGNgOqBXIV/PG5yexiymxAdeJx8qFnI9/J5yejYcx0C+eMGfo2exL0DVaXKNqI1veyERWMBxohqoXWaYY7jOpoJJ1TlyWFflaJiRiwS32CGmc9Q0JlxRcgViPbYsUFBskPn4jgiKGZAIG0Hb1j6TzE9K5icoICIFN7wgnnJWygNySvUQkthEVVSZUETIV0QoEggwp6lSUkMK14M6lQo2X9grQBKJQbpJ+AGkypBwdw9KRUGeasOVs4JSURlk9WI9pBOpzOERwSKMXUWx8B7U4QaBrHB6kdwPcakthT+0TlAmhRBHgBSkCDvNcSkilFJSYz9BC3HNL9vbo3RG//LhyXFRspGRb1gkGzZPDqfqK+zmplaUVOQx6XwzdJh2bA47BkmPDtvlGgh/io2SSOsN+qvL8+74igAAEABJREFUdH+tlLzut4X+PWXsr64uaWVliY3CRDN4lukYO4WKR0/hc9u/OVnImS7wxByheCLzJKc4/QTs0gVOyhG27wr1NiV640bewyJRVjrh+xsCIkXDZVlCAcdtZnmPhd71Bz4IptSoNjn+sM8dtmxE4K8pb3r3eWF5oIJfM7Jt28gbpqZtoa1STvLcdcQcO2UOqTpCcvpoNFbD5jhl+hx25EQCdZrwYmiHt51bbM4nfCVIKdOfGmXLUS6icr17bFqEZ8xVh2zOphw+zEs5y33IKgNGlcd4btm+MYcHb/JGlG9bEFFH+9s+hyOShl8NmFW++8YGh4577r1X9z3vebrrnnvoN6vKbA4jJyX6bTMe1X8K98zZs/IXjQceeECPPfqo1VXbMVqFg4X7YsfcGRGa8WXlcP9QMw4mVF0JXk623Ug1Hyz19i++XeYgZrvb0ageLFaWluX/GHGXL0F+keaDRs6NIlxrFx3oTEo5y3WzH0SS26unjW1TMHwDpssOCXkpUkBDEarwIyIwMSmwj65TbVpeWUEgebghkiSlOjUT+I9y13JClPu/XF0olGmrnj2ACA/gmaQEP1HnQp+aMT/ZTzP8M3W7SNrb29UOb+T3+Op2sH+ko8mMfj/V3sERh4JD0vfkA6vzBz6wwVP6fGE+ypGVAi6VCcZ48FKBEuFlKhbVjyJN2GT73CfbppWI99WemWb0TYLIFvXotL05ZRXmOOe1/ohQhEHOQDVzo/n33fc8ve2d79EP/rU36VnPeYluvePpeua3vUDPf+HL9Zz7XqznPvcleu5zXqyXvew1+r7v+SH90Ot/VK/7rtfr+177en3Pa75Xr/+uH9Drv/eH9drX/oBe+MJX61n3vVzPeu53sLF8FZvT1+jbXvTaSp/9gtfoud/+nXrFa16vH/prb9SP/diP6o1vAD/+o/qxH/8R/fhPvEE//pM/rh//qR/XG9/0Rv3kT/+EfurNP6k3vfmn9NNveZPe8tafBtC3/bTe9vY3663gLcY73oz9b9E73v22ine+++1613vfoXe/Zw7i7654h94L733vfafe99536f3gZ973Hv3s+99d8TPvf4/eX/Fu/Qy89//Mu/X+n32v3vez79H7fuY9eg94L+H3/vX36L1//b1678+9T+/7+ffrfX/j/Xrvz79P7wbv4bD0XuLv+YX36V3Qd8J7J3Lvgr6HuOm7iL/vF35WP/s3f06WfSf63v7+d+pdlPkeDlQ+hL3/F35GP4v8z5LvZ5H/mTkcfj8y73P5Bva8G7vezeHr3dj6bng3Ad47SX8Hut/+vnfq7e97F3i33kHc5b17kR+Zd5H2LmTeCX0HeDs+fBt+e/M736a3vPOteuu73qa3v/sdMv/t+PAd4J3Iv/09b4c/wG3wduTe+o636K20y9vf+Ra9/V1vldvkrW97s95K27317T+tt7ztTXobeOvbf0o//dY3gp/Qm9/2k+Cn9Na3v0lvfstP0ObgbT+lH3/TG/STxN/+Tud5o76XA9nd586oZxwydJTbzPqveiX6NZ1cxxBXRCig8kioA6mG6qNGGTnhmd/pVW549FHUAea/yrAIovN8NSd6rTkUMUAK+SKqGiSzB7nDkRK8kNMiTA3UMRA9UHsGqxeZGQcQv43yYlXYoDCKLTS8CcaIaivFD7QoJBBMrIRJl4GhhUWhMEl5Iq/UcdCT5kniJCwrFp9CWrEMk0hdEAg73rEg9aBDBpXqkOsdphE8+cxgemM04+2YqdGT15uwWg7hId7L+gZ06plsjTJPt0yPH26grw3de4LDFz3luT494VLzWkenQvk9KOQ9BnUo6C3YTVDCS+IKIPtfQcdhwqTdS+VJsHno+Br4NcfAI2iZoF+YMVBLGXDse/QJzSJc277GRbQQmsuhB2nKi2MQ4HY8QZN4iJh8LWgNs0gkJUXwPAHHDW/SBpALYxP97iaYByJCCURAkYkI+bLN1W/4DqthwR9uwr5DAYkIRQwgSo1pK+8WqKXj85oSdIi62x/0m3IM0WdD9UKkkC4lctMu6GXoKPgRiAj8F/SXUG3LKk9KklJ9q2aqeiFBjnID5CWCXKqbO/siIrS4bE9HH3Gf7ahzD1zvqgcx+yjnLMN5VfO6Prawx16DOH2v9nUMtM5anSIt9AQecn9JpuSSBYBlcYnEI7nsfqqzpzcEo44zy9km24c6+I+7n5T5OJmniLobU0XaQU8JPcUVQU7Kru22oMjW+AlKEB8I/QHmlHYW/dgopo4jVcPoUkVRzzgnl5qE/1Pwxn5U25ChjiJ4zYh2acgp2T+Gy8+0lzdJy2yA/YfU6xunNCbctsizKbfPJxwG/CtWe7t78h9RH/iFD3OvdTRssPxrJEaLvNsgIlN2i2lF3ryJq2VTL/wwY15yH4JFNEyQwyba02lTDiA9Rtu2mkieoD4RoQRNpmSDUFShLr3c5pZPOcuX32oX9DnsNPdFY211Tac3T+npT3uanvOc5+rUmTPozOjo6sYQL9aDxz33Pk3XOTQ9cP8D2t8/UKG/taMRX4mWOSwsUadO29d3NOVre1DXSFlRaVLK+BpESpISdQv04wfqXWirgJ/xUzsea2l5WWtra7wdX+UAeFC/nkzwq/8uYsqc7YOe7c8ciozCeOkZf8WK0C4F+qX6oG8EcZcq8SKkwuMuEIBL2UO2hFSDz4rsk7Ydy2ORZMlOVdQffYtXfIvyfxnxaj8Pm2nbC/sB3KkMw/2i4B87wzxYfOnoZTrjwLy3t1O/iO3zVWOLtt26ek1bW1e1vbVd4X7XjtwmK1rf2JTb6IgDdKG85IOgqCHKIoJQyHymp1oNRKDwI2nKQdS/EnjovPRB20kW5BHhdvvLGugvLsN5rSulRoI/QPOLvk17t4zdV77qO/W6H3yDXvHq1+m+579cuV3Tlat7unplT1cubmvr2r52wPZlwpevaevSVe1cvqKdi+Dyde1chX91R9dIv3p5V9evHuratQNdJmxcRde1a3vwdrVF396+vl3/rmp3+7p2t65rj4PxPjjAX0dbOzrkK84BOORr6YQD3ZQD3YA9zZgnanhnV1O+Ss6gHbyer4LBId1I0ObgUC0HvxEYg+WDiZYPplo9mGntcFqxasqXqY1Jp9OzojOddIYXSqd76RThU+ytNoHDp+nEpzkUngFn+6RblHQrfr4ttbqtGescuD2NdBvxO5ol3TVa1l3jFd21vKa7l9eh67p3dVNPXz+te9Y2defKmu7g69Idq+u6c/2U7qBfGLdvbur2U6d0++nTuuPsGd15y62667bbdHfF7br73Dndc8eduveOOwjfSfgOAL3zLt0zx7133aV7775Hz2CuedbTn6FnP+OZuu+ZzwLP1Lc94xlzwIP/HPjPfeaz9bxn36cXfNtz9KL7nqsX3vcc8Fy96LnP04uf9wK95Hkv1Iuf+3x4z9GLLMP89qLnPhdZ4jX8PL34ec/Xy174Ir3ixS/WK1/8Er3qJS/VK18KoK8A3/HyV+jVr3ilXmX6MuhLX6FXvfTl+o6Xv1KvfuV36Dtf9Wp95ytfRfzlxOFZ9hWv0Kte9Qp9x6tfpu9+7Sv0wz/wWr365S/U6lKjGe2SR1kCNJV8JT9ER49gwEA9cIMZLNgQBSNqAC2p+cUI8QDxRNgzwHtknRIRkCLmPajDYpBByQp34JFYQBWF4zsiKLWGeAR5inomeJdRGLAw4EsRyDGgeaLYpXZCUmJi7XnzP50cajI5UMeCVXi7MQAZhz3ZsyB7IevYkHc1PFNPuHe6Qdh5ej699jWOizgUFIMFUNS1LIBdPbCeDt0DZurQMTPIbzolXGVqeR3pRq8OfU7327GONC/AqKOIAnrqPweTjcsZQF7yuQ5DvK+ytolThAqTr8NGj509ccuVGu5Ved7oVRDHx07va7xTwYBCe/eFJ5CBdyNCOF88oaoXTUpykfNYhyzLjoym1QJK5OBGquaJCCV4ETA1v5yvBotqf/OvBLhHzmUiQvUHarEIxwRPEmHNr4hAd6LIpJxyDdf0EH2FG6MKk5AU/KQbCMKRJSUJHQuEQol4BKEFUqo8ccFiQ1isWK5/9XH137y2UZOQXNzwqat9W3rCKvIhnScCPbGCC6GWIQYTBTwpwlFcS3mqcBwx5EnkZt5FV8CmUPla0Exk2PAU6lOIQZCTvAimFNQn1XBEKGIOXJEIpxjSJChxBOSwy3adFwcOh2u9SChzBAYn9GRvvIJstdRqQbV7IUeEOlEDfOdwhcWBs0WEbEtEICd8UhQQVKshkJijjAbG5sbGsAFEIrF4uwxEFYGgAxWlPp/4MP/xwK5qN8XOqUnVRj1t68Lr5i2w0O3yDee5iWcGRdHiA5uwA1WWgCmEO+Qf8Xw8IkI6wa8qbBN+LMwRxXMSc0coaWl+eBDtWUCAhg2U28Y1m/AlYsqcGQrlnHiGmtyyuV4i3iqQzykpzTe9pn1IR8xtB2yqDtiQT9FhXYs+U/Pkhs15K//K0mg0YiM2YX4+4ovAVP6VqBlvmm2yFLr5wqtUyH6YUZcp83HHmDkpM+QoLGgz+e20/0nabTY+294AHbIGkM/5Lbe6tqZTbAzW1te1tLwkz7uXL13SxQsXdMG/InXhfN2Imu++rAg1HKJ20LW3v6fr0OnMf7eRFSmpbVs2pBtgUztsvLavXXfVlXJmLijq8XuPvTO3AXDY9VzA8Q77DNvY4Nd21Nb8Cf09bXjEoSPlVA8iq6srGvFVp0FmvDTWMmFxOe9ibBDFBpxWA6Hhh/7bHzFuAOPEvEKKRYoS8iCyOmxs2Wib75deeF8RSDOGETL7L4xA0tkqCP9V3ZiHjUmRAp93SikzHIORFQrq1sAPibZmDYdTnGIe/l1b29BpDpobm6fkQ/JoPNLS0oo2Nk7ptnN36I677tFtt90u9xmpZyN/WRP6eduOKCcopxcPtFKAbxrW+gvtRjHIJJILX1Im2mWTfcRh3f24sA4Hudy3GsYG2dAjOKGM/YlQT7/hJpRUryBHCJ3BmAz6+oF22LyvsCnO7bKa0Zr4aKOrWwfa2gXbe9oGW4yF62CLzb7/bmjXlH68df0qh4lr2t3Zln8Nc+JfO+PlwSGb/cPDI3hH2LyvPQ4PB/NfOds3JW7ePnr20GPso2OPr5n7HEAO4A/Y1QH27VO244eEjwhXbO3KB5XJ9q6mjBtjAs84gh6i5xC+DzT7HGz2iA+HnG3toaPqhJq/e31Lu4y7HQ6Nu1c5DBHfA/vA1Lxd0vacdu2aDpA9uH5d+4T3r1zTPmn7xA+QrzynI3tA2t6Vq6oylzmwXbqs3UtXtEt4j7SDq1voMtBl+QWc/xp89B2Co2vbOoR3yCHviPghh7cj6mM6YEuWG8JzWew5RMcRsuabHuGPIw5/N6HytrXgTUgffLkDb5ty0U35R+g6pOwJ+ibIGFNoR/8o9JV+91AddLZ3oMLBTxz2Cv3A6JjTZ3uH6ulc3eFEPe2kkFwAABAASURBVHN1x6FvxmGw25tounukKekdh8EpB8ep5dDR09f76Z7K4VXtXviGHv7yn+j8A+eVsxTMcx6NSo18zXt4HQOO0+lVIa4AjCKeDDaexfCIAb1HCJLmecHJqUoz0SH0JDdZVLMwOguRAeSxAg8w8gT6BELYw0DugSfojsnc8rBFsiIlEMrMcMGALnWT3aljEz/ls+iUtw0zFtOOA0DHwtUzuZp20B5dNU7Y8QrLkccHjh5aiPfOzxuS3vBCUXmUgb6u5p2pY/GtIK0DM+IzqP8YbUp+x6fETWeUO6M+Mzb6U9uJzhrnNEhQJImq4D9qD69w4OkoxzZZd0e5vePwe1DIVNDpCa8nYwHVXyjqCB+DyfOJ4aJZlRGpAzrapXe7QM0pxymyy3XycpO5PEPIlwpCmH5SrmaE19NOznNT2jzivA6GktyPkts2QtzHUOimq9hO6lnZc8GIUNAHo+anf8SQ5aZy5xGya4CF5oBhvTVhyKoIp80jpAufiYPu4PPC23X6A3bM3DZuD8tUcecLub9b5wIi3SpdT0sMfDLM7SJUnYgYeQst0D0JerwNrKBmqFngwZgfrqSsUJJ4iiugiYIjAjkzgskgyb7OKSmA5pflDPOCSSIiSLmBnkOcYVf02G1bEaBqpUJYPNTL8Q4etiLcg0LakD7wCrweBeYbThtgjUbU8ZAcRI4PNdRE8KQGm4OxVEDDm+MNNpYTxm7OjSJRT2yLSDp5FWoPuz4L+m7GwiaksItnzWoZMlAPcj4hD1LwhAChKmN5o2Z+sofVIO/bOJnvCeIRVo1eUmo5Q9z5QgEzFBHQKjaXG+JmNmySR3VTGWzCZmyKO7ldWzbWbTuS/dbTf73pmHB48DzV0Y+dN4I8dS6doLfIfbZFX9M2wvny4aNH0FQUWegMU+ZKv+E1jQjGR18RtMMMvSfnRJcbQUYqUypQlgAs651R3x6dFA7TTptjLktMiNa+ILcXc2pHHQpzpKjT0cGBXK+mGenW287p3B13cfjp9LWvfk33f/1+nX/svL72la/o4QcfrAeiQQclk9e2Xrh8UR/80O/qE3/8CXnz6A1qylmiLqura9pk47rGG1DDG/fAmkJe19EbuimLtV88eY4OxkxibGYl2Y8oqXein4prht/2/S/mcGgqEcr04UxZo1HL4W1U28m/CjUajeTxkpCJiKorsCcitLhSiTr6Q9RFEymmSv6jTqn6CrdKyBQgnNixZrkcmEqoMRYvDsQFS09ED68cw3lvQPBBgVNo2Tn0H/kK6u1xRglKKWtwAZYSiMjKTVLTZqUcCkn29YivS/4X0M6cuUVneTt9zgcN+sVdd9+tO+44p1tvvVVrHPSwXEeH+3wBuarDo33aYEz+RBcp6mnjRbmolcM8RIJEPwzqHZTYTXv2B4bHHf7qpcw8Nebw6Hyibycl8khNygps7r3uk5/bTYMYoRBlhyIJW/b02GOPyH8nssfm8ICDw4Q9ANlo7ZCbdMZeyP3OY7BnzKGk3gW+ISRdBwndNcWPoohwQCklwlk0G8B+vrh5Tugpp2AzTLIyV1o3vnC8QK3T5S3QMQ47+pbH0pCftQC5Qj7LmFeYuxfoSav7IcqYVvQ6gncSh/P4ITqOyDvB30cGYceNQ75+H5WZDrG7gnofED5gfjiCHqcRP+SFtXHg8Tc70j444CXD/vRQ+9MjHRI2JshOKaNSeB7jM+/vmG9moGPdMXraowPm9XwF7R3mQNdXTOT4k2OqDvmOTf6Mg6AxJc/MYDNvOoUa/s2eAQeaMF9MjgY6JTwzOCTPyDfYg16H0TmFTk05IEyZGyvoQzMw4fAx5SuUeUccNCfwpnPMkHf60e6+DjmAHoCjg31Z7hCe/45vytdDo5vsqJ9u1YPH3oUHdf9n/0xbV3bVjlt6XVITI2XWHk787vkaLve7NARFeBE0JyLMosMV97M6gcFSMEslBkxmkswMqlykBphGzejHAHISKMd6enp2HbRwh5scEXLHF1KFUdQzomhv9XTEng6GAfKFmBKPCPIwgKyndn4GR+0QdCR37J7MPZ21AJSoEHe4gs5bkFelXV2UewaKZXp4PWk9g6diEa+0Ux1QpHUGnfJYnjwdZQ1xdFJeD7qKmVyHvpRFNYgXMEQr20lMUK5qoc5Gb30V1tfL8VLjPfUZYN4AZBhofQVpNLfLWwDz5HC1kUL6ioIH8SqupHgCw3Owiih82c+mRKXjgIaryMmqbB7cA3/+dBwBmrOWM1jlMgsCA0iWeASTXkpBHwg5fIwgbuibXykSaoAC8xNgQhe0ZnNZDoQiQrWc0PFVFww3wjFnCFjEEGkFVFr9PyOIv922837hdFRLZFiUZlpr67warpwT5dsup4pWsoTQ5/Qhs1PMLTV14TXTUv3oZz3QYbh96w1gccEgAt0gxGLEhkemQn+otj9BRYTS3I7kcBpsikjiVk2bp4t8ciESNlIydXFdDZHo5Aiehoar9i38VOhj5BK5SMB+4oU69fTRYq6peXNYFsF694yBjkP2lElzxsSbydeQktDbszAEvk/kX1td1hJv9j0em5xri2fbVRBGB8+53Whf2O6yHwdSEXUmyJPcPXl77BxA2xMu2NTDL+BG/nKseVCDb6pViSigTQr2GSJccZzuNgOkYzTyvosfAwgGbRGke5MZjlPHMOBn5uMmM8GzeQ3CfrO5xVuvI3xof2KYb3l+nDF/uYycUj2Y+IVNTpm2z8rk39jY5E3whnxASfSFOsfXg0dWYWOnnOXNcMvhJuUs+8EvWvZZ2Pw1RFz2S087ra6uyl8dMnIpYT0wzSkpgk1dknp4fQ4oGQknymhAOtGvqK5NRkBCixL5W3QujUZa4+vGBl++xrzFFpc3mitra3K56/CP2Ahc5c2lv5CMx0s6ffaMNk5tan19QyvLq2CZLxojCc32zaXLl3XlymX5D4Ndr0jYxiTqfxbYMrfffk7eyHb00QPe/NnHiwNc7z5a169eXg8KcXEtqlJoL6KURL3RecSm4Ig2ch/u8deUjY3bo6OPiUwNC7Y3mtd5axvUOcGz3kBJhJ9iXQ6l+hMKl+d/epODR/CyRLR6LIATkVCPDV4LRuNlKTKgHejPMpARVzwliqxP6LwBhP+K78CgiJDbIqWsnBtl2j8leAEovx6cPDCwzf3c/VLUyQeslBP1ZpGl7pmw+5fr0XtTyiFjd3db165d1sMPfUOPPPIwuhutcMAUtbWeFE3tf4X87tviCiDKNjHSIlwTCqyiFEkj2nDUjuSDRk5N5aWU0Rdy+xaFUIvVZOHpKSXgOSbq0+TQzi5vtLGzYTM3pY0LY15Kshg9jfzMS9GrgJ6+0xfmIhARWlwRlEPeHpgXEVaPi7AAfWGmSn06HBGKSIoF5PgcSIVhcWCfWK/hvuV4QV6goLs/Abq9bMICpQhfiMcAqlytgH0TRZW83vWImd5IL8JUEIoUkhEhceMF9fyUm1Cq3qFA3biQdx4Dc8kh9dWXfX2R4jHp+vXFfKOoJ8Jd7Xc9ejQXYKWIESJGgvvNINtrobMfUlWocK0Tmcw7RuUX7DiJnrhxgmc5bK9LCjqsb2F/kX9Un73tOIGeBqg8KlBolArqW9uONNtc5nGXaHlrC9behJ5EuREz3D0Rn1GUZrvaOf+wLj50UUccwPs0UunGGsVYrRKWaf4kGGBxOyniJEcSiXagTXdSbVNahnGjxICoPGQSQoZII2jxAVRZGCgM5TbRcBUkpYiQfwhxh4RpTqHeLJJFPgi4Iy8yRoQiAjnUo7DHMZ5k6gmbA8Rsjo6DQcfGsGLWqYPfVUrY/BqeqT/B7+H1pFVggGnNP+cVFgbDZRanA9OhcWgaGqRnIusp29SyRo/cwv5qOA9qBovuRh0IcPdzFCpGmDzlcegp3/6olLSeDnMDvfoFD53E6KC1FPWejGiDYipSTIlTOjGMoY0KcP5CXgwwUzga1F4he9yhGiASWaKpFDDDDR/E56idnnCPzuJyEiHooJdSCQfp3EoEAqUVNSxiN0NcEUjMQbTK1Lzw5BhuQ0KBQRGBL0OSwZM4tyIC2ODQX+QK+Uc8UY5fQsNlHxV8LfpeqYs7daKuNbWK1gfRIYfliaAn1foOfkAGZo9ep1tfb33GTe1aaNcbIEu9h9w1WB9FCf2ZsOvOItuJfKGOCcV9uCelTtaJ9JQkaIKmnBWghptQnocjAn1JSKo2L3a6f/TYZntFfSNCviJCgT4yOAqKLNOTJxxznehphf5bHJ6jR5dRoBXIFwPfHuzvaZvP0Ltb13TIm5VSDxwzsVMWg1aH+9taX10iTM24U2TqWwAR8gd6RDlR7Ry8FTcMxKpv5S4q6DoJ291TTqGcQftcH/F56EnJU9lQsK2QY6HPYUyHc+N2GoZUBkNIi3S3Uo5GEUFaaMrmdWt7V37z3+NbbvxSNKMvTJjv/FZUtFc7GrG5WuXwtqQZXzn2dnbIOyO+LG+UPI91vMxxQUFHSPSP1GYFSDmr5c18YzSNMpurxGawKNThg0MOjEds+FPKmFzkzbTnZs/lPX6rtocqcT/pCPVUynMHKohRlcfdtXrmkW9o1+DA0GJrq4569RwE/CtWPoQgIn+xcL+q/5fCyooyNhfK9kHlzjvvkr9gzKjfAQemIw4Ak8mR/LLIVnWsBQV/uRxxkOj4gn396jVdePS8tre20H0o14fK2SJZ7wKun+fpjnXDB5IJvqhtR63oSXJ97SeHZ5RheZcZjMe2bdW0jbwhJVp93OJvpyccYH+6HhFYhp9R5iS7TDQRtFeKTomvHWKe13x+cvkD4LA+RbiMZZXIqGC+wC8db4IHW2qV/lf1CGpmg2xfwjE5J+ECpYCLH8y3/3t8TmMo51BDottxyttppOS50O3ds0bPeIO9v79LW17T1SuXdO0qB03mHPt/bW1Vy8srSpST0JEpKFJSikyZGZpEV0VlIJMrBjOKkqRMnoZ2tK7ReEQfbeQyO8otDMaO/pQU8p2bFnN7bGPCVm1KmT+gSMyZSdIBB6P9vR3G5lhO6z0feU6VaEPVUBE/+IKnCuki/mSotiNXKfkXN6XVHDUP5i34pou0k1Q2RFW65sNNWgD2N70Xep5SyAJPlojdtcSnSq95nGg4YvoXgXRTlWsWPAkttUwdFwsL/xJlsirkoklr/UVYtQe4xW6gzOXEVU6AYM1nnsOPB6WTPjx7QgNEWz8Rx3lDSA445j1JYFGm61ZBrlpSIcV3pQ5Y10CtZpAlRP+yyJQ+HRw+Wk05e2zr2oXzuvDYNrNP4ctViGmTCaeX+zG5qndMnwBvMrDhJn5EKEVSxLxW4iIcEQqCljc1HBV8UxtpukDEsQQshxeQVVReKBEJeYD2tKgn8MLgcyU1v5xLGp4ioeAETzg9k6dpx+TjfKYDZtS7r4Pb8UHGvA7+AjPSF+iGMItPT9lVL7q9aHZeKKyfuPkLXtV7zOuYaCjPebGtmG87tbivEa08AAAQAElEQVRoyFrjwrMDM6rBxMPBpRjkE/mOQX4UqmLBxzdeEAWtmyyow0LW5RlCV9VR02j8Rd4FrV3Y5c/BTMQYqVykq7G1yXA198LjlV+I+VDhGpTK8YOQdVCjUrUQJ+xb1L/qQGFEaOhPSeF+xUQdEUzYSTlnpZyUPNGfQBC+GaGIkK+C7kKdCtRxKTRPkhQSiAh0hiBKfoTqFRFKUkVAfS9oDTuCTAQBEJr3zXl5jgueFlcMAdfcoYLdIp/j1SfO5/Y4ttVS80wO4rdSHVYjx4+nCoSwJ4ZUv/EbgkE3KJrRT2fur/SnnoTaptgS2JRSKDVJAY2Mv5uslEEQTkkBlamiWrMw1/WIGNJThLhl6vYcEFpclvUYcT/sqXdPfyzQYmVOhLqfWqZ3GIRC7iszDhrTyb6mR7u6fu08m4PHtLtzjQ3yoVo2wOM26fSpdcbvlOKoWdXnIGHGQODj+lYGfQl2Qi1BQt/6jVk2SZgOSvWt7S6UYcgCC7U4JFxQwDgJoos7wgmL2FNTV+nJUmt2VESEIgYQEC0n/x55w0HA+dweOeXafkdsKhMb2GU2VStraxovLcmbovX1db4MrKlnrvMG7YDP6dd94OPT+gGf3Q/YlPtfEPQmO+Vc8y0tL6tlQ5VyVqSkTHnL8Eajce1zR2z0djksRoTO8XXAv5Z0yCFkShk+lDy+XnXOCalHvjfFn1WGcERQtaREOQu4r0w5ZNS5l0bpqaH1jpbHfKk5pdFoqebZoh6uyy233CrbPMGGne0dPfbIo9q6vkWz9fL/73HnXXfLf1i/Qh028M0Gh5Rl6hT0o8LK2VGfGQezQln7e7u6wheRvd09JYXG+GE8HnNQaOSr9mXGXWe4vsD+OPTBhgOh/di732AzBihRv5RT9eHi69AKX4ka2qpn3Lajhk3wkoR89YlD7uJECn7CBDikmsdYt86cEv4SST1gXVGPABmIideiHXLtaFmpWVIJNr7KivA4R47DSugvdj2VXFLIiHgqCf2FL2sITC/iQS5XeYZve7cNkUJZM+pDBUkV6za9gQ5VgNmRQilnde4vtIWQt66jowPt7GxpZ/u6Zhw+R6OR1jbWdRv99enPeKZ8gC20d0TU/CKfb5fbWTH6I6glqGmSqq0uL2X64Ii+sVT7RURgfU96aNyOmL9GQvXCZLk/l1JUL0iENRGDV+gDPYek6dGhrl25ooz+gD+DFxHoJAPaka53jZFu5YVCXFeHb4BQVFFRhRuA5byQb+mOCGESdojLiueA75CgJPwV3DdbW6ss8/7yWOgwXWjBWze0UqEityUB18twzaAD39JPhGr6wLf4t4aC+AIE/6ruRRHQggOK5yhTlwdvIPMAEZJVqNeMNb0rMyXWF/+DAo984xFd2zpST9q0kzrGakda6Vmn9/fpK/iO/E+80e2Bnk6kWDSzSSGXjEhJicGVcwNFEgMD+UQPjCCEDgmqk5eZxoK3SDcFZQCqZHgwDoeHgvGFwUk+y1S9oYiAMTSmHdUzQDsmox64sjPe6jhc+UwU5g3xHn2dHF7Il3key3RMTr2dBe2s02F0zXijNjOvxjt0oIf0HhQPcHQUyimmoEeuEHc5vdOpVAG1cnPLi3qifbVlkMM/Vbav/GLd6Bpop+LW7skManih7wT1pCTLoYcMOMg6BxR0DTx6BJ0lOKWKjlOBLXLDox7pmq9SBT8w6+1wosMBuIX2qEXVNKRDaOnVs3hVluBxy3RgkCsUcRLHCZWfsvvWzYhAHrGYIxH3popovYv1Y4u0kDClXxIPkEgzDVMg4PAgLy6nCkkQetwVlS/KjHlKrZKGWKkRh425AGkRSREhagLNCsYLLEk98V7+jOB4JMslweSOPxc6eVF2rTs8HwJ72tLxXoUuUGofndEPp/TDGX2pw1jLFb5AKYeqrxnXCRuanJVBSvADJClBI0L1WhDioSAtyflSynPqeMgXZqnQ/4ye+vaU6z6GVdhlDn252oof3FeiIA/oTAXc0Ikm0qezA+3tXdfBPhsFDh9Hh/taXmq1zia68G7FBy5RXkI81bYtuLdXwpihpxLAJ/b9E1FI7IGpQfDJbpK4VauCjYUAFqPV3CfJYLaxSMI1EaFIIEIydOOCAysqhNZa0CKZshyMWKRLhHjEICoppTS0HzLO3mMjzLoBuu3WW/Xq73yNXvaKV9QNdsd81rStxktjzQhPJ1Otrq9paXmp/sH19vaWDjiA9PSZjL0JnUbLfO+N0whaeGt7wEKyxwFlxoa6aVq6FB6nvzXY0tIvTm1u6tydd8gHHPsr56SWtJySIoVSgARMAx5UvoKHw/BUKdXEBz3zV0Xtzz1v07oK9+uWzf865eW20T522f79PfoJh4kXv/QluvX227VPnY4OD3jLvaWHHrhf+9h+333P0Q//yI/oTT/9Zr3jne/Q937P92iNt91BeQ1lR3XmTIU3e03bqEW//dKxHvTUtQM9dtWmRh7LuclF/p4+WcjvdH+FmpEnGGNrmxvyH44HfhiNWi1hewXl2o+WOzjY0yGbTdTggqQJhybzO69BlIda+EFZ3CaU5XLMTymTJmFFhcwU12Ak0aRmtKI+tVK0GuRDtABLQJnn0Te9XKSRqpRDNVAfji1QGU/xcJ84iSeKDbZYl/1gWRHIKSkFI7sIKrlNgjp39PmC9SlnRWTU4YEewu2m6fBbRzv2bIT8YiPn0Okzp3X7uXP00zt1y623afP0KW2e2tTm5ul6cKA49dZLXtRwU4KVEbJbmbqUsMVRHKuck3xYbEcj+TC+zAF/TLjlwOG/O4qMv/NYCeS8pLbhEN+uKKeRpAaVIQ23rC+S5L3XZHKg69cuc3Bp1biM3Gj4VRfEvtlNBarfkDE9xhPiBc43udHz1KmhiAVOSsUQIW0I/P/7+efUCXOO/VHrx2glCzcpw+3wApXjKt0EItz6ZqgZ548Tylw2DT5PeCJZiJo+MfVb5JxQ4nL/PBxrr345jh0HCm3a0/lTE5qxPjeMKf8x/8P3X9bOUacpHZcl/v9H3X/AWZZk533gd+Le9176zPLV3dVd7WemZ3ow6HEYYAzhCBqQEECChETuaimIFEBwVyIoEhSXC/zEFblakQQpiVag9BNBEhDBJbz3IIDBABgMxmFs97SvLl/pzTM39v/FfS/zZVZVd3VjaHQrvhsnTpw4ceKEuRH3ZmaJj68a8RzxWujCKSJEMH1LxBQ3IuR/3IqfIkKpqlR1KkUKyVyiVIm0jlxucVYm31QQtwImbsbEIV5gTNvgduKX0pgQStQZEYoIuW7LGQ0P0ZEfBMQNcVmoeUiVBwVp5xUnQDt/ghHyI3gjHgwj03YUC01jGoeOQMOJLQPrKjbhVdPZ8T4aNXQUAfMzWy5AwrZlHgxZufAK7TTlMgeAxothqXNIeTZl1J1Z7FBC8zLRBA00cB4td8hj/abJJNhPU/LIWlemPpQh5nzhO5WLpZm45SkStH1qQBKyApsDy0k4hPNI06EZiHz5KnxLZ1kLXaQKnuOIEEFR5KQIKAdAQu1FAn5o/M/0GCklTSNQGoEcKGXzpGVBMikiCqSQxgje9O3T5kWSHIOIUMQBXFeE0zp8wVNIjlxjpp8ca/9qM6PYlxT2BMIRUCDg5Oy+8cHPaHjQS2QB50ZJtOlCwj8ca3yhpvT1dMzI0Ih+Ho3Hk8fz0OO6jGPGFcINsIpEJSmFUlUp1cBxSgpQKlXwT4qQlEQcSiRSClVVUkWsEDE0ZYN0pKTkWHQIaBjfDT6yTQ125VI3djCitI9WNiIUASRVCh6uFe2jRejIlPWfAvYBxIvcBoePqgrNzfXU8OYPUphIqQCpBbrKFw/q9CbSQKEKsA2Cmlx3U+KMXOERZ+rLJXZfWQYRQgAH5zkOaooIk/sIeJNEhFMHmMqaiBCHhJwBhQnUR9D05fypdASSbVApR5okTbO/slmiG9QwDuoq6dw9d+vee++Vx8LFixc5xG2LisjPfEXaZIO7J2+Mhrzdr6tKJ0+elH8cqWyY/OYf/VUk9cib4YDRrWv5cNF6GlUKjVg793Z508V6O88Xg3vvu0/nqPPa1Wu6wBeGZB2pUjs+vH6I+huQUZAZR1mdJNV0ZmXUUqRQRMiXfd6wlhkwVdVJVa9Wb25GdbejAWP82o3runLlira32bSPf/ciIkpbHn/z4zrLBnPyo0/bfLGwvRvr61pcXNCQtZ3eLr9wvg5vxLjtzc+ox1eUmnrqTqVeryNP2D0OBH5j7s1gv7+rAV9DRhwIbGNEYF6LMszkttJGxpP/mtJJDoErbHa7PmzMzDKGZzXD5rSDX3EGX/QG2uaAtMmhaWdvT/7TxW5f7QMPbWyYDxEhoRyVROh2ygnISCTI891Skhnh5BhJEV18NqvRiM17E6QBY14gxlKvJmL/gVuyXHYCl8++vQpkt2Ff3qUzqwSw0jE/aGCEfdrIYymRRxI/SJCyisw4qataXXw24oDsfUCkijGWZNnsdlKw2+uqQm5I/+3yMsOHkQYfu38T86ZHv1jeSiMx3pBNxK4nwnepYX0VV11VSlVVxsjKygpxj2IZHzfCHK2vburJp57WB3/rw/rwhz+u3/5t8KHf0cc+8mk998wFxlBgW5eeQ0/U0Em+qE4Vm7uG8bm6dqMcQJNCmN/W7Qbr8JVJ5lvwYe+HV8rfF5wmrPMWsK4DTBUIYamEI7j9BxCO2G6bD6zKmGnPNbAa+oE0VNnikKIRpBwOZMToVFj+CM/8MTJjLZtGzvE+4Lt8SUMXuSMxBmkfrvrzCtt8oDDjm1vhQAJqXKT1iU1r1GEdnq2SRqy51156SS9d3NAIf6Wq5uVfBRKCUtA2cZHifjQUxeV2NEdiBkRQDHhRzigvhrJhRivytyjH5Axy2gDVBpIQ3Etwsf1NoRPYyaJfKJxBNTCKZHtDZxblCY7ELdOoBju8wAz5bDpiMRixgIx4GI54G1dipzlAjMgfQg+LzKg8jEfQXkAa6vUGybpG6HM7TWf4BdSTWfhNN+Rn4HKZh23G1jzJH8s4Xy7rRmTRDm5jOVYNZfIa6zgUF8+q1QWNPCUPBbQcSpcEctkgUWLTCGYGfWYoNKx+DfU4T8VOMpGV6FNV2OaHEJHZZWRFyS1JfNzg9wZWO80gSu7kdjjtlCHKBUjAMZEiQpOr6PZNBzznRYQS482ICEUcgUK+YCsiCqzGUNAG3wCkPS83pwUPLOQzIMiQLJUk/BCgwhcVcc3i77giv4qkeowUhSPcihupkSBkjKBcorzjEBcVBHkRoZQqVTyYUpUUKYQooLBfCVgZfeTXA2WzTBmkEKHcNI14mkCZnBYZukFHQ796PHnsZo9Bj4Hx2BbpAtLBOEiSqkiq8XOnqlSlpIhQ+UcMoUP9TT5CSsQV8o4jkiaXyyXKEaQQFqlcti1jV8aWA+40VcTKjWJy+UA+iRY1ewgOFHzV6HaSzpw8xhs/RPNAZ8+cxHapYS5XKeErw+WIzAAAEABJREFUsQxl2YYKJa1lWXSSPAdF/d4gwYHknqltjGIj9TlGWCrWN8QNdQPsIQEtJe5VSsV3FUz/QY1EHAVBrlpgg17mCvIihYoYttk/E5DVhiAqAkLOCe1fIcbyVIoWyevVkPXO6+D8/KxOnz6lTq/D5nVH165d0wsvvKDr12/IP/rjDbh/18Nt9tv09Y11oVL+c6LeCEeEOp2OqpoHSCTaG+qmSrO8uZ2fmdPC/ELZ0M+yec6sf+vjX2SveODYtlNssP0XmV588UXduLGqiFAyRCypAu2cCtXwatJd/NoBlsMl9IKtI4MQyKQUKuPOcZXU7XY1Mzurbq+nqq44NPQLIqKUTci8SJs//KHf1vbWlmb5wpMSI4s54Hni9dB/iTDQd/nyFf3UT/20fvVXfxX/7KKzo7pbawY/zszP4Ef8wOTLoz7jbKAcQzBSwEOlUhWqqoq4RRPBiApFVavqdNVhE+s/5Wr/+nnkLzIK2l53VaVKIcn9tn+IIe0+Nc8HlmU2s102ynXpD6SdKW7oQJSAr1hLfEAPryXULiX4SYF+D/VE2YhKOWqF2OSOyGYtCPzBpFABrOJ7VN8UizpuAZW6xgXH+SIu+qyErP3g9AT7TBNUiB7PAaeEhRP7Nb5KXqAZ0UJTR1VJdJ9oFr4PpaRyNcxZ/zie0JNob0MbK4STovzrMWZ6vRl53Hgc7Gxtan1tlYP4Rvn9HfeP9wUp4S+JJaSRdUYkVfRpBHpCWCB5LFkuFNCZw8ZQDW3c5oB6Y2NDNzjIXl/b0NPPXdAHfvMj+o0Pcuj48Gf14Y99Th/92LP63FNXqFOq6hmJvVCU2SHGWQZef4bq1Em7W+uM43XoGvmBXKe4Ygyi/ZCh7KMWqMUeQukSskpo8+hTMkwX5svcik7yj8aw/v0EGzJVM80gNWE6nsBs2uloCpD7oW2/5WGNI5zfJuxgqNuHSYFbSZCHYYQ2sxDwysgxa0LfLrbMzbiVdFHpjKPi8Nw+IvrfdwTGEdTLBosdBn6kDf7JCXm+8uIvQGJf/dznntGL1/c0SpWCOec/OFW+4XmNsRJqYv4FmSFuOnQhgN5DLLlF8BMzPDHhGia1J2szFiTLEmrY3GaAVspnOY6gKkG1AX7RJpeddkahM3nopGmyHpIwKMhklHWMkW2DkjK6TVvOD10vFCM2In6gDngAD3iTMcApA5ziBXwfluEQMvSmn7aMcGCjrBF1j7DfsH0NDjNG49g/+pWhDRE7z8gsakE6KO+YlQf7WdXhiTosm6kjo9vyxmhMj5DJyGTsMBroBt40MrKYN/ZF4IXQ7a6MDQWUcbmMrpIufFTYWWhweViohVHUcctBOpE1DZIlkE+5GKOwuDntMSH6RAGjvUHEmApoQsmnz1wH0D6EXIAEiJEr4yyF2hg+vIjQ5IoIRQRJg2gcaAlepo2wTSOkhFwEDBARsCZAr6LkWyZFgk4SPANRRYxlRSxxlyyRoKJUICqDR1sSD4tAh1IoPPHARGdEqCJd8eAT5YLxHJQRHRBheeDYYCMTvB25JcgTeQVtS6m/AQR0eRx63GTGUOlzZarIDEHLUDHphvEwYrw2jI+QVFFnHZWKfalWzQauoh3JwMaETAFyncQmijYEvHZ+oLthzFA3FpS6JOeqXGbbDjIcxsjK1F0ExjdUK3GrgJuYmZ9zs1098uCDetc73653vu0JfeVXfKne/KbXK9HuRx+8T48+8iDt4uEbmRrRWeZPxow8TmdoKiAqBHFrCzxCRs8EsqFOWwd5NwWahGmKCEVKSvZNammYgrpVEfgtOwIJY58DP8A4ZPJMYiI9VKx1cl86IhQxBVXku1dCwpaokjKk17k+693i4qLe8a4v1lvf+U51Z2f1/Isv6JmnP6cZNsAPPfCAHnzoIZ0+c1azs3Pqkd/p9lBD33d6sg1bbNJHQ1ZFlDJUJPo45UqpSWIEcADp4ANsYFgl8syrq4463XbjNDe3yNeO89rc3NFzz78oziUKpYKKuAadVPGFo0IfOVSaqCtFqIaf8DHCdEsWbBCYkEV1igqZLraC3kyXOmuJMYCRqsjrdCt1yasqyZtw/ydxv/b+X9HP/8xP6crFC+rWlQLlHvOzHAbmF+Y1xMCHHn1U7/vyL9c73/1uHTt1Wns0vI8PUKroYDE6+01ffd48j6jP49+2VVRUc0Arh7QqIZ4UEfLlfI+5uu7g63kFsv6KscHXlrLup6BtiWNCYMNIfj75r2h5bnYo06U/in42uj58NNjpudMwh7NyqSdCxI1y8LzRQBKH9XCcpUhKVUfC3xGVur1ZZVWK6EqCj4F+ZjGRcGED1PocKes/CjItcBPcRhS2gWopXkRxU9GZ4E1gngVhObolrG8iX17EMD/xlAJpv1gccvgzhFBOoREvVbwRKuUCSfzjr3dOj/CZ+6ZTd1VFUpVS2bib1+111O12NcMcWFhc1uz8vPzSZmtzQxvra2zyN/kC1act+IbKrXPEuND+FarrWgm9CGFf5tE/LP24t9fXHnuQIbYPaWyDzFCVhrmjQe5qGLNSWlQTC+qPurwcSOiaV6q68tWwBmbapTxE75C5gt7dda1evaQZbLaPK8ZFREgT6PBFtRaDaYqopOhVbLJvzJmGeS+HaVmh62VlXeVt6jms57WnaAlu5049tseaTLZ2wbENMEua+GgofAo4PprndOjgn+xjM18BqNu36bBeG4OtlLcM0VjO1GuAlRyBtRvT2loR1w3XCaJbhQjaOoUDGcq6nEGflwDLa1Akqa6ygheEm6urunppTVuDRvX8nIL1K1CSKBBqoNqQ2uhl7mMjLNFkdyKFc6vKi4epEltOTtFkBIuzJ0a6MBVTGgoliFkFlLxQwGydL8qS8N0gSSgUsRSJghprCdNJEUalIM7wDJ6BGrLoeLEZMnGHbMBGLDx2UgPdxg3ngKbUyw39rT7JMXXs224rx2l4btcEDekR9VifeeJynMvGpS1n3UZGNsNv8A21wqJd8BrzQB7racZxJu8oGngUp6ztOYAZNB0GIUfbFmQzwqWMY3cbIBMr3UYDsgTb2oLiiJBnouRBl3hycxqUCs2DdgRoEXeHxI2hZh3YQQKdwt8STSXpMoAqnW2o+D0p6McI8uQr5H+FCimCm7Qfo02TKyKm+BMucUgETa5pesITZffpMWG5FqHEuIsIxEIS/rXB2C5iAmZkuDq4imw7JlOqeCAFEEiqUyqxXMKF6RPPH5QoSIf5UrmH9DIxdSKvcmXuGdkGHYwu+O57IvgEO91g4pvXeDxAeE60bQjKdrCrVpU6qtmkVFVNGlvJqVDhDgziymk2TuVHCsZtCSVFJJW20l7Jku7/TJ83YKQ8Ne/cVk1fGQ72TLMoLTVDNf1dPf7Y6/XY6x7RG17/iJYXZ1SlRnefOa7XP/qQhv0djUDm4dzwcG5KO1tN0yqpQk6XuGSbKsT41tDERkUISujJFNjHWIqupbW5Bc0M2hrkGUQvGya6bi/UkNXaFXFEY8smfzpkWwojihX0gsrmh7LWlKpKXd7oJvqyQzw7NydvYldWjumuu+/WsWPHymar0+2oQrbyYRNZb6pWr1/X1cuX5R9X6vPiZpe3tvZtRGJDNdLuzq7WbtxA5oquXb6qtbU1ebPc6XSLDQ1j7NjxE9rd3dOnPv2Z8mNdMxwQ6k4tZhDjNLcxcu34V3uFFBEK5lzy+EqVEoBLW7PoEpOq2Oi5bW7TwuKCut2OfNnHjmvqMSzndJdN2gxfOrypzxFyXk17Z2ZndOrMGfmvW63y0PQvvp+777ze9e736om3vV3epG/T1q3tLe35r10xLvp+pjDe/OzCImzKwmhsSvgxCjCddODfmfIjXHN8MZmdm1EXHwwpv8mm1gdElys2h7iCDWtT5kvj5wCbWx/8qsDnbF79p5HrTkfWHczliFLIKvA5NmgoxUCRfOjYLXTRrQSvRq6i3V3s6tCWAXb20NVR8E/jy1qmkmPunUcZ/wjbRG/FGKbvXMNhyVw63LzgRjvcFhuI/wOM2Oz45Uy3WzEuGfVBrTiIYSWbkihVVy4rfDtySZaVofzjdXu7u/KPyu3ubMtjPCjn8bSyclzzc/OlHyLasp5DDUo9N7L7BmTaZ/smsHL37ZB+y5ZlzRv4xSb9PcIY//nbAfwhB/eqO6fO3JKq7qJytajUXdYwz+jG6o6CA2Hd6SkwvopQDZEwg1HAGavPmrij1WsXmcuJPkxqXYQAbf13ElzhPl6+xuKjlxf5vObaLNEvR5W2/DHXiTHcd2PuHUXFy9wiuMm4XbEyk/YzS3Vju0y3Nk7LTNP7xf4DI+hNmmxLs2ODxgyGe2pGrDeDPW1zUH/uhQ1VndCoU2nEwLX8QUMoRIKhzf1oYHLcrkOoZ+w+KXvywbCqxKQtaqjFZT1JkYCV5YWhpUmW0tmE5IL76TGvpFWuCackuFkvkUqjIUo+DRN1e9GIcHOsFDAwLMdSpEk5uJQiUDDEP8sXBMxxoNyYohxWI+t0IO94H/Ctt0B0yBhE+yITosjgp/0Yv/khbtiHDekSW2ZMl7Rp8wpsS2Yx5MHEItbAMw50YlCp0HHGDIBM0JduCKQj0PLbcqXA+BaSfeF2QjqSr1ZdScY437oa9DrLIlJQn+0z0C9i4GAZyxeYMYWIUIRBv6E7IshtERHktckI0y08ziJCyf2u0NFrkm++63b8u0coIlATxEQE+6/1f0Pb3ea2tiAvxL9IilRBEUcokbbJlWm4weCEq3LBo4QQkZKIQxGhdBuERF4SoqqgJ8E2uSdSiPJGEAeE+wM7GTcjHoJD0PBQNEYj88W4ksiW+2m8b4AhLpcPpX1bpESL3Y4qJVUpKWH4BFVUgsPGUvJHGSsM6lIZy1bp+vAX7rK9Hkf2oyYXBnhz6F8MHvT72tvZ0dbaulx+uLel/s6Gjq3M661veaO6tcjfIIsNF/pdV6YRTUFWgy5jRDzCZmouPKq2aMGk2kmckRPIOGECp1tMpBxbi+NXAHW/nEQoSnamzmIQ8nmMksHtdjWVMthp29zviKrBDy5vrRsb6/rkJz6hT3zyE1rf2FDV6XA46GsD2r/TcP36NV2/dq38WMmAN7PNCI1UFhGqu12dOHVKd997r+665x49wpeAk3wB8FcQl/Vf1rnOwcN9VdWVBv2BbpC+culyOWyc54vKY296kxYWFnXqxAnddfasrN+HE5pHa6PA6/M+MJrq3RxcYVtKSmMX0bbMm2j4FHA7B2zGOxxAehyqIkJVSvJBo2zOGZMNY7vv34/Y3pYPGf4F4mUftmZmS7rTqeX14vKlS7oE/BLJNa5tbLKJHemxx96oB++/X8s+2PDmbkgbdxmPg+GQtjSiyqInVRVtwTa+jNgu0Y4KnvX3et1y+JibnytxqhLtGLEJHlqMdjbUNYTXQLv2TJ5jKcKypAdDrV6/oRdfeLH8bH+VKon11/WnZD/mcVnbNFCEDx59YjbaFn+XnMgAABAASURBVBLi2FZVlEN1H7/10VnVXWQSuVOB/KnUqyRduMEWUMYl9uCZV6kE8VCgKrFGSi0dfGkLVhYBWquUkrK/EQVt4wDicUUTlUeJvglVVVfdTldVqvnCV8s95B+hus6B+jJj/uLli7p4+SVdvnJRl6BfeukFvXThBV27eln+wwNlDKWK2qVZDiE9vopV+C8ilKpKrl/4PmyHBzT8SBXd0sg/xp1Ij/oj5sWQNP2LcZl1iWaJwkrMr4ovgwFU99SkrvYGWRvrW8g3StTsH5ckUqRQhLgybRtoONhFbrX4ucfY95jL5N4y2LYxMvGd4JZ6ppiuaxqiJ45iUk+bZekpBf+WSZpJDZM6HU9gdm5NMgluF4r9JXOqbElLwT9xtX0CcUfBevCSI9Da6DSJOyr/uxU63G7Xug+MKe29RXxQayvd3lVmd8mLEdFAnTRSf2tDzz/1tC5c3tKQLyBrvHTqswYPkRgFZSaFSSdw64BXI5AumBaBt6/AxDgPdgSLYDF+zNvv4nEamTG1HxUWN4rCa1rsq4XgQSoDsqhrb3LfmyUKlolZJmc4qfZK0EmJhSGAnE/stBFBvpAHMmw39WQgroiQCnTTNd1J3thM0l4AGi8uRVcuC4PzrMCx80e8DfFmzw/FzMOjQbbwqddxc1OcS/MbyxY0pBu5LFURNyXdjMu5njYvlzzTopzIL3l22gT2JfVLtBU4X6SdMi+bB0xLSSq0XGpCSoVHvxNbvqTRYT1ZXOOHh9MFsBzC/YF/I0IRQAE7FGGI2AhNX2QVfpoqK1mG+ks9ttFoeb7rNVwRoYhpaJxWewU+oI157NO2XbQWvoL6oxBq71IEFEgASr5CQRRyW8xPJAmFK64JfbsYEUWEAqIiptZxD4UiQslILS2FJCTwUS7jb6gRh4/MA9ux37wOeKu9xxuLXd7qemNSNlceYPS2xwUeZjNAG60J3W2dYa0g5HQVqdQU7BrsmzImqa/E+MpxZiw2wDpbbSoX7sSNWU2xaSDbQzU8ZPu6fvmSGmxrhjtS0+et31DsGdXvb8l1CTsti4HKKPIGcghvABw3tKGhFn8JzdCQdxhaC29bxu0ENyujBHaIuqzBNt0s03Ia5Eo+sTmUpE2mALySBzkJ02nTmTZO6mmKj0e4gVoJVVUrKNjQB944QeLXofx7Djtb29rb2tOAA0fgHMv4x1eahvIpVFdJ/rGeLhubjB3+M7PzCwv4vI+OQRk/brr/r4PjfNmo6JBNNvgbW1uqUpJ/ofzYyoqsr9frwgtsycDWSg11UIlKR9ZJARhINrH0YeNDEHZ1Oh3N+kfB0JFSlHz3dabdIx8AaLMPPQM20g085yVukUJOj2i7qDXGyjudSjVQJCU2ipm2+Ze4n376KTaeF1Thsy0OHjeuXdccB5QKmcEOYw5bUpayN5Bs3IOvC1WViq6ag1eKKHaLPg9x+TaWHyGPMfQLfB7E1jFCj+edD262cUi67YPMQWTEuB9iX1KPDWrN4WpAW7fpM3/1GOGbIXrc3xH4zm2jrlJ3+DFPWTonIpRSgm0Qef5L2uHrjdtdd3qKqOAEcD6jD3/QhJJ+7TfXZ38QY1soblaFbQIRbZ59e4BQjEsE5WW7sSthq33d8BUhs05ktj+jZoDf2/Z26mBcjhijrG+MBzE2+rt9+f9e2d3b5uvdhtbXV8v4DXzapEq4UkPGiL/oXbtxRc+/8Czj4AUOeHs6fuKU5jg4B9Zk1qyIUOUyrJ1D+iNFUgTtVOafZF8bnU5HyknD/lDNHrbsDqH7cplcxmiDHqlizNeMHWH3kEPULmvcJps3fw3LQgV1VhxyDJdzm1OiPuaofwzMh+Bep0MzR5YGN4eiB7ZjomKnaVuc8al5R3E7vuWCWxrDNCT+x1aUWt0BYJDpeoj+vQbbNDGgtWqSst1YiIDbPI0DCctMp363NPWNe8H1WdskNn0UmHYb/7Z23TqfOsiw3mlYkdOOD2GqUkpi3c13mA4Uc96kgOlG5f8L8lePrU1defGydhj3/UjaGzaMzYaRLQ0ZLJm5IkFI8hgiOhIQiCOsNtlybfwEQQMjQilVoM23blhq4zFPclKTKyIUwWoeEkEkFaVpaq9MZMANQGocAo+3ZKREDmnfI0lWopuvia2TuGHy55uQqb0pjrWGTLtatNWZNt8wbR1GmwvXtk4DVhvQiy7TjlzWaNPksThSKUlobGoQmsBymfyj8APnAC7XoinlG5XY5Ui39rWGFT1F/1gGmjAWwY+I0SMs5y0Lowj0SjbgkY+TJER1myuXTPpCE4yF6Zugj1r4YUf+fjopIuR/N6sNWAcIpLQPcbntRIdCHEq9UiIiFB5LBdABWOBTlWREkA6JSL5C4UgND4bMBqAkCq/lt+mDe/ExyVCSkAsDZcn1RaWIwmFDrbGEpTR1ZWhjuncaZeZPjkwZEGo3/0jGGIkcKfjHPdq6yxjgwdnwsB1h+wjab9b8ubTP4jEY7vKA7Mtv7ZoyhsSVGKIJPdZYKaVaFfO9qpIi4CWjrQdhBkqjEQ9HP2iHbKiG1GWMiK1zgmILYzSDCa9hQ2Ed9nuiDxZm5uUfT+tSFy9RxBOcjcQu9vWxIUqbsaJs6lLjqht5/PsrxyQeKascOhjHUqhc+K3Et7ndjl16ARUZ2xr6rSm6s6y6MZ+CloGjTF15nCa6TbAEhiNtqhUy1fLaNHd0c98PbdJyohYAI9BB43krilX0rf0yPz+vpcUlzXR76nW6OChz2NgrZfzL43Oz85rzL4gvLsqy3uSiSotLS/DntcXDZJsDxc72jrpsgnvjg0hmUGf6cw9+XVU6ffJU+fOz3mRv8kVlwNcq//jVBz/4If3Wh36bN8tXNWAsNMyZhrI+HAofdjhQVGwC5YvmWK/zG8aeWd1uT4vYNjs3p06niw21EmMhpYo30XOqqo529wYa8LBLqSOjz6bTvygvWjlTfm5/QS6zzYbb8Nh0O7u0xePE7Xvys0/pgx/8LX3205/RXG9GDTouv3SRw9mO/MuRmcODx5//mlevqlXGJHZ32fh1sbHT7cobzpSSbLvnVJ+N5IADvTe+IzaqnnMe854Htm9vZ5e363uMZTaozBeXExfuQQfOgKbDVHdq+c/szvPVpKFfB4ORgnoSPih+tK+YQ8ocOjiYB4/6xPiuIzE/QFXJshFR4j4vF2yzfedaPFb1mq9EycOISHJ9CRvdn1EkQnD3UVIZDgb4wKFyWdKQfC9aWeO8T8jNUKPRnq5du6SNjVVdv35R62uXdO3qc3ru2d/hULHHhmekje09uf/Xd/Z0A3qIP1LdiC5Tb3ZGKyeO68SZszpz1zndfc953XPvgwXn7nuIw/KDOnb8JPUMtbZ2g77ZlceJ/TMc9sUiKF9ul/kR7mv6QrY2U24k56VUwQkNdzmg89Z3tLejwS5vgXe2NOAA1PDFIuWB/JY48aY4YkC5kTI8/wGGHWQ9lsL+G/et53ZifnNG4TmRtcshdGN1TYk+9Vizn8m2eYcQEdiiAh264JN3iDWVsL4JptjYiDcYoM4jISMQmACyBKdNTGLTrw15v5jrnGCf+bsgrOtocfMmcNto6iGRSd4kdubtaOcVHDShJFu336lnXPjO0NrRYDbyhDIepmLnk1lsuO1tSv5QeRfAGc42aQTpikk626nUZc3JrGeXXlhVRKgzt6Car3lZHrUMEwHkiUqgWIkP3SJwCggKhYISYzEKEsqimP2kJS8ZTJAqJYky2r+ibAaK8fu8CWHzGxKODUgLhkSQ1ST0VWXBTEowK4MqEgnnFVRJkcgHzFwK08jwFEWYkFGdx3Zm6OJ0CIL8cGMKUSt3GLks3Dp8Ff44n5yGRcDI8CkIZxzQXXjj5O0jBMm0rPU01FlQ9GY1figXuoEeg7oao+S1MhnaOjLljYbYyJTNziOm06hpKrRVHzL7INc+k9oeyUXGdxfZ30zxkMjFly6Fc5UgDNNToBCh6GhviMn5lp3Aaeq0YMmzDDCbyCHML/UFScqZBtn8AtGdWJnJvkWwrYaKrHUchW55MXyUeRJ6Q5/xiGEVEaGIYJg5VqHte+fnjBEEHbnMMibsCMo6gXwENOM2RRIUUAsKUL1uvsjYZ5o2JNRwkxSSykM6KwKIi3q4k+ZOfkS5SYwROMV/Hjej8lAf8uAcsmkdwjeyIBCbxFLQ5xU6km1mHnp+1ryxq1KSyEVSDWPPGLLRGoASDxp0j0re2CQdvezDEZsqb84aNmFiTI+IB2w2BsMBZUcUoQaC82gi1oha1V4odpYTkGXoeTx7/Prt+n6MqQ2YyFr+lRAHtbSi+GBSfj8P3jiTKMYgehXh5UuFIuJltU3bVKWk3d1dNmXP6dmnn9GlFy/oChtpb1a84e33B8VH3fGGeZYNujfirqA3MyP/uVfHm7z9H3I49VewTJ/0ZnocKr02Zcpn3p7vaJ0NkL+OnD1zRufvu09ve8c7dB+xf7Tl4qVL8n8i6D6rUkJ9i4Yx2DCffaDw4cB9piZrv4WFkeWxsLe3W9oywg6Zn8WGsKMZvoQEOhvGnMfZ7u6Odnd2eFvd5/DMeEHWeR5HZVxxUPIBIMMX47ehBW6b8zu9jmqeJx/+rd/SM099TnWq5P/08OEHHtAihzdv4rt1Rx2QyEupo5Q4BEVSMG4ztjXMo1wOzlnBAA30O90wjl2/683Yahu8WRxwmBnZJoAoIcv5losIiVDxVjyY13sc5Hq9nnp8hYmoVKWkoI5s3fSL5743rsEGoGIBqcgLyiUjFVXo5vnIOr7HhrjbXVCGplIdvVz/Ud7t0hEYOZUZ9gesNk6Kkm5jiYwxQvCAQMCLCE2uBBHmZZWDk9vQjLa1vX5Z58+d1RNPPKFHX/c6PfLoI/riL36rvvaP/gF923f8Gf3lb/9m/YX/+s/oz37zf6L//Bv/I73jHQ/q+En6iBNjp9vlUHEMHNfSyopm+ZIxO7+oxYVjWlo6oeXl4zp+7JROnbpbx4+fUaczw2Fmm/HXKGFb0I5kn1dJdaejinUv2++SAr6/nPRZp0aMA/MHe3vKpDm5SoNtpcGOKtqQTI921PQ3NNhd06i/xleRDe1uX+eQvw62dP3aZYl+7M10ldAtOimA+zQRJ/p2yKF2bfUGdmIL+yRYlGlDKCAMIoeAnsBpAEcRUUDyZUNmvkxwVDBgTKPtO8m8Ca1XeWXkJ/VRNc1nXhSCjM9bcC2HlbnOac5RiaP5lt3nIbxPO+NWQIbuKzn2T4TvJVlur7aJVlcK7t/GHCLbchT7YhCTPMg7CvTAIbnWcj9hB4q8p9Hupq5eeEFXrmxqyLreREfBuJyUyx4RFGrGA5WxQeqQSidgy4Au2RTP7n8S+3FGIhTRwpNTgQxpQbi064Alkdb4atNONNyMLBdJZISi6KyIK5gRpJl4EUkJAU9Cw5O+rmpVNMxphcqVuWc0iHKOc3iaOpOYzFGTeWhmFpOsDM0zgBibyWsoZ2S8QPaRAAAQAElEQVR5iruMYYWWbZADLDTuMLhIiTcPwulAKumQDmKPIjDxQUCLOlUq5aHIA8MPK8OL1ZBFym+ZC/iUPAINi9g+KNeAjA2OG8pP4my+QR2N84nzPmx3Fq1sbTXZkCy2kECuTAZIy4h0KYsI44c7wQ0jyrTOELFhOuM3Q8QHCE2uVqZNF32QESECiFaMRERLR8QB37kZq7DJdrVo07bR2UdhvsXND9+oNKvt00ks0ir2hg5f9LULj9HqylQ4kQpFhLjhMsuOMIl8UvJFuWy/EiNV/G32IUyJJ0X5J+4aXx4vCTqAw8SGQ/GkPgsYCNusxK20lDqwDtvavs8JgbGcq8rIebNlDNn0tL8A2WduGEPiIbY3FsVLlGVMobLU6rLMJlXkeu7VnoNVKDDcNnpMDnizPeCN8bAcPEYM+QbYALfMCCfQZ2tFnrUXFja3MSbyFruvSEkVD3rbKXxbOy2Xz0oRhXKJAw0HqUxuQQ4pH9TrSjJixUdFhuySPhzDIoSCdUQKlYs6S8zNHCeNUhKG6QkKj1YiettAEemgQJEutpFRzI6SQqaRfBBmY5uNIgnLAVlHRqavGuenkH22vr7BRua6VjkcrK+tcUi4oWvXrurSxYvlF8O3t7bY1LcbdpvhzU6XTXin4/U1NDM3U/4jtRHrkX8ExF9J/OM/DX0xYrflPt5Y39Tq9dXyxeQNjz2mN77pTVpZXuEQ22ieQ0yPrxIZ2YQfq1QpAbfK9vb4WuC3x3J7xu3IrGUem44rxtccb/qX+AKzwJePutOl+7KqupZp60oY3lDGh6S11VXt+PDBm+bNzU15c7a5vk4bd+XNfp8N/ADs8BVnDb439FWVdIzN6AMPPsgXlY4+/clP6OrVK5rhkBWpKvW47m6nJ//4TN+HtkYK/rn9O7zJ3uYNtA89rsNzoUJni+A5FbQZYKdAZn2gEapSkg8y3Q6bx1Qx56TGcwfbfTjxePcMiQjV6Buw2fS8cllxRUTRkUIqcvR7zSa7qjCOt+cqX0BG8jOm1KmkpukwLuiDirYMM2nd+hrbeOvMaW4WZoyRxhmBXs957FAowvxQZszYjkS7bXPDMywoEVEpjeF+HNGX7v+mGXCI3NGALwY7m5fpo1qPPHJOb//iL9Lv+7pv0Hu/6g8q97f1pkfv13ve/Q593Tf8J/pP/+/fqm/6C39Z3/Rn/3P9lb/6/+Dw8TDtbbS125f88+jMpxH17nEwGLqeMl/wexZXKLCt8pjkoJIYYwPWMLdihJztQkjleU1ZISvGZxOUZ26KRlm22+3ogQfO6S1veUSPP/6gniB+4gse1he88UHwgN70+vv18P1ndd9dx3TvmRXdd7exrPvvXdGpEz1trl/n0LPhqiR0R6QSN3y9aZpdKutrxFhYvXFVFXV6/EQgqKmL/jvCKZnmhaLQ/9Zv9mlZxOTZfccQth+yreiBM47pwjJXSgybkcXdmUTjcKAiFBFwDU3RTh+glT9IIzk2Gr3OBM4Vl8fwBBYqdGkdmUcCxchBxzS/JNFm3yjKv+nsCe2yhUa+tPWmOFNWhyBfCGfXioJim2OnJyBtMSNzK7LOc+ImbSEJoXFANb4PICQbJe0pxY76u+u68MKLurq2p4Znxx5718z8cBML0C+uxvOEmBHN/ZYB5VMdtm9rRphEZiLa6UhhAHcmADkHoZQ9SE4oJMdkxuAGuqG8ADlBTLmIUESoYlJPkKqkREMSbxomvCpVhYd0aZZNk0IqULnMMwTPa8WIxW+E/UaGbgAvrNTAI+CWKOM+k2jRkJ6ALqLdLR+tyMQYSdIEAV2ASBtDWA4rwzWgQyBTcWbjl+mkBnhBG5E2mknMIpmRta+NjJ5MugUPlZK2XYbt5FBDfgNyycMYqqdqPKB9Gye2Om71cm8A4g4uIkpEhERcQiF9Q67odp2tpMaXU4ZcYAyn94E+L9SZODxmDFRmIHiOMYP3PcJTIs7EWeWXk5BxvxmNSJTWONZNl7llktyUAwPbud8mYKnzp5DtPKQjrDWVmotvGTuZ/nFfaiyDGMFy5kxiWIQ2Bd+NxPZJehIjghbqN7GPzCRvQUm4uRx4E1TCkgACEdFqzOLihv2TMYBSB7U2N2qYCCPsHrLJGTLuhjxch4y3Bl4Ze8TSkOrQQxspoKBMoJmXqdQmue9ShAhKKYpu6x2ir7/XlzdII8Y3aslDPipuSVLIV7EFmhqcPIJQMLd7vS5lszrebCKRsaVKqZRKtC/RqqCTqd25pJoSRwTxKwfX3cIaDJpM0ekzyrSW0m1jBmJjahK1mtAAY5qWIm6WVrmQw/5CciMl4csCyri+CcgmeCQ2+MTtNGCNQ0SUerxOBj6yHd4ALS8t6uTpk1paXpIfBpvecNFHmf40hhwQ/QXEv8TvtWxudkYN4+G5Z57WhRdfUIU9qJbz+5T1wWNhcYE+qUvNdIP6bOSvXr2u9bUNhkqj1evXefN1hc1yRzN8bg/6LWhI5vBRpaROVWu2N6OTJ46Xw8qIcZgZK2EHgJq3/L1eTXtUdGfWsqXlRZ05e5eWOSDUbNQTejy+GzbbHncZQ0K0mrpwEIfnkQb9Pcgsf1FZWl7WIjBd/EOjqEq7tH97Z0+rN1b11Gc/y2Hssq5euaSPf+zD+qmf+Al9/KMflQ8Uexw21vn6s85hZmd7F96u9vgSMxx/tRA20niikdyOCv0VvquqShXPrAQdBjZW8HzYmsEHsxzMHNfwqkgqeYUOJYXqVMsby+WlBVUpoZ9+R07kictkOwcaTepMGuGIgTJfC7P6yhxAsmcHRft7I1UcOrrUa14LFB0JuJNyMDO4RYgIJewh0sHVCmd80fD1Z8Q4c172hDLCLUqwAOOhSsQNZajMfYjRuLBhYz+idUmJtldRaWvjmupqR5ubz/JF4AX973/vb+mpj3xUH/vFX9MHfvZX9cynflOf/uAv64f/6Xdr+8auaK4+/aFf1+61Z7UyV2l+tss42kDPFQ33tpQ5RCcGS0Pf9elXf1Et/YjdokFkqUoVY7xDnNTAb7DRvy/mddPPH8tleHZSZi5JCVaFl0OeQ697/UN64onH9Na3vkFf9PY36T3veove+0VP6N3veIve9dY36V1vA+94nLzH9I63vQE8prfDe/ObH9OxY8e1x0Ep4yO7pz/oy/5p8Gnma0lKIw35grK2el0eg91uLduXcSUG4N+DEBEKkvtwmkQEN/ivNrjNrS0NTc8F1mH+BNYc+7U6F9i4O4XFQdumtlFBmsp834d5gc4S73MnBOs5/tO+HZZKEv2kwjMdUqEPYtSVahyL6yCHhJmGdySMiTyGxnEmj4DgdLD9bfqAGmulD8L1R5t/6F6Ey80SZJk+jFLMFY7hNK2W7fA4mEi3fpxSAXkQkCJYvuXtayl6WtUImEDIXktjizxfg/UlNdvavHFJLz1/Wf1Bo4Z5u+sff2Vtzd7sFZ9bu+e1Y+1z2tTUPaAjfIeYCphQUrYjZ1YyUu0ChDm3kCf7liGi1e0FwM5yI6YFI0IJRIQioZvGTtKpqpQqL0xJEeQDfNKqwLAMNHXZ8ftgJjc85ApYMBqnx/GkbUW28Edj509yJkqPpif8cUz9R20Y5+xHh/On9UGX8vuihTgsT1OLTDvxnTcBBhOsw8WIi2NMj2HWmJxEMSacZbRJU85JaAgWNtep4m9xUTN8y5AYB6cMyeUmUHvRRxHmtclyJx0RimihKFxuJgL9kFPBuvcBYRucHRSM/UXGHHLwj6mjKH46yrzDdAQ1hSTqy/vjo8Hfuuma1IOZ43zKUg4v4kvbF5CplIMqsW/T9CRdFlcUedNvhGl0eT54s+E4SLfyITHZEZE3c3k8RzEdO6iXsZ45WDScCBoewCM2mSM2CMZwuMfbQTDsqzyMyR86jwdeQxm5rPXhW2pRFdgPneGL3vJDuT3EDNEzZAPRUKQp9TbI5OKzPMWb0K2M7TcS871is9bhzWNErV6vR1tG1OBWUTNROzqysGDccpgujJQjt9cw/VpQhlMpmIv9hRzfIrBhgilejC0Zs8ZRjONXjvYl94lJmayIKHDz2j7NZDZjmM5KKUDrEbpF7gv78vTp07rn3nM6dfKk/MUoIlTjX/fZ9vaW+hwo6rpTNlpFP33ljZi/wjb09w5fB/x7EP6SsLW5Ja+ds7Oz8heBhK5MZT5s9jmA7O7u6oXnX9CTn/mM/Nez3HdRJQ4CTWtbFg+ngXwt+sddZmY1C5YXlrRMemFuXh1sm+l1OJTMSIy/1es3tMHXicwY7Ha7mp2bVVWz2cLOLPySkiJoU6dWl8NqTVw28lUl2yeuDBBSh7weXzJm+IrSQ0+n20EXm1va6L9stY0/3G5/Efrgb/yGLrzwAm+ft7W6uq5tvqREUB/o94fa3d4rvuj0uprhwDbL16FZ4t5MVx301rTD1ZZxjx8b7G/wlX3trzj+Twf7/R0NeHttnzZlfjRSaP9KkVSnqhw+ag5cFC91BkKYIfdhptPcBySKbIKI8eEj+PKReNMf1D9izm9tb6g3M6dUVQWKpLJeMOAzoOgrBtdVUOqdFo8yVzLOTthcVV1FdKWit1gsssr8l4K+6SghkziIJvowq5FjtChB1ynw8Q3de98p/clv+dN64p1vQtdl5eaq/v7f+R/0oz/5r/SO9z2uTvR117Fasfus/j/f+qf0//qmP6XPfvTnNVutarB+TX/r73ybvuzdT+ilZ55XXQ1VpwYIJFUY65cYwvd5MFLDZslGptQhv2aetHGyvVlKEapCqiRouKTDNPkVtHWlFJrrdTQ/UxGHZjoZG4eUGajmq0WHzVo37WnGqPuarYeaqRvNdJJ8aOl0eoyJRiPetmGplGoJ3e0Bc4CuvrocPvrbm/hnUx3GRcNcwDly7L6JCEnBP+7QEdBAn8fL9Vid4wmcLohyf0033CzrmxSmiw7SJKbzJjL/7mJb59oc52IXdxht2n1A4jbBMkey7sBPrf4j5Uje3g/jevAVBmISadOUmQSXNTzWJzwEIZsxiI6Gsa1oI8eJzEtQXnDsbWr10ou6dnlVQ+rJVUeKpMYvlJj7wUuHKCOx4qVMyFdK3CsDbf5Ca3hzkxBsY6FcpDALmUIFd0AdtCsrgoS4xhGUTJZFhDzT5hmmW2QnASnLJIlojFDo4DJttCVMSRHEICIKHRHCQtFOyaShg6stezhdHK+DHKcN62nB3Y08KHZH1O2KWPcEd6QIIctjBZQ3Z7cCw5IKLXczKEZAgvtUsJMYDNpHFJe5Hssali5iJgqCu0E0Fey9hnRD/7HfVasoiEIvd0UEMoclIuAxYGMMKTS5Jm2zje6yNi0kkLGhpohDGAKt382FHfLMmELERC/1YUC7wLvlBxVFhCKiZURW+OHv5BRyybWHW6okx7ci5jYcVtvmOrOlhGJNX7YsUa/jmGSio/HDlAeSf1+llXed1M14EW+KM2jY2GUfxH0A4aE7ZPPojVB/sMvDj03R1/ImPAAAEABJREFUcEf9/i6b2D4PQmNIPFIzapHR3xSMZNqbG39VdP+IzUOAzKanMSZy1J+BgGNbJXxqG2mG3ITExmWEfGLzlmGMaEsFr6qSDCFYyqI3KBs6fKEa7mHeHaUyllCXjKLE/vK8c8ZhDft1YovtkRnTOCy+n2rttl50Fq7jW6FkYtA4pp5J2ZZzUMamuh+c7zy0K/CV+2NjbV1dHgbHl1e0wMZ4ho1Kl4NGpt93t3csroWFBWU2xms3bsg/NmSm38T3ut4E9cub1QFvh/c4pFjvIl9Qjh0/Jm+4U0oK2r3D5n1tlc3ecKB16rxy+YpOnT6lhx56iEPEnBr60/Z4rFreB5NV6vOfLx3wVtfjxwcGsZA0bLpmZuZ17PgJcExBHavo3tnd0RyHk4WFBc1y+ElVpT3K7oJIlRaWlrS8fKzEs7Spx+FiRL2r/tPBV6/Sjr0iv8pBZnZ+Xu/9Pe/TO7/oXfKPWfn3Uk6eOqUuB13bal/WnVqO+7wdtx55VOFsj7kypqG98fOXIB+Kqrqy6/BHqEqJzauUouGBOxS7WlXQHWRm+eLgX/qfm5ujHTPU2ZEPK1383e10Vde1KtqWqqroopp2ztEWcUUE/KSUiBkGTTOCyzjFPj+3WX4Uol7QtiWwo1KDGbMzS2LaK6KSlCjBaKECtzOz/kgh7UM3XVRXeBlbstc4NGjfHuusSXaVokOfW7dEdrE1icvlmF+jYaMRa87Wxrp2OBDt7mxoZ2tNAw5je9urWr3+vEajG3r/L/yablx8WksLSWfPHNOXfeU79Cf/L1+mP/71X65zp1bYzI/UrXf1trffrS/70uN633vm9K4vfh3jZJaD40AP3feQ3vuOd2up0xPnDg4bI8Dhl68GCb8lNkiJ9SxGtAwM+w1d1ShGCblKdJkiZ2XWSCFPo+R2VDQlRVLwL5kG5vkwI6+tzYAvE315TR2xrmbmRWMe62l/d1t7uxt8Sdwk3pLnVZ+3xD7Q9veG2trc1Yj6Q7VwkwZ02Ii1jkGELQPVMdSIDd/W+g1VjAHRB+6/xr61rcA8TPq8hGndVuj0JJ7QTv9uYV3TYPJNqaQPSrtgTWLI1xbo67HPXJ91TOIJ7XTG5xPYn5l6jYmM46NA5CjrVadpaSkzqaskpm634rte8yexxZ2exKYnMO8oXGdmvci0WQbjel+GBcUeY2lGgpWFRKYiVhRVvKDcWVvTjRt7alIl1V0Owz3mSCiX9aTiDFEpN+TlVFSWIVuoqVsEU8kgN8Z8x17QWlucohswzoaahziSWFOycqnUfAMueZbPdHUhuVnQgEQoKCEmsY5cbpzL56ARpbRT6EKu8LDRznB7Srrw23zIlw25VYUMdpEoddEmQcPcDy1/X3ifPyEm+Y498W+qnaLOu5V8qYv8/aZN6H0G2oo9zmhQMQ3zJmgfPEgjYx7RHYa2F6y3LWfKaFNWYgljmnbaMI9as2lAH8YYos/aXPg6ijbnle/T5SbSB5ZNOPuxs4D93eA3x/t5v0siIhS0DbU8e3g4NQ3dlwUbxL72iFA4RWzZaFPmACZeJjKm+MxrO1EUUZCNFJNVPGQkTw0FPWIh4DelThdZbhGhZL4hUT7Ec72MIJSqxZB4iL1tLP8olTxmRso8DP1AbEZ9NTwch/09HoQ8DPvb8l9Y2dkj3tmC3tYuD8wWO9Bb6rMR7O/tqL+3SxliHrAjdMg/7+C5RD0ND+HMm9eGt3258LIiAntok6L9RzrgkKOUvBnCQjYBHTZim5vbykzwgB9hzyA4FVzOmLDyFBEKiTIRYapAvpyGb/ImoMD9ZuuyS4Qlsm8F5SAHz+uO4RzLTsO8MiVKiVvcLFDYEKVvKT2JWdrdv22/FaFyyzaqUFRe4sktK+h7pxo2UCM2KZbtdru83e7Jfxr2xeeeYzOzUTZjsxw+ygafAt7gzs7OlY3ugM21N9reFLtsqiolNskdNuJ1r6vo8OCoAutyuxHyCKuS7AOPpCF9u8MXDx9QOsh3uh0tLC7q3vPn5f+gb35+QZV1psRme7bUOWQz503X3i5jDjhdselOqdaIHZfXUze7qmo25rSn12OT3pX5/v2UTTate4y5LvzllWM6ceKkVo4d0yxfNLq9LrK98uNZC4tLclvtlxE+6mLbysqK7j9/vx588CE2tGf1yKOv05ve/GYOSQuM5z510KoUjD0p+OeyQw5rRuPOzX6YSv5xtSG+8+8DuC0DDkENG9QZ/Ly4tCh/3ZiZmdWMv4R0pCo1+GVBx06e0PLyCoekRdkvIalKSRFB3Y182Nnd2Wae7ajPnBzhKxsTEUR+ZrXrT/b8os8T5ZnA3BslRYuoGUZUGl2lNKOqmpXUpXxHIw53mT5DAF4uyDibQD5cWJl2trySKMxE/ahXgccAwCJ5XcqIjUYjDUFEUGejiIGa0a5Gg001/Q0Nd9e0t3VDuxtXtbNxWaP+DfV3rrCRvs6at6FetauzZxb18EOn9a53Pa4v/bI36Dd/8afkX9I+c889On/3ab31Cx7WF7zhfp0/f6/u52B79u6Tuv/hM/rS3/sOfdVXv0cPveHh8qX09PFKP/I9/0C//DM/SL3XtbX6olYvP6vt1ZfUsPFvOOwk1qWKE1mNL6omc9jICvrZXy86qZJ/nzQPR/hTqhTqMBbrVCvwTWJdahEljSvwEYHy7VesRvbHiD4asc6OWGNHXgtJNziLHlQBdY94nnjM05Ua7DX0+RB1SWSJLDXUJayoIis1exrgx/UblxWMtQo7c6ZeSliv8L24Msxbg8zfRYiIcenD0aSuw9zXnqJJ48JZNKXQnvtuo/MKJhkl985uLmK8vLS141MEj7bL6duXta0tigxqijyx06ZfCXQj7R0XcKEpuOxUspCYaEOBkzeXi7h1f7XSY1tdrFVE9YxKaNdl9r4cBGy5DzL7B8+RIS+vXvrcFa2uDzUgc5u1asDaXXmtZ7xKXh0Yx449mKXCJToSQooIwPIVhumAqf0L/cpsDDIzghyltJ9VJqcPKUnOOeBPGtBynNfCd1pa2KYNJyYxPeAk2uBMKcnjRjjT9ggJYTfTEnVuLPKaQHd0WY9xVDjDNA74uTi/dMA473A+Y2DCx5r9cvBKe8axy9wKLnIr/mFeg6oJMnTGphaH5XLJuzOe9SGP27yhaIIBA7TvRzIYNlF6uYJbSaQFpRw0OqBCKvckTfJIa4yIkArNfYqe6lqp5E/KO9YrXqV9SNm1rS0kxiEiFNFizJqKXPMEU+wpEo+MfSgeJA0Y4WvAA8RiEeGoyJgIBVEoIsRNkytiks7yvxD/QooIkECouFFcoZImaypWuSIFPO1D5XIbCkE/jGNHtjHYRPGIE8gaKLNomDYyhwPBa3iYNc2ORkNvEvbYfO2w6dnmAbit7d11bW2vgnVtbq/Lf9JyfWNV65trbGjXC3b49N/f3Srls5+ePBBxElUMQYNvjBGspgCmEo2LcFui0CmFFEkumqoOZEcbvP3zg4blRiNuIzrYabfWaCTlCAWxHI8hJThJkUPtP5Lj4PSYvG1k3YYoLXTqNlcrczjzgFesE0bcDDECaEtms1NgegyV60BLZp017J+KzX7JPnQLpapSpFT8HOKiuH88aI8HwR5vWV3em/+FhcWyIe9xMFngq4DhH61zWX9hWGZDPo+M0yPW2A6b9Dm+DvjtvDfT3tDXHfomQj6gHD9+XHffc5fO3XevTpw8UTba1jlks3b54iWJ9p29+y4t8JWE7mNDOKuzd90t6/OPb3njPuJBtcPBY5uvJhEJmR5jYKQN/3L81Wt8QVljPO7Jm+8dHnQb62taW12VDx1u0+lTZ8pf4pqnPQm7guZHhEZsAENR6lrmYNLpdDU/O6+VpRXV8P3F59qVK8Jp8n9yeP9953XmzBlygjfvA41og8dahW+92aQbEK3U7cxpbn6JA9SCUlQa8OZ+6AMH455qOWTMyF+F/GeJZzl0+LDXI44iO6CM9PDDD8uHJH8ZWl29rm3mz9bmpra2tsEu6V0O+3vMwV3SW8yD7bKhT/Q/Q5rR02CL4bkNfHCFy6jibr6blairq049p4ie6DGJg0fD28esBB1gOlA6u6wxpuk/j53GMXkjnGC/ZtJCY6RQVYlroEh94j36akPrGxe1vv6S1jcuaGPjOdrzNG35HBv5y1pZ2tS95yo99voVPfEFZ/UVX/om/d6veFx/8r/4Gn3FV7xRX/p7Xqf3vef1etNjp/V7vuxxfdE7Xq+d1cv62K/+lJ759Af1zKd+XY5ffOYjunrpaV298pyuXXhSl5/5Ha1eeFpXn35S/fUr+vpveKe++hu+RF/3J79Q/7dv/kq960vO67E3HNPJ40Pt7T5J2d9Cz6/o4jMf0sXnfkcvPf1Z9FzQzjq+ZvO/u73LF8At1RzAZ/jCVuH7xocqWunnTeBpRZAKtf/s82wufZMZ+gPQ14iD17BhXfWhgzW4QXqkSkMOEyP8OMKnQw4/Aw4mfrHRsGYPBnvoafBtpSrVlKilqJVSpU4nSRxkrl15Sbs7m6rrpIiQxyKFiLFsvJZkyawjyMW+PJZB5GVDRBT9Lys0zkSlaM6+/jH7ziLqsWBEOCpobSxk0dlStImK2jy3pYHhMXsAGEUesVJkIlsSt7hNarScy1pkUtb0a4F1GXa+Y+O16JmUuVX5wrvJUPf6pNQrxLcRxas2uwDvlth1ZdYA5zHCJMbs2rXrzKM17Q2z+kraGfblsRzoTTiVQFkSBMkpIaWbryAzgntU8kAOYsnpEBok08CJVnlSlAde0ay2MmicQZAvUo6mgK6iY4o1JgO+9Y5Hb1vlOC9HIh2kUgvS0pimnJjI8qoMnSPUAMcirVdx5WL4YavNa5hREzh9FNPpV1HdTaLWo1I9XYwtTt8ak4nWyh0ocmHz6CVIQlF3u7gt51wofKYxxtE4Gc5UgplSaB9OG/CI5CsiyE+qeCIdhRfOlJLCCMsZSQmaUOoSV1ub1MbtXbe5WLtVJsfYV6JURChiAjgB8EIAvKJ9wFcimSCwiUIkJFKaXPYMntaISTekMj94G+hMrc7LCBegJ6M/exOwDyTC3Lbm8BhFMSxFUFChIBFBPsBxpFML7IlwvkjLWSBU/kUrQ44EJ/MGtqEhDfpzVts8jQlHhR6SgadsOw83lQMItkFTjcI68QPDXEMvIHz1GO5t8XZtSztsjLa31rTFgWNra0P+T6wcb2+ta4f0Hg/AIV9Hhnz9GA331PAJNqPX8zj7JGGlpEtbk0RVmlwRbhEp7EyJB6yCN8l4HKdinXZ29iQKZGyTXDjUuJERQkSTyzQqJPgRlaIAeYXkciDQQ+KOQ9GJPscu5Gptk+ej0xIpM9vELe626FY4LFpUWOwwu03FOCq20+Yi3PL27/BCIW+QE3LlLTmb4V6vwwGho1RVqmvo3gxfQmbUnZmR5+bO1pa22OBnNulDvlbt8tXC8SwbrePHT8gwXfMloq67Son8Dl0AABAASURBVFHRt6Oib3ZuvnxROHGSLw0cWPyFw+jxBcJv/vc49GBSOUgs8fVjcXFh/Mvuy+pjm3/MyvbXnVr+v0ZmurPyG+Zg3NfdnmbnFsCiqoo39Iyfja1NXbt+jQPwtjJ9EhFqGFu7fHnzX93aoi27e2zWgb8++DDgPLt1ga8eZ87erYcfeZTN52NaXlrW1cuXdfHCBdp4vLTn6ac/p5defFGbG5ty+f74S8aQA0ikSvPYs8wBxgcGYxEdMxxkOthq39R1TykSG80R43fAgaRPO/c0wK/2qeE5s8pBo9urObzMcpDf0Tr+3+XL4S4HxD6HGLqSsypWM08H1L2321e/P1BEFP0iqxlxM1HQkDeEGkq8SAiowIdNk/FPZqPaZRMmjUhHBDKWn5QnqVBEQCRio4JWKdvg9xE+HjGfhxysRvTpHl9AtzfXtbl+DVzSxvqLbNDtt2cpf40+W9fS8o7Onevqda87oSfeep/e897X6yu/6i368q94k973pY/oXe8+p7c8cUKPPbagh+7v6vy9lZq1j2u+d5GvIE8yJj+p9euf1Ob1pzXDgWaWzXavCiW2N4OdNfzTV80aO/I6RX/vMjZ2+ZKysXpVo50d7a5eU9O/orm0qqW5G7rr1ECve2hR73rbg/q9X/ZWfcPXf5X+5J/4g/r6P/5evf2Lzuuee7paWhrSb5f00guf1ic//jF97Lc/qZeef4715zqH3A31OQwM2WyxMkn412MwK3gKCI+r8II1qiCkFIlcEBX2GuxfGkDfef2yXwfoG/GFuGEtLuAF0Ahk1spU+iSUqq4idaXoYMNADW1OlNlev6Fd1t86Qrn0bSU/Ww/WJt3myrLMBA19PKFvU6CwI6LEL3/LZKOfu4NTjl8JlrMNlpuOW7rkOqvAvGmbnT5AESntG1NTdMu51d013My/NfdmuX97HK8Fk7YdrcV57cA7mnNn6Unr3FstpAalDcUZTtAHaecziJW9V+GrbaSRGg7h66ubur66q8z6WLMWiriifBkpjJecpMwMMUyRJViOboYNcmMP5xRVlC25SikKgtg5mclEDQTyMV4M5iB2XsBKTEGVKwqVoA2iEiyjkiMuJlJr8ZimWuehB5USDYoImAE5QYIuWZq+KCKFXvVV6nnVpT5/BbI9WYyAInZ/3AlwSjvRSsPv3B6Ll8nMQ8b95sGT7OPivNaBbTIUkeQFLiIkgsYXPSCXiQhFvHakUCnPzUQB6uQrImADJwqCu8cLLacRBHuOoS41Jcs3UQagOAyzpqHJ5Sk3ItEieBjkCdgEDJlofrvpBwa9IkUC1MjgjX29KI6K+hyPIds3Usa3DfowEA5FuUcRCUVMIK5MuhlDxBO0MqlKSlWlxCSPCEkGDzTeouVIJEkTshplHmCuN2O/qNhx4duOfVjOyPIDzPLNcKgRGBb0oXc5jOywmdrSoL+lYX8H7LXwA5mN5IgHYsObuMxDUWwK/OMXGtdvvuvHLMYIJtpmbI8wxzlG1ojNTSTaB1hClHOwCeyrSh2lqFRVSb4yt4ik8D90ZPyPgBQC0YI8CIXlxnBad3i5jgLUYQa2kCLICeGr3KJYvk8fVo5EKZfH+dPxYclbpVzZzXxU3cQ0b+SnhUKdijejFO3gq8X5Oc30uoJkSR4o0z/uE/94XmJ8NPi71+2Wt/SD/oC37Dv4e08N46XPhs4b8Ap9NYcW3FDyvMnfZXM3YjwP2Jzv8BVia3OLA+g2h5uaDfV8OWwEtnj8dPhCcs+5c3rkda/TmTN3MY4aDQYjLSwug0UtcigpG3liHzySkrqdGfVm5qWoNORQpAilqlLikGLUtKnb6ymlhK6hNqn/Bhv6Gzeua52vIVscHvr9vkIqNnVp4zxfblaOHdexY8e0wNcR2zY7N6vTp09pjoOWD2DXeYPXcFAIHLpH+Qafuu3Ly8s6e/YuneSQ1ZvpoVVyX4oabLPb2MOmigPazs62Ll+6qBvXr+OvXY3QJ/zZ6daame2JpvAFYLv82d4B86ZKkuszWp3oltcMSUwC8/1jDR7iHv8ub1SpFJRioLqTlYlTRYth20dw1DAX3cYBLwMSb8Yb3rqLOZmUlag4004qR67REJnBYFc596W8h9i2RoMNjfrr5UeVRjtXlAfXNdvZ0ekTlc6d7enh+xf1lsfv4svF3XrvlzyqL/s9rweP6kvf9zq9653364m3nNWjjyzpzKnQ0sIuh5JNpXSFdeM5Xmg8S3yRw8uz2lp7Qf2Ny0qjLXX4AjvbqVTlpKX5Y5qfOaZutaBKMxw2Oup2iRmPI76UNf6RsYbW0E/BWImg/bSzTxuXT55RhwP2TB3a3bhUMNy4opr2zFd9LfYG8p+xfc97H9fX/rH36Zv+yz+qb/2r36hv/tY/oj/xp96jr/z9j+rcPR1tb7zA4eppxtWz8n9aePGlF+UDpA+EmfpT6shXsC74R68yh0XRb5lxyzKoOtcKvjJVxAlb1YQSqCnXqWdUEUtJEUkaY8R+qqp6iqjluK670BW9RteoUV2xVvJSaJcXQp26YoyxXjejkj/iOWWp0rfu36PQzZdlJ7g5V9QderUXSxBjKauh/leC67b+SWx6AoqjZ5KaxBleAxxPw7wGIfNM2wqShLiDJrQygV4K3CLcyr5biH1eWG63+/FWyoodrcCtsrH/oN14Yl/GtMsaCJXxYjUt7KAEGwgfUMpaLOu47cORhqMdzNpjzPV16dIVDh57alJXqmfVrXvqppp5mpSCUkFfTFBqkxJ6xwGBfcq0gW6sKZUSk5IXYdbPIpkhch7JHRVjVSEp+EdVakoZp1tofAWxQVTChHZsmOmidpBpjlVUbY1ShCVwSmueyAAHwWyXPeBMKOdM6DuJ23puJZmpINN252XTXmAM02M473eNscmoRJUTd4iJGKXuLLhAo6BNweLNqKNY1mTY2RN2e4QpwQctqYiQ/+k1XPFyZdCL4pslzJ/iZmiWFkxmtJAoY46YIBXZtpZC6vBVeGQTpjJcMmvSdrSSx51OaBjro/LWr6+Gt1Qee6XswU3BQ8N62zjJNApKQAt2NhQrVOGVG2XEROXpoha1ok7QNyOnpAAJ+aqqlFJFHTV6mRNKqAM8rGFQjxQiygZ8VaTMMSB5SKpIaHy51XiTdmbGQmbDYoiHnFgwCo8Hm5xH+xs2sN7EtjIjRIZSjLCvEWYp1VkpAR6QCVRV8LA0EnwjVGFWSkkRUVAp0JMVEUpVJZEc8vDeY0MckciDRdzQHzKKXciLizLcFUEhCN8jgjSJQyFIGUT7Ad3Ff2O+owLf9oWOEEfz8lT+RB9x6Y9bxDpafqr4FDmtdYrdNn+fwZgq/pBoMqAvmcv+MaY+X6D22AgPOEQM2UiPOEhmZCv822Pjvri0JP+5Wf/OgzfmDZsW/5K5/yO9j374I/rMpz6tK2yit3ij7ENIw0HFZWfY0EUEG7Ct8mNP165e5SF0SVevXCmbam/0V1aWORQM9Nyzz+rSxZeQu6Fnn/mcXnz+eQ05eIzoW/e/fydjdnZOUmh3Z1fm+ytI8ODKjEOqKYcZf305dep0+aX1EyeO6djxFR0nXlpZVKdbUVdf/sLhAweqFBG85W+oa6A9vuRc41Dx1JNP6umnny527sI7f/8D1Jf1uc8+petXrmrIWBuycfS4q6tabuciX0sWl5aV2OD5UOFf2F+9cUNrN9bG9tJLzKfEvDSCMer27e3uqUGX/ea6er0ZnT5zVjMcdp787Gf0/PPPSqwpDXNqxDNEDIlEWZkQF2qlpAqe+Ql+RjY87pHPzMeEf2ZmKjb0lWZmQ03eVuowj0XdsSf5MJIa7FzX7GyHdZ71a7itPb4a7G6uEm/Qjpe0vXmZtl/DnCtsiq9prrOhlYUd3XMmypcC/0jUe7/4IX35+x7R7/vyR/UV771fX/7u83rXW8/osQdn9eh9XZ1Z2lB39Cx4XnX/OQ02PqPB+lMabb6g4fY1cdJQw3isWVPme7NamFniULGslcW7tDx3l5Zm71LVLGtrNevCCxt66jNX9Dsfe1E/+7O/qfnjb9Spe96qVN2lxYX7tDh/RjOdFR1buUsry3dpfv6UVo6d17Hj92px5Qx92tNLLzWaOfV63fXQ23T3/Y/rrnse1anT91F+WTN1Vx3G1+76dW1dv6TdzUuMkRc1272mRx7p6b3vO6//6zd+mf7Lv/DH9E3/xR/RV/v3R778C/Wl736DXv/IHLavatS/oI21Z3Tt0pOMnRc0om3hMd1kNl+VOqnClxLLoDoVdEqsgZUYlgpVqqKnSnNgXr1qCZkFSRy7BtLeXiNFR53OnAZ9b/Ya97oihaoqlLB9jy/M169cVLeDTvipqsq6kJnfQlpc+VYg3zITIPIfRLA9NsSxYXoCp6cx4ZeYRhIK6RvNww/THCkiJBl6mStTztmHy5pjuH7HrwZopCdure/V6JmWdftQOs0qtOsqxC1utt24qVxRNikQpf1mZdazArLgMpyyRqw9mS+q3Y7U4/ne39nka+2Wtncb5XpWqZ6TD9N1KUMpxmRmrmdecPqliGmylHxrcdgxmYlTkHMxpBgLnSA88NsyKHYx+Fgl92vi5vyIIA0SVUC38mLRE6LwOe2HSfRRAxTsossxHCZVxmDR0CB2vUWo3JiQ1Bma+lfqQAF8NJCjMtkTLINqSsnf/Q2FY2VtJ+ZxCs2ue4wD31mevNcaXBydrutO0SA/QcZ/dwLxEAtQfIfvY2xv0Do//Cdw/rgTkSjGqThbt74iQhG3gOLWBV4Ll/bmI5iooWoZTjuOOKjXlMerNz4V/ApGFUlGIo6AQcHSl/gmg8b+JM7ErS8Yi8hEBPUElMM4Hp/y7TtzpTFf7cW8liinw2z5ighFTKAxPYlDEj2D+2m2fBWOb06Qx/Sl5xibyBTW/i0UEaRAiScC6INLIe7mjYiN4Tg2PQ3zWwTtLAcMprpQmzGqYfOaMSJSqK7rgg5vvU136sTiVKmOJD887cegYERIgKD2wiacxIs/tQePUKDP+o2IYNg2Mt3KS0ioXOTJcMKxoSA1DZKHwjiPdrieiCglDomQoHnUGcqsYRofKjJ2ShQsJRwj+EoBN2fQoMPIxLlhpQNFb9F1oMTtnMYkJ6PDiAhYLRJ+ajgcTja8exw4+v4RGQ4f5g3Hh4+IUERoRH95I/3ShQtsyK/Kf5XK6S2+IvjHjq5evqprl69oZ3ubTU/FJm9Rc/MLathk3Vi9oUscNi5cvMhG7yU9w6b+2Wee0cbGhvp8DfGXkR2+iFy7ek3+Maa11VX1scMHoCH5AzD05txxblR3e5pfWNDc3Lw8N8WgrOpKdd1hcz2vlZUlNpcrWlpaVI+vGDSakLErqcfG3nb5d1Kqmu0tjkls/mgkG7k+m8QNNrQv6flnX+CAwgacwTVPO9ZX1/XRj3xUfnu3tLCkUydPgzPy744s8lUGF3NoWtVl2nj92jVtc5Bz261XYiwg0Ej4EYK283PdAAAQAElEQVSx4Idvl7fyVao1HDQa7A3k31fxoeoMX00ee+Ob1O315P+QMKWkiBCuZDxnWosO7gJOoRYqFBCuMyPYoW01yPhLnn9sApqGg4ahXfX7q9raucqh8Kq2ty9ywPmYLl18Uhurz/BV6oLWb3yOTfNlzXa2dOqE9IbXndYbHzutL3zL3Xrfu1+nd7/rIb5ePKL3fckjetfb79cXvvG0XvfAvO45NdKJhTXNNM+p7j+tvPWUhmtPabD2rAarz6vT39A89sxh6yKb4ZP48tjcsk4sntbJ5XOa653W3Mw9PJvPaPVapRef29MnPnxJP/XDv64f/4Ff1U/88Af0w//6l/QTP/qb+uVffkYf+NAV/epvXdGv/Maq/ubf/H69cLHStRvzeoZyTz29pguXtxhz29rc6qnTe0CdmQcV9TnVsw/q0uWe/tHf/Hl9xzf+A/2jv/4j+pkf+Ig+/IHndOXKSKNYUXflHh3jEHL67vM6fvqsVhbmaBcHta2rGq2+qL3rz2nvypOq9y7qWG9d95zIet39c3rvF9+vb/ij79bXfs3b9Af/wJv1ZV/2qJ7g8HX/A111u1d1/erH9dznPqzP/s7H9fSnn9Jzzzyrly5e0PUb17S6vqH1rW02agNt7/W1znwqaQ4Z22Cvn5TSgiJmNRxkBWtCXXeVKo+RRplNX+ag2YAR85sBw4FxU/7C0mPeeDjgeinEVW7Erxwy82QiZdqYpKfjiFAaj9eIO9evV7hcn1HGvG0BTk/jqIpJ3j4/QxlEkzAtM027ngNMpIlL+SzLtvnwpkJEKOIwprL3ScwvOooe6wSmD6GhHgPhQ3yn6elWGQVbYv9ONqbdgr9fhux9aUkvQ1uL0ZYwZQTJRCli7sLGoZ8X0AF71PR50gHWmgHj98pL17Xpg0fqKdRR1dRiy66mafCBxHKoJqDF/oEXINIO5VF2NGQqah2BsFsJStqCOL1ogw6qqaqOUgoxQxQRCkkRASTfUqFDVF8Q6OLRWmi5jVAuWwCj1IPBbR0s5RjssnQRki7QKJAzbxquofCZeSFkeGsrN7RgSNkGuDzRHQXLG7cRtira0kZZjWljX5wc0m5Hpj37gEdOkXeZV0LxBy0uGxEWoTuKLV+6Fq+411+pHLK5IOiGDBo0NIXDOIMOWmVKojvV+r0hnkYmfYCIjGwuPJe5NQKZAyB8m9DqKfXivxIzBsyNUiLsZmAOjJYJ4XRM1ZHKWPXCaUSQxrBAMiIUpCMqBZCiVJM9F+i/hnE1ou52MnleGAf6Nb5Qo4JEeVyGStLQMEP8I3apjL6MPlgSvAJNXQghDZt7iBgGbVYp18h2eLPo2HpKrm/IZMY8I1IN+ltWuQs1au3JigglJ2Su2iu3UXt3YoKWM32PCEUYIk4AmjZzlzdGIzaSzSikplKqury1m1G3M6NO3SFdqUa2rBsK/qFDN1/+WdJMHUJirz9U9gYyJY3wQYKfaavfjItYXH7BEJhsFBpeCfghICiiacC6ZYjJfJFLiXsba+qyz6eSU+SULLZMZdySxLSb+NYQrpXypS3KpFSg210oapqRGh4QgrawbRxyoPDvCPgA4A3+gAPIEIzY5Js2f8T43lhf1/PPPa/LV65qg8PGFgcFj68ZXm31OjUb6oY35nu8Hd+RH0KBHc7f3tkph0JM5MAeqpGt6poDyo4uXniJDf5z8n/O5wNGn8OGbfKhoONNN7YOh+2XiA3/svjaKputkXozc2ivOBjsCdNUVbXcph0ecteuXtblSy/p0ksvyj/ucgnaX0+ef+45Xbt2VUO+HszPzZW/bnWGLwtnz57VwqIPSCP54HOVw8/a6lo5RPhrxA5fV4y5hQV1ul1XIx9clvi6sbAwzxeEWVVVBb/BB0PsaVTWDhxsf2cMHOL3PuPdb6X7fC3ZY6wO4E/mn8+nFJL9sssXEB84KnTewBb3QRVJXeZFl416VSX8mGh/HoNoElKo4gCWiBv6NfPlKRNHwE+VqlRrMOjjQ/ttF53SXXcd14MP3qPz50/oi77ojXrf+57Ql3/F2/TVX/1ufd3XvU9f87Xv1Hvf86De9sQpPf6GJT10vqOl+RtanL2uGD6v0e5zisFF7a4/DZ7TYOsl5b3ryv0tvlxsa5a5vTizopPL9+jMiYd08tiDOrF8v2bqUxrtzWv92lCf+8xL+s33f1z/5mc/rB//4ffr//jnP6F/8c9+Qt//r39VP/mTH9EHfv15PfX8nl64Xun6zoL63XuV5x9RnntIsyce0+zJ1+m+N75Tv/6R5/SDP/Jz+uDHntFvffwlfeC3L+iXP/C8/uX/71f07d/+vfqLf/F/1X/zl75L3/4d/0J/+du+S//gn/ycPnmxr5/54GV99PkZDjDr+smf+Sz1/5L+8f/8ffpf/qfv1fd9z0/p3/zCRzkorCniLp05/3adPf9Wnb7/LTp77hEtzS2oGjHuN69qz78sf/XJ4oc6bmims6HlxR2du1t68xecKAeQP/jVb9LXfv3b9Yf/yFv1znffo+On+rp69Sl98Dc/rJ/88d/Uj/3or+lH8MFP/eQH9PM/9xv6hV/4IAes39L73/9b+sCvfVgf/fCn9KlPPK2PfeRJvfDcJebiDmPOYyFYr6Vgb5PqkFISN5HU1vomLwrWxCBljI48FclmzPLsKmOQsehx2iIrwxdrhOeigaISpunCeJlbRJTciDYuiambdU0wxX5FErOKjFtsYqLjFePSatpGbFmcQfGJFsip4HzXY0yxC+kSt+KXzNvejvhgosTxbcu8fIZtsJ1HpQrPmUcy3PIjrCPJIzbu57ZGWmULNPF8zdNA1nli9OFeifUuj/rS0PNiQ9cvr6o/zKw9WXtbu6wNTVnDEmsZ2jRk/PmZ3ZTCWb48eh0DM5pxLMblSGXQUuMkzmUzn+WxFvAzGHnxY/RHuKygVNR7bIf4F+JOGUmurJSNLHa3+3yVCx4lrdMGZk72KtoauA0UpyXuGEbazWlR9AQKXD9xsCiLSqLUYZuMVrcoieRtAvpoj2WgXA1yUNMdUGjYBHJu0uZaxgWR+PwE67RZ9uedImccQUHHhkT65WD5kl96CJdm3kjlwhG+FJc1SEHzTBkqV85ERvEGhP1eaMlFSz+4344CFaHQK1/oHOtrZSfpNvbdatq6QhEtErE31hFtOsKxNcSBTDIvlbRzPPYcSyFfRTcNNJ+IoZHVsMEYsblRmQuWargVSeIiQjxJJ2h0lbqTgodFa5PZpCNJQb5UojEpXxMNfkg0VG7ksR8y/ZURaBgQDYtAw8TOjE1qp2hW0WgBkPG7OaGkoL6IWil1QK2IALWkkOT8UMQ0KtIVeQHQbn1ZCmQl85NEKpuPG3LZYVVwagVvPyo2JTWfXzv1vLqdedV1Vy6Xm8TaYn1SRCh09MrwUIjtQR9lZIZssMwZkeNFLFjU7I7MLWKsATsYoK2y3Eav/m5dtCsTG1Yw0W/6VQANr0K6FXUZT6HJwamkyXJMVEJEiFDoyc3NTWw+O72uyuYfOqVU3DHirb7HT5+Nvr92+LAxZN0ecPjY4eCwubmpXb6G+EHhA+HsTFcL83Oan52l3zpKVaVEP4jLB8ohm+vMW/dEutfpaGFmlk1YRzV1ZjppSD1b6PTvN6ytrbEpWpd/4bs7M6PlY8fkvtve3uYt9Rb8vnIkNkxZOzt7WuXLw1UOPy/xZcH/od/e3q663Z5mqMOHlCtXrun5Fy/qBXDx4hU2dde1urauNbB6Y01bHJpGjJUuh4jllRX1ejPa2trSlatXdOnaVV1bW9XGzpau8pXmmeeepc5trRQ5xibjp+52sId3ctTrA9g6X212dnfVMNey8DuHoLrbVeKAJfyiKimCdVHBaKUdWRx+hjyEhzxws4Y4pAEes6jQiVOnClZXV3X56nUl9FU1cxJdKbm/Mn2GEnyb0ZlLzG0SYFSplRN6hc0pkmZ781J09cBDb9aX/d4/pq/4vV+vP/w1/7G+4it/n97zvi/Rl7z7Cb373W/UIw+v6K7TWceP7bLGv6DNG7+jGL6g3Y3PsLH+rJr+C4rmKnlrmp1pNNMNdavQsWMndeL4WR1bOYe/HqA/ztHOU7qxNqMrVzr67Gc29YEPvKCf/dlP60d+9CP6oR/+kH7gB39DP/Jjv6V/8ytP6iOfuKHPPT/Sjc1ljar71Vl6g+ZOvkkzJ16n7onz6h2/T/XSWcX8CTWzxzRivRhEV+rMqYmOZheWNTvf1Q4vM6qFk6rmz6paOKfusYdULz+oZ65s6eNPXtSHP/2iPvDhp/XLv/k7evHaBvqPqbc8r9Pn7wePafHUo5S7V92FB7QzOKZPf2ZDv/gLn9X3/vOf1d/72/9Mf+Mv/6/6ru/8If3M939Yn/rkjrbyOWx7o47f/QUcRr5QZ+9/sxaxM2FTMIdiuKlObKgaXuNAdkG9dENnTmQ9/thJffUf/EJ907f8If21//5P62/9nW/UX/vrX6Nv+XPv1tf9R2/SO564W2eOJ6XhlrYYC1cuXtOFl67qhecv6QUOHJcurevFC2vq7zXq0bf93T3G1ECsmooIR8oMqETfN9jhP2s+x3wlR+Y5jgj5H0NEBoX3w3Ta6/ckY0I3TcOYbzHhTWQmcURMyEPxUXmnp3FI+DUkJromRZ0W84IwYZX2TrexOMxCBftiLfsI7zbNmip0mJyWd52251Y4XOrlU7fyrHUeMbUoybdilpypmw0bJyd+sr5ghIzZU1GG24xhOqtKCZ82BZ1uJZYrDfu7Wrt+VVtr25rhhYi/wAZyUtKQg8hwOFKzX29SRIWliXpmkSA6CHlMTuJxkqhweBCHQlVIqXgbLk/JjDpxFRY0XEUEkFxNglHisUwQOx0RSk5gXGYRzY4p79GQ1VCegqQzUMlv4ALkNH1hw34SnbJOKg3zTe9n3kxYVYtxXW0CE6i10JRps+AR4HnCE6nYawKRSSiiR3iTvM9r7DqmkFkoDIyykURY4vw7rNRuCvyc8F/gQLcNZ6ugpMnlTXBmDNAVojqAjxDIfsMejbJBWqJu6s1E+3AaTALaxBNOls0ozGUj35BGDzpaHjQKMlDhoXCsW+PYWYawm8IliqAFQCFFcNPtriBf+xBXgy0t3DbqC5iAUHw6aobyQm+ZiQ1IkMcd8Wle5JokUMhmGCoDP5EOiaCp60iy5LQqU6snd4grwCKAqzBVmYdPdmcgaD9lp3FIjJU7Dip1LCa+eFApYVPqQqJPlcI8hQ6uCtKgXsqSGAenQ1RB2vKhoKwhNp3BJirVHVXdOXW68+qyeeh2ZtXpdFVVHSVvJPbrQwUhgOhbjfuTacumx8ysiDZ3RHLAZtYb5REb3ohEiQxXqqtKEbaJ/qLdhUvc6nMKRyFp3xDtB+fsJ/4tEK3lr6AYIUwXUQuIMv/MPFKUrLGMKWdOYhW+9q/Ak4bop4yfJL+RH3H46A9GfBLf0zYbafsyI+nCFT70jxstLC7QV53iNBhViwAAEABJREFUU/8y8tz8gvx23hvihM8r7Cq14l+XrenTpcVlLa+sqDvTU6SQf49ki0NHn68qNWOh0+kUvs2b5eCxsLyoVCUNhgONPG5TIl1rxLqyNxhqiw3/zl6fMokvHzOaYTO1cuyYlpeX1UFfhJQZ+H1kd6nD8agdkFSReeAN5N/x2N7e4jAz0og6vOnvcxihoCKCcZg0w5hcmJvX6TNnOLxc1W/++m9wCNnV3Px8KTNkvDXFPyEfNDq9nhKHDdseqVI1PiyUcWSdqVICEUkSRgo7qbts4BizFXnWfd/99+uec+d07t778O2sdvcG2DyS5YY8qFGlYBJYb4vACsMK0Ynv/fXInLpK1DRivtAbTXBIWNaDDz6uBx7+Aq2snFGfw6T/6tTqjRe1vfGiNvlqsb35rIaDyxwwrqiObR1fnNNit6eTi6d1euU+nVh6QKdWHtby0oPYd07D0XFdX+vp6ac39aEPv6hf+pVP68d+8rf1oz/1Mf3wjxP/5Mf1oz/5Ef3cr3xOH/7Ulj53sacL68e1kR9Qnn+j0rE3q3PyC9Q99bg6bPp7px5R5/i9irmTauoF5XpG1cySxDqR61k1aUZRzaqq52hwkv/qWcZ/XfrLfwBgbXVXnZlFDVlbozur1Ouqs7Co3kIP1Jpb6mp2oVZ3tlJntsP476NroNXVCxqlvup58hZnlHu1NDOvxbP369g92LRyLzbP6XOX1vQzv/Sk/sk/+TV9x3/zffpzf/of6W98+z/X937Pz+snfvT9+uD7P83XtpHqdLeOHXtUZ04+2n7lOX5exzmQVENpsLGq7esXtHHlaW1d+bTyxpM6MX9dTzy+pK/9w2/St3zLl+uv/tWv09/6zv9Mf+/vf6O+8zv/hL7t275Kf/yPPK63vPmUTp+e0exs6Mbqlp558kltrl4RHabRYJtnzw59vqsqDZkPWYln787mGpu/VfXqSlVVMZZG+E6MG0fZt1dEZlxNhKZp85z2+DRMT+C8f5+wHXdav5s3QeuZ1i++t3xT1jaJTd8ZXN6SJebGbHTyJtjeCW7KPMKYtgKVXrqK2eYfxZGir5i0Da8k5L1zlBHk2loqGHmKKOtjRKNmsKcb165oa3PAWKwl77eT1OShmkK7XFP4NeOyioq1KskX91u5yZU5+zCyPYAxOaEwJKJWAGOiSuSEuOEkYgfzHYtbwVgcOgGyW4YLFQoj1cJ501a0XBboIovN2NLaUwq2Nwol0D4gqXP/IQBNfa3Q5N5qtw6jVdvyJhLmOW8aNM5sR/tiRwlrMY7y99PYvk/fEXHQ3mILD7QSo+d28R2pPSIUEx+FGDwMLAZQ2cji/JzpcyDRzzSurbdRLrYQsxnIY3hT7reO02h4eBQ0WQ3whqAZl1XxaGtMzlkFZRxQEXlwuDvfaaSLjNOGeS3o+tKCMJuBH1EoUqGIKDG3mwLqqHOKjbpg7CRVioIkX8UubDdtWGUgJ1m3rfSCj7PEhQ7rlfPGfgvLFkiicEQ40q2vtk4pJGxoUZOqSU/yqJNKih+xiyrxWi4Lg/tASAf1eU7IdSkk+k9NhRMhscsLiIp+0iW2/iBhEJXg+ioFuiJChJabkpJR16o6HdW8Xe725tgw9jQz01W3W6uqGC+4xOPEfe6CxV7sthG22TwjkQgTtwDNU5839O6olCpHEsJB/TpyoQaO7wbkOJT+o17HHlAUt4pDGIveFFn2JuZrZVgZCCXqBjg0AgYpcZkiOgg0A7PH6SyLGmaEggggMN2uzJewEZtn8zISHg+RpF6vw6ZmVl0OATV9JvxnmbmFeS0sLWmEnl02/ttb29rb21OqKs3Qrz023hUbG1fX54vH+upa+Z2Fivy5uTn6e0YV4yAqKsG4TqfWzOwM9fXUoZ4OeQw3Nr+bWuOrhn/MKVKUvJnZOS0vr6jT7Wmew8CJkye0tLKs2fk5RUSxY/JjWhX6I4JxFRxsa3Wwqcc4W1iY1woHoIWFBUViZNEOrz9DfNDtdrW0uEi7Z3SMA8z5++7V+fPnOQDcI1+//oEP6JOf+tT4T94Oecu8Z7ZstwfaLl+FMjNraWlZyyvHip4u/qjrmsNNI9fR5+3f3t5Ooakdu5MStlqmV3xdq8fh7MSJ4+itmRs99bDLNho+QA04HI3cb6yLKHAQ3VPiiFCFvwzLsxor8xIk5z1VHduwS3+s6+knn9PWVqOXLtxQFQua6S1ptjOvme6iTvC14sSx+3Rs6Rz0fZrvnlIMl7S3vaCLL2Z96hN8tXj/C/qpn/ykfviHflv/+vverx/8wQ/pJ3/yE/qFf/OMPvzxdT31fOil1UVtjE5LC4+oXnlEc2ffqIV73qDeqXs5aJxSWjmpvLii0RzorqhfL2pXPe1wONriMLTHG/ohzwo+XkhVzVRMonW0r6MUHYU6Yx7cVJXnBcu5fDC+fIWvRPhhfnEB/kgRlC0/ejSiDCO9Sqo6IRov1Vk1X2wyfdflgFIzJndZQ9b54rWHdFN3tItN26OEfV2N8NXiPef04BNv1qPvfFwPveUNWjh9XJe2RvrUs1v6+GfX9bO/+JT+p7/7Y/qOv/I9+vvf+f36vu/9Rf3yL35WT31qW9cud1V37tWpc0/o9L1v1sqp+7W4cFxd6hkNdsl/RpcufEprVz+twe6zmkkXdd+pgd7+5mP6o3/4C/QX/6s/pL/5P/wp/d3/8U/rO//2n9Jf+bY/oHe+86zOnetxyMmq6i2trT2viy99Whsbz0uxwfjbZBz0tbm+qpDUpY2JQeP1liTB3NtBEhK3C14XJpjITNKOG8ap46N5k/TtYpc5Csua5/i1INOfd1qOpcFT9Cbx29Vv/svBypzvuChlGJbYt2na6dcElBSjXRi6tHU6Nv8ARdTZB6xDVGItMSPC4wKqFCAuYVLQccOYykDMy1CqKuJKVZXgDdXfXtO1i5e0wfzoo2vAejTKAzUxlF+eSI1aU9GRWx1oka/kB00BKeafmkhqZASxCjLVOORAyCDyJoERXypgnBPbGLq/CEk5Ql5Yhq47i3UgobUqCCsDibwQmehz2w35BhjT5SE44k14gxWWaiiTyTNUyrm+zAKUS7EINGN/RCWVBaxWqFI4Tc05U1tGViMJnSo6IAlFP7eGHU6B6YKshjLTaOun0MsEy0yXmaZRe9uSLpdZlA+QaRslsAECk0lTelqf6Uy+YXoalET6zkKRTSGB8EqPjzK+asYPQ6qAE3AYH0W41ZuFX/ehsZlZDZ1oFLugp2OXzNxuDXPRU/oH2oHKidCdAQVLMKeBMnKxgIQ0HgfiCoO0lKCMID4cnB0RFAslxk+BQlUIJBAS42I06CsP+womWMI/cJGSbFDrAY3TanmUEchl3MET9VPPRKiQKAn87VzD5ARSBYsypUBAO7j9LUoqQ5NV5i7+so8z9jVsYoJyyZUQk6VMH/jQwfCCxuJsM12HFMyRFpSiTEQbkyOkgH1sUAhlZXyEFF6M6g4P+I56PaNmU1WzuUqK5M3AEOkhboDmICtGjxhFgpvtG9skFEnju/av0ha3j2r3+kMOHkNVbDSLgPmgoTG2yLwSo6+U22eYuBmuMTI2ToBIAu7zpCzHdSTeCleq6LcqV6osG6GIFpq+XDlIYzA8pnMP6JDC/9DBsFDjmLS4AkxCQ9smNCrlNjld9CNv/QmZBNO0GjzKYut+F/nC9lRVqnlIzM72dPzksu657x694fE36vxDD2qGw0LV6YnllTf9e9ra3NYahwn/DsKQsePNbeZlQaC3Q/92O13NsIGepVyPOFW16jG/oi77qkpJFXV22eR1Z2fVm5/VHBvEqssGj7mzsclGibXEG8iZuRlMDPkw2kP++Knj8n9CeP7+e3Xu3nvkDfocB5dO2UiFIoJNVUdz1D3Ppn8RO5Z82Fhe0PLykuY5pHThp6pSYEeHsjV6R4wP88/edZfOnbtXJ0+dkg82K8eXhZiee/ZpvfD8sxqwMcyMzwEbY/t6Bvsd31hfL1+IavQuLC3o2Ilj6qCXDlFVt2PddJ9yfb7AjNhUN4xBcaWoVOEnSDaIDXUMqbPDW+usna0tuQ0d8mmdGHIF7uuRO5OOtn1mRiV1upU6HOYr7IiwRuY9c6mqGvwy5CvGhtY3ruuf/+8/pL/6rf9ffd+/+Dl1ls5r5cTD9Nt5Dm+n9LmnBvrQb17WL/zcp/RDP/B+fd//8fO8yf9p/cvv/Tn9+E98SL/8a5/TRz55Vc+8NNRVvnL0011K8/erWjiv7tL96i2DpXtVz51RmjkOVvhyMK9B6qqvWv1I6uPvPutPv9ljU99XHxuHDKIRdg7ZkDSkm2ZACxvWBFYDxvCI8SYaa7+RVLsuDOXNi3nO95i8m0PB9sYmm+4NVVWoZmynFEpoI2IsM1jRn3Fmhhcg0xcEDoQjqqi1y6F5gNhIHGgiNKLCEU6veGGydOKMztyDz06f0NyxeS2dXtJdD96j43ffo97KWfWOndeJ84/r1IOPafbEaVWL53VlfUm/8mvP6Pu+7xf1z/7FT+mffvdP65/84x/Xj/3Yx/WZZ3bVr85p5cxbdPf5d3DYfYdOHrtf83PHFNTb311nzl3gQPKkrl74KAeSj2q492ktL1zW44/N60vfd79+/+9/i97xzkf0Fb/3vfpDX/NH9VV/6D/WW97+e+SDV6Q9zS1UtGukbf8/SnzJTJGEagX/aL5whZJUECw4+zS8iFDEATzeYZcwTZvh9AROvzJwqisfC07KOh6zDkW340fEvlxES0fE2O5JaxzHvtwBYd4B7BdDMm9SxrQ+75fbY0wUT9PmTdKOM89Bu+qwJfjPYZxXyljIxBFMdFiP4QHg57PnDwMN6UZOiwGB66DbmiLaGIFxoEJN85rCN8fw82CEPVlDjQabfGW7omsv3ZDn6ADJARv6IUf4URooV5RAf2Y9SMS2SVO67X0dXAhPZdqM7MbCDviMaUTh+oEE35NHTHQjqChTAbnI0MS2h4VYScvlyVe5gnsoUBhMiaLH8hQeR9iZ1ZBoFHYXtRDnFoihNsa6iZEJg/xknQYLi6JSAXVAUKZRjlHRjepxnEssnsA5N7r5avMzBQ6juVn0d81pW3ZYDbyb6oY3EXIeK+u+bdA0aJKLj6ZkD7i3piLghz1JTLsZYE3u438Pq6EylOshs4TSP65/CgiRR50hRYoCFJLAFDIzaPB1wwak4YFzFMV2imd0IkqSRKmXvqNtZmt8WSYzsLOZxpgfJfY9UOG4MMY3pycwy3RSRAspFBFKQGpp6x+wcerv7Wo42kOn/TGSW2QED1Zho8iJcBmyCLY8MmMQPSS5JyJzDdoT9gYscny/NQK2y7XIjPEotpovRSIOIF9jvfhX2FPsIotAJnUVX3ncmmN9jsk6FMybICmYQxG1jMTmwqiqjipQs/EyOsQzvZ5m2GB265DPBtHOWInNnJEdwxM2sKcq6+GkFoQU2KsC7V8RoQzIlFKS3DzSIzZ37pMcKhMJg3oAABAASURBVGtEobPbZwGKj2k4JD6fgQqPqHPdE9bNuW1Ops3CeNuTsY2eFxGcNl+lgQelx63QoasUaHMsaTjfbMdWmKnHdQRjwrQfCIHbFhbndO/5e3Xf+ft0/PhxzXEgqDsdzbF5n19cLG/4r1y6pN2dbb4MLPCWdl493sZ3e11V9G2gxLG/TByj/L333aeHH31UD3CAOXHqpHwNeJPc43CyMD+vOTAP/PVhnsNBjQ7/qNz8wqIee+Mb9cTb3sYm7H42xLPIzun4iROy3uWVZQ2Ho7KxHKLPdS4sLWqRLzELYIW6jx87xqHkhE6dPEV8Ust8gfD/AdLr9lSlxIG3o1naNTs3u+9f128ZH3gaNsXXr13Vzva2fPnQs7y8xGZwDhdm7eCDETJ1p1J4fkLP4y+3s0v7GH4cuCrqmMXmYzp15ozcxm6no5leh/pr1DJuqb2hczKDNEVNmZ5Gw6wtviTt7PQ5hIx0F4ehu+86K/vZqKoKGyhOWWuo6kRerRkOjjMcrJaXlzUzM6vacqyFYgPfqUfyBrTuDDUzW9HPx/XcMxfYzF7WP/uH36Pv+Ev/WN/25/83/c9/5wf1/T/wYf3Sr1zQxz851AuXj2lj8ICG9esV869Xb+VRzZ58UAsnHtDSyfs0f+JudReOqZ5ZUDU7r3p2Qak7KwxS4Gt1ao2YyEPm7IDnxB7r4gB7Rqw9DXFDrDHYCisxNgNk1krnZfKCssFGhuaKiSyxr8g8E7KfDW4f/Yn78Ek77ldOnNTO9g7jdFei0AiZoV8EoTOhK5MWGA29PjcKpCyHqPZ2hlJUqrtdZcazmBf2d5e050Jd0W9UNuBrn3+HyYfITcbCHuNwiI1DTifR6Sr4+lcvzquztIDPTmjm2BkOJo/ozINfoIUzr9f66Jh++bde0n/3d39W3/Tnv0f/2Z/9Ln3zf/W/6W/89R/Qj//Qx/Tsp7P6ayd1bPYNuu+ud+q+c2/TXacf0fIiuhhDFW+M+1vXeJP8afBJXb34CV288Du6fvUF9ftZr//CL9dX/bE/p/d85TdwmBwKbcrNLgeYK7RxU91urYr539jXGb8Zmlykx2SM45eLMmUnmJYzbzpteppn+igsM8HRPKcneY6PpiNCEeGs14xpnaYznrOyQuMWx2WswKTZ3NswTbecW9wpb65lrWeiu+WRcgaJkgftmOShYJ5xiDlOWD1aSsoyh8DYHDel5N/x7SZ3upZJ6QriQACTx65hrWGuVcx78WJhb2tNG6vbyqyTA170j6qQDx0jXjC0Xz/GVls1ONAoMf2ogxDGrTqXAnLNCERwI51pLHUplGVWMNBTXTP1pcay6MqAbN9L1FDUyMiWQiUHJrHvIbSVQgHHBhsNOjM6A6DbMuRSfTEpkxYImpFAmGbxKLHpAnEFIJCngkT5MU/ZGeXuGnKZsI0yC1imLS1IT/jEGks7j8Kfp5B1K32YUGprrRzXDLPYd8jGtrx1FDjPQNZ98orAqW3TAjsaNTw8BsMdDUbb0Dtq+KSfWRTFA0PeQBarxk2njkR5g8ITJsZiNXmFN4lLuTF/LDkd2fZWfporelLl8iAvYGRQQdFWMm5xi2BUgFAcyXX6ZgSyKVWKiDGoAacMh0P1OXj4IWe/NGUTzYONSYCoEuUClFhJAR1hPRX1VmyyWx5ZipIXMq0g+1WGTIV4j1KhsC45biHyFFKqqM8PbXw0ZJPelHHgIsHtTkJCaIKDMhGhinneqbuqazZZxB3iLg/vLgeRRJuVU2lvUk0TKzYcATRGkAd08xWF5ZY1kg6QaUPOwRvdRnsDbx4SHAsjiz1tOadbeJznqVGRM3Jt1svfqUNYvA/aITtTr+IqdVE7YyaP0RDb/w15tiRjs0COO9VbStGirKKn9KV5YppkMAJNyS8ayWrXhuxq5OV2MNjT5sa69ngr782aN2+GBRY4eCyzmZ9fXNTC4pL8H+udZFN/8uRJ+eBQ+pb+9cGy57jTU5c+73U6LAUj+qWvWTbGs3zB6HRrxkdSRaV1J2FO5iAxYGM+p/P336e7zp5xlVrgUPLo61+n173h9TpJXZsbG3rhuef19NPP6MULF7S6uqobN65zAFmX/9qWf2RsEdv8Y1ipqtTjkLuAvYvwbFeqQjUb4W6vW/JmZmaKr9zuqq60x5tg/5ngiy+9iB/WyBtpxAbXh6WatljPCdp7hkPA6bOn5UNTt9vhQHRcd999Vvfed04rx1bkHz3bWN9UZq3L9KfXhYigzhm+IM2qQ/1VleQ6E/NPcieHArqqEpvCrp787Gf167/2fl2/fk133X2X3v7Od+hhDnErKyuaw4fzCz0tLs5x2OIAuLQk//8qCxyMFjl0pIqDCT0d4mIc0AFKvGVMvBxS3lEz2uQgNKsvec8jOnv3CV186YJ2eDO5eHJeC6ce0Dwb3Dkwf+ZRzZ95WNXKOcXiaVUcMDQzLxqghjpGwbOc8d9k11dJpJVqBZvzVJDghXADZ4VGQ2zJjHNDnp3RMM8RyYfh54MRmQwXbtp8miSzpKQcAdQCnamuVXdr+StK11+xZjpaW1st63Htgxl5Q75WiTW5jowPRtZSUKGrUi2bNBi4z4W/KnUZP10OcFW3KyNRx5DxsMcXq20OG6vov3b9qtbW13Sdcbi1vaVIlSKShqynblxNvbs8E3ZYkzL6hlXN1585LZy5W2fuf6C47Nrqri5eH+ojn93Qv/rZp/T//B9/Tn/mL/1z/ad/5h/rz3zz/6Jv+0v/Qv/kH/6cfu1XLurKpTnKnOfr3aO659wTOnfPm3XXXY/qxLGzmp+bZ4x19PwzT+uHvucHtXppxDjuanOduY8Ph8NdDh0bunH9qjqdSgMOYwlbI0IydHBlHF0Aq8STNDEs+iHvw+kJpmXNm06bnuaZ/g8RttO42TbGo4ybc6Y5dtEtQVnziQjocYDhuvDmLf1pvc53PA3zWqgtVzKtkLTnDCSVkCDDNNGtgrMwgSxTrTgJihaLTLY0Qq0ELNMkJvXDoWBhqPHLAPZ+2fOsCuVRX5ur17S+vsf0qjTk4DFUaISOIfOW2aaGuGEIZkAQ2dSpcrGClHj/5kobCjvOFHRGKTQmMnkNDshA5FcgsahWLPARGISdFnVljifIMCZgriinkI1yfinCLcI1gSKbleFl07bYoGA2D5rIRQ9A2RhPtohQRBzkTVPom07ennYNrrCF220Uz1mHs29f+A5zrMTtbDFdKFNHxkElht7PgzZPctcFPgrhzDFMw6OckBMyGTh+ZYTXUzFaxOgBQ2U2LKP+toxmuKPMmxX5IcehBMGxSZSjDt8DjqHs9jSoGqnxgAU5N8pqJGI5H9m29bDGNNEtQ6ZkkQ3fJzockybcshBM22JA3ibcLjdsYsGIN559/DAEDW/1xOGLXAVtKfA4A62mUISRxnFFvTz4GJcwpP0YUsFtDL2KKyiTkkQc6Es8EJNj0gkEeamqVIEQFuLvBmTsxe14csrf9p0xzfW4Ma8gMyYMqpO0r5sHdafTUV331O301Kk7pb7EBqVK0KmWbXL9ipAUU//0ClcmHwSRUWxreJgOy8YvVW5bglsyEToImQZSsm0gEgc5d0JZ3+3w8uVd5z5swxTKIKL4vm1j2vyIUEQLKbA4JOJy922iVJPLTCkCWepo2PBNYP2mM32NgOgAuSsjhYa8Ab585ZIuX77E1G5UdTrwhgXBeOmyceqBBG35Lhtob9479HOVKtXENX4P+cqYnssGzz/e8cJzz8r/MeCQzY5/x2HHPz/PAWdjfb3wn3/uGTbAL+jqlct6DvrDH/mIfu4Xf0G/+Eu/pCeffLL8tamXLl3UxYsXeZvNSw4O+bu7O9rZ2dHW5qYu8yXm2aef1oULLzAGBpqfX9AsBwvbkmm/IGo2fba5wk7hm3KowAYpY3slbxCvrV7X6tqaduCPmAu7/d3yP7QPWZuiSpqZm1WPzeg8X2Wsa5fDSsNmtMcb7k6nWw4q/ktc6+i46r+QdfGCruJP/xlgzy/7qEpJ9mciTvYbduGs8kWpz5t022W/XLlyRf5Tw9blLz0rHDo6zKElDhrHT5zUWQ4k5x98UHedu4ezQE+yLvqkYqM9YLM7YIOc6Ndet6MZ7BPtjCR1upXsglNnj+teNr+PvvENuuf8/Vo8fkoLJ06rMz+vIQfCPd5I9jVUn7VswJrqDUMWaxUHDeWOQiA6Sthvn0Yw3qhjiD8GbLyHrImmh+wB+BDAoCDfBlBShgeeDl9xOEkqy1+UbPs+sKWlySZk0DDObVrDpieq0AKHsOvXrqlKrAH0/4iNv6ivGYVwU9GZkKtARMhfMPp8Yer3h5KwAp5A0a0s70O6jH1/UZvDP65vY2uDQ8e6rl+/rnXGYEM7e4y5lGoO7wNt7+yWeMjXuUZJTVSKTo/XcVnDAD4Mzoa6Cx3NHDuu2VN3KS+ckJbPanv2uDZnjmutPqbP3cj66fc/p7//j39ef+2//Vf69v/6u/W3//vv13d/18/pp3/8I/rUJ65pZ++4Tpx+s87e+0bd/cDr9ZEPfVTf9Ce+Rd/53/5dXb64xrhsFGqYG335sDQcDRhyI1rWyFeKcHQTMn41bsqYYjh/gin2ayInehy/JgX/TgvlqdpaurXb9K1g8THfkZNjBL0zJumTTN+AlipspwoR3A2iNkwUTeKWe8d3+pfKpqdTW7TwWxIzHEhgBdUQsDYDjx1QZJ2XkSE4rSGHjj2Ndrf52rGm7d0R4545wCTNOVFfFJ1lBLo9hosWpJIHyazxfQpjuSlOS0aMc7DBVG5GUuNEyA+likUqmOxecMN0W0y0QlUkpUl5+cK4DKwIfiCUgczLKv4SMeuKMnUYKo1undAOAuu5NazvIAdFuAatB6w7oVhA2jIuf1DAKUwam4M9GJnvFLTBth9FW09bh/MaKkAUFwRMgwhGHvNlX4GMvxCSr327nADZDGIH63xlYAWFLOfFN7tNXsQGOxoNttQMtyXerDDiRAK0/Z9t01Ggp9hlG6DdAvd/hc2mbZMdWOqinoax1PAwG41hOvOgadEgip9Jy5sq9MlACdxy5/Z5Dza9oT5vFvyw91ulpukz5Gm3G+FxWzCu2nQig7jlQJtIWQE/SjJL6MxuM23Ipss4s+CdgMWgjOWRkvX6zaLjSqSlgK6qpE6nVlXXMINuaLC5keuicoJtaJF5YGUkcrEFyrEQgRfQLh3us5AScaIdFVStWh02Jp3UVR1dVar5olERB1IoGIcI0mCcfFVRxLhsiZO8yfJG0A/74aCR54iwhaGH3gBSRCikgszccLv07+LKrT8nVUUkpQp/0Afuh5pNZUU6YR8dIbfDY8vytrfwnQejQVfj8TFqNGJeFHiDQ9p8t8kxoiWUulJSBJoIUqhKpEGG12e47u412tza0+b2Lm+KB2UjXrFpXeFLR4c4IvBnQ0lJOHQ0GJTN8q43WHt7HFBQQq7rHbLR68Pb5WCQIvGWfo78YTm0dfSnAAAQAElEQVQoRIS6nS6SWWXOsEkeomtrc0veLL544aKee+EFPQ8ucNC4fOWqrl67zkaOlxq0O1F9lSrVPD9SShw0d8vh48b1G3ru6Wd5K3xZx44f463+mVLn5uaGbEefw4Tj7a3tYveQw0tb/1AVfp+bndMJNvSLbPD7vPn275rscfDY3dvVdb487PCW234dDgd0T6OKl2iTPnGbq8QDE/s2OUxt8uXI7fe64Hp3tts6g1Z3Oh3V9LltN4Q/DiA2iSMN2bj7C84WG1ofvD79yU9pbn5Wx04sq8IBp0+f1pkzZzW3MM8sFH223dpEPy2uHNfS0jJ1VIyhIT7e05ADnwUT89G20oFqeDHU91cAZuRgkFV1ZpVQHhxcujO1go3xHut6Zv3AKqkK8YaBekaoagodtLlKyAZtF1pp/4j1woeOAQcQv9m0z8g6CIEeTXDAvj2VyToKWOOQUqUKfzrZsP53WNfuu/8cY+kKG/I91Wz2h2WO2OZQTb9VwBp7HCZ8mKtTqMv8SzncRG1vbGn16lXG0ku6zgHyxrWrfCm4xleUG7RdWuGgsLx8TLu7W9re9u+SJHmujJiTu4z7PuMZEl9hFTpr/BOcvmr8g7c0QobOUVOHdjvSBhu1XZ5rc7OzmsOOeXDm1DE9/IaH9PonHtf9b3mj7vnCx7T88AMarqzoc5f6+vlf/Zy++5/+qv67//cP6s//+e/Wn/3mf6i/+K3fpX/9L39aS8tJs7NXdO+D8xxGzsiHoIzfPebX1miD7ahr+UfFbGQmjaX/pwm3s9d8Y9IQ09MonUdbJ7yjckfTR+Wm8yf0ncbWZVmPO8e3AyOwzbKg0aYwnQQBYsw5HP3bSNnmA4ihkpVZ+4UPA0NiqtJgTkeEPIGq1JDqq2HdWb/uOdKwI2E9KvY3SpRNkhLyEaFgfmT2OI2hkN+Jky3LOD6EOJQigQLubRhnZjZNYjFwRVVVKVVJSiEhm0UF4mJBIymSLeQrSIYq7lUj+dMrJC0XFyVDiuBW3r6gPYd9ITsl6+AyPSKJCu7j4GKY4cYZljHGua8icilrNmwaivdLH87bZ98JQafqEA4KZfh+cDg+4ELBd5mj/JJ2nkWMMU2/k2pDYdncO0SmsPVm+jZTONO/YrMdvOnPPKgG/U31d7fAtryhCDWq8XenUomJlOAZFbp4uaYuY6DLuKgxyfkF2JNAUEcCjkvdlHHcwBuVBwqPOmxpoFt7KERA1ec9UGXR6Z5ugSXUO/DmiU3KiIlmOyzkfJrEOJXn4j72bVR7Oe3RU4DdThNNMmE3tJgxxqS0Moa6hPLM+G+ByIQWNN41HxYpArLCkDCYf6mqVOP0iodvMq8oQ86No+Ls/uRTqSagr8SyYc0tQhFGUqQKdJR4UEbqKiqgmvwKhQGSUrSIcLpFKFBVkT9BDd0iM+tVkJABhZ7ITWLEj4SIkKX3dvdaX1MvjqMm8xOxDi5kZcApzS7t5lbS9Cmk+SRfe/CGLVh93G9jLdY5YMO7x5vtbTayGxubWltd0+qNVd24cUPX2GBfu3oNerW8TV1f35Bl/B/1bZefW99hszDQoD9gM9loxGamAZmHASbT3NyC+ZALMs2MMVTilPBFUnn7ub21WQ6gr3/Dw3ozG5s3vPF1On3mBBv9S9R/Q/fdf78efuRRdbs99EoVm/1MIwbexI/t2eFw4fHfYTx16hrb+tpmo10211XSdTZtO9tbWmCT7C8kPlBtk/bmfMBbeR9q5snrzfTkLgvGW12FZmc6mgOdTqiqsgR/xOZsyI6uz+Z/a2tLDQetHm/z6w5jJ6R12nOJLwUeAxQoIdHedsO1xteVS/J/JrjLm7jZuRkt8vWgQ1nbtbi0oJOnTuh1r3tEj7/5jTpx8rhc52C4R3s2eXu9S1+s6YXnn9Pn/BWGryz+saohh6wRfeoDTuvPTvHXAl9F/Evqy2wUK+Yczqd9qaBmvtR1V45df0So2+mq152hP/A1D6bNzR02tn1VqcN4YIwwTrbw23XGib/wXOIL0FUOZX4enDx5AntPyV9i6m6tARtfr71i3vqLQXJLGIoNY0W8cWwYL/Z9VsisIV8COp05dWrqxqcN5Uccfly2wefuc3k8BeMLWylWxkPDWBiy/hkN+SP6yNlCIIIOka/sW4E5hsi/GVKpR8QGul2SCD6M24QhY8FtdT9XrGcWW6JfV1fX1WeeVYzJJgftzArG1WDICpMqJXhun/uuoc2BYRn73acXXnpRL770gp599ml99jOf0meMz/6OPvfUZ/TkZz6pq3wZPHb8hM7d96AUXpOkhM6IIE7FXijWo7qsRQmfJ/zPRyR1Wc86TVJNuRn83QNdfF8zJhIPybn5Gc3OdqSKAnXWMPp8ddrWqB6ou1xr5e4TOnbvWS3dc7eW739Yx+9/vVbOPKi5pbu0sT3UJz/zlJ578Wnd9+AJLZ2YUTVTK3UB86BTMzbwyebahvyjWZ1uV5FqDqFSg6OPwv1xpxDXRBYSH2RHn3e4jqIUe01Pw/yjafMmyIzaaasmsrBl7KcnBcbxhE+Vr6pdE3mXtyqnXY/p14LW/ukWvBYtd17G9u7X5gRFI4I77iJd2sXYFvPZ7MSt8TrQ7GnIPnBnfU3XLq0ythpEvNtr8N8IaSkx/sNQyIcOliA1lB8J3cAhTSp37Mqo0/zDiOlkoE4gmIjQIaUKmgU4JRuAch4g4ooUUqkws0zCh4YhCYNEmkoxm5RYLEgXHl2AEWSViY3lgiPLGeYjdihERNFRmBMBx4FOUPg33ZwxwSTT6WmatHUfAVqxibvtfJWYaG9jWkb5Bn/Z9y3P95afx/yb8/AE5VrJ1g7ThpvdkFfKOLaOOwGDilGEMuvmMcPmNPPgyX67Nd58D/e2eMO4wVvIjfJXNHZ3dzRCxv3cYWHtdCtVHgs8xPxXnxIGQaq0AxvcicFDIdFbEcEATUosmkbltKSIgG8UKexpfdFQ3u1qcoPvsTGygvGVKuuQUkUZ0lEg9IiLskj7TuK2ofgKOQtQXB6d3tDs7O6WN7kD2p/xj/UEcbghyAf+DQoZJGX/ZfxhOsJ2JXL9sAqz1JAXlKXJ8oOxgc60awQGfF0ashEYcjho2NjiJudK0C2yPEmyM6KCRjeKUlUp8dCJcZyqCr9QJzpH9J2oOWhUSklJKvWGN83y292RSrtok+MI8i0vl2pv2dVWlDVSh/JJgaYC22GoRk+ifbSuQQmFuKtclC8xekXb7MNM/j67zXSu3DShPSLp8NWwGd/TDpvPmrZ2Otjh9tDWRCwMj2hrbO9t6Sz/a7CNmDon3HHr2uQd37GYMZeqSnXNFoONuuv2+N/lQOQ3j33epvfm5nXs5Gnde/5+PfrYG/Xmt75Nb33nF+mJt79DX/ye9+mL3v1uvf1dX6K3vPXteuT1b9Dd992n+eVlZdrh8Ya1qtgwp6qS8EM2JHnsKwQrFVTkB76Pkp9oqUAuY8Y6EvNhdq7HBnxe/hGS5ZUVLSwuyj+qtLS4VDaw/s/xrLeiLV3eEFd1h/JJ3rB6QxepUk0eirXL1wEflvzG1/q6bGxurF7XlSuXtbW1zrqwJf+o1TaHBh8cdjkAOD1iXFdVUk37FNKoyRripwGb+uFwxAFrxEFpqD70kD6yPUPmyYgxmVKlTtXRHG+LT/F15tzdZ2Xbt/myEQyWmd6s+rsD7bCRH6ETz+xv8m2z7fBms8JXu6xVPkgtsXGdm5nVgIOR50ePdids69O+PWQGgz3s29Mu9m8x3mznGhvdzc1tdTmkWVZcjo2gbJnDHFA8DvzXwfZYNzzG7dceh6cudkZio0pfdTrd/z95/wHvWXLV96K/VbX3/v9PPn06h5npiZoZTdIo5xwIQokoYQQYTLAxNve+az/sx/1cXz9jY99rTFJAEuGBwCAJgTEmCIFAEsojCaXJPdM5nBz/Ye9631X////06Z6eQcL488LdvdeuqlWrVq1atapqVdU5p+U2PDY+Lt/AeFn/sasF32gwXs+eOSv/fZezOMgrq0sK8F9Dp+f9dJ6Tet8YokVU2aetJmN+aJg3GO6KoVCwoIZEg967bGK7fZ8rC8ZPo4TuPc+Q3/UTQ5Tzh4ljQCU16L1B/31k6bFBcejDLw3xHib6KZHOhXZ+Ejb4OOBkiXJyGCT4QkytRK74xmgquDlIvhbhQdR1V7vmZrGZrjbpK/+xOYu0F1lrNhit9qA9wWghbbUglWx6a/Tj/d1l02VmamNPc7v36uChq9iMH9LMzG42BON5A/rgg1/Wl754j/xG+cabnpT/rLMYFULOhvnLeSfagPkpMjaoSQl9+SZH6Mn7ttfpaWuto9JaUhPUR5YuND3joG6yUDFeMA663I5sKNBPERB9lXzgYe+q2qoZX2HCf4F9Vtcxjzz57qfoljvv5KbkDu0/crXajO0YURu66XO7lbjl2tpYk2/6wcr14bJa8NTjQ26Lt2cHOLWZYRYD8PTlcKVyT4TbWd7pGnR1OTg+w05i4mbG92/3JvrNgeCKDMwst1OPR7BdyrZjg4jb7jCG7uQw5OFtGOQ418voRhmEme5ithPDBmnhxQu3QWaO+4cyX+3rJZ3/CGDMO+DdDHmN8pz2MXzdwDPSc5ssS5N6zC9sHziIbrC55eU+I8Pk+5PE+DTGh5EwBXQa1aCymrqoVQ4i7RsR8fiBM0FuM6FX4kB0+LpwooRZLqWEQNiMo5QYUI4uGAEeCitPFOdVfqBN4BpDOBCJUKQTgjVpiPMQYXMZ/wAJHJL666WycI4icckbSDkgGTFeytoISI5eUKPojtBL7SztaQcn8dBhkG9mMrsUXCjn+7WCd/pOGOjX6xyAp1Nm6p8BbvtLhut8qJgcOP12PpFR2kuP4qC/qtfLZNkazARoMjTMp7V8Yu2zWPdZoHssypurq1pZXODE7oL8ineTE7uGE6pIB1RMiCVb2sInWpNYOxRliuhwEIbsiMRgCiEoBsCiggWZt5GWuewODQtcypCQo1HNBN6wkCRCDBCuSbAdQJBgleM5JG0Opsd5kpLXB8BcHLOqZhHr0Y4NTnbXlle0hVNVczKaWIQtG34ShQaAnM7YvBK5PZMHLkHnQFRCh07vY6Qso1zWhkXCuLL0tpuCLBQKvogREhEIJTMZ40ojKKI8nnHGYiuTcBySgTfKF5UCDnmjSHXIYpL/ZQmDv+s1+aQAztRI6NPDEYhJQ/nJBJKZLASFAr4shGamQF2xLGQuJ3i5PCHIafUEj+v3YrbJVZ0Y73YZiHRyQupJFpQEraeHMGjDQHbXqZlnQDW0IU8FkBlN6GmvLDU7+jgj/xafNChjyOXgbVAynNc+TvGknv7M5+gbX/vNesO3fade+Q3fpBe85GVsMF6gW267g5uF63Xg0BHt3rtfe/Yd0OEj1+RNyfU3PklPvuMuPfn2O9mQvEDf9Lo3wON1uu3Ou1ThrNJSmonsoh+wi1iUMvTteCK8QWYmU5D4uoiJLpOV0wAAEABJREFUUDzeZqHHEgfGKNvDqffblbW1NXKlCZzeNg53hw2TUX5iclIl6RKHfJzT/F1zezS3Z69mds3JHeSyVWWZknioc2p6CketjXrBoIwGeydHMUaV2EiFHRbEA/K4LEZmBb6F3bTAl0AkjymC8W4q4RkhisHk5SIy9XHENtc31ev0MxSx0uTEtGRBZdGidGT+WVVnoyNMW15PNEqGONjIDJ1M/1GqU6dOcpJ9QV/5yr368Ic/qi995X4tLq2ywegJ8dm8dNlodOWPO2zusAfqMfTtON98FLRpanZGAfvvcLK8ya1QpB0FbXIbb2DUYoMxxsbTzNTl5qhhjhrDya3Qn5mphEeFnp2+ZqPic02gjqKIKqqWIrwsmEIMmJepwwbGYYMN0AU2JCts9Px/CxZ8A/OHhRr99ZUVAM5vZROOaNPfQj+G3roaa42riCUbD+ZwV5QSeVKg3kBdMACTANhoAA1hzRxR068OibhDMww9DskVX4OTw4BTgsaBYPgayRFAOsQ+TgCtz7tCDuGU19iE32QJudfWVnLxEOhz9FZzrGoWqDYpxiAzy0xDJIS+j37Gxsd09TXX6qqrrmMcXqsjhFddfS2460kf1RHG5t79h9BVT+fOnlSns8H4Hpf/fofBIzrfEJXgnehvn1/7zOWNENTroR8bqqtJ95h3ULwap3XIuqMPWEfc6AK4YBGSkuYEOU/fI9bMg0Z/RWyl33TZtHQ0PjmmGW5hOrQ/ybJ80euir3Of+/rEKbT1NtRnbS6Q0+XrY2NUm/Xw/+mPIcAIiNIKPS5ox2PmpSQzUwgX+1VfxeM62Aaly0oMkqP8QeqxX7NB/aOcbXrYJfrYYSdrzx/R7gwHI0yZ1GkcPD+H8PJ4Bo87ZErosTO3F89z2q8WRmW83AicrYOnnY+HA0A6DGWEG4WjPKSQayEEvqmr1NvU5sqa1jd62uwn9ZG1wYdokDUJW8aGiYKFA0V8vMs5jCqXBCsj2PHiLHrKbIQfhRmLDLCOpsgA5GUO7KthQiurUlWrlIUgGWV45c8opNLUGPOHqQFPkq8pke9psoiTBuFCeyOa4YRjdHAGzxgUFMUG4HVlTqZA3ILnaPBA643egRng+V6O87QDWcN3lBqFQ/T/oCDRNoed7JP4N8R7Hs3Zzva44y4ioHV95TINdkeazKxHePyNITpOaVCOwr4eZf3CQoN0I7pdVRFUVVExSjU3ARvLy1o8f15nT53S6ZMndf7cWTYiS9rIv2S6JZ8YDZmy44GNlCwSwfsJnONhDntkHdaNqPLFv88E7QtzApEhCyJh1lk2Cg0xaRh+7YGrK9sYbceIcUT6OCBbnOCuA6s4JOty+RtkaaBBFBc3V2T+9apdbhY1w6pdNgcR9wUz+QaJxSEGwzdIGQoWlDYLYAvn0lBojR7c/s0VytgxizIGVixK+eITfUMRKwUgxha4SsbCZKFFLQXjKRAGWShUFG2V8A2RNGOyoN6GsM9Jobej5qQiIauQ2XY0xiwohAgQRsI4CM37CogRWYAQCgXkCMM4lUqMVwRAG2EHoB10Mxp7niPSEvjHATPqBLT9DGj966ImPgEZpSiDLiJLQwc6fruIR8z8m4Ei8vwBIGqWIWf9LT6m0T9vS80Jq5npwIGDeQPyp3/8x/rt33i3fu2Xf1Xvetvb9Zaf/U961y++Xe98+1v1rnf+on7n/e/Tu3/j1/RLv/RO/cov/5J+5VfepV8m/s53vEM/+zM/o5/+jz+t33z3b+rhh45xCntALfqRCmX0oRyQ2CzIMrgkkmUFYz0eSjJJUCjSh0Us1Ofk1X+mPeNC1FgbJ6psZTtf5xR9kYODHg56wSl8i5PhsipllHWIODZtcG3/S0LEyzJyMjxBHbXuv/creuC+e2m3O+tu1w1jEuXSHz6O/Hajws4jdYahTCEU8nSJzZe0pyCMhHGY73kxBAUz8TLu6iyn0d42GyIH/52TFW4f5nbtxlm8Fke+pQ02T1vMQ94f3t8rKys6e+aMFhcWtLq6kueixcXFvBHoQrfFwUkRg2ZnpmnPLDwKuQ78R3cKZJ7dNcOGa0YVGwTfVFStSi3i01NTmmXjcdXVV+nwVUe0238Eau8e5R+54jZmcnJS7XZbFSfVzifSdpfJbdTb4M5rm01ISR2bHGqcZ85cZ0PhY3x6drcOHDys/QcOaQ+3ZbOzuzRBXxljq9vpZD20kKPyzUkIyOxgCtxaNjidQu+JecZ8Jyf6xADyOjihrapUCdBBYjAoO0riobsS5eRKw6DpxSt/mSsa5owGe298DhwCxPCDz+O8tgOfeVPPCJfHI/kX0ySe6KVsDIb9mLw/2tik97N4Evbheiaqms0JpErI6PIZZRwvJqhudzNHJyen4NHW+Pik/K+4TU3P0t9zmkHnc7v36BCHBH44MDE5zW33BqqtqTfmspLxTwoWFODtdmpmEpX1WSO6HFj1mfMpoLJdypg7zaJMwUnYYAe1wbWAEvsofExE6GIhuhopTV687tZ50+jrjrMvsKl9HFr0ew31lkrK7PgGOBfwT6piraazooVzJ2T0a6sooaVexMv6RjH/PSGV5dd55MjX8EEEZNQloCd4nH6UvbO+nfFR/kATrhEwBDRzgCJ5+et5l8OVaWB0ecZl6Z0UHk/0ypXlu7TgqG1eZpTj5bJcI8T/8HBUO+FlFbssl1fvJG7fPebPfIjM+FpZWtbKSk9utyk22C72J7TgBotVSpF+MBlVGESBtLEh8bjzD2ZGaJkgz1ukzUxuJXxl2XYprcHjQjQM8JwikXBsnC6EIItBuZyZBxo8DKZMN+LRCPEkaDzW6LLHJOOfK8ChoawDrRCtUyBtsDINHo/nWBhiyMtpPo5xIPqYdyfe49t8HkN5KcJlchhhPf61gGj9qKyHo7IeH8E2bkdbRnkeOtppPJ4BnWync2bGfk2fEbHrQujfMmggLvwDckf6rCwiC2yLk9AxtVgAirKCMqnpd9Vhs7G2tKj582d09vQJ4JTOnD2tM2xGzs9zM4IjsMkpUpfFsuZ6ObFYiv2yfLNrUoB/CKaIHUUcoBCjQowqyoLFtlBB3SGCg8bpHCwEmTmYvronyXXl4I0zMzkPV1sXJ2xzc0ub6xvyW52aEycho9H2YKbg9TB4SCr5Qlwz2Fhw/AYjMQ4Si7SHYvcPqWIIlEmqOXnqdbe4yu+wsdkknVjQwLOQwEI9PlvQdFngexh5h/Qacqxy4ru2yekCJ6xb3DZtIV8n0zXcZtSU6w9Cynn+BrR98iMLmTs03r6GRcgnjT6LIpXy9lVD3+RGSGa036IiC2DBYhWDx9E1enYHka6QoomGOPEghEY0kPlEDQPHr08H7fbR7ODa1ODBdlyGhByJCcurHWRc+jXzdPDPDnBkkPEPTSJCVAiBE78GqOX8vKYE7x2FLokm6h8BbHKemeXwa/l4q/r0b5f+9v7qocMOE/GZ82e1gM3v3ruXW4I9ODAz2rtvv/bhRO7et097DuznpmMfDs1h+X9gd+jwERzMg9Du1f6Dh3TTk27WbXfcpac941m69cm3yx2MffsPZGc3oPfApEyTUVutOo+ZGj1Y1oN4zIxmoQX6gWR+G7dNbjn8tHydW46ZmRldfdXVOrj/oCbHJigf1GLcugPewLPP6XwZSrVxbA19rS4vcUNwnhPfTVlQttmtzQ2VOM0hmDpbm+gfS0XvvV6dHePkfYskZsrPSOepMTWcRicU6H1XwKMosa+iUIz0KvzMvFCijbSD0mamEDwvMOYLtcfGVOF8+cZjYX6eDcUqMm3lDYOXLKAda1f5x3AmoG2aGjuvVbsOfOwwLnqMnanJCc3NTrPhmMLxHFdNX66urnNIsqWGdgcL4Kc0y0YgMoZcf85rcmpCkbknxqCp6akMLTYZrtsuNuC3GjNsSqbRc4bpwcal5gh7a6uLnF0lV4AkM1PFRmbX3Jympqa1xc2JL+KmCN8ZTU5PQxO1CX5pYYm5dF5LS0tCQAUZfFxHjdwuWlWhECXR994WP1ww66uqArqkf1JPpdOgY+148nhEnjTC0XZR4nIYyLxNRTZ9lGk9Oogn0n8TOGvnMqLL1VIuh/njuTlyycfpI/OQ97HbdL/Xp22t/IcCTnPQ5TbZarVlFuWb8IAdMFzkNuzszQI3Bn1Ul1Qz//nvi5Ru4/SB8+4zV3bcPrhZ6pEf0FObfp1kczIzM6s2G96aubhBV2YuheCFIZPOglKJ82kIzYy8pD6+UUNfhthW0y/EsiiWEBnjo+73tbG2zoHWFn6M6E/4wT8wRgwIjKeoRgmc0xtV9bt9DhBq7d9/RFOTc9g9+SrV4SZwa7PHhjopWKUiRAXWq3VuxTbXVhVpS439S6b/X3pcnzvBZd+Z9vilODEmwNAHWKRHMDdinr4MoMz5O0PntxMGeXx3lKXQJa/Te6XUkuuC+pL8KybSFbEXkdTnPC8i/sfFvCrn7qGL5e3wtLcjt22Q4Ou2E5VNiDkmBClgnxi5VueXmTdZiyrsvpRqq1VL5EaaURCjHNRE8mt83XeHBTENckYkRg0RSQx15lzSHpqZBxkCBu1gOUQMFjl3bIThC9ygKOwtyIxytM6DXDiL5jFvKgOI7EGK7zDeEGUM8h29COQ8GNB5UpEpSMpxsoy4mYHNEXnEJA8AYuTpcZ8EjQa8nCZJRl2u/AFIckczUxkJr9mV6oDWoEXL0FDwq4wnJqDEBDMAysF1+4WH4zPPbeSVIjvLuS53pof0zosJMn0tkGUTOqCttNv8F/xpOym+1AEv8Xg6hqBWq1J7Ylzt8Qn5SXuBUxGwg4a+6nFSt7mxqrW1RS0vntWFs4/q1MmHdPLEMZ0+9ajOnDmps+dO68KFc8PTyTVtcnrZZ7JE9FxLwJ4iEKg90I/uGBDkPD6oyWUCMHdl29oZrymVBn3raAokGDe0sXH9E3eeEXlDsOyMd1iANjkJ3tpaZ6HyU0PJyEMhcv4Jh8advz4LSC9DjzHYUcOE3/iVuztxODMNoTwN3hdEL9tjBfKfS/bfBeigG3eiNja2WBgbeCQ2EY02ceI2aX8Xeb32LRagLvJ2OAbrUPeW82ADssEmZpM6uvTHFgvmFo5jh7CDc7WFk9Vh09LAp122NIkjNj05kxdRGpHbUxRB3uYQLYclTlVVRbU4zmiT145SK0j4L9th/tG5UKsMjQommUg8cqoa0LspZV0LWVEr/SIgqUHPO8Ft23+EI2n0GBEHgid4zbyGQalEHYP+kBrab0Z5h1H5iwKMMFkWISMRmUFPjpnJvG+Jf3Vvcg6UCRm8TFGUWphfwJbP5B/JuO32O/Til75Mr/r6b9C3v/Hv6Qd+8B/pR//J/00/9j/9c/3AD/2Ivvf7fkBvfNN36du//TsJ36zXvOab9dznvUjPf/5LdMP1N+NU9PXoI6e0sd5RCwfIdVdjAw39n+j/Bkjo1O3YwYxWoQMBAbw3J4BMpHvYidtZDLF56kYAABAASURBVIUwRa2vbgiFyZ3dWZwq73935DqMuQ527+lpHObDR67S9TfdqOmZqewwu/MSQlBZVfLf7Zji5L8oCzbRXfJ72G6dwbUTY8Dh8TWhVheHLgNy9HDOa8ZFCKaiGG06CkWcyoi9BbdDmTAruZILnP4C3Ubs0uuK0JVVqdm5XZxST2lleUXHH3lEy0tLqtGPW4bLlp1F7L2FM1rhYO7evVs33nSTjl57NJdrsJ0tNgLdbg+Hrcut5gbl+xrjAGWaDUnFDU8ffl1k3mJztcGNRI2zK2zKdepw7uwZNgPnc9tDCEqsf34rsYZDuc7c0UGXDps+DjubWscJ9D8q4H9koI8OVldXNc3m4vobb2RDujcf4JgZjuSWesjVeP3cyqxz+OGHD+ubHXW3esjZyJXTwCMfIpinEl3KeHRdoTMfF7CSIdcmtyoN9mLga7cfVywcLnldcZcg/hYJ53EluBIr6BCbnpaC55P2wMGjDh4fgaf7/YT6LbezxxznuvYN/fLyet6ABgvkN+iuwZ58XbYcmqEfxoRybcyvzIe+yegzx/oGpMucucmNkIeup0Q/JvpZPN6vrre84cWWfMNdYreOjyFCYawXTV51QoyKwWWo6aO+AvlVbKkqWr79UKI+4dA4/z52leujj2Ei0aWJw6e8nnDLUUPbMFjND+Por3VsqI/8Pew2xEqtsRltbNQym5CFKYVihvVjTOtbgfFYqWaj0/VbTmxnfGxcBePHpXWfzgGV5GpHH0+PYIR7vNB14+D5Hn6t0KDbETxRWec/AjOXbpDyMoOY6O80im6HjjE+O2E787IIosDD+XiG17ETHOdg6HkAnnIYlaNrPPnVATLtJPR2jFAe384zYgDWDvshhQcOZP1dvGGoz2GQ2zfi67J4+4QM27AdQQgOVht8jojj7b9LtLnRxfaSijHWF4ysRuoGxskiY6CErVHa5HWCVpBIi9DkD+OWCK8nzEwWTGKrzVdm+avRk/yIUxdxHmuVpca4Fg4hKDDJWSSEJjqty4tAZkYeAG+DtxhxKYO2H0gxBr68F5EkeLeNiQxzgJ+ZUQuJYb5ImZlEKEIzj2v7ccWOEoOcBiU0MuRwfOJjiS8vImdZvIwnyfof/1K31/fEFSVEA7aFIoKTIbBXLEd2zvpqwp0M6LuRzgMaCujSIYagiPLwFZhYOR3klHF6ckyTk+MaHx/Li6hvRMYmJtQen1QLu3AHwCdu4bDW/U11tpa0uTav9ZXzWl08r+ULZ7XIBmTh9EmdB86dPsPCfgGnYpmrvDWt+oKOI+2bEncIahaQRJsT+hq0m8YNbcqGTnCgTwM0uT9RABQ7W3cxTlsaBlSPhX6Dk+GNtSVtbc6ziC3T/13lX5CHJgTTACQjbvAUdYg6Eotbw0LizoAPTBFnlVTNIulpF63udTSOrg7u26uDnILv40p/7x7ihw5rbm63xlgkxtpjnHhOa2Z2TrPg5vbs0S7oZnbNgZvNeX4aOuU/IjLEeXoCXY+x8WtT3nlEFr4ezuTa6prWcZwC+pqF/y5O8fyXdFtsRtypK6uKPqzUKksgqkU7C8D7tyT0dEn7Im1tYQwVYeHp1FdAzwG9uZ4jcYdAfxg5lm0HBtAncCPQ8AnDcBA43QgGmMu/Xh5WLKKFyqKS69nT5sXg77rPNBTc7mfwJPO7nbcDlzOwa+cziP/NXy/e4JzUbDgb1wMOh9fnTuUjx47pE5/4hP7L771f7/mt/6z3vvc9+n/96i/rLb/wc/r5n/1P+rmf/Wm9lfjb3vILetc736F3v/vX9Y63v11vfcvP65ff9S79zH/8af37f/tT+uM//GPde+/9qqmnhxMqdFkUhRjx6rtduRBAon4N5SeJGTpFkuuii635OPHyFc5KuxrT8vyi/P8yCCwKy4tLWrwwrxoHZRMb2dpYl/+v5f7jSV6Xbyz8R078l+MnJiY5ed9Qjw1tpL3uzLhz73YWqD/QCRFAwFy3EMZxCflrTmpdVzVyD+RFYmi928RjZrIQFFgzfKMRgoFNGczXEAcLiiGowkbHsfFpNkYz3CqMMdfMzs7q0OFD2sPNwTg3CO4Yel1ep48/ly8hjxifPsb2HzjAGJpSe6ylAO+IUzY1Nal9+/fL8yYnp6mnJS/vG5oOY6goK5XwbrOZaXDijz38sO6//wFtsfEPyOs66eLAnmUzcpyN0MMPPaSHHuZw5fQp+V+oWl5Z0zKbpOWVFfmPe62trGLDhSYmJ5Tg5/LtYiz7j2v5+PW6UYAm2dzNzc1qN7coc9OTmpkYQ7ZCVdVCZ+YkhIw6NiFui1JQCIWClTTXVOPMdtmwhNCSrFAf571xXeixj8vwWOzfAYautB2Av6IAWwPcXnJIZFus7YgTDCCYiVcJe084326fvllwnW2yOfcbJwtB/vs/RRnl+ZF+DdHkD0Ukc91EGf/cjt0ZB6mgqMQBmZyIunmx4URdUkpQuOxQlUWpEKL6PVwr7DrGqGhw83L0YQ2QhLtRns0It1zBgtploZYvlGz62KWoAV/n/kqKzGOJgz3faMCJWqJmpnbpwIEjuvGGW/SsZz1Xr3jl1+t7vu8H9bpv+Vb5WJznhPlJt9yl2+98lm648U421HcTPkX7Dj9Jsb1XK51C51a6OnthiU11P68pXeYQ39To/woP/fWYZu7AJTp4BPQwpJ55JSDL30voM4LPiJ7o47wX6xjU4mReysMnBCdy2EGENW6nnO92Yhhx8p3gY9zTw+zHBCMeNA07h7tHhlRmJoyYETmQ2/k0El5OYogkTLhWGY11Y0s9DkxXlzbFtMLqH9RvwGPzkPPCh6+/Q5ZEGRvUdTFH2HxGm8yMmL8XQ4+ZWc6zQEi2D8JYRnACAgL11GcnxBpJvJYRCRmCLLM35YfAgmQ4oA4aPgZ+GB02Og2U0ngoeEgBosAEY5LMTLChHsn4p+FjhBn48JJ67Ov4SyAp8xGPdwpJYpe+jm9YvAbgMkGFEhM4z7uU+m+Zcn7A45X2ehyarJOBOQiTcECiHcWQLWtxB+q/Mxpg6RDhE+FtQxgojkzSMQS1fIHmlLYN+Alie7ytFg5C229EWGjHWdjHp6Y1PjWbYYyw8h/7KFqyMODcMLH7qdDG6opW5s9pmQ3JIov64tnTmmcxv3D6NDcn59iYzGuRk+alxQUtLS9y8rXCafG66rojpR72UzNYABaFhIMsdGWWhJiKDJ6CBcHjvuFYW17S0sJ5ra1cYCHa0lhVaBqZZybHtWtqTLOTY5oZa2uyVWmCzcMk4OEYJ7AOFbx4uR0wVTHiIEQVKKyKUkVY91d10/XX6h/8/e/Vj/7DH9Kbv/ONet1rv0mvAV7/LW/QN73uNXrtG16nV7/2tfrGb/omfd03fKNe8YpX6ZWv+jp93Td+I+lv0Cu+7usH8Mqv08vIe8nLXqbnv4iTcuAlr3iFXvqKV+pFL3mpXvjil1Dm1XrDt36bvuu73qzvBZ565x1qs6OYog0zExMaKyu1cPYqQ1ac2grdF9hVwRgOOJgBRyoSRsKKBb+N3nwDUmLvJbosWDwNPSfozTch1pdZLddxIp5/7AqbGNiq2wdZl712WfrS5MXcnaXd/i14nskXU0+HUFDUcQRf45toW3qiMedtgKYBBrc0iXZKuUySAjqM6NLQYel2jD0E4opBoYhAoQKnBVJFQvdxnL7EjkIIirFQWZbyk3rfTB666rD27d+nirJV1crOQ3ZUsGH/MYqqKBSM0YfMLoMD3Zbl8TpM/AumzBv+Bbbom9IGx//MqZNauHBex3CMv/yFL+rE8eP5R6k2N7kFEY9J/jsH/jta/rsRjz7yqB5+8CFuJk9xC7lJO5CV9hn8hQwRuf1Gxn9PYhcbYbf7wJwfPQ9AqLwWNIxnBiJFTCFEwoACebElYVcxBrmcgdCQ2QxBJLnMNXKLZIgR57/KhxoFumkoW6CLivnGN9JTk5Ma85sKbHaFG5AtbhyqslALebvE/T/sc3vxeWn/vv06evSo9rL5d+d+F5uWvXv34tBXWl5a1ML8vNa4kfCbohbjZTeb/4BMzvPC+Qs6xfxTc+vodc7tmcsy7eJWpaK/XK6Gvkq02UHoI1iQmSkCzscd5Yr+j8jf40Cgx1ja4NTd/5DFBrclHhZFqUkOCdw2WtDOsPlwOfIvVcOnwy1KHxmiCd4x66rb3VSDkxkbqeCfmqAEtNuTEAU16Nr1ra/ycXty+3JyX19GcU//7cG5jkpfOe71XIRGHpeT0m7XmZeu2fiPsa5EGruxscY46cg3pVVZEe/K+8HQu5dLDBDUxLrQV4/bBgfvhwzYW7RCZlHGPyrzF7ttoG9E0QEQYQqQhagAGEJYMMUQ6Fdw9DNDUjJTxFbNwJPXHqs0NTOOjbRkUZKXIT+S3zAZNPAtkPnQ4at1+x1P0/XceHp8kjVy/sIFxt+D+vynPq2//JM/1V8AH/vwR2SiPpX6/Oe+xI3faTazG5radUB3PefFesE3vF63P/tFiuMz+tCHP8oG+GHNMDZLxoL8MaP8EIZxRz8RZP1fRnAl3E4SM+rYhp05X1vcIPe6RkDyb/06j6+2sNNmwIBySOcOQji4LToQvfLrmQNIbjRAEoOS8Mr0I6y31qiREHsSkAAPRxSXhykl7PVScJqM98hlMMJ7eFnWFZLehiGaaEIWL2feFuYsP9hcXdkSZgwUyJENfFhg4AtIFMTiHBmI5imItBltBBkCO28pSAyIAXGT5yimK2VnTZJ4TMY3wI7G+gTbNFTYU6BcHnDk+6RJrhryDGU3OCrOk3opJxc7hwYtbREbJXj6G2iAkWeUTXng58U+eUnPvwiWo3wNyPHhx9OOGhZxOZIaCTnkfIAEGANegE9KnnZowDsXl9k4ocgwLOc8sjMFb2edkLIGXPad4LiLIDXI06CbS4B2N4k2ZoCGepvG00GNBjqoL8lr5Lp0GR2MerOMyOahmqTcNkKDg3l+hsZrGgKGgIOoEbBHtUw7oBFxWUPzHRJllEE8hnwBiEly4xG8vb4Gp6DG8fRfpHMHwXViZnJbCEy6IUacqkJtnHRfJCZxDqanp5gIZzU7u0szwNTUjCanZ5k45zS5a3eGKU7/xllo2xOTKjmptYBRN41qbg9qbiV6m+vqrK9oY3VJq0sLg83J+TNaBObZpFwA5v0GZWleK9Csby5zOrmGo7qpuvZFqU+8ywK1xUZlU/6389fXV7W1sSTrrWqqSNozVurgVFsHp9s6MFXpwKQDcTYg+yfb2jfR1t7xtvaMtzTbLrSLNu6izEwraKI0tVDUWGFqV6bxiUoHD+7VgQO7dO7Mo/rrT31SX/zMPfrSX/+1vvD5zwOf1X33+iLyCJupc1panMcBIlw+r+Xlea2tLGiNdmzglHS59elziuwnb31ONIWdFLFUidPTHhvT5NSUptDxBJuL8fFxdDwr/3GOW5/8ZO3ZNasqSpHFt8BBC/7jIzgqfXTaxzlLnY4aTniirNAhAAAQAElEQVQ9v+RkL3S64ohPRn4kP+CgBjYiXja604MuI5uP6H/hot5Ct5tK2sI8ekrMDT6e3F7FMwoNqwrYhi+8oPPr84sDBdVgwxkJ3SC89Ot8+thBw5xi8AmRBjmtXaRL2KpbsfNL2HVinAhcuhJQzMd1g+0zyrQdUibRmscAeExcCs6dWphJe72uLizMa4tww3UYTK12Wy2c4qqq6JtS7VZbPi9GnOaiLBgXlWIMOc/pxui7ibEJVWWlECI1m8wi+kAqqunRV4gvsF6xYgguAnHGtSCgBAlB4C/RJDNTAb+IExvZ4LhtBGRzx9frHB+fyDcZS4uL3EB2NMNNwi5sxPW0xs3fMnjPW1/bUM2xVlm2tGvXXu3mlm6TG5KzOODLy8uawEnay02Cb0RGfd4wXrPO6U+fYxv0luVHJk93sa3NjY62OLHucl3fI93ghHsZoz2J/nW9drG9mv4WTwghy3nq5Ck9euwR+e8+LC0s6+zp82wWlmgLY5obnB7jo+43MnfQQikRinHSJW+LGwCRU3Da7P3h42hrq6s+dW9sbGphaVVLfrtKP1oMMvTVx5Y3ceof9f/fgxuNdcaB20zM/VgqcOJQsTmomVPdfooyKjL2y6pgM1MQjxJ8Mj/zrknyx51n/92QVTY5a9S5gi5XOWzpMTYNGffvO6Bdc3vk47rFrfGevfv0pJtulTumN996m57+zGfryFXXorKolaV1rS2tqIceUx3AlbTJ1CPeWIlGg7x+wVf+mPkXaDIk8Y8O8r4fAUzIG8qLyCxR8ElXBNSriwAx48KYAx1E3PWVAY7k8h28DXU6eGq7Xk9sg8nzvW4h8yb2sAWEEHHmx7R33xx9f16r6E40aXNzkyApMi9ALhI0I2XwMiFGJdYt+TMUJNMRpzjdhJ7oqwZ78A1Kl7ryj9th7x72GOOYMjwaQSkNCzdNrQa+CbunuYoSm5we9rpF3bUia0LiYCZG2qMkiwEZC1QT1cNWE9wCtnrh/IL++nOf14c++Od63/v+iz79qY/rs/d8QidPPKpHHzmmz3/+Hj34wANiX8tascBBwQJrxwP63Of+Wlt10u4jV+vJT32GXv2Gb+E25Cb95V/8hc6cPqM2N+GuxxqHMZi3FAETwOspM6MpJs/zdpl46BuE1854ToM32iAU4WEgfglQYJCWAmwMCK4U6LAmUoPX+3sQe+Kvl98JmdplcPkJ5ZCRg89lyW35jYydIPrqcnAxR7AtrtfDPCYHeGzXN4qT721J5Gdw/LBwQkcOgzJuh8znjhuIuuO7o4WZH5oizGxoQcqDKxEbFkkpE3ipbR2TNZA9YVdJon1pSJfrH8ZdB4MyDf3TwHMAGZdg8ngvNiIHaKJMG2urWlxeZ/4zWawo5VjA4GQkXRgC0QiPDlCJkhmZP8FycvR1XOMfICGchrniMWD4etQhJxPtbKhCCMHgliiTJC+dNzUmM8BrcmAAJkKQ/jKZKQMF0FHK4IuXd6SGHTVSokFk4p9JZnxkskBjJZmZJAdd+rgoI9iR45SXoIedo9wSckgjDakk7CpDIlVn/DaVXLYGghF4GjLw1JCNhiE6YAdOmY9PBA7OawASc0cGWEFDTdl40KvrYATgMhNk8NCoyAGutCzl1lPrjjDJ6fjk/BzCS0OgFvBXfg3ZDU4DGNAY7CyX7cOqwciVATHkIpmZYogqMMaqHMOZAmJLRagUwcW86FcqcYrKqpI7QW0cNXe+xjjFcpjAaZ7EgZ6cmdUEDtGY/37C2JTKsUkV/qchi7ZiKBWMKQ5ZahzffndNnY1lrXNrsbJ4RsvnT2rh3HHNn3sEh/8RnTnj8Cjhozp79gQOywmdP3MSB+YMG5kFNhzSHdcc0bNvuZ7woK7fPatr56Z1dNeMju7epWs53byehe6GfXt0w/49uh64gQ3FjYf36EnX7NdtNx7VU269SXfffJPuuPaobjxyRFcdPKgD+3ZrdnYi13Pv5z+jh7781zrx4H16xOHYg5xq3acH779P933lS/rcPZ/Rpz/xcd3DgvP5z3wqh5/8+Mf08b/6K33iIx/VX33kw/rYRz+iT3z0o/rExz5G/KP68Ic+pL/8sw/qQ3/6AeCD+os/+5D+/E//VB/8kz8B/2f6/fe/Xw/Bf252Um2GSRuHYBrnaBeO0wzhFOEkTtI4MMEJr9/mTLcKTbci9EkFt0eVg/qqmg4bly0ZG5DY6Sv2OirYgIwVUhn6bEy3lKBJjOYGO/VxkAg1emwUEVYFYCu8euzjhBE0c0nCzIj5WHGe7oTXOMIWAjwASJMbHyFk+c31gvPQEbCQx3dCxpPhZRsch5pNec2BQx9osCnH74SBFBRgAJToLOA8uDyKUT0Mv4sefE6rsckM4ETjAnKGGCEbgMvgOJc/hoAYpg4OY4hRE+OTOPmN/Gf777/vvjyuXLbIeDIbNDCyeYnQujwJuYWsHjfaK6+TMAb4Et/CSV64cA5+q6rYCG3gmPVxkOb27sFp26cAL3emVleWceAu4MAuMi5OMl5Os2Ge0K233a69+/erw4bU/+BCWVXymwJj7M4vr6rLhshvNOfYjFiBswvvBq/IgYbJ2+mht9nb4foMMWRdBNpTQ99jY9HH0ctlcltyCdW0rY+j1Iemzwn3ytKyHnn44fxX88xM+w7sz21a4rbSHfcaHl7cxD+LzJ/ymGKIMovsofvyHzsZQYcNx/Lyis6eOYtT94gW2TxG+nZmakLXX3+dDh4+wk1PR6dOndLi4pLWNjbUZVPQoNcO7d7AGe24I0r6MDdVe/ftVbKA3I26yF6L1hoyBJPP70JmI79hPHTpb5djlfqXFhbVwcH1TccmdYhyBboMyB1DIad3/CI3MRe48V3mVmZxZUVTs3v0ole+Qc994av1bd/9P+mOp71UVXtOjx6f18nTC1rvBfVsXE0cRx5Jhk0gj3iGATHenMCuiV7+NiAa8h0Qy9/HACTbL6TZZj0cIS0nnL+DBuXRmduE26tjGxa8nKYQWXx3vpZ10FDSbcciOsYmWmzm53bv0fnTF7S6tqKAvgrsObIR9Fsk5+lcvH4zk9uT2/oWhyhuiw394DZXE8oNB0Gcps9hzBbjxDcdNQcwffrY015WyBlCoI30LXFvWoC3y9ywWR6kQ7Y1IaPT+4akKgtNTrRVMqcm5sbkZbA1JldaJZ06cVIP3Huf/A9KPPd5L9arv+kNeuOb3qhnP/cFuv3up+qGO27TkSddrwPXH1WvoFeYt/fuP6zdu/dpbvdeVRw8+Rg4fe6cPvXZz+hjn/qEzp4/lw88asZQEaNqxtBATjRJJAEN7abZ8vg2ZIlcc1eCRC718xWQKO969HAEApfgPQIRz5DpKU/a867E/XFxWchhLuVhlROu7wyenzGP88n5/rkUUpZ11B5aBO8EZC4eDmEnLscdn4n4EPeuJJZfWkhz+YJ3WoeGuAPYTDP6eN5IohHu8UNvKbnw4rv9Og8q5L2U0068xy8HCozUqAFnL69h/KIuBuVIo6aaiaCwIHGI02P9X1nrK4VSsRiTWQUEGf8CnA07N0lmfJ21hxo8JsuRkL/eIAgc5ZBx+TNImQ3ClILMTBYs5+YPUVdqIgwM/hChEZB5wpS3aaAAaAJFGnikHUDBjBXnRgPwjnKoKdMwqBNG4ukETwfIJYpZNHm9I3Bcjmv4JK+Rj0YwxF8pgPdOdEMiA3iv08FlAE2/wY/X4wOgfdThKMgHMWROQ6AAgnjukJoob6bbLjlAQEettFnb2qgpdBEa8tIwz8NEHRSCZsgJAdIQXF7HknnJ6zgHlyuHl+ReTBjKvAhCvQlAPgxLgGUQjykZwMSsUMhiKUWMkQ2HMpA2hwK6qMYiIXRWKEI/gChfdCscHIdWu6Vx34RMTnCyOqVxTlfHp6c1NjUl/0/aKhafsqpUVW35RqYgHpnkLQretIpJt8ZJ7m2yKVlf0ubqBW0sn8u/X9LZWla3s6zU29B0GfXka67Km4lJHMixrU3NqNGsSZPodgLnaKLparzpqY2z3ebEfxoHfhbb21UUmpY0Rj0Vi9oYzkmbeovelmJnUzUOyhpOTZewZMyM5ev3Ce2am9EsJ8z+Oxy7Oc2c3bUb3O58ojwzs1sTk1Oa5kZo1+wu7Z7brbk9c9q9e4+cfnb3bs2Cd/BT0Zldjt+nXXv24ZDMqT0xjeoroQE1LJzLXNsvsShNVqWuwpG8/qqrdNN11+rJN92ku265VU+9/Q49466n6G4czTtuuUW33nyznkx4Ozcld9x2q265+Trd8qRrdfON17DBoty11+jmqw/phoOHdBi5p1n4xtFFiR6wABnOu9uVsBR/NbRVye2mlnH656ehg5sOPfZJoHYCSbqCcsI+omIsiGM/cqxkNgi148H8d6QujTrrixijfFAM8M0QSFvOTgQ7wZE+j9U4uXKHhXx3Xvuky7LN7d2MxrhJaHGD0eKUscWGuvKQDV3ZqrDTAbSx2zHwY2PjcqjKClvsao1TpIo+8r6XBe3df0B0ogq3aaMyBHA5fWwjJCoetMTMZMGne2YDHJ4G2WIICkAB77IscW67nIL31apa8rpbbERmZmc1CwQz+WnxFhsM/32qc9jKQw/cr4cfelA+f4xNTSq6DPRxAa/AHF8jS23SzNycrrn+Ws2yOe9StzvZJWOiCFERvhGaxBzew6FzvcVYYNuTmuZgYYzxXcYohxhDlteCedNk8A+UN2ymZkx2fTzhVE7PTKGXffL/zZureqgaRfBlq5TPFxXtK+DZ4Px3GJN9xmJCH95HfTYMDbKYBVWtFvPJlCZp/9SuXaqYZxL68h+9uvupd+t62uSn9Cvc/vgtW6sKanNlOIHMR49eo1navcJJ+9LSksa5Ybzm6FH6fgwHt5EhVc1Jdl036maHL9GPia4kJM9/lMtpXJcuj8vltAEdxBihUN4QPfjQw3r0+GlOti/kk+tP3PNZPfjwMd137736dz/5H/Q9b/4R/ca7/1DzS9Ldz/kGvfnH/o1+9F+/Ta/65n+o0D6k9swRxWpSMnh61Q5IIXQ6AOXHZclpa6QhYElSHrcNdjaAXBTsf8/rtuuwk0fWTJbNsaQYvE6zEwytBvrH+zYxJ3e5lRqfGFOgab4xMzNhfmro6xiZG6DtMy5rTvMa+txxvrbAJtu6/wGRLhs+h4Y5uwe/LtAB57cbHeJbzN/O20PP8zEWTPl2o4B/xRpnOGOJis0Yfy439RthpsMG3fEvGTtuVwcOHpBvUC0GNazhDe0Q5brY5fETx/Xpz3xGX6FvV1fXdIi59bbbb9fTnvEMfd3Xf52+67u/Wz/+//iXevFLXqa9rBd33XmXbrnldt1119162cternHmmBPHH1GHtWui3daumVmFIsptzOVGq1nuQR96alvheqIn0ZZcxsMh4UWcyIIXrHiJe/rKMCz6tQcw9voy0I+5ErjkdM4jwWs7gOjjvoNyLjOFH5fqsRle7rHYnZghtyGodgAAEABJREFUv2GwM2ck207cVxt/onovz/P0CJz/KD4KM84/gOMY2HTWQODBl4xLXuYDt1GU7t0fzBSxVx+D68x9y2w8/P/w6HQb7DmIXPmcqTy/OMcGnIe69IGPI4J/XAhzGmoYKKrJaP+YOcZjI0gyA5dIA+5AEMgY8KEoQYp85ccHoUdyQ+VUvmQ1xGpoarIcRyAD5+EAEEOOSBhbkyePRg2D2oFIzpNRZiTGdkgkOMCHQLlRkHs1DqBrlDmQh4S/VJbgjTlSZYMqEqq7CAPnY1CXk0OUAwh5oaN8g5ywlQOssoig1HjeY6ABD0CYINoGCiegyTDku6NsIu5Aa+RhsyM9wiXKUhIRG2iAzJ9cupMsPQaGPBpkGUECN2jgpV80AMKVOICcdh2DpSvoDlP+R8Inu0Aoty7AdehxC6bAxBtCUAhRgck7YjM+QRZM0IF8r98kRQsqmDyrqlQLx80dlXGcOl9wxidw2iYm1Qaq8TGV4EucghLHoywryhUKRZAFA6SBHaAE7MHlDuBjLFQWlXbhLI57m5nwA6ddYyipxWajxGlv4bi0WECquqey3+HUv6sKRyhubcg4Ubb1DYWNLcWNjjxer68qUK6N3GM4YFM4OEevulpXHblGM7t2q2pPCFVrixNXd/QcNjc76vniBzi+0+2TTvLQ8/zHQDaoYx3Y4FTUT643WWC28uK4xYJb41TWnMh2ubrvEe+rj9yux8XFBZ06eVwnHz2mc6eO6+yJR3Th9EktnjmlpXOnM8yf9VPuR3Xh3AnNXwA/f0aL86c5AT8v/72XzdUlbawsqsvJYtNZV8kNyBg3IJNsIFxvY/R6ZegZRyVxcyBzPTuIx22FIL/gcmh808BGiV3+eu4IsBKM14QZS0Z/DiHGSK2S26y3U1d8qJt+TfTnANKAng5oYDjCCUkg28FhSIfjKOhGkHYQNcT9x9669HWPjdaFhQvqYydFVck3HgUOuhkyIm8IhVzeiL1lwC4KB2iKosS225rdNYdjkDhhP6sTp88qkjcxOZn7tIGvg9df4+Qk5M+gwWMoy4yPTCGEDLXLLqlCnjb2XTIu2mMTmmC8OA93mjfZDLtT7bcOkCqi0xiCCpcTmc0CbWlrcoqNB/KeOX1aX/ryl9Qgz8FDezU5M6lxDgXGkHMcmsSY6lNvjW4SOjW5ZpWd8S5OYKfbVc24clHLqlILB6lizEZ4u9wxBBUhcnMWFGSA+EoBvpHxVJRBk9MTuvrqw4yfdU72T2DnXbWqQlVZqUCXZoYeazZyHbnT6OPKeRchKMInkM+rSBsn2DDMzs6yCZpmU79b13PTsZvbIMdXrUoxhMy71So1xvwyzYHHVddcraPXXoujNyZ3Tl1/if7wzVaCcR97SclofZJvxDpsPOQPeYm8mv7zdpdVRbuCpthIlVUlt6eqbOU2+C+g+y+x+4+y+e+BbDBXrDLuIdKe3XNZ3o2NTZ099ag+8Kcf1v/8wz+u7/72H9E//eF/qb/66Be0/5o7ddV1d2l6Zp/czs2CksylABJw8XWbSuQ61uUbAahB56WcIzFvJlbFIVKjx3NH8ctDG9Y5CI1sBzjAM6EzLzuonywqTOiHwBOXAKqTmcn/xRDkjk+CcO++g+ri9Bx/5Fi2q8npNljR9z1soJE/DXLX2Guuh3p981uzKez5uGW+9T7sEXbZpNbMmb7B6GGnvvlYX11lHu5SXyFRf4GdegVpKLtvGE2Sg3j69HUXPg35ATuuSh/bLZVVoaIMarNOtbE50YZN5u5Q0O+U87Hu41/I5z9S9bnP3aM//7M/1e+97736uf/wH/Rz//an9Gtve4v+xT/8x3rPL/+qls8tcENyvx64/34tcWsm6tq3b58OH9yvazlAu/rwYc3tmpHf1sxzU+btElKGGDxQflD+SCdPFDptotGQIx4xZLyIcyz96fngn4iP53m5v1PYycxFcdiJ244P5L5cBk8/EXjxy/Md5zDCj+KoAEUgAHpAUY8fz4Re6spgNrKmK+ePsF6/xz3cBhDbcZeD9Ogd4V22UdznnBFcgmccNhkaNaydDbx4lecA1vfV5UUtLy4y99aseQk/pUd7g8wGsjdeBl/AUw6DJg/6oIERWpI/ISdADEJ45Jz88XzA4w5EmXw8NgD/Om4IDCjGQF4wArWZ5WppU1IIHvfKm5ymFgoNy5PlpGaWhXfaMHQaXUkNE0fNhJ0Y0A1QAx56npnB5+LrSTPHDSb/YQ1iLRjANimywMd5Op8sT3aYIEDWBA9fSB1EWkFZNjN4+zsM5RU4yB8yPBiB468Eo/zLwhHpNnqE2BluZ16MuPy5Hbk9tKQZgpe7SHblmNPQ91fOvBTrGjWMig6Ubf+TsirgwyWA2yaVa/CQYYbiBLVJZgZEmaKCRUWMJYZAPBAfQCAdI3mxUIhBgbSZiUIy4p6OFlWwCBRlobIsgQooFMEFh1AoRGjgkekIY4BngJ8FWCXk7EvcYhig/pb8VqTubSpiA8agaeqOPD8Qj6FRDj3ugMNdxKQSKKCPOOKh6cjYnDAa4S1VodT0xJSe9cxn5xOp5z7v+Xras5+tpz332Xrmi16kZwFPf/4L9JRnP0d3g3/KM5+lp0D7lGc8U3fc/TTddtdduvX2u3TzbXfqSbfephtvvkXXc0Nx7Q03yOHo9dfrKPGj19+gA0eu0u4DBzS3b7/2HDigA9xoHLrmGs3s3q3ZPXtk6KJsV4oV+sLRU2FsG/ra6mxobX1JyyvzWl46z0bjrFaXgMUzWl08q7XF01q+cEbLbETWlhe0vrIEfl6rXOOvcSq+MX9ePTYkxo1SwYm2MUYbxmqDjfjJh48dQ98aPm5mo3HbkBhAjTmlIcXjBUFynvCucWydhxkoeHgJk3nwODDkTZDHybDMID7kATMzeLisgAFuZ2bgLuOakMPbGKCJMeraa6/Tv/yJ/13/6B//Ux3klNIdl+TjkIkhhqAYkJ24y1zj2NTYSM2NWY7jqIg6DPtcWVrT6VPn8ub0B3/wB+F7rS6cP0825V1254nsrjOQInqZZBeTLqPL5o6Ph2363J0fb808ffbIww/JHduFC/NyByuhVzTBIlMrxpA3GgcOHdBV1xzJNwszODHXHL1a1xy9RnM4vlPcOrqjtAv7WlpdYaN0UjV6KatSPXj1sIMacfoI2Ufu/rDPejh4a9wgLC4saomFy09nG5xAdwYbaCgil9HDRNmGsg0nw1WrQKZxuSqnZ6a0e+8cDueWEnocb1Uq2JQk6P3UegsHfZ061pZXsddVdXDQ+2x2+uh6ixvJdTZbG9B0ONnu4Xx6ntfjc8fM7C7tYgMYYlQPe3aeDQtwDRRFKT+19vnm9KmTOsEJtZfdhP8xbiaWlpYk5I3BVOJkGmG0oDHf8LHBCghvZnkDc8ONN+aTb5czH6TgkLbKMm8SK9ozxkn+rrldarGZKmNQRCsT8AnBoGlL8Nm1Z1ozczOanZvW5K5JdbmJ/eTH7tH/8s/+jV7z6jfpF372nTr20KMKoZSS4Zh7j4y0CwtJnjL0lmifG5S39xJQ4p92PKTpZ4HdSec26eB8HL9dADlFLR4gOjFPpUEYgnY+lrHOeSd2EA+eh25dv0LWgvFSMM+32Qy6vW7Sn67/CvvzfhT03U6fjWGfdjc44D01bpPYQAcbSIzDdex2cf6C1ji5dVtwvP9I1Qb24WOiZpxakEKI6rKZ6HX9gIeFlcYEQC4PenC9GXQNPBts3+uuqSt5HJou5TbW17WBnawT9hgDVVUoFqXcJiPtMBh4ODU9q1lur6cJp7mxOMw8Pjs7qw6HYeOtMe3bt1cb2Pa8z7+EDz7woJaWllXQbj88CJJasVCNvGv+45PMH+JQxPskYtMNuoNEidBxou8zOBIwM5kZsf//fRNN87Y7EH3C12kzwRV0YnZRT2aXxs0s69HMcvHH+3i2UzjspDG7HDPIHcl8eTjI5ev9STB6nW4EI5yHGeeRIVyeHozCYes98DGPz5OYiw3/J/8XCSsbg7HF/E1jeQ0I8nXRx0cGgRvW4TGmIWUY4sJF4/NaBtidsYFgCbIBNn9zI4mZxDcXMiaTRGUNArpxC4EzGbk5DCYzE2RAkBUIWprKspBPuFW7UskiU5AuGCgyeAN8iSb5YDd4GoPa2AA5gNQAyAeHlBo4PUl+2sFNKCEU8PEfDYD4CV+fnn3BbBA4AQI8nkHwBPwVgzeH29yoYDu+M+JyXYREIVjuJPia42YmM9suZzKPD8HrGkb/TgMkd8HRPzF5lWb0IZbEoZJcgp3getNjnh0UlPUfbRDGYDHIwwzDdrm+Xf8OztzMPMgcjW8Gx1khs5KiLZymNk7ImIpyTGU1jk0B5QSnoZMZymICmkrBogI8In1hbBrO4ngf57R/g9P8hoHVqIvN9JXYVCRj0XI3PdTqs7NKkZqx24TzrhxPSpEFjs1JLTbVQv/oiKQYBnrovgf18Y98XJ/59D364he/ovsfPKZjj57QyTPnOLE9qzPnLujC4pKW1za0sdVRxx0wFo+yPZ5/v8UXoBkcInf05nD09nCytW//fh04dCjD/kOHdJgblWuvu143sTl50i23yn+Z/Ml33qlnv/AFuuHmJ2mLRdEdwNZYS2PjrTzeyiISWoYWbSmjRLPYNCUZbQiWso4q+qYsChWMR6Lk0EqfhGh73ljQUEM//n97jIWoNv0pqHzsYRqCmcxM/pgZ/RR06YP+sp4biZCiuuJDWTMvm7azPRaoz4LJLMjMtvMujzhttiUyBmHGkEJa7BoplHAUHBoP6cOcefmHOsy8nqSGecj1dAObQN+AvOmNf0/76ZsuCz/CcBrUzzQNjog7I87XIdHIi7WbjDZ0cBAC/eN99sznPZeN4KKWcYr8x7IqnJQS3cYQMDnokclM4tXOx3VRFIUCtAn5E+3wjVAHu/K/QrKCs++O+SaOWoMTFtCbl3fb8B/36HHTVmMriVMt+ThAL0VV4Izv0szsjCYmJ7IduD34LcgUNwCdTlfHH3lU6+tr8g1OgV35KHCe3v8JKc1MZuaKlm8cva4Ojn2X+vx3dhputCXyxeMB4OQWJA/HxsfldU1wWjw9Na2GMTI9M6ODbLINXXZz+7a0xQ3kOs7duv+HgDhmm9xGbpB22CQv03HSnLxd6KnCmS9LTp3htzi/oJMnT8DN6zQdOnxId9x5u46y+Tqwf5+mpqeyA3r80eN6+MGH5X8pSzyGDo8de0jncQb9r3sdPnyQsod1HbciT3rSjbrhxut1NYcABxinV193bR6zER35/y9y4OBB9Dqr2V27dJTblrk9exRCgaPcp5+D3EFtI2cRQ97Q+a2L3/S6zv0X5Z22bLWVf4m8aGlm94z272przPrav29OFXOImOu8H3y5amh3kuTtJxiEjqDVbpOOuwRyHhjKQewFSfB6mrmO2BXfzN/LZjrlYc3UKROP4wke96VMcmGHdJiAmIoyBDhEdIEg2sTeqoSUjAwAABAASURBVKrU/oP7uKWd1xlucQN57swn6JKCGgvyOaqBX8NYcOfcbwHcnvYdOKhJbuoaNhjL/gc9gKWF+ezkm5nGxyfpmzkV6H95eYm+7zGW++qxWS3YJDaM/QTPREMa7NeoK/q8XZUK9K/fhHY4yEqMJd/ILCws6PzZ09wkn5OPPR9DPTYhHTZCBePb62uxQR1rjymECARtsVlxuvZ4W102zw11RWiN9a7VmtJV19ygsckptbnR9Ppdv4FxL2SboO/9dyV7yJvABey0AU9Xq3EdEzEzmQEaAChXLbX8d7yuEPgP7AU+niYwwG2Aszp9NeC0RtnkvCj7RK/TOAxosGTKePoiDHLyl7wc8rmYv6OM44H8QosIOSr05OBp0DTPY4Ms5zOIDb6edhikLn5dB94mGzBQwi6dLkNWPuonr6G/kEgjfJNxg/oc5xxHYY7z8bSD0w4oQV7hdZqd+Z6+hGyYSZXb9W/LgkOTsKFIgS7zfsRvmJ6dUsAmh8VkO/+5zjxtjEPKjF4bRoJXPlACGGpMDChq5W2ykYJFI7ye5wpKJnQjL0csTwopV8CAoZLgRs6ASxClXJiyQbIYFIEQYw5bDNIxBtvgl4vbLFxtVUykBQPbQpDBx8F5bHcYDRfyGYAAw7qlGgLfZCRCp8/KEvUCiKZMiMMknCSpVgZPb4MPa9DeRpcb8HrSDuNowDn0CfvowcEdLK+Xkld4XQqpgecIEnFR9iLxQNqMy3k5pgYab9MIvF25DYF82thA0eCoXYREqxr1MY4a3de0M+fBp3lCuCjJzphLNUq7zIk2izoFLyO8CGmg3hHxzpD2JNIOrt2BHI1qdJ4Ad9q8n+loyUze1yMIRhoQj/dBQz+4Dr3PnR9oigQgEmULgU0qd4QphKiyqNh8jKlkIneIOBmhrOSbkqJsqcC+WhRtR9MczvjV1xzWxOyEavVY5Pvqu44ZWDU0PZxr74cmSL758LweeugDDXyaWCixQFGpAqE7iU2v1sK587rnns/pg3/xl/qTD35If/gnf6r3/9f/pvf87n/Rb//O7+p9v/df9Nvve79+/Td/W7/67t/UL//au/UurtLf9s5f0i+8/R362be8VT/z1rfqZ9/6Nv3829+ut/ziO/TWdwC/+It6K/G3OXj6ne/Qz7/j7dD+gn7mLT+v//hzP6v/8J9+Wj/5U/9Ov/He92qVE7MO42YLp2tjc13ujPZZ9BIOsWQKjLeiqtBXxfhrqWxV6KnKeKsKhSqqqErFVksFhwOB/FQymRRAGRXHKlU4zW1grIiqgimIhz5L6MhthtSlL53oE7CD53tXU0wBmzYzmdk2vRlx+rfBQayRuXHnGN41bXL+Zga9KGuENggl4i6F6fInuV06uGz0cwiBMoCHgJmXcbi8pGTDf4F2Rtq/iUObyeH1yU99UqfPnCVm6iOny+rg9ZlZriMWhSxGIMiIB/RrZaEmBrn9fOgjf6lPfvqTmsSpNxNPUgMvt38mEpllpAZfsoevmWH3Yngk+XgxM7mdC70df/RU3vAuLS5rc4ObAtruY2lbNrjFAD3tCYTepgcefFCf/vSn9MjDD2px4Ty3YouDObvVVom9zE7PaC8b4RZtWWVD4yfHBfEKG0nwc/5CBoOf84zEQwgq0NsYdjIxMaYWdhQYqxEoALNBq4w+KRh7rSpCbzjiW2rYmPmm2/+6Uw/bXcKRW11d5VS7p+xsYguiXSZ/0AFBAvw2pc8mJ2E7sJXX4+C25E5ft9tVw9xWVZXayO46aRG67DVlWqxPMRZaWVnVubPn1bDuXMPNz1XXHNXMzKz27N6rQ4ePaG5uD+Fh7d9/gJPp/bqO28ibbr5Zh48c5tCDPlfSGHPRnr172HzVOLB97WIzd/7sWdrX18TYuHbPzWkPmw+XpSgKtcpKrtMYRDxoenoCHm1tbSIzE9Omj2vGtMhPFnBOaxFo955ZHPKDKspCW9zsCIJAG1AHr+0AIZVriZCAl7zB6/FErqdynA/q9eQQ61Gf1cnw6A5wjNu8l0/oNgN6S8AOskuiucwOTKKyDOAGfJIKbCeYoa+eIrY2wUZ0Fzo7d74j/wXtPvNCRG81ZbvU1QjaflKffmxSULQonzNiCGxaD+oIN8VHr7tOR9kQ3nDjTbqKA5yrrrlaR/ymgc1gt7OphflzKql3HOceUZSws8TcY/A2869kwSTXSkrKMnvd0Ll9rXEj0aWfelubzLtb3Covcau8rB52V9IG7+ex8THN0o45bKhslbQzAIUucDvpmx6/YfTfFSuqtlpsiCamZ3We28p77rlHH/7oX+mvv/AFbKqRjwOXxfs9Mpa73Lb4j0c2yOsg2t24nOJxhdOGBpkb+mgnkPs4r4E32khrKU/Rx8ahICvXkvg6OJGPPS9N9lf1ZlqvYEid9Ur6MSF1DEl2xEaYS0MveylmkNqJT/Sdg+d4O1x2T4/A07Tes7fBLEu7nb5SxOu4BJDWddPQJoeU+6hRjlMx6AEF8RE/L+/xUejxDBBnHHIE4PGkcZptdqMymcHo0xCBAnuQkAWogQZJGjyj5L5lf0tbbPqXF9fVY2xtcrPom2JMibJXrtnCEI9sEMGNOogwbXmFwFAYR6N/dEwWHJvGjQ1gAmsoXFO0gZcz9EXCHWLQEhUYxm0MKBniurWxvXUanyhiiIpMgAVQsniVZUtV1VKEPpZRpUM0+UQbQqLmlHfHlmOiVomeQa6GoCFMGcDueC3HzQw+PtlIXr+hwAjAQBeB6GVvoJwvTC6rhZKyQBNpzgDkDUdPVCwHN5jsPNHW/AuzLjdx76SGDvTOvqwKiiU1TTMAeDVDSJcTPlE6N9NLOAwJHQc4BpZD/rUa5GhAXAmQBL16iQEPM5PrIErKQLkI0Cw5eFsN2QM8AyUDdEboEGl3HJZ3vAPdrxxaIDRA/sc8hrwawpo+9n5OCvB1+oizFOQcNVC3iRRASJZYQwAS1KVgsgB1KAhLSSX69bAgDIKlZCa3raoq1AaqGGhbkv/fFLtwgq7Zv1dTrZbqXke+eJmETNSNg9PjZLjvjh+4BkhDkAKtBmiXhahgEZ7wRZbs7FC2rCrdffdT9aIXvFDPe97zMryYW4gXv+gFeuELnqdnPfMZeurdd+subidue/KTdeutt+oWBxyWm27itBTn5XoWxmvc0bn6mrwgHjx8OP841ezuOe3as1v+M+lTM9Py09AKJ6kaa6ukTW0W5XFOwyY4pfZNQSyiigIdIa9ov6G3pKCGViSUlAiZ+2idiBkqMwVoJIMmqMuks9V0hIbYlPUy1NaV/K+sxKSG8d40Xcr2FMBHJipjEyc2wZiPhHYGEIgbfZPkDoKDsCVRUtRl5jKazEYQcnyQZ/AOCswf4oEipyEllTQaa95Hzjex+PspZ6Jhnpeop/G2DgSiDC/EnmzIq6F3AHvFN4CNDlQYnCdQMHd95pMf1x/9tz/Qe9/z25rAQWk4AU2ABUq4rqGRBQWcAYtIHcAbjGiz25c7kA11j020Nb88rz/8wB9pF/27idMY6TOXucfJpcvmxczyFwYeEmhnaLJQKEbGAW1d48T/7IULWt/YyLbd4Jz5oDBkr/3GodNTwjGjC7PNOz5h8wVKiejEbwk2uDlAVE1NTylgE36jsLa8prWVNfmpbGJ8VNQXkCPGoHE2FVPTk5rkNGxqblrjM+OqJiuFir4tosq8eRlTUAQaxOmq19vCoeyq7ye72BpZMm7DPdzCAVxeWlKLtaIsK5145CQ3iJ/T6ZOnkb1Wop2uI/+RqIZ2uawBtZRmbIKjIicG9VZfvc2emh520m+U+pQDupwq97kxMdpahKBVNmdf/uKXde+X79PS4goOnVQz58dQ0v4ZXc04PHrNtZqbnc2bhZmZaU0xxlplkNgcNf2ODJt3WFtZ0sbqWv6Rr/5WV1s4oMGCyogekHkMR7K/0VHi9HCM9XCy3VZE7+vcdC1eOKfe1oaELsbapXbNTGoX+jcat8aNzhZlaIUa6krmRyCMPeKBjozYWQte7bExCQ37rRJsc9zTQqmNT6LkCUhMqml7HAiekqfl+IZihKJvM3i5EVA24zR4UJMXyYUTDNKwL2qye7Q3j0niV3ozvZcRgowIiDYZB0twHexyq9fncI0+BN/Hlv3HkkIwbqDW5D/GV1O+x9hL0Cd0nZC7wQ6aXH/DxnsdO0NflO9x21GhW98ETzBfzuL8j+PY18zda9xyLNAHa6sb8luHcfQZ4G1q1NRdJfiFEOR8E+1sgBpcUzcKXh9OWW+rUa8DdOtcZx/bM3RZ0w6n67Ehbhg7PerLt3Ib66qwjXFkaTOPJ/jNzMxobs9e+e8xTrJR3XvoIDdbs9qzb4/2cvs9waZli1sT7+8QSw7NGlkRsdUp+V+kW8NJFDIL2WMI2HMtxFMIhob+Nq+X+2pgJ++d9DvxX12c3n5cQuc8ytwZH+EGIRzob48nPiNbI7r97sR5vEH3GpZxIjNDb+bRK4IZeQ5XyHV+O9GeTthLA+Q49SAhPUQveXwbRqWQGtwoZWZZFjMboWQh6GJqG00TknwMOcBlO2NnHCIl2uuyXE7nBZJLZknR1/jupvocXtbdhixTYN4S61syk5mJj+S2BZgZUZNJgAHevgGIx/1JZy2vmHR+k0FAQWfvP6LkgiYU5YRO53GDuS+MZoEyFOCbMHILjQomv0C+MaEzE4vRKvPyDXQwrZn8e+z6e76gMoH49aMxCJ1TQb0FPCMg4rBVGoV0AK+802rKbQOLyCBei4ZkMJRJbQrJMogJMzgoCAw4PQYsN5QPZdCzzCsDErwyENeOx3bEHy+a9UW5Ufh4dE+ERyI0K8A1DGR+yk3NxpLTiTSgEZBPS1MGj18BEjiAgrl6l7GhrdvgfOGXM/kYcWMxDND45sPo3wBNyHmujYTOGvSatmt1nYYkFtUBGLROP4BEb9TKJ920zjKQJozUFTOtycOCPinov5gKeAFgC/EvlKpCpSoCRQsHZYyxUGEjJkyEUPkpYdIupOkqajcnjFczcd987TXai/PQ4+S6jw1ZKGRWIE+U8U9u/A3Fvb0OtMPbEshz+ywsqoA+IovbS2LhMTMVVLaLU7M7nnKHnv6Mp+u222/TbWwqnnLHnbr79jt115Nv19133qVnkve85zybjcjz9YLnP1/Pf+7zcviyl7xU3/D1X6/XvOY1ev0b3qBv/uZv1uu/+Q167Wtfq9e/9nV6/etfP4gTfse3fpve9B3foe984xsJ36hvI/06yn0HuNdDPz0xqXZrTIGFqShK0UJF5C9Y5IoQFUIgZTLCyCRSOODwjvKSmRTQJeC3PX36platPmEfh7nG4UoNTl3qwaeGv1TRdyX6MmzDiFNawlZSpmWMZlyCfgTKcYjkj9HPhm5NQZLlN0lq+Sk58vmP64QYZcjsNgtr+rrP5rHHIt+DTcKZ7dM2tyKSyOLjt2GOaYg7CIYN7Ui0wfOoxWsCTQZ1JUcQ+msgUcXGAAAQAElEQVQ2SDhdH+fYnQePL87P653veJs++IE/1sF9+7G1pETBmrkuYBdVOQa/kPGbOJ8bOJodHI4etpZkauMcTkxNKsQgQ7/+YzdrbBZWgU1Os4uqEhlQehvgLR5DFt6M9BBUSqIOh6QGZSRoGktKGGWrMJWka2yzn9ufZGYK9H/F4U/bNwLU4zKIx4QsFpRw4JaXVnXi+Ek9cN8D+thHPqrPfuYenT51QqdOPKpzZ86oQXez/qOAOOJ+c10VFZuvSfmPA7qTfujIEc1yyj/JWJicndYYbXUb6+Ns1cgiISPCN+irGfWLDL6i/5KENUXGdpcN0hI3K75JW1icl58EF9joBPobb7dUFJFS0MMr0LYCfUagKgocfWyAtvvJs//OR8NtpMs6PT2ticlJFWWpPmvROpsE/4tTJx49rlMnT1J/V2VZKYZCu7nZuOrqo9w6zCJbUu38KOMy+Z/kvcAJ9CZzSI++3WQzs8xGqdftQFtr/8EDOnDokCrqOX/unPwX+4MFNll9bW2s6dGHHtS9X/qSjj/6iB564AFO2S+oz7qY0K1vOmamJzQ9M6WiVeI4byrQ5y5Xga5jGZR84xH6Klseb9TiBnJsYlyG3ApRsii6Ug1jyiGPF4m0sFV0RtzfizFPkTcILvkmjagI02NhwBsqZORLHXzdHuECdS7d7IiPcKDy6ywbPpTKtI4kSdwZOoi1RawxUkn7/Ecbp6fa3PY0itgA0wt6pbQF2ma02+S4Lo5Slw3AxvqW/I9zdNHv6tqy1tdW5fbkPyp34dxZnT1zSmdOn9LS0oLGx8d11dWH5RuBxFwXY5QZ/BCoZg1MSJXb6+3DfkFTZ0I4E1lK+DgFZcTTuG0zb0hGVlARS2hMDWOgwwHDCpvUVWCLzabbTY+x74cY/uN4U9jomP9hCDYhR45ig4w3nz8OHb5KN996O5uMGfp8XGPI63bZYSMtnoPY3d69+9BHXy47IiKflGUh4bJDdvHNDRA0tOEi9muLZR6UH4W5NOkc/i0//53FL6nV5RoivP1XAs82ow89AphdGjczmV0ESB7zejUj3p7pTdiZdlyGASFK9xQW5WksZIAYpB3l5Z1iBJ6+yM8gd4wHozLDcFRgR+jltpMwvyQ9rJsZjlgNGQANRqGyNI1VUR3mrM31LiunZGWhRPUS9bPeoBbtfDweQPJ69BLAb6SQDx7Q2KPXIR/82UDh2rBZ8DTZmT+kXg3K1xCM0JQfFrqQnQFSEA4qNNUstDVeYM1A63LS1gH8ytiv/n2gdBhoDjWD0+s1MzmfEEMeNDHE7bSFoPwgttOKRcAcGOjBw6aR5YZI6EJSkCny1SUPTcvp7EjCy0g5MMeIZlAGBHhvrOMzDDshK8njkFz5zdSQDQ0AWu/gEVy5zE7soPxFjAsi+A3AZdrJK6EvpxiAke3lB6U99ngwoIAnkRG/x4ZkDt9AiMGgG3SM6QVgUNug5iEn6m+INjJswE/xCrLjEFzfg4Y0EouroDEmcqcVq4SHgU5wiOAdjPQIIvEiQ2IDkpR5I1dEKgeMV95/ZSyxmYJ+T9xu9DSurmZiT/smCl2zb1oHd01I3XVtri1JnBYaUsNCisSwu+R2FoiDdzvzEzsPXT/CxuSyZ2ioL1G0gU9Ckgbpam1ureuRhx7SyUce1iqL2sr5czp/4oTOnTiuCzg286dY4NwRmV/QMo7LCuE6J23rXM+v+S/gnjuvhTNntXj2rJYovwrNxuKSNldWEHtdNSddPU5R+1zjc+9JE2olxleBLYwVpWYmJtXd3KJ960qMvy50fcZHTZsa2uY2E3xcWSEL6Im4GRp0QGsej4oKFmjTAGIKLPxAE1QwLwTGnDGuA/1U0uq84UD5FeTMUWoTtsxUoZYCmkJSQJ+JMq4/874nHRgfiEVuIzOTLPlLSFyDp4a273QxqPAJjz5IjHMCODSSy2n0FzSeH2NUDAF+ZIEfRLyLki4+0HvC82WyTB8c44R0M3w9BU8BXhIxwBh6kCZZ7A/s3y93ZBP1z19Y0Bkc8rPnLuTf3zl3/oIW55e0vLSmTU7cE7envW7iBqKr8/T3sUce1RdwOh94+EGVONETM1Oa2YVzS10IQDtLBWQKIQrxZGaOpr0euDSE0GabBGsW5M6O67jg8GdivM1GoFCrMhzf4MQSLCpu+CaGJ6vuwJuB1KWPc+/RTwvLK/rCl+/VF7gJcMfc66palSYpP8Wtmm+w/Xcv3FFyPZToHakZm1LDBqOHDTacVLfKShPtceSoVEaXqVJRlArePq/fKwS8T2s85QYoGMOt9pjMgvxUuGF+mMSp3jU9ofF2pTa3e/6jKhWbj7KqFGlzwJCc3gGVKK891N/llqDHmIkyTSF7VZYq4NsqSrW5fZjktiogxwanxPPnGXv0T5fNBSSqGTdefhVdnKV/lxmH/iOLHfitr63JNy1btNN1UzMnbDIuvezpU6f1pS9+KW8ojj38EJuLYzp39gwbufv0uXvu0VniyyuLOovDe89nP6vjp04K8VRWBbeZc9p/ANvCxhrsvE0bO9wMCf0W5JdlgTNQym/0QckCymMMTkxNqNWqFKKRJ7k8Nf3YYLgDCnO1QGkAfaQB5DwjPoRE+BigpNNhcj4cSOkx4COmgaAGGnIH6UaOa1wG50udmc8odNwOyGUoS/YVX+fT7W5pEqd899wUY6vW6npHW/SzyyzmKRSixmBqIY8JHxc+vvvcdIQYVbFx66PX9bUNra6tMIV2ZcGyI3/w4BEdve4mXQvs338IfY5hA8yvMI/Yi4vWNA36hb8GYOajTuqx+TT4iKePn+O5bu8xuq3H3GdJJljJLOT0OON0in4ry6gufey2M449NtjdErbmf2ji5ImTOseaUHFQYBb1F3/+5/pTDjw++Gcf1L1f+Yr62Lffqm2wAX4YW/vc5z6vxaVF5OkqmCkGoGD1pF/wSuTAR9sPNLJByu14EPvavgnynUDy/2vev3WbvEFP0AqzbaUNqYbpYSoH6NxDl8Htxu03+VigAxryHAgYU/QK9Q3iXuKxkIaZOcx1UwAyT3tsJ4C+5HWabQR8dqbdHqk9yyDW6gE0LiFFyOl31Vlf5eZ4XV1sPBSmxBxDJm8amQ7xy18jz7DBQCgmjMRHCv6F7aDCQYJMmGYyc0xOM0aJO55g+Hq7jcEzgKSCBSUw+Tc4H07ii4CDc0ksJA2OSoJRBur3geUnzT5YaxapPhNHwySZcKDcUWWoqgiRQRMUgkMkHVRwkhUtuFuUFw9fQByiJKOeDI0kwKhvJLXLG2QyM/ER34uAPMm1D8Y7xA1ETC4DSAQNkzgdAT96QwOgkP4HPLB1HdEplzLfKXCgVbQDUsgSgEhZfgn06DMQU+Q9LiTUlKBzThDxevkBGLwG4Po3Iw5lYHGNQPCNh9XQeFkHCvMaUQfvw4K090veIKC7IoMUCQP6NfpaOMYemg9GjD6xEQhAhP9jALzX6/iC/MEmpJHHS9IOBXwYHWKkqI18u8crHZge15HdUzoyN6H9021NhFoFgynSegEN9fZpU4fNbwd8lwWqy0l+Da+BdhJUADR98hx6yN3n6ryGrkmJPuirD5+G+4Bed02nHr1fj97/JZ195EHNH39E5x89ptMsCqcfeUjnhvHjDz6gkw89oNPAqQcflOefIHzk/vt1nPDkQw/rxIMP6dh99+nh++/TIw/cr+MPPKiH771X93/hC7oX+Mpff0H3//UXdd/nv6B7P/9FcF/SV0jf+6UvqmHx8rFljJceG3yRNtd9EoM/KICPgIeS5X+Jbwb623Ei32mMMI8fQYetef/FXlIBlIy1NvljFtVCFxV6w99V5ETW/Dak7qphURWh0FlCBl3yGKmEDpNclzU8EgCS2qSSMd/HVnqUxQQRKQyAXKPegkXVT/1KHMoYC4UYncyLDyB54HUIPHVge1Qkx5hZpvdyXk+eX3zegafleQc9wc91FEIhI6+sWpwyTujQocP6sf/5f9H3f/8/0J13PUXPe/4L9cpXfr2+4dWv1Xe88c363r//A/qH/+if6Pu+/4f0Ld/yHXr9G75Fb37z9+p7v/f79ZrXfrO+403fpe/7oX+ou5/+DO3be1A33XizclvGxpWQscHeXGKhC5+Tcpo4jQCdQCcN8Il4k+PECGv1sdMu82pNX9AMlWWhsihxpNqqkN/bmRUgf1wTHg7AU9FMJQWLwFyD7rs4N0aBkr7w+j0eLcCvhcwFQ64j/yX2BRz3C6fPsGk+r01uTTora9pcXtUWTrrbYkSvZVUpREYxbezC251AUV+Ed8t/BMYdMRxo79Pde/fmk+cebelxWu1zkdO6fYQY1WJz4ifT4+jMZQvwQRly2g4nyu540wI2iwmHs1CJE5iwvxiDHJyP0U6TscHZzL/Tsb66ir32tMf//5xdu1Qjo/9Yi28w3MHzcS+emjVti1PmjY0NeV19t0/qn2RTdoibjoSi1liwxZo4OTkhC9KpU8c1f/4sPPv0oeinBjmiJlotjbXbmt01p5nZWexrTCGaXF+uly02OuIZyUs0v16HyzfYEI6BczuosQHnWyhYlBkVy1to5EvmAZ8knhwnvOz1OfxyuIzkiZPO3AHdIoSEDEnGPKptSLoYZwrZxnu8xs4dnGYEzqdmTGyx8Yg46lMzk8IP4vaoVo9bjT4b+63NPm1PwuxlZug3aXOjq43VDfW48dri9nGN249+P0HXyNtYFi3t2rVHB9h07Nt/SFNTM9j1mCpui2MY6FAaKMpClHJc8r5IVOQ2F4PrOClh0+KJFXMFoecb9BFbLZifQjC5r4RoookahH0spS9IFKKpjR1MsEEuYJnwiXyD+xC3Y8scTB08eFB+Y+c2MssNyMrKqh4+9jA2dV6+Kf70pz6pj3/so5piY7bBDVzVaiuEKJchBBhmmZCTytNlgBDkjto1oHHE5XR/U/piGXjB1Okd99WA9/WAbhTz8LGA6JAN8M7/igDF4DUCQxKXhyjvleh97fH59GJeQx8N9HAR52n4sAYmQGhWcr06mJTTVw7NLOdq+JiRtkHCbBgZJB/z9ZY+Bgkiy0X4RK/T7My/PE0jvUHbJN6SDFQaGJWBQWL4XuvrK1rb6OPhSB3mOl+Ts76yZreLE6Eg351vzThBcxkVvK1mJjMDMQKiKNJkHgE8pNOcF+ApkFRlUAR5UQumwKJhPnLEg6CJioxJIpJnZpmjxyO7pegjigGWd03kJfgmnCLfnPgk6pNLoqwYxD6Qs0FA5KHTGXg/5Am+gID3uBEPjh/CwLlNLDimqBIoJCuQo8jxEAZpxyWLKN4k0R4ZX/ElhWGZQ2PkByljlR9EzuElH8hGJGYmM7sk2xOOyQADuxycYAg0S4k2ediAI6oMoi+GElKcfkC0jIMov3BH5hz9Gz6D8piDywmYURZeZkExBBX0Z0G/RiCQjggcMECHSBhx9oP3M0IOSkoeuqZ845EB4X3jUUJTQusQmCUEswAAEABJREFUiTvdoH7lJ0DnfeYQaGiAxsFpC+IlxM6vJC8DuAoZtoHhUDVdVfWWpnB4bzy4W8+961Y9/bYn6doDuzVdmsr+lorOhipOT9vB5GY4aDLS0L6MAGm0O2AfIZQyB4sydGLQGOUQRYlNRsLWchj6Cu2gaqxkmPYk66mzuaKVhXNa4MZigduNpfl5rS4saXVxZQCchq+cn9cyJ+TznGb5SeuFs+c0zy3HAuDhea7+z+PEefllaJY8n1PXeb8Ngec8p6oXTp7mFuWULpw4pfPcplyA/iE2Jpur65wyt1Th5NVMEhGn0/vFx5WPlYiN0CoFRflj/hkCFkE7EvaWlPsCnXsZNzYfa94v5mOitrzZR0uq4MQSpzZE3seG4xuBkn4pKVQx3v02pESI/KeIh3VJptFj9OkgjobRrWpsm2iX02cxHxSuf9KYoRryE3XVzBtdvA93ChNt6hM3CzLvM9qc6EsHedkInkU4AGaF5MAJaaJ9Pu/0cTBr4kkmM2iHEKCL7rAmqcbZ7OO0CL0dOHhYRrs3OfG+8cYn6aqrjmqJ/v3MJz6t//Z7v69f/5Vf11t//m36uZ/+OX3kw3+lU6fP6wMf+HN95CMf1/LyGryk6YlZ3XLjrXrFS16u22+9DbsyFWwMatrV7JBFw8fMRKWqU8o6EI8hZ8ReK07vW9WYojEyOcip2RQaOnGndG5uTnNzexVjlR2xDg6aKcosSoJnBg0e6vBxX7FZqWIh18/62rpWV5ax663cKb1uR/PzF/KPpywQbuF8+8Ziy+nmF7XFZkOdniJ96LdjiX6pkSlYUFmUqspKPr+YmSJ9NM7p/gwO924c7904VFMTk9zYTOST7RaOWBcbWFxa0vr6uvrY8xYb6R6bkeDlQ1SIAxBp+UOTQjTwLm5fXZzVdU63V1fgwSZoFYfN/7zvKreI/rfpV8D7/5HT5UChQv9jbGjcwZuYHJMFZRljDPJT5VXKuL312Aj5+O8jh+tn03XgsrFJaLVb2fmbnJjQbjYwLfit4Dj6pqbH4UaD/Tr0CUv4ejsaDs78NsU3eX4a3+n0NTY2KeOf23XDwUgN/wZntAYS9s+UikPdh0IqqNOKwNhtVFsjBZPgjQkILciJPE6OuLjM4Gld9thl6VHy8fCj/MeEOwvsjA8JGU7D2JWCANLUuJ0DmdZIg+0zTh1/5JojardNfezcNxw98KLPk4IS48fLBNpftCoFdCM6sqRvu2xAhDImpmc0jb21uHH0cb/FjcEKt1Ary4ty2PKfaWetaJjrG9Ya36UkdF4zFyUzBfRrZqqpt2ZeCGEgc4+492WIUYF5I/gYSq6AKDNkM+eSRDTbcoex0dCRNfOl15Nor2SKjBPfVPuPBWqYthBVtlqqsKeDh4/o+huuzxuRSF1Vq9SBAwc0Rn4HG1zi1sNMCjEqP87XISeu8LHH4gay7MBT3nGXgM9TrAdpG8ScAbPkIXBZmR3cLolC7sQa8PYoegJJcXCevgjEtnGXMNmZoKDzctoMpHOhnTQ7455P2ss4EM0vIlDMZfFYRm1/hkVy/gjpuBGIfnMwM5ldCrrsIRuay5AksyzOcBQnpEL/PjF4GYcdVIn5ZpR0vg6Y9AhFaNuQY5S31Gh1eUEL+CzLnUa1AmOOzTJjA2JESUrYAINVDhRx9ONCkHN+nGx8ipzT5K+ybK52L2IUTL5ga2DQMQa50QeL+AcIgaAugIYSeDmf6EIRFItCoYyKDgyIEE20Q9isGmpx2gx88sTMRNtj0emy0F2EHg3v5kFbs1A0DPyswKGsOTC+AC/SDr7BUfSumYELsgDYMO6hw3AyCTkeFAyALqcp5dQGH0qS0iUgHssYIpe9RjoC4YmANjvNAAztGnOdoXxgxBcaEFJO78DnNNzzBKe/+fGi21TO1EEyswHQpyFGeX9FwhCjUAX6aBSZhCOTcZGhYVsn+ebANwlRIj8hewInldiAbxSKhjhQNCnnj8JcJg3KZJznwwNflfJOKxk4YyHxTYlDdoZZpAtwLYy/xYZjHJiyrnYVfd1wYEa3HT2oNpuMlZMn1FleZrOR1KYfCyb3EqiCqUWbKiDSMMP2sr0ii0dRglyVDjRaoqyFiA4i0YKwkNCRsThYKLXKidojx8/oxKkFLeFUrrOI+ULYxz79NK7bqeX/Idja2mZ2Olc4Cd7gqn9jfVObhJs4bBuAn2xizmpwbptuwyUBts6paofTq631DS5yNtXH0U04JaEnBU76AgtpDsEZzl7X+a2sq0edffK9Ie4Uujx0hysUVKKJpmAmRqRKC4SmUpbDvDGh8QHwuG8eabEK6Er0EBN66FM//RCYzHBPVQT6HKIWu8Tx0jTVipoerzTLjdPu2UlNc5I9weasMFELo515wrAho7zRxyIdCD2exD/PY5rzDUerKuQTYAInf5ALchmyjE1Oq8cEc/zkKR07flKnz1zQsUdO6Dj9cfLUvE6fXdS5C6taWNzQosPylpbXevnHnjY4yd9AZ51eg59s6vaAfuBEJ6jb9zhQE6+jFNtKoa3NbqO1za6OXncz9Ze68aab9Wz/HZ0XvlDf8Z3fqVe/7vW69Y679KpXv1o//KP/RD/+E/+rvpObjq//htfq2771TXrq3c/WnXc+XXff/Uw94+nP1qte+XV6wfNfpCfddKvGx2flTpTYSDgY9qkQ5OBxhxCjzEziTRIy4czEgKbENi+phr6vIMRXC8d5Fse3aI/TpgYb7GiL+bQD9HGQKH7pC084Mn0nqgwqq6gI72RJDX0TsffIHL64sKBHuJE7feqU1rgh6LOpcFmyPRllsA9r4ISD3ADunAvja+EAllUpl72qKjYX45qampL/yegD/rPp+/apPTammZnZfPKff8yIm4v777uX/jyO498RYshlEDroUa9vSvqsE+Ipka3C8WrjmLUIQzBso9bq1iZ2cEb++xTr62tyZ9HLWAisXS1NsNGZQY7JsZYMPq2xtiJlu9hHDJEbiDZ0FU1I6rDp6SCT19vr9tjIbWqDDdHy4pLOuA1yS+m/LzLOLcwktrnFKfv8hXktLq1gXzX8C6w7snkMKujnPovt2lZfPm+cO3uBW5d1+Y/n9RjPvqB3yWOaU41tsvdQF/ur+4HxMIaC2yoiOpzZq/GJOYViinWxVKqLzL9BR43V1FcLYsoI8J7yUGLRzW3y9XMEYP9u3kE1fwte3gNXLubrsYm2K2Ife1SwOWboCndEfeaRhkmhRlndfq1uto1afdaJmvQKG8ayaslv1UIMKvFBXAF9bmI7nXXm8CUtLS1oaXEeJ+uczp8/o/W11awfocesHzTZYMeJenw8mJlCjIpFAUkhRBBmoxgC6UCcUJbxDXOlPO7lya9RfpcOdTt0W+p0+3IaTzfInJjjasr42BJGH2JkDPe0QDtAD8dxX0WshFj5xsPtbc+evfLx6RvkDraaEKpms2TUaYZu02M7Bqz88XAnOG4bKPfYktu52xHIchyRB7ojlUCOyo5C0NtvxjkN4Ein90Z5uBM876uHUUvgNOTrZUf8PD4Cx3l8FHp8G65Q1ul2gtOO0h5/fBjI5CwH9APZLsZ3lkQrTrgTdVkcisswO/iRc6V80Je8Xrfbj0Fswl4ZTHyxVAEpzxclNra2wZjyTiVes9l3+4dAV3oaGPo4qRknibiZQWqZNOQvHwNFoBxAkDBQT1Cl/PGCNIfs5ElnQzIqNYMBVYTIAsWkzECqa5/gTBDLHy/h5RsSDuajkjrMgsycLkgep05jYImQDCXoclkcDR+IDj0Wyy0WkK2tDW2xo+8zaLPSJBn/NHzMSJlgZTL4oDmZScES0QYgdITTEwZoInWHwEQRomIsFHIYCYO8fQMIijYCU9RFCMQdzIx6jJQUBIzShHIAJ5m0DRo+aImJJiUvFcGNwORtTA35DWpPAHp3e3RQ5hP4Ok/teDw9giGaZEIGB+UShoxeNsA0Z1IXUepqmNncsBxqJsGGyUu0XRF53KNQF8IuuuwqNj0VTPZlalQAwSc5+k1sUBLQAB4m8gyhfRNS0c4x2tHGXCraha+qSNvwXfMpu3l90Dp9QLSA1Qm+HhoLqbjVSNwsNE1Hxi1H7K0qbi1pV1sZNs+fUnfxvAqcnpK2FvRpYSwO9HEfeXvNFs1JarcqrtUrFiEgtmheqRhLFQGwQpF/5k6Ug6dDxWLXUlGUCtCFsi1jMes1Qatc9a8wIJe2klY2kpbXe1re7Og8J7XnOH1awuFZ4+S1g4vYVdIWi+EGjs0WC2QPndfI2WUVXd/c1OrGutY4Qd1gw7G+saVNnBdfmLosTl13lNmM9NmM1z4O2Gj4ZqSBV0BnNfm+yK7A4zT1nsUhWuKUd53NUJe2BxbrVlUhf1BEt5F6o5liCAoWCKMKxoNDDEEFUKK/yJgoKRvKUlZFWSuox5jv01d9+qRHXwi7iLRvnLyp8VIOk2NRk+NRrSqht6RIR3sfBuhsB0TsJMDRywe3J/rY45wyqMvpY69Hn9G+RH1GvW5PqzgGp7gZOsntz6te/Tr9wD/6Mb3mDd+ub3rDt+nlX/9Nes4LXqhbbrtDB6+6WtNzOCo4gx3KL62u6RS3TcdOnNZDj57UA8eO6+Hjp+TpE9woPcrt0aPuRJ7wvGN6+FHPP6H7HnxQD7KpefDYCTY3J3Fuau1moZ/m9LSFs1tiT3v271cXu7vns5+T/+nLDs5pxDGZx1n/wAf/XPeAn9uzR9dff5327tknPz0/fvxRfeJTn9JffeyjurAwrwvcGixwKr/AZvQ8G+cz5y/oDE7phQsLWlhYApa1uLisJWiWOclf4DbiLOVOnD2tR04f16kFHFg2nQvrWzrObdkjZ07p5PmzOo1jNb+5prVeR6tb62xENtWgDzM0yvirsUNeHPOGk/RaPXgwbBl6CTk76mBvdb8Pvq8t7I3ukGEXDgk76mDTXcYpezU1DNwGAv8ROd/0etzMJMDrLNkYuB5md8+pauPYVy2ygrroa3JyQrv9z/ai03mc9oceeDA7962qRJZaztPnpR60PZwr31hTFbyjTEEWgkKMKstK4/CYgL/b7mjNKKtKFX3VAsqqUot8CqoebsY6bO7nL1zI7W0hp//Yl2+IJriZ8c1Qw5zotzzrjKvNjQ4bha42GKf+l6c6jHlrpKooVMSgjdUVrTIHdDqbkq9BgUBSDIUCENGfFHAqG/qj0flzi1q4sKgGWUrmGb9JSTTOKBfQadY/tyyuw4bOSoqceu9nwzYL14KZhZGFfFRFjjGvUtAT22MtMccKUYwmm5QuBapSkhhhF8FJGrAOHs/5EHqfOhCVcobzoj7aYwgcCB3EfG/EB2AyKYMe84xyvAYH2ELjMQevq8Zeu7Tf+6ysSslMZYWu0XfWk6eLoIDujbCHHn0MrtIPGxtrKsqopD4bkn4u22aT2WpXitBubq5qkZvqtfUV7H0DumbAhwaGEKjK1DAgSMqb67Ik74Mk8ElG/ymMwf0AABAASURBVITo/KWiiPKng9/S53CoQe4+/lGPvuniu3R8LeD2q0u6xylBzaBJFuEDLwpGbNfMMp8mSKusH4n0FvwczAKHIF0OTHoam5jU1MyMxhk3E1NTWlhc4IBriTGzpprx6HWPQPCAvQaLPbEE8Bqh263RHoecD951moH4V/s6PRUo8W+gL2K0P8cJPX8neF2edv6DEHrk4UsWXxTu+Msh1+F5yDzKcx4jMBvZE5TOD5AGOIpJw/iloXgeS5PpvXwGPo4AvP9dt6P6PYTB474Dzso1i2eUpqEZdzFN5vClNrL9O0QQ5Hqon+jgJZ5xg9TFL3gKDxQwxO6kMzOZDSBgfxYKBYAJAnxDiZrDkDWtLHYUoYsFPo9MgXjyvkT33q++yXDwuPOn1zR6zCPQe0A5kwUTPLT9kBzETWk77pUPsLnpfBh7Sg0EqRkWb5QjoIwBGsxkVkjB+ThIHOyIotp+jBh0KZqYlwAQlE2UcbnMSIsRB5l3rA/yul+z6PXU45rboc8A7jEJedgwwJI7vKq9BPUn+WbDwX9MKMKXF7wAU6CuQB2XQABvgXIFNIRMIuZ0gIE3M/ECHl6EADI6SAoyRWAUetzB0wZe+TG+Dg5EH/f1/EvB7Yj+VqKDPCSiAIll3ganKwFo8s2SRhCQ1xJS5X6kDxK2iRHVgE+UvV5fPRxdX+QbJVk0hSjChk9NGx36ijizEUcrMqn65iNCK+wi4Ug23EQ0nCjVTLA1E2bCUQj0l28I8EPVspBvIwIOdwRKoABKTvxLNj8lk3JFn1c01Hkn6lLdk+pNdTsr6nSW1esuU+OWQqyVUkfLS2e1tnJBHRyshIOFN4Hjuqke8R4y1grIX0JrLC4d9XDUfbb3k9maNtcsEjX11ikJEViATcmCEi1GLPnC0XO9sekQjoEYiCoq1cGkWKqJk+rHaW1pQnU1I5uaU92eUK9qE46rX42p4eQ3To1rbG5W47PTKnFuklFPpB5sLddDjRxsSiyIDbrv4oxv4Lys4YSvOrCx2MD+19HJSndDyziSizhC6+ibdUwJXiFGBfjRYPXQY4+2bdIPW/2OGviJ8RLoq5r+q0k3jJ0ErgF84vFNh/wxKdLWxmWknUW7lP8J36o1pjbOfEneGE5Am03FeBlk3u+9DbW4gSoNh6tel/dZQNbSGhXUU1KH92kOSReOB6pYc1PWBTaBLbp7hb3HCr22RV+ty7ArH++PPnJcxx4+qSNXX6sf+NF/qu/5wR/Ry7/xdfq2N3+3vvsHfkg/9CM/qh/7Z/93/cS/+tf63/7tT+lf/dT/oZ/8jz+jn/qZn9e/+5m3EP8F/dv/+Db95P/5Fv2rf/fT+hf/2/9T//Sf/Qv9IJuXf/BD/0Tf/0M/qjd/3w/r733fD+mN3/v9+o7v+T698fv+gd7wpu/SN7K5WWXD9+EPf1Sf+cw9etvb3qr/+ge/ryU2euMTY3r6s56lZz732dpzYL8e9b8GdfaM5hcXNTE9pTvvfopOnzqjL3zhi/rsZz+jt7zlF/RvfvIntYiz4P/xY2hV6qDnftFSL46pX05hOzNKU3u11Z7Rik1oNU5po72b9C6tkV5LbXWKMW3GtjbDuIzT79n9B1ROTGsTY9joJqxJahcFfRJVFKYKByxG7C1JpgCuxFEvsRdGcGPqY4RdxuImY7aL3fSALW56HBiO0FaKAUe3kZx57fMGY6bLPNxhc9JlrPVI94EutrfGjd0a9tnF/nxs9Z0JthSx0S5zwgqbLKebnp3TxNSMyqqldntcDEX1fSAiZR++tZdDZnf+a+pqsF+hL8lEVdA2cjq3EQ+d3utLZPo6Mrp9CRYUYsS2+mx2uipigQM/pUOHD8v/JGnEpp1/wk6dfWJ8GGOpwiEsi0IF8aCgAh1W8GlBX8Kjod0rvhE8fUYX2Nx22BglZpFIW0MMwoDlvxDuEMDJDJx4jKi3IbGp6+S2VOhgi4MImisvJxzmmjHUxWntAc47WNQk/VyFUj02gxGZKmQJkhhOMuaq0BSEAHMYtRA3SXbFf6hJDZ9GLvUAcv2kc0fr0sc8E6BIltn1PKAwggFkWbZTot4B6DEPjDJuFObExZrRleuww6FLxZy558Bu0Vx5//axgxSVN/15nsdO3DQd32WeXFpe0JkzJ7S0dF4rxDeYQ7e4uaqxKe97n8f89zsCG4ZEn3s6hKgGPgohh25ThvTexiwh8njdCVxZVjLozITdVkqMhy0OSmvmVosmX1OWlle1vLyiFcbC6lZP3SbKGLPG2I3VuALxxJhqLKhHvX2gS59OsrGYmJqUlUVuaxeZxyen5P+/TTJTyZxRkleVUWNsohvGW8fbhi0W1B2QyTU56CP6lHFTk+fjo498feKersF7exvXJcTeTi+3DUly3ACIo2DItrN3Rhw/AOqDX+aJThqQDrDa7tfMj8IDfNqugwjvxXSmo/wgbOgTz0MO9E/xx7yQUt7RFy3Qccr0lvN2pg29p+TKujIkhPZ+dfD5J9E/om0iYyCTyzMAXeFxrk47AqPcKH55mGnh4XxzHvHR6zhEGejPeZDhaYKLL3iXL9N6HPBMT3vo4PFLwWQKVNcoYQv9uoOPtK6OH65w48GSwNxUU29QURSSoCNFZPtN4ERdmS/6GcmFmWYa7wkiw8ALjyg8noHsnS8lRyQJ8bx/Ghg3DFLqUfBBh4UH8gKhBSlQRg7BZIDHB3mkY5TFAApggFugwdAkI5S5+AA1GbTAQJREm5JqBlaXCX2TU2G/DvWw09nIzmXNoMQimVyT/AQdX0gRnpE6XFkORlrOE0gw9g7SqM3gAhChyYCc0aGI8jBE5A6B4gO5zAYhbHgN+Npf199XVQphE4ofgGijyf8Rk4hdBO14jLgDwfZ7edpbn5QHvk8O9GuNjn1i8snIF+8GPBXKN3I0GW25MI0sNIooOvgqh1MonMiUenwxUK/GJz4cHXM7tZqJs1Yfur5TYDsNvex8E7IluBoDOeJtFDgbLdrUVlCLNrfAt3CqHdqpq/HQU8K53dja0Pzqus5zO3AGx+YCtwGnOB16hMXl0eXzOsEm5KH5c3p0bVmncNYf5ZT4BAvAsQtLevjcgh46c04n/Pct2IDUnHw1QBe73GJF7QA94t1YqEsDaqsU2lOKgP/YTa8u1G8qdTiS4rJDmynpjqc+VW/4tm/Ty7/uVXruC56vl73ylXqd/1ncb/vW/OM3L3rlK/Tcl7xUz37xS/S05z1Pdz3r2Rnuft5z9dQXPE9Pf9EL9ayXvFjPeumL9dQXvkB3PPc5uv1Zz9Qdz4YOmjuf81zdQZnbn/Ms3fzMp+rGu+/U9XfeoWtue7IO3XyDdl9/jTpsDPplUB+9c6Yt36B0mEgSfVFUJVpu6PBagfYFcBW4isWrYPEqiqgCGw9FEOrPYycwFkIwUQjgpd9CjCooI8KGPmzo84AdmNEv3XUlNkPd9SU1vgFkU5TYNCGRAv3uP7oVYUMNXgXjNMmQz3CqfCPSwk4Kj0Pbog3TnDR3OVFOLJALnP4/cN/DesGLX6G3vOOX9VM//Ta99OXfKL8ROHHyjE6cos8Bv714+NFTOnF2XksrG5wMNthqi5PuCU4Ip7Vn/yE2LUd1zXU36Jbb7tKT73iKnvrMZ+u5L3yRXvTyV+il9Ns3vOa1es03f7te/bpv0de9+rX6ptd9q77jTW/WK175DTS7reuuv0mrbED+5E/+VA8+eExjY5NaW99UxcbyqqNH1ULuDk511WppHdu76uojOAtzlJUunD+HE7SkV7zi5frxf/7P9XxuZw4cuko//hP/Wj/zC+/S//Ezb2dj9Fb9wjt+Xb/06+/Vu37tPXrHr7xHv/Tu9+nXf/v39Gu/+Tv6lXe/F3gP8F796q//jn7jN35P//m3fl+/91//WB/40Ef0Zx/5uP7oQx/S+//wD/Sbv/d+/cpv/6Z+/H/9CT3pllvlYz2yeET6L2ERRh+bReZXoScp0v8VtjBeVZrhJHXvnt2a3TWL/loqy1LtNiMzBDXMFdlxIazN1AdqCYsQvWdAUIJ3nRqtrK7ieC3nOmKI6jBWfR53B20VZ51i+ceuxiem1DD+l7it8/9TxG3S66kZXwlo4CWTQghy25QngIY5yucrdxD7HCLkQykcK6dvKOdzmpBsbKKtXbtnNTM7o7Iq2XxwmIHc07Ozmt21SxU48eS6aFefg67FhUWdOnFCZ06flsvaxflNyFGVRdZF1WJuYIz0qHeVOWZ5ZYVFekv+VFWEplSLcdlqVdQZ0aGpqEytVqESXUtJDfw89HaWQxm6OJCBObZk0Jh1GY896BPtlqqi0NTUhArPQ9Oljz/1VBAG2mkZEpoRQMg8ypAfxKlPj/MYeFgwLpXBy4C67DUZ/AQ37XiMuKHrnQCK2gbta8hraKeD4y8FL+2YUejxASTKmRl9HtFTLUPXh686mHVZ0AeYLq1NHLD05fGyXSgyB1atUvsOHVCLMbmysqD5C2d07uwJPXrsfj380L06cfIRLS3Nyx3vialpNp2H5HZVwrPA/g0bU37QH2IFMza2rG/MRW7InnbZemyozSyXbZC1wW4M3bjNuS12tvocOJzXZ+/5ku79yjEtLm3Bp5CFtsrWJDAlxZZi0cb+JlRWhNzWjbPhcJ/FNyxdNv+TM3O0s1SP8eGyUWOWvWpVijFI2MHK6qKWlpZE9dhGKTNTYn5NzNtCtlyOdoURkG9m0AVZ8NAkOWj78TYmenEbkSNO45ATj/k4PdV5lQOAIvPx/kc/TYZaHroPlvMYww2FPJ5D6sx8doY5X/Akx+PwSZTLZYhnfo4fwuVpp7scEC3zG4Wj/FGaTCr0lAfU6/IM+SfQI3oPSebXqbwNDSkHpyMKK3KGZT19JXA+DlfMuwy5ky7R/gzwv4zskqTL4iRedif0uSFs0GWvj41z2NLDz/b/92iTQ6eEzTXwj9iIb24b6C4CXgB5CRyqGbTxkhoHiTAILn5RhZpsQ1mknJEFyjHPsKEpJgU32Jwa0GLW8mSmMElm/soNPDKpejigTGrEEwP5gIdllPkAj3HA13FDiEysgXgIA34hDGjMDGNN6nMa1+Nq2/9Wu4cNpwN+qp5884HjbCgiUl0APIyUKyyoCkEemvyfZGYK4OMQvM4Yg0IgnzwzU34IzRwPxKgQgRBkZgqEgXBIqb+Lx+jBCAQsxOhQalJJPVUMKq1gEXKMafBPhI8HpiAp8nUI25QgeXM/UwfW4imAwUXaJ+OahbTnesYQ+76Iuxx0YkF+yURW4iDG/pYM59JwLktuN9rg20x0LegrNgslJ+w5BF+AE/wSC7fgaT6Be4iRR0vo0eSrXQ2tn1z16Etf+H0hCzVy0cfN5pYC/XsTTvZLX/o8veobX6bnvvwFuvYpt2v2xut15Cl36obnPF1Hn/00Hbz7Ll3zrGeoddXV0r79Kg5fpbb/Z2A336r9t92hfbfcrrGrr1dvep/ObkU9stzRibU2Qx4eAAAQAElEQVQtnVrr6DThOcL51Y4WCJc2+1pe72oF/PLqppZXt3Au+koMHLepPZOTuvPJN8vluunaq3XTtUd149GrdZRT1BuvuUZPvvEG3XrddRl/wzVX68brrtXNNz9Jt915m+54ym26M8OTdcddAG2562k4w894mp7B6fmz2IA8l43KS17yEr3spS/V8577PD2bDcgLX/givYJNzste+XK96bu/S1//jd+okkV2k37zfm0xhqqqVCQMOIwOrbG2yrFSxtgLFbZcFcQHkBiLDfiELQsIMaqiXJRUxVIF9tfb6mp9eZmTkE35L8yur65oedkXu0VtbKwp0cfjrVJjlGuVJd1pYnVU8A1lMgX4ghG9CdSq6fva7YjZwTexkfxgQX2f9PzPZa50dfb4WX35yw9pavaA/vd/99P6sX/2E7r2uifp5IlTOsfm0WUSNpG6tZpeQ31SDAWyJHW5udtinsgO4dKKNtksbLKRWWYDurK0qtGfvl1ZXmPBHsCF+SX5jyws+v/gzSZ2Dad5dXVZKytL2mKze/r8aXVwNhrs9/Y77tDr3/AGrUCzgsPpei9p9y233Kw77rhTHTYfc7t3a8++vRqfnNDMrhkdvvqwDrlD1GrTN6XOcTr+qU/do9np3dxKjGtibFYT7Rl0P8m4bXOzWHJD2NZMa1azwEy1SzPFrKaBiWJKrTihdntK42Mzmhifw4E/qMNHrtGtt96u5zzrOdjLc/Us7OX5L3yhbn7yLUrouGF+pDMoN6ap6WnCtsqyoPy4ds3MaI6Nxh42HLt27eI2YEZtbrfEuI8jmyA0M/pQCjGqwMYKykfsJxAPFhVCVMlpcAVIJh/PviGoWcQMe4pVWxOT07rm6LW66mo2a+iji15XXZfLSwzZ/brxxptwsCcR1WTYX7Agt6EAfwulAnWYWcaZGW0LSoEwEpL2xZ9A3rYyFtmGW62W2myeHBeLKP9xqsnJSdXMN8vYtv8YVY09iYKb3Do4bpkNhf9/Ky6/hCzklVUL+SfVIkQ18sMapkhkMsUQFJGhqkqNtVsaG2tpfIJwvKWiIp8NQ1FK7Rb14yiPtQpkqjQzNY6t7FOIUSx03GRsYtMd5G6EelQUjbqcpq+urCPvGuktNfUysMpmgBtGbn41BFNXUh9IjMNmCDV0Dbzri8DYMwCNKUB9EYx0oFygzE4wCR2MwGi8g9tHSg3BpQAiU2vHkyizE0hCloAIIIkjlCgBjtBp+3muqOWh3wLs3kefkRcLZAuQRsmAHutHhznQN3G79u7RfubgiYmJrNe9+w4QHtCuuT3or6+zZ0/p1Klj2lhf0cTEuA4dPqKKzWLDGtZjnepzy95nnLs47pDJTN6vbld9xnZNvtu+SSqrgrwISZCFgjAKYyQ0WSzUq011wgaLMY1NzqpizFpo0dctRXBFOS6FkhaVbCGKHBd8CsaJbzaSRbXKlpYvLDCfSj42q6KUr9EbHG6sra1qeWlJ58+fJVyU/9EEmeAdVZYl9USZmUIIihEgDIAxXuhoNeQ5JFN+XOcOOeGfRH/wIiDvsF+uFBvReZkRZBxlGCDOcwCir5Ncl4M0zHm9SBbB49tABB5ORylIUi7Ll/KNfD67Eji94z3cCTDYfkf4EWKU9jDL4Rk5MpQhtwEpSFLxMOIB0iCj15fb5LoZjQfmW+fnrC4Hx++Ey/M97fnO0+NXBOrdiXfRrpTOeGiRFOkuUri/1yCrh4nQmDeMA+Utbgc7nb4sRhUF9m2BMMqfpAYezCWeAFJO8YW/XEcAKHIMECaWggYIYYgDGKSHTGyQnaCzbIXQCyRFAxUbxioe80JmAiW58WpERyavDSHQWjNPwbdxwRCY0IUz8gJ5kQWg9MYxQEsaWDCgSiCSDiEqUGd0PDQxBEXYebnMG6dGLBSJiSBvPty5ZeJJOLXu4DYedyCdcHLcmS9jwJkqVFFHBf+C9gXkzfyQiSgYycyoi/qcxusFwgiQJcSYZbNgcrwRmlkuJ5N2gpkjtOPxihx2oIZRx/r1Vp9OZJ1mwhJgTEhBNUrLAO0gP5FHPmnvwcuhRog+fVVjKANIahAldy0hxaQs2yBBlQxqefewoDWosGYBTIQNaq6VMMhYUST21YQu8nS45t7QZncVWGfCW+eUd1UbGK3fSqzjkG5srKrHJiVg0AWTemCTEnxjYg0LW0+p11FDftN01G+21OOqr8tJ+iYT+xJ85im/zOZmhcXgmc97tn7yp39Kv/BLP6+fefu/19t/6ac5BX6Lfv09v6hf/c136pd/7R16xy+/Ffg5ToPfqnf/9q/ot97/br33d9+td7/nlzg1ficnwO/Ur77vV/Xu3/st/Z9ve4tmD1+tB8/M677j53X/8Qt68MSCHiC8/9EzupfT868cO64vPnBMX3romL7yyKPQPKKvPHifTjHJu3O5RRs/+eEP6cMf+CN94ZMf1+c+9mF9mvQ9H/0LffovP0T6r3Tv5z+nh7/0RR37ypf00Je/oGP3fVGPPvhlnXrkfp09/pDOnXxAF04/QPiQLrAYXjh9nPCUFs6c0cLpMzp/6qTOnjyhlfkLalho+tzurC8uqM/t30QotXpuXg1OdpXoG8ZEIaldFHKb9N8ZWcV5WuVmKDvJhMvACjyWuZlY2VrTKjeHmzj83p4ei3yHPlhnU7kOvsMGske/baL/hCO57+qrdR03LXc++zm6+/kv0JFbnqTpA/u1RX0bDKIah6tfVDKcMjEv9H3yYuENDv0gLjZkjSkyx5QYYgASJy7+Y1cRx2ENB39salrX3nSLvv3v/4D+8T//F/r3b3uX7nruC/XwqdM6weK7RTvF+I3II+YJh+hpgLlTNFwxFCqQowVNxaLt6YA8VdHC0cBpb42pYmEvy7ZCiAyDoMo9PEXF2JJUKlqhEv2WoVBVFNo7t1tnTp3QGJu4b/3mN+i6o9doempKu3fvEYODcdLX6uqafBJvoYep6Sn4mhJzXlWWGsPx3b93Nw7+lHwe6mP7a2xqInOH/3jN5uYGPHo4mFvwaJRk6rCBWl3f0DIO5xo3K5vc0vXhV6NDz0/osW6SGock1T6Iia8jxx/+1z/Qd7/pTfqe7/xOfewvP6y52VmZmYqy0OzuOR04fEj7Dx7S3O69mkDnU9Mzmp6ZVQs9TExMapbNR0m7G+eJjMb8lwEegXiIUSEC6C9kCOguZgjkmxn1CTA5iz4Ofhc7c+d+1645HTlytXyT47pxgqpV6cjV1+jpz3ymbrv9do0jg7eHZqlGGzWLuMtiFhQsAkFmJq8rRuLUGUgXxEuc0hCoP0h95v/FhQXl/5djaYm+klrYZ4v+KKtKIUaNj0/glM7lv6plZvJNiP9eoVGv83Na36RMsVmrKON93GWz1Gf9Qd3IYvINekG9LdrRQocldUR4Y+LI31cKjWKZVLUNfbc1NTOmicmSTUhQWZoW5s+yqX4E3IRuuP5G3X7H7Xra0+/SC17wDL3qVc/Uq1/zFL32m27l8OEaHdpfarLdU6F1NbVvPnyT0sdmAb8BocbClU5bZEGmCJjMdoAe53GBZWSOgCivpwLhCBLxhH4C9QQSjweRvBEMaBNz/+OBZNA7FMjgOq2KgvESFSTyGsJa4qCjYd4Ao3ZVsqZHRRbOwttHOf//Wq7iwMk3/rMzu7R7z34dOHBEBw4OYB/xVntCS0tL3IhcULBCMbbygYWhrxAKua31mftiWcroxwb7y8aDIjzeZU6UGa/RBzX0jFk3Bklue8HtsKqYV1rqYPv+I1Vt6pyYnlVRtqAPikWlojWuUI6JiGojPbZLTTGhXhM1gexoik3SaflcTnWamZrRyA59zthkri7LqDU2z33qCQbfEJGpQRLJxEMf+TxU0wYHl9/b55DIoxsherzXGJ709IguQXclAD16vU4zvtuA5rz8lSpymlFBpDUzmQ1AMvnjRS/CQBaX+3JwWgfH7ww9/njgunD6S4B+dH05NB6nckSCxajhRHmRRD5cMhZRL+FBmVEa0u13hDMb6LWhTxwSi9cA4ErZ3DejUqQTMErSIbwDOsd5ngMieDKDpyHiRTrKOj8S3hECo4EdEEsGvZdMCgHbKUr8sFpdxpOvMyFWIgOaRDnoiT3mBe1jlkCDtjjtgCqoEQPXRl2p0eMCulCs+wgVoIlkBTFvQzugNzAmx5FPwqglxKjARKvhA3voRXkxsQhewvhr+SRdMyBqJosMTNa0QDEEFQyQ6HxikJEexKNCHIDjgllOx1jINyZVSUh+tCB/vKF1r5afSvli4BOCL3CdrS1tcVLui7ovIn0WILSSZQz+NUoDdL+8Q/z0pgDvfAtkKahjFMYQdTkEcCFGBSbGiGzRQwfHkWfI50AtX/XrHXcREmINwPvH9evg+UInKSC5A/GGdjwGUDL2Bg8yd0gwKu+6NZcxBFmkbwGDH8Uok+i7pLqX1OdEuY/D08Np6LPYCkMKqtXvbbBALzHhLWh14YJWly5wGr6oVa63l4kvLJ3XwtI5TpEB4ueXz+vCygUtri5oaXVeq2uLWl1f0Pr6IpPqkmr/cZ3+mlJ/VTFusQBHHTw0p6PXHNSh3dOajEnnuCq/95N/oYfv+Usd/9yf64GP/r5W7/uENo99Sg9//L/q3g//rr70od/RsXs+oIc+/ft65J4/0Im//gPNP/hn+vxf/Iq++JHf0Ma5e9SsPaRTD35SW0untHeiraN7qIeT3qtmZnUQZ/IAp797CWfGxnA6I/JEZXvw/i2DIqdjsYxoodGXvvxFfeRDf65P/dVH9PlPflKf+9Qn9OmPf0wf/8hf6qMf+qA+8eE/12c+9hHd8/GP6q/ZnHyWzclfffCP9Ge/9zv6o/f+Z/3Re35Lf/S+39afvv89+sDv/LY+8L7f0gfe+1v64/e9V3/y/t/Vn/zu7+lP/sv79d/e9x79zm/+pn73N/+z/vB33q8/Ju9nf+rf6/d/+z1sQjY5HQ+q6MuGCcx/JrjPOFvd6ujswpIePXlBj7CpOnZiXvc+ekFfOnZWX37Y4Zy+QvjFh07qCw+e0JcePKkHHz6t+46d0YOPnNGxYyd130OP6Cgn/G/44R/UK978nXr6q79et7/8xbrrVS/Xi771m/WK73yTvv1HflhH73qK7mOD9NAjJ3TixEmtc8sw2sz4JOeAaEJpikJWFt3Sxw325La1xUbzO77lW/QbtPvtv/Fufc8//lG96ft/UDN796qLIe89ckT7r7la+686ol3792nvkcPai/M8R3ya/nPc7kMHNbd/vybnZjU2Nan2zLTG6cfJ2RmNcfpZVgXm21A/YrCh7eXfG1rR6tp5HL9TWlo8x23KSS1jz8uL85o/f4HbkQU1bADGqlJ7cMaf9fSn65Yn3YSdL6sCJwZMYOxUrUrudJbMT+5Ql0XUxHhb/uNkXDJpz/QkMK0ZNi4x9bU6f14zk2NqYUsFYhmKCXhvLWQcH4OXh+Ml46CtmV2TmsRRbZMucFK9Wqph2isTmQAAEABJREFUnu1rLJpm2qUmscs28/KFM6f0K+96h/7VT/yEPo09Gkpv4QRPTU7lk90DBw6x2ditmZlZ7Ua3e/ftyw63aMcWm5+N9XUVZakZ2nqAjck11x6lnZU2O1vqw0u01bLApsETZFYohEIRfBEL0oO8gD26w77/wAHtoa4Svn3WAt8Mnzt/Tl7PJrcL/h+jzc+jZxbhpaUlLQENJy8mY8pOzO01CyFzDvk+z+W5z0y+Mak5mfbTaV8HBE7MYTFGREt57fHx0KGOFTYfi+fPM18tiQlOMTrvvlqtUrsZ+xm4pSpi1ObGJnX2JeOFp5kpxAhtS96mTfTUQR/OO0hUaSqKEj2VbDDbarXHchqVIj986NuiSNTZyELjFi9ZX4E5LXCb4fHl5QXqXVW0RvuQ5yB2feTAPl131X7dcM0B3XTdId1+21HddMNhzU4FTY/X2jUdNVZww9GjXG9LJQc4RdNV5HAncNhmrLlCZ6LfjHAbGE/CoTJAxN0H8NDlRTD0YzuAFqYBQApZkhEZgC55KIXKyIeRXQICfyVwWsd76CBRE/NYVBtbKbEfqxtl/4FDK+fZ79QSbWn5DRJ1lMgyRt9MtApNtioVtCmQXxQBfZf02SRjiBu8mTn5jcfuPdjinoPat++IZmb2IlfB+rOlIrY11p5ULNpq8CY3OczpsfbVbHDcxmrmU/GYBVEtenC5emxWulpZXqHvNrCZrhp07raICGx6+6o5zFnH/s6cPa/IQcfufQe1hw3Q3N59ihyAFGPjimNjarMhaU/NqZrcJb9x//CnPs9B11ld/aRb5b+/9ZWHHtQv/tIv6c//8i/0hS98QaeYa88zhqJMrarKt68LjCH3dVrctsUiIq2UZUFHkMnMMvDJef7xvk/YhzvZGaBNO0A0NkD4VYEJ1vlD6HFA/hhpI+KQRILXFBirAZl8TF0Ey3kyycyAAF0g9PgAyNETPWYDOudpNoib2eMW8faOMhMdtzMtL5bLmsxMfHT50wz1tRMPChuhrTuQztdhB2o7mulJeQkHoqg+ZR6XpEfyeYFMxGcol9M5fwewuewodFxDX7qsjfc3GT6XZhzrRiwLdZukpdUV+e1zF3t339YsKIaoEKMsBuX+MrskRCsCIdAZvC6Elz9hZ0Iy+cM6J7GzNp9YMm6AF3EDgsn5EXNMUnCEeBDUzMSbJ6GGwen8fTLKHefKYeHosWvq4bzWOWxUg6M0daIi4smhAUOD+cKLBAo1EgHmDkSV04FGM5gCCrKCKShIcFEDXU1D/DagryYvjn3qrzmt6LHIdbn16HIbsoWjscGC4VeRWywaPXA1kxrV0UZDuUER5RbUEy0oUGuQ+A7A4w5ZFuoMwRRizBBZcCMTZQ49jpw+8B1CiAO+GV/kOMWVpady50eCtiQ1pP/frP0FnF3V9T4OP3ufc67NHbeMZDIz0UkycfcQ3AsVCpS6IjXaQqGUQpFS3DWBEBLiIe7u7i4Tt3G9es77rDMzEGq/7//zeU/Oc7f72muvtfa9k+b45hhOiBtPChKv2yelFJRSrl8DbjyXw3VZAQTNYebjBIkfrevLciwMh67AVsxOQB6ORyklyRICp9Bdr2jURsRVPCKI0cpjRyO09CagT++euPH6q3HbTdfhhmtHYfSIwRgxZACGD+yPoQP6Ymi/PhjUpxd6lnZFccdC5PHwzMzPREpOCpLbpCCVbmpOKv3JSMxMQmJGEpKzkpHaJhkdS4swaFRvDBzRAz0HdEZp/xKEnUasWDwf82fMxOKZc7F8xgJsW7oOO5esxvaFK1C2Yx8ObdhGBWMDVs2ai61LV+DsvsNwKpugq0LI0Emue+HAUexfuwb7V69AcqwJHTKSUUzBtZiCUXF2GxRn56AwKxvtKJAVtslGcW4bFOVlobBtForatkFuThaSkoLgQpLWNKfWQoTzW14fxoX6ECrqo7hc04SL1fU4X1mLU+cuQ/6C0snT53C87AyOUcg/eeoyzl2owaWLdbTE1tKSXovz56pwngrCubMXcfbsWZw+c4rlTuDoyeM4fuoUTp47hzJa3A+fKcPeI4exY/9e7D18EKcpaLr0LAcz6ccgvZmktSCF3tTEBAQpxCa0IEglKzXoQzDgQcBrwec1XQQouCb4LXgtDY9Xw+T+Ag9um2HLZyKXQn9GWio6FhfiG7feim/feSe+ecut+N6373Hd4rx85NLyr8KO+7Umy1FI8PlYnwegkG07Ye7MCMUvccOAiiIcreeBX40YBSbKqsinQnH/736H7OxMiGB6+uhxnDlyBJfoRqkA2JVVELeWt1Dn9u5HxZFjuLD3AM7t3IszO/fg+JZtOLl9BxXNvShnWv35i4hU1cDg/vdxnyb4vEhLTkFiQgCxSC3HH0ZakgOfrkObNAtpiQ6y0z3Iyw4gI8VCeooPGclBpFA5MNh/gzdBaYkBmRb4LQ9SqdBoMnCPwTnjfvd4LJTzViocCSHC24wYEedeycpIpYJhIdZUjRMH96DsyAGEGmpRduII0ijcg/vOhgOXf7AOw0MewXmXOTG5Bpoz51CQtHn7ZFOwdChY2uxLnDeFoHBpc/4aa6pwruwE1ixZiheeegqv/uMFKjaVaENB2uBaKAAmhROvz0drVgyXL13GadJU2YnjkD9dW3biBOnvHCoqKtBIBbBeDh8KU6lc85KuXSmwpblGnEg4Qv6gyfM0FPvNahlWLrRmnCJf5lhE2JG0QCCApORkBBIS4Av44fP7YZFP1tfV4eC+A1i9YiW2bdtGBbeM++AC5OtNu3Zsx8Z16yF5PFSYlDJIQ6zXAZRSkHa0YUAORc15d9gPG4DwsjjpP86zRHh/nAwsxrVv5I1RLW/9Gnhj1FDfwHrrOZYmyDnl9/sQpIIqykdFxSVcuHCGAmSDO0dxrm2c5xPA8RFyvsn4wzTA2Dw3JFazP4ZWpIkWMMyKKXzG4bC8TWueQ0DmhP2Ps28R0kSMe9XhviDHhxQxDA3pQyDBD20AclMsX2esLr9Ag84l1NdeRE3VKSrBJ1BffQqRxvNcegqydhVMNNBoU8l6wrCo3GgqNIq3Hpr1a+44xTlxCOnDl2DfAM6acqAAKrBwzw8FMBwHmC7lNPutmU/oXPEm2uBYDDfNhsE0gaKrWb9AyqiWdNdlWeXCYb0Omh9ppdnHhuhhP1gvJB/7A9YV54132D2jQ7BpMHQIm2e54poG/CaVEg3NdgNUwrlVQAmfLCVG3tOAxqYI56wKTQ0hmIaX/MwPm/JHPQ0hEfl2BOvXnGSLimIwMRnBpFSedQpRV4ZRLu+5dOESLlNROEcDytmzp2lEqYPSGnH2waYiIX2VtYOyGReFw7gYbx4c3tiCbUh/pL9xGuoiNH5qDjElKRldu3XH8BGjcM/37sNP778f9//2txh5zdUo6dkDuYWFyG3XDu07dsHIUddg1Jjrcc/3f4S/PPU03vnwA7z4yssYftUo5BcVILdtHsrlK6G11XDlGhoLGnkbLvJNjHMVpsEpxr6KwmRTDnK4Jv8RnEMoBccF/v/0yDo7cDjPfCGhr1f81fq7eZjDdZnZYT9tW8qSI7a4Ntf8/wKH5VvbEb/gX8OtceK21in+K+HOh/RJIHXKAIgr87T63fqZhpa8rfHiunEt8dKWxF2J/xR3ZbrrlwbYB9fPeRC3OUrm6CtwstkcO9KStzVPq8sUN122l8RJ2y6YX4xJUdKI8M8Y990pyhv79hxDQ2MEDgk3TF7F1YCSs4j7RubnX6EMzSgFzT0CPtJe6yrLPmXU11/JAG74ryDpCl/+I0EqsCg7qLjJGOQYHQhBxzkRfEH6gLhw85GIuclsMuyYgEKrTSYd5aaOEzbj4mQC8oO8MAV/gRwOwuS5RqzHgc22WicYLY+iq/mhlAakExygskxoHtSaruIBJIeQNpjONPlRbTPYd8bJ4QQ2IJswTgvZl6BWZ0uYmzXuWip4YLjzQeZL1+FGcNgfpRQ069WG0eyKX9Aa3+I3mG6Sofl8fgT8QRcJvMYP+ALw8hD1Wh7IwSt5tDagWE7Go2RsXAztyPwpyHw64mecwz7ABQMy2ZxPEE4L3MwSTyhmEcD1O1D8B4EDGT4cx/kaGMv4r+LcsOQnVPOEMz8QZzlZb2FqDplsTlYmenTrij6lpehLpjmoX19cNWIobqUS8t277sQP7rsbP/vx91384if34cGf/RC//cWP8cf7f47HfvMQ/vLwb/HI73+Dx//0MJ596q949um/4dlnn8bfnnoS3/zOnWhbmA/TqynQh1BPAdXhYVNHpefgseNYT+Vi6ZKNWDhvA2ZPW4MP35qB99/4HGPfmYzpkxdj2ZJt2LT5KLZuP4OPxy/BM09/iL89/g6eeeJ9fPTuHLzxwscY+9YkHD14Ft1KemNA/6Eo7dmbh0IPdOnaHV2790DX0l7o1qMn+g4YgGEjRmDQ4MHoT3+f/n3Qt38/DBk6GNeMHonrr74Ko0ePwfCRdK+6FiOGjsGAQSPRu/cg9Os3lGUGo1efAay/DzqXlKK4U2fktStEVtt2yC4oQpuCQqTnFyE1py1SaQlLzsxGAi1ygYxsBDPS4UtNgofWeh1MAKhIeJKC8CQlwZuciGBqMvx0A0mJtOonIBgMIpl+j2VAk664ZNBc0ISEIAXcNGRQCE1NSUF+21zkUXnq1L4AhXnZKMpvg/bt8lBckI/cNhnITEtBgShajO/YvhApSUEc2LUTM8d/itf/+jf87YGH8OKf/ox/PPxHPP/73+Of9H/0/EvYvXItiqmwdaSyls12vKQfrwg/FMQtCsc+Cs5ermG8rgZ2Yy1UpBHgQd1QdRkxHpp19TVYs2ghXvn73/HPxx7Ds3/4A576zW/x1K9/gyd4SD983/fx0Hfuwq+/dw9+87178Vvi6V//Gq89+QTGvvQiFk7+HBsWLcLedeuwf8MG7Fu/AXvXrsPeTZuwm4LstlVrsH31GmxbtZThpai7dALH9qzDhbJ9aKw8j4aqiyi/cByXzh/FuZMHceHMcVw4X8Zbj5P0H8a5U4cwZ/rnePOf/8R03jxtZv0NldXwySzzoNfkZ8Vt2yKH85xA4VossU3VVTi8ZwdWL56DKePfwxv/eAIzPvuIt19rcIoWzLZ5ebC4+T0uNCwHUMKTKOA7rE8EF5AvKR4MlrKZHofB/afJDzSZRMWlS5g5eQp+8cMf4c6bbsYvf/BDfDFlKgzys4BlItLYiHBDPZrq6tFI4bvi0kVUXLyISxfO4+Tx4zh78hTqqGCIoCLGGYd1xni7c5n1VldVIkDFIYXKUUpKKuQmA0wXOOQvDk8qCbLH+NfHIB/0+XwQpSOBdOmQGGMcj82xRThXwvObGptw8PBRlJ08jRCty5WXK1BZXkHatZCanonUtEwkJqWwjhSkpKUjKTWNiksCDMOCUgYFSg+kHZud0KQ1AWCTX8URYxy7CHBepW3JEyef5xFAq7Yf0jef14tE9s0yTTTRIHpGXfAAABAASURBVHWKc7F//0Fc5K0IDE0+bUpx2CwXoxAnt+ghWq7dNeF4bOG/bMRkeY/XhGEC2pAF5NlBhRCkfRGKDWVAa6ZrCwoalmnBw3PLy7PA1AbirCfKOZf6QJ5vcnwm2zd46GuOJ06jT5z0YNKvqXSqeCMMhKHtEEwqGV62aVLBMFw40GxPKc3c4CP9ESiA9CNQOg5txGGwnNaA3LK5rmJZltLiqjgUod06mZftiF+xjmYwr/iZDtKjw7HaHHOcinGcfbQFTgQyB1/ld1inwAbYjqyL49iwqXTEWdZmPXEq2FHyinryiJNlR3Bw/w7U84Y8TiW+nErhudPHYbB/Kal+8jQ/kpO9SEny8GZRIzXVh5zsZAzq1xX5uTkA6w6HQmikkttEZTpCfz39tbU1aKDi39BQR7prcPuUSAVEKQ3NRWzfoTPGjLkR377rB/jhT+7HNdfchBzeEoZDTYhxL7JirlkMMmfgOMBHaMImf4vHGhGN1FP5qSNN1SFM/tbIdsXImcUbjlGjRqNDh/YuryYJIZiYgF69eqK4fREXwkYw6EfXko7o3bMrb7pyUZCTARUPQ9a3HZWNb3/zToy6aiSuu+lG/PSXv8Q3v/0tdOjYAQ5iHG4UNdWVHFtDcz8d9s7dBzYU+ygAczIjHM6NTYjrcP4FdkteZv0PLyuTDgv+Q6pEKSUtNEOxRaUUafHrUIopCkzFVw+rln5JX2zuJ1v6QVfCDttzvuyn7fa7OewW+qoO+hw3r8M8DprrsLlO8S8hca15mN19JSwecSXdBfe7hFkR3+Y2bfJfQZx71WHfpIxA8jkypwy4/iv60BzmyFripG6JY1bWy1It8RL+j2A6M/LlWMXPTFJeQO/XXuZw87WmXem6aZxT12U9jvgZsOmXPolcZ3NMcc4zWTrpp44GqDBpiHKf0nC4ZiCfoqd53ST8tdabA0opKKWguTGUUmh9yGJavZwMejmlrMsGuJEl5quszT75bAVanub64s2DZJwDBYcua+GnZoibVz5ZUEKGQw9HQ75E/uTQch7nZo+gKRShG0aY1oAwLUgxXmnGqJjEqZhw/KxTsz6W5afUH+MkuZNJF6xfKQNKmfRqKBmotgDC4QQpKiHgwQceCNpjwhAGTximF6blhSHxWkHGbFPDi0bYD96GRMgkIuKGQ4jSamGTACWPwbo8PKQCtNrJdytTKFQJkpOTeXAlwM9DRA4KzRoVF9WAhuKY5SCRgxaOhsXDxGf54PcSHh58dOXw87Je07TYXZN9s2B5PDyUBCbjWI9SkH8kU3fOhVhkPhgJJnGRlQs3oPC1R6bKnbPWWIlg/7gr4RIfN5GM0WYc6Q6SV9qR7EppaG0QCm47jDTYsJfr6aUyef7AISz9fDKmvvMOPn/zTUyjKxj/2mv4+KWXMJHulLffxvyx47CcAuvqTz7F+gmTsHXyNGyfOgNb6G6bOh1bpkzDpinTsW32bKyZPBnzP/oIp2m5zja8aBNIRrIniLRgKhL8CUjLyEJhx67o2L0P2pf2QvtevVEyaAC6DR2ATgP6oX3f/iju3R95XXsgpW0xgjkF8FCAL+w7AHk9+8DPsC8jH4nZxdDBHERUEi7XxHHqQjXKeNNwoaoeDTHwZsVAXJlI5DV823Yd0LagAzp3KkXXLr3QsbAE3TuWon/3/hjWdyiuHXYVbhg+CreOuQa3jRmDb918A+75xq0UBO/Dr3/5czz68B/w8K9/g/t/9gAe/t0j+NMf/4Lf/e5RPPLHx/G3vz2Pvz71Ah559En85a9/x0MP/wk/+NlP8KfH/4C/P/8UHn/yr3j4j3/EE0/+BS+8+AKef/F5/P5Pv8ejf/4DfvvbB/HArx/Cn//8Jzz9tyfw7N/+ir/8+RE88sif8MBDD+GBXz+IH/3sp/jBT36K7//ox7ibQvu3vnsPvnXX3bhq9DUYw/4OHT4SV425FoMGDaWCNAQDBw/F0JEj0X/4CPQeMhQlffuiqHt3dOzRE2aCH1n5eUhrk4MaWsOP8hZi69YdWE/B/uD+Q65QqL1+eIKJCFL58NFSnpSZgRwK1gX5bVFUUIC2VHbaZqagHW+Y2vgstPFaaMcbheLURKSbNvyN9Zj50QfYu2o1qo4dgV1dAZM3UgGvQmpSALnZ6ehQXIB+PUtx9ZhRGE2MvHYUb8N6oZiHdRKVtBgFFPnTmQ111aituIjai+dx6dhR7Fy9GqtmzMDEV19zlabDmzfj0qmTOHvsGCrOn+cN0xkcO7IfO7dvwh5iy7rF2LZ2Dnasn4FdW+Zi/64V3NP1SE1JwpyZMzGXdb31DyogH4zFws8m4djmLdhHxebY+o04uHYD/euwZ9VaLJ02A+Nefx0XTh+HSYtxG47h1LHDmMo9UXupHInkLQu4B2aM+xQzx47HvPETMfeTzzCfe2XBhM8xh/FzPh7P8KdY8NkEzJ80EfOp9Mz8ZALef/lN/P5Xv+G6P4FN6zZTcarl7ZYP8hWdxIQghPfIPjcpTMVotaqrqYYoGSLwiyCkHAea+9rkBjcIeuHQVYYm/4uhsqoKZ8+cQfnlcsRopRdelchbHnENwyJvMFxIOYFt22QtNvmFgmY9DvmnzRuHGK2+8lWnRt42NNTXo4nW2QYqQRJnAfCRH5tKI0SFpKqymuU10qm8pWekI5UKRxZvIeUrX+IPJiYhgWOzqNiJEiBfCWjiGRKlYqCUgkVeLP1XWsFwLXQKgANDa3g41x7LdPmr1+NDMJjk9rempgZNjWGkJKchLS0DchCbrD+RY01MDPJ2NxEGyzZRgGyi8BlmP2NUBGTOgj4ffB4PDMW5cBQcnl92NO66Wml4vQEEExLZtgce0wPwXGiiJbG+thGNtMjbNMIpxsUiNuswOW8aMSoaciY1cj/UM0846tAar9lXCwpe5vGyLj9M7YUBCwm+IEzlgXIMyNkp/Xc4F+A62togL1OIU7iMkcnbABxlAnJWsjS7i7jEKwe2VuyeAthvzXKGUtBMk3VUpBVDa7bhsA3WwoYcxin2SCmWo2AmtOaWk3ysy2AdSjEtDjZKQNN1OI44YTcLhFRE4zz3HbYjZcE8McYJGkknpuXhmhqIkQ800Vhx8ewFxHheez2KLcfYnyhLROGjxp4QMJGelkADS5BuIumsBg31tagjv6onvUl9jUJ/NHI0khYjXMvG+jrU8rZQbg28XMuOnbqhoKA92vL8GDRyDPoNHQE/+RonESWdu3OeDU6rBcWxRbhOcMC82SguboOOHXLRvn0Oioqy0a5tFtrmZaG4IA/F+blIS07Enp278fQTT+H9dz7AymXLUcPbxUunTyNMZUj+EMldt9+OG0YORWmHtsjPSETndlk8/xzyiBhideU4f/wgai6eYf4aVF2+4BqDzvNGxuvxc5xhXC6vRtmJk+4ej1HJ95AuTe4tj2nB1BqynrLPDFlfpTh/cCFj4PJD06NVcxwdhpULSeNSM9UhuPYQcOD46pH8XFw3wvV/9QFpRHILvXwJ1tTsZylWzpcx4CM56XztdSuDm4cfzeWaeU0rzxH3yiJKKSilroxi+a/XrZT6Mo9SCppzJFBK4esPy8kkEIog0TGZc8E9QM+/vW7/SM8gHPJEN8x+t2aUcKv/31zmc8v8SzkpI5D87I07Fgm3ghGS9DVImhvBOltdibMZFldxdTVUy3C4T9lfk7SSm1eAwsJUaEPBtDwwfV4oEobD8brDB6AUy10BTb+hNDRhaMNNZy7Io+VDOg1H0Sug8x9epb5Kc/MzeEUUNCMNRhiGBpPcGhTrlHjFGK0lXkM+lVKuCz4xCroRCvQRMmZBmK4LbpImMvMwGXuISkhI8vAgibRArGNx+qV866SB7TTDgFLCCEyAB6wyxWWYEyh+zbBAGRJvMA/BOAjYTxZuroZjEuKVduQQi0ofyOCicmiyT2H2L8Y+KKXg8weQkZWFdkVFKOrcAfkdCpHdtg1S26QhIS0RRsBC3HAQFqUGCo5hIaZM8Iwhs+VGY5xJpiDKjMDn98PPOoXxCXy8/hfXwzwmlShlsA4uqPBvgc0+sLsAXfARv6O4EcSvWH8LGHTp0SGhib8Vkh/84MvMjBWP5HFdhvm2VE2f/hJycDXS4hMxFbzpQbTp2BYdend1kde5CKn5mTD8GrVNNTh3+RyOUdg6QGa5//gh7KX1avexg9i8ZxvWbluPdRTuNmzfTP8mbKB/4dJF+GLuF1i9djWFgCZaxEOIl9cgUB9BalQjUweQnZCC7NQs5GTloiCvHYqLOpDZd0aHjs1o374D2hW3R0ERUViMDAq+SekpuOXu7+LRF1/E38d9gEfeexO/efsN/Obdd/DDF57D7Y/+Dtfc/zMM+cG96HLTtUjr3R26XS4aUoM4R6vdHAqR66lkzVm7Hp8vWITpi5dh8owvMOGzifhk/Dh8/OE7+Gzcu/j4/Vfw6cev4tNPXib+ifGf/APvvfMU3nn9SXzw1nOYNXksLdHjsHjOBGxbNwcbV07FqvkfY+W8T7B+yRSsmDcF+7asReWZMhzavoVW+RXYs349yvYfwJHtu3Fo207UnLuIitNnUH7qNMK0Ukd4YFVduIAQLXiajMrSCjYFRJ9pIMHrQ1Z6BjKI5JQUZNLNpxKQm5OLzMw26NmrH/r1G4gSKhalVCz69u+PAYOH4MZbb8c3eKtw9Y034Lpbbsa37r4bHbp3RceSEtz94x/i8Wf/jpfeeRcTZkzDx59/ho+nTsVb4z/BfVRwbrrjDjz61NN44plnXDz1/HN46vnnqTC9gGf+8RwVqj/j0b89iade/Cd+8+Rj+NM/nsajrzyL3/zjb/jDi8/goacfx+hv3owxt12LXkMGoH3HIrRrl4+iwgLk5ecgtyAH2VRevAEPHBVHTX01Tp05icrKcpTTkn/q+BEc3r8bW9atwdplS7FiwQLMZj9nUlhfw/CR/ftQzduVJAoB69dsxWfvTMTy2euwePISKr5LcHLTdtiXKpHMvdommIpUXwrys4qQk1mEkq69cfPNt1Px6ch564tvc456dCvlIV+DD958E3//yxP44NVX8dGrr+OJh36N9194Ga889SwmUvFOSQiiuG0R9u7Yg7KTF3D2XAWF7IirGBzatw/7du7EoT17sH/nVuzYvB7bNrD/Sxdj5eJ5WLNsPlbwtmTpgtmYM2Mq5s+aicXz5rnu5AkfY//ubWibnc09kcnbCT8i5Fu1tbWIcZ8q8jebh0kT+WoDhbgw+VmcAqLLQwGKDwoOKG4oA1qb0DB4CGkYFEotCuZRWuHPk+ZOlZ3mvNUhToNDNBxHJBRDhDcUcfJtEwoCgwzDQx4roCQLMSg18raloqIcF86eRQVvUGoqK1FbReWHdBui0BcnP9VKw2I5BbDeMI1RTZybJoTJc2NUXJShoUyD0EgIBtEmtw3SM9PIfzOQ17YA6VROvF4PewH3cdgPTd5ueTz4kndylFEKs3HuEYNtmUyzvKQh8jxq5ufEAAAQAElEQVRRWpp4i6E4V+07cm25D3r36YPCwiLeuhaisLgYCUmJHJINxb5qbcBg/b6EBASTk5iWhEAwCE1FxWZ6zFace0XFDeBWdBFqipIPk/9TgZBbnEzeaubktUU6LeD+hESOS+pIQhwmamub3P+hWs4rbyCRY/KgpjaC+kYgFA0gFPYTXs4T+x9PhGmkQCMROu6DHVaIxwy2rxGOKUTiClHpjw2utYZSBhTbAAzKRALF+jWgTc6QAYfpIOKOQpRnczRmN5fj+SVpcVu5eRyWj/MgEtjMq1heysVsxy3HqWYfFAHEbKnfABcQDnsKllVuH0hvyoQiDNKbplJmO5rVWFDaQDRuI0xlLCMrD6blg9YsZRFUJj0eA16PFwk8J/1cS5NpIF1HaThs4q2px1RQiJOW42zNhhY/b1TE1VTAnFiY/WxCPB5i3YDcLIWbahEKNbC/cSobY9C51wAEaaRKb9sFN93zC1xz2104xZu5eCwGi2sd5+CbqBhqZUO+Gto2Pwf5pM2iwrbo0qkjunfrgl6l3dG7d08MHTwQY0aOwOABfV0l58P338ePyUu/c+cdeOAnP8ODP/0p3uSN7bxpk7F60XzMnvgxpr7/Kr4Y+wZmfvAa5o59G1u4/xdN/BTT3n8HHzz7LH7/g5/i0V/+Bm//43UcP3QSRe06oTONcoY2SUO1aKSC5bCPyrEhfRbZRfrcCofzq7leijABmIpzS2j6leNQxnOguF8EJF5InEAzTbFOgXapw2ZaHOD8S5023biAbbttuX6bVRCkAHr4Oi7AsMgmrWBQWidaX9Xqodvqb3XBNVZQSuH/9SiloLWGYRhfy69Uc7xS6st46YvLHzkv4of7KH4q5uHsMK/TmqYYLa/DkXBeJL+kyTgY1TJGyfDvcPO2lvma+/W8rflaYyXMiluD/+a66Yy90hX/lZBuayjuC0BzPLJ/DLox7nl2hcaeDBQU58OXYMGhXMnRwSYtyLo6XPvmslL+KyilwMpcKENzvhWUUpBHy8dXkEjBVzHSgAKnzG0sTp8QiKQrtxJ+0pWwzTakcgNQrdUqQJiMwygyI5PxSinmJwwFrRUMrV1o+sFHFlgORmFwIuiHaEEItdyEiDWricK+WBUiPACjkTjk8IjGHR4CDhmETXbiwGFdbA7sENvQUNr4EpqbUGsLmocNG4YSwiO0wTyE5gGiyES0wGPBEFcb3HSAbCLZrGEe1o08QGtrqlFZcdkVcORrCvLXbS5cOM1DoZz1RhBINpCZl4zibu3QpW9nFPdsj5wubZGQmwKVSGbqZ71eE+4NDNsyLQ8sMk/T44HJfpiWCQ/9FvtgUWny0PXyNsTvKiV+KiY+eH1e5rFgGtqdV04hDxAHMocuSDXiOnQlrRUOPQI6XFN+MuDmackn/n8H80GoQdHTDEeIj2vkULgxmUYpB/WVFYjQmmTZQJIvgCJat3t264YB/fph+NAhGDxsCHoP7IdeRL8RwzHoumsw+PprMXDMaAygxbr/qBFIo0Ac0RohpdHANjZv24LFC+dj5ZIlWLNoKdYKFizBsjmLsHLBMqxYtAJLFy/HfMZNnzMf02bPw6TpX2DCpOmY/vlMzJs8G4unzMbFg8fhpXXLZ9ci0V9PQdxBfhsPCnID6FKchv4922HU0B647YYx+P5dd+GhX/wCf370Efztub/jH6+/jOfffhWPv/Esuo7pj2899EO8NnkcPpo7DWMXzMJ7c6fjg7kz8fr0SXhuwod47J2X8cu/P4p7/vhT3PjTb2DYN4djwC29UDIyH72uaYvOg5NQ1NtCZlEIVtIZaO8x3qzsQ03TDlys3I5Q/AhMXyWUVYOqysOorziKaP1p+FQTD1gDubk5MCiAmaQLXyCAhEACArTQkZJxiRZ7QU15BeLhMGwqy3XV1Yy/gItMq5DvKp89h6OHDuPIwYOoo2Bacfkyjh87jiMHDuMglZud27Zj+5YtmPDRR3j09w9j1pSpGM8D8qk/P4YNy1ciJZiC08dPobqiCrInQ00RhGi5lZuoaEMjQrQqnjtRho/ffAvPPfoYPnztDUz64CN8xJuvSR98iInvvYv5U6Zg4fSpWDB1MrbzBuLUgQOoPXcB5w4eRcOFS6g6dQY+aAwbMRKixAy76ip06tqVAmA75OXnIT8/H0UditC+c0d07dUDI8dchetuuB7DSVcDB/XHyKtG45vf/S5+9dtf48cP/AL3/eLHuOenP8CPfn0/vvern+C+h36O+594hArPM/jTP/+JW3/4M1z9nR/iuu/8BNkdB8Gf2Rv19Rk4sKMC+7df5m1HGZbO3MD+rsDcaYt5zHogxgMuBPbs3QtvcjKMtCSMvusOdB42ED2vG4OiIf3Q45pRMHMy4M/LQTcqc5dqG7Bm006k5HdCcnYheg4bjSE33IKSAf1x4vw5bOW8H9y1k/NwCOVHjuL8nr2oOHQI1cePo+rYCdSdPEOcReRiJZpo8a0VxbO6Em3YdgmVs8zMJCSlkSaSA/AFvPCQTzjctfVNjaimkO/+RTKlXL4Zp8ABSCozyEuvIgzuPcskf+I+dJhHbksCPr/scgit1DfUo4HKQgPrFJ4oQoXSCor5NSHKg0n6FL9B3mpZJmtXiFA5iZAehb9HY1HEKIhI+0opaMOA5FVKsUcO+VjcVTga6ngr0tgEqcvr9UIzvZFhOXCTU1J4MKYiJTUV8oP1zKxsBBMTyUs98Hg9bntybhgci4f8VVwoDUNryN6xPB4Iv2XPEaOE7PcHkZ6ehdTUNCRQmbA8Fm84kpGSnILEYBCmNqhEhSlX2S4PDiYGkV/YDj14G9iFCntucSGy27ZlXBENHp1Q1L6EBqkuyGtbjMysfCQlZyAtPRcJiWnIyM7D1TfchG/fcw9eev0NfECl9N0P3sO7H32AsZ98RHyI98e9h1ffeRM/f+jXuOdHv8T3fvFbjL7xLhR2HoTMnG7IyuuFtMzuvH3sjaSMDgjbiTRqJcFKaAPHkwzbCEITUB72WSHO81JRYVDkzw4RpzIR43kqkNsWW2RGxjs8RJ0Wv6JfGwbnzCQMaKZr1mE4GorKjKkMGIppMKCZ1+E8aubxmB7exFiQdC/9PiqvPovzzbyK5W1pm8KN2ydSlmK8JsB6HaZL3+JUzizTD0NZSElJh5+3OR5PAhISU6F5w5OWlYIA19vrS4TpTUQgieGkJPipBHoZ7yFfFGUOCrCdGBxlQ6k45OtkSvyaYcIwbIDx4C2kZryPe0ZB8VxZiL8/8Re8SePIXAr6c8ePxbs0UC2eNQ17duyCYVoA94uXhh3ZA5U8/y7R+FNdUYmaykuovHQB1eWXUFddjvq6CjTUcM/WVaO28jJSkxPwzTtvxR3fvA0FpKEho0firh/dx9vazjhx4jjWrVqFk/KbvaOHsXbpQvLQFzHxndcwgfTw4asvYOqnE7Bs3hwc3LsHtdW1SEpKQ0G7jujTZyDu+u69ePDBhyB/4lsMTLW86Tl77izKKypQXV2NGqKWN3t1RAONVvUCngPiSnw1bzcFkt5YX8cbFO532fNEo4AykMhkIRoxBOFwiHs1xP0WphIXRYyGjng8ijj3eJx+m4Tl8CwXecSmGydPccF4m/5WSB6HE3oluAxcG6DZ5aroK6Dw5WM7NqRux2FpQvxXQuKVai6g1FeuUs1+SRdIha2uUgpKCbjMbp0O2yC4j6T/bJK0pKG0AQXNTCAcKAcuwMeti2UZRZbluGC067ppEvgPYM6WmZAqGWIdrdmknEDCV9YrcVdCKfLSlnIS7+b/l7DEtUIpGauGUopRbJM9MAzT/UMspmVQGY8gQjlc5lobHo7dwH9+FOSfoTS0gPxWEbSGQX9VQNErkCiCzIMRfDkkRiuloFTzABRjm1/lxrl+pimtIA0oJfGAAh+uiiIDUWQkshCasZrRsscN+i1Dw0OGZrFDJmFoDaUUc4CLotwFjlGbjNKqEKKA6yohdCMMx6hBR3ltH4lyIij4ij9GJmYzXojNJWBOsLQrNWrWq0kc2mAbhGEY0EYzFMOKfpgMmyYUoQkwTrlxEm/AsCyYZJweHn4i9BuGiTjbq+fGvHjxAk6fOIYTB/bixL6duHjiEJoqz8ITa0BOsg8l7fPQp3dnDB7eE4PG9EOXQV2R2jEHKj0BMb+FiAmElY24BhQXWNrSbM9gP0z2w8tDM4G3IMFgEpKSU5GckkakIEjrmz8h4B60umX+3PFy6bQAaN4AnEe0Pox3GHYJkXPkgBEtaW5ci/9rjuQjuDDMrZrBYpI/RkKM1NeDQ+AVcqqLJFruUhNTkJwQhN/0wFJccfJ2ShqwoBHgPAY4tgSOK2B54eVcGkojRkYV4nqmZGaitE8vDB4xDB17liK7Syek8TbJW5gPOzsd8fRkGBlpiFMYaGT9NY6BOhhoNCzUsq16zkWcQkWUaVHLj7gRQE1DHIkUDhvKT+DYrsU4e2AeKo8vQkPZfDSemo3GC3MQujwf4coliFSsQKhiHbGR/i2IV21FvGYnuuY5+OGdg3H94CK0CVQj1VuBjMR65GUq5FOBKWzfBp26FKL/gN64+rpr8Y07von77vs+fvKzn+EXvEl54Lc/xy8eug8//929+Nnv7sEDf/4ZHnriAfz+2Ufx6AtP4NEX/4q/v/Mkfvv0L3HHT0eg4wAP+l/fBh0He5Hd1UG1OorpS6bj7Qkf4fVxY/E5rd2ffzETn06ZhKmzZmAJLflbt2zF+tVrsGb5CiybvwBr6W5YswbbNm3CYSoaggMUlA/v348zFFoPUeBft3YdNm3aiN27d+PgkSM4frIMR44exYkzp3GBSolF2svjrVFHKpEeKjrr1q7Bp2PH4u1XX8Vbr7yCNyi4/+Opv+HRXz+EP/36QXzAG6Tt27bhKOuI8OCpoBK0fes2rFq2DEsXLsSmdRuwecNGrFm1ButWrsbqJcvx+bjxePHp5zDxo08w/t33MXnsJ5j04Tg88osH8eA99+Lxhx/FWy++ircF/3wF77/0Kl596nm8+9w/8f5zz+OfVHCe/dMjeP6xx/Hq35/Fh7zVevv55/EOhYb3X34Zn7zzDqZ+Mh4TPngfU3g7NY63XW+99E+88sI/MXvy59i0chXOHTmO2ssXudc1hRwLlgFUV1ehvqkBFRQaapvqEOE+qA87OH+pBjInhe07okeffiju0gWXqmtQ2n8A+gwdhh4DByGvQ0d88wc/RJd+fdGONHztbbehNxWNvE69MPCqm3D17d/Cvb+4H90GDEHPwUPRtd8AmEnJaNe1O3I6dUFB124oYT2dB/SnAaMv89Ht0wvdB/RBt749UDqwLwaOGoauPbohNS2Z/VWI04KrhPeCD5lBjPyyyRUQRCiIIUbBMBKly0O/de8zG7TwSEL8ss/FNbknDa3htSwKrnFEqcha9CcGEymQJ7E9Eyb3LouBTAHCg0yLcR7OHfefJX7hX+SZfirGHoY9jBcFwuT+F79leaDYMy1x7AAAEABJREFUhvBt4adx9stu4U/Cz2Psf/NBp93zQdLdxpRCI29u6qmYRKnMCB+GAvliMtIzMlBYVIQ8KqfJ3PM+ti2M0Kawa2oDiUlBpKSlwk/lQjNsUxgSN5HCahIFVw/7KH2JUiiXr4Bp1uujcNnY1IQGCl0W58DQGjm5uejeowdS0tNg+Tzw+QPwBfzky9KHLGS3yUOb3HxkZuewT1lENrLoTyEPHzJ0BLuk4SUPjPMcu3TpIqqoQDZRmZPxGqZCIMEHmRvNuaplfEV9A1Jy8tBzwEj06DsK/QZdh4HDbsI1d/wQGYXdsW3fCRw/W4mL1SHUNDqobYyiurYJNTUNNDA0IkR/qCGEpvowEeF6xgEqDwLFw8dFFFBRDZP/PNoDn+ElfIQXHnJvifMa9GnmUJryusNYjoO812t64aFxzyQPVpxr8Ey2OE8mNBC13bwG1xakQXEln8U0kzKCaQOaaYqgLsD2PDC5NnJmVFNgbqBwrSUf+2QoHwVdoKqikQhz3hrR2BhHTV0YtfVR1DfaRBTUcxGhdSDMddTsq0laFHo1DA1Da2jCYL8NxhtaQ6nmOPlqkpyRScFknD9Vho1rV+GDd97Gpx99iH07tmI7byJz8rJJP0k0QBiwrABMwu9Lgo9KkNQTZ5txjhMKTLcYzzkUGuFeSEwMIkTaPXRgP86dOYUQBfe27QrQp38/9B8yGNffciv6DBwIP3mB6fUit11b9OjfEz253/sO7U/+MhiDRg1Cbvt2SMvPRrd+vXA7jSw2xyB1paSmcOxRaG24MJTBbihXphK6tsmTbfIAh7C5v5xoFDHubelTA40TDTzPReGvJT+rrqxCDXlgLRWTOqbVM032mvw59hrG1fKGvaammnxSUNXiir8aNVRspJyLuhrU0SAlkPIN9VcoNDQINhCNpPEm7q8wXRc0boT/BSHuQYEbHwlxnGHI/hc+IYhzbALxxyhPCOJ0mxEja7MJCi8gFyEvFxmGXgm48a1hcR3yBUYKa3OzKAXOp4ZSivklyoHNOoR/0GEc4yW6FW4ko8UVtMRL3S3e/+5IF13Ix1fZrizr+q+o96tczT5Jb4XEtPqvdLndYPPD5ljd8dIF5XZNeUo5yh2v2wTzmBy3YRqc8yhkfr/eM3z9kanQ/JBXyZw1J+tmR3FSxctUXAlJZZgN8ROKBSWmGRJDX4vDaYVSCoqNKKWaE+hKp1o7LANy2HFJlYXUUDC4GYSxWJr+r4GpqhnCLEC/TJQscJyTEqeGHKUb5oYRhaQpHOHGjfAqNooQOU2Ih1C4BVESYYwHGRVUCMjbAKWguEHBNl0ohgWMUy6aw5KvNb82DJg8bAQWD085NDXzSr/iVD7i3MDxcBxOQ5RCaghN52pwbu9J7Fq+CbuWrcZ5CnpRKieJiCMjyYPc/DTkd8xHu27t0bZLMa1k+UjPzkQSGYbl9YBbg8TA1qVfXGiwfeVCQxsGoRllwNBk6cJc3DgTkgcclzv3kJVpBr2cdokVXzNkbQQkgOaI//HplmRmvqwH4FKymHLbE8ZeUVkL+e53ZXk5zp0+g1PHT+DkseM4euAgDuzZg73bt5Nh78T+nbuwZ+sO7Ni4GZvWrMXKhYuxatFibFmzGlspzB5j/hIKcHfdcze+fdd3cfsdd+Cbd92N27/5bdx657fwrfu+h+/++Mf4zg9/iDvuvhvfuvcefP+HP8AvKdj/5v4H8IcHH8Qffvkr/O7nv8BDP/s5HqR7/y9+gR//9Ge49oZbUVzcm22fwbgXp+Otxz7Ea797BS8/+BJe/fUreOPBf+LNB5/Bm7/+C1574A946ZcP4bmf/Aov/OSXeP2XD+LVHz+ICX/6A1a8+QLm//MJjP/9gxj/8C/x6Z8fwGd/eQBTn34QM595CLP+8TAWv/U01o19HZs+fR/bp3yG7VMnY80nn2L5uElYPWEmNkxZgM3TV2HX/C04vqEMlWUhXDpcicbzDQhXNEDVRWBfrkZxajYGlQ5Cn24DMXLYjehYXAqf9iFe3whvjHl4EERq6lBXUY0LZ85DvtN76PARHDxwCIdpLT9GK/nBg4ewf98B7Nq1mwrJWixbthKrKfCvX78RS5avwuIVK7GMisq69RuwZccObCPWbdiMDVRgzl+qgK0U9u7bC4f07vMnoHv3nrTkdkLHDp0QoRBTef4iLp85C/CQrWd/Snv1Ro9+/dBv2BB07tsb7ams2KTpBu7J5LR05PMWrKRLV4wZfRVGDx+JUSOuwg033IwbbrwN111/M66/9XaMueEWXHPTzbjptm/w5uJqDBs2CrfffAtuZdzNN9yI6669Btdeey2uv+5qXHPNVRh91SgMHz4QA/v3xrChAzFi2CD07N0LnXkbkpGairycXOS1aYP0lBSkJychl4JpPpHkMeGJhnD84AHs27UDKxfPw8zPP8WE99/FO1SqPvt4HJYtXYS58+dj446d2MZbor0nytBoK1pXM9B30DC0aVsAk4Kth0LniFFXwaDA5rN8OH7kBAryC3H5Yjnu/NZ38L0f/ABDR45E3/6DkZaVi2reEpU3NCGQmg6Hyrf2BlDbFMZxzuV6zv0irs0MKo5zFi/B/GUrsIprtHnjBlpat2Hvjm3cT9uxb/s27OINyYljR2lRrSNq0MADPkJBRg5csSTGyJ+4WWEYGh7hXeQVSim4/+j+p20v+92h8hIj/4yzvPDTagoY5VRCm3jwp1Joz8zKhPDDGNPj5Mlx5rXpFx4hAleEgkyE/Fj4UZACvQhDft7YmqbJvpjQ2oCcCW4Z8nOwoCMgcxG3ld+7LvsSoXAUoYAeZxtSVpMe5bDUhobSIoRWUOmKojP5x7ARIzBs+AhcxVuvYUOHomPHTkhKSoF8bVV+4J6ekUkFoA2VtXSIomCwjgYKPhcp/J+msn2yjGvc0AhRsDIzs5DNm5S0tDTpIsk8BoPz2ESDS7vCQtJZb3Tp3AWl3UrRu1cv9OHtR89ePVHStTM6dOyIDh06o3MnojNB5bOgoC3ySTMJ3Ethrn/v3n04HxoOx2VwbkzL4K1NEKIwJSenIJe0W1DQDu2K26Ntu0IEvAmop2IRCTloorAdh4XKyjqM/XgK1mzej02bd2LLpp1YvngtlixYi1VLN2DT6i3Yum4LtqzbjI2rNmL9ivVYv3wdsR7r6G5esxHbNmzBjk3biO3YuWUbdm3dib0792L/3v04sv8QjpH2y2hIKDt6DCePHMd53rzVlFchwptOm0qGwz1BZgHLpIDtDZLW/PB5E+kmMi6AQCCZ85mKFN76ZGS0QWpKBsPJVPATYFkemB6Lfp9705TAveTnngr6GaabQUNbTnYuPKaHylIMNpWkrMy2XMOOVOraIzEpB9BBxO0AST2B8CEWMZjPRFOTA1FUDHip2FjQjgknpmHbBunFAsUI+jWU8rIfCSRXPxRVLA/5rEf5kJyQjPbFHTDiqhFo0y4PBZ2K4E1M5m1oiPRgoIlnfmNDhLcCYe6/EEyOXykPtJnAdfXDsb2IR01Q9qWAbCNM46nMl1YmPNz3ebn58Hl8CIeiVKDq3f6AClxSWhYymBZMz0BaTlvkFneGEUxF1PSjOhzDBSoFYWhY/iTy+jJ8MXsuGmlgkB8FV/DGQn6TVVFRgVoK+7JPFPhwnzmETWHI5sBln361/wBDG7C0CREwtQJMfljcG4ZSVJIdjiXOOYuxj4Io3SiilH1iLqKQ/R6NhumGGR9BNBKmhTzEsYUgykIj91hjQz3nqRaisAhqyFdqa6rdcE2LW0eFRlArafS7ikuLK4pLHW9wRAFq5B5t4u1niPwuLL/HFUWEbUbJJ6QfrW6EcRHmiYYaSa8EFZso+Vi0KcT+hRERXkU5UgwrUZ5TUSqNzWPiOGVsMlfcnzJ3MicB0mQwIUCDjJfzohDnfMbJt2yHkpvwsFZwyoWX0fny/dfwlwlXeP5THokTtGa70t8a96/ulXnEL5A8Dj9aQe+Xr6QLf3U4DoNrrzgmUPnwkD4DXu4d2DDgkOpIC+T3Mh9fFv5Xj8MIAR2llHwSgHb5BJQbcMR1E92g+yHB5lRAKQUt3J1w0PywaXpaQnQ411DQAKGVAUoqhCKxMicXxmEGZmN666vc/EopGFpDs25Nv0AG/SUYb2hJV5Anzo0To5AjkNsPsd6FSBwhHnKiiIS5KcMkHDksw4yLxmyXMGy2L/MIukoptz2lFJRSAF/w4RzDkbBWUAQzQRls2zCgpQ+EUpo5FQEo+j0eD7x+LzxeL/mFD8oksyGTAxmZ0l5UV4dxYPcxbF21FWvnLMcuHghlm3chdOoc/Nwo2UEfOhXmoUe3zijp0gFtC/KQnJYMg4w4SmIPcVM00gpQy01WU1uP6qoaVFVW061FXW0dGhgfCkUQ5hzEOM+UASDjtPnhgpPOF/K4a8Dxt4YlTuCA/xgv/ish+VgN3HpscOqYTyKYly8ZvUNDlgNRAmvZxzqinhaKago/5VXlqCLjCJEJRLhmrsvxRNlWhJ0MM97mdawmMTuMt7lWdbyi3k6lZN6MWZg8fjzef+NNjCVmUWhfMeMLrPpiPlbNmYt1ixdj18ZNOETB6wSFsPIjh3Dp2CHsWEOhev48rFm4BFtWrMEeWta3r1yOrSuW4MC2jTjNfFWXa2H686FTuqHB1xGNwS4IBbuhAu1x2S5Gld0OtchFTTwDDU4GaiKpOHlWgTIXLfhN2LzuFA/lSxQsG3C6LM6r7noc3t+Ew/vqsGfLeexYdxor5+/FzAmrMGfqBsyfsRmLZ27Dzo3nsXvDJezbWs08l7Bh+VGsmLcNS2eswfh/TsDYf07Ce099grf+PA5jn56EGe+txJxxmzHl7VVYNGUvZo1fj/PHIvjuN+/FH3/7MH7181/h/gcfwE/u/xUe+N2v8evf/QYP/vYh/PKhB/DT+3+BH/zip/jeT3+C7/3kR7j7R9/HXVTmvnP3d/G9730X3/zON3HLnbfhzm/fgdvp3nTLDRhz/TUYMXokho8agZEtGDhwAAYMGoQsCj/nLpxHJS1f5YSHTDc1KwuZuTnIzstDTkEB2hYWol379ihq3wFaKfcrOadPlOHooYO4dPY05MebTeFGGkGjqG+oQw0Px0YeRPUNtTh/7iwusv4GHkpVFeU4d/Ycw5dwlspUTU096ctGXX0TKqvqUF5ZgyitmPWk+/rGOsT4z/SZZDc2lAEo7ZDCYnTj8Pk9SElPQiDoQTDJTyElFemZSRR4fEhNTUZefh4KaU0spZDYq3sX9O/TE1eNHI6br7sG937nNowePQijrh6Jv77Em5XJk/DJtJl4b/wk/OxXv0OcwkmE+61j164o6twJOaxH3Iz8XEQoPNp+C3uOHkYFLZt7Dh/CoRMnMJ90u2z9GlQ21eNCTRVlJT9s5uVpjwsXz8HyGHjo9w/jD08+hZ/+/k+468e/xDAqZUEKIGe5ty7y8I0ZCvLj4KgdRStEoDYNA/W0IspBXkerZHT98zQAABAASURBVCMP1Rj3nbYoSPgsWmcDLp8yLQNaK8gj+xoQP+Hgy8dQikKHAUNpODyEohT6QxS0hReFeGA3cu6j3K+O4zSX1izPMjEe0E3sZz0V0Fr2tZ7rGWY5accwTCi3vuZmmJ18JU7hJcY2WA8jhMcaHIfJvJphm22LIBWhMCC8rla+EsK6RXiR34VIW9KHKNOrqioQJU/J4G1pWno6ROAS3lxUVEQBNRsm6xUDkeRpZB+lrjqZL9LhhfPnceLYMRyjsl5FC2+YPDdMQQUclmVZEGVJXLFUB3lLIkJJQmIiOnYpQZxj5ikHEZQTAgmQ9CSmidKQlpqCrKwM5HKPtKVFu7i4GIVFxehS0gV15JFH2ebJk6dQU1EFyzTRrl079+uPa5aTZ9EwsJU8buuWzbwd3OAabI7tO4za8hp3XZqopMLyoqauER++/Q727zmIvOxUZGSl4Zobb8Bd991DhfcO3Hz7LbiK9Dx4xHD0GTSQNyW90bVnd7RrX4jUjFSYHoP7KcJzpJ4W6mpUVFXylvMiyk6fwr5Dh7B1xx6s27gV66i4bCS20b9z81bs2LAZ65atwdJ5izF3+lx8MW0OZk2bi2lTZ2PGjDmYP28J5s1bhlmzF+GLWQsxd/ZiLFy4CosXr8KyJSuxatV6bGIdu3bvxQHO+1HujxNnzuDc+Qu4JF9jJp+pIQ1FaThMoOW/bVEH0m8QtqNRU91A5a0DvnXXD3DvfT+m+3388v7fkR8+jF/86jfkcT/GHXfeg9FjbkbXLn2QmU4lJaMAbbJJC1mCQqSl5iM1pQ3SknORmpxHnpDD5U6AE/fC501BWloeEvzJ+PZ378X9D/8JP3ngt/g+cffPf4O7fvYQOnTrjZy89mhX2AmJielISs5CU1MUTVQglOGDSUOCsgLkExZvXUBh3KHyYTNPGCGe1yJnVHN8O3fugdIm8vPyuRdsGk9jiPB8jDiA42FfklPQyP2nLA9MfwLimvXxhr+St1eBhBR0L+2JrDY55AVxpNO4oqmsRckBba1heDzQhsETFrDJC4RWZb807yuHl0lxxNlW3Hboxtl+FBHuoShpOkrB8ivEEWFchP2IuOlRtKbFqFG15o9JGeJLl2sXdxGD7cTByeXmd6C4r5RWELCbDDuMt6Gae+r6oWzyBUGM5Vpgiyv1MJ55bSeGOOOiNMJFpW/kA8IrBK1h2as2+xRnPyPkWWHubeEbDeRNYmxoaqxHiDeJjeTTDeRr4jYyrZHherpyM9NEPhFurEW4sQbVlRdx+lQZTpWd5h5ugGFYUMpgX9ltKNd1HIcux0RXYulzwxLvhhkvfoF9hV/CAskjYC1cSQ5fAldA6rsi6Hql3H/Dl22wNsnDzrhlmj/+vTbFBINjUY4i3zSREAgSPshNoNw0KS6aSXrUSjHn/34lh5tNPMyqCfe1+ekOkAmO5KDLNmHzAHeHrBzYLfEONAnIhs0B2C4h2a2lGQNuMgWpQ6mWSpgqdUhQ4A6RnXbYgC1gZNxRrNNhTgGdf3m1VjAME3IgKaVYP9z2JbcjdRAguHe4eWwXsRZlI0I3Eo1TcIk2bygSXjQSR4TKicTHef3LfQHHZr2EVK5YF9gOlIYmFAGl2IQAgDgMK8ZLn9xDyTQhB7ytDcQNjSjDUTKTiKMRJiJkFFFb8zoTqL9Qj9rjl1F15CTKDxzF+YMHIT8ijjXVcl+GuKFDZF5NFLTqiFqijodoHUThqOABdbm8ApfLKymAVaGSB3FNXQPqXa0/AtlYMY7XlskAOypwAPIc2Jxnh3AHwDjnCsi43XjJfyWYX/JJmlsbAwoOcwjAeQNijGviPNdQMKynUOIyPdOAMEAzIQGK1gFQKQOt3jbjba6nY2oYPi8MMkmb8xVhB+OsN0LmcO7cGRzavx8H9u3HsaPHceR4GfYdOIwt23ZgPQ/j9Ws3YjUtdgvmL8WsLxZg6oy5+HDsp3jrzQ/x+eTZWLhsLZasWod5S3jozZ2P2fN5MC5eRnchps6agymzZmMSBchPps7EpNkL8PkX8/DZ9FmYOm8hps1bgMkSN3cJpi5ahVmsZ8m27TjNcR2rqsb6w8exYtcRrCI2Hz2FdfuPYjPj1u4/gJW7D2DDkTJs5gG68/RJ7L94CjvLjmHLsePYQia1lkLDlqMnsI159p89j9M1TThbG8OpyhAu1kdRFTWo7BgIaQ8akIB6OxkNKgPljV7URfyIMK6uKYZde/biMAWWWmGMtHA10dKTkpKKdrSKti8sRn5OLgppUS2ksNq+oJAHbwl6dC9F3z59MXAAFYl+/TGQuGrkVfjG7bfjG7xVuPvue/CjH/4Yv/rl/Xjg/gfxmwcfwoN0f/mzn+OhBx7Az376U/zsRz/ijcNNGDl0CHqXdkNHCi79+/fFAConXXiz0L1bV5TQ8hvhXHWk8lFKoeyub38b3/n2dygUPIh77v0erf394aGSXllZgROnTuDY8aNc46M4QgH9wIH9VOi2YC/n+9CuvTiyaz+O7DnA2wjm2X+Yt2V7cHjvQRzdfwR7t+/CPt7M7N62DRvXrcG6VcuxZ892nDx1BOfOncDFi2W4fPkUyi+XoeLCcVRebEZtxVk0VF9CQ30FrcaX0VhTiRr5HjZvI+up8FwoO44D27Zi59p12LBiJazEVPz4kceQ0rYT9h+vxO59F7B8+S5MmTwfR7mWp06dRkp6GsoprNVSCaqsrYZD+s7MzkZWdhZS01MpnOSgHYXOjMwMDKPwd9utN2Mgb2Y6FOYjyjW8xBuOYlHc2uajvLISh46dxOnzNejYtR+Vw3tw30/ux5NPP4+nnv0HCii4JiQlog2t5tlt81xBI50KYDApCeD+iYsQQYR4AIcjYUR4GMe5txw3lTnocWyH+5ZgfqUUlKOYqsgfQDCe+9n5F0gOzXExIyJSNwV3xXo9FGo8FMw9pgVNrqCUQnNZ23WFD4kA0EQLY4T9sVlGBJV4PO625R6IrJTdYm9AsH2GKVnDnxhEOm9VklNSoLRGiIpAIxXVJtJXhAYbgSgbZSeOouzEMTRQmW1iO+LfvWs71q5ehZ2kkbKyMhwkbZ07dwFhWpsjRBPrqSINym+hqrl2IZZTHKTDw0CUJ+lClIJWNYVfaVNw6eJFcIjI5Hx7yc9EiRBlo4l7UMYYpUAm+Rq5piHOj1hgm8INaAzVkj/XoI4KdhP7XVNbhQjLpKWkYEDffjSgbMay+Yswb/pMfPzW2zhA2j66dx+2r1vHm4rVvJVYRizH+qVLsWnVKmxZvw47t2yE3NCtXb4Es3mbepo0M2JQX1w1cjQ6dSxBXl4uSko6u1/dGTh4CPfdIHTlTWXnkm50u6OUNzJ9BvRH78GD0HvIYHTjDWWXPr3RuU8vFHUrQQEV8cLSEhT26ILivt2JUhT26Ybsbh2R3rE90jp1RHb3bsjtVUr0QJ64PUqQXdIBmZ3aIaO4ACkFufClJcCT6IUvNQhq/6huiuN8VSNOXKzHsXOVOHyyHLsOnsaWnUexeuNeLF6xGbMXrMKMmcsxefICTP58DsaOnYJPPp2FN98eh3ff/RgTJ0zDbPL8t954F39/7p947vl/4r233sG7r7+JCR+Ow5wpM7BuyQrs3rgFJ8grDlBxOsG9euL4GRw/dpbGjHJUVjSiuryeaARlS8BOgB0PIBrxITevCzp36Ue3kIaLAPbt2web55vBfdK5QxekJKXBawbQxNsmpbwo6lCCnn0HYMx1N1AR7UrDRgYysjN5q5mFDPLiINeZYgblEhKY8kBkDaEZ0+Nh2c7wBxMp8Ns0GjQiiQpWMvOn8HbNy7PT4/WjHW+6cvLzceHcRfdWmwcu/FYCAp5EykReHOLZWEvBWb4O261nKekzm8poHeSxuC9lb3pNEyZlE4NylMM9qISQmUEbBhTPX00ow4BmPq/fB4/P7xpSDREuWUb2nxQRV5sGDIv1Ma/Z6vcwbJkwGNZaQ2m2oMD9bFNW417nvpI9HxeXsCk7OgQoMYI5lAZYjOUApcgDlJSjhEgZVLEuGArCV23maxHTmBGsX+DgXx+H/MvmOKXNGJUOQZQ8J8Y240yLs2SM6VHKGxHyyBBdySN7P8S92djUgBANqDZvb8AbcRWqQ7jyAspPH8WBHVuxmMbPN197E1M/n8Eb7QpYpgeK/2RupUdX9kcxoNgmHfeVvrkeftiEhG2mfw2cE5tz47CfX4IVkQThAoxlGJwbNyx+1iWv1Pdv4FjdOOH9bEv8ktcFp0/CAjfc8uE4NjT7YXKdExKTkJDoh8H2DK6BoTVHy4ysyx0b68cV0Iz/CgCpDIYDBFhEE+y+fBKOpt+gR1wOSiphCEqBS06fTJFMKdNYqUySQ5eJEsnNxFolTPBlfrd6uHkYAodAygHpyA2xWtf9f38oaBmsuykMmB4Tlsei64FsCtG6xFXcYNAGHFYsbcphG4nFuaHjPChjvOYLExEijAZqtQ08HOSAaOIhJoQmWnCUBBhjGSFWIVobHBPbhtZQhKPcocJ96FdKQSnODgcs+aXNOBcrRoIRROlGYcMmsduilRNi9a+nBbCeV+xNdWGE68NopBW3jFfZa5csxua1q1F2/BAuXb6AiupqVPJGo4b9lTINVJqauEGauIFEUI9yjdzNREEjSsh4BRJvuwTG/nII7J7bZYeeZrjB//LBAjJuwmnBlxklyQ00eyRdNm8k7iBM8giLSwZt0grnJ6Eqjw9RUmnEVIh5NOK0Sse9JuJei37C60GU69lEsmvUNuL0p5Nhd+vSCf1Ku6Nfj1L079UDA2iF7jegN/oN6OMKbIP79cKwvj0wkhjBtP49uqOUZbp1ao9SoicPxp4d2qNb+yJ0Lm6Hzu3boVNxAToUFaB9YVt0oGW6E9GNwlsphb0uuTloT0tRh5w2aJ+bi/b5Ochvk47czCR0LymmcH49fv3HBzD8+sEYNKonbrxzFG6+62qM+cZwDLtpIEbdNhTXMG7MN0Zi+C1DMfzWYRh04yAMvGEwBrFM35G90H1gCUr6lqCoezHyOrdFan4mrBQPVEBzNxrwpgXgSw/ATPHBSbQQCfAgMhtxOXQB9U45qqLnsPvwVjSEK5GVn4Zlyxfh7TffwBsvvIi3XnwdTz36OP788B/xyO//gMcoKP/5kUfxl8f/gj//+TE8/qdH8dgfH8VfH3sMf330UTzxyJ/xLC3qLz33HP7K9Ccfexx/Y94niUf/9Age/+MjeO7Jp/HMX5/Cc3//O1587nl8/MF7mPTJx5gzYxrmz5qFBbNmYi79c7+YRevlAqxZuxJbaJk9dvgwLp47h3OuFbcCId7QadKFj3szIzkVbdvkwiCtxBpDiNQ2It4UgXzP2FAaCoBpmDDpl0PSahFoDe4xg6keaFika/kuuBy+Dk9zkg3LO2SIFoKkuUBiInwBH63OASQG/fB6NXxehYBfMU+UAgQtVCoKRBuJJuh4iIJ3BFEKh6HGasTjYWgyWngteJKMf4mYAAAQAElEQVQTcfW3voP1Ow/hN396Bp+MX4xZszbScrsJt9/5HVx347XYv28vdlL5uUiLeV1NHeTHmU48jhxa3Ct4azNvxgys5r7eT2VmAf3TP/0Un773Dia88zZmjhuL/RvW8zZsFg7u2g2P6cFdd9+Lm2+5HceOnMfGlTuwbd0uzPx8Ng5Swe3UoQtysvJQV1mLGC2mUc4duBUtjwcRWvHkRkBznhzOUYxCukPBGeQRYqVqIL+pq6tHY2MTouRxzfwb5M/4t4dVslqHaa0AlFbwcG08XBOL86O1ZqQif42BGdl3EybjhL+766cMWFxzy9BuWelfJByBwTD4xCkMaKV5YFuMMyBPc7vkpwowTQupFL7kzy83f/3UC9PrheHzwRPwI0jhzOf3wya/raquweWKStic94b6Whos9uAABfeaqmrO236sWracQtsFyF+8yqcCmJKeBj+FOilvcjxe1pOamYk8Kn+BYIJ7U1fNW5AY56/88mVaNssoqFby3KiHfPf90qXLvF2OonuPHvCxP8JrbfJWKAVtcCx0RTiylQObAlTEjiBEASZMAcZheAPXfPJnE/DZ2HGYNuEzrFy0FGuXrsDahUux/Iv52LBsFfZv2o7jFJiPbduFozt24yQNG2cPH8GhnTuYdzH33wwsmT8HKxYvxDneTLSjEpqb3YZ7SyGBfPcE9+GaZcuwavEiF7s3b8H5kydRXX4ZddW1qKexyua+lD0jt5nFnTqjQ0mJKzh379UXvfsN5vjo9hkEEaq79+mHkj790XnAQLTr1QvZzJtYVIxgQSG8OXkws9rAzGwDf25bJOa3QxLjkwuKkN2pC3K7dkcW3cwOHVHQvQc69xuIHoMHo8/w0Rh01TUYee2NrtB+w4034/rrb8a1192I0ddfi1G8gR1yzTUYcvUojLrpalx149UYMno4+g8bgj5DhqCU89+pqBBtc7KRlhSEzzLJC6Lcg6SHi5dxlvvvGA0ae/ft4o3NJixbvQ6LV66lYrMc02YtwKw5SzFz7lJM5C3Nh+On4bMps3Hw6BkkZuTDosHhuBiHLpXjs6kzaDT5Af788CP4C28h7+cNyzOP/Q0HDh7Hmg1bsGHrDhrHTnL5TZR06w4oDTmffUmpKOxcguTMbGhvAKCyEImbvJmw0MjrjFBMoZjzMmzkKPTt2x979x7A22+/hwULFmHDhk3utxpEQdnMG6bKyzXIyWnnIi0tG15PAvdOANW89aisD0FTUTD9ARpY40hOToHQQirdVCoy4iaTNyYmJiIh4EcS/QG6QruiQIvy7LpeL9MDrNtDmPByn/s8FryWCY9pMM6C3+vhLZAPCZLX50WQeycYCLCcH1KnC8Z5meZhXg95k8BLv1d4qseEZRnc34brWqxbYLL+5ngNg/KCJr9phTIUwLAyJM1kOsF9prWGC6U49wqtj8g4tvC9WIz8PA7xy/50yNXA/QceGkqD9RgwLNbFcUofLPaBUgrkL51ZzOfjQeVFFKqpGtVnj+LYjo3YuGguNi5bzPPtJEAtqLy8CqdOnwPZEAzDgtsOeYH04UpI364Mt/rxH/K2pv0vV4YifN4mr3fztbqs77+15eZjejOfZS763fbFq4Av5VtOjgMFh/Hg3AIKBsemARiEuJpxNmVOm/Ms9TL6a6/EteJrCQxom5W2NmYrNsxIed0G3Q/F6hnDfHzdjiilJIJwmGa7rpSURW2eiDjEZULL67S4zU5racXSzTH8dOuEu2iycK2QkloIjhOhDU1i5QaQjUAi9vg8sHx+mAKPlwRkQQQGxbwO65OexTmxMS5IjBMUpUAsX7sK8fAL8ZCWa+qmxhBvFsIIUxEIMy5Ci1yUVqtoNMbrO9bA8tIHKECg+KEUF4RQiiG3b3QV+Lg5AcYDXBb2w9AGDPZbEdInueaPsC1hJnVUJqp4W1FZUY2qihpaT8KgnuIenvKfZ4XYzwgFhDD7HaKAJcK9jCXuKDhswwXg+hX7oQlGu83rFo8NBwLmcl9mZwy9Mi52l29zmAniZwp9LKHicAhI6eYExgMO/7kefjQTFT1Ks00N6Y/cetQ1hOHhdXBRpxKU0grUd+gIDB5zDYZeez2GX0NcewOGX3sdhlw1Bv2GDkXvgYPQd/BQDBo5ykVPMuDOJd1Q0qUrepR0R88u3ahUdENXMvDO8h3pzl3QpaQU3Xv1QQ9a8Ev79EFpv74oHTQQPWi5E3Sjv2RAP3Tp3w+d+/el2xclA/sR/dFV4gf0QSdanDv164VO/Xqi04De6DKwNzpRkencqzu60HpX2rsHSnt2Q2cqMSGaxMa//yG20YJWw7WquERGVNFApTFGwdlBtMFGmDcXcboeXtObEQsCHTKhQxoJKoAMPw+DlEx0zC1G57bt0bWgE3oUd0XfLj0wsLQPBvfsjxF9h2D0wJG4euhojB48EtfxUL795ltxzeirMHTAINx4zWgM59h6cA6+dftN6F3SCZnJSUj0WiCJoZ60W03UU9Gt5RqHyLAjhoEGBYSIJqGnOFeRfodKcDmFq3MXL6GyuhIXKZCcvXAeZ86eRdnp0zhy7DAOHzzAw3Af9uzegzVrNmLJ8nVYsnQtlYyNWL1mE7ERCxevxNy5izBz+jzMmP4FZk6djimTJuPDD8fiY1ofX33pZTz7zDN48q9P4pWXX8G0KdNw4lgZoo4iuWuEw1GEm6KIRh3SPkhLJve5FyQ9xCMxF040Dof7wI45INNyhSuf9iDBl0gkUehIR3IwDX4zCEv5uPssAB7SpBc8kV03ZlvQph+2MggFcF4cA2iK1rMvISgPCZ1wTLZlRqGtOI0UNbRubUb/Hp3w0vNP4Jqr+qC4OB09ehdjz/598AQS8OOf/Qy9SYc5uXnwUbiwOb91tbU4z7mMwqa1shheHsy+pEQkZaTBCgbQkzQ/iGt661134YZvfAP3fv8HGD54GNrltMXZE2exiUJHSpKHwkMicrJTcO89d6JPzy5YMncWb3v2IMBDvYEGiQYqdWEqEuGmEMq5fiIomzwgLG1AhH/uTM4FoHgqOjwgbPJBm64CYGgN4RNKMeB+0L3itck3xZAivFiiDdbp9fq4NhYtgSHOTQiWaSKQEICHwoWCkmzk4TYc/tMkSMu0YFketmVwbW03XerQWnO9Y1SAYuSzcZ4XNksASikYhgGDPMVhn6M0soQjEYTIm5mIhGAQScnJCFKA8nNOLQo/qWnpyM3JQWpKEgLBALRWCJHH2iwfcJULH1I57zl5uUhOS4UoMT722fBYCCQGkZadiTQqHRbDjbwFka9fVXFfhEIhJLK8yfrOUGAvO3oUIc51ZmYW/Gw7Jz8POTRSSDvSV60NdlFxfkwYnBdtaChDwaHyobVmnHbnxsN2PJwv+SpauL4eTVQGw/WNCNMQJj/qrWdcFW+9zp07i9O8TTt75gzkVu0oLfaHjhzjDeEpHD56FoeOnMH+/Sexb+9x7Ni8iwaBOZjwyURM/nQSpk6ciulTZmHezLlYOGseFn2xkO5cLJo1F0tnzyfmYQUVnJVzF2LNnAVYxRtfwZZFK7F/7RYc2bgDxzfvxqntB3Bu92Gc33MUVWwzdKYCuFiHQF0c6TETmdxjOZ4gOqbmoEd+B/Qs6Ihu+UXoRt7WtagrurbvipIOpehS3A0l7UvQmbexxfk5yMtIRXZqClITExD0++DnWe6j66EwbFHx86dwjXlTGMxKQ3JuNrJpPGpTVIi8jh3QvntXdO5RihKiD5Wg/uTng3kDO2z0KIy8/moMue4qDLxuNIbffiOu/vY3MOrOW3DtXd/AzXd/E7d+907ccc+3cdcP78V3vn8vvnnf3bjt7m/hdsYPv2YUirt1QhF5/uVwHQ5fOAcjPQOdhgxC76tG4tpvfxNp3bqh380347sPP4z7n30ava+9Gu1794QvNRk1TfXYsHGjqzDs3MHb2L370UA6rOE+3cvbtkMnjmOf3N6fPI+yC1WobHJQTqUhrjTacnwl3buggMawTNJXSnKK+1eqjh49hgtUoLwJSbAtP1QgCck5Bcjr1B39Rl6N/lddjQGjr8bVt9yKO777Xdz34x9RIU9FmAJ3PQ0NW3hzvIu3NXsPHsSRsjKU8/YuxP0UZbpSCh4K3T7Sqs8w4BeYFsQf9PiQEkhAenIS0rnX0pKSkJmSgiwinf5kfwBJXC9BkHswwHr8rCdgmBC4ftaV4PEiSJ4RYB6fwOeBKCQ+vxdewuPzwuOVuGZY3BsCk/WZVE4sKgKmwb2jABMKFveRC8a58QxrQhHimqYJy+NxYVoWeY/l7kdtGNCGQAPczxDrCCH8X/aoNhitbWgdo/LqUKkCvDRONVadx7G9W3nTOB+LxcA2bxFv2ffi8oVy3qRXoaKyBucvlnONyhGS3/dCg8cuQQ4oHnz1OFeExf81gPkFzPO1+H8Lf70+ycvGwKJuguN+MshyLV7XcfO5PqaJe0W6lBFItMD1K/oEnHM4CpGmMCp4vlRW1MLm+dHcps3KmJsvc//PVykFpcgLW9rVDLFeBfmjFjYnDWAiYTODTIXbAP71Uc0RDqCU+MUDPiwr5RhsHqjtpts8AJj45Us+3OxnUbd4c4ifjODnf3oViUUgxKVJ3Ibl4abxwvQSJDTT66HfA0VCFUJiw5D8igQpflGqXLDy1sM0DodGUxsR3nJEeLBFRdCnEBTlrUKMB15cwEkWK5ogzs0ap5UuTquae4gzTcYp88Rhs2YF+aeVAW0YMAyTbjMU/VAGxRAFWynwcongRLF/Eo5QsGqo5wHbGKfl0kY4FCMhxxBjG5IehwZlLsTY5zhhszWWBliXboFB19ImLMOA1uyJwpeP5LdZTvorkVLWZqdtChetcOhnFJM1BZVmOCQ6RrivI4Vc35Ufim1pWNzwmm3Hmb+Rc3jxwmUckx83796LQ9vJhDdtw+51m7CT2Lt5Kw5s24kju/bgzJGjKD9zFvXl5WiqrCZqUEPL5eWLF3GWFuTzFy6Q4MtRW1WFBqaHaKmL0lIX4zWoQwZqsVN+jjeJDC6TQkluSiqKaHnrUliIrsXF6FLEG4/CInQiutA617V9B3Sj8tKjawl6d+/OG5WeGNC7L4b06+8K9iOoAA2lJW5Av4EYOGAohg0dg06de6J9++4YQv/w4dejS+f+yM3phJTEXAS8WUjwZdFNhddM4rz5EGqII1wfRWNNCE1EQ3UjKi9U4nzZOZw8VIbDu/bh4A4K85t3YMf6Ldi5YSt2btxOdxut25uxmVa51YtWYPXCFdiweC1WzF6KuZNnY9mcZdi0aj0Wzp6HaRQuDvOGTASqocOHYMzVI3HTDdfiGzeMwZ03XIO7brkJ37zhetxy9dW4mbiFit+No67CVUOG4ephw3HDqNEYM2wEbhgxCjcMG4oRfQfg6kGDcf3QYbhp+HBcwzkY2qs3xgwcgJFU7Ib36oWrKFxfQ0Xu6n69MYyWxtEMj+rTH7dQebxxyHBcP2gobqDwJW3YzAAAEABJREFUfN2QEbh+yEhczTmUevt3LUU/Wjy706LajWhfUIjcrGzeNNhQvHI3TYNW8yhivHm0eVCLMNZIC7aE41xjcM+BPERRmXKIOBUmUYod7oY4rchgWpxKSZhWv6a6EOywDQNeGIYfmq6CDzYRi5oUcj0UgE1CgeTOcIzCbxhR3nqEYo0IxRtZaxO0FYU/wSSP0fj83XfxyQt/h7fpEr5z22Dc/9Mb8YPvX0NrvKLgtw/bScsnT5yigtoJ3UUo6tgJfUhTpd1L8e1vfRv33XcffvzTn2Dg0MG463v34Hs//AFGc016k+Z69OyDLFqJwxRyxTq/jfSwZ+t25GWl4P5f3YPrbx2CrPwA1q2Zj+cf+w0WTP4EWWkJSEkMQA5gvxz+tGg2UWit5h6yOZ+2HXX3pIc8Ug55y2PBsiz4yCfFIuzhfOsW/qDJMwQK8jR/iq8VDnlGq194r2GQLzBbjLxQs560jAy0yclFIvsgAoS0o5QiW1JuH7TkB6DQ/Aj/scnTmt04mvtrw+Y+BuFwLR26YB3ihkgPDY2NEEEpSr4bY1loxV4piELS0NTItXWQxtulQu7xrKws2FzYMMvJ7YpSCilpacjIzoYItlKntNVIWpPyXr8fKalpXOsApE25zZAb8ETykgCVC9MyJZqKeTUqyJcsClPprqLTBp1pvbc5D43sX5wKnZwrYZ4lIvTFuA5xjsVmf2U40meBKB1i2MrLbYOu3bqic2kp5K/E5VKozm7XDm3aFyO3k6AQGcVtEWybjYS8LATzspFSkIPE3Ewk5WQgLScV2XkZaJObjszMFCRnpCAxJZFKWQLH4uNYvfB6LYhypcibbQXILXgdDW0VVbW8Ta+g4ESedOY8Th09iTPEycPHeeu2B7s3b8bOTRuxYdUq7Nm1C8cPH8TRw4ewe/s27Ny6CTu2bcTWLeuxad0qrFu9DEuWzMO8BTMwe/40zJo9BTO/mIJZMyZj9vTPMX/mVCo/07Fozmwsn78Qa5Yvw6a1a7Bl43rs2LIJB3h7c/zQQZw+cQIXz5xDBW+SGqqqIQp1nMIOqOiBipmmP+AACUqDlkKkUSj2Goq3mj7eYqUhGPTD7/dwim0EKNAmivLC8ScwPo1KQWpKMvdZBvKpfMrvubp06ogePWjQ6tEdffv0xqAB5P+D+6N7t068JbWQlpxAPl/MfdwNV40ehr/85RE8eP9P8Yuf3ovRw/vg5utHUKHKw7VjhuFGKjsFeW2QyjLlledxhLdSimdhMCER2emZuHD2FGqqL6G0Vzfc+I1bcO9PfoznX3oZb737Pr57970wSc/du3Skoa09hg4biO9+95u45ZYbcd11V2PgwP5oT2VrwJChuOM7d1O5uBd33nMfBo8YjQ5du+LeH3wf3//+95n3ep5VQ1HQtgAZbPP8uYvkf17uG4W9B45gM8/gJctX4qOPJ+CZf7yIf/CW/O033sLY997DpPGfYPJnn2HqpIk0Gk12b7GXzP0CKxbMw+rFi7FJvq64aQN2b92M/Tu24cSBfTzLjuPCqZO4SFTRwNLINQvxbI5QybK5ZorylEE5yqBMZXBPmNwnAoOGL4HiXtbcHxpAMxQM7lWD6+u6jDUJA4o6ggOL8V7SsbiS3wBgMr+pNeePYLqU04zTABQ3nbgSNg0DlpQ1THhME6Jo+S1xDXiofFjkIB7lUOFy4NdxmE4IobpyHDu4E8sWzsFs3lIvX7YOe/edxOW6CGpiBqoiGjqYSgNlb4y8egw68vbPYR/EYE3mhH99hO+0xl3pb437j67D2H8DOTL5m0Mw1X2bszCeY5a6BZIg7pdghPA9gctnGf4y7YpyEoevDUAxqCmLRiCKR2NDyF0nmVeHZzEEzMLq/ufbXO9XWbg2LMXFcrjIXGPpExviy87YzEeHy0JPy8vc9MlQ6UiAZcWRvtLLSL4S4UI+GP4Pr8HGNBdKIOWUUuALGRCgII9SqsUH15WQUgra0DDMZpgmidICLEvBMhWJkH1T7D8BydsKKBgCCbO8IsFqQlwwTsYa5yER54aQQ1WUjzA3jljaXISaEKJwEOaGinIjST6bi6+g2BhfTpSE2TrA+prHpenVAAhJkHgSvun1whPwwfR7oSwNRyvANKEtD+faoCLkIETrb5jCVCQOxG2FOOuX31HE2KbA7SvjpN8262VDkPFoDXqVC/zLI11w8zPeVoCAegJDza+bzo84M8WZKHBaMjiMhyxyc1b3k1WwHUDxH9gHpTgWKF4hR3GOVppjtNAdPXgER/YdxKE9+3FwDwVuYj+Z4O4t23nAERu3Yff6zdi6cgPWLVmFFfJVg4XLsHzJCixbshSLlizG/IULMXfOXMz7YjbmzZiFOVOn44uJUzCVTHTiB2Px2bsfYuJ7H2IC3fG8ph5HhvrRK69j3GtvYMJb7+Bzpk1jvunvj8NMWuBnf/Qx5n00HgtZfuknn2HF+ElYPWEK1k2ajg2fT8fmabOwncL9jvkLsJ1X3vuWr8ax9ZtwdN1GnNu1FzUcV2PZaUSpXKG6DloOxrpGmBR8fSEbwbiBoPIg3ZuIDH8SshN54KXlojinCCXFndG1Qzd0bNcJnYtLUNKJty0dS9GhfTcUd+iK9p17oFO3vujRfzhvf65H3yFj0H/YtRh29e0Yce03cM0td+G6276DG791F/oMHYleA4ege/8BtKAPRt+hwzB05CiMFKVi1ChcR/f60WNwHePGDBmC0YMH4brRIzBq+CD069sTgwf1w6CBfTFk8ACMGDoQwwYNoNV9AEYOG4ybbrwW11x/DYaPGYlrb7oeo+gfecPVGEpr4mg5FO+8DaNvvQFX334T3Rtx43fuwE3fvQPXfut2XHfXHRjzjRsxjPn7jByCQVcPx6CrhrP/V2HwmBEYcNUwlA7uhz4jBqGkbw8UdetIK2NndOhdgralHVDQsxMKendGTmkx0jvlI9AuA1abRKj0AIysIDw5ydD0R/wKES/3h8dAjHRvGwDJz7Wkyz4V63QTbwIivDWJ8sYwxn0Yor+ea1VfH0ZNVQOVRBt2zOsiHvNQ4VcIRzWaIgr19TEEAqnoVtIV546ewht/eRJ///lP8fnrL+Ho2qXo3TYNQ7oVol1+MhJTDMpIFRTQdmHntvWINNah+vIlHl77UXHxHJxICEf27saapQtRc+EsorXluHjsIFYvmI1j+3ZS6DpB67qFocP74cYbRiHNb2DSuHfx9KMP44HvfRfvvvAMVKQBpRSMUpICiIWbYJBv+Hw+OACqaSGPRsK8OWpCRJQ17keTioZleWAaFgzuTWHuklcOARGUY3GbfIXj5+a2CYlnVV97Nevhy6KOC5s8Mkq+GCcPFGOMoTWSkpKRkpICj8fLsuQGLCD54uSlAqlXaQVtaK5NFA1UkiTe0AYMwyDrM6G1hrAa4XMObNZlIcgbIp/fDyVlJZ19rOPNY01NDULhEKSOMN16xtkUYlJ5q5GRmQHDNNlOjAacCOSrtIbWkHznaciQssmpqchs0wYwNEgSSKAS5/AAjVKJNUyN/LZ56NilMzIyM93fHsltnygYmS2/NQEf96sseXlo5LkgiodNRYPdhEXhxhAP+TRlGjZhcO4VhSQND9MUyzaQX+Tnt0W/QYPQa+BAdO3dG9379UOXPr3RsWcPdOjeEx1Ke9HfB124tzv3748SQd9+6MZwlz790INlS2ko6E0lv2v/QbwFYP5ezN+3Pzr26YtOffqwDPMPGogOrLeoR3e0K+2OYlrni3v3QEG3rsjv1gVtu3ZGXteOyOnaHrklxcgpKUB2p7Zo06kAwcxE/OihH+GJV5/BSx+8iL+98Ve8NOEVvDrxNbw++VW8PPFlvDzuebw69ln8482/4JmX/4QnX/w9Hnn2V3jobz/CLx67B/c9fAe+86sbccdPr8W13xuOYXf2R9+bS1F6bQlKxnRCu0FtkdIlCWa+RlNyI8rVZRxvKMO+C/uw/tBGrNi+HPPWLcYMKjfjpn6OcZMn4bMZM/Hu2LGYOnkyZjI8feLnvAmcgxXzF2Dd4oVYv2Aeti9djn2r12LPspXYu3oNDq3fiEO8RTy6lYLzzl04umMnju3YgcNbt+DEzu24dOQwTN40dc/LR/vkVOiKKt7q1CFSdhKXdu7GkZWrsPLTT7GHN0RLx32KY6xr38rV2LV6BS6ePA4VCyPo86Fz584YPWYM+g8Ygu7deiJGQa22vAI52Vn43r334le/+hV57lA01cdxZH8ZKi9XobammspyBAlBH6LkE9W8lYiQFmPcPz6fn3KNBzXc3zWXL8Om4hjjLWf9pUs4xlvobWvX4SDdM2VlqGBcalISDWAeXDxfjvfeHYsIz6MRNJj95Ae/wvPPvoJnn30R37/v58jOLeSt2TFUkEdduHgWh44dwu79e7Gdc7GBSsayFct47i7AnNmzMYXz/Oknn2D8uHEuPqAh5u033sB7b72FD+kX953XXsf7b1KReec9fMQzd+ybb2M8/Z/z3J029hN8QUPZwskzsGLGHKybvRBbFyzDriWrsW/FOhxauxlHaXgr27KH5+tBXN5/HFWHy3jOnkYjb4di5ythX6xC7EIFeGUDs4ZnLW+KTBqZLPl2RWMEPvJ1Py2z/jgQcDSCpgdB3tok0PUrAwnadOFXJk1QBryUb7zco76YDS95mUFDRBPn4iRvpjasWE66msyxz8Heg8dR3gDUw48mKxFN3jQE8jqi+9CrMPzGmzFg1Eh07dMLWTltYJJ3kNW4/ApyEOH/9qj/W7av52otRJdvcxo9ipCA8FzXlQ+iNUwmDodheV0/earr/08fTJNyjpSgX27VG0hPklWzIYdnAThO8eM/PEopKPUVrsyiwZmyuTAOXYdc2IFiugYcg83Z9NuuK9fFjITDZIexYIXiCMO2ybQVDwuQ+UscwEwA3CxKQ8GA+7gR9DUn09P8KuaRzguUUuBL0G1Odj+lTRf8cEgwDifCnRDlQLN6g0qHuIphpQGtlVtOMZ8cAAKwrEBDQbORViilJBrySL1xHsgxEmSUxBymxh4KRdDUJAjTDSMk1jQe7nEeNnL4iWuzHbAepVi7gJ3RAs6tUlK/InORFhTkH2QioQFJ1xpKmwAFBNCiZsMEDQSI23IYa0g2yW6DK6AUixISST/c2hTAsMNMLripHG4+R+KY0jJsiAvmxxWPxDG7myb+f4PDWSbY8hWlmr2teaVKg2O2DBNy1akoTMSYJcpaba0QNxSiCqAshwjjwvRHGR8jwszXYDuoIxHXEyEiRlqyiTjzRrgWDWTA9fEY6unWEdW0mlQSFWQY5RSCyrkWF6kQnqcQcI4W0NM8QE7SYn6qqganKqtRVl6JE5fKUXbxEk6cv4AT8r3f02dw9HgZDh45hr2HDmHH3n3YunMnNvEw2kSL87qNW7Bh3RZsXLsR69asxbpVq7GJTH7FMh6ECxZi/rwFmDt7LmbNmIkZU2dg5vRZmEGlaDqVooA7QecAABAASURBVOmTp2La51Px+cTJmEwFaeKnEzHpkwn47ONPMe79cfj4/Y8wkYfXZx9/hgl0J4wdj0+JTz78GB+9+wHGvUO89T7ef+VNvPXCS/jo1Tcx5e2xmPLWhxj/0hsY+49XMOGlNzH9zQ8x/8PPMOfdjzH/vU8w640PMP319zH9jfcxjf45H3xCBetjzBv3CVbNmoVNixZg29Kl2LVmNQ/ebTi+ZwfKdu/AhUMHUH3yBC4fOYiq48cQvngeFUcPQ1HAC0SjSPOYyEtOhD8aQZplIp+W1RSSZRGFvPYU4LITAvBw7gMk2nTTQJBl/KEwCpJT0DUnD6XtitGrsBilBYXo3aEjhvbqhRt5ON96ExWWG67Hbbfegjvv/Abuuvsu/OjHP8IPf/Ij91bgnu/fh/t+eB9+8OMf4geM+9Evfop7fnQfvnnfd4m7cddPfoA7aPG75d7v4obvfhsjbr8VQ268kbgB/UdfhZ5UxHoPHYHeA4eitM8AYiC6dOuN7n0GoVtpf/TqOwJduw9GSddB6FAyAB269EfHzgOQn1+KrOxOtJK3R1pWETKzi9C770CMGD4CYuU+d+QQpn30AV78w+/x+u9/i0VUdvfPnY99FHhSeRPXJy8XjceOI7GhETncz5mGRh3nN4cH0/CSTohdPoeGMyeRGo9gKIW+Ap8JVXYcc195Cc9zrI/dezdeeuwRrJwxDZELZzG0Z3cqjyPQnvMXj9lorG9ENByF+LU2Ucmbjou8GYxGY9wxgPAwLg8MrWVrQnig8ExJD3G/RLh3hF/Jtm4Ft+F/eRWUEoD8y0aMays/wq6ursYltil/qjPGvekL+CFfm7A8FkwK/g57YpM/Chz3XCA34n6PM2+ICpIYURyGpR82WxY4dA3yDlE2UjPSOe/ZSElLhT+QQAu+H16fl30BQuEQqqoqcebMaZw7dw61tTUIs06b41LkQ5rjJiuE9CtOfiEKUQNvSc+fvwjh3T7Lg9zsNijiDYn8uVp2FZw0V2mT8SVSeEtOSUETbzJqOc7EYCLyKJBmZGS646/gfMuNuIwxzjbjnFOHN9YGG/WSBwZMLxIo9CT6E5CZkoqM5BTkc5/4SAsSn+DzI43KT15+PvLb5qNz1y7oReWjL28dhw0bicGDh6E/lYmBAwbRGt8fvXv1RbduPdC1Wyl69OiNfv0HYhDzdO/RC30GD8DgUSPQf+gQ9Bs2DIMoCA2/9moMvGok+g4f6mLQVVeh/6hR6MP0PsMYR7f38GHoSWNED5brwbjSgYNQwhu47hSYSwcNQRcqML2GDIPcjuzZsg1bVqxE2dYdOLtjL+pPX0B92VmEKdw6FAD9jomsxFTkpKajICMLJW0L0a9zV9Jtb4zmGG68ejRuo7Hiu9/+Jn5833341c9/jt/++gH84Xe/xuOP/xFPP/0I/vHcI3jlpcfw1htP4sP3n8f4T17GxIlv47PJYzF5xjh8+vlb+MszD+KRvz2AH/zsWxg4uCdMniunTp7FOVrdj5GPH+AN8KlDx1FGC/+B7buxf9sO3qxvw651G7Bh2UqsW7Ici+cuxhdTZmE6jU2ffzwR0ydMxbTxn+PTdz/Euy+/iY9efgufvv4uZn1APv3MS/jspTcxnnHP/voRvP3kc3jhT3/BrHGf4S+/esj9QwB7tu7ElPGfYimVnh1btuLCmQtITUpDVkY2LG3hIo1T8biD4vad0KljZ5w9fR6PPfYkxn78OWZ8sRB79h/F5YoqnDx9GhWkaZB25S8HVlDRCNPQKb8zqq+rQw1vFI4eOsJbh+28JdqN08fLaJkXg0MVzp49x3Yuoo7n3cG9+2nEOIvbb70VT/7tr7BIg0tXrseeAyd4M0V3x1GUdu+DZ/7+DH51/0Mo6tQJw8ZchRG8LR9+8/UYSiOTYAjdQddfi4HXXY3h9I++7RaMuPkmDL72Ggyghb8P6axkYH8UlHZDZociJLXNhT87A5png53gQ8Qy0EC5sCLUgLOV5Th2+hT28eZsO2/QNm3ZjDW8RVm2aBFvwuZi3sxZNCZOwywqONMmTKDB5WN8+sFHGP/+B/j43fcx9u138eFbb2Pcu+9h/IcfYcJHYzFx7Mf4/OPxmDp+AqZ/NpFrOhXzp8/EgplfYOGs2VhKfrxu+Qps37gJe0kH+7btxEEaDY/RCHpC/iT04aM4SwPiBc7jGfr3bt5CI9ASfDFpGr6YOhe7dh1GeU0U5U0GyiMWosEs5HbtR2PaN3D9N+/G0GtvQGHXEqTlZkMMyLayESU/t+0YFP6/PY5klw+B+P8vaM1Ll29zCdfzVesOmbvAputmoOtmEZdylqQ1x/NTEv4FblDy0mOYJgyPB4aheZ4AKhYFeBaA/FVaFOCKR5OOJaiUglJfh8RrkPmLh3WT/ypCU+QjH26NVOK3GR8nb7YZK+yWcao5H2Mhli+bA2EGN121CP/SQynJlgFlEgqKzEIOHPJo1slWmVfysTpoQ0MGZmi6inmhwGHyE2yQeVmCPjbDPrA9hwKrW5yRbj6loVlWKcUYBaUUoDTzy7gIqQLNriPul8C/PbJYcdYfo+Ab5eSGKVS54GSHIlGERCERLZnMQX6vIeEID5+4SPHKAAiHvRcojl0py42zme4QcDTHpKGYpnlQGZYXJi2GpscPw/Qxr9ncb/aBaw/l/kPzozgGxeKMkwiHHzLPrX0WV4hK4h3m+TpYzmGBf4GU+Y9gVrsFzr/UZTMscLiYcUFLvhjdJq5VLQWPchJoOeeuxrFRzz43sO8NTG+kK789ABmU4TFgeTR8XgPeK+BnfALDiUSQ/gBdPxGgP4GQOD9vjDy87fJQ8fQZiteoBF0vw3IwafrFtVpcQ2vYpIko0UjUE7UcR7VSqGafqogKopL5q0iy5XRrCAmfV8BlplUzXEFc0goVhKSVa6CCy36ZuEhcYN4LysF5opxa7znEcdaJ4jxxNh5FGS1bZZFGnCbORJpwLtyICxTeL4UacZbW8rP1tThVU4lLVKLO8xA6XX4JpwSXL+M4LTNHLl7EPh64u44fxS4qCzsOH8a2A/uwbf8+bNq3B2t3b8eaHVuwZvtWrNq2BQvI6Gfz8J22cAkm8/Cd+MVcTCGDnj5nNiZTWfqIitE4HsbvffgxXnvzHbz/3kd46bkX8Mxfn8Hjf3ocf/nDn/Hmcy/hlb89j6f/8DhefOIZ/Pmhh/HHX/4aT/7+z3jpb8/hlaeew5N/eBTP/JF5n36ONwR/w8uPPo6XHvkzXv/z43jjscfxOsNv/OWveIXhF//0KN575jmMe/FljPvny3jn7yzz16fwPt2Pnn8BHz77D3z4/IsY/+obmExlbOLb72MGrWfzPpuCpdO/wIYFS7B37QYc2LAFp3fvR/nhE6g8dgoNZy5B0RoWhAd5qTwwiOxgOnKCmeiQU4Q+nXuipKgLuhZ1QrfiTuhJIalf154Y1m8YRg0e5bq9ulCoK+2L/j37oUtxBwqOOcjNzUWHlq89XH/rbfjWvT/EtTd/E8VFnaGoTZftOYqVMxZg2dRZtOzNwipaCxd//jkWUfFcQeV07ZwF2Lx4BTbOX4r5n36OBZOnYemU6dgwfyEO80CWrw3261mKb918Ix783r342V3fwU28oerSjgJqVgYK27ZFJ1pUO3fvjg7duiGNwmyYgvx50kKD3OzQHyOEF8dt21UUbO5Bm3uPux7y2K38hHRskHb5kvol5X/DceDWJ/XHpE4esJFoE5qa6nib0IQIb2C4tZCQ4IfFPWpwD1geExb3KUj7cdJ8jLwg6iIC8UtdNvmEGLXk4BbX8lhITUuj0pfp3niYlgmDlfl585HG+CzeQmTz5sHD+Lr6BtTX1yMm1mHup9raajQ2NpCHeJHA/KwaIfLnBt6IiBCnOPbqikr3h+KNLOcxWTfnIUQFI0LDRZiIkVdVVFzG/j273R+lVzC/l5bsFCpAHq/HVaoquAdPnjiBzes3YO3Kldi4bp2LtatXY/WKFVi9cgWNFuuwfu1arFy+DAsXzMcXM2Yw7wqsZ551xKJ587CEN7lrmH/z2vXYuWULdmzaTGzF3u07acXeR+HyFMrPX8blc+WoulSF+up6hGnhNWgUVDw/vKYXlvbwlNFIoHLkDwSQRIWmXXF7tMnNQxoVpdT0DKRlZiC/oC3aFRehUNC+GEVFRSgoKED7omKUdOyMrtwD3YnO7TujY3EXdC8pxcgRY5CWmo1G0naIt4IXq+JYv+kgli7aiHVr92PJkq2YNWMlJn48B++/9inefvZDvPePj/Dusx/ho398gg+e+QDvPfkW3n3iVXz099fwwXOv4D3ylE9efhWf81Z6wquvYc7YsVg6aSrWTp+HzV8swdbZi7F30SocW7sNF3cfQcOJ84icrkD8fA1yVSq6pBZiVI+B+P437sTVwwahb6/O6N+vJ91S9OvZhYaEzujUpT3ad26H9p0K0bawLQo6FFLALqRhoRjtO+ShbUEmcgqyUNA+H/lFOcjMzSCykJqZhGQiKS2IQEoQvtQEGDQKWF4TKW0y4MtMQ5ThSjuCKgqZe48cwWoqNTu27sTubbuwcfUGrFi0HNMmTXYF6RVLlmHDpk0Ad1hqUipWLl2GhIAXN9x8Ddp1LEBaTgZOUHmuqKnH0bJzWMgb/7nkz59NmcbbhkUwvT5YhNImqkmvVcSl6mpcrKqCTfpPp4EjKS2dAq+N42VlWEl620I+EqbAn5DkR4+eJfj+9++i2w179u7h+NJx9nIFZs5fgrhpYfDwwUhOSXL3jOX3wPB7YSUE4E9KQpB0lEq6SWuTjeSsTCRnkI7oT8/LQQbbzczLR067Io6D9EKFuEvPXujSi+jTG92okPSiYtuHvKvvVaPQ/5oxGEjFZvBNN2DwLTdgIG/K+996I/rS3+uma1F63VUouXokOo4aiiL2qXDYAAgKhvZDmwE9kdKjCxJ4G2cV5yPWJg2NXJuaoAflFnDBDuNcqB7Hyi9iZ9kxbD6wF+t2bsWyNaswe+4cTJs+DdNmTsd07r/JU6Zg4qRJ+IyKysSJn2HCp5/gk3FjSb/jMHvKVKxZvhqnTl9CxPGi0fajJuaDmZSNTj37Y/T1N+Pqm2+moj+Y4y6A4bOgaUgKBHxITAxAUfGI21FZajg8+0X+wv94JP3/CTj/+x+Zsk249ZC3id8m33fDLfEUIpt7IeFmH6Mc1yefV+b9ut+GQz7PD0i8YXmQmpWFlMwElnVgsWc+bcCgy+FCaQ19BZjp316lJGdztJZJAk8fcUUethnPMYDNEjxsGCaPA+vn5DIgr1tePhQUtHsgSeeaMznsAGEAtgbiKo4Yha+4thFn2Abj2QGbkDblsNFMb+60AaU0DPaHYwBlO0ga2Lgj4OSBvVJSB/2sAqwSmjOoGTAYb/CQMk0TJonCZCXNdSkopSB5AMWaWAvLuwvlugzjK9ALpViGHkXIq1Szj01BykVp6QrT6tjEAz/UFOYBHIK4ESolsZgETnVGAAAQAElEQVSNSDQGUVDCdMW6J+NmU5DGNcdoagMeU/ppwqCrDRPK5AgMtsP5kOY0M9MLxX+aEQI6kEfJByH9EYB5FCF5NMcNN6MC4M7Ql67DsAPOATsja9YKZvjyZRKJjV11wLEKnBZXyn0d4CI6Uh8kT5yfDLF9LWMhHK6DbWjEiRjHFiXijDM9JhLI6JLIiFPophEpZH6pCV6kk2lmJCcgIzmATPqzEv3ISgogi+GslADapCcQQbRJo5vGcJofbdJ9hJfwEF7kpHuQk+ZFbpoPuekBZLNMBg+UdCIzLRHZLcgkE8tISkBmYqAZQT8yWtrLSAwiMzkR6clJSKE/lXkEKcyTTKSwrwkBDwJkQgkCr4Wg14MEH8GxJDItMcEDv99CIGAhga6faQHmDfhNtJYJeE34CYsKlGkqeDlvlqVdV+hYce7kN1gxzm5Ucz2ICAmjiW6DgP46boJ6zq2gwXU1ajSVKaJKAZVcpyqlUMO1qQZwOergDK9NTzXZOBOO4xKvqS9x41+KO7gUieM84y7GmY/hiwyf4a1fGWn7OOn9cH0jDvPK/wityEdq63Cwuhp7yiuw4+Il+mtwgBa6ndWV2FZdgZ21VdhF/xZavbYLLl/AtvPnsPPieeyhArWNB6/86eFNx09gw5GjWE9r1Mo9+7By916sPXCI4SNYtfcAFu3YhQW0XM3dtBVfrN+IGavX4nNaMD+dvwgT5i3EJ1/MwSdUpD6iEvXmuE/wT173P/vyK/jjE3/Dw399Co8//w88+cIL+Otzz+PRJ/6Kvz/7HP72zHN47rln8dzTz+Aff38WT1Mhev6JJ/HWcy/g4zfextjXXsfbL/wTH73+Bj6j9W3Cex/gsw8+xKQPx2LCux/gnZdewbtMG08L3BeTp2DZgkVYsXQZli1egqWLF2LR/HlYsXgZ45ZjOYWQ5YuXY+nCZRRSN2HPzn0UVvbg0IHjOHb0NMpOnMORQycogO7CxhXrsZrl1nB8OzZuxoWykwhXVENR6DRDcaiIzR1nwCYfuVxRgbpQA2zSi9BGmIeFy2+obMSphMjhoegnmcBUChZpiS9tPdyvPKTiXF/hASQJ93VIYwI34H4wRIbAT9isR/Jq1mOQzzqklxDpoZqCUEVFOZWAOvLBRioiEYB05vF74fH5AOaPUqCPUumwwb4rAMqGQyjSrUG6t6igCE8IJAWQnJaCKA08Z8+eRiXrBRx4PB54iaRgEHk5ua4CmJOTBcs0wSrhpYDmY1tKKfj8PiRy33q512zOh1iM4zQUMSebdSDKh/RZ/shHPen33OkzOH/uvNtvpTQioSgVozj3bIACfRCOAuobGlBBGj9z5gwuX7pEy/ZZ7NqxE1tp5d66bTs2UmnYsG49VlGpWEZlYtGSJViwcAFmz5mLxbxlnL9wERYsWozFtPIuo7uK1thl9C+aNx8zKBBN+mQ8pk74DJM+/gSTPvkUn4//DB9/MBYfvPM+xr77Pm9B38dHb76Ld197C29SUX/jhZfx3utv4nUq7K//8xW8xpvRt195A68+8088/afH8P5Lr2HS+2PxOS33U6isTyamso0ZVILnU9ldu2gptqxagw3LV2Ld0uXYuHI1dtA6fHTfPpw/cRJV5y+jqaYOAdOHZF8SfNqHDCohxYWd0Sa7HXJz2qOoqBtvY4a6btfuA9Gt1xDeKA5ESekgCqQ9UdC+F7Lzu6Jth77Ib9cL7dv3R25eV6Qk5SM1tR2qK6PYt+sYdmzehx1bDuDE0QvYsmEvli9eh5lT5mH29Pmciyl4+7V38MbL72HS+OmYO2s+Phs/CV/MW4CwMtG130AU9+iJzn37ofOAgSjs3QcFffqisG8f5FEQbtOjFDm0yrehdbpN584o7NYdXXr3Q1HX7sjhjVceFa+ikhIUdOqEoi4lyC4sRB5vZTMLipCS2xbpzJNBJS2tqB2SaQDI6FiM9PaFSKMil1NUyHG2R0HH9mjTrh2yCwqQR8VOwllt8xBMTkZ+bhsUFrSDz/RgPg0R82ZOw7BBpbjnO9fh7juvxp9++yN0KMhGKs/BW667Dr27l+K60ddg6OCR0MqDYEIKz48kJCVnUoHMRXJmLuKWH3WUcevICzyBZKRwXXp0742Rw0fiBlrib7j+emSkZeDYoaPYt30HgqaDHt0LAFRj5LAS/Oju68hLLuPUkX2AYSPCfdgUDiEeicAhz7BpaLW5/2JUxKNEjH7Zj2Hmkd8/NYWaEKI/Eo1A9nTzNz5sbkMHtgJsAFHyCvmrXlE4lP8Ah0xHZAFYJrRlwfL54EtIQDApCclUclKo2KRSwcnIyUZWXi7a8CYwp10B2hYXo6hzJ8jvWTp174YuPXuga5+e6N6nN0r79UGPAf1d9BoyGANGDsfgq0ZhMG9whlLZGcbbmUH09xo6BKWDB6I7FaLOLNehZ0906tUTXfr0QUnv3lyz9rASgohpC/AkwJ+ShcIupRg2+lrcctttuOHGa3kL2Q85uZloCtXh7OkynDl5DHWVlzl9UZgcsWkAwsviTgw2+SpHTBnKwf96hJcK/mseKf4/4HBuW9tp9UtdrXW2FmVH3Jxumts3KcUQ+To/3ZfLBoHkFTjM54KVkM1D6Cw9vwjtOrWjouWFlzVaXGOPYZBOpQpmFOc/QCkFpZSbolSzq90QmgPN/pZP1sMXjrRKj8MCikwZUGTe7idAv6TbHIDDTjAbR8RP5pXDiQ5aH4dlhSBtKUNNxqEracr94CdfKMbyIGJWN1VxcJLMSvk6hAi2Nmxq9E4L2EFIO0opaK2pcBiQw0hgkhoMQ0MTra7SivkV+AGALpof1k7ywZeQWKVker7Ko5SCUkqSXNji1wa0YcK0LBg8GMVvc85ivP2IRWLuARqi0BbmBo6KEhK3EePGFsTpt90Fdtx6TdOEZZkwPQYs6bvSgMyt5JEW2XdmFN9XYB+UUlx8BYPjlHELxK+Uwv+Xx2FmNsdZdwg2DSkvYD8gYIb/5yv5BAqK/XfBdQH9YB0OFOdYAYwzpb+GAQ/H7PWaFL4N+D2aAjfBNE8LqKfAJF0YpA+KWySTGGuJQZNperzM6zfhCxB+A16ZO/IPi8zW8jjweBU8fgVvQMOfwPqDBhISTRdJiRZSkzxIT/QiQxD0IzMxgJykBCIRuVQ48lJS0JaMsSA9DYXp6SjMSENRBt30VBQR7dOSUZyWgvaCdLpEMdExIwUdM1PRkXk6MNyB4faC9EQUpSWifXoSOhDtMxJRnMm4jCDa03XD6UHmSUC7tADb9iM/1Y+81ADyUgLsE/1UxnLZ39xkH/IFKX7kM29eWgJyBcybk+xHtihqzJvJcWUl+pGTGEQ2xyZok5KAbCpd6ckJSGacIIlukPn8QR98iR74gxYCCRYSAxaSBT4TKT4DaUQG10uQ5bWQ5fMgU1xC3DSmBQkPoT0mHA9XjYhTOI5xfZthIMq4sMAyEBaQ5lvdEOmiiWggDTQSoRaE6cZMjQiVq1ALmujWa6CW9FHNQ7SKFCa4zEP0dKgBJxrriHocbajDodpq7K2swA4KtLtp2d5Hd//li9hJIXdn2QlsO3YM28qOY/epU9hD7KditP/sGde/u+wUdlMJ2HPyFPafOoNjFEIPHDuCnUcOYTtvnXadKsPOMyexnQfT1rIybDp6FJuZtvXwIWyhQLdx926spqC6nALeagqtK3bvxLxNGzB7/VrM3bgeCzZtxMINGzBvHcNr1uGLlWswecFSfDptNj6mwPgRFZ5xH47Dpx9/hs9pJV5CZabs9CmEaQSJKQX58XCMG1h+JyF8xeathMOD0CGvBPmzsA9OFQwAzA4FgNPGT3C/c8+zLD0SgCN+pojTCrI18l6wnILm/tWGQZ5j0K8gNwVyc9BAq6zcHrA2typXiHH5nAMWhMW97vf74aNy4PV5oViHwwTL40WQSkUwmMg2bFy+fBkXzl9wXbnFAB/TNCHlwCcpMQntKPwlUniRdkXJ8lP58JoWgoEE5NDin9mmDSyvFzU11ZB+WdpAEtvwMZ+yFYUsB6GGJjTU1aORSnSMirVNRcxkHUppQIGHbJB99kDqr+fNyflz51Ah38GnItU8RodzqGAqRddxv/5i2oCHk0b2Aw9nwct6vEwXmKxUMU3Wx+G8ODKpccDgmWiyBoswHAWyNjhyXoTCiPH8kL6FqeTVyl9Lu1iOi2fP4/IZ4vRZ1DNcf7ECNecuopzh00fLcGTPIRyjwi5/yOIArfEHtu7C3k3bsX3tBvdrR/JD78UU3pfOXYglsxdgMW9A5039AtM/nYLPSGPvv/YGnv/b03jx6b9T0XkJ71PJef/Nt/H+G28Qb+H5Z57By1TQX6dyP2n8BMzkjd4CGgBmz5qL9Rs2Y8uWXVizbhM2bNqG/fuPYf2ardi0bidOH7uMk0cusn+nkGBlIsWXhyRvDpJ8bVDScQAG9b8WvXuOQI/SISjp1AdDBo3BsKHXYtjwMbj2+pswfNQ16D94GDqV9EC3Hn1R3KkrCjt2QQmVjO59+qNHvwHoOYAYNBjd+vZF6YABaN+tO4pLulJ47YYOXbqiuH1HlJR0R2mP3ujarSe68razeymFULqlPfu6dffqP5DW7aHo2L0HcgraUQBuj6Gjx+CG276BUWOuRf8hQ9G9Vx90pqLQqbQHirt2Q7G0060bCrtSwenaicJtV3QuLUFO2xwkktf26F2K3bu34tm/PIrPx76N8lMH4EcD+nQrwqDeJSjlLU33LoXoS3/v0i4I1VUiQp41QATtLlSM2rVFaa9SXHfT9RhAQbp9p2J07lyMbt06oE1WCnwqjlDNJRw7sBvbt6zF9h3rUV13FqWlubj7jpG4pn8x2iaEcXbbCnzw9z9j0kdvQ/Oc9CUGSJWApTUs0p92HMjtoAIfyh5xUTwov4iiHqVyEmPYJm+J8xZTIMqHC8ZLmvCCK2FT3omTR9k0yDoC7g+HdO+wbtkHMe6DGHn1lWVE0RGaj1K5kfZt7gWHdUDKM7+UJZNiB7kLubeUUtCGAYM8wvJ4IIqNJYaPBPKaYALPsyCRiADP9MS0VCSmpSOZ53hyViasxETETA8cjw/epGTkUOHpQEW0uLAAhbk5SKYR8fKFM9i3ezuOHd6P+prL8GsHKX7LdTXnAcJjNRAnn7Vhc9fDfRz38+sfEvd1SOjref5PISkmYGayFHc6vuLbLQmSRkiiO2fiF0gBcQkp47h9Zr95hjrsvc10vixmcEwehOIGkrLz0KV3H+RSUTaU7dKLw/FGYzQ00WVV/8/XkUqZS5MG2CS+hIj2LhTYPGBzQSWPFHDcyhU7wxm2mzM4rChOZm3TsuRIOk83rQ0oumANbpxiGZK2TIWtNBwWBeMU/dp1FRQHrNgbxQFRsgQjmoF/faQ3NrOQWyMGcLMBNreLDYPdMqQ+gMWlToGGtKEhfkU/YDCj1grMiisfhwGB1CywGQYUAN0CjoOdVwwr9l1p1s26TI8FLw/TAA9B17PLIgAAEABJREFUH68qfYEA/ISPcaZpweEGk00U5waM0urXSItBQ1MjGsNNvBUJIxzh4cJ4h3OolIJpmPC40FxcA4bW0IzXUDAIk9Bs32CcHHgSFkga+DhcE8V+0vv/+XVYN9gK6LIatAL/5XE498BXsyXZ2C06igCUanZxxSMxNplIhDdGUR72wqziZDw2xx/nBo6TqcVIzLFYGHFeazugeUdFueYkcG5yh0yIGh0050wzbAgoCGgyJYNzbJIOTbbHmYdF+jApfFks7zEi8OgwtN3ILjdA2fX013O0DTCcRqIOFuPMeAPMWB3MaDXMUAV0/WWiHEZDOaymSlihKnjC1fBGauBn3gAaEVBNCCCMBBVBIhFEFIkOIS7pNJF9SBS/iiHJiCPZsAlxo3SjSDG/QqonjjSPjVQXDtJ8Chk+jUwK/1kJXmRTMchNtqh0mISFvCQLuUETbahYZQkCBrL8JsPMQwtyIRWcwowkFKQH0JZKTL4oKik+5BNtibw0P+RWKI/p+ZlBFGQlEslol5VMN4luIgqz6GYnozA7CQUuEtGW+doyroC40m3LQ7CQZYupVLVPT0BH3jJ1pDLUgehIBakz3S7sQ5fUBJRQAepChUpQ0uJ2YlonxneScHIAJcnMR3TjWLom+dElkUjwoTOthK3oyMOhAxWgIio7+VRuck2FHEuhgOFCKkxtvQZyPQayLY1UpqUYCkGtuK/IPRTJgeEmC6gnakyg0nRQZQDy9bly5aCCcG+VmLeJ5cJEI2m7EQohuhIWN0J/lIgz3WGdNtsSxOmPawB0bbqKdTvMJ3mjCqQch1REME0UqbChEWbeOtZTzvTLlolGKoaNiQHUey1InhDpnBdXsIUXGOw0tLtf5dCIk+fYAh7SNuHQDwfsLSvjp/AIuBEOPwmm4b89UoS52F03B3ND6paA8Ljk5GR4PR5X+Yhz/2n2m9khgrL88FpuOySvYVgI8mBP4YHvI680yDdNQpsG2CUaCTzweLyoralBU2MD0tPTkMXrfR/jDDbOqUGce18EGZM8MS05Bek0DPi8XhhSAcfpMUxI2OP1IDUzA2lZmdBsVzO/yTlU7FiEwlMT+W+YVts4+Y5pGjR+EOIaCh4C5EFx8iBw3ZWyoTSgDVAJ0fBSSdaSR3EGFT/4OoSN5rDBNdNsT9M1CJN5JLumqw0Nac9iWybrMQxWyldogroHHOaRemy6imOROTPoekwTfo8HSVSagh6LfdFcdweWW5+GoRWVHw2vyTnUFuMtGIYXHrMZJuuwTBMe6+uwPCZMrwmD8abHoGtAacPth/y/UPW8zZev8clXfSqo9FQ2NqKS59Yluqdqq3GAivnuE8excfcubNy+FTsP7MMC97ZnPlavWoXVVHRmzpiJpby9+2LmHHzAm5dPJ0zGp+M/x9tvvY8Px43HuI8n4H3ezvzx4T/ir088Afnz2+/yxvKDN97C2y+/iqksM/2Tz/DRyy/jpccew9wJn2Hh51OwYOIkLKfCs3TSZEzlbdDccZ9i+eTp2Dp/KXYvWolTG3chduoSag+eQBVRXXYGNecvoraqGk1UOEP1TQg1Nrk0JTcSif4EpCWmIDU5Famp6Sgu7oDC4vbIzW+LgvwCpFIpzs3MQtdOndGntCe6UDjtxluS3j17oE+fXujVuwe6dOmIzrwB6VbSBT1Lu6EblRADNsINtUhPCqI/lY/Bg/ugquo8PvzwLfz+1/fj1/f/Es8/+Tg+fONVbFm9FHbDJXjtWnQrykS7DO6r2rMwwpcRrj6DqrNHYPMMCtWcx7mje1B1/jD8qhaxxrO4eGYnz7DLSE8Mo02ag94dUtG9jQ/1B7bgi38+jw/++Gc898Bv8AEVyBrSdkm/XkhMDEKFQlA8P22exXEqGHHeDto8Wx3uJ5AvGEpTJjFgkX4Mw4DWBpRSaH1cr7tPHEisy1soOIhfM0Y5SrYRQGVD6lMOGGYc08A08HGYJoiTf4gC4rr0xyknSPgrRMlnIi2IUgyI0S+I04274TD7L1+xFFdkjEgkxtvM5rwuG2T7bBIxju8Sb+lP8cZT+FGb/DzIzcyFixdx+NBB7Nmxg7fTa7BmxTLs2roJ9by5T+NNak5mJlKSksgnDDiUWaKUU2LxCER2sZXD1W6GNONA/klroA9Mg+tKGmTiBFDNGf7//ck1gID1umsiruCKuOZ46WMLeKY40kt2SSnNzgpMxOFBXHuR1bYAnbp1gjfBg4ZwI9DCGx2OSuq6Emh5rowTv0RTb2PdbEQCMhkC8bvQCq3zIvThkDMKAM145WaRBm0hEC6iRGh21iBxmtqQXOA6QAiK/YKUUByUYqDZzxJfeuhn/QCJmjmlXW0oCPNWLWGlxKdBB25/IDUBdBimnwkSL2GJdNgDhxEyJuknxMM8IBT+/ZFkNx+TxG+L62akh6/EuXAc2Lbjjote9lHDtCyYsjF1s9/n8zUrH3S1wT4bBkQLNzxeWiYdNHIzNIajkB+tN5AJ1tPqVl/XQEYYQozxtgjR7LtHaQrPGiYUZwaQQ8xkGx6pT0C/RRgckyxqnGsR42YV1+EukzgX+PrjjoNRzS7njvU7bI9RfB04TODrThkj+EqIDl+3PmZodkk/TGr208MSinmkP5p9AuvVHMNXUIwBJE3GYjCPBsMsqtm+ZqoLBRgKzOe4rvhNfngsDb/XgN9jwGcSHLtP0UUrTPhg8irQgE/RzzQv26AMD4s0apFReLlZxGLh0w48hFfb8Bk2/IYDL+HRcXhUjPMepwUzRmZOUGkwW2BQoRBohjUiTCfsKAwqSSoeJhMPA7EQHAHDIFQ8BE1Xk0FJPhcOy1EhMSjkGFw3gRZXwowXpUn654L9k355pW+G9M1mezHWGaXyRLBexcNE0TWo6FhUbgyyC4ftOpEGqGgjwT5ECfZL0UW0yY1TX7oRaB44BhU5i33Q7piiUBwX2HdlhwFCc/xKxq5j3M1RxDkOh2Fxbfo5AVw3Gyb7THmGwg7g9Sj4uHZcNlicY4vz7mE/vYSf/QxwTQJchwTGJxpAEgX/FBNI8Sqk8lYrw6ORyXXP8prIZiVZPgNZVMay/AYyeduVxRuaNile5KT6kJ/qaQbD+UQB49pR4SqkW0RFq1MLOid70Z63OkUJJjpSYetMtwNvwYqp1LVP8aCQbmGSgXbsUCHj234JE/lU9gpcmGiXZKIwxUJhGsuk+1BIFGX4UZQRoN/PmysfCtJ8yEv1Ipf1iqKYQ0Uxj20WJGjksf5cttOG7aVzHEkBDxKoLAW9FhI9JufPgBXwIalNJhIzUuFP9CNAIcZDSx4sD9dAw+beQQuENzUrHg5cP4UKCTtwII98cvvCBSMkTOe/v8yguIcV+I97ScqJcqOUgsX2TcIgL9LciyZ5oMfjg/gjFGRE6WBxhpULP40xyckp8Pn88FBhCFLwCSYmIsBbCh95pZfCdTO8zOOD/K7Dy3w1dbWopkLi/l6jqQl1NbVorG9AWkoyOlE4zErPgKE0LNOCh5A+WqYX6RnZyMlrC8vrp4EnikYKmnIjo9l3k/31Wha8lsVbkgCS2A+5DZH2pQ7N+YyI4E3eXFtdg4baejjcn36f1xXY0lJTkJ6ajARaVU0qEXHNXcEDL6KAKDsQIWKE+AXij5Enx7gOtoAT47qc1yjDYeYN0fAS5uEvX5lzv6rCOKmngWtYy/3dwH0Z4YrHNSBCUpRthpiniai3HTSwzrC2EDU9iBgeNGkTjRxnA8dby3orqWhVkbeIEt3IOhoNhQa6DSZdrmFzXqARZGGsW5kmBAbrMbTBXmruWA1lWdBcF+2xIOtoWSYczXil4aHfYjlbAcpgfvLgGONt1qHYt4hjoIlz28S+hlzXQT3n9UJtHc5X1+IsFYNLXOuzFVU4du4CDvAW5+iZszh29iJOnL2AnXsPYvuuA9i4dSdWr16Hdes2YuOWbVi1ajXWrViJBbPmYNHMLzBz4kSMe/NNzJwwCXOmTMUsujM/+xzTP5vs/jB54sfj6f8c0z79jNb/sZg2/lMXX0yaiIkffoB3XnkZk8d/guUL5mPpnC8wd9oUTPzoQ0z88D3eDH2CDRRID+3aibIDB1C2fz/OHzmCSydOoOHSJTgN9QhXVcLiLUCq0DXXzW6oht1Yi6DH4E1OP9x++w24486bcPVVg1FQ0AYN1ZewdfUyTHzvTYx940XM/Gwcb6KmYuIHb2H5FzNwfOd2nNq9A2tmTseRjevQwFvaY9u2YvGUydiyfClOUVjetHwJZk/6FB+++hKefvQxPPX4c3h/3BQs37kXF5RC0ZBBGH7H7eg9YgSS0rLJ2w0YccWzEfBywUzKHSblBzPmwGLYy/XxkD4twiQsaBgAFNdOsz6lFJQiQCjATSCVkBxhs6zNfLbrKsYqUi54XrRCuWGbeSS/w3xg/Yq04rr0iytw6Heg3DokXzMARhDN8WC6wHEYxbrEVUpBKcUIQHihzf3nMEH4V5h7u6qiEhEqKl7yI6+ffItth3nLKDeL1bU1qKuvY3lNPpKJrOw2CCQksgmDSgtPPMoTrqxFmSJG+o1xrePcp9KGMFdpx+HgJCztSVjiFdvHFY/ES/q/wnEHd0XG/6NX6uMUuKXFlTa/LNrStuT5Mk48kvFKSByhoADu17htubceVkIy2hQVIi0nDXHFAporo5mRXhmX4Mv2GMcU95X2WtFIo4UUaU5wP7/6UIoNSqOEQ4BhKQjHJm0pBpsho7PJLOVgU1xsgwRikkFpYTLQzAt+Oi4Uq1cOGKcYBiQMLrSiR5FpoeVxmKKUglKKMYouCHFZH5kYOBHqazChwDRuCaXoZ/uK9SmlwAQ44NyJV/OD/v/2/sdUKdxaQPwtCydRjlTeUkgcxbAhYLsmmbhAKYlVMMmI/WRACf6Ae9BpViDKhWvx5wEdCkXRUB9CfV0TrTFhRKmYxEnYDjcK5TdYnFuLipm4Xs6ZR8AxWnQNtqmUAggHHCtH3Eq0jEUrmOS+DsfwFZifdTsuxN8K1uBcCYlvDruVfPkhm55pX4av9Ci2rQkDmuslMOia0PCw7x730LJ4cFG48pqwGDZNC4ahoTkusE+KYwY0lDL4aXCFW8FauNaaSkYzJL65nGYuk+1YTPdoH3ymn3PugZd1C/xsx++14KPr4wHqaYHJsGmZ0NK+0IrieLVNTT8OmzQeI5uMg34KyewalFKQf2j9VPSxjCJYBQwDMDRpn2HN+pgdktbsSl4ASl73QzxQGpA4bhK2ZsNRbJHKRlxgsG0Sg204iLEPEQoRMWF4wvi4L2MsESPNRF3EEWF6mBbiJqEvMtcYlYoYw8JoI6EIIqS5KN1YUwzRxihiDaQ70l+ktgmCWF0YsboI4g1R2MzjNMbghIimKOJNEcRYJk7mLf54I8MNEUSZN8J6BDGJa4EtedlePBQnbccRicYR5QEXF3AMYrxwOA4BOMcOhSNQmYG4VGaUgGFNhVBzLgyui+a8Ks6DQEuYoGPZVOoAABAASURBVC4Kk5Nvmhpey4Cfrp9hHyfWw0PAJAzSNS9DKCBpBPwmkgIWUnwWskgTOT4Pcui2IU3k8Ko+L+BHftCP3KQAcoisBC+yeduSnRhAFpGZ6EdWkg/ZyQG0SUlAbmoQuSlBZFMxyAomIDMYRAZvPzNo4c8MBpBOITUt6ENaohfpSV5kJHmQHjSRLsoTkcP43EQf25B4L1LYt6BlUFjRrhJs07rm4SAtQ5GnKMjYlcwDQD/DABTkccBhNoNB4SMSBlMdEi+ngTTNfUu/YpzE4388imlaKWh6lFKQ+mTN4qSxKG8QFOfXx4NblIhk3kJ4vF6wB3CEIbEMWh43L2k1Iz0d2RlZSOJBHqAV3+fxcNdqGKwnndbmFN6MKAo+mv2TMhUXL6Di0kUK/3WQtv1SP2kHpHUPy5pcL7lNrq6uxsULF1BDoVUxPdEXQCaVkiDXwdAGDG5K6U6EdC/7wDBM+Lx+GokS4KXCJHkCgUQEAkHXSlp+6TIuXyxHdWU15IfsYRqFHBjw+vwIss5EKiuBgI+0ZJLuFLQGFKENuOtjkv4swuNCwTIVDK6X7G/Ja8g6GsyrAa05WS1pku7IPhCQrh2tYCsCfFhQkwYUIV+xC/GMCLOozXhbaTiE7Wjuf4DbDFEbbllHAYr1SHqMBBDh3IUpaApC3IMh7r8I14Y7nPmBuFLccTbphJWDhQnHcRAX4YpwKGjZRJyQbmvIittgcywLOGxLcdymZcCwNGgpgYxRc7yKQZP70uT4PYaBJJ8Pidx7HiaYhFIKYLpBKKYbJhUbIq5NwLRgeExow0AM7Cf7ZdAvxBli/+MaiLpQaJC5oT/GuYkpoJF9lW8cRGjlj/DWK9TQgNrKKlw8fwHnz57HmVNncObkaVw4cw4XTp/GqaPHcOzAERzcvR8HKLzLX8vas2kbdqzdiA1LVlDIn4bPPvwEMz6ZiOnjJmCGfA3y/XGY8M67+Oy9D/HmS6/h3VffwOQPPsY0ps+dMgNTecPzyetvYuJb72LhhM+xfeFSHNqwBVVUqqKNYdRU1bM/l3GQ7e7asRs7t+/EiqXLMGvq55g/g0rE/FlYOnsGZk4Yj+Xz5mPb+o3Yt20Xjuw7iovnqrgKfmS37YgeQ0ZixG23YNSd38DA665D1/4DkNkmH4oTUX+pCtGaJqhwHA5hxADTBiwSiRkHNAlHyRpTDnHCMSi6BveTQZpRtkPydLjABP2y4IrlwHJO3CHLtiEKukMDlriKa6LZKxeOA4P+r0HibMCga3I9Ta6nxfUyST8m6YAkAlOB0DCUdl2hEfFrrWTZYQDQhMRbhgkXpgFTa/oNWPR7BaQTSxtsS7uGiwsXLqKysgKhSIjKRBzBpEQUFLVDhy6d0JG3VsWduiCvXTEysvPgp9ANwwNbWbDZmgxdkz49lgUPXYt9seia7LPiWEDaa4WEZXtrgCWbQS9kPwk4mRL8OhwGpZ7/AsVkF0yXeqUNVsjZZcIVb3P9bIH5roj+0uumSxrbU5x7F/R/mYE9dihPOY4HceVFAvlpZkEOPAlcKfImU4Pz71DGswlxm6GkAgecAlt87BoDrg+skZ7WhltdRvHVUIrLKWA2x1aQEX1ZVDlQinEghOjoOnQVCUMTjIVSqrlDLCiTwiJw48HHdvjhQDGS2egyhUSiCE2Iq6CguZhKiQ8MNcMBSPiMo0dJmw494KMAwzRgkRBMjwXDhQnFOFbk9p9dcd2WEizU+ip6WkEvX8njgvXL3HBLMdYt7lYjPofjsElgNjckHBtKKSjmknCcQp4wZYfpWuIV51RrpipmdWCzXjC34hwbmluRjYV4INbzBqSRAp0IZpJH6hOipbzJhQUg9RFKNjnbd/vGusRl6n99WT0kj7iSiUUYBuE0g5FuOhNa8zDKHavES18E4heIX8BuQNz/BCmvWirjFEBzMCYjZTw2D7oYBZc43TjnTyDzZreMCWBmF2RZjkZcQDqUgzTKPFGWkcMzyg7w/ESM7XBawGVgf4A4I2JkoDEWsGMK8biGuFGe0uEmGxFBmK6EXZd+5o2zvjjrd/sBQBsa2mvC8Bkw6JoeA6a3BfQLzRkm0w2m/yeYBjQHrpSGIgAFEEopzgfr1s0wTEXa1TC5kw1DwSQ0y2lOIFeI6yCfcdh2jGO06YKuw70Aly40+0zuCYdjtnmYODwsHNKgxMUpWMSogMR4mNj02xyjuDJWh/Nky7gjccRZLh6yIQqCC8bFCImPst4I0yOsNypxAtZvs06h83iMffsS7F/EASUXF0602a9iAHUpkF8RCkopyBjp0A9AcUykP/ARx+GYhK5cazEjYpyFGOdDEGdennWMYWa+ktchTUh+WTubfXH7xP6CfdTMqQjJ4wihaPAAURALdYgNN7K+JvKTMDQidCOcFw6PdMdSbFvqFbqIsE9RzmGURCdhh3kZxfWw2UwMUVHw2F6UtB0jbdvsm812IYM0NLRFWvFS0PbQNQ0KvISlIbdAJuIwVBSW6VApMuD3angpERhUwBRvnjTTHd44xUkDcbbhSMNSrwCQVggHsj+bYUMxHi3p4tWKA2/pM+i6kIT/ExQUaVIp1qGU26DNDReTsbI/YJyHSoEmPwOXXKp06DbDQZgCXxNvLKQPfioFASplHtPivoxTIY0iRL7ncI/7/QmcF69bv9eykBxMhMP6bdJwCv1B3pBIXfJVCbFa1lRXo7KiAlVVFai4XI6qy5fRUFVNVKGJlkuPod2bCfYY7g/Kz5xB+aUKCH9QWkNuZ+p4gxKitdM0DASoKJpsN8T2ZD3jHJ/Md5zrLm6Ma2yzP4p0ZHGsXq6prwVBj4UEL8FwwDSRQAS5zgmEn/3wS/30i0KZTBpIJk9JZn653RIkSRyRxPIJFvtiagQthWTmS/IZCJImEukmeDQVa4UA8yS5aV4EPR62pxEgLwkaCglsL9EwEWSbiYaFJNODZLop4hJB9k36F9AmPFAUyEAoCqEE103W0HFIvQSXHcKLZMyKdA3ewDjRCMS1qRBrzo3c2jpR7iDC4JyZhObNKXhTavM21qZfaNggExDjgcn+kWQQ5nzGuXejrDdCN8Z5jdMfJ+GIK/H0QjO/xAlVx9lfh+EYOxZmR0MAQkqjieFGVtrINPlLiiGGQzxwGrnbo/RLGZtzKv4Y422uhc2wFl7OedeWATBMFsl9xEqVA+E1YJ2G1pwDAwbn1DQMeEwTFl3LMiA0YDIdfCLkjWHSDokacdJ8DW/NqmsaUH65ElXlVbh0rhKXzlbg/KnLOHHgJPZvO4ht63Zi47od2Ll1L3Zs3UN3D/bs2Id9vN0pO1aGg/uPYevWfdi+dRe2b9uB7dt3YfWa9VjPG59tGzdhF7Fj3SZsXrIKG+ctwfo5C7Fo0jTM+XQS5k+cggWTpmLepCnYQCVmL5Wn/Zs24+DWHTi+/yCVK+LwIZw+eZKK9kVUcS/VUiFrqK2lIbQeTdwbEcolZHAunXiVAa8yCXE1XQ0f94GfdCSuFwo+aAQ4N7IHAqRlgY/z5WWczzRIo+aX8DPs43p5uT5eDdbnEHTF/yUYRz/JHhbX2yJNmqQRTV6oCC08kqqo8EoTcdKxwx7YPB9JKW4+GwZdg7QVqq/HpfPneXNawzWOo6a2GtVEKNyEOt6uNjU2QHO9U1NTkJ+fh6yMTCTwttZnWQhQQQ7S+BSkEcrvMeC3NBLoBr0GEtm5oAcI0A0wnMB9KQi4PMHj7k8/67A4B4ZWYBNs34HNPjk0boJjckFaBceI//E4siFa0q/0t0R95UgjX4W+5vuqnGK8glQpYICvwx4QUt4GSdlGxNbwJqUir0MH5Bdmwf0NTjhEfhHhPEehaRTU3C8C6b/D8TSPjfWwYodgxczHT80A87KgA8UwwNX9musGvuyUzcrcCpRbNSQs559kkHrg1iJ1MIN0WiaRZSRdc4KlPc0hcZiQGsAFECiDZSS/gHUoJeXBJMW+SVZ2nuUV+8uQ+yo22AxAKeZTGtqwoLgBFDeC4ubQApgAWD/huIdts785TjGt+f3K1xxunhHpKcFyEhYAzOkAMrR41EZULMpkNu4wuUgxCiVymEVpLXDIwUTQCzWF0NTQSAGYGRT7yTqUUvxkNY5DAcemdYog441zQt05ZhPSDEfOphxuK4f5CKa3LqgtZTkv4kqZ/waZ/9Y0m2OxWbGUaYXDztstEL/jboQ4QLc5bLtrHWMegU1X4sGecUT8FB+4ss1g1/myEaYIIRpcK5l1xbG7OdhncKwO58oW8OCyGbY5X6yaZVUz2FcOkW2DcqyDCFto/jqCzY1gI8zDLcQDLULmEyNjcciAHPY5TotLjAejrE0kHEWUAmgk4lDIYD3iyrqx3SgFVEGE1jCB+GOcHOk5oNiug+a5Zq8ZKX1x+OGwk4IW4sS/PkopKNK24mGkSYva4JrTD9aplAKgoZSAPgWGHCjOgeYcGGxfXM254F4G5VAXEm84cJm/n8zNshQ0D0+lAYHB9mSuFedI1hvs45d+xolfgeOgHxTwwHZk7h2248g8Sy+UYpIG9TQw2kWMayWCQZz9i1MBEZqPcd5i9Mc4rxJnM+xwPknEUHSlTtvh3LG/zfRBv7Trti99gLsX4uyDI/nEZTtug1xH0O+w/5B4CO3FEWP7Ma63TVdqk/E5zGezbYH0I849J7A5jwr8ZyhQZ4UyNFwBwWfB4oGguRaa82Vw7mCQJuhGeGCFSUdCS1HSUIRthal9hDjGEGkownabw1GESFsRCp+SFnH3fxTSB7f/HA8E7Ju4SvyEwTk2CV5cQW5fLPZbsb8cGMnIhsNxx4kYaTHc2IQ4hTuD5ZgAoR/DZEeVwyZi4NCglOKKEXSV4lgB1gN3cmXuHCnLeK01p9FxZ1/8LIjm3Mz7P152FUImDusA5wqsR5OWDcuCNixEOcdNFNajnAeTQq/l9XJ/RRDhYSRFTArAJuffYFkJS/+V0lRAwohzbry8bbAoAAsN1dfW02J7HsePHMFlWiKbeCVfT8FHcf3btGmDtgUFSJabECjUUZk4f+4CyikgVVaV4+zpk7h08Txszp2ft1Qhtn/q1EmUl1/i1MbgD/iQwBso0zSZx0aU81pXV4PLvEWprqpEY0M9lZ5GN02xfwEqHtlsMyM9DT6OyeCYleKMKSBOmmiipVx+sB6m1TxOoVn2nI/CaoAQt1WI4vaErJ+ceQZnX8JezomPworFgGHEYXCDW3T9JiiICRR8TPNRAhOBJpFCbSLzJzDdTxr1cv0F1D2QwPhkCjiieIjAk2DBrSOBZBJgnQGarxNMh4qLiWSfl/Ahye9FotdknIFEEQjpT2AdAbp+ClBe9s9DeLluCaaBAPP4yGu8TJN+u/00QKFSQ/L//4g78yfLjiq/f09m3uW9V1WtVmtlscAwIBizCAaDg5if7P9uPDExLGHPhK2IcTgcthHYA5JAEmjDEloQyAi0L0gtCS29d1e97d5Mf06+eqVuIcaMI2zmKH7XAAAQAElEQVTfft+X28mTJ885eW7mvVXV0zbJ+3bI1+DYLldCxob107OeemW1rOMJaR/IW66bygZ9YA3hmTJ8Ac2qwU9axm1DULRImymie4ev4QGewg4jvAZ4r/DvJVjJiFdW7w8j9lsF08LrTZozzgH8l6RL5LqE/S4hD9bWviT/UbN6WAlBB9hv3gQtIvWMsQDeb6RtCe0B6/8Af7xEeo64cB6/HwK0rIOzrNkDxvDxVoyTkcHzl/DJjD3jJCqipAxvQ58DOl6CRcd4tA/M22LAX7N8milGX/bMzLh3ZUXKCVsMIWrBohwsMlrQnLfQp88u9c6pA50+c0lvnbqgV954Wy/y9ua1N9/UKydf129efEVPPvO8fvPsc3riiSf16M8e0SMPP6qHfvqQHrr/AT1w333yP/frf2nt7h/eqR/dcYd+eMft+uHtPwC360d33qm77/6RfnL33XrwJ/fqkQd+ql/Q/6nHfqGnObw8C8/nn3xKL//6N3qVMU6+8KLeePkVvfXb1/Quh/wzbPLPvvu2Lp45pf3zZ7Rkc7+e76usljLu04H7d2LS7icdeu6xcR8k96UJOpkw9wlrd+op8+/RbYttW+zT4AeNjUr4lT+8wR3l8HyDHSq4R3q7iO3DYq6z/iYTmVbkC7Y8ONjX+XNn9NYbr+uV55/XUz9/Qg/fey+HwYf0+ksv6Oxbb+jiu29pdf608sEF5f3zKvsXlVZzzc+8o1eff1rP+S+f/+ZXOvnSc3r35Cs697uT9HlT+7SvLpyl3yURGGX4ZZuSmtQwUxEHB2X802N1waJyQCMHvqY/AKYGaVFtJ/FumzoJ9+bL5CwKHlSBTuX5Ii6UV/NO44DciWnxT5WlliGGGRRqWtd0ULd3ta7/+Cf0J5/7XH1DZKyDiO0MGwZoMQ2cnQt+jG2EjRwZ+5QqoARNqUQGHXZGKQJecqhehW8XxJUzYqSRhVtQlOhpCkrcOETe5bRi5ConHV0mdMLWwwkQzA4FoVoQy1jUDuFQIi8WlCwIVgqkOrxsIwjMyPDUTzZIthaPTmFTZGYVmT4FHkXIQZ5K6Mh7WSZ9IPSBlztCoaWK7hnyIq3ljCg4xYDifeOxZPOx5inHyGbCdVVog5QezJjAtKbdDyNeH5hniFExME/k2W7wRL62VcuIAYQ9auLD6ujyaRwVNhm30R8E9ioOBEcsZb7IarMxzKSOzWz9W9hJEBzxY/QMxoqMOzkKliyQbQBLWjeybiRSld1FNW9BGZ4n7ipgqxBMFZ73hjqeKxV+2lxUVf7e3Wu87LI7RpQ2AE+J7SxgaWCOI7IXJFNAFpDhjfrZbAgUAjtgGPbGNT8iuOuhoPuCLCMDOc+BJ97O33nDVrg9KBphNtZxhd4OQZ+yFdL5FFNm4DySwtDpM2lmXNV21Xn5PCqYmMsx0A8yjchRQlAhYBoIVphO9p7odJvCifpIu6PhJtZw00zoNXKDDyz0QFuABinqeC4i6pErywNuYS7VLxCuOGgcEXIk7zKPVa6sKpOQGQkyslVQdkkqLEJjANaubwaqvuL8CEpjBXy8XPmTJ83bMvrMFUJvWXRnJAnxq9yQbVL4ZGTzfhnZYQF9Ua59iwq23CKzDuva5IHAAOHayw5iWKavz93g5cEyMWALGpAY3sdFbVUOHzvDl89mctnkeYYUbFXIZDDyVmfNIaLGADYhI3FhZLzM5iQzZmGsQtwq3PyEMxmdcU9FZhqwO+ZShHGiHIO3CDL8jbKIjSFxo4oNOjaJ9lLtIGXsXYAoO4qJWWR0gQWwX6De30L0fU+96hqpNNBpC2z5QZ9C5eWwYDLGdh8ZmNNWpw0HiJ63FEs2/Gd467Dghu5ShGhqu8TbhqmOX32iIjVJKw5tB5cOdOn8RS0PFmCpOU9VD9jQn+ftxbmzZ3Xx3Hm98dpJPfubp/XKSy/pzKnTOnvmtF5/7bX6tNI3FsdmU43w8idv11x3jW76+Mf1CZ7GfRIcv/q4ImOtORiIifrblcgNPzVR00mvhGyZA8iAndx+ZkFmpiWbIY97exxyrr/hQ/Ifp4px0+ZzwuDYfQTcf/Ajw67RsrpQVA8GaLkh/rCXpM7Up6AONPBoST3fJrHxKOoa+rDTmnTQ1VRs5k2d0yFfz5qeuLzMww8hjp02yesm8PPx+iA5OmRoy0od98Q+DBwYpJn3d0SnMU2450zQQQ+/vo0cqtCFtyPsDpvhnT5qZxq1O03am7Xa4SQzmST1bJr7KmPQbNpoh3an26FtSptjUvNNbZ/CY0J920X18Jz0SZNJw1PjjvZW076ph5WeeDVhfju0z1LUDtilPGuaqgPUINSggN+lEJRCVMvbhg40oGU+DUjowtsi7RhxYyZ83w4dvVhQhbjgNdLGMmctsR7ID1TP8ed9fOEi9+kL3McPsKvD6w9YrysCgR9yFqxbTwd8xf8whP8Ht17mxbkO8AfHnNTp6u/2wPuAm81FYsM+D2r2yXv7AbFhn3EuLFbaJ7+gT73fEAPWxIwlDzpG8gP0RSY/5K+Jf0vGX+FfS5dHResQNKSoFTo4oLww1bo1cx6Jy8H1hD4bIHRl0Pq6aFt03LXyfKReChqRYc78/Y/fXLhwUefOntNpDvdvv/OOXj/5hl7lzctLTz+n53/5K/360cf1i4ce0s8f/Kl+/sCDepwDzOP3PaDH771fj9x3r356z926j0PMjzm83PX3/00/+t739MPvfZf0u7rzu7fpjtv+q27/znd0J/V3ff/7+gmHnQfuuksPc7B59MH79cTDD+mpxx7TM0/+kjcyz+jkiy/pd6++Vg8y595+W5d4qHBw9l0NF8/J1gsljp0t9z1cSRMcZ8Y6cT/aZZ67zLPHzwM2nfMw4wwPHOa8hUrY0NBZ5g1dIU606Gqn6dXjHPPTp/Tkww/qtr+7Vf/51r/RHd/5T7r39v+u++/4e93zvdt026236tZvfEv/8W/+Vrd++9/qG3/xTf3VX3xD3/zLb9YfsfvWv/4rffsv/1p/+9ff1r/71r/Rv4fmP9z6d/ovvHm6/8GH9OZb72iB/VfYfnQZ8MOCTd15DZ9xkHzAp9S6Aj3dat4k0k09mfrx9m3NJmWmNbNJvXslvOyr9jlsKJW5d+Be4isFvyvZtI8fHztxg27+0y/oK1/+vPZ2Zwoc/HpiSCIN+Kjf26zyQZH4qs/Jeft924cLqpUjeaZeCcni5FIk4wIGZQbL9B/9izb8Wex+FHB4syAD3uTdXUwTFwveF71ZLVHhH5iQbDcGZGVWRHcQtOEXqbOKYoxvUAGyZCSy8ssnISa4kX/Dt7ZVwpo7Upu8F1UF6B9xlUNaTzdGkApMNmXy8ENr9UbuDuQ/QrCYz7VarbgZDioohdlgFOZRijKLugAXzNBvsEZWkWT8k1+2/aoZLxzBawIlB2oj9/ufI9lo+kN5IQvNiFEA86DwHi25w3aqjz6ub6d2uLYdnt/AyeiHL5WCk9KfD4wNNwHMLSgoYptkngZKJhFUXScV6Mr1VaiDhapgzvYQzn3TxogMTvxAnwVI2f1ztMN8wB6EoJzYW0fqImnQiN02EHmHKVP3HsKmDK/i9cg8Osh7v5yDCsj+uIpUoBTqgKApCOjIh2mhUDK62MLLV0CiCJgDnfJIOkoZ+pHySOqb5fEwn5lwcXgAMBSAAzCDujEn1pKWioi+Eqpt0HPiBtug8+gpa9XLEeeJEVoyMZliCArRZGYSHwxW0yq/CyhoaTB4GH3J1vZtWujnFEy7VhXoEbnq2PPvwWjRBk58CB9S9fKKmuGLXnVs6L3aGVIumXJFqTfIER2N6GRkw7BFpm4re6bfCLLXse587WVPvXwIF8jwxoD0EVvaIVSQzEG96kX5KE8FbQYqHfWFvIta6pfLWWTYlJMtYYptDRuXwmaicJMppBmZCzI414QOmyA16Ng3UC2bwulsWp8mRW6aAzIPzGNkjLEI3dIrEDNClJkjIJBVUSBRkflKxFNKTYWtpzs7On7ihLq+Z32Myi4o4xYH9HCEx5WfcmXxilLbdtrZ3dOMNwORjay/obl48aL8T9cuiYEZY7m/xBg1nU51gkPBtaBhPn648LcFF86f0yk2NOc5ZETkmE1nbHin2oXnDn26tsUdC28i5vUNyKs8QX0ZPPfcc/rtyy/XerppRJdd1+v48RNq6ZOaqBPXXK2bPnaTrr/hRhV052O6LCeuOaHjVx2Xv8VI6CUh+6RvkXEiP2jsHTuGbnij4n/ogzc5QjeJw57TBSZk4mLQGIJSiCBgt6Cetgn1vQNz9CYOABJ7eTVR0EkNdS02boPqgaSDtqVfg8+lYrwBk2pKnvOIGoydsH2DnyTm0BAfEnUReL4jVvX075lHH01dlDoG6RlgwlP0SRvVO5qgLqnK0oaykcvHZhx/wtxL6jF2j+c4JgYNMaLl7UVDcIlhlBFzjNTz/lajTVLXGvxNm7HQgY/ZR/kho+8bfC3JDx4tMji8ru8a6AHtk76lfwJRLXNomYOjIe/oSCcIPoXv1OfEPNoU1DLHro2ada12uo63N6RNy0Gr0RR7zlg/O5R32k3djvvqYd4PXdMEHTRTMME4jg6+ZMUQ6CpqStusTRwaE2WAH7tMCZnSYb7BBxwJGwSJKCL89TCVKaBjb/P17WkQ/7B1RO/BU+4hoURtEOQ9jX5bYA5l7I4LaMQHBvx8RexwLEkXvClYeh0xcM16GxzQD6ztGi/wk21KVmvqeTaigZHW0K28TApr5Dakk4JJERmSgtw3W+baE2umFY2OfpSq1gfKkUNvxH4RH2cO8ByRbc2hac0Bxn+XZrl/oKX/BTEeKsyJEZd4oHDh9BneOpzSKd46+GHiJAeaV55/Sc9zqPn1/3xKv3z8ST3+s8f18P/4mR68/0H95J576luXO37wA90J7rj9dv3wjjt1z4/u1r33/FgPgId+fJ8eve9+PeZvYx76mZ755ZP67TPP6eQLL+lN4sapN97SgsNGh/13pzvMMMgfEnksNnTnURMXVMNX10TN+g7/atTi96v5Bb3NW4+nn31ajzz+cz325K/0OA9E7ufNyP0/f1JvvHteXbeH7x/HZlM2543O8oLjd6fmeuX1c3r6xTf16K+e110PPqbbbr9H3/n+3Xrh5FsqxK0RP1rxMGqs0bre4CTyFaw7XQbufCrI6oDo6FPQu/vLNj1qIFPrSL3dky2O6qnwvIPRtyNX8lK/s99C5FmG1mqRtVhm3fjhj+lzt9yiz95ys5pJp8zBzR/iRYgCTms4lqNQLkdcGYwPnsL30ceYVOXPV5EH7MyEHAPOPTKysfAMRRXqHWJxsY5keGwxq5xqUr9qUXAl41Mi2X6KD1FEjJOgLQTxYkEhRgX4m214icvMIAmS6bLLC9RtK70IXfHUqUgLqY+ayTu87KD66EOXo/zvZeocJdZmxQhBRge+iF0nDn9y4vW+wFc85VwuFlr5n6TzjQaKFwMECxguKNS8Q6Bs2QAAEABJREFUkQbKUZG5RgJlAp4X1/vlo+r/+OP2eT/kc4Kjz+MPjeX1kDkp8y4Vpc67ELRK3dC4LwzUuX69zceB7e9/0L3kX1uIixHcGfEpX/Rb+AYio7Mtr6PUe2CEjUx4k3evPINEAHcUDA9LZQzN3k7roWgJVhQGnhiNLATfdGaMx7AEcgEDHEryFpEyGKJyRVCuBxroSEeQMbaPkZn4ZjwxJhqgkJEx13FG+v0xyJu+3s+BbLiNRpd3nTU6PO+A7zC+x7O4IIzJ6Ggny9dqBXWGXTZvSSRcT5HNhiOQmpliDGq5cbddUuqiEnfbmIoSaBqJ+zRPKQOIBNOohs1EgsYRSStSUASpwsiDuIUYoyiwcQlsXIKPS+oyVVhR3cjUgFok5JWROMib1Yzc/g5arvgc9qCdnqUcpVcQHRa8f0a3o+uWNGO4fJgWz6PX7Po9hOcL7aoC6R9xuRwumcvkoEywLT5HuDjP4uNht0K9HFUP9CH14cxMZgD6QAxs2VR5bGCKGpFzwP5mQSk1CjFK0ChEFQsAq9O3AA+qPu86BuOM3NTW3BTavmdDfi2HhR3sExXpZ/J/+sDLeThqo0lmViGTHN6W8TdxLYh7fvDwG7mE7YPkT7h396aa7kyQOXCTX2pxsK/MmlwTI+cHl+T+cOyqPR0/cTX0ExkyFfTv62jg6fNmzlIKxoYg1LSgR//5+Uu8IbnIRsKfDrsqBt5eLJdzXbxwXhfOn9fcf1SLNEjMeaYFB4kFcmb6e6xRlbPIzCckdMyWDGUb9Wti+UWe+J5+95QO4KNixG3ooDUjlVi7A1ij7kERPUcVnroWxUMerptMnvCiAT9YA8+P9F2zA1wvxvp7Zus569ofl6+kQNxJELXENUeTTQF9bFzEGMtEAJY/c2MajF9UaBdjV7EqIfGANENUsH12nwM5rzUOywq+ZDAy5IMJY2RFGCb4JBTm+jTWrZC5wKtUXqMK9nYYdSkGbGJHc28QbdMXHdA3Eg88ZjTEjJ5407dJE9KOfpwjFOHpP/7ifdqEfaGLNATygVgUYGjY3eATk8RZgnhk6vsEmsO3JqRdyyax1e6k1d600+60194MkO5Snvphp2GDzEAT0ikxb9ZG+dudvUmUw/+Iw9WzVo5jvLnZY4w94uOe58Ex583mardvOOgETeE1a4J24VMB7W6btAfvPa9jnB2E3k2Mw/3df5dmt6absr/dmUEzg88EdA7m2QC6KEbJbbBBkdD35u032QCwnoGC32VsMmK7ARsX7GkSfU1mGxQZNZKZ1XptL2jLYd81scUxEGeK1+MHA21e5xioc7/N9M3wGR3Ypqae93r6sExUXGhsbMSmOhEmUygXY4VQ5+3F66DLpGqSYutoSEHTqAEtBk+pkYUkd/HB54icc9bmBd6Wnj5/Se+cucCbg9P67W/f0AvPvaxnfv28nvrlU/rFY0/oEd4q+I+F3c+h5L57fqIf33UPh5R79YvHn9Dpd09LGb0gsBUpmAm1Ms7Is6KVBmJJKYMixkhNo3bS1zi2t7ej48f3dN311+j6G67Tdddeq+uvvU5X8dCj50FMywOelocXFVddpe74cbXHdjXxGHfd9brxxpt07XUf0w033Uz9tZrnoIGxDV1IhfXl36pXtQN6vzyFpLZtv7Zt2/L7U2/f1m3znjq83lNHzfPl+cuR6/jeEPCfoIANQ4kqxKk8Rv2Tf/pJfe3Pv64v3PIZTVlzHttZvtAxF9/MlJEJETfwTZEvxBO4KYiw4cyMVDD01Ah68qYjmCQTNmJjhuvhkIFFFYE7iPd3YSXaDCvKkeXBiV6kqpz0vssoez9PowVF+EUcLcVGMUT6BRk9nb/R7vlN6j0cQaJdMgmYeaorrlqDOFuxavkyCvR6WemPzaJUOrIO5Khz8AGo8xulv/HwG3D21QLLEIKCyx9MBgIwI++gHdH9u8Lq9//PryslMIRziFTvv9Arn/fX/l7ZrWTUGjycfkQv7tBUoRdqXQ9goxeJ7CFMfvm3mX9TQscb99rYoOCLW8BWzjdT57rfAK/0TSeHkPEy+DrIY1Bm4eccSTconvf6LXyBOWrZRNw7RCEt8g2So/JmHB9zJP3fQ/Q35cF5ko6evidPYS1WIF9hPWbSLSSrAcrTLcxMfMS3zKzq1fUZIr53BUySMV9kz26NLH8DkrjhJ55gRh61xpQV0niIIj84OAy/DUfY8I3wjkQa7qny/g08EhuGCupjkiKbiBhJY2asrBDhTd78MMKrWTuEjuKH6uWmrpnDLyN9DyYzIGBSCEFmBsXvf7zW4UrLmVGwjzyYQVqEHakc/eDBTdftV3xgdON9rkARLOhBu9MUaEb6OLLzpFwoe/3lcJ7Z+zCW98uMl6H1PiP9xiO/zNzwuPGtRzboc106f4HD51qJTYkZkjA+hnUuyIEs8HB+KlkG/y0gYGb+oY8n9MuMGTHCtdddq+tuuF7TyRRbxKqzQyqn/AeRMGbHE7pJP0HfsW7s5wfz2qfjtOo8u66lLSg1CbQymdYcIJZs+pccNhCT+kbdZCJ/u3DV8avl2OGG7TLu81TUN/oXeDLqB5mRQ0oMQfWic2IOHbwb0hFdL3i7vOTJ6iX6+e9rnD1zRvscSPyXzl984UU9+8yzOvnaa/UgMnD4Wvrv2XH4WfuPU6ETsyAzl1Jaw8vf2Lz77rs6f+4cfC5qvpjLdWz4vZDDgPtaiK67QNuhHbCF691pt/AqlrUwsRSSAjoqqdWcG/aSOLMsjRYlaa5WB7lhExJ1iYcNF5ejLq1G+Y/izJHxAP9YwOQA7JOfZ0FrWsB86VgX5By1xG8GBq3x1cS4RUsC1pIn4ws2AYs8aIGQK+a7+cVqbINiCUEamV+OxlGkaGCcNbyWy5G396MG1kZhvZgFqE3utwPyDTzVLqus4G3IZIzNoPiiZNDGEBQDIB8KdbQbNnOw9BUtyv8hatVjXSPQ6PAyZPUf4XCppIGYNahweCp5xRhrxiWOFNYHaG1QB1Oekcjf6hDO1DOfSUURZwfKUs992n/PZENbNG2kGcSOCfFqSuzaaaP8F4V3+qgZB4kp5QlxbdKo0k8743ATtTdN2ps1FcemjRxet0v97iTVg82UtzUzB2N4vgJekFeZIFOVMUkTxu5p66B19IyzRdcH9RxuJoeYcgCaOHg4MXG0rTztWX89+b5p5WnXNGpT5IDoCEoxqAmRNCqSBmwTQ1DEJxyB1Mwk6uQpKAELmDSiO//dlZVGLYnVK+yz8pT4s3J4uRStJRA0WNBoEd+K5JPW5Nfc10Z83jGo0QZJK47sS0X4hvdQglbc9wbSkfaBfkvySw4Ma2hzaFSsrZA1CpSNdWakkT2kWUK6IFxZi9Wg+XLQBd5knnztDb36ymvyBxdBAWlN7tMeTzbxO6uUEX8rpEINUQZdIP5F9BpSI9xYA+su4/tinKZrlLBzbLOU0JDNmdO+hkD8aFZSXMFhJf+dljiaJu2Ouv6YLPaVl4poN9UByWt7ef5ybOv/H6ZIhVwMmIsM3UcxV/Q+rEyyTp/41M360le+ok/d/ElF/M3jrO8HUIkiPhOYHJQKZuhR9Qoxtopxohg6xZgUHSEqgkTeEUkhxLDU13zQ5lAhUlPDKClGmfwqQjoVBvQKSu/pEgLGpl3yNnEFDBdxJtxGrUU18I8YNuI4ASdiUJn5eEEi5YsPeZyw4MSFVKSCR4EXA6tqiYGNnJFCTZCSqgIoe5152yEqPfnNZ9NSZNpg01o2jdRdXsbJcG2v8Zw/FVhzo1xxIl9yY/OnjJmAPxL8R3a6fmPNpcjfkgws1DVtTuNP1wZeT25uWIcDXZZsx76s6v9S1kdybNh7rsp0NOtNvX+7Dl2vvtkpR7ra6s414lSHoNrMFENQdPviKzEEuc80HhQT9Y5ISn110KLKhK5wl4JJka9AKdAWaDbywubcm/Ex7IURPJ9ZHJn6AjI0BXqfR84EEgdlIqLcdEYQuBxeX7w/9XkMBCSCJ+nIZmEkzdRjTupLDUyZA73Xj9R78KpgDB+rykHgzJmhjuq8n5cBfTyAeV/nkXOCb2IuEd4Av84OlwcUnw+yZ/I+bzE3yTVxGdCzocMNTMF1FgJpQH8gbupMqmsiQh+jKaH/5GmUYizQA4wcVES1kgVFAU/pkyJ0AUDDgz/WrdQl0Jj85tlT2YGmiWpaR1CiHLm5+3gBptH7HwIxFeDl4+nwMjOZGfXG2A4pyUBgPMC8GpgEYOa0ktk29Tz0BoK0fePjY5jQfckahyzfQI3DiM6LvB5SHSFL7GXeQ1Gl0eHla7naeyzYqwiWKtDU+q298Y9Cux9E3FcyPDP2c/8YqR/ZSI7IMa5zlWfkZjaS979A5m9O6xMklNOgL/NxcZjKj5RAoi0sZ8JukY9TPI8cqFOGzwgsD5b1dyZGNox7s13t7uwqoD9n+YdQx4OPrx0z9N4ktWxqms7vFVEe43yj7n80I7WNJrOJWg4mbduxthv5fAlrKuhgzY1/MV9qRG6nOXbVcTn8ieZ6tZbbwNBusICtkjx1XcYQlAJWp94kuW1SSmrblg1VA1p1TasWhBDVkCaw4JCzz4HE3/IY/d55+21d4E3IalhpE29HNtSjfOwVB47lcqElfVb0WczntX5wv3A7IojrFOXCCYXA0JArxigzEzW60uZZHlui262JuurEVfqTz35Kt/zzr+jzf/Zn+tK/+Ko+/7Wv6p99FXz96/r0176mj335S/rILV/UR7/0RX3kS5/Xh7/4p/rQFz6rGz//GX34c5/RdTd/Sic+8XFd/fGbdOJjN+nqj35Exz58o4596AZNrrlG6apj0nSm3E21anqt2BgsY6Mlulg1ndZtrwHbDNhmHqP2ZbqAXc7ia2eWWedXRefAhUHaH0xzsBqC1jlq4N46EIcGzxOz1sQ0x6X9QRcvrXkjlLVcGwhCfeixaL4YdbAYtJgP5Nd147dcD1oy3oh6RpSGmwrVakQOr/P1gzoV+LJgStFk5igKlGMyfMNolyxLBV4ZvyqHyMu1CjY0IO6/tlpI66VsZNPH4SvhkA0dWyvsNaQGyyWp5hN1DWM5kgU1ISpZUgO6iL+hsw6/65ukvmlAqx59TsEOh/jd2Ux7O1Md4wC9B3Z3JqyxXjuzVjuTRjPelsz6VrM+adJFdcTErgmkiXIDevh1AL7QTSak006TQ0wnvWa8wZlN4Uu6y1rbm00Zc6JjuzMd390BMx1DBm+b0W82bbUDr2nXqE9RE+bUh0A+aNpEzdpGO6zlnb6DrteM/BHwk1lPnYP6adeob5N6+jXoICF7SoH1FuXxvaWthV9F06hNqaJJjZrYqUudJs0E9BwAe7XUeb2nKXTYtAUN2KRmjYTuzaIC0T8Bt0VDfRNaNaHBPo0i+UBe1nCIiVrjp2uFenhZyLQCA2WDxmXoE2MjS6CusLZZ4sQBVRTisqGfiL0jcgf0FSwiR9iANuEj7rMeG1bs84kbP6UAAAB7SURBVEZit8fHAQf2GEYgwN+yAuVUshqZOnh08Eo4esIPIwwSMS0oKNKWLPH2jyGKuAzg254nbov+Hwz9UdeG2x9F+g8SOR9DFiMWBOQ29GzIvVhknbuw0Ec/+Wn9+b/6l/rilz9NbDbuq3MFAr/rIJjoGUBUpK8k/S8AAAD//ygI+/QAAAAGSURBVAMA1tvvBOoKfMAAAAAASUVOR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<p class="Paragraph SCXW116667166 BCX0" paraid="1011321623" paraeid="{23f2f2cf-ed8c-4d9f-8545-2baf5c91b3a5}{147}" style="text-align: center;"><em><span class="EOP SCXW116667166 BCX0" data-ccp-props="{}"><a href="https://www.youtube.com/live/gllQHjBasck?si=Y0om1Tk6QhFlsbgE&amp;t=1900" target="_blank" class="Hyperlink SCXW236299215 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW236299215 BCX0"><span class="NormalTextRun CommentStart SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">VIDEO</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">:&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">U.S. Senator Martin Heinrich (D-N.M.), Ranking Member o</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">f t</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">he U.S. Senate Energy and Natural Resources Committee</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">,</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;delivers floor spe</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">ech on&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">congressional Republicans&rsquo; efforts t</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">o&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">o</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">pen up</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">min</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">ing on Boundary Waters, April 15, 2026</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">.</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW236299215 BCX0"><span class="NormalTextRun SCXW236299215 BCX0">&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0">&nbsp;</span></span><span class="EOP SCXW236299215 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></span></em></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="991082200" paraeid="{47f96c46-1d39-4987-8203-77f84ee640c8}{175}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;</span><span class="NormalTextRun SCXW39164462 BCX0">Last July, I was supposed to be at the Boundary Waters. I had&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW39164462 BCX0">long-planned</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;a trip with my family. It was to&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">be&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">our first time exploring the Boundary Waters. My family made it. I did not.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">My wife Julie and my sons Micah and Carter had an incredible time that they will always remember</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">They paddled their canoes across lakes</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">They portaged from lake to lake</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">They slept under a blanket of stars that most people in Washington D.C. could never imagine because they&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">can&rsquo;t</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;see it, and I was supposed to be part of that trip</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">I</span><span class="NormalTextRun SCXW39164462 BCX0">nstead, I was stuck here fighting to strip out the public land sell off language from the Republican budget bill.</span><span class="NormalTextRun SCXW39164462 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">said&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">Heinrich</span></span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><strong><span class="NormalTextRun SCXW39164462 BCX0">.</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;&nbsp;</span></strong><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;&nbsp;</span></span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="310844047" paraeid="{0786f840-8c8b-4713-8902-2ee0bf832b24}{189}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">Heinric</span><span class="NormalTextRun SCXW39164462 BCX0">h con</span><span class="NormalTextRun SCXW39164462 BCX0">tinued</span></span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><strong>,</strong>&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;</span><span class="NormalTextRun SCXW39164462 BCX0">It is an absolute tapestry of lakes and streams consisting of well over 1,0</span><span class="NormalTextRun SCXW39164462 BCX0">00&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">individual lakes; 2,000 designated campsites; hundreds</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;of</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;miles of rivers and streams. The Boundary Waters&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">contain</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;the largest contiguous landscape of uncut forest&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">remaining</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;in the eastern United States.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">And the 3-million-acre Superior National Forest, in which the Boundary Waters sits,&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">contains</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;fully 20 percent of all the fresh water in the entire National Forest System &ndash; an incredible figure</span><span class="NormalTextRun SCXW39164462 BCX0">.</span><span class="NormalTextRun SCXW39164462 BCX0">&rdquo;</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;</span></span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="556160886" paraeid="{3e173867-7dbf-49a6-b3e1-447816d6425d}{24}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;</span><span class="NormalTextRun SCXW39164462 BCX0">But instead of listening to Minnesotans and Americans from all over the country who care about this place, Republicans today are using an unprecedented blunt-force legislative method that includes zero public comment period to make decisions about our public lands without any input from the people to whom those actually lands belong,</span><span class="NormalTextRun SCXW39164462 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">sai</span><span class="NormalTextRun SCXW39164462 BCX0">d Heinrich</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0">.&nbsp;</span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></strong></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="1562070716" paraeid="{766982a8-4a04-480e-86d8-d5b753409d22}{13}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;The way I look at public lands is that they are the closest, most tangible thing we&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">have to</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;being able to&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">represent</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;true Jeffersonian democracy. They are the thing &ndash; like we saw last June &ndash; that unite us across the political spectrum. And if you take these public lands away, you also tear away the places where we are most free,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0">concluded Heinrich.</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0">&nbsp;</span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW39164462 BCX0" paraid="1562070716" paraeid="{766982a8-4a04-480e-86d8-d5b753409d22}{13}"><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW258290733 BCX0"><span class="NormalTextRun SCXW258290733 BCX0">A video of Heinrich&rsquo;s floor speech can be found</span><span class="NormalTextRun SCXW258290733 BCX0">&nbsp;</span></span><a href="https://www.youtube.com/live/gllQHjBasck?si=Y0om1Tk6QhFlsbgE&amp;t=1900" target="_blank" class="Hyperlink SCXW258290733 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW258290733 BCX0"><span class="NormalTextRun CommentStart SCXW258290733 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW258290733 BCX0">.&nbsp;</span><span class="EOP SCXW258290733 BCX0" data-ccp-props="{}">&nbsp;</span></span></p>
<p class="Paragraph SCXW39164462 BCX0" paraid="1562070716" paraeid="{766982a8-4a04-480e-86d8-d5b753409d22}{13}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW10795215 BCX0"><span class="NormalTextRun SCXW10795215 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW10795215 BCX0">:</span><span class="EOP SCXW10795215 BCX0" data-ccp-props="{}">&nbsp;</span></strong><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1087983941" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{213}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">I<em> want to thank my colleague from Minnesota for her endless advocacy&nbsp;</em></span><em><span class="NormalTextRun SCXW56859116 BCX0">for&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">this special place, one of America's true gems, and I do hope t</span><span class="NormalTextRun SCXW56859116 BCX0">o</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;make it to the Boundary Waters this summer.&nbsp;</span></em></span><em><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1025690072" paraeid="{a43b07e0-cd04-4d80-87ed-ec402aa5f561}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Last July, I was supposed to be at the Boundary Waters. I&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">had&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">long</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">-</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">planned</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">trip with my family. It was to be our first time exploring the Boundary Waters. My family made it. I did not.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="471119205" paraeid="{a43b07e0-cd04-4d80-87ed-ec402aa5f561}{185}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">My wife Julie</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">my sons Micah and Carter</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">had an incredible time that they will always remember.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="216759597" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{223}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;paddled their canoes across lakes</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1022635510" paraeid="{c54a8d73-8527-4f24-893b-d1553dc997bf}{50}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">portag</span><span class="NormalTextRun SCXW56859116 BCX0">ed</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;from lake to lake.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="719640799" paraeid="{c54a8d73-8527-4f24-893b-d1553dc997bf}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They slept under a blanket of stars that most people in Washington D.C. could never imagine</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;because they&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">can&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;see it,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and I was supposed to be part of that trip.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2321539" paraeid="{c54a8d73-8527-4f24-893b-d1553dc997bf}{183}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Instead,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">I was stuck here fighting to strip out the public land sell off language from the Republican budget bill.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1320295944" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{243}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They sent me</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;lots of</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;pictures&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">afterwards; pictures&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">of the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">N</span><span class="NormalTextRun SCXW56859116 BCX0">orthern&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">P</span><span class="NormalTextRun SCXW56859116 BCX0">ike&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">here&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;my son</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;Micah caught</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="481835208" paraeid="{bc70ae44-813a-4db1-b111-6bc08c0bc222}{3}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">My wife&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Julie was able to spend&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">some&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">really&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">qu</span><span class="NormalTextRun SCXW56859116 BCX0">ality</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">wilderness time with both our sons before they went&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">off&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">to their respective colleges</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;for the year</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1604807810" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{253}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">She&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">told</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;me that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">they</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;ate more food on this trip than most rugby teams</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1632497152" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{8}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Like my family, millions of Americans have hunted,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">fished, and paddled</span><span class="NormalTextRun SCXW56859116 BCX0">, and traversed</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the Boundary Waters.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="686643849" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{18}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And i</span><span class="NormalTextRun SCXW56859116 BCX0">n fact, it has an almost religious connotation among&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">sportsmen</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in particular</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="800808801" paraeid="{722ff490-2d70-4cec-b280-780094894989}{241}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">somewhat amazing</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;to me to see a Republican party that used to ha</span><span class="NormalTextRun SCXW56859116 BCX0">v</span><span class="NormalTextRun SCXW56859116 BCX0">e such fidelity to hunters and anglers&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically roll</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">all of</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the organizations that my colleague from Minnesota rattled off</span><span class="NormalTextRun SCXW56859116 BCX0">, who said this is not the right place for this.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="846059353" paraeid="{05fcafe6-a6b6-492e-9210-d1a4bd2bcffc}{181}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Organizations like Pheasants Forever Backcountry Hunters and Anglers and Teddy Roosevelt Conservation Partnership, and on and on and on. But&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;where we are today.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1596611955" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{28}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Stories&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">from the Boundary Waters, stories&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">of stalking whitetail and grouse are passed down from generation to generation</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in the Midwest</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1517241924" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{38}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Legendary stories of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">lake t</span><span class="NormalTextRun SCXW56859116 BCX0">rout,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">N</span><span class="NormalTextRun SCXW56859116 BCX0">orthern</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;P</span><span class="NormalTextRun SCXW56859116 BCX0">ike and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">W</span><span class="NormalTextRun SCXW56859116 BCX0">alleye abound, sometimes with the fish&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">actually&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">getting</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;bigger with each telling</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;of the story</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="813984515" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{48}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And the water?&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">As the senator from Minnesota Senator Smith said, is some of the cleanest you will find anywhere in the lower 48.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2042094716" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{58}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is a bucket list, once-in-a-lifetime destination for</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;so</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;many public&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">land owners</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1144469963" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{68}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And that is precisely&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">what&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;at risk with this vote. One of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">our nation&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">true crown jewels.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="431057199" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{78}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">So,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">l</span><span class="NormalTextRun SCXW56859116 BCX0">et&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;back up&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a little bit&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">for folks who&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">don&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;have&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">first-hand knowledge&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">of what the Boundary Waters is, where it is, and do a little explaining.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1175775418" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{88}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The Boundary Waters is one of the most incredible, intact wilderness landscapes left in our&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">nation</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1547827675" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is a</span><span class="NormalTextRun SCXW56859116 BCX0">n absolute</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;tapestry of lakes and streams consisting of well over 1,000 individual lakes; 2,000 designated campsites; hundreds of miles of rivers and streams. The Boundary Waters&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contain</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the largest contiguous landscape of uncut forest&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">remaining</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in the eastern United States</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1510640666" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{108}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">3</span><span class="NormalTextRun SCXW56859116 BCX0">-million-acre Superior National Forest, in which the Boundary Waters sit</span><span class="NormalTextRun SCXW56859116 BCX0">s</span><span class="NormalTextRun SCXW56859116 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contains</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">fully&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">20 percent of all the fresh water in the entire National Forest System</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;&ndash; an incredible figure</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1784374916" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">In fact, this wilderness was so important that President Teddy Roosevelt&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">himself&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">set it aside as part of the Superior National Forest all the way back in 1909</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1699679078" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{128}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And almost half a century later, Congress voted overwhelmingly to include the Boundary Waters as one of the original units of the National Wilderness&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">S</span><span class="NormalTextRun SCXW56859116 BCX0">ystem.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="449462492" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{138}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">In many ways, Minnesotans rely on the Boundary Waters to support their&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">local&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">economy</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="10069478" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Every year, the Boundary Waters Canoe Area Wilderness draws more visitors than any other wilderness in the country</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1707640461" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This recreation supports 17,000 Minnesotan jobs, contributes&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">roughly a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">$1 billion in annual sales, and preserves and shares&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">more importantly&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a way of life&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that has been&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">passed down f</span><span class="NormalTextRun SCXW56859116 BCX0">rom generation to generation.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="148471741" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{168}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">this&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">is an&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">area&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that is</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;no stranger to threats</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1827506752" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{178}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">In addition to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">containing</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;so many of the natural resources that come with wilderness, the area also&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contains</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;copper.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1162440735" paraeid="{d3104f73-0323-4fab-adb9-cf3ef22c572e}{70}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">There's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a long history of iron mining in this area. And I grew up the son of someone who worked for Anaconda Copper, the grandson of somebody who was a gold miner.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="308654240" paraeid="{d3104f73-0323-4fab-adb9-cf3ef22c572e}{165}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">But I want to talk a little bit about the difference between some of these Iron Range mines that mine ore that is just chemically inert.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1514895102" paraeid="{ed076a25-eb77-4c83-8272-16b46aea2946}{1}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is chemically stable. When you mine for iron,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically mining</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;iron oxide,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;mining rust, and then&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;turning that back into iron.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="45649801" paraeid="{ed076a25-eb77-4c83-8272-16b46aea2946}{75}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This is not that kind of mine. This is a copper sulfide mine, and the company that wants to mine here called Twin Metals, and that sounds so Minnesotan.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;I think they might have picked it to sound Minnesotan.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1860388152" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{188}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">actually a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;subsidiary of a Chilean mining company</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;called Antofagasta</span><span class="NormalTextRun SCXW56859116 BCX0">.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="731640438" paraeid="{e8c38d76-26f6-4d97-a72f-93a4b38c52a7}{20}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They want</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;to build&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">this</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;copper-nickel mine less than a mile upstream from</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">, on a spit of land between two waterways.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="450962004" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{198}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Let me explain a little bit about what it looks like to mine copper in a place like the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">, particularly when&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you&rsquo;re</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;mining copper sulfite ore.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="881065924" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{208}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The company will&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">have to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">dig several deep shafts to reach the</span><span class="NormalTextRun SCXW56859116 BCX0">se very deep ore bodies</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1907541116" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{218}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They will then remove many millions of tons for processing</span><span class="NormalTextRun SCXW56859116 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">millions</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and millions of tons of copper sulfite ore</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1222900760" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{228}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">After they remove what copper and nickel is economically recoverable</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in that ore,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;they will dump as much as 100 million tons of waste rock&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">and</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;low-grade ore on the site</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;never to be removed.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1831322026" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{238}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Deep under the ground, the copper is locked in ore rich in sulfur.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="663988977" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{248}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That ore has never been exposed&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">water. It has never been exposed to oxygen or air.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1363413410" paraeid="{225e6f4e-c87e-4d60-ab71-8305d67f17c0}{154}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">W</span><span class="NormalTextRun SCXW56859116 BCX0">hen you bring it to the surface and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you let it sit out in a pile, and you expose it to air and water,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;oxygen bonds with th</span><span class="NormalTextRun SCXW56859116 BCX0">at</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;sulfur</span><span class="NormalTextRun SCXW56859116 BCX0">, and when you bond that oxygen to sulfur, you get&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">sulfuric acid.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="697430802" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{13}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Sulfuric acid is one of the hardest waste products you can imagine&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">to try</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and control.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="148343458" paraeid="{6e705bee-426a-4c83-b72c-716f5968739a}{249}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">The waste rock that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">has been&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">dumped on site will naturally form sulfuric acid and that acid will&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">then&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">dissolve toxic heavy metals</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;present in the waste rock, and then you have this toxic stew of heavy metals along with sulfuric acid.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="319841566" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{23}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">There is no plan to remove all this waste from the mine site, so&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;ticking time bomb of acid and heavy metals</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1047201821" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{33}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Studies by the EPA say that the odds of sulfuric acid polluting the Boundary Waters under this scenario is &ldquo;highly likely.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1431411683" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{43}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">I&rsquo;ll</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;do you one better: It has a perfect track-record of polluting water</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1995613930" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;according to the peer-reviewed study on sulfide-ore copper mining that drove the 2023 decision to ban mining in this area.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;also my personal experience as a former natural resources trustee who had to negotiate with copper companies who polluted water with the same technology.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="743412550" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{63}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">So</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not just &ldquo;highly likely.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2069408270" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{73}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">It is guaranteed.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2067201604" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{83}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Sulfide mining in the Rainy River Watershed will cause certain, irreversible pollution to the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2016529467" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{93}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Think again about eating those fish you caught &ndash; or drinking the water you dipped from the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">middle of the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">lake</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1426196519" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{103}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Because the thing about sulfuric acid poisoning is that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;invisible</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="195820948" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{113}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Y</span><span class="NormalTextRun SCXW56859116 BCX0">ou&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">can't</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;see it,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;but it&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">makes water unsafe to drink</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="837726051" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{133}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Sulfuric acid lowers the pH level of water, changing entire ecosystems</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="993381570" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{143}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">At&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">high levels</span><span class="NormalTextRun SCXW56859116 BCX0">, f</span><span class="NormalTextRun SCXW56859116 BCX0">ish that rely on healthy water to live will experience respiratory failure in water poisoned by sulfuric acid</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="760968259" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{153}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They will&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">literally drown</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;to death</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="884410806" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{163}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They will not be able to reproduce normally, and their food sources will also be tainted</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2023397883" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{173}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Meaning, entire fish populations of lake trout and smallmouth bass are at risk</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1509340284" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{183}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The sulfuric acid produced by this mine will leach heavy metals like lead, mercury, and copper into t</span><span class="NormalTextRun SCXW56859116 BCX0">hat same&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">water</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1955804777" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{193}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That will then accumulate in the bodies of fish and wildlife that consume the water</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="401433267" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{203}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">When people eat meat</span><span class="NormalTextRun SCXW56859116 BCX0">, fish,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">with heavy metals, they accumulate in our bodies, too</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2102452897" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{213}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">isn&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a myth</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1622335591" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{223}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is a&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">virtual</span><span class="NormalTextRun SCXW56859116 BCX0">ly</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;guarantee</span><span class="NormalTextRun SCXW56859116 BCX0">d</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;outcome</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<div class="OutlineElement Ltr SCXW56859116 BCX0">
<p class="Paragraph SCXW56859116 BCX0" paraid="1599265017" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{233}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Because we know that plans for the mine include storing over 100 million tons of toxic waste&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">rock&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">on the edge of the Wilderness</span><span class="NormalTextRun SCXW56859116 BCX0">, upstream of the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="307492203" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{243}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Think about how much that is. Visualize how much waste rock&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">we&rsquo;re</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;talking about being done and never removed from this mine site.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1464652341" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{253}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">100 million tons is about 740,000 Boeing 777 airplanes.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1282632406" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{8}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;twice the mass of all the living people on&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">E</span><span class="NormalTextRun SCXW56859116 BCX0">arth</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1623604031" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{18}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is 500 times the weight of the Empire State Building</span><span class="NormalTextRun SCXW56859116 BCX0">, sitting there generating toxic acid</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2077521510" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{28}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And it&rsquo;s the amount of toxic waste that Antofagasta, a foreign mining company that plans to sell the copper to foreign countries, plans to store on the edge of the largest&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">patch of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">wild rivers and forests in our country, the place that has 20 percent of all fresh water in&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">our</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;National Forest System.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1935597296" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{38}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The damage</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;is&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">really unthinkable</span><span class="NormalTextRun SCXW56859116 BCX0">, but&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;also</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;irreversible</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;because</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;currently&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">we&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">don&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;have any</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;technology available that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">is capable of reversing</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;sulfuric acid</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contamination</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="156583233" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{58}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This is bad</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="391603187" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{68}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;so bad that in 2016, even before the</span><span class="NormalTextRun SCXW56859116 BCX0">re was a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;mineral withdrawal, the Obama&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a</span><span class="NormalTextRun SCXW56859116 BCX0">dministration cancelled the mine&rsquo;s lease</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="314462512" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{78}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And in 2023, after years of review and overwhelming public support, a 20-year mineral withdrawal was&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">established</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in the Rainy River Watershed, home of the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1211388355" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{88}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That decision reflects common sense: some places are too&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">valuable&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">to gamble&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">with</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="119045907" paraeid="{13c2919b-bb7d-4c4b-be52-d780420bc4c1}{182}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">With today&rsquo;s technology, if&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a gamble, why not wait 30 years when maybe that technology is a sure bet. But&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not a sure bet today.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="228397401" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That decision also reflected the voices of the American people</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1581012492" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{108}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The assessment that led to the mineral withdrawal was completed by the U.S. Forest Service in 2022, and it included&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">hundreds of thousands of public comments,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">675,000 public comments</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="90813088" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Over 95 percent of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">which&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">favored&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">the withdrawal area being withdrawn from non- ferrous mining, sulfide mining</span><span class="NormalTextRun SCXW56859116 BCX0">.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1712298128" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{128}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Today, 70 percent of Minnesotans oppose mining in the Boundary Waters.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1254032770" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{138}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">But instead of listening to Minnesotans and Americans&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">from all over the country who care about this place,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Republicans today are using a</span><span class="NormalTextRun SCXW56859116 BCX0">n unprecedented</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;blunt-force legislative method that includes&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">zer</span><span class="NormalTextRun SCXW56859116 BCX0">o public comment period to make decisions about our public lands without any input from the people to whom those&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">actually&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">lands belong.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="747796589" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And we&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">can</span><span class="NormalTextRun SCXW56859116 BCX0">'</span><span class="NormalTextRun SCXW56859116 BCX0">t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">talk about&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">the Boundary Waters without speaking of belonging and Tribal communities</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="745608741" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Three Tribes &ndash; the Bois Forte Band, the Fond du Lac Band, and the Grand Portage Band of Chippewa &ndash; have extensive treaty rights in Northeastern Minnesota</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1910995080" paraeid="{f36adb66-588a-47d1-a144-6d78bcc5eee8}{170}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">These are rights to do things like hunt and fish and gather wild rice.</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2043391091" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{168}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">These rights are guaranteed to them by the 1854 Treaty of La Pointe and have been reaffirmed by federal courts&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">over and over again</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="721293156" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{178}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">By overturning the Public Land Order with a CRA resolution, Senate Republicans will not only cut Tribes out of the conversation</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1650528672" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{188}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They disrespect Tribal treaty rights and directly risk those Tribes&rsquo; guaranteed access to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">their&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">traditional&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">way of life&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">and subsistence use of th</span><span class="NormalTextRun SCXW56859116 BCX0">is place</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1117156416" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{198}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">So, since my Republican colleagues are refusing to include constituent&rsquo;s voices into this process, I will bring&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a few of those from New Mexico to the floor here today.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1666324776" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{208}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Dr. Brown, from Santa Fe, wrote&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">me&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">urging that we oppose this vote</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1674181451" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{218}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">He says: &ldquo;I&rsquo;ve canoed the Boundary Waters many times and can attest to its uniqueness...with some of the purest water in the U.S., these lakes are visited and admired by thousands of Americans...Pollution of the Boundary Waters would be a tragedy for the nation and the world.&rdquo;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="718611373" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{228}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Merriman</span><span class="NormalTextRun SCXW56859116 BCX0">, from Albuquerque</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;said:&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&ldquo;Please vote no on H</span><span class="NormalTextRun SCXW56859116 BCX0">.</span><span class="NormalTextRun SCXW56859116 BCX0">J</span><span class="NormalTextRun SCXW56859116 BCX0">.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;Res 140. Some things are worth more than money.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1341410233" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{238}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">From Lee in Los Alamos: &ldquo;I am writing to ask you to oppose H.J. Res 140...The [Boundary Waters Canoe Area] is a national treasure &ndash; not just for Minnesotans but for me and other New Mexicans as well.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1450615192" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{248}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Naima in Santa Fe: &ldquo;This is a hideous giveaway to corporate profiteers and cannot stand. Please vote NO.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="404744488" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{3}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">From Dr.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Bagne</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in Silver City: &ldquo;Any short-term economic&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">benefit</span><span class="NormalTextRun SCXW56859116 BCX0">s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;would clearly not outweigh the long-term risks to the ecosystem and water supplies. Although it is in Minnesota, many similar public lands in New Mexico&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">c</span><span class="NormalTextRun SCXW56859116 BCX0">ould</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;be threatened by...relaxing mining rules. Please oppose.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="959493751" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{13}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Judy in Albuquerque: &ldquo;I am aghast...Please do all that you can to stop this giveaway of our wonderful public lands. This happened despite all the thousands of citizen signatures against the vote.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="100899873" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{23}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">From Roxane in Rio Rancho: &ldquo;Please vote against reversing the ban on mining...I am very concerned that the Trump&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a</span><span class="NormalTextRun SCXW56859116 BCX0">dministration is flying under the radar and doing a lot of damage that will be difficult, or even impossible, to reverse.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="890526678" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{33}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Amy in Albuquerque: &ldquo;Please do not allow this to happen. The Boundary Waters belong to all Americans, not to a Chilean mining company with contracts to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">process&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">ore to China.&rdquo;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="405499177" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{43}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Their voices matter because the Boundary Waters are OUR public lands. All of ours.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="403251629" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">President Teddy Roosevelt, who had the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">incredible&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">foresight to protect this beautiful place, once said: &ldquo;We</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">should see to it that they are preserved for [our] children and [our] children&rsquo;s children forever, with their majestic beauty all unmarred.&rdquo;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="498115750" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{63}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The way I look at public lands is that they are the closest, most tangible thing we&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">have to</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;being able to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">represent</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;true Jeffersonian democracy</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1469093460" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{73}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They are the thing &ndash; like we saw last June &ndash; that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">often&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">unite</span><span class="NormalTextRun SCXW56859116 BCX0">s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;us across the political spectrum</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="335862080" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{83}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">I</span><span class="NormalTextRun SCXW56859116 BCX0">f you take these public lands away, you tear away the places where we are most free.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1885419096" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{93}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This is an issue of our heritage</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="393436060" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{103}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;an issue of our inheritance</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="27703161" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{113}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">an issue for Minnesota, but&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not just an issue for Minnesota.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1214856697" paraeid="{73415c9b-2793-4918-b4a2-c34f243d7c74}{157}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">It is an issue for our nation.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2070383910" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{123}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">about something bigger</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1987468012" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{133}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a test of whether our public lands</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;&ndash; a friend of mine likes to say, our public lands that are the anvil upon which we have forged our collective identity.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="356445044" paraeid="{b216a527-3c79-4033-81e6-e079c0e15377}{84}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Can that be stripped from us? Can it be stripped of their protections?&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="577775432" paraeid="{e5032671-96fb-4a8e-8f0f-ba825f75e472}{103}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">You know,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">I'm</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;going to summarize this one more time.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="456869812" paraeid="{50ef8843-7917-4a22-9140-8a082a12533c}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">We're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;going to allow a foreign mining company to ship those minerals to China for processing and then sell those back to us with a tariff on top...</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1350457614" paraeid="{2cf390ae-7979-4d12-b7c1-3b98f300da9d}{111}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">How is that America First?&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2073687413" paraeid="{7a8eb443-6f26-4959-980e-8696f7360862}{31}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And to risk this incredible</span><span class="NormalTextRun SCXW56859116 BCX0">,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;rare asset, the Boundary Waters, for that?&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1942434949" paraeid="{401206d2-d30a-4711-bd84-939e2ad7f884}{112}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Well that just seems&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">really short</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;sighted to me, and I would urge every one of my colleagues, I would urge you to vote no on this Congressional Review Act resolution.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1298285808" paraeid="{bb76fd7e-4f24-44bb-b8cd-d784def86a75}{141}" style="text-align: center;"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW56859116 BCX0">###</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></strong></p>
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      <content:encoded><![CDATA[<div style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW159353007 BCX0">Heinrich</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW159353007 BCX0">:</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW159353007 BCX0">&nbsp;&ldquo;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW159353007 BCX0"><span class="NormalTextRun SCXW159353007 BCX0">This is an issue of our heritage.&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;an issue of our inheritance. And&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;an issue for Minnesota, but&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;not just an issue for Minnesota. It is an issue for our nation.&nbsp;</span><span class="NormalTextRun SCXW159353007 BCX0">It's</span><span class="NormalTextRun SCXW159353007 BCX0">&nbsp;about something bigger</span><span class="NormalTextRun SCXW159353007 BCX0">.</span><span class="NormalTextRun SCXW159353007 BCX0">&rdquo;</span></span><span class="EOP SCXW159353007 BCX0" data-ccp-props="{&quot;201341983&quot;:0,&quot;335551550&quot;:2,&quot;335551620&quot;:2,&quot;335559740&quot;:259}">&nbsp;</span></em></div>
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<p class="Paragraph SCXW116667166 BCX0" paraid="1143540246" paraeid="{71e3728b-a9c6-46c6-8737-88aa29518454}{58}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW116667166 BCX0">WASHINGTON</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW116667166 BCX0"><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;&mdash;&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">Last night,</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee,&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">delivered remarks on the Senate floor</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">urging his colleagues to&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">oppos</span><span class="NormalTextRun SCXW116667166 BCX0">e</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;a measure that would allow copper-nickel sulfide mining in the watershed of the Boundary Waters Canoe Area Wilderness (BWCAW), which would be devastating to this&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">wilderness area.&nbsp;</span></span><span class="EOP SCXW116667166 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW116667166 BCX0" paraid="1011321623" paraeid="{23f2f2cf-ed8c-4d9f-8545-2baf5c91b3a5}{147}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW116667166 BCX0"><span class="NormalTextRun SCXW116667166 BCX0">Using the Congressional Review Act to overturn a mineral withdrawal has never been done before. The propo</span><span class="NormalTextRun SCXW116667166 BCX0">sed m</span><span class="NormalTextRun SCXW116667166 BCX0">ine is owned by a Chilean mining conglomerate, Antofagasta,&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">which</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">has smelting contracts with Chinese companies</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;to process the copper and zinc</span><span class="NormalTextRun SCXW116667166 BCX0">.</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0"></span><span class="NormalTextRun SCXW116667166 BCX0">After smelting, the&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">metals&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">will be sold</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">to the highest bidder</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;on international market</span><span class="NormalTextRun SCXW116667166 BCX0">s,</span><span class="NormalTextRun SCXW116667166 BCX0">&nbsp;or&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">the Chinese government will&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">use them to build out their own military and electrical&nbsp;</span><span class="NormalTextRun SCXW116667166 BCX0">infrastructure</span><span class="NormalTextRun SCXW116667166 BCX0">.</span></span><span class="EOP SCXW116667166 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW116667166 BCX0" paraid="1011321623" paraeid="{23f2f2cf-ed8c-4d9f-8545-2baf5c91b3a5}{147}" style="text-align: center;"><em><span class="EOP SCXW116667166 BCX0" data-ccp-props="{}"><a href="https://www.youtube.com/live/gllQHjBasck?si=Y0om1Tk6QhFlsbgE&amp;t=1900" target="_blank" class="Hyperlink SCXW236299215 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW236299215 BCX0"><span class="NormalTextRun CommentStart SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">VIDEO</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">:&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">U.S. Senator Martin Heinrich (D-N.M.), Ranking Member o</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">f t</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">he U.S. Senate Energy and Natural Resources Committee</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">,</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;delivers floor spe</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">ech on&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">congressional Republicans&rsquo; efforts t</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">o&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">o</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">pen up</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">min</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">ing on Boundary Waters, April 15, 2026</span><span class="NormalTextRun SCXW236299215 BCX0" data-ccp-charstyle="Hyperlink">.</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW236299215 BCX0"><span class="NormalTextRun SCXW236299215 BCX0">&nbsp;</span><span class="NormalTextRun SCXW236299215 BCX0">&nbsp;</span></span><span class="EOP SCXW236299215 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></span></em></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="991082200" paraeid="{47f96c46-1d39-4987-8203-77f84ee640c8}{175}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;</span><span class="NormalTextRun SCXW39164462 BCX0">Last July, I was supposed to be at the Boundary Waters. I had&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW39164462 BCX0">long-planned</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;a trip with my family. It was to&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">be&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">our first time exploring the Boundary Waters. My family made it. I did not.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">My wife Julie and my sons Micah and Carter had an incredible time that they will always remember</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">They paddled their canoes across lakes</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">They portaged from lake to lake</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">They slept under a blanket of stars that most people in Washington D.C. could never imagine because they&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">can&rsquo;t</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;see it, and I was supposed to be part of that trip</span><span class="NormalTextRun SCXW39164462 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">I</span><span class="NormalTextRun SCXW39164462 BCX0">nstead, I was stuck here fighting to strip out the public land sell off language from the Republican budget bill.</span><span class="NormalTextRun SCXW39164462 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">said&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">Heinrich</span></span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><strong><span class="NormalTextRun SCXW39164462 BCX0">.</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;&nbsp;</span></strong><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;&nbsp;</span></span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="310844047" paraeid="{0786f840-8c8b-4713-8902-2ee0bf832b24}{189}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">Heinric</span><span class="NormalTextRun SCXW39164462 BCX0">h con</span><span class="NormalTextRun SCXW39164462 BCX0">tinued</span></span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><strong>,</strong>&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;</span><span class="NormalTextRun SCXW39164462 BCX0">It is an absolute tapestry of lakes and streams consisting of well over 1,0</span><span class="NormalTextRun SCXW39164462 BCX0">00&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">individual lakes; 2,000 designated campsites; hundreds</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;of</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;miles of rivers and streams. The Boundary Waters&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">contain</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;the largest contiguous landscape of uncut forest&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">remaining</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;in the eastern United States.&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">And the 3-million-acre Superior National Forest, in which the Boundary Waters sits,&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">contains</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;fully 20 percent of all the fresh water in the entire National Forest System &ndash; an incredible figure</span><span class="NormalTextRun SCXW39164462 BCX0">.</span><span class="NormalTextRun SCXW39164462 BCX0">&rdquo;</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;</span></span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="556160886" paraeid="{3e173867-7dbf-49a6-b3e1-447816d6425d}{24}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;</span><span class="NormalTextRun SCXW39164462 BCX0">But instead of listening to Minnesotans and Americans from all over the country who care about this place, Republicans today are using an unprecedented blunt-force legislative method that includes zero public comment period to make decisions about our public lands without any input from the people to whom those actually lands belong,</span><span class="NormalTextRun SCXW39164462 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">sai</span><span class="NormalTextRun SCXW39164462 BCX0">d Heinrich</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0">.&nbsp;</span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></strong></p>
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<p class="Paragraph SCXW39164462 BCX0" paraid="1562070716" paraeid="{766982a8-4a04-480e-86d8-d5b753409d22}{13}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0"><span class="NormalTextRun SCXW39164462 BCX0">&ldquo;The way I look at public lands is that they are the closest, most tangible thing we&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">have to</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;being able to&nbsp;</span><span class="NormalTextRun SCXW39164462 BCX0">represent</span><span class="NormalTextRun SCXW39164462 BCX0">&nbsp;true Jeffersonian democracy. They are the thing &ndash; like we saw last June &ndash; that unite us across the political spectrum. And if you take these public lands away, you also tear away the places where we are most free,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW39164462 BCX0">concluded Heinrich.</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW39164462 BCX0">&nbsp;</span><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW39164462 BCX0" paraid="1562070716" paraeid="{766982a8-4a04-480e-86d8-d5b753409d22}{13}"><span class="EOP SCXW39164462 BCX0" data-ccp-props="{}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW258290733 BCX0"><span class="NormalTextRun SCXW258290733 BCX0">A video of Heinrich&rsquo;s floor speech can be found</span><span class="NormalTextRun SCXW258290733 BCX0">&nbsp;</span></span><a href="https://www.youtube.com/live/gllQHjBasck?si=Y0om1Tk6QhFlsbgE&amp;t=1900" target="_blank" class="Hyperlink SCXW258290733 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW258290733 BCX0"><span class="NormalTextRun CommentStart SCXW258290733 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW258290733 BCX0">.&nbsp;</span><span class="EOP SCXW258290733 BCX0" data-ccp-props="{}">&nbsp;</span></span></p>
<p class="Paragraph SCXW39164462 BCX0" paraid="1562070716" paraeid="{766982a8-4a04-480e-86d8-d5b753409d22}{13}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW10795215 BCX0"><span class="NormalTextRun SCXW10795215 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW10795215 BCX0">:</span><span class="EOP SCXW10795215 BCX0" data-ccp-props="{}">&nbsp;</span></strong><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1087983941" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{213}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">I<em> want to thank my colleague from Minnesota for her endless advocacy&nbsp;</em></span><em><span class="NormalTextRun SCXW56859116 BCX0">for&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">this special place, one of America's true gems, and I do hope t</span><span class="NormalTextRun SCXW56859116 BCX0">o</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;make it to the Boundary Waters this summer.&nbsp;</span></em></span><em><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1025690072" paraeid="{a43b07e0-cd04-4d80-87ed-ec402aa5f561}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Last July, I was supposed to be at the Boundary Waters. I&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">had&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">long</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">-</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">planned</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">trip with my family. It was to be our first time exploring the Boundary Waters. My family made it. I did not.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="471119205" paraeid="{a43b07e0-cd04-4d80-87ed-ec402aa5f561}{185}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">My wife Julie</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">my sons Micah and Carter</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">had an incredible time that they will always remember.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="216759597" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{223}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;paddled their canoes across lakes</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1022635510" paraeid="{c54a8d73-8527-4f24-893b-d1553dc997bf}{50}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">portag</span><span class="NormalTextRun SCXW56859116 BCX0">ed</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;from lake to lake.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="719640799" paraeid="{c54a8d73-8527-4f24-893b-d1553dc997bf}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They slept under a blanket of stars that most people in Washington D.C. could never imagine</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;because they&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">can&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;see it,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and I was supposed to be part of that trip.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2321539" paraeid="{c54a8d73-8527-4f24-893b-d1553dc997bf}{183}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Instead,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">I was stuck here fighting to strip out the public land sell off language from the Republican budget bill.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1320295944" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{243}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They sent me</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;lots of</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;pictures&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">afterwards; pictures&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">of the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">N</span><span class="NormalTextRun SCXW56859116 BCX0">orthern&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">P</span><span class="NormalTextRun SCXW56859116 BCX0">ike&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">here&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;my son</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;Micah caught</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="481835208" paraeid="{bc70ae44-813a-4db1-b111-6bc08c0bc222}{3}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">My wife&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Julie was able to spend&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">some&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">really&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">qu</span><span class="NormalTextRun SCXW56859116 BCX0">ality</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">wilderness time with both our sons before they went&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">off&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">to their respective colleges</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;for the year</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1604807810" paraeid="{36a3a8db-8878-4bd4-bc0e-4903b2255c5c}{253}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">She&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">told</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;me that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">they</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;ate more food on this trip than most rugby teams</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1632497152" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{8}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Like my family, millions of Americans have hunted,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">fished, and paddled</span><span class="NormalTextRun SCXW56859116 BCX0">, and traversed</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the Boundary Waters.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="686643849" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{18}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And i</span><span class="NormalTextRun SCXW56859116 BCX0">n fact, it has an almost religious connotation among&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">sportsmen</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in particular</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="800808801" paraeid="{722ff490-2d70-4cec-b280-780094894989}{241}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">somewhat amazing</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;to me to see a Republican party that used to ha</span><span class="NormalTextRun SCXW56859116 BCX0">v</span><span class="NormalTextRun SCXW56859116 BCX0">e such fidelity to hunters and anglers&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically roll</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">all of</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the organizations that my colleague from Minnesota rattled off</span><span class="NormalTextRun SCXW56859116 BCX0">, who said this is not the right place for this.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="846059353" paraeid="{05fcafe6-a6b6-492e-9210-d1a4bd2bcffc}{181}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Organizations like Pheasants Forever Backcountry Hunters and Anglers and Teddy Roosevelt Conservation Partnership, and on and on and on. But&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;where we are today.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1596611955" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{28}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Stories&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">from the Boundary Waters, stories&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">of stalking whitetail and grouse are passed down from generation to generation</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in the Midwest</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1517241924" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{38}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Legendary stories of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">lake t</span><span class="NormalTextRun SCXW56859116 BCX0">rout,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">N</span><span class="NormalTextRun SCXW56859116 BCX0">orthern</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;P</span><span class="NormalTextRun SCXW56859116 BCX0">ike and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">W</span><span class="NormalTextRun SCXW56859116 BCX0">alleye abound, sometimes with the fish&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">actually&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">getting</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;bigger with each telling</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;of the story</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="813984515" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{48}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And the water?&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">As the senator from Minnesota Senator Smith said, is some of the cleanest you will find anywhere in the lower 48.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2042094716" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{58}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is a bucket list, once-in-a-lifetime destination for</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;so</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;many public&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">land owners</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1144469963" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{68}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And that is precisely&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">what&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;at risk with this vote. One of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">our nation&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">true crown jewels.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="431057199" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{78}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">So,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">l</span><span class="NormalTextRun SCXW56859116 BCX0">et&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;back up&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a little bit&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">for folks who&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">don&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;have&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">first-hand knowledge&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">of what the Boundary Waters is, where it is, and do a little explaining.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1175775418" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{88}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The Boundary Waters is one of the most incredible, intact wilderness landscapes left in our&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">nation</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1547827675" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is a</span><span class="NormalTextRun SCXW56859116 BCX0">n absolute</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;tapestry of lakes and streams consisting of well over 1,000 individual lakes; 2,000 designated campsites; hundreds of miles of rivers and streams. The Boundary Waters&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contain</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the largest contiguous landscape of uncut forest&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">remaining</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in the eastern United States</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1510640666" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{108}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">3</span><span class="NormalTextRun SCXW56859116 BCX0">-million-acre Superior National Forest, in which the Boundary Waters sit</span><span class="NormalTextRun SCXW56859116 BCX0">s</span><span class="NormalTextRun SCXW56859116 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contains</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">fully&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">20 percent of all the fresh water in the entire National Forest System</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;&ndash; an incredible figure</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1784374916" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">In fact, this wilderness was so important that President Teddy Roosevelt&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">himself&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">set it aside as part of the Superior National Forest all the way back in 1909</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1699679078" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{128}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And almost half a century later, Congress voted overwhelmingly to include the Boundary Waters as one of the original units of the National Wilderness&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">S</span><span class="NormalTextRun SCXW56859116 BCX0">ystem.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="449462492" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{138}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">In many ways, Minnesotans rely on the Boundary Waters to support their&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">local&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">economy</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="10069478" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Every year, the Boundary Waters Canoe Area Wilderness draws more visitors than any other wilderness in the country</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1707640461" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This recreation supports 17,000 Minnesotan jobs, contributes&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">roughly a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">$1 billion in annual sales, and preserves and shares&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">more importantly&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a way of life&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that has been&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">passed down f</span><span class="NormalTextRun SCXW56859116 BCX0">rom generation to generation.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="148471741" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{168}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">this&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">is an&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">area&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">that is</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;no stranger to threats</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1827506752" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{178}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">In addition to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">containing</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;so many of the natural resources that come with wilderness, the area also&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contains</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;copper.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1162440735" paraeid="{d3104f73-0323-4fab-adb9-cf3ef22c572e}{70}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">There's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a long history of iron mining in this area. And I grew up the son of someone who worked for Anaconda Copper, the grandson of somebody who was a gold miner.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="308654240" paraeid="{d3104f73-0323-4fab-adb9-cf3ef22c572e}{165}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">But I want to talk a little bit about the difference between some of these Iron Range mines that mine ore that is just chemically inert.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1514895102" paraeid="{ed076a25-eb77-4c83-8272-16b46aea2946}{1}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is chemically stable. When you mine for iron,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically mining</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;iron oxide,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;mining rust, and then&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;turning that back into iron.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="45649801" paraeid="{ed076a25-eb77-4c83-8272-16b46aea2946}{75}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This is not that kind of mine. This is a copper sulfide mine, and the company that wants to mine here called Twin Metals, and that sounds so Minnesotan.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;I think they might have picked it to sound Minnesotan.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1860388152" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{188}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">actually a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;subsidiary of a Chilean mining company</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;called Antofagasta</span><span class="NormalTextRun SCXW56859116 BCX0">.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="731640438" paraeid="{e8c38d76-26f6-4d97-a72f-93a4b38c52a7}{20}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They want</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;to build&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">this</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;copper-nickel mine less than a mile upstream from</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;the</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">, on a spit of land between two waterways.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="450962004" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{198}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Let me explain a little bit about what it looks like to mine copper in a place like the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">, particularly when&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you&rsquo;re</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;mining copper sulfite ore.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="881065924" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{208}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The company will&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">have to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">dig several deep shafts to reach the</span><span class="NormalTextRun SCXW56859116 BCX0">se very deep ore bodies</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1907541116" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{218}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They will then remove many millions of tons for processing</span><span class="NormalTextRun SCXW56859116 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">millions</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and millions of tons of copper sulfite ore</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1222900760" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{228}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">After they remove what copper and nickel is economically recoverable</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in that ore,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;they will dump as much as 100 million tons of waste rock&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">and</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;low-grade ore on the site</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;never to be removed.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1831322026" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{238}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Deep under the ground, the copper is locked in ore rich in sulfur.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="663988977" paraeid="{e7a60af5-0422-469e-bc65-d21f20279293}{248}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That ore has never been exposed&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">water. It has never been exposed to oxygen or air.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1363413410" paraeid="{225e6f4e-c87e-4d60-ab71-8305d67f17c0}{154}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">W</span><span class="NormalTextRun SCXW56859116 BCX0">hen you bring it to the surface and&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">you let it sit out in a pile, and you expose it to air and water,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;oxygen bonds with th</span><span class="NormalTextRun SCXW56859116 BCX0">at</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;sulfur</span><span class="NormalTextRun SCXW56859116 BCX0">, and when you bond that oxygen to sulfur, you get&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">sulfuric acid.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="697430802" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{13}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Sulfuric acid is one of the hardest waste products you can imagine&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">to try</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;and control.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="148343458" paraeid="{6e705bee-426a-4c83-b72c-716f5968739a}{249}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">The waste rock that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">has been&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">dumped on site will naturally form sulfuric acid and that acid will&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">then&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">dissolve toxic heavy metals</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;present in the waste rock, and then you have this toxic stew of heavy metals along with sulfuric acid.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="319841566" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{23}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">There is no plan to remove all this waste from the mine site, so&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">basically a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;ticking time bomb of acid and heavy metals</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1047201821" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{33}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Studies by the EPA say that the odds of sulfuric acid polluting the Boundary Waters under this scenario is &ldquo;highly likely.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1431411683" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{43}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">I&rsquo;ll</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;do you one better: It has a perfect track-record of polluting water</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1995613930" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;according to the peer-reviewed study on sulfide-ore copper mining that drove the 2023 decision to ban mining in this area.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;also my personal experience as a former natural resources trustee who had to negotiate with copper companies who polluted water with the same technology.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="743412550" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{63}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW56859116 BCX0">So</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not just &ldquo;highly likely.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2069408270" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{73}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">It is guaranteed.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2067201604" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{83}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Sulfide mining in the Rainy River Watershed will cause certain, irreversible pollution to the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2016529467" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{93}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Think again about eating those fish you caught &ndash; or drinking the water you dipped from the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">middle of the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">lake</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1426196519" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{103}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Because the thing about sulfuric acid poisoning is that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;invisible</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="195820948" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{113}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Y</span><span class="NormalTextRun SCXW56859116 BCX0">ou&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">can't</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;see it,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;but it&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">makes water unsafe to drink</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="837726051" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{133}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Sulfuric acid lowers the pH level of water, changing entire ecosystems</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="993381570" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{143}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">At&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">high levels</span><span class="NormalTextRun SCXW56859116 BCX0">, f</span><span class="NormalTextRun SCXW56859116 BCX0">ish that rely on healthy water to live will experience respiratory failure in water poisoned by sulfuric acid</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="760968259" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{153}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They will&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">literally drown</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;to death</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="884410806" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{163}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They will not be able to reproduce normally, and their food sources will also be tainted</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2023397883" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{173}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Meaning, entire fish populations of lake trout and smallmouth bass are at risk</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1509340284" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{183}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The sulfuric acid produced by this mine will leach heavy metals like lead, mercury, and copper into t</span><span class="NormalTextRun SCXW56859116 BCX0">hat same&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">water</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1955804777" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{193}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That will then accumulate in the bodies of fish and wildlife that consume the water</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="401433267" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{203}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">When people eat meat</span><span class="NormalTextRun SCXW56859116 BCX0">, fish,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">with heavy metals, they accumulate in our bodies, too</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2102452897" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{213}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">isn&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a myth</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1622335591" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{223}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is a&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">virtual</span><span class="NormalTextRun SCXW56859116 BCX0">ly</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;guarantee</span><span class="NormalTextRun SCXW56859116 BCX0">d</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;outcome</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<div class="OutlineElement Ltr SCXW56859116 BCX0">
<p class="Paragraph SCXW56859116 BCX0" paraid="1599265017" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{233}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Because we know that plans for the mine include storing over 100 million tons of toxic waste&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">rock&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">on the edge of the Wilderness</span><span class="NormalTextRun SCXW56859116 BCX0">, upstream of the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="307492203" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{243}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Think about how much that is. Visualize how much waste rock&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">we&rsquo;re</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;talking about being done and never removed from this mine site.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1464652341" paraeid="{e9839b64-434b-45a8-9dad-3be5c7e116c9}{253}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">100 million tons is about 740,000 Boeing 777 airplanes.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1282632406" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{8}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;twice the mass of all the living people on&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">E</span><span class="NormalTextRun SCXW56859116 BCX0">arth</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1623604031" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{18}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It is 500 times the weight of the Empire State Building</span><span class="NormalTextRun SCXW56859116 BCX0">, sitting there generating toxic acid</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2077521510" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{28}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And it&rsquo;s the amount of toxic waste that Antofagasta, a foreign mining company that plans to sell the copper to foreign countries, plans to store on the edge of the largest&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">patch of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">wild rivers and forests in our country, the place that has 20 percent of all fresh water in&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">our</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;National Forest System.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1935597296" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{38}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The damage</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;is&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">really unthinkable</span><span class="NormalTextRun SCXW56859116 BCX0">, but&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;also</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;irreversible</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;because</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;currently&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">we&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">don&rsquo;t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;have any</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;technology available that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">is capable of reversing</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;sulfuric acid</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">contamination</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="156583233" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{58}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This is bad</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="391603187" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{68}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;so bad that in 2016, even before the</span><span class="NormalTextRun SCXW56859116 BCX0">re was a</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;mineral withdrawal, the Obama&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a</span><span class="NormalTextRun SCXW56859116 BCX0">dministration cancelled the mine&rsquo;s lease</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="314462512" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{78}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And in 2023, after years of review and overwhelming public support, a 20-year mineral withdrawal was&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">established</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in the Rainy River Watershed, home of the Boundary Waters</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1211388355" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{88}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That decision reflects common sense: some places are too&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">valuable&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">to gamble&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">with</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="119045907" paraeid="{13c2919b-bb7d-4c4b-be52-d780420bc4c1}{182}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">With today&rsquo;s technology, if&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a gamble, why not wait 30 years when maybe that technology is a sure bet. But&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not a sure bet today.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="228397401" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">That decision also reflected the voices of the American people</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1581012492" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{108}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The assessment that led to the mineral withdrawal was completed by the U.S. Forest Service in 2022, and it included&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">hundreds of thousands of public comments,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">675,000 public comments</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="90813088" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Over 95 percent of&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">which&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">favored&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">the withdrawal area being withdrawn from non- ferrous mining, sulfide mining</span><span class="NormalTextRun SCXW56859116 BCX0">.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1712298128" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{128}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Today, 70 percent of Minnesotans oppose mining in the Boundary Waters.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1254032770" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{138}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">But instead of listening to Minnesotans and Americans&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">from all over the country who care about this place,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Republicans today are using a</span><span class="NormalTextRun SCXW56859116 BCX0">n unprecedented</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;blunt-force legislative method that includes&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">zer</span><span class="NormalTextRun SCXW56859116 BCX0">o public comment period to make decisions about our public lands without any input from the people to whom those&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">actually&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">lands belong.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="747796589" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And we&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">can</span><span class="NormalTextRun SCXW56859116 BCX0">'</span><span class="NormalTextRun SCXW56859116 BCX0">t</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">talk about&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">the Boundary Waters without speaking of belonging and Tribal communities</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="745608741" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Three Tribes &ndash; the Bois Forte Band, the Fond du Lac Band, and the Grand Portage Band of Chippewa &ndash; have extensive treaty rights in Northeastern Minnesota</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1910995080" paraeid="{f36adb66-588a-47d1-a144-6d78bcc5eee8}{170}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">These are rights to do things like hunt and fish and gather wild rice.</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2043391091" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{168}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">These rights are guaranteed to them by the 1854 Treaty of La Pointe and have been reaffirmed by federal courts&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">over and over again</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="721293156" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{178}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">By overturning the Public Land Order with a CRA resolution, Senate Republicans will not only cut Tribes out of the conversation</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1650528672" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{188}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They disrespect Tribal treaty rights and directly risk those Tribes&rsquo; guaranteed access to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">their&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">traditional&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">way of life&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">and subsistence use of th</span><span class="NormalTextRun SCXW56859116 BCX0">is place</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1117156416" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{198}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">So, since my Republican colleagues are refusing to include constituent&rsquo;s voices into this process, I will bring&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a few of those from New Mexico to the floor here today.</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1666324776" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{208}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Dr. Brown, from Santa Fe, wrote&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">me&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">urging that we oppose this vote</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1674181451" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{218}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">He says: &ldquo;I&rsquo;ve canoed the Boundary Waters many times and can attest to its uniqueness...with some of the purest water in the U.S., these lakes are visited and admired by thousands of Americans...Pollution of the Boundary Waters would be a tragedy for the nation and the world.&rdquo;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="718611373" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{228}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Merriman</span><span class="NormalTextRun SCXW56859116 BCX0">, from Albuquerque</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;said:&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">&ldquo;Please vote no on H</span><span class="NormalTextRun SCXW56859116 BCX0">.</span><span class="NormalTextRun SCXW56859116 BCX0">J</span><span class="NormalTextRun SCXW56859116 BCX0">.</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;Res 140. Some things are worth more than money.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1341410233" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{238}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">From Lee in Los Alamos: &ldquo;I am writing to ask you to oppose H.J. Res 140...The [Boundary Waters Canoe Area] is a national treasure &ndash; not just for Minnesotans but for me and other New Mexicans as well.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1450615192" paraeid="{537ab1cc-0e70-46ed-adc7-9dbae8f85297}{248}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Naima in Santa Fe: &ldquo;This is a hideous giveaway to corporate profiteers and cannot stand. Please vote NO.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="404744488" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{3}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">From Dr.&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">Bagne</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;in Silver City: &ldquo;Any short-term economic&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">benefit</span><span class="NormalTextRun SCXW56859116 BCX0">s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;would clearly not outweigh the long-term risks to the ecosystem and water supplies. Although it is in Minnesota, many similar public lands in New Mexico&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">c</span><span class="NormalTextRun SCXW56859116 BCX0">ould</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;be threatened by...relaxing mining rules. Please oppose.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="959493751" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{13}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Judy in Albuquerque: &ldquo;I am aghast...Please do all that you can to stop this giveaway of our wonderful public lands. This happened despite all the thousands of citizen signatures against the vote.&rdquo;&nbsp;&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="100899873" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{23}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">From Roxane in Rio Rancho: &ldquo;Please vote against reversing the ban on mining...I am very concerned that the Trump&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">a</span><span class="NormalTextRun SCXW56859116 BCX0">dministration is flying under the radar and doing a lot of damage that will be difficult, or even impossible, to reverse.&rdquo;&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="890526678" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{33}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Amy in Albuquerque: &ldquo;Please do not allow this to happen. The Boundary Waters belong to all Americans, not to a Chilean mining company with contracts to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">process&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">ore to China.&rdquo;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="405499177" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{43}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Their voices matter because the Boundary Waters are OUR public lands. All of ours.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="403251629" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">President Teddy Roosevelt, who had the&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">incredible&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">foresight to protect this beautiful place, once said: &ldquo;We</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">should see to it that they are preserved for [our] children and [our] children&rsquo;s children forever, with their majestic beauty all unmarred.&rdquo;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW56859116 BCX0">
<p class="Paragraph SCXW56859116 BCX0" paraid="498115750" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{63}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">The way I look at public lands is that they are the closest, most tangible thing we&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">have to</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;being able to&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">represent</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;true Jeffersonian democracy</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1469093460" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{73}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">They are the thing &ndash; like we saw last June &ndash; that&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">often&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">unite</span><span class="NormalTextRun SCXW56859116 BCX0">s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;us across the political spectrum</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="335862080" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{83}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">I</span><span class="NormalTextRun SCXW56859116 BCX0">f you take these public lands away, you tear away the places where we are most free.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1885419096" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{93}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">This is an issue of our heritage</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="393436060" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{103}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;an issue of our inheritance</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW56859116 BCX0" paraid="27703161" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{113}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">an issue for Minnesota, but&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">it&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not just an issue for Minnesota.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1214856697" paraeid="{73415c9b-2793-4918-b4a2-c34f243d7c74}{157}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">It is an issue for our nation.&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2070383910" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{123}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It's</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">about something bigger</span><span class="NormalTextRun SCXW56859116 BCX0">.&nbsp;&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1987468012" paraeid="{440e1c5d-bdc1-4707-803a-01d92ef9eca1}{133}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;a test of whether our public lands</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;&ndash; a friend of mine likes to say, our public lands that are the anvil upon which we have forged our collective identity.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="356445044" paraeid="{b216a527-3c79-4033-81e6-e079c0e15377}{84}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0">Can that be stripped from us? Can it be stripped of their protections?&nbsp;</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="577775432" paraeid="{e5032671-96fb-4a8e-8f0f-ba825f75e472}{103}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">You know,&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">I'm</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;going to summarize this one more time.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="456869812" paraeid="{50ef8843-7917-4a22-9140-8a082a12533c}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">We're</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;going to allow a foreign mining company to ship those minerals to China for processing and then sell those back to us with a tariff on top...</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1350457614" paraeid="{2cf390ae-7979-4d12-b7c1-3b98f300da9d}{111}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">How is that America First?&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">It&rsquo;s</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;not.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="2073687413" paraeid="{7a8eb443-6f26-4959-980e-8696f7360862}{31}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">And to risk this incredible</span><span class="NormalTextRun SCXW56859116 BCX0">,</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;rare asset, the Boundary Waters, for that?&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1942434949" paraeid="{401206d2-d30a-4711-bd84-939e2ad7f884}{112}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW56859116 BCX0"><span class="NormalTextRun SCXW56859116 BCX0">Well that just seems&nbsp;</span><span class="NormalTextRun SCXW56859116 BCX0">really short</span><span class="NormalTextRun SCXW56859116 BCX0">&nbsp;sighted to me, and I would urge every one of my colleagues, I would urge you to vote no on this Congressional Review Act resolution.&nbsp;</span></span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW56859116 BCX0" paraid="1298285808" paraeid="{bb76fd7e-4f24-44bb-b8cd-d784def86a75}{141}" style="text-align: center;"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW56859116 BCX0">###</span><span class="EOP SCXW56859116 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></strong></p>
</div>
</div>
</div>
</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/icymi-heinrich-delivers-remarks-on-the-senate-floor-urging-senate-colleagues-to-protect-boundary-waters-canoe-area-wilderness-from-mining</guid>
      <pubDate>Thu, 16 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Subcommittee on Energy to Receive Testimony on Pending Legislation]]></title>
      <link>https://www.energy.senate.gov/hearings/2026/4/subcommittee-on-energy-to-receive-testimony-on-pending-legislation</link>
      <description><![CDATA[<div id="committee-meetings-header">
<p>The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.&nbsp;</p>
<p></p>
</div>
<div id="committee-meetings-body">
<div id="committee-meetings-legislation">
<p><b>LEGISLATION</b></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 465,</b>&nbsp;A bill to require the Federal Energy Regulatory Commission to reform the interconnection queue process for the prioritization and approval of certain projects, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 1327,</b>&nbsp;A bill to require the Federal Energy Regulatory Commission to establish a shared savings incentive to return a portion of the savings attributable to an investment in grid-enhancing technology to the developer of that grid-enhancing technology, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3034,</b>&nbsp;A bill to amend the Federal Power Act to require the Federal Energy Regulatory Commission to review regulations that may affect the reliable operation of the bulk-power system, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3192,</b>&nbsp;A bill to require Transmission Organizations to allow aggregators of retail customers to submit to organized wholesale electric markets bids that aggregate demand flexibility of customers of certain utilities, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3269,</b>&nbsp;A bill to direct the Comptroller General of the United States to conduct a technology assessment focused on liquid cooling systems for artificial intelligence compute clusters and high-performance computing facilities, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3947,</b>&nbsp;A bill to amend the Federal Power Act to establish a categorical exclusion for reconductoring within existing rights-of-way, and for other purposes.</p>
</td>
</tr>
</tbody>
</table>
</div>
<div id="committee-meetings-panels">
<p><b>WITNESSES</b></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>Mr. David L. Morenoff</strong></p>
<p>Deputy General Counsel</p>
<p>Office of the General Counsel</p>
<p>Federal Energy Regulatory Commission</p>
</td>
</tr>
<tr>
<td valign="top">
<p><strong>Mr. Kal Ayoub</strong></p>
<p>Director</p>
<p>Office of Electric Reliability</p>
<p>Federal Energy Regulatory Commission</p>
</td>
</tr>
</tbody>
</table>
</div>
</div>]]></description>
      <content:encoded><![CDATA[<div id="committee-meetings-header">
<p>The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.&nbsp;</p>
<p></p>
</div>
<div id="committee-meetings-body">
<div id="committee-meetings-legislation">
<p><b>LEGISLATION</b></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 465,</b>&nbsp;A bill to require the Federal Energy Regulatory Commission to reform the interconnection queue process for the prioritization and approval of certain projects, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 1327,</b>&nbsp;A bill to require the Federal Energy Regulatory Commission to establish a shared savings incentive to return a portion of the savings attributable to an investment in grid-enhancing technology to the developer of that grid-enhancing technology, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3034,</b>&nbsp;A bill to amend the Federal Power Act to require the Federal Energy Regulatory Commission to review regulations that may affect the reliable operation of the bulk-power system, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3192,</b>&nbsp;A bill to require Transmission Organizations to allow aggregators of retail customers to submit to organized wholesale electric markets bids that aggregate demand flexibility of customers of certain utilities, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3269,</b>&nbsp;A bill to direct the Comptroller General of the United States to conduct a technology assessment focused on liquid cooling systems for artificial intelligence compute clusters and high-performance computing facilities, and for other purposes.</p>
</td>
</tr>
<tr>
<td valign="top"></td>
<td valign="top">
<p><b>S. 3947,</b>&nbsp;A bill to amend the Federal Power Act to establish a categorical exclusion for reconductoring within existing rights-of-way, and for other purposes.</p>
</td>
</tr>
</tbody>
</table>
</div>
<div id="committee-meetings-panels">
<p><b>WITNESSES</b></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p><strong>Mr. David L. Morenoff</strong></p>
<p>Deputy General Counsel</p>
<p>Office of the General Counsel</p>
<p>Federal Energy Regulatory Commission</p>
</td>
</tr>
<tr>
<td valign="top">
<p><strong>Mr. Kal Ayoub</strong></p>
<p>Director</p>
<p>Office of Electric Reliability</p>
<p>Federal Energy Regulatory Commission</p>
</td>
</tr>
</tbody>
</table>
</div>
</div>]]></content:encoded>
      <category>Hearings</category>
      <guid>https://www.energy.senate.gov/hearings/2026/4/subcommittee-on-energy-to-receive-testimony-on-pending-legislation</guid>
      <pubDate>Wed, 15 Apr 2026 18:30:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[ Heinrich Demands Answers from Secretary Wright on Whether DOE Adequately Prepared for Strait of Hormuz Closure Ahead of Iran War   ]]></title>
      <link>https://www.energy.senate.gov/2026/4/heinrich-demands-answers-from-secretary-wright-on-whether-doe-adequately-prepared-for-strait-of-hormuz-closure-ahead-of-iran-war</link>
      <description><![CDATA[<div class="OutlineElement Ltr SCXW136301985 BCX0">
<p class="Paragraph SCXW136301985 BCX0" paraid="1485138623" paraeid="{53c83f02-2053-4a8f-bda7-c2d99ef61fe7}{47}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW136301985 BCX0">WASHINGTON</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0"><strong>&nbsp;</strong>&mdash;&nbsp;</span><span class="NormalTextRun CommentStart SCXW136301985 BCX0">Yesterday,</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee,&nbsp;</span></span><a href="https://www.energy.senate.gov/services/files/3003976B-8A3D-4F65-BC65-7CB3696C121F" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">sent a letter</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;to U.S. Department of Energy (DOE) Secretary Chris Wright</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span></span><a href="https://www.cnbc.com/2026/04/15/iran-war-martin-heinrich-trump-probe-strait-of-hormuz-closure.html" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">demanding&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">answers</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">on&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">whether the Department&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">sufficiently&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">prepared for the closure of the Strait of Hormuz prior to&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">President&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">Trump</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;choosing to&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">enter into a</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">war&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">against Iran with no clear&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">strategy&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">or&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">congressional approval</span><span class="NormalTextRun SCXW136301985 BCX0">.&nbsp;</span></span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1019822162" paraeid="{ab229a1f-d0e2-4cab-93b7-98929cebfde1}{58}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">Heinrich additionally requested any&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">analysis</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">administration conducted&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">on&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">how&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">the President&rsquo;s</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">w</span><span class="NormalTextRun SCXW136301985 BCX0">ar&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">with Iran&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">would&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">impact</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;energy costs.</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">As a result of&nbsp;</span><span class="NormalTextRun CommentStart SCXW136301985 BCX0">President</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">Trump&rsquo;s war with Iran, families are currently facing over $4 a gallon for gas &ndash; and&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">the President</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span></span><a href="https://x.com/factpostnews/status/2043343843324498319?s=20" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span class="SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun CommentStart SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">has signaled</span></span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;those prices&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">may continue to rise.&nbsp;</span></span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="2081574590" paraeid="{7f5527a8-f228-41ec-9568-f1eef74d4435}{50}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">&ldquo;I am deeply concerned that the President&rsquo;s decision to wage a reckless war on Iran will wreak havoc on energy markets for the foreseeable future&mdash;driving up energy costs for Americans across the country and causing global economic turmoil,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW136301985 BCX0"><strong>Heinrich began</strong>.</span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="273513316" paraeid="{848404a3-276a-4110-8e2b-8ed1f71c5d40}{38}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&ldquo;Soon after the war began, Iran&rsquo;s Revolutionary Guard Corps (IRGC) restricted passage of vessels through the Strait of Hormuz&mdash;cutting off a vital energy corridor through which 20 percent of the world&rsquo;s petroleum and liquified natural gas (LNG) flow daily&mdash;and sending energy prices to new highs. And&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">it is clear that the</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;Administration does not have a plan to re-open the Strait&mdash;meaning prices will continue to climb,&rdquo;&nbsp;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0"><strong>Heinrich continued</strong>.&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">&ldquo;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">The Administration dismissed or failed to fully appreciate the impact the closure of the Strait would have on domestic energy and household costs when it rushed into war with Iran and lacks a coherent strategy to end the war and stabilize domestic and global energy markets.&rdquo;&nbsp;</span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1499886800" paraeid="{0f769c18-f94f-47f6-965c-85cb22002898}{243}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">Heinrich concluded his letter to Secretary Wright</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">by&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">demanding answers to several</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">q</span><span class="NormalTextRun SCXW136301985 BCX0">uestions&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">about</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;how the Trump administration prepared for the economic impacts of the war with Iran</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;and the closure of the Strait of Hormuz</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;and Bab Al-Mandeb Strait</span><span class="NormalTextRun SCXW136301985 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">requesting&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">documents and any analyses the Trump administration has&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">prepared</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;around the economic impact of the conflict.&nbsp;</span></span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1775862334" paraeid="{92bf7410-5c49-4adc-9acd-ad909a9609de}{25}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">Read the full letter&nbsp;</span><a href="https://www.energy.senate.gov/services/files/3003976B-8A3D-4F65-BC65-7CB3696C121F" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">&nbsp;and below:</span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p><em>Secretary Wright:</em></p>
<p><em>In the days since the President&rsquo;s decision to enter into a war against Iran with no clear objectives and congressional approval, domestic and global energy prices have skyrocketed. I am deeply concerned that the President&rsquo;s decision to wage a reckless war on Iran will wreak havoc on energy markets for the foreseeable future&mdash;driving up energy costs for Americans across the country and causing global economic turmoil.</em></p>
<p><em>Soon after the war began, Iran&rsquo;s Revolutionary Guard Corps (IRGC) restricted passage of vessels through the Strait of Hormuz&mdash;cutting off a vital energy corridor through which 20 percent of the world&rsquo;s petroleum and liquified natural gas (LNG) flow daily&mdash;and sending energy prices to new highs. And it is clear that the Administration does not have a plan to re-open the Strait&mdash;meaning prices will continue to climb.</em></p>
<p><em>Less than 300 ships have reportedly passed through the Strait since the start of the war, with nearly 800 ships sitting idle in close proximity waiting to cross. Prior to the war, in comparison, around 130 vessels traversed the Strait daily.</em></p>
<p><em>The Administration dismissed or failed to fully appreciate the impact the closure of the Strait would have on domestic energy and household costs when it rushed into war with Iran and lacks a coherent strategy to end the war and stabilize domestic and global energy markets.</em></p>
<p><em>In light of these concerns and to better understand the impact of the war on energy markets, I request you provide the following information by April 28, 2026:</em></p>
<ol>
<li><em>Prior to the war, what analysis did the Department perform to understand the range of impacts the war could have on domestic and global energy markets? Please provide copies of this analysis clearly identifying the impacts expected by the Department.</em></li>
<li><em>On March 11, 2026, the Department announced plans to release 172 million barrels from the Strategic Petroleum Reserve (SPR). Did the analyses performed prior to the war commencing include potential releases from the SPR? Please describe any relevant assumptions and include copies of the analysis.</em></li>
<li><em>Prior to the war, did the Department furnish the White House or any cabinet agency or council (e.g., The National Energy Dominance Council) with assessments or reports describing the impact that closing the Strait of Hormuz would have on domestic and global energy markets? If so, please provide copies of those assessments or reports.</em></li>
<li><em>Have such reports been updated given the current impacts we are experiencing? If so, please provide copies of the updated analysis with detailed descriptions of how you are proceeding to forecast the magnitude and length of any impacts.</em></li>
<li><em>Prior to the war, did the Department conduct any assessments to understand the impact damage to Persian Gulf energy facilities or infrastructure would have on domestic and global energy markets? If so, provide a copy of those assessments.</em></li>
<li><em>Since the beginning of the war, describe in detail any analysis conducted by the Department to understand the impact an ongoing war will have on domestic and global energy markets. Please describe the sources of expertise and data the Department has employed to reach these conclusions.</em></li>
<li><em>Since the beginning of the war, has the Department furnished the White House or any cabinet agency or council (e.g., The National Energy Dominance Council) with assessments or reports describing the impact that the closure of the Strait of Hormuz has had on domestic and global energy markets? If so, please provide copies of those assessments or reports with sources noted.</em></li>
<li><em>On March 10, 2025, you posted on X that &ldquo;President Trump is maintaining stability of global energy during the military operation against Iran. The U.S. Navy successfully escorted an oil tanker through the Strait of Hormuz to ensure oil remains flowing to global markets.&rdquo; Several minutes after posting this information on your official DOE X account, you deleted the post. The White House later said that the U.S. Navy did not escort a tanker through the Strait of Hormuz. Explain why you posted that the U.S. Navy &ldquo;successfully escorted an oil tanker through the Strait of Hormuz&rdquo; and the genesis of the information in the post.</em></li>
<li><em>Following recent negotiations with the Iranians in Islamabad that ended without agreement, the President announced a blockade of all vessels entering or exiting Iranians ports. Prior to the President&rsquo;s announcement, did the Department assess the impact an American blockade on the Strait would have on domestic and global energy markets? If so, please describe in detail the findings of the assessment.</em></li>
<li><em>Iran has signaled that the Houthis, an Iranian-backed group in Yemen, could close the Bab Al-Mandeb Strait, which connects the Red Sea to the Gulf Aden and Arabian Sea. The Strait accounts for 4 million barrels of crude per day. Prior to the war and at any point since, has the Department furnished the White House or any cabinet agency or council (e.g., The National Energy Dominance Council) with assessments or reports describing the impact that closure to both the Strait of Hormuz and Bab Al-Mandeb Strait could have on domestic and global energy markets?</em></li>
</ol>
<p><em>Thank you for your attention to this matter. If you have any questions, please contact my staff at (202) 224-4971.</em></p>
<p><em>Sincerely,</em></p>
<p><em></em></p>
<p style="text-align: center;"><strong>###</strong></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1485138623" paraeid="{53c83f02-2053-4a8f-bda7-c2d99ef61fe7}{47}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW136301985 BCX0">WASHINGTON</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0"><strong>&nbsp;</strong>&mdash;&nbsp;</span><span class="NormalTextRun CommentStart SCXW136301985 BCX0">Yesterday,</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee,&nbsp;</span></span><a href="https://www.energy.senate.gov/services/files/3003976B-8A3D-4F65-BC65-7CB3696C121F" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">sent a letter</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;to U.S. Department of Energy (DOE) Secretary Chris Wright</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span></span><a href="https://www.cnbc.com/2026/04/15/iran-war-martin-heinrich-trump-probe-strait-of-hormuz-closure.html" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">demanding&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">answers</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">on&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">whether the Department&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">sufficiently&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">prepared for the closure of the Strait of Hormuz prior to&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">President&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">Trump</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;choosing to&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">enter into a</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">war&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">against Iran with no clear&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">strategy&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">or&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">congressional approval</span><span class="NormalTextRun SCXW136301985 BCX0">.&nbsp;</span></span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1019822162" paraeid="{ab229a1f-d0e2-4cab-93b7-98929cebfde1}{58}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">Heinrich additionally requested any&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">analysis</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">administration conducted&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">on&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">how&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">the President&rsquo;s</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">w</span><span class="NormalTextRun SCXW136301985 BCX0">ar&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">with Iran&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">would&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">impact</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;energy costs.</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">As a result of&nbsp;</span><span class="NormalTextRun CommentStart SCXW136301985 BCX0">President</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">Trump&rsquo;s war with Iran, families are currently facing over $4 a gallon for gas &ndash; and&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">the President</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span></span><a href="https://x.com/factpostnews/status/2043343843324498319?s=20" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span class="SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun CommentStart SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">has signaled</span></span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;those prices&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">may continue to rise.&nbsp;</span></span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="2081574590" paraeid="{7f5527a8-f228-41ec-9568-f1eef74d4435}{50}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">&ldquo;I am deeply concerned that the President&rsquo;s decision to wage a reckless war on Iran will wreak havoc on energy markets for the foreseeable future&mdash;driving up energy costs for Americans across the country and causing global economic turmoil,&rdquo;&nbsp;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW136301985 BCX0"><strong>Heinrich began</strong>.</span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="273513316" paraeid="{848404a3-276a-4110-8e2b-8ed1f71c5d40}{38}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">&ldquo;Soon after the war began, Iran&rsquo;s Revolutionary Guard Corps (IRGC) restricted passage of vessels through the Strait of Hormuz&mdash;cutting off a vital energy corridor through which 20 percent of the world&rsquo;s petroleum and liquified natural gas (LNG) flow daily&mdash;and sending energy prices to new highs. And&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">it is clear that the</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;Administration does not have a plan to re-open the Strait&mdash;meaning prices will continue to climb,&rdquo;&nbsp;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0"><strong>Heinrich continued</strong>.&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">&ldquo;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">The Administration dismissed or failed to fully appreciate the impact the closure of the Strait would have on domestic energy and household costs when it rushed into war with Iran and lacks a coherent strategy to end the war and stabilize domestic and global energy markets.&rdquo;&nbsp;</span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1499886800" paraeid="{0f769c18-f94f-47f6-965c-85cb22002898}{243}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0">Heinrich concluded his letter to Secretary Wright</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">by&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">demanding answers to several</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">q</span><span class="NormalTextRun SCXW136301985 BCX0">uestions&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">about</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;how the Trump administration prepared for the economic impacts of the war with Iran</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;and the closure of the Strait of Hormuz</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;and Bab Al-Mandeb Strait</span><span class="NormalTextRun SCXW136301985 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">requesting&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">documents and any analyses the Trump administration has&nbsp;</span><span class="NormalTextRun SCXW136301985 BCX0">prepared</span><span class="NormalTextRun SCXW136301985 BCX0">&nbsp;around the economic impact of the conflict.&nbsp;</span></span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW136301985 BCX0" paraid="1775862334" paraeid="{92bf7410-5c49-4adc-9acd-ad909a9609de}{25}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">Read the full letter&nbsp;</span><a href="https://www.energy.senate.gov/services/files/3003976B-8A3D-4F65-BC65-7CB3696C121F" target="_blank" class="Hyperlink SCXW136301985 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW136301985 BCX0"><span class="NormalTextRun SCXW136301985 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW136301985 BCX0">&nbsp;and below:</span><span class="EOP SCXW136301985 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p><em>Secretary Wright:</em></p>
<p><em>In the days since the President&rsquo;s decision to enter into a war against Iran with no clear objectives and congressional approval, domestic and global energy prices have skyrocketed. I am deeply concerned that the President&rsquo;s decision to wage a reckless war on Iran will wreak havoc on energy markets for the foreseeable future&mdash;driving up energy costs for Americans across the country and causing global economic turmoil.</em></p>
<p><em>Soon after the war began, Iran&rsquo;s Revolutionary Guard Corps (IRGC) restricted passage of vessels through the Strait of Hormuz&mdash;cutting off a vital energy corridor through which 20 percent of the world&rsquo;s petroleum and liquified natural gas (LNG) flow daily&mdash;and sending energy prices to new highs. And it is clear that the Administration does not have a plan to re-open the Strait&mdash;meaning prices will continue to climb.</em></p>
<p><em>Less than 300 ships have reportedly passed through the Strait since the start of the war, with nearly 800 ships sitting idle in close proximity waiting to cross. Prior to the war, in comparison, around 130 vessels traversed the Strait daily.</em></p>
<p><em>The Administration dismissed or failed to fully appreciate the impact the closure of the Strait would have on domestic energy and household costs when it rushed into war with Iran and lacks a coherent strategy to end the war and stabilize domestic and global energy markets.</em></p>
<p><em>In light of these concerns and to better understand the impact of the war on energy markets, I request you provide the following information by April 28, 2026:</em></p>
<ol>
<li><em>Prior to the war, what analysis did the Department perform to understand the range of impacts the war could have on domestic and global energy markets? Please provide copies of this analysis clearly identifying the impacts expected by the Department.</em></li>
<li><em>On March 11, 2026, the Department announced plans to release 172 million barrels from the Strategic Petroleum Reserve (SPR). Did the analyses performed prior to the war commencing include potential releases from the SPR? Please describe any relevant assumptions and include copies of the analysis.</em></li>
<li><em>Prior to the war, did the Department furnish the White House or any cabinet agency or council (e.g., The National Energy Dominance Council) with assessments or reports describing the impact that closing the Strait of Hormuz would have on domestic and global energy markets? If so, please provide copies of those assessments or reports.</em></li>
<li><em>Have such reports been updated given the current impacts we are experiencing? If so, please provide copies of the updated analysis with detailed descriptions of how you are proceeding to forecast the magnitude and length of any impacts.</em></li>
<li><em>Prior to the war, did the Department conduct any assessments to understand the impact damage to Persian Gulf energy facilities or infrastructure would have on domestic and global energy markets? If so, provide a copy of those assessments.</em></li>
<li><em>Since the beginning of the war, describe in detail any analysis conducted by the Department to understand the impact an ongoing war will have on domestic and global energy markets. Please describe the sources of expertise and data the Department has employed to reach these conclusions.</em></li>
<li><em>Since the beginning of the war, has the Department furnished the White House or any cabinet agency or council (e.g., The National Energy Dominance Council) with assessments or reports describing the impact that the closure of the Strait of Hormuz has had on domestic and global energy markets? If so, please provide copies of those assessments or reports with sources noted.</em></li>
<li><em>On March 10, 2025, you posted on X that &ldquo;President Trump is maintaining stability of global energy during the military operation against Iran. The U.S. Navy successfully escorted an oil tanker through the Strait of Hormuz to ensure oil remains flowing to global markets.&rdquo; Several minutes after posting this information on your official DOE X account, you deleted the post. The White House later said that the U.S. Navy did not escort a tanker through the Strait of Hormuz. Explain why you posted that the U.S. Navy &ldquo;successfully escorted an oil tanker through the Strait of Hormuz&rdquo; and the genesis of the information in the post.</em></li>
<li><em>Following recent negotiations with the Iranians in Islamabad that ended without agreement, the President announced a blockade of all vessels entering or exiting Iranians ports. Prior to the President&rsquo;s announcement, did the Department assess the impact an American blockade on the Strait would have on domestic and global energy markets? If so, please describe in detail the findings of the assessment.</em></li>
<li><em>Iran has signaled that the Houthis, an Iranian-backed group in Yemen, could close the Bab Al-Mandeb Strait, which connects the Red Sea to the Gulf Aden and Arabian Sea. The Strait accounts for 4 million barrels of crude per day. Prior to the war and at any point since, has the Department furnished the White House or any cabinet agency or council (e.g., The National Energy Dominance Council) with assessments or reports describing the impact that closure to both the Strait of Hormuz and Bab Al-Mandeb Strait could have on domestic and global energy markets?</em></li>
</ol>
<p><em>Thank you for your attention to this matter. If you have any questions, please contact my staff at (202) 224-4971.</em></p>
<p><em>Sincerely,</em></p>
<p><em></em></p>
<p style="text-align: center;"><strong>###</strong></p>
</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/heinrich-demands-answers-from-secretary-wright-on-whether-doe-adequately-prepared-for-strait-of-hormuz-closure-ahead-of-iran-war</guid>
      <pubDate>Wed, 15 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[ Heinrich Takes to Senate Floor to Object Legislation that Erases History of Farm Labor Movement, Silences Survivors of Cesar Chavez’s Violence]]></title>
      <link>https://www.energy.senate.gov/2026/3/heinrich-takes-to-senate-floor-to-object-legislation-that-erases-history-of-farm-labor-movement-silences-survivors-of-cesar-chavez-s-violence</link>
      <description><![CDATA[<div style="text-align: center;"><em>Heinrich: &ldquo;Many, like Dolores Huerta, feared that speaking up would enable those who have always opposed the farmworkers movement to erase it, along with Cesar Chavez... The movement Dolores Huerta and so many others fought for was always bigger than only one man&rdquo;&nbsp;</em></div>
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<p class="Paragraph SCXW77167189 BCX0" paraid="1088584653" paraeid="{e3aae06e-3da9-4edd-a81e-670c7cfc0f9f}{28}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW77167189 BCX0">WASHINGTON</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;&mdash;&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">Yesterday, U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee,&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">took to the Senate floor to deliver&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">remarks&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">applauding the bravery of the women&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">&mdash; including Dolores Huerta, Ana Murguia, and Debra Rojas &mdash;&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">who courageously stepped&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">forward t</span><span class="NormalTextRun SCXW77167189 BCX0">o share their stories about the sexual&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">assault and abuse they endured by Cesar Chavez, and</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;to object</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">U.S.&nbsp;</span><span class="NormalTextRun CommentStart SCXW77167189 BCX0">Senator&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">John&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">Cornyn</span><span class="NormalTextRun SCXW77167189 BCX0">&rsquo;s</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;(</span><span class="NormalTextRun SCXW77167189 BCX0">R-Texas</span><span class="NormalTextRun SCXW77167189 BCX0">)</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">unanimous</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">c</span><span class="NormalTextRun SCXW77167189 BCX0">onsent&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">(UC)&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">request</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;that&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">would&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">effectively erase the history of the farmworker movement and silence the survivors of Chavez&rsquo;s abuse.&nbsp;</span></span><span class="EOP SCXW77167189 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW77167189 BCX0" paraid="1334411317" paraeid="{086cd9d8-f7e0-4973-b32f-39db5b8d4896}{123}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">In his remarks, Heinrich proposed amending Cornyn&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">proposal</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;by</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun CommentStart SCXW77167189 BCX0">temporarily clos</span><span class="NormalTextRun SCXW77167189 BCX0">ing</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;the Cesar Chavez National Monument and requi</span><span class="NormalTextRun SCXW77167189 BCX0">ring</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;the National Park Service to&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">consult&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">with all who are part of the farm labor movement, including survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW77167189 BCX0">s</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;sexual violence</span><span class="NormalTextRun SCXW77167189 BCX0">, to determine how to&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">reorient the monument to tell the history of the entire farmworker movement</span><span class="NormalTextRun SCXW77167189 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">After</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;doing so</span><span class="NormalTextRun SCXW77167189 BCX0">, t</span><span class="NormalTextRun SCXW77167189 BCX0">he&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">National Park Service&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">would consider what sit</span><span class="NormalTextRun SCXW77167189 BCX0">es and propert</span><span class="NormalTextRun SCXW77167189 BCX0">ies are&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">appropriate to</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;include in a farm labor movement monument.&nbsp;</span></span><span class="EOP SCXW77167189 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW77167189 BCX0" paraid="864475960" paraeid="{23fc294c-9f16-49f3-9286-d4ea8f67e399}{114}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">Heinrich also</span><span class="NormalTextRun CommentStart SCXW77167189 BCX0">&nbsp;</span></span><a href="https://www.npca.org/articles/11372-letter-regarding-cesar-chavez-national-monument" target="_blank" class="Hyperlink SCXW77167189 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0" data-ccp-charstyle="Hyperlink">echoed concerns</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;raised by six organizations&mdash;Latinos in Heritage Conservation, Hispanic Access Foundation,&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW77167189 BCX0">GreenLatinos</span><span class="NormalTextRun SCXW77167189 BCX0">, National Parks Conservation Association, API Americans in Historic Preservation, and Little Manila Rising</span><span class="NormalTextRun SCXW77167189 BCX0">&mdash;that Cornyn&rsquo;s bill was drafted without consultation with surviving activists from the historic movement, their descendants, farmworker communities, or the stakeholder groups that led the effort to establish the monument. Heinrich additionally warned that the legislation would not only dismantle a vital National Park&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">Service&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">unit dedicated to Latino and Asian American&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW77167189 BCX0">history</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW77167189 BCX0">,&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW77167189 BCX0">but</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;also erase the nationally significant story of the broader Farmworker Movement&mdash;including the leaders, activists, and workers who fought for dignity and fair wages.</span></span><span class="EOP SCXW77167189 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW77167189 BCX0" paraid="864475960" paraeid="{23fc294c-9f16-49f3-9286-d4ea8f67e399}{114}" style="text-align: center;"><em><a href="https://www.youtube.com/live/PznVxJk1Kx4?si=uQwEgsTeSdDOEtle&amp;t=2" target="_blank" class="Hyperlink SCXW16055901 BCX0"><span class="SCXW16055901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW16055901 BCX0"><span class="NormalTextRun CommentStart SCXW16055901 BCX0" data-ccp-charstyle="Hyperlink">VIDEO: U.S. Senator Martin&nbsp;</span><span class="NormalTextRun SCXW16055901 BCX0" data-ccp-charstyle="Hyperlink">Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee, and U.S. Senator Sheldon Whitehouse (D-R.I.), Ranking Member of the U.S. Senate Environment and Public Works Committee, host roundtable on skyrocketing energy costs, March 17, 2026.</span></span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW16055901 BCX0">&nbsp;</span></em></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="1073363022" paraeid="{3e5cbadc-0330-415b-a783-b62e00d0829d}{228}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">&ldquo;The sexual assault and abuse that Ana Murguia, Debra Rojas, and Dolores Huerta have described is horrific. And it necessarily and profoundly changes Cesar Chavez&rsquo; legacy and how he should be remembered. I am extremely grateful to the women who have courageously stepped forward. Many, like Dolores Huerta, feared that speaking up would enable those who have always opposed the farmworkers movement to erase it, along with Cesar Chavez. I stand here today to ensure that is never the case. The movement Dolores Huerta and so many others fought for was always bigger than only one man</span><span class="NormalTextRun SCXW4285923 BCX0">,&rdquo;&nbsp;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW4285923 BCX0">began Heinrich.&nbsp;</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="1799407143" paraeid="{3e5cbadc-0330-415b-a783-b62e00d0829d}{238}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">&ldquo;I am concerned that what my colleague from Texas is proposing would do just that: hide the truth about Cesar Chavez, AND the incredible farmworker movement with it. The legislation Senator Cornyn is asking us to approve today would not only abolish the Cesar Chavez National Monument. It would erase the foundational history of the farmworkers&rsquo; movement entirely. It would follow through on the threat that silenced the survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW4285923 BCX0">s</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;abuse,&rdquo;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW4285923 BCX0">&nbsp;continued Heinrich.&nbsp;</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="237017249" paraeid="{3e5cbadc-0330-415b-a783-b62e00d0829d}{250}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">&ldquo;Let me be clear: I agree, wholeheartedly, that we should no longer have a national monument dedicated to Ceasar Chavez&rsquo;s legacy. But we absolutely should NOT erase this monument&rsquo;s telling of the story of the farm labor movement,&rdquo;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW4285923 BCX0">&nbsp;Heinrich continued</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">. &ldquo;That is why I will ask to amend my colleague&rsquo;s proposal to, instead, temporarily close the monument and require the National Park Service to complete a new special resource study for the monument, in consultation with all who are part of the farm labor movement, including survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW4285923 BCX0">s</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;sexual violence. The study should consider what sites and properties are&nbsp;</span><span class="NormalTextRun SCXW4285923 BCX0">appropriate to</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;include in a farm labor movement monument. This is what we need to ensure the monument is focused on honoring and reflecting the full history of the farmworkers&rsquo; movement.&rdquo;</span></span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="1253827037" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{9}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">A video of Heinrich&rsquo;s floor speech can be found&nbsp;</span><a href="https://www.youtube.com/watch?v=W0Ws_G6jOf4" target="_blank" class="Hyperlink SCXW4285923 BCX0"><span class="SCXW4285923 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW4285923 BCX0"><span class="NormalTextRun CommentStart SCXW4285923 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">.&nbsp;</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="445735724" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{25}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">Heinrich has continuously fought against Donald Trump and&nbsp;</span><span class="NormalTextRun SCXW4285923 BCX0">c</span><span class="NormalTextRun SCXW4285923 BCX0">ongressional Republicans&rsquo; efforts to erase history on public lands.&nbsp;</span></span><a href="https://www.energy.senate.gov/2026/3/heinrich-on-senate-floor-president-trump-is-dumbing-down-our-history-and-cheapening-our-national-parks-but-he-will-not-take-our-history-from-us" target="_blank" class="Hyperlink SCXW4285923 BCX0"><span class="SCXW4285923 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW4285923 BCX0"><span class="NormalTextRun CommentStart SCXW4285923 BCX0" data-ccp-charstyle="Hyperlink">Last month,</span></span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">&nbsp;Heinrich led his colleagues in&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">delivering remarks on the Senate floor</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW4285923 BCX0">condemning</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;and drawing attention to the Trump administration&rsquo;s efforts to erase American history from public lands. Heinrich&rsquo;s remarks&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">followed his&nbsp;</span><a href="https://www.energy.senate.gov/2026/3/ranking-members-heinrich-and-merkley-demand-answers-from-trump-administration-on-efforts-to-erase-history-on-public-lands" target="_blank" class="Hyperlink SCXW4285923 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0" data-ccp-charstyle="Hyperlink">letter</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">&nbsp;to the U.S. Department of the Interior (DOI) demanding answers about its efforts to remove signage referencing the nation&rsquo;s history from National Park Service (NPS) sites.</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW4285923 BCX0" paraid="445735724" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{25}"><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}"><span style="text-decoration: underline;"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW211181042 BCX0"><span class="NormalTextRun SCXW211181042 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW211181042 BCX0">:</span></strong></span><span class="EOP SCXW211181042 BCX0" data-ccp-props="{}">&nbsp;</span></span></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="989469405" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{64}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The sexual assault</span><span class="NormalTextRun SCXW195750906 BCX0">, the&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">abuse that Ana Murguia</span><span class="NormalTextRun SCXW195750906 BCX0">,</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;Debra Rojas, and Dolor</span><span class="NormalTextRun SCXW195750906 BCX0">e</span><span class="NormalTextRun SCXW195750906 BCX0">s Huerta have described is horrific.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="670147193" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{82}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">And it necessarily and profoundly changes Cesar Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;legacy and how he should be remembered.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2045691346" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{92}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">I am extremely grateful to the women who have courageously stepped forward.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1481374182" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">Many, like Dolores Huerta, feared that speaking up would enable those who have always opposed the farmworkers movement to erase it, along with Cesar Chavez.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="67020316" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{112}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">I stand here today to ensure that is never the case. The movement Dolores Huerta and so many others fought for was bigger than only one man.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1782478883" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">And when we learn shocking or terrible things about our history, the right answer is to tell the truth&mdash;n</span><span class="NormalTextRun SCXW195750906 BCX0">ever&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">to hide it.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1580707040" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{128}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">I am concerned that what my colleague from Texas is proposing would do just that: hide the truth about Cesar Chavez, AND&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">unfortunately&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">the incredible farmworker movement with it.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="212776975" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{138}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">The legislation Senator Cornyn is asking us to approve today would not only abolish the Cesar Chavez National Monument.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2029723331" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{144}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">It&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">could&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">erase the foundational history of the farmworkers&rsquo; movement&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">in the process</span><span class="NormalTextRun SCXW195750906 BCX0">.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="291519145" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">It would follow through on the threat that silenced the survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">abuse.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1906527638" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{168}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">Let me be clear: I agree,&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">unequivocally</span><span class="NormalTextRun SCXW195750906 BCX0">, that we should no longer have a national monument&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">named after&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">Ceasar Chavez&rsquo;s legacy.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1263319696" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{182}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">But we absolutely should NOT erase this monument&rsquo;s telling of the story of the farm labor movement.</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1675586138" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{188}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">That is a story that belongs to many people&mdash;including the survivors of Chavez&rsquo;s violence.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1891396654" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{194}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">Abolishing the monument would serve only to sweep Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;violence under the rug.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="738987518" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{204}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">And it would sweep the stories of the Americans involved in the farmworkers&rsquo; movement under the rug with it.</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="500666362" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{210}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">This is a movement that&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">wasn&rsquo;t</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;just founded by a single man. It was a movement because it was propelled by &lsquo;the many</span><span class="NormalTextRun SCXW195750906 BCX0">&rsquo;.</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1587855349" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{216}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">And among those leading it was Dolores Huerta, a native New Mexican and a hero to an entire generation of Hispanic and Latino women and men, alike.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="856981418" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{222}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">If we erase this monument, we also erase her work, her legacy, and the countless other leaders in this photo</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;from the monument</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="749614818" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{232}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The monument may be named after one man&mdash;but we can change</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;that.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="183856662" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{240}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">And we can change that&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">without erasing the history of tens of thousands of American farmworkers across decades, including the history of his victims.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="270082102" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{248}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">That&rsquo;s</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;an effort that is, in fact, already underway: expanding the mission and scope of the monument to encompass more of the histories of the farmworkers&rsquo;&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">themselves</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1679190588" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{3}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">This includes incorporating the stories of Filipino Americans in California, whose long history of advocacy and activism for farmworkers&rsquo; rights deserves to be remembered and&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">lifted up</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1979350396" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{9}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The rich legacy of farmworkers in building and sustaining this county is proof that a national monument dedicated to their story and their movement for fair labor practices should&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">persist</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="605050170" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{19}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The question&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">is, what&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">should happen to this monument</span><span class="NormalTextRun SCXW195750906 BCX0">?</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1698588057" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{31}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">What should happen to it</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;next should include input from survivors and&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">from&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">other Americans involved in the farmworkers&rsquo; movement.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1729187037" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{43}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">I do not know what they will all say, but I do know what I have already heard.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1901695721" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{49}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">Yesterday, I received a letter from multiple organizations</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;that included</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;the Hispanic Access Fund, and the Asian and Pacific Islander Americans in Historic Preservation.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1396482402" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{59}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">What those groups made clear is</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;that they do not support abolishing this National Monument, saying that it&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">would</span><span class="NormalTextRun SCXW195750906 BCX0">, quote, &ldquo;Erase the nationally significant story of the broader Farmworker Movement, including the many leaders, activists, and workers who fought for dignity and fair wages,&rdquo; end-quote.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1275298374" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{71}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">These groups want a voice in what happens next, and they point out quite clearly that the legislation being considered now was crafted without having that conversation with all the affected communities.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1912678549" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{77}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">That is why I will ask to amend my colleague&rsquo;s proposal to, instead, temporarily close the monument and require the National Park Service to complete a new special resource study for the monument, in consultation with&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">all of those&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">who are part of the farm labor movement, including survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">violence.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2091770415" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{91}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The study should consider what sites and properties are&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">appropriate to</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;include in a farm labor movement monument.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1135978125" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{97}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">This is what we need to ensure&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">that&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">the monument is focused on honoring and reflecting the full history of the farmworkers&rsquo; movement</span><span class="NormalTextRun SCXW195750906 BCX0">, not Cesar Chavez.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2005528439" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{109}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">So, M</span><span class="NormalTextRun SCXW195750906 BCX0">r.</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;President, I would ask unanimous consent&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">that the Senator modify his request to include my amendments at the desk, further that the bill</span><span class="NormalTextRun SCXW195750906 BCX0">, as amended, be considered read three times and&nbsp;</span><span class="NormalTextRun CommentStart SCXW195750906 BCX0">passed,</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;and that the motions to reconsider be considered made&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">and laid upon the table.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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      <content:encoded><![CDATA[<div style="text-align: center;"><em>Heinrich: &ldquo;Many, like Dolores Huerta, feared that speaking up would enable those who have always opposed the farmworkers movement to erase it, along with Cesar Chavez... The movement Dolores Huerta and so many others fought for was always bigger than only one man&rdquo;&nbsp;</em></div>
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<p class="Paragraph SCXW77167189 BCX0" paraid="1088584653" paraeid="{e3aae06e-3da9-4edd-a81e-670c7cfc0f9f}{28}"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW77167189 BCX0">WASHINGTON</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;&mdash;&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">Yesterday, U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee,&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">took to the Senate floor to deliver&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">remarks&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">applauding the bravery of the women&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">&mdash; including Dolores Huerta, Ana Murguia, and Debra Rojas &mdash;&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">who courageously stepped&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">forward t</span><span class="NormalTextRun SCXW77167189 BCX0">o share their stories about the sexual&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">assault and abuse they endured by Cesar Chavez, and</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;to object</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">U.S.&nbsp;</span><span class="NormalTextRun CommentStart SCXW77167189 BCX0">Senator&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">John&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">Cornyn</span><span class="NormalTextRun SCXW77167189 BCX0">&rsquo;s</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;(</span><span class="NormalTextRun SCXW77167189 BCX0">R-Texas</span><span class="NormalTextRun SCXW77167189 BCX0">)</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">unanimous</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">c</span><span class="NormalTextRun SCXW77167189 BCX0">onsent&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">(UC)&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">request</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;that&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">would&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">effectively erase the history of the farmworker movement and silence the survivors of Chavez&rsquo;s abuse.&nbsp;</span></span><span class="EOP SCXW77167189 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW77167189 BCX0" paraid="1334411317" paraeid="{086cd9d8-f7e0-4973-b32f-39db5b8d4896}{123}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">In his remarks, Heinrich proposed amending Cornyn&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">proposal</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;by</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;</span><span class="NormalTextRun CommentStart SCXW77167189 BCX0">temporarily clos</span><span class="NormalTextRun SCXW77167189 BCX0">ing</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;the Cesar Chavez National Monument and requi</span><span class="NormalTextRun SCXW77167189 BCX0">ring</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;the National Park Service to&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">consult&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">with all who are part of the farm labor movement, including survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW77167189 BCX0">s</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;sexual violence</span><span class="NormalTextRun SCXW77167189 BCX0">, to determine how to&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">reorient the monument to tell the history of the entire farmworker movement</span><span class="NormalTextRun SCXW77167189 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">After</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;doing so</span><span class="NormalTextRun SCXW77167189 BCX0">, t</span><span class="NormalTextRun SCXW77167189 BCX0">he&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">National Park Service&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">would consider what sit</span><span class="NormalTextRun SCXW77167189 BCX0">es and propert</span><span class="NormalTextRun SCXW77167189 BCX0">ies are&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">appropriate to</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;include in a farm labor movement monument.&nbsp;</span></span><span class="EOP SCXW77167189 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW77167189 BCX0" paraid="864475960" paraeid="{23fc294c-9f16-49f3-9286-d4ea8f67e399}{114}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">Heinrich also</span><span class="NormalTextRun CommentStart SCXW77167189 BCX0">&nbsp;</span></span><a href="https://www.npca.org/articles/11372-letter-regarding-cesar-chavez-national-monument" target="_blank" class="Hyperlink SCXW77167189 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0" data-ccp-charstyle="Hyperlink">echoed concerns</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW77167189 BCX0"><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;raised by six organizations&mdash;Latinos in Heritage Conservation, Hispanic Access Foundation,&nbsp;</span><span class="NormalTextRun SpellingErrorV2Themed SCXW77167189 BCX0">GreenLatinos</span><span class="NormalTextRun SCXW77167189 BCX0">, National Parks Conservation Association, API Americans in Historic Preservation, and Little Manila Rising</span><span class="NormalTextRun SCXW77167189 BCX0">&mdash;that Cornyn&rsquo;s bill was drafted without consultation with surviving activists from the historic movement, their descendants, farmworker communities, or the stakeholder groups that led the effort to establish the monument. Heinrich additionally warned that the legislation would not only dismantle a vital National Park&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">Service&nbsp;</span><span class="NormalTextRun SCXW77167189 BCX0">unit dedicated to Latino and Asian American&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW77167189 BCX0">history</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW77167189 BCX0">,&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW77167189 BCX0">but</span><span class="NormalTextRun SCXW77167189 BCX0">&nbsp;also erase the nationally significant story of the broader Farmworker Movement&mdash;including the leaders, activists, and workers who fought for dignity and fair wages.</span></span><span class="EOP SCXW77167189 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW77167189 BCX0" paraid="864475960" paraeid="{23fc294c-9f16-49f3-9286-d4ea8f67e399}{114}" style="text-align: center;"><em><a href="https://www.youtube.com/live/PznVxJk1Kx4?si=uQwEgsTeSdDOEtle&amp;t=2" target="_blank" class="Hyperlink SCXW16055901 BCX0"><span class="SCXW16055901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW16055901 BCX0"><span class="NormalTextRun CommentStart SCXW16055901 BCX0" data-ccp-charstyle="Hyperlink">VIDEO: U.S. Senator Martin&nbsp;</span><span class="NormalTextRun SCXW16055901 BCX0" data-ccp-charstyle="Hyperlink">Heinrich (D-N.M.), Ranking Member of the U.S. Senate Energy and Natural Resources Committee, and U.S. Senator Sheldon Whitehouse (D-R.I.), Ranking Member of the U.S. Senate Environment and Public Works Committee, host roundtable on skyrocketing energy costs, March 17, 2026.</span></span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW16055901 BCX0">&nbsp;</span></em></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="1073363022" paraeid="{3e5cbadc-0330-415b-a783-b62e00d0829d}{228}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">&ldquo;The sexual assault and abuse that Ana Murguia, Debra Rojas, and Dolores Huerta have described is horrific. And it necessarily and profoundly changes Cesar Chavez&rsquo; legacy and how he should be remembered. I am extremely grateful to the women who have courageously stepped forward. Many, like Dolores Huerta, feared that speaking up would enable those who have always opposed the farmworkers movement to erase it, along with Cesar Chavez. I stand here today to ensure that is never the case. The movement Dolores Huerta and so many others fought for was always bigger than only one man</span><span class="NormalTextRun SCXW4285923 BCX0">,&rdquo;&nbsp;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW4285923 BCX0">began Heinrich.&nbsp;</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="1799407143" paraeid="{3e5cbadc-0330-415b-a783-b62e00d0829d}{238}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">&ldquo;I am concerned that what my colleague from Texas is proposing would do just that: hide the truth about Cesar Chavez, AND the incredible farmworker movement with it. The legislation Senator Cornyn is asking us to approve today would not only abolish the Cesar Chavez National Monument. It would erase the foundational history of the farmworkers&rsquo; movement entirely. It would follow through on the threat that silenced the survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW4285923 BCX0">s</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;abuse,&rdquo;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW4285923 BCX0">&nbsp;continued Heinrich.&nbsp;</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="237017249" paraeid="{3e5cbadc-0330-415b-a783-b62e00d0829d}{250}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">&ldquo;Let me be clear: I agree, wholeheartedly, that we should no longer have a national monument dedicated to Ceasar Chavez&rsquo;s legacy. But we absolutely should NOT erase this monument&rsquo;s telling of the story of the farm labor movement,&rdquo;</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW4285923 BCX0">&nbsp;Heinrich continued</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">. &ldquo;That is why I will ask to amend my colleague&rsquo;s proposal to, instead, temporarily close the monument and require the National Park Service to complete a new special resource study for the monument, in consultation with all who are part of the farm labor movement, including survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW4285923 BCX0">s</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;sexual violence. The study should consider what sites and properties are&nbsp;</span><span class="NormalTextRun SCXW4285923 BCX0">appropriate to</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;include in a farm labor movement monument. This is what we need to ensure the monument is focused on honoring and reflecting the full history of the farmworkers&rsquo; movement.&rdquo;</span></span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="1253827037" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{9}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">A video of Heinrich&rsquo;s floor speech can be found&nbsp;</span><a href="https://www.youtube.com/watch?v=W0Ws_G6jOf4" target="_blank" class="Hyperlink SCXW4285923 BCX0"><span class="SCXW4285923 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW4285923 BCX0"><span class="NormalTextRun CommentStart SCXW4285923 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">.&nbsp;</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW4285923 BCX0" paraid="445735724" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{25}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">Heinrich has continuously fought against Donald Trump and&nbsp;</span><span class="NormalTextRun SCXW4285923 BCX0">c</span><span class="NormalTextRun SCXW4285923 BCX0">ongressional Republicans&rsquo; efforts to erase history on public lands.&nbsp;</span></span><a href="https://www.energy.senate.gov/2026/3/heinrich-on-senate-floor-president-trump-is-dumbing-down-our-history-and-cheapening-our-national-parks-but-he-will-not-take-our-history-from-us" target="_blank" class="Hyperlink SCXW4285923 BCX0"><span class="SCXW4285923 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW4285923 BCX0"><span class="NormalTextRun CommentStart SCXW4285923 BCX0" data-ccp-charstyle="Hyperlink">Last month,</span></span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">&nbsp;Heinrich led his colleagues in&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">delivering remarks on the Senate floor</span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW4285923 BCX0">condemning</span><span class="NormalTextRun SCXW4285923 BCX0">&nbsp;and drawing attention to the Trump administration&rsquo;s efforts to erase American history from public lands. Heinrich&rsquo;s remarks&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">followed his&nbsp;</span><a href="https://www.energy.senate.gov/2026/3/ranking-members-heinrich-and-merkley-demand-answers-from-trump-administration-on-efforts-to-erase-history-on-public-lands" target="_blank" class="Hyperlink SCXW4285923 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW4285923 BCX0"><span class="NormalTextRun SCXW4285923 BCX0" data-ccp-charstyle="Hyperlink">letter</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW4285923 BCX0">&nbsp;to the U.S. Department of the Interior (DOI) demanding answers about its efforts to remove signage referencing the nation&rsquo;s history from National Park Service (NPS) sites.</span><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW4285923 BCX0" paraid="445735724" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{25}"><span class="EOP SCXW4285923 BCX0" data-ccp-props="{}"><span style="text-decoration: underline;"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW211181042 BCX0"><span class="NormalTextRun SCXW211181042 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW211181042 BCX0">:</span></strong></span><span class="EOP SCXW211181042 BCX0" data-ccp-props="{}">&nbsp;</span></span></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="989469405" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{64}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The sexual assault</span><span class="NormalTextRun SCXW195750906 BCX0">, the&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">abuse that Ana Murguia</span><span class="NormalTextRun SCXW195750906 BCX0">,</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;Debra Rojas, and Dolor</span><span class="NormalTextRun SCXW195750906 BCX0">e</span><span class="NormalTextRun SCXW195750906 BCX0">s Huerta have described is horrific.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="670147193" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{82}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">And it necessarily and profoundly changes Cesar Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;legacy and how he should be remembered.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2045691346" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{92}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">I am extremely grateful to the women who have courageously stepped forward.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1481374182" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{98}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">Many, like Dolores Huerta, feared that speaking up would enable those who have always opposed the farmworkers movement to erase it, along with Cesar Chavez.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="67020316" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{112}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">I stand here today to ensure that is never the case. The movement Dolores Huerta and so many others fought for was bigger than only one man.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1782478883" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{118}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">And when we learn shocking or terrible things about our history, the right answer is to tell the truth&mdash;n</span><span class="NormalTextRun SCXW195750906 BCX0">ever&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">to hide it.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1580707040" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{128}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">I am concerned that what my colleague from Texas is proposing would do just that: hide the truth about Cesar Chavez, AND&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">unfortunately&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">the incredible farmworker movement with it.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="212776975" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{138}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">The legislation Senator Cornyn is asking us to approve today would not only abolish the Cesar Chavez National Monument.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2029723331" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{144}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">It&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">could&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">erase the foundational history of the farmworkers&rsquo; movement&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">in the process</span><span class="NormalTextRun SCXW195750906 BCX0">.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="291519145" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{158}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">It would follow through on the threat that silenced the survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">abuse.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1906527638" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{168}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">Let me be clear: I agree,&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">unequivocally</span><span class="NormalTextRun SCXW195750906 BCX0">, that we should no longer have a national monument&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">named after&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">Ceasar Chavez&rsquo;s legacy.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1263319696" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{182}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">But we absolutely should NOT erase this monument&rsquo;s telling of the story of the farm labor movement.</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1675586138" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{188}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">That is a story that belongs to many people&mdash;including the survivors of Chavez&rsquo;s violence.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1891396654" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{194}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">Abolishing the monument would serve only to sweep Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;violence under the rug.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="738987518" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{204}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">And it would sweep the stories of the Americans involved in the farmworkers&rsquo; movement under the rug with it.</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="500666362" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{210}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">This is a movement that&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">wasn&rsquo;t</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;just founded by a single man. It was a movement because it was propelled by &lsquo;the many</span><span class="NormalTextRun SCXW195750906 BCX0">&rsquo;.</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="1587855349" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{216}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">And among those leading it was Dolores Huerta, a native New Mexican and a hero to an entire generation of Hispanic and Latino women and men, alike.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="856981418" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{222}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">If we erase this monument, we also erase her work, her legacy, and the countless other leaders in this photo</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;from the monument</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="749614818" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{232}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The monument may be named after one man&mdash;but we can change</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;that.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="183856662" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{240}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">And we can change that&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">without erasing the history of tens of thousands of American farmworkers across decades, including the history of his victims.</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="270082102" paraeid="{4adfba1a-4b4f-4616-a6bc-1d873548b028}{248}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">That&rsquo;s</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;an effort that is, in fact, already underway: expanding the mission and scope of the monument to encompass more of the histories of the farmworkers&rsquo;&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">themselves</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="1679190588" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{3}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">This includes incorporating the stories of Filipino Americans in California, whose long history of advocacy and activism for farmworkers&rsquo; rights deserves to be remembered and&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">lifted up</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="1979350396" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{9}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The rich legacy of farmworkers in building and sustaining this county is proof that a national monument dedicated to their story and their movement for fair labor practices should&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">persist</span><span class="NormalTextRun SCXW195750906 BCX0">.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="605050170" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{19}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The question&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">is, what&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">should happen to this monument</span><span class="NormalTextRun SCXW195750906 BCX0">?</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1698588057" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{31}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">What should happen to it</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;next should include input from survivors and&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">from&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">other Americans involved in the farmworkers&rsquo; movement.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1729187037" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{43}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">I do not know what they will all say, but I do know what I have already heard.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1901695721" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{49}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">Yesterday, I received a letter from multiple organizations</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;that included</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;the Hispanic Access Fund, and the Asian and Pacific Islander Americans in Historic Preservation.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1396482402" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{59}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">What those groups made clear is</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;that they do not support abolishing this National Monument, saying that it&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">would</span><span class="NormalTextRun SCXW195750906 BCX0">, quote, &ldquo;Erase the nationally significant story of the broader Farmworker Movement, including the many leaders, activists, and workers who fought for dignity and fair wages,&rdquo; end-quote.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1275298374" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{71}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0">These groups want a voice in what happens next, and they point out quite clearly that the legislation being considered now was crafted without having that conversation with all the affected communities.&nbsp;</span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="1912678549" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{77}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">That is why I will ask to amend my colleague&rsquo;s proposal to, instead, temporarily close the monument and require the National Park Service to complete a new special resource study for the monument, in consultation with&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">all of those&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">who are part of the farm labor movement, including survivors of Chavez&rsquo;</span><span class="NormalTextRun SCXW195750906 BCX0">s&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">violence.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2091770415" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{91}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">The study should consider what sites and properties are&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">appropriate to</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;include in a farm labor movement monument.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<div class="OutlineElement Ltr SCXW195750906 BCX0">
<p class="Paragraph SCXW195750906 BCX0" paraid="1135978125" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{97}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">This is what we need to ensure&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">that&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">the monument is focused on honoring and reflecting the full history of the farmworkers&rsquo; movement</span><span class="NormalTextRun SCXW195750906 BCX0">, not Cesar Chavez.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW195750906 BCX0" paraid="2005528439" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{109}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW195750906 BCX0"><span class="NormalTextRun SCXW195750906 BCX0">So, M</span><span class="NormalTextRun SCXW195750906 BCX0">r.</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;President, I would ask unanimous consent&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">that the Senator modify his request to include my amendments at the desk, further that the bill</span><span class="NormalTextRun SCXW195750906 BCX0">, as amended, be considered read three times and&nbsp;</span><span class="NormalTextRun CommentStart SCXW195750906 BCX0">passed,</span><span class="NormalTextRun SCXW195750906 BCX0">&nbsp;and that the motions to reconsider be considered made&nbsp;</span><span class="NormalTextRun SCXW195750906 BCX0">and laid upon the table.&nbsp;</span></span><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">&nbsp;</span></em></p>
<p class="Paragraph SCXW195750906 BCX0" paraid="2005528439" paraeid="{d8847573-5d13-408f-a15a-9b1121c0572e}{109}" style="text-align: center;"><em><span class="EOP SCXW195750906 BCX0" data-ccp-props="{}">###</span></em></p>
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</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/3/heinrich-takes-to-senate-floor-to-object-legislation-that-erases-history-of-farm-labor-movement-silences-survivors-of-cesar-chavez-s-violence</guid>
      <pubDate>Tue, 14 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Lee Slams Democrats' Effort to Preserve National Monument Honoring Alleged Child Abuse Site]]></title>
      <link>https://www.energy.senate.gov/2026/4/lee-slams-democrats-effort-to-preserve-national-monument-honoring-alleged-child-abuse-site</link>
      <description><![CDATA[<p><b>WASHINGTON &mdash;&nbsp;</b>Senator Mike Lee (R-UT), Chairman of the Senate Committee on Energy and Natural Resources, and Senator John Barrasso (R-WY) issued the following statements after Senator Martin Heinrich (D-NM), Ranking Member of the Senate Committee on Energy and Natural Resources, blocked passage of&nbsp;the No Funding to Honor Crime Scenes Act, introduced by Senator John Cornyn (R-TX).</p>
<p>&nbsp;</p>
<p>&ldquo;<i>This is what &lsquo;not one acre&rsquo; means in practice</i>,&rdquo;&nbsp;<b>said Senator Lee.</b>&nbsp;&ldquo;<i>Democrats would rather preserve a site tied to the abuse of women and children than take action in light of deeply disturbing allegations. That is indefensible. We&rsquo;re talking about a location that, according to credible reporting, was the setting for heinous abuse. Yet instead of confronting that reality, my colleague chose to block a straightforward measure and replace it with one that keeps this site enshrined</i>.&rdquo;</p>
<p>&nbsp;<br /><br /><span>&ldquo;<em>The C&eacute;sar E. Ch&aacute;vez National Monument should be abolished</em>," <strong>said Senator Barrasso.</strong> "<em>Senator Cornyn&rsquo;s common-sense legislation should have unanimous, bipartisan support. Instead, Democrats would rather continue to honor someone who has been widely discredited due to his alarming history of abuse,&rdquo; said Barrasso."</em></span></p>
<p>&nbsp;&nbsp;</p>
<p>The legislation would&nbsp;close and dispose of&nbsp;the C&eacute;sar E. Ch&aacute;vez National Monument in Keene, California, following a bombshell&nbsp;<a href="https://www.nytimes.com/2026/03/18/us/cesar-chavez-sexual-abuse-allegations-ufw.html" title="https://www.nytimes.com/2026/03/18/us/cesar-chavez-sexual-abuse-allegations-ufw.html">report</a>&nbsp;from the New York Times detailing allegations that Ch&aacute;vez sexually abused women and girls.</p>
<p>&nbsp;&nbsp;</p>
<p>Senator Heinrich objected to the bill&rsquo;s passage and offered a substitute amendment that would preserve the monument.</p>
<p>&nbsp;&nbsp;</p>
<p></p>
<p>&nbsp;</p>]]></description>
      <content:encoded><![CDATA[<p><b>WASHINGTON &mdash;&nbsp;</b>Senator Mike Lee (R-UT), Chairman of the Senate Committee on Energy and Natural Resources, and Senator John Barrasso (R-WY) issued the following statements after Senator Martin Heinrich (D-NM), Ranking Member of the Senate Committee on Energy and Natural Resources, blocked passage of&nbsp;the No Funding to Honor Crime Scenes Act, introduced by Senator John Cornyn (R-TX).</p>
<p>&nbsp;</p>
<p>&ldquo;<i>This is what &lsquo;not one acre&rsquo; means in practice</i>,&rdquo;&nbsp;<b>said Senator Lee.</b>&nbsp;&ldquo;<i>Democrats would rather preserve a site tied to the abuse of women and children than take action in light of deeply disturbing allegations. That is indefensible. We&rsquo;re talking about a location that, according to credible reporting, was the setting for heinous abuse. Yet instead of confronting that reality, my colleague chose to block a straightforward measure and replace it with one that keeps this site enshrined</i>.&rdquo;</p>
<p>&nbsp;<br /><br /><span>&ldquo;<em>The C&eacute;sar E. Ch&aacute;vez National Monument should be abolished</em>," <strong>said Senator Barrasso.</strong> "<em>Senator Cornyn&rsquo;s common-sense legislation should have unanimous, bipartisan support. Instead, Democrats would rather continue to honor someone who has been widely discredited due to his alarming history of abuse,&rdquo; said Barrasso."</em></span></p>
<p>&nbsp;&nbsp;</p>
<p>The legislation would&nbsp;close and dispose of&nbsp;the C&eacute;sar E. Ch&aacute;vez National Monument in Keene, California, following a bombshell&nbsp;<a href="https://www.nytimes.com/2026/03/18/us/cesar-chavez-sexual-abuse-allegations-ufw.html" title="https://www.nytimes.com/2026/03/18/us/cesar-chavez-sexual-abuse-allegations-ufw.html">report</a>&nbsp;from the New York Times detailing allegations that Ch&aacute;vez sexually abused women and girls.</p>
<p>&nbsp;&nbsp;</p>
<p>Senator Heinrich objected to the bill&rsquo;s passage and offered a substitute amendment that would preserve the monument.</p>
<p>&nbsp;&nbsp;</p>
<p></p>
<p>&nbsp;</p>]]></content:encoded>
      <category>Republican News</category>
      <guid>https://www.energy.senate.gov/2026/4/lee-slams-democrats-effort-to-preserve-national-monument-honoring-alleged-child-abuse-site</guid>
      <pubDate>Tue, 14 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Lee, McCormick Introduce Nuclear Energy Innovation and Deployment Act]]></title>
      <link>https://www.energy.senate.gov/2026/4/lee-mccormick-introduce-nuclear-energy-innovation-and-deployment-act</link>
      <description><![CDATA[<p><b>WASHINGTON&nbsp;&mdash;&nbsp;</b>Today, Senators Mike Lee (R-UT) and Dave McCormick (R-PA) introduced the&nbsp;<i>Nuclear Energy Innovation and Deployment Act</i>&nbsp;(NEIDA)&nbsp;to accelerate the deployment of&nbsp;next-generation&nbsp;nuclear energy&nbsp;technologies and strengthen U.S. energy leadership.</p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>As global competitors like China and Russia rapidly build and export nuclear technologies, and as U.S. electricity demand surges due to energy-intensive industries, NEIDA establishes clear, practical&nbsp;pathways&nbsp;to move innovative nuclear technologies from demonstration to deployment&nbsp;at scale.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>The legislation addresses long-standing regulatory and structural barriers that have slowed nuclear innovation&nbsp;by modernizing and clarifying the Department of Energy&rsquo;s (DOE) authority over nuclear facilities and materials&mdash;providing long-overdue regulatory certainty&mdash;and helps bridge the gap between first-of-a-kind reactor development and widespread commercial deployment.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>Electricity demand is rising at a pace we haven&rsquo;t seen in generations</i>,&rdquo;&nbsp;<b>said Chairman Lee.</b>&nbsp;&ldquo;<i>We can meet that demand, or we can fall behind. The biggest obstacle is our inability to build. To meet demand, we must accelerate the development of nuclear energy by removing regulatory barriers, unlocking federal resources, and creating a path from demonstration to deployment. Other countries are already preparing their grids for the next generation of technologies. The United States should be doing the same.</i>&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p><i>&ldquo;Pennsylvania is powering America&rsquo;s future, and surging electricity demand requires reliable energy,&rdquo; </i><b>said Senator McCormick.</b><i> &ldquo;The Nuclear Energy Innovation and Deployment Act will remove regulatory barriers, accelerate next-generation nuclear deployment, and ensure the United States&mdash;not China or Russia&mdash;leads the global nuclear renaissance. This means affordable baseload power for consumers, stronger energy security for our nation, and real American energy dominance.&rdquo;</i></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>Recent momentum across Congress and the Administration continues to reinforce the role of advanced nuclear in meeting growing U.S. energy demand</i>,&rdquo;&nbsp;<b>said Jacob DeWitte, CEO and co-founder of Oklo.</b>&nbsp;<i>Efforts to build on recent executive actions with longer-term policy support can help create a clearer pathway to deploy new infrastructure and unlock domestic bridge fuel like surplus plutonium</i>.&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>"<i>Aalo thanks Chairman Lee for his leadership on the Nuclear Energy Innovation and Deployment Act (NEIDA)</i>,&rdquo;&nbsp;<b>said Matt Loszak, CEO of Aalo Atomics.&nbsp;</b>&ldquo;<i>This legislation clarifies regulatory pathways for new reactor designs to achieve certification and begin providing needed electric capacity to the grid.&nbsp; The Nuclear Energy Launch Pad meaningfully expands opportunities for private companies to demonstrate their technologies in partnership with the Department of Energy.&nbsp; As a Texas-based developer of extra modular reactors (XMRs) already partnering with the Idaho National Laboratory on our Aalo-X demonstration unit, with a target for achieving criticality by July 4th, we strongly support these legislative reforms that would serve to grow our already robust relationship with the US Department of Energy.</i>"<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>The Nuclear Energy Innovation and Deployment Act is a logical and much-welcome step for accelerating the expansion of nuclear power in America</i>,&rdquo;&nbsp;<b>said Terrestrial Energy.</b>&nbsp;&ldquo;<i>As a participant in the Department of Energy's Advanced Reactor and Fuel Line Pilot Programs, we understand the vital importance of using existing authorities and resources to the benefit of industry, and NEIDA will provide the broadened foundation needed to rapidly move the industry forward</i>.&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>The urgency of this moment cannot be overstated</i>,&rdquo;&nbsp;<b>said Liz Muller, CEO of Deep Fission. &ldquo;</b><i>Without decisive legislative action, the United States risks ceding ground to foreign state-owned enterprises that are actively exporting reactor technology and expanding their geopolitical influence worldwide. Our competitors are not waiting. They are financing, building, and deploying nuclear infrastructure across the globe locking in long-term relationships and establishing energy dependencies that will shape the international order for decades. The decisions made in this Congress will determine whether the United States leads the global nuclear renaissance or watches it from the sidelines. NEIDA offers a clear and constructive pathway forward. By streamlining the regulatory environment and removing barriers that have historically delayed commercialization</i>.&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>Valar Atomics commends Senator Lee for his leadership on the Nuclear Energy Innovation and Deployment Act</i>,&rdquo;&nbsp;<b>said Isaiah Taylor, Founder and CEO of Valar Atomics.&nbsp;</b>&ldquo;<i>This legislation directly addresses the regulatory ambiguity that has slowed advanced reactor development for decades, codifying DOE's authority over non-commercial demonstration reactors and establishing the Nuclear Energy Launch Pad as a permanent pathway for companies to test and validate their technology before entering NRC commercial licensing. As a high-temperature gas reactor developer operating under DOE's Reactor Pilot Program, we have seen firsthand how effective the Department's process has been in supporting our work at the Utah San Rafael Energy Research Lab in Emery County, Utah. Our Ward250 test reactor at that site remains on track to achieve full criticality by July 4th, 2026. Senator Lee's bill makes this proven public-private partnership framework permanent and expands it to more developers across the country. That is exactly what the industry needs</i>."<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p><b>The Nuclear Energy Innovation and Deployment Act:</b><u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<ul type="disc">
<li>Clarifies&nbsp;and expands&nbsp;DOE&rsquo;s&nbsp;authority&nbsp;over&nbsp;nuclear facilities&nbsp;and activities conducted under contract with and for the account of DOE, including&nbsp;privately sponsored reactor demonstration projects<u1:p></u1:p></li>
<li>Establishes a clear DOE-led pathway to authorize commercial reactor and fuel cycle facilities on federal land or for federal purposes&nbsp;<u1:p></u1:p></li>
<li>Directs the Nuclear Regulatory Commission to revise&nbsp;regulations&nbsp;that limit DOE&rsquo;s existing statutory authority<u1:p></u1:p></li>
<li>Creates&nbsp;a Nuclear Energy Launch Pad to designate&nbsp;federal and non-federal sites where private companies can test and demonstrate advanced nuclear technologies&nbsp;under DOE authorities<u1:p></u1:p></li>
<li>Enables&nbsp;Power Marketing Agencies to&nbsp;support nuclear energy deployment through power&nbsp;purchase and transmission authorities<u1:p></u1:p></li>
<li>Streamlines nuclear demonstration programs by consolidating oversight within&nbsp;DOE&rsquo;s&nbsp;Office of Nuclear Energy<u1:p></u1:p></li>
<li>Repurposes surplus plutonium for use in advanced nuclear reactors,&nbsp;turning a long-standing liability into a valuable asset while helping address fuel supply constraints<u1:p></u1:p></li>
</ul>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>As electricity demand surges, reliable, always-available power is essential to keeping the grid stable and the economy moving.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>This legislation builds on recent executive actions and ongoing&nbsp;DOE&nbsp;initiatives to modernize the nation&rsquo;s nuclear energy framework and strengthen American energy dominance.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;</p>
<p></p>
<p style="text-align: center;"><a href="https://www.energy.senate.gov/services/files/E28D9BEA-3EDB-4C27-A77E-F836A5D81210" title="https://www.energy.senate.gov/services/files/E28D9BEA-3EDB-4C27-A77E-F836A5D81210">Bill text</a>&nbsp;|&nbsp;<a href="https://www.energy.senate.gov/services/files/2BFB05A9-2D85-4D1C-8736-47C46D02590B" title="https://www.energy.senate.gov/services/files/2BFB05A9-2D85-4D1C-8736-47C46D02590B">One-pager</a>&nbsp;|&nbsp;<a href="https://www.energy.senate.gov/services/files/21D6FC0F-6951-4ADC-9A04-41EB7CE378F2" title="https://www.energy.senate.gov/services/files/21D6FC0F-6951-4ADC-9A04-41EB7CE378F2">Section-by-section</a> | <a href="https://dailycaller.com/2026/04/14/mike-lee-nuclear-energy-developers-bill-innovation-deployment/">Daily Caller Exclusive</a></p>]]></description>
      <content:encoded><![CDATA[<p><b>WASHINGTON&nbsp;&mdash;&nbsp;</b>Today, Senators Mike Lee (R-UT) and Dave McCormick (R-PA) introduced the&nbsp;<i>Nuclear Energy Innovation and Deployment Act</i>&nbsp;(NEIDA)&nbsp;to accelerate the deployment of&nbsp;next-generation&nbsp;nuclear energy&nbsp;technologies and strengthen U.S. energy leadership.</p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>As global competitors like China and Russia rapidly build and export nuclear technologies, and as U.S. electricity demand surges due to energy-intensive industries, NEIDA establishes clear, practical&nbsp;pathways&nbsp;to move innovative nuclear technologies from demonstration to deployment&nbsp;at scale.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>The legislation addresses long-standing regulatory and structural barriers that have slowed nuclear innovation&nbsp;by modernizing and clarifying the Department of Energy&rsquo;s (DOE) authority over nuclear facilities and materials&mdash;providing long-overdue regulatory certainty&mdash;and helps bridge the gap between first-of-a-kind reactor development and widespread commercial deployment.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>Electricity demand is rising at a pace we haven&rsquo;t seen in generations</i>,&rdquo;&nbsp;<b>said Chairman Lee.</b>&nbsp;&ldquo;<i>We can meet that demand, or we can fall behind. The biggest obstacle is our inability to build. To meet demand, we must accelerate the development of nuclear energy by removing regulatory barriers, unlocking federal resources, and creating a path from demonstration to deployment. Other countries are already preparing their grids for the next generation of technologies. The United States should be doing the same.</i>&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p><i>&ldquo;Pennsylvania is powering America&rsquo;s future, and surging electricity demand requires reliable energy,&rdquo; </i><b>said Senator McCormick.</b><i> &ldquo;The Nuclear Energy Innovation and Deployment Act will remove regulatory barriers, accelerate next-generation nuclear deployment, and ensure the United States&mdash;not China or Russia&mdash;leads the global nuclear renaissance. This means affordable baseload power for consumers, stronger energy security for our nation, and real American energy dominance.&rdquo;</i></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>Recent momentum across Congress and the Administration continues to reinforce the role of advanced nuclear in meeting growing U.S. energy demand</i>,&rdquo;&nbsp;<b>said Jacob DeWitte, CEO and co-founder of Oklo.</b>&nbsp;<i>Efforts to build on recent executive actions with longer-term policy support can help create a clearer pathway to deploy new infrastructure and unlock domestic bridge fuel like surplus plutonium</i>.&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>"<i>Aalo thanks Chairman Lee for his leadership on the Nuclear Energy Innovation and Deployment Act (NEIDA)</i>,&rdquo;&nbsp;<b>said Matt Loszak, CEO of Aalo Atomics.&nbsp;</b>&ldquo;<i>This legislation clarifies regulatory pathways for new reactor designs to achieve certification and begin providing needed electric capacity to the grid.&nbsp; The Nuclear Energy Launch Pad meaningfully expands opportunities for private companies to demonstrate their technologies in partnership with the Department of Energy.&nbsp; As a Texas-based developer of extra modular reactors (XMRs) already partnering with the Idaho National Laboratory on our Aalo-X demonstration unit, with a target for achieving criticality by July 4th, we strongly support these legislative reforms that would serve to grow our already robust relationship with the US Department of Energy.</i>"<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>The Nuclear Energy Innovation and Deployment Act is a logical and much-welcome step for accelerating the expansion of nuclear power in America</i>,&rdquo;&nbsp;<b>said Terrestrial Energy.</b>&nbsp;&ldquo;<i>As a participant in the Department of Energy's Advanced Reactor and Fuel Line Pilot Programs, we understand the vital importance of using existing authorities and resources to the benefit of industry, and NEIDA will provide the broadened foundation needed to rapidly move the industry forward</i>.&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>The urgency of this moment cannot be overstated</i>,&rdquo;&nbsp;<b>said Liz Muller, CEO of Deep Fission. &ldquo;</b><i>Without decisive legislative action, the United States risks ceding ground to foreign state-owned enterprises that are actively exporting reactor technology and expanding their geopolitical influence worldwide. Our competitors are not waiting. They are financing, building, and deploying nuclear infrastructure across the globe locking in long-term relationships and establishing energy dependencies that will shape the international order for decades. The decisions made in this Congress will determine whether the United States leads the global nuclear renaissance or watches it from the sidelines. NEIDA offers a clear and constructive pathway forward. By streamlining the regulatory environment and removing barriers that have historically delayed commercialization</i>.&rdquo;<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>&ldquo;<i>Valar Atomics commends Senator Lee for his leadership on the Nuclear Energy Innovation and Deployment Act</i>,&rdquo;&nbsp;<b>said Isaiah Taylor, Founder and CEO of Valar Atomics.&nbsp;</b>&ldquo;<i>This legislation directly addresses the regulatory ambiguity that has slowed advanced reactor development for decades, codifying DOE's authority over non-commercial demonstration reactors and establishing the Nuclear Energy Launch Pad as a permanent pathway for companies to test and validate their technology before entering NRC commercial licensing. As a high-temperature gas reactor developer operating under DOE's Reactor Pilot Program, we have seen firsthand how effective the Department's process has been in supporting our work at the Utah San Rafael Energy Research Lab in Emery County, Utah. Our Ward250 test reactor at that site remains on track to achieve full criticality by July 4th, 2026. Senator Lee's bill makes this proven public-private partnership framework permanent and expands it to more developers across the country. That is exactly what the industry needs</i>."<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p><b>The Nuclear Energy Innovation and Deployment Act:</b><u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<ul type="disc">
<li>Clarifies&nbsp;and expands&nbsp;DOE&rsquo;s&nbsp;authority&nbsp;over&nbsp;nuclear facilities&nbsp;and activities conducted under contract with and for the account of DOE, including&nbsp;privately sponsored reactor demonstration projects<u1:p></u1:p></li>
<li>Establishes a clear DOE-led pathway to authorize commercial reactor and fuel cycle facilities on federal land or for federal purposes&nbsp;<u1:p></u1:p></li>
<li>Directs the Nuclear Regulatory Commission to revise&nbsp;regulations&nbsp;that limit DOE&rsquo;s existing statutory authority<u1:p></u1:p></li>
<li>Creates&nbsp;a Nuclear Energy Launch Pad to designate&nbsp;federal and non-federal sites where private companies can test and demonstrate advanced nuclear technologies&nbsp;under DOE authorities<u1:p></u1:p></li>
<li>Enables&nbsp;Power Marketing Agencies to&nbsp;support nuclear energy deployment through power&nbsp;purchase and transmission authorities<u1:p></u1:p></li>
<li>Streamlines nuclear demonstration programs by consolidating oversight within&nbsp;DOE&rsquo;s&nbsp;Office of Nuclear Energy<u1:p></u1:p></li>
<li>Repurposes surplus plutonium for use in advanced nuclear reactors,&nbsp;turning a long-standing liability into a valuable asset while helping address fuel supply constraints<u1:p></u1:p></li>
</ul>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>As electricity demand surges, reliable, always-available power is essential to keeping the grid stable and the economy moving.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;<u1:p></u1:p></p>
<p>This legislation builds on recent executive actions and ongoing&nbsp;DOE&nbsp;initiatives to modernize the nation&rsquo;s nuclear energy framework and strengthen American energy dominance.<u1:p></u1:p></p>
<p>&nbsp;&nbsp;</p>
<p></p>
<p style="text-align: center;"><a href="https://www.energy.senate.gov/services/files/E28D9BEA-3EDB-4C27-A77E-F836A5D81210" title="https://www.energy.senate.gov/services/files/E28D9BEA-3EDB-4C27-A77E-F836A5D81210">Bill text</a>&nbsp;|&nbsp;<a href="https://www.energy.senate.gov/services/files/2BFB05A9-2D85-4D1C-8736-47C46D02590B" title="https://www.energy.senate.gov/services/files/2BFB05A9-2D85-4D1C-8736-47C46D02590B">One-pager</a>&nbsp;|&nbsp;<a href="https://www.energy.senate.gov/services/files/21D6FC0F-6951-4ADC-9A04-41EB7CE378F2" title="https://www.energy.senate.gov/services/files/21D6FC0F-6951-4ADC-9A04-41EB7CE378F2">Section-by-section</a> | <a href="https://dailycaller.com/2026/04/14/mike-lee-nuclear-energy-developers-bill-innovation-deployment/">Daily Caller Exclusive</a></p>]]></content:encoded>
      <category>Republican News</category>
      <guid>https://www.energy.senate.gov/2026/4/lee-mccormick-introduce-nuclear-energy-innovation-and-deployment-act</guid>
      <pubDate>Tue, 14 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Heinrich, Risch Lead Legislation to Ensure Long-Term Funding for Community Infrastructure Projects in New Mexico Surrounding WIPP ]]></title>
      <link>https://www.energy.senate.gov/2026/4/heinrich-risch-lead-legislation-to-ensure-long-term-funding-for-community-infrastructure-projects-in-new-mexico-surrounding-wipp</link>
      <description><![CDATA[<div class="OutlineElement Ltr SCXW205698901 BCX0">
<p class="Paragraph SCXW205698901 BCX0" paraid="1989100372" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{29}" style="text-align: center;"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun CommentStart SCXW205698901 BCX0">The</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;legislation aims to&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">improve&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">federal support for WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">-</span><span class="NormalTextRun SCXW205698901 BCX0">related&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">road infrastructure</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="216123560" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{51}" style="text-align: left;"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0"><strong>WASHINGTON</strong> &ndash;&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">U.S. Senate Energy and Natural Resources Committee</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">a&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">member of the&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">U.S.&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">Senate Appropriations Committee</span><span class="NormalTextRun SCXW205698901 BCX0">,</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and U.S. Senator&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">James Risch (R-Idaho)</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span></span><a href="https://www.currentargus.com/2026/04/heinrich-sponsored-bill-would-bring-millions-to-roads-that-move-nuclear-waste-through-new-mexico/" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">introduced</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">the Waste Isolation Pilot Plant (WIPP) Economic Assistance Assurance Act, legislation&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">to amend&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">the&nbsp;</span></span><a href="https://www.congress.gov/bill/119th-congress/senate-bill/4252/text" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">Waste Isolation Pilot Plant (WIPP) Land Withdrawal Act</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun CommentStart SCXW205698901 BCX0">&nbsp;to</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;ensure sustained</span><span class="NormalTextRun SCXW205698901 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">inflation-adjusted</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;funding&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">for New Mexico communities to maintain&nbsp;</span><span class="NormalTextRun CommentStart SCXW205698901 BCX0">vital infrastructure</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">projects</span><span class="NormalTextRun SCXW205698901 BCX0">,</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;such as&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">road maintenance</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">repairs</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">for the duration of WIPP&rsquo;s operation.</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="1966909059" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{132}" style="text-align: left;"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&ldquo;</span><span class="NormalTextRun SCXW205698901 BCX0">New Mexico plays a critical role in America&rsquo;s national security, and WIPP is central to that mission. This legislation ensures sustained, inflation-adjusted funding for public infrastructure&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">around</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;&mdash; from roads to essential services &mdash; supporting both its workforce and surrounding communities. I will remain steadfast in ensuring WIPP upholds the highest safety standards</span><span class="NormalTextRun SCXW205698901 BCX0">,&rdquo;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0">&nbsp;<strong>said Heinrich</strong>.</span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="898933906" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{150}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">&ldquo;Idaho leads the way in nuclear energy innovation, and WIPP is an important part of our success,&rdquo;&nbsp;</span><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0">said Risch</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">. &ldquo;This legislation ensures that WIPP remains operational, allowing Idaho to continue to advance nuclear energy research.&rdquo;</span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="126241502" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{160}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">WIPP,&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">located</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;near Carlsbad, New Mexico, is the nation&rsquo;s only deep geologic repository for the disposal of transuranic waste generated by the United States&rsquo; nuclear weapons program. Since opening in 1999, WIPP has played a critical role&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">in&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">supporting the national defense mission by managing legacy nuclear materials and supporting national security-related cleanup efforts across the U.S. Department of Energy (DOE).</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="958246314" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{174}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">Communities in southeastern New Mexico have hosted WIPP and the transportation infrastructure that supports the facility for decades. In recognition of this role, Congress included provisions in the&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;Land Withdrawal Act of 1992 to provide economic&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">assistance</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;payments to the State of New Mexico and affected local communities.&nbsp;</span><span class="NormalTextRun CommentStart SCXW205698901 BCX0">These funds support transportation</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;infrastructure</span><span class="NormalTextRun SCXW205698901 BCX0">, emergency preparedness, and other&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">activities</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;necessary to safely host and support WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">operations.</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="290764486" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{206}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">Heinrich and Risch&rsquo;s&nbsp;</span><a href="https://www.energy.senate.gov/services/files/1818D740-8E69-4440-A32B-BF95D5A943D2" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">legislation</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">ensure</span><span class="NormalTextRun SCXW205698901 BCX0">s</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;that the original authorization level for&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">annual&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">economic&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">assistance</span><span class="NormalTextRun SCXW205698901 BCX0">, which expired in&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">2013,</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">remains</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;in place for as long as WIPP&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">remains</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;operational.</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="1175009236" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{239}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">The&nbsp;</span><a href="https://www.energy.senate.gov/services/files/1818D740-8E69-4440-A32B-BF95D5A943D2" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">legislation</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;is endorsed by&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">the Southeast New Mexico College; United Steelworkers Local 12-9477; City of Carlsbad</span><span class="NormalTextRun SCXW205698901 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">New Mexico</span><span class="NormalTextRun SCXW205698901 BCX0">;</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">City of Hobbs</span><span class="NormalTextRun SCXW205698901 BCX0">, New Mexico</span><span class="NormalTextRun SCXW205698901 BCX0">.</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="1247759359" paraeid="{1d309b4c-575d-4d2e-b8b4-48d944d9b0ea}{13}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">In January, Heinrich&nbsp;</span><a href="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-secures-senate-passage-of-over-1129-million-for-new-mexico-bringing-total-to-3199-million-in-fy26-funding" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">secured</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;$10 million in the Fiscal Year 2026&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">Energy and Water Development Appropriations Bill&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">to improve roads leading to and from WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">through recommended payments from the DOE to the State of New Mexico</span><span class="NormalTextRun SCXW205698901 BCX0">.&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0">This investment was the first time that funds have been appropriated for this purpose since 2014.</span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW205698901 BCX0" paraid="1247759359" paraeid="{1d309b4c-575d-4d2e-b8b4-48d944d9b0ea}{13}"><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}"></span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="2087595093" paraeid="{1d309b4c-575d-4d2e-b8b4-48d944d9b0ea}{42}" style="text-align: center;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0"></span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></strong></p>
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      <content:encoded><![CDATA[<div class="OutlineElement Ltr SCXW205698901 BCX0">
<p class="Paragraph SCXW205698901 BCX0" paraid="1989100372" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{29}" style="text-align: center;"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun CommentStart SCXW205698901 BCX0">The</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;legislation aims to&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">improve&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">federal support for WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">-</span><span class="NormalTextRun SCXW205698901 BCX0">related&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">road infrastructure</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="216123560" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{51}" style="text-align: left;"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0"><strong>WASHINGTON</strong> &ndash;&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">U.S. Senate Energy and Natural Resources Committee</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">a&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">member of the&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">U.S.&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">Senate Appropriations Committee</span><span class="NormalTextRun SCXW205698901 BCX0">,</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and U.S. Senator&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">James Risch (R-Idaho)</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span></span><a href="https://www.currentargus.com/2026/04/heinrich-sponsored-bill-would-bring-millions-to-roads-that-move-nuclear-waste-through-new-mexico/" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">introduced</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">the Waste Isolation Pilot Plant (WIPP) Economic Assistance Assurance Act, legislation&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">to amend&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">the&nbsp;</span></span><a href="https://www.congress.gov/bill/119th-congress/senate-bill/4252/text" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">Waste Isolation Pilot Plant (WIPP) Land Withdrawal Act</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun CommentStart SCXW205698901 BCX0">&nbsp;to</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;ensure sustained</span><span class="NormalTextRun SCXW205698901 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">inflation-adjusted</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;funding&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">for New Mexico communities to maintain&nbsp;</span><span class="NormalTextRun CommentStart SCXW205698901 BCX0">vital infrastructure</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">projects</span><span class="NormalTextRun SCXW205698901 BCX0">,</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;such as&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">road maintenance</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">repairs</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">for the duration of WIPP&rsquo;s operation.</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="1966909059" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{132}" style="text-align: left;"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&ldquo;</span><span class="NormalTextRun SCXW205698901 BCX0">New Mexico plays a critical role in America&rsquo;s national security, and WIPP is central to that mission. This legislation ensures sustained, inflation-adjusted funding for public infrastructure&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">around</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;&mdash; from roads to essential services &mdash; supporting both its workforce and surrounding communities. I will remain steadfast in ensuring WIPP upholds the highest safety standards</span><span class="NormalTextRun SCXW205698901 BCX0">,&rdquo;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0">&nbsp;<strong>said Heinrich</strong>.</span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="898933906" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{150}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">&ldquo;Idaho leads the way in nuclear energy innovation, and WIPP is an important part of our success,&rdquo;&nbsp;</span><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0">said Risch</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">. &ldquo;This legislation ensures that WIPP remains operational, allowing Idaho to continue to advance nuclear energy research.&rdquo;</span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="126241502" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{160}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">WIPP,&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">located</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;near Carlsbad, New Mexico, is the nation&rsquo;s only deep geologic repository for the disposal of transuranic waste generated by the United States&rsquo; nuclear weapons program. Since opening in 1999, WIPP has played a critical role&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">in&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">supporting the national defense mission by managing legacy nuclear materials and supporting national security-related cleanup efforts across the U.S. Department of Energy (DOE).</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="958246314" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{174}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">Communities in southeastern New Mexico have hosted WIPP and the transportation infrastructure that supports the facility for decades. In recognition of this role, Congress included provisions in the&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;Land Withdrawal Act of 1992 to provide economic&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">assistance</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;payments to the State of New Mexico and affected local communities.&nbsp;</span><span class="NormalTextRun CommentStart SCXW205698901 BCX0">These funds support transportation</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;infrastructure</span><span class="NormalTextRun SCXW205698901 BCX0">, emergency preparedness, and other&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">activities</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;necessary to safely host and support WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">operations.</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="290764486" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{206}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">Heinrich and Risch&rsquo;s&nbsp;</span><a href="https://www.energy.senate.gov/services/files/1818D740-8E69-4440-A32B-BF95D5A943D2" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">legislation</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">ensure</span><span class="NormalTextRun SCXW205698901 BCX0">s</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;that the original authorization level for&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">annual&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">economic&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">assistance</span><span class="NormalTextRun SCXW205698901 BCX0">, which expired in&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">2013,</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">remains</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;in place for as long as WIPP&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">remains</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;operational.</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="1175009236" paraeid="{e394b958-5e43-4b57-a56c-3c8b6d6d5b4f}{239}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">The&nbsp;</span><a href="https://www.energy.senate.gov/services/files/1818D740-8E69-4440-A32B-BF95D5A943D2" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">legislation</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;is endorsed by&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">the Southeast New Mexico College; United Steelworkers Local 12-9477; City of Carlsbad</span><span class="NormalTextRun SCXW205698901 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">New Mexico</span><span class="NormalTextRun SCXW205698901 BCX0">;</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;and</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">City of Hobbs</span><span class="NormalTextRun SCXW205698901 BCX0">, New Mexico</span><span class="NormalTextRun SCXW205698901 BCX0">.</span></span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW205698901 BCX0" paraid="1247759359" paraeid="{1d309b4c-575d-4d2e-b8b4-48d944d9b0ea}{13}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0">In January, Heinrich&nbsp;</span><a href="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-secures-senate-passage-of-over-1129-million-for-new-mexico-bringing-total-to-3199-million-in-fy26-funding" target="_blank" class="Hyperlink SCXW205698901 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0" data-ccp-charstyle="Hyperlink">secured</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW205698901 BCX0"><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;$10 million in the Fiscal Year 2026&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">Energy and Water Development Appropriations Bill&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">to improve roads leading to and from WIPP</span><span class="NormalTextRun SCXW205698901 BCX0">&nbsp;</span><span class="NormalTextRun SCXW205698901 BCX0">through recommended payments from the DOE to the State of New Mexico</span><span class="NormalTextRun SCXW205698901 BCX0">.&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW205698901 BCX0">This investment was the first time that funds have been appropriated for this purpose since 2014.</span><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}">&nbsp;</span></p>
<p class="Paragraph SCXW205698901 BCX0" paraid="1247759359" paraeid="{1d309b4c-575d-4d2e-b8b4-48d944d9b0ea}{13}"><span class="EOP SCXW205698901 BCX0" data-ccp-props="{}"></span></p>
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      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/heinrich-risch-lead-legislation-to-ensure-long-term-funding-for-community-infrastructure-projects-in-new-mexico-surrounding-wipp</guid>
      <pubDate>Wed, 08 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[N.M. Delegation Statement on Trump Administration Reversing Pecos Watershed Protections ]]></title>
      <link>https://www.energy.senate.gov/2026/4/n-m-delegation-statement-on-trump-administration-reversing-pecos-watershed-protections</link>
      <description><![CDATA[<p><b>WASHINGTON &mdash;</b>&nbsp;U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the&nbsp;U.S.&nbsp;Senate Energy and Natural Resources Committee and Co-Chair of the&nbsp;U.S.&nbsp;Senate Stewardship Caucus,&nbsp;U.S. Senator Ben Ray&nbsp;Luj&aacute;n&nbsp;(D-N.M.), U.S. Representative Teresa Leger Fern&aacute;ndez (D-N.M.), U.S. Representative Melanie Stansbury (D-N.M.), and U.S. Representative Gabe Vasquez (D-N.M.),&nbsp;released the following statement&nbsp;in response to&nbsp;the Trump&nbsp;administration&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.federalregister.gov/documents/2026/04/06/2026-06658/notice-of-cancellation-of-withdrawal-application-for-the-upper-pecos-river-watershed-protection-area__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ1_oMc_g$" target="_blank" title="https://urldefense.com/v3/__https:/www.federalregister.gov/documents/2026/04/06/2026-06658/notice-of-cancellation-of-withdrawal-application-for-the-upper-pecos-river-watershed-protection-area__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ1_oMc_g$">cancelling</a></u>&nbsp;a&nbsp;withdrawal application that would&nbsp;protect the Upper Pecos Watershed from new mining operations.&nbsp;</p>
<p>&ldquo;The Trump administration&rsquo;s move to roll back protections&nbsp;of&nbsp;the&nbsp;Upper&nbsp;Pecos is&nbsp;troubling&nbsp;and disrespectful to&nbsp;local&nbsp;communities that have fought so hard to preserve it.&nbsp;This&nbsp;administration is once again&nbsp;choosing profit over our shared heritage. This decision is a direct threat to&nbsp;New Mexico&rsquo;s&nbsp;waters, cultural identity, and way of life,&nbsp;and it blatantly disregards the voices of those&nbsp;who depend on them.&nbsp;</p>
<p>&ldquo;New Mexicans have been&nbsp;overwhelmingly&nbsp;clear:&nbsp;The Pecos Watershed&nbsp;must be&nbsp;permanently protected.&nbsp;As&nbsp;President&nbsp;Trump continues to ignore community demands and generations of work to protect our cultural landscapes, watersheds, and sacred sites, we will continue to stand with New Mexicans and fight to defend the resources that sustain our environment, our traditions, and our future.&rdquo;&nbsp;</p>
<p><b>Background on Heinrich,&nbsp;Luj&aacute;n, Leger Fern&aacute;ndez,&nbsp;Vasquez,&nbsp;and Stansbury&rsquo;s Advocacy to Protect the Pecos Watershed:</b>&nbsp;</p>
<p>The Pecos Watershed Protection Act has been introduced every Congress since 2020 to protect portions of the Pecos Watershed in northern New Mexico from new mining claims.&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/village_of_pecos_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ4_UENxQ$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/village_of_pecos_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ4_UENxQ$">The Village of Pecos</a></u>,&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/santa_fe_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJuOcQYWA$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/santa_fe_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJuOcQYWA$">Santa Fe County</a></u>, and&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/san_miguel_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ9yYcf_w$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/san_miguel_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ9yYcf_w$">San Miguel County</a></u>&nbsp;have passed resolutions in support of the legislation.&nbsp;</p>
<p>In 1991, a toxic waste spill from a closed mine in the Upper Pecos Watershed caused more than 11 miles of fish kill in the river and resulted in decades and millions of dollars to clean up the mine. For years, there has been a community-led effort to protect the area from future mining claims to avoid similar threats and pollution.&nbsp;</p>
<p>Last April, the New Mexican Congressional delegation&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-leger-fernandez-stansbury-reintroduce-legislation-to-permanently-protect-pecos-watershed-from-mining-in-northern-new-mexico__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFI3y316xw$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-leger-fernandez-stansbury-reintroduce-legislation-to-permanently-protect-pecos-watershed-from-mining-in-northern-new-mexico__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFI3y316xw$">reintroduced their Pecos Watershed Protection Act</a></u>&nbsp;after the Trump administration&nbsp;<u><a href="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$" target="_blank" title="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$">confirmed to Source New Mexico</a></u>&nbsp;that it will reverse the Bureau of Land Management (BLM) and the U.S. Forest Service&rsquo;s&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$">decision</a></u>&nbsp;to protect the Upper Pecos Watershed from new mining operations.&nbsp;</p>
<p>In December 2024, Heinrich,&nbsp;Luj&aacute;n, Leger Fern&aacute;ndez, Stansbury,&nbsp;and&nbsp;Vasquez&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-forest-service-to-complete-mineral-withdrawal-process-at-upper-pecos-watershed-protect-watershed-from-future-mining-threats__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIrlXI02w$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-forest-service-to-complete-mineral-withdrawal-process-at-upper-pecos-watershed-protect-watershed-from-future-mining-threats__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIrlXI02w$">sent a letter to the U.S. Forest Service</a></u>&nbsp;strongly urging the&nbsp;completion of the&nbsp;initial&nbsp;steps of the mineral withdrawal process in the Upper Pecos Watershed. Completion of these&nbsp;initial&nbsp;steps was key to begin safeguarding the lands, waters, and way of life in the Pecos from the dangers of future mining claims for two years.&nbsp;</p>
<p>In response to their letter, President Biden&rsquo;s BLM and Forest Service&nbsp;initiated&nbsp;a process to propose a 20-year withdrawal to help secure the region&rsquo;s water and air quality, cultural resources, critical fish and wildlife habitat, and recreational opportunities. The withdrawal, for lands in San Miguel and Santa Fe&nbsp;Counties, encompassed multiple Pecos River tributaries, including Dalton Canyon, Macho Canyon, Wild Horse Creek, Indian Creek, and Doctor Creek.&nbsp;</p>
<p>On December 16, 2024, the BLM and Forest Service&nbsp;initiated&nbsp;a 90-day public comment period to gather input on the proposal. During the comment period, the two agencies were scheduled to host a public meeting for the proposed Upper Pecos River Watershed Protection Area withdrawal on February 26, 2025. This public meeting was&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.blm.gov/press-release/blm-and-forest-service-postpone-public-meeting-proposed-upper-pecos-withdrawal__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFL4P-_mlQ$" target="_blank" title="https://urldefense.com/v3/__https:/www.blm.gov/press-release/blm-and-forest-service-postpone-public-meeting-proposed-upper-pecos-withdrawal__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFL4P-_mlQ$">cancelled by the Trump Administration</a></u>&nbsp;on February 19, 2025, with no further explanation. Local supporters&nbsp;speculated&nbsp;the action was in response to Secretary Burgum&rsquo;s Order No. 3418, which requires agency reviews of all protected public lands. Despite the cancellation, the administration has received hundreds of public comments in support of the administrative mineral withdrawal.&nbsp;</p>
<p>On April 7, 2025,&nbsp;<u><a href="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$" target="_blank" title="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$">reporting</a></u>&nbsp;from Source New Mexico revealed the Trump administration&rsquo;s&nbsp;plans to reverse the BLM and the Forest Service&rsquo;s&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$">decision</a></u>&nbsp;to protect the Upper Pecos Watershed from new mining operations.&nbsp;&nbsp;</p>
<p>Additionally, during an&nbsp;Interior, Environment, and Related Agencies Appropriations&nbsp;Subcommittee hearing,&nbsp;Heinrich&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-presses-forest-service-chief-on-visiting-the-pecos-watershed-doge-causing-trash-to-pile-up-on-public-lands-trumps-budget-eliminating-funding-for-the-new-mexico-forest-and-watershed-restoration-institute__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLaxRZ1Jg$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-presses-forest-service-chief-on-visiting-the-pecos-watershed-doge-causing-trash-to-pile-up-on-public-lands-trumps-budget-eliminating-funding-for-the-new-mexico-forest-and-watershed-restoration-institute__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLaxRZ1Jg$">pressed</a></u>&nbsp;U.S. Forest Chief,&nbsp;Tom Schultz,&nbsp;on visiting the Pecos Watershed.&nbsp;This&nbsp;followed a&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-invites-us-forest-service-chief-to-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIpjcuUUA$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-invites-us-forest-service-chief-to-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIpjcuUUA$">letter</a></u>&nbsp;Heinrich sent last May inviting U.S. Forest Service Chief Schultz&nbsp;to Pecos. &nbsp;</p>
<p>&nbsp;<b>Protection of the Upper Pecos Watershed has garnered widespread support from local leaders, farmers, business owners, acequia&nbsp;parciantes, Tribes, and recreationists alike.</b>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p align="center">###</p>]]></description>
      <content:encoded><![CDATA[<p><b>WASHINGTON &mdash;</b>&nbsp;U.S. Senator Martin Heinrich (D-N.M.), Ranking Member of the&nbsp;U.S.&nbsp;Senate Energy and Natural Resources Committee and Co-Chair of the&nbsp;U.S.&nbsp;Senate Stewardship Caucus,&nbsp;U.S. Senator Ben Ray&nbsp;Luj&aacute;n&nbsp;(D-N.M.), U.S. Representative Teresa Leger Fern&aacute;ndez (D-N.M.), U.S. Representative Melanie Stansbury (D-N.M.), and U.S. Representative Gabe Vasquez (D-N.M.),&nbsp;released the following statement&nbsp;in response to&nbsp;the Trump&nbsp;administration&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.federalregister.gov/documents/2026/04/06/2026-06658/notice-of-cancellation-of-withdrawal-application-for-the-upper-pecos-river-watershed-protection-area__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ1_oMc_g$" target="_blank" title="https://urldefense.com/v3/__https:/www.federalregister.gov/documents/2026/04/06/2026-06658/notice-of-cancellation-of-withdrawal-application-for-the-upper-pecos-river-watershed-protection-area__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ1_oMc_g$">cancelling</a></u>&nbsp;a&nbsp;withdrawal application that would&nbsp;protect the Upper Pecos Watershed from new mining operations.&nbsp;</p>
<p>&ldquo;The Trump administration&rsquo;s move to roll back protections&nbsp;of&nbsp;the&nbsp;Upper&nbsp;Pecos is&nbsp;troubling&nbsp;and disrespectful to&nbsp;local&nbsp;communities that have fought so hard to preserve it.&nbsp;This&nbsp;administration is once again&nbsp;choosing profit over our shared heritage. This decision is a direct threat to&nbsp;New Mexico&rsquo;s&nbsp;waters, cultural identity, and way of life,&nbsp;and it blatantly disregards the voices of those&nbsp;who depend on them.&nbsp;</p>
<p>&ldquo;New Mexicans have been&nbsp;overwhelmingly&nbsp;clear:&nbsp;The Pecos Watershed&nbsp;must be&nbsp;permanently protected.&nbsp;As&nbsp;President&nbsp;Trump continues to ignore community demands and generations of work to protect our cultural landscapes, watersheds, and sacred sites, we will continue to stand with New Mexicans and fight to defend the resources that sustain our environment, our traditions, and our future.&rdquo;&nbsp;</p>
<p><b>Background on Heinrich,&nbsp;Luj&aacute;n, Leger Fern&aacute;ndez,&nbsp;Vasquez,&nbsp;and Stansbury&rsquo;s Advocacy to Protect the Pecos Watershed:</b>&nbsp;</p>
<p>The Pecos Watershed Protection Act has been introduced every Congress since 2020 to protect portions of the Pecos Watershed in northern New Mexico from new mining claims.&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/village_of_pecos_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ4_UENxQ$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/village_of_pecos_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ4_UENxQ$">The Village of Pecos</a></u>,&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/santa_fe_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJuOcQYWA$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/santa_fe_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJuOcQYWA$">Santa Fe County</a></u>, and&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/san_miguel_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ9yYcf_w$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/imo/media/doc/san_miguel_county_resolution.pdf__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFJ9yYcf_w$">San Miguel County</a></u>&nbsp;have passed resolutions in support of the legislation.&nbsp;</p>
<p>In 1991, a toxic waste spill from a closed mine in the Upper Pecos Watershed caused more than 11 miles of fish kill in the river and resulted in decades and millions of dollars to clean up the mine. For years, there has been a community-led effort to protect the area from future mining claims to avoid similar threats and pollution.&nbsp;</p>
<p>Last April, the New Mexican Congressional delegation&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-leger-fernandez-stansbury-reintroduce-legislation-to-permanently-protect-pecos-watershed-from-mining-in-northern-new-mexico__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFI3y316xw$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-leger-fernandez-stansbury-reintroduce-legislation-to-permanently-protect-pecos-watershed-from-mining-in-northern-new-mexico__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFI3y316xw$">reintroduced their Pecos Watershed Protection Act</a></u>&nbsp;after the Trump administration&nbsp;<u><a href="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$" target="_blank" title="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$">confirmed to Source New Mexico</a></u>&nbsp;that it will reverse the Bureau of Land Management (BLM) and the U.S. Forest Service&rsquo;s&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$">decision</a></u>&nbsp;to protect the Upper Pecos Watershed from new mining operations.&nbsp;</p>
<p>In December 2024, Heinrich,&nbsp;Luj&aacute;n, Leger Fern&aacute;ndez, Stansbury,&nbsp;and&nbsp;Vasquez&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-forest-service-to-complete-mineral-withdrawal-process-at-upper-pecos-watershed-protect-watershed-from-future-mining-threats__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIrlXI02w$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-forest-service-to-complete-mineral-withdrawal-process-at-upper-pecos-watershed-protect-watershed-from-future-mining-threats__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIrlXI02w$">sent a letter to the U.S. Forest Service</a></u>&nbsp;strongly urging the&nbsp;completion of the&nbsp;initial&nbsp;steps of the mineral withdrawal process in the Upper Pecos Watershed. Completion of these&nbsp;initial&nbsp;steps was key to begin safeguarding the lands, waters, and way of life in the Pecos from the dangers of future mining claims for two years.&nbsp;</p>
<p>In response to their letter, President Biden&rsquo;s BLM and Forest Service&nbsp;initiated&nbsp;a process to propose a 20-year withdrawal to help secure the region&rsquo;s water and air quality, cultural resources, critical fish and wildlife habitat, and recreational opportunities. The withdrawal, for lands in San Miguel and Santa Fe&nbsp;Counties, encompassed multiple Pecos River tributaries, including Dalton Canyon, Macho Canyon, Wild Horse Creek, Indian Creek, and Doctor Creek.&nbsp;</p>
<p>On December 16, 2024, the BLM and Forest Service&nbsp;initiated&nbsp;a 90-day public comment period to gather input on the proposal. During the comment period, the two agencies were scheduled to host a public meeting for the proposed Upper Pecos River Watershed Protection Area withdrawal on February 26, 2025. This public meeting was&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.blm.gov/press-release/blm-and-forest-service-postpone-public-meeting-proposed-upper-pecos-withdrawal__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFL4P-_mlQ$" target="_blank" title="https://urldefense.com/v3/__https:/www.blm.gov/press-release/blm-and-forest-service-postpone-public-meeting-proposed-upper-pecos-withdrawal__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFL4P-_mlQ$">cancelled by the Trump Administration</a></u>&nbsp;on February 19, 2025, with no further explanation. Local supporters&nbsp;speculated&nbsp;the action was in response to Secretary Burgum&rsquo;s Order No. 3418, which requires agency reviews of all protected public lands. Despite the cancellation, the administration has received hundreds of public comments in support of the administrative mineral withdrawal.&nbsp;</p>
<p>On April 7, 2025,&nbsp;<u><a href="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$" target="_blank" title="https://urldefense.com/v3/__https:/sourcenm.com/2025/04/07/feds-backtrack-on-mining-ban-in-the-upper-pecos-watershed/__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLD_yJZ2w$">reporting</a></u>&nbsp;from Source New Mexico revealed the Trump administration&rsquo;s&nbsp;plans to reverse the BLM and the Forest Service&rsquo;s&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-welcomes-biden-administration-announcement-on-temporary-protection-from-mining-threats-for-upper-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIHA-Cvlw$">decision</a></u>&nbsp;to protect the Upper Pecos Watershed from new mining operations.&nbsp;&nbsp;</p>
<p>Additionally, during an&nbsp;Interior, Environment, and Related Agencies Appropriations&nbsp;Subcommittee hearing,&nbsp;Heinrich&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-presses-forest-service-chief-on-visiting-the-pecos-watershed-doge-causing-trash-to-pile-up-on-public-lands-trumps-budget-eliminating-funding-for-the-new-mexico-forest-and-watershed-restoration-institute__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLaxRZ1Jg$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-presses-forest-service-chief-on-visiting-the-pecos-watershed-doge-causing-trash-to-pile-up-on-public-lands-trumps-budget-eliminating-funding-for-the-new-mexico-forest-and-watershed-restoration-institute__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFLaxRZ1Jg$">pressed</a></u>&nbsp;U.S. Forest Chief,&nbsp;Tom Schultz,&nbsp;on visiting the Pecos Watershed.&nbsp;This&nbsp;followed a&nbsp;<u><a href="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-invites-us-forest-service-chief-to-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIpjcuUUA$" target="_blank" title="https://urldefense.com/v3/__https:/www.heinrich.senate.gov/newsroom/press-releases/heinrich-invites-us-forest-service-chief-to-pecos-watershed__;!!BSgrhSFG!GhEpysfIf27UvgK6wQC_djKdgzp5lrdkY0euEiZNtB_oqI0O6iod4G1Afg08wIJMbjDl7hD8ogdgxxaeruGD1rBnL7VAEsCuuYecrFIpjcuUUA$">letter</a></u>&nbsp;Heinrich sent last May inviting U.S. Forest Service Chief Schultz&nbsp;to Pecos. &nbsp;</p>
<p>&nbsp;<b>Protection of the Upper Pecos Watershed has garnered widespread support from local leaders, farmers, business owners, acequia&nbsp;parciantes, Tribes, and recreationists alike.</b>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p align="center">###</p>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/n-m-delegation-statement-on-trump-administration-reversing-pecos-watershed-protections</guid>
      <pubDate>Tue, 07 Apr 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[N.M. Delegation Responds to Trump Administration’s New Actions to Undo Protections for the Greater Chaco Region]]></title>
      <link>https://www.energy.senate.gov/2026/4/n-m-delegation-responds-to-trump-administration-s-new-actions-to-undo-protections-for-the-greater-chaco-region</link>
      <description><![CDATA[<p><b>WASHINGTON &ndash;&nbsp;</b>U.S. Senator Martin Heinrich (D-N.M.), U.S. Senator Ben Ray Luj&aacute;n (D-N.M.), U.S. Representative Teresa Leger Fern&aacute;ndez (D-N.M.), U.S. Representative Melanie Stansbury (D-N.M.), and U.S. Representative Gabe Vasquez (D-N.M.) released the following statements regarding the Trump administration&rsquo;s new actions to eliminate protections for the Greater Chaco Region that safeguard the area from new oil and gas leasing, undoing a 20-year mineral withdrawal that has kept public lands surrounding Chaco Culture National Historical Park off-limits to new development.</p>
<p>Yesterday, the Trump administration committed to conducting an environmental assessment within 90 days and finalizing Tribal consultation on historic preservation within 30 days. The Bureau of Land Management (BLM) is only granting seven days for organizations and individuals to submit scoping comments before proceeding with the environmental review.</p>
<p>&ldquo;Chaco Canyon is a living cultural landscape that holds deep historical meaning and is a sacred space for many of our New Mexico Tribes,&rdquo;&nbsp;<b>said Heinrich, Ranking Member of the U.S. Senate Energy and Natural Resources Committee and co-founder of the U.S. Senate Stewardship Caucus</b>. &ldquo;It is not just one more place to drill. The disrespect shown by the Trump administration toward New Mexicans seems to know no bounds.&rdquo;</p>
<p>&ldquo;Allowing just seven days for public comment on the fate of a 1,000-year-old sacred site is inadequate and disgraceful. I&rsquo;ve spent my career working to secure lasting protections for Chaco Canyon and the Greater Chaco Region through real consultation and meaningful public input,&rdquo;<b>&nbsp;said Luj&aacute;n, a member of the U.S. Senate Committee on Indian Affairs.</b>&ldquo;The Trump administration is doing the opposite &mdash; jamming a comment period into Holy Week and limiting public participation to online-only access, all while Pueblos are in the midst of preparations for sensitive cultural activities. This is unacceptable, and I will continue pushing back against this administration&rsquo;s attempts to undermine Tribal sovereignty.&rdquo;</p>
<p>&ldquo;Chaco Canyon is not just a place on a map, it is a sacred, living landscape that carries the history, culture, and identity for many Tribal communities,&rdquo;<b>&nbsp;said Leger Fern&aacute;ndez, Ranking Member of the House Subcommittee on Indian and Insular Affairs.&nbsp;</b>&ldquo;We secured the protections for the Greater Chaco Region, which includes over 4,700 archaeological sites, through a thorough and inclusive process. The Trump administration&rsquo;s rushed attempt to roll back the protections blatantly disregards the careful consideration that such a sacred and historical site like Chaco Canyon deserves. The administration is willing to destroy irreplaceable artifacts for a molecule of gas that could be found on other federal lands across the San Juan Basin.&rdquo;</p>
<p>&ldquo;Chaco Canyon is sacred. As the Trump administration rushes to push through oil and gas leasing in the greater Chaco Landscape, we know that today&rsquo;s court decision is insufficient to protect this sacred place alone,&rdquo;<b>&nbsp;said Stansbury, Member of the House Committee on Natural Resources and Democratic Vice-Chair of the Congressional Native American Caucus.&nbsp;</b>&ldquo;We need your voices and support to protect Chaco Canyon. This administration&rsquo;s attempt to push leasing without comprehensive tribal consultation, the dismantling of lawful buffer zones, and a lack of meaningful engagement with communities threatens a landscape that has been home to Pueblo and Din&eacute; people for thousands of years, since time immemorial. That&rsquo;s why we will continue to fight to ensure it is protected for generations to come.&rdquo;</p>
<p>&ldquo;This administration continues to show its deep contempt for Indian Country, this time seeking to undo protections for the Chaco Canyon landscape, going against the will of New Mexico&rsquo;s Pueblos. Chaco is an irreplaceable and sacred landscape, a UNESCO World Heritage Site, and a place that deserves protection. There are appropriate places to develop oil and gas, and this is not one of them,&rdquo;&nbsp;<b>said Vasquez.</b></p>
<p><b></b>Located in northwestern New Mexico, the Greater Chaco landscape is a region of great cultural, spiritual, and historical significance to many Pueblos and Tribes that contains living sacred sites. Chaco was listed as a UNESCO World Heritage Site in 1987 and is one of only 26 such sites in the United States.</p>
<p>The New Mexico Congressional Delegation has worked tirelessly to permanently protect Chaco Canyon.</p>
<p>Last November, Heinrich, Luj&aacute;n, and Stansbury&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-host-press-conference-with-pueblo-leaders-on-next-steps-to-permanently-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-host-press-conference-with-pueblo-leaders-on-next-steps-to-permanently-protect-chaco-canyon">hosted a press conference</a>&nbsp;with Pueblo leaders on the steps needed to be taken to permanently protect the landscape. Earlier that same month, the N.M. Congressional Delegation&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon">sent a letter</a>&nbsp;to the U.S. Department of the Interior Secretary Doug Burgum, urging the Trump administration to reverse course on its decision to initiate the process to fully revoke Public Land Order (PLO) No. 7923, which currently protects the area around Chaco Canyon from oil and gas drilling.</p>
<p>Last September, the N.M. Delegation&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-nm-delegation-stands-with-pueblo-governors-to-demand-congress-and-the-trump-administration-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-nm-delegation-stands-with-pueblo-governors-to-demand-congress-and-the-trump-administration-protect-chaco-canyon">hosted a press conference</a>&nbsp;in front of the U.S. Capitol with 20 Governors and leaders from the Santa Ana, Picuris, Cochiti, Zia, Tesuque, Acoma, Santo Domingo, and Laguna Pueblos to demand the Trump administration permanently protect Chaco Canyon, and to invite U.S. Department of the Interior Secretary Doug Burgum to visit the Greater Chaco landscape before deciding its fate. Watch the video of the full press conference&nbsp;<a href="https://www.youtube.com/watch?v=VtFlD8fO1JU" title="https://www.youtube.com/watch?v=VtFlD8fO1JU">here</a>.</p>
<p>Last June, the N.M. Delegation sent a&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-interior-secretary-burgum-to-protect-chaco-canyon-demand-trump-administration-respect-tribal-sovereignty-and-consult-tribal-nations" title="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-interior-secretary-burgum-to-protect-chaco-canyon-demand-trump-administration-respect-tribal-sovereignty-and-consult-tribal-nations">letter</a>&nbsp;initially inviting Secretary Burgum to visit Chaco Canyon before deciding its fate and engage directly with Tribal leaders and local communities to hear directly about the profound cultural and spiritual significance of this sacred landscape. Secretary Burgum issued the directive to begin revoking the protections and decided the fate of Chaco Canyon without experiencing it firsthand. Following Secretary Burgum&rsquo;s directive, the N.M. Delegation sent a<a href="https://www.energy.senate.gov/2025/11/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon" title="https://www.energy.senate.gov/2025/11/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon">letter</a>&nbsp;urging the Trump administration to reverse course on its decision to initiate the process to fully revoke Chaco Canyon&rsquo;s protections.</p>
<p>Last April, the N.M. Delegation&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-reintroduce-legislation-to-permanently-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-reintroduce-legislation-to-permanently-protect-chaco-canyon">reintroduced legislation</a>&nbsp;to protect Chaco Canyon and the greater sacred landscape surrounding the Chaco Culture National Historical Park. The legislation was led by Luj&aacute;n in the U.S. Senate and Leger Fern&aacute;ndez in the U.S. House of Representatives.</p>
<p>&nbsp;</p>
<p align="center"><b>###</b></p>
<div><b>&nbsp;</b></div>]]></description>
      <content:encoded><![CDATA[<p><b>WASHINGTON &ndash;&nbsp;</b>U.S. Senator Martin Heinrich (D-N.M.), U.S. Senator Ben Ray Luj&aacute;n (D-N.M.), U.S. Representative Teresa Leger Fern&aacute;ndez (D-N.M.), U.S. Representative Melanie Stansbury (D-N.M.), and U.S. Representative Gabe Vasquez (D-N.M.) released the following statements regarding the Trump administration&rsquo;s new actions to eliminate protections for the Greater Chaco Region that safeguard the area from new oil and gas leasing, undoing a 20-year mineral withdrawal that has kept public lands surrounding Chaco Culture National Historical Park off-limits to new development.</p>
<p>Yesterday, the Trump administration committed to conducting an environmental assessment within 90 days and finalizing Tribal consultation on historic preservation within 30 days. The Bureau of Land Management (BLM) is only granting seven days for organizations and individuals to submit scoping comments before proceeding with the environmental review.</p>
<p>&ldquo;Chaco Canyon is a living cultural landscape that holds deep historical meaning and is a sacred space for many of our New Mexico Tribes,&rdquo;&nbsp;<b>said Heinrich, Ranking Member of the U.S. Senate Energy and Natural Resources Committee and co-founder of the U.S. Senate Stewardship Caucus</b>. &ldquo;It is not just one more place to drill. The disrespect shown by the Trump administration toward New Mexicans seems to know no bounds.&rdquo;</p>
<p>&ldquo;Allowing just seven days for public comment on the fate of a 1,000-year-old sacred site is inadequate and disgraceful. I&rsquo;ve spent my career working to secure lasting protections for Chaco Canyon and the Greater Chaco Region through real consultation and meaningful public input,&rdquo;<b>&nbsp;said Luj&aacute;n, a member of the U.S. Senate Committee on Indian Affairs.</b>&ldquo;The Trump administration is doing the opposite &mdash; jamming a comment period into Holy Week and limiting public participation to online-only access, all while Pueblos are in the midst of preparations for sensitive cultural activities. This is unacceptable, and I will continue pushing back against this administration&rsquo;s attempts to undermine Tribal sovereignty.&rdquo;</p>
<p>&ldquo;Chaco Canyon is not just a place on a map, it is a sacred, living landscape that carries the history, culture, and identity for many Tribal communities,&rdquo;<b>&nbsp;said Leger Fern&aacute;ndez, Ranking Member of the House Subcommittee on Indian and Insular Affairs.&nbsp;</b>&ldquo;We secured the protections for the Greater Chaco Region, which includes over 4,700 archaeological sites, through a thorough and inclusive process. The Trump administration&rsquo;s rushed attempt to roll back the protections blatantly disregards the careful consideration that such a sacred and historical site like Chaco Canyon deserves. The administration is willing to destroy irreplaceable artifacts for a molecule of gas that could be found on other federal lands across the San Juan Basin.&rdquo;</p>
<p>&ldquo;Chaco Canyon is sacred. As the Trump administration rushes to push through oil and gas leasing in the greater Chaco Landscape, we know that today&rsquo;s court decision is insufficient to protect this sacred place alone,&rdquo;<b>&nbsp;said Stansbury, Member of the House Committee on Natural Resources and Democratic Vice-Chair of the Congressional Native American Caucus.&nbsp;</b>&ldquo;We need your voices and support to protect Chaco Canyon. This administration&rsquo;s attempt to push leasing without comprehensive tribal consultation, the dismantling of lawful buffer zones, and a lack of meaningful engagement with communities threatens a landscape that has been home to Pueblo and Din&eacute; people for thousands of years, since time immemorial. That&rsquo;s why we will continue to fight to ensure it is protected for generations to come.&rdquo;</p>
<p>&ldquo;This administration continues to show its deep contempt for Indian Country, this time seeking to undo protections for the Chaco Canyon landscape, going against the will of New Mexico&rsquo;s Pueblos. Chaco is an irreplaceable and sacred landscape, a UNESCO World Heritage Site, and a place that deserves protection. There are appropriate places to develop oil and gas, and this is not one of them,&rdquo;&nbsp;<b>said Vasquez.</b></p>
<p><b></b>Located in northwestern New Mexico, the Greater Chaco landscape is a region of great cultural, spiritual, and historical significance to many Pueblos and Tribes that contains living sacred sites. Chaco was listed as a UNESCO World Heritage Site in 1987 and is one of only 26 such sites in the United States.</p>
<p>The New Mexico Congressional Delegation has worked tirelessly to permanently protect Chaco Canyon.</p>
<p>Last November, Heinrich, Luj&aacute;n, and Stansbury&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-host-press-conference-with-pueblo-leaders-on-next-steps-to-permanently-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-lujan-host-press-conference-with-pueblo-leaders-on-next-steps-to-permanently-protect-chaco-canyon">hosted a press conference</a>&nbsp;with Pueblo leaders on the steps needed to be taken to permanently protect the landscape. Earlier that same month, the N.M. Congressional Delegation&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon">sent a letter</a>&nbsp;to the U.S. Department of the Interior Secretary Doug Burgum, urging the Trump administration to reverse course on its decision to initiate the process to fully revoke Public Land Order (PLO) No. 7923, which currently protects the area around Chaco Canyon from oil and gas drilling.</p>
<p>Last September, the N.M. Delegation&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-nm-delegation-stands-with-pueblo-governors-to-demand-congress-and-the-trump-administration-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/heinrich-nm-delegation-stands-with-pueblo-governors-to-demand-congress-and-the-trump-administration-protect-chaco-canyon">hosted a press conference</a>&nbsp;in front of the U.S. Capitol with 20 Governors and leaders from the Santa Ana, Picuris, Cochiti, Zia, Tesuque, Acoma, Santo Domingo, and Laguna Pueblos to demand the Trump administration permanently protect Chaco Canyon, and to invite U.S. Department of the Interior Secretary Doug Burgum to visit the Greater Chaco landscape before deciding its fate. Watch the video of the full press conference&nbsp;<a href="https://www.youtube.com/watch?v=VtFlD8fO1JU" title="https://www.youtube.com/watch?v=VtFlD8fO1JU">here</a>.</p>
<p>Last June, the N.M. Delegation sent a&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-interior-secretary-burgum-to-protect-chaco-canyon-demand-trump-administration-respect-tribal-sovereignty-and-consult-tribal-nations" title="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-urges-interior-secretary-burgum-to-protect-chaco-canyon-demand-trump-administration-respect-tribal-sovereignty-and-consult-tribal-nations">letter</a>&nbsp;initially inviting Secretary Burgum to visit Chaco Canyon before deciding its fate and engage directly with Tribal leaders and local communities to hear directly about the profound cultural and spiritual significance of this sacred landscape. Secretary Burgum issued the directive to begin revoking the protections and decided the fate of Chaco Canyon without experiencing it firsthand. Following Secretary Burgum&rsquo;s directive, the N.M. Delegation sent a<a href="https://www.energy.senate.gov/2025/11/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon" title="https://www.energy.senate.gov/2025/11/new-mexico-delegation-urges-interior-secretary-burgum-to-reverse-course-protect-chaco-canyon">letter</a>&nbsp;urging the Trump administration to reverse course on its decision to initiate the process to fully revoke Chaco Canyon&rsquo;s protections.</p>
<p>Last April, the N.M. Delegation&nbsp;<a href="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-reintroduce-legislation-to-permanently-protect-chaco-canyon" title="https://www.heinrich.senate.gov/newsroom/press-releases/nm-delegation-reintroduce-legislation-to-permanently-protect-chaco-canyon">reintroduced legislation</a>&nbsp;to protect Chaco Canyon and the greater sacred landscape surrounding the Chaco Culture National Historical Park. The legislation was led by Luj&aacute;n in the U.S. Senate and Leger Fern&aacute;ndez in the U.S. House of Representatives.</p>
<p>&nbsp;</p>
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<div><b>&nbsp;</b></div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/4/n-m-delegation-responds-to-trump-administration-s-new-actions-to-undo-protections-for-the-greater-chaco-region</guid>
      <pubDate>Wed, 01 Apr 2026 04:00:00 +0000</pubDate>
    </item>
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      <title><![CDATA[Heinrich Questions Experts on the Power Grid, Highlighting Need to Expand Transmission and Efficiently Power Data Centers to Help Lower Costs for Consumers  ]]></title>
      <link>https://www.energy.senate.gov/2026/3/heinrich-questions-experts-on-the-power-grid-highlighting-need-to-expand-transmission-and-efficiently-power-data-centers-to-help-lower-costs-for-consumers</link>
      <description><![CDATA[<p><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW248886575 BCX0">WASHINGTON &mdash;</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW248886575 BCX0"><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;During a U.S. Senate Energy and Natural Resources Committee hearing to examine the state of the&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">power&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">grid</span><span class="NormalTextRun SCXW248886575 BCX0">, U.S. Senator Martin Heinrich (D-N.M.), the Committee&rsquo;s Ranking Member, questioned Niskanen Center&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">Director of Climate and Energy Policy Dr. Liza Reed, Cato Institute Director of Energy and Environmental Policy Studies</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW248886575 BCX0">Travis Fisher</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW248886575 BCX0"><span class="NormalTextRun SCXW248886575 BCX0">, and&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">Electric Power Supply Association President and CEO</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">Todd Snitchler</span><span class="NormalTextRun SCXW248886575 BCX0">,</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;on&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">expanding transmission</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;lines</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;and building them efficiently</span><span class="NormalTextRun SCXW248886575 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">and&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">best&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">strategies&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">to&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">meet</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">data center&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">energy&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">demand without&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">offloading costs to consumers.&nbsp;</span></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="958401736" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{138}"><a href="https://youtu.be/6z2hjpwOuPk" target="_blank" class="Hyperlink SCXW206938695 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">Ranking Member Heinrich (D-N.M.) questions experts on strategies to increase transmission and lower electric</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">ity</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;costs for consumers during a&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">Committee</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;hearing to examine the state of the grid, March 25, 2026.</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined EmptyTextRun SCXW206938695 BCX0"></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1678404254" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{158}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Building Enough Inter</span><span class="NormalTextRun SCXW206938695 BCX0">r</span><span class="NormalTextRun SCXW206938695 BCX0">egional Transmission</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">t</span><span class="NormalTextRun SCXW206938695 BCX0">o&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Meet Rising Energy Demand</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and Lower Costs</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1149589186" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{182}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Heinrich began,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;D</span><span class="NormalTextRun SCXW206938695 BCX0">o</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;any of you think that&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">we're</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;building</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and obviously&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I think the affordability argument</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is well received by everyone on this&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">C</span><span class="NormalTextRun SCXW206938695 BCX0">ommittee because all of us have constituents who are under pressure</span><span class="NormalTextRun SCXW206938695 BCX0">, b</span><span class="NormalTextRun SCXW206938695 BCX0">ut do any of you think that we are building enough&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">inter</span><span class="NormalTextRun SCXW206938695 BCX0">regional transmission to service the existing grid and the kind of growth that we would hope for both the electric sector and the economy</span><span class="NormalTextRun SCXW206938695 BCX0">?&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="924057488" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{208}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed replied,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you for the question, Senator, I</span><span class="NormalTextRun SCXW206938695 BCX0">...</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1752745038" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{218}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">Heinrich clarified,</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span></strong><span class="NormalTextRun CommentStart CommentHighlightPipeRest CommentHighlightRest SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">I'll</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;go down [the row of&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed CommentHighlightRest SCXW206938695 BCX0">panelists]</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed CommentHighlightRest SCXW206938695 BCX0">...</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">Let you all answer that.&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">Dr. Reed</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">,</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;you can</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;start</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">, and&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">we'll</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;go the other way.</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP CommentHighlightPipeRest SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1290481883" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{25}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">answere</span><span class="NormalTextRun SCXW206938695 BCX0">d,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you so much, Senator.</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;We are not building the amount of interregional transmission that we need right now, and there are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">particular barriers</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;that are preventing that from happening. Utilities are not incentivized or even expected to be looking to their neighbors, and so we are losing the economies of scale, and that is costing consumer purses.&rdquo;&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="120953522" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{45}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Fisher agreed,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;My short answer is no. My longer&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a</span><span class="NormalTextRun SCXW206938695 BCX0">nswer</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is, we should look back at the history of, you know,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">FERC Order&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">1</span><span class="NormalTextRun SCXW206938695 BCX0">000</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;for example.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I think the intent</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;was good, but the&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">track record</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">very poor</span><span class="NormalTextRun SCXW206938695 BCX0">. The transmission line miles of the&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">very high</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;voltage</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;lines&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">that has</span><span class="NormalTextRun SCXW206938695 BCX0">...</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1525683001" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{91}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Heinrich interjected,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0">&ldquo;Very minimum.&rdquo;</span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1210269895" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{99}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">Fisher continued,&nbsp;</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">That stat has plummeted. We should acknowledge that fact and try to</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;try to do something different.&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="2063317109" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{111}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Snitchler&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">answered</span><span class="NormalTextRun SCXW206938695 BCX0">,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;</strong>&ldquo;Senator, thanks for the question. I think&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">it's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;clear that being able to move electrons from where they are being generated to where they are needed, particularly in times of stress, is critically important.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">That's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;how we ensure grid reliability. And as we have seen retirements come off the system and the slow addition of&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">new resources</span><span class="NormalTextRun SCXW206938695 BCX0">, the importance of that transfer capability continues to be highlighted as an area of importance.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="690370493" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{139}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Developing Transmission in Ways that Provide</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;Value for Consumers</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="359494924" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{161}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">Heinrich followed up with&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>Reed,</strong>&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">Dr. Reed, go a little deeper. You talked about how to capture value for customers, how to save them money, as opposed to just bring&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">additional</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;costs onto the rate base. Go a little deeper into how we can capture that value and&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">actually benefit</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;customers.&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="603758069" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{183}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed answered</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">,</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;</strong>&ldquo;Thank you, Senator.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I'm</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;happy to. What is causing us to lose this value for consumers is that we are not building the transmission. We have seen&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a number of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;economic analy</span><span class="NormalTextRun SCXW206938695 BCX0">s</span><span class="NormalTextRun SCXW206938695 BCX0">es that find that, on average,&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">$100 million is lost per gigawatt of transmission line that was not built per year</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;in the last 10 years.&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">These transmission lines are not being built for a handful of reasons. One</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is that they are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">very complicated</span><span class="NormalTextRun SCXW206938695 BCX0">. This is an interstate and interregional project, and it does not enjoy a federal&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">s</span><span class="NormalTextRun SCXW206938695 BCX0">iting&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">and</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">permittin</span><span class="NormalTextRun SCXW206938695 BCX0">g</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;authority</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;as natural gas pipelines do. These electrons are moving or intended to move</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;in interstate commerce, and instead, they are being held up by processes at the individual states requiring approval. This is duplicative red tape that discourages developers and makes it longer for them to be able to complete these projects. There are also not expectations at utilities to be looking to the&nbsp;</span><span class="NormalTextRun CommentStart SCXW206938695 BCX0">reg</span><span class="NormalTextRun SCXW206938695 BCX0">ions&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">to build these inter</span><span class="NormalTextRun SCXW206938695 BCX0">regional lines. We have an opportunity to enable both utilities and private merchant developers who would not show up on a customer's utility bill to build more if we can fix these regulations.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="594848484" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{249}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">Heinrich responded,&nbsp;</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">T</span><span class="NormalTextRun SCXW206938695 BCX0">o your point,&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">I was deeply involved in</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;in&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">facilitating</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and working on one&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">inte</span><span class="NormalTextRun SCXW206938695 BCX0">r</span><span class="NormalTextRun SCXW206938695 BCX0">regional power line, and it took 17 years to get&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">all of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;the approvals to&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">actually make</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;that a reality.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I think there</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a number of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;places where&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">our incentives are not aligned. You mentioned the issue of compensation for some of the values that those, those power lines provide</span><span class="NormalTextRun SCXW206938695 BCX0">. W</span><span class="NormalTextRun SCXW206938695 BCX0">alk through that a little bit, because obviously, I think, you know,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">there's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;a mismatch between transmission and generation.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="2055323329" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{48}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed replied,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;</strong>&ldquo;Yeah,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I'm</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;happy to</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;Senator, thank you. High voltage direct current was the topic of my PhD thesis. I&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">don't</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;think I can cover that in a minute, but I will note that it is a&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">semiconductor-based</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;technology that&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">has the ability to</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;act differently than our existing grid system. So</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;it provides an excellent backbone, because it provides different services and different values. It can move power long distances, which captures the value for consumers, but the way that</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;that it controls electrons also provides stability to the grid.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">There's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;complicated reasons involving voltage and frequency that we can discuss offline, but HVDC&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">(High Voltage Direct Current)&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">ensures that we are keeping electric equipment online by keeping the voltage and frequency where it needs to be.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="959453150" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{92}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Incentivizing&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Utilit</span><span class="NormalTextRun SCXW206938695 BCX0">y Companies</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and Private Developers to Deploy&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Grid</span><span class="NormalTextRun SCXW206938695 BCX0">-</span><span class="NormalTextRun SCXW206938695 BCX0">Enhancing Technologies</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1599865828" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{112}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Heinrich</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;turned to grid</span><span class="NormalTextRun SCXW206938695 BCX0">-</span><span class="NormalTextRun SCXW206938695 BCX0">enhancing technologies,&nbsp;</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">One of the</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;tools that has been used very effectively in other parts of the world and sporadically here in the U</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">S</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">, are grid</span><span class="NormalTextRun SCXW206938695 BCX0">-</span><span class="NormalTextRun SCXW206938695 BCX0">enhancing technologies. But we have this model, particularly within</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;s</span><span class="NormalTextRun SCXW206938695 BCX0">tate</span><span class="NormalTextRun SCXW206938695 BCX0">-regulated utilities,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;where the incentive is</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">often</span><span class="NormalTextRun SCXW206938695 BCX0">...</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;I mean</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;the responsible parties, my utility</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">as an example, in central New&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Mexico,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">has&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">really leaned into&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">GETs</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun CommentStart ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">B</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">ut</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;there is also an incentive for utilities to build big and then get&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">[those cos</span><span class="NormalTextRun SCXW206938695 BCX0">ts]&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">rate</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">-</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">based</span><span class="NormalTextRun SCXW206938695 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">H</span><span class="NormalTextRun SCXW206938695 BCX0">ow do we create a more aligned incentive with</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;GETs&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">so that we can get more out of the existing grid?</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1222428483" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{202}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>Reed answered,</strong> &ldquo;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Thank you, Senator. There are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a number of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;options that Congress and FERC can pursue to incentivize more of these grid-enhancing technologies, and part of it is expectation. What are we requiring of the grid? We should be using the lines that we buil</span><span class="NormalTextRun SCXW206938695 BCX0">t</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;to a higher capacity. Grid-enhancing technologies, through dynamic line rating, power flow control, all of these can help us use those lines better and move the power around</span><span class="NormalTextRun SCXW206938695 BCX0">. A</span><span class="NormalTextRun SCXW206938695 BCX0">nd the way that we set expectations on how reliability is&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">achieved</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">and</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;provide financial incentives to utilities or private developers to provide those services</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;a</span><span class="NormalTextRun SCXW206938695 BCX0">re ways that we can get more of this advanced technology incorporated</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1422759636" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{236}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Powering Data Centers Efficiently</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1416078215" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{252}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">Turning to data centers</span><span class="NormalTextRun SCXW206938695 BCX0">,</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;Heinrich asked,</strong>&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0">&ldquo;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;Reed,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;if</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">each one of these large load data centers was its own generator</span><span class="NormalTextRun SCXW206938695 BCX0">, w</span><span class="NormalTextRun SCXW206938695 BCX0">ould that be the most efficient use of capital to</span><span class="NormalTextRun SCXW206938695 BCX0">, to</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;power&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">the,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">that part of the demand sector</span><span class="NormalTextRun SCXW206938695 BCX0">?</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1943395441" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{31}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed answered,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you for the question, Senator. I think the most efficient use of capital to power data centers is the choice of the data centers themselves. And I think the best option that we can provide for American competitiveness and for growing industries here is to ensure that they have those options available to them, both a robust grid that can provide reliable and affordable power and options for building their own private grids to provide their own power.&rdquo;</span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="382735762" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{41}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Heinrich asked for clarification on how private grid models impact consumers,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;And describe to me any risk associated&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">w</span><span class="NormalTextRun SCXW206938695 BCX0">ith customer impact with</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">the sort of private grid model.&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="967582592" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{57}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed replied,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you for the question. I think the way that we think about transmission benefits is important to consider here. Where, if we have a robust backbone to our grid that can provide affordable power that benefits consumers. The more consumers of electricity that there are on the grid, including high consumers such as data centers, there would be more rate payers who are helping pay for that valuable infrastructure.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="984430945" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{69}" style="text-align: center;"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">###</span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:2,&quot;335551620&quot;:2,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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      <content:encoded><![CDATA[<p><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW248886575 BCX0">WASHINGTON &mdash;</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW248886575 BCX0"><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;During a U.S. Senate Energy and Natural Resources Committee hearing to examine the state of the&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">power&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">grid</span><span class="NormalTextRun SCXW248886575 BCX0">, U.S. Senator Martin Heinrich (D-N.M.), the Committee&rsquo;s Ranking Member, questioned Niskanen Center&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">Director of Climate and Energy Policy Dr. Liza Reed, Cato Institute Director of Energy and Environmental Policy Studies</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW248886575 BCX0">Travis Fisher</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW248886575 BCX0"><span class="NormalTextRun SCXW248886575 BCX0">, and&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">Electric Power Supply Association President and CEO</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">Todd Snitchler</span><span class="NormalTextRun SCXW248886575 BCX0">,</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;on&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">expanding transmission</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;lines</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;and building them efficiently</span><span class="NormalTextRun SCXW248886575 BCX0">,&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">and&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">best&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">strategies&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">to&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">meet</span><span class="NormalTextRun SCXW248886575 BCX0">&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">data center&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">energy&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">demand without&nbsp;</span><span class="NormalTextRun SCXW248886575 BCX0">offloading costs to consumers.&nbsp;</span></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="958401736" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{138}"><a href="https://youtu.be/6z2hjpwOuPk" target="_blank" class="Hyperlink SCXW206938695 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">Ranking Member Heinrich (D-N.M.) questions experts on strategies to increase transmission and lower electric</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">ity</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;costs for consumers during a&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">Committee</span><span class="NormalTextRun SCXW206938695 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;hearing to examine the state of the grid, March 25, 2026.</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined EmptyTextRun SCXW206938695 BCX0"></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1678404254" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{158}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Building Enough Inter</span><span class="NormalTextRun SCXW206938695 BCX0">r</span><span class="NormalTextRun SCXW206938695 BCX0">egional Transmission</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">t</span><span class="NormalTextRun SCXW206938695 BCX0">o&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Meet Rising Energy Demand</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and Lower Costs</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1149589186" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{182}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Heinrich began,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;D</span><span class="NormalTextRun SCXW206938695 BCX0">o</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;any of you think that&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">we're</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;building</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and obviously&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I think the affordability argument</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is well received by everyone on this&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">C</span><span class="NormalTextRun SCXW206938695 BCX0">ommittee because all of us have constituents who are under pressure</span><span class="NormalTextRun SCXW206938695 BCX0">, b</span><span class="NormalTextRun SCXW206938695 BCX0">ut do any of you think that we are building enough&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">inter</span><span class="NormalTextRun SCXW206938695 BCX0">regional transmission to service the existing grid and the kind of growth that we would hope for both the electric sector and the economy</span><span class="NormalTextRun SCXW206938695 BCX0">?&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="924057488" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{208}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed replied,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you for the question, Senator, I</span><span class="NormalTextRun SCXW206938695 BCX0">...</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1752745038" paraeid="{7eb4b2a2-1feb-4cb1-870e-1c46061e8540}{218}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">Heinrich clarified,</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span></strong><span class="NormalTextRun CommentStart CommentHighlightPipeRest CommentHighlightRest SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">I'll</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;go down [the row of&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed CommentHighlightRest SCXW206938695 BCX0">panelists]</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed CommentHighlightRest SCXW206938695 BCX0">...</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">Let you all answer that.&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">Dr. Reed</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">,</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;you can</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;start</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">, and&nbsp;</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">we'll</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&nbsp;go the other way.</span><span class="NormalTextRun CommentHighlightRest SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP CommentHighlightPipeRest SCXW206938695 BCX0" data-ccp-props="{&quot;335551550&quot;:1,&quot;335551620&quot;:1}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1290481883" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{25}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">answere</span><span class="NormalTextRun SCXW206938695 BCX0">d,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you so much, Senator.</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;We are not building the amount of interregional transmission that we need right now, and there are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">particular barriers</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;that are preventing that from happening. Utilities are not incentivized or even expected to be looking to their neighbors, and so we are losing the economies of scale, and that is costing consumer purses.&rdquo;&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="120953522" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{45}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Fisher agreed,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;My short answer is no. My longer&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a</span><span class="NormalTextRun SCXW206938695 BCX0">nswer</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is, we should look back at the history of, you know,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">FERC Order&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">1</span><span class="NormalTextRun SCXW206938695 BCX0">000</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;for example.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I think the intent</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;was good, but the&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">track record</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">very poor</span><span class="NormalTextRun SCXW206938695 BCX0">. The transmission line miles of the&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">very high</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;voltage</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;lines&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">that has</span><span class="NormalTextRun SCXW206938695 BCX0">...</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1525683001" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{91}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Heinrich interjected,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0">&ldquo;Very minimum.&rdquo;</span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1210269895" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{99}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">Fisher continued,&nbsp;</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">That stat has plummeted. We should acknowledge that fact and try to</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;try to do something different.&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="2063317109" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{111}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Snitchler&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">answered</span><span class="NormalTextRun SCXW206938695 BCX0">,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;</strong>&ldquo;Senator, thanks for the question. I think&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">it's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;clear that being able to move electrons from where they are being generated to where they are needed, particularly in times of stress, is critically important.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">That's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;how we ensure grid reliability. And as we have seen retirements come off the system and the slow addition of&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">new resources</span><span class="NormalTextRun SCXW206938695 BCX0">, the importance of that transfer capability continues to be highlighted as an area of importance.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="690370493" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{139}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Developing Transmission in Ways that Provide</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;Value for Consumers</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="359494924" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{161}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">Heinrich followed up with&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>Reed,</strong>&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">Dr. Reed, go a little deeper. You talked about how to capture value for customers, how to save them money, as opposed to just bring&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">additional</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;costs onto the rate base. Go a little deeper into how we can capture that value and&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">actually benefit</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;customers.&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="603758069" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{183}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed answered</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">,</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;</strong>&ldquo;Thank you, Senator.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I'm</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;happy to. What is causing us to lose this value for consumers is that we are not building the transmission. We have seen&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a number of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;economic analy</span><span class="NormalTextRun SCXW206938695 BCX0">s</span><span class="NormalTextRun SCXW206938695 BCX0">es that find that, on average,&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">$100 million is lost per gigawatt of transmission line that was not built per year</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;in the last 10 years.&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">These transmission lines are not being built for a handful of reasons. One</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;is that they are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">very complicated</span><span class="NormalTextRun SCXW206938695 BCX0">. This is an interstate and interregional project, and it does not enjoy a federal&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">s</span><span class="NormalTextRun SCXW206938695 BCX0">iting&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">and</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">permittin</span><span class="NormalTextRun SCXW206938695 BCX0">g</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;authority</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;as natural gas pipelines do. These electrons are moving or intended to move</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;in interstate commerce, and instead, they are being held up by processes at the individual states requiring approval. This is duplicative red tape that discourages developers and makes it longer for them to be able to complete these projects. There are also not expectations at utilities to be looking to the&nbsp;</span><span class="NormalTextRun CommentStart SCXW206938695 BCX0">reg</span><span class="NormalTextRun SCXW206938695 BCX0">ions&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">to build these inter</span><span class="NormalTextRun SCXW206938695 BCX0">regional lines. We have an opportunity to enable both utilities and private merchant developers who would not show up on a customer's utility bill to build more if we can fix these regulations.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="594848484" paraeid="{a12c310b-0cf0-4a64-9f27-b33c300e6d28}{249}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">Heinrich responded,&nbsp;</span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">T</span><span class="NormalTextRun SCXW206938695 BCX0">o your point,&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">I was deeply involved in</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;in&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">facilitating</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and working on one&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">inte</span><span class="NormalTextRun SCXW206938695 BCX0">r</span><span class="NormalTextRun SCXW206938695 BCX0">regional power line, and it took 17 years to get&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">all of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;the approvals to&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">actually make</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;that a reality.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I think there</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a number of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;places where&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">our incentives are not aligned. You mentioned the issue of compensation for some of the values that those, those power lines provide</span><span class="NormalTextRun SCXW206938695 BCX0">. W</span><span class="NormalTextRun SCXW206938695 BCX0">alk through that a little bit, because obviously, I think, you know,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">there's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;a mismatch between transmission and generation.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="2055323329" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{48}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed replied,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;</strong>&ldquo;Yeah,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">I'm</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;happy to</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;Senator, thank you. High voltage direct current was the topic of my PhD thesis. I&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">don't</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;think I can cover that in a minute, but I will note that it is a&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">semiconductor-based</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;technology that&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">has the ability to</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;act differently than our existing grid system. So</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;it provides an excellent backbone, because it provides different services and different values. It can move power long distances, which captures the value for consumers, but the way that</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;that it controls electrons also provides stability to the grid.&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">There's</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;complicated reasons involving voltage and frequency that we can discuss offline, but HVDC&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">(High Voltage Direct Current)&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">ensures that we are keeping electric equipment online by keeping the voltage and frequency where it needs to be.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;&nbsp;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="959453150" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{92}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Incentivizing&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Utilit</span><span class="NormalTextRun SCXW206938695 BCX0">y Companies</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;and Private Developers to Deploy&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Grid</span><span class="NormalTextRun SCXW206938695 BCX0">-</span><span class="NormalTextRun SCXW206938695 BCX0">Enhancing Technologies</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1599865828" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{112}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Heinrich</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;turned to grid</span><span class="NormalTextRun SCXW206938695 BCX0">-</span><span class="NormalTextRun SCXW206938695 BCX0">enhancing technologies,&nbsp;</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;</span><span class="NormalTextRun SCXW206938695 BCX0">One of the</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;tools that has been used very effectively in other parts of the world and sporadically here in the U</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">S</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">, are grid</span><span class="NormalTextRun SCXW206938695 BCX0">-</span><span class="NormalTextRun SCXW206938695 BCX0">enhancing technologies. But we have this model, particularly within</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;s</span><span class="NormalTextRun SCXW206938695 BCX0">tate</span><span class="NormalTextRun SCXW206938695 BCX0">-regulated utilities,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;where the incentive is</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">often</span><span class="NormalTextRun SCXW206938695 BCX0">...</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;I mean</span><span class="NormalTextRun SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;the responsible parties, my utility</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">as an example, in central New&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Mexico,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">has&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">really leaned into&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">GETs</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun CommentStart ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">B</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">ut</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;there is also an incentive for utilities to build big and then get&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">[those cos</span><span class="NormalTextRun SCXW206938695 BCX0">ts]&nbsp;</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">rate</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">-</span><span class="NormalTextRun ContextualSpellingAndGrammarErrorV2Themed SCXW206938695 BCX0">based</span><span class="NormalTextRun SCXW206938695 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">H</span><span class="NormalTextRun SCXW206938695 BCX0">ow do we create a more aligned incentive with</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;GETs&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">so that we can get more out of the existing grid?</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1222428483" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{202}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>Reed answered,</strong> &ldquo;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Thank you, Senator. There are&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">a number of</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;options that Congress and FERC can pursue to incentivize more of these grid-enhancing technologies, and part of it is expectation. What are we requiring of the grid? We should be using the lines that we buil</span><span class="NormalTextRun SCXW206938695 BCX0">t</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;to a higher capacity. Grid-enhancing technologies, through dynamic line rating, power flow control, all of these can help us use those lines better and move the power around</span><span class="NormalTextRun SCXW206938695 BCX0">. A</span><span class="NormalTextRun SCXW206938695 BCX0">nd the way that we set expectations on how reliability is&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">achieved</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">and</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;provide financial incentives to utilities or private developers to provide those services</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;a</span><span class="NormalTextRun SCXW206938695 BCX0">re ways that we can get more of this advanced technology incorporated</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1422759636" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{236}"><span style="text-decoration: underline;"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">On&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Powering Data Centers Efficiently</span><span class="NormalTextRun SCXW206938695 BCX0">:</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></strong></span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1416078215" paraeid="{f78da801-da7e-41a5-958c-e9850ea26419}{252}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong><span class="NormalTextRun SCXW206938695 BCX0">Turning to data centers</span><span class="NormalTextRun SCXW206938695 BCX0">,</span></strong><span class="NormalTextRun SCXW206938695 BCX0"><strong>&nbsp;Heinrich asked,</strong>&nbsp;</span></span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0">&ldquo;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr</span><span class="NormalTextRun SCXW206938695 BCX0">.</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;Reed,</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;if</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">each one of these large load data centers was its own generator</span><span class="NormalTextRun SCXW206938695 BCX0">, w</span><span class="NormalTextRun SCXW206938695 BCX0">ould that be the most efficient use of capital to</span><span class="NormalTextRun SCXW206938695 BCX0">, to</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;power&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">the,&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">that part of the demand sector</span><span class="NormalTextRun SCXW206938695 BCX0">?</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="1943395441" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{31}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed answered,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you for the question, Senator. I think the most efficient use of capital to power data centers is the choice of the data centers themselves. And I think the best option that we can provide for American competitiveness and for growing industries here is to ensure that they have those options available to them, both a robust grid that can provide reliable and affordable power and options for building their own private grids to provide their own power.&rdquo;</span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="382735762" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{41}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><strong>Heinrich asked for clarification on how private grid models impact consumers,</strong>&nbsp;</span><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&ldquo;And describe to me any risk associated&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">w</span><span class="NormalTextRun SCXW206938695 BCX0">ith customer impact with</span><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">the sort of private grid model.&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="967582592" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{57}"><strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">Dr.&nbsp;</span><span class="NormalTextRun SCXW206938695 BCX0">Reed replied,</span></span></strong><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW206938695 BCX0"><span class="NormalTextRun SCXW206938695 BCX0">&nbsp;&ldquo;Thank you for the question. I think the way that we think about transmission benefits is important to consider here. Where, if we have a robust backbone to our grid that can provide affordable power that benefits consumers. The more consumers of electricity that there are on the grid, including high consumers such as data centers, there would be more rate payers who are helping pay for that valuable infrastructure.</span><span class="NormalTextRun SCXW206938695 BCX0">&rdquo;</span></span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:1,&quot;335551620&quot;:1,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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<p class="Paragraph SCXW206938695 BCX0" paraid="984430945" paraeid="{cb69487d-6b90-4cd0-84b4-82f695a8911d}{69}" style="text-align: center;"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW206938695 BCX0">###</span><span class="EOP SCXW206938695 BCX0" data-ccp-props="{&quot;134233117&quot;:false,&quot;134233118&quot;:false,&quot;201341983&quot;:0,&quot;335551550&quot;:2,&quot;335551620&quot;:2,&quot;335559685&quot;:0,&quot;335559737&quot;:0,&quot;335559738&quot;:0,&quot;335559739&quot;:160,&quot;335559740&quot;:279}">&nbsp;</span></p>
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      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/3/heinrich-questions-experts-on-the-power-grid-highlighting-need-to-expand-transmission-and-efficiently-power-data-centers-to-help-lower-costs-for-consumers</guid>
      <pubDate>Mon, 30 Mar 2026 04:00:00 +0000</pubDate>
    </item>
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      <title><![CDATA[Ranking Member Heinrich Offers Solutions to Energy Affordability Crisis Worsening Under Trump Administration  ]]></title>
      <link>https://www.energy.senate.gov/2026/3/ranking-member-heinrich-offers-solutions-to-energy-affordability-crisis-worsening-under-trump-administration</link>
      <description><![CDATA[<div class="OutlineElement Ltr SCXW27710004 BCX0">
<p class="Paragraph SCXW27710004 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{328716cb-ea93-452b-80d2-b39584a86566}{206}" style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW27710004 BCX0"><span class="NormalTextRun SCXW27710004 BCX0">Heinrich:&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">&ldquo;Now is the time to invest in a Grid for Growth&rdquo;</span></span><span class="EOP SCXW27710004 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW27710004 BCX0" paraid="1617563709" paraeid="{ecbb8480-fb3d-4dd8-8e04-c1bd5fa967e9}{37}" style="text-align: left;"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW27710004 BCX0">WASHINGTON &mdash;</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW27710004 BCX0"><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;During a U.S. Senate Energy and Natural Resources Committee hearing to examine the state of the</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;power</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;grid, U.S. Senator Martin Heinrich (D-N.M.), the Committee&rsquo;s Ranking Member, delivered opening remarks</span><span class="NormalTextRun SCXW27710004 BCX0">, explaining the&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">steps&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">that&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">ca</span><span class="NormalTextRun SCXW27710004 BCX0">n</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;be taken to lower energy costs&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">for consumers&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">and strengthen our strained energy grid</span><span class="NormalTextRun SCXW27710004 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">The Trump administration&rsquo;s cancell</span><span class="NormalTextRun SCXW27710004 BCX0">ation of&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">energy projects and war with Iran have&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">exacerbated</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">t</span><span class="NormalTextRun SCXW27710004 BCX0">he nation&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">energy crisis, skyrocketing&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">costs&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">for</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">working</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">families.&nbsp;</span></span><span class="EOP SCXW27710004 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW27710004 BCX0" paraid="368701097" paraeid="{ab143220-bbe3-49a3-a58c-d7938f9181d2}{209}" style="text-align: left;"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW27710004 BCX0"><span class="NormalTextRun SCXW27710004 BCX0">The hearing witnesses included Todd Snitchler, President and CEO of Electric Power Supply Association,&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">Travis Fisher, Director of Energy and Environmental Policy Studies at&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">Cato Institute, and Dr. Liza Reed, Director of Climate and Energy Policy</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;at</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">the</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">Niskanen</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;Center</span><span class="NormalTextRun SCXW27710004 BCX0">, who spoke on transmission policies and grid reliability.</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span></span><span class="EOP SCXW27710004 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" xml:lang="EN-US" lang="EN-US" paraid="297828704" paraeid="{9c909424-417d-4e22-9e13-7e138ef966c3}{167}" style="text-align: center;"><a href="https://youtu.be/QRvWcMlwnVM" target="_blank" class="Hyperlink SCXW166743779 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">Ranking Member Heinrich&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">(</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">D-N.M.)</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">delivers opening remarks explaining the s</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">teps&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">that can be taken to lower energy costs and robustly power our energy grid, March 25, 202</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">6.</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">&nbsp;</span><span class="EOP CommentStart SCXW166743779 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" xml:lang="EN-US" lang="EN-US" paraid="100418198" paraeid="{2a9bdbd4-e34d-4258-ad69-dd68237d2006}{102}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">The power grid is deeply personal for me: my father, Pete Heinrich, was an IBEW lineman for many decades.&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">However, our grid is under growing strain from rising electricity demand,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">largely driven</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;by data centers, advanced manufacturing, and electrification,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">began Heinrich</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"><strong>.</strong> &ldquo;The demand for electricity is significantly outpacing the rate at which new, low-cost generation can connect to the grid</span><span class="NormalTextRun SCXW166743779 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">This imbalance has led to electricity bills rising by as much as 13% since President Trump took office</span><span class="NormalTextRun SCXW166743779 BCX0">.</span><span class="NormalTextRun SCXW166743779 BCX0">&rdquo;</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;&nbsp;</span></span><span class="EOP CommentStart SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" xml:lang="EN-US" lang="EN-US" paraid="953116321" paraeid="{2a9bdbd4-e34d-4258-ad69-dd68237d2006}{156}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">Fortunately, t</span><span class="NormalTextRun SCXW166743779 BCX0">here is a way to help bring down electricity costs, while strengthening the</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">grid&rsquo;s reliability and resilience,</span><span class="NormalTextRun SCXW166743779 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">said Heinrich</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"><strong>.</strong>&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">First, we need to get more out of the grid we have... We must also build high-voltage transmission lines to reduce congestion and reliability risks... Third,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">we need to bring low-cost generation online faster... Fourth, new large loads, especially data centers, must bear the costs associated with them coming online</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">&mdash;</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">it cannot be on the back of other customers or ratepayers</span><span class="NormalTextRun SCXW166743779 BCX0">.&rdquo;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="884779040" paraeid="{abc189eb-7684-45dd-ac65-c068f6b6833f}{10}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">The grid is a national asset, like the interstate highway system, ports, or broadband. It is the delivery network for the economy&rsquo;s most universal commodity: electricity. And now is the time to invest in a Grid for Growth,</span><span class="NormalTextRun SCXW166743779 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">concluded Heinrich.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></strong></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="868400357" paraeid="{3f2d2b37-8f26-4ee9-830c-25510d094e39}{111}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">A video of Heinrich&rsquo;s opening remarks is&nbsp;</span><a href="https://youtu.be/QRvWcMlwnVM" target="_blank" class="Hyperlink SCXW166743779 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1557771810" paraeid="{3f2d2b37-8f26-4ee9-830c-25510d094e39}{118}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below:</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="845139992" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{25}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Thank you,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">Chairman</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;Lee, for holding this hearing on the state of the bulk power system.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1096731443" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{39}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">The power grid is deeply personal&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">for&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">me: my father, Pete Heinrich, was an IBEW lineman for&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">many decades</span><span class="NormalTextRun SCXW166743779 BCX0">.</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;&nbsp;</span></span>&nbsp;</em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1355494307" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">However, our grid is under growing strain from rising electricity demand,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">largely driven</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;by data centers, advanced manufacturing, and electrification.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="788702868" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{67}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">The demand for electricity is significantly outpacing the rate at which new, low-cost generation can connect to the grid.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1730312341" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{81}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">This imbalance has led to electricity bills rising by as much as 13% since President Trump took office.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="921923664" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{95}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun CommentStart SCXW166743779 BCX0">These rising costs</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;[are]&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">made worse by the Administration&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">fossil-only</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;agenda, which includes propping up uneconomic coal plants, stalling 116 gigawatts of new capacity from coming online, canceling clean energy projects, and starting a war with Iran that is driving up oil and gas prices.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1307868972" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{109}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Fortunately, there is a way to help bring down electricity costs, while strengthening the grid&rsquo;s reliability and resilience.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span>&nbsp;</em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="919460695" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{123}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Doing so means taking four no-regrets actions:</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1541554559" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{137}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">First, we need to get more out of the grid we have.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="458453033" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{151}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Grid-enhancing</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;technologies can unlock 20 to 100 gigawatts of&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">additional</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;capacity when&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">demand is highest.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1995684151" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{165}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">These solutions cost less than one-quarter of&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">traditional upgrade costs and can be deployed in&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">three</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;to&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">five&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">years.&nbsp;</span></span>&nbsp;</em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="207689534" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{179}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">GETs could reduce grid congestion by 40% or more, saving consumers $4 to $8 billion a year.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1628162109" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{193}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">The distribution system&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">represents</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;another opportunity to get&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">more&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">from the grid.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1904726895" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{207}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">The U.S. already has 30 to 60 gigawatts of distributed energy resources&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">operating</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;together like a single power plant</span><span class="NormalTextRun SCXW166743779 BCX0">, referred to as a virtual power plant</span><span class="NormalTextRun SCXW166743779 BCX0">.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="989572112" paraeid="{0c420573-16d4-4fbc-ad96-6071b5c0fd33}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Technology providers are already offering the software and hardware, allowing data centers to act as</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;VPPs.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="611287130" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{221}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Deploying another 60 gigawatts could save consumers $20 billion by 2030.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1291689455" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{235}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">But these&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">aren&rsquo;t</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;silver bullet solutions for long-term growth.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="2136051073" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{249}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">We must also build high-voltage transmission lines to reduce congestion and reliability risks.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="131615551" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{8}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Transmission congestion cost consumers $12.1 billion dollars in 2024</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;alone.</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="289945771" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{22}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Perhaps even more</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;important, interregional transmission helps keep the lights on during extreme weather by allowing regions to share electricity.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="495788501" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{36}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Yet interregional transmission made up only?2%?of new circuit-miles installed between 2011 and 2020.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="427970437" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{50}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Third, we need to bring low-cost generation online faster. More than 2</span><span class="NormalTextRun SCXW166743779 BCX0">,</span><span class="NormalTextRun SCXW166743779 BCX0">000 gigawatts of new power plants are stuck in interconnection queues, nearly double the capacity of the existing power plant fleet.</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun Superscript SCXW166743779 BCX0" data-fontsize="12">&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1025359523" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{64}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Bringing even 10% of capacity in queues online in the region would have saved customers $3.5 billion.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="836911582" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{78}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Fourth, new large loads, especially data centers, must bear the costs associated with them coming online&mdash;it cannot be on the back of other&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">customers or&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">ratepayers.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="648541615" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{92}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Data centers want fast, reliable power and are already willing to fund&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">upgrades.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="577042156" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{106}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Furthermore, one study found that if large loads agree to be flexible with their energy use at a 1% curtailment rate, the U.S. could unlock 126 gigawatts of new capacity.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="88884237" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{120}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">This creates a once-in-a-generation opportunity to&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">leverage</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;private capital.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="465077972" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{134}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">The grid is a national asset, like the interstate highway system, ports, or broadband.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="446509998" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">It is the delivery network for the economy&rsquo;s most universal commodity: electricity.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="423457328" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{162}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">And now&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">is the time to invest in a Grid for Growth.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="402755073" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{176}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">I&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">very much l</span><span class="NormalTextRun SCXW166743779 BCX0">ook forward to this discussion.</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="2101841788" paraeid="{0d19570e-cb1c-49b3-94c1-d41ef08bf6ff}{125}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"></span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1979349670" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{183}" style="text-align: center;"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">###</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2,&quot;335559739&quot;:0}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1590904760" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{23}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"></span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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      <content:encoded><![CDATA[<div class="OutlineElement Ltr SCXW27710004 BCX0">
<p class="Paragraph SCXW27710004 BCX0" xml:lang="EN-US" lang="EN-US" paraid="1002089960" paraeid="{328716cb-ea93-452b-80d2-b39584a86566}{206}" style="text-align: center;"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW27710004 BCX0"><span class="NormalTextRun SCXW27710004 BCX0">Heinrich:&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">&ldquo;Now is the time to invest in a Grid for Growth&rdquo;</span></span><span class="EOP SCXW27710004 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW27710004 BCX0" paraid="1617563709" paraeid="{ecbb8480-fb3d-4dd8-8e04-c1bd5fa967e9}{37}" style="text-align: left;"><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW27710004 BCX0">WASHINGTON &mdash;</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW27710004 BCX0"><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;During a U.S. Senate Energy and Natural Resources Committee hearing to examine the state of the</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;power</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;grid, U.S. Senator Martin Heinrich (D-N.M.), the Committee&rsquo;s Ranking Member, delivered opening remarks</span><span class="NormalTextRun SCXW27710004 BCX0">, explaining the&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">steps&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">that&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">ca</span><span class="NormalTextRun SCXW27710004 BCX0">n</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;be taken to lower energy costs&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">for consumers&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">and strengthen our strained energy grid</span><span class="NormalTextRun SCXW27710004 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">The Trump administration&rsquo;s cancell</span><span class="NormalTextRun SCXW27710004 BCX0">ation of&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">energy projects and war with Iran have&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">exacerbated</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">t</span><span class="NormalTextRun SCXW27710004 BCX0">he nation&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">energy crisis, skyrocketing&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">costs&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">for</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">working</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">families.&nbsp;</span></span><span class="EOP SCXW27710004 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW27710004 BCX0" paraid="368701097" paraeid="{ab143220-bbe3-49a3-a58c-d7938f9181d2}{209}" style="text-align: left;"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW27710004 BCX0"><span class="NormalTextRun SCXW27710004 BCX0">The hearing witnesses included Todd Snitchler, President and CEO of Electric Power Supply Association,&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">Travis Fisher, Director of Energy and Environmental Policy Studies at&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">Cato Institute, and Dr. Liza Reed, Director of Climate and Energy Policy</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;at</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">the</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span><span class="NormalTextRun SCXW27710004 BCX0">Niskanen</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;Center</span><span class="NormalTextRun SCXW27710004 BCX0">, who spoke on transmission policies and grid reliability.</span><span class="NormalTextRun SCXW27710004 BCX0">&nbsp;</span></span><span class="EOP SCXW27710004 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" xml:lang="EN-US" lang="EN-US" paraid="297828704" paraeid="{9c909424-417d-4e22-9e13-7e138ef966c3}{167}" style="text-align: center;"><a href="https://youtu.be/QRvWcMlwnVM" target="_blank" class="Hyperlink SCXW166743779 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">Ranking Member Heinrich&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">(</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">D-N.M.)</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">delivers opening remarks explaining the s</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">teps&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">that can be taken to lower energy costs and robustly power our energy grid, March 25, 202</span><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">6.</span></span></a><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">&nbsp;</span><span class="EOP CommentStart SCXW166743779 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" xml:lang="EN-US" lang="EN-US" paraid="100418198" paraeid="{2a9bdbd4-e34d-4258-ad69-dd68237d2006}{102}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">The power grid is deeply personal for me: my father, Pete Heinrich, was an IBEW lineman for many decades.&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">However, our grid is under growing strain from rising electricity demand,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">largely driven</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;by data centers, advanced manufacturing, and electrification,&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">began Heinrich</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"><strong>.</strong> &ldquo;The demand for electricity is significantly outpacing the rate at which new, low-cost generation can connect to the grid</span><span class="NormalTextRun SCXW166743779 BCX0">.&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">This imbalance has led to electricity bills rising by as much as 13% since President Trump took office</span><span class="NormalTextRun SCXW166743779 BCX0">.</span><span class="NormalTextRun SCXW166743779 BCX0">&rdquo;</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;&nbsp;</span></span><span class="EOP CommentStart SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" xml:lang="EN-US" lang="EN-US" paraid="953116321" paraeid="{2a9bdbd4-e34d-4258-ad69-dd68237d2006}{156}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">Fortunately, t</span><span class="NormalTextRun SCXW166743779 BCX0">here is a way to help bring down electricity costs, while strengthening the</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">grid&rsquo;s reliability and resilience,</span><span class="NormalTextRun SCXW166743779 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">said Heinrich</span></strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"><strong>.</strong>&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">First, we need to get more out of the grid we have... We must also build high-voltage transmission lines to reduce congestion and reliability risks... Third,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">we need to bring low-cost generation online faster... Fourth, new large loads, especially data centers, must bear the costs associated with them coming online</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">&mdash;</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">it cannot be on the back of other customers or ratepayers</span><span class="NormalTextRun SCXW166743779 BCX0">.&rdquo;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="884779040" paraeid="{abc189eb-7684-45dd-ac65-c068f6b6833f}{10}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">&ldquo;</span><span class="NormalTextRun SCXW166743779 BCX0">The grid is a national asset, like the interstate highway system, ports, or broadband. It is the delivery network for the economy&rsquo;s most universal commodity: electricity. And now is the time to invest in a Grid for Growth,</span><span class="NormalTextRun SCXW166743779 BCX0">&rdquo;&nbsp;</span></span><strong><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">concluded Heinrich.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></strong></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="868400357" paraeid="{3f2d2b37-8f26-4ee9-830c-25510d094e39}{111}"><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">A video of Heinrich&rsquo;s opening remarks is&nbsp;</span><a href="https://youtu.be/QRvWcMlwnVM" target="_blank" class="Hyperlink SCXW166743779 BCX0"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun Underlined SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0" data-ccp-charstyle="Hyperlink">here</span></span></a><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1557771810" paraeid="{3f2d2b37-8f26-4ee9-830c-25510d094e39}{118}"><em><span data-contrast="auto" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">A transcript of Heinrich&rsquo;s remarks as delivered is below:</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335557856&quot;:16777215,&quot;335559739&quot;:150}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="845139992" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{25}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Thank you,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">Chairman</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;Lee, for holding this hearing on the state of the bulk power system.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1096731443" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{39}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">The power grid is deeply personal&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">for&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">me: my father, Pete Heinrich, was an IBEW lineman for&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">many decades</span><span class="NormalTextRun SCXW166743779 BCX0">.</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;&nbsp;</span></span>&nbsp;</em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1355494307" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{53}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">However, our grid is under growing strain from rising electricity demand,&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">largely driven</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;by data centers, advanced manufacturing, and electrification.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="788702868" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{67}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">The demand for electricity is significantly outpacing the rate at which new, low-cost generation can connect to the grid.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1730312341" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{81}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">This imbalance has led to electricity bills rising by as much as 13% since President Trump took office.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="921923664" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{95}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun CommentStart SCXW166743779 BCX0">These rising costs</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;[are]&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">made worse by the Administration&rsquo;s&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">fossil-only</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;agenda, which includes propping up uneconomic coal plants, stalling 116 gigawatts of new capacity from coming online, canceling clean energy projects, and starting a war with Iran that is driving up oil and gas prices.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1307868972" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{109}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Fortunately, there is a way to help bring down electricity costs, while strengthening the grid&rsquo;s reliability and resilience.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span>&nbsp;</em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="919460695" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{123}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Doing so means taking four no-regrets actions:</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="1541554559" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{137}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">First, we need to get more out of the grid we have.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="458453033" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{151}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Grid-enhancing</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;technologies can unlock 20 to 100 gigawatts of&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">additional</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;capacity when&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">demand is highest.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="1995684151" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{165}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">These solutions cost less than one-quarter of&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">traditional upgrade costs and can be deployed in&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">three</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;to&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">five&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">years.&nbsp;</span></span>&nbsp;</em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="207689534" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{179}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">GETs could reduce grid congestion by 40% or more, saving consumers $4 to $8 billion a year.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="1628162109" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{193}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">The distribution system&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">represents</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;another opportunity to get&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">more&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">from the grid.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="1904726895" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{207}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">The U.S. already has 30 to 60 gigawatts of distributed energy resources&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">operating</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;together like a single power plant</span><span class="NormalTextRun SCXW166743779 BCX0">, referred to as a virtual power plant</span><span class="NormalTextRun SCXW166743779 BCX0">.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="989572112" paraeid="{0c420573-16d4-4fbc-ad96-6071b5c0fd33}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Technology providers are already offering the software and hardware, allowing data centers to act as</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;VPPs.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="611287130" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{221}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Deploying another 60 gigawatts could save consumers $20 billion by 2030.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="1291689455" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{235}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">But these&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">aren&rsquo;t</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;silver bullet solutions for long-term growth.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="2136051073" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{249}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">We must also build high-voltage transmission lines to reduce congestion and reliability risks.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="131615551" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{8}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Transmission congestion cost consumers $12.1 billion dollars in 2024</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;alone.</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="289945771" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{22}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Perhaps even more</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;important, interregional transmission helps keep the lights on during extreme weather by allowing regions to share electricity.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="495788501" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{36}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Yet interregional transmission made up only?2%?of new circuit-miles installed between 2011 and 2020.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="427970437" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{50}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Third, we need to bring low-cost generation online faster. More than 2</span><span class="NormalTextRun SCXW166743779 BCX0">,</span><span class="NormalTextRun SCXW166743779 BCX0">000 gigawatts of new power plants are stuck in interconnection queues, nearly double the capacity of the existing power plant fleet.</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun Superscript SCXW166743779 BCX0" data-fontsize="12">&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="1025359523" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{64}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Bringing even 10% of capacity in queues online in the region would have saved customers $3.5 billion.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="836911582" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{78}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Fourth, new large loads, especially data centers, must bear the costs associated with them coming online&mdash;it cannot be on the back of other&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">customers or&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">ratepayers.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="648541615" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{92}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">Data centers want fast, reliable power and are already willing to fund&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">the&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">upgrades.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="577042156" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{106}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">Furthermore, one study found that if large loads agree to be flexible with their energy use at a 1% curtailment rate, the U.S. could unlock 126 gigawatts of new capacity.</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="88884237" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{120}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">This creates a once-in-a-generation opportunity to&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">leverage</span><span class="NormalTextRun SCXW166743779 BCX0">&nbsp;private capital.&nbsp;</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="465077972" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{134}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">The grid is a national asset, like the interstate highway system, ports, or broadband.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="446509998" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{148}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">It is the delivery network for the economy&rsquo;s most universal commodity: electricity.&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="423457328" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{162}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">And now&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">is the time to invest in a Grid for Growth.</span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
<div class="OutlineElement Ltr SCXW166743779 BCX0">
<p class="Paragraph SCXW166743779 BCX0" paraid="402755073" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{176}"><em><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0">I&nbsp;</span><span class="NormalTextRun SCXW166743779 BCX0">very much l</span><span class="NormalTextRun SCXW166743779 BCX0">ook forward to this discussion.</span></span><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0">&nbsp;</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></em></p>
</div>
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<p class="Paragraph SCXW166743779 BCX0" paraid="2101841788" paraeid="{0d19570e-cb1c-49b3-94c1-d41ef08bf6ff}{125}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"></span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1979349670" paraeid="{0aef287f-7f4e-434d-b182-7fce23d3a6e0}{183}" style="text-align: center;"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun MacChromeBold SCXW166743779 BCX0">###</span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{&quot;335551550&quot;:2,&quot;335551620&quot;:2,&quot;335559739&quot;:0}">&nbsp;</span></p>
</div>
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<p class="Paragraph SCXW166743779 BCX0" paraid="1590904760" paraeid="{8ade81bf-3106-44ba-af05-9a381d9980e4}{23}"><span data-contrast="none" xml:lang="EN-US" lang="EN-US" class="TextRun SCXW166743779 BCX0"><span class="NormalTextRun SCXW166743779 BCX0"></span></span><span class="EOP SCXW166743779 BCX0" data-ccp-props="{}">&nbsp;</span></p>
</div>
</div>]]></content:encoded>
      <category>Democratic News</category>
      <guid>https://www.energy.senate.gov/2026/3/ranking-member-heinrich-offers-solutions-to-energy-affordability-crisis-worsening-under-trump-administration</guid>
      <pubDate>Thu, 26 Mar 2026 04:00:00 +0000</pubDate>
    </item>
    <item>
      <title><![CDATA[Full Committee Hearing to Examine the State of the Bulk Power System]]></title>
      <link>https://www.energy.senate.gov/hearings/2026/3/full-committee-hearing-to-examine-the-state-of-the-bulk-power-system</link>
      <description><![CDATA[<div>
<p><span><span>The hearing will be held on Wednsday</span><span><span><span>,</span>&nbsp;<span>March 25, 2026</span>, at 9<span>:30 a.m.</span></span>&nbsp;</span><span>in Room 366 of the Dirksen Senate Office Building in Washington, D.C.</span></span></p>
<p><span><span>&nbsp;</span></span></p>
<p><span>The purpose of the hearing&nbsp;is to examine the state of the bulk power system.<o:p></o:p></span></p>
<p><span>&nbsp;</span></p>
</div>
<p><span>The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.</span></p>
<p>&nbsp;</p>
<p><b>WITNESSES</b></p>
<div>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p>&nbsp;</p>
<p><strong>The Honorable Todd Snitchler</strong></p>
<p>President &amp; CEO</p>
<p>Electric Power Supply Association</p>
</td>
</tr>
<tr>
<td valign="top">
<p>&nbsp;</p>
<p><strong>Mr. Travis Fisher</strong></p>
<p>Director of Energy and Environmental Policy Studies</p>
<p>Cato Institute</p>
</td>
</tr>
<tr>
<td valign="top">
<p>&nbsp;</p>
<p><strong>Dr. Liza Reed</strong></p>
<p>Director of Climate and Energy Policy</p>
<p>Niskanen Center</p>
</td>
</tr>
</tbody>
</table>
</div>]]></description>
      <content:encoded><![CDATA[<div>
<p><span><span>The hearing will be held on Wednsday</span><span><span><span>,</span>&nbsp;<span>March 25, 2026</span>, at 9<span>:30 a.m.</span></span>&nbsp;</span><span>in Room 366 of the Dirksen Senate Office Building in Washington, D.C.</span></span></p>
<p><span><span>&nbsp;</span></span></p>
<p><span>The purpose of the hearing&nbsp;is to examine the state of the bulk power system.<o:p></o:p></span></p>
<p><span>&nbsp;</span></p>
</div>
<p><span>The hearing will be webcast live on the Committee&rsquo;s website, and an archived video will be available shortly after the hearing concludes. Witness testimony will be available on the website at the start of the hearing.</span></p>
<p>&nbsp;</p>
<p><b>WITNESSES</b></p>
<div>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top">
<p>&nbsp;</p>
<p><strong>The Honorable Todd Snitchler</strong></p>
<p>President &amp; CEO</p>
<p>Electric Power Supply Association</p>
</td>
</tr>
<tr>
<td valign="top">
<p>&nbsp;</p>
<p><strong>Mr. Travis Fisher</strong></p>
<p>Director of Energy and Environmental Policy Studies</p>
<p>Cato Institute</p>
</td>
</tr>
<tr>
<td valign="top">
<p>&nbsp;</p>
<p><strong>Dr. Liza Reed</strong></p>
<p>Director of Climate and Energy Policy</p>
<p>Niskanen Center</p>
</td>
</tr>
</tbody>
</table>
</div>]]></content:encoded>
      <category>Hearings</category>
      <guid>https://www.energy.senate.gov/hearings/2026/3/full-committee-hearing-to-examine-the-state-of-the-bulk-power-system</guid>
      <pubDate>Wed, 25 Mar 2026 13:30:00 +0000</pubDate>
    </item>
  </channel>
</rss>
